From 8f73f21188aac751b1fda2d24acffb06d5cac4a8 Mon Sep 17 00:00:00 2001 From: szymon-datalions Date: Wed, 23 Jun 2021 15:45:05 +0200 Subject: [PATCH 01/15] t desc --- .../documentation/tests/test_step_by_step.md | 100 ++++++++++++++++++ 1 file changed, 100 insertions(+) create mode 100644 developer/documentation/tests/test_step_by_step.md diff --git a/developer/documentation/tests/test_step_by_step.md b/developer/documentation/tests/test_step_by_step.md new file mode 100644 index 00000000..6fee5756 --- /dev/null +++ b/developer/documentation/tests/test_step_by_step.md @@ -0,0 +1,100 @@ +# Tests - step by step tutorial + +In this tutorial we will create *unit* and *functional* tests for the code developed within **pyinterpolate** package. + +## Changelog + +| Date | Change description | Author | +|--------|--------------------------|----------| +| 2021-06-23 | First release of tutorial | @szymon-datalions | + +## Contents + +- [Introduction](#introduction) +- [(Optional) Example function](#example-function) +- [Unit tests](#unit-tests) +- [Logical and functionality testing](#logical-and-functionality-testing) +- [Testing with tutorials](#test-with-tutorials) +- [(Optional) Tutorial as a test case](#tutorial-as-a-test) + +## Introduction + +Every time when code is changed or new feature is added we should perform tests to ensure that everything works as it should be. We have few different levels of test to perform. List below represents all steps required to be sure that everyting works (hopefully) fine. Steps 1-2 and 4 are required for the new features, steps 3 and 4 are required for changes in a codebase. + +1. Write unit tests in `test` directory to check if input data structure is valid or if returned values are within specific or or are of specific type. Use `unittests` package. Group tests in regards to the module within you're working. As example if you implement new Kriging technique put your tests inside `test/kriging` module. Name your test file with prefix `test_` and follow `unittest` naming of the testing functions and classes. This part is of tutorial is presented in the section [Unit tests](#unit-tests). +2. Write logical test where you know exactly what should be returned. This step is very important in the development of scientific software so pen & paper are equally important as keybord & monitor. Where it's possible use examples from the literature and try to achieve the same results with the same datasets. If this is not possible justify why function is usable and why your results are different than in the literature. If you are not sure what it all means then read part about [Logical and functionality testing](#logical-and-functionality-testing). +3. Run all tests within the `test` package. You have two options: use `PyCharm` or Python console. Those are described in depth in the section [How to run multiple unit tests](#how-to-run-multiple-unit-tests). +4. [Create testing `conda` environment with implemented and tested functionality](#test-with-tutorials). Update all tutorials where change / addition may affect calculation results. Remember to update **Changelog table** in recalculated tutorials. +5. (Optional) [Write a tutorial](#tutorial-as-a-test) which covers your functionality or code change. + +To make things easier to understand we will gou through the example of `calculate_seimvariance()` function. + +## Example function + +To start with the development we must first do two things: + +1. Write an equation and / or create block diagram algorithm of the function, +2. Prepare dataset for logic tests. + +Those two steps prepare our mental model. In the ideal situation we should have equation / algorithm blocks and sample data from publications. Fortunately for us experimental semivariogram calculation process is well described in the book **Basic Linear Geostatistics** written by *Margaret Armstrong* in 1998 (pages 47-52 for this tutorial). (If you're a geostatistican and you haven't read this book yet then do it as soon as you can. This resource is a gem among books for geostatistics and **Pyinterpolate** relies heavely on it). + +Starting from the equation for experimental semivariogram: + +$$\gamma'(h) = \frac{1}{2 * N(h)} \sum_{i=1}^{N(h)} [Z(x_{i} + h) - Z(x_{i})]^2$$ + +where $\gamma'(h)$ is a semivariance for a given lag $h$, $x_{i}$ are the locations of samples, $Z(x_{i})$ are their values and $N(h)$ is the number of pairs $(x_{i}, x_{i + h})$. What it means in practice? We may freely translate it to: **semivariance at a given interval of distances is a halved mean squared error of all points pairs which are in a given interval**. If we understand what it means then we could go further. To the block diagram of an algorithm. Here's a little digression: equations are not always available and sometimes we will implement processes and not single blocks. Take as an example genetic algorithms: they are very complex to desribe them with formal mathematical notation and we should consider text / diagram description in this case. + +With a block diagram we may think of the first bunch of tests which should be implemented. Usually those tests check if an input data is valid and if results are valid. We may use algorithm presented in the page 49 in the **Basic Linear Geostatistics** but for the case of simplicity we create our own algorithm for omnidirectional semivariogram calculation. Algorithm works as follow: + +(1) Read Data as an array of triplets `x, y, value`, + +(2) Calculate distances between each element from the array, + +(3) Create lags list to group semivariances (lags are separation distances $h$), + +(4a) For each lag group calculated distances to select points within a specific range (lag), + +(4b) Calculated mean squared error between all points pairs and divide it by two (each pair is taken twice a time), + +(4c) Store calculated semivariance along the lag within array `lag, semivariance`, + +(5) Return array of lags and their semivariances. + +At this point we should see specific dependencies and data structures which should be tested. We start from the *unit tests*. + +## Unit tests + +We will create simple unit test which checks if all results are positive numbers. (Lags can be only positive because there is no negative distance. The same for semivariance - due to the fact that it is a squared difference it must always be a positive number). First, let's create Python file within `test/semivariance`. All files with unit tests should have a prefix `test_`. That's why we name our file `test_calculate_semivariance` and full path to the file should be: + +`pyinterpolate/test/semivariance/test_calculate_semivariance.py` + +At the beginning we must import `calculate_semivariance()` method and `unittest` module. + +```python +import unittest +from pyinterpolate.semivariance import calculate_semivariance +``` + +To write a test we must create **class** which starts with `Test` prefix. Usually it is named `TestYourFunctionOrModuleName`, in our case: `TestCalculateSemivariance`. This class inherits from the `unittest.TestCase` class. We can skip explanation what inheritance is. The key is to understand that we can use methods from `unittest.TestCase` in our class `TestCalculateSemivariance`. Let's update our script with this new piece of information: + +```python +import unittest +from pyinterpolate.semivariance import calculate_semivariance + +class TestCalculateSemivariance(unittest.TestCase): + + def test_calculate_semivariance(self): + pass +``` + +Good practice with unit testing is to have data which is not depended on the external sources or processes. In other words we use mostly static files with known datasets or artificial arrays. Those arrays may be filled with random numbers of specific distribution or hard-coded values which are simulating possible input. We should avoid using additional scripts from within the package if there is a chance to do so. + + + +## Logical and functionality testing + +## How to run multiple unit tests + +## Test with tutorials + +## Tutorial as a test \ No newline at end of file From bb4f92815a60fa44fac8b1172f94c4cf672968e7 Mon Sep 17 00:00:00 2001 From: szymon-datalions Date: Wed, 23 Jun 2021 18:17:12 +0200 Subject: [PATCH 02/15] development documentation --- developer/documentation/{tests => testing}/test_step_by_step.md | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename developer/documentation/{tests => testing}/test_step_by_step.md (100%) diff --git a/developer/documentation/tests/test_step_by_step.md b/developer/documentation/testing/test_step_by_step.md similarity index 100% rename from developer/documentation/tests/test_step_by_step.md rename to developer/documentation/testing/test_step_by_step.md From af5b38c2f1192bd5eead6ad897f9aac7480af1a4 Mon Sep 17 00:00:00 2001 From: szymon-datalions Date: Thu, 8 Jul 2021 11:17:31 +0200 Subject: [PATCH 03/15] modified tests --- .../testing/test_step_by_step.md | 52 +++++++++++++++++-- 1 file changed, 48 insertions(+), 4 deletions(-) diff --git a/developer/documentation/testing/test_step_by_step.md b/developer/documentation/testing/test_step_by_step.md index 6fee5756..55d8ea55 100644 --- a/developer/documentation/testing/test_step_by_step.md +++ b/developer/documentation/testing/test_step_by_step.md @@ -27,7 +27,7 @@ Every time when code is changed or new feature is added we should perform tests 4. [Create testing `conda` environment with implemented and tested functionality](#test-with-tutorials). Update all tutorials where change / addition may affect calculation results. Remember to update **Changelog table** in recalculated tutorials. 5. (Optional) [Write a tutorial](#tutorial-as-a-test) which covers your functionality or code change. -To make things easier to understand we will gou through the example of `calculate_seimvariance()` function. +To make things easier to understand we will go through the example of `calculate_seimvariance()` function. ## Example function @@ -56,7 +56,7 @@ With a block diagram we may think of the first bunch of tests which should be im (4b) Calculated mean squared error between all points pairs and divide it by two (each pair is taken twice a time), -(4c) Store calculated semivariance along the lag within array `lag, semivariance`, +(4c) Store calculated semivariance along the lag and number of points used for calculation within array `lag, semivariance, number of points`, (5) Return array of lags and their semivariances. @@ -75,7 +75,7 @@ import unittest from pyinterpolate.semivariance import calculate_semivariance ``` -To write a test we must create **class** which starts with `Test` prefix. Usually it is named `TestYourFunctionOrModuleName`, in our case: `TestCalculateSemivariance`. This class inherits from the `unittest.TestCase` class. We can skip explanation what inheritance is. The key is to understand that we can use methods from `unittest.TestCase` in our class `TestCalculateSemivariance`. Let's update our script with this new piece of information: +To write a test we must create **class** which starts with `Test` prefix. Usually it is named `TestYourFunctionOrModuleName`, in our case: `TestCalculateSemivariance`. This class inherits from the `unittest.TestCase` class. We can skip explanation what inheritance is. The key is to understand that we can use methods from `unittest.TestCase` in our class `TestCalculateSemivariance` and those methods allow us to write unit tests. Let's update our script with this new piece of information: ```python import unittest @@ -87,9 +87,53 @@ class TestCalculateSemivariance(unittest.TestCase): pass ``` -Good practice with unit testing is to have data which is not depended on the external sources or processes. In other words we use mostly static files with known datasets or artificial arrays. Those arrays may be filled with random numbers of specific distribution or hard-coded values which are simulating possible input. We should avoid using additional scripts from within the package if there is a chance to do so. +Good practice with unit testing is to have data which is not depended on the external sources or processes. In other words we use mostly static files with known datasets or artificial arrays. Those arrays may be filled with random numbers of specific distribution or hard-coded values which are simulating possible input. We are going to create one array for the sake of simplicity: +1. Array: +```python +test_arr = [8, 6, 4, 3, 6, 5, 7, 2, 8, 9, 5, 6, 3] +``` + +This array is not random. It comes from the **Basic Linear Geostatistic** and it is presented in the page 48. It has important property: **we are able to calculate semivariance _by hand_** and it will be a topic of functional testing scenario. Now we consider test if all output values are positive. `calculate_semivariance()` returns list of triplets: `[lag, semivariance, number of point pairs]`. First, calculate semivariances up to lag 5 by hand: + +**Lag 0:** + +Calculations: _n/a_ + +Expected output: `[0, 0, 13]` + +**Lag 1:** + +Calculations: + +$$\gamma(h_{1})= \frac{1}{2*24}*2(4+4+1+9+1+4+25+36+1+16+1+9)=\frac{111}{24}=4.625$$ + +Expected output: `[1, 4.625, 24]` + +**Lag 2:** + +Calculations: + +$$\gamma(h_{2})= \frac{1}{2*22}*2(16+9+4+4+1+9+1+49+9+9+4)=\frac{115}{22}=5.227$$ + +Expected output: `[2, 5.227, 22]` + +**Lag 3:** + +Calculations: + +$$\gamma(h_{3})= \frac{1}{2*10}*2(25+0+1+16+16+9+4+9+4+36)=\frac{120}{10}=12$$ + +Expected output: `[3, 12.0, 10]` + +**Lag 4:** + +Calculations: + +$$\gamma(h_{4})= \frac{1}{2*9}*2(4+1+9+1+4+16+4+16+25)=\frac{80}{9}=8.889$$ + +Expected output: `[4, 8.889, 9]` ## Logical and functionality testing From 674761aa6d5822ab1c133fb3312687d37cc28937 Mon Sep 17 00:00:00 2001 From: szymon-datalions Date: Sun, 18 Jul 2021 19:27:40 +0200 Subject: [PATCH 04/15] unittest description v1; functionality test beginning --- .../testing/test_step_by_step.md | 155 +++++++++++++++++- .../test_calculate_semivariance.py | 30 ++++ 2 files changed, 180 insertions(+), 5 deletions(-) diff --git a/developer/documentation/testing/test_step_by_step.md b/developer/documentation/testing/test_step_by_step.md index 55d8ea55..6b5e89f8 100644 --- a/developer/documentation/testing/test_step_by_step.md +++ b/developer/documentation/testing/test_step_by_step.md @@ -92,7 +92,7 @@ Good practice with unit testing is to have data which is not depended on the ext 1. Array: ```python -test_arr = [8, 6, 4, 3, 6, 5, 7, 2, 8, 9, 5, 6, 3] +INPUT = [8, 6, 4, 3, 6, 5, 7, 2, 8, 9, 5, 6, 3] ``` This array is not random. It comes from the **Basic Linear Geostatistic** and it is presented in the page 48. It has important property: **we are able to calculate semivariance _by hand_** and it will be a topic of functional testing scenario. Now we consider test if all output values are positive. `calculate_semivariance()` returns list of triplets: `[lag, semivariance, number of point pairs]`. First, calculate semivariances up to lag 5 by hand: @@ -123,20 +123,165 @@ Expected output: `[2, 5.227, 22]` Calculations: -$$\gamma(h_{3})= \frac{1}{2*10}*2(25+0+1+16+16+9+4+9+4+36)=\frac{120}{10}=12$$ +$$\gamma(h_{3})= \frac{1}{2*20}*2(25+0+1+16+16+9+4+9+4+36)=\frac{120}{20}=6.0$$ -Expected output: `[3, 12.0, 10]` +Expected output: `[3, 6.0, 20]` **Lag 4:** Calculations: -$$\gamma(h_{4})= \frac{1}{2*9}*2(4+1+9+1+4+16+4+16+25)=\frac{80}{9}=8.889$$ +$$\gamma(h_{4})= \frac{1}{2*18}*2(4+1+9+1+4+16+4+16+25)=\frac{80}{18}=4.444$$ -Expected output: `[4, 8.889, 9]` +Expected output: `[4, 4.444, 18]` + +**Lag 5:** + +$$\gamma(h_{4})= \frac{1}{2*16}*2(9+1+4+25+9+0+1+1)=\frac{80}{16}=5.0$$ + +Expected output: `[5, 5.0, 16]` + +Now we prepare a static (constant) variable with the expected output values. At this step we import `numpy` to create output of the same type as the output returned by the `calculate_semivariance()` function. + +```python +import unittest +from pyinterpolate.semivariance import calculate_semivariance + +class TestCalculateSemivariance(unittest.TestCase): + + def test_calculate_semivariance(self): + INPUT = [8, 6, 4, 3, 6, 5, 7, 2, 8, 9, 5, 6, 3] + EXPECTED_OUTPUT = np.array([ + [0, 0, 13], + [1, 4.625, 24], + [2, 5.227, 22], + [3, 6.0, 20], + [4, 4.444, 18], + [5, 5.0, 16] + ]) +``` + +The first test is very simple: we should check if the output values from the function are positive. Thing is easy because each column from the output array MUST BE positive but we are going to focus only in the middle column with the experimental semivariance values. So let's begin testing! Tests in `Python` are written with the `assert` keyword. We use specific condition with this keyword, as example we are able to: + +- check if values are equal, +- check if values are not equal, +- check if given value is True or False, +- check if function raises specific error, +- and more described (here)[https://docs.python.org/3/library/unittest.html#test-cases]. + +For the purpose of this tutorial we will perform simple test to check if all values of the output are greater than zero. `unittest` package has method `assertGreaterEqual(a, b)` which can be used to test it but we rather prefer `assertTrue()` to test if an expression is `True`. How are we going to test it? `numpy` has a great system to work with arrays and we can check any condition for a given array with the syntax: + +```python +boolean_test = my_array[my_array >= 0] +``` + +Variable `boolean_test` is an array of the same size as `my_array` but with `True` and `False` values at the specific positions where condition has been met or hasn't. We can add method `.all()` to check if all values in boolean array are `True`: + +```python +boolean_test = my_array[my_array >= 0] +boolean_output = boolean_test.all() +``` + +Then we can assert value to our test. In this case let's start with the artificial array `EXPECTED_OUTPUT` and even if we know that everything is ok we should test the output to be sure that the test is designed properly: + +```python +import unittest +from pyinterpolate.semivariance import calculate_semivariance + +class TestCalculateSemivariance(unittest.TestCase): + + def test_calculate_semivariance(self): + INPUT = [8, 6, 4, 3, 6, 5, 7, 2, 8, 9, 5, 6, 3] + EXPECTED_OUTPUT = np.array([ + [0, 0, 13], + [1, 4.625, 24], + [2, 5.227, 22], + [3, 6.0, 20], + [4, 4.444, 18], + [5, 5.0, 16] + ]) + expected_output_values = EXPECTED_OUTPUT[:, 1].copy() + + boolean_test = (expected_output_values >= 0).all() + + assertTrue(boolean_test, 'Test failed. Calculated values are below zero which is non-physical. Check your data.') +``` + +Test should definitively pass but you may check what'll happen if you change one value to the negative number: + +```python +import unittest +from pyinterpolate.semivariance import calculate_semivariance + +class TestCalculateSemivariance(unittest.TestCase): + + def test_calculate_semivariance(self): + INPUT = [8, 6, 4, 3, 6, 5, 7, 2, 8, 9, 5, 6, 3] + EXPECTED_OUTPUT = np.array([ + [0, 0, 13], + [1, 4.625, 24], + [2, 5.227, 22], + [3, -6.0, 20], + [4, 4.444, 18], + [5, 5.0, 16] + ]) + expected_output_values = EXPECTED_OUTPUT[:, 1].copy() + + boolean_test = (expected_output_values >= 0).all() + + self.assertTrue(boolean_test, 'Test failed. Calculated values are below zero which is non-physical. Check your data.') +``` + +Surprise!? We got the assertion error and it should inform us that we haven't implented something in a correct way. Let's remove the minus sign from the expected output lag's number 3 semivariance and now we should test the baseline function, and not the `EXPECTED_OUTPUT` variable. Function `calculate_semivariance(data, step_size, max_range)` has three parameters. From the (documentation)[https://pyinterpolate.readthedocs.io/en/latest/code_documentation/semivariance.html#calculate_semivariance()] we know that: + +- `data` parameter is a _numpy array_ of coordinates and their values, +- `step_size` parameter is a distance between lags and has a `float` type, +- `max_range` is a maximum range of analysis and has a `float` type. + +From this description we see that our `INPUT` variable is not what's expected by the algorithm. We will change it and we set `step_size` and `max_range` parameters within our test case and we remove `EXPECTED_OUTPUT` variable because **for this concrete test** we do not need it. We change a name of the unit test to the `test_positive_output(self)` to make it clear what we want to achieve with this test. + +```python +import unittest +from pyinterpolate.semivariance import calculate_semivariance + +class TestCalculateSemivariance(unittest.TestCase): + + def test_positive_output(self): + INPUT = np.array([ + [0, 0, 8], + [1, 0, 6], + [2, 0, 4], + [3, 0, 3], + [4, 0, 6], + [5, 0, 5], + [6, 0, 7], + [7, 0, 2], + [8, 0, 8], + [9, 0, 9], + [10, 0, 5], + [11, 0, 6], + [12, 0, 3] + ]) + + # Calculate experimental semivariance + t_step_size = 1.1 + t_max_range = 6 + + experimental_semivariance = calculate_semivariance(INPUT, t_step_size, t_max_range) + + boolean_test = (experimental_semivariance >= 0).all() + + self.assertTrue(boolean_test, 'Test failed. Calculated values are below zero which is non-physical.') +``` + +Terrific! We've performed our first unit test! (By the way: it is implemented in the package). ## Logical and functionality testing +The next type of testing is a functionality test. Do you remember how we've calculated semivariance manually in the previous part? Short summary of calculations is the `EXPECTED_OUTPUT` array from the last test: + + + ## How to run multiple unit tests ## Test with tutorials diff --git a/pyinterpolate/test/semivariance/test_calculate_semivariance.py b/pyinterpolate/test/semivariance/test_calculate_semivariance.py index 4e36b6b9..233eb825 100755 --- a/pyinterpolate/test/semivariance/test_calculate_semivariance.py +++ b/pyinterpolate/test/semivariance/test_calculate_semivariance.py @@ -148,6 +148,36 @@ def test_calculate_weighted_semivariance(self): f"Integer part of output should be equal to {output_int}\n" f"but it is equal to {gamma_w[:, 1].astype(np.int)}") + ################################################################ + ########## TUTORIAL TESTS AREA - FEEL FREE TO EXPLORE ########## + ################################################################ + + def test_positive_output(self): + INPUT = np.array([ + [0, 0, 8], + [1, 0, 6], + [2, 0, 4], + [3, 0, 3], + [4, 0, 6], + [5, 0, 5], + [6, 0, 7], + [7, 0, 2], + [8, 0, 8], + [9, 0, 9], + [10, 0, 5], + [11, 0, 6], + [12, 0, 3] + ]) + + # Calculate experimental semivariance + t_step_size = 1.1 + t_max_range = 6 + + experimental_semivariance = calculate_semivariance(INPUT, t_step_size, t_max_range)[:, 1] + + boolean_test = (experimental_semivariance >= 0).all() + + self.assertTrue(boolean_test, 'Test failed. Calculated values are below zero which is non-physical.') if __name__ == '__main__': unittest.main() From b75b113d5860dc4401954f8922fb82451387c42d Mon Sep 17 00:00:00 2001 From: szymon-datalions Date: Thu, 2 Sep 2021 16:45:44 +0200 Subject: [PATCH 05/15] small update --- .../documentation/testing/test_step_by_step.md | 13 +++++++++++++ 1 file changed, 13 insertions(+) diff --git a/developer/documentation/testing/test_step_by_step.md b/developer/documentation/testing/test_step_by_step.md index 6b5e89f8..19b080cc 100644 --- a/developer/documentation/testing/test_step_by_step.md +++ b/developer/documentation/testing/test_step_by_step.md @@ -280,6 +280,19 @@ Terrific! We've performed our first unit test! (By the way: it is implemented in The next type of testing is a functionality test. Do you remember how we've calculated semivariance manually in the previous part? Short summary of calculations is the `EXPECTED_OUTPUT` array from the last test: +```python +EXPECTED_OUTPUT = np.array([ + [0, 0, 13], + [1, 4.625, 24], + [2, 5.227, 22], + [3, -6.0, 20], + [4, 4.444, 18], + [5, 5.0, 16] + ]) +``` + +Now we are going to use it. Why? A unit test could be important from the software development perspective but the **scientific** software is even more rigorous! We need to prove that our functions are working as expected for the wide range of scenarios. The ultimate goal is to create simple scenario which covers all possible types of outputs... + ## How to run multiple unit tests From 6b7d426d3e4e4b4e24d0f132d583fb04ee2a543c Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Szymon=20Moli=C5=84ski?= Date: Sat, 4 Sep 2021 10:56:51 +0200 Subject: [PATCH 06/15] pre-release testing tutorial --- .../imgs-testing/mutiple_test_cases.jpg | Bin 0 -> 162158 bytes .../testing/imgs-testing/single_test_case.jpg | Bin 0 -> 163729 bytes .../testing/test_step_by_step.md | 164 ++++++++++++++++-- .../test_calculate_semivariance.py | 43 ++++- 4 files changed, 193 insertions(+), 14 deletions(-) create mode 100644 developer/documentation/testing/imgs-testing/mutiple_test_cases.jpg create mode 100644 developer/documentation/testing/imgs-testing/single_test_case.jpg diff --git a/developer/documentation/testing/imgs-testing/mutiple_test_cases.jpg b/developer/documentation/testing/imgs-testing/mutiple_test_cases.jpg new file mode 100644 index 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Calculated values are below zero which is non-physical.') + def test_against_expected_value_1(self): + + REFERENCE_INPUT = np.array([ + [0, 0, 8], + [1, 0, 6], + [2, 0, 4], + [3, 0, 3], + [4, 0, 6], + [5, 0, 5], + [6, 0, 7], + [7, 0, 2], + [8, 0, 8], + [9, 0, 9], + [10, 0, 5], + [11, 0, 6], + [12, 0, 3] + ]) + + EXPECTED_OUTPUT = np.array([ + [0, 0, 13], + [1, 4.625, 24], + [2, 5.227, 22], + [3, 6.0, 20], + [4, 4.444, 18], + [5, 3.125, 16] + ]) + + # Calculate experimental semivariance + t_step_size = 1 + t_max_range = 6 + + experimental_semivariance = calculate_semivariance(REFERENCE_INPUT, t_step_size, t_max_range) + + # Get first five lags + estimated_output = experimental_semivariance[:6, :] + + # Compare + err_msg = 'The reference output and the estimated output are too dissimilar, check your algorithm' + assert_almost_equal(estimated_output, EXPECTED_OUTPUT, 3, err_msg=err_msg) + + if __name__ == '__main__': unittest.main() From 5711d8ef0fa624885214e760f5000f2bc539a27d Mon Sep 17 00:00:00 2001 From: szymon-datalions Date: Sun, 5 Sep 2021 13:32:56 +0200 Subject: [PATCH 07/15] how to test - final --- .../testing/test_step_by_step.md | 147 +++++++++--------- setup.py | 2 +- 2 files changed, 73 insertions(+), 76 deletions(-) diff --git a/developer/documentation/testing/test_step_by_step.md b/developer/documentation/testing/test_step_by_step.md index c4983637..4ba3b014 100644 --- a/developer/documentation/testing/test_step_by_step.md +++ b/developer/documentation/testing/test_step_by_step.md @@ -1,19 +1,23 @@ # Tests - step by step tutorial -In this tutorial we will create *unit* and *functional* tests for the code developed within **pyinterpolate** package. +In this tutorial, we will learn about the different types of tests that could cover the scientific package. We are going to create unit and functional tests for the code developed within the [Pyinterpolate](https://pypi.org/project/pyinterpolate/) package. We see how to use Jupyter Notebooks and additional tutorial files for testing. ## Changelog | Date | Change description | Author | |--------|--------------------------|----------| -| 2021-04-09 | First release of tutorial | @szymon-datalions | +| 2021-09-05 | First release of tutorial | @szymon-datalions | + +## Reader-friendly version + +Reader-friendly version of this tutorial is available [HERE](https://ml-gis-service.com/index.php/2021/09/05/data-engineering-the-test-coverage-for-the-scientific-software/). ## Contents - [Introduction](#introduction) - [(Optional) Example function](#example-function) - [Unit Tests](#unit-tests) -- [Logical and Functionality Testing](#logical-and-functionality-testing) +- [Logical and Functional Testing](#logical-and-functional-testing) - [How to run unit tests](#how-to-run-unit-tests) - [PyCharm](#pycharm) - [Single Test](#pycharm-single-test) @@ -21,68 +25,59 @@ In this tutorial we will create *unit* and *functional* tests for the code devel - [Console](#console) - [Single Test](#console-single-test) - [Multiple Tests](#console-multiple-tests) -- [Testing with tutorials](#test-with-tutorials) +- [Testing with tutorials](#use-a-tutorial-for-testing) - [Summary](#summary) ## Introduction -Every time when code is changed or new feature is added we should perform tests to ensure that everything works as it should be. We have few different levels of test to perform. List below represents all steps required to be sure that everyting works (hopefully) fine. Steps 1-2 and 4 are required for the new features, steps 3 and 4 are required for changes in a codebase. +Whenever code is changed or a new feature is added we should perform tests to ensure that everything works as it should be. We have few different levels of test to perform. The list below represents all steps within the Pyinterpolate package required to be sure that everything works (hopefully) fine. -1. Write unit tests in `test` directory to check if input data structure is valid or if returned values are within specific or or are of specific type. Use `unittests` package. Group tests in regards to the module within you're working. As example if you implement new Kriging technique put your tests inside `test/kriging` module. Name your test file with prefix `test_` and follow `unittest` naming of the testing functions and classes. This part is of tutorial is presented in the section [Unit tests](#unit-tests). -2. Write logical test where you know exactly what should be returned. This step is very important in the development of scientific software so pen & paper are equally important as keybord & monitor. Where it's possible use examples from the literature and try to achieve the same results with the same datasets. If this is not possible justify why function is usable and why your results are different than in the literature. If you are not sure what it all means then read part about [Logical and functionality testing](#logical-and-functionality-testing). -3. Run all tests within the `test` package. You have two options: use `PyCharm` or Python console. Those are described in depth in the section [How to run multiple unit tests](#how-to-run-multiple-unit-tests). -4. [Create testing `conda` environment with implemented and tested functionality](#test-with-tutorials). Update all tutorials where change / addition may affect calculation results. Remember to update **Changelog table** in recalculated tutorials. -5. (Optional) [Write a tutorial](#tutorial-as-a-test) which covers your functionality or code change. +1. Write unit tests in `test` directory of the package to check if input data structure is valid or if returned values are within specific range or are of specific type. Use `unittests` package. Group tests in regards to the module within you're working. As example if you implement new Kriging technique put your tests inside `test.kriging` module. Name your test file with a prefix `test_` and follow `unittest` naming conventions of functions and classes. +2. Write a logical test where you know exactly what should be returned. This step is very important in the development of scientific software so pen & paper are equally important as keybord & monitor. Where it's possible use examples from the literature and try to achieve the same results with the same inputs. If this is not possible justify why function is usable and why your results are different than those in the literature. +3. Run all tests within the `test` package. You have two main options: use `PyCharm` or `Python` console for it. +4. Update all tutorials where the feature change or the new feature development may affect process or write the new tutorial with the new feature usage included. -To make things easier to understand we will go through the example of `calculate_seimvariance()` function. +To make things easier to understand we will go through the example of `calculate_seimvariance()` function from the `Pyinterpolate` and we will uncover the points above in a greater detail. ## Example function To start with the development we must first do two things: -1. Write an equation and / or create block diagram algorithm of the function, +1. Write an equation or create block diagram algorithm of the function, 2. Prepare dataset for logic tests. -Those two steps prepare our mental model. In the ideal situation we should have equation / algorithm blocks and sample data from publications. Fortunately for us experimental semivariogram calculation process is well described in the book **Basic Linear Geostatistics** written by *Margaret Armstrong* in 1998 (pages 47-52 for this tutorial). (If you're a geostatistican and you haven't read this book yet then do it as soon as you can. This resource is a gem among books for geostatistics and **Pyinterpolate** relies heavely on it). +Those two steps prepare our **mental model**. In the ideal situation, we should have the mathematical equation or algorithm blocks and a sample dataset from publications. Fortunately for us, the experimental semivariogram calculation process is well described in the book **Basic Linear Geostatistics** written by *Margaret Armstrong* in 1998 (pages 47-52 for this tutorial). (If you're a geostatistican and you haven't read this book yet then do it as soon as you can. This resource is a gem among books for geostatistics and `Pyinterpolate` relies heavily on it). -Starting from the equation for experimental semivariogram: +Let's start from the equation for experimental semivariogram: $$\gamma'(h) = \frac{1}{2 * N(h)} \sum_{i=1}^{N(h)} [Z(x_{i} + h) - Z(x_{i})]^2$$ -where $\gamma'(h)$ is a semivariance for a given lag $h$, $x_{i}$ are the locations of samples, $Z(x_{i})$ are their values and $N(h)$ is the number of pairs $(x_{i}, x_{i + h})$. What it means in practice? We may freely translate it to: **semivariance at a given interval of distances is a halved mean squared error of all points pairs which are in a given interval**. If we understand what it means then we could go further. To the block diagram of an algorithm. Here's a little digression: equations are not always available and sometimes we will implement processes and not single blocks. Take as an example genetic algorithms: they are very complex to desribe them with formal mathematical notation and we should consider text / diagram description in this case. - -With a block diagram we may think of the first bunch of tests which should be implemented. Usually those tests check if an input data is valid and if results are valid. We may use algorithm presented in the page 49 in the **Basic Linear Geostatistics** but for the case of simplicity we create our own algorithm for omnidirectional semivariogram calculation. Algorithm works as follow: - -(1) Read Data as an array of triplets `x, y, value`, - -(2) Calculate distances between each element from the array, - -(3) Create lags list to group semivariances (lags are separation distances $h$), - -(4a) For each lag group calculated distances to select points within a specific range (lag), +where $\gamma'(h)$ is a semivariance for a given lag $h$, $x_{i}$ are the locations of samples, $Z(x_{i})$ are their values and $N(h)$ is the number of pairs $(x_{i}, x_{i + h})$. What it means in practice? We may freely translate it to the sentence that **semivariance at a given interval of distances is a halved mean squared error of all points pairs which are in a given interval**. If we understand what it means then we could go further. Based on this assumption we can preapre the first draft of our algorithm as a set of steps to do: -(4b) Calculated mean squared error between all points pairs and divide it by two (each pair is taken twice a time), +* (1) Read Data as an array of triplets `x, y, value`, +* (2) Calculate distances between each element from the array, +* (3) Create lags list to group semivariances (lags are separation distances $h$), +* (4a) For each lag group calculated distances to select points within a specific range (lag), +* (4b) Calculated mean squared error between all points pairs and divide it by two (each pair is taken twice a time), +* (4c) Store calculated semivariance along the lag and number of points used for calculation within array `lag, semivariance, number of points`, +* (5) Return array of lags and their semivariances. -(4c) Store calculated semivariance along the lag and number of points used for calculation within array `lag, semivariance, number of points`, - -(5) Return array of lags and their semivariances. - -At this point we should see specific dependencies and data structures which should be tested. We start from the *unit tests*. +After this step we should probably see some limits and dependencies within the algorithm output. We are ready to implement the **unit tests**. ## Unit tests -We will create simple unit test which checks if all results are positive numbers. (Lags can be only positive because there is no negative distance. The same for semivariance - due to the fact that it is a squared difference it must always be a positive number). First, let's create Python file within `test/semivariance`. All files with unit tests should have a prefix `test_`. That's why we name our file `test_calculate_semivariance` and full path to the file should be: +We will create a simple unit test that checks if all results are positive. (Lags can be only positive because distances are not negative. The semivariance is positive too, since it is a squared difference it must always be a positive number). First, let's create a `Python` file within the `test.semivariance` module. All files with unit tests should have a prefix `test_`. That's why we name our file `test_calculate_semivariance` and a full path to the file should be: `pyinterpolate/test/semivariance/test_calculate_semivariance.py` -At the beginning we must import `calculate_semivariance()` method and `unittest` module. +In the beginning, we must import `calculate_semivariance()` method and `unittest` module. ```python import unittest from pyinterpolate.semivariance import calculate_semivariance ``` -To write a test we must create **class** which starts with `Test` prefix. Usually it is named `TestYourFunctionOrModuleName`, in our case: `TestCalculateSemivariance`. This class inherits from the `unittest.TestCase` class. We can skip explanation what inheritance is. The key is to understand that we can use methods from `unittest.TestCase` in our class `TestCalculateSemivariance` and those methods allow us to write unit tests. Let's update our script with this new piece of information: +To write a test we must create a `Python` class that starts with a `Test_` prefix. Usually, it is named `TestYourFunctionOrModuleName`, in our case: `TestCalculateSemivariance`. This class inherits from the `unittest.TestCase`. We can skip the explanation of what inheritance is. The key is to understand that we can use methods from `unittest.TestCase` in our class `TestCalculateSemivariance` and those methods allow us to write unit tests. Let's update our script with this new piece of information: ```python import unittest @@ -94,15 +89,13 @@ class TestCalculateSemivariance(unittest.TestCase): pass ``` -Good practice with unit testing is to have data which is not depended on the external sources or processes. In other words we use mostly static files with known datasets or artificial arrays. Those arrays may be filled with random numbers of specific distribution or hard-coded values which are simulating possible input. We are going to create one array for the sake of simplicity: - -1. Array: +The good practice with unit testing is to have data that is not dependent on external sources or processes. In other words, we use mostly static files with known datasets or artificial arrays. Those arrays may be filled with random numbers of specific distribution or hard-coded values which are simulating possible input. We are going to create one array for the sake of simplicity: ```python INPUT = [8, 6, 4, 3, 6, 5, 7, 2, 8, 9, 5, 6, 3] ``` -This array is not random. It comes from the **Basic Linear Geostatistic** and it is presented in the page 48. It has important property: **we are able to calculate semivariance _by hand_** and it will be a topic of functional testing scenario. Now we consider test if all output values are positive. `calculate_semivariance()` returns list of triplets: `[lag, semivariance, number of point pairs]`. First, calculate semivariances up to lag 5 by hand: +This array is not random. It comes from the **Basic Linear Geostatistics** and it is presented on page 48 of this book. It has an important property: it is so simple that **we can calculate semivariance by hand**... and it will be a topic of functional testing scenario. Now we consider the output test to check if all outputs are positive numbers. Function `calculate_semivariance()` returns list of triplets: `[lag, semivariance, number of point pairs]` and we must check them all. First, calculate semivariances up to lag 5 by hand. **Lag 0:** @@ -148,7 +141,7 @@ $$\gamma(h_{5})= \frac{1}{2*16}*2(9+1+4+25+9+0+1+1)=\frac{50}{16}=3.125$$ Expected output: `[5, 5.0, 16]` -Now we prepare a static (constant) variable with the expected output values. At this step we import `numpy` to create output of the same type as the output returned by the `calculate_semivariance()` function. +We prepare a static (constant) variable with the expected output values. At this step, we import `numpy` to create an output of the same type as the output returned by the `calculate_semivariance()` function. ```python import unittest @@ -168,28 +161,28 @@ class TestCalculateSemivariance(unittest.TestCase): ]) ``` -The first test is very simple: we should check if the output values from the function are positive. Thing is easy because each column from the output array MUST BE positive but we are going to focus only in the middle column with the experimental semivariance values. So let's begin testing! Tests in `Python` are written with the `assert` keyword. We use specific condition with this keyword, as example we are able to: +The first test is very simple: we should check if the output values from the function are positive. The thing is easy because each column from the output array MUST BE a positive number but we are going to focus only on the middle column with the experimental semivariance values. So let's begin testing! Tests in `Python` are written with the `assert` keyword. We use specific conditions with this keyword, for example, we can: -- check if values are equal, -- check if values are not equal, -- check if given value is True or False, -- check if function raises specific error, -- and more described (here)[https://docs.python.org/3/library/unittest.html#test-cases]. +* check if values are equal, +* check if values are not equal, +* check if given value is True or False, +* check if function raises specific error, +* and more... described [here](https://docs.python.org/3/library/unittest.html#test-cases). -For the purpose of this tutorial we will perform simple test to check if all values of the output are greater than zero. `unittest` package has method `assertGreaterEqual(a, b)` which can be used to test it but we rather prefer `assertTrue()` to test if an expression is `True`. How are we going to test it? `numpy` has a great system to work with arrays and we can check any condition for a given array with the syntax: +For this tutorial, we will perform a simple test to check if all values of the output are greater than zero. `Unittest` package has method `assertGreaterEqual(a, b)` which can be used to test this case but we rather will use `assertTrue()` to test if the every compared record in array is greater than 0, or it is `True`. How are we going to test it? `NumPy` has a great system of checking different conditions on arrays. We can test any condition with the syntax: ```python boolean_test = my_array[my_array >= 0] ``` -Variable `boolean_test` is an array of the same size as `my_array` but with `True` and `False` values at the specific positions where condition has been met or hasn't. We can add method `.all()` to check if all values in boolean array are `True`: +Variable `boolean_test` is an array of the same size as `my_array` but with `True` and `False` values at the specific positions where the condition has been met or hasn't. We can add a method `.all()` to check if every value in the boolean array is `True`: ```python boolean_test = my_array[my_array >= 0] boolean_output = boolean_test.all() ``` -Then we can assert value to our test. In this case let's start with the artificial array `EXPECTED_OUTPUT` and even if we know that everything is ok we should test the output to be sure that the test is designed properly: +Then we can assert value to our test. In this case, let's start with the artificial array `EXPECTED_OUTPUT`. Even if we know that everything is ok we should test the output to be sure that the test is designed properly: ```python import unittest @@ -214,7 +207,7 @@ class TestCalculateSemivariance(unittest.TestCase): assertTrue(boolean_test, 'Test failed. Calculated values are below zero which is non-physical. Check your data.') ``` -Test should definitively pass but you may check what'll happen if you change one value to the negative number: +The test should definitively pass but you may want to check what'll happen if you change one value to the negative number: ```python import unittest @@ -239,13 +232,15 @@ class TestCalculateSemivariance(unittest.TestCase): self.assertTrue(boolean_test, 'Test failed. Calculated values are below zero which is non-physical. Check your data.') ``` -Surprise!? We got the assertion error and it should inform us that we haven't implented something in a correct way. Let's remove the minus sign from the expected output lag's number 3 semivariance and now we should test the baseline function, and not the `EXPECTED_OUTPUT` variable. Function `calculate_semivariance(data, step_size, max_range)` has three parameters. From the (documentation)[https://pyinterpolate.readthedocs.io/en/latest/code_documentation/semivariance.html#calculate_semivariance()] we know that: +Surprised!? We got the assertion error and it informs us that we haven't correctly implemented something. Let's remove the minus sign from the expected output lag's number 3 semivariance and test the baseline function, but leave the `EXPECTED_OUTPUT` variable without a test. -- `data` parameter is a _numpy array_ of coordinates and their values, +Function `calculate_semivariance(data, step_size, max_range)` has three parameters. From the [documentation](https://pyinterpolate.readthedocs.io/en/latest/code_documentation/semivariance.html#calculate_semivariance()) we know that: + +- `data` parameter is `numpy array` of coordinates and their values, - `step_size` parameter is a distance between lags and has a `float` type, - `max_range` is a maximum range of analysis and has a `float` type. -From this description we see that our `INPUT` variable is not what's expected by the algorithm. We will change it and we set `step_size` and `max_range` parameters within our test case and we remove `EXPECTED_OUTPUT` variable because **for this concrete test** we do not need it. We change a name of the unit test to the `test_positive_output(self)` to make it clear what we want to achieve with this test. +From this description we see that our `INPUT` variable is not what's expected by the algorithm. We will change it and we set `step_size` and `max_range` parameters within our test case and we remove `EXPECTED_OUTPUT` variable because **for this concrete test** we do not need it. We change a name of the unit test to the `test_positive_output(self)` to make our test goal clear. ```python import unittest @@ -283,9 +278,9 @@ class TestCalculateSemivariance(unittest.TestCase): Terrific! We've performed our first unit test! (By the way: it is implemented in the package). -## Logical and functionality testing +## Logical and functional testing -The next type of testing is a functionality test. Do you remember how we've calculated semivariance manually in the previous part? Short summary of calculations is the `EXPECTED_OUTPUT` array from the last test: +The next type of testing is a functionality test. Do you remember how we've calculated semivariance manually in the previous part? We are goin to use the `EXPECTED_OUTPUT` array from the last test: ```python EXPECTED_OUTPUT = np.array([ @@ -298,24 +293,26 @@ EXPECTED_OUTPUT = np.array([ ]) ``` -Now we are going to use it. Why? A unit test is important for the **software development** but the **scientific software development** is even more rigorous! We need to prove that our function works as expected for the wide range of scenarios. It is not an easy task. Some algorithms are not proven mathematically... But we have an advantage: geostatistics is a well-established discipline and we can use external sources and the pen and paper for testing. +Why do we need it? A **unit test is important for software development** but **scientific software development is even more rigorous! We need to prove that our function works as expected** for a wide range of scenarios. It is not an easy task. Some algorithms haven't be proven mathematically... But we have an advantage: geostatistics is a well-established discipline and we can use external sources and pen and paper for testing. + +We'd created a functionality test in the previous example but we didn't use it. The idea is to create a simple example now, that can test if our program calculates semivariance correctly. We've taken an example array from the literature and we calculated semivariance values for few lags by hand. We assume that the results are correct (if you are not sure check records with the book; but I couldn't assure you that everyone is wrong but your program). -We'd created functionality test in the previous example but we didn't use it. The idea create a simple example which can test if our program calculates semivariance correctly. We'd taken an example array from the literature and we calculated semivariance values for few lags by hand. We assume that the results are correct (if you are not sure check records with the book; but I couldn't assure you that everyone is wrong but your program). `EXPECTED_OUTPUT` array is a static entity against which we can compare results of our algorithm. We can distinguish few steps which need to be done for the logic test: +The `EXPECTED_OUTPUT` array is a static entity against which we can compare the results of our algorithm. We can distinguish few steps which need to be done for the logic test: 1. Get the reference input and create the reference output. This could be calculated manually, derived from the literature or estimated by the other program which produces the right output. 2. Store reference output as the script values or as the non-changing file. The key is to never change values in this output throughout the testing flow. 3. Estimate the expected output from the reference input with your algorithm. 4. Compare the expected output and the reference output. If both are the same (or very close) then test is passed. -A few steps of the functionality testing can be very misleading if we consider the complexity of the whole process. There are traps in here and sometimes it is hard to avoid them: +A few steps of the functionality testing can be very misleading if we consider the complexity of the whole process. There are traps in here, and sometimes it is hard to avoid them: - the reference input covers very unusual scenario, as example it is created from the dataset with the uniform distribution but in reality data follows other types of distribution, - the reference input and output do not exist or the reference data is not publicly available (frequent problem with publications), - it's hard to calculate the reference output manually. -But the biggest, and the most dangerous problem which sometimes relates to the previous obstacles is the reference output assignation from the developed algorithm itself (we don't know the reference output and we create it from our algorithm itself...). Is it bad? Yes, it is. Is it sometimes only (fast and dirty) way of development? Yes, it is. But even in this scenario we usually perform some kind of *sanity check* against our belief how the output should look like. Let's put aside the dirty testing and come back to our case. We have the expected output and we have the reference input. With both we can create the functionality test within our package! +But the biggest, and the most dangerous problem which sometimes relates to the previous obstacles is the reference output assignation from the developed algorithm itself (we don't know the reference output and we create it from our algorithm itself...). Is it bad? Yes, it is. Is it sometimes the only (fast and dirty) way of development? Yes, it is. But even in this scenario we usually perform some kind of sanity check against our belief how the output should look like. Let's put aside the dirty testing and come back to our case. We have the expected output and we have the reference input. With both, we can create the functionality test within our package! -The code will be similar to the unit test, e.g.: there's the same building-logic behaind it. We define function within the class which inherits from `unittest.TestCase`. Within this function we define the **reference input** and the **reference output**. We run the algorithm on the **reference input** and compare results to the **reference output**. Numpy has special assertion methods and one of them is `asset_almost_equal()` which is very useful when we compare two arrays with floating-point precision. The code itself is presented below: +The code will be similar to the unit test, e.g.: there's the same building logic behind it. We define a function within the class that inherits from `unittest.TestCase`. Within this function, we define the reference input and the reference output. We run the algorithm on the reference input and compare results to the reference output. `Numpy` has special assertion methods and we are going to pick `asset_almost_equal()` for our test scenario. When we compare two arrays with floating-point precision it is better to use this assertion which allows a small difference between the records in the compared arrays. The code itself is presented below: ```python import unittest @@ -368,39 +365,39 @@ class TestCalculateSemivariance(unittest.TestCase): assert_almost_equal(estimated_output, EXPECTED_OUTPUT, 3, err_msg=err_msg) ``` -This code is an official codebase part, you can look there too, to see how it is slightly rearranged within the test script. +This code is coming from the official codebase, you can look there too, to see how it is slightly rearranged within the test script. ## How to run unit tests -There are two main ways to perform a unit test: within the IDE or manually, from the terminal. I prefer to use `PyCharm` for coding and the next example will be shown in it. +There are two main ways to perform a unit test: within the IDE or manually, from the terminal. We prefer to use `PyCharm` for the tests and the next example will show how those can be performed within this IDE. ### PyCharm #### PyCharm Single test -The testing within `PyCharm` is very easy. You should open **Project** view on the left side. You will see a window with the project tree. Navigate to the specific file with unit tests, click right mouse button and select `Run Unittests in test_case_`. A test is under its way. After a while you will the test results in the bottom window. +The unit testing in `PyCharm` is very easy. You should open **Project** view on the left side. You will see a window with the project tree. Navigate to the specific file with unit tests, click the right mouse button, select `Run Unittests in test_case_`. A test is under its way. After a while, you will see the test results in the bottom window. ![Single Test Case](imgs-testing/single_test_case.jpg) #### PyCharm Multiple tests -To run multiple tests at once do as in the previous step but right-click on the directory with tests and select `Run Unittests in tests`. All tests for **Pyinterpolate** take about a minute to go. +To run multiple tests at once do as in the previous step but right-click on the directory with tests and select `Run Unittests in tests`. All tests for `Pyinterpolate` take about a minute to go. ![Multiple Tests at Once](imgs-testing/mutiple_test_cases.jpg) ### Console -A test from console is slightly more complex than from Ithe IDE. It is required to be within a test directory and to have installed all required packages - in the normal scenario those are installed within the virtual environment or the conda environment. Steps to perform tests are as follow: +A test from the console is slightly more complex than from the IDE. It is required to be within a test directory and to have installed all required packages - in the normal scenario those are installed within the virtual environment or the conda environment. Next: 1. Activate environment with the dependencies of a package. 2. Navigate to the directory with tests. -The next steps differ in the case if we'd like to test one script or every case. +The next steps differ in the case if we'd like to test one script or every case in the package. #### Console Single test * Navigate to the directory with a specific test. -* Run `Unittest` script: +* Run `unittest` script: ``` python -m unittest test_calculate_semivariance @@ -409,24 +406,24 @@ python -m unittest test_calculate_semivariance #### Console Multiple tests * Navigate to the parent directory of tests which you want to cover. -* Run `Unittest` script: +* Run `unittest` script: ``` python -m unittest ``` -## Test with tutorials +## Use a tutorial for testing + +`Pyinterpolate` follows a specific flow of development. In the beginning, each feature is developed within the Jupyter Notebook. We build a function or class with the concrete example in mind. Then it is easy to transform a development notebook into a tutorial. About half of the tutorials were developed in this manner. The next big thing with the tutorials is that we can perform the so-called **sanity check** within them. There are bugs, especially logical, which are not covered by the unit tests or functionality testing. Tutorials cover a large part of the workflow and it makes them a great resource for program testing. Thus after the implementation of new features or changes inside old features, we always **run all affected tutorials**. Probably you saw that each tutorial has a changelog table and there are records related to the feature changes. -**Pyinterpolate** follows a specific flow of development. At the beginning each feature is developed within the *Jupyter Notebook*. We build a function or class with the concrete example in mind. Then it is easy to transform a development notebook into a tutorial. About a half of tutorials were developed in this manner. -The next big thing with the tutorials is that we can perform **sanity checks** within them. There are bugs, especially logical, which are not covered by the single tests. Tutorials cover a large part of the workflow and it makes them a great resource for the program testing. Thus after implementation of new features or changes inside old features we always run **all affected** tutorials. Probably you saw that each tutorial has a changelog table and there are records related to the feature changes. -The development and testing within notebooks can be summarized in few steps: +The development and testing within notebooks can be summarized in a few steps: -1. Develop feature in the notebook. (Development) +1. Develop a feature in the notebook. (Development) 2. Write a tutorial related to this feature. (Development) 3. After any change in the feature run tutorial to check if everything works fine. (Maintenance and Testing) 4. After development of the new features test affected tutorials if there are any. (Maintenance and Testing) -We strongly encourage any developer to use this pattern. It builds not only confidence about the proposed development but also the understanding of the covered topics, as semivariogram modeling, kriging and so on. **Running all tutorials before releases is mandatory, even if the changes shouldn't affect the workflow**. +We strongly encourage any developer to go within this pattern. It builds confidence about the proposed development and the understanding of the covered topics, as semivariogram modeling, kriging, and so on. **Running all tutorials before a major release of `Pyinterpolate` is mandatory, even if the changes shouldn't affect a specific tutorial workflow**. It is another kind of test and it assures that users get a very good product. ## Summary @@ -435,6 +432,6 @@ You have learned how to: - write the unit test, - write and prepare the functionality test, - run tests from the IDE and console, -- use tutorials as the testing playground. +- use tutorials as the playground for tests. -If you are still not sure about anything in this article then write an ![Issue](https://github.com/szymon-datalions/pyinterpolate/issues) within the package repository. We will answer all your questions! \ No newline at end of file +If you are still not sure about anything in this article then write an [Issue](https://github.com/szymon-datalions/pyinterpolate/issues) within the package repository. We will answer all your questions! \ No newline at end of file diff --git a/setup.py b/setup.py index f5f97a91..1eec88fa 100755 --- a/setup.py +++ b/setup.py @@ -34,7 +34,7 @@ ], keywords=['Spatial interpolation', 'Kriging', 'Area Kriging', 'Block Kriging', 'Poisson Kriging', 'Geostatistics'], packages=find_packages(exclude=['data', 'test', 'tutorials', 'new_concepts', 'paper', 'docs', - 'sample_data']), + 'sample_data', 'developer']), install_requires=['descartes==1.1.0', 'geopandas==0.7.0', 'matplotlib==3.2.1', 'numpy==1.18.3', 'tqdm==4.47.0', 'pyproj==2.6.0', 'scipy==1.4.1', 'shapely==1.7.0', From 060a769fce150f5677874aea0cd06f9ede43886f Mon Sep 17 00:00:00 2001 From: Szymon Date: Sun, 10 Oct 2021 12:27:17 +0200 Subject: [PATCH 08/15] ? symbol affecting clonning --- docs/build/doctrees/environment.pickle | Bin 202855 -> 202535 bytes ...ing results to the IDW model (Basic).ipynb | 577 ----- ...ing results to the IDW model (Basic).ipynb | 577 ----- ... test it with IDW algorithm (Basic).ipynb | 6 +- ..._results_to_the_IDW_model_(Basic)_16_0.png | Bin 25988 -> 0 bytes ..._results_to_the_IDW_model_(Basic)_26_0.png | Bin 25963 -> 0 bytes ..._results_to_the_IDW_model_(Basic)_16_0.png | Bin 25988 -> 0 bytes ..._results_to_the_IDW_model_(Basic)_26_0.png | Bin 25963 -> 0 bytes ...g results to the IDW model (Basic).doctree | Bin 61586 -> 0 bytes ...g results to the IDW model (Basic).doctree | Bin 60646 -> 0 bytes ...est it with IDW algorithm (Basic).doctree | Bin 61762 -> 61758 bytes ..._results_to_the_IDW_model_(Basic)_16_0.png | Bin 25988 -> 0 bytes ..._results_to_the_IDW_model_(Basic)_26_0.png | Bin 25963 -> 0 bytes ..._results_to_the_IDW_model_(Basic)_16_0.png | Bin 25988 -> 0 bytes ..._results_to_the_IDW_model_(Basic)_26_0.png | Bin 25963 -> 0 bytes ...results to the IDW model (Basic).ipynb.txt | 577 ----- ...results to the IDW model (Basic).ipynb.txt | 577 ----- ...t it with IDW algorithm (Basic).ipynb.txt | 6 +- docs/build/html/_static/underscore-1.12.0.js | 2027 ----------------- ...ic Fitting of the Semivariogram Model.html | 4 +- docs/build/html/contribution.html | 4 +- docs/build/html/objects.inv | Bin 6470 -> 6467 bytes docs/build/html/searchindex.js | 2 +- docs/build/html/tutorials.html | 2 +- ... 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closer neighbours are more important,\n", - "- `power` which is close to the **zero** -> all neighbours are important and we assume that distant process has the same effect on our variable as the closest events." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "719ceb16", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWER = 2\n", - "NUMBER_OF_NEIGHBOURS = -1 # Include all points in weighting process (equation 1)\n", - "\n", - "idw_predictions = []\n", - "\n", - "for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, IDW_POWER)\n", - " idw_predictions.append(idw_result)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "01192717", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW is 5.166763363412737\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "idw_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(idw_predictions))**2))\n", - "print(f'Root Mean Squared Error of prediction with IDW is {idw_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "7f7c17e9", - "metadata": {}, - "source": [ - "**Clarification:** Obtained Root Mean Squared Error could serve as a baseline for further model development. To build better reference, we create four IDW models of powers:\n", - "\n", - "1. 0.5,\n", - "2. 1,\n", - "3. 2,\n", - "4. 4." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "52a73e14", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "be7de725", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.5346\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.5883\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.1668\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 1.8698\n" - ] - } - ], - "source": [ - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "16f56132", - "metadata": {}, - "source": [ - "## 4) Perform variogram modeling on the modeling set\n", - "\n", - "In this step we will go through semivariogram modeling for Kriging interpolation." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "f765998f", - "metadata": {}, - "outputs": [], - "source": [ - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "644df59a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'linear'" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "cadfc13c", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "markdown", - "id": "74bcf7e9", - "metadata": {}, - "source": [ - "## 5) Validate Kriging and compare Kriging and IDW validation results\n", - "\n", - "In the last we perform Kriging interpolation and compare rersults to the **IDW** models. We use all points to weight values at unknown locations and semivariogram model chosen in the previous step." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "e61d66dd", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "057a87fe", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "539596a6", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with Kriging is 1.6260209113542474\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "69ad4c42", - "metadata": {}, - "source": [ - "**Clarification**: Kriging is better than any from the IDW models and we may assume that our modeling approach gives us more insights into the spatial process which we are observing. But this is not the end... let's consider more complex scenario!" - ] - }, - { - "cell_type": "markdown", - "id": "3f50a482", - "metadata": {}, - "source": [ - "## 6) Bonus scenario: only 5% of values are known!\n", - "\n", - "Real world data are rarely as good as sample from the tutorial. It is too expensive to densily sample every location and usually we get only small percent of area covered by data. That's why it is good to compare **IDW vs Kriging** in this scenario! We repeat steps 1-5 with change in division for modeling / validation set. (I encourage you to try it do alone and then compare your code and results with those given in this notebook)." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "3a0dd204", - "metadata": {}, - "outputs": [], - "source": [ - "# Data preparation\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem, 0.95)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "59e7e4f1", - "metadata": {}, - "outputs": [], - "source": [ - "# IDW tests\n", - "\n", - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "10c0229e", - "metadata": {}, - "outputs": [], - "source": [ - "# Variogram\n", - "\n", - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "af770e69", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)\n", - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "0094160e", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "90ed29cf", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "d1edc10a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6247\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.6478\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.4797\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 2.2157\n", - "Root Mean Squared Error of prediction with Kriging is 2.0394\n" - ] - } - ], - "source": [ - "# Comparison\n", - "\n", - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "47ce7fb7", - "metadata": {}, - "source": [ - "Your results may be different but in the most cases Kriging will be better than IDW. What's even more important is the fact that for the single data source with low number of samples we don't have opportunity to perform validation step and we're not able to guess how big should be the power parameter. With Kriging we model variogram and _voila!_ - model works." - ] - }, - { - "cell_type": "markdown", - "id": "c7343465", - "metadata": {}, - "source": [ - "---" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.8" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/build/doctrees/nbsphinx/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).ipynb b/docs/build/doctrees/nbsphinx/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).ipynb deleted file mode 100644 index ed0d04bc..00000000 --- a/docs/build/doctrees/nbsphinx/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).ipynb +++ /dev/null @@ -1,577 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "a4055724", - "metadata": {}, - "source": [ - "# Inverse Distance Weighting model vs Kriging - tutorial\n", - "\n", - "## Table of Contents:\n", - "\n", - "1. Read point data,\n", - "2. Divide dataset into two sets: modeling and validation set,\n", - "3. Perform IDW and evaluate it,\n", - "4. Perform variogram modeling on the modeling set,\n", - "5. Validate Kriging and compare Kriging and IDW validation results,\n", - "6. Bonus scenario: only 5% of values are known!\n", - "\n", - "## Level: Basic\n", - "\n", - "## Changelog\n", - "\n", - "| Date | Change description | Author |\n", - "|------|--------------------|--------|\n", - "| 2021-05-12 | First version of tutorial | @szymon-datalions |\n", - "\n", - "## Introduction\n", - "\n", - "In this tutorial we will learn about the one method of validation of our Kriging model. We'll compare it to the Inverse Distance Weighting function where the unknown point value is interpolated as the weighted mean of it's neighbours. Weights are assigned by the inverted distance raised to the n-th power.\n", - "\n", - "(1) **GENERAL FORM OF IDW**\n", - "\n", - "$$z(u) = \\frac{\\sum_{i}\\lambda_{i}*z_{i}}{\\sum_{i}\\lambda_{i}}$$,\n", - "\n", - "where:\n", - "\n", - "- $z(u)$: is the value at unknown location,\n", - "- $i$: is a i-th known location,\n", - "- $z_{i}$: is a value at known location $i$,\n", - "- $\\lambda_{i}$: is a weight assigned to the known location $i$.\n", - "\n", - "(2) **WEIGHTING PARAMETER**\n", - "\n", - "$$\\lambda_{i} = \\frac{1}{d^{p}_{i}}$$\n", - "\n", - "where:\n", - "\n", - "- $d$: is a distance from known point $z_{i}$ to the unknown point $z(u)$,\n", - "- $p$: is a hyperparameter which controls how strong is a relationship between known point and unknown point. You may set large $p$ if you want to show strong relationship between closest point and very weak influence of distant points. On the other hand, you may set small $p$ to emphasize fact that points are influencing each other with the same power irrespectively of their distance.\n", - "\n", - "---\n", - "\n", - "As you noticed **IDW** is a simple but powerful technique. Unfortunately it has major drawback: **we must set `p` - power - manually** and it isn't derived from the data and variogram. That's why it can be used for other tasks. Example is to use IDW as a baseline for comparison to the other techniques." - ] - }, - { - "cell_type": "markdown", - "id": "3a224fa8", - "metadata": {}, - "source": [ - "## Import packages" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "71be79cf", - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "\n", - "import matplotlib.pyplot as plt\n", - "\n", - "from pyinterpolate.idw import inverse_distance_weighting # function for idw\n", - "from pyinterpolate.io_ops import read_point_data\n", - "from pyinterpolate.semivariance import calculate_semivariance # experimental semivariogram\n", - "from pyinterpolate.semivariance import TheoreticalSemivariogram # theoretical models\n", - "from pyinterpolate.kriging import Krige # kriging models" - ] - }, - { - "cell_type": "markdown", - "id": "ebb666bc", - "metadata": {}, - "source": [ - "## 1) Read point data" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "e93c5805", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[15.1152409 , 52.76514556, 91.27559662],\n", - " [15.1152409 , 52.74279035, 96.54829407],\n", - " [15.1152409 , 52.71070647, 51.25455093],\n", - " ...,\n", - " [15.37034993, 52.68338343, 40.30933762],\n", - " [15.37034993, 52.67096386, 21.94326782],\n", - " [15.37034993, 52.64239886, 51.52513504]])" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "dem = read_point_data('../sample_data/point_data/poland_dem_gorzow_wielkopolski', data_type='txt')\n", - "dem" - ] - }, - { - "cell_type": "markdown", - "id": "2dcee1cb", - "metadata": {}, - "source": [ - "## 2) Divide dataset into two sets: modeling and validation set\n", - "\n", - "In this step we will divide our dataset into two sets:\n", - "\n", - "- modeling set (50%): points used for variogram modeling,\n", - "- validation set (50%): points used for prediction and results validation.\n", - "\n", - "Baseline dataset will be divided randomly." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "7fda0a32", - "metadata": {}, - "outputs": [], - "source": [ - "# Create modeling and validation sets\n", - "\n", - "def create_model_validation_sets(dataset: np.array, frac=0.5):\n", - " \"\"\"\n", - " Function divides base dataset into modeling and validation sets\n", - " \n", - " INPUT:\n", - " :param dataset: (numpy array) array with rows of records,\n", - " :param frac: (float) number of elements in a validation set\n", - " \n", - " OUTPUT:\n", - " return: modeling_set (numpy array), validation_set (numpy array)\n", - " \"\"\"\n", - "\n", - " removed_idx = np.random.randint(0, len(dem)-1, size=int(frac * len(dem)))\n", - " validation_set = dem[removed_idx]\n", - " modeling_set = np.delete(dem, removed_idx, 0)\n", - " return modeling_set, validation_set\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem)" - ] - }, - { - "cell_type": "markdown", - "id": "c27a2f14", - "metadata": {}, - "source": [ - "## 3) Perform IDW and evaluate it\n", - "\n", - "Inverse Distance Weighting doesn't require variogram modeling or other steps. We pass power to which we want raise distance in weight denominator. Things to remember are:\n", - "\n", - "- Large `power` -> closer neighbours are more important,\n", - "- `power` which is close to the **zero** -> all neighbours are important and we assume that distant process has the same effect on our variable as the closest events." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "719ceb16", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWER = 2\n", - "NUMBER_OF_NEIGHBOURS = -1 # Include all points in weighting process (equation 1)\n", - "\n", - "idw_predictions = []\n", - "\n", - "for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, IDW_POWER)\n", - " idw_predictions.append(idw_result)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "01192717", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW is 5.166763363412737\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "idw_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(idw_predictions))**2))\n", - "print(f'Root Mean Squared Error of prediction with IDW is {idw_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "7f7c17e9", - "metadata": {}, - "source": [ - "**Clarification:** Obtained Root Mean Squared Error could serve as a baseline for further model development. To build better reference, we create four IDW models of powers:\n", - "\n", - "1. 0.5,\n", - "2. 1,\n", - "3. 2,\n", - "4. 4." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "52a73e14", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "be7de725", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.5346\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.5883\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.1668\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 1.8698\n" - ] - } - ], - "source": [ - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "16f56132", - "metadata": {}, - "source": [ - "## 4) Perform variogram modeling on the modeling set\n", - "\n", - "In this step we will go through semivariogram modeling for Kriging interpolation." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "f765998f", - "metadata": {}, - "outputs": [], - "source": [ - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "644df59a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'linear'" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "cadfc13c", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "markdown", - "id": "74bcf7e9", - "metadata": {}, - "source": [ - "## 5) Validate Kriging and compare Kriging and IDW validation results\n", - "\n", - "In the last we perform Kriging interpolation and compare rersults to the **IDW** models. We use all points to weight values at unknown locations and semivariogram model chosen in the previous step." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "e61d66dd", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "057a87fe", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "539596a6", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with Kriging is 1.6260209113542474\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "69ad4c42", - "metadata": {}, - "source": [ - "**Clarification**: Kriging is better than any from the IDW models and we may assume that our modeling approach gives us more insights into the spatial process which we are observing. But this is not the end... let's consider more complex scenario!" - ] - }, - { - "cell_type": "markdown", - "id": "3f50a482", - "metadata": {}, - "source": [ - "## 6) Bonus scenario: only 5% of values are known!\n", - "\n", - "Real world data are rarely as good as sample from the tutorial. It is too expensive to densily sample every location and usually we get only small percent of area covered by data. That's why it is good to compare **IDW vs Kriging** in this scenario! We repeat steps 1-5 with change in division for modeling / validation set. (I encourage you to try it do alone and then compare your code and results with those given in this notebook)." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "3a0dd204", - "metadata": {}, - "outputs": [], - "source": [ - "# Data preparation\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem, 0.95)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "59e7e4f1", - "metadata": {}, - "outputs": [], - "source": [ - "# IDW tests\n", - "\n", - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "10c0229e", - "metadata": {}, - "outputs": [], - "source": [ - "# Variogram\n", - "\n", - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "af770e69", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)\n", - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "0094160e", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "90ed29cf", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "d1edc10a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6247\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.6478\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.4797\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 2.2157\n", - "Root Mean Squared Error of prediction with Kriging is 2.0394\n" - ] - } - ], - "source": [ - "# Comparison\n", - "\n", - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "47ce7fb7", - "metadata": {}, - "source": [ - "What do you think about the results?" - ] - }, - { - "cell_type": "markdown", - "id": "c7343465", - "metadata": {}, - "source": [ - "---" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.10" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/build/doctrees/nbsphinx/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb b/docs/build/doctrees/nbsphinx/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb index 730341a2..4d653331 100644 --- a/docs/build/doctrees/nbsphinx/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb +++ b/docs/build/doctrees/nbsphinx/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb @@ -5,7 +5,7 @@ "id": "a4055724", "metadata": {}, "source": [ - "# How good is my Kriging model? - tests with IDW algorithm - tutorial\n", + "# How good is my Kriging model - tests with IDW algorithm - tutorial\n", "\n", "## Table of Contents:\n", "\n", @@ -555,7 +555,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -569,7 +569,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.10" + "version": "3.8.10" } }, "nbformat": 4, diff --git a/docs/build/doctrees/nbsphinx/tutorials_Compare_Kriging_results_to_the_IDW_model_(Basic)_16_0.png b/docs/build/doctrees/nbsphinx/tutorials_Compare_Kriging_results_to_the_IDW_model_(Basic)_16_0.png deleted file mode 100644 index 045eec40595ccb021fbd374adb7f2eaa58ff8df9..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 25988 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Compare Kriging results to the IDW model (Basic).doctree b/docs/build/doctrees/tutorials/How good is my model? 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oZ#oA#Coh+PboKvqncqNn=)0?$eoUspQ9zX8DO0_i-yE*}7aWiXFaQ7m diff --git a/docs/build/html/_sources/tutorials/Compare Kriging results to the IDW model (Basic).ipynb.txt b/docs/build/html/_sources/tutorials/Compare Kriging results to the IDW model (Basic).ipynb.txt deleted file mode 100644 index 051f9829..00000000 --- a/docs/build/html/_sources/tutorials/Compare Kriging results to the IDW model (Basic).ipynb.txt +++ /dev/null @@ -1,577 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "a4055724", - "metadata": {}, - "source": [ - "# Inverse Distance Weighting model vs Kriging - tutorial\n", - "\n", - "## Table of Contents:\n", - "\n", - "1. Read point data,\n", - "2. Divide dataset into two sets: modeling and validation set,\n", - "3. Perform IDW and evaluate it,\n", - "4. Perform variogram modeling on the modeling set,\n", - "5. Validate Kriging and compare Kriging and IDW validation results,\n", - "6. Bonus scenario: only 5% of values are known!\n", - "\n", - "## Level: Basic\n", - "\n", - "## Changelog\n", - "\n", - "| Date | Change description | Author |\n", - "|------|--------------------|--------|\n", - "| 2021-05-12 | First version of tutorial | @szymon-datalions |\n", - "\n", - "## Introduction\n", - "\n", - "In this tutorial we will learn about the one method of validation of our Kriging model. We'll compare it to the Inverse Distance Weighting function where the unknown point value is interpolated as the weighted mean of it's neighbours. Weights are assigned by the inverted distance raised to the n-th power.\n", - "\n", - "(1) **GENERAL FORM OF IDW**\n", - "\n", - "$$z(u) = \\frac{\\sum_{i}\\lambda_{i}*z_{i}}{\\sum_{i}\\lambda_{i}}$$\n", - "\n", - "where:\n", - "\n", - "- $z(u)$: is the value at unknown location,\n", - "- $i$: is a i-th known location,\n", - "- $z_{i}$: is a value at known location $i$,\n", - "- $\\lambda_{i}$: is a weight assigned to the known location $i$.\n", - "\n", - "(2) **WEIGHTING PARAMETER**\n", - "\n", - "$$\\lambda_{i} = \\frac{1}{d^{p}_{i}}$$\n", - "\n", - "where:\n", - "\n", - "- $d$: is a distance from known point $z_{i}$ to the unknown point $z(u)$,\n", - "- $p$: is a hyperparameter which controls how strong is a relationship between known point and unknown point. You may set large $p$ if you want to show strong relationship between closest point and very weak influence of distant points. On the other hand, you may set small $p$ to emphasize fact that points are influencing each other with the same power irrespectively of their distance.\n", - "\n", - "---\n", - "\n", - "As you noticed **IDW** is a simple but powerful technique. Unfortunately it has major drawback: **we must set `p` - power - manually** and it isn't derived from the data and variogram. That's why it can be used for other tasks. Example is to use IDW as a baseline for comparison to the other techniques." - ] - }, - { - "cell_type": "markdown", - "id": "3a224fa8", - "metadata": {}, - "source": [ - "## Import packages" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "71be79cf", - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "\n", - "import matplotlib.pyplot as plt\n", - "\n", - "from pyinterpolate.idw import inverse_distance_weighting # function for idw\n", - "from pyinterpolate.io_ops import read_point_data\n", - "from pyinterpolate.semivariance import calculate_semivariance # experimental semivariogram\n", - "from pyinterpolate.semivariance import TheoreticalSemivariogram # theoretical models\n", - "from pyinterpolate.kriging import Krige # kriging models" - ] - }, - { - "cell_type": "markdown", - "id": "ebb666bc", - "metadata": {}, - "source": [ - "## 1) Read point data" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "e93c5805", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[15.1152409 , 52.76514556, 91.27559662],\n", - " [15.1152409 , 52.74279035, 96.54829407],\n", - " [15.1152409 , 52.71070647, 51.25455093],\n", - " ...,\n", - " [15.37034993, 52.68338343, 40.30933762],\n", - " [15.37034993, 52.67096386, 21.94326782],\n", - " [15.37034993, 52.64239886, 51.52513504]])" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "dem = read_point_data('../sample_data/point_data/poland_dem_gorzow_wielkopolski', data_type='txt')\n", - "dem" - ] - }, - { - "cell_type": "markdown", - "id": "2dcee1cb", - "metadata": {}, - "source": [ - "## 2) Divide dataset into two sets: modeling and validation set\n", - "\n", - "In this step we will divide our dataset into two sets:\n", - "\n", - "- modeling set (50%): points used for variogram modeling,\n", - "- validation set (50%): points used for prediction and results validation.\n", - "\n", - "Baseline dataset will be divided randomly." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "7fda0a32", - "metadata": {}, - "outputs": [], - "source": [ - "# Create modeling and validation sets\n", - "\n", - "def create_model_validation_sets(dataset: np.array, frac=0.5):\n", - " \"\"\"\n", - " Function divides base dataset into modeling and validation sets\n", - " \n", - " INPUT:\n", - " :param dataset: (numpy array) array with rows of records,\n", - " :param frac: (float) number of elements in a validation set\n", - " \n", - " OUTPUT:\n", - " return: modeling_set (numpy array), validation_set (numpy array)\n", - " \"\"\"\n", - "\n", - " removed_idx = np.random.randint(0, len(dem)-1, size=int(frac * len(dem)))\n", - " validation_set = dem[removed_idx]\n", - " modeling_set = np.delete(dem, removed_idx, 0)\n", - " return modeling_set, validation_set\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem)" - ] - }, - { - "cell_type": "markdown", - "id": "c27a2f14", - "metadata": {}, - "source": [ - "## 3) Perform IDW and evaluate it\n", - "\n", - "Inverse Distance Weighting doesn't require variogram modeling or other steps. We pass power to which we want raise distance in weight denominator. Things to remember are:\n", - "\n", - "- Large `power` -> closer neighbours are more important,\n", - "- `power` which is close to the **zero** -> all neighbours are important and we assume that distant process has the same effect on our variable as the closest events." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "719ceb16", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWER = 2\n", - "NUMBER_OF_NEIGHBOURS = -1 # Include all points in weighting process (equation 1)\n", - "\n", - "idw_predictions = []\n", - "\n", - "for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, IDW_POWER)\n", - " idw_predictions.append(idw_result)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "01192717", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW is 5.166763363412737\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "idw_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(idw_predictions))**2))\n", - "print(f'Root Mean Squared Error of prediction with IDW is {idw_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "7f7c17e9", - "metadata": {}, - "source": [ - "**Clarification:** Obtained Root Mean Squared Error could serve as a baseline for further model development. To build better reference, we create four IDW models of powers:\n", - "\n", - "1. 0.5,\n", - "2. 1,\n", - "3. 2,\n", - "4. 4." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "52a73e14", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "be7de725", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.5346\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.5883\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.1668\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 1.8698\n" - ] - } - ], - "source": [ - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "16f56132", - "metadata": {}, - "source": [ - "## 4) Perform variogram modeling on the modeling set\n", - "\n", - "In this step we will go through semivariogram modeling for Kriging interpolation." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "f765998f", - "metadata": {}, - "outputs": [], - "source": [ - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "644df59a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'linear'" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "cadfc13c", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "markdown", - "id": "74bcf7e9", - "metadata": {}, - "source": [ - "## 5) Validate Kriging and compare Kriging and IDW validation results\n", - "\n", - "In the last we perform Kriging interpolation and compare rersults to the **IDW** models. We use all points to weight values at unknown locations and semivariogram model chosen in the previous step." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "e61d66dd", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "057a87fe", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "539596a6", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with Kriging is 1.6260209113542474\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "69ad4c42", - "metadata": {}, - "source": [ - "**Clarification**: Kriging is better than any from the IDW models and we may assume that our modeling approach gives us more insights into the spatial process which we are observing. But this is not the end... let's consider more complex scenario!" - ] - }, - { - "cell_type": "markdown", - "id": "3f50a482", - "metadata": {}, - "source": [ - "## 6) Bonus scenario: only 5% of values are known!\n", - "\n", - "Real world data are rarely as good as sample from the tutorial. It is too expensive to densily sample every location and usually we get only small percent of area covered by data. That's why it is good to compare **IDW vs Kriging** in this scenario! We repeat steps 1-5 with change in division for modeling / validation set. (I encourage you to try it do alone and then compare your code and results with those given in this notebook)." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "3a0dd204", - "metadata": {}, - "outputs": [], - "source": [ - "# Data preparation\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem, 0.95)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "59e7e4f1", - "metadata": {}, - "outputs": [], - "source": [ - "# IDW tests\n", - "\n", - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "10c0229e", - "metadata": {}, - "outputs": [], - "source": [ - "# Variogram\n", - "\n", - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "af770e69", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)\n", - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "0094160e", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "90ed29cf", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "d1edc10a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6247\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.6478\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.4797\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 2.2157\n", - "Root Mean Squared Error of prediction with Kriging is 2.0394\n" - ] - } - ], - "source": [ - "# Comparison\n", - "\n", - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "47ce7fb7", - "metadata": {}, - "source": [ - "Your results may be different but in the most cases Kriging will be better than IDW. What's even more important is the fact that for the single data source with low number of samples we don't have opportunity to perform validation step and we're not able to guess how big should be the power parameter. With Kriging we model variogram and _voila!_ - model works." - ] - }, - { - "cell_type": "markdown", - "id": "c7343465", - "metadata": {}, - "source": [ - "---" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.8" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/build/html/_sources/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).ipynb.txt b/docs/build/html/_sources/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).ipynb.txt deleted file mode 100644 index ed0d04bc..00000000 --- a/docs/build/html/_sources/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).ipynb.txt +++ /dev/null @@ -1,577 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "a4055724", - "metadata": {}, - "source": [ - "# Inverse Distance Weighting model vs Kriging - tutorial\n", - "\n", - "## Table of Contents:\n", - "\n", - "1. Read point data,\n", - "2. Divide dataset into two sets: modeling and validation set,\n", - "3. Perform IDW and evaluate it,\n", - "4. Perform variogram modeling on the modeling set,\n", - "5. Validate Kriging and compare Kriging and IDW validation results,\n", - "6. Bonus scenario: only 5% of values are known!\n", - "\n", - "## Level: Basic\n", - "\n", - "## Changelog\n", - "\n", - "| Date | Change description | Author |\n", - "|------|--------------------|--------|\n", - "| 2021-05-12 | First version of tutorial | @szymon-datalions |\n", - "\n", - "## Introduction\n", - "\n", - "In this tutorial we will learn about the one method of validation of our Kriging model. We'll compare it to the Inverse Distance Weighting function where the unknown point value is interpolated as the weighted mean of it's neighbours. Weights are assigned by the inverted distance raised to the n-th power.\n", - "\n", - "(1) **GENERAL FORM OF IDW**\n", - "\n", - "$$z(u) = \\frac{\\sum_{i}\\lambda_{i}*z_{i}}{\\sum_{i}\\lambda_{i}}$$,\n", - "\n", - "where:\n", - "\n", - "- $z(u)$: is the value at unknown location,\n", - "- $i$: is a i-th known location,\n", - "- $z_{i}$: is a value at known location $i$,\n", - "- $\\lambda_{i}$: is a weight assigned to the known location $i$.\n", - "\n", - "(2) **WEIGHTING PARAMETER**\n", - "\n", - "$$\\lambda_{i} = \\frac{1}{d^{p}_{i}}$$\n", - "\n", - "where:\n", - "\n", - "- $d$: is a distance from known point $z_{i}$ to the unknown point $z(u)$,\n", - "- $p$: is a hyperparameter which controls how strong is a relationship between known point and unknown point. You may set large $p$ if you want to show strong relationship between closest point and very weak influence of distant points. On the other hand, you may set small $p$ to emphasize fact that points are influencing each other with the same power irrespectively of their distance.\n", - "\n", - "---\n", - "\n", - "As you noticed **IDW** is a simple but powerful technique. Unfortunately it has major drawback: **we must set `p` - power - manually** and it isn't derived from the data and variogram. That's why it can be used for other tasks. Example is to use IDW as a baseline for comparison to the other techniques." - ] - }, - { - "cell_type": "markdown", - "id": "3a224fa8", - "metadata": {}, - "source": [ - "## Import packages" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "71be79cf", - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "\n", - "import matplotlib.pyplot as plt\n", - "\n", - "from pyinterpolate.idw import inverse_distance_weighting # function for idw\n", - "from pyinterpolate.io_ops import read_point_data\n", - "from pyinterpolate.semivariance import calculate_semivariance # experimental semivariogram\n", - "from pyinterpolate.semivariance import TheoreticalSemivariogram # theoretical models\n", - "from pyinterpolate.kriging import Krige # kriging models" - ] - }, - { - "cell_type": "markdown", - "id": "ebb666bc", - "metadata": {}, - "source": [ - "## 1) Read point data" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "e93c5805", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[15.1152409 , 52.76514556, 91.27559662],\n", - " [15.1152409 , 52.74279035, 96.54829407],\n", - " [15.1152409 , 52.71070647, 51.25455093],\n", - " ...,\n", - " [15.37034993, 52.68338343, 40.30933762],\n", - " [15.37034993, 52.67096386, 21.94326782],\n", - " [15.37034993, 52.64239886, 51.52513504]])" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "dem = read_point_data('../sample_data/point_data/poland_dem_gorzow_wielkopolski', data_type='txt')\n", - "dem" - ] - }, - { - "cell_type": "markdown", - "id": "2dcee1cb", - "metadata": {}, - "source": [ - "## 2) Divide dataset into two sets: modeling and validation set\n", - "\n", - "In this step we will divide our dataset into two sets:\n", - "\n", - "- modeling set (50%): points used for variogram modeling,\n", - "- validation set (50%): points used for prediction and results validation.\n", - "\n", - "Baseline dataset will be divided randomly." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "7fda0a32", - "metadata": {}, - "outputs": [], - "source": [ - "# Create modeling and validation sets\n", - "\n", - "def create_model_validation_sets(dataset: np.array, frac=0.5):\n", - " \"\"\"\n", - " Function divides base dataset into modeling and validation sets\n", - " \n", - " INPUT:\n", - " :param dataset: (numpy array) array with rows of records,\n", - " :param frac: (float) number of elements in a validation set\n", - " \n", - " OUTPUT:\n", - " return: modeling_set (numpy array), validation_set (numpy array)\n", - " \"\"\"\n", - "\n", - " removed_idx = np.random.randint(0, len(dem)-1, size=int(frac * len(dem)))\n", - " validation_set = dem[removed_idx]\n", - " modeling_set = np.delete(dem, removed_idx, 0)\n", - " return modeling_set, validation_set\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem)" - ] - }, - { - "cell_type": "markdown", - "id": "c27a2f14", - "metadata": {}, - "source": [ - "## 3) Perform IDW and evaluate it\n", - "\n", - "Inverse Distance Weighting doesn't require variogram modeling or other steps. We pass power to which we want raise distance in weight denominator. Things to remember are:\n", - "\n", - "- Large `power` -> closer neighbours are more important,\n", - "- `power` which is close to the **zero** -> all neighbours are important and we assume that distant process has the same effect on our variable as the closest events." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "719ceb16", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWER = 2\n", - "NUMBER_OF_NEIGHBOURS = -1 # Include all points in weighting process (equation 1)\n", - "\n", - "idw_predictions = []\n", - "\n", - "for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, IDW_POWER)\n", - " idw_predictions.append(idw_result)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "01192717", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW is 5.166763363412737\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "idw_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(idw_predictions))**2))\n", - "print(f'Root Mean Squared Error of prediction with IDW is {idw_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "7f7c17e9", - "metadata": {}, - "source": [ - "**Clarification:** Obtained Root Mean Squared Error could serve as a baseline for further model development. To build better reference, we create four IDW models of powers:\n", - "\n", - "1. 0.5,\n", - "2. 1,\n", - "3. 2,\n", - "4. 4." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "52a73e14", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "be7de725", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.5346\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.5883\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.1668\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 1.8698\n" - ] - } - ], - "source": [ - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "16f56132", - "metadata": {}, - "source": [ - "## 4) Perform variogram modeling on the modeling set\n", - "\n", - "In this step we will go through semivariogram modeling for Kriging interpolation." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "f765998f", - "metadata": {}, - "outputs": [], - "source": [ - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "644df59a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'linear'" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "cadfc13c", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "markdown", - "id": "74bcf7e9", - "metadata": {}, - "source": [ - "## 5) Validate Kriging and compare Kriging and IDW validation results\n", - "\n", - "In the last we perform Kriging interpolation and compare rersults to the **IDW** models. We use all points to weight values at unknown locations and semivariogram model chosen in the previous step." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "e61d66dd", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "057a87fe", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "539596a6", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with Kriging is 1.6260209113542474\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "69ad4c42", - "metadata": {}, - "source": [ - "**Clarification**: Kriging is better than any from the IDW models and we may assume that our modeling approach gives us more insights into the spatial process which we are observing. But this is not the end... let's consider more complex scenario!" - ] - }, - { - "cell_type": "markdown", - "id": "3f50a482", - "metadata": {}, - "source": [ - "## 6) Bonus scenario: only 5% of values are known!\n", - "\n", - "Real world data are rarely as good as sample from the tutorial. It is too expensive to densily sample every location and usually we get only small percent of area covered by data. That's why it is good to compare **IDW vs Kriging** in this scenario! We repeat steps 1-5 with change in division for modeling / validation set. (I encourage you to try it do alone and then compare your code and results with those given in this notebook)." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "3a0dd204", - "metadata": {}, - "outputs": [], - "source": [ - "# Data preparation\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem, 0.95)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "59e7e4f1", - "metadata": {}, - "outputs": [], - "source": [ - "# IDW tests\n", - "\n", - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "10c0229e", - "metadata": {}, - "outputs": [], - "source": [ - "# Variogram\n", - "\n", - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "af770e69", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)\n", - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "0094160e", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "90ed29cf", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "d1edc10a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6247\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.6478\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.4797\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 2.2157\n", - "Root Mean Squared Error of prediction with Kriging is 2.0394\n" - ] - } - ], - "source": [ - "# Comparison\n", - "\n", - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "47ce7fb7", - "metadata": {}, - "source": [ - "What do you think about the results?" - ] - }, - { - "cell_type": "markdown", - "id": "c7343465", - "metadata": {}, - "source": [ - "---" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.10" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/build/html/_sources/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb.txt b/docs/build/html/_sources/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb.txt index 730341a2..4d653331 100644 --- a/docs/build/html/_sources/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb.txt +++ b/docs/build/html/_sources/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb.txt @@ -5,7 +5,7 @@ "id": "a4055724", "metadata": {}, "source": [ - "# How good is my Kriging model? - tests with IDW algorithm - tutorial\n", + "# How good is my Kriging model - tests with IDW algorithm - tutorial\n", "\n", "## Table of Contents:\n", "\n", @@ -555,7 +555,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -569,7 +569,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.10" + "version": "3.8.10" } }, "nbformat": 4, diff --git a/docs/build/html/_static/underscore-1.12.0.js b/docs/build/html/_static/underscore-1.12.0.js deleted file mode 100644 index 3af6352e..00000000 --- a/docs/build/html/_static/underscore-1.12.0.js +++ /dev/null @@ -1,2027 +0,0 @@ -(function (global, factory) { - typeof exports === 'object' && typeof module !== 'undefined' ? module.exports = factory() : - typeof define === 'function' && define.amd ? define('underscore', factory) : - (global = global || self, (function () { - var current = global._; - var exports = global._ = factory(); - exports.noConflict = function () { global._ = current; return exports; }; - }())); -}(this, (function () { - // Underscore.js 1.12.0 - // https://underscorejs.org - // (c) 2009-2020 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors - // Underscore may be freely distributed under the MIT license. - - // Current version. - var VERSION = '1.12.0'; - - // Establish the root object, `window` (`self`) in the browser, `global` - // on the server, or `this` in some virtual machines. We use `self` - // instead of `window` for `WebWorker` support. - var root = typeof self == 'object' && self.self === self && self || - typeof global == 'object' && global.global === global && global || - Function('return this')() || - {}; - - // Save bytes in the minified (but not gzipped) version: - var ArrayProto = Array.prototype, ObjProto = Object.prototype; - var SymbolProto = typeof Symbol !== 'undefined' ? 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This helper accumulates all remaining arguments past the function’s - // argument length (or an explicit `startIndex`), into an array that becomes - // the last argument. Similar to ES6’s "rest parameter". - function restArguments(func, startIndex) { - startIndex = startIndex == null ? func.length - 1 : +startIndex; - return function() { - var length = Math.max(arguments.length - startIndex, 0), - rest = Array(length), - index = 0; - for (; index < length; index++) { - rest[index] = arguments[index + startIndex]; - } - switch (startIndex) { - case 0: return func.call(this, rest); - case 1: return func.call(this, arguments[0], rest); - case 2: return func.call(this, arguments[0], arguments[1], rest); - } - var args = Array(startIndex + 1); - for (index = 0; index < startIndex; index++) { - args[index] = arguments[index]; - } - args[startIndex] = rest; - return func.apply(this, args); - }; - } - - // Is a given variable an object? - function isObject(obj) { - var type = typeof obj; - return type === 'function' || type === 'object' && !!obj; - } - - // Is a given value equal to null? - function isNull(obj) { - return obj === null; - } - - // Is a given variable undefined? - function isUndefined(obj) { - return obj === void 0; - } - - // Is a given value a boolean? - function isBoolean(obj) { - return obj === true || obj === false || toString.call(obj) === '[object Boolean]'; - } - - // Is a given value a DOM element? - function isElement(obj) { - return !!(obj && obj.nodeType === 1); - } - - // Internal function for creating a `toString`-based type tester. - function tagTester(name) { - var tag = '[object ' + name + ']'; - return function(obj) { - return toString.call(obj) === tag; - }; - } - - var isString = tagTester('String'); - - var isNumber = tagTester('Number'); - - var isDate = tagTester('Date'); - - var isRegExp = tagTester('RegExp'); - - var isError = tagTester('Error'); - - var isSymbol = tagTester('Symbol'); - - var isArrayBuffer = tagTester('ArrayBuffer'); - - var isFunction = tagTester('Function'); - - // Optimize `isFunction` if appropriate. 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Extends `keys` in place if - // needed. - function collectNonEnumProps(obj, keys) { - keys = emulatedSet(keys); - var nonEnumIdx = nonEnumerableProps.length; - var constructor = obj.constructor; - var proto = isFunction$1(constructor) && constructor.prototype || ObjProto; - - // Constructor is a special case. - var prop = 'constructor'; - if (has(obj, prop) && !keys.contains(prop)) keys.push(prop); - - while (nonEnumIdx--) { - prop = nonEnumerableProps[nonEnumIdx]; - if (prop in obj && obj[prop] !== proto[prop] && !keys.contains(prop)) { - keys.push(prop); - } - } - } - - // Retrieve the names of an object's own properties. - // Delegates to **ECMAScript 5**'s native `Object.keys`. - function keys(obj) { - if (!isObject(obj)) return []; - if (nativeKeys) return nativeKeys(obj); - var keys = []; - for (var key in obj) if (has(obj, key)) keys.push(key); - // Ahem, IE < 9. - if (hasEnumBug) collectNonEnumProps(obj, keys); - return keys; - } - - // Is a given array, string, or object empty? - // An "empty" object has no enumerable own-properties. - function isEmpty(obj) { - if (obj == null) return true; - // Skip the more expensive `toString`-based type checks if `obj` has no - // `.length`. - var length = getLength(obj); - if (typeof length == 'number' && ( - isArray(obj) || isString(obj) || isArguments$1(obj) - )) return length === 0; - return getLength(keys(obj)) === 0; - } - - // Returns whether an object has a given set of `key:value` pairs. - function isMatch(object, attrs) { - var _keys = keys(attrs), length = _keys.length; - if (object == null) return !length; - var obj = Object(object); - for (var i = 0; i < length; i++) { - var key = _keys[i]; - if (attrs[key] !== obj[key] || !(key in obj)) return false; - } - return true; - } - - // If Underscore is called as a function, it returns a wrapped object that can - // be used OO-style. This wrapper holds altered versions of all functions added - // through `_.mixin`. Wrapped objects may be chained. - function _(obj) { - if (obj instanceof _) return obj; - if (!(this instanceof _)) return new _(obj); - this._wrapped = obj; - } - - _.VERSION = VERSION; - - // Extracts the result from a wrapped and chained object. - _.prototype.value = function() { - return this._wrapped; - }; - - // Provide unwrapping proxies for some methods used in engine operations - // such as arithmetic and JSON stringification. - _.prototype.valueOf = _.prototype.toJSON = _.prototype.value; - - _.prototype.toString = function() { - return String(this._wrapped); - }; - - // Internal function to wrap or shallow-copy an ArrayBuffer, - // typed array or DataView to a new view, reusing the buffer. - function toBufferView(bufferSource) { - return new Uint8Array( - bufferSource.buffer || bufferSource, - bufferSource.byteOffset || 0, - getByteLength(bufferSource) - ); - } - - // We use this string twice, so give it a name for minification. - var tagDataView = '[object DataView]'; - - // Internal recursive comparison function for `_.isEqual`. - function eq(a, b, aStack, bStack) { - // Identical objects are equal. `0 === -0`, but they aren't identical. - // See the [Harmony `egal` proposal](https://wiki.ecmascript.org/doku.php?id=harmony:egal). - if (a === b) return a !== 0 || 1 / a === 1 / b; - // `null` or `undefined` only equal to itself (strict comparison). - if (a == null || b == null) return false; - // `NaN`s are equivalent, but non-reflexive. - if (a !== a) return b !== b; - // Exhaust primitive checks - var type = typeof a; - if (type !== 'function' && type !== 'object' && typeof b != 'object') return false; - return deepEq(a, b, aStack, bStack); - } - - // Internal recursive comparison function for `_.isEqual`. - function deepEq(a, b, aStack, bStack) { - // Unwrap any wrapped objects. - if (a instanceof _) a = a._wrapped; - if (b instanceof _) b = b._wrapped; - // Compare `[[Class]]` names. - var className = toString.call(a); - if (className !== toString.call(b)) return false; - // Work around a bug in IE 10 - Edge 13. - if (hasStringTagBug && className == '[object Object]' && isDataView$1(a)) { - if (!isDataView$1(b)) return false; - className = tagDataView; - } - switch (className) { - // These types are compared by value. - case '[object RegExp]': - // RegExps are coerced to strings for comparison (Note: '' + /a/i === '/a/i') - case '[object String]': - // Primitives and their corresponding object wrappers are equivalent; thus, `"5"` is - // equivalent to `new String("5")`. - return '' + a === '' + b; - case '[object Number]': - // `NaN`s are equivalent, but non-reflexive. - // Object(NaN) is equivalent to NaN. - if (+a !== +a) return +b !== +b; - // An `egal` comparison is performed for other numeric values. - return +a === 0 ? 1 / +a === 1 / b : +a === +b; - case '[object Date]': - case '[object Boolean]': - // Coerce dates and booleans to numeric primitive values. Dates are compared by their - // millisecond representations. Note that invalid dates with millisecond representations - // of `NaN` are not equivalent. - return +a === +b; - case '[object Symbol]': - return SymbolProto.valueOf.call(a) === SymbolProto.valueOf.call(b); - case '[object ArrayBuffer]': - case tagDataView: - // Coerce to typed array so we can fall through. - return deepEq(toBufferView(a), toBufferView(b), aStack, bStack); - } - - var areArrays = className === '[object Array]'; - if (!areArrays && isTypedArray$1(a)) { - var byteLength = getByteLength(a); - if (byteLength !== getByteLength(b)) return false; - if (a.buffer === b.buffer && a.byteOffset === b.byteOffset) return true; - areArrays = true; - } - if (!areArrays) { - if (typeof a != 'object' || typeof b != 'object') return false; - - // Objects with different constructors are not equivalent, but `Object`s or `Array`s - // from different frames are. - var aCtor = a.constructor, bCtor = b.constructor; - if (aCtor !== bCtor && !(isFunction$1(aCtor) && aCtor instanceof aCtor && - isFunction$1(bCtor) && bCtor instanceof bCtor) - && ('constructor' in a && 'constructor' in b)) { - return false; - } - } - // Assume equality for cyclic structures. The algorithm for detecting cyclic - // structures is adapted from ES 5.1 section 15.12.3, abstract operation `JO`. - - // Initializing stack of traversed objects. - // It's done here since we only need them for objects and arrays comparison. - aStack = aStack || []; - bStack = bStack || []; - var length = aStack.length; - while (length--) { - // Linear search. Performance is inversely proportional to the number of - // unique nested structures. - if (aStack[length] === a) return bStack[length] === b; - } - - // Add the first object to the stack of traversed objects. - aStack.push(a); - bStack.push(b); - - // Recursively compare objects and arrays. - if (areArrays) { - // Compare array lengths to determine if a deep comparison is necessary. - length = a.length; - if (length !== b.length) return false; - // Deep compare the contents, ignoring non-numeric properties. - while (length--) { - if (!eq(a[length], b[length], aStack, bStack)) return false; - } - } else { - // Deep compare objects. - var _keys = keys(a), key; - length = _keys.length; - // Ensure that both objects contain the same number of properties before comparing deep equality. - if (keys(b).length !== length) return false; - while (length--) { - // Deep compare each member - key = _keys[length]; - if (!(has(b, key) && eq(a[key], b[key], aStack, bStack))) return false; - } - } - // Remove the first object from the stack of traversed objects. - aStack.pop(); - bStack.pop(); - return true; - } - - // Perform a deep comparison to check if two objects are equal. - function isEqual(a, b) { - return eq(a, b); - } - - // Retrieve all the enumerable property names of an object. - function allKeys(obj) { - if (!isObject(obj)) return []; - var keys = []; - for (var key in obj) keys.push(key); - // Ahem, IE < 9. - if (hasEnumBug) collectNonEnumProps(obj, keys); - return keys; - } - - // Since the regular `Object.prototype.toString` type tests don't work for - // some types in IE 11, we use a fingerprinting heuristic instead, based - // on the methods. It's not great, but it's the best we got. - // The fingerprint method lists are defined below. - function ie11fingerprint(methods) { - var length = getLength(methods); - return function(obj) { - if (obj == null) return false; - // `Map`, `WeakMap` and `Set` have no enumerable keys. - var keys = allKeys(obj); - if (getLength(keys)) return false; - for (var i = 0; i < length; i++) { - if (!isFunction$1(obj[methods[i]])) return false; - } - // If we are testing against `WeakMap`, we need to ensure that - // `obj` doesn't have a `forEach` method in order to distinguish - // it from a regular `Map`. - return methods !== weakMapMethods || !isFunction$1(obj[forEachName]); - }; - } - - // In the interest of compact minification, we write - // each string in the fingerprints only once. - var forEachName = 'forEach', - hasName = 'has', - commonInit = ['clear', 'delete'], - mapTail = ['get', hasName, 'set']; - - // `Map`, `WeakMap` and `Set` each have slightly different - // combinations of the above sublists. - var mapMethods = commonInit.concat(forEachName, mapTail), - weakMapMethods = commonInit.concat(mapTail), - setMethods = ['add'].concat(commonInit, forEachName, hasName); - - var isMap = isIE11 ? ie11fingerprint(mapMethods) : tagTester('Map'); - - var isWeakMap = isIE11 ? ie11fingerprint(weakMapMethods) : tagTester('WeakMap'); - - var isSet = isIE11 ? ie11fingerprint(setMethods) : tagTester('Set'); - - var isWeakSet = tagTester('WeakSet'); - - // Retrieve the values of an object's properties. - function values(obj) { - var _keys = keys(obj); - var length = _keys.length; - var values = Array(length); - for (var i = 0; i < length; i++) { - values[i] = obj[_keys[i]]; - } - return values; - } - - // Convert an object into a list of `[key, value]` pairs. - // The opposite of `_.object` with one argument. - function pairs(obj) { - var _keys = keys(obj); - var length = _keys.length; - var pairs = Array(length); - for (var i = 0; i < length; i++) { - pairs[i] = [_keys[i], obj[_keys[i]]]; - } - return pairs; - } - - // Invert the keys and values of an object. The values must be serializable. - function invert(obj) { - var result = {}; - var _keys = keys(obj); - for (var i = 0, length = _keys.length; i < length; i++) { - result[obj[_keys[i]]] = _keys[i]; - } - return result; - } - - // Return a sorted list of the function names available on the object. - function functions(obj) { - var names = []; - for (var key in obj) { - if (isFunction$1(obj[key])) names.push(key); - } - return names.sort(); - } - - // An internal function for creating assigner functions. - function createAssigner(keysFunc, defaults) { - return function(obj) { - var length = arguments.length; - if (defaults) obj = Object(obj); - if (length < 2 || obj == null) return obj; - for (var index = 1; index < length; index++) { - var source = arguments[index], - keys = keysFunc(source), - l = keys.length; - for (var i = 0; i < l; i++) { - var key = keys[i]; - if (!defaults || obj[key] === void 0) obj[key] = source[key]; - } - } - return obj; - }; - } - - // Extend a given object with all the properties in passed-in object(s). - var extend = createAssigner(allKeys); - - // Assigns a given object with all the own properties in the passed-in - // object(s). - // (https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Object/assign) - var extendOwn = createAssigner(keys); - - // Fill in a given object with default properties. - var defaults = createAssigner(allKeys, true); - - // Create a naked function reference for surrogate-prototype-swapping. - function ctor() { - return function(){}; - } - - // An internal function for creating a new object that inherits from another. - function baseCreate(prototype) { - if (!isObject(prototype)) return {}; - if (nativeCreate) return nativeCreate(prototype); - var Ctor = ctor(); - Ctor.prototype = prototype; - var result = new Ctor; - Ctor.prototype = null; - return result; - } - - // Creates an object that inherits from the given prototype object. - // If additional properties are provided then they will be added to the - // created object. - function create(prototype, props) { - var result = baseCreate(prototype); - if (props) extendOwn(result, props); - return result; - } - - // Create a (shallow-cloned) duplicate of an object. - function clone(obj) { - if (!isObject(obj)) return obj; - return isArray(obj) ? obj.slice() : extend({}, obj); - } - - // Invokes `interceptor` with the `obj` and then returns `obj`. - // The primary purpose of this method is to "tap into" a method chain, in - // order to perform operations on intermediate results within the chain. - function tap(obj, interceptor) { - interceptor(obj); - return obj; - } - - // Normalize a (deep) property `path` to array. - // Like `_.iteratee`, this function can be customized. - function toPath(path) { - return isArray(path) ? path : [path]; - } - _.toPath = toPath; - - // Internal wrapper for `_.toPath` to enable minification. - // Similar to `cb` for `_.iteratee`. - function toPath$1(path) { - return _.toPath(path); - } - - // Internal function to obtain a nested property in `obj` along `path`. - function deepGet(obj, path) { - var length = path.length; - for (var i = 0; i < length; i++) { - if (obj == null) return void 0; - obj = obj[path[i]]; - } - return length ? obj : void 0; - } - - // Get the value of the (deep) property on `path` from `object`. - // If any property in `path` does not exist or if the value is - // `undefined`, return `defaultValue` instead. - // The `path` is normalized through `_.toPath`. - function get(object, path, defaultValue) { - var value = deepGet(object, toPath$1(path)); - return isUndefined(value) ? defaultValue : value; - } - - // Shortcut function for checking if an object has a given property directly on - // itself (in other words, not on a prototype). Unlike the internal `has` - // function, this public version can also traverse nested properties. - function has$1(obj, path) { - path = toPath$1(path); - var length = path.length; - for (var i = 0; i < length; i++) { - var key = path[i]; - if (!has(obj, key)) return false; - obj = obj[key]; - } - return !!length; - } - - // Keep the identity function around for default iteratees. - function identity(value) { - return value; - } - - // Returns a predicate for checking whether an object has a given set of - // `key:value` pairs. - function matcher(attrs) { - attrs = extendOwn({}, attrs); - return function(obj) { - return isMatch(obj, attrs); - }; - } - - // Creates a function that, when passed an object, will traverse that object’s - // properties down the given `path`, specified as an array of keys or indices. - function property(path) { - path = toPath$1(path); - return function(obj) { - return deepGet(obj, path); - }; - } - - // Internal function that returns an efficient (for current engines) version - // of the passed-in callback, to be repeatedly applied in other Underscore - // functions. - function optimizeCb(func, context, argCount) { - if (context === void 0) return func; - switch (argCount == null ? 3 : argCount) { - case 1: return function(value) { - return func.call(context, value); - }; - // The 2-argument case is omitted because we’re not using it. - case 3: return function(value, index, collection) { - return func.call(context, value, index, collection); - }; - case 4: return function(accumulator, value, index, collection) { - return func.call(context, accumulator, value, index, collection); - }; - } - return function() { - return func.apply(context, arguments); - }; - } - - // An internal function to generate callbacks that can be applied to each - // element in a collection, returning the desired result — either `_.identity`, - // an arbitrary callback, a property matcher, or a property accessor. - function baseIteratee(value, context, argCount) { - if (value == null) return identity; - if (isFunction$1(value)) return optimizeCb(value, context, argCount); - if (isObject(value) && !isArray(value)) return matcher(value); - return property(value); - } - - // External wrapper for our callback generator. Users may customize - // `_.iteratee` if they want additional predicate/iteratee shorthand styles. - // This abstraction hides the internal-only `argCount` argument. - function iteratee(value, context) { - return baseIteratee(value, context, Infinity); - } - _.iteratee = iteratee; - - // The function we call internally to generate a callback. It invokes - // `_.iteratee` if overridden, otherwise `baseIteratee`. - function cb(value, context, argCount) { - if (_.iteratee !== iteratee) return _.iteratee(value, context); - return baseIteratee(value, context, argCount); - } - - // Returns the results of applying the `iteratee` to each element of `obj`. - // In contrast to `_.map` it returns an object. - function mapObject(obj, iteratee, context) { - iteratee = cb(iteratee, context); - var _keys = keys(obj), - length = _keys.length, - results = {}; - for (var index = 0; index < length; index++) { - var currentKey = _keys[index]; - results[currentKey] = iteratee(obj[currentKey], currentKey, obj); - } - return results; - } - - // Predicate-generating function. Often useful outside of Underscore. - function noop(){} - - // Generates a function for a given object that returns a given property. - function propertyOf(obj) { - if (obj == null) return noop; - return function(path) { - return get(obj, path); - }; - } - - // Run a function **n** times. - function times(n, iteratee, context) { - var accum = Array(Math.max(0, n)); - iteratee = optimizeCb(iteratee, context, 1); - for (var i = 0; i < n; i++) accum[i] = iteratee(i); - return accum; - } - - // Return a random integer between `min` and `max` (inclusive). - function random(min, max) { - if (max == null) { - max = min; - min = 0; - } - return min + Math.floor(Math.random() * (max - min + 1)); - } - - // A (possibly faster) way to get the current timestamp as an integer. - var now = Date.now || function() { - return new Date().getTime(); - }; - - // Internal helper to generate functions for escaping and unescaping strings - // to/from HTML interpolation. - function createEscaper(map) { - var escaper = function(match) { - return map[match]; - }; - // Regexes for identifying a key that needs to be escaped. - var source = '(?:' + keys(map).join('|') + ')'; - var testRegexp = RegExp(source); - var replaceRegexp = RegExp(source, 'g'); - return function(string) { - string = string == null ? '' : '' + string; - return testRegexp.test(string) ? string.replace(replaceRegexp, escaper) : string; - }; - } - - // Internal list of HTML entities for escaping. - var escapeMap = { - '&': '&', - '<': '<', - '>': '>', - '"': '"', - "'": ''', - '`': '`' - }; - - // Function for escaping strings to HTML interpolation. - var _escape = createEscaper(escapeMap); - - // Internal list of HTML entities for unescaping. - var unescapeMap = invert(escapeMap); - - // Function for unescaping strings from HTML interpolation. - var _unescape = createEscaper(unescapeMap); - - // By default, Underscore uses ERB-style template delimiters. Change the - // following template settings to use alternative delimiters. - var templateSettings = _.templateSettings = { - evaluate: /<%([\s\S]+?)%>/g, - interpolate: /<%=([\s\S]+?)%>/g, - escape: /<%-([\s\S]+?)%>/g - }; - - // When customizing `_.templateSettings`, if you don't want to define an - // interpolation, evaluation or escaping regex, we need one that is - // guaranteed not to match. - var noMatch = /(.)^/; - - // Certain characters need to be escaped so that they can be put into a - // string literal. - var escapes = { - "'": "'", - '\\': '\\', - '\r': 'r', - '\n': 'n', - '\u2028': 'u2028', - '\u2029': 'u2029' - }; - - var escapeRegExp = /\\|'|\r|\n|\u2028|\u2029/g; - - function escapeChar(match) { - return '\\' + escapes[match]; - } - - // JavaScript micro-templating, similar to John Resig's implementation. - // Underscore templating handles arbitrary delimiters, preserves whitespace, - // and correctly escapes quotes within interpolated code. - // NB: `oldSettings` only exists for backwards compatibility. - function template(text, settings, oldSettings) { - if (!settings && oldSettings) settings = oldSettings; - settings = defaults({}, settings, _.templateSettings); - - // Combine delimiters into one regular expression via alternation. - var matcher = RegExp([ - (settings.escape || noMatch).source, - (settings.interpolate || noMatch).source, - (settings.evaluate || noMatch).source - ].join('|') + '|$', 'g'); - - // Compile the template source, escaping string literals appropriately. - var index = 0; - var source = "__p+='"; - text.replace(matcher, function(match, escape, interpolate, evaluate, offset) { - source += text.slice(index, offset).replace(escapeRegExp, escapeChar); - index = offset + match.length; - - if (escape) { - source += "'+\n((__t=(" + escape + "))==null?'':_.escape(__t))+\n'"; - } else if (interpolate) { - source += "'+\n((__t=(" + interpolate + "))==null?'':__t)+\n'"; - } else if (evaluate) { - source += "';\n" + evaluate + "\n__p+='"; - } - - // Adobe VMs need the match returned to produce the correct offset. - return match; - }); - source += "';\n"; - - // If a variable is not specified, place data values in local scope. - if (!settings.variable) source = 'with(obj||{}){\n' + source + '}\n'; - - source = "var __t,__p='',__j=Array.prototype.join," + - "print=function(){__p+=__j.call(arguments,'');};\n" + - source + 'return __p;\n'; - - var render; - try { - render = new Function(settings.variable || 'obj', '_', source); - } catch (e) { - e.source = source; - throw e; - } - - var template = function(data) { - return render.call(this, data, _); - }; - - // Provide the compiled source as a convenience for precompilation. - var argument = settings.variable || 'obj'; - template.source = 'function(' + argument + '){\n' + source + '}'; - - return template; - } - - // Traverses the children of `obj` along `path`. If a child is a function, it - // is invoked with its parent as context. Returns the value of the final - // child, or `fallback` if any child is undefined. - function result(obj, path, fallback) { - path = toPath$1(path); - var length = path.length; - if (!length) { - return isFunction$1(fallback) ? fallback.call(obj) : fallback; - } - for (var i = 0; i < length; i++) { - var prop = obj == null ? void 0 : obj[path[i]]; - if (prop === void 0) { - prop = fallback; - i = length; // Ensure we don't continue iterating. - } - obj = isFunction$1(prop) ? prop.call(obj) : prop; - } - return obj; - } - - // Generate a unique integer id (unique within the entire client session). - // Useful for temporary DOM ids. - var idCounter = 0; - function uniqueId(prefix) { - var id = ++idCounter + ''; - return prefix ? prefix + id : id; - } - - // Start chaining a wrapped Underscore object. - function chain(obj) { - var instance = _(obj); - instance._chain = true; - return instance; - } - - // Internal function to execute `sourceFunc` bound to `context` with optional - // `args`. Determines whether to execute a function as a constructor or as a - // normal function. - function executeBound(sourceFunc, boundFunc, context, callingContext, args) { - if (!(callingContext instanceof boundFunc)) return sourceFunc.apply(context, args); - var self = baseCreate(sourceFunc.prototype); - var result = sourceFunc.apply(self, args); - if (isObject(result)) return result; - return self; - } - - // Partially apply a function by creating a version that has had some of its - // arguments pre-filled, without changing its dynamic `this` context. `_` acts - // as a placeholder by default, allowing any combination of arguments to be - // pre-filled. Set `_.partial.placeholder` for a custom placeholder argument. - var partial = restArguments(function(func, boundArgs) { - var placeholder = partial.placeholder; - var bound = function() { - var position = 0, length = boundArgs.length; - var args = Array(length); - for (var i = 0; i < length; i++) { - args[i] = boundArgs[i] === placeholder ? arguments[position++] : boundArgs[i]; - } - while (position < arguments.length) args.push(arguments[position++]); - return executeBound(func, bound, this, this, args); - }; - return bound; - }); - - partial.placeholder = _; - - // Create a function bound to a given object (assigning `this`, and arguments, - // optionally). - var bind = restArguments(function(func, context, args) { - if (!isFunction$1(func)) throw new TypeError('Bind must be called on a function'); - var bound = restArguments(function(callArgs) { - return executeBound(func, bound, context, this, args.concat(callArgs)); - }); - return bound; - }); - - // Internal helper for collection methods to determine whether a collection - // should be iterated as an array or as an object. - // Related: https://people.mozilla.org/~jorendorff/es6-draft.html#sec-tolength - // Avoids a very nasty iOS 8 JIT bug on ARM-64. #2094 - var isArrayLike = createSizePropertyCheck(getLength); - - // Internal implementation of a recursive `flatten` function. - function flatten(input, depth, strict, output) { - output = output || []; - if (!depth && depth !== 0) { - depth = Infinity; - } else if (depth <= 0) { - return output.concat(input); - } - var idx = output.length; - for (var i = 0, length = getLength(input); i < length; i++) { - var value = input[i]; - if (isArrayLike(value) && (isArray(value) || isArguments$1(value))) { - // Flatten current level of array or arguments object. - if (depth > 1) { - flatten(value, depth - 1, strict, output); - idx = output.length; - } else { - var j = 0, len = value.length; - while (j < len) output[idx++] = value[j++]; - } - } else if (!strict) { - output[idx++] = value; - } - } - return output; - } - - // Bind a number of an object's methods to that object. Remaining arguments - // are the method names to be bound. Useful for ensuring that all callbacks - // defined on an object belong to it. - var bindAll = restArguments(function(obj, keys) { - keys = flatten(keys, false, false); - var index = keys.length; - if (index < 1) throw new Error('bindAll must be passed function names'); - while (index--) { - var key = keys[index]; - obj[key] = bind(obj[key], obj); - } - return obj; - }); - - // Memoize an expensive function by storing its results. - function memoize(func, hasher) { - var memoize = function(key) { - var cache = memoize.cache; - var address = '' + (hasher ? hasher.apply(this, arguments) : key); - if (!has(cache, address)) cache[address] = func.apply(this, arguments); - return cache[address]; - }; - memoize.cache = {}; - return memoize; - } - - // Delays a function for the given number of milliseconds, and then calls - // it with the arguments supplied. - var delay = restArguments(function(func, wait, args) { - return setTimeout(function() { - return func.apply(null, args); - }, wait); - }); - - // Defers a function, scheduling it to run after the current call stack has - // cleared. - var defer = partial(delay, _, 1); - - // Returns a function, that, when invoked, will only be triggered at most once - // during a given window of time. Normally, the throttled function will run - // as much as it can, without ever going more than once per `wait` duration; - // but if you'd like to disable the execution on the leading edge, pass - // `{leading: false}`. To disable execution on the trailing edge, ditto. - function throttle(func, wait, options) { - var timeout, context, args, result; - var previous = 0; - if (!options) options = {}; - - var later = function() { - previous = options.leading === false ? 0 : now(); - timeout = null; - result = func.apply(context, args); - if (!timeout) context = args = null; - }; - - var throttled = function() { - var _now = now(); - if (!previous && options.leading === false) previous = _now; - var remaining = wait - (_now - previous); - context = this; - args = arguments; - if (remaining <= 0 || remaining > wait) { - if (timeout) { - clearTimeout(timeout); - timeout = null; - } - previous = _now; - result = func.apply(context, args); - if (!timeout) context = args = null; - } else if (!timeout && options.trailing !== false) { - timeout = setTimeout(later, remaining); - } - return result; - }; - - throttled.cancel = function() { - clearTimeout(timeout); - previous = 0; - timeout = context = args = null; - }; - - return throttled; - } - - // When a sequence of calls of the returned function ends, the argument - // function is triggered. The end of a sequence is defined by the `wait` - // parameter. If `immediate` is passed, the argument function will be - // triggered at the beginning of the sequence instead of at the end. - function debounce(func, wait, immediate) { - var timeout, previous, args, result, context; - - var later = function() { - var passed = now() - previous; - if (wait > passed) { - timeout = setTimeout(later, wait - passed); - } else { - timeout = null; - if (!immediate) result = func.apply(context, args); - // This check is needed because `func` can recursively invoke `debounced`. - if (!timeout) args = context = null; - } - }; - - var debounced = restArguments(function(_args) { - context = this; - args = _args; - previous = now(); - if (!timeout) { - timeout = setTimeout(later, wait); - if (immediate) result = func.apply(context, args); - } - return result; - }); - - debounced.cancel = function() { - clearTimeout(timeout); - timeout = args = context = null; - }; - - return debounced; - } - - // Returns the first function passed as an argument to the second, - // allowing you to adjust arguments, run code before and after, and - // conditionally execute the original function. - function wrap(func, wrapper) { - return partial(wrapper, func); - } - - // Returns a negated version of the passed-in predicate. - function negate(predicate) { - return function() { - return !predicate.apply(this, arguments); - }; - } - - // Returns a function that is the composition of a list of functions, each - // consuming the return value of the function that follows. - function compose() { - var args = arguments; - var start = args.length - 1; - return function() { - var i = start; - var result = args[start].apply(this, arguments); - while (i--) result = args[i].call(this, result); - return result; - }; - } - - // Returns a function that will only be executed on and after the Nth call. - function after(times, func) { - return function() { - if (--times < 1) { - return func.apply(this, arguments); - } - }; - } - - // Returns a function that will only be executed up to (but not including) the - // Nth call. - function before(times, func) { - var memo; - return function() { - if (--times > 0) { - memo = func.apply(this, arguments); - } - if (times <= 1) func = null; - return memo; - }; - } - - // Returns a function that will be executed at most one time, no matter how - // often you call it. Useful for lazy initialization. - var once = partial(before, 2); - - // Returns the first key on an object that passes a truth test. - function findKey(obj, predicate, context) { - predicate = cb(predicate, context); - var _keys = keys(obj), key; - for (var i = 0, length = _keys.length; i < length; i++) { - key = _keys[i]; - if (predicate(obj[key], key, obj)) return key; - } - } - - // Internal function to generate `_.findIndex` and `_.findLastIndex`. - function createPredicateIndexFinder(dir) { - return function(array, predicate, context) { - predicate = cb(predicate, context); - var length = getLength(array); - var index = dir > 0 ? 0 : length - 1; - for (; index >= 0 && index < length; index += dir) { - if (predicate(array[index], index, array)) return index; - } - return -1; - }; - } - - // Returns the first index on an array-like that passes a truth test. - var findIndex = createPredicateIndexFinder(1); - - // Returns the last index on an array-like that passes a truth test. - var findLastIndex = createPredicateIndexFinder(-1); - - // Use a comparator function to figure out the smallest index at which - // an object should be inserted so as to maintain order. Uses binary search. - function sortedIndex(array, obj, iteratee, context) { - iteratee = cb(iteratee, context, 1); - var value = iteratee(obj); - var low = 0, high = getLength(array); - while (low < high) { - var mid = Math.floor((low + high) / 2); - if (iteratee(array[mid]) < value) low = mid + 1; else high = mid; - } - return low; - } - - // Internal function to generate the `_.indexOf` and `_.lastIndexOf` functions. - function createIndexFinder(dir, predicateFind, sortedIndex) { - return function(array, item, idx) { - var i = 0, length = getLength(array); - if (typeof idx == 'number') { - if (dir > 0) { - i = idx >= 0 ? idx : Math.max(idx + length, i); - } else { - length = idx >= 0 ? Math.min(idx + 1, length) : idx + length + 1; - } - } else if (sortedIndex && idx && length) { - idx = sortedIndex(array, item); - return array[idx] === item ? idx : -1; - } - if (item !== item) { - idx = predicateFind(slice.call(array, i, length), isNaN$1); - return idx >= 0 ? idx + i : -1; - } - for (idx = dir > 0 ? i : length - 1; idx >= 0 && idx < length; idx += dir) { - if (array[idx] === item) return idx; - } - return -1; - }; - } - - // Return the position of the first occurrence of an item in an array, - // or -1 if the item is not included in the array. - // If the array is large and already in sort order, pass `true` - // for **isSorted** to use binary search. - var indexOf = createIndexFinder(1, findIndex, sortedIndex); - - // Return the position of the last occurrence of an item in an array, - // or -1 if the item is not included in the array. - var lastIndexOf = createIndexFinder(-1, findLastIndex); - - // Return the first value which passes a truth test. - function find(obj, predicate, context) { - var keyFinder = isArrayLike(obj) ? findIndex : findKey; - var key = keyFinder(obj, predicate, context); - if (key !== void 0 && key !== -1) return obj[key]; - } - - // Convenience version of a common use case of `_.find`: getting the first - // object containing specific `key:value` pairs. - function findWhere(obj, attrs) { - return find(obj, matcher(attrs)); - } - - // The cornerstone for collection functions, an `each` - // implementation, aka `forEach`. - // Handles raw objects in addition to array-likes. Treats all - // sparse array-likes as if they were dense. - function each(obj, iteratee, context) { - iteratee = optimizeCb(iteratee, context); - var i, length; - if (isArrayLike(obj)) { - for (i = 0, length = obj.length; i < length; i++) { - iteratee(obj[i], i, obj); - } - } else { - var _keys = keys(obj); - for (i = 0, length = _keys.length; i < length; i++) { - iteratee(obj[_keys[i]], _keys[i], obj); - } - } - return obj; - } - - // Return the results of applying the iteratee to each element. - function map(obj, iteratee, context) { - iteratee = cb(iteratee, context); - var _keys = !isArrayLike(obj) && keys(obj), - length = (_keys || obj).length, - results = Array(length); - for (var index = 0; index < length; index++) { - var currentKey = _keys ? _keys[index] : index; - results[index] = iteratee(obj[currentKey], currentKey, obj); - } - return results; - } - - // Internal helper to create a reducing function, iterating left or right. - function createReduce(dir) { - // Wrap code that reassigns argument variables in a separate function than - // the one that accesses `arguments.length` to avoid a perf hit. (#1991) - var reducer = function(obj, iteratee, memo, initial) { - var _keys = !isArrayLike(obj) && keys(obj), - length = (_keys || obj).length, - index = dir > 0 ? 0 : length - 1; - if (!initial) { - memo = obj[_keys ? _keys[index] : index]; - index += dir; - } - for (; index >= 0 && index < length; index += dir) { - var currentKey = _keys ? _keys[index] : index; - memo = iteratee(memo, obj[currentKey], currentKey, obj); - } - return memo; - }; - - return function(obj, iteratee, memo, context) { - var initial = arguments.length >= 3; - return reducer(obj, optimizeCb(iteratee, context, 4), memo, initial); - }; - } - - // **Reduce** builds up a single result from a list of values, aka `inject`, - // or `foldl`. - var reduce = createReduce(1); - - // The right-associative version of reduce, also known as `foldr`. - var reduceRight = createReduce(-1); - - // Return all the elements that pass a truth test. - function filter(obj, predicate, context) { - var results = []; - predicate = cb(predicate, context); - each(obj, function(value, index, list) { - if (predicate(value, index, list)) results.push(value); - }); - return results; - } - - // Return all the elements for which a truth test fails. - function reject(obj, predicate, context) { - return filter(obj, negate(cb(predicate)), context); - } - - // Determine whether all of the elements pass a truth test. - function every(obj, predicate, context) { - predicate = cb(predicate, context); - var _keys = !isArrayLike(obj) && keys(obj), - length = (_keys || obj).length; - for (var index = 0; index < length; index++) { - var currentKey = _keys ? _keys[index] : index; - if (!predicate(obj[currentKey], currentKey, obj)) return false; - } - return true; - } - - // Determine if at least one element in the object passes a truth test. - function some(obj, predicate, context) { - predicate = cb(predicate, context); - var _keys = !isArrayLike(obj) && keys(obj), - length = (_keys || obj).length; - for (var index = 0; index < length; index++) { - var currentKey = _keys ? _keys[index] : index; - if (predicate(obj[currentKey], currentKey, obj)) return true; - } - return false; - } - - // Determine if the array or object contains a given item (using `===`). - function contains(obj, item, fromIndex, guard) { - if (!isArrayLike(obj)) obj = values(obj); - if (typeof fromIndex != 'number' || guard) fromIndex = 0; - return indexOf(obj, item, fromIndex) >= 0; - } - - // Invoke a method (with arguments) on every item in a collection. - var invoke = restArguments(function(obj, path, args) { - var contextPath, func; - if (isFunction$1(path)) { - func = path; - } else { - path = toPath$1(path); - contextPath = path.slice(0, -1); - path = path[path.length - 1]; - } - return map(obj, function(context) { - var method = func; - if (!method) { - if (contextPath && contextPath.length) { - context = deepGet(context, contextPath); - } - if (context == null) return void 0; - method = context[path]; - } - return method == null ? method : method.apply(context, args); - }); - }); - - // Convenience version of a common use case of `_.map`: fetching a property. - function pluck(obj, key) { - return map(obj, property(key)); - } - - // Convenience version of a common use case of `_.filter`: selecting only - // objects containing specific `key:value` pairs. - function where(obj, attrs) { - return filter(obj, matcher(attrs)); - } - - // Return the maximum element (or element-based computation). - function max(obj, iteratee, context) { - var result = -Infinity, lastComputed = -Infinity, - value, computed; - if (iteratee == null || typeof iteratee == 'number' && typeof obj[0] != 'object' && obj != null) { - obj = isArrayLike(obj) ? obj : values(obj); - for (var i = 0, length = obj.length; i < length; i++) { - value = obj[i]; - if (value != null && value > result) { - result = value; - } - } - } else { - iteratee = cb(iteratee, context); - each(obj, function(v, index, list) { - computed = iteratee(v, index, list); - if (computed > lastComputed || computed === -Infinity && result === -Infinity) { - result = v; - lastComputed = computed; - } - }); - } - return result; - } - - // Return the minimum element (or element-based computation). - function min(obj, iteratee, context) { - var result = Infinity, lastComputed = Infinity, - value, computed; - if (iteratee == null || typeof iteratee == 'number' && typeof obj[0] != 'object' && obj != null) { - obj = isArrayLike(obj) ? obj : values(obj); - for (var i = 0, length = obj.length; i < length; i++) { - value = obj[i]; - if (value != null && value < result) { - result = value; - } - } - } else { - iteratee = cb(iteratee, context); - each(obj, function(v, index, list) { - computed = iteratee(v, index, list); - if (computed < lastComputed || computed === Infinity && result === Infinity) { - result = v; - lastComputed = computed; - } - }); - } - return result; - } - - // Sample **n** random values from a collection using the modern version of the - // [Fisher-Yates shuffle](https://en.wikipedia.org/wiki/Fisher–Yates_shuffle). - // If **n** is not specified, returns a single random element. - // The internal `guard` argument allows it to work with `_.map`. - function sample(obj, n, guard) { - if (n == null || guard) { - if (!isArrayLike(obj)) obj = values(obj); - return obj[random(obj.length - 1)]; - } - var sample = isArrayLike(obj) ? clone(obj) : values(obj); - var length = getLength(sample); - n = Math.max(Math.min(n, length), 0); - var last = length - 1; - for (var index = 0; index < n; index++) { - var rand = random(index, last); - var temp = sample[index]; - sample[index] = sample[rand]; - sample[rand] = temp; - } - return sample.slice(0, n); - } - - // Shuffle a collection. - function shuffle(obj) { - return sample(obj, Infinity); - } - - // Sort the object's values by a criterion produced by an iteratee. - function sortBy(obj, iteratee, context) { - var index = 0; - iteratee = cb(iteratee, context); - return pluck(map(obj, function(value, key, list) { - return { - value: value, - index: index++, - criteria: iteratee(value, key, list) - }; - }).sort(function(left, right) { - var a = left.criteria; - var b = right.criteria; - if (a !== b) { - if (a > b || a === void 0) return 1; - if (a < b || b === void 0) return -1; - } - return left.index - right.index; - }), 'value'); - } - - // An internal function used for aggregate "group by" operations. - function group(behavior, partition) { - return function(obj, iteratee, context) { - var result = partition ? [[], []] : {}; - iteratee = cb(iteratee, context); - each(obj, function(value, index) { - var key = iteratee(value, index, obj); - behavior(result, value, key); - }); - return result; - }; - } - - // Groups the object's values by a criterion. Pass either a string attribute - // to group by, or a function that returns the criterion. - var groupBy = group(function(result, value, key) { - if (has(result, key)) result[key].push(value); else result[key] = [value]; - }); - - // Indexes the object's values by a criterion, similar to `_.groupBy`, but for - // when you know that your index values will be unique. - var indexBy = group(function(result, value, key) { - result[key] = value; - }); - - // Counts instances of an object that group by a certain criterion. Pass - // either a string attribute to count by, or a function that returns the - // criterion. - var countBy = group(function(result, value, key) { - if (has(result, key)) result[key]++; else result[key] = 1; - }); - - // Split a collection into two arrays: one whose elements all pass the given - // truth test, and one whose elements all do not pass the truth test. - var partition = group(function(result, value, pass) { - result[pass ? 0 : 1].push(value); - }, true); - - // Safely create a real, live array from anything iterable. - var reStrSymbol = /[^\ud800-\udfff]|[\ud800-\udbff][\udc00-\udfff]|[\ud800-\udfff]/g; - function toArray(obj) { - if (!obj) return []; - if (isArray(obj)) return slice.call(obj); - if (isString(obj)) { - // Keep surrogate pair characters together. - return obj.match(reStrSymbol); - } - if (isArrayLike(obj)) return map(obj, identity); - return values(obj); - } - - // Return the number of elements in a collection. - function size(obj) { - if (obj == null) return 0; - return isArrayLike(obj) ? obj.length : keys(obj).length; - } - - // Internal `_.pick` helper function to determine whether `key` is an enumerable - // property name of `obj`. - function keyInObj(value, key, obj) { - return key in obj; - } - - // Return a copy of the object only containing the allowed properties. - var pick = restArguments(function(obj, keys) { - var result = {}, iteratee = keys[0]; - if (obj == null) return result; - if (isFunction$1(iteratee)) { - if (keys.length > 1) iteratee = optimizeCb(iteratee, keys[1]); - keys = allKeys(obj); - } else { - iteratee = keyInObj; - keys = flatten(keys, false, false); - obj = Object(obj); - } - for (var i = 0, length = keys.length; i < length; i++) { - var key = keys[i]; - var value = obj[key]; - if (iteratee(value, key, obj)) result[key] = value; - } - return result; - }); - - // Return a copy of the object without the disallowed properties. - var omit = restArguments(function(obj, keys) { - var iteratee = keys[0], context; - if (isFunction$1(iteratee)) { - iteratee = negate(iteratee); - if (keys.length > 1) context = keys[1]; - } else { - keys = map(flatten(keys, false, false), String); - iteratee = function(value, key) { - return !contains(keys, key); - }; - } - return pick(obj, iteratee, context); - }); - - // Returns everything but the last entry of the array. Especially useful on - // the arguments object. Passing **n** will return all the values in - // the array, excluding the last N. - function initial(array, n, guard) { - return slice.call(array, 0, Math.max(0, array.length - (n == null || guard ? 1 : n))); - } - - // Get the first element of an array. Passing **n** will return the first N - // values in the array. The **guard** check allows it to work with `_.map`. - function first(array, n, guard) { - if (array == null || array.length < 1) return n == null || guard ? void 0 : []; - if (n == null || guard) return array[0]; - return initial(array, array.length - n); - } - - // Returns everything but the first entry of the `array`. Especially useful on - // the `arguments` object. Passing an **n** will return the rest N values in the - // `array`. - function rest(array, n, guard) { - return slice.call(array, n == null || guard ? 1 : n); - } - - // Get the last element of an array. Passing **n** will return the last N - // values in the array. - function last(array, n, guard) { - if (array == null || array.length < 1) return n == null || guard ? void 0 : []; - if (n == null || guard) return array[array.length - 1]; - return rest(array, Math.max(0, array.length - n)); - } - - // Trim out all falsy values from an array. - function compact(array) { - return filter(array, Boolean); - } - - // Flatten out an array, either recursively (by default), or up to `depth`. - // Passing `true` or `false` as `depth` means `1` or `Infinity`, respectively. - function flatten$1(array, depth) { - return flatten(array, depth, false); - } - - // Take the difference between one array and a number of other arrays. - // Only the elements present in just the first array will remain. - var difference = restArguments(function(array, rest) { - rest = flatten(rest, true, true); - return filter(array, function(value){ - return !contains(rest, value); - }); - }); - - // Return a version of the array that does not contain the specified value(s). - var without = restArguments(function(array, otherArrays) { - return difference(array, otherArrays); - }); - - // Produce a duplicate-free version of the array. If the array has already - // been sorted, you have the option of using a faster algorithm. - // The faster algorithm will not work with an iteratee if the iteratee - // is not a one-to-one function, so providing an iteratee will disable - // the faster algorithm. - function uniq(array, isSorted, iteratee, context) { - if (!isBoolean(isSorted)) { - context = iteratee; - iteratee = isSorted; - isSorted = false; - } - if (iteratee != null) iteratee = cb(iteratee, context); - var result = []; - var seen = []; - for (var i = 0, length = getLength(array); i < length; i++) { - var value = array[i], - computed = iteratee ? iteratee(value, i, array) : value; - if (isSorted && !iteratee) { - if (!i || seen !== computed) result.push(value); - seen = computed; - } else if (iteratee) { - if (!contains(seen, computed)) { - seen.push(computed); - result.push(value); - } - } else if (!contains(result, value)) { - result.push(value); - } - } - return result; - } - - // Produce an array that contains the union: each distinct element from all of - // the passed-in arrays. - var union = restArguments(function(arrays) { - return uniq(flatten(arrays, true, true)); - }); - - // Produce an array that contains every item shared between all the - // passed-in arrays. - function intersection(array) { - var result = []; - var argsLength = arguments.length; - for (var i = 0, length = getLength(array); i < length; i++) { - var item = array[i]; - if (contains(result, item)) continue; - var j; - for (j = 1; j < argsLength; j++) { - if (!contains(arguments[j], item)) break; - } - if (j === argsLength) result.push(item); - } - return result; - } - - // Complement of zip. Unzip accepts an array of arrays and groups - // each array's elements on shared indices. - function unzip(array) { - var length = array && max(array, getLength).length || 0; - var result = Array(length); - - for (var index = 0; index < length; index++) { - result[index] = pluck(array, index); - } - return result; - } - - // Zip together multiple lists into a single array -- elements that share - // an index go together. - var zip = restArguments(unzip); - - // Converts lists into objects. Pass either a single array of `[key, value]` - // pairs, or two parallel arrays of the same length -- one of keys, and one of - // the corresponding values. Passing by pairs is the reverse of `_.pairs`. - function object(list, values) { - var result = {}; - for (var i = 0, length = getLength(list); i < length; i++) { - if (values) { - result[list[i]] = values[i]; - } else { - result[list[i][0]] = list[i][1]; - } - } - return result; - } - - // Generate an integer Array containing an arithmetic progression. A port of - // the native Python `range()` function. See - // [the Python documentation](https://docs.python.org/library/functions.html#range). - function range(start, stop, step) { - if (stop == null) { - stop = start || 0; - start = 0; - } - if (!step) { - step = stop < start ? -1 : 1; - } - - var length = Math.max(Math.ceil((stop - start) / step), 0); - var range = Array(length); - - for (var idx = 0; idx < length; idx++, start += step) { - range[idx] = start; - } - - return range; - } - - // Chunk a single array into multiple arrays, each containing `count` or fewer - // items. - function chunk(array, count) { - if (count == null || count < 1) return []; - var result = []; - var i = 0, length = array.length; - while (i < length) { - result.push(slice.call(array, i, i += count)); - } - return result; - } - - // Helper function to continue chaining intermediate results. - function chainResult(instance, obj) { - return instance._chain ? _(obj).chain() : obj; - } - - // Add your own custom functions to the Underscore object. - function mixin(obj) { - each(functions(obj), function(name) { - var func = _[name] = obj[name]; - _.prototype[name] = function() { - var args = [this._wrapped]; - push.apply(args, arguments); - return chainResult(this, func.apply(_, args)); - }; - }); - return _; - } - - // Add all mutator `Array` functions to the wrapper. - each(['pop', 'push', 'reverse', 'shift', 'sort', 'splice', 'unshift'], function(name) { - var method = ArrayProto[name]; - _.prototype[name] = function() { - var obj = this._wrapped; - if (obj != null) { - method.apply(obj, arguments); - if ((name === 'shift' || name === 'splice') && obj.length === 0) { - delete obj[0]; - } - } - return chainResult(this, obj); - }; - }); - - // Add all accessor `Array` functions to the wrapper. - each(['concat', 'join', 'slice'], function(name) { - var method = ArrayProto[name]; - _.prototype[name] = function() { - var obj = this._wrapped; - if (obj != null) obj = method.apply(obj, arguments); - return chainResult(this, obj); - }; - }); - - // Named Exports - - var allExports = { - __proto__: null, - VERSION: VERSION, - restArguments: restArguments, - isObject: isObject, - isNull: isNull, - isUndefined: isUndefined, - isBoolean: isBoolean, - isElement: isElement, - isString: isString, - isNumber: isNumber, - isDate: isDate, - isRegExp: isRegExp, - isError: isError, - isSymbol: isSymbol, - isArrayBuffer: isArrayBuffer, - isDataView: isDataView$1, - isArray: isArray, - isFunction: isFunction$1, - isArguments: isArguments$1, - isFinite: isFinite$1, - isNaN: isNaN$1, - isTypedArray: isTypedArray$1, - isEmpty: isEmpty, - isMatch: isMatch, - isEqual: isEqual, - isMap: isMap, - isWeakMap: isWeakMap, - isSet: isSet, - isWeakSet: isWeakSet, - keys: keys, - allKeys: allKeys, - values: values, - pairs: pairs, - invert: invert, - functions: functions, - methods: functions, - extend: extend, - extendOwn: extendOwn, - assign: extendOwn, - defaults: defaults, - create: create, - clone: clone, - tap: tap, - get: get, - has: has$1, - mapObject: mapObject, - identity: identity, - constant: constant, - noop: noop, - toPath: toPath, - property: property, - propertyOf: propertyOf, - matcher: matcher, - matches: matcher, - times: times, - random: random, - now: now, - escape: _escape, - unescape: _unescape, - templateSettings: templateSettings, - template: template, - result: result, - uniqueId: uniqueId, - chain: chain, - iteratee: iteratee, - partial: partial, - bind: bind, - bindAll: bindAll, - memoize: memoize, - delay: delay, - defer: defer, - throttle: throttle, - debounce: debounce, - wrap: wrap, - negate: negate, - compose: compose, - after: after, - before: before, - once: once, - findKey: findKey, - findIndex: findIndex, - findLastIndex: findLastIndex, - sortedIndex: sortedIndex, - indexOf: indexOf, - lastIndexOf: lastIndexOf, - find: find, - detect: find, - findWhere: findWhere, - each: each, - forEach: each, - map: map, - collect: map, - reduce: reduce, - foldl: reduce, - inject: reduce, - reduceRight: reduceRight, - foldr: reduceRight, - filter: filter, - select: filter, - reject: reject, - every: every, - all: every, - some: some, - any: some, - contains: contains, - includes: contains, - include: contains, - invoke: invoke, - pluck: pluck, - where: where, - max: max, - min: min, - shuffle: shuffle, - sample: sample, - sortBy: sortBy, - groupBy: groupBy, - indexBy: indexBy, - countBy: countBy, - partition: partition, - toArray: toArray, - size: size, - pick: pick, - omit: omit, - first: first, - head: first, - take: first, - initial: initial, - last: last, - rest: rest, - tail: rest, - drop: rest, - compact: compact, - flatten: flatten$1, - without: without, - uniq: uniq, - unique: uniq, - union: union, - intersection: intersection, - difference: difference, - unzip: unzip, - transpose: unzip, - zip: zip, - object: object, - range: range, - chunk: chunk, - mixin: mixin, - 'default': _ - }; - - // Default Export - - // Add all of the Underscore functions to the wrapper object. - var _$1 = mixin(allExports); - // Legacy Node.js API. - _$1._ = _$1; - - return _$1; - -}))); -//# sourceMappingURL=underscore.js.map diff --git a/docs/build/html/algorithms_documentation/Automatic Fitting of the Semivariogram Model.html b/docs/build/html/algorithms_documentation/Automatic Fitting of the Semivariogram Model.html index 646d8de7..606f05d6 100644 --- a/docs/build/html/algorithms_documentation/Automatic Fitting of the Semivariogram Model.html +++ b/docs/build/html/algorithms_documentation/Automatic Fitting of the Semivariogram Model.html @@ -18,7 +18,7 @@ - + @@ -439,7 +439,7 @@

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  • Documentation overview
  • diff --git a/docs/build/html/contribution.html b/docs/build/html/contribution.html index d9a15575..7941a0bb 100644 --- a/docs/build/html/contribution.html +++ b/docs/build/html/contribution.html @@ -17,7 +17,7 @@ - + @@ -126,7 +126,7 @@

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    diff --git a/docs/build/html/objects.inv b/docs/build/html/objects.inv index 8095bdd74c313b1c298982498e09ba533fc3150a..65d092a5388c30c8e8d3a888ad84bcf4604f7846 100644 GIT binary patch delta 5886 zcmVEhkwx#R>VRcS4oZ@y>v*jysfp})<~Z2M+H@cB(7OxHOZ1JKkaYq z@9mc?5;ubP1PPWs`yv$qtDv0mXEGiz>`9YQ!Brn3_IJjjop|6RR_fV{3 za$>H@`PWSxLcDWMwxCf3htrH7uNeofH34hbocFmF^D55lZ6>N)i z&3~@QT~riNa!=AbQamt{vvu?sWKnvb1#7ZSLlz%Io9E=Vi&G8wL<9f4_}e=P&3~nL z{11ocf3Ix?{Q9F%A*%l~*ALm$fRG^JrkN`asCiakhyd|w?%r*juD;Nh!T$05mhYWP zWhY#j_(|aBEPwXg?$Vyq(w@_q>{;#7p0m=PvzhD(cWKYt(w?`z?O8np$vunH`(4;` zRw^rh`nBgSO2V6TQ$*_^z7ZKO_vxAy4{1p6(u{Ixs$f}2D>zgX=V>upf%+X(h)=d{ zSVUqGjwR~NV71jCF<8EDNpYidgJi{;CPFUFw;Pr{Mt}Jaaa;T{ZsOH%Obu_Rwcf{rQFf7t~e4+?@WWNHNYL%&s{-U zbp-{(^6Fj5umVE`$c(OJx-H^}WjV>%I(-b>yyH(wm>YYg#Es{x^N7kRU3zCW?jPR{ zV$L7d4u3u)UIkr@#ysX7ti%<&(YeDf<5kRpgg0Z|^2%1XNu#9T`RO*CXx~hv8n8nj z3Jt5DlJW@=utdPR*EulMSyW|F12VDh;H{zasLG+{F&cczR{YVgYHD^Fw3HD~@LM~n z3u>>Df I;M8n_)tBI&!P|NpvmB?WE_5lciGR92ZqxQEjPe2;kG8j9UvW`q`bw!l 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Explained","The Semi-Automatic and Automatic Fit of the Semivariogram Model","The Outliers Removal Algorithm","Documentation","distance module","idw module","io_ops module","kriging module","misc module","semivariance module","transform module","viz module","Contribution to Pyinterpolate","Pyinterpolate","Introduction","License","Setup","Tutorials","Blocks to points Ordinary Kriging interpolation - tutorial","How good is my Kriging model - tests with IDW algorithm - tutorial","Ordinary and Simple Kriging - tutorial","Outliers and Their Influence on the Final Model - tutorial","Poisson Kriging - Area to Area Kriging","Poisson Kriging - Area to Point Kriging","Poisson Kriging - centroid based approach - tutorial","Semivariogram calculation - tutorial","Semivariogram regularization - tutorial","Variogram Point Cloud - 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\ No newline at end of file diff --git a/docs/build/html/tutorials.html b/docs/build/html/tutorials.html index 3cef8f0a..8083ec32 100644 --- a/docs/build/html/tutorials.html +++ b/docs/build/html/tutorials.html @@ -44,7 +44,7 @@

    Available tutorials:Variogram Point Cloud - tutorial
  • Semivariogram calculation - tutorial
  • Ordinary and Simple Kriging - tutorial
  • -
  • How good is my Kriging model? - tests with IDW algorithm - tutorial
  • +
  • How good is my Kriging model - tests with IDW algorithm - tutorial
  • Blocks to points Ordinary Kriging interpolation - tutorial
  • Semivariogram regularization - tutorial
  • Outliers and Their Influence on the Final Model - tutorial
  • diff --git a/docs/build/html/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).html b/docs/build/html/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).html index 23cd5cf4..b1a7c815 100644 --- a/docs/build/html/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).html +++ b/docs/build/html/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).html @@ -19,7 +19,7 @@ - + @@ -1243,7 +1243,7 @@

    Related Topics

    • Documentation overview
    • diff --git a/docs/build/html/tutorials/Compare Kriging results to the IDW model (Basic).html b/docs/build/html/tutorials/Compare Kriging results to the IDW model (Basic).html deleted file mode 100644 index 82c0c768..00000000 --- a/docs/build/html/tutorials/Compare Kriging results to the IDW model (Basic).html +++ /dev/null @@ -1,830 +0,0 @@ - - - - - - - - - Inverse Distance Weighting model vs Kriging - tutorial — Pyinterpolate 0.2.3 documentation - - - - - - - - - - - - - - - - - - - - - - -
      -
      -
      - - -
      - - - -
      -

      Inverse Distance Weighting model vs Kriging - tutorial

      -
      -

      Table of Contents:

      -
        -
      1. Read point data,

      2. -
      3. Divide dataset into two sets: modeling and validation set,

      4. -
      5. Perform IDW and evaluate it,

      6. -
      7. Perform variogram modeling on the modeling set,

      8. -
      9. Validate Kriging and compare Kriging and IDW validation results,

      10. -
      11. Bonus scenario: only 5% of values are known!

      12. -
      -
      -
      -

      Level: Basic

      -
      -
      -

      Changelog

      - ----- - - - - - - - - - - - - -

      Date

      Change description

      Author

      2021-05-12

      First version of tutorial

      @szymon-datalions

      -
      -
      -

      Introduction

      -

      In this tutorial we will learn about the one method of validation of our Kriging model. We’ll compare it to the Inverse Distance Weighting function where the unknown point value is interpolated as the weighted mean of it’s neighbours. Weights are assigned by the inverted distance raised to the n-th power.

      -
        -
      1. GENERAL FORM OF IDW

      2. -
      -
      -\[z(u) = \frac{\sum_{i}\lambda_{i}*z_{i}}{\sum_{i}\lambda_{i}}\]
      -

      where:

      -
        -
      • \(z(u)\): is the value at unknown location,

      • -
      • \(i\): is a i-th known location,

      • -
      • \(z_{i}\): is a value at known location \(i\),

      • -
      • \(\lambda_{i}\): is a weight assigned to the known location \(i\).

      • -
      -
        -
      1. WEIGHTING PARAMETER

      2. -
      -
      -\[\lambda_{i} = \frac{1}{d^{p}_{i}}\]
      -

      where:

      -
        -
      • \(d\): is a distance from known point \(z_{i}\) to the unknown point \(z(u)\),

      • -
      • \(p\): is a hyperparameter which controls how strong is a relationship between known point and unknown point. You may set large \(p\) if you want to show strong relationship between closest point and very weak influence of distant points. On the other hand, you may set small \(p\) to emphasize fact that points are influencing each other with the same power irrespectively of their distance.

      • -
      -
      -

      As you noticed IDW is a simple but powerful technique. Unfortunately it has major drawback: we must set ``p`` - power - manually and it isn’t derived from the data and variogram. That’s why it can be used for other tasks. Example is to use IDW as a baseline for comparison to the other techniques.

      -
      -
      -

      Import packages

      -
      -
      [1]:
      -
      -
      -
      -import numpy as np
      -
      -import matplotlib.pyplot as plt
      -
      -from pyinterpolate.idw import inverse_distance_weighting  # function for idw
      -from pyinterpolate.io_ops import read_point_data
      -from pyinterpolate.semivariance import calculate_semivariance  # experimental semivariogram
      -from pyinterpolate.semivariance import TheoreticalSemivariogram  # theoretical models
      -from pyinterpolate.kriging import Krige  # kriging models
      -
      -
      -
      -
      -
      -

      1) Read point data

      -
      -
      [2]:
      -
      -
      -
      -dem = read_point_data('../sample_data/point_data/poland_dem_gorzow_wielkopolski', data_type='txt')
      -dem
      -
      -
      -
      -
      -
      [2]:
      -
      -
      -
      -
      -array([[15.1152409 , 52.76514556, 91.27559662],
      -       [15.1152409 , 52.74279035, 96.54829407],
      -       [15.1152409 , 52.71070647, 51.25455093],
      -       ...,
      -       [15.37034993, 52.68338343, 40.30933762],
      -       [15.37034993, 52.67096386, 21.94326782],
      -       [15.37034993, 52.64239886, 51.52513504]])
      -
      -
      -
      -
      -

      2) Divide dataset into two sets: modeling and validation set

      -

      In this step we will divide our dataset into two sets:

      -
        -
      • modeling set (50%): points used for variogram modeling,

      • -
      • validation set (50%): points used for prediction and results validation.

      • -
      -

      Baseline dataset will be divided randomly.

      -
      -
      [3]:
      -
      -
      -
      -# Create modeling and validation sets
      -
      -def create_model_validation_sets(dataset: np.array, frac=0.5):
      -    """
      -    Function divides base dataset into modeling and validation sets
      -
      -    INPUT:
      -    :param dataset: (numpy array) array with rows of records,
      -    :param frac: (float) number of elements in a validation set
      -
      -    OUTPUT:
      -    return: modeling_set (numpy array), validation_set (numpy array)
      -    """
      -
      -    removed_idx = np.random.randint(0, len(dem)-1, size=int(frac * len(dem)))
      -    validation_set = dem[removed_idx]
      -    modeling_set = np.delete(dem, removed_idx, 0)
      -    return modeling_set, validation_set
      -
      -known_points, unknown_points = create_model_validation_sets(dem)
      -
      -
      -
      -
      -
      -

      3) Perform IDW and evaluate it

      -

      Inverse Distance Weighting doesn’t require variogram modeling or other steps. We pass power to which we want raise distance in weight denominator. Things to remember are:

      -
        -
      • Large power -> closer neighbours are more important,

      • -
      • power which is close to the zero -> all neighbours are important and we assume that distant process has the same effect on our variable as the closest events.

      • -
      -
      -
      [4]:
      -
      -
      -
      -IDW_POWER = 2
      -NUMBER_OF_NEIGHBOURS = -1  # Include all points in weighting process (equation 1)
      -
      -idw_predictions = []
      -
      -for pt in unknown_points:
      -    idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, IDW_POWER)
      -    idw_predictions.append(idw_result)
      -
      -
      -
      -
      -
      [5]:
      -
      -
      -
      -# Evaluation
      -
      -idw_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(idw_predictions))**2))
      -print(f'Root Mean Squared Error of prediction with IDW is {idw_rmse}')
      -
      -
      -
      -
      -
      -
      -
      -
      -Root Mean Squared Error of prediction with IDW is 5.166763363412737
      -
      -
      -

      Clarification: Obtained Root Mean Squared Error could serve as a baseline for further model development. To build better reference, we create four IDW models of powers:

      -
        -
      1. 0.5,

      2. -
      3. 1,

      4. -
      5. 2,

      6. -
        1. -
        2. -
        -
      7. -
      -
      -
      [6]:
      -
      -
      -
      -IDW_POWERS = [0.5, 1, 2, 4]
      -idw_rmse = {}
      -
      -for pw in IDW_POWERS:
      -    results = []
      -    for pt in unknown_points:
      -        idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)
      -        results.append(idw_result)
      -    idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))
      -
      -
      -
      -
      -
      [7]:
      -
      -
      -
      -for pw in IDW_POWERS:
      -    print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')
      -
      -
      -
      -
      -
      -
      -
      -
      -Root Mean Squared Error of prediction with IDW of power 0.5 is 17.5346
      -Root Mean Squared Error of prediction with IDW of power 1 is 14.5883
      -Root Mean Squared Error of prediction with IDW of power 2 is 5.1668
      -Root Mean Squared Error of prediction with IDW of power 4 is 1.8698
      -
      -
      -
      -
      -

      4) Perform variogram modeling on the modeling set

      -

      In this step we will go through semivariogram modeling for Kriging interpolation.

      -
      -
      [8]:
      -
      -
      -
      -search_radius = 0.01
      -max_range = 0.32
      -number_of_ranges = 32
      -
      -exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)
      -
      -
      -
      -
      -
      [9]:
      -
      -
      -
      -semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)
      -semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)
      -
      -
      -
      -
      -
      [9]:
      -
      -
      -
      -
      -'linear'
      -
      -
      -
      -
      [10]:
      -
      -
      -
      -semivar.show_semivariogram()
      -
      -
      -
      -
      -
      -
      -
      -../_images/tutorials_Compare_Kriging_results_to_the_IDW_model_(Basic)_16_0.png -
      -
      -
      -
      -

      5) Validate Kriging and compare Kriging and IDW validation results

      -

      In the last we perform Kriging interpolation and compare rersults to the IDW models. We use all points to weight values at unknown locations and semivariogram model chosen in the previous step.

      -
      -
      [11]:
      -
      -
      -
      -# Set Kriging model
      -
      -model = Krige(semivariogram_model=semivar, known_points=known_points)
      -
      -
      -
      -
      -
      [12]:
      -
      -
      -
      -kriging_preds = []
      -
      -for pt in unknown_points:
      -
      -    result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)
      -    kriging_preds.append(result[0])
      -
      -
      -
      -
      -
      [13]:
      -
      -
      -
      -# Evaluation
      -
      -kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))
      -print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse}')
      -
      -
      -
      -
      -
      -
      -
      -
      -Root Mean Squared Error of prediction with Kriging is 1.6260209113542474
      -
      -
      -

      Clarification: Kriging is better than any from the IDW models and we may assume that our modeling approach gives us more insights into the spatial process which we are observing. But this is not the end… let’s consider more complex scenario!

      -
      -
      -

      6) Bonus scenario: only 5% of values are known!

      -

      Real world data are rarely as good as sample from the tutorial. It is too expensive to densily sample every location and usually we get only small percent of area covered by data. That’s why it is good to compare IDW vs Kriging in this scenario! We repeat steps 1-5 with change in division for modeling / validation set. (I encourage you to try it do alone and then compare your code and results with those given in this notebook).

      -
      -
      [14]:
      -
      -
      -
      -# Data preparation
      -
      -known_points, unknown_points = create_model_validation_sets(dem, 0.95)
      -
      -
      -
      -
      -
      [15]:
      -
      -
      -
      -# IDW tests
      -
      -IDW_POWERS = [0.5, 1, 2, 4]
      -idw_rmse = {}
      -
      -for pw in IDW_POWERS:
      -    results = []
      -    for pt in unknown_points:
      -        idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)
      -        results.append(idw_result)
      -    idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))
      -
      -
      -
      -
      -
      [16]:
      -
      -
      -
      -# Variogram
      -
      -search_radius = 0.01
      -max_range = 0.32
      -number_of_ranges = 32
      -
      -exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)
      -
      -
      -
      -
      -
      [17]:
      -
      -
      -
      -semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)
      -semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)
      -semivar.show_semivariogram()
      -
      -
      -
      -
      -
      -
      -
      -../_images/tutorials_Compare_Kriging_results_to_the_IDW_model_(Basic)_26_0.png -
      -
      -
      -
      [18]:
      -
      -
      -
      -# Set Kriging model
      -
      -model = Krige(semivariogram_model=semivar, known_points=known_points)
      -
      -
      -
      -
      -
      [19]:
      -
      -
      -
      -kriging_preds = []
      -
      -for pt in unknown_points:
      -
      -    result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)
      -    kriging_preds.append(result[0])
      -
      -kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))
      -
      -
      -
      -
      -
      [20]:
      -
      -
      -
      -# Comparison
      -
      -for pw in IDW_POWERS:
      -    print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')
      -print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse:.4f}')
      -
      -
      -
      -
      -
      -
      -
      -
      -Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6247
      -Root Mean Squared Error of prediction with IDW of power 1 is 14.6478
      -Root Mean Squared Error of prediction with IDW of power 2 is 5.4797
      -Root Mean Squared Error of prediction with IDW of power 4 is 2.2157
      -Root Mean Squared Error of prediction with Kriging is 2.0394
      -
      -
      -

      Your results may be different but in the most cases Kriging will be better than IDW. What’s even more important is the fact that for the single data source with low number of samples we don’t have opportunity to perform validation step and we’re not able to guess how big should be the power parameter. With Kriging we model variogram and voila! - model works.

      -
      -
      -
      - - -
      - -
      -
      - -
      -
      - - - - - - - \ No newline at end of file diff --git a/docs/build/html/tutorials/Compare Kriging results to the IDW model (Basic).ipynb b/docs/build/html/tutorials/Compare Kriging results to the IDW model (Basic).ipynb deleted file mode 100644 index 051f9829..00000000 --- a/docs/build/html/tutorials/Compare Kriging results to the IDW model (Basic).ipynb +++ /dev/null @@ -1,577 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "a4055724", - "metadata": {}, - "source": [ - "# Inverse Distance Weighting model vs Kriging - tutorial\n", - "\n", - "## Table of Contents:\n", - "\n", - "1. Read point data,\n", - "2. Divide dataset into two sets: modeling and validation set,\n", - "3. Perform IDW and evaluate it,\n", - "4. Perform variogram modeling on the modeling set,\n", - "5. Validate Kriging and compare Kriging and IDW validation results,\n", - "6. Bonus scenario: only 5% of values are known!\n", - "\n", - "## Level: Basic\n", - "\n", - "## Changelog\n", - "\n", - "| Date | Change description | Author |\n", - "|------|--------------------|--------|\n", - "| 2021-05-12 | First version of tutorial | @szymon-datalions |\n", - "\n", - "## Introduction\n", - "\n", - "In this tutorial we will learn about the one method of validation of our Kriging model. We'll compare it to the Inverse Distance Weighting function where the unknown point value is interpolated as the weighted mean of it's neighbours. Weights are assigned by the inverted distance raised to the n-th power.\n", - "\n", - "(1) **GENERAL FORM OF IDW**\n", - "\n", - "$$z(u) = \\frac{\\sum_{i}\\lambda_{i}*z_{i}}{\\sum_{i}\\lambda_{i}}$$\n", - "\n", - "where:\n", - "\n", - "- $z(u)$: is the value at unknown location,\n", - "- $i$: is a i-th known location,\n", - "- $z_{i}$: is a value at known location $i$,\n", - "- $\\lambda_{i}$: is a weight assigned to the known location $i$.\n", - "\n", - "(2) **WEIGHTING PARAMETER**\n", - "\n", - "$$\\lambda_{i} = \\frac{1}{d^{p}_{i}}$$\n", - "\n", - "where:\n", - "\n", - "- $d$: is a distance from known point $z_{i}$ to the unknown point $z(u)$,\n", - "- $p$: is a hyperparameter which controls how strong is a relationship between known point and unknown point. You may set large $p$ if you want to show strong relationship between closest point and very weak influence of distant points. On the other hand, you may set small $p$ to emphasize fact that points are influencing each other with the same power irrespectively of their distance.\n", - "\n", - "---\n", - "\n", - "As you noticed **IDW** is a simple but powerful technique. Unfortunately it has major drawback: **we must set `p` - power - manually** and it isn't derived from the data and variogram. That's why it can be used for other tasks. Example is to use IDW as a baseline for comparison to the other techniques." - ] - }, - { - "cell_type": "markdown", - "id": "3a224fa8", - "metadata": {}, - "source": [ - "## Import packages" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "71be79cf", - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "\n", - "import matplotlib.pyplot as plt\n", - "\n", - "from pyinterpolate.idw import inverse_distance_weighting # function for idw\n", - "from pyinterpolate.io_ops import read_point_data\n", - "from pyinterpolate.semivariance import calculate_semivariance # experimental semivariogram\n", - "from pyinterpolate.semivariance import TheoreticalSemivariogram # theoretical models\n", - "from pyinterpolate.kriging import Krige # kriging models" - ] - }, - { - "cell_type": "markdown", - "id": "ebb666bc", - "metadata": {}, - "source": [ - "## 1) Read point data" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "e93c5805", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[15.1152409 , 52.76514556, 91.27559662],\n", - " [15.1152409 , 52.74279035, 96.54829407],\n", - " [15.1152409 , 52.71070647, 51.25455093],\n", - " ...,\n", - " [15.37034993, 52.68338343, 40.30933762],\n", - " [15.37034993, 52.67096386, 21.94326782],\n", - " [15.37034993, 52.64239886, 51.52513504]])" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "dem = read_point_data('../sample_data/point_data/poland_dem_gorzow_wielkopolski', data_type='txt')\n", - "dem" - ] - }, - { - "cell_type": "markdown", - "id": "2dcee1cb", - "metadata": {}, - "source": [ - "## 2) Divide dataset into two sets: modeling and validation set\n", - "\n", - "In this step we will divide our dataset into two sets:\n", - "\n", - "- modeling set (50%): points used for variogram modeling,\n", - "- validation set (50%): points used for prediction and results validation.\n", - "\n", - "Baseline dataset will be divided randomly." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "7fda0a32", - "metadata": {}, - "outputs": [], - "source": [ - "# Create modeling and validation sets\n", - "\n", - "def create_model_validation_sets(dataset: np.array, frac=0.5):\n", - " \"\"\"\n", - " Function divides base dataset into modeling and validation sets\n", - " \n", - " INPUT:\n", - " :param dataset: (numpy array) array with rows of records,\n", - " :param frac: (float) number of elements in a validation set\n", - " \n", - " OUTPUT:\n", - " return: modeling_set (numpy array), validation_set (numpy array)\n", - " \"\"\"\n", - "\n", - " removed_idx = np.random.randint(0, len(dem)-1, size=int(frac * len(dem)))\n", - " validation_set = dem[removed_idx]\n", - " modeling_set = np.delete(dem, removed_idx, 0)\n", - " return modeling_set, validation_set\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem)" - ] - }, - { - "cell_type": "markdown", - "id": "c27a2f14", - "metadata": {}, - "source": [ - "## 3) Perform IDW and evaluate it\n", - "\n", - "Inverse Distance Weighting doesn't require variogram modeling or other steps. We pass power to which we want raise distance in weight denominator. Things to remember are:\n", - "\n", - "- Large `power` -> closer neighbours are more important,\n", - "- `power` which is close to the **zero** -> all neighbours are important and we assume that distant process has the same effect on our variable as the closest events." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "719ceb16", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWER = 2\n", - "NUMBER_OF_NEIGHBOURS = -1 # Include all points in weighting process (equation 1)\n", - "\n", - "idw_predictions = []\n", - "\n", - "for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, IDW_POWER)\n", - " idw_predictions.append(idw_result)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "01192717", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW is 5.166763363412737\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "idw_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(idw_predictions))**2))\n", - "print(f'Root Mean Squared Error of prediction with IDW is {idw_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "7f7c17e9", - "metadata": {}, - "source": [ - "**Clarification:** Obtained Root Mean Squared Error could serve as a baseline for further model development. To build better reference, we create four IDW models of powers:\n", - "\n", - "1. 0.5,\n", - "2. 1,\n", - "3. 2,\n", - "4. 4." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "52a73e14", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "be7de725", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.5346\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.5883\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.1668\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 1.8698\n" - ] - } - ], - "source": [ - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "16f56132", - "metadata": {}, - "source": [ - "## 4) Perform variogram modeling on the modeling set\n", - "\n", - "In this step we will go through semivariogram modeling for Kriging interpolation." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "f765998f", - "metadata": {}, - "outputs": [], - "source": [ - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "644df59a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'linear'" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "cadfc13c", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
      " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "markdown", - "id": "74bcf7e9", - "metadata": {}, - "source": [ - "## 5) Validate Kriging and compare Kriging and IDW validation results\n", - "\n", - "In the last we perform Kriging interpolation and compare rersults to the **IDW** models. We use all points to weight values at unknown locations and semivariogram model chosen in the previous step." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "e61d66dd", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "057a87fe", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "539596a6", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with Kriging is 1.6260209113542474\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "69ad4c42", - "metadata": {}, - "source": [ - "**Clarification**: Kriging is better than any from the IDW models and we may assume that our modeling approach gives us more insights into the spatial process which we are observing. But this is not the end... let's consider more complex scenario!" - ] - }, - { - "cell_type": "markdown", - "id": "3f50a482", - "metadata": {}, - "source": [ - "## 6) Bonus scenario: only 5% of values are known!\n", - "\n", - "Real world data are rarely as good as sample from the tutorial. It is too expensive to densily sample every location and usually we get only small percent of area covered by data. That's why it is good to compare **IDW vs Kriging** in this scenario! We repeat steps 1-5 with change in division for modeling / validation set. (I encourage you to try it do alone and then compare your code and results with those given in this notebook)." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "3a0dd204", - "metadata": {}, - "outputs": [], - "source": [ - "# Data preparation\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem, 0.95)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "59e7e4f1", - "metadata": {}, - "outputs": [], - "source": [ - "# IDW tests\n", - "\n", - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "10c0229e", - "metadata": {}, - "outputs": [], - "source": [ - "# Variogram\n", - "\n", - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "af770e69", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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      " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)\n", - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "0094160e", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "90ed29cf", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "d1edc10a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6247\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.6478\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.4797\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 2.2157\n", - "Root Mean Squared Error of prediction with Kriging is 2.0394\n" - ] - } - ], - "source": [ - "# Comparison\n", - "\n", - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "47ce7fb7", - "metadata": {}, - "source": [ - "Your results may be different but in the most cases Kriging will be better than IDW. What's even more important is the fact that for the single data source with low number of samples we don't have opportunity to perform validation step and we're not able to guess how big should be the power parameter. With Kriging we model variogram and _voila!_ - model works." - ] - }, - { - "cell_type": "markdown", - "id": "c7343465", - "metadata": {}, - "source": [ - "---" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.8" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/build/html/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).html b/docs/build/html/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).html deleted file mode 100644 index 9b48680e..00000000 --- a/docs/build/html/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).html +++ /dev/null @@ -1,831 +0,0 @@ - - - - - - - - - Inverse Distance Weighting model vs Kriging - tutorial — Pyinterpolate 0.2.3 documentation - - - - - - - - - - - - - - - - - - - - - - -
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      Inverse Distance Weighting model vs Kriging - tutorial

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      Table of Contents:

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      1. Read point data,

      2. -
      3. Divide dataset into two sets: modeling and validation set,

      4. -
      5. Perform IDW and evaluate it,

      6. -
      7. Perform variogram modeling on the modeling set,

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      9. Validate Kriging and compare Kriging and IDW validation results,

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      11. Bonus scenario: only 5% of values are known!

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      Level: Basic

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      Changelog

      - ----- - - - - - - - - - - - - -

      Date

      Change description

      Author

      2021-05-12

      First version of tutorial

      @szymon-datalions

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      -
      -

      Introduction

      -

      In this tutorial we will learn about the one method of validation of our Kriging model. We’ll compare it to the Inverse Distance Weighting function where the unknown point value is interpolated as the weighted mean of it’s neighbours. Weights are assigned by the inverted distance raised to the n-th power.

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      1. GENERAL FORM OF IDW

      2. -
      -
      -\[z(u) = \frac{\sum_{i}\lambda_{i}*z_{i}}{\sum_{i}\lambda_{i}}\]
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      ,

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      where:

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      • \(z(u)\): is the value at unknown location,

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      • \(i\): is a i-th known location,

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      • \(z_{i}\): is a value at known location \(i\),

      • -
      • \(\lambda_{i}\): is a weight assigned to the known location \(i\).

      • -
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      1. WEIGHTING PARAMETER

      2. -
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      -\[\lambda_{i} = \frac{1}{d^{p}_{i}}\]
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      where:

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      • \(d\): is a distance from known point \(z_{i}\) to the unknown point \(z(u)\),

      • -
      • \(p\): is a hyperparameter which controls how strong is a relationship between known point and unknown point. You may set large \(p\) if you want to show strong relationship between closest point and very weak influence of distant points. On the other hand, you may set small \(p\) to emphasize fact that points are influencing each other with the same power irrespectively of their distance.

      • -
      -
      -

      As you noticed IDW is a simple but powerful technique. Unfortunately it has major drawback: we must set ``p`` - power - manually and it isn’t derived from the data and variogram. That’s why it can be used for other tasks. Example is to use IDW as a baseline for comparison to the other techniques.

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      Import packages

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      [1]:
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      -
      -
      -import numpy as np
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      -import matplotlib.pyplot as plt
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      -from pyinterpolate.idw import inverse_distance_weighting  # function for idw
      -from pyinterpolate.io_ops import read_point_data
      -from pyinterpolate.semivariance import calculate_semivariance  # experimental semivariogram
      -from pyinterpolate.semivariance import TheoreticalSemivariogram  # theoretical models
      -from pyinterpolate.kriging import Krige  # kriging models
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      -
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      1) Read point data

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      [2]:
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      -dem = read_point_data('../sample_data/point_data/poland_dem_gorzow_wielkopolski', data_type='txt')
      -dem
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      [2]:
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      -array([[15.1152409 , 52.76514556, 91.27559662],
      -       [15.1152409 , 52.74279035, 96.54829407],
      -       [15.1152409 , 52.71070647, 51.25455093],
      -       ...,
      -       [15.37034993, 52.68338343, 40.30933762],
      -       [15.37034993, 52.67096386, 21.94326782],
      -       [15.37034993, 52.64239886, 51.52513504]])
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      2) Divide dataset into two sets: modeling and validation set

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      In this step we will divide our dataset into two sets:

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      • modeling set (50%): points used for variogram modeling,

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      • validation set (50%): points used for prediction and results validation.

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      Baseline dataset will be divided randomly.

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      [3]:
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      -# Create modeling and validation sets
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      -def create_model_validation_sets(dataset: np.array, frac=0.5):
      -    """
      -    Function divides base dataset into modeling and validation sets
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      -    INPUT:
      -    :param dataset: (numpy array) array with rows of records,
      -    :param frac: (float) number of elements in a validation set
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      -    OUTPUT:
      -    return: modeling_set (numpy array), validation_set (numpy array)
      -    """
      -
      -    removed_idx = np.random.randint(0, len(dem)-1, size=int(frac * len(dem)))
      -    validation_set = dem[removed_idx]
      -    modeling_set = np.delete(dem, removed_idx, 0)
      -    return modeling_set, validation_set
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      -known_points, unknown_points = create_model_validation_sets(dem)
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      3) Perform IDW and evaluate it

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      Inverse Distance Weighting doesn’t require variogram modeling or other steps. We pass power to which we want raise distance in weight denominator. Things to remember are:

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      • Large power -> closer neighbours are more important,

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      • power which is close to the zero -> all neighbours are important and we assume that distant process has the same effect on our variable as the closest events.

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      [4]:
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      -IDW_POWER = 2
      -NUMBER_OF_NEIGHBOURS = -1  # Include all points in weighting process (equation 1)
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      -idw_predictions = []
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      -for pt in unknown_points:
      -    idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, IDW_POWER)
      -    idw_predictions.append(idw_result)
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      [5]:
      -
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      -
      -# Evaluation
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      -idw_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(idw_predictions))**2))
      -print(f'Root Mean Squared Error of prediction with IDW is {idw_rmse}')
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      -Root Mean Squared Error of prediction with IDW is 5.166763363412737
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      Clarification: Obtained Root Mean Squared Error could serve as a baseline for further model development. To build better reference, we create four IDW models of powers:

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      1. 0.5,

      2. -
      3. 1,

      4. -
      5. 2,

      6. -
        1. -
        2. -
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      7. -
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      [6]:
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      -IDW_POWERS = [0.5, 1, 2, 4]
      -idw_rmse = {}
      -
      -for pw in IDW_POWERS:
      -    results = []
      -    for pt in unknown_points:
      -        idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)
      -        results.append(idw_result)
      -    idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))
      -
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      [7]:
      -
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      -for pw in IDW_POWERS:
      -    print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')
      -
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      -Root Mean Squared Error of prediction with IDW of power 0.5 is 17.5346
      -Root Mean Squared Error of prediction with IDW of power 1 is 14.5883
      -Root Mean Squared Error of prediction with IDW of power 2 is 5.1668
      -Root Mean Squared Error of prediction with IDW of power 4 is 1.8698
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      4) Perform variogram modeling on the modeling set

      -

      In this step we will go through semivariogram modeling for Kriging interpolation.

      -
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      [8]:
      -
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      -search_radius = 0.01
      -max_range = 0.32
      -number_of_ranges = 32
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      -exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)
      -
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      [9]:
      -
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      -semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)
      -semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)
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      [9]:
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      -'linear'
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      [10]:
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      -semivar.show_semivariogram()
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      -../_images/tutorials_How_good_is_my_model?_Compare_Kriging_results_to_the_IDW_model_(Basic)_16_0.png -
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      5) Validate Kriging and compare Kriging and IDW validation results

      -

      In the last we perform Kriging interpolation and compare rersults to the IDW models. We use all points to weight values at unknown locations and semivariogram model chosen in the previous step.

      -
      -
      [11]:
      -
      -
      -
      -# Set Kriging model
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      -model = Krige(semivariogram_model=semivar, known_points=known_points)
      -
      -
      -
      -
      -
      [12]:
      -
      -
      -
      -kriging_preds = []
      -
      -for pt in unknown_points:
      -
      -    result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)
      -    kriging_preds.append(result[0])
      -
      -
      -
      -
      -
      [13]:
      -
      -
      -
      -# Evaluation
      -
      -kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))
      -print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse}')
      -
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      -
      -
      -
      -Root Mean Squared Error of prediction with Kriging is 1.6260209113542474
      -
      -
      -

      Clarification: Kriging is better than any from the IDW models and we may assume that our modeling approach gives us more insights into the spatial process which we are observing. But this is not the end… let’s consider more complex scenario!

      -
      -
      -

      6) Bonus scenario: only 5% of values are known!

      -

      Real world data are rarely as good as sample from the tutorial. It is too expensive to densily sample every location and usually we get only small percent of area covered by data. That’s why it is good to compare IDW vs Kriging in this scenario! We repeat steps 1-5 with change in division for modeling / validation set. (I encourage you to try it do alone and then compare your code and results with those given in this notebook).

      -
      -
      [14]:
      -
      -
      -
      -# Data preparation
      -
      -known_points, unknown_points = create_model_validation_sets(dem, 0.95)
      -
      -
      -
      -
      -
      [15]:
      -
      -
      -
      -# IDW tests
      -
      -IDW_POWERS = [0.5, 1, 2, 4]
      -idw_rmse = {}
      -
      -for pw in IDW_POWERS:
      -    results = []
      -    for pt in unknown_points:
      -        idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)
      -        results.append(idw_result)
      -    idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))
      -
      -
      -
      -
      -
      [16]:
      -
      -
      -
      -# Variogram
      -
      -search_radius = 0.01
      -max_range = 0.32
      -number_of_ranges = 32
      -
      -exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)
      -
      -
      -
      -
      -
      [17]:
      -
      -
      -
      -semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)
      -semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)
      -semivar.show_semivariogram()
      -
      -
      -
      -
      -
      -
      -
      -../_images/tutorials_How_good_is_my_model?_Compare_Kriging_results_to_the_IDW_model_(Basic)_26_0.png -
      -
      -
      -
      [18]:
      -
      -
      -
      -# Set Kriging model
      -
      -model = Krige(semivariogram_model=semivar, known_points=known_points)
      -
      -
      -
      -
      -
      [19]:
      -
      -
      -
      -kriging_preds = []
      -
      -for pt in unknown_points:
      -
      -    result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)
      -    kriging_preds.append(result[0])
      -
      -kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))
      -
      -
      -
      -
      -
      [20]:
      -
      -
      -
      -# Comparison
      -
      -for pw in IDW_POWERS:
      -    print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')
      -print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse:.4f}')
      -
      -
      -
      -
      -
      -
      -
      -
      -Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6247
      -Root Mean Squared Error of prediction with IDW of power 1 is 14.6478
      -Root Mean Squared Error of prediction with IDW of power 2 is 5.4797
      -Root Mean Squared Error of prediction with IDW of power 4 is 2.2157
      -Root Mean Squared Error of prediction with Kriging is 2.0394
      -
      -
      -

      What do you think about the results?

      -
      -
      -
      - - -
      - -
      -
      - -
      -
      - - - - - - - \ No newline at end of file diff --git a/docs/build/html/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).ipynb b/docs/build/html/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).ipynb deleted file mode 100644 index ed0d04bc..00000000 --- a/docs/build/html/tutorials/How good is my model? Compare Kriging results to the IDW model (Basic).ipynb +++ /dev/null @@ -1,577 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "a4055724", - "metadata": {}, - "source": [ - "# Inverse Distance Weighting model vs Kriging - tutorial\n", - "\n", - "## Table of Contents:\n", - "\n", - "1. Read point data,\n", - "2. Divide dataset into two sets: modeling and validation set,\n", - "3. Perform IDW and evaluate it,\n", - "4. Perform variogram modeling on the modeling set,\n", - "5. Validate Kriging and compare Kriging and IDW validation results,\n", - "6. Bonus scenario: only 5% of values are known!\n", - "\n", - "## Level: Basic\n", - "\n", - "## Changelog\n", - "\n", - "| Date | Change description | Author |\n", - "|------|--------------------|--------|\n", - "| 2021-05-12 | First version of tutorial | @szymon-datalions |\n", - "\n", - "## Introduction\n", - "\n", - "In this tutorial we will learn about the one method of validation of our Kriging model. We'll compare it to the Inverse Distance Weighting function where the unknown point value is interpolated as the weighted mean of it's neighbours. Weights are assigned by the inverted distance raised to the n-th power.\n", - "\n", - "(1) **GENERAL FORM OF IDW**\n", - "\n", - "$$z(u) = \\frac{\\sum_{i}\\lambda_{i}*z_{i}}{\\sum_{i}\\lambda_{i}}$$,\n", - "\n", - "where:\n", - "\n", - "- $z(u)$: is the value at unknown location,\n", - "- $i$: is a i-th known location,\n", - "- $z_{i}$: is a value at known location $i$,\n", - "- $\\lambda_{i}$: is a weight assigned to the known location $i$.\n", - "\n", - "(2) **WEIGHTING PARAMETER**\n", - "\n", - "$$\\lambda_{i} = \\frac{1}{d^{p}_{i}}$$\n", - "\n", - "where:\n", - "\n", - "- $d$: is a distance from known point $z_{i}$ to the unknown point $z(u)$,\n", - "- $p$: is a hyperparameter which controls how strong is a relationship between known point and unknown point. You may set large $p$ if you want to show strong relationship between closest point and very weak influence of distant points. On the other hand, you may set small $p$ to emphasize fact that points are influencing each other with the same power irrespectively of their distance.\n", - "\n", - "---\n", - "\n", - "As you noticed **IDW** is a simple but powerful technique. Unfortunately it has major drawback: **we must set `p` - power - manually** and it isn't derived from the data and variogram. That's why it can be used for other tasks. Example is to use IDW as a baseline for comparison to the other techniques." - ] - }, - { - "cell_type": "markdown", - "id": "3a224fa8", - "metadata": {}, - "source": [ - "## Import packages" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "71be79cf", - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "\n", - "import matplotlib.pyplot as plt\n", - "\n", - "from pyinterpolate.idw import inverse_distance_weighting # function for idw\n", - "from pyinterpolate.io_ops import read_point_data\n", - "from pyinterpolate.semivariance import calculate_semivariance # experimental semivariogram\n", - "from pyinterpolate.semivariance import TheoreticalSemivariogram # theoretical models\n", - "from pyinterpolate.kriging import Krige # kriging models" - ] - }, - { - "cell_type": "markdown", - "id": "ebb666bc", - "metadata": {}, - "source": [ - "## 1) Read point data" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "e93c5805", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[15.1152409 , 52.76514556, 91.27559662],\n", - " [15.1152409 , 52.74279035, 96.54829407],\n", - " [15.1152409 , 52.71070647, 51.25455093],\n", - " ...,\n", - " [15.37034993, 52.68338343, 40.30933762],\n", - " [15.37034993, 52.67096386, 21.94326782],\n", - " [15.37034993, 52.64239886, 51.52513504]])" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "dem = read_point_data('../sample_data/point_data/poland_dem_gorzow_wielkopolski', data_type='txt')\n", - "dem" - ] - }, - { - "cell_type": "markdown", - "id": "2dcee1cb", - "metadata": {}, - "source": [ - "## 2) Divide dataset into two sets: modeling and validation set\n", - "\n", - "In this step we will divide our dataset into two sets:\n", - "\n", - "- modeling set (50%): points used for variogram modeling,\n", - "- validation set (50%): points used for prediction and results validation.\n", - "\n", - "Baseline dataset will be divided randomly." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "7fda0a32", - "metadata": {}, - "outputs": [], - "source": [ - "# Create modeling and validation sets\n", - "\n", - "def create_model_validation_sets(dataset: np.array, frac=0.5):\n", - " \"\"\"\n", - " Function divides base dataset into modeling and validation sets\n", - " \n", - " INPUT:\n", - " :param dataset: (numpy array) array with rows of records,\n", - " :param frac: (float) number of elements in a validation set\n", - " \n", - " OUTPUT:\n", - " return: modeling_set (numpy array), validation_set (numpy array)\n", - " \"\"\"\n", - "\n", - " removed_idx = np.random.randint(0, len(dem)-1, size=int(frac * len(dem)))\n", - " validation_set = dem[removed_idx]\n", - " modeling_set = np.delete(dem, removed_idx, 0)\n", - " return modeling_set, validation_set\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem)" - ] - }, - { - "cell_type": "markdown", - "id": "c27a2f14", - "metadata": {}, - "source": [ - "## 3) Perform IDW and evaluate it\n", - "\n", - "Inverse Distance Weighting doesn't require variogram modeling or other steps. We pass power to which we want raise distance in weight denominator. Things to remember are:\n", - "\n", - "- Large `power` -> closer neighbours are more important,\n", - "- `power` which is close to the **zero** -> all neighbours are important and we assume that distant process has the same effect on our variable as the closest events." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "719ceb16", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWER = 2\n", - "NUMBER_OF_NEIGHBOURS = -1 # Include all points in weighting process (equation 1)\n", - "\n", - "idw_predictions = []\n", - "\n", - "for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, IDW_POWER)\n", - " idw_predictions.append(idw_result)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "01192717", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW is 5.166763363412737\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "idw_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(idw_predictions))**2))\n", - "print(f'Root Mean Squared Error of prediction with IDW is {idw_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "7f7c17e9", - "metadata": {}, - "source": [ - "**Clarification:** Obtained Root Mean Squared Error could serve as a baseline for further model development. To build better reference, we create four IDW models of powers:\n", - "\n", - "1. 0.5,\n", - "2. 1,\n", - "3. 2,\n", - "4. 4." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "52a73e14", - "metadata": {}, - "outputs": [], - "source": [ - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "be7de725", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.5346\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.5883\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.1668\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 1.8698\n" - ] - } - ], - "source": [ - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "16f56132", - "metadata": {}, - "source": [ - "## 4) Perform variogram modeling on the modeling set\n", - "\n", - "In this step we will go through semivariogram modeling for Kriging interpolation." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "f765998f", - "metadata": {}, - "outputs": [], - "source": [ - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "644df59a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'linear'" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "cadfc13c", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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yixXs17vDcXU9N2J1rmMctfmjpBmS3lBw4eWOMDa5+yeSfhDGtkbBdsT29V6vcyD8MTFWUv9wneU/HGv6oVzdMvZ1LDeU5gqOrfILEK9X0MRwaTi+o4LP560KjsUySbE9vjxgZg/ELO9BBT/KL5Y0JXx9WTzLQtNTfpU5kPLMLF/BhW23Rh0LkEws6EpxibvfHnUsiWJBN4nfc/d6/YCOgpktUnDh38Z9TgwgaVEzDQBNTNgs4cjwb+bTFbSHnht1XKjM3fuTSAOpjytLAaDp+a6CZkBtFfydf03YfhsA0MBo5gEAAADUE808AAAAgHpK6WYehx12mOfk5EQdBgAAAJq4hQsXbnD3vW5AltLJdE5OjhYsWBB1GAAAAGjizKzaOw/TzAMAAACoJ5JpAAAAoJ5IpgEAAIB6Suk209XZtWuXVq9erR07dkQdCoB6atmypTp16qTmzZtHHQoAALVqcsn06tWr1bp1a+Xk5MjMog4HQB25uzZu3KjVq1era9euUYcDAECtmlwzjx07dqht27Yk0kCKMjO1bduWf5cAACmhySXTkkikgRTHOQwASBVNMpkGAAAAGgPJdAJkZmaqf//+FY9f/OIXDbLcM888U19//XWdx9UmPz9f11133f6GFpfnnnuuwfZFQy4LAACgvprcBYh1VVgoTZkirVwpdekiTZsm5eXt3zIPPPBALVq0qGECjPHCCy/sVebucvdqxyWbcePGady4cfu9nNLS0gZdVrNmaX8aAACAekrrmunCQmnyZKm4WHIPnidPDsoTIScnR7fccov69++v3Nxcvf/++xo9erSOPPJIPfDAA5KkefPm6aSTTtKYMWPUvXt3XX311SorK6uYf8OGDSoqKlL37t11+eWXq3fv3lq1alXFOEl69NFH1bdvX/Xr10+XXXaZJOn//u//NHjwYA0YMECnnHKK1q5dW2usr7/+ekXN+oABA7R161ZJ0t13361Bgwapb9++uv322yVJRUVFOuaYYzRp0iQdffTRysvL0yuvvKITTjhBRx11lObPny9pTy345s2blZ2dXbFd33zzjTp37qxdu3bpwQcf1KBBg9SvXz+df/75KikpkSRNmjRJV199tQYPHqybbrqpUo16UVGRRo4cqb59+2rUqFFauXKlJGn58uUaMmSI+vTpo1tvvVWtWrWq2MfDhg3TuHHj1LNnT0nSOeeco4EDB6pXr16aPn16xX5o1aqVfvKTn6hXr1465ZRTNH/+fA0fPlzdunXTc889V+9jAQAANBHlNZup+Bg4cKBXtXjx4r3KapKd7R6k0ZUf2dlxL6JaGRkZ3q9fv4rH7Nmzw/Vl++9+9zt3d//Rj37kffr08S1btvi6dev88MMPd3f31157zVu0aOHLly/30tJSP+WUU/yJJ56omH/9+vW+YsUKNzN/5513YrYlGPePf/zDjzrqKF+/fr27u2/cuNHd3Tdt2uRlZWXu7v7ggw/6jTfe6O7ujzzyiP/gBz/YaxvGjh3rb731lru7b9261Xft2uUvvfSSX3XVVV5WVua7d+/2MWPG+Ouvv+4rVqzwzMxM/+ijj3z37t1+7LHH+hVXXOFlZWU+d+5cP/vss/da17hx4/zVV191d/fZs2f7lVde6e7uGzZsqIhhypQpfv/997u7+8SJE33MmDFeWlq617LGjh3r+fn57u7+8MMPV6xvzJgx/thjj7m7++9//3s/6KCDKvZxVlaWf/HFFxXrKt9PJSUl3qtXr4o4JPkLL7zg7u7nnHOOn3rqqb5z505ftGiR9+vXr8ZjAPuvLucyAACJJmmBV5OPpvX/22EFZtzl8aqtmUd504Q+ffpo27Ztat26tVq3bq0WLVpUtHk+7rjj1K1bN0nSxRdfrLfeeksXXHBBpeVkZ2dryJAhey3/1Vdf1fjx43XYYYdJkg499FBJQf/bEyZM0Jo1a7Rz58599t97wgkn6MYbb1ReXp7OO+88derUSS+//LJefvllDRgwQJK0bds2ff755+rSpYu6du2qPn36SJJ69eqlUaNGyczUp08fFRUV7bX8CRMmaM6cORoxYoRmz56ta6+9VpL0j3/8Q7feequ+/vprbdu2TaNHj66YZ/z48crMzNxrWe+8846efvppSdJll12mm266qaJ87ty5kqRLLrlEP/7xjyvmOe644yrtg/vvv1/PPPOMJGnVqlX6/PPP1bZtWx1wwAE6/fTTJQXvWYsWLdS8efMatwsAAKSXtG7m0aVL3cobQosWLSRJGRkZFa/Lh0tLSyXt3S1Ydd2EHXTQQXVa7/XXX6/rrrtOH3/8sf7whz/ssw/fn/70p3rooYe0fft2nXDCCVqyZIncXbfccosWLVqkRYsWadmyZbryyisrbVfVbYvdrljjxo3Tn//8Z23atEkLFy7UyJEjJQXNOX7729/q448/1u23314pzrpuc21ilzVv3jy98soreuedd/Thhx9qwIABFett3rx5xf6PZ7sAAEB6Setketo0KSurcllWVlAepfnz52vFihUqKyvTnDlzdOKJJ8Y978iRI/XEE09o48aNkqRNmzZJkjZv3qyOHTtKkgoKCva5nOXLl6tPnz66+eabNWjQIC1ZskSjR4/WH//4R23btk2S9OWXX2rdunV13TxJQVvkQYMG6YYbbtDYsWMrapy3bt2qDh06aNeuXSqMs/H68ccfr9mzZ0uSCgsLNWzYMEnSkCFD9NRTT0lSxfjqbN68WYcccoiysrK0ZMkSvfvuu/XaJgAAkH7SuplHea8dDd2bx/bt29W/f/+K4dNPP71O3bgNGjRI1113nZYtW6YRI0bo3HPPjXveXr16acqUKTr55JOVmZmpAQMGKD8/X1OnTtX48eN1yCGHaOTIkVqxYkWty7n33nv12muvKSMjQ7169dIZZ5yhFi1a6NNPP9XQoUMlBQnxzJkzq216EY8JEyZo/PjxmjdvXkXZz3/+cw0ePFjt2rXT4MGDKy58rM1vfvMbXXHFFbr77rvVrl07PfLIIxXbcOmll2ratGk6/fTTdfDBB1c7/+mnn64HHnhAPXr0UPfu3attPgMAAFAdC9pTp6bc3FxfsGBBpbJPP/1UPXr0iCii/Tdv3jzdc889ev7556MOJeWVlJTowAMPlJlp9uzZmjVrlp599tmow0KcUv1cBgA0LWa20N1zq5andc00mraFCxfquuuuk7urTZs2+uMf/xh1SAAAoIkhmU4yw4cP1/Dhw6MOo0kYNmyYPvzww6jDAAAATVhaX4AIAAAA7A+SaQAAAKCeSKYBAACAeiKZBgAAAOqJZLqBbdy4Uf3791f//v313e9+Vx07dlT//v3Vpk0b9ezZs1FjmTt3rhYvXlwxfNttt+mVV16p83KKiorUu3fvhgytRl999dVet05PhmU1lth9vWDBAv3whz+MOKL6y8/P13XXXbff0wAAkMzozaOBtW3bVosWLZIkTZ06Va1atdKPf/xjFRUVaezYsQ2+vtLSUjVrVv3bOHfuXI0dO7Yiib/zzjsbfP0N7YgjjtCTTz6538spLS1tsGVJ0u7du+t9c5r6ys3NVW7uXt1ZNqgotgsAgKaEmulGtHv3bl111VXq1auXTjvtNG3fvl1ScOvu008/XQMHDtSwYcO0ZMkSSUEt5ciRI9W3b1+NGjVKK1eulCRNmjRJV199tQYPHqybbrqp2vnffvttPffcc/rJT36i/v37a/ny5Zo0aVJFcvnee+/p+OOPV79+/XTcccdp69atKioq0rBhw3Tsscfq2GOP1dtvv13r9qxZs0YnnXSS+vfvr969e+vNN9+UJL388ssaOnSojj32WI0fP77i9uM5OTm65ZZb1L9/f+Xm5ur999/X6NGjdeSRR+qBBx6o2ObymtkhQ4bok08+qVjf8OHDtWDBAs2fP19Dhw7VgAEDdPzxx+uzzz6TFNRyjhs3TiNHjtSoUaMqLWvHjh264oor1KdPHw0YMECvvfaapODGLhdeeKF69uypc889V4MHD1b5jYBatWql//zP/1S/fv30zjvv6M4779SgQYPUu3dvTZ48WeU3PBo+fLj+4z/+Q7m5uerRo4fee+89nXfeeTrqqKN066231vt4mTdvXsUPsKlTp+r73/++hg8frm7duun++++vmG7mzJk67rjj1L9/f/37v/+7du/eLUm65pprlJubq169eun222+vmD4nJ0c333yzjj32WD3xxBOV1jlp0iRdc801GjJkiLp166Z58+bp+9//vnr06KFJkyZVTDdr1iz16dNHvXv31s0331xR/sgjj+joo4/Wcccdp7/97W8V5evXr9f555+vQYMGadCgQZXGAUAyKyyUcnKkjIzgubAw6oiQdNw9ZR8DBw70qhYvXrxn4IYb3E8+uWEfN9yw1zprcvvtt/vdd9/t7u4rVqzwzMxM/+CDD9zdffz48T5jxgx3dx85cqQvXbrU3d3fffddHzFihLu7jx071vPz893d/eGHH/azzz7b3d0nTpzoY8aM8dLS0lrnnzhxoj/xxBMV8ZQPf/vtt961a1efP3++u7tv3rzZd+3a5d98841v377d3d2XLl3q5ft3xYoV3qtXr72275577vG77rrL3d1LS0t9y5Ytvn79eh82bJhv27bN3d1/8Ytf+B133OHu7tnZ2f673/3O3d1/9KMfeZ8+fXzLli2+bt06P/zww/da1//+7//6bbfd5u7uX331lR999NGV4nV3/8tf/uLnnXeeu7s/8sgj3rFjR9+4ceNey7rnnnv8iiuucHf3Tz/91Dt37uzbt2/3u+++2ydPnuzu7h9//LFnZmb6e++95+7uknzOnDkV21u+XHf3Sy+91J977jl3dz/55JP9pptucnf3e++91zt06OBfffWV79ixwzt27OgbNmzYa9/VJDbm1157zceMGePuwbE0dOhQ37Fjh69fv94PPfRQ37lzpy9evNjHjh3rO3fudHf3a665xgsKCirFW1pa6ieffLJ/+OGHFe/DL3/5y2rXP3HiRJ8wYYKXlZX53LlzvXXr1v7RRx/57t27/dhjj/UPPvjAv/zyS+/cubOvW7fOd+3a5SNGjPBnnnnGv/rqq4ryb7/91o8//nj/wQ9+4O7uF198sb/55pvu7l5cXOzHHHNMxXtWPk1Vlc5lAIjAzJnuWVnu0p5HVlZQjvQjaYFXk4/SzKMRde3aVf3795ckDRw4UEVFRdq2bZvefvttjR8/vmK6b7/9VpL0zjvv6Omnn5YkXXbZZbrpppsqphk/frwyMzNrnb8mn332mTp06KBBgwZJkr7zne9Ikr755htdd911WrRokTIzM7V06dJalzNo0CB9//vf165du3TOOeeof//+ev3117V48WKdcMIJkqSdO3dq6NChFfOMGzdOktSnTx9t27ZNrVu3VuvWrdWiRQt9/fXXlZZ/4YUX6rTTTtMdd9yhxx9/vKL98+bNmzVx4kR9/vnnMjPt2rWrYp5TTz1Vhx566F6xvvXWW7r++uslScccc4yys7O1dOlSvfXWW7rhhhskSb1791bfvn0r5snMzNT5559fMfzaa6/pV7/6lUpKSrRp0yb16tVLZ5111l7b1atXL3Xo0EGS1K1bN61atUpt27atdV/GY8yYMWrRooVatGihww8/XGvXrtVf//pXLVy4sOK93L59uw4//HBJ0uOPP67p06ertLRUa9as0eLFiyu2b8KECTWu56yzzpKZqU+fPmrfvr369OkjSerVq5eKiopUXFys4cOHq127dpKkvLw8vfHGG5JUqXzChAkVx9Arr7xSqf3+li1bKv6xAIBkNWWKVFJSuaykJCjPy4smJiSfpp1M33tv1BFU0qJFi4rXmZmZ2r59u8rKytSmTZuKdtbxOuiggySp3vNX59e//rXat2+vDz/8UGVlZWrZsmWt05900kl644039Kc//UmTJk3SjTfeqEMOOUSnnnqqZs2aVe085fsgIyOj0v7IyMhQaWlppWk7duyotm3b6qOPPtKcOXMqmoL87Gc/04gRI/TMM8+oqKio0h0jy/dLQ2jZsmVFe+IdO3bo2muv1YIFC9S5c2dNnTpVO3bsqNd2PfPMM7rjjjskSQ899FDc7aKrHj+lpaVyd02cOEjJChEAACAASURBVFH/8z//U2naFStW6J577tF7772nQw45RJMmTaoUb237aV/b0rx587jijVVWVqZ33313n8cUACSTsHVl3OVIT7SZjth3vvMdde3ataLtqrtX3AL7+OOP1+zZsyVJhYWFGjZsWJ3mb926tbZu3brXPN27d9eaNWv03nvvSZK2bt2q0tJSbd68WR06dFBGRoZmzJhR0fa2JsXFxWrfvr2uuuoq/du//Zvef/99DRkyRH/729+0bNkySUFt975quGszYcIE/epXv9LmzZsralU3b96sjh07SgraScdj2LBhKgwbui1dulQrV65U9+7ddcIJJ+jxxx+XJC1evFgff/xxtfOXJ6KHHXaYtm3btl8XNp577rlatGiRFi1atN8XGI4aNUpPPvmk1q1bJ0natGmTiouLtWXLFh100EE6+OCDtXbtWr344ov7tZ5Yxx13nF5//XVt2LBBu3fv1qxZs3TyySdr8ODBev3117Vx40bt2rWrUnvs0047Tb/5zW8qhhvixx8AJFqXLnUrR3oimU4ChYWFevjhh9WvXz/16tVLzz77rCTpN7/5jR555BH17dtXM2bM0H333Ven+S+66CLdfffdGjBggJYvX14x/QEHHKA5c+bo+uuvV79+/XTqqadW1LwWFBSoX79+WrJkyT5reefNm6d+/fppwIABmjNnjm644Qa1a9dO+fn5uvjii9W3b18NHTq04oLK+rjgggs0e/ZsXXjhhRVlN910k2655RYNGDBgr1rfmlx77bUqKytTnz59NGHCBOXn56tFixa69tprtX79evXs2VO33nqrevXqpYMPPniv+du0aaOrrrpKvXv31ujRoyuaVUStZ8+euuuuu3Taaaepb9++OvXUU7VmzZqK9+WYY47RJZdcUtHspiF06NBBv/jFLzRixAj169dPAwcO1Nlnn60OHTpo6tSpGjp0qE444QT16NGjYp77779fCxYsUN++fdWzZ8+KfxkAIJlNmyZlZVUuy8oKyoFy5mGPBKkoNzfXy3teKPfpp59W+hIHarN7927t2rVLLVu21PLly3XKKafos88+0wEHHBB1aGmPcxlAMigsDNpIr1wZ1EhPm0Z76XRlZgvdfa+/lJt2m2lgH0pKSjRixAjt2rVL7q7f/e53JNIAkMIaOvnNyyN5Ru1IppHWWrdurar/bgAAUlNhoTR58p4eOIqLg2GJhBiJ0yTbTKdy0xUAnMMA6qe2ruyARGlyyXTLli21ceNGvoyBFOXu2rhxI93oAagzurJDFJpcM49OnTpp9erVWr9+fdShAKinli1bqlOnTlGHASDFdOkSNO2orhxIlCaXTDdv3lxdu3aNOgwAANDIpk2r3GZaois7JF6Ta+YBAADSU16eNH26lJ0tmQXP06dz8SESq8nVTAMAgPRFV3ZobNRMAwAAAPVEMg0AANBICgulnBwpIyN4LiyMOiLsL5p5AAAANAJuKtM0UTMNAADQCLipTNNEMg0AANAIuKlM00QyDQAA0AhqunkMN5VJbSTTAAAAjWDatOAmMrG4qUzqI5kGAABoBNxUpmmiNw8AAIBGwk1lmh5qpgEAAIB6IpkGAAAA6olkGgAAAKgnkmkAAACgnkimAQAAgHoimQYAAJEqLJRycqSMjOC5sDDqiID40TUeAACITGGhNHmyVFISDBcXB8MSXcghNVAzDQAAIjNlyp5EulxJSVAOpAKSaQAAEJmVK+tWDiQbkmkAABCZLl3qVo49aGueHEimAQBAZKZNk7KyKpdlZQXlqFl5W/PiYsl9T1tzEurGRzINAAAik5cnTZ8uZWdLZsHz9OlcfLgvtDVPHubuUcdQb7m5ub5gwYKowwAAAGhUGRlBjXRVZlJZWePHkw7MbKG751Ytp2YaAAAgxdDWPHmQTAMAAKQY2ponD5JpAACAFENb8+TBHRABAABSUF4eyXMyoGYaAAAAqCeSaQAAAKCeSKYBAACAekpoMm1mbczsSTNbYmafmtlQMzvUzP5iZp+Hz4eE05qZ3W9my8zsIzM7NpGxAQAAAPsr0TXT90n6s7sfI6mfpE8l/VTSX939KEl/DYcl6QxJR4WPyZJ+n+DYAAAAgP2SsGTazA6WdJKkhyXJ3Xe6+9eSzpZUEE5WIOmc8PXZkh71wLuS2phZh0TFBwAAAOyvRNZMd5W0XtIjZvaBmT1kZgdJau/ua8Jp/impffi6o6RVMfOvDssAAACApJTIZLqZpGMl/d7dB0j6RnuadEiS3N0lVXNn+ZqZ2WQzW2BmC9avX99gwQIAgPgUFko5OVJGRvBcWBh1REB0EplMr5a02t3/Hg4/qSC5XlvefCN8XheO/1JS55j5O4Vllbj7dHfPdffcdu3aJSx4AACwt8JCafJkqbhYcg+eJ08moUb6Slgy7e7/lLTKzLqHRaMkLZb0nKSJYdlESc+Gr5+TdHnYq8cQSZtjmoMAAIAkMGWKVFJSuaykJCgH0lGibyd+vaRCMztA0heSrlCQwD9uZldKKpZ0YTjtC5LOlLRMUkk4LQAASCIrV9atHGjqEppMu/siSbnVjBpVzbQu6QeJjAcAAOyfLl2Cph3VlQPpiDsgAgCAuE2bJmVlVS7LygrKgXREMg2gSaK3ASAx8vKk6dOl7GzJLHiePj0oB9IRyTSAJicRvQ2QnAN75OVJRUVSWVnwTCKNdEYyDaDJaejeBugKDABQE5JpAE1OQ/c2QFdgAICakEwDaHJq6lWgvr0N0BUYAKAmJNMAmpyG7m2goZNzAEhGXBtSPyTTAJqchu5toKGTc76wACQbrg2pPwvulZKacnNzfcGCBVGHASANFBYGbaRXrgxqpKdNq19yXv6FFdsGOyuLrsUARCsnp/qb8WRnBz22QDKzhe6+180IqZkGkDSSuca2oboC42JGAMmIa0Pqj2QaQFJIl78Y+cICkIy4NqT+SKYBJIV0qbHlCwtAMuI28fVHMg0gKaRLjW0ivrCSuXkMgNTAbeLrr1nUAQCAFNTMVnfxS1OrsS3/YmqIixmlvS9oLG8eE7suAIhHXh6fG/VBbx4AkgK9XNQPV+ADQOOgNw8ASY2/GOsnXZrHAECyopkHgKTBX4x1ly7NYwAgWVEzDQApjCvwASBaJNMAkMJoHgMA0aKZBwCkOJrHAEB0qJkGAAAA6olkGgAAAKgnkmkAAACgnkimAQAAgHoimQYAVFJYGNxZMSMjeC4sjDoiAEhe9OYBAKhQ9bbuxcXBsESPIQBQHWqmAQAVpkzZk0iXKykJygEAeyOZBgBUWLmybuUAkO5IpgEAFbp0qVs5AKQ7kmkAQIVp06SsrMplWVlBOQBgbyTTAIAKeXnS9OlSdrZkFjxPn87FhwBQE5JpAPVGF2pNU16eVFQklZUFzyTSTQPnK5AYdI0HoF7oQg1IHZyvQOKYu0cdQ73l5ub6ggULog4DSEs5OcEXclXZ2UFtJoDkwfkK7D8zW+juuVXLaeYBoF7oQg1IHZyvQOKQTAOoF7pQA1IH5yuQOCTTAOqFLtSA1MH5CiQOyTSAeqELNSB1cL4CicMFiAAAAMA+cAEiAKDR0bcxgKaOfqYBAAlB38YA0gE10wCAhJgyZU8iXa6kJCgHgKaCZBoAkBD0bQwgHZBMAwASgr6NAaQDkmkAQELQtzGAdEAyDQBICPo2BpAO6M0DAJAweXkkzwCaNmqmAQAAgHoimQYAAADqiWQaAAAAqCeSaQAAAKCeSKYBAADQ4AoLpZwcKSMjeC4sjDqixKA3DwAAADSowkJp8mSppCQYLi4OhqWm18MPNdMAAABoUFOm7Emky5WUBOVNDck0AAAAGtTKlXUrT2Uk0wAAAGhQXbrUrTyVkUwDAFJGulzQBKS6adOkrKzKZVlZQXlTQzINAEgJ5Rc0FRdL7nsuaCKhBpJPXp40fbqUnS2ZBc/Tpze9iw8lkmkAQIpIpwuaJGrhkfry8qSiIqmsLHhuiom0RNd4AIAUkU4XNKVTt2JAqqNmGgCQEtLpgqZ0q4UHUhnJNAAgJaTTBU3pVAsPpDqSaSCN0AYTqSydLmhKp1p4INWRTANpgp4Q0BSkywVN6VQLD6Q6kmkgTdAGE9hbsv5bk0618ECqM3ePOoZ6y83N9QULFkQdBpASMjKCGumqzIJaPiDdVO0xQwpqf0laAVTHzBa6e27VcmqmgTRBG0ygMv6tAdAQSKaBNEEbTKAyeswA0BBIpoE0QRtMoDL+rQHQEEimgTSSLj0hAPHg3xoADYFkGgCQlvi3BkBDIJkGAKSthvy3Jlm72QOQWM2iDgAAgFRXtZu98psiSdR0A00dNdMAAOwnutkD0hfJNAAA+4lu9oD0RTINAMB+ops9IH2RTAMAsJ/oZg9IXyTTAADsJ7rZA9IXvXkAANAA8vJInoF0RM00AAAAUE8k0wAAAEA9kUwDAAAA9USbaSDd/P3v0n33BfdPBgAglZhJs2ZFHUUlJNNAOnGXrrlG+vxzqWPHqKMBAKBuMpKvUUVCk2kzK5K0VdJuSaXunmtmh0qaIylHUpGkC939X2Zmku6TdKakEkmT3P39RMYHpJ3nnpM++EAqKJAuvzzqaAAASHmNkd6PcPf+7p4bDv9U0l/d/ShJfw2HJekMSUeFj8mSft8IsQHpw12aOlU66ijpkkuijgYAgCYhirrysyUVhK8LJJ0TU/6oB96V1MbMOkQQH9A0zZ0rLVok/exnUjNaeAEA0BASnUy7pJfNbKGZTQ7L2rv7mvD1PyW1D193lLQqZt7VYRmA/VVWJt1xh3T00dLFF0cdDQAATUaiq6dOdPcvzexwSX8xsyWxI93dzczrssAwKZ8sSV26dGm4SIGmbO5c6cMPpZkzqZUGAKABJbRm2t2/DJ/XSXpG0nGS1pY33wif14WTfympc8zsncKyqsuc7u657p7brl27RIYPNA1lZUFb6e7dpYsuijoaAACalIQl02Z2kJm1Ln8t6TRJ/5D0nKSJ4WQTJT0bvn5O0uUWGCJpc0xzEAD19fTT0scfS7fdJmVmRh0NAABNSiL/720v6Zmgxzs1k/SYu//ZzN6T9LiZXSmpWNKF4fQvKOgWb5mCrvGuSGBsQHoobyvdo4c0YULU0QAA0OQkLJl29y8k9aumfKOkUdWUu6QfJCoeIC099ZT0j38Ed4uiVhoAgAaXfLeRAdAwYmulx4+POhoAAJokLusHmqonnpA++USaPZtaaQAAEoSaaaAp2r1buvNOqWdPaqUBAEggaqaBpuiJJ6TFi6U5c6QMfjMDAJAofMsCTc3u3UFb6d69pQsuiDoaAACaNGqmgaZmzhxpyZKgdppaaQAAEopvWqApKW8r3aePdN55UUcDAECTR8000JTMni199pn05JPUSgMA0Aj4tgWaitLSoFa6b1/p3HOjjgYAgLRAzTTQVMyaJS1dKj39NLXSAAA0Er5xgSRXWCjl5AT5cU5OMLyX0lLp5z+X+veXzjmnkSMEACB9UTMNJLHCQmnyZKmkJBguLg6GJSkvL2bCxx6TPv9ceuYZyazR4wQAIF2Zu0cdQ73l5ub6ggULog4DSJicnCCBrio7WyoqCgdKS6UePaTWraWFC0mmAQBIADNb6O65VcupmQaS2MqVcZTPnCktWyY9+yyJNAAAjYw200AS69JlH+WlpdJdd0nHHiuddVajxQUAAAIk00ASmzZNysqqXJaVFZRLkmbMkJYvl6ZOpVYaAIAIkEwDSSwvT5o+PWgjbRY8T58eXny4a1fQg0durjR2bNShAgCQlmgzDSS5vLwqPXeUmzFDWrFC+s1vqJUGACAi1EwDqWjXrqCt9KBB0plnRh0NAABpi5ppIBUVFAS10r/9LbXSAABEiJppINXs3BnUSg8eLJ1xRtTRAACQ1qiZBlJNQUFwJ5cHHqBWGgCAiFEzDaSS8lrpIUOk0aOjjgYAgLRHzTSQSh55JLj94fTp1EoDAJAEqJkGUsW33wZ3axk6VDrttKijAQCg0RQWSjk5UkZG8FxYGHVEe1AzDaSKRx6RVq2SHn6YWmkAQNooLJQmT5ZKSoLh4uJgWKrhPgyNzNw96hjqLTc31xcsWBB1GEDiffut9L3vSV26SG+9RTINAEgbOTlBAl1VdrZUVNR4cZjZQnfPrVpOzTSQCh5+WFq9OqidJpEGAKSRlSvrVt7YaDMNJLtvv5X++7+lE0+URo2KOhoAABpVly51K29sJNNAsnv2WenLL6UpU6iVBgCknWnTpKysymVZWUF5MiCZBpJdfr7UqZN06qlRRwIAQKPLywt6hM3ODuqUsrOD4WS4+FCizTSQ3NaskV56SfrpT6XMzKijAQAgEnl5yZM8V0XNNJDMZs6Uysqkyy+POhIAAFANkmkgWblLBQXBTVq6d486GgAAUA2SaSBZLVwoffKJNHFi1JEAAIAakEwDyaqgQGrRQpowIepIAABADUimgWT07bfSY49J55wjtWkTdTQAAKAGJNNAMvrTn6RNm6RJk6KOBAAA1IJkGkhG+fnSEUfQtzQAAEmOZBpINmvXSi+8IF16KX1LAwCQ5EimgWTz2GPS7t304gEAQAogmQaSTUGBNGiQ1LNn1JEAAIB9IJkGksmiRdKHH3LhIQAAKYJkGkgmBQXSAQdIF10UdSQAACAOJNNAsti1SyoslMaNkw49NOpoAABAHEimgWTx4ovS+vVceAgAQAohmQaSRX6+1L69NHp01JEAAIA4kUwDyWDDBun556W8PKl586ijAQAAcSKZBpLBrFlBm2maeAAAkFJIpoFkkJ8vDRgg9e0bdSQAAKAOSKaBqH38sfT++/QtDQBACiKZBqJWUCA1ayZdfHHUkQAAgDoimQaiVFoqzZwpjR0rtWsXdTQAAKCOSKaBKL30krR2LRceAgCQokimgSgVFEiHHSadeWbUkQAAgHogmQaismmT9Oyz0iWXSAccEHU0AACgHkimgajMmSPt3EkvHgAApDCSaSAq+flSnz5S//5RRwIAAOqJZBqIwqefSvPnB7XSZlFHAwAA6olkGohCQYGUmSnl5UUdCQAA2A8k00ADKyyUcnKkjIzgubCwygS7d0szZkhnnCG1bx9BhAAAoKE0izoAoCkpLJQmT5ZKSoLh4uJgWIqphH7lFemrr6T77oskRgAA0HComQYa0JQpexLpciUlQXmFggLpkEOks85q1NgAAEDDI5kGGtDKlfso37xZeuaZoG/pFi0aLS4AAJAYJNNAA+rSZR/ljz8u7djB7cMBAGgiSKaBBjRtmpSVVbksKysolxT0Ld2zp5Sb29ihAQCABCCZBhpQXp40fbqUnR10H52dHQzn5Un6/HPp7beDWmn6lgYAoEmgNw+ggeXl1dB9dEFB0F/epZc2ekwAACAxqJkGGkNZmfToo9Jpp0lHHBF1NAAAoIGQTAON4bXXpFWrgtuHAwCAJoNkGmgM+fnSwQdLZ58ddSQAAKABkUwDibZli/TUU9JFF0ktW0YdDQAAaEAk00CiPfmktH07fUsDANAEkUwDiVZQIB19tDRkSNSRAACABkYyDSTSF19Ib7xB39IAADRRJNNAIj36aJBEX3ZZ1JEAAIAEIJkGEqWsLGjiMWqU1Llz1NEAAIAEIJkGEuXNN6WiIvqWBgCgCSOZBhIlP19q3Vo699yoIwEAAAlCMg0kwrZt0hNPSBdeKGVlRR0NAABIEJJpIBGeflr65hv6lgYAoIkjmQYSoaBA6tZNOvHEqCMBAAAJRDINNLTiYunVV+lbGgCANEAyDTS0GTOC58svjzYOAACQcCTTQENyD5p4DB8u5eREHQ0AAEiwhCfTZpZpZh+Y2fPhcFcz+7uZLTOzOWZ2QFjeIhxeFo7PSXRsQIN7+21p2TL6lgYAIE00Rs30DZI+jRn+paRfu/v3JP1L0pVh+ZWS/hWW/zqcDkgt+fnSQQdJ558fdSQAAKARJDSZNrNOksZIeigcNkkjJT0ZTlIg6Zzw9dnhsMLxo8LpgdRQUiLNmSNdcIHUqlXU0QAAgEaQ6JrpeyXdJKksHG4r6Wt3Lw2HV0vqGL7uKGmVJIXjN4fTV2Jmk81sgZktWL9+fSJjB+pm7lxp61aaeAAAkEYSlkyb2VhJ69x9YUMu192nu3uuu+e2a9euIRcN7J/8fCk7WzrppKgjAQAAjSSRNdMnSBpnZkWSZito3nGfpDZm1iycppOkL8PXX0rqLEnh+IMlbUxgfEDDWb1aeuWVoG/pDDrJAQAgXSTsW9/db3H3Tu6eI+kiSa+6e56k1yRdEE42UdKz4evnwmGF4191d09UfECDmjEj6BaPvqUBAEgrUVSh3SzpRjNbpqBN9MNh+cOS2oblN0r6aQSxAXVX3rf0sGHSkUdGHQ0AAGhEzfY9yf5z93mS5oWvv5B0XDXT7JA0vjHiARrU3/8uffaZ9JOfRB0JAABoZDTuBPZXQYF04IHSeH4LAgCQbkimgf2xY4c0e7Z03nnSd74TdTQAAKCRkUwD++O556Svv6ZvaQAA0hTJNLA/8vOlTp2kESOijgQAAESAZBqorzVrpJdeCrrDy8yMOhoAABABkmmgvmbOlMrK6FsaAIA0RjIN1Ed539JDh0rdu0cdDQAAiAjJNFAfCxdKn3wS3D4cAACkLZJpoD4KCqQWLaQJE6KOBAAARIhkGqirb7+VHntMOuccqU2bqKMBAAARIpkG6upPf5I2baJvaQAAQDIN1Fl+vtShg3TqqVFHAgAAIkYyDdTF2rXSCy9Il11G39IAAIBkGqiTxx6Tdu+mFw8AACCJZBqom/x8adAgqWfPqCMBAABJgGQaiNeiRdJHH1ErDQAAKpBMA/HKz5cOOEC66KKoIwEAAEmCZBqIx86dUmGhdNZZUtu2UUcDAACSBMk0EI8XX5Q2bKBvaQAAUAnJNBCPggLp8MOl0aOjjgQAACQRkmmkvcJCKSdHysgIngsLq0ywYYP0/PPSpZdKzZtHECEAAEhWzaIOAIhSYaE0ebJUUhIMFxcHw5KUlxdONGuWtGsXvXgAAIC9mLtHHUO95ebm+oIFC6IOAyksJydIoKvKzpaKisKBgQMld+n99xsxMgAAkEzMbKG751Ytp5kH0trKlfso//jjIInmwkMAAFANkmmktS5d9lFeUCA1ayZdfHGjxQQAAFIHyTTS2rRpUlZW5bKsrKBcpaXSzJnS2LFSu3aRxAcAAJIbyTTSWl6eNH160EbaLHiePj28+PCll6S1a7nwEAAA1IjePJD28vJieu6IVVAgHXaYdOaZjR4TAABIDXHXTJvZiWZ2Rfi6nZl1TVxYQMQ2bZKefVa65BLpgAOijgYAACSpuJJpM7td0s2SbgmLmkuamaiggMjNmSPt3EkvHgAAoFbx1kyfK2mcpG8kyd2/ktQ6UUEBkcvPl/r0kfr3jzoSAACQxOJNpnd6cHcXlyQzOyhxIQER+/RTaf78oFbaLOpoAABAEos3mX7czP4gqY2ZXSXpFUkPJi4sIEIFBVJmZg1XJQIAAOwRV28e7n6PmZ0qaYuk7pJuc/e/JDQyIAq7d0szZkhnnCG1bx91NAAAIMnFlUyHPXe8WZ5Am9mBZpbj7kWJDA5odK+8In31lXTffVFHAgAAUkC8zTyekFQWM7w7LAOalvx86ZBDpLPOijoSAACQAuJNppu5+87ygfA1ne+iafn6a2nuXOnii6UWLaKOBgAApIB4k+n1ZjaufMDMzpa0ITEhARF5/HFpxw76lgYAAHGL93biV0sqNLPfSjJJqyRdnrCogCgUFEg9eki5uVFHAgAAUkS8vXkslzTEzFqFw9sSGhXQ2JYuld5+W/rlL+lbGgAAxC3e3jxaSDpfUo6kZhYmG+5+Z8IiAxrTo49KGRnSpZdGHQkAAEgh8TbzeFbSZkkLJX2buHCACJSVBcn0aadJRxwRdTQAACCFxJtMd3L30xMaCRCV116TVq2SfvWrqCMBAAApJt7ePN42sz4JjQSISn6+dPDB0tlnRx0JAABIMfHWTJ8oaZKZrVDQzMMkubv3TVhkQGPYskV66inpssukAw+MOhoAAJBi4k2mz0hoFEBUnnxS2r6dvqUBAEC9xNs1XrEkmdnhklomNCKgMRUUSEcdJQ0ZEnUkAAAgBcXVZtrMxpnZ55JWSHpdUpGkFxMYF5B4X3whvfFGUCtN39IAAKAe4r0A8eeShkha6u5dJY2S9G7CogIaw6OPBkn0ZZdFHQkAAEhR8SbTu9x9o6QMM8tw99ckcc9lpK6ysqCJx6hRUufOUUcDAABSVLwXIH4d3kr8DUmFZrZO0jeJCwtIsDfflIqKpLvuijoSAACQwuKtmT5b0nZJ/yHpz5KWSzorUUEBCZefL7VuLZ17btSRAACAFBZvbx6xtdAFCYoFaBzbtklPPCFddJGUlRV1NAAAIIXVmkyb2VvufqKZbZXksaMU3LTlOwmNDkiEp5+WvvlGmjgx6kgAAECKqzWZdvcTw+fWjRMO0AgKCqRu3aQTT4w6EgAAkOL22WbazDLNbEljBAMkXHGx9OqrQa00fUsDAID9tM9k2t13S/rMzLo0QjxAYs2YETxffnm0cQAAgCYh3q7xDpH0iZnNV0yXeO4+LiFRAYngHjTxGD5cysmJOhoAANAExJtM/yyhUQCN4e23pWXLpFtvjToSAADQRMTbNd7riQ4ESLj8fOmgg6Tzz486EgAA0ETEddMWMxtiZu+Z2TYz22lmu81sS6KDAxpMSYn0+OPSBRdIrVpFHQ0AAGgi4r0D4m8lXSzpc0kHSvo3Sf8vUUEBDW7uXGnLFvqWBgAADSreZFruvkxSprvvdvdHJJ2euLCABlZQIGVnSyefHHUkAACgCYn3AsQSMztA0iIz+5WkNapDIg5EavVq6S9/CS48zOCwBQAADSfezOKycNrrFHSN11kSV3EhNcycGXSLRxMPAADQwOKtmR4o6U/uvkXSHQmMB2hY7kEvHieeKB15mGn50wAAIABJREFUZNTRAACAJibemumzJC01sxlmNtbM4k3CgWjNny999pk0aVLUkQAAgCYormTa3a+Q9D1JTyjo1WO5mT2UyMCABpGfLx14oDR+fNSRAACAJijuGmZ332VmL0pyBd3j/f/t3Xv01PV95/Hnm6ugBoniDQU0EqsmVrvYgy2JRkuiMYrGC5ifiF330EvabpP2j7TsObvbXU7T7TnpaTbZpmzTMwP+QLxQKlWjUaONJtEowYgpKUQLkcVAieIFCcLvs398v+gP5DLM7zfzmcvzcc6cmfl85wuvn19GX375znuuphiRJ7WmHTvg9tvh05+G970vdxpJktSBav3SlssjokIxZ/pa4O+AExuYSxq4e+6BV1/1Eg9JktQwtZ6ZvhlYCvxWSukXDcwjDZ5qFU45BT72sdxJJElSh6qpTKeUbmx0EGlQbdoE3/gGfOELMHRo7jSSJKlDHfQyj4h4vLx/PSJe2/e+ORGlOvT2Ql8f3Hxz7iSSJKmDHfTMdEppWnl/dHPiSINgz2zpCy+EM8/MnUaSJHWwmqd5RMRYim8+fGeflNLKRoSSBmTlSnj+efja13InkSRJHa6mMh0R/wO4BXgB6CuXE3BJY2JJA1CpwMiRMHNm7iSSJKnD1Xpm+gbgAymlnY0MIw3YL34BixfD1VfDMcfkTiNJkjpcrV8nvhqwmaj13Xsv/PznzpaWJElNUeuZ6T8HfhARq4F35kynlK5qSCqpXtUqnHQSTJ+eO4kkSeoCtZbpKvAXwHO8e8201Fo2b4b77oPPf97Z0pIkqSlqLdPbU0pfbmgSaaAWL4Zdu2DOnNxJJElSl6i1TH87Iv4cuIe9L/NwNJ5aR6UCF1wAZ5+dO4kkSeoStZbp88v7qf3WHI2n1rFqFTz7LHzlK7mTSJKkLlJTmU4pfazRQaTD0dsL8+bBhg0wYQLcf1aVs0aMgFmzckeTJEldpKbReBFxQkR8PSLuL5+fHRG3HmKfIyLiqYh4NiKej4j/Xq6fFhFPRsS6iFgaESPK9ZHl83Xl9kkD+9HUqXp7Ye5cWL+++Obwjevf5rhv9LLhl6+EY4/NHU+SJHWRWudMV4AHgJPL5/8K/OEh9vkFcElK6ZeB84DLImIqxVSQv0opnQG8Auwp5bcCr5Trf1W+TnqPefNg+/Z3n1/O/YxjC//t327JlkmSJHWnWsv0cSmlOyjH4qWUdgG7D7ZDKrxRPh1e3vZcZ31XuV4Fri4fzyifU26/NCKixnzqIhs27P18DlV+xvHctuUTeQJJkqSuVWuZfjMijqUow5RnmLcdaqeIGBoRq4DNwDeBnwCvlmUc4CVgfPl4PPBTeKesbwPe83f2ETE3Ip6OiKe3bNlSY3x1kgkT3n38frZyJSu4jZs4eeLwfKEkSVJXqrVMf55iLN4HIuIJYCHw+4faKaW0O6V0HnAK8KvAL9UbtN+vuSClNCWlNGXcuHED/eXUhubPh9Gji8c3soQRvM0dR8xh/vy8uSRJUvc5aJmOiAsi4sRynvRFwJ9SXAv9IMVZ5ZqklF4FvgVcCBwTEXumiJwCbCwfbwROLX/fYcAYYGvtP4q6RU8PLFgAEyfCLVRYPeJ8/uDvzqWnJ3cySZLUbQ51ZvpvgZ3l418D5gFfpfjg4IKD7RgR4yLimPLxKGA68C8Upfq68mVzgH8sH99TPqfc/khKKdX8k6ir9PTAv/3TaqbwDB/6y1ss0pIkKYtDzZkemlL6efl4JrAgpXQ3cHd5LfTBnARUI2IoRWm/I6X0TxHxI+D2iPifwA+Ar5ev/zqwKCLWAT8HHBisg6tWYdgwuPHG3EkkSVKXOmSZjohh5QcCLwXm1rpvSumHvPvNif3XX6C4fnrf9R3A9YdMLAHs2gW33Qaf+hR47bwkScrkUGV6CfBYRPw78BbwbYCIOIMapnlIDfPgg/DyyzBnzqFfK0mS1CCHOrs8PyIeprhk48F+1zAPoYZpHlLDVKtw3HHwyU/mTiJJkrrYoc5Mk1L63n7W/rUxcaQavPIKLF8Ov/3bMGJE7jSSJKmL1TpnWmodS5fCzp1wyy25k0iSpC5nmVb7qVTgwx+G887LnUSSJHU5y7Tay5o18OSTxVnpiNxpJElSl7NMq71UqzB0KH5LiyRJagWWabWP3bth0SK4/HI44YTcaSRJkizTaiMPPwwbNzpbWpIktQzLtNpHtQpjx8KVV+ZOIkmSBFim1S62bYNly+DGG2HkyNxpJEmSAMu02sWdd8KOHc6WliRJLcUyrfZQqcBZZ8GUKbmTSJIkvcMyrda3bh088YSzpSVJUsuxTKv1VaswZAjcdFPuJJIkSXuxTKu19fXBwoXw8Y/DySfnTiNJkrQXy7Ra26OPwoYNfvBQkiS1JMu0WlulAmPGwIwZuZNIkiS9h2Varev11+Huu2HWLDjiiNxpJEmS3sMyrdZ1112wfbtfHy5JklqWZVqtq1qFD34Qpk7NnUSSJGm/LNNqTS++CI89VpyVdra0JElqUZZptaaFC4sSPXt27iSSJEkHZJlW6+nrKy7xuPRSOPXU3GkkSZIOyDKt1vP448VlHs6WliRJLc4yrdZTqcDRR8M11+ROIkmSdFCWabWWN9+EO++EG26A0aNzp5EkSTooy7Ray7Jl8MYbzpaWJEltwTKt1lKtwumnw7RpuZNIkiQdkmVarWPDBnjkEWdLS5KktmGZVutYtAhSgptvzp1EkiSpJpZptYaUiks8Lr4YJk3KnUaSJKkmlmm1hu9+F9audba0JElqK5ZptYZKBY48Eq69NncSSZKkmlmmld9bb8HSpXDddXDUUbnTSJIk1cwyrfyWL4fXXvMSD0mS1HYs08qvUoGJE+GjH82dRJIk6bBYppXXxo3w0EPFbOkh/nGUJEntxfaivBYtgr4+Z0tLkqS2ZJlWPntmS3/kI/CBD+ROI0mSdNgs08rnqadgzZriEg9JkqQ2ZJlWPtUqjBoF11+fO4kkSVJdLNPKY8cOWLIEPv1peN/7cqeRJEmqi2VaeaxYAa++6mxpSZLU1izTyqNSgVNOgY99LHcSSZKkulmm1XybNsEDDxTj8IYOzZ1GkiSpbpZpNV9vL+ze7WxpSZLU9izTaq49s6UvvBDOPDN3GkmSpAGxTKu5Vq6E1audLS1JkjqCZVrNVa3CyJEwc2buJJIkSQNmmVbz7NwJixfD1VfDMcfkTiNJkjRglmk1z733wtatzpaWJEkdwzKt5qlU4KSTYPr03EkkSZIGhWVazbF5M9x3H8ye7WxpSZLUMSzTao7Fi2HXLqd4SJKkjmKZVnNUKnDBBXD22bmTSJIkDRrLtBpv1Sp49lnPSkuSpI5jmVbjVavsHjaC8744iyFDYNKk4hvFJUmS2t2w3AHU4d5+mx1/38v96UqefelYANavh7lzi809PRmzSZIkDZBnptVY99/PEa9t4eu7b9lreft2mDcvTyRJkqTBYplWY1WrvMwJPMAn3rNpw4YMeSRJkgaRZVqNs3UrrFjBiqN72MXw92yeMCFDJkmSpEFkmVbjLFkCb7/NyX8yh9Gj9940ejTMn58nliRJ0mCxTKtxKhU4/3yu+JNzWbAAJk6EiOJ+wQI/fChJktqf0zzUGKtXwzPPwF//NVAUZ8uzJEnqNJ6ZVmNUqzBsGNx4Y+4kkiRJDWOZ1uDbtQtuuw0+9SkYNy53GkmSpIaxTGvwPfggvPyyXx8uSZI6nmVag69aheOOg09+MncSSZKkhrJMa3C98gosXw6f+QyMGJE7jSRJUkNZpjW4li6FnTvhlltyJ5EkSWo4y7QGV6UCH/4wnHde7iSSJEkNZ5nW4FmzBp58sjgrHZE7jSRJUsNZpjV4qlUYOtRvZ5EkSV3DMq3BsXs3LFoEl18OJ5yQO40kSVJTWKY1OB5+GDZudLa0JEnqKpZpDY5KBcaOhSuvzJ1EkiSpaSzTGrht2+Af/gFuvBFGjsydRpIkqWks0xq4O+6AHTucLS1JkrqOZVoDV63CWWfBlCm5k0iSJDWVZVoDs3YtPPGEs6UlSVJXskxrYBYuhCFD4KabcieRJElqOsu06tfXV5Tpj38cTj45dxpJkqSms0yrfo8+Chs2OFtakiR1rYaV6Yg4NSK+FRE/iojnI+I/l+vvj4hvRsTa8n5suR4R8eWIWBcRP4yIX2lUNg2SSgXGjIEZM3InkSRJyqKRZ6Z3AX+UUjobmAp8NiLOBr4APJxSmgw8XD4HuByYXN7mAn/TwGwaqNdfh7vvhpkzYdSo3GkkSZKyaFiZTiltSimtLB+/DvwLMB6YAVTLl1WBq8vHM4CFqfA94JiIOKlR+TRAd90F27c7W1qSJHW1plwzHRGTgPOBJ4ETUkqbyk0vAyeUj8cDP+2320vl2r6/1tyIeDoint6yZUvDMusQqlWYPBmmTs2dRJIkKZuGl+mIOAq4G/jDlNJr/bellBKQDufXSyktSClNSSlNGTdu3CAmVc1efBEee8zZ0pIkqes1tExHxHCKIt2bUlpWLv9sz+Ub5f3mcn0jcGq/3U8p19RqFi4sSvTs2bmTSJIkZdXIaR4BfB34l5TSl/ptugfYM0ttDvCP/dZvLqd6TAW29bscRK2ir6+4xOPSS+HUUw/9ekmSpA42rIG/9q8Ds4HnImJVufanwBeBOyLiVmA9cEO57T7gk8A6YDvwmw3Mpno9/nhxmcef/VnuJJIkSdk1rEynlB4HDnRB7aX7eX0CPtuoPBoklQocfTRcc03uJJIkSdn5DYiq3Ztvwp13wvXXw5FH5k4jSZKUnWVatVu2DN54w9nSkiRJJcu0alepwOmnw7RpuZNIkiS1BMu0arN+PXzrWzBnjrOlJUmSSpZp1WbRIkgJbr45dxJJkqSWYZnWoaVUzJa++GKYNCl3GkmSpJZhmdahfec7sG5dcYmHJEmS3mGZ1qFVq8UovOuuy51EkiSppVimdXBvvQVLl8K118JRR+VOI0mS1FIs0zq45cvhtdecLS1JkrQflmkdXKUCEyfCRRflTiJJktRyLNM6sI0b4aGHinF4Q/yjIkmStC8bkg5s0SLo63O2tCRJ0gFYprV/e2ZLT5sGZ5yRO40kSVJLskxr/556Ctascba0JEnSQVimtX/VKowaBddfnzuJJElSy7JM67127IAlS+Caa2DMmNxpJEmSWpZlWu+1YgW8+qqzpSVJkg7BMq33qlRg/Hi45JLcSSRJklqaZVp727QJHnigGIc3dGjuNJIkSS3NMq299fbC7t1O8ZAkSaqBZVrv2jNbeupUOPPM3GkkSZJanmVa71q5Elav9qy0JElSjSzTele1CiNHwsyZuZNIkiS1Bcu0Cjt3wuLFMGMGjB2bO40kSVJbsEyrcO+9sHWrs6UlSZIOg2VahUoFTjoJpk8HiqEekybBkCHFfW9vznCSJEmtaVjuAGoBmzfDfffB5z4Hw4bR2wtz58L27cXm9euL5wA9PfliSpIktRrPTKu4VnrXrnemeMyb926R3mP79mJdkiRJ77JMq7jEY8oUOOccADZs2P/LDrQuSZLUrSzT3W7VKnj22b0+eDhhwv5feqB1SZKkbmWZ7nbVKgwfDrNmvbM0fz6MHr33y0aPLtYlSZL0Lst0N3v77WJMx1VXwbHHvrPc0wMLFsDEiRBR3C9Y4IcPJUmS9uU0j252//2wZct+vz68p8fyLEmSdCieme5m1SocfzxcdlnuJJIkSW3JMt2ttm6FFSuK08/Dh+dOI0mS1JYs091qyZLimmm/PlySJKlululuVanAeefBuefmTiJJktS2LNPdaPVqeOYZz0pLkiQNkGW6G1WrMGwYfOYzuZNIkiS1Nct0t9m1C267Da64AsaNy51GkiSprVmmu82DD8LLL+93trQkSZIOj2W621SrxbcdXnFF7iSSJEltzzLdTV55BZYvL66VHjEidxpJkqS2Z5nuJkuXws6dTvGQJEkaJJbpblKpwIc+BOefnzuJJElSR7BMd4s1a+DJJ4uz0hG500iSJHUEy3S3qFZh6FDo6cmdRJIkqWNYprvB7t2waBFcdhmceGLuNJIkSR3DMt0NHn4YNm50trQkSdIgs0x3g2oVxo6FK6/MnUSSJKmjWKY73bZtsGwZzJoFRxyRO40kSVJHsUx3ujvvhB07nC0tSZLUAJbpTlepwFlnwQUX5E4iSZLUcSzTnWztWnjiieKDh86WliRJGnSW6U62cCEMGQI33ZQ7iSRJUkeyTHeqvr6iTE+fDuPH504jSZLUkSzTnerRR2HDBj94KEmS1ECW6U5VqcCYMTBjRu4kkiRJHcsy3Ylefx3uvhtmzoRRo3KnkSRJ6liW6U50112wfbtfHy5JktRglulOVK3C5Mlw4YW5k0iSJHU0y3SnefFFeOwxZ0tLkiQ1gWW60yxcWJTo2bNzJ5EkSep4lulO0tdXXOJxySUwYULuNJIkSR3PMt1JHn+8uMzDDx5KkiQ1hWW6k1QqcNRR8OlP504iSZLUFSzTneLNN+HOO+GGG+DII3OnkSRJ6gqW6U6xbBm88YaXeEiSJDWRZbpTVKtw+ukwbVruJJIkSV3DMt0JNmyARx6Bm2+GIR5SSZKkZrF5dYJFiyClokxLkiSpaSzT7S6l4hKPiy6C007LnUaSJKmrWKbb3Xe/C2vXwi235E4iSZLUdSzT7a5SgdGj4dprcyeRJEnqOpbpdvbWW7B0KVx3HRx9dO40kiRJXccy3c6WL4fXXvMSD0mSpEws0+2sUoGJE4sPH0qSJKnpLNPtauNGeOghZ0tLkiRlZAtrV4sWQV+fs6UlSZIysky3oz2zpadNgzPOyJ1GkiSpa1mm29FTT8GaNTBnTu4kkiRJXc0y3Y6qVRg1Cq6/PncSSZKkrmaZbjc7dsCSJXDNNTBmTO40kiRJXa1hZToi/j4iNkfE6n5r74+Ib0bE2vJ+bLkeEfHliFgXET+MiF9pVK62t2IFvPqqs6UlSZJaQCPPTFeAy/ZZ+wLwcEppMvBw+RzgcmByeZsL/E0Dc7W3SgXGj4dLLnnPpt5emDSpmJQ3aVLxXJIkSY3TsDKdUvpn4Of7LM8AquXjKnB1v/WFqfA94JiIOKlR2drWpk3wwAPFOLyhQ/fa1NsLc+fC+vXFsI/164vnFmpJkqTGafY10yeklDaVj18GTigfjwd+2u91L5Vr7xERcyPi6Yh4esuWLY1L2op6e2H37v1O8Zg3D7Zv33tt+/ZiXZIkSY2R7QOIKaUEpDr2W5BSmpJSmjJu3LgGJGtRe2ZLT50KZ575ns0bNux/twOtS5IkaeCaXaZ/tufyjfJ+c7m+ETi13+tOKde0x8qVsHr1AWdLT5iw/90OtC5JkqSBa3aZvgfY0wbnAP/Yb/3mcqrHVGBbv8tBBMVZ6ZEjYebM/W6ePx9Gj957bfToYl2SJEmN0cjReEuA7wJnRsRLEXEr8EVgekSsBX6jfA5wH/ACsA74v8DvNipXW9q5ExYvhhkzYOzY/b6kpwcWLICJEyGiuF+woFiXJElSYwxr1C+cUrrxAJsu3c9rE/DZRmVpe/feC1u3HnK2dE+P5VmSJKmZ/AbEdlCpwIknwvTpuZNIkiSpH8t0q9u8Ge67D2bPhmEN+4sESZIk1cEy3eoWL4Zduw44xUOSJEn5WKZbXbUKU6bAOefkTiJJkqR9WKZb2apVxe0QHzyUJElSHpbpVlatwvDhMGtW7iSSJEnaD8t0q3r7bejthauugmOPzZ1GkiRJ+2GZblX33w9btvjBQ0mSpBZmmW5V1SocfzxcdlnuJJIkSToAy3Qr2roVVqwovs5w+PDcaSRJknQAlulWtGRJcc20UzwkSZJammW6FVUqcN55cO65uZNIkiTpICzTrWb1anjmGc9KS5IktQHLdKupVmHYMPjMZ3InkSRJ0iFYplvJrl1w221wxRUwblzuNJIkSToEy3QrefBBePllZ0tLkiS1Cct0K6lWi287vOKK3EkkSZJUA8t0q3jlFVi+vLhWesSI3GkkSZJUA8t0q1i6FHbudIqHJElSG7FMt4pKBT70ITj//NxJJEmSVCPLdCtYswaefLI4Kx2RO40kSZJqZJluBdUqDB0KPT25k0iSJOkwWKZz270bFi2Cyy6DE0/MnUaSJEmHwTKd28MPw8aNzpaWJElqQ5bp3KpVOOYYuPLK3EkkSZJ0mCzTOW3bBsuWFbOljzgidxpJkiQdJst0TnfcATt2eImHJElSm7JM51StwllnwQUX5E4iSZKkOlimc1m7Fp54ojgr7WxpSZKktmSZzmXhQhgyBG66KXcSSZIk1ckynUNfX1Gmp0+H8eNzp5EkSVKdLNM5PPoobNhQfH24JEmS2pZlOodKBcaMgRkzcieRJEnSAFimm+311+Huu2HmTBg1KncaSZIkDYBlutnuugu2b3e2tCRJUgewTDdbtQqTJ8OFF+ZOIkmSpAGyTDfTiy/CY485W1qSJKlDWKabaeHCokTPnp07iSRJkgaBZbpZ+vqKSzwuuQQmTMidRpIkSYPAMt0sjz9eXObhbGlJkqSOYZlulkoFjjoKrrkmdxJJkiQNEst0M7z5Jtx5J9xwAxx55DvLvb0waRIMGVLc9/ZmSyhJkqQ6DMsdoCssWwZvvLHXbOneXpg7txg5DbB+ffEcoKcnQ0ZJkiQdNs9MN0O1CqefDtOmvbM0b967RXqP7duLdUmSJLUHy3SjbdgAjzwCN99cXM/Rb/lAL5ckSVJ7sEw32qJFkFJRpvs50HQ8p+ZJkiS1D8t0I6VUTPG4+GI47bS9Ns2fD6NH7/3y0aOLdUmSJLUHy3Qjfec7sG7dXh883KOnBxYsgIkTiy9FnDixeO6HDyVJktqH0zwaqVotRuFdd91+N/f0WJ4lSZLamWemG+Wtt2DpUrj22uLLWiRJktRxLNONsnw5vPaaXx8uSZLUwSzTjVKpFBdCX3RR7iSSJElqEMt0I2zcCA899J7Z0pIkSeosNr1GWLQI+vreM1takiRJncUyPdhSKqZ4TJsGZ5yRO40kSZIayDI92J56Ctas2e9saUmSJHUWy/Rgq1Zh1Ci4/vrcSSRJktRglunBtGMHLFkC11wDY8bkTiNJkqQGs0wPphUr4NVXnS0tSZLUJSzTg6lSgfHj4ZJLcieRJElSE1imB8umTfDAA8U4vKFDc6eRJElSE1imB0tvL+ze7RQPSZKkLmKZHgx7ZktPnQpnnpk7jSRJkprEMj0YVq6E1as9Ky1JktRlLNODoVqFkSNh5szcSSRJktRElumB2rkTFi+GGTNg7NjcaSRJktRElumBuvde2LrV2dKSJEldyDI9UJUKnHgiTJ+eO4kkSZKazDI9EJs3w333wezZMGxY7jSSJElqMsv0QCxeDLt2OcVDkiSpS1mmB6JSgSlT4JxzcieRJElSBpbpeq1aBc8+6wcPJUmSuphlul7VKgwfDrNm5U4iSZKkTCzT9Xj7bejthauugmOPzZ1GkiRJmVimD1NvL/yn8ffDli3c+s9z6O3NnUiSJEm5OM/tMPT2wty5sHB7lZ9xPAu3XMbtc4ttPT15s0mSJKn5PDN9GObNgyO2b+VKVtBLD7sYzvbtxbokSZK6j2X6MGzYAOfwPK/xPircste6JEmSuo+XeRyGCRPg2+s/yklsYhfD91qXJElS9/HM9GGYPx9Gj2avIj16dLEuSZKk7mOZPgw9PbBgAUycCBHF/YIFfvhQkiSpW3mZx2Hq6bE8S5IkqeCZaUmSJKlOlmlJkiSpTi1VpiPisoj4cUSsi4gv5M4jSZIkHUzLlOmIGAp8FbgcOBu4MSLOzptKkiRJOrCWKdPArwLrUkovpJR2ArcDMzJnkiRJkg6olcr0eOCn/Z6/VK7tJSLmRsTTEfH0li1bmhZOkiRJ2lcrlemapJQWpJSmpJSmjBs3LnccSZIkdbFWKtMbgVP7PT+lXJMkSZJaUiuV6e8DkyPitIgYAcwC7smcSZIkSTqglvkGxJTSroj4PeABYCjw9yml5zPHkiRJkg6oZco0QErpPuC+3DkkSZKkWrTSZR6SJElSW7FMS5IkSXWyTEuSJEl1skxLkiRJdbJMS5IkSXWyTEuSJEl1skxLkiRJdbJMS5IkSXWyTEuSJEl1skxLkiRJdbJMS5IkSXWyTEuSJEl1skxLkiRJdbJMS5IkSXWKlFLuDHWLiC3A+ky//XHAv2f6vfUuj0Nr8Di0Bo9Da/A4tAaPQ+volGMxMaU0bt/Fti7TOUXE0ymlKblzdDuPQ2vwOLQGj0Nr8Di0Bo9D6+j0Y+FlHpIkSVKdLNOSJElSnSzT9VuQO4AAj0Or8Di0Bo9Da/A4tAaPQ+vo6GPhNdOSJElSnTwzLUmSJNXJMi1JkiTVyTK9j4i4LCJ+HBHrIuIL+9k+MiKWltufjIhJ/bb9Sbn+44j4RDNzd5p6j0NETIqItyJiVXn7WrOzd5IajsNHI2JlROyKiOv22TYnItaWtznNS92ZBngsdvd7T9zTvNSdp4bj8PmI+FFE/DAiHo6Iif22+Z4YJAM8Dr4fBkkNx+G3I+K58p/14xFxdr9tndOZUkreyhswFPgJcDowAngWOHuf1/wu8LXy8Sxgafn47PL1I4HTyl9naO6fqR1vAzwOk4DVuX+GTrjVeBwmAecCC4Hr+q2/H3ihvB9bPh6b+2dq19tAjkW57Y3cP0Mn3Go8Dh8DRpePf6ffv5t8T7TAcSif+35o3nF4X7/HVwHfKB93VGfyzPTefhVYl1J6IaW0E7gdmLHPa2YA1fLxXcClERHl+u0ppV+klF4E1pW/ng7fQI6DBs8hj0NK6d9SSj8E+vbZ9xPAN1NKP08pvQJ8E7isGaE71ECOhQZPLcfhWyml7eXT7wGnlI99TwyegRwHDZ5ajsNr/Z4eCeyZetFRnckyvbfxwE/7PX+pXNvva1JKu4BtwLE17qvaDOQ4AJwWET+IiMci4iONDtvhDdQ1AAAEvklEQVTBBvJn2vfD4BroP88jIuLpiPheRFw9uNG6yuEeh1uB++vcVwc2kOMAvh8GS03HISI+GxE/Af4X8AeHs2+7GJY7gDTINgETUkpbI+I/AMsj4px9/u9Y6jYTU0obI+J04JGIeC6l9JPcoTpZRNwETAEuyp2lmx3gOPh+aKKU0leBr0bEZ4D/AnTc5wU8M723jcCp/Z6fUq7t9zURMQwYA2ytcV/Vpu7jUP6V0VaAlNIzFNdhfbDhiTvTQP5M+34YXAP655lS2ljevwA8Cpw/mOG6SE3HISJ+A5gHXJVS+sXh7KuaDOQ4+H4YPIf7Z/p2YM/fBHTU+8EyvbfvA5Mj4rSIGEHxwbZ9P+l7D+/+X9V1wCOpuJr+HmBWOWXiNGAy8FSTcneauo9DRIyLiKEA5VmHyRQf9NHhq+U4HMgDwMcjYmxEjAU+Xq6pPnUfi/IYjCwfHwf8OvCjhiXtbIc8DhFxPvC3FAVuc79NvicGT93HwffDoKrlOEzu9/QKYG35uLM6U+5PQLbaDfgk8K8UZzTnlWt/RvGGBDgCuJPiYvmngNP77Tuv3O/HwOW5f5Z2vtV7HIBrgeeBVcBK4MrcP0s732o4DhdQXOv2JsXf0Dzfb9//WB6fdcBv5v5Z2v1W77EAfg14juKT888Bt+b+Wdr5VsNxeAj4WfnvoFXAPf329T2R+Tj4fmj6cfjrfv9N/hZwTr99O6Yz+XXikiRJUp28zEOSJEmqk2VakiRJqpNlWpIkSaqTZVqSJEmqk2VakiRJqpNlWpJaWETsjohVEfF8RDwbEX8UEUPKbVMi4ssH2XdS+a1jkqQGcTSeJLWwiHgjpXRU+fh4YDHwRErpv9aw78XAH6eUPtXYlJLUvTwzLUltIhXf5DYX+L0oXBwR/wQQEReVZ7BXRcQPIuJo4IvAR8q1z5Vnqr8dESvL26+V+14cEY9GxF0RsSYieiMiym0XRMR3yrPiT0XE0RExNCL+MiK+HxE/jIjfyvXPRJJyG5Y7gCSpdimlFyJiKHD8Ppv+GPhsSumJiDgK2AF8gX5npiNiNDA9pbSj/JrfJcCUcv/zgXOA/wc8Afx6RDwFLAVmppS+HxHvA94CbgW2pZQuKL+a+YmIeDCl9GIjf3ZJakWWaUnqDE8AX4qIXmBZSuml8uRyf8OBr0TEecBu4IP9tj2VUnoJICJWAZOAbcCmlNL3AVJKr5XbPw6cGxHXlfuOASYDlmlJXccyLUltJCJOpyjCm4Gz9qynlL4YEfcCn6Q4U/yJ/ez+OeBnwC9TXOa3o9+2X/R7vJuD//chgN9PKT1Q1w8hSR3Ea6YlqU1ExDjga8BX0j6fHo+ID6SUnksp/QXwfeCXgNeBo/u9bAzFmeY+YDYw9BC/5Y+BkyLigvL3ODoihgEPAL8TEcPL9Q9GxJED/wklqf14ZlqSWtuo8rKL4cAuYBHwpf287g8j4mNAH/A8cH/5eHdEPAtUgP8D3B0RNwPfAN482G+cUtoZETOB/x0Royiul/4N4O8oLgNZWX5QcQtw9QB/TklqS47GkyRJkurkZR6SJElSnSzTkiRJUp0s05IkSVKdLNOSJElSnSzTkiRJUp0s05IkSVKdLNOSJElSnf4/SCl7oIl3C+UAAAAASUVORK5CYII=\n", - "text/plain": [ - "
      " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "markdown", - "id": "74bcf7e9", - "metadata": {}, - "source": [ - "## 5) Validate Kriging and compare Kriging and IDW validation results\n", - "\n", - "In the last we perform Kriging interpolation and compare rersults to the **IDW** models. We use all points to weight values at unknown locations and semivariogram model chosen in the previous step." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "e61d66dd", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "057a87fe", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "539596a6", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with Kriging is 1.6260209113542474\n" - ] - } - ], - "source": [ - "# Evaluation\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse}')" - ] - }, - { - "cell_type": "markdown", - "id": "69ad4c42", - "metadata": {}, - "source": [ - "**Clarification**: Kriging is better than any from the IDW models and we may assume that our modeling approach gives us more insights into the spatial process which we are observing. But this is not the end... let's consider more complex scenario!" - ] - }, - { - "cell_type": "markdown", - "id": "3f50a482", - "metadata": {}, - "source": [ - "## 6) Bonus scenario: only 5% of values are known!\n", - "\n", - "Real world data are rarely as good as sample from the tutorial. It is too expensive to densily sample every location and usually we get only small percent of area covered by data. That's why it is good to compare **IDW vs Kriging** in this scenario! We repeat steps 1-5 with change in division for modeling / validation set. (I encourage you to try it do alone and then compare your code and results with those given in this notebook)." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "3a0dd204", - "metadata": {}, - "outputs": [], - "source": [ - "# Data preparation\n", - "\n", - "known_points, unknown_points = create_model_validation_sets(dem, 0.95)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "59e7e4f1", - "metadata": {}, - "outputs": [], - "source": [ - "# IDW tests\n", - "\n", - "IDW_POWERS = [0.5, 1, 2, 4]\n", - "idw_rmse = {}\n", - "\n", - "for pw in IDW_POWERS:\n", - " results = []\n", - " for pt in unknown_points:\n", - " idw_result = inverse_distance_weighting(known_points, pt[:-1], NUMBER_OF_NEIGHBOURS, pw)\n", - " results.append(idw_result)\n", - " idw_rmse[pw] = np.mean(np.sqrt((unknown_points[:, -1] - np.array(results))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "10c0229e", - "metadata": {}, - "outputs": [], - "source": [ - "# Variogram\n", - "\n", - "search_radius = 0.01\n", - "max_range = 0.32\n", - "number_of_ranges = 32\n", - "\n", - "exp_semivar = calculate_semivariance(data=known_points, step_size=search_radius, max_range=max_range)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "af770e69", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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      " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "semivar = TheoreticalSemivariogram(points_array=known_points, empirical_semivariance=exp_semivar)\n", - "semivar.find_optimal_model(weighted=False, number_of_ranges=number_of_ranges)\n", - "semivar.show_semivariogram()" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "0094160e", - "metadata": {}, - "outputs": [], - "source": [ - "# Set Kriging model\n", - "\n", - "model = Krige(semivariogram_model=semivar, known_points=known_points)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "90ed29cf", - "metadata": {}, - "outputs": [], - "source": [ - "kriging_preds = []\n", - "\n", - "for pt in unknown_points:\n", - " \n", - " result = model.ordinary_kriging(pt[:-1], number_of_neighbours=64, test_anomalies=False)\n", - " kriging_preds.append(result[0])\n", - "\n", - "kriging_rmse = np.mean(np.sqrt((unknown_points[:, -1] - np.array(kriging_preds))**2))" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "d1edc10a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6247\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.6478\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.4797\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 2.2157\n", - "Root Mean Squared Error of prediction with Kriging is 2.0394\n" - ] - } - ], - "source": [ - "# Comparison\n", - "\n", - "for pw in IDW_POWERS:\n", - " print(f'Root Mean Squared Error of prediction with IDW of power {pw} is {idw_rmse[pw]:.4f}')\n", - "print(f'Root Mean Squared Error of prediction with Kriging is {kriging_rmse:.4f}')" - ] - }, - { - "cell_type": "markdown", - "id": "47ce7fb7", - "metadata": {}, - "source": [ - "What do you think about the results?" - ] - }, - { - "cell_type": "markdown", - "id": "c7343465", - "metadata": {}, - "source": [ - "---" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.10" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/build/html/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).html b/docs/build/html/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).html index 6dc548d0..8c58fe63 100644 --- a/docs/build/html/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).html +++ b/docs/build/html/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).html @@ -6,7 +6,7 @@ - How good is my Kriging model? - tests with IDW algorithm - tutorial — Pyinterpolate 0.2.3 documentation + How good is my Kriging model - tests with IDW algorithm - tutorial — Pyinterpolate 0.2.3 documentation @@ -284,8 +284,8 @@ background: rgba(66, 165, 245, 0.2); } -
      -

      How good is my Kriging model? - tests with IDW algorithm - tutorial

      +
      +

      How good is my Kriging model - tests with IDW algorithm - tutorial

      Table of Contents:

        diff --git a/docs/build/html/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb b/docs/build/html/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb index 730341a2..4d653331 100644 --- a/docs/build/html/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb +++ b/docs/build/html/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb @@ -5,7 +5,7 @@ "id": "a4055724", "metadata": {}, "source": [ - "# How good is my Kriging model? - tests with IDW algorithm - tutorial\n", + "# How good is my Kriging model - tests with IDW algorithm - tutorial\n", "\n", "## Table of Contents:\n", "\n", @@ -555,7 +555,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -569,7 +569,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.10" + "version": "3.8.10" } }, "nbformat": 4, diff --git a/docs/build/html/tutorials/Ordinary and Simple Kriging (Basic).html b/docs/build/html/tutorials/Ordinary and Simple Kriging (Basic).html index d5409b00..b519c88c 100644 --- a/docs/build/html/tutorials/Ordinary and Simple Kriging (Basic).html +++ b/docs/build/html/tutorials/Ordinary and Simple Kriging (Basic).html @@ -18,7 +18,7 @@ - + @@ -800,7 +800,7 @@

        Related Topics

      1. Documentation overview
    diff --git a/docs/source/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb b/docs/source/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb index 730341a2..4d653331 100644 --- a/docs/source/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb +++ b/docs/source/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb @@ -5,7 +5,7 @@ "id": "a4055724", "metadata": {}, "source": [ - "# How good is my Kriging model? - tests with IDW algorithm - tutorial\n", + "# How good is my Kriging model - tests with IDW algorithm - tutorial\n", "\n", "## Table of Contents:\n", "\n", @@ -555,7 +555,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -569,7 +569,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.10" + "version": "3.8.10" } }, "nbformat": 4, From db98f74fcfe51ecb2e63a8f2ff064dcd30603b91 Mon Sep 17 00:00:00 2001 From: Ethem Date: Tue, 12 Oct 2021 00:44:24 +0300 Subject: [PATCH 09/15] fix(#178): rename `points_values` to `points_array` Rename `points_values` to `points_array` in the documentation --- .../semivariance/semivariogram_fit/fit_semivariance.html | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/docs/old/build/html/_modules/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.html b/docs/old/build/html/_modules/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.html index aa879f4a..8836ed7d 100755 --- a/docs/old/build/html/_modules/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.html +++ b/docs/old/build/html/_modules/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.html @@ -80,7 +80,7 @@

    Source code for pyinterpolate.semivariance.semivariogram_fit.fit_semivarianc :param verbose: (bool) if True then all messages are printed, otherwise nothing. """ - self.points_values = points_array + self.points_array = points_array self.empirical_semivariance = empirical_semivariance self.verbose = verbose self.theoretical_model = None @@ -200,7 +200,7 @@

    Source code for pyinterpolate.semivariance.semivariogram_fit.fit_semivarianc self.theoretical_model = model # sill - sill = np.var(self.points_values[:, -1]) + sill = np.var(self.points_array[:, -1]) # nugget if self.empirical_semivariance[0][0] != 0: @@ -250,7 +250,7 @@

    Source code for pyinterpolate.semivariance.semivariogram_fit.fit_semivarianc base_error = self.calculate_base_error() # sill - sill = np.var(self.points_values[:, -1]) + sill = np.var(self.points_array[:, -1]) # nugget if self.empirical_semivariance[0][0] != 0: From 5e8d1c48d5b0a0431f8da62b57f0692ae122a12c Mon Sep 17 00:00:00 2001 From: Ethem Date: Tue, 12 Oct 2021 00:48:18 +0300 Subject: [PATCH 10/15] fix(#178): rename `points_values` to `points_array` Rename `points_values` to `points_array` in the code --- .../semivariance/semivariogram_fit/fit_semivariance.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py index 680a6b47..992ade08 100755 --- a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py +++ b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py @@ -50,7 +50,7 @@ def __init__(self, points_array=None, empirical_semivariance=None, verbose=False :param verbose: (bool) if True then all messages are printed, otherwise nothing. """ - self.points_values = points_array + self.points_array = points_array self.empirical_semivariance = empirical_semivariance self.verbose = verbose self.theoretical_model = None @@ -204,7 +204,7 @@ def fit_semivariance(self, model_type, number_of_ranges=16): self.theoretical_model = model # sill - sill = np.var(self.points_values[:, -1]) + sill = np.var(self.points_array[:, -1]) # nugget if self.empirical_semivariance[0][0] != 0: @@ -261,7 +261,7 @@ def find_optimal_model(self, weighted=False, number_of_ranges=16): base_error = self.calculate_base_error() # sill - sill = np.var(self.points_values[:, -1]) + sill = np.var(self.points_array[:, -1]) # nugget if self.empirical_semivariance[0][0] != 0: From cb470c250c7c4f7f2733ff2a4b8115f6c908a679 Mon Sep 17 00:00:00 2001 From: Simon Date: Wed, 13 Oct 2021 18:55:01 +0200 Subject: [PATCH 11/15] updated TheoreticalSemivariogram class and calc semivar from pt cloud function --- changelog.rst | 3 +- .../calculate_semivariance.py | 13 +- .../semivariogram_fit/fit_semivariance.py | 12 + ...Kriging interpolation (Intermediate).ipynb | 424 ++++-------------- ... test it with IDW algorithm (Basic).ipynb | 50 +-- .../Ordinary and Simple Kriging (Basic).ipynb | 62 ++- ...ce on the Final Model (Intermediate).ipynb | 270 ++++------- ...on Kriging - Area to Area (Advanced).ipynb | 155 ++----- ...n Kriging - Area to Point (Advanced).ipynb | 135 ++---- ... Kriging - Centroid Based (Advanced).ipynb | 148 ++---- .../Semivariogram Estimation (Basic).ipynb | 66 +-- ...iogram Regularization (Intermediate).ipynb | 285 ++---------- tutorials/Variogram Point Cloud (Basic).ipynb | 96 ++-- .../interpolation_results_areal_to_point.cpg | 1 + .../interpolation_results_areal_to_point.dbf | Bin 0 -> 916069 bytes .../interpolation_results_areal_to_point.prj | 1 + .../interpolation_results_areal_to_point.shp | Bin 0 -> 151832 bytes .../interpolation_results_areal_to_point.shx | Bin 0 -> 43452 bytes tutorials/output/regularized_model.csv | 2 +- 19 files changed, 422 insertions(+), 1301 deletions(-) create mode 100644 tutorials/interpolation_results_areal_to_point.cpg create mode 100644 tutorials/interpolation_results_areal_to_point.dbf create mode 100644 tutorials/interpolation_results_areal_to_point.prj create mode 100644 tutorials/interpolation_results_areal_to_point.shp create mode 100644 tutorials/interpolation_results_areal_to_point.shx diff --git a/changelog.rst b/changelog.rst index 339001d0..6322311a 100755 --- a/changelog.rst +++ b/changelog.rst @@ -11,7 +11,8 @@ Changes by date **version 0.2.XX** -* n/a +* `self.points_values` chenged to `self.points_array` in `TheoreticalSemivariogram` class, +* `NaN` values are tested and checked in `calc_semivariance_from_pt_cloud()` function, 2021-08-23 diff --git a/pyinterpolate/semivariance/semivariogram_estimation/calculate_semivariance.py b/pyinterpolate/semivariance/semivariogram_estimation/calculate_semivariance.py index a4b12acc..787b7565 100755 --- a/pyinterpolate/semivariance/semivariogram_estimation/calculate_semivariance.py +++ b/pyinterpolate/semivariance/semivariogram_estimation/calculate_semivariance.py @@ -243,10 +243,19 @@ def calc_semivariance_from_pt_cloud(pt_cloud_dict): experimental_semivariogram = [] for k in pt_cloud_dict.keys(): try: - experimental_semivariogram.append([k, np.mean(pt_cloud_dict[k]), len(pt_cloud_dict[k])]) + mean_semivariance_value = np.mean(pt_cloud_dict[k]) + length = len(pt_cloud_dict[k]) except ZeroDivisionError: # There are no points for this lag - experimental_semivariogram.append([k, 0, 0]) + mean_semivariance_value = 0 + length = 0 + + # Check if any nan + if np.isnan(mean_semivariance_value): + mean_semivariance_value = 0 + length = 0 + + experimental_semivariogram.append([k, mean_semivariance_value, length]) experimental_semivariogram = np.array(experimental_semivariogram) return experimental_semivariogram diff --git a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py index 992ade08..461f1d73 100755 --- a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py +++ b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py @@ -1,3 +1,15 @@ +""" +Authors: + +Szymon Molinski | @szymon-datalions + +Contributors: + +Ethem Turgut | https://github.com/ethmtrgt + +""" + + import csv from operator import itemgetter import warnings diff --git a/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).ipynb b/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).ipynb index 318c975a..47ed1416 100755 --- a/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).ipynb +++ b/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).ipynb @@ -22,6 +22,7 @@ "\n", "| Date | Change description | Author |\n", "|------|--------------------|--------|\n", + "| 2021-10-13 | Refactored TheoreticalSemivariogram (name change of class attribute) and refactored `calc_semivariance_from_pt_cloud()` functions to protect calculations from `NaN's`. | @ethmtrgt & @szymon-datalions |\n", "| 2021-05-11 | Refactored TheoreticalSemivariogram class | @szymon-datalions |\n", "| 2021-03-31 | Update related to the change of semivariogram weighting. Updated cancer rates data. | @szymon-datalions |\n", "\n", @@ -98,19 +99,15 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 2, "id": "ef51365f", "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "array([25019,\n", - " ,\n", - " 2132629.599151873, 557971.1559491967, 192.2], dtype=object)" - ] + "text/plain": "array([25019,\n ,\n 2132629.599151873, 557971.1559491967, 192.2], dtype=object)" }, - "execution_count": 10, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -125,17 +122,15 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 3, "id": "e713d809", "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "array([2132629.599151873, 557971.1559491967, 192.2], dtype=object)" - ] + "text/plain": "array([2132629.599151873, 557971.1559491967, 192.2], dtype=object)" }, - "execution_count": 11, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -167,7 +162,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 4, "id": "66e1d8cc", "metadata": {}, "outputs": [], @@ -188,7 +183,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 5, "id": "2f01e171", "metadata": { "scrolled": false @@ -204,10 +199,8 @@ }, { "data": { - "image/png": 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\n", 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\n" 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\n" 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -282,7 +271,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 6, "id": "c518d832", "metadata": {}, "outputs": [], @@ -294,7 +283,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 7, "id": "4701220f", "metadata": { "scrolled": false @@ -310,10 +299,8 @@ }, { "data": { - "image/png": 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cc89NrCk+/fTTtWvXLqodCI5qHJKKuVk7VIoBBLNr1y4tX75cAwMDWr58uXbt2hU6JOAI99xzT+gQgCOwprh+qBQDqCkqxUgyqnFIKuZm7VApBhDMnj171NPTo6GhIfX09GjPnj2hQwKmoBcskoo1xfVDpRhATRUKBbW3t6uvr2+iUjx+TPcJhEY1DknF3KwdKsUAgujs7NTWrVunVIq3bt2qzs7O0KEBU7CmGElEpbh+qBQDqLlTTjlFg4ODE8ctLS168cUXA0YERKjGIamYm7VDpRhAEOeff74GBwfV0dGhgYEBdXR0aHBwUOeff37o0IAJrClGUlEprh8qxQBqyszU0dGhDRs2TIxdffXV2rhxI9UOBEc1DknF3KwdKsUAgrnrrrte8xgIjR3tkGSbNm0KHUIm8K8fQM1de+21r3kMhFapVHT55ZerUqmEDgU4wlVXXRU6hEwgKQZQU0uXLtXGjRt19dVX64UXXphYOrF06dLQoQET2DUMScXcrB/WFAOoObpPIKlYt4mkYm7WDmuKAQRRLBb1yiuvaPXq1RoaGtLq1av1yiuvqFgshg4NmEA1DklFZ5T6oVIMoKbY0Q5JRjUOScXcrB0qxQCCKJfL0+5oVy6XQ4cGTKAahyS78847Q4eQCVSKAdSUmampqUkjIyMTY+PHSXj/QbZRjUNSMTdrh0oxgGBGRkam7Mo0OUEGkoA1xUiqtrY27d69W21tbaFDST0qxQBqimoHkoz5iaRibtYOlWIAQVHtQJKxphhJtnbt2tAhZAKVYgA1RbUDScb8RFIxN2uHSjGAoCavKQaSJpfLafPmzcrl+G8RyUP3ifqgUgygpsxMuVxOlUplYmz8OAnvP8g2qnFIKuZm7VApBhBMpVJRR0eHBgYG1NHRMSVBBpJi06ZNoUMApvXnf/7noUPIBCrFAGqqUChodHRUY2NjE2MNDQ1qbGxkRzsERzUOScXcrB0qxQCCaG5u1tjY2JTuE2NjY2pubg4dGjCB7hNIMs5i1AeVYgA1RbUDScb8RFIxN2uHSjGAoOg+gaS75557QoeAFDGzWX2E+tpZRqUYQE1R7UCSMT+RZA0NDUd07pl8fQaOD5ViAEHRBxZJxppiJNHY2NjEH2fuTkJcY42hAwCQDZVKRZdffnnoMIBp7d+/X8uWLQsdBoCAKNkAqAsqcUgyzmQAoFIMoC6oxCHJOJMBgD+JAdQNvTaRVJP7aAPIJrpPAKgpru5Hko23qJo8F8ePmZ9IisPnKGZn1t0nzKzBzP7BzDbFx28ys61mttPMvmNm8+LxfHy8M358SbV+CABzF2uKUQvV6Nd6eLIxfkwfWCBbjmX5xCcl7Zh0/CVJt7v7myXtk3RtPH6tpH3x+O3x8wBk3Pia4v3794cOBSkyXtGdzUdLS8uUr9nS0jLrrwlg7plRUmxmZ0r6t5LujI9N0mWSxrf/uVvSB+P7V8fHih9/n/FnM5B57GiHpHrxxRen9IJ98cUXA0cEIISZdp/4Y0k3SzoxPj5F0kvuPhof75F0Rnz/DEnPSJK7j5rZy/HzX6hKxADmpP7+fp133nmhwwAAYFqvWyk2s6skPe/u26r5jc3sOjPrM7O+gYGBan5pAAlEpRgAkGQzqRRfLKnDzK6UVJD0BklflnSymTXG1eIzJT0bP/9ZSWdJ2mNmjZJOknTEuSh3v0PSHVLUfWK2PwiAZMrn8yqXy0dUivP5fMCoAACY6nUrxe7+GXc/092XSPqIpB+4+29JekjSb8RPu0bShvj+xvhY8eM/cK46ADKrXC4f0zgAACHMZvOOlZK6zGynojXDd8Xjd0k6JR7vkvTp2YUIIA3Gr7flulsAQBId0zbP7v5DST+M7z8t6YJpnjMs6UNViA1Aiky+uh8AgKRhm2cAdcGFdgCAJDumSjEAHC9asgEAkoxKMQAAADKPpBgAAACZR1IMoC6ampq0ZcsWNTU1hQ4FAIAjsKYYQF2MjIzokksuCR0GAADTolIMoC7oPgEASDIqxQBqrqGhQS+99JLOO+885fN5NTQ0aGxsLHRYAABMoFIMoObGxsa0fPlyDQwMaPny5STEAIDEoVIMoC42btyoRYsWhQ4DAIBpUSkGAABA5pEUAwAAIPNIigEAAJB5JMUA6mLBggXatm2bFixYEDoUAACOwIV2AOpi//79WrZsWegwAACYFpViAAAAZB5JMQAAADKPpBhAXeRyOW3evFm5HG87AIDkYU0xgLqoVCq6/PLLQ4cBAMC0KNkAqAu6TwAAkoxKMYC6oPsEACDJqBQDAAAg80iKAQAAkHkkxQAAAMg8kmIAAABkHkkxAAAAMo+kGAAAAJlHUgygLvL5/JRbAACShKQYQF00NTVp27ZtampqCh0KAABHYPMOAHXB5h0AgCQjKQbwmswssV/b3asUCQAg61g+AeA1ufusP5YuXTrlay5durQqXxcAgGqhUgyg5rZv3y4pqgyTzAIAkohKMQAAADKPpBgAAACZR1IMAACAzCMpBgAAQOaRFAMAACDzSIoBAACQeSTFKVIsFlUoFGRmKhQKKhaLoUMCAACYE0iKU6JYLKpUKqmnp0dDQ0Pq6elRqVQiMQYAAJgBS0Ij/fb2du/r6wsdxpxWKBS0cOFC7d27d2LstNNO0759+zQ8PBwwMuBVbN6BJGN+IqmYm9VlZtvcvf3wcSrFKVEul7V37151dHRoYGBAHR0d2rt3r8rlcujQAAAAEo+kOEXa2tq0YcMGnXrqqdqwYYPa2tpChwQAADAnkBSnyI4dO9Tb26sDBw6ot7dXO3bsCB0SAADAnMCa4pQwMy1ZskTPPfecyuWy8vm8Tj/9dO3atYt1SEgM1sUhyZifSCrmZnWxpjjlli5dql27dmn58uUaGBjQ8uXLtWvXLi1dujR0aAAAAInXGDoAVMf27dt1/vnna+PGjVq0aJGkKFHevn174MgAAACSj6Q4RUiAAQAAjg/LJwAAAJB5JMUAAADIPJLiFCkWiyoUCjIzFQoFtngGAACYIZLilCgWiyqVSurp6dHQ0JB6enpUKpVIjAEAAGaAPsUpUSgU1NPTo66uromx3t5edXd3a3h4OGBkwKvotYkkY34iqZib1XW0PsUkxSlhZhoaGtIJJ5wwMXbgwAE1NzfzDwmJwRs7koz5iaRiblYXm3ekXD6fV6lUmjJWKpWUz+cDRQQAADB30Kc4JTo7O7Vy5UpJ0ooVK1QqlbRy5UqtWLEicGQAAADJR1KcEmvWrJEkdXd366abblI+n9eKFSsmxgEAAHB0rCkGUDesi0OSMT+RVMzN6jruNcVmVjCzR8zs/zezx83s8/H4m8xsq5ntNLPvmNm8eDwfH++MH19S7R8GAAAAqKaZXGhXlnSZu79N0r+W9KtmdqGkL0m63d3fLGmfpGvj518raV88fnv8PAAAACCxXjcp9sj++LAp/nBJl0m6Jx6/W9IH4/tXx8eKH3+fmVnVIgYAAACqbEYt2cyswcx+Iul5SQ9I+oWkl9x9NH7KHklnxPfPkPSMJMWPvyzplGm+5nVm1mdmfQMDA7P7KQAAAIBZmFFS7O5j7v6vJZ0p6QJJ5872G7v7He7e7u7tixYtmu2XAwAAAI7bMW3e4e4vSXpI0rsknWxm4y3dzpT0bHz/WUlnSVL8+EmSXqxKtAAAAEANzKT7xCIzOzm+P1/S+yXtUJQc/0b8tGskbYjvb4yPFT/+A6ePCAAAABJsJpt3nC7pbjNrUJREf9fdN5nZzyR928y+KOkfJN0VP/8uSd80s52SBiV9pAZxAwAAAFUzk+4T29397e5+vru/1d3/azz+tLtf4O5vdvcPuXs5Hh+Oj98cP/50rX8IRIrFogqFgsxMhUJBxWIxdEgAAABzwjGtKUZyFYtFlUol9fT0aGhoSD09PSqVSiTGAAAAM8A2zylRKBTU09Ojrq6uibHe3l51d3dreHg4YGTAq9iqFEnG/ERSMTer62jbPJMUp4SZaWhoSCeccMLE2IEDB9Tc3Mw/JCQGb+xIMuYnkoq5WV1HS4pZPpES+XxepVJpylipVFI+nw8UEQAAwNxBUpwSnZ2d+tSnPqXGxkaZmRobG/WpT31KnZ2doUMDAABIPJJiAAAAZB5JcUqsX79et912m0ZHR+XuGh0d1W233ab169eHDg0AACDxuNAuJbjQDnMBF4sgyZifSCrmZnVxoV3KcaEdAADA8ZvJNs+YAzo7O7Vy5UpJ0ooVK1QqlbRy5UqtWLEicGQAAADJR1KcEmvWrJEkdXd366abblI+n9eKFSsmxgEAAHB0rCkGUDesi0OSMT+RVMzN6mJNcQYUi0UVCgWZmQqFgorFYuiQAAAA5gSS4pQoFosqlUrq6enR0NCQenp6VCqVSIwBAABmgOUTKVEoFNTT06Ourq6Jsd7eXnV3d2t4eDhgZMCrOAWIJGN+IqmYm9V1tOUTJMUpQZ9izAW8sSPJmJ9IKuZmdbGmOOXoUwwAAHD8aMmWEvQpBgAAOH4kxSlBn2IAAIDjx5piAHXDujgkGfMTScXcrC7WFGcAfYoBAACOD8snUqJYLGrt2rXK5aK/c0ZHR7V27VpJYgkFAADA66BSnBJf/epXZWZatWqVhoaGtGrVKpmZvvrVr4YODQAAIPFIilOiUqnoggsuUHd3t5qbm9Xd3a0LLrhAlUoldGgAAACJR1KcIo888siUbZ4feeSR0CEBAADMCSTFKXJ4VZgqMQAAwMzQki0lzEyS1NDQoLGxsYlbSbRxQWLQVghJxvxEUjE3q4uWbCmXz+d18cUXq7ExaijS2Nioiy++mG2eAQAAZoCkOCU6Ozu1devWKWuKt27dqs7OztChAQAAJB59ilOCbZ4BAACOH2uKAdQN6+KQZMxPJBVzs7pYUwwAAAAcBUkxAAAAMo+kGAAAAJlHUgwAAIDMIykGAABA5pEUp0ixWFShUJCZqVAoqFgshg4JAABgTiApTolisahSqTRl845SqURiDAAAMAP0KU6JQqGg9vZ29fX1qVwuK5/PTxwPDw+HDg+QRK9NJBvzE0nF3Kwu+hSnXLlcnnab53K5HDo0AACAxCMpTpErr7xSXV1dOuGEE9TV1aUrr7wydEgAAABzAklxitx7773q7e3VgQMH1Nvbq3vvvTd0SAAAAHMCSXFK5PN5XXjhheru7lZzc7O6u7t14YUXKp/Phw4NAAAg8UiKU6Kzs3PaNcWdnZ2hQwMAAEi8xtABoDrWrFkjSeru7tZNN92kfD6vFStWTIwDAADg6GjJBqBuaCuEJGN+IqmYm9VFSzYAAADgKEiKAQAAkHkkxQAAAMg8kuIUKRaLKhQKMjMVCgUVi8XQIQEAAMwJdJ9IiWKxqLVr1yqXi/7OGR0d1dq1ayWJDhQAAACvg0pxSqxbt05mplWrVmloaEirVq2SmWndunWhQwMAAEg8KsUpMTY2pltvvVVdXV2SpK6uLh06dEif+cxnAkcGAACQfFSKAQAAkHls3pESDQ0NqlQqamho0NjY2MRtLpfT2NhY6PAASTSgR7IxP5FUzM3qYvOOlGtra5OkiX8047fj4wAAADg6kuKUeOqpp3TaaaepUqlIkiqVik477TQ99dRTgSMDAABIPi60S4lyuaz+/v4pyyf6+/s53QIAADADr1spNrOzzOwhM/uZmT1uZp+Mx1vM7AEz+3l8uzAeNzP7ipntNLPtZvaOWv8QiLj7lJZsJMQAAAAzM5PlE6OSbnL3t0i6UNInzOwtkj4t6UF3P1vSg/GxJF0h6ez44zpJNMqtEzN7zWMAAABM75i7T5jZBkl/En+8x92fM7PTJf3Q3c8xs6/F9/8ifv6T48872tek+8TsmZlaW1vV398/MTZ+TMUYScEV1Egy5ieSirlZXVXpPmFmSyS9XdJWSa2TEt29klrj+2dIembSp+2Jxw7/WteZWZ+Z9Q0MDBxLGDiK/v5+dXR0aGBgQB0dHVMSZAAAABzdjC+0M7MFkv5S0o3u/srkU/Pu7mZ2TH/CuPsdku6QokrxsXwujpTL5VSpVLRx40YtWrRoyjgAAABe24wyJjNrUpQQf8vd/yoe7o+XTSi+fT4ef1bSWZM+/cx4DDU03oqtoaFhyu34OAAAAI5uJt0nTBLX/zMAABa5SURBVNJdkna4e++khzZKuia+f42kDZPGPxp3obhQ0suvtZ4Y1dPR0aHR0VG5u0ZHR9XR0RE6JAAAgDlhJpXiiyX9jqTLzOwn8ceVkv5I0vvN7OeSLo+PJek+SU9L2ilpvaQbqh82pnPfffept7dXBw4cUG9vr+67777QIQEAAMwJx9x9ohboPjF7hUJB7e3t6uvrU7lcVj6fnzgeHh4OHR4giSuokWzMTyQVc7O6qtJ9AsnV2dmprVu3qqenR0NDQ+rp6dHWrVvV2dkZOjQAAIDEY5vnlFizZo0kqbu7WzfddJPy+bxWrFgxMQ4AAICjY/kEgLrhFCCSjPmJpGJuVhfLJzKgWCyqUCjIzFQoFFQsFkOHBAAAMCeQFKdEsVhUqVSasqa4VCqRGAMAAMwAyydSolAoqKenR11dXRNjvb296u7upvsEEoNTgEgy5ieSirlZXSyfSLlyuawnn3xyyvKJJ598UuVyOXRoAAAAiUdSnBINDQ268847pyyfuPPOOye2ewYAAMDRkRSnxNFOq3C6BQAA4PWRFKdEpVLRxz/+cXV3d6u5uVnd3d36+Mc/rkqlEjo0AACAxCMpTol8Pq9zzjlHw8PDcncNDw/rnHPOUT6fDx0aAABzQktLi8wscR+Sgscw3UdLS0vg31h1saNdSnR2dmrlypWSpBUrVqhUKmnlypVasWJF4MgAAJgb9u3bx7LDYzCesKcFSXFKsM0zAADA8aNPMYC6odcmkoz5CebAsZmrr9fR+hRTKQYA1FVLS4v27dsXOoxpJe108MKFCzU4OBg6DCATSIoBAHXFus2ZS1qSDqQZ3SdSpFgsTtnRrlgshg4JAABgTqBSnBLFYlFr165VLhf9nTM6Oqq1a9dKEhfbAQAAvA4qxSmxbt06mZlWrVqloaEhrVq1SmamdevWhQ4NAAAg8agUp8TY2JhuvfVWdXV1SZK6urp06NAhfeYznwkcGQAAQPJRKQYAAEDmUSlOiVwup1tuuUXz5s2b2NHulltumVhjDAAAgKMjY0qJG264Qe6um2++Wc3Nzbr55pvl7rrhhhtChwYAAJB4VIpTYrzDxPr16zU2NqbGxkZ1dnbSeQIAAGAGqBQDAAAg86gUpwR9igEAAI6fJWGrzfb2du/r6wsdxpzW2NiosbExNTQ0HHE7OjoaOjxAUrRlbRLecxAW82DmeK3qi9f72MzV18vMtrl7++HjLJ9IibGxsWk37xgbGwsdGgAAQOKRFKfIFVdcoa6uLp1wwgnq6urSFVdcETokAACAOYGkOEXuv/9+9fb26sCBA+rt7dX9998fOiQAAIA5gTXFKcGaYswFc3X9GaqLeTBzvFb1xet9bObq68Wa4pS7/vrrJWliDfH47fg4sqelpUVmlqgPScFjmO6jpaUl8G8LABAaLdlSxMyUy+UmKsSVSiV0SAho3759c/Iv+BDGE3YAQHZRKU6J9evX66KLLlJjY/R3TmNjoy666CKtX78+cGQAAADJR6U4Jcrlsh5++GE1NDRIijbvePjhhwNHBQAAMDdQKU6ZyX2KAQAAMDN0n0iJ8TWRh3efkMS60oyaq1cFh8BrVV+83jPHa1VfvN7HZq6+XnSfAAAAAI6CpDhlWD4BAABw7Fg+kRIsn8Dh5upprRB4reqL13vmeK3qi9f72MzV1+toyyfoPpES+XxeuVxOBw8elBRt3jF//nx6FQMAAMwAyydSorm5WQcPHlRbW5t2796ttrY2HTx4UM3NzaFDAwAASDwqxSkxODioJUuWaOfOnVq8eLHy+byWLFmiXbt2hQ4NAAAg8agUp8hll132mscAAACYHhfapQQX2uFwc/UCiBB4reqL13vmeK3qi9f72MzV14s+xRlx7rnnavfu3Tr33HNDhwIAADBnsKY4RVpbW/X4449r8eLFE8f9/f2BowIAAEg+KsUpcuONN8rdJz5uvPHG0CEBAADMCVSKU6KhoUG33HKL5s2bpxUrVqhUKumWW25RQ0ND6NAAAAASj0pxSlx//fVyd918881qbm7WzTffLHfX9ddfHzo0AACAxKNSnBJr1qyRJK1fv15jY2NqbGxUZ2fnxDgAAACOjpZsQErN1VY5IfBa1Rev98zxWtUXr/exmauvFy3ZAAAAgKNg+URCjG++kURz8a9AAACAY0FSnBDVTDzn6ukMAACAUFg+AQAAgMwjKQYAAEDmkRQDAAAg8143KTazr5vZ82b200ljLWb2gJn9PL5dGI+bmX3FzHaa2XYze0ctgwcAAACqYSaV4j+T9KuHjX1a0oPufrakB+NjSbpC0tnxx3WS1lUnTAAAAKB2Xjcpdvf/I2nwsOGrJd0d379b0gcnjX/DIz+WdLKZnV6tYAEAAIBaON41xa3u/lx8f6+k1vj+GZKemfS8PfEYAAAAkFizvtDOo4a4x9wU18yuM7M+M+sbGBiYbRgAAADAcTvepLh/fFlEfPt8PP6spLMmPe/MeOwI7n6Hu7e7e/uiRYuOMwwAAABg9o43Kd4o6Zr4/jWSNkwa/2jcheJCSS9PWmYBAAAAJNLrbvNsZn8h6T2STjWzPZI+K+mPJH3XzK6VtFvSh+On3yfpSkk7JR2Q9LEaxAwAAABU1esmxe7+H4/y0Pumea5L+sRsgwIAAADqiR3tAAAAkHkkxQAAAMg8kmIAAABkHkkxAAAAMo+kGAAAAJlHUgwAAIDMIykGAABA5pEUAwAAIPNIigEAAJB5JMUAAADIPJJiAAAAZB5JMQAAADKPpBgAAACZR1IMAACAzCMpBgAAQOaRFAMAACDzSIoBAACQeY2hAwAAZIt/9g3S504KHcac4J99Q+gQMoW5eWzSNj/N3UPHoPb2du/r6wsdRmqYmZLwe0VYzIOZ47WqL17vmeO1qi9e72MzV18vM9vm7u2Hj7N8AgAAAJlHUgwAAIDMIykGAABA5pEUAwAAIPNIigEAAJB5JMUAAADIPJJiAAAAZB5JMQAAADKPpBgAAACZxzbPQEqxXenMpW2rUgDAsSMpBlLKPv/KnNx+MwQzk38udBQAgJBYPgEAAIDMIykGAABA5rF8YhZaWlq0b9++0GFMy8xChzDFwoULNTg4GDoMAACAaZEUz8K+fftYszlDSUvSAQAAJmP5BAAAADKPpBgAAACZR1IMAACAzCMpBgAAQOaRFAMAACDzSIoBAACQeSTFAAAAyDySYgAAAGQeSTEAAAAyj6QYAAAAmUdSDAAAgMwjKQYAAEDmkRQDAAAg80iKAQAAkHkkxQAAAMg8kmIAAABkHkkxAAAAMo+kGAAAAJnXGDoAAED2mFnoEOaEhQsXhg4hc5ibM5e2+UlSDACoK3cPHcK0zCyxsaE+kvr7Z27WB0kxkGJUPGYmbdUOAMCxIykGUiqJVQWqHQCApOJCOwAAAGQeSTEAAAAyrybLJ8zsVyV9WVKDpDvd/Y9q8X1C88++QfrcSaHDmBP8s28IHQIAAMBRVT0pNrMGSWslvV/SHkl/b2Yb3f1n1f5eodnnX2F95AyZmfxzoaMAAACYXi2WT1wgaae7P+3uhyR9W9LVNfg+AAAAQFXUIik+Q9Izk473xGMAAABAIgVryWZm10m6TpJ+6Zd+KVQYs0Yf2JmhD+zcVe05Xs2vx/IlJHV+MjeR1LkpMT+PphZJ8bOSzpp0fGY8NoW73yHpDklqb2+fk78dJhWygHmOJGN+IqmYm3NPLZZP/L2ks83sTWY2T9JHJG2swfcBAAAAqqLqlWJ3HzWz35P0N4pasn3d3R+v9vcBAAAAqqUma4rd/T5J99XiawMAAADVxo52AAAAyDySYgAAAGQeSTEAAAAyj6QYAAAAmUdSDAAAgMwjKQYAAEDmkRQDAAAg80iKAQAAkHkkxQAAAMg8kmIAAABkHkkxAAAAMo+kGAAAAJlHUgwAAIDMIykGAABA5pEUAwAAIPPM3UPHIDMbkLQ7dBwpcqqkF0IHAUyDuYkkY34iqZib1bXY3RcdPpiIpBjVZWZ97t4eOg7gcMxNJBnzE0nF3KwPlk8AAAAg80iKAQAAkHkkxel0R+gAgKNgbiLJmJ9IKuZmHbCmGAAAAJlHpRgAAACZR1IMAACAzCMpTjEz4/eLOcPMmkPHAADILtYUp0icBN8g6SVJD7v7P5pZzt0rgUMDjiqet2slNUh6WNI97j4UNipgKjMzSf9G0pi7bwsdDzAufg/9/yTtlfR9dx8NG9HcRSUxXf5MUpukRknrzeyX3b1CxRgJ90lJTZJukXSBpN80syUhAwImixPiv5H0YUlfMrPOeAxIgrsl/StJH5JUNLPLAsczZ5EspcsTkv6Tu/+ZpG9IKk1KjHkDR1L9vaQfu/uApFsltUriTR1JMl/SDnf/lKTfknShpI+HDQmYMKCoZVunpGclvc3M/k3YkOYmkuIUmJTwNkr6Wrxk4huSvinpDjM7xVkng+R6RdJ7zOzt7r5H0RmPXzezy8OGBUy8vzZJOtHMLnb3fkn/RdL7zOz6sNEhyyadBf6JpIvjZRP3KnpPvTRYYHMYSfEcZ2YnjSe87v5fJe2S9E0zM3f/pqS/lZQPGCLwmtx9u6TvSPpvZnZRnBh/T9Ibw0aGrIvfR93dX5b0LUVz9EJ3f1bSdZKWcYEoQpl0vVCfpHeZWYekEXe/Kz4+O1x0cxMX2s1RcfXiTxVVhx+QtNPdH44f65H0S5J+JOn3JL3X3feGihUYF1c2blG0ZGK/u2+Z9NhySR+QVJF0uaQPufvOIIEi0+L315MkvTL5QmUze7+kbklfkrRE0hWSPuLuB0PEieyJ5+abJI26+z9NGl8m6T8qutiuIOndkn7L3V8IEugcRVI8R5nZNYouSvpDSb+m6A36H9z9e/HjvyppnqQn3P2pUHECk5nZ7YrWZz6kaN7+wN2/PunxExS9oefd/bkwUSLL4qTju5IOSnpU0lPuft+kx98t6TxJb5F0p7v/NEigyJx4bj4g6WlFZ/ofd/fbJz2+WNKpkt4j6Xv833/sGkMHgOP2qKR3Kqqq3SPpEklvN7M+Rf8o/s7dXwkYHzBFnPA2SfoTd/+pmf1I0lozK7v7t8zsVyQNu/vWsJEi4/6tpOck3SjpvZL+fbxM7S/ixx93978NFh2ybLGkx9z9D8zsZEl3m1mDu98WPz4atwukZeBxYk3x3PVzSU9K+hVFf9z8naRmSW9VlBTPDxca8CqLNLv7AUnflvQHZvbW+NTfpyRdYGYLJfVL+ueQsQKSdipKPha7+4OSviap3czeGf9hd4uZnUhHHwTwfxXNxeXu/pKk35F0sZn9rpk1Svp95ubssHxiDotPlVyj6E38PkWtglolfd7dx0LGBkgTp/u+p6hN0KCitcQvS3qfpG+7+3YzWy3pK+6+O1ykyLJ4rfvvSXpE0vOSlko6TdLfuPsuM7tW0oC7bzSzee5+KGC4yJB4bn5J0k8lPaVofn5R0l3uvtnM3iTpw+7+JTNrcveRgOHOeVSK57A4ibhL0SnpNYrWaH6ThBgJcqmkJ939dyX9T0kfU5RwfF/S7Wb2B4oSZOYsQlqraI3wuxX1H36roj/efiMuPjRJuixOUNgtDPXUI+lERcWv/6xojn5RUVX4vYrOFl9gZk1ibs4aleKUMLMWSTmuNEWSmNlbFSUc18QVt7Ml/bf4Y1TRLkw/cfd/DBgmMixeuvPHkm5x9z3xpgcflbRDUSLSqaiAdIu7PxEuUmRN/EfYH0p6wN1/ZGanKerj/qeKriv6pKIL6te4+2PBAk0RkmIAVRW/kRcVvWn/QlFl+N2S/tTdf2FmH5RUcPdvBwwT0PhSCDO7StI7JH09Tox/RdI73X2VmZ0q6RAXLqNe4mVnpypaQ3yupFWSPufuf2dmb5T0ZUm/L+kFSR5v2oEqoPsEgGpbp+i9ZUjSDZIeVHQh6O/HPbTfKOkcSd8e3xwhWKTIpDjp+AtJL5vZTyS9pGi95hVmdr+7/28z+4iZLYq3HwfqIp6bmxVdSH+iop1pV0q6Oe408bdm9lNJp9C2svpIigFUjZmdGN+92d1fNLNHJd0q6Q5J9yta+96gaJtckRAjkA9J2qNoGc+7JS2Pj3dK+lLcLvB8RXMVqKe3KFpSdpOZnSPpq4reP3sk3WFmf6Vok467A8aYWlxoB2DW4rZrJ7n7/1XUYeILZnaGuz8q6fOSLnX3/yXpekkfdffHQ8aLzHtG0a5gcveNkv67pBZF1eKvKOr//lF2AkUAhxRdONfm7k9K+l1F69pPkPSbkrZIWu7uu8KFmF4kxQBmJV5DvEHSr8dDdylaT9wZJ8Z/J+mQmZ3s7i+6+1CoWJFdZpYzs4+Z2XmS/knS/5D07+IlEg9L2i2pxd1/LGmdu/8iZLzIjnhu3m5mv+zuP1d04ecfmtnSeKv7WyRd5O7/6O4/on1l7ZAUA5itH0rqc/evm9mVijtKSPqZotN910m6XNH2zUAodypaKvHvFfUkPl1SWdJvmdl8RVfxvzd+Lst6UBdxUeE7is5S7I434fieog4TPXHHnqWSlsbPRQ2xphjAcYnfoH9NUVJ8mZldLukJRf1dBxVdcDeo6MK6D3EqGqHErawKivpkjyhKfj+s6AK75yR9S1FSfJPEWnfU1XskXSjpC5JKiubnS4rm5O2S/pOiC+563L0SKMbMoCUbgGMWJ8R/qahxfLukd0p6s7t/wcz+paT/IOn77t5HhwmEMnnumdkNkpolrXf3l+I2bG929z82s7Mk7Xf3fSHjRTaZ2a8r6uf+WUl/o+hiuw+4+43x1uKj7KJYH5TiARyPOyX9SNE64i8rai7/BUmK12IulPSu+JiEGHUX/+H212b22/HQ/1J0EdOvmdnJkh6S9CYzK7j7MyTEqJd4DfF6M/tjM/sNd/9LSe9196/FF9D9raScmZ3o7gdIiOuHpBjAMYkrF99y91Xu/pCi5RNvm/T47yg6HXhvmAgBSdIPJD3i7n9uZssUbYTwuKS8pNsUnc14u6QF4UJERv2VpL2SNilaK/zL7r5j0uMfkNSmqOME6og1xQCOibsfULQhx7gXJP22pAfNrEnSmZKud/enQ8QHxB6W9GYz+6GizhJlRdXh7ymas+dIutbdXwgWITLHzP6FpLvc/Xvxcbuk6yR9Oj678VZFyyj+g7v3h4s0m1hTDGDWzGydpH9y91vNLMcFIQghTiq+6O7d8fEXJL3s7reZ2aWSPijpy+6+O94dbCxkvMiOeG6uU7Su/QeSvuPuQ2b2Tknvd/cvxtdj7JU0j+U8YbB8AsBxi7cklaLexCPx+kwSYoTyZ5JuMrM/kSR3/8+KruCXu/8fRR0oLoyfyzxFPX1dUTeeWyVdJGlZPL5X0rCZ/aakL0pqIiEOh0oxgFkzs5MkNbj7YOhYkF1m9q/c/SkzWyXpZHe/btJjH5H0SUWnpf8pWJDInHhZ2Xvc/YH4+CpF3SV+38zeIun7irYY/914FzsEQqUYwKy5+8skxEiAX0iSu98s6YCZ3SFJZvYuRe0DP05CjHpz9xFJP7RIo6Q9ijr0SNI/S/qqpE+QEIdHpRgAkBqH9Sb+nKTlik5bd7r7P4eMDZAkM2uQtFLRLnbXKjp78UrYqCCRFAMAUmY8MTaz9ytay/mBw1peAUHE12GcKOlJSc9K+m13fyJsVBhHUgwASCUze5Oite47Q8cCTGZmN0v6n+7+VOhY8CqSYgAAgDqiJWAykRQDAAAg8+g+AQAAgMwjKQYAAEDmkRQDAAAg80iKAQAAkHkkxQAAAMg8kmIAAABk3v8Dw4ZgAtGB7JcAAAAASUVORK5CYII=\n", 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -356,10 +341,8 @@ }, { "data": { - "image/png": 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\n", 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}, "metadata": { "needs_background": "light" @@ -410,7 +393,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 8, "id": "38c877f6", "metadata": { "scrolled": false @@ -420,43 +403,43 @@ "name": "stdout", "output_type": "stream", "text": [ - "Semivariance calculated for 4 lag\n", + "Semivariance calculated for 4 lags\n", "\n", - "Model: spherical, error value: 47.46959781307264\n", - "Model: exponential, error value: 12.409730137628472\n", - "Model: linear, error value: 33.73740642254563\n", - "Chosen model: exponential, with value: 12.409730137628472.\n", + "Model: spherical, error value: 43.54732415522008\n", + "Model: exponential, error value: 10.253893291308518\n", + "Model: linear, error value: 31.58156957622567\n", + "Chosen model: exponential, with value: 10.253893291308518.\n", "\n", "Model parameters:\n", - "Nugget: 40.84634146341462\n", + "Nugget: 24.599515151515156\n", "Sill: 171.27273206056609\n", "Range: 225000.0\n", "\n", "#####\n", - "Semivariance calculated for 8 lag\n", + "Semivariance calculated for 8 lags\n", "\n", - "Model: spherical, error value: 29.50306496934048\n", - "Model: exponential, error value: 18.445105479962933\n", - "Model: linear, error value: 31.969300956642797\n", - "Chosen model: exponential, with value: 18.445105479962933.\n", + "Model: spherical, error value: 33.141058208677585\n", + "Model: exponential, error value: 18.069641851272277\n", + "Model: linear, error value: 30.53775981728718\n", + "Chosen model: exponential, with value of: 18.069641851272277.\n", "\n", "Model parameters:\n", - "Nugget: 1.6961373390557952\n", + "Nugget: 0.0\n", "Sill: 171.27273206056609\n", - "Range: 133928.57142857142\n", + "Range: 166071.42857142858\n", "\n", "#####\n", - "Semivariance calculated for 16 lag\n", + "Semivariance calculated for 16 lags\n", "\n", - "Model: spherical, error value: 33.17075686586436\n", - "Model: exponential, error value: 22.57867885361459\n", - "Model: linear, error value: 36.236544305662264\n", - "Chosen model: exponential, with value of: 22.57867885361459.\n", + "Model: spherical, error value: 35.48795676175165\n", + "Model: exponential, error value: 22.017471556770374\n", + "Model: linear, error value: 33.68860615278811\n", + "Chosen model: exponential, with value of: 22.017471556770374.\n", "\n", "Model parameters:\n", "Nugget: 0.0\n", "Sill: 171.27273206056609\n", - "Range: 123750.0\n", + "Range: 158750.0\n", "\n", "#####\n" ] @@ -465,9 +448,11 @@ "name": "stderr", "output_type": "stream", "text": [ - "/home/szymon/miniconda3/envs/pyintpk/lib/python3.7/site-packages/numpy/core/fromnumeric.py:3335: RuntimeWarning: Mean of empty slice.\n", + "/Users/szymonmolinski/miniconda3/envs/pyintpk/lib/python3.7/site-packages/numpy/core/fromnumeric.py:3420: RuntimeWarning: Mean of empty slice.\n", " out=out, **kwargs)\n", - "/home/szymon/miniconda3/envs/pyintpk/lib/python3.7/site-packages/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py:302: UserWarning: WARNING: linear model fitted to the experimental variogram is better than the core models!\n", + "/Users/szymonmolinski/miniconda3/envs/pyintpk/lib/python3.7/site-packages/numpy/core/_methods.py:190: RuntimeWarning: invalid value encountered in long_scalars\n", + " ret = ret / rcount\n", + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py:313: UserWarning: WARNING: linear model fitted to the experimental variogram is better than the core models!\n", " warnings.warn(warning_msg)\n" ] } @@ -477,7 +462,7 @@ "\n", "for idx, cloud_model in enumerate(clouds_without_outliers):\n", " \n", - " print(f'Semivariance calculated for {number_of_lags[idx]} lag')\n", + " print(f'Semivariance calculated for {number_of_lags[idx]} lags')\n", " print('')\n", " # Calculate experimental model\n", " exp_model = calc_semivariance_from_pt_cloud(cloud_model)\n", @@ -529,74 +514,16 @@ }, { "cell_type": 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\n", 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\n" 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\n", 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\n" 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -1059,7 +795,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 15, "id": "5afd24f0", "metadata": {}, "outputs": [ @@ -1069,24 +805,24 @@ "text": [ "LAG: 4\n", "\n", - "Mean Absolute Difference between lag 4 and lag 8 is 0.043591\n", + "Mean Absolute Difference between lag 4 and lag 8 is 0.022997\n", "\n", "\n", - "Mean Absolute Difference between lag 4 and lag 16 is 0.052167\n", + "Mean Absolute Difference between lag 4 and lag 16 is 0.026996\n", "\n", "LAG: 8\n", "\n", - "Mean Absolute Difference between lag 8 and lag 4 is 0.043591\n", + "Mean Absolute Difference between lag 8 and lag 4 is 0.022997\n", "\n", "\n", - "Mean Absolute Difference between lag 8 and lag 16 is 0.008576\n", + "Mean Absolute Difference between lag 8 and lag 16 is 0.003999\n", "\n", "LAG: 16\n", "\n", - "Mean Absolute Difference between lag 16 and lag 4 is 0.052167\n", + "Mean Absolute Difference between lag 16 and lag 4 is 0.026996\n", "\n", "\n", - "Mean Absolute Difference between lag 16 and lag 8 is 0.008576\n", + "Mean Absolute Difference between lag 16 and lag 8 is 0.003999\n", "\n" ] } @@ -1147,4 +883,4 @@ }, "nbformat": 4, "nbformat_minor": 5 -} +} \ No newline at end of file diff --git a/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb b/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb index 730341a2..781216b8 100644 --- a/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb +++ b/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb @@ -95,15 +95,7 @@ "outputs": [ { "data": { - "text/plain": [ - "array([[15.1152409 , 52.76514556, 91.27559662],\n", - " [15.1152409 , 52.74279035, 96.54829407],\n", - " [15.1152409 , 52.71070647, 51.25455093],\n", - " ...,\n", - " [15.37034993, 52.68338343, 40.30933762],\n", - " [15.37034993, 52.67096386, 21.94326782],\n", - " [15.37034993, 52.64239886, 51.52513504]])" - ] + "text/plain": "array([[15.1152409 , 52.76514556, 91.27559662],\n [15.1152409 , 52.74279035, 96.54829407],\n [15.1152409 , 52.71070647, 51.25455093],\n ...,\n [15.37034993, 52.68338343, 40.30933762],\n [15.37034993, 52.67096386, 21.94326782],\n [15.37034993, 52.64239886, 51.52513504]])" }, "execution_count": 2, "metadata": {}, @@ -199,7 +191,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Root Mean Squared Error of prediction with IDW is 5.166763363412737\n" + "Root Mean Squared Error of prediction with IDW is 5.18890200693789\n" ] } ], @@ -251,10 +243,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.5346\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.5883\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.1668\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 1.8698\n" + "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6498\n", + "Root Mean Squared Error of prediction with IDW of power 1 is 14.6746\n", + "Root Mean Squared Error of prediction with IDW of power 2 is 5.1889\n", + "Root Mean Squared Error of prediction with IDW of power 4 is 1.8857\n" ] } ], @@ -295,9 +287,7 @@ "outputs": [ { "data": { - "text/plain": [ - "'linear'" - ] + "text/plain": "'linear'" }, "execution_count": 9, "metadata": {}, @@ -317,10 +307,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -379,7 +367,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Root Mean Squared Error of prediction with Kriging is 1.6260209113542474\n" + "Root Mean Squared Error of prediction with Kriging is 1.678055199450228\n" ] } ], @@ -464,10 +452,8 @@ "outputs": [ { "data": { - "image/png": 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cfYGCK/zfVPDnoruCU85xcfd1koYr2EfrFJzxGO7u5e91voJ26usUXBw4Q0FiWZOpCo7JVZIWKNgHDSI8tk5SkNB/JuljSYPC0bcpSPzfl/SBpHfCsvp6WsFno/yCtrPdvWR397eCP733h8stUrBf7wjH1fWzEatzHeOozUOSHlbQ1nepgu+XqyTJ3f8r6QdhbKsVbEdsX+/1+gyEfyaGS8oN11n+x7GmP8rVLWNXx3JDaaHg2Cq/APEqBU0MPwrH91JwHcrX4fMHCr7rJVXUfv88jHmbgosqL1Jwnc/F4bK2hZPfp+Ci6w8UnAH5R1iGJqr8KnMg5ZnZZAUXtt0YdSxAMrGgK8VF7n5z1LEkigXdJH7b3ev1BzoKZjZfwYV/63Y5MYCkRc00ADQxYbOEQ8ImSqcoaA/9VNRxoTJ3zyWRBlIfd3kCgKbnWwqaAbVTcDr/8rD9NgCggdHMAwAAAKgnmnkAAAAA9ZTSzTz2339/z87OjjoMAAAANHHz5s1b6+473YAspZPp7OxszZ07N+owAAAA0MSZWbV3HqaZBwAAAFBPJNMAAABAPZFMAwAAAPWU0m2mq1NSUqKVK1dq69atUYcCoJ5atWqlgw46SC1atIg6FAAAatXkkumVK1eqTZs2ys7OlplFHQ6AOnJ3rVu3TitXrlTXrl2jDgcAgFo1uWYeW7duVbt27UikgRRlZmrXrh1nlwAAKaHJJdOSSKSBFMdnGACQKppkMg0AAAA0BpLpBGjWrJlyc3MrHrfffnuDLPe0007TV199VedxtZk8ebKuvPLK3Q0tLrNmzWqwfdGQywIAAKivJncBYl0VFkrjx0vLl0tdukgTJ0r5+bu3zD333FPz589vmABjPPPMMzuVubvcvdpxyWbEiBEaMWLEbi+ntLS0QZfVvHnafwwAAEA9pXXNdGGhNG6cVFQkuQfP48YF5YmQnZ2tG264Qbm5ucrLy9M777yjoUOH6pBDDtG9994rSZo9e7aOP/54DRs2TIcffrguu+wylZWVVcy/du1aLVu2TIcffrguuugidevWTStWrKgYJ0lTp05Vjx491LNnT1144YWSpL/97W/q27evevXqpRNPPFGff/55rbG+8sorFTXrvXr10qZNmyRJd9xxh3r37q0ePXro5ptvliQtW7ZMRxxxhMaMGaPDDjtM+fn5euGFF9S/f38deuiheuuttyTtqAXfsGGDsrKyKrbr66+/VufOnVVSUqL7779fvXv3Vs+ePXXOOeeouLhYkjRmzBhddtll6tu3r6677rpKNerLli3T4MGD1aNHDw0ZMkTLly+XJC1ZskTHHnusunfvrhtvvFGtW7eu2McDBgzQiBEjdNRRR0mSzjzzTB1zzDHKycnRpEmTKvZD69at9dOf/lQ5OTk68cQT9dZbb2ngwIE6+OCDNWvWrHofCwAAoIkor9lMxccxxxzjVS1YsGCnsppkZbkHaXTlR1ZW3IuoVkZGhvfs2bPiMX369HB9Wf7nP//Z3d2vueYa7969u2/cuNG/+OILP+CAA9zd/eWXX/aWLVv6kiVLvLS01E888UR//PHHK+Zfs2aNL1261M3M33zzzZhtCcb95z//8UMPPdTXrFnj7u7r1q1zd/f169d7WVmZu7vff//9fu2117q7e0FBgf/gBz/YaRuGDx/ur732mru7b9q0yUtKSvz//u///NJLL/WysjLfvn27Dxs2zF955RVfunSpN2vWzN9//33fvn27H3300T527FgvKyvzp556ys8444yd1jVixAh/6aWX3N19+vTpfskll7i7+9q1aytiGD9+vN99993u7j569GgfNmyYl5aW7rSs4cOH++TJk93d/cEHH6xY37Bhw/yRRx5xd/e//OUvvtdee1Xs48zMTP/kk08q1lW+n4qLiz0nJ6ciDkn+zDPPuLv7mWee6SeddJJv27bN58+f7z179qzxGMDuq8tnGQCARJM016vJR9P6/HZYgRl3ebxqa+ZR3jShe/fu2rx5s9q0aaM2bdqoZcuWFW2e+/Tpo4MPPliSdN555+m1117Td7/73UrLycrK0rHHHrvT8l966SWNHDlS+++/vyRpv/32kxT0vz1q1CitXr1a27Zt22X/vf3799e1116r/Px8nX322TrooIP0/PPP6/nnn1evXr0kSZs3b9bHH3+sLl26qGvXrurevbskKScnR0OGDJGZqXv37lq2bNlOyx81apRmzJihQYMGafr06briiiskSf/5z39044036quvvtLmzZs1dOjQinlGjhypZs2a7bSsN998U3/9618lSRdeeKGuu+66ivKnnnpKknT++efrJz/5ScU8ffr0qbQP7r77bs2cOVOStGLFCn388cdq166d9thjD51yyimSgvesZcuWatGiRY3bBQAA0ktaN/Po0qVu5Q2hZcuWkqSMjIyK1+XDpaWlknbuFqy6bsL22muvOq33qquu0pVXXqkPPvhA99133y778P3Zz36mBx54QFu2bFH//v21aNEiubtuuOEGzZ8/X/Pnz9fixYt1ySWXVNquqtsWu12xRowYoeeee07r16/XvHnzNHjwYElBc44//elP+uCDD3TzzTdXirOu21yb2GXNnj1bL7zwgt58802999576tWrV8V6W7RoUbH/49kuAACQXtI6mZ44UcrMrFyWmRmUR+mtt97S0qVLVVZWphkzZug73/lO3PMOHjxYjz/+uNatWydJWr9+vSRpw4YN6tSpkyRpypQpu1zOkiVL1L17d11//fXq3bu3Fi1apKFDh+qhhx7S5s2bJUmrVq3SF198UdfNkxS0Re7du7euvvpqDR8+vKLGedOmTerYsaNKSkpUGGfj9eOOO07Tp0+XJBUWFmrAgAGSpGOPPVZPPvmkJFWMr86GDRu07777KjMzU4sWLdKcOXPqtU0AACD9pHUzj/JeOxq6N48tW7YoNze3YviUU06pUzduvXv31pVXXqnFixdr0KBBOuuss+KeNycnR+PHj9cJJ5ygZs2aqVevXpo8ebImTJigkSNHat9999XgwYO1dOnSWpdz11136eWXX1ZGRoZycnJ06qmnqmXLllq4cKH69esnKUiIp02bVm3Ti3iMGjVKI0eO1OzZsyvKfvnLX6pv375q3769+vbtW3HhY23uuecejR07VnfccYfat2+vgoKCim244IILNHHiRJ1yyinaZ599qp3/lFNO0b333qsjjzxShx9+eLXNZwAAAKpjQXvq1JSXl+dz586tVLZw4UIdeeSREUW0+2bPnq0777xTf//736MOJeUVFxdrzz33lJlp+vTpevTRR/X0009HHRbilOqfZQBA02Jm89w9r2p5WtdMo2mbN2+errzySrm72rZtq4ceeijqkAAAQBNDMp1kBg4cqIEDB0YdRpMwYMAAvffee1GHAQAAmrC0vgARAAAA2B0k0wAAAEA9kUwDAAAA9UQyDQAAANQTyXQDW7dunXJzc5Wbm6tvfetb6tSpk3Jzc9W2bVsdddRRjRrLU089pQULFlQM33TTTXrhhRfqvJxly5apW7duDRlajT799NOdbp2eDMtqLLH7eu7cufrhD38YcUT1N3nyZF155ZW7PQ0AAMmM3jwaWLt27TR//nxJ0oQJE9S6dWv95Cc/0bJlyzR8+PAGX19paamaN6/+bXzqqac0fPjwiiT+1ltvbfD1N7QDDzxQTzzxxG4vp7S0tMGWJUnbt2+v981p6isvL095eTt1Z9mgotguAACaEmqmG9H27dt16aWXKicnRyeffLK2bNkiKbh19ymnnKJjjjlGAwYM0KJFiyQFtZSDBw9Wjx49NGTIEC1fvlySNGbMGF122WXq27evrrvuumrnf+ONNzRr1iz99Kc/VW5urpYsWaIxY8ZUJJdvv/22jjvuOPXs2VN9+vTRpk2btGzZMg0YMEBHH320jj76aL3xxhu1bs/q1at1/PHHKzc3V926ddO//vUvSdLzzz+vfv366eijj9bIkSMrbj+enZ2tG264Qbm5ucrLy9M777yjoUOH6pBDDtG9995bsc3lNbPHHnus/vvf/1asb+DAgZo7d67eeust9evXT7169dJxxx2nDz/8UFJQyzlixAgNHjxYQ4YMqbSsrVu3auzYserevbt69eqll19+WVJwY5dzzz1XRx11lM466yz17dtX5TcCat26tX784x+rZ8+eevPNN3Xrrbeqd+/e6tatm8aNG6fyGx4NHDhQP/rRj5SXl6cjjzxSb7/9ts4++2wdeuihuvHGG+t9vMyePbviD9iECRN08cUXa+DAgTr44IN19913V0w3bdo09enTR7m5ufr+97+v7du3S5Iuv/xy5eXlKScnRzfffHPF9NnZ2br++ut19NFH6/HHH6+0zjFjxujyyy/Xscceq4MPPlizZ8/WxRdfrCOPPFJjxoypmO7RRx9V9+7d1a1bN11//fUV5QUFBTrssMPUp08fvf766xXla9as0TnnnKPevXurd+/elcYBQDIrLJSys6WMjOC5sDDqiJB03D1lH8ccc4xXtWDBgh0DV1/tfsIJDfu4+uqd1lmTm2++2e+44w53d1+6dKk3a9bM3333XXd3HzlypD/88MPu7j548GD/6KOP3N19zpw5PmjQIHd3Hz58uE+ePNnd3R988EE/44wz3N199OjRPmzYMC8tLa11/tGjR/vjjz9eEU/58DfffONdu3b1t956y93dN2zY4CUlJf7111/7li1b3N39o48+8vL9u3TpUs/Jydlp++68806/7bbb3N29tLTUN27c6GvWrPEBAwb45s2b3d399ttv91tuucXd3bOysvzPf/6zu7tfc8013r17d9+4caN/8cUXfsABB+y0rt///vd+0003ubv7p59+6ocddlileN3d//nPf/rZZ5/t7u4FBQXeqVMnX7du3U7LuvPOO33s2LHu7r5w4ULv3Lmzb9myxe+44w4fN26cu7t/8MEH3qxZM3/77bfd3V2Sz5gxo2J7y5fr7n7BBRf4rFmz3N39hBNO8Ouuu87d3e+66y7v2LGjf/rpp75161bv1KmTr127dqd9V5PYmF9++WUfNmyYuwfHUr9+/Xzr1q2+Zs0a32+//Xzbtm2+YMECHz58uG/bts3d3S+//HKfMmVKpXhLS0v9hBNO8Pfee6/iffjNb35T7fpHjx7to0aN8rKyMn/qqae8TZs2/v777/v27dv96KOP9nfffddXrVrlnTt39i+++MJLSkp80KBBPnPmTP/0008ryr/55hs/7rjj/Ac/+IG7u5933nn+r3/9y93di4qK/Igjjqh4z8qnqarSZxkAIjBtmntmpru045GZGZQj/Uia69XkozTzaERdu3ZVbm6uJOmYY47RsmXLtHnzZr3xxhsaOXJkxXTffPONJOnNN9/UX//6V0nShRdeqOuuu65impEjR6pZs2a1zl+TDz/8UB07dlTv3r0lSXvvvbck6euvv9aVV16p+fPnq1mzZvroo49qXU7v3r118cUXq6SkRGeeeaZyc3P1yiuvaMGCBerfv78kadu2berXr1/FPCNGjJAkde/eXZs3b1abNm3Upk0btWzZUl999VWl5Z977rk6+eSTdcstt+ixxx6raP+8YcMGjR49Wh9//LHMTCUlJRXznHTSSdpvv/12ivW1117TVVddJUk64ogjlJWVpY8++kivvfaarr76aklSt27d1KNHj4p5mjVrpnPOOadi+OWXX9Zvf/tbFRcXa/369crJydHpp5++03bl5OSoY8eOkqSDDz5YK1asULt27Wrdl/EYNmyYWrZsqZYtW+qAAw7Q559/rhdffFHz5s2reC+3bNmiAw44QJL02GOPadKkSSotLdXq1au1YMGCiu0bNWpUjes5/fTTZWbq3r27OnTooO7du0uScnJytGzZMhUVFWngwIFq3769JCk/P1+vvvqqJFUqHzVqVMUx9MILL1Rqv79x48aKMxYAkKzGj5eKiyuXFRcH5fn50cSE5NO0k+m77oo6gkpatmxZ8bpZs2basmWLysrK1LZt24p21vHaa6+9JKne81fnD3/4gzp06KD33ntPZWVlatWqVa3TH3/88Xr11Vf1j3/8Q2PGjNG1116rfffdVyeddJIefYw6w4IAACAASURBVPTRaucp3wcZGRmV9kdGRoZKS0srTdupUye1a9dO77//vmbMmFHRFOQXv/iFBg0apJkzZ2rZsmWV7hhZvl8aQqtWrSraE2/dulVXXHGF5s6dq86dO2vChAnaunVrvbZr5syZuuWWWyRJDzzwQNztoqseP6WlpXJ3jR49Wr/+9a8rTbt06VLdeeedevvtt7XvvvtqzJgxleKtbT/taltatGgRV7yxysrKNGfOnF0eUwCQTMLWlXGXIz3RZjpie++9t7p27VrRdtXdK26Bfdxxx2n69OmSpMLCQg0YMKBO87dp00abNm3aaZ7DDz9cq1ev1ttvvy1J2rRpk0pLS7VhwwZ17NhRGRkZevjhhyva3takqKhIHTp00KWXXqr/+Z//0TvvvKNjjz1Wr7/+uhYvXiwpqO3eVQ13bUaNGqXf/va32rBhQ0Wt6oYNG9SpUydJQTvpeAwYMECFYUO3jz76SMuXL9fhhx+u/v3767HHHpMkLViwQB988EG185cnovvvv782b968Wxc2nnXWWZo/f77mz5+/2xcYDhkyRE888YS++OILSdL69etVVFSkjRs3aq+99tI+++yjzz//XM8+++xurSdWnz599Morr2jt2rXavn27Hn30UZ1wwgnq27evXnnlFa1bt04lJSWV2mOffPLJuueeeyqGG+LPHwAkWpcudStHeiKZTgKFhYV68MEH1bNnT+Xk5Ojpp5+WJN1zzz0qKChQjx499PDDD+uPf/xjneb/3ve+pzvuuEO9evXSkiVLKqbfY489NGPGDF111VXq2bOnTjrppIqa1ylTpqhnz55atGjRLmt5Z8+erZ49e6pXr16aMWOGrr76arVv316TJ0/Weeedpx49eqhfv34VF1TWx3e/+11Nnz5d5557bkXZddddpxtuuEG9evXaqda3JldccYXKysrUvXt3jRo1SpMnT1bLli11xRVXaM2aNTrqqKN04403KicnR/vss89O87dt21aXXnqpunXrpqFDh1Y0q4jaUUcdpdtuu00nn3yyevTooZNOOkmrV6+ueF+OOOIInX/++RXNbhpCx44ddfvtt2vQoEHq2bOnjjnmGJ1xxhnq2LGjJkyYoH79+ql///468sgjK+a5++67NXfuXPXo0UNHHXVUxVkGAEhmEydKmZmVyzIzg3KgnHnYI0EqysvL8/KeF8otXLiw0o84UJvt27erpKRErVq10pIlS3TiiSfqww8/1B577BF1aGmPzzKAZFBYGLSRXr48qJGeOJH20unKzOa5+06nlJt2m2lgF4qLizVo0CCVlJTI3fXnP/+ZRBoAUCE/n+QZtSOZRlpr06aNqp7dAAAAiFeTbDOdyk1XAPAZBlB/3GQFja3JJdOtWrXSunXr+DEGUpS7a926dXSjB6DOCgulceOkoqLgFitFRcFwMiXUJPtNT5O7ALGkpEQrV66s1KcugNTSqlUrHXTQQfXq0xpA+srODhLoqrKypGXLGjuanZUn+7E3gsnMlCZNol12KqjpAsQml0wDAID0lJER1EhXZSaVlTV+PFUle7KP2tWUTDe5Zh4AACA9JftNVrijYtNEMg0AAJqEZL/JSrIn+6gfkmkAANAk5OcH7Y+zsoKmHVlZydUeOdmTfdQP/UwDAIAmI5lvslIeF3dUbFpIpgEAABpJMif7qB+aeQAAAAD1RDINAAAA1BPJNAAAAFBPJNMAAABAPZFMAwAAAPVEMg0AAADUE8k0AAAAUE8k0wAAAEA9kUwDAIBIFRZK2dlSRkbwXFgYdURA/LgDIgAAiExhoTRunFRcHAwXFQXDEncKRGqgZhoAAERm/PgdiXS54uKgHEgFJNMAACAyy5fXrRxINiTTAAAgMl261K0cSDYk0wAAIDITJ0qZmZXLMjODciAVkEwDAIDI5OdLkyZJWVmSWfA8aRIXHyJ10JsHAACIVH4+yTNSFzXTAAAAQD2RTAMAAKQgbnaTHGjmAQAAkGK42U3yoGYaAAAgxXCzm+RBMg0AAJBiuNlN8iCZBgAASDHc7CZ5kEwDAACkGG52kzxIpgEAAFIMN7tJHvTmAQAAkIK42U1yoGYaAAAAqCeSaQAAAKCeSKYBAACAeiKZBgAAAOopocm0mbU1syfMbJGZLTSzfma2n5n908w+Dp/3Dac1M7vbzBab2ftmdnQiYwMAAAB2V6Jrpv8o6Tl3P0JST0kLJf1M0ovufqikF8NhSTpV0qHhY5ykvyQ4NgAAAGC3JCyZNrN9JB0v6UFJcvdt7v6VpDMkTQknmyLpzPD1GZKmemCOpLZm1jFR8QEAAAC7K5E1010lrZFUYGbvmtkDZraXpA7uvjqc5jNJHcLXnSStiJl/ZVhWiZmNM7O5ZjZ3zZo1CQwfAAAAqF0ik+nmko6W9Bd37yXpa+1o0iFJcneX5HVZqLtPcvc8d89r3759gwULAAAA1FUik+mVkla6+7/D4ScUJNeflzffCJ+/CMevktQ5Zv6DwjIAAAAgKSUsmXb3zyStMLPDw6IhkhZImiVpdFg2WtLT4etZki4Ke/U4VtKGmOYgAAAAQNJpnuDlXyWp0Mz2kPSJpLEKEvjHzOwSSUWSzg2nfUbSaZIWSyoOpwUAAACSVkK7xnP3+WH75h7ufqa7f+nu69x9iLsf6u4nuvv6cFp39x+4+yHu3t3d5yYyNgAAUD+FhVJ2tpSRETwXFkYdERCdRNdMAwCAJqSwUBo3TiouDoaLioJhScrPjy4uICrcThwAAMRt/PgdiXS54uKgHEhHJNMAACBuy5fXrRxo6kimAQBA3Lp0qVs50NSRTAMAgLhNnChlZlYuy8wMyoF0RDINAADilp8vTZokZWVJZsHzpElcfIj0RTINoEmi6y4gcfLzpWXLpLKy4JlEGumMZBpAk1PedVdRkeS+o+uu3UmoSc4BNHV8z9WPuXvUMdRbXl6ez53LvV0AVJadHSTQVWVlBbVodVW1X10paCPKqW0ATQXfc7tmZvPcPW+ncpJpAE1NRkZQI12VWXBauq4aOjkHgGTD99yu1ZRM08wDQJPT0F130a8ugKaO77n6I5kG0OQ0dNdd9KsLoKnje67+SKYBJI2Guvilobvuol9dAE0d33P1RzINICk0dA8cDdl1V0Mn51wxDyDZ0H94/XEBIoCkkC4Xv3DFPACkJi5ABJDU0uXil/HjKyfSUjA8fnw08QAAdg/JNICkkC4Xv6TLnwYASBck0wCSQrpc/JIufxoAIF2QTANICuly8Uu6/GkAgHTRPOoAAKBcfn7TS56rKt++8eODph1dugSJdFPfbgBoqqiZBoBG1pDd9kl0tQcAUaJmGgBSWNWu9sr755ao7QaAxkDNNACkMLraA4BokUwDQAqjqz0AiBbJNACkMLraA4BokUwDQAqjqz0AiBbJNACksHTpnxsAkhW9eQBAikuH/rkBIFlRMw0AAADUE8k0AAAAUE8k0wAAAEA9kUwDACrh9uQAED8uQAQAVOD25ABQN9RMAwAqcHtyAKgbkmkAQAVuTw4AdUMyDaDeaFvb9HB7cgCoG5JpAPVS3ra2qEhy39G2loQ6tXF7cgCoG5JpAPVC29qmiduTA0DdmLtHHUO95eXl+dy5c6MOA0hLGRlBjXRVZlJZWePHAwBAIpnZPHfPq1pOzTSAeqFtLZBauMYBSAySaQD1QttaIHVwjQOQOCTTAOqFtrVA6uAaByBxaDMNAEATxzUOwO6jzTQAAGmKaxyAxCGZBgCgieMaByBxSKYBAGjiuMYBSJzmUQcAAAASLz+f5BlIBGqmAQAAgHoimQYAAADqiWQaAJAw3HUPQFNHm2kAQEKU33Wv/GYh5Xfdk2i7C6DpoGYaAJAQ3HUPQDogmQYAJMTy5XUrB4BURDINAEgI7roHIB2QTAMAEoK77gFIByTTAICE4K57ANIBvXkAABKGu+4BaOqomQYAAADqiWQaAAAADS5dbtpEMw8AAAA0qHS6aRM10wAAAGhQ6XTTJpJpAEDKSJfTxkCqS6ebNpFMAwBSQvlp46IiyX3HaWMSaiD5pNNNm0imAQApIZ1OGwOpLp1u2kQyDQBICel02hhIdel00yZ68wAApIQuXYKmHdWVA0g+6XLTJmqmgTTCxVtIZel02hhA6iCZBtIEF28h1aXTaWMAqcPcPeoY6i0vL8/nzp0bdRhASsjOrv4UeVaWtGxZY0cDAEBqMbN57p5XtZyaaSBNcPEWkFpolgWkBpJpIE2kU5+fQKqjWRaQOkimgTTBxVtA6qBPbSB1kEwDaYKLt4DUQbMsIHXQzzSQRtKlz08g1dGnNpA6qJkGACDJ0CwLSB0k0wAAJBmaZQGpg2QaAIAG0NBd2eXnB33Al5UFzyTSQHIimQYApK2GSoDpyg5IXyTTAIC01JAJMF3ZAemLZBoAkJYaMgGmKzsgfZFMAwDSUkMmwNxhFEhfJNMAgLTUkAkwXdkB6YtkGgCQlhoyAaYrOyB9JTSZNrNlZvaBmc03s7lh2X5m9k8z+zh83jcsNzO728wWm9n7ZnZ0ImMDAKS3hk6A6coOSE+NUTM9yN1z3T0vHP6ZpBfd/VBJL4bDknSqpEPDxzhJf2mE2AAAaYwEGMDuiqKZxxmSpoSvp0g6M6Z8qgfmSGprZh0jiA8AAACIS6KTaZf0vJnNM7NxYVkHd18dvv5MUofwdSdJK2LmXRmWAQAAAEmpeYKX/x13X2VmB0j6p5ktih3p7m5mXpcFhkn5OEnqQp9DQN2tWiU98URwXhsAgFRiJl1zTdRRVJLQZNrdV4XPX5jZTEl9JH1uZh3dfXXYjOOLcPJVkjrHzH5QWFZ1mZMkTZKkvLy8OiXiABTc4u2ZZ6KOAgCAusvISJ9k2sz2kpTh7pvC1ydLulXSLEmjJd0ePj8dzjJL0pVmNl1SX0kbYpqDAGgIb74ZJNK33ir98IdRRwMAQMpLZM10B0kzzax8PY+4+3Nm9rakx8zsEklFks4Np39G0mmSFksqljQ2gbEB6emmm6T27aUf/Uhq3TrqaAAASHkJS6bd/RNJPaspXydpSDXlLukHiYoHSHuvviq98IL0u9+RSAMA0EC4AyKQDtylX/xC6thRuvzyqKMBAKDJSHRvHgCSwYsvBjXT99wj7bln1NEAANBkUDMNNHXltdKdO0uXXhp1NAAANCnUTANN3bPPSnPmSPfdJ7VsGXU0AAA0KdRMA02Ze9CDR9eu0lg6yAEAoKFRMw00ZU8/Lc2bJxUUSC1aRB0NAABNDjXTQFNVVhbUSh92mHTBBVFHAwBAk0TNNNBUPf649MEHUmGh1JyPOgAAiUDNNNAUbd8uTZgg5eRIo0ZFHQ0AAE0W1VVAU/TII9KiRdITT0jNmkUdDQAATRY100CSKyyUsrOljIzgubBwFzOUlEi33CLl5kpnndUIEQIAkL6omQaSWGGhNG6cVFwcDBcVBcOSlJ9fw0xTp0pLlkizZgUZOAAASBhz96hjqLe8vDyfO3du1GEACZOdHSTQVWVlScuWVTPDtm1B7x0dOgQ3ajFLcIQAAKQHM5vn7nlVy6mZBpLY8uV1K9eDDwbZ9333kUgDANAIOAcMJLEuXepQvnWrNHGi1L+/dPLJCY0LAAAESKaBJDZxopSZWbksMzMo38l990mrVkm//CW10gAANBKSaSCJ5edLkyYFbaTNgudJk6q5+LC4WPr1r6VBg4IHAABoFLSZBpJcfn4tPXeU+9//lT7/XHryyUaJCQAABKiZBlLdpk3Sb34jDR0atJcGAACNhmQaSHV//KO0bp10661RRwIAQNohmQZS2VdfSb/7nXT66VKfPlFHAwBA2iGZBlLZ738fJNTUSgMAEAmSaSBVrVsn3XWXdM45Um5u1NEAAJCWSKaBVHXHHdLmzdItt0QdCQAAaYtkGkhFn38u3XOPdN55Uk5O1NEAAJC2SKaBVPSb3wS3D7/55qgjAQAgrZFMA6nm00+lv/xFuugi6bDDoo4GAIC0RjINpJpf/UoqLZVuuinqSAAASHsk00AqKSqSJk2SLr5Y6to16mgAAEh7JNNAKrntNslMuvHGqCMBAAAimQZSx5IlUkGBNG6c1Llz1NEAAACRTAOp49ZbpRYtpJ//POpIAABAiGQaSAWLFknTpklXXCF17Bh1NAAAIEQyDaSCW26R9txTuv76qCMBAAAxSKaBZPfxx9KMGdJVV0kHHBB1NAAAIAbJNJDsCgqCHjyuuirqSAAAQBUk00Ay275dmjpVOuUU6cADo44GAABUQTINJLN//lNatSq4SQsAAEg6JNNAMnvoIaldO+n006OOBACAyBQWStnZUkZG8FxYGHVEOzSPOgAANVi/Xnr6aemyy6Q99og6GgAAIlFYGNyvrLg4GC4qCoYlKT8/urjKUTMNJKtHHpG2bZPGjo06EgAAIjN+/I5EulxxcVCeDEimgWRVUCD16iXl5kYdCQAAkVm+vG7ljY1kGkhG770nvfMOtdIAgLTXpUvdyhsbyTSQjAoKgnbS558fdSQAAERq4kQpM7NyWWZmUJ4MSKaBZLNtW3C1xRlnBD15AACQxvLzpUmTpKys4B5mWVnBcDJcfCjRmweQfP7+d2ntWpp4AAAQys9PnuS5KmqmgWTz0EPB3Q5PPjnqSAAAwC6QTAPJZPVq6dlnpYsukpo1izoaAACwCyTTQDJ5+GGprIwmHgAApAiSaSBZuAe9ePTvLx12WNTRAACAOJBMA8lizhxp0SJqpQEASCEk00CyKCgIOs4899yoIwEAAHEimQaSQXGxNH26NHKk1KZN1NEAAIA4kUwDyeCvf5U2baKJBwAAKYZkGkgGDz0kHXywdPzxUUcCAADqgGQaiNrSpdLLL0tjxgT3SQUAACmDZBqI2pQpQRI9enTUkQAAgDoimQaiVFYmTZ4snXii1KVL1NEAAIA6IpkGGlhhoZSdLWVkBM+FhbVM/PLLUlERFx4CAJCimkcdANCUFBZK48YFPd1JQZ48blzwOj+/mhkKCqR99pHOPLPRYgQAAA2HmmmgAY0fvyORLldcHJTvZMMG6cknpfPPl/bcs1HiAwAADYtkGmhAy5fXoXzGDGnrVpp4AACQwkimgQZU0zWE1ZY/9JCUkyPl5SU0JgAAkDgk00ADmjhRysysXJaZGZRXsnCh9O9/B7XS9C0NAEDKIpkGGlB+vjRpkpSVFeTIWVnB8E4XHxYUSM2bSxdcEEmcAACgYdCbB9DA8vNr6LmjXEmJNHWqNGyY1KFDo8UFAAAaHjXTQGN77jnp88+58BAAgCaAZBpobAUF0gEHSKedFnUkAABgN5FMA41pzRrpb3+TLrxQatEi6mgAAMBuIpkGGtO0aVJpKU08AABoIkimgcbiHjTx6N076F8aAACkPJJpoLG88470wQfSxRdHHQkAAGggJNNAYykokFq1kr73vagjAQAADYRkGmgMW7dKhYXSWWdJbdtGHQ0AAGggJNNAY3j6aemrr7jwEACAJoZkGmgMBQVSly7S4MFRRwIAABoQyTSQaCtWSM8/L40eLTVrFnU0AACgAZFMA4k2dWrQLd6YMVFHAgAAGhjJNJBI7tLkydIJJ0gHHxx1NAAAoIGRTAOJ9Npr0uLF9C0NAEATRTINJFJBgdSmjXTOOVFHAgAAEoBkGkiUzZulxx6Tzj1X2muvqKMBAAAJQDINJMrjj0tff03f0gAANGEk00CiFBRIhx0mHXdc1JEAAIAESXgybWbNzOxdM/t7ONzVzP5tZovNbIaZ7RGWtwyHF4fjsxMdG5AwH38s/etfQa20WdTRAACABGmMmumrJS2MGf6NpD+4+7clfSnpkrD8EklfhuV/CKcDUtPkyVJGhnTRRVFHAgAAEiihybSZHSRpmKQHwmGTNFjSE+EkUySdGb4+IxxWOH5IOD2QWrZvD27UMnSodOCBUUcDAAASKNE103dJuk5SWTjcTtJX7l4aDq+U1Cl83UnSCkkKx28Ip6/EzMaZ2Vwzm7tmzZpExg7UzwsvSCtX0rc0AABpIGHJtJkNl/SFu89ryOW6+yR3z3P3vPbt2zfkooGGUVAg7befdPrpUUcCAAASrHkCl91f0ggzO01SK0l7S/qjpLZm1jysfT5I0qpw+lWSOktaaWbNJe0jaV0C4wMa3vr10syZ0ve/L7VsGXU0AAAgwRJWM+3uN7j7Qe6eLel7kl5y93xJL0v6bjjZaElPh69nhcMKx7/k7p6o+ICEePRRads2mngAAJAmouhn+npJ15rZYgVtoh8Myx+U1C4sv1bSzyKIDdg9BQVSbm7wAAAATV4im3lUcPfZkmaHrz+R1KeaabZKGtkY8QAJ8f770rx50h//GHUkAACgkXAHRKChFBRILVpI558fdSQAAKCRkEwDDWHbNmnaNOmMM6T99486GgAA0EhIpoGG8I9/SGvXBrcPBwAAaYNkGmgIBQVSx47SySdHHQkAAGhEJNPA7vrsM+mZZ6SLLpKaN8o1vQAAIEmQTAO76+GHpe3baeIBAEAaIpkGdod70MTjuOOkww+POhoAANDISKaB3fHvf0sLF1IrDQBAmiKZBnZHQYG0557SuedGHQkAAIgAyTRQX8XF0vTp0siR0t57Rx0NAACIAMk0UF8zZ0obN9LEAwCANEYyDdTXQw9JXbtKxx8fdSQAACAiJNNAfSxbJr30kjRmjJTBxwgAgHRFFgDUx5Qpkpk0enTUkQAAgAiRTAN1VVYmTZ4sDRkiZWVFHQ0AAIgQyTRQV7NnB808uPAQAIC0RzIN1FVBgbTPPtJZZ0UdCQAAiBjJNFAXGzZITz4pnXdecLMWAACQ1kimgbp47DFpyxaaeAAAAEkk04AKC6Xs7KCHu+zsYLhGDz0kHXWU1Lt3I0UHAACSWfOoAwCiVFgojRsX3BlckoqKgmFJys+vMvHChdKcOdIddwTd4gEAgLRHzTTS2vjxOxLpcsXFQflOJk+WmjWTLrywMUIDAAApgGQaaW358jjLS0ulqVOlYcOkDh0SHhcAAEgNJNNIa126xFn+3HPSZ59x4SEAAKiEZBppbeJEKTOzcllmZlBeSUGB1L59UDMNAAAQIplGWsvPlyZNCu4KbhY8T5pU5eLDtWulv/0taCvdokVksQIAgORDbx5Ie/n51fTcEauwUCopoYkHAADYSdw102b2HTMbG75ub2ZdExcWkCTcg76l8/Kkbt2ijgYAACSZuJJpM7tZ0vWSbgiLWkialqiggKTx7rvS++9LF18cdSQAACAJxVszfZakEZK+liR3/1RSm0QFBSSNggKpZUvpe9+LOhIAAJCE4k2mt7m7S3JJMrO9EhcSkCS2bg3aS591lrTvvlFHAwAAklC8yfRjZnafpLZmdqmkFyTdn7iwgCQwa5b05ZdceAgAAGoUV28e7n6nmZ0kaaOkwyXd5O7/TGhkQNQKCqTOnaUhQ6KOBAAAJKm4kumw545/lSfQZranmWW7+7JEBgdEZtUq6fnnpZ//XGrWLOpoAABAkoq3mcfjkspihreHZUDTNHWqVFYmjRkTdSQAACCJxZtMN3f3beUD4es9EhMSELHyvqWPP1465JCoowEAAEks3mR6jZmNKB8wszMkrU1MSEDEXn9dWryYvqUBAMAuxXs78cskFZrZnySZpBWSLkpYVECUCgqk1q2l73436kgAAECSi7c3jyWSjjWz1uHw5oRGBURl82bpscekc8+V9qI7dQAAULt4e/NoKekcSdmSmpuZJMndb01YZEAUnngiSKjpWxoAAMQh3mYeT0vaIGmepG8SFw4QsYIC6dBDpf79o44EAACkgHiT6YPc/ZSERgJEbfFi6dVXpV/9SgrPvgAAANQm3t483jCz7gmNBIja5MlSRoZ0EdfWAgCA+MRbM/0dSWPMbKmCZh4myd29R8IiAxrT9u3SlCnSySdLnTpFHQ0AAEgR8SbTpyY0CiBqL74orVwp/f73UUcCAABSSLxd4xVJkpkdIKlVQiMColBQIO23nzRixK6nBQAACMXVZtrMRpjZx5KWSnpF0jJJzyYwLqDxfPmlNHOmdP75UsuWUUcDAABSSLwXIP5S0rGSPnL3rpKGSJqTsKiAxvToo9I339C3NAAAqLN4k+kSd18nKcPMMtz9ZUl5CYwLaDwFBVLPnlKvXlFHAgAAUky8FyB+Fd5K/FVJhWb2haSvExcW0Eg++ECaO1e66y76lgYAAHUWb830GZK2SPqRpOckLZF0eqKCAhpNQYHUooWUnx91JAAAIAXF25tHbC30lATFAjSukhJp2jTp9NOl/fePOhoAAJCCak2mzew1d/+OmW2S5LGjFNy0Ze+ERgck0j/+Ia1ZI118cdSRAACAFFVrMu3u3wmf2zROOEAjKiiQOnaUhg6NOhIAAJCidtlm2syamdmixggGaDSffRbUTF94odQ83utwAQAAKttlMu3u2yV9aGZdGiEeoHFMmyZt307f0gAAYLfEWyW3r6T/mtlbiukSz9259zJSj3vQxKNfP+mII6KOBgAApLB4k+lfJDQKoDG9/ba0YIE0aVLUkQAAgBQXb9d4ryQ6EKDRPPSQtOee0qhRUUcCAABSXFw3bTGzY83sbTPbbGbbzGy7mW1MdHBAg9uyRZo+XTrnHGlvenYEAAC7J947IP5J0nmSPpa0p6T/kfS/iQoKSJiZM6UNG+hbGgAANIh4k2m5+2JJzdx9u7sXSDolcWEBCfLQQ1J2tnTCCVFHAgAAmoB4L0AsNrM9JM03s99KWq06JOJAUigqkl56Sbr5ZimDwxcAAOy+eDOKC8Npr1TQNV5nSeckKiggIaZMCZ7HjIk0DAAA0HTEWzN9jKR/uPtGSbckMB4gMcrKpMmTpcGDpaysqKMBAABNRLw106dL+sjMHjaz4WbG/ZeRWl55RVq6lDseAgCABhVXMu3uYyV9W9LjCnr1WGJmDyQyMKBBFRQEXeGddVbUkQAAgCYk7hpm8Y20EAAAIABJREFUdy8xs2cluYLu8c5U0EUekNw2bpSeeEK66CIpMzPqaAAAQBMS701bTjWzyQr6mT5H0gOSvpXAuICG89hjwc1aaOIBAAAaWLw10//f3p0GyVXdaRp//iohRLEKIwMGJGEWG7xgbMB4Aww2ZrFBDRgEhVSyPKOebrv3jmhPayI6pmeIdi/RHeOxp7s148oqoUJiB2Gz2YANxmZr9sUYgS0BZhEGxFKg9cyHe4GS0JKVlVknl+cXkZGZJ/OW3tRVwqurc8+dBVwI/H5KaVUD80j119cHBx0ERxyRO4kkSWozVZXplNLZjQ4iNcQvfwm/+AX8wz9ARO40kiSpzWxxmkdE/Ky8fzUiXtn4fmwiSqPQ3w9dXTBzZu4kkiSpDW3xyHRK6bPl/Y5jE0eqo7VrYcECOOkk2MMp/pIkqf6qXs0jIiZRXPnw7W1SSnc3IpRUF9ddB88844mHkiSpYaoq0xHxP4DZwBPA+nI4Acc2JpZUB5UK7LYbnHxy7iSSJKlNVXtk+kxgv5TS6kaGkermhRdgyRL45jdhwoTcaSRJUpuq9nLiDwK7NDKIVFeDg7BmjVM8JElSQ1V7ZPrvgHsi4kHg7XWmU0qnNCSVNFqVCnziE/CRj+ROIkmS2li1ZXoA+HvgAd6ZMy01p3vugfvug+9+N3cSSZLU5qot00Mppe80NIlUL5UKbLstnO21hiRJUmNVW6ZviYi/A5aw4TQPl8ZTc1m1qpgvPX067Lpr7jSSJKnNVVumDy3vjxw25tJ4aj5LlsCLL3rioSRJGhNVlemU0ucbHUSqi0oF9t4bvvCF3EkkSVIHqGppvIjYPSK+HxHXlM8Pjoivb2WbiRFxR0TcFxEPRcR/L8f3jYjbI2JpRFwYERPK8W3L50vL16eN7qOp4zz9dHHVw95e6OrKnUaSJHWAateZ7geuA95XPv8V8Kdb2WYVcGxK6RDgY8AJEXEkxaog/5JS2h94CXirlH8deKkc/5fyfdImDQ7CtGkwblxxPzgILFgA69fD7Nl5w0mSpI5RbZneLaV0EeWyeCmltcC6LW2QCq+VT7cpb2/Ns76kHB8AppePTy2fU75+XERElfnUQQYHYe5cWLYMUiru5/7nxCvfqcDnPgf77587oiRJ6hDVlunXI+I9FGWY8gjzyq1tFBFdEXEv8DzwI+Bx4OWyjAM8BexVPt4LeBLeLusrgfdUmU8dZN48GBracOxjb/ycnZ59zBMPJUnSmKp2NY8/p1gWb7+IuBWYDJyxtY1SSuuAj0XELsDlwAdrDfqWiJgLzAWYMmXKaH+cWtDy5e8e+xoVXmN7dvjqV8c+kCRJ6lhbPDIdEYdHxB7letJHA39NMRf6eoqjylVJKb0M3AR8CtglIt4q8XsDT5ePnwb2KX/d8cDOwO828bPmp5QOSykdNnny5GojqI1s/Heobl7nLC7k6u3PhB12yBNKkiR1pK1N8/h3YHX5+NPAPOB7FCcOzt/ShhExuTwiTURsB3wReISiVL91VLsXuLJ8vKR8Tvn6jSmlVPUnUcc47zzo7n7n+Rlcwo68xi5/5hQPSZI0trY2zaMrpfRi+fgsYH5K6VLg0nIu9JbsCQxERBdFab8opfSDiHgYWBwR/xO4B/h++f7vA+dHxFLgRWBGDZ9HHaCnp7ifN6+Y8vEHEyq8ssv+HP+3n80bTJIkdZytlumIGF+eEHgc5VzlarZNKd3PO1dOHD7+BHDEJsbfBJzwqqr09JSl+vHHYf+fwh+fBy7+IkmSxtjWyvQi4KcR8QLwBnALQETsTxWreUgN199fLDY9a1buJJIkqQNt7ejyeRFxA8WUjeuHzWEeB/xRo8NJW7RuHQwMwBe/WFxCXJIkaYxtdWm8lNJtmxj7VWPiSCNw443w5JPwT/+UO4kkSepQ1V60RWo+fX0waRKcckruJJIkqUNZptWaXn4ZLr8czjkHJk7MnUaSJHUoy7Ra06JFsGqVlw+XJElZWabVmioV+OhH4eMfz51EkiR1MMu0Ws+DD8KddxZHpV1bWpIkZWSZVuupVGD8+HcuhShJkpSJZVqtZc0aWLgQvvIVmDw5dxpJktThLNNqLVdfDc8/D3Pm5E4iSZJkmVaL6euDPfaAE07InUSSJMkyrRby3HPwwx/CzJnFnGlJkqTMLNNqHQsXwrp1ri0tSZKahmVarSGlYorHkUfCQQflTiNJkgRYptUq7rwTHn7Yo9KSJKmpWKbVGioV2G47OOus3EkkSZLeZplW83vjDVi0CE47DXbeOXcaSZKkt1mm1fyuuAJWrnRtaUmS1HQs02p+fX0wbRocc0zuJJIkSRuwTKu5LV8ON9wAvb0wzj+ukiSpudhO1NwGBopl8Xp7cyeRJEl6F8u0mtf69dDfD8ceC/vumzuNJEnSu1im1bxuvhmeeMK1pSVJUtOyTKt5VSqw007FkniSJElNyDKt5vTqq3DJJcVFWrq7c6eRJEnaJMu0mtNFF8HQkGtLS5KkpmaZVnPq64MPfhA++cncSSRJkjbLMq3m8+ij8POfFyceRuROI0mStFmWaTWf/n7o6oKZM3MnkSRJ2iLLtJrL2rXFhVpOPBH23DN3GkmSpC2yTKu5XH89PPOMa0tLkqSWYJlWc6lUYLfd4Mtfzp1EkiRpqyzTah4vvABXXgk9PTBhQu40kiRJW2WZVvO44AJYs8YpHpIkqWVYptU8KhX4+MfhkENyJ5EkSaqKZVrN4d57i5tHpSVJUguxTKs5VCrFPOlzzsmdRJIkqWqWaeW3ahUsXAjTp8Ouu+ZOI0mSVDXLtPK76ip48UWneEiSpJZjmVZ+lQrstRd88Yu5k0iSJI2IZVp5/fa3cO210NsLXV2500iSJI2IZVp5LVgA69fD7Nm5k0iSJI2YZVr5pFRM8fjsZ+GAA3KnkSRJGjHLtPL5xS/gV7/yxENJktSyLNPKp1KB7beHr341dxJJkqSaWKaVx+uvw+LFRZHeccfcaSRJkmpimVYel14Kr73mFA9JktTSLNPKo1KB/faDz30udxJJkqSaWaY19p54An7yk+KodETuNJIkSTWzTGvs9fcXJXrWrNxJJEmSRsUyrbG1fj0MDBSXDt9nn9xpJEmSRsUyrbF1442wfLknHkqSpLZgmdbYqlRgl11g+vTcSSRJkkbNMq2x8/LLcNllcM45MHFi7jSSJEmjZpnW2Fm8GN580ykekiSpbVimNSYGB+HeP6nwAB9m2umfYHAwdyJJkqTRs0yr4QYH4V/+00N8bPUd9DGHZcuDuXOxUEuSpJZnmVbDzZsHM96ssIbxLORcAIaGinFJkqRWZplWw/122Rpmcj4/4Mu8wOS3x5cvzxhKkiSpDizTarhZk69hd56nwoYnHk6ZkimQJElSnVim1XB/M6XCc+zONZz49lh3N5x3XsZQkiRJdWCZVmM9/zz73PcDfnfSTPaaug0RMHUqzJ8PPT25w0mSJI3O+NwB1OYWLoS1azn4H7/Gbw7OHUaSJKm+PDKtxkkJ+vrgk5+Eg23SkiSp/Vim1Th33QUPPeQVDyVJUtuyTKtxKhWYOBFmzMidRJIkqSEs02qMN9+ERYvgtNNg551zp5EkSWoIy7Qa44or4OWXYc6c3EkkSZIaxjKtxujrK9bA+/zncyeRJElqGMu06m/5cvjxj6G3F8b5R0ySJLUvm47qb8GCYlm82bNzJ5EkSWooy7Tqa/36YhWPz38e9t03dxpJkqSGskyrvm65BZ54wrWlJUlSR7BMq74qFdhxRzj99NxJJEmSGs4yrfp59VW4+GI46yzo7s6dRpIkqeEs06qfiy+GoSHXlpYkSR3DMq366euDD3wAjjwydxJJkqQxYZlWffzqV3DrrcWJhxG500iSJI0Jy7Tqo78furpg1qzcSSRJksaMZVqjt24dDAzACSfAnnvmTiNJkjRmLNMaveuvh9/+1rWlJUlSx7FMa/QqFXjPe+ArX8mdRJIkaUxZpjU6L74IV14J554LEybkTiNJkjSmGlamI2KfiLgpIh6OiIci4k/K8V0j4kcR8Vh5P6kcj4j4TkQsjYj7I+LjjcqmOrrgAli92ikekiSpIzXyyPRa4C9SSgcDRwLfiIiDgW8BN6SUDgBuKJ8DnAgcUN7mAv/awGyql74+OPRQOOSQ3EkkSZLGXMPKdErpmZTS3eXjV4FHgL2AU4GB8m0DwPTy8anAglS4DdglIlwaopnddx/cc49HpSVJUscakznTETENOBS4Hdg9pfRM+dKzwO7l472AJ4dt9lQ5tvHPmhsRd0XEXStWrGhYZlWhUinmSZ9zTu4kkiRJWTS8TEfEDsClwJ+mlF4Z/lpKKQFpJD8vpTQ/pXRYSumwyZMn1zGpRmT1ali4EE49tVjJQ5IkqQM1tExHxDYURXowpXRZOfzcW9M3yvvny/GngX2Gbb53OaZmdNVV8LvfOcVDkiR1tEau5hHA94FHUkr/POylJUBv+bgXuHLY+KxyVY8jgZXDpoOo2VQq8L73wfHH504iSZKUzfgG/uzPADOBByLi3nLsr4FvAxdFxNeBZcCZ5WtXAycBS4EhwEOezeqZZ+Caa+Cv/gq6unKnkSRJyqZhZTql9DMgNvPycZt4fwK+0ag8qqPzz4f162H27NxJJEmSsvIKiBqZlIq1pT/zGTjwwNxpJEmSsrJMa2Ruuw0efdQTDyVJkrBMa6QqFejuhjPP3Pp7JUmS2pxlWtV7/XVYvBi++lXYccfcaSRJkrKzTKt6l10Gr77qFA9JkqSSZVrVq1Rgv/3gqKNyJ5EkSWoKlmlV59e/hptuKpbDi82teChJktRZLNOqTn9/UaJ7e7f6VkmSpE5hmdbWrV8PAwPwhS/APvvkTiNJktQ0LNPauptugmXLYM6c3EkkSZKaimVaW1epwC67wPTpuZNIkiQ1Fcu0tuzll+HSS+Hss2HixNxpJEmSmoplWlt24YXw5puuLS1JkrQJlmltWaUCH/4wHHZY7iSSJElNxzKtzXvkEbj99uKotGtLS5IkvYtlWpvX1wfjx8O55+ZOIkmS1JQs09q0NWvg/PPh5JPhve/NnUaSJKkpWaa1addeC88959rSkiRJW2CZ1qZVKsUR6RNPzJ1EkiSpaVmm9W7PPw9XXQUzZ8I22+ROI0mS1LQs03q3wUFYu9a1pSVJkrbCMq0NpVRM8TjiCPjQh3KnkSRJamqWaW3o7rvhgQc8Ki1JklQFy7Q21NcHEyfCjBm5k0iSJDU9y7Te8eabcMEFcNppsMsuudNIkiQ1Pcu03nHllfDyy07xkCRJqpJlWu+oVGDKFDj2WAYHYdo0GDeuuB8czB1OkiSp+VimVXjySbj+eujtZXDROObOhWXLisU9li2DuXMt1JIkSRuzTKuwYEHRnGfPZt48GBra8OWhIZg3L080SZKkZmWZVlGi+/vhmGPg/e9n+fJNv21z45IkSZ3KMi342c9g6dK3TzycMmXTb9vcuCRJUqeyTKtYW3rHHeH00wE47zzo7t7wLd3dxbgkSZLeYZnudK+9BhdfDGedBdtvD0BPD8yfD1OnQkRxP39+MS5JkqR3jM8dQJldfDG8/vq71pbu6bE8S5IkbY1HpjtdpQIf+AB86lO5k0iSJLUcy3Qne+wxuOUWmD27mM8hSZKkEbFMd7L+/uISh7Nm5U4iSZLUkizTnWrdOhgYgBNOgPe9L3caSZKklmSZ7lQ/+hE8/fS7TjyUJElS9SzTnapSgV13ha98JXcSSZKklmWZ7kQvvghXXAHnngvbbps7jSRJUsuyTHeiRYtg9WqneEiSJI2SZboT9fXBxz5W3CRJklQzy3Snuf9+uPtuj0pLkiTVgWW601QqMGGC1wqXJEmqA8t0J1m9GhYuhFNOgfe8J3caSZKklmeZ7iQ/+AG88IJTPCRJkurEMt1JKhXYc084/vjcSSRJktqCZbpTPPssXHMN9PbC+PG500iSJLUFy3SnOP98WLfOKR6SJEl1ZJnuBCkVa0t/+tNw4IG500iSJLUNy3QnuP12+OUvPSotSZJUZ5bpTlCpQHc3nHlm7iSSJEltxTLd7oaGYPFiOOMM2Gmn3GkkSZLaimW63V12GbzyilM8JEmSGsAy3e4qFdh3XzjqqNxJJEmS2o5lup395jdw443FUelx7mpJkqR6s2G1s4EBiCgu1CJJkqS6s0y3q/Xriykexx0HU6bkTiNJktSWLNPt6ic/gWXLYM6c3EkkSZLalmW6XVUqsPPOMH167iSSJEltyzLdjlauhEsvhbPPhu22y51GkiSpbVmm29GFF8Ibb7i2tCRJUoNZpttRpQIf+hAcfnjuJJIkSW3NMt1uHnkEbrutOCodkTuNJElSW7NMt5v+fujqgnPPzZ1EkiSp7Vmm28natbBgAZx8Muy+e+40kiRJbc8y3U6uvRaefdYTDyVJksaIZbqdVCrw3vcWR6YlSZLUcJbpdrFiBSxZUsyV3mab3GkkSZI6gmW6XQwOFnOmneIhSZI0ZizT7SClYorH4YfDhz+cO40kSVLHsEy3g3vugfvv96i0JEnSGLNMt4O+Pth2W5gxI3cSSZKkjmKZbnVvvgkXXAC/93swaVLuNJIkSR3FMt3qliyBl16COXNyJ5EkSeo4lulWV6nAPvvAscfmTiJJktRxLNOt7Kmn4LrroLcXurpyp5EkSeo4lulWtmBBsSze7Nm5k0iSJHUky3Sremtt6aOPhv32y51GkiSpI1mmW9Wtt8LSpa4tLUmSlJFlulX19cEOO8AZZ+ROIkmS1LEs063otdfgoovgzDNh++1zp5EkSepYDSvTEdEXEc9HxIPDxnaNiB9FxGPl/aRyPCLiOxGxNCLuj4iPNypXW7jkEnj9ddeWliRJyqyRR6b7gRM2GvsWcENK6QDghvI5wInAAeVtLvCvDczV+ioVOPBA+PSnNxgeHIRp02DcuOJ+cDBLOkmSpI7RsDKdUroZeHGj4VOBgfLxADB92PiCVLgN2CUi9mxUtpa2dCncfHOxHF7E28ODgzB3LixbViz0sWxZ8dxCLUmS1DhjPWd695TSM+XjZ4Hdy8d7AU8Oe99T5di7RMTciLgrIu5asWJF45I2q/7+4tDzrFkbDM+bB0NDG751aKgYlyRJUmNkOwExpZSAVMN281NKh6WUDps8eXIDkjWxdetgYAC+9CXYa8O/ayxfvulNNjcuSZKk0RvrMv3cW9M3yvvny/GngX2GvW/vckzD/fjHxSXEN7G29JQpm95kc+OSJEkavbEu00uA3vJxL3DlsPFZ5aoeRwIrh00H0VsqFdh1VzjllHe9dN550N294Vh3dzEuSZKkxmjk0niLgF8AH4iIpyLi68C3gS9GxGPAF8rnAFcDTwBLgf8L/GGjcrWsl16CK66Anh7Ydtt3vdzTA/Pnw9SpxXmJU6cWz3t6MmSVJEnqEOMb9YNTSmdv5qXjNvHeBHyjUVnawqJFsGrVFi8f3tNjeZYkSRpLXgGxVfT1wSGHwKGH5k4iSZKkkmW6FTzwAPzHf2zxqLQkSZLGnmW6FVQqsM02zuGQJElqMpbpZrd6NSxcWKzgsdtuudNIkiRpGMt0s/vhD2HFCqd4SJIkNSHLdLOrVGDPPYurHkqSJKmpWKab2bPPwtVXw6xZML5hqxhKkiSpRpbpZrZwIaxb5xQPSZKkJmWZblYpFWtLf+pT8IEP5E4jSZKkTbBMN6s77oBHHvGotCRJUhOzTDerSgW22w7OOit3EkmSJG2GZboZDQ3BokVwxhmw006500iSJGkzLNPN6PLL4ZVXnOIhSZLU5CzTzahSgWnT4OijcyeRJEnSFlimm81vfgM33lgclR7n7pEkSWpmtrVmMzBQ3Pf25s0hSZKkrbJMN5P166G/H449FqZOzZ1GkiRJW2GZbiY//WkxzcMTDyVJklqCZbqZVCqw885w2mm5k0iSJKkKlulmsXIlXHIJzJhRXKxFkiRJTc8y3SwuugjeeMMpHpIkSS3EMt0sKhU46CA44ojcSSRJklQly3Qz+OUv4Re/gDlzICJ3GkmSJFXJMt0MKhXo6oJzz82dRJIkSSNgmc5t7VpYsABOOgn22CN3GkmSJI2AZTq3666DZ5/1xENJkqQWZJnOra8PdtsNTj45dxJJkiSNkGU6pxdegKuugpkzYcKE3GkkSZI0QpbpnAYHYc0ap3hIkiS1KMt0LikVUzw+8Qn4yEdyp5EkSVINLNO53HMP3H9/sba0JEmSWpJlOpdKBbbdFs4+O3cSSZIk1cgyncOqVXDBBTB9OkyalDuNJEmSamSZzmHJEnjxRad4SJIktTjLdA59fbD33nDccbmTSJIkaRQs02Pt6afh+uuhtxe6unKnkSRJ0ihYpsfaggWwfj3Mnp07iSRJkkbJMj2WUipW8TjqKNh//9xpJEmSNEqW6bF0663w2GNe8VCSJKlNWKbHUqUC228PZ5yRO4kkSZLqwDI9Vl5/HS66CM48E3bYAYDBQZg2DcaNK+4HB7MmlCRJ0giNzx2gY1xyCbz22ttrSw8Owty5MDRUvLxsWfEcoKcnU0ZJkiSNiEemx0pfHxxwAHzmMwDMm/dOkX7L0FAxLkmSpNZgmR4Ljz8ON99cLIcXAcDy5Zt+6+bGJUmS1Hws02Ohv7+YGD1r1ttDU6Zs+q2bG5ckSVLzsUw32rp1MDAAxx9fXEK8dN550N294Vu7u4txSZIktQbLdKPdcAM8+eS71pbu6YH582Hq1GLmx9SpxXNPPpQkSWodrubRaJUKTJoEp5zyrpd6eizPkiRJrcwj04300ktw+eVwzjkwcWLuNJIkSaozy3QjLV4Mq1a9vba0JEmS2otlupH6+uCjH4VDD82dRJIkSQ1gmW6UBx+Eu+4qTjws15aWJElSe7FMN0qlAuPHe4ahJElSG7NMN8KaNXD++cUKHpMn504jSZKkBrFMN8IPfwgrVrxrbWlJkiS1F8t0I1QqsMcecMIJuZNIkiSpgSzT9fbcc8WR6ZkziznTkiRJaluW6XpbuBDWrXOKhyRJUgewTNdTSsXa0kceCQcdlDuNJEmSGswyXU933gkPP+xRaUmSpA5hma6nSgW22w7OOit3EkmSJI0By3S9vPEGLFoEp58OO++cO40kSZLGgGW6Xi6/HFaudIqHJElSB7FM10ulAtOmwTHH5E4iSZKkMWKZrodly+CGG6C3F8b5WypJktQpbH71MDBQLIs3e3buJJIkSRpDlunRWr8e+vvh2GOLaR6SJEnqGJbp0br5Zvj1rz3xUJIkqQNZpkerUoGddoLTTsudRJIkSWPMMj0ar7wCF18MM2ZAd3fuNJIkSRpjlunRuOii4mItTvGQJEnqSJbp0ahU4IMfhE9+MncSSZIkZWCZrtWjj8LPfw5z5kBE7jSSJEnKwDJdq0oFurpg5szcSSRJkpSJZboWa9fCggVw4omwxx6500iSJCkTy/QIDQ7C7L2uh2ee4fdv/xqDg7kTSZIkKZfxuQO0ksFBmDsX+ocqrGA3Kiu+zMK5xWs9PXmzSZIkaex5ZHoE5s2D7YZe4FSuZCHnsoYJDA0V45IkSeo8lukRWL4cDuZhXmEnKnxtg3FJkiR1Hqd5jMCUKXDLsqN4H79lDRM2GJckSVLn8cj0CJx3XnHV8OFFuru7GJckSVLnsUyPQE8PzJ8PU6cW12mZOrV47smHkiRJnclpHiPU02N5liRJUsEj05IkSVKNmqpMR8QJEfFoRCyNiG/lziNJkiRtSdOU6YjoAr4HnAgcDJwdEQfnTSVJkiRtXtOUaeAIYGlK6YmU0mpgMXBq5kySJEnSZjVTmd4LeHLY86fKsQ1ExNyIuCsi7lqxYsWYhZMkSZI21kxluioppfkppcNSSodNnjw5dxxJkiR1sGYq008D+wx7vnc5JkmSJDWlZirTdwIHRMS+ETEBmAEsyZxJkiRJ2qymuWhLSmltRHwTuA7oAvpSSg9ljiVJkiRtVtOUaYCU0tXA1blzSJIkSdVopmkekiRJUkuxTEuSJEk1skxLkiRJNbJMS5IkSTWyTEuSJEk1skxLkiRJNbJMS5IkSTWyTEuSJEk1skxLkiRJNbJMS5IkSTWyTEuSJEk1skxLkiRJNbJMS5IkSTWyTEuSJEk1skxLkiRJNYqUUu4MNYuIFcCyTL/8bsALmX5tvcP90BzcD83B/dAc3A/Nwf3QPNplX0xNKU3eeLCly3ROEXFXSumw3Dk6nfuhObgfmoP7oTm4H5qD+6F5tPu+cJqHJEmSVCPLtCRJklQjy3Tt5ucOIMD90CzcD83B/dAc3A/Nwf3QPNp6XzhnWpIkSaqRR6YlSZKkGlmmJUmSpBpZpjcSESdExKMRsTQivrWJ17eNiAvL12+PiGnDXvuv5fijEfGlsczdbmrdDxExLSLeiIh7y9u/jXX2dlLFfjgqIu6OiLURccZGr/VGxGPlrXfsUrenUe6LdcO+E0vGLnX7qWI//HlEPBwR90fEDRExddhrfifqZJT7we9DnVSxH/5LRDxQ/l7/LCIOHvZa+3SmlJK38gZ0AY8D7wcmAPcBB2/0nj8E/q18PAO4sHx8cPn+bYF9y5/TlfszteJtlPthGvBg7s/QDrcq98M04KPAAuCMYeO7Ak+U95PKx5Nyf6ZWvY1mX5SvvZb7M7TDrcr98Hmgu3z8B8P+2+R3ogn2Q/nc78PY7Yedhj0+Bbi2fNxWnckj0xs6AliaUnoipbQaWAycutF7TgUGyseXAMdFRJTji1NKq1JKvwaWlj9PIzea/aD62ep+SCn9JqV0P7B+o22/BPwopfRiSukl4EfACWMRuk2NZl+ofqrZDzellIbKp7cBe5eP/U7Uz2j2g+qnmv3wyrCn2wNvrXrRVp3JMr2hvYAnhz1/qhzb5HtSSmuBlcB7qtxW1RnNfgDYNyLuiYifRsTnGh22jY3mz7Tfh/oa7e/nxIi4KyJui4jp9Y0pqKMVAAAEpUlEQVTWUUa6H74OXFPjttq80ewH8PtQL1Xth4j4RkQ8DvwD8Mcj2bZVjM8dQKqzZ4ApKaXfRcQngCsi4kMb/e1Y6jRTU0pPR8T7gRsj4oGU0uO5Q7WziDgXOAw4OneWTraZ/eD3YQyllL4HfC8izgH+G9B25wt4ZHpDTwP7DHu+dzm2yfdExHhgZ+B3VW6r6tS8H8p/MvodQErpPyjmYR3Y8MTtaTR/pv0+1Neofj9TSk+X908APwEOrWe4DlLVfoiILwDzgFNSSqtGsq2qMpr94Pehfkb6Z3ox8Na/BLTV98EyvaE7gQMiYt+ImEBxYtvGZ/ou4Z2/VZ0B3JiK2fRLgBnlKhP7AgcAd4xR7nZT836IiMkR0QVQHnU4gOJEH41cNfthc64Djo+ISRExCTi+HFNtat4X5T7Ytny8G/AZ4OGGJW1vW90PEXEo8O8UBe75YS/5naifmveD34e6qmY/HDDs6cnAY+Xj9upMuc+AbLYbcBLwK4ojmvPKsb+l+EICTAQuppgsfwfw/mHbziu3exQ4MfdnaeVbrfsBOB14CLgXuBv4Su7P0sq3KvbD4RRz3V6n+Beah4ZtO6fcP0uBr+X+LK1+q3VfAJ8GHqA4c/4B4Ou5P0sr36rYDz8Gniv/G3QvsGTYtn4nMu8Hvw9jvh/+17D/J98EfGjYtm3TmbycuCRJklQjp3lIkiRJNbJMS5IkSTWyTEuSJEk1skxLkiRJNbJMS5IkSTWyTEtSE4uIdRFxb0Q8FBH3RcRfRMS48rXDIuI7W9h2WnnVMUlSg7g0niQ1sYh4LaW0Q/n4vcAFwK0ppb+pYttjgL9MKX25sSklqXN5ZFqSWkQqruQ2F/hmFI6JiB8ARMTR5RHseyPinojYEfg28Lly7M/KI9W3RMTd5e3T5bbHRMRPIuKSiPhlRAxGRJSvHR4RPy+Pit8RETtGRFdE/GNE3BkR90fE7+f6PZGk3MbnDiBJql5K6YmI6ALeu9FLfwl8I6V0a0TsALwJfIthR6Yjohv4YkrpzfIyv4uAw8rtDwU+BPwWuBX4TETcAVwInJVSujMidgLeAL4OrEwpHV5emvnWiLg+pfTrRn52SWpGlmlJag+3Av8cEYPAZSmlp8qDy8NtA3w3Ij4GrAMOHPbaHSmlpwAi4l5gGrASeCaldCdASumV8vXjgY9GxBnltjsDBwCWaUkdxzItSS0kIt5PUYSfBw56azyl9O2I+CFwEsWR4i9tYvM/A54DDqGY5vfmsNdWDXu8ji3//yGAP0opXVfTh5CkNuKcaUlqERExGfg34Ltpo7PHI2K/lNIDKaW/B+4EPgi8Cuw47G07UxxpXg/MBLq28ks+CuwZEYeXv8aOETEeuA74g4jYphw/MCK2H/0nlKTW45FpSWpu25XTLrYB1gLnA/+8iff9aUR8HlgPPARcUz5eFxH3Af3A/wEujYhZwLXA61v6hVNKqyPiLOB/R8R2FPOlvwD8P4ppIHeXJyquAKaP8nNKUktyaTxJkiSpRk7zkCRJkmpkmZYkSZJqZJmWJEmSamSZliRJkmpkmZYkSZJqZJmWJEmSamSZliRJkmr0/wHXRmoxTtmapQAAAABJRU5ErkJggg==\n", 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\n" }, "metadata": { "needs_background": "light" @@ -520,11 +506,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6247\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.6478\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.4797\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 2.2157\n", - "Root Mean Squared Error of prediction with Kriging is 2.0394\n" + "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6895\n", + "Root Mean Squared Error of prediction with IDW of power 1 is 14.6979\n", + "Root Mean Squared Error of prediction with IDW of power 2 is 5.4637\n", + "Root Mean Squared Error of prediction with IDW of power 4 is 2.1450\n", + "Root Mean Squared Error of prediction with Kriging is 1.9494\n" ] } ], @@ -574,4 +560,4 @@ }, "nbformat": 4, "nbformat_minor": 5 -} +} \ No newline at end of file diff --git a/tutorials/Ordinary and Simple Kriging (Basic).ipynb b/tutorials/Ordinary and Simple Kriging (Basic).ipynb index ab07b2bc..4f057789 100755 --- a/tutorials/Ordinary and Simple Kriging (Basic).ipynb +++ b/tutorials/Ordinary and Simple Kriging (Basic).ipynb @@ -69,15 +69,7 @@ "outputs": [ { "data": { - "text/plain": [ - "array([[15.1152409 , 52.76514556, 91.27559662],\n", - " [15.1152409 , 52.74279035, 96.54829407],\n", - " [15.1152409 , 52.71070647, 51.25455093],\n", - " ...,\n", - " [15.37034993, 52.68338343, 40.30933762],\n", - " [15.37034993, 52.67096386, 21.94326782],\n", - " [15.37034993, 52.64239886, 51.52513504]])" - ] + "text/plain": "array([[15.1152409 , 52.76514556, 91.27559662],\n [15.1152409 , 52.74279035, 96.54829407],\n [15.1152409 , 52.71070647, 51.25455093],\n ...,\n [15.37034993, 52.68338343, 40.30933762],\n [15.37034993, 52.67096386, 21.94326782],\n [15.37034993, 52.64239886, 51.52513504]])" }, "execution_count": 2, "metadata": {}, @@ -164,10 +156,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -193,9 +183,7 @@ "outputs": [ { "data": { - "text/plain": [ - "'linear'" - ] + "text/plain": "'linear'" }, "execution_count": 6, "metadata": {}, @@ -242,7 +230,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "[15.1152409 52.56746749 35.54473495]\n" + "[ 15.11563642 52.75044908 106.60320282]\n" ] } ], @@ -271,20 +259,20 @@ "text": [ "Ordinary Kriging:\n", "\n", - "(35.54473495483397, 3.3971240271095104, 6.972193264668931e-17, array([ 1.00000000e+00, -2.48921943e-16, -8.00272449e-17, 1.84018500e-16,\n", - " -2.72481846e-18, -2.51590992e-16, -6.04329063e-17, 1.68820100e-16,\n", - " -4.77934329e-17, -1.20858740e-16, -2.09982234e-16, 1.64090101e-16,\n", - " 4.48311461e-17, 1.59178733e-16, 3.30431085e-16, -3.27499526e-16,\n", - " 6.97219326e-17]))\n", + "(106.60320281982425, 3.4042696093578075, -1.176376262433194e-15, array([ 1.00000000e+00, -2.64280961e-17, -7.37848415e-17, -3.57420204e-17,\n", + " 8.59492062e-17, -2.20407111e-16, 3.61837185e-17, 3.29547142e-16,\n", + " 2.18232838e-16, -3.03230206e-16, 1.37756847e-16, -1.76539647e-16,\n", + " -1.61605858e-17, 6.94841848e-17, -1.20441459e-17, -3.38265771e-17,\n", + " -1.17637626e-15]))\n", "\n", "========== ========== ========== ========== ==========\n", "\n", "Simple Kriging:\n", "\n", - "(35.54473495483399, 3.39712402710951, 40.9509380348875, array([ 1.00000000e+00, -2.03476520e-16, -6.67386648e-17, 2.86403696e-17,\n", - " -1.33239218e-17, 3.37797105e-17, -5.72980376e-17, 3.78975229e-17,\n", - " -5.14262231e-17, -1.42936524e-16, -1.42492348e-17, -1.32573087e-16,\n", - " -2.16570003e-16, 3.91363271e-16, 6.50791734e-16, -5.55080853e-16]))\n" + "(106.60320281982422, 3.404269609357807, 40.9509380348875, array([ 1.00000000e+00, -7.54965648e-18, -2.64428032e-18, -1.97660275e-16,\n", + " 1.18394709e-17, -3.87801962e-17, -3.93187909e-18, 5.14985333e-16,\n", + " 2.58275839e-17, -3.12445788e-16, 3.53167538e-18, 9.51964780e-19,\n", + " 1.60171897e-16, -1.87223465e-16, -8.27949455e-19, 1.94654607e-17]))\n" ] } ], @@ -407,19 +395,19 @@ "output_type": "stream", "text": [ "Number of neighbors: 4\n", - "RMSE: 0.43436690746381146\n", + "RMSE: 5.837429630274379\n", "\n", "Number of neighbors: 8\n", - "RMSE: 0.38251845025082076\n", + "RMSE: 3.2601651311190736\n", "\n", "Number of neighbors: 16\n", - "RMSE: 0.35402382745489547\n", + "RMSE: 3.854779542231995\n", "\n", "Number of neighbors: 32\n", - "RMSE: 0.3677662552453569\n", + "RMSE: 3.8086391991251674\n", "\n", "Number of neighbors: 64\n", - "RMSE: 0.3676187221660143\n", + "RMSE: 3.611898124944858\n", "\n" ] } @@ -487,19 +475,19 @@ "output_type": "stream", "text": [ "Number of neighbors: 4\n", - "RMSE: 0.23290865902028202\n", + "RMSE: 6.410000905012637\n", "\n", "Number of neighbors: 8\n", - "RMSE: 0.3128240396068094\n", + "RMSE: 3.496644406245302\n", "\n", "Number of neighbors: 16\n", - "RMSE: 0.3450757729622964\n", + "RMSE: 4.104749334353407\n", "\n", "Number of neighbors: 32\n", - "RMSE: 0.36795250017152625\n", + "RMSE: 3.931222705594905\n", "\n", "Number of neighbors: 64\n", - "RMSE: 0.36763369973451177\n", + "RMSE: 3.652664325598778\n", "\n" ] } @@ -557,4 +545,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/tutorials/Outliers and Their Influence on the Final Model (Intermediate).ipynb b/tutorials/Outliers and Their Influence on the Final Model (Intermediate).ipynb index 45485a13..fd13204c 100644 --- a/tutorials/Outliers and Their Influence on the Final Model (Intermediate).ipynb +++ b/tutorials/Outliers and Their Influence on the Final Model (Intermediate).ipynb @@ -20,6 +20,7 @@ "\n", "| Date | Change description | Author |\n", "|------|--------------------|--------|\n", + "| 2021-10-13 | Refactored TheoreticalSemivariogram (name change of class attribute) and refactored `calc_semivariance_from_pt_cloud()` function to protect calculations from `NaN's`. | @ethmtrgt & @szymon-datalions |\n", "| 2021-08-22 | Initial release | @szymon-datalions |\n", "\n", "## Introduction\n", @@ -111,15 +112,7 @@ "outputs": [ { "data": { - "text/plain": [ - "array([[15.32961159, 52.69870089, 26.50076103],\n", - " [15.33317125, 52.69062817, 21.09065437],\n", - " [15.14925544, 52.78377491, 52.66115952],\n", - " ...,\n", - " [15.22756798, 52.56374162, 58.7893219 ],\n", - " [15.31735053, 52.75355397, 83.29890442],\n", - " [15.29638809, 52.5900297 , 46.89881134]])" - ] + "text/plain": "array([[15.32170123, 52.74216937, 71.84545135],\n [15.16468063, 52.63991495, 18.02781487],\n [15.18287446, 52.57988705, 52.78007126],\n ...,\n [15.26593321, 52.74154839, 68.79608917],\n [15.18287446, 52.6070031 , 35.32443619],\n [15.22005314, 52.71049948, 17.67155838]])" }, "execution_count": 5, "metadata": {}, @@ -146,10 +139,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" 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}, "metadata": { "needs_background": "light" @@ -251,7 +240,7 @@ "output_type": "stream", "text": [ "Length of the full training set is 689 records\n", - "Length of the pre-processed training set is 683 records\n" + "Length of the pre-processed training set is 684 records\n" ] } ], @@ -267,10 +256,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -337,10 +324,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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fZGxhm7WWoTx32eMHtSEXakPxyh4/qA25qLShX79+zJs3r+MzlK8NC1KWNjQ0NNDS0sKYMWM6jk2cOJHm5mZmz55dYGTSU8zsPncfsdQ/n/OTW52ivq3sb7pljx/UhlyoDcUre/ygNuTCzFh99dV55ZVXOo5VbpepDd0pUxva2toYMGBAx7FZs2YxcODA0rRBlsyydorKOy8tfcaoUaOYPn06o0aNKjqUmjVo0CDuu+8+Bg0aVHQoIiKlV90hWtBt6Xn19fW0trZ2Otba2kp9fX1BEUnuVO5LCjdlyhRUabBYb7zxBtttt13RYYiIiCwXo0ePZty4cQA0NjbS2trKuHHjaGxsLDgyyZU6RVK4uro65s6d2/FZREREZFlMmjQJgObmZsaOHUt9fT2NjY0dx0W6UvqcFMrM+M53vkNbWxvf+c53FprHLCIiIrK4Jk2axOzZs3F3Zs+erQ6RLJQKLUhhyr6Qs+zxg9qQC7WheGWPH9SGXFTasKAsiLK1YUHK0gapPSq0IKXV3ZuuZotERKTsyrzHj0gtUqdIClMZbap0giqfNQolIiJSvLq6uk6fy6apqYmGhgbMjIaGBm3cKgulTpEUrrJjeZl3LhcREelryjzb1dTURGtrKy0tLbS1tdHS0kJra6s6RtItrSmSwpgZw4YN45FHHuk4ttlmm/Hoo4+WYraoL+Rcqw15UBuKV/b4QW3IhdqQh4aGBkaMGMHUqVNpb2+nvr6+4/bs2bOLDk96wLKuKVJJbinUo48+qjVEIiIisly1t7fz5z//uSMLZc6cOfz5z38uTadOep/ylURERESkz3H3Ttt+qEMkC6NOkYiIiIi8w/Dhw3nmmWcYPnx40aEsla6ZKMpMkYXRmiIpTNlzlsseP6gNuVAbilf2+EFtyIXakAczY+TIkdx///0da4q22WYb7r777tK0QZaM9imS0it7yU8RERHJS79+/bj33ns7VZ+79957VelWuqVnhhSuzCU/RUREJD9HHnkk7s7xxx/PwIEDOf7443F3jjzyyKJDk0ypUyQiIiIifcqkSZPYYostOg28brHFFkyaNKngyCRX6hRJ4fr379/ps4iIiMiyaGpq4pFHHuG8886jra2N8847j0ceeUSbt0q3VGhBClP2hZxljx/UhlyoDcUre/ygNuRCbchDQ0MDLS0tjBkzpuPYxIkTaW5u1uatfZQKLYiIiIiIVGlvb+exxx6joaEBM6OhoYHHHnuM9vb2okOTTKlTJCIiIiJ9Sl1dHZdcckmn6nOXXHKJKt1Kt9QpEhEREZE+pbs0v7Kk/0nvU6dICjVs2DDcveNj2LBhRYckIiIiJTdv3jwOO+wwmpubGThwIM3NzRx22GHMmzev6NAkU+oUSaEeffRR6urqMDPq6up49NFHiw5JRERESq6+vp5NN92U2bNn4+7Mnj2bTTfdlPr6+qJDk0ypUySFq4zaaPRGRERElofRo0dz7LHH0r9/f8yM/v37c+yxxzJ69OiiQ5NMaWMYEREREelz3L3T5q0iC6OZIilcpRKMKsKIiIjI8nDBBRcAMGrUKKZPn86oUaM6HRfpSp2iEmtqaupUf7+MuzSvt9569O8fE5b9+/dnvfXWKzgiERERKTt3Z4899uDmm29m9dVX5+abb2aPPfZQ9TnpljpFJdXU1MQFF1zQaVr4ggsuKF3H6LnnnuPtt98G4O233+a5554rOCIRERHpC3bYYYeF3happk5RSV144YWYGRMmTKCtrY0JEyZgZlx44YVFh7bEVGhBRERElrdTTjmFiRMnMmvWLCZOnMgpp5xSdEiSMXWKSmrevHmceeaZjBkzhgEDBjBmzBjOPPNMdSxERESk5m255Za4O2PHjmXgwIGMHTsWd2fLLbcsOjTJlDpFIiIiItKnPP/880t0XESdopKqq6vjxBNPxMw6Pk488URVcBMREZGaN2PGDACGDx/OM888w/DhwzsdF+lK+xSV1KqrrrrAF/aqq65aQDQiIiIieVlhhRWYNm0aG264YcftSnEnka4WOVNkZuub2e/M7GEzm2Zmx6Tjp5jZ82b29/SxR9XPnGhmT5jZY2a2a9Xx3dKxJ8zshJ5pUm2YMWMGK6+8cqdjK6+8skZARERERIiqttX7FJWtQ9QXtl4pk8VJn5sDjHX3zYGRwFFmtnm673x33zp93AqQ7tsfGA7sBlxoZnVmVgdcAOwObA58ser3yFL43//+x3nnnUdbWxvnnXce//vf/4oOSURERCQbTz75JLNmzeLJJ58sOpQl0tTURGtrKy0tLbS1tdHS0kJra6s6Rj3IlnQTKzO7GfgBsCPwhruf2+X+EwHc/ax0+3bglHT3Ke6+64K+b0FGjBjhU6dOXaL4aoWZMXjwYGbNmkV7ezv19fUMGDCAmTNnlmZjMjPr9r4ytKHs8YPakAu1oXhljx/UhlyoDXkoexsaGhpoaWlhzJgxHccmTpxIc3Mzs2fPLjCyfJnZfe4+Yml/fokKLZjZRsA2wD3p0NFm9oCZXWZmg9OxdYFnq37suXSsu+Nd/8bhZjbVzKZOnz59ScKrOTNnzqS9vR2A9vZ2Zs6cWXBEIiIiIrKs2tvbaWxs7HSssbGx47pPlr/F7hSZ2SDgp8A33P114CLgPcDWwAvAecsjIHe/2N1HuPuIoUOHLo9fKSIiIiI1qGv1ubKor6+ntbW107HW1lbq6+sLiqjvW6zqc2a2AtEhusbdfwbg7i9V3T8ZuCXdfB5Yv+rH10vHWMhxWUr9+/dnzpw5HZ9FREREJDoW1dXn6uvrSzPTMnr0aMaNGwfEDFFrayvjxo17x+yRLD+LU33OgEuBR9x9YtXxtau+7bPAQ+nrKcD+ZlZvZhsD7wPuBf4KvM/MNjazFYliDFOWTzNqVyUvtgz5sSIiIiK9pb29vVNBqrJ0iAAmTZpEY2Mjzc3NDBw4kObmZhobG5k0aVLRofVZiyy0YGYfBv4IPAjMS4ebgS8SqXMOPA0c4e4vpJ85CTiEqFz3DXf/VTq+B/BdoA64zN3PXNjfVqGF7lUWENbV1TF37tyOz1CeDlLZF0GWPX5QG3KhNhSv7PGD2pALtSEPlTaYGe7e8RnK0wZZMstaaGGJq8/1JnWKutcXXuxlf9Mte/ygNuRCbShe2eMHtSEXakMe+kIbZMn0avU5yU/ZOkIiIiIivWGjjTbqKExQX1/PRhttVGxAkjV1ikRERESkz3n22Wc7bX767LPPLvqHpGYpfa6kKtPCC6o+l/NjWq3sU9tljx/UhlyoDcUre/ygNuRCbchDQ0MD/fr148033+w4ttJKKzFv3jxtftpHKX1ORERERKTKwIEDO3WIAN58800GDhxYUESSO3WKSk5rikREREQ6mzFjxhIdF1GnqOSGDRvGM888w7Bhw4oORURERCQr1fsUlU1TUxMNDQ2YGQ0NDTQ1NRUdUp+mTlHJVXZqnjZtWtGhiIiIiGRj2LBhjBkzhgEDBjBmzJhSDSA3NTXR2traqVBEa2urOkY9SJ2ikqqvr2ettdbqdGyttdbqKD0pIiIiUsseffRR9tprL1555RX22msvHn300aJDWmyTJ09mwoQJnTp1EyZMYPLkyUWH1mepU1RSm2yyCS+++CKjRo1i+vTpjBo1ihdffJFNNtmk6NBERERECtWvX1ziTpkyhaFDhzJlypROx3PX3t5OY2Njp2ONjY20t7cXFFHfV45nhrzD448/zo477sjtt9/O0KFDuf3229lxxx15/PHHiw5NREREpFArrLDCEh3PTX19Pa2trZ2Otba2KiOoB6lTVFLt7e0MHz6807Hhw4drBEFERERqXnfXQ2W5Tho9ejTjxo1j4sSJzJo1i4kTJzJu3DhGjx5ddGh9ljZvLan+/fszd+7cdxyvq6vr2MQ1d2XfHK7s8YPakAu1oXhljx/UhlyoDXnoC21oampi8uTJtLe3U19fz+jRo5k0aVLRYWVLm7fWqAV1iBZ2XERERKTWVNYQlWUtUbU777yzY2arvb2dO++8s+CI+rbyPUOkkzK/2EVERER60rx58zp9LoutttqKBx98sFNBrQcffJCtttqq6ND6LF1Jl9gqq6zSsWBwhRVWYJVVVik4IhERERFZVpUO0c0338zqq6/OzTff3NExkp6hTlGJvf76652mVV9//fWCIxIRERGR5WH11VenoaEBM6OhoYHVV1+96JD6tJrtFDU1NXV6ommHYBEREZG+pTr9rGwuu+yyToPfl112WcER9W012SlqamqitbWVlpYW2traaGlpobW1VR0jERERkT6k6+atZbPmmmvyyCOPsOaaaxYdSp9XkyW5GxoaaGlpYcyYMR3HJk6cSHNzM7Nnz17uf68n9IVSk2VvQ9njB7UhF2pD8coeP6gNuVAb8lD2NpgZgwYN4o033ug4VrldhviLoJLcS6G9vZ3HHnusU/rcY489VpoNvURERESke0OGDFmi4zk67rjjcPeOj+OOO67okPq0muwU1dXVcckll3RKn7vkkkuoq6srOjQRERERWUYzZsxYouM5Gj9+PBMnTmTWrFlMnDiR8ePHFx1Sn1aTnaLuph01HSkiIiLSNwwbNqzTTMuwYcOKDmmxbbnllgAce+yxDBw4kGOPPbbTcVn+arJTNG/ePA477DCam5sZOHAgzc3NHHbYYaXb2EtEREREFmyfffZZ6O2cPfDAA2y55ZYdA/buzpZbbskDDzxQcGR9V012iurr69l0002ZPXs27s7s2bPZdNNNqa+vLzo0EREREVkOzjzzzE7pZ2eeeWbRIS2RBx54oNNMlzpEPat/0QEUYfTo0YwbNw6AxsZGWltbGTduHI2NjQVHJiIiIiLLasiQIcyYMYOxY8cyduzYTsdFFqQmZ4omTZpEY2Njp/S5xsZGJk2aVHRoIiIiIrKMDjjggCU6nqOmpqZOlZK1n2bPqsl9ivqCstffh/K3oezxg9qQC7WheGWPH9SGXKgNeejfvz9z5859x/G6ujrmzJlTQERLpqmpidbWViZMmPCOrCYN4i+Y9ikSEREREalS6RCNGjWK6dOnM2rUqE7Hczd58mQmTJjAmDFjGDBgAGPGjGHChAlMnjy56ND6LM0UlVRfGMUpexvKHj+oDblQG4pX9vhBbciF2pAHM2O11VbjzTffpL29nfr6elZaaSVeffXVUrTBzGhra2PAgAEdx2bNmsXAgQNLEX8RNFMkIiIiItLFq6++yltvvQXAW2+9xauvvlpsQEugvr6e1tbWTsdaW1tVKbkH1WT1ORERERGRXKlScu9Tp0hERERE+qTqzU/LpFJMobm5mbFjx1JfX68iCz1M6XMiIiIiIlLTFtkpMrP1zex3ZvawmU0zs2PS8SFmdoeZ/TN9HpyOm5l938yeMLMHzGzbqt91cPr+f5rZwT3XLBERERGRcqqU5G5paaGtrY2WlhZaW1u1V1EPWmT1OTNbG1jb3f9mZisD9wF7A18BZrj72WZ2AjDY3ceZ2R5AE7AHsAPwPXffwcyGAFOBEYCn37Odu8/s7m+r+lz3KpVh6urqmDt3bsdnKM8Ucdmr25Q9fihvGxYWd3fK2p6c465W9jaUPX5QG3KhNuSh7G1oaGigpaWFMWPGdBybOHEizc3NzJ49u8DI8tXj1efc/QV3/1v6+n/AI8C6wF7AlenbriQ6SqTjV3m4G1gtdax2Be5w9xmpI3QHsNvSBi6h0hEqS919keXB3Ts+lsf3iYiI5KS9vZ1LL70UM+v4uPTSS2lvby86tD5ridYUmdlGwDbAPcCa7v5CuutFYM309brAs1U/9lw61t3xrn/jcDObamZTp0+fviThiYiIiIj0CQ8//PBCb8vytdidIjMbBPwU+Ia7v159n8cw7HIZinX3i919hLuPGDp06PL4lQvU1NREQ0MDZkZDQ0PpcjSHDBmyRMdF+qruZoE0OyQiImU3fPhwnnnmGYYPH150KH3eYnWKzGwFokN0jbv/LB1+KaXFVdYdvZyOPw+sX/Xj66Vj3R3vdX1h8dq6675jkm2hx0X6suoUOaXLiYhIX7D++uvzxBNPsOGGG/LEE0+w/vrrL/qHZKktTvU5Ay4FHnH3iVV3TQEqFeQOBm6uOv7lVIVuJPBaSrO7HdjFzAanSnW7pGO9bvLkyUyYMIExY8YwYMAAxowZw4QJE5g8eXIR4SyVBx98EIBRo0Yxffp0Ro0a1em4iIiIiJTX5ptvzuzZs3F3Zs+ezeabb150SH3a4lSf+zDwR+BBYF463EysK7oR2AB4BviCu89InagfEEUUZgFfdfep6Xcdkn4W4Ex3v3xhf7unqs+ZGW1tbQwYMKDj2KxZsxg4cGBpRpjNjPXXX5+XX36Z9vZ26uvrWWONNXj22WdL1YbulKENZY8f+kYbqplZaeJWBb28lD1+UBtyUdY2lP09aWnih7zaUK3SnlGjRnHppZdy6KGHMmXKFCDfmIvWG9Xn/uTu5u5bufvW6eNWd/+vu3/C3d/n7p909xnp+93dj3L397j7lpUOUbrvMnd/b/pYaIeoJ9XX19Pa2trpWGtrK/X19QVFtHSeffbZTimAzz777KJ/SESyoAp6IpKT6veafv3i8rCurq7T5379+mX7nlQdV194X91yyy0BmDJlCkOHDu3oEFWOy/K3RNXn+orRo0czbtw4Jk6cyKxZs5g4cSLjxo1j9OjRRYe2xI499lgGDhzIscceW3QoIrKUjj766CU6LiLSk4488sh3zLyYGUceeWRBES25sr+vPvDAA+/oAG255ZY88MADBUXU9y0yfa5IPbl5a1NTE5MnT+5IPRs9ejSTJk3qkb/VE8o6PV+t7G0oe/zQN9pQrUzpc13pPalYZY8f1IZc9IU2QPnfk6BvtEEW37Kmz9Vsp6jszIwVVliBt99+u+NY5XbOj2m1sp84yh4/9I02VCtzp6iirG0o+3Op7PGD2pCLvtCGamV9T6rWF9ogi9bja4okX2+//Xan6nPVHSQREREREVk8/YsOQJbeRhttxO23387QoUOpr69no4024umnny46LBERERGRUlGnqMSefvrpjoowc+bMUYdIRERERGQpKH2upCqdoblz53b6XDkuIiIiIiKLR52ikqp0goYPH84zzzzD8OHDOx0XEREREZHFo/S5Ettwww154okn2HDDDamvr2fDDTfkmWeeKTosEakRi7uDfPX3qQKUiIjkSDNFJXbIIYcwe/Zs3J3Zs2dzyCGHFB2SiNSQvrR7vIiI1DbtU1RSlZHXuro65s6d2/EZyjMSW/a9HMoeP/SNNlTrC3tRlLUNZX8ulT1+UBty0RfaUK2s70nV+kIbZNG0T1GNGjJkCPDOQguV4yIivam7C46cL0TMrONjcb9vcVMGRUSkXLSmqKTa2to6zQ5BzBq1tbUVGJWI1LJKB6gso7LVMfa10X0REVky6hSVVHt7+zuOzZ07V9XnRERERESWkNLnSq4yuqmUDhGRpVfG9D8REVl+1Ckquc985jNMnz6dz3zmM0WHIiJSatUV8lQtT0R6W9f1i4v7IcuH0udKbNVVV+X2229n6NCh1NfXs+qqq/Laa68VHZaIiIiILKHuBmLKsk6z7NQpKrHqDlB7e/sC1xmJiIiIiMjCqVMkIiIisgwWN4Wp+vs08i+SF3WKRERERJaByruLlJ8KLYiIiIgsJ/36LfjSqrvjIpIHvUJFRERElpO5c+e+owPUr18/7SMokjmlz4mIiIgsR5UOkKqGiZSHOkUiIiIlpQX+IiLLhzpFIjVGF1EifYcW+IuILB/qFInUGF1EiYiIiHSmQgsiIiJ9QHcDGRrgEBFZNHWKRGqYLqJE+hZ373j9Vn8tIiILp/Q5kRpXuWhSlSQRERGpVeoUiYiISGFU/EVEcqBOkYiIiBRGxV9EJAdaUyQiIiIiIjVNnSIRERHJgoq/iEhRlD4nIiIi2VDxFxEpwiJniszsMjN72cweqjp2ipk9b2Z/Tx97VN13opk9YWaPmdmuVcd3S8eeMLMTln9TREREREREltzipM9dAey2gOPnu/vW6eNWADPbHNgfGJ5+5kIzqzOzOuACYHdgc+CL6XtFREREREQKtcj0OXf/g5lttJi/by/gendvB54ysyeA7dN9T7j7vwDM7Pr0vQ8vecgiIiIiIiLLz7IUWjjazB5I6XWD07F1gWervue5dKy74+9gZoeb2VQzmzp9+vRlCE9ERERERGTRlrZTdBHwHmBr4AXgvOUVkLtf7O4j3H3E0KFDl9evFRERERGRHmRmS/yRi6WqPufuL1W+NrPJwC3p5vPA+lXful46xkKOi4iIiIhIyXVXMbIM1SSXaqbIzNauuvlZoFKZbgqwv5nVm9nGwPuAe4G/Au8zs43NbEWiGMOUpQ9bRERERERk+VjkTJGZXQd8DFjdzJ4DxgMfM7OtAQeeBo4AcPdpZnYjUUBhDnCUu89Nv+do4HagDrjM3act78aIiIiIiIgsKct5KmvEiBE+derUosPI0sJyMHN+TKuVvQ1lj7+rMkxtL4rakIeyt6Hs8YPakAu1IQ9lb0PZ44feaYOZ3efuI5b255el+pyIiIiIiEjpqVMkIiIiIiI1rWY7RU1NTTQ0NGBmNDQ00NTUVHRIIiIiIiJSgJrsFDU1NdHa2kpLSwttbW20tLTQ2tqqjpGIiIiISA2qyUILDQ0NtLS0MGbMmI5jEydOpLm5mdmzZy/3v9cT+sIi/7K3oezxd6WFnHlQG4pX9vhBbciF2pCHsreh7PGDCi1kq729nccee6xT+txjjz1Ge3t70aGJiIiIiEgvq8lOUb9+/bjkkks6pc9dcskl9OtXk/8OEREREZGaVpO9gO7SnhaWDiUiIiIiIn1TTXaK5s6dy2GHHUZzczMDBw6kubmZww47jLlz5xYdmoiIiIiI9LKa7BTV19ez6aabMnv2bNyd2bNns+mmm1JfX190aCIiIiIi0sv6Fx1AEUaPHs24ceMAaGxspLW1lXHjxtHY2FhwZCIiIiIi0ttqslM0adIkAJqbmxk7diz19fU0NjZ2HBcRERERkdpRk/sU9QV9YY+csreh7PF3pX0Q8qA2FK/s8YPakAu1IQ9lb0PZ4wftUyQiIiIiIpI9dYpERERERKSmqVMkIiIiIiI1TZ0iERERERGpaeoUiYiIiIhITVOnSEREREREalrNdoqamppoaGjAzGhoaKCpqanokEREREREpAA12SlqamqitbWVlpYW2traaGlpobW1VR0jEREREZEaVJObtzY0NNDS0sKYMWM6jk2cOJHm5mZmz5693P9eT+gLG4eWvQ1lj78rbQ6XB7WheGWPH9SGXKgNeSh7G8oeP5Rj89aa7BSZGW1tbQwYMKDj2KxZsxg4cGBpnnR94YK87G0oe/xd6U03D2pD8coeP6gNuVAb8lD2NpQ9fihHp6gm0+fq6+tpbW3tdKy1tZX6+vqCIhIRERERkaL0LzqAIowePZpx48YB0NjYSGtrK+PGjaOxsbHgyEREREREpLfVZKdo0qRJADQ3NzN27Fjq6+tpbGzsOC4iIiIiIrWjJtcU9QV9YT1LGduwsJi7k2tbulLOch7UhuKVPX5QG3KhNuSh7G0oe/xQjjVFNTlTJLK0ql/QZezUiYiIiMg71WShBZHlobvCHCrYISIiIlIu6hSJLKXZs2e/owNUX19fmr2uRERERCQofU5kGVQ6QH0h31dERESkVmmmSEREREREapo6RSIiIiIiUtMW2Skys8vM7GUze6jq2BAzu8PM/pk+D07Hzcy+b2ZPmNkDZrZt1c8cnL7/n2Z2cM80R0REREREZMkszkzRFcBuXY6dAPzG3d8H/CbdBtgdeF/6OBy4CKITBYwHdgC2B8ZXOlIiIiIiIiJFWmSnyN3/AMzocngv4Mr09ZXA3lXHr/JwN7Cama0N7Arc4e4z3H0mcAfv7Gj1qqamJhoaGjAzGhoaaGpqKjIcEREREREpyNKuKVrT3V9IX78IrJm+Xhd4tur7nkvHujv+DmZ2uJlNNbOp06dPX8rwFq6pqYnW1lZaWlpoa2ujpaWF1tZWdYxERERERGrQMhda8KhDvNxqEbv7xe4+wt1HDB06dHn92k4mT57MhAkTGDNmDAMGDGDMmDFMmDCByZMn98jfExERERGRfC1tp+illBZH+vxyOv48sH7V962XjnV3vBDt7e00NjZ2OtbY2Eh7e3tBEYmIiIiISFGWtlM0BahUkDsYuLnq+JdTFbqRwGspze52YBczG5wKLOySjhWivr6e1tbWTsdaW1upr68vKCIRERERESlK/0V9g5ldB3wMWN3MniOqyJ0N3GhmhwLPAF9I334rsAfwBDAL+CqAu88ws9OBv6bvO83duxZv6DWjR49m3LhxQMwQtba2Mm7cuHfMHomIiIiISN9nsSQoTyNGjPCpU6f2yO9uampi8uTJtLe3U19fz+jRo5k0aVKP/K2eYGbd3pfzY1qtL7ShwsxKF3NXakMe1IbilT1+UBtyoTbkoextKHv80DttMLP73H3EUv98zv/knuwUlV1f6FD0hTZU6A0rD2pDHsrehrLHD2pDLtSGPJS9DWWPH8rRKVrm6nMiIiIiIiJlpk6RiIiIiIjUNHWKRERERESkpqlTJCIiIiLSS4YMGYKZLfYHsETfb2YMGTKk4FaWzyJLcouIiIiI5GDIkCHMnDlziX9uYcWduho8eDAzZvTczjEzZ87sjaIDPfr7+yJ1ikRERESkFNShkJ6i9DkRyVZPpxj0RnpBX2iDiPQdek8SWbCa7RQ1NTXR0NCAmdHQ0EBTU1PRIYlIF5URwZ76WJoUjFpsg4j0HXpPElmwmuwUNTU10draSktLC21tbbS0tNDa2qqOkYiIiIjIIvTFGUfLeYfcESNG+NSpU5f7721oaKClpYUxY8Z0HJs4cSLNzc3Mnj17uf+9nrCwfNecH9NqfaENFdptumf0dEy9tMN26duwpHKMaUmUPX5QG3KRYxvK/p6k9+08/kaOv9/M7nP3EUv7N2typqi9vZ3HH3+8U/rc448/Tnt7e9GhiYhkZUlHA8syIigiIlKtJjtF/fr1Y/LkyZ3S5yZPnky/fjX57xAR6VZPrz/QGgQREclBTfYCFjQl5+4LTecSEREREZG+qSY7RXPnzmX06NE0NzczcOBAmpubGT16NHPnzi06NBERWc60e7yIiCxKTW7eWl9fz7Rp0zodmzZtGvX19QVFJCIiPUWbPYqIyKLU5EzRJptswl133cVbb70FwFtvvcVdd93FJptsUnBkIiIiIiLS22qyU1SZJaoUVqh87jp7JCIiIlLRF/dmEZFQk52iefPmMXLkSPr3j+zB/v37M3LkSObNm1dwZCIiIpKrnq7GqEqMIsWpyTVFAHfffXfH1+3t7Z1ui4iIiIhI7ajJmSIREZEyUdqWiEjPqtmZIpi/X9GC9i0SERHJRU9X0FP1PBGpdTU7U7Teeuux4oorArDiiiuy3nrrFRyRyPKlkWURyYnek0QkZzXbKXruuedoaWmhra2NlpYWnnvuuaJDElmutCBYRHKi9yQRyZnlnDY2YsQInzp16nL/vdUjUF3T53L+f1RbWKqD2tD7ckzB7OmYeqPNakPf//298TfUhuJ/f2/8DbUhj79R9t/fG39DbeiZ329m97n7iKX9mzU5U3T00UcDvKMjVDkuIiIiIiK1oyY7RRA90Lq6OgDq6uq0yFREREREpEbVZKdo8uTJnHvuucyZMwd3Z86cOZx77rlMnjy56NBERERERKSX1WSnqL29ncbGxk7HGhsbaW9vLygiEREREREpSk3uU1RfX09raytjxozpONba2kp9fX2BUYmIiIiI5M/HrwKnrNqzv7+X1WSnaPTo0YwbNw6IGaLW1lbGjRv3jtkjERERERHpzE59veerz53SY79+gWqyUzRp0iQAmpubGTt2LPX19TQ2NnYcFxERERGR2lGT+xT1BWXc42dpK/zl2p5q2qeonH9DbSj+9/fG31Abiv/9vfE31IY8/kbZf39v/A21oWd+f6H7FJnZ02b2oJn93cympmNDzOwOM/tn+jw4HTcz+76ZPWFmD5jZtsvyt6V8uu4+vrjfKyIiIiLSk5ZH9bmPu/vWVT2zE4DfuPv7gN+k2wC7A+9LH4cDFy2Hv73UmpqaaGhowMxoaGigqampyHBERERERKQgPbGmaC/gY+nrK4HfA+PS8as8hv7vNrPVzGxtd3+hB2JYqKamJi644AL69Ys+4Zw5c7jgggsAtK6oF7n7AlPqNDskIiIifVVPV27r+BuyRJZpTZGZPQXMBBz4obtfbGavuvtq6X4DZrr7amZ2C3C2u/8p3fcbYJy7T+3yOw8nZpLYYIMNtnvmmWeWOr7u1NXVAXDOOed0VJ877rjjAJg7d+5y/3s9oYxrihYmxzU5SyLH+HPM983tb6gNxf/+3vgbakPxv783/obakMffKPvv742/oTb0zO9f1jVFyzpT9GF3f97M1gDuMLNHq+90dzezJWqRu18MXAxRaGEZ41ugefPmcdZZZ3XsUzRmzBjeeustTjzxxJ74cyIiIiIikrFlWlPk7s+nzy8DNwHbAy+Z2doA6fPL6dufB9av+vH10jEREREREZHCLHX6nJkNBPq5+//S13cApwGfAP7r7meb2QnAEHc/3sz2BI4G9gB2AL7v7tsv7G/0VEnu/v37M3fuXOrq6t7xec6cOcv97/UEpc/lJcf4c5zazu1vqA3F//7e+BtqQ/G/vzf+htqQx9/o8Tb08Fqc+X/ntR771Xqce+b3F5k+tyZwU7o47w9c6+63mdlfgRvN7FDgGeAL6ftvJTpETwCzgK8uw99eJptvvjkPPvhgx/qhyufNN9+8qJAkM0OGDGHmzJlL9DNLug/T4MGDmTFjxhL9jIiISC2zU1/vnQ7FKT36JyRDS90pcvd/Ae9fwPH/ErNFXY87cNTS/r3l6aGHHgKgX79+zJs3r+Nz5bjIzJkze+VNV0RERESKtzz2KSodd2fQoEHMmzcPiMILgwYNyi79SUREREREel5NdooA3njjDUaNGsX06dMZNWoUb7zxRtEhiYiIiIhIAXpi89bSmDJlCkOHDi06DBERERERKVDNzhSJiIiIiIhADc8UVYordHdbRGR58PGr9GgJWR+/So/9bhHpe/SeJLJgS71PUW/oqX2KKlW/Ro0axaWXXsqhhx7KlClTgPLs8aN9inqW9hAo/vf3xt9QGxaD9gTJ4m+U/ff3xt9QG/L4G2X//b3xN9SGnvn9Re5TVGpm1mlNUW4X5SIiOdCeICIiUgtqck1RfX097s6aa67JI488wpprrom7U19fX3RoIiIiIiLSy2pypqi9vR2Al156ic022+wdx0UkD8p9l+Whp59HHX9DRERKq6bXFC1Izv+Pan2hDdVyS19Uvm/xv783/obaUPzv742/oTYU//t742/0ynmkN9bY9eD6Oij/46Dnah5/I8ffrzVFy+C8886jsbGR1tZWxo4dW3Q4IiIikrGeXmOn9XUixanpmaJKL7S6N5rz/6OaZop6lkZxiv/9vfE31Ibif39v/A21ofjf3xt/Q23I42+U/ff3xt9QG3rm9y/rTFFNFlqoKFtHSERERERElr+aTp8bPnw4t956K3vssQfTpk0rOhwREZEFUtEREZGeVdOdomnTprHhhhsWHYaIiMhCaS2LiEjPqulOkYiIiPQOzXaJ9C0LW9++rAYPHtxjv7s76hSJ9FG6ABGRnGi2S6TvWIoiCNmv4VenSKSP0gWIiIiIyOKp6epz0jOGDBmCmS3RB7BE3z9kyJCCWykiIiIifYVmimS5mzlzZq/U3xcRERERWR40UyQiIiIiIjVNM0UlsrizI9Xfl/uiNhEREZFa09MZL0VUbys7dYpKpLqDs7AXkzpCIiIiInnqi5Xb+gKlz4mIiIiISE3TTFFJufsCZ4s0kiAiIiJ9mVLPpCeoU1RilQ6QplVFRESkFizN9Y6uk2RxqFMksgA+fhU4ZdWe/xsiIiIiUjh1ikQWwE59vVf2WvJTevRPiIiIiMhiUKdIREQWSvn7In1LT76m9XqWslKnSESkh5X5AkT5+yJ9i8pBiyyYOkUiIj1IFyB50GyXLC9lHuQQke6pU5SZIUOGMHPmzCX+uSV5kx48eDAzZsxY4r8hIlJG6pjK8qLnkkjfpU5RZmbOnNkrC/xFykKjsiKhL7wW+kIbRKRvUqdIljuVs5blRaOyIqEvvBb6QhtEpO/q9U6Rme0GfA+oAy5x97N7OwbpWSpnLSIiIiJl0qudIjOrAy4APgU8B/zVzKa4+8O98LeX+Ps0QiVlp1QVERERkUXr7Zmi7YEn3P1fAGZ2PbAXsNw6RUtbqGBBFnRB2dNFCpR6lo+yV6tSqoqIiIjI4untTtG6wLNVt58Ddqj+BjM7HDgcYIMNNljiPzDj63OBnrzon9uDvztSz3ra4MGDmXFKz/6NvtqhWJp25dbRWFgburtPbVj+1IbiLU38UP425BQ/qA25KHsbFnV+Lnsb9J7U87IrtODuFwMXA4wYMWLJ/0unvLZY37agByaHByWHGJZVX2hDd/pC29SGPKgNxSt7/KA25EJtKF7Z4we1oWi93Sl6Hli/6vZ66VivK/ODJiIiIiIiy0+/Xv57fwXeZ2Ybm9mKwP7AlF6OQUREREREpEOvzhS5+xwzOxq4nSjJfZm7T+vNGERERERERKr1+poid78VuLW3/66IiIiIiMiC9Hb6nIiIiIiISFbUKRIRERERkZqmTpGIiIiIiNQ0dYpERERERKSmqVMkIiIiIiI1TZ0iERERERGpaeoUiYiIiIhITVOnSEREREREapo6RSIiIiIiUtPM3YuOoVtmNh14pof/zOrAKz38N3qa2lC8sscPakMu1IbilT1+UBtyoTbkoextKHv80Dtt2NDdhy7tD2fdKeoNZjbV3UcUHceyUBuKV/b4QW3IhdpQvLLHD2pDLtSGPJS9DWWPH8rRBqXPiYiIiIhITVOnSEREREREapo6RXBx0QEsB2pD8coeP6gNuVAbilf2+EFtyIXakIeyt6Hs8UMJ2lDza4pERERERKS2aaZIRERERERqmjpFIiIiIiJS09QpSsxM/4ulpP9d77MwrOg4llWZnzt95THoS8zMio6hlpnZ2kXHUMvSe9L2RcchUlalvSBZVmbWz8yONrODzGxjd59X5gu03pT+d3uZ2WcA0v+uVBcjqQ0HFh3H0kjP0x8Bm3c5XprHoBJrWV93feQx6GdmE81sfzP7ZNHxLK3Ujq8DeAkXyaYL2UYz+5CZDSo6nqWRHoNrgC27HM/+9ZBiH21m6xQdy7Koek8a1uV49o9BNTP7nZl9zczqio5lSaXn0paL/s5yMLNVqr4uxfMovZ9ubGbvWpqfL93FyHJ0BTAc6A9MNrN3l/UCrTelF8YU4OPAF8zsIijlxcgOwBVm9jkzayg6mCX0ZeB+4JfpQuoTEI9BGd64UoyPmdlvzMxK+rrrC4/BT4hzgAE7mNmqZYi9WnreXA6cYmZfKTicJZb+37cQnYlGYM+q42VyJDAV+J2ZbVG5MMz99ZCePz8HGtz9P13uyzbubuwDPAjcaGZ7mNm+kP9jsAD3AXsAHyvTuTk9l24EPlV0LMsqde5+DEw0s/OgHNd4Vee104CjzOwDS/o7ynYhsjw9Chzn7lcAVwGtVR2jMr2B9LZ9gPvc/Rvu/iXgTTNbq+iglkR683oU+CWwN/EGXH1/7o//DOB1YDKwK3CEmbVAOd64iNmV64G7gEtK2jH6L+V+DDYGprn7N4jXwRbAZiWJHeh4nV4GPAnsBKyWRglzf/1W+zjwd3c/CjgbOMTM3lOmxyF5PX1cBRwGfNPMxkP2r4evAzOBH5nZBWZ2ipmNgezjXpAXibb8gOhkH2BmZ0Lp2nIvcW16IPCREr2ebwbedveJZna4me1qZsOLDmopnQ885e6HAXVmtk3ljhwfj6qYjgX+m65NnwUGLunvKtNFyHJR9c/rD/zQzPq5+1XA1cDFZvaukr2B9Ip0rbEO8cKflI6tBLwLWL/I2JaUu89z95nAz4AHgF3N7Atm9qV0f3aPf/r/r2lmKxCdiV2AencfD+wHvNvMPltokIuQRp9GuPs0d/+2u3+b6OBdnl6H89JzKkuV14CZrQj8BdgN6F+yx8DMbIi7/wv4NoC7vw78ERiUvqcsgxwDgFvd/TSik/op4CM5vn4XxMzqgd8BlZHYh4nn1ayq+7OVnktbpufLrcDOwKupo30ksJGZ7VhkjN1JsW9IjCrPAW4C/kUM1nzYzJqLjG9JmNnK6cuniMdgsLtPAD4HbGpmhxYW3GJI54UPmdkOAO5+I3AN8B1gf+C3ZjaqyBgX0ynABmb2L2AD4KPAPlayNV7p+XS7ux+fDg0lBmuynTGqiuleohO3AfFaOMnMTrclWCpRU50iM1u18s9LJ9KngavTSPXVxIVB1ieiIqQR/GuA7d39bXd/BcDd3ySmuqeb2e5m1lRknAuT3ngnW+QqH50OPwP8HTgROAkYXVR8C5M68j8DTicuZHciYv6gmR2SntN/ItKgspTa8Csi9g7ufhwwHfiume0D7JXjjFHVa2ACcDKwJnAmkeJxcIkeg6uA75jZkUSnrmJFYA0z2wv4euad035mdgSwYrqAwt1fJAZrvpEudrOV4j8f+B6wo7vPqBqsWwUYamafB/azTNdVpHhvAb4BjAc+SKQOfcjMRrn7bOIifcXCguxGei1fBezk7s8BpwLnuPt57v4o8FXgXTmOiFdLz6OfERd+G6S2fJuYXRmd3pN+Sf7vSf8HHACMMbMj08DftsDKwFxgI+B/hQW5EOkxuNHMDnX3+4jXwwXufjJwDjFYs26RMS4JMxvq7v8jztWkjmp/4tpjUzM7pMj4umNm15rZ+9z9TuJ96HRgLSIT6OcswcB9dhcfPSGNCl0BXGBmB1dGr9z9JOLC+GozO4oYlZhXXKTZugJ4iFg/sbWZVV/YziNm2cYCvy4gtsV1HPAW8Bti/cS3iYvYvYjFqX8F7st0dPbTwH/c/XDgOuAI4qTxEeBLZvYt4GvAtOJCXKQPAr9z9/PN7JsWOe/bQkfHaCtiZPBv7p7ja/BC4Hli3ccjwNbpJLg7MYpWhsdgNPAq0YZ/ERfde6X77gMOBw4FrkwDHtlJF1E/J2ZJZ3a5+zfEzEvuFdB+BMwGfgycZmZbVY10PksM0DQC97j73IJiXJQDgZfc/VBidqUf8b8/AhhtkTq3D9Ge3BxKnM9+nM5lG7j7L6vu35MoVpDjuaDaQcSs4j+Ar5rZhu7+GDHwtK+ZnQyMIc5zudoZeM7djyauIeYS1xTnEzOoLxHpydm9r9r8wharAgdaLL/4KzARIL0/rQTslK5Bc+6c9jOz24CLUueiMnlwD3Cgu79MvF9lN1hmZkOJ1+sEM1vf3W8nBpyeJJ5Lw4AdF/farn+PRZqXLwNtxAjvZ4BPpBSSX7h7s5ntRoxo7ZVGHCVJT6S5xMXULcTMyrvNbE93P4F40xoAHJxScnLVDtzl7o8THYkbgHHAtcRo7bmFRrdwjxAX3lu7+9/N7C/A54mF/p8nprcvcfcXigxyEV4iRpp+RlyAvx/4gEW1rT8D/wGOSo9PjiYQHdN2M3sKONnMfubu/zCzzxFppJd2Xaydmb8Ra4eGuvttFtUjP2ZmfyVGNDcE9kgXVrn6BrFu4mozu4CYZXzd3Se6+9tplPlQ4O4CY+yWmQ0BbnH3a9PtdYFPEGm8ECfyQ4F9Mn8c7icuxLchOkLrEhevDxAdpm2I18NzxYXYraeAN4CLgSeI64GfuPsP0mz1kcDoNNuVs2uBG4A1iAvzr5rZ5e7+aJpp7A9MdveXigxyER4G3m9mHyUGldYndZSAI9z9kSKDW4SDgH+6+wEWKYpfNrMWd38LIKVsfRHYL8eUsy52JTrXdwHNqR3/TFlUc8zsi8wfNMuKu083s2uJgeIrzaxSBOlvwPeJmcavu3v74vw+y/+xWnYWlXC+RqQcvQ18mHjTvgpYHXgm5dVLkkZBxhOLNuuJ0cup7n5pGvG4gVhk/ldgVXd/prBgu5Hi3Iq44HuLWJR9ubv/NN1/MXCdu/8u3a7LZWS26v//V+A1oI44Wf+JOGncDvwrjYpkKf3/JwAXuftTZvYNYEfitfgacVJ5w91/bGYrVk4muUiPwfeJUeWX3P2mlM40CDjf3Q8xsw8Cr6X1INlJj8HK7v56uiD/ArApMbixD3ERe4u7321mA929rbhoFy7979cHvgW8mxik+SXQQhR/OTN931q5DW6lx2EY8HzlXJOO7QHs6e5HWuTBzwPeSiOzWUnxjiHWPT1GdIS+QhTo2N3MViVS0cbkNtubYt+SmKF7lTgXvOTuh5rZGsRs19nEANQKuQ7wpfekC4mO3Ux3vzgdfy9xXhhItO9Zd88ycyO1YRLwT+Ii/L/E+qePufun0/dcAoxz9/+mC/PsLlTNrL5yoZ0GB/YFxqfBmYHEut9HUkpm1izWEc1191lmdhDwSeDM1DFagXjP/VFOg5aVAfvUadsBWIFIFR1PXCfdQAyGv7UkgzM1kT5HvPgeIxa+9SdGpgcSo6ark+GUYAauBV529+nu/py7fy11iFZIb1D3Aiu5+6uZdoj6EYtov0nMEK6TPn/WzA5I3/ZvYhYMgFw6RMm5xAjgSsAhRPn444nOxFHAC8DIzKfltyLSy8632NTxZuAVIk11VaKz/cn0WM0pLMrutRKd6WnE9PtK7j7X3V8D/mNRpepU4jHJTvq/PkgUlFnD3WcQ5fR/RbweRqf7K5WFZhUS6CKk1I7LgQ+5+9PAGcC5XdaADEkn78r6omyk1+ctxIzK9Wa2UxoEqLyPPp6yFS4kLnRz7BD1A35KdKh3B/Z29weAi4C3zWxj4qJ8cyCrMsop9l8Qg0rfBdYj1gPumzIeKqlBQ9z92Vw7RMmJ6fN1xPrLowHc/QliLcW2xDnvqWLCW7j0WvgR4MTAzKfS//tyYFWLggufBt5DDGBntbA/vRedYVFpdFMzGwzg7vcT5+uz0+02d78p5w6Rzd+rcx2PdUSVlOkbiHVex5jZN4nO6rdz6RClS57riY714WY2kpjx/QqRIfA2UVXydXf/15LOVtdEpyhNg/8c2JpYn9GfSOfZCfhD5tPLRfkzcQK/zsx+aGanAKRRkC8TIzs5T223AI+7+1eIBfIbE+vHxhE576cSU9vZpTulk3h/oNXdfww0E9Pb27v7lcB7ifzraz0pLtruufs/gB8SKUFXE4tlzyJGBs8hdZg8qgHmNrK8MpESd7G7/5GoJvThlCoHkfJ0GPA1d3++oDAXZXNinc2DxJ4NQ939P+7+f+5+FtFpPYGYdczq4qMiXURdT5zs/mJRAXOWL3gNSJZFCYj/84seVdm+T7w37Z3aVk8sjv8WsUVErjN1HwWe9FjXeD0xuLSOu/+TeH89jVSK291z61x/i1ir2EgMLG3m7n8BRgJjzewE4iLqvgJjXFwvAb9w938TgwG72fzCQUOJZQD7ufuTRQW4CO8G7nf3o93990Tq3FeIx+JrQBNxcfv1TLN3vk/MSNxJSo2z+Zv+NhLbAowsKrgldC1RNfVUM1vXPfaz8iimdS3x3vQ18lsXuA+xvvdYIs3yMGAzohjVTcQs0VdZ2gIj7l4zH8R0/8HEBdptwPuKjim3D6Aufb6AGHk6iFgzdBNwerrvUuLEUni8C4jfiA7QwKpjNxJvYjcSb7grE7OE6xQd7wJiH5W+3oVI8Xh/uv1eYvHg6ql97y463kW0ZcX0eT9iMOKjwB3EmpDViMowqxcdZ3ePQfr8GWKEeTKRb70bka71/vT4DC863oW0Y4Uut08lZljWSrfriFzrTYqOdRHtWIvID9+TuBi/kBhpPjzd/3niJJjl+1GKcR1i/UpDuj2eGOnfLN3+AfDeouPsJnYjBgdW73K8Bdgwfb0SMBhYo+h4u3sOVX19VToX/JEY2FuNWEu3btFxLuIxWJ3IbtkE+D2wS7pvaHpP2olI6x1SdLzdtKEfsG2XYwdVva/+iriwXY1Ixy885m7acRiwc/p6p/RY7J1uV7I6snwMurRjRSJtF2LN/SXA+lWP1frpWHbvq8B2RAfoXen2h4nMmsOJohDL9PtrYqaowt2f9xhpPwY4yGOUS+iYSr0UON1isekpRFrNWu4+y90/C2yYZjGyXACZYrueWP/UL7XJiFmv3YlRj/e5+//c/SHPaFF8ivM2IrUDd/8/It1sPzPbxiM9Yg6wirs/5RmmeKT/95EAPn990MPAVz1KZUKkMA5y9xc9lXbPRfVj4OEXRMrTm8DR7n4bUWFrDY/ZliwrIpnZJOD7ZrazpdLaHnspzSGqJH2VeEye9kxSIrpK7TiVSG9tJJ43v3b3I4nZrZ3N7N3EYtov5/Z+lOI/xswaiU1N/0bsgzeWWFf3V6Cyp9W49PrOSlXK3AQiTWXzqlTdwUQJ91HERdWrnlHaX/r/X2hm27n7iynlpj/wD3f/KPG/35mYdXzGM53tTf/vXxGzXZVF418FTjSzT7n7dCLVqZ+7v+GRIpujI4Bfm9l2Nn/LhRuIKp63EQNmq3mk42eVjpyeOx+2KAo0gyhOU9l/603g8xbbvbwJXJXxY1B5XRxIzAJV1iP/GLgHGJ9SkFdz92eJWd8s3ldT3Ceb2aeIomk/JWbb13D3PxFLZB5192vS9y/1koJaqT7XSc5P2iKkJ9AlxALNi4mFsj+1qDjyQzN7ksgTX4+4oM1uWruqQ9RGrI3YoOqi9bvpe/YGtjCzBs+vstC6wP+5+4UWu5BXcsJvBc41s18RKVvfLSi+xXEzsKeZrebuLQDu/qCZPW5m1wC/JfKAc10DVf0YtBBrzp4gUm+PMrMPETNfPy8swkW7gVg/+SciveM54HEAdz/FzH5JzDp+urAIF8Hml7p9L/Bnd7/dzD7v7s+n9I7nzOxpYjb4wUKDXYD0fnoDkXbyb+KiYw9ibVp/YpRzrXQMzzdl7ttEYYgmiy0rKutJIVLNvkHMYDRVHS9c+v9fS8wI/d1i0fsqHtU5z0vf9jGidHuu70UVHwEec/djLIopTCH+718jyidvT2S/7F5ciIvldqIQwYHELPW97v42gMWm6XuT4ftqei7dSKR+r0BkGc1hfvbDaCL29YmCOzmujQU63ldvBn7lsYYIiP0mzexqIq39T0Cbme2dy3VeegyuIDqg04nZ0r8QM0QHpMH8gcTm3X9I54ilfj+qqZki6daaRLnqMR4LmYea2XFEJ2h34uJkK+CYXF4oC/AhotLLV4kX9vkWVYUAsChRehQxKptbhwjitfgxM7uJeOH/m9hDaQAxyvZP4LNpBCdXZxIjUJtZ7ANV8RJxcXuWu0/JvA0fN7OfEzE/TVyAbECkLg4BvpDjqD6AxaLf69z95DT6+jdiFB8zW9GiWs9MIt0j51nya4jn+7HA8Wa2emUk393dolDKh4gZmBztADyQ3k+/C0wlZqj/6FHpchCxBufGAmNcHH8ldodvIC7Ov21mp1hUeno+Hft6hrON2xDp0VOJi9iziYGlz0DHueBI4Fu+mGV6C/QCsXXBFul951piXdQ8ooNxPZHOlesaooqniVn22UTp8O3MbMfUYf0SkQ6bXfYDcQHu7n4IsT62sjb5R+7+BeB9REr+fwuLcPE1E6/bq83sbDM7Mb2Xkq6J3iY6F0dmdp03jEjhbSRez1sTM3YvEvvtXQl8nBhIY5kHaJY1/04f5f0gRsl2JZVmT8c+S3QqPkAsbh5ZdJyL0YZVSPn6VcePJSrbVG4PJ7M1ZERH6FxSvn7639/P/LUG2xGduMJjXcT//9t0XsPVQJysT0m3hzJ/jZH1doyLEf9h6fnRj1grdD8wLN2/DbEAHtJ6u5w/iJx8S235CHBOOr5x+lxfdIyL0YYPVH19IpE6tEK6vQ5RxnfzouPs5rm0OfPXZfZPn88h9nGDyOVfFViz6Hi7aUM/YgBgsxTnF4nO26+JWaFdiLLcA4j9rgqPucv/f2NiRH8notz8aGJmYhsi5WZNYASZruGqegzOSrFvShoBT+9TPyUGOj5XdJyL0Yax6XEYno7tQ8yo7EgUaboxHR9YVJyL2ZaTiTS/yvnghMp7FLGGKLt1N920o7INze+JglM7pdf1V9P9u1XOE7l9EAPaFxDVLv9OzJReQnSW1gYGL6+/VZPpc9IxlfozIk+/Y68bj71YbvGoMncVkTuepTStegsx+vGKmd3r7j9Pd88kUoTuAPDM1n9U/f//z+evrfktUYr0ZDM7ibjA2sIy2j9pAUYS6RsbmVmTRynS2RYVCi9IaX8ziDextzy9w+UgPQY3EOmW7yYuoqakj8pjsCVRIamOGJ3NSmrDP4CbPWaIXk13uZk9DGyb0ka/bGZf9czy9SvSa/lLxEDMf9KxfkT66GdJaU7u/h8z+6RH/n42Uqy/JGZ5103pJ5UUlb8Ar5nZzkRbvp7r4wBMJNL+HiUGMq5Lz6ND3f0Vi0pb2wHtnlGVufT//zVxsf1uoprc7h4pl/3c/X4ze4Jo09QiY12Y9DqoVOqcTszqTjCzN4nMjWOJWbAPEOeP7KTH4jqiDe1EB3oaMbL/bSKF9J9Eai9kthVAiv8IomN3GXF9sZeZvZKeR0OBw8zsPmLfw2zOaV2ltpxArO19nJhl3NHn79X4NaJAAcS1SBbnuBT3OUSq4o1EB+hDRHXC3d39BTM7gyhqsVyzHpQ+V7smAU957OJ9spl91WJ/AFKH6CBiej7nNJudiHzrw4kTxGEpPxl3vxR4b8qFz9EuxJTvPWZ2vpn9kFiv8kfipHg6seZgQsYdIoh9Vi4nOgzXmdmK0FFo4bfEDMwZntd0fMXewHPufjBxQbsP8SZ8FpHffgaRPnq2x/5EOZ78diM6c++12FMCAItF5YOIUc7jgOZcL8SrcsY/SFT+O9LMtk8n6IeI6mCnVv1Ijumv+xKbKX+Z6FR/wdK+SUSaXysx63VRps8jUryvEOs/fgRMNLPvECPM01Lu/oHEpo65vSftB0xz96OYP9P1XwB3n2dm+xMXVVn+76tsTaSBNxLvScPM7LPEDPv1xLrHJiLFNFcfJ0rQH0aq1mlmg939LmJ7gGfdfRRxsU6Gr4friJTpgUSVxYeJ/eoONbO9iMyHlYjslNxi7+oiYv3irPT1DpUOUTIS2MDM+ufSIUpuItYQPUIUFlnZI/X4XuCLZnYYMYO6/NNfi54W00cxH8QU9p3p4xTigvAX6fMAone+adFxLiT+1Yl83ztJ5amJWZYbgU+m2++lqhxrbh9Eyee5RH77B4kSpd9M9w0BBhQdYzdxG1XlqInNWDcGDiAWch5KpNDtlONzKMXfL329WtXxC6hKCUptyPIxqIqxkpY4gOjIja26byViPUV2j0GXNqxDpAXVpXaMp3M5+rWIstWrFh3rQtqwBzHQ1J8Y1LiCGKjZgOhU3EfmZfRTO/ZPcX+TGDT9FDF7tGlqxwZFx7iAmFciLsT/nJ4/P0vPp5vTe+zqRMpNtmlO6T1pky7HjiIGBb7I/CyCYaRS6Dl/VN5f09cTga3S1+sv6Hty+iDSdVdNX48jBgnenc5nhxMd0myfS1XtGEBsJ7Fuur0XMWP38XT7QCItM6tUZGIw7+Cq2+OB49PXHyA6ST/u+npZXh+aKaohFmUNz7fYrK6dWLh2ubuf4jF6UNl7YhZR5vaxIuNdkNSGq4kN6h4nplUPMbP3eiw2vZo4CeLuT3hGu9un2H9kZt8zs0OIWaH13f1Cj80E7yVGBld09xmeUXpKRZrW/j/ioqNiBrFQ9lrif38KMQD4xxyfQ8D5wB0prebVyuwWkSq6mpntmUaW38r1MbAom4+7v5WeL7OIk8WH06zvh4nd7U/L9DGolLr9lEdp/D8T7zmziJmv14nXggEvA8d6ZjNdKf4zzWwnd7+VqBg5FtjSY9Po24mT+f3Abp7hQvL0XDrMzAakQ38kNlvegdgH5A5iFniGu9/vsWloFlLsPyA2tf4dcS74FrG+YB/iYmqUR3ryRzyT8sJdpffUnxPVzKpdRwwMXEdsFVDv7o+6+zO9HOIipcfiEjP7rpntCwxOKccQAwWDzGwX4HNm1t/MzPOamSAVfYCYFRqXZk5/S3S6x6Tz2cXEGpwsn0vQ8b60SXovvYsoMrIuka74B2Lj5UFEFtAh7v5wgeF2SM+hg939DeBmm1+6fSrzq0Q+5+6XE1vq9EiBF3WKastkYmbid8QIyL/c/Yqq+99PrGHpR09MSy4jm1+qd01gRzNbmZgZ+hfQlPLd1yNmwZapVn0P+RLxxjSRSNM6hxglr9icSI9YpfdDW7T0/7yG6BTdaFGJqp/HnkrPm9mVxBqQM4kFkNlJbXiYWJzZmjoUlT2V7ib2MPsmMDW3k3aV3wA/Th3rSsdoBXef6bGf2InETMt/cuzUQcdreQrwPYuqeL8E1jKznxAj5PcTo7Pm7vM8z4qRg4h0v/3N7OPuPpEYLLg/3f8icXE4wGM/mRz9iij2cqCZreRR5e8a4kLkTDM7lChfvUL3v6Iw5xEd0b+Y2arE6PH3mH9dsx6wanp+/W/BvyILNwF/c/fJZvYlM/uomQ1LA2NzLSqEjSK2m8jVT4hKeTcTqYuDfX6K5Z3EGq9vEOWg53ga9s9Buhj/GbFPz/nE+dmICpFnEsUU/m1mQ9KPvF1MpIvWtYOdru9+RaS4n0EUWngo3XevZ1JJ1eZvqbIygMd+VZXz75PATDP7HDDBzAZ6D1aNVKGFGpFGAlcGTvZYpPYG8Akzm+fut5nZ4cRI88EZXwweSHTkDkizXWcSF7A3AG8QMwB1xAghOb3xJi8Rew39x92vMrOZxMXITCJdbjyxI3NWm5pW2Rq4091bzWx94vmyKlHU4i1iY8SJBca3SO7uFiW3nSinehVxUdufyGHeF9gpl5NFN04h9iL6YcoFv9hjHeCKxKjmy8TM3VNFBtmd1DG9jhjFvBc432NT1rPMbHPiQncrIl1lIBle0Kb/+//MbDJRhv69Zoa7/87MVjazC0ipHrl2TJNvEYUVxhFrMi9x97+b2TTivWoYsL9ntNF1lYeJ59A1RJnkbYmL78vSa3wAMcOY3QBfF78hNqL8LTFLuh5RuOYHxHvr14DDcpwhqvIjd/8ZgJltRxQqOC7d1w/YE9jW89wK4EDinHy8mX2PGGg9zN3/m2aPtiNSzy6BLK8rqv2c+R3sLxNbe0xx96sALPba+zzReX2jsCjfaRyxVusGi+IPaxL/71eIip2nE6/3I72n93Vb2rw7fZTjgxjx2C99/RViRPZi4qJqN2Ivk62INS1Z5ZYuoC2rVn29LlHJZu2qY6uRWXnP9P//KvNr7R9FrL0ZRJwsxhAXTysCaxQd70LasAWd88QHE7MRxyzg+7PKFU//56PSc3wDouPQku47jsizPjx939pFxrqINnwrPccr64jWI0YBD0+310qfVy463kW0ZT3ggKrbLUTKWeX2+kQ63fDejm0p2rILUUThc8SJfUKKfyiRflZ4jAuI2YCdiQ5nQzq2JnAhcHS6/R5idijHEvpHpvfPLxGV/Y5N9+1BpAetTgx4rF50vItoxxVVt0dX3kuJTvYhwF7p9qpFx7uI59Gq1e85RMnz8enr96b32yxfCynGzwDfrrp9JzAxfb0KMViZ/XtRivcQIhPot8RG7ycR+yttmdpyMWm7iRw+Ku8v6fV6PFHpr4mYpTs9vQ/1Ay7trbgrAUkflEZkbwF+4e6t6dh6wNHAT9x9qpmNI6r23FJgqN1K06pXEKMafyRGQmYTJ+zvAK+4+xlFxbcwKfZriNmrR4jUMiMuzt/0mHE5GZjlmc6wpOfQDcRM0FtEex5095fTbNEPiOpsfykwzG6l+K8mYn8AaPOUpkI8Fh8g9vO5292PKC7ShbOo/PW4u09It/u7+5z0ej6fSHdtI3Lfs0yzSY/FHsBf3f3ldGwlomP6usdGp5XvXcUzq1iYXs8twO0ea1gqM/Cj3P16i42XNwEa3f2PBYbarfQY/Ih4vrxMvC/92qN09RrEzPtGxEzqkT6/xHvhbH6p53WAI9z9YTM7i0gt28ndZ5jZqcA1nt+Gsp2k1O+ngKvd/Zvp2Aru/nb6urI317fT+pusLtRs/nYGc4kqfxd62vYirV85gFTKmnisXi0o1AVKr4MTiEHix4jz2jQihfpQYobi1+7+k5RWmtUWANXSY3EpUVL7OjMbTRQIqqQmHwj8191vTqm8Wcxc2/z1yd9z91+Y2buJAha/TPePIQb6ju/NuLWmqG9bh5ia/6GZnZVSzjYgRkJ+YGbfIDaCy3bRINEJepY4kb+bWGzqHutATgY+arH/R472BV7y2Pn6z8So8gvEfgHzzOynRIpQlh3S5APEaM5BRN74VsAnzWyIuz9LjEqtneH6rYrtib0MDiHSIrZMF38vEbNfM939/cQof5bMbE0i3svN7Idmdi5wkJlt7O7PEa/njwDfzbhDVMkZPwz4VrpwIl1sXAKMMrPPVP1IdilzxMjrVsCXLBaNQ6RcftDM/k7kvn+DqHSWq+2JmcZDiNfzh4gSt2ukjupjRJW503O7kCWqyj1KpLweC+DuJxIXtFen9U/7k9m+N12l18Js4FpgpJldDLEVRrr/UOJccXU6nlWHKDkS+Le770+U2a507PoRVTuPIVLovp3h8whiNvdw4vpnU6Lj8Boxo3Iy8dpw6HiPylL6f19FtGFnAHefTAxW4pE6ui6RAgjxfpWLJuCm1CEaQXSuf191/7+B+jRY0Guvac0U9UHpAnVNYhTnAmJR/51E5+IEYmS2P3Eh9RPPM88XADPbxWMhP2Z2G3Hh8U/gNnd/1MxGAX/2jNbhpP//DsC9ntZnmdkpxMaNNwGz3f1sM9uUmOn6b2HBLkJap3IikTP+pJntCHyYeDN73KLKWVZV/qqlkfzDidfDIKITeiVR1OKn7n5b+r5+nu9aOszsWGLNxO+BvxIXt/2JvSc+Q8wiZTu4YWZHAu9x97Ep130tovDLPHd/zaKa3prAxe4+p8hYu2Nm23hs3rgDkY55nbv/yqLK1lc89kbLmpmtRlyM/NLd/2ZmxxOPxeXu/mAaYHo2t3NCuvjby91vSrevBn5f+Z+b2R7EIO+jnvd6QMyswWOD6/cTacgjiRnGJ4jXxOeBP7r7QwWGuVBmtjbwWuVi1cxaPfZWqtx/FnHOyGrTdJj/Xm9mJxIZKHOBP7n7A+n+HYjZ90Pc/dECQ10ki30Y13H3k9J6qDfc/aSq+79KpNQdkuFr+vNE53Qn4nF4jTi//YpYz3gqUWWuV6vjaaaoj0knjyuJFI7pxOjah4ip1VuJC9zPeWyk9p3cXijQUQ1mTLp5Rzq2LZHu8TPiebt+uv/WzDpElZ3tz63qEA0E/pJmJK4ABqSUiMdy7BCl//+3U2plAzFLsa/N34DvRSIHHnf/U24dohT/Tyw2nhxNVKW6j7TXhLufT6R23J++P7vysABmNimd6CBSR50olvIP4sTxbo/KbDfn3CFKrnL3senrzYk1OKcR++BAzADcmFuHKD2XLjazkR6ltSEqs11KzLDsQFyUVC7OszunpjbslG6+QcxW72VmE4FdgVeJixDc/bc5nRNS7EcTA7g3Vc1IX0asZQHA3W9191ty7RCldlyf/udHpvS5gcCn3P1sYqR/tLtPd/eLcuwQpTZ8w6IoUztRqp2UovU+M1vRzHZNo/7jc+wQJZWZgGeI//srwKfMbELKIhhArHnMukOUXFPVCfoB8KalKnkWxYPqgK/l8pq2sHMabP0XMYv1sMem1z8lBv5WIzpIn+vtDhGoU9SnpBPy1cTJYpCZ1Xnsgv1j4NI0Srg+sEa6L7ddyavTbIBOqQMPuPuX3f03xMLNkel4Nm1IJ+zriVS5+83sbICU0nRH+rYPEGuKci5ZfTNxwl4D+IbHerQGYj+ojxFT8CtbrAfJ0URi1PW7xKLl2e7+E2IUan+L9UR7ECeMLNNTUkf6beDjZnamu99DpP+tSqSlfBDY1syyfB5Bx0XUeRZpu5uZ2eB0on7Y3UcSs6bvB3D3aTkNblSZRKyhu9vMhgK4+1x3vxM4iyhO8PM0ck6OnWtincSdZvbp1Om8kkhHvg34ArGf0hCbv19XFmz+msz6yrmq6rX6JHEhu3dB4S2pm4mYJxOpc/Xu/mdgmpn9gUhzv8zM1qjq+OXmKqJK6mpEetynzGxQStG6m1ir/C0i++Gtbn9LAdJ70UlmtlXVc+iXRPr3T4lBgd2JQju/c/enCwp1kVJbLjez8cBuFluRQKSfbQjsDeBR+vySXDrYVdenRxFFsmYSMW9sZpu7+++J59f27v6Hoh4DleTuWw4kUh9OMLNziKpIo939ODNrJEpYrwWcmmOHKDkCGA58PU1vr0asK3oMmGGxqebOxMazuV3QbgLc4bGQfwBwipm9L43SuEXq2TeJMr05XgBCVAu6xd1/CGBmP03T3D9j/q72HwFO9HxzrZ8lLjr+Y2YfJQYBXiZmvOqJtV5f8jzLDFdmrtosyj3/njjxnevux5rZS8Q+IDsRC5izm2msMp7oQD9JPGc+RqRpXZXufxexL9pqnue6A4jZxKkW+5i0mdk8YqBgJlFhbh7xXHqhyCC7kzo6pwNPA+elwbCbiRTkf5rZZkQK5kG5XcgSlTl3Ag41s9OJAbAHgd+5+7/TrMsXzex2YuAjp3NBVxe7+y8gZoCB4Wb2OvH8ujANXubuceBad3/CIh12NLFx913EANoXiU2Kny4uxG5dDGxMzGh9L836vk0Mjn2TSEluJWYvctcI/IfY52174GQzO88jvf1sYu3pP9z9vkKjfKcvE5Vp90nXdh8iZrfGALta7Lu3CVFAqzCaKeoD0pTkiu5+tbufkA6fCky32DOANNp/LLEPzgNFxboYriI2GnucSOt4mljDMiKlHGxAlI3NYjoYOkZuPpPS4Sanw/2JC6YPQEfn7VlgH3d/rKBQu5WeQ7u4+z+rOkQHETnvI4gT4B0p9ezA3FILUvwj00zEz4hCFjcRpc6vIFIk+nnsSH5Ajo9BFUujxSsBO3rs4VNvZr8BBnns6H2sZ15hi0iznO7uPyYekzeINMx6i7Ur3yA6168WF+KCmdlG6ct6olTsre7+JeL96Nx036vAZ3N7LUDHe9LpxODAL9z9QWI96TGWClqY2epECtGuRaSpLIq7n0sU4XiDuAj8J5FuM8piHdcfiDLWb+bYIUrvSecCeCwmNzPbAphOnOP+RbwnXZ++P8vrMYtCLxCDSntbVLycSlw/fjbddwnwsRzfk9L/9XLgk0TFvG+a2Qc81kOdTKwt/aa7T3H3HAu8dPU6cR64n5h5/AtwhJmt6e5PErPX2expVTXzeT/wsJltRWyefgAxa/QPYuD7D8T+UIXur5fli1AWX3rB38z8N6eKOUQFpxGVA+nkkd3O8FaV855SzS4g8kkvcveLiNKlu6Q3rHM9o/UTVSkeG1Uf9ygnfD1wlMWGabj7v3MdUSaKEZyXOkIVU91959TRXoH5KYtZzRClx+BaotN/BrF4/2wiPeK3KX1gADHTBRnuDJ9eA783s9081gm5u/8N+I+ZbUnkwb+HqEoFkdOfnarOaR3wJ2COmW1DdCbuJNJ3VyEuDPfPrUORHocbgTPTqOuFRIGOkQDuPh5Y0cyGufsDHtX/smLzK1IdQ1z0AZCeT2OBw83s+0TFxXkea0+zYPPX3pxuZl9y91OAPdO54BrgIaJgx1x3b8/8InYtIuNhHHQMjD3i7l9096nE6+DdlW/2zFIvq14LZ5vZd9JgmRGbyZ5GvN+2WVQuvMfd/11kvF2l+L8CfMbd70r//18TAzRfN7ONiRnG8yvfX1y0C1cZtLRYL3Q78JhFcZp+RPrfDGJ/LohOXhaZKOl/+mczu8jd/0Hsi/lZYqB7b2It6Rbu/lTqlBa+4Xi2TwJZbHcBd7r7DWb2MTPb0MxWTZ2fa4FGM/tkwTEuSiXnfU/oKIH5+6r75xEpUANzO3EQqSmDgUvM7Mtm9nWLtRMruvvfiQXZm6eLxJzdRaSmfMSi0hmVC1Yz25fYfPahdDy3UdkTiB3JP08MBDSl438n1j5dSOyXcSVkGT/EiNkAYiT/o1XH/w2cQuTpb0RKLcixDWlE8BoiHeUUoiOxGlEOdsc0G7EyMNLdH/Qo6Z6bscAL7n4gMSu9LbHp9TpmNsbMmojO6YziQlyk7xBV2FYBGsxsJIBF6tz9RKrQXsBlGQ6STSIGwa4l1ho0uPuvqu5/F/F+unLVCHR2Umz/I/ZV2sfMzoBYj5buP4jYPP2nhQW5aOcCT7n7V4H3mNlX3P0cj4X9nyVS5j5CDMBmJf3/7yBKbB+WZk0rZc9/QWxo+hPgVpu/VjC3a4tq1xKbwB9NnN/eJNaXHpBmvFYmKt52lHYvWnoMriQGxwaZ2U4exb4uJfbOfJvIhtjJzFbL5fWsNUXl90dg59TxeZE4Wb9gZle5+zMWVdyyTRWyd+a890vpHnNSR6JSmnE/z3MPlp8SuclPEhcjw4gL3MuIlI8HiRNLrmu4Kp4gKrTdQuyB83WiYMSbxALUr+U4Kp7cAFRiOx/4fvr6PmJGYltihjHnfPFL3H1SuoA928xOc/ffElXm3vK0oR15X4x/AKhz9/3M7IPEa6E/UaTjIxY54xsB5xUX4iK9xvyZxFlEHvyzwEFEcYv1gUM9bT6bqevTTATE++p7iIGnSkf638DuOc24V3kVeNrdH0kz7MdYrL25kdhX7FQiZTHbGaI0Ot7f3d8wsx8SF36fMbMJxP/+euJ5dIznncZ7G/MHJ88kKhVW9CfOzU3unuN70rrAY54qXloUfNnO3e9z97lm1kAU2vlqTjOlC2KxdYe7+wGpA7c7sdbuV8AwM7uO6KBeXmCYC/IlYnDmTDP7LPE+9Eciy2GImZ1GPKe+7BmlUGufohJKb7oHETvDP2Jm3wbmpiffZsA+xD4y08zy2w0bOtpwKlEW/H/p2LbE6NT5HjnYawDrAS/ndEGeYt8baHP321N60Ibu/vN0/1nA6+5+VnFRLlxqw15UXXCb2ViiY/17Yqfph9IF7iopHTAbKf7RRPWaXwHtqSO9GnCzu380pWS+5BnmuUNHGw4jcsSnAG+7+9sWFf7GE2tuZhEdjUdzfS1XSylntxAd6vcRI8lPEjOROwL/zG2GKD0OXyJK/t9JDNJALMIeQRQimOru31/wbyheasM5xFrMX1VSmdJ706XEFg33Fhhit9II8Wbu/rCZDQf2I0b4VwFOAj5KrJH4M0QaclGxLkx6DH4OTCOycM4gOtJbuPtEM7uf6CxtWVyUC5faMJYYZLq+8n5jZpsT5+pPW5Snv9vM+ntmJfQrLNZBXUrMVBxIVDV7gZgF/kYatHk+1+dSV2mm8Z9E9bY6YrBmnrtfnq6bnsttoKb6fGWxdcHZwHHuPtXMBqVvWym3TqlmikomnUCuJlLK1rMoMXla5f7USVqDOJlPy/EiyubnvI8iFsJXcq7/li7MTzOzTxEjtqd5flXOphCLA9dLb0g3ALdUvQk8SKR4rJDLVPYCVNqwrkUxjslEOsFHiIXlfwL+a1FyNasOUXI9kY/8XuLi+24zu8vdXzWzu8zsMOBg4oSYq0obViIqI91rZn9099+b2YtE+scrxOasuabMVTp2/yOeUw8R+xDNTIMyw4EPpVmv3xYX6YJVpdn8najqt5nHBrMfIYpEtFlUN9vezOo9yg/n6CdERsBgYrDgWwAem82eQVQwnJbbbHv6/18OrGBm9xEjy982s68Rg7Z3pxmjtUtwATseeJhYxzUGWMXd/8/M3m1mvyXWgqxkZoOJjU+zStdKj8UtzH8Nb0F0SiFmuJ4ws08Dp5rZHu7+UjGRLlh6LzoK+Lm7P2tm3yBm5Nrcfe/0PT81s/e7+1+Ki3TRbP462ceI//0dRBrybu5+q5n9hSinX1krmIUUdytRlOMV4HsA7n6PmV1EVJJ8ompm6I1CAl0IdYrK55PAyu4+Kl1wfMGiKltduiD8EjHKdn6hUS7cBOLkd5CZfa9q5KkuncT/ChxKpHhk1SGyqG72iMcO0pWc2fHAN919hsXix3FEul+WHaKUlvhYVRuuAFrSx0eJ0bRjCgxxcTwNTHL36Rb7NYwmUp/+RpzMvwDskfmF1FN0bsNhRPrQfcBbxAzSATnNki5ApWM3AFiTSDVbi9hfafP0PZtZlKjPsUpY1zSbiRaFLR4Fzk0zj3sC+2bcIYL4v//A3Z9PF377ERe3jxOvlfeT0Z5uVfYjzl0Hmtko4HNpFPkxYBczO584nzUt7Jdkog0YkNKzPg4MTueLvxKl6K8uNrxFWgl4xt2PB7DYC+dTwJ9TKuBIYt3KAbl1iJIfEZkl7zezMzxKh78AnGixn5UTa9JyjL2rytq6G4gZ60eJmdONzexk4vUx0sxWAf6X0fvqicQ+XBOAa81sA5+/affviXWmqxLnuSyp0EL5/Al4yGIx/BFEClQTcLpFGdnNgK97BlU8FsTMViCm5c9Ih54mck3hnTnv2ZWJJU4cg81s3/RGdDkxGvXVdP88YG/PrKoWdFSw2SzdXNXMvpDacAVRBWkndz/M3b9V+f6CQu1WGmWFSJvbM50Ufk1sNrt7uu/7wCczTpvbJH05k1hrsDLRhgHEoAce65929jzXfVR7Gvi+ux9LzFLsSpTr/SuxpmgUMds7K6MTd7W3gQ3MbF8z+zkxw34KUVzhU8SF1m4Zv563Tzf/RWxM/EvSxROxb8w6aST5fM+vqAJEOeFHzWw9d59CrGHcDHieWJf5OLEfV5avA0vbMZjZ+4gRcjezq4iKhd8nOqvvqXSILMMKZ6kNB3ks2J9tZqPT82hDoqDCqRZVz35F7MmV3TqoNOhyNTGo93vgW2a2UZoZPTkd/zSxBurFwgJdfK8CT6ZroF2A/YmMiN8Qg2U7EPulvZ7Z++p0ouLrG0SK32ct1pKS0vv+Qwz4ZUtrikogvZE2EzmxdxEvmE8RefB7pnUIpxHrcdo8w0X9Nn8dzhvu/n9Vx7cl9jjIOee9H7HO4PI0+rQFsSPz48Q6iXFE2c9vmeW57iO14Uqi6suNqXP0beKidiTRhlHA6e7enls7UvwXE4s07wfuJS76IBb4jyM2ZW3JNN2vekfvVYl0iOuArxMppNsSbfg88N1MR2KBjnYc4e4XWZQbng78GNiKGCn8rbtPTN87IF1sZWMBaTbvJQY2DvOoOofFHleneVRry47NT0H+rbtflmZXViBKJbem1MUfAHe5+3VFxtpViv00YrT7AeJcNoiYadmFeF+9PXWSslX1GKxIpEz/1t3vMrMvA8PdfZxFSeiNPEqLZ6fqPWkvYkbiH8QeMscSF91vmNnVxAaz2aWcpYG77YFZHntxYWb1xJrrHYkB47fSNVJdjtdGFemx+Iy735xm2b9KDFauRnTsdiLWZN5kUd02i85Fegw+QKRQzyKeT+cS6XPHpW+b6O5/LCbCJaP0uXKYTCx8bCAuXP9D7E20KfDp9CawO5GKk+UFIZ3XsGxPlO592mMd0elkmvOe/JC44BtpZke5+0MWpXnfBiYSI5tb53gBWGUy0an+mZmNIAoTfDHNtNQTO0m/n1jEmeP6lWOI0q/HEHnKGxGzdE8Rs0RbEI9RziYQi3sPNLNLiFnfM4jZxRWBrYnHIKuU0Wo2f1+u/czsFWJAYyxx0t6WKI++r8XeJS9n+npYnDSbwcT7bK4uItJUrrTYCHeQu08xs+lE6uIniJm6rNKo0wXULUSHaBtikGMS8dzfgtjQcUsi5TLri1jigu8Vj4X7nwS2M7N/ErNfW5nZpUQWxFFFBtmd9FhcQaRmTQJGuPsfzGw2cW24V/qedYiZu6yk2G4nOtZbm9mN7n5xGtS7msgm+B2xl9Le7v5akfEuTNX76j+IQkEPA8eZ2TFEAZ6/WBSHeC9AZh2iymOwLfF+cyLwOSLz4Xji+ii7tUPdUaeoHP5DVBS628wOJGZc3iaq8YwgKtwc5JlV8ahIL/h/dlmHcyqxn8l/ifZtTZ457xDlku+xWC90kZkdWUnnMLP1iQX9zZleAFZ2rp9OVHD6EzFL8TEz+6m7f9fM1iVmHbNtA1F5Z7pHhbljiBnTF939B+k59TlgXK6DAhbruH7ksYEdxCaIJxHrPiYRz/3Pk3EbkouJE/fxQCNwE3AWcXHbQHRMtyIu2LNjZisRI5m3EUU4vmVmp7v70xa5+l8kZi2acp2tS8/3vxKbNT5ELMjeOb3OW4lSycOJNjxZWKALtinwG3c/D8DMphDPlSfc/dI0YPZ9YvPuXM8HALj7hKqbexEbUq5NLEuYAHwcuMfdnykgvMXxLuKxuNLM3kMMTP7WowrgeUS62VCidHiOazNXItYmH2tRba7FzEgdo7fMbA5xYf7lnDtEyXlEMZEvmlkjcX64jZiB/ITlu7ZuAPMfg7WICnO/9PlrND9MZKR8ocAYl4y76yPDD+JFMYJIidifGG3ahsglvR4YU/W9qxYdbzdt6EfkIEPMtuyXvv44UYnq2FzbkGK/khjlWKHq+IEp9lWAoenYoKLjXUg7BqbP7yFSAA9OtwcTo2h7pufYykXH2s1jcAVxIbUF8EsiLeIz6eufAR9P39tQdLzdtMGITRo/WHVsC2JPqzWIWa+vpOP1Rce7GG0ZVfX8aQV2qLr/XcTM6ZZFx9pN7B8nRsMrxxqIgi6XEbONK6TjdUXH200bKml/n0zxfoW44CO9H91G7OFTeKzd/P+36nLsy8S+JWcR6XSrp9fEBkXHu4jH4OwU+8eqjn+euEhfnRhcKjzWRTwWB1fOX1XHv0LsB7VG0TEuRhsa0ufLibWwEEVTrgeOTLd3JVIXC493MdqzATE49l+icuFEIrX6I0QWx5HE2rTCY62KeXA3j8ENwFHp9pdzi3tRH1pTlKGq9R9DiAvwm4iFglsQF4jfItZPXOHuj+e2/gPekau8O5H+dzYx4l9Zh/Np4CzPrMIcgJl9l5jdusDMVnf3V6ru25XYA+Fl4BPuPrOgMLuV/v83EzNEJ7j7yxaVtP5HZMfNs9ig9WnPNHe/+jFIt99H5L0PJWYshhNpgNmVeoaOEf3/I/Yt+SBwpbtfmO7r7zHr9VXidX2C51utsB9x8Xq5u19SdXxfYof1/d39hfR9K3pmC/rT4/BLYv3cFsAF7n5Duq+B6LQ2E2ta9vYMR5VTG34FPEIMcExx90vSDOQ8d3eLMtbt7n5ZkbF2VXUu+HPltZyOb+bzZ9wvIl4fdxcU5mIxs0lElcv7iQGz2e5+btX9BxAd7X2IsttZnZcBzGwX4vriO8BtVY9BPXEhfru7P1BgiN1Kz6ULiZn1KURK+PeBEz1SzFYhUri+RqSdZff/r0htuYB4P3ooZZ18xN2vsdjU/ptEZbkLCw20C5tfdntFohP9NPGYdH0MDiddaxQV69LIrhKKALHO4CV335MYkX0vcK3HlOQoYqH2NsSoArm98NMJ/HIiV/mTwNYe1fC+ToyA7EPMTmxDjFrl6Fng7xa7RV9sZuNSigFEZ+hV4MAcO0TJ54g3qz8Q+z4N9dgboNIh+iIxWphlVafk38RjcL1FZbBdiE2JTybWhJyVvidX+xIXgt8gOnM7mtmGaRBjjsUu34cDP8y8Q3QJsXbr/VWvAdz9x8T+ODuk2/Ny6xAlRwB3u/uRxHvPOqmDTYq3kmbztRw7RMkawL/d/ZtE+vQHzewDQL/UIfoC0c4/FRhjdy4jOm4XmNmuaVCJqovxzxMdvezWrSzAm8Af3P2nRPn/D1mqrpXWcX2DmKl4NbfzcoVHoaPriEGAj1oUGsGj5PzKRCp1dtJ1xQ+J9SnnE4UIKvtCtZjZnsSatKHEbG+W/3/otBbn76lDtJrHptbXQseaoReBTc2sPn1/Ls4nBldPSh//IQbqW8xsdyKbZigxQFaqDhGoU5SrizxK3EI8uU4ATkn5mQ3EtPA4d/9vUQEuwlpEJZ7TiQoku5rZ5u7+krvPIFI/DiKzNSwWpUl3SzdfJ1Iifkfkw/YnLkYgFsbv6ZmWiU1+SszGXU3MVJyROkbzLCpVjST2m/hnkUEuiEXZdog33n2J2dJ9iQGC/dJ9g4h1B0/0foQLZ2ENYmT/B+lwG1GCe066iK0jqgod5JmWDk9OJnZLP4jogK4JHft1QVQbGpHZSbury3z+BtcnE6/na8ysUhnpbeDTnmHZbehYj/YaMDetKb2JSLf5OnCsmQ0lSnDvm9tzKT0vpgAvmtm/iPedb5jZEWa2kkUVzH2ISmfPFhlrd9J54bg0An4rsK2ZfYw4t70EDEkzjg8Dn/cMS1bDO8qBv0E8Z2YR+0GNBnD3b5M23MzQWsDv3f3Y9L7/NrGofwVigG9dIpOmOcfsky62JdZhvm5mlwOXmtnxRBl0zOxzxLrNC929PbMO3gzgJ+7+PPGc/xpxffR1oopnWR6DBVueuXj6WPoPooN6EZESVElr3JC4sB1MjAJ+rfK9RcfbTRuMOOlt3uX4V4g803el2/VktoYl/f9/TFyIb0vMzt0KjK/6npuA9xYd6yLa8H1iE9b9qo6vRKxFOAc4hNgZO7vnUFX8ZxAzoqunx+CULo/BxkXHuog2XMYC1nYQ+9+sQ1yU71l0rIvRjq2oWl9DjADeyTvXIqxZdLwLeS61AF+sOnZQ+rqOKKc8qPJ+m9tHVRvOJAbCBhHrTH9ceVyIEf/Ni4yzm9iNKDywabq9N3Bo+notYkT808QF7WpFx7uIx+B6YpBs33Rsz/Qa/wnwIWI91KZFx7qINnwvPY8OTMc2ItJGVyeyCe7J9dzG/HWZm1Yd24tUMIioZLhd0XEuQVvem77emRh0PZq4xvs2aZ01kWGTzVqcqsfgPcT10WTmZwNtRxQ+2rnoOJfHh2aKMtBlKnUasWgWd3/G3Sd4pGjNJtJvVmL+JqfZqGrD54HvmdnhVaPJ1xIbOq4LMU3v7v8rJtJ3SrFfSVTV2hfY1mMkagIw3MwONLOjiRmuXNNrIEbBVyLWO33JzA5KqVpveuTyr0fMOv7PM5vWrkq5fIsoTXoi8To4Fdi8y2OQc3nPq4AXPPaSeK+ZbVN1nxMDH0cS6WhZSiPK1xOPQ2WzX9z9GmLUf780G9Y/Hc+xSlvltXAJcKCZfckjve9H6f5RxJpNPJ31c5JeD1cw//UwnhiB/Vs69hEz24+4qM2qWmF6/vwfUcnvx2a2h7v/HLgivR+9SFyEb+zub3uk9ebqe0S54eHAV8xsK3f/JXAYMWtdKaX/alEBLoaTifTQS4EvpnVPEGlyrUQK9SRifU5W0uvgN8Tr9Voz+3S66zZgD3f/PfGeukExES4+m79W/EPp0B+J/d5+kK7xziJe1+u4+689k8qRXR6DHxOD2o3EhuPHuvt9pAECM+ufedbAIqlTlIdtiRNdZSr1MjM7wcw2AjCzzxBPwtPSBW52J3HiTfcRj7S/g4h1BpWdjN8i1kFlmatMjJrd5e5nEOkQe5jZu9z9TmJ0bQYxkvN1z7TsefIQsSHlk0QFm0+Q0s3M7N3E4tS9PLMUm2QwMNUjNeIRooM0zN3vIUb7ZxDVzbJ9DNJC2RnA42b2F2LB9cVpvQfAv4j0s8M89qHITjqhXUN02s4lSgxXpzT+hRjBdHefU0yUi2UaUYzgX8RrYWcz2x8g5b0fARzvsfN6jgYx//XwMPF6WCMNZlxFjJDvDnzT3Z8rLswFOpgoRX0UcS44yMzeRfQ/K+ufRhPppdmyKPN8jbu3eKT23UTaJ4YY4HBiBuzkTAcGKh6m82thF2LE/xyiFPoR7v4jz3OPwG2Bxz3WAx5A7AW1QRpYfdtibewBRMc1d1cAr7v7VRZ7BW7X5Vy8J9HhyC3tbDs6Pwa7EufifwNnpjTkw4Ab3H1Opteni6/oqapa/2B+aclPEKkpTcyfSj0u3bc7eacMrUGMyl4G7JiOVcpjHlX1fesWHWuXuA34LNC/y/GTiIuQLMs8L6gdVc+h24nd1CFGlv9AVD4bQGZlz1OM/YhS4YOBAVXHvwqck75eq+g4F6cd6fN2xELUQ9LtYcSeMiOIC6psyw2neDchKuFV3nfuIJV1T8fqiBHn7Mr2ptfz2sTsybAU+xbpvsprYQTwPmDDouPt7nlEpMR9oMvxr1S9HiqlcLMrHU505tZgfqr0ysS6ugHpdiWVd5OiY13EY3A7cHSX47sDvyDjdL+qWCtberwnPd/vqDovDCMKcmxZ9f1ZpVOn+NdN8U8hZuN+QlSR/DXR2a7MfmX7XKpqz0CiQ3o8MXh5BnAv87csGZnamc12Bukx2IQYyLuly2PwG2JgZjiRVvfuouNdbu0uOoBa/UhvvK3po5LzvknV/SukF8naRce6iDZcTMolBT4F/B74ULq9CpG+smrRsXYT+y+I6euu961ClOjNMse6Sxt+Qozo90/HvkAUJqicAI8Gdik61oW04erKxQdRraZyfATz92n4JZmu/ah6DM6regzWSieUSmf1BKr2NMnxI7Xj61R1TNPx8URlof65XTgtIP5fEhfgvyLS/nYlcvYrr4UmYNeiY11EGy4nUs+OIzoQlc525fXwUWKdXVavhxT7D4mUpq73fS+9p36ByCDIJu4FxFqZKb2W6DiM6HL/CcSgxwpFxLcEj8Vt6fH4KzEgsHt6LWyZvqcJ+FTRsS4k/h8xv8OwC5GK+Zt0ey3g5+k1UIa93XYnOqJ1RHXCyoDZxsRAzUeJTJrVi463S9w/JdJc64lru/2AX6f710mPQfYDlkv6UVnzIb1vMlG9phW40cxedPffVd1fmUrNscRtJc3mR8Q6nDstdjP+C3Hi/p6ZnUPk+Q4lUgNzczrwJHC1mZ1ETFn/w91/Q1TkWZuYRTqnuBAX6StEutZ/gLPN7ER3v9HMHPi2mT1KWtRfYIzdstgX4yHgZjO7GBhgZjd7lHp+jjiB/Ato8nzTnL5CVJV7nngMTnD3F82sn0elv/2Jk8mNRQa5MOm1fCNRMbJrNcifEbnkK3je1YTOJl6/zWb2cWB3d59oZitTgtdC8kNiK4BvEXuUDKr6nz8LHEOkNWb1ekjPn+uI9OlbzWxtYpb9qbSO4i1iK4ZhROpozuk1BwOPuftpZrYPka51HzHg8TaRQvcZYtAyyzL6xHPnHncfb2ZbEiP6FxPvU+PN7GFi7Wyur4VvEueFH5nZdsQ54DfAISkNczvi/79iTq+DrtLr4jbitbs9USjru2ndTb/0+phCzLpns1bZ5u8r9hTxf9/W3e8ws3WAw8xsCLGdSn/yvLZbJtq8tQAWJZH39rTo12K/ksHufplF+dUPEClcze7+YIGhdsvMNiFGx39IpEM8QkyvjicuED9JjNZe6u4PFRRmt9I6rX2I4gO/I9YgjAHOTif2QUQKyDMFhrlQ6YKvsq7jWCIFbZxHrvU6xIljrue35gDoePNtIRYr308sIm8mNp39BTFT2uiZLDhdkFSKt7Kw9FhiRPxEj32IhhLFOiZ4pmV6AcxsVSIn/GJiDZ0TI4K/SO27lthv6dyF/JpCmdlw4Hl3f9XMdiAGZw5Oj8NaxABTtq8FeMdmpqcRnYgvuvvctF7tMjJ8PVjsXXUCkdbURAyO7UyU2f6jmX2TGOk/0DPcAgA6LmCHEJuxtqVjHyXSeL9W6Zym4iKDPMPiEFVtwNN2HRab4m5BvC8dA9xHnCfm5fpaMLOdibTLfYlriY8R1xibAh8n0rmyvTaqMLODiWUPp6TXyEHAjyqv3zRg1kxUKs3mNZ0GlT7s7qdbbAHwOXffJ913NFGVdG1K8BgslaKnqmrpg5gWPpyY9q3O0/80sZs3RBnuBjKaSu3ShkrefgPR6bmZGP0D2JyoqPK+ouNcSOwfqbr9SeALVbd3JC4Kc08T+hZxEfuBquOrEVWGvk3McG1ddKwLif/kFP+mRFrQg6QS1sC7iQ1aqX6N5PSR2nAekba4U9XxwaltJ6fHYCMyTrNJMRuR734pkep6MLEG7ffEwA1EasdGRcfaTezXEmly1amXKwAT09efIqXP5fiR2nBdakPX1MXTujy/BhUd7wJi35BY27Epkf1QORd8jBjoeE96jWf3/KlqRyVtcf8F3HdWald267cW0IZrSCln6dhAYlYRYj3jFWS2FUaX+E8gOm87E2tYTk/3fSi9H22cXtsDiox1MdsybAHPoz8Tpau/RAwEnklG66HS63kVuqQkAhcAY6puDwJWKjrenvpQ9blekkbFf0HMzr3hnSu9/B14NI2QXENcSL1SQJgLlUaifkvsnTSFeAF91t0vMbM6jypJvyY6TFlJsf8aON7MDgdw918T6UEV7yMWCWc5fVqVsjgUmE6kBa0D4LGD+hnELOPZZFi2uir+NYD/Ep2KvxHlYMea2dbECdDMbJBnWA0pteHSdPMXwNEppQN3n5kegx2IGaJKyk12LDakPIOY3VqHmIXYHfinu1fSYPdOj8Nr7v50cdEumMcZ+l1EBbAd08wpRFrHCmZ2OvFeld3zqCK1YQix78oOlTakjIEXiM5F5XuzeU2n18H/EalOtxH/85PTucA8SiVPIdaTTs3x+VPleuAVd7/ezDYzs02r7juNeK8aVkxoi+2bwIPufrWZbWdmW7h7m7tPSvdvSXRes6sYmZ5LVwNvuPvr7v5bonT1Pma2vrv/mXiujfAo4Z7Nhu9dpbbcDPzJYmPiSpr4P9z9Q8DngD2IjtMpnkkl2Krro/FEOvvWVXdfCfS3+VswvOF5p1IvE3WKes/RxIXs7WbWYmbnmFklp/c1Yu+SU4DRntEePl28m3hxf4OYrTibmG3BI8Xji0Seclb7ZiTrEAuwjyV2IK/s4D3HwpeJVInz04VKjrYDnnL3r7v7zcRI7EqVO9PJfA4xwv9EQTEuzPbAv1L8NxFlVDd294uB7xIdoo8RF1fZXAB2MQz4o7uP9SjZ/gZwgMUO95jZMGKtwV6ZPgbVe+CsQqS9HuPudxHr5yaZ2QZEO+vJd91ExS+IVJv3A1ukTtybRGfpE0S62dMFxrc4fkE8FpU2DHT3ucSAzY5mNjg9Zjl5N/BMOhecRewrthlER89iD6W9iHWz2Uoprg8B/zGzvxNl9K8zsz2qvm068GIB4S2J+4FHzOxHRNrZpZU2mNnexJYep2Z6MTuEeB/6iZl9z2J96f3E/kMTzOxkIv1yaoExLlJ6jV5FVJU7iignjkf58OvTt40kOqcrZjZgtjUwzd3HEv/388zs/em+fxHXefsVFFvvKnqqqlY+iIuMs4iy22OZX4J773T/ZWS0g/FC2vALUllh4gX+W2KEeTWiKtKwImNcQMz9iP2SViSqv9QRI/knEx3QyvdtT0ZT2V3aYOl/v0rldvp8JvMr9KxKjNYOKTrebuJfhZTi1CX+r6SvK6Xps0xdrGrDSlXHDkiv4S8QJ47N0vdk9xh0acu2xP42lduTiRPeRkTqyunEjN5WRcfazeNwaNVrYS3ignwfYqPfnxIzvnsDmxcd70LasBmwTrq9zgLasH26L8u0LaLs+SVVj8MniCIEI4g00muBTYuOcxGPwQbp9boaMUI+Ot33AeBuYoF57u9JnyQuskcS1RcrKWc7EClnmxOL4nPe0qOBGGCdAHyZuJ64OsW+Rvq8YdFxLkY73k+so4OomnpVl/s/kR6j7NJ503vmT6rOw58liixsk26/lz5Udnuh/4uiA+jLH8QFeQsxq/L+dNGxR9X92wKXpK+zzNFMb7wfrrp9CJEusXG6PQI4K32dY877T4nR4urjK6UT39FELvl3Mz7x9SMKQVxELGB+f9V9XyEqIe1ElCLObv1Kegx+Q6zB+VU38X8kxV9PhuV602NwC1Fa+Bbml3hejflluJvJtMRtl8disy7HvkakMB5MFBtZKx3v39vxLWb8PyWV0U+PSz9i74964kL8Ebrs8ZPTR9Xr+YL0et6WuCg8rqoN05jfKcrm9ZBibyJG7Qen1+9NzN+D6BPAD9LXWZ0LFtCO29JjcDdx0V1XfQ4gOkm7FR3rItrRBPwzPR79iLUqDzN/0PJEYN+i41yM59LqRIbJP5i/ncdHibTGbJ9HVW0x4MN02buNSAs/r+r2FsB6Rcfb5TE4nphFXDV9/lnlf05UHT2FTK+NeupD6XM96xzi5HEnMQqyMXBbVSrEe4GVLHaLz670dlWe6QlmdgSAu19GlO9tTWk2WwBrpjVTueXur0Oc9H5kZmeY2QQz287d33T3vxILBj8IXOSxU3yOPgM84O5fI2ZWtjKzgem+x4ic95OIi5GcpuMr3s/8aflWYGLVtPyjRPzNRPztnt6NM3M+kTZ6DJFf/ZF0/DWP9Mv9iZG1LCtrVTmVSFHZ0cwqaZc/IS7AryTWM64FkVZaUIwLU3k9X5PWQ7UQaVwPE8+lZ4i1UDk/Dp8mXs9HEa/n4e4+m4i/0oZvEK9tcnk9pHPBNURBhVWAVne/gtjH5Goz2whYH1gxrS/NNf0V4v3yb+kxaCFmJzqk1L99iMcjZ1cSeymtSmQMXE28V7WklLMDyDDlbAHPpQvd/ZfEvjffNrP1iGJOc4C5RcW5ONJ1zx3EoNJtFiXEK04DXk/twd0f8kwq/lWl+m1A/J9PcvdWolDWNen8MIToIOV6bdQjtE9Rz/oH8KS732Vmc4EjiJG/35rZvun2MZlezEJ04n5FjI7vbWZHuPsPPUqHG7EO6t3AGZm+cN4iqh+dQ2xi9zpwrpkdnzpF84BRnslix268DmyaOs4HEyeJr5jZicCrxGzF5z2jkp5d1AFrmFmDu9+cTiITzWwMsR/UquQdP8Ro+H3p61eJsrC4u1uUex4FHOT5r125giinujVx8foXd58OkNYD7kWkzeVqRWK2vfJ6foPYEuA4onLYPcWFttgceG/V69nTesaTgP3c/d5Co+veJ4n1jM0AZraxmQ1x97PN7EhiHcsHgfEe66Fy9hPg5fT1P4kNfecCmNnqRDv2LcHr2YjzwSDiefRFopP6R2IW4GrPc0uJ7p5L47s8l07zPNdAVduJKE7zNYtCWZ8ws6fcfQYxSLwRMYN6ZYExLsjOxEDfOQBm9n0z+xSxjGMG0aHbgphJqinap2g5S52FVYje97ZE9aOvuPsrZrYT8B1iBOddwH/d/anCgu1GasNmHtXkKpWQRhDlbae7+w+rvneFnDp16aL7SGKjuttIM0FEadun0+LTvdz9CDNb0d2z23wsteEoYpHyLURqwbuBPd19RzP7JPGcOiidTGYUGO47pOfP1u5+f7p9EvFa+LK7t5nZXkQa3Wlm9i5Pe2rkJLVhW3e/L92ubMa6CrFg+ZsW+zncB7yd+8k7tWcwkcb4AnHi+zPwP+K1cjlwtGe2n9ICnkujiZnFj7n7M6lYzSjgqDRr1y+3AZrUhm3c/W/p9jeJDt5n3P3D6WLkK8Sallk5tgFiPytPm0ya2YXEXlY/q3ptZPl+Ch3vqUcTnaG73P3ZdHwFYpb6CDP7NLFIfmZO57SKqvPCf4G/eGz++WFi4GkmMejxIjFAkGOxow6L8VzK6rqiO2a2LfF+NIa4tluBGOg7y91/Y2YbA+R4nVdhZscT16TXEutjP5rO0w1pFrumKH1uObL5ZbdPI/aeeIzIgb/KzIa6+x+JUee1PMqU5vpCORX4cUqzGZBG0f5OdDJWMLPLzey7ZrYi+ZX4vAIYTuTnXwP8gVgQfIVFacyBQJ2Z9c/1BE60YXNiAe2PiZG/yczfPXpFokTmSpl2iH4NfCuNXOLuZxKdh6vStPzg9AFxcZ6VqjacZGZfAEgnaiMuQBrMbCxRrGPVXDtEFraBmNVKz5XridfDg8RgwfEppePzmXaIuj6XJgO3A5el95+BzN88l9w6E1VtONnMDgBw9/OJojSVC44Vqn8mpzZYbOwLgLu/ZqksL1Gx7UWLDU7PTMezvIhNj8E1wCZEpcLvpcENiNezm9m3iDU4g3K8GK9qw6bEc/681IbZRJnnw4n1dD8j38dhSZ5LuV1XdLDYzqDJIs3yCeL9dFdgfY9NTpuBI8xsdXd/KqfrvOrHoMpPiHLn3yHel9YGqMUOESh9bnmrrD04Kb1g9nb3i81sEHC+mT1BVHm6odAoF+0KOqfZ3OXu7cDUNEvxQWK2JcdOxaPA9939DTNzYvTjAODfxOLZLYiSz9m+6dK5DXOIfXH2I3KWbyT2KTom04vx9xNr6KYAe5nZ/u5+vbtX8txPJfbMOB7yWTPRRdc27OvuP07pcq8D6xKd1sMqI865qboYf83Mrnf3G9NdKxDrbuqA54D70+jsawWFujBdH4cvuvt17t6YnkvjiedSzq/nrm3Yz91vcPcHzexhM7uBqLB1jGe0/0p6/lxODL7cATzq7vdU/Z+fIM53rwFfz/j/D+9M19qIKLbzurvPtsiE2B042N3/VVyYC7WgNtS7+9Q0wzXY3Q/McZaxLz2Xqjqn/yU6n5cQs7xDiBlriPNzHRl1Trt7DNLdT6Vz235E5661qDhzoE7R8nU18QKHGAHfGcDdJ5nZr4iR/ys8zzzfapWUmnWJk0e7mb1BVEXKch2OmVm6wO4P/NDMvuTul6eO0Q3A59z9zZynhLtpw5XpDe06Ys3HOsTJfGaRsXbH3f9uZg8Rs9CrETnWlYvZMwDSDFeOHTqg2zaYu9/osR/Xz4F73D3nBf1dL8a/kOK/xWJPpbfcfc/0esjqIqpiMZ9L2b6eods29Ett+LrFxr+VWbycfJlYE3EyUexlV4tU11vT/f2IEeUvZtyRAMDd7zCz6rVag4kS1jen7I4pwDk5v567acOHgZvc/ZRiolpsfea5xDs7pxsQs4vPpUGOycQ65mMyG2jq9jFIHaLNiWUHX3b3/xQZaNG0pmgZ2fxc5VeIXOVn0vHqtQcfA57wTCqPdGXz1+G8SuQqP2mRq/8oUSHvO8Ru2QdZhnnjVpWfnG6fSSxwPCi94E8Ffpjzi30x2nAaUaUny00Eu8afjg0kNpz9AFG0479Eaum8HGeI/r+9+3mts4jCOP49IQY3bqptkS4UcSUGC4IuFBQaVLBdKoKLLJWW4kItaOnGgn9AiyCCmqRWpCtREHdqxSKIuqoUBH8gLiLFhdKFUD0uznvT2zTvvXmTcO+ZeZ/PLrlpmZN5782cmTMzm4xh1d1PTqN9XTVlKDPEpbgHiFMAP7C4HPRK8zMZZ5b78ixdJjaTp/r9A5jZPHFc+yvEjPfDxH037wJ7m5Wu3d4c1JHRBp+psx77zg4T5eA3AQvufmJabRxnEzHMEbP7J4B/k74Xin+WhlnLfqjm61niepW/p9nG9Ub0wTtEQnqRuHMs5WTrJGlP0fYtERfxzRG3SN/VfH+OOG77ReJkoWw3kg9bIvbhzAJvmdkdwCpxNOxBoszm22YAlSYhsrAEvGFmi2b2EIC7HyeOtj1jZkeIzYPpBh7QKYanptjMVhu0/8HBa+5+xd3PEwePLABn3T3dH+6OMZxr+W9SsOvr9q8279dviGNj95nZKeCYRV28ZRqQ9/BZej/T73+dH4k9sY8QfxcuEHtZ7iOuYNiTdRDb1gd+Y7nWcaIUKp0OMbwKLDfv9VTvhSHFPksDNn4/1KNm9nq8nCsharT1wX6ifPdWJURBSdH2XQJe9rizYYW4v+dud79MlJ8dAg570r0HjRtiIAbkPwH/uPuT5LzLZ7AkfJQ46vaAmR0CaJa33wN+I/Y/pVxhofwY1rf/cYsT/oC12fEZov2pSi6HdIkh1WEEAx0G448RCUXGFZa+PUtZYxhssv6QGDQdJAZSq8QRxJ+5+x+t/3j6RvYB18q1nnf3rHcR1RADUPaz1DE5XfGkx9GX3AeTpqRoi8zWLmAd7P+YcfcVYl/Rm2Z2MzE7e8ST1iq3xLBMnFB1Fjjn7i81P5NmhWjId8QK3H/ECSpfA/eY2e3NcvEFd/8o8+CD8mPYqP3zZrbbzPY33z+ZNZlo1BBDDYPxGvqhhhgA8CgFf5soMztNTPCdyTrwG9LWB3vMbN7dPwXu99z7V2qIYU3Bz1JNyWmpfTBRSoq2wKKm1AHc/TXgF6LMyTxulf4KuMXdT7n7xSk2tdWYGJaJGNZmkhOuEkH7kvC9wG3EIRHZlR7DqGX5XUSdcsaEelgNMdQwGK+hH2qIYY27/978PXiB2N+YcoJvneLLtagjhusU+izVlpyW2AcTpaSogw77P54mjmRMp0MMz5B0H87AmCXh8+6+OrXGbVLpMYxp/xfZ2w91xEAFg/Ea+qGGGDbi7n82JeHp1VAqVEMMbUp6lqgwOYXi+mCidPpcB2a2CDzAtWMN7wS+d/ePm9efIA5YuJS1RKWGGNYzs33ExuUF4o6Ao6XNgJQeQ+nth/JjsDggZZGoc/8EeBbYS5yCWUyJROn9AHXEULoa+qCGGEpXy+eqbI6Sog6s/VjDFaLU6Vd3/2t6LRyvhhjamNkuYKbkGZDSYyi9/VB2DDUNokruh4EaYihdDX1QQwwlq+lzVUZTUtRBc3jCc8DPwOdEedkx4EvgKvBD9vKIGmIQkdE0iBIR2Vn6XK2f9hR1UPr+D6gjBhEZTTXjIiI7S5+r9dNK0RbUsJRaQwwiIiIiIjtBSdE21LCUWkMMIiIiIiLboaRIRERERER6TXuKRERERESk15QUiYiIiIhIrykpEhERERGRXlNSJCIiIiIivaakSEREREREek1JkYiIiIiI9JqSIhERERER6bX/AWH/71xfFzQBAAAAAElFTkSuQmCC\n" }, "metadata": { "needs_background": "light" @@ -361,10 +346,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -399,84 +382,84 @@ "output_type": "stream", "text": [ "Lag 0.00\n", - "Standard Deviation raw dataset: 83\n", - "Standard Deviation processed dataset: 84\n", - "Symmetric Mean Absolute Percentage Error of Variances: 1.20\n", + "Standard Deviation raw dataset: 128\n", + "Standard Deviation processed dataset: 128\n", + "Symmetric Mean Absolute Percentage Error of Variances: 0.00\n", "\n", "Lag 0.02\n", - "Standard Deviation raw dataset: 312\n", - "Standard Deviation processed dataset: 313\n", - "Symmetric Mean Absolute Percentage Error of Variances: 0.32\n", + "Standard Deviation raw dataset: 287\n", + "Standard Deviation processed dataset: 287\n", + "Symmetric Mean Absolute Percentage Error of Variances: 0.00\n", "\n", "Lag 0.04\n", - "Standard Deviation raw dataset: 508\n", - "Standard Deviation processed dataset: 500\n", - "Symmetric Mean Absolute Percentage Error of Variances: 1.59\n", + "Standard Deviation raw dataset: 474\n", + "Standard Deviation processed dataset: 460\n", + "Symmetric Mean Absolute Percentage Error of Variances: 3.00\n", "\n", "Lag 0.06\n", - "Standard Deviation raw dataset: 626\n", - "Standard Deviation processed dataset: 594\n", - "Symmetric Mean Absolute Percentage Error of Variances: 5.25\n", + "Standard Deviation raw dataset: 582\n", + "Standard Deviation processed dataset: 566\n", + "Symmetric Mean Absolute Percentage Error of Variances: 2.79\n", "\n", "Lag 0.08\n", - "Standard Deviation raw dataset: 686\n", - "Standard Deviation processed dataset: 643\n", - "Symmetric Mean Absolute Percentage Error of Variances: 6.47\n", + "Standard Deviation raw dataset: 646\n", + "Standard Deviation processed dataset: 617\n", + "Symmetric Mean Absolute Percentage Error of Variances: 4.59\n", "\n", "Lag 0.10\n", - "Standard Deviation raw dataset: 686\n", - "Standard Deviation processed dataset: 641\n", - "Symmetric Mean Absolute Percentage Error of Variances: 6.78\n", + "Standard Deviation raw dataset: 663\n", + "Standard Deviation processed dataset: 629\n", + "Symmetric Mean Absolute Percentage Error of Variances: 5.26\n", "\n", "Lag 0.12\n", - "Standard Deviation raw dataset: 666\n", - "Standard Deviation processed dataset: 619\n", - "Symmetric Mean Absolute Percentage Error of Variances: 7.32\n", + "Standard Deviation raw dataset: 621\n", + "Standard Deviation processed dataset: 588\n", + "Symmetric Mean Absolute Percentage Error of Variances: 5.46\n", "\n", "Lag 0.14\n", - "Standard Deviation raw dataset: 637\n", - "Standard Deviation processed dataset: 588\n", - "Symmetric Mean Absolute Percentage Error of Variances: 8.00\n", + "Standard Deviation raw dataset: 602\n", + "Standard Deviation processed dataset: 570\n", + "Symmetric Mean Absolute Percentage Error of Variances: 5.46\n", "\n", "Lag 0.16\n", - "Standard Deviation raw dataset: 617\n", - "Standard Deviation processed dataset: 573\n", - "Symmetric Mean Absolute Percentage Error of Variances: 7.39\n", + "Standard Deviation raw dataset: 594\n", + "Standard Deviation processed dataset: 563\n", + "Symmetric Mean Absolute Percentage Error of Variances: 5.36\n", "\n", "Lag 0.18\n", - "Standard Deviation raw dataset: 611\n", - "Standard Deviation processed dataset: 575\n", - "Symmetric Mean Absolute Percentage Error of Variances: 6.07\n", + "Standard Deviation raw dataset: 600\n", + "Standard Deviation processed dataset: 566\n", + "Symmetric Mean Absolute Percentage Error of Variances: 5.83\n", "\n", - "Lag 0.20\n", - "Standard Deviation raw dataset: 622\n", - "Standard Deviation processed dataset: 584\n", - "Symmetric Mean Absolute Percentage Error of Variances: 6.30\n", + "Lag 0.21\n", + "Standard Deviation raw dataset: 603\n", + "Standard Deviation processed dataset: 574\n", + "Symmetric Mean Absolute Percentage Error of Variances: 4.93\n", "\n", - "Lag 0.22\n", - "Standard Deviation raw dataset: 645\n", - "Standard Deviation processed dataset: 599\n", - "Symmetric Mean Absolute Percentage Error of Variances: 7.40\n", + "Lag 0.23\n", + "Standard Deviation raw dataset: 634\n", + "Standard Deviation processed dataset: 597\n", + "Symmetric Mean Absolute Percentage Error of Variances: 6.01\n", "\n", - "Lag 0.24\n", - "Standard Deviation raw dataset: 633\n", - "Standard Deviation processed dataset: 590\n", - "Symmetric Mean Absolute Percentage Error of Variances: 7.03\n", + "Lag 0.25\n", + "Standard Deviation raw dataset: 632\n", + "Standard Deviation processed dataset: 585\n", + "Symmetric Mean Absolute Percentage Error of Variances: 7.72\n", "\n", - "Lag 0.26\n", - "Standard Deviation raw dataset: 556\n", - "Standard Deviation processed dataset: 537\n", - "Symmetric Mean Absolute Percentage Error of Variances: 3.48\n", + "Lag 0.27\n", + "Standard Deviation raw dataset: 549\n", + "Standard Deviation processed dataset: 536\n", + "Symmetric Mean Absolute Percentage Error of Variances: 2.40\n", "\n", - "Lag 0.28\n", - "Standard Deviation raw dataset: 486\n", - "Standard Deviation processed dataset: 470\n", - "Symmetric Mean Absolute Percentage Error of Variances: 3.35\n", + "Lag 0.29\n", + "Standard Deviation raw dataset: 462\n", + "Standard Deviation processed dataset: 461\n", + "Symmetric Mean Absolute Percentage Error of Variances: 0.22\n", "\n", - "Lag 0.30\n", - "Standard Deviation raw dataset: 355\n", - "Standard Deviation processed dataset: 345\n", - "Symmetric Mean Absolute Percentage Error of Variances: 2.86\n", + "Lag 0.31\n", + "Standard Deviation raw dataset: 376\n", + "Standard Deviation processed dataset: 379\n", + "Symmetric Mean Absolute Percentage Error of Variances: 0.79\n", "\n" ] } @@ -544,10 +527,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -607,10 +588,8 @@ "outputs": [ { "data": { - "image/png": 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ECqr7yHxFUYYrimKjKIq5aUb2Y1O2pcDbiqLUVhSllin/3YS4DFQUZaRpxu8l1A7tP1SzvEBdJ4GiKI+hzmSXCkVR2ptm/8xRO6FswGiyWq0A3lcUxd40SHzlDu/hAOos0TRTPXUHhgDLSnn+ApMc9U0y11YUZZjpc1PUdRsPoy70nmYacBdklqIoFoqidEMNELDSNBu4EPhcURQ3U1meiqL0u4P7Kw2LgSGKovRTFEWrKIqVooY5vtmLLI9rqAuhC+5DYY+6liNFURRPVAX2lpjqYbyiKI5CCB2q/3nezOhC4BnT86AoimKrKMqgIorGHWG61krUBdIuqMpRwXtJFEJkK4rSAdVyVNpyI1HX431oqlN/1IXsec/pCuANRVGcTfX0/C2KvKv2VJBb1HVRfgCmKooSaKr7xnnPezHc7FmyQJ0YuAboFUUZgLqOKY84wFVRFMcCx0psX6iBWwYritJVURQL1DUBJb7/hBBnUQesD6MOWlJN13yAkpWhOKCeqfw7obj2USJCiCuoAUo+UxTFQVEUjaIojRRFub+EUwo+Q/VQ3UHvlA1AU0VRHjH1heamPti3hPwHgTRFUV5T1P3YtIqitFQUpX0prxfHzetlBTBRURQ/k6L7TpH0m7XNsuqXXjXVrRfqGpjlxWW6jT77hv6+hOuW+F4yXesnYK6iKB6meu9smmwosf0pqmVsmEkhyzHVhdEk66gC/X0Saj9zO5ZSUIMqtDKNO8yAyRRWFooSBzRQTApfKZ792+mH7pRbPXNHgJGKOq5qjNqf51Fi+7nN/lZSRkhlqIYjhPgMVTl4G/WlEIk60FpryjIbCEZdsH0MdaH5HW8iiBrIYAxqJ/oIMFIIoRNChKNGvPkXteNrhRqBp7Q4oL5gkrgeMeoTU9oUVAXpAuoM7++oL4jbQgiRi/qSGYA64/YN8KgQ4lQpi/gSdXZyq6IoaahKYEfTy2Ax8JEQ4qhpIPYm8JvppQWqWT8JdRZwCeqCz7zrvoa6gPY/RXXp2A6Uyz5CpkH7MJN8ec/Lq5SiLzG5+LwP7FNU14BOqFH42qIuCN4I/HEb4jwCXDLd8zOobgYIIYJRF5zPQ62zc6j+2mXF76gRnFYWcad4DnjX9NvO4PZn88ahrl+IQV0c/I4QYrsp7V1UN5KLqL/vKtRBSrGUQXsqSrF1Xcx1V6L+xr+jrqdai6o0Fpe3xGdJqO6CL6DWYRLq4HV9gXNPoU7UXDA9Sx6U0L5M+U+gDrh+R53RTeLWbjl/o7rMRBb4rqD2gcWxEzWSV6yiKPG3KPsGSmgft+JRVMUxHPWeVlHYZbUgs1D7xouoA8nfblfGArKmoSqnY1Gf11iuB2kpLr8BdUAfYLp+POqA1bG4/MXwIeqkXLKiKFOLKX8z6jqgnajtfWeRLCW2zTLsl9ahrpE9Yjrnx5vkvVWffbP+vhCleC9NRX13H0Jdk/oRahu7WV+uQR0XxJjOuR81eAeoQQkOKIqSjtreXhS3ubeQECIeNcjBx6jvaj/UcUZJfVqeIpigKEpe+yvx2b+dfuhOKcUz9znqusQ41EigSwqce6v2U6r+VlJ25EWkkUjKHUVRZqIuLny4omWpSphm+hYLIUpjfZHUABRFeRY1il1JVgCJRHKPUBRFoEaZPFcGZXWnhvX3JotPFGpgm10VLc+dUpbPgeTeIi1DEolEUslRFKWuoihBJneQZqj7YKypaLkkEonkTjC55zmZvB/eRLW6/lfBYklqKHIXcIlEIqn8WKBGS8oL7bwM1R1GIpFIqiKdUd3Y8lzdhgshsm5+ikRSPkg3OYlEIpFIJBKJRFIjkW5yEolEIpFIJBKJpEYilSGJRCKRSCQSiURSI6nSa4Zq1aolGjRoUNFiSCQSiUQikUgkkkpKSEhIvBCidnFpVVoZatCgAcHBwRUthkQikUgkEolEIqmkKIpyuaQ06SYnkUgkEolEIpFIaiRSGZJIJBKJRCKRSCQ1EqkMSSQSiUQikUgkkhpJlV4zVBw6nY6oqCiys7MrWhSJpFJjZWVFvXr1MDc3r2hRJBKJRCKRSCqEaqcMRUVFYW9vT4MGDVAUpaLFkUgqJUIIEhISiIqKwsfHp6LFkUgkEolEIqkQqp2bXHZ2Nq6urlIRkkhugqIouLq6SguqRCKRSCSSGk21U4YAqQhJJKVAthOJRCKRSCQ1nWqpDFU0Wq2WgIAAWrZsyZAhQ0hOTq5okSQSiUQikUgkEkkRpDJUDlhbW3PkyBGOHz+Oi4sL8+fPr2iRJBKJRCKRSCQSSRGkMlTOdO7cmejoaAAOHjxI586dadOmDV26dOH06dMADBo0iLCwMADatGnDu+++C8CMGTNYuHBhxQgukUgkEolEIpFUc6pdNLmCzPrzBOExqWVapp+HA+8MaVGqvAaDgR07dvD4448D0Lx5c/755x/MzMzYvn07b775JqtXr6Zbt278888/1K9fHzMzM/bt2wfAP//8w4IFC8pUfolEIpFIJBKJRKJSrZWhiiIrK4uAgACio6Px9fWlT58+AKSkpDBhwgTOnj2LoijodDoAunXrxldffYWPjw+DBg1i27ZtZGZmcvHiRZo1a1aRtyKRSCQSiaSGIoTgSGQy6Tl6zLUazLUaLLQazLRK/mdzM6VQmrlWQatRZJAeSZWhWitDpbXglDV5a4YyMzPp168f8+fP54UXXmD69On06NGDNWvWcOnSJbp37w5A+/btCQ4OpmHDhvTp04f4+HgWLlxIYGBghcgvkUgkEomk5pKYkcuqkEiWHozkYnzGbZ+vKKgKkkbB3KywopSnOJmbabDQKphprn/OT9NqsDAr/L3QuVoFC7PCaaqSdv1z3nW1ioJRCASo/wsAgVGAEKrCZxQgECDI/2w0pQlM/5vyG4seK1BuwePGIukUKvd6OYjC18r/LMDB2owRbephYSZXtZQn1VoZqmhsbGz46quvGD58OM899xwpKSl4enoCsGjRovx8FhYWeHl5sXLlSmbMmMG1a9eYOnUqU6dOrSDJJRKJRCKR1CSEEBy4mMjvByL463gsuQYj7eo7M7lHYxq42pBrMKIzCHR6IzqD8fp3gxG9wUiu6fP1dNP3/L/r33P1hdMyswzo9Eb0RjVfrr7webmmz6oiU7NYERzFtw+3xc3eqqJFqbZIZaicadOmDf7+/ixdupRp06YxYcIEZs+ezaBBgwrl69atGzt27MDa2ppu3boRFRVFt27dKkhqiURSGYlNyWZVSCSbj8fiaG1Oszr2+NZxoFkde5q622Ntoa1oESUSSRUjKSOX1YejWHowgvPXMrC3MuOhjt6M6+BNszr2FS1ePkIIDEaB3mhSjvTXFaw8ZUmnV9P0BRU1o0CjgEZRQP2HRlFQvypoFMCUrqDuwadRVOsW5H02/Y/pvLxzNdePaUz5lQJl5V0HQKPJK7/wtZSiMhU4tvv0NaatCmPo1/tY8EggAV5O97zeawKKqMJqdrt27URwcHChYydPnsTX17eCJJJIqhayvVR+dAYjO09dZcWhSHadvopRQLv6zugMRs7EpZOlMwDqC7a+iw3N6tjTvI4DzevY06yOPfVdbdFqpO++RCK5jhCCQ5eS+P3AZTYdjyVXb6SttxPjOngz2N9DTqxUIsJjUnnqt2CupuXwwYhWPBhYr6JFqpIoihIihGhXXJq0DEkkEkkl5GJ8BssPRbIqJIr49Bzc7C15tnsjRrfzor6rLQBGoyAiMZNTsWmcjk3jVGwqp2PT2BYeh9E0z2VlrqGJm71JSVIVpWZ17Kltb1mBdyeRSCqClExdvhXo7NV07C3NGNvei3EdvPGt61DR4kmKwc/DgT+f78rzSw8zdeVRjken8NYgX8y1ch1RWSGVIYlEIqkkZOUa2Hz8CssORXLwYiJajULP5m6MaedF92a1MSvy8tNoFBrUsqVBLVv6t6yTfzxbZ+BsXHq+cnQqNo3dp6+xKiQqP4+rrcUNViTpaieRVD+EEIRcTuL3AxFsPHaFHL2R1l5OfPyAP4Nb18XGQg4FKzvOthb88lgHPtx8ih/3XuR0bBrzx7fFxdaiokWrFpRrC1AUxQn4AWiJGlBjEnAaWA40AC4Bo4UQSYoag/FLYCCQCUwUQhwuT/kkEomkMnA8OoXlhyJZeySatGw9DVxtmNa/GQ+2rYebw+0vmrUy19KqniOt6jkWOp6QnpOvHOUpSksPRkhXO4mkGpKSpWPN4SiWHozkdFwadpZmPBhYj4c6etPCw/HWBUgqFWZaDdMH+9HCw4HX/zjGkK/38v2jgfK3LAPKezrgS+AvIcSDiqJYADbAm8AOIcQcRVFeB14HXgMGAE1Mfx2Bb03/SyQSSbUjJVPHuqPRLD8UyYmYVCzNNAxsVZcx7b3o6ONSLnt0uNpZ0qWxJV0a18o/djuudnnKkXS1k0gqJ0IIQiOT+f1ABBvCYsjWGfGv58icka0Y0toDW0tpBarqjGxbj8Zudjz9WwgPfLufjx9szdDWHhUtVpWm3AIoKIriCBwBGooCF1EU5TTQXQhxRVGUusBuIUQzRVG+M31eWjRfSdeQARQkkrtDtpd7S17o2uWHItlkclfxq+vAuA5eDA3wxNHavKJFzKegq911RSmN+PSc/DzS1U4iqRykZutYGxrN7wciOBWbhq2FlqEBnozv6E1LT2k5qI5cS8vhuSUhHLqUxNP3N2Rav+bSgn8TKiqAgg9wDfhZUZTWQAjwIuBeQMGJBdxNnz2ByALnR5mOFVKGFEV5CngKwNvbu9yEl0gkkrLiamo2qw5HseJQJJcSMrG3MmN0Oy/GtPeqtAOVW7nanYxN4/RNXO3yrEfS1U4iKR+EEByNSuH3A5f58+gVsnQGWno68MGIVgwN8MBOWoGqNbXtLVnyRCfe3XCC7/6+wMkraXw9tg2ONpVnUq2qUJ4txQxoC0wRQhxQFOVLVJe4fIQQQlGU2zJNCSG+B74H1TJUVsJKJBJJWaI3GNl9+hrLgyPZeeoqBqOgg48LL/RqwoCWdaus9eRWrnZ5bnanY9PYGh5brKtdG29nevm64X4H66EkkppOWraOtUdiWHoggvArqdhYaBkW4MFDHb3xr+dU0eJJ7iEWZhpmD29FCw9HZqw7ztD5e1n4aDuaulee/aGqAuWpDEUBUUKIA6bvq1CVoThFUeoWcJO7akqPBrwKnF/PdKzKodVqadWqFXq9Hh8fH3777TecnJwqWqwqzZEjR4iJiWHgwIEALFq0iODgYObNm8eCBQuwsbHh0UcfvevrXLlyhSeffJINGzZw7NgxPvvsMxYtWnTX5UpqDpcTMlgRHMnK4CiupuVQy86SJ7s1ZHS7ejSsbVfR4pULt4pqd7KAgrTr9FVWhkTBGmhdz5E+fu709nOnmbt9uayTkkiqC2FR6lqg9UdjyMw14FvXgfeGt2R4gAf2VtIaUJMZ18Gbpu52PLP4MCPm72PumAD6tahz6xMlQDkqQ0KIWEVRIhVFaSaEOA30AsJNfxOAOab/15lOWQ88ryjKMtTACSk3Wy9UmbG2tubIkSMATJgwgfnz5/PWW2/dUxn0ej1mZtXHRH7kyBGCg4PzlaGCPPPMM7dV1s3qZu7cuTz55JMAtGrViqioKCIiIqRLpuSmZOsMbDkRy7KDkfx7IQGNAj2auTGmvRc9mrvV2P0ginO1E0JwJi6d7Sfj2Boex6dbz/Dp1jN4uVjT29edPr7utPdxqbF1JpEUJD1Hz/ojMfx+8DLHo1OxNtcypHVdHupYn9b1HOUEgiSfwPou/Pl8V55eHMLTv4XwQq8mvNSrCRrpnnxLynu0PAVYYookdwF4DNAAKxRFeRy4DIw25d2EGlb7HGpo7cfu+uqbX4fYY3ddTCHqtIIBc0qdvXPnzoSFhQFw8OBBXnzxRbKzs7G2tubnn3+mWbNmDBo0iA8//BB/f3/atGnDiBEjmDFjBjNmzMDLyyt/cH4rFi1axB9//EF6ejoGg4FNmzYxZcoUjh8/jk6nY+bMmQwbNoxFixaxdu1aMjIyOHv2LFOnTiU3N5fffvsNS0tLNm3ahIuLC0eOHOGZZ54hMzOTRo0a8dNPPxEXF8ejjz7KwYMHAbh06RJDhgzh2LFjhISE8Morr5Cenk6tWrVYtGgRdevWLVbW4sp2dname/fufPrpp7Rr1474+HjatWvHmTNnmDFjBllZWezdu5c33nijUFkzZ87Ezs6OqVOncv78eSZPnsy1a9ewsbFh4cKFNG/enIkTJ2JlZUVoaChBQUEMGzaMF198EQBFUdizZw/29vasXr2a2bNn55c9ZMgQli1bxrRp00r9m0tqDuExqSw/FMHaIzGkZOnwdrHh1X7NeKBtPeo4Shew4lAUhWamdUSTezTmamo2O05dZVt4HEsORPDzvks4WJnRo7kbffzcub9pbTnrLalxHI9OYcmBCNYfiSYj10DzOva8O6wFw9t44iDbg6QE6jhasfypTkxfe5yvdpwlPCaVz8e0ln3oLShXZUgIcQQoLnJDr2LyCmByecpzrzEYDOzYsYPHH38cgObNm/PPP/9gZmbG9u3befPNN1m9ejXdunXjn3/+oX79+piZmbFv3z4A/vnnHxYsWHBb1zx8+DBhYWG4uLjw5ptv0rNnT3766SeSk5Pp0KEDvXv3BuD48eOEhoaSnZ1N48aN+eijjwgNDeXll1/m119/5aWXXuLRRx/l66+/5v7772fGjBnMmjWLL774gtzcXC5evIiPjw/Lly9nzJgx6HQ6pkyZwrp166hduzbLly/nrbfe4qeffipWzpLKLg4LCwvefffdfLc4oETXtaeeeooFCxbQpEkTDhw4wHPPPcfOnTsBiIqKYv/+/Wi1WoYMGcL8+fMJCgoiPT0dKysrLl68iLOzM5aW18MFt2vXjjlz5khlSJJParaOP4/GsPxQJGFRKViYaejfog5j23vRqaHrPZmFMwojGqV6WE7cHKwY18GbcR28yczVs+dMPNtPxrHz1FXWHYnBXKvQqaGr6k7n646Hk3VFiyyRlAsZOXr+PBrD7wcjCItKwcpcw2B/D8Z18Katt5O0AklKhZW5lo8f9KelpyPvbghnxDf7+f6RwGrrpl0WVB8/quK4DQtOWZKVlUVAQADR0dH4+vrSp08fAFJSUpgwYQJnz55FURR0Oh0A3bp146uvvsLHx4dBgwaxbds2MjMzuXjxIs2aNbuta/fp0wcXFxcAtm7dyvr16/n0008ByM7OJiIiAoAePXpgb2+Pvb09jo6ODBkyBFBdw8LCwkhJSSE5OZn7778fUN39Ro0aBcDo0aNZvnw5r7/+OsuXL2f58uWcPn2a48eP59+rwWAo0Sp0s7LvhvT0dPbv31+orJyc62GAR40ahVarLloPCgrilVdeYfz48YwcOZJ69epx5coVateuXahMNzc3YmJi7lo2SdVGCEHw5SSWHYxk4zF1747mdeyZOcSP4W08cbIp/13ADUYDB2IPsObsGnZG7MTJygk/Fz/8XK//1bapfeuCKjE2Fmb0b1mH/i3rYDAKDkcksT08jm3hccxYd4IZ607QwsMhXzFq4eEgB4iSKs+JmBSWHoxgbWgM6Tl6mrrbMXOIHyPa1JORwSR3hKIoTOjSgKbu9kz+/TDD5u/jq7Ft6NHcraJFq5RUb2WogshbM5SZmUm/fv2YP38+L7zwAtOnT6dHjx6sWbOGS5cu0b17dwDat29PcHAwDRs2pE+fPsTHx7Nw4UICAwNvKHv+/PksXLgQgE2bNuHhUXijLVtb2/zPQghWr159g0J14MCBQtYPjUaT/12j0aDX6296f2PGjGHUqFGMHDkSRVFo0qQJx44do0WLFvz777+lr6hiMDMzw2g0AqrydjsYjUacnJzy12sVpWDdvP766wwaNIhNmzYRFBTEli1bsLa2vuGaeS6NkprJtbQc/jgcxfLgSC5cy8DO0oyRbesxpp0X/vfIXz8qLYp159ex7tw6rmRcwdHSkWGNh5GlzyI8IZy/o/5GoIZsq2Vd67pyZFKU3GzcqqTCoNUotG/gQvsGLrwx0Jfz19LZFh7H9vA4vtxxli+2n8XD0YreJsWoU0NXLMyqh7VMUv3JzNWz4egVlhyM4GhkMpZmGgb51+WhDt4E1neukm1WUvno3MiV9c8H8fRvIUz65RCv9mvGs/c3ks9XEaQyVI7Y2Njw1VdfMXz4cJ577jlSUlLw9PQECrt5WVhY4OXlxcqVK5kxYwbXrl1j6tSpTJ069YYyJ0+ezOTJpfMm7NevH19//TVff/01iqIQGhpKmzZtSnWuo6Mjzs7O/PPPP3Tr1o3ffvst35LTqFEjtFot7733HmPGjAGgWbNmXLt2jX///ZfOnTuj0+k4c+YMLVq0uK2yGzRoQEhICB06dGDVqlX559jb25OWlnZTmR0cHPDx8WHlypWMGjUKIQRhYWG0bt36hrznz5+nVatWtGrVikOHDnHq1Cn69OnDpUuXCuU7c+YMLVu2LFWdSaoHBqNgz5lrLDsUwY6TV9EbBe0bOPNc98YMbFUHG4vy7zaz9dlsj9jO2rNrORB7AAWFLh5deKXdK/T06omF9rolKlOXyanEU4QnhHMy8SThCeHsjd6LUaiTCi5WLoWsR34uftSxrVPlXoaNatvR6H47nrm/EfHpOew8dZXt4XGsCI7k138vY2dpxv3NatPXz53uTd3kjLqkUnIqNpXfD0Sw5nA0aTl6GrvZMWOwHyPb3hsLc2VACIHOqCPHkEOOIQedQf2ca8wl16D+5Rhy1M/G3MJ5ChzLy3vT/MZcDEYDGkWDVtGi0WjQoFG/a7RoFNN3jSnd9L3ENNNfWX4vKU2raLG3sKddnXZ35RZdz9mGVc904bXVYXz812lORKfyySj/e/IuqyrImihn2rRpg7+/P0uXLmXatGlMmDCB2bNnM2jQoEL5unXrxo4dO7C2tqZbt25ERUXRrVu3u7r29OnTeemll/D398doNOLj48OGDRtKff4vv/ySH+SgYcOG/Pzzz/lpY8aM4dVXX+XixYuAqtCtWrWKF154gZSUFPR6PS+99FKxytDNyp46dSqjR4/m+++/L1RHPXr0YM6cOQQEBNwQQKEgS5Ys4dlnn2X27NnodDrGjh1brDL0xRdfsGvXLjQaDS1atGDAgAFYWlrSqFEjzp07R+PGjQHYtWvXDb+VpHoSmZjJyuBIVoZEcSUlG1dbCyZ19WF0Oy8au5W/r7UQgvCEcNacW8OmC5tI06XhaefJ8wHPM6zxMOrYFh8m1cbchrbubWnr3jb/WKYukzNJZwhPCFf/EsP5N+ZfDELdGNXZ0jlfOfJ19cXP1Q8PW48qoyDVsrNkdDsvRrfzIltnYN+5eNVqdPIqG8OuYKZR6ODjokan83PHy8WmokWW1GCycg1sCFPXAoVGJGNhpmFgyzo81LE+7RtUbitQhi6DvyP/JiE74bryUUQZyTHklF65MZ1fFlhoLLDQXv+z1FqqnzXqZ0szSxy0DmgUDUZhzP8zCEP+Z71Rr343GjFSIL3gd6MpP0aMxgLnF/guEPn58r6XFR1sPJnZ51u8nHzuuAxrCy1fjg2gpacDczaf4vy1dBY+2k72jSYUNW5B1aRdu3YiODi40LGTJ0/i6+tbQRJJqjpr1qwhJCSE2bNnk5OTw/3338/evXurVZjygtT09pKjN7D1RBzLD0Wy91w8GgXua1qbse296Nnc/Z64XSVlJ7HhwgbWnFvD2aSzWGot6VO/DyObjCTQPbDMAiVk67M5nXSakwkn85Wk88nn0QvVLdbJ0glfF9985cjP1Y96dvUq9UCtKEaj4EhUcv46o7NX0wFoXsc+f51RK09HGWpWck84EZPCsoORrD0STVq2noa1bXmogzcPtK2Hs23ltQIZjAYOXDnA+gvr2XF5B9mGwu7jZhqzfIWjoCJirjG/4VhBheWO85uuZa69nt9cY16pg8gIIYpVvgp+NgojhqxEjNGHMUYdwhgdguHaSYQwYFA0GGs346iZwlwSMSoaXmj0AOOCpqPV3N2G3X+fucaU3w+j0SjMf6gtQQU20K7OKIoSIoQoLqibVIYkkqL88MMPPPHEE5w9e5bo6Oj8tV3VkZraXq6kZPH9ngusCY0mOVOHp5M1Y9p78WBgvXsSrcxgNLA/Zj9rzq1hV+Qu9EY9rWq1Ynjj4QzwGYC9xb3ZPTzHkMPZpLPXLUgJ4ZxNPoveqCpIDhYOqnJUIFCDl71XlVGQLsVnsP2kqhgdupSIUYC7gyW9TPsZdW7kipX53Q0sJJKC5O0LtOxQRH60yYEt6zC2gzcdfVwqdds5l3SO9RfWs/H8Rq5mXcXewp4BDQYwpNEQfBx98hWRyqyEVHrS4iBiP1w2/cWdAARoLcAzEOp3Uf/qdQArBxCC2LDfeffQHP4xhwCNLbO6z6WhV5e7EuNSfAZP/RbM+WsZvDnQl0lBDSr1s1kWSGVIUmFMnjw5P1R4Hi+++CKPPXb320hJ7p6a1l6EECw/FMn7G0+SozfSt4U7Y9p7EdSo1j2xFkSkRrD23FrWnV/H1cyrOFs6M6TREIY3Hk4T5yblfv3SkGvI5WxyEQUp6Sw6oxr90t7cnuauzQspSN4O3pV+gJSUkcuu01fZfjKOv09fIyPXgI2Flvua1KaPnzs9mrvhUoln6yWVFyEERyKTWXYwkj/DYsjMNdDM3Z6xHbwYcY+iTd4pidmJbL64mfXn1xOeEI5W0dLNsxtDGg3hfq/7sdRa3roQSckkR5gUn33q/wnn1OPmtuDVAeoHqcqPZyCYl7w3ncjNYsO2l5kT9w/ZGoXnnNsyof98zCzvfOIsPUfP/1YcYcuJOEa28eSDka2q9eSQVIYkEkmx1KT2EpmYyRt/HGPvuXg6NXThowf8qe9qe+sT75JMXSbbI7bzx9k/CIkLQaNo6OrZlRGNR3B/vfsx11b+hf46g45zyecKKUhnks7k+/7bmtvS3KV5oSAN9R3q37U7R3mRrTPw34UE0zqjOOJSc9Ao0K6BC3183ent545PrfJ/NiRVm5RMHWtCo1h2KJJTsWlYm2sZ0rouYzt408ar8u4LlGvI5e+ov1l/fj17o/aiF3p8XXwZ2mgoA3wG4GrtWtEiVk2EgPiz1xWfy/shNUpNs3JSlR7vzqoCVNcf7qDvj489yvvbnme7MRk/PbwX8CJN2z4Od/isGY2C+bvO8dm2M/jXc2TBw4HVdi83qQxJJJJiqQntxWgULD5wmTmbT6EAbwz05aEO3uVqCRJCEBYfxpqza/jr0l9k6DKo71Cf4Y2HM7TRUNxsqv5eDzqjjgvJFwhPCOdEwglOJpzkdNJpcgzq3l7WZtb4ulxff+Tr4ouPo0+lU5CEEByLTmF7eBxbw+M4FatGrWzsZpcfgKGNl5NcZyQB1OflwMVElh2MYNPxWHL1Rlp5OjK2gxdDW3tgb1U5Jzfy+qQ/z//J5oubSc1NpbZ1bQY3HMyQRkMqjWW6SmE0QNzx64rP5f2QGa+m2bmbXN5Mlp/avqApO+v51gNf8H74j6Qqgqc0rjzR7xvM3YsPWFUatofH8dLyI1iZa/hmfCAdfFzKTNbKglSGJBJJsVT39nIpPoPXVodx4GIi3ZrUYs4D/niW46xXfFY8G86rwRAupFzA2syavvX7MqLJCNq6ta20M8Vlhd6o50LKhXzrUZ6ClKXPAlQFqZlzMwLcAgjyDKKtW9tCYcIrA5GJmew4Gce2k3EcuJCI3iioZWdBr+aqxahr41pYW1QuhU5S/sSn57A6JIrlhyK5EJ+BvaUZw9t4Mqa9Fy09HStavBKJSY9hw4UN/Hn+Ty6lXsJKa0VP754MbTSUTnU7VbrJiUqNPheuHLlu+Yn4D3JS1TSn+tfX+9QPApeGd2ytKS1JGdf4aMszbEw7Q5NcHe/V7UWL3h+qa43ugHNX03nq12AiEjN5Z2gLHu7oXa3eWVIZkkgkxVJd24vBKPh530U+3Xoac62G6YP8GNWufCKj6Y169kbvZc3ZNeyJ2oNe6AmoHcCIJiPo16AftuY1293KYDRwMeUi4YmqcnQi4QTH44+jM+qwNrOmY52OBHkGEeQZhJe9V0WLW4iULB27T19l+8mr7D51lbQcPRZmGtp4OdHRx4WODV1p6+0slaNqitEo2HsunmWHItgWHofOIGhX35mxHbwZ1Kpupf3dM3QZbLu8jfXn13Mo9hAA7dzbMbTRUPrU74OdRflvFVAtyM2EqEPX1/xEBYNpYodazQpYfjqDY70KE3P3mXW899+7JBhzmJhp4NlOb2AZ8PAdWaJSsnS8tCyUXaevMa6DFzOHtsDSrHI+57eLVIbuMVqtllatWqHX6/H19eWXX37BxqZmxnKfOHEigwcP5sEHH6xoUSTFUBnaS1lz7mo601Yd5XBEMr2au/H+iFbUcSx5YeqdcjHlImvOreHP838SnxWPq5UrQxsNZXjj4TR0aljm16tOZOoyORR7iL3Re9kbvZeodNWvvr5DfYI8VMWofZ32WJtVHt/1XL2RgxcT2X36KgcvJXI8OgWjADONgn89Rzo2dKWDjwvt6jtXWlcpSemITclmZXAky4MjiUrKwtnGnJFt6zG2vRdN3O9NpMfbxWA0cCD2AOvPXw+H7W3vzZBGQxjSaAiedp4VLWLlJzsFIg5ct/zEhIJRB4oG3Fted3nz7gx2tSta2kKk5qby2d9v8EfMHhrk6nhP40ZA/y/As+0tzy2KwSj4fNsZ5u06R1tvJxY8HIibQ9m/Q+81Uhm6x9jZ2ZGeru5vMX78eAIDA3nllVfy0/V6fZnuW1PW5ZUlUhmq3FSG9lJW6A1GFv5zkc+3n8HGQsvMIS0YFlC2G4lm6DLYemkra86tIfRqKFpFy3317mNE4xF0rdcVc40cBN8uQggi0iLYG72XfdH7OBR7iGxDNhYaC9rVaUeQRxBdPbvi4+hTqVw20rJ1BF9O4uDFRA5cSCAsKgW9UaBRoIWHIx19XOhg+qvM0cQkKnqDkd2nr7HsUAQ7T13FKKBLI1fGdvCmXwv3Sjs7fj75POvOrysUDrt/g/4MbTSU1rVbV6o2U+lIv1YgzPU+iD0OCNCYq0pEnuXHqwNYVV5XyILsj9rLzD2vEZubwvjUdKbUH4hN73fB9vb3Etp07Ar/W3EUB2szFjwcSBtv53KQ+N4hlaF7TEFlaMGCBYSFhTF69GimT5+Os7Mzp06d4uTJk7z++uvs3r2bnJwcJk+ezNNPP31DWRMnTsTKyorg4GBSU1OZO3cugwcPZtGiRfzxxx+kp6djMBhYs2YNkyZN4sKFC9jY2PD999/j7+9Peno6U6ZMITg4GEVReOedd3jggQfYunUr77zzDjk5OTRq1Iiff/4ZOzs7Xn/9ddavX4+ZmRl9+/bl008/ZeXKlcyaNQutVoujoyN79uzBYDAUK78QgilTprBt2za8vLywsLBg0qRJUhmqpFSG9lIWnI5N49VVRwmLSqF/izq8O7wFbvZlM5MlhCD0aihrzq1hy6UtZOmz8HH0YUTjEQxpNIRa1jVjw7p7RY4hh5DYEPbGqMrRhZQLAHjYeuS703Ws07HSufpk5Ro4HJHEAZNyFBqZTK7eiKJAM3f7fLe69g1cqG0vwxVXFiITM1kRHMmK4EjiUnOobW/JqMB6jGnvdU+iTd4JxYXD7urZlaGNhspw2DcjORIi/r1u+Yk/ox43swav9gXCXLcDi6rrzZOhy+CLgx+z7Nwf1NPpmZWSTYeg16D9E6C9vYnzk1dSeeq3YOJScpg9oiWj21UuV+bb4WbKUOU0J5QRHx38iFOJp8q0zOYuzXmtw2ulyqvX69m8eTP9+/cH4PDhwxw/fhwfHx++//57HB0dOXToEDk5OQQFBdG3b198fHxuKOfSpUscPHiQ8+fP06NHD86dO5dfXlhYGC4uLkyZMoU2bdqwdu1adu7cyaOPPsqRI0d47733cHR05NixYwAkJSURHx/P7Nmz2b59O7a2tnz00UfMnTuXyZMns2bNGk6dOoWiKCQnJwPw7rvvsmXLFjw9PfOP/fjjj8XKHxoayunTpwkPDycuLg4/Pz8mTZp0l7UukRSPzmDk293n+XrnWRyszJn/UFsGtqpTJrOh1zKvsf78etaeW8ul1EvYmNkw0GcgwxsPlzOu5Yil1pIunl3o4tkF2qsLwPfF7GNf9D42XdzEyjMrMVPM8oMwdPPsRlPnphX+e1hbaAlqXCt/N/ccvYGjkSkcuJDAwUuJrAiO4pd/LwPQqLYtHXxc6dRQtRzVdaw87oA1gVy9kW3hcSw7FMHec2r0r+5Na/PuMG96NnfDXFv59swqKRz2a+1fk+GwS8Kgg1Mb4PRfqvKTEqEet3QE704QMN4U5ro1mFUf662tuS1vBc2iX6MhvPPPGzxuHsvoQ3N4+fAi7AZ8Aj7dSl2Wb10H1k/uyvNLDzNtVRjhMam8Nci3UraRu6FaK0MVRVZWFgEBAQB069aNxx9/nP3799OhQ4d8ZWfr1q2EhYWxatUqAFJSUjh79myxytDo0aPRaDQ0adKEhg0bcuqUquD16dMHFxc1/OHevXtZvXo1AD179iQhIYHU1FS2b9/OsmXL8stydnZmw4YNhIeHExQUBEBubi6dO3fG0dERKysrHn/8cQYPHszgwYMBCAoKYuLEiYwePZqRI0feVP49e/Ywbtw4tFotHh4e9OzZs0zrViLJ43h0Cq+uCuPklVSGtvbgnSF+uNrd3YyozqBjT9Qe1pxbw97ovRiEgUD3QJ5o9QR96vfBxrzqzhZWVTzsPBjVdBSjmo5CZ9Bx5NoR9kXvY1/MPr48/CVfHv6SWta18t3pOnt0xtGy4l1aLM20+W5yoCrux6NTOHAxkYMXE9lwNIalB9XBmbeLDR18XOjo40Knhq7Uc7aucOWuOnLhWjrLDkWyOiSKhIxcPByteLFXE0a386qUe6uUFA77Eb9HGNxoME2dm1a0iJWT1BgIWQQhv0B6LNjUUi0+nSer/7u3gBoQRa9dnXasGrGe+aHz+C38N/YYM3hnxYN0bTgA+s4uddAHZ1sLfnmsA3M2n+KHvRc5eSWVb8a3vev3bWWiWitDpbXglDXW1tYcOXLkhuO2ttdN7kIIvv76a/r161coz1tvvcXGjRsB8sso+lLM+16wvNtBCEGfPn1YunTpDWkHDx5kx44drFq1innz5rFz504WLFjAgQMH2LhxI4GBgYSEhJQo/6ZNm+5IJomktOToDXy94xzf/n0eF1sLvn8kkL4t6txVmeeTz7Pm7Br+vPAnidmJ1LauzWMtH2N44+HUd6hfRpJL7hZzrTnt67SnfZ32vBT4Etcyr7E/Zj97o/eyK3IX686vQ6NoaFmrJV09u9LVoyt+rn6VInywuVZDG29n2ng788z9jTAYBSevpJqUowR2nIxjVYgaSKKuo5VpzZErHRu60LCWrVSO7pBsnYHNx6+w9GAkBy8mYqZR6OXrxtgO3tzXpDbaSrh/lAyHfQcIARf3wKEf4NRGEEZo3Bs6fKX+X0PrzNrMmqntX6VPg77M2DudZzUw7NpeXp3XHseur0CXKWB+a5dyM62Gtwf70cLTgddXH2PovH1890hgpQ4rfzvINUPlQME1Q3ns3r2bTz/9lA0bNgDw/fffs2nTJlauXIm5uTlnzpzB09PzBgVn4sSJXL16lQ0bNnDx4kXuv/9+zp07x7JlywgODmbevHkAvPDCC9SuXZvp06eze/duXn75ZUJDQ3n99dfJzs7miy++AFQ3Ob1eT2BgIDt37qRx48ZkZGQQHR2Nh4cHmZmZuLm5kZKSQsOGDUlISOD8+fM0atQIgPbt27Nw4UIOHjxYrPxbtmzhu+++Y9OmTVy9ehU/Pz8WLlwo1wxVUipDe7kdjkQmM23VUc7EpfNA23rMGOyHo82dBS1Iy03jr0t/sfbsWsLiwzDTmNHDqwfDGw+ni0cXzDTVeq6o2mEwGjiecJx90fvYG72X4/HHEQicLJ3o7NGZrp5d6eLRpdKu8TIaBWevpnPwYgL/XUzkwIVE4tPVDWxr2VnmB2To2NCFpm72chPYW3AqNpVlByNZExpNSpaO+q42jGnvxYOB9cpsPWFZkhcO+8/zf3Iw9iAgw2GXiuwUOLpMVYLiz4C1M7R5BNo9pu71I8kn15DLgqML+On4jzgLDW/HXaGXhRv0/xCaDSz1vkjHolJ46rdgkjJz+egBf4YFVI1IhTV2zVBl5oknnuDSpUu0bdsWIQS1a9dm7dq1xeb19vamQ4cOpKamsmDBAqysbuzIZ86cyaRJk/D398fGxoZffvkFgLfffpvJkyfTsmVLtFot77zzDiNHjmTRokWMGzeOnBz1ZTt79mzs7e0ZNmwY2dnZCCGYO3cuAK+++ipnz55FCEGvXr1o3bo1/v7+xco/YsQIdu7ciZ+fH97e3nTu3Ll8KlBSo8jWGfh82xkW/nMBdwcrfp7Ynh7N3e6orBxDDt+Hfc+vJ34l25BNY6fGvNruVQY3GoyLVfXbdbumoNVoaV27Na1rt+a5gOdIyk7i35h/2RejKkebL24GwNfFl66eXQnyDMK/tn+liQCo0Sg0q2NPszr2PNK5AUIILsZnqNHqTEEZNh67AoCTjTntG6hudR19XPHzcKiUFo57TUaOng1hMSw9GMmRyGQstBr6tazDuPZedGroWukUyLxw2H+e/5MdETvI0mfhbe/N5IDJDG44mHr2Fbd3TaUn9hgc+hHCVoAuAzwDYfi30GIEmFc+l8fKgIXWghfavkCf+n2Yvm86L6Gnv07DGysexsWnBwz4CGo1uWU5reo5sv75rkxecpgXlx0hPCaVaf2bV+k+SFqGKjkyNLWkPKkK7SXkciKvrgzjQnwG4zp48cZAXxzucB+X4NhgZv07i0uplxjgM4BH/R6lhWsL6YJUzTEKI6cTT+fva3T02lEMwoCduR2d6nbKV47q2N6du2V5E5mYme9Wd+BiIpcTMgGwtzQjsIEzHX3UvY786zlWuwXOJSGE4Fh0CksPRrL+SDQZuQYau9kxtr0XI9vWw8W28i2MP598nvXn17PhwgauZspw2KVGnwPh61UrUOR/YGYFLR+E9o/f0X46NRmdUcdPx35iQdgC7BUz3riWQP+0FJROz8J908DK4ZZl5OqNvLchnN/+u0y3JrX4elybSr2NgAytXYWRypCkPKnM7SUzV88nW06zaP8lPJ2smTPSn65N7szFKTU3lc9DPmfVmVV42nkyo9MMNVqZpEaSlpvGgSsH8pWjuMw4ABo7Nc7f9DXQPRALbeV9sYO6OeiBiwn51qNzV1X3bGtzLYH1nfODMrT2csLKvHqtmUjN1rEuNJqlByMJv5KKlbmGwf4ejOvgRVtv50qnUJQUDntIoyF09+ouw2HfjORICPkZDv8KGddU97d2j0PAQ2Ajrfl3w7mkc0zfN53jCcfpYebK9AtHqW1dG/q8C61Gg+bWkyrLDkYwfd1xPJys+f6RdjSrUzk3JpbKkEQiKZbK2l7+PZ/Aa6vDiEjMZELn+kzr3xxbyzvz6t1+eTsfHPiAhOwEHvF9hOcCnpNR4ST5CCE4n3w+350uJC4EnVGHtZk1Hep0IMgziK4eXfFyqPz7a8Sn53Aoz63uYiKnYlMRAizMNAR4OdGhgQuudhaYaTWYaxS0GgVzrcb0v4JWo8FMq2CuKXismDw3HLv+3UyjlJsiIoQg5HISSw9GsvFYDNk6Iy08HBjbwZthAR53bDEuL+Kz4tkVuYsdl3dw4MqB/HDYQxoNYaDPQBkO+2YYjXBhl2oFOvOXeqxpf9UK1LBnqQbpktKhN+pZHL6YeUfmYaFomZatZVjkCZR6HWDgJ+ARcMsyQi4n8cziEDJy9Mwd3Zr+LeuWv+C3iVSGJBJJsVS29pKeo2fO5pMs/i+C+q42fPyAPx0b3tmA4WrmVT448AE7InbQ3KU5MzvPpEWtFmUssaS6kanLJDgumH+i/mFv9F6i0tUIb9723vlBGNq6t8XeonLOfhYkJVPHoUuJ+daj4zGpGIzl/843K1bRUjDTaG5UnrSqcmWmUTDTFs5zPU39PyQiiXNX07GzNGNogAfj2nvTql7limYVnR7Njss72BGxg9CroQgE3vbe9Krfi8ENZTjsW5KZCEd+h+AfIfGCGha77aNqQAQn74qWrlpzKeUS7+x/h8NXDxNk58M7l05SN+0aBE6AnjPA9ubv4rjUbJ7+LYQjkcm80LMxL/VuWqnW6UllSCKRFEtlai97zlzjjT+OEZOSxeNBPvyvbzOsLW7ftccojKw6s4rPQz5HZ9TxbOtnebTFo5VmobykahGRGsHe6L3si9nHwSsHyTZko1E0NHNuRqB7IO3c29HWvS3OVs4VLeotydYZyMo1oDMa0RsEBqNAZzCa/jd9NxoLHdcbCuQxCgxGY35evcGI3pRHX/C7qXx9cXmMxvzjedctlL9QWmHZPJ2tGdPOi0H+de/YUlweXEi+wPaI7Wy/vJ2TiScBaOrclN7evelVvxdNnJpUOre9SkdMqGoFOrYK9Nng1QnaPwF+Q8FMuhDeK4zCyLJTy/ji8BcowP+sG/Pgsb/QWNpBj7eh3STQltz2snUGpq89zsqQKHr7uvH5mADsK4nFVipDEomkWCpDe0nJ0vHBxpMsD46kUW1bPn6wNYH172xgeSHlArP2z+Lw1cN0rNORGZ1n4O0gZxMlZUOOIYejV48SEhdCSFwIR68dJduQDUAjx0a0q9OOQPdAAt0DcbO5s2iHksqPEILwxHB2XN7B9ojtXEy5CIB/bX9VAfLuJfud0qDLhhNr4NBCiA4BcxvwH62uB6rrX9HS1Wii0qKY+e9MDlw5QHuXFsxKTMHr4n5wawEDP4YGXUs8VwjBb/9d5t0/wxnf0ZtZw1reQ8lLRipDEomkWCq6vew8FcebfxznWnoOT93XkBd7Nbmjhd46g44fj//I92Hfq5vMtZvK8MbD5WyspFzRGXScSDhBcFwwIXEhhF4NJUOXAYCXvRft3K8rR552nvJ5rMIYjAaOXDvC9svb2RGxgysZV9AqWtrVaUdv79708OqBu617RYtZNUi8CME/QehiyEoE1yaqFShgHFhVLrfHisSQno4uMhLLRo1QLO59MBchBH+c/YNPgz9Fb9TzgkdPHjq6EW1KJLR8APq8B44l7zEUfCmRpnXsK81aPqkMSSSSYqmo9pKcmcusP8NZExpNM3d7Phnlj389pzsq6+i1o8zcP5Nzyefo36A/r3V4rdJurCmp3uiNek4nnSYkVrUchVwNISUnBQB3G/dCliMfBx+pHFVydAYdB2MPsj1iOzsjdpKYnYiFxoIuHl3oVb8X3et1x8nKqaLFrBoYDXBuu+oKd3YbKBpoPkhVgnzuK/WGn9UZfXw8mcEhZIaEkBkSTM6p02A0orGxwaZTJ2yDumDXtSsW9evfU7liM2J577/32BO1h9a1WvGuuTcND/6s/obd/gednwfzyreRcVGkMnSP0Wq1tGrVCr1ej6+vL7/88gs2NjUzepUMDV6YDz74gDfffDP/u52dHenp6cTExPDCCy+watWqMrnOgw8+yMcff0zDhg3p3bs3K1euxNn5Rtezimgvfx2P5e21x0nOzOW5Ho15vkdjLMxuPzJQhi6Drw5/xdJTS3GzcWN6p+nc73V/OUgskdwZRmHkfPL5fLe64Lhg4rPiAXCxcslXjNq5t6OJcxM0ioyQVdFk6bPYH72f7RHb+Tvyb9J0adiY2XBfvfvoVb8X3Ty7YWtuW9FiVh0yEiD0N9USlHwZ7NwhcCK0nXBTq0J1RwiBLiKCzJDDZIYEkxUcQu7lywAoVlZYt26NTWAgFg3qk3n4MBl796GLUoO5mHt55StGNh07orUv/2AuQgg2XtzInINzyNJl8WyzcUy8EIrZqQ3g7AP9P1Sj/VVipVYqQ/eYvAEuwPjx4wkMDOSVV17JT9fr9ZiZld3iz7Iuryy5W2XIYDCg1Vaf/TEKPhvFfS8tN/vNT5w4wdtvv82aNWsA+OWXX4iKiuKtt966Ie+9bC8J6TnMWH+CjWFXaOHhwCcPtsbP49YbuxXHnqg9vPffe8RlxDG2+VhebPuiHKBIKj1CCCLSIq4rR7HBxGTEAGBvYU9bt7b5rnXNXZvLoB/3iNTcVPZE7WHH5R3sjd5LtiEbR0tHenj1oLd3bzp5dJL7AN0OQkBUsGoFOrEGDDlQvyt0eAKaDwZtzXuuhcFAzpkz+ZafrJAQ9NeuAaB1dMQ6MBCbwEBsAtti5ed3g1tcnvKUvncvGfv2k/nffxgzM0GrxTogIF85smrRAqUcx0zxWfF8cOADtl3ehp+rH+96D6bZnq8h/jQ07gP950CtxuV2/bvhZspQ5RxBlxGxH3xAzslTZVqmpW9z6hSY2b8V3bp1IywsjN27dzN9+nScnZ05deoUJ0+e5PXXX2f37t3k5OQwefJknn766RvOnzhxIlZWVgQHB5OamsrcuXMZPHgwixYt4o8//iA9PR2DwcCaNWuYNGkSFy5cwMbGhu+//x5/f3/S09OZMmUKwcHBKIrCO++8wwMPPMDWrVt55513yMnJoVGjRvz888/Y2dnx+uuvs379eszMzOjbty+ffvopK1euZNasWWi1WhwdHdmzZw8Gg6FY+YUQTJkyhW3btuHl5YXFHfi52tnZ8fTTT7N9+3bmz5/PpUuX+Oqrr8jNzaVjx4588803aLVa7OzsePbZZ9m0aRN169blgw8+YNq0aURERPDFF18wdOhQsrOzefbZZwkODsbMzIy5c+fSo0cPOnXqxI8//kiLFmqo5e7du/Ppp5/i6+vLlClTOH78ODqdjpkzZzJs2LBi5Syp7EWLFhEcHMy8efMAGDx4MFOnTuWvv/4iKyuLgIAAWrRowZIlS/LLunTpEoMHD+b48eMl1m3RZyg0NJTRo0cTFRWFwWBg+vTpjBkzhiVLlhSSeejQoXTr1q1YZeheIITgz7ArzFx/gvRsPa/2a8ZT9zXEXHv7s+DxWfF8fPBjNl/aTCPHRvw64FcC3ALKXmiJpBxQFIX6DvWp71CfkU1GAhCTHpOvHIXEhfB31N8AWJtZE1A7IN+1rmWtlnJAXoYU2gMo9gB6ox43azeGNx5O7/q9CXQPxExTrYdIZU9uJhxfBQcXQmwYWNipYbHbPw5uNWv5gjEnh+xjx1Tl53AIWYdDMZomPs3q1sWmY0ds2qkKkEWjRii32DdJURQs6tfHpX59XMaPR+TmknX0KOl795Gxbx/xX88j/quv0To6YtOlM3ZBQdgGBWFet2z3+6llXYu53eey9dJW3j/wPmOPzOXJLpN4Mltg/vcn8E0n6Pwc3PcqWFb+7QfykC29HNHr9WzevJn+/fsDcPjwYY4fP46Pjw/ff/89jo6OHDp0iJycHIKCgujbty8+Pj43lHPp0iUOHjzI+fPn6dGjB+fOncsvLywsDBcXF6ZMmUKbNm1Yu3YtO3fu5NFHH+XIkSO89957ODo6cuzYMQCSkpKIj49n9uzZbN++HVtbWz766CPmzp3L5MmTWbNmDadOnUJRFJKTkwF499132bJlC56envnHfvzxx2LlDw0N5fTp04SHhxMXF4efnx+TJk26rXrLyMigY8eOfPbZZ5w8eZKPPvqIffv2YW5uznPPPceSJUt49NFHycjIoGfPnnzyySeMGDGCt99+m23bthEeHs6ECRMYOnQo8+fPR1EUjh07xqlTp+jbty9nzpxhzJgxrFixglmzZnHlyhWuXLlCu3btePPNN+nZsyc//fQTycnJdOjQgd69e2Nre6PVoaSyS2LOnDnMmzePI0eO3PT+S6rbvN887xlavXo1Hh4ebNy4EYCUFHVtwr59+xg3blx+ec7OzuTk5JCQkICr673d5O9qWjZvrznO1vA4Wns58cmD/jR1v/0OUgjBuvPr+OTQJ2Tps3gu4DmeaPkE5jVwhlFSvfCw88DDzoMhjYYA6iC9oHL0dejXAFhoLGhVu1W+5ah17dZy8+DbJCY9hh0RO9h+eXv+HkBe9l484vcIvbx70apWK+mqeCfEn1P3BTqyBLJToLYvDPoM/MdUqQHx3WBISyMrNDTf8pN97BgiNxcAi8aNcBg0KF/5MffwuOvrKRYW2LRvj0379vDyS+iTksjYv58Mk3KUtlndqNaiUSPsuqqKkU379misre/62gB9G/SlfZ32fHToI7499j3bnBoze/wSWhxeBvu+hKPLoe970GpUpXady6NaK0O3Y8EpS/Jm/0G1DD3++OPs37+fDh065Cs7W7duJSwsLH+NSEpKCmfPni1WGRo9ejQajYYmTZrQsGFDTp1SrV19+vTBxcUFgL1797J69WoAevbsSUJCAqmpqWzfvp1ly5bll+Xs7MyGDRsIDw8nKCgIgNzcXDp37oyjoyNWVlY8/vjjDB48mMGDBwMQFBTExIkTGT16NCNHjryp/Hv27GHcuHFotVo8PDzo2bPnbdefVqvlgQceAGDHjh2EhITQvn37/Lp1c1ND1lpYWOQrmq1atcLS0hJzc3NatWrFpUuX8utlypQpADRv3pz69etz5swZRo8eTd++fZk1axYrVqzId+PbunUr69ev59NPPwVU609ERESxrmQllX23lFS3FhYWhZ6hVq1a8b///Y/XXnuNwYMH061bNwCuXLlC7dq1C5Xp5uZGTEzMPVOGhBD8cTiadzeEk60z8ObA5kwK8sHsDqxBkamRzPpvFgeuHKCtW1ve6fwODZ0aloPUEknFU8u6Fv0a9KNfg34ApOSkcDjucL5y9MOxH/gu7DvMFDP8XP0IrKOuOQpwC8DB4s7cTqszF1Iu5IfADk8IB9Q9gJ5t/azcA+huMOjhzF+qK9yFXaAxA9+h0OFJ8O5cJQbAd4Pu6lWyQkJMlp/D5Jw6pboHmplh5eeH8/jx2LQLxLptW8yKWa9b1pg5O+M4aBCOgwYhhCDn7Fky9u0nY+9ekpYtJ/GXX1HMzbFuF4hd167YBgVh2azZXT37zlbOzOk2hwENBvDuv+/y0O4pTGwxkWcDNmG19S3440m4chT6vV+Gd1o+VGtlqKKwtrYudva/oHVBCMHXX39Nv379CuV566238mf688oo+rDmfS/OWlEahBD06dOHpUuX3pB28OBBduzYwapVq5g3bx47d+5kwYIFHDhwgI0bNxIYGEhISEiJ8m/atOmW14+MjGTIEHUW9JlnnuGZZ54plG5lZZW/TkgIwYQJE/jwww9vKMfc3Dy/LjQaDZaWlvmf9Xr9TWXw9PTE1dWVsLAwli9fzoIFC/Kvt3r1apo1a3bL+ygJMzMzjEZj/vfs7OzbOr+kut29e3eh37xp06YcPnyYTZs28fbbb9OrVy9mzJiBtbX1DdfMzs7GuoxmhG7FlZQs3vzjGLtOX6NdfWc+ftCfhrXtbrscvVHPr+G/8u2RbzHTmDG903QebPpgzZ65FUKdfd39EdRuCm0ehmYD5aaE1RhHS0d6ePegh3cPQA0ccuTqkXzlaHH4Yn4+/jMKCs1cCm8E62LlUsHS33uEEJxMPJkfAvtCygVA3QPolcBX5B5Ad0v6VTj8CwQvgtQocPBUN+Ns+yjYV8/Q4kIIdJcvq1HeTJYfXUQEAIq1NdYBrak1ebKq/Pj7o6nggFmKomDVtClWTZvi+thEjNnZZAaHkLF3Lxn79nH1k0/hk0/R1q6FXZcgbLsGYdulC2Z3OFl6v9f9rHFfw9zgufx0/Cd2Ouzk3aGf0SbmBNRrX8Z3Vz5IZaiC6NevH99++y09e/bE3NycM2fO4Onpyfvvv8/77xfWoleuXMmECRO4ePEiFy5coFmzZoSGhhbK061bN5YsWcL06dPZvXs3tWrVwsHBgT59+jB//ny++OILQHWT69SpE5MnT+bcuXM0btyYjIwMoqOj8fDwIDMzk4EDBxIUFETDhurs+/nz5+nYsSMdO3Zk8+bNREZGlij/fffdx3fffceECRO4evUqu3bt4qGHHiokq5eX1y1dxfLo1asXw4YN4+WXX8bNzY3ExETS0tKoX8rQknn10rNnT86cOUNERES+ojNmzBg+/vhjUlJS8Pf3z/9dvv76a77++msURSE0NJQ2bdrcVtmpqal88803GI1GoqOjOXjwYP455ubm6HQ6zM1Ldu8qqW6LEhMTg4uLCw8//DBOTk788MMPAPj6+nLu3DkaNGgAqB15bGxs/vfyQgjB8kORvL/xJHqj4J0hfkzo3ACN5vZnnsITwpm5fyYnE0/Sw6sHb3V8S+7hkRwB619QZ2E92sLVU7ByIlg7q+4obR6BOpVjcztJ+WFrbkuQZxBBnqplP1ufzbH4Y/l7Ha0+s5olJ9X1iA0dG+YrR4HugdW2DRmMBo5eO8r2iO3suLyDmIwYdQ8g93aMbT6Wnl49q+293xOEgIj/1M1Rw9eDUQcNu8OAOdB0AGir11BSGAxknzpVyPJjiFejQGqdnbEObIvzuHFqsANfX5SbvM8rAxorK+y6BmHXVe0zdHFx+Vaj9L//JmXdOgAs/XyxC1KtRjZt29zW3kYOFg7M7DKTvg36Mmv/LCZseYzxvuOZ4lyfquDMW72e4CrEE088waVLl2jbti1CCGrXrs3atWuLzevt7U2HDh1ITU1lwYIFWFndGM995syZTJo0CX9/f2xsbPjll18AePvtt5k8eTItW7ZEq9XyzjvvMHLkSBYtWsS4cePIyckBYPbs2djb2zNs2DCys7MRQjB37lwAXn31Vc6ePYsQgl69etG6dWv8/f2LlX/EiBHs3LkTPz8/vL296dy5813Vk5+fH7Nnz6Zv374YjUbMzc2ZP39+qZWh5557jmeffZZWrVphZmbGokWL8i1IDz74IC+++CLTp0/Pzz99+nReeukl/P39MRqN+Pj4sGHDhtsqOygoCB8fH/z8/PD19aVt27b55zz11FP4+/vTtm3bQgEUClLaZ+PYsWO8+uqraDQazM3N+fbbbwEYNGgQu3fvpnfv3gCEhITQqVOnco04GJmYyRt/HGPvuXg6N3Tlowf88Xa9/S4wS5/FN0e+4dfwX3GxcmFu97n09u5ds91YjEbVH3/bO6rrycBP1R3aEXBht7pxYfBPcGAB1A1QrUWtHlSVJEm1x8rMivZ12tO+jjoDqzPoCE8MJzhWVY42X9zMyjMrAfC088Tdxh0rMyuszazz/4p+L/pXXLqV1gqtpuIifRbcA2hXxC4SshMw15jTxaMLz7R+hu5e3XG2km3grok9BuuehytHwNJR3Reo/eNQq0lFS1ZmGHNyyA4Ly7f8ZIWGYsxQN0829/DAtktnbALbYdMuEIuGDav8+8jc3R2nkSNwGjkCYTSSfSKcjH37yNi7l4SffyZh4UIUGxts27fH1uRSZ+HToFT33cWjC2uGreGLw1+w+ORi9EY9b3WqmOBNt4MMrV3Jkfv0SG6XrKwsevTowb59+9Bqtbz44osMHTqUXr163ZD3btuL0ShYcuAyczar69jeGOjLQx2878ga9G/Mv7z777tEpUfxQJMHeKXdK3INRPw5WD8FIvZDo54w5EtwKsbFJzMRjq2Ew79B3DEwswLfIapi1OA+uEWkIkn1xWA0cCbpDCFxIYReDSU5J5ksfdYNf9n6bAS3Nx6w1FreqFhprbA2t8bGzOb6dzNrrM0LfDZ9t9aWrHRZmVnd4BJb0h5A3ep1o7d3b7rVk3sAlRlGI/w3H3a8q06s9HhTXQxvUfXr15CaSubhw/mWn+zjxxE6HQCWTZpg3S4Qm7aB2LQLLPNobJUdQ3oGmQcPkLF3H+n79qK7rLoDmnt4YBsUpCpHnTqidXS8ZVnBscE0cGxQaTZBr7GhtSWSmoi1tTWzZs0iOjoab29vWrZsWawidLdcTshg2qowDlxMpFuTWsx5wB9Pp9tfl5ScncwnwZ+w/vx6Gjg04Kd+P+XPctdYDHp1ILLrA3U90LBvIOChkhcl27hAx6fVvytHVWtR2ApVQXL0hjbj1fOLU6Qk1RqtRouvqy++rr487PdwifmEEOQYcvIVozwlKVOfWeh70fQblCpDNinZKcTqY/O/56XdLgWVJyszK2LSY/L3AOpVv5fcA6i8SImGtc/AxT3qvkBDvgTbyjGgvRN0cVfJCgnOX++Tc+ZMfrAD6xYtcH70EdXy07YNWieniha3QtHa2WLfsyf2puBXuZGRqtVo3z5SN28meeVK0Giw9vc3KUdBWLdqhVKM50m7OsXqHZUSaRmSSG7Bli1beO211wod8/Hxyd/UtCpzp+3lSkoWQ+ftI1tnYPpgP0YF1rtt1wEhBJsvbuajQx+RmpPKYy0f4+nWT8uBTdwJWDcZYkLVgcigz8C+zu2Xo8uGUxtUxejCbvVYw+6qtaj5YDC/0d1WIikvjMJItj77unKkK6wolUbpqmVdi17eveQeQOXJ8T9gw0vqhMyAOepaxCroFmZITyd1wwaSVqwgJ/wkAIqNDTYBAarlJ7Ad1v6tyizUdE1A6HRkHTumrjXat4/ssGMgBBoHB2w7dcK2axB2QUGYF7PGuTJwM8tQtVSGmjdvXuV9OiWS8kYIwalTp25bGcrKNTDqu/1cis/kj+e63NG+QVfSr/Def+/xT/Q/tKrVinc6v0MzlzuP4Fct0OfC3rmw51OwcoSBn0CLETcMRDJDQ7n21VdYNmyE0+jRWDVreuuykyPgyFI4slj9bOUIrUaripFHQPncj0QiqTpkp8KmVyFsGXi2g5Hfg2ujipbqthBCkH38OEnLl5O6cRMiKwtLX18chwzBpn17rHybF2vBkNwZhuRkMv77j/S9e8nYuw99bCwAFg0aqO50XYOwbd8ezR1GPi5rKkwZUhTlEpAGGAC9EKKdoiguwHKgAXAJGC2ESFJU7eVLYCCQCUwUQhy+WfnFKUMXL17E3t4eV1dXqRBJJCUghCAhIYG0tLRi97a62XlTloay8dgVfpzQjp7Nby9Ck8FoYOmppXwV+hUAL7R5gXHNx1XoQuxKQfRhdZHy1ROqX37/j8C2cJhTodMR/+23xC/4Dq2LC8aUFIROh3Xr1jiNHo3DgP63DulqNMKlPaq1KHw9GHKgTit19rfVKNXdTiKR1Cwu/wtrnoKUKLhvGtw3FarQhtaG9HRS//yTpBUryTl5EsXGBsdBA9XJopYt5VjwHiCEIPfChXyrUebBQ4jsbFwmPIr7G29UtHhAxStD7YQQ8QWOfQwkCiHmKIryOuAshHhNUZSBwBRUZagj8KUQouPNyi9OGdLpdERFRd323i4SSU3DysqKevXq3TTMd1G+3nGWz7ad4fUBzXnm/tubNTyTdIaZ+2dyLP4YXT27Mr3TdDzs7n4n7iqNLgt2fwj7vwY7dxj8OTQbcEO2nAsXiXntNbKPHcNxxAjc33oTodORsm4dyStWknvhAho7OxyGDMZ59GisSmPty0qC46tVxSgmFLQW0HyQqhg17A41XUGVSKo7Bp3a/+z9XF1POHIheHWoaKlKhRCC7GPHSFqxopAVyHnMaBwGD0Zrd/t720nKDmNODlmHD2Pm5oZlo8phYaxsytBpoLsQ4oqiKHWB3UKIZoqifGf6vLRovpLKL04Zkkgk5cNfx2N5ZnEII9t48tno1qWebcsx5PDd0e/4+fjP2FvY83qH1xngM0DO1l3+F9Y/Dwnn1A0L+7wH1k6FsgghSF62jLiPPkZjaUmdd9/FoV/fG/JkHT5M8ooVpG7+C5Gbi1WrVjiNHoXjwIGlc1GIPQahSyBsOWQlgkM9NeBCwEPgUnrLoUQiqSLEn4U/nlQnQto8DP3ngOXtuzzfawxpaaa1QEWtQGOwatlCvlckJVKRytBFIAkQwHdCiO8VRUkWQjiZ0hUgSQjhpCjKBmCOEGKvKW0H8JoQokRtRypDEsm94eSVVB74dj9N3O1Z/lQnrMxLZzUIjg1m1r+zuJR6iaGNhjK13VS590dOOuyYBQcXgpMXDP1atcQUQX/tGlfenk76339j27Urdd9/H3N3t5sWbUhOJmX9nySvXEHO2XNobGxwGDIEp1GjsG7Z4tay6XPg9GYI/Q3O7QAENOimWov8hoK5XGwskVRphICQn2HLW2qkyiFfqW27EpNvBVq+nNRNm1UrkJ8vzqPH4DB4kLQCSUpFRSpDnkKIaEVR3IBtqG5w6/OUIVOeJCGEc2mVIUVRngKeAvD29g68fPlyuckvkUggPj2HYfP2oTca+fP5rrg53DoKWWpuKp+HfM6qM6vwtPNkRucZdPHocg+kreSc3wnrX4SUSDUMds/pYHnjizxtxw6uvD0dY2Ymbq++ivP4h25rxlMIQdaRIySvWEnq5s2I7Gys/PzUtUWlHTykRMHRpaobXdIldcPFVg+Ygi60rZIRpiSSGk36NdUafeYvaNgDhn8LDpV3Hx1DWhopf/5J8oqV5Jw6ZbICDcJp9GisW7WsaPEkVYxKEU1OUZSZQDrwJNJNTiKpEuTqjTz8wwGORiWz8pnO+NdzuuU52y9v54MDH5CQncCjfo/ybOtnsTG/xcL+6k5WMmx9S1UsXJvAsHng3emGbMaMDGI//JCUVaux9PPF8+OPsWzc+K4ubUhNvT6gOH369hcXG43qpq+Hf4PwdaDPArcWqlLkP7pK7z8ikdQYzmxRQ/Znp0Kfd6HDU5VyM2YhBNlhYepaoBusQIPR2lWOyGSSqkeFKEOKotgCGiFEmunzNuBdoBeQUCCAgosQYpqiKIOA57keQOErIcRNV/JJZUgiKT+EELy55hhLD0by5dgAhgXcfO+Aq5lX+eDAB+yI2EFzl+bM7DKTFq6lcM2q7pzaBBtehoxrEPQC3P96sXv8ZIaGEvPa6+giI3F98klqPz8ZxcKizMQodsFx8+bq2qIhQ9Dal2K9QHaKug9J6GKIDgaNuRrwoc0j0KgnaGXYWomkUpGbCVvfhuAfwb2lGiTB3a+ipbqBfCvQ8hUFJm0G4TRmTOlcfCWSW1BRylBDIG9XSjPgdyHE+4qiuAIrAG/gMmpo7UTT+qF5QH/U0NqP3Wy9EEhlSCIpTxbtu8jMP8OZ3KMRr/ZrXmI+ozCy6swqPg/5HJ1Rx3MBz/GI3yOYa6pOaNZyISMeNk9TI7a5t1StQR5tbshWMGS2eZ06eHz8ETbtynfn7vwNCZevUBchW1nhMHAgzqNHYdW6lMExrp5UlaKjyyAzHuzrmoIujK9y+5NIJNWSmFBY/SQknIUuU1S3XLPKs6l1vhVo+QrVnTcrS3XnHTMGh0GDpBVIUqZUCje58kAqQxJJ+bD3bDwTfj5Iz+ZufPdwIBpN8YPjCykXmLV/FoevHqZjnY7M6DwDbwfveyxtJUMIVQHaPE11Sbl/GgS9BGY3WnlyLl4kZpopZPbw4bi//dY9XQysblJ4guQVK0jZuBGRmYllkyY4jR6N49AhaB0db12IPhfOblEVo7NbQRihfpDqRuc3DCzkgEYiuacYDbDvC9j1Adi6wYgF0PD+ipYqn6KuuxobGxwGD1bXAkkrkKSckMqQRCIpNRfjMxg2by91Ha1Z/VwX7CyLd31aHL6YuSFzsTaz5tX2rzKs0TAZ1jT1Cmx8BU5vAs9AGDYf3G7c80cIQfLy5WrIbAsL6syahUP/fhUg8HUM6RmkbtpI8oqVZB8/jmJpiUP//jiNGY11mzal+21Tr1wPupB4HizsoeUIaPMo1Gsngy5IJOVN0mVY84y6zq/FCBg0t1JspiyEIPvoUZJWrCR10yY1qEuLFmpQF2kFktwDpDIkkUhKRWq2jhHz95GUqWPd5CC8XIoPfLD6zGpm/juT7l7deafzO9SyruGL6IVQFYAtb4EhB3q+DZ2eK3bjUn18PFfeelsNmR0URN0PPrhlyOx7TdaJEySvXEnqnxswZmRg0agRzqNH4ThsGFonp1sXIARE/KeG6D6xBnSZUKuZai1qPRbsKtf9SiRVHiEgbAVsmqp+HvQp+I+p8AkIaQWSVBakMiSRSG6JwSiYtOgQ+87Fs/iJjnRq6Fpsvj1Re3hh5wt08ujE1z2/lmuDki7Dny/ChV1QvysM/arENTNpO3eqIbMzMnCbOlUNmV0JIzrlYczIIHXzZpJWriT7aBiKhQX2/frhPHoU1u3alc5alJOmKkShiyHyAGjMoElfaD0OmvarVGsYJJIqSVYSbHgFTvwB3p1hxHfgXL/CxCk2tH+LFjiNGY3DQGkFklQMUhmSSCS35P2N4Sz85yLvj2jJ+I7Fv0iPxx9n0pZJNHBowKL+i2p2yGyjEQ79ANtnqrOvfd6FwMeKDVdrzMggbs5HJK9ciaWvL56f3H3I7HtN9qlTJK9YScr69RjT07Hw8cFp1CgcRwzHzLmUG+leO6Nai8JWQHosWDtDyweg9UPgKfcukkhum4t7VLe49Djo/gZ0fblYi/S9wJCaqm76vGIFOWfO3P6mzxJJOSKVIYlEclNWhUQxdeVRHu1cn3eHFb+ZXWRqJA9vfhhrM2sWD1xcs13j4s+pmxdG/AuNe8PgL8DJq9isWUeOEP3aa+giInF94glqT3m+TENm32uMWVmk/rWF5BUryAoNRTE3x75PH5xGj8amY4fSWYsMeri4G44shVMbQJ8NtZqqLnT+Y8CxXrnfh0RSpdHnwM7ZsP9r1RI9cqE6oXCPKdYK1LIlTqNHSSuQpFIhlSGJRFIiIZeTGPf9f7Rr4Mwvkzpgrr3RspGYncgjmx4hNTeVXwf8io+jTwVIWgkw6OHfeWqUJnMr6D9HdfcqRgEQOh3xC74jfsECzN3d8fhoDjbt21eA0OVH9pkzJK9cRcq6dRhTU7GoX1/dt2j4cMxci3ezvLGQFHUz1yNL1UXfKOBzn1qvvkPA8t5F15NIqgRXT6ohs+OOQbtJ0Hf2PY/aWKIVaPQorFtIK5Ck8iGVIYlEUiwxyVkMnbcPW0st6yYH4WRzo8UiS5/FE1ue4HTSaX7o+wMBbgH3XtDKQNwJdQf3mFBoPhgGfQb2dYrNmnvpEtHTXiM7LAzHYcPUkNml2dS0imLMziZtyxaSVqwkKyQEzM2x79UL59GjsOnUqfTrohIvQthyNSJd0iUwt1XDc7ceCw26FeuCKJHUGISAg9/DthlgYafuXdZswD28vMkKtHwFqX/9VcgK5DhoEBpbaQWSVF6kMiSRSG4gK9fAqO/2cyk+kzXPdaGJ+42Ddb1Rz8u7X+bvyL/5vPvn9KrfqwIkrWD0ufDPZ+qftRMM/AT8hhdvDRKC5BUriZszB8XCgrqzZuLQv/89F7kiyTl3TrUWrV2LISUFcy8vnEaNwmnEcMxq1y5dIXnR6I7+DifWQk4qONSD1mNUi1GtJuV6DxJJpSMtFtY+B+d3QJN+qiJ0j6IyGlJTSVm3XrUCnT2LxtYWhyGD1bVA0gokqSJIZUgikRRCCMHzS0PZdOwKP01oT4/mN75UhRDM/m82K86s4M2ObzKu+bgKkLSCiQ6Bdc/D1XB1LUv/OSXu2aGPj+fK29NJ370b2y5dqPvhB5i7u99jgSsPxpwc0rZuI3nFCjIPHQIzM+x79MBp9Ghsg7qU3lqky4JTG+HoMnUgKIzg2Q4CxkGLkZViDxWJpFw5+Sesf0FtC/3eV13j7kGwEZGbS+Jvi4mfPx9jZqZqBRozGseBA6UVSFLlkMqQRCIpxFc7zjJ32xneGNCcp+8vPgz0wrCFfBX6FZNaTuLlwJfvsYQVjC5LXRf07zywqwNDvlDDQJdA2s5dXHn7bYzp6WrI7IfHV+qQ2feanAsXSV65UrUWJSVh7umJ0+jROD0wErNatxGIIy0Wjq1U1xddPQFaC2jaX7UWNekD2hoe5l1SvchJh79eVyMw1m0NI3+A2k3vyaXT9+0j7v0PyL1wAbvu3ak15XlpBZJUaaQyJJFI8vnr+BWeWXyYkW08+Wx062Kjf60/v5639r7FoIaD+KDrB2iUGjSwv7xftQYlnofAiWrIbCvHYrMaMzKI++hjklesUENmf/wRlk2kC1dJGHNzSdu2jeTlK8g8eBDMzXHo0xunsWOxad++dJHoQHWjiw1TrUVhKyAzHmxqQatR6vqiuq1lmG5J1SbyEPzxpLp2ruvLathss/KPQqmLjiZuzkekbduGubc37m++gX337uV+XYmkvJHKkEQiASA8JpUHvt1Pszr2LHuqE1bmN+5HsT9mP5O3TyawTiDf9voW85oy256TBttnwaGF4FQfhn4NDe8vMXvW0aNET5tmCpn9OLWnTKnSIbPvNTkXLpC0bBkpa02R6Bo2xHnsGByHDUPrWLzyWSwGHZzboa4vOr0ZDLng5qcqRa1Gg0Pd8rsJiaSsMejhn0/h74/BwRNGfgf1u5T7ZY3Z2ST8+CMJ3y8ERaHWM8/g8thENJZyU2RJ9UAqQxKJhPj0HIbN24fBKFj/fBBuDlY35DmVeIqJf03E086TRf0XYW9RfSOgFeLcDvjzRUiJgo7PQK/pJYaqFXo98d8uqNYhs+8lxqwsUjf/RdKyZWSHhaFYWeEwcCDOY8dg1apV6a1FAFlJcPwP1WIUdRAUDTTsAQEPQbOBYFGDNwmWVH4SL8AfT0HUIXWN4sBPSrRKlxVCCNJ37SLugw/RRUVh378/7tNexdzDo1yvK5Hca6QyJJHUcHL1Rsb/8B9hUSmsfKYz/vWcbsgTkx7D+E3jMdOYsXjAYtxta8Di/6wk2PI2HFmsbvo5dB54dywxe+6lS0S/9hrZR8NwHDYU97ffrtYhs+81WSdOkLx8BSkbNiAyM7H088V57Ng7C9sbfw7ClqmKUUokWNhDi+Hq+iLvzjJMt6TyIASELobNr4HWDAbNhVYPlvtlcy9dIvaDD8jY8w8WjRtR5+23se3UqdyvK5FUBFIZkkhqMEIIXl99jOXBkXw9rg1DWt8445eSk8Ijmx8hPiueX/v/SmPnxhUg6T3m1EbY8ApkXIOuL8F909SNVItBhsy+txjS00lZv57kpcvyQ/k6DhuK05ixWDW7zQXkRiNc3qfuXRS+DnLTVTfI1mPVP5eG5XMTEklpyEyEP19QI8Y16AYjFoBjvXK9pDEjg/gF35G4aBGKhQW1pjyPy/jxKOY1xCVaUiORypBEUoP5ed9FZv0ZzvM9GjO1X7Mb0nMMOTy19SmOxR/juz7f0b5ODXD52vMJ7JwN7q3U/To8AkrMqk9IUENm79qFbZfO1P3wwxodMvteIoQgK/QIScuWkvbXFkRuLtZt2+I8dgz2/frd/nqG3Aw4uUFdX3Thb0CoVqLWY6HFiHJ3SZJICnFuh7p3UGYC9JoBnZ8vV4ulEIK0zZuJ++hj9HFxOA4fjtv/Xin9/l8SSRVGKkMSSQ3ln7PXmPDTQXr7urPg4UA0msLrLwxGA6/ueZVtl7fxyf2f0L9BDbB2hK+DFY+qi+uHf3PTcMxpu3Zx5e3pGNPScJv6P5wffliGzK4g9ElJpKxZS9LyZeguR6B1csJx5EicR4/CokGD2y8wJRrClqsWo/gzYGalrisKeEhdZ6Q1K/N7kEgANXT/9plwYAHUbg4jF0Jd/3K9ZPaZM8TNfp/Mgwex9POlztvTsWnbplyvKZFUJqQyJJHUQC5cS2f4/H14OFmz+tku2FoWHtwJIfjo0EcsObmEV9u9yqMtHq0gSe8hMUfgp/5QpxVM+LNEtzhjZqYaMnv5ciybN8fzk49lyOxKgjAayfzvP5KWLSdtxw4wGLDt0hmnsWOx79Hj9l19hICYw+reRcdXqevI7NzVMN0BD4G73FtFUobEHoPVT8K1k2qwlt4zwdy63C5nSE3l2rx5JC35Ha2dHbVffhmnUQ+iaG+MJCqRVGekMiSR1DBSsnSM+GYfyZk61k0Owsvlxihav5z4hU+DP+URv0eY1n5aBUh5j0mLhYU9AQWe2gV2bsVmywoLI+bVaeRGROD6+CRqvfACGhkyu1Kii7tK8upVJK9YiT42FrPatXEaNQqnUQ9iXvcOQmrrc+HsFjXowpm/wKhXFefWD6kL2kt4ZiSSW2I0qps473wPrJ1Vq3Tj3uV2OWE0krJmLVfnzsWQmIjTmNHUfvFFzJydy+2aEkllRipDEkkNwmAUTFp0iH3n4ln8REc6NXS9Ic/mi5uZtmca/Rr04+P7Pq7+m6rqsmHRILgaDpO2FOuSIvR64r/7jvhvvsXM3Q2POXOw7dChAoSV3C5Cryd9zz8kLVtKxj97QVGw694d57FjsO3a9c5cGzMS4PhqdX1RTCgoWnXwGjBOdaczk/uvSEpJ0mVY/zxc3APNB8OQr8D2xn65rMg6dpzY2e+RfTQM64AA3Ke/jXULaeGU1GykMiSR1CBmbwjnh70X+WBEKx7q6H1D+qHYQzy97Wn8a/vzXZ/vsNRW80GdEOpO7sdWwpjF4Dvkhiy5ly8TM+01so4elSGzqzi5UVEkr1hJ8urVGBISMPf0xGnMGJweGImZ6x0OQK+eUtcWhS2HtCtg5aS60bUZD3UD4Hb2QpLUHPS5sP8r2POpuufVgDnQ5pFye170SUlcm/s5yatWoXV1xW3q/3AcOlSuc5RIkMqQRFJjWBkcyaurwpjQuT6zhrW8If1M0hkmbp6Im40bvwz4BUfLGhA965/PYMe70HM63De1UJIQguRVq4j7cA6KuTl1Z76Dw4ABFSSopCwRubmkbd9O0rLlZB48CObmOPTpg9PYMdi0b397m7nmYTTAhd1wZIkalc6QA25+EDBe3STTTkblkpi48DdsmqoG5/AdCv0/LLeQ2cJgIGn5cq59+RXG9HRcHn6YWs9PlhM6EkkBpDIkkdQAQi4nMu77A7T3ceaXxzpgpi08GxibEcv4TeNBwOKBi6lrdwdrKqoaJzfA8vHqLP7IhYVmZPUJCVyZPoP0nTtlyOxqTs758yQtX07K2nUYU1OxaNQI5zFjcBw+DK2Dw50VmpWsutEd+R2ig0FjBk36qopRk75gJteZ1UjS4mDrW6ol2rkBDPwUmvQpt8tlHj5M7HuzyTl5EptOnajz1psy2ItEUgxSGZJIqjnRyVkMm7cXO0sz1k4Owsmm8EAsNTeVCZsncCXjCr/0/4VmLjfuN1TtiD0GP/YDt+YwcWOhiE1ZR48S+dxkNWT2/17B+ZFHpCtJDcCYlUXq5r9IWraM7LAwFCsrHAYOxHnsGKxatbozaxGobnRHlqhudOlxYOOqWooCHlIDMEiqP0YDHPpRDZCgz4auL6t/5RQpTnf1Ktc++4yUdesxq1MH99dfw75fvzt/hiWSao5UhiSSakxmrp5RC/4lIiGTNZO70NitsGtEriGXZ7Y/Q+jVUL7t/S2d6naqIEnvIelX1chxRoMaOc6+Tn6SLu4qFx98AI2VNfXmz8OqadMKFFRSUWSdOEHy8hWkbNiAyMzEys8Pp7FjcBw0CI2t7Z0VatDD+R0QuhhObwajDur4Q5uHVeukjUvZ3oSkchAVAhtfhitH1T2qBn0Gro3K5VJCpyPxt8XEz5+PyM3F5fFJ1HrqKTQ2N0YMlUgk15HKkERSTRFC8PzvoWw6foWfJrSnR/PCoX+Nwsjre15n86XNfNjtQwY3HFxBkt5D9DnwyxC4EgaT/gKPgPwkY24uEY88Ss7ZszRYvky6k0gwpKWR8uefJC9dRs7Zs2js7HAcOhSnsWPuTlHOTFRdpY4sUQfJGnNoNkBVjBr1kpu6VgeykmD7LAhZpO5N1f9DaDGi3AIkZOzfT+z7H5B7/jy2999HnTffxKJ+/XK5lkRS3ZDKkERSTfly+1k+336GNwY05+n7b5yJnBs8l59P/MyLbV/kiVZPVICE9xghYO2zauSvUb9Ai+EFkgSxM2aQvHIVnl99iUPfvhUnp6TSIYQgKzSUpGXLSPtrCyI3F+u2bXEeNxb7vn3RWN5F1MXY49fd6DIT1IGz/xh1fZFb87K7Ccm9QQi1j9k6XVWIOj4D3V8Hqztcf3YLdNHRxH30MWlbt2Lu5YX7m29g36NHuVxLIqmuSGVIIqmGbD52hWeXHGZkG08+G936Bl/xJSeXMOfgHMY0G8NbHd+qGb7k+76EbTOg+5vQ/bVCSUnLlhM7cyauzzyN20svVYx8kiqBPimJlDVrSVq+DN3lCLROTjiOHInzmNF3NxOvz4WzW1XF6MwWEAbwDFSVopYPgLVTmd2DpJyIC4eN/4OI/VCvAwyeW27rwow5OST+9BPx330PQK2nn8Jl0qS7U8wlkhqKVIYkkmrGiZgUHvz2X5rXtWfpk52wMtcWSt92eRv/2/0/enj1YG73uWg12hJKqkac3gxLx6nWoAd/LuSqknn4MJcnTMS2S2e8vvkGRVsD6kNy1wijkcz//iNp6TLSdu4EgwHbLl1wmTjhzjdzzSP9KoStUBWjq+GgtQTfwapi1LA71IQ2W5XISYe/P4L/vgFLe+jzLgQ8DOUQeEUIQfqu3cR9+CG6yEjs+/XD/bVpmHt4lPm1JJKaglSGJJJqRHx6DsPm7cNgFKx/Pgg3B6tC6YfjDvPk1ifxdfXlh74/YGVmVUJJ1Yi4cPixD9RqAhM3gcX1xcT5ARNsbPBZufLOQylLajS6uKskr15F8rLl6K9exaJRI1wmPIrj0KForO6ijQkBV46oIbrDVkB2Mjh4Quux0PohqNW4rG5BcicIASf/hL9eh9RoddPU3rPA9g438L0FuZcuEfvhh2T8vQeLRo2o8/Zb2HbuXC7XkkhqElIZkkiqCTl6A+MXHuB4TAorn+5Cq3qFN029kHyBRzY/gouVC78N+A0nK6eKEfRekhEPC3uoLkhP7QKH67OnMmCCpKwRubmk/vUXCYsWkRN+Eq2zM87jxuH80DjMatW6u8L1OXB6k6oYndsOwghenaDNePAbXm5rUiQlkHgRNk9TXRvdW8KgueDdsVwuZczMJP6770n86ScUCwtqPf88Lg+PRzE3L5frSSQ1DakMSSTVACEEr60OY0VwFF+Pa8OQ1oVdJq5lXuPhTQ+TY8hh8cDF1LMvn93OKxX6XPh1GMQchsc2qesvCnBl+gySV66UARMkZY4QgsyDh0hctIj0XbtQzM1xGDoElwkTyiZce+oVCFumKkbxZ8DcBnyHqopR/a7l4p4lMaHPUdcf/vOZuplujzehw9PlEgFQCEHaX38R99HH6GNjcRw2lNr/+x/mbm63PlkikZSamylDMranRFJF+HnfJVYERzGlZ+MbFKEMXQbP7XiOpJwkfu7/c81QhIRQ9/aI2A8P/HiDIpS0bDnJK1fi+szTUhGSlDmKomDbsQO2HTuQc/Eiib/+SsqataSs/gPboCBcJk7EtmvQnQcucairbtoZ9BJEBatri46vVhUkJ2/VhS5gHDg3KMvbkpzfCRunQuJ5NUx2vw8KWZvLkpyzZ4md/T6ZBw5g6euL59zPsGnbtlyuJZFISkZahiSSKsCeM9eY+PNBevu6s+DhQDSa6wMsnVHH8zue58CVA3zd82u61etWgZLeQ/6dD1vehPtehZ5vF0rKD5jQuRNe334rAyZI7gn6pCSSl68gackS9NeuYdG4Ea4TJ+IwZEjZRADTZcHJDapidGE3IKBBNzXogt9QsLjDzWIlqiVuy5tw4g9waQgDP4XGvcrlUoa0NOLnzSNx8RI0dna4vfQiTqNHy35KIilHpJucRFKFuXAtneHz9+HhZM3qZ7tga3ndoCuE4O19b7P+/Hre7fIuI5qMqEBJ7yFnt8Hvo6H5YHU/oQIuQzJggqSiEbm5pG7eTMLPi8g5dQqtiwvODz2E87ixmLmW0cL75MjrbnSJF8DCTo2kGPAweHcqt40/qx0GPRxaCDvfB0MudPsfBL0I5mUfeEYYjaSsW8/VTz/FkJiI06hR1H75Jcycncv8WhKJpDBSGZJIqigpWTpGzN9HcpaOdZOD8HKxKZT+1eGvWHhsIc8FPMezrZ+tICnvMVdPqZHjnOvDpC2FZsPzAiZknz2LjwyYIKlghBBkHjiorivavRvFwgLHYUNxmTABy8ZlFCVOCIj4V7UWnVgLuemqZSPgIWg9DhxrgMvsnRJ5EDa8AnHHoHFvGPiJWnflQNbxE8S99x5ZR49i3bo17tOnY92yRblcSyKR3IhUhiSSKojeYGTSL8HsPxfPkic60rFh4RnlFadX8N5/7/FAkwd4p/M7NWNT1cxEWNgTcjPUyHFFBnr5ARO+/BKHfnKdkKTykHPhAom//ErK2rWInBxsu3VT9yvq0qXs2m5OOpxcr1qLLv0DKOqeRQHj1T2MzK3L5jpVncxE2P4OHP4V7D1gwBw1OEU59KG5kZHEz5tHyvo/0bq44Pa//+E4fNjd7VElkUhuG6kMSSRVkPc2hPPj3ot8OLIV4zp4F0rbFbGLl3a/RFfPrnzZ40vMNDUgFoo+FxaPVGdzJ24Er/aFkpOWLSd25kxcn34at5dfqhgZJZJboE9KInnZMhKX/I4hPh7LJk1wmTgRhyGD0VhYlN2FEi/CUZMbXUoEWDpCy5HQpC94dSy3fXIqNUajakHbNgOyU6DTs9D9dXUT1TJGFxdH/Dffkrx6NYpWi/P48dR69hm09mV/LYlEcmukMiSRVDFWHIpk2uowJnZpwMyhhV0pjl47yhNbnqCRUyN+6vcTNuY2JZRSjRACNrwEIYtgxPfQekyhZBkwQVLVMObmkrphI4mLFpFz5gzaWrVwfmgczmPHYubiUoYXMsLlvRC6BMLXgT5LPe7aRFWKvDuqexnValK91xnFHoeN/4PI/9T7HTwX3MveTU2fmEjC9wtJ+v13hBA4j3oQ16efwdxdhsqWSCqSClWGFEXRAsFAtBBisKIoPsAywBUIAR4RQuQqimIJ/AoEAgnAGCHEpZuVLZUhSXUk+FIi4xb+R0cfVxY91h4z7XV3isupl3lk0yPYmtuyeOBiXK1ryOzuge/UzQ+7vgy9ZxZKkgETJFUZIQSZ//5LwqJFZOz5B8XSEsdhw3CZ8CiWjRqV7cV0WRBzRFUIIg5A5AHISlTTrF1U5cirgxqAwaNN9XCry0mD3XPgv2/B2gn6vKeupSpjNzVDaioJP/9M0i+/YszOxnHoUGo9PxmLenLNlkRSGahoZegVoB3gYFKGVgB/CCGWKYqyADgqhPhWUZTnAH8hxDOKoowFRgghxtysbKkMSaob0clZDJu3FztLM9ZODsLJ5rrbTEJWAo9sfoT03HR+G/gb9R3qV6Ck95BzO2DJg9B0AIxZXGgQUzBgQoNlS8tms0uJpILIOXdOXVe0bh0iNxfb++/DdeJEbDp1Kp81gUJA/FlVOYo8oCpICWfVNI05eASYFKSOqoJkV4WsG0KolrC/3oC0GAicCL3eAZsytLoBxsxMEn9bTMJPP2FMScG+f39qT3m+7BVZiURyV1SYMqQoSj3gF+B94BVgCHANqCOE0CuK0hmYKYTopyjKFtPnfxVFMQNigdriJgJKZUhSncjM1fPgt/8SmZjJmsldaOx23bc8U5fJ41se51zyOX7s9yP+tf0rUNJ7SPxZWNgLnLzUyHGWdoWSZcAESXVEn5hI0tKlJP2+FENCApbNmqnrigYNLNt1RcWRkaAqRpH/qevzog+DIUdNc/ZRlaI8Bal28zK3sJQJCedh06twfgfUaQWDPr9hjeHdYszNJXnZcuK//x5DfDx2999P7RdfwMrPr0yvI5FIyoabKUPlver6C2AakDeqcwWShRB60/cowNP02ROIBDApSimm/PHlLKNEUuEYjYKpK49yMjaVnya0L6QI6Y16pv49lfDEcL7s8WXNUYQyE+H3MaA1h3FLb1CEkpavIHnlSlyffloqQpJqhZmLC7UnT8b1iSfy1xVdeeMNrs79DJfx43EaM6b89qaxdYXmA9U/AH0OXDkKESbr0dltcHSpmmblCPU6XF935Nm2Yjd+1WXD3s/VP60F9P8I2j8B2rIb6gi9nuQ1a4j/5lv0V65g06EDtb/6Cpu2bcrsGhKJ5N5SbsqQoiiDgatCiBBFUbqXYblPAU8BeHt73yK3RFI1+GrnWTYdi+XNgc3p0fy6K4oQgtn/zeaf6H+Y3mk63b26V5yQ9xKDDlZOhJRImPAnOBVu65mHQ4mdPRvb+7pR+4UpFSOjRFLOaCwtcXpgJI4jR5Cxbz+JixZx7YsviV/wHY7Dh+Hy6AQsG/qUrxBmluo6Iq8O6nch1E1eIw9cV5B2bjMJbKZaYrw6XVeQHOqWr3x5nNsOG6dC0kVo+QD0+wDs65RZ8cJoJHXTZq59/RW6yxFY+fvj8f5sbDp3rhnbGkgk1Zhyc5NTFOVD4BFAD1gBDsAaoB/STU4iyWfzsSs8u+QwI9t68tmo1oVerN8e/ZZvjnzDk62e5IW2L1SglPeYjVPVXeGHfQNtxhdKyg+YYG2Dz8oVaB0dK0hIieTek33mDIm//krq+j8RubnYde+Oy8SJ2HTsUHGD8sxEiDp0fd1RdMj1qHVO3oXXHbn5gaYMoz2mRMOWN9T1Qa6NYeCn0KhHmRUvhCB9506uffkVOWfOYNm0KbVfehG7Hj2kEiSRVCEqPLS2yTI01RRAYSWwukAAhTAhxDeKokwGWhUIoDBSCDH6ZuVKZUhS1TkRk8KD3/5L87r2LH2yE1bm1wcJa86uYcb+GQxtNJTZQbNrzov30A9qCNwuU6Dv7EJJMmCCRKKij48naekykv7f3n2HR1WtbRz+rdRJISQhIZQQkCpKBxUEREXEDljxqFixK2LX4ycgIAoW7IUiiEizHOyFIr1JL9JrgJAASSC9zPr+yMiBg0pQJnuSee7rypWZtWfGJxsk885a+10TJlB88CChjRtT5bZbibr0Uoy3rys6YbgCSFl9bGOGrJSSY6FRkNjmvwVSYpu/t89PcWFJl8lfhoC7CM57HM59uGQm6xSw1pI9fz5pb7xJ3qpVhNSuTdxDDxF12aXaMFWkHPK1YqguJa21Y4HlwM3W2nxjjAsYB7QEDgI9rbVb/+p1VQxJeZaeXcDlb87BAlMfbE/VSq4jx+bunsuD0x/k7Gpn807ndwgODHYuaFnaOgvG9YAGXaDnp8d9grz3+X5kTJ6shgkiHu68PDK//pqDY8ZSsGULQfHxxNx8MzE3XE9gdLTT8UpYCxk7PO28PY0Z9q0FLJgASGhybGOG6Fp//Xo7F8I3j0Lq2pJNZC8dCrGnbrlgzrLlpA0fTs7ixQRVr078A/dTuXt3TJAfbG4tUkE5Xgx5i4ohKa+stTw4YTk/rU3h8/vOpVli9JFjaw+s5fYfbqd2VG3GXDKGiGAHL0guSwe2wIgLoVJ1uPMncB27X1D6pMmk9OtHlXvuoWrfR5zJKOKjrLVkz53LwY/GkD1/PiYsjOge3Ynt1YuQOnWcjne8vMySpXW/F0jJS6Ewu+RYVM3/LqurdTYkNC1pgpB9AKY9D8s/gahEuPRlOP3yU7ZZbN66daS+8QbZs2YTGBdH3N13E93zBu938BMRr1MxJOJjpq7YTZ+JK3iiayMeuKD+kfHkw8nc/N3NhAaG8sllnxAfHu9gyjKUmwEjL4KcA9B7xnGf8uYsW86OW28lol1bar33HibwFF5zIFLB5G3YyMGxYzn09dfYoiIiL7iA2NtuJfyss3x3uW1xEexbc2xjhkO7S44FR5R0qtu3pmQT1XYPwHlPHtdh8u/K37KFtDff4vCPPxJQuTJV7ryT2JtvIiA8/JS8vog4T8WQiA/Zm5lL19dnU69qJFPuaUdQYMn68/S8dHp934uDeQcZd+k46kbXdThpGSkugk+vh22zoNdXUKf9MYfVMEHk7ylKSyvZr2jCRIrT03GdcQaVunYlvE1rXE2b+v6MR8Yuz55Hnq+I+JLrCKs2PiUvX5CczP633ibz668JcLmIve1WYm+7jcCoqBM/WUTKFRVDIj7CWkuv0Yv5dXs63/XpyGlxJUvgcoty6f1Tb3478BsjLh5Bq4RWDictQ98/DYvegyvfhNa3HnPIXVDAzl63krdxoxomiPxN7rw8Mr/6ivRPJ5C/fj0AJiQEV7OmhLduQ3ib1oS1bElg5KmZafF1hftS2f/+e2R89jnGGGJuuokqve8iKDbW6Wgi4iVObroqIkf5ZOEO5mzaz8DuTY4UQsXuYp6e/TSr0lbx6vmv+lchtHRMSSHU9v7jCiGAfYMGk7tiBTWHD1chJPI3BbhcxFx/PTHXX09Rejq5S5eS8+tScpYu5cDIkRz44AMICCD09EYlxVHr1oS3aU1QXJzT0U+povR0Dnw4gvRPP8UWFxN97TXE3XcfwQkJTkcTEQepGBIpI1vTshj83W+c1zCem88p2UTUWsuQxUOYsWsGT5/9NF1qd3E4ZRnaPrekhXb9i6DLwOMOp0+aTMbkyVS5+26iLunqQECRiicoJoZKF11EpYsuAsCdnU3uypVHiqOMKVNIHzcOgJDatQlr09pTILUiOCnJd685+gvFhw9z8KMxHBwzBndeHpWvvJK4Bx8gpNYJutaJiF9QMSRSBoqK3Tw6eSWhQYEMu7bZkTcUo9eMZtKGSdx25m3c1PimE7xKBXJwG0y6BWLrwrWjSzpFHSVn2XJSBg0i4ryOxPfxo81mRcpYQEQEEeeeS8S55wJgCwrIW7eOHM/s0eFp08n8/AsAguLjCWvdmvA2JUvrQhs08OlmJu6cHA6OH8+BkaNwZ2ZS6eKLiX/4IULr1z/xk0XEb5S6GDLGdAAaWGs/MsbEA5HW2m3eiyZScbz3yxZW7MrgrRtbkhBVsp/Q7OTZDF82nEvrXErf1n0dTliG8g7BhJ6AhRsnguvYhgiF+1JJ7vMwwdWrU3PYMJ9+syVS0ZiQEMJatCCsRQuq3Hkn1u0mf/PmkqV1S5eRs3Qph3/4AYCASpUIa9WS8Fatfaopg7uggIxJk9n/wQcU79/v+VClD2Fnnul0NBHxQaUqhowx/YA2QCPgIyAY+ARo/1fPExFYszuTN6Zv4srmNbiyeQ0AUrJTeHbuszSKacTADgMJMH6yo7m7GD6/Ew5shlu+hCr1jj1cUMDuPn1wZ+eQNGqUOseJOMwEBOBq2BBXw4bE3HgjAIW7dx+ZOcr59VfSZs0ueazDTRlsURGZU6eS9s47FO3ZS3ibNsS/MZzw1q3LLIOIlD+lnRnqAbQElgFYa/cYYyp5LZVIBZFXWEzfSSuoEhnCwG4ln0oWuYt4avZTFBQX8EqnVwgNDHU4ZRn6+XnY9BNc/hqcdt5xh9UwQcT3BdesSeWaNal81VUAFB08SO6yZY41ZbBuN4e+/579b71NwfbtuJo0ofoLA4lof265vMZJRMpWaYuhAmutNcZYAGNMhBcziVQYr/y4gU2pWYy942yiw0uWj7y74l2WpS5jSMch1Klcx9mAZWn5J7DgbTj7bjjrzuMOq2GCSPkUFBv795oytGlNcK1af7tgsdaSNfMX0t54g/wNGwht0IDEt98isnNnFUEiUmqlLYYmG2M+AKKNMb2BO4AR3oslUv4t2HKAUfO2cXPbJDo1jAdg/p75jFw9kh71e3BF3SscTliGdiyArx+BuudD1yHHHc5Z7mmY0FENE0TKu5NqylC1KmGtWx0pjkIbNsQEnHjZcPaCBaQOH07eylUEJyVRY9gwoi67VNcYishJK/Wmq8aYLsDFgAF+tNb+7M1gpaFNV8VXHc4r5JLhcwgONHzXpyPhIUHsz93PNV9dQ0xoDJ9e/inhweFOxywb6TtgxAUQFgN3TSv5fpTCfalsv/ZaTFgYp02ZrOuERCq4Y5oyeGaPilJSgKOaMniKI1eTJsc0ZchZvpy04W+Qs2gRQdWqEXf/fUT36IEJDnbqxxGRcuAfb7pqjDkNmPN7AWSMCTPG1LHWbj91MUUqjhe+XsfezFw+u+9cwkOCjmysmlOYw6iLR/lPIZR/GCbcCO4iuHHScYXQ7w0TirOzqTNqpAohET/wv00ZrLUU7t5D7tJfjxRHR5oyhIYS1rQpYW1ak79+A1m//EJglSokPPsM0TfcQECoH11zKSJeUdplclOAc4+6X+wZO+uUJxIp535am8KUpck8eEF9WiWVvPkfuXoki1IWMeDcAdSP8ZM9Ltxu+OJuSFsPN38Gccf/3PsGv6iGCSJ+zhhDSGJNQhJrUrlbN6CkKUPO0qXk/t6UYcRIAiIiiO/bl9ibbyIgQpcui8ipUdpiKMhaW/D7HWttgTHG+c0ERHzM/qx8nvliNWfWiOLhzg0A+DXlV95d+S6XnXYZPer3cDhhGZo+ADZ8B5cOg3oXHnc4ffJkMiZNokrv3mqYICLHCIqNJapLF6K6dAFKmjIQGEiAy+VwMhGpaEq7uUmaMeaq3+8YY7oB+70TSaR8stbyzBerOZxfxOs3tCAkKID0vHSemv0UiZGJPN/uef/pcLRyIswbDm3ugLN7H3c4Z/lyUgZ6GiY80qfs84lIuRIQEaFCSES8orQzQ/cC440xb1PSQGEX0MtrqUTKoc+WJvPzun38+7LGNEyohNu6eW7ec6TnpzO+83gigv1kWceuxfDVQ1CnI1w6FP6nACzcl8ruh/sQXL06NV8Zpu5PIiIi4phSFUPW2i1AW2NMpOd+lldTiZQzuw7mMODrdZx9Wix3dDgNgHHrxjE7eTbPnvMsjas0djhhGcnYBRP/BVE14fqPIfDYDk9WDRNERETEh5S2m1wocA1QBwj6famPtfYFryUTKSfcbsvjU1ZireXV65oTGGBYlbaK4UuHc1HSRfRs1NPpiGUjP6ukc1xRPtz2LYTHHveQlCMNE15XwwQRERFxXGmXyU0FMoGlQL734oiUP6PnbWPRtoMMvaYZtWLDyczP5IlZT5AQkcCA9gP84zohtxu+vAdS18K/pkB8o+MecmzDhEscCCkiIiJyrNIWQ4nWWr17EfkfG/cdZuiPG7iocQLXtUnEWkv/+f1JzUll7KVjiQqJcjpi2Zg5GNZ/A12HQIOLjjushgkiIiLii0rbTW6+MaapV5OIlDMFRW76TlpBpdAghlzdFGMMEzdMZNrOaTzS+hGaxTdzOmLZWDUF5rwCrXpB2/uOO1yY6mmYUK2aGiaIiIiITyntzFAH4DZjzDZKlskZwFpr/eTdnsjx3pqxibV7DvH+za2JrxTKbwd+Y9iSYZyXeB63nHGL0/HKRvJSmPoA1G4Pl716XOe4koYJj5Q0TBiphgkiIiLiW0pbDF3q1RQi5cyynem8M3Mz17RK5JIm1cguzObxWY8T44phUPtBBJjSTrqWY5m7YeKNUKkaXD8Ogo7fhzll8IvkLl9e0jChkRomiIiIiG8pbWvtHQDGmKqAdj0Tv5ZTUMRjk1dSvXIY/a46A2stAxYMIDkrmdFdRxPjinE6ovdZC5/fCQXZ0GsqRFQ57iFqmCAiIiK+rlQfXxtjrjLGbAK2AbOA7cD3Xswl4rNe+n492/ZnM+y6ZkS5gvly85d8v+17HmjxAK0TWjsdr2ys/xZ2LoCug6Hq8XsoHWmY0KGDGiaIiIiIzyrtWp6BQFtgo7X2NKAzsNBrqUR81OyNaXy8YAd3tD+Nc+vFsSl9E0MWDaFt9bbc2eROp+OVjeIimD4A4hpCi5uPO6yGCSIiIlJelLYYKrTWHgACjDEB1tqZQBsv5hLxOZk5hTz52SrqV43kyUsakVOYwxOzniAiOIIhHYcQGOAnb/pXfgr7N0Ln5yHw2JW2RzdMSHz7bQKjo53JKCIiIlIKpW2gkGGMiQRmA+ONMalAtvdiifie579aw/6sfEb0aoMrOJDn573E1sytfNDlA+LC4pyOVzYKc2HmEEg8C06/4rjDKS+qYYKIiIiUH6WdGeoG5AJ9gR+ALcCV3gol4mu+WbWHqSv28HDnBjRNrMzXW77my81f0rtZb9rVaOd0vLKz6AM4vAcu6n9cG+30KVPImDiJKr3vUsMEERERKRdK203u6FmgsV7KIuKT9h3K47n/rKF5rWjuP78e2zO3M3DhQFpVbcV9zY/fZLTCyk2Hua9Bg4uhTodjD61Ywb4XBnoaJjziTD4RERGRk/SXxZAxZq61toMx5jBgjz5EyaarUV5NJ+Iway1Pfb6KvMJiXru+OcUU8visxwkNDOXl814mKKC0K00rgLmvQ94h6NzvmOHC1FSSH3qYIDVMEBERkXLmL9/JWWs7eL5XKps4Ir7l08U7+WVDGgOuOpN68ZEMWjiIDekbeKfzO1SLqOZ0vLKTubtkiVyzG6BakyPDRxomZGVRZ+RINUwQERGRcuWE1wwZYwKNMevLIoyIL9m+P5tB3/xGxwZx3NK2Nj9t/4lJGyZx25m3cV7ieU7HK1u/DAHrhguePWb494YJNV4crIYJIiIiUu6csBiy1hYDG4wxSWWQR8QnFLstj01ZSVCgYei1zdidnUy/+f1oFteMh1s+7HS8spW2AVaMh7PugpjaR4YzPvvsvw0TLr3UwYAiIiIif09pL3iIAdYaYxZzVEtta+1VXkkl4rAPZm9h6Y50ht/QgrjIIHp9/yQGw9BOQwkODHY6Xtma/gIER0DHx48MFe7bR8qLQ4g4t50aJoiIiEi5Vdpi6P+8mkLEh6zdk8nrP2/k8qbV6daiBq/8+gprDqzh9fNfp2ZkTafjla1di2H9N3DBcxBR5chw6stDoaiIagMGqGGCiIiIlFulba09y9tBRHxBflExj05aSXR4CIO6N2FW8iw+XvcxN55+IxfVvsjpeGXLWvi5H0RUhXb3HxnOXriIQ999R9wDDxBSq5aDAUVERET+mVJtumqMaWuMWWKMyTLGFBhjio0xh7wdTqSsvfbTRjbsO8zQa5qRz0Gem/ccjWMb81ibx5yOVvY2/QQ758P5T0FIBAC2sJB9gwcRXLMmVXrf5XBAERERkX+mVMUQ8DZwI7AJCAPuAt75qycYY1zGmMXGmJXGmLXGmAGe8dOMMYuMMZuNMZOMMSGe8VDP/c2e43X+9k8l8jcs3naQD+ds5cazk+jYMJYnZz9JYXEhwzoNIzQw1Ol4ZctdDNP6Q2xdaHXrkeGD48eTv2kzCc8+Q4DL5Vw+ERERkVOgtMUQ1trNQKC1ttha+xFwyQmekg9caK1tDrQALjHGtAVeBl631tYH0oE7PY+/E0j3jL/ueZxImcjKL+KxKSuoFRPOc5c35t0V77I8dTn92vWjdlTtE79ARbNqMqSugwv/DzwNIwpTU9n/1ttEnNeRyAsvdDigiIiIyD9X2mIoxzODs8IYM9QY0/dEz7Ulsjx3gz1fFrgQ+MwzPhbo7rndzXMfz/HOxhhTynwi/8igb9axOz2X165vzsr9ixm5eiTXNLiGy+pe5nS0sleYBzMHQ/UWcEb3I8Npr76KLSig2rPPov81RUREpCIobTF0i+exD1LSWrsWcM2JnuTZsHUFkAr8DGwBMqy1RZ6HJAO/t+eqCewC8BzPBKog4mXTf9vHxCW7uKdTPWpXLeaZuc9QL7oeT539lNPRnPHrKMjcBV0GQEDJPxE5S5eSOfUrYu+4g5A6dZzNJyIiInKKlLa1dmvgW2vtIWBAaV/cs2FrC2NMNPAlcPpJJ/wfxpi7gbsBkpK0D6z8Mwey8nnq89WcXq0SD11Yl4dn3k9OYQ6ju44mLCjM6XhlLy8TZg+DuhdA3fMBsEVFpLwwkKDq1Ym7525n84mIiIicQqWdGboS2GiMGWeMucIYU9oiCgBrbQYwE2gHRB/1/ERgt+f2bkpmnPAcrwwc+IPX+tBa28Za2yY+Pv5kYogcw1rLv79cw6HcQl6/oQUf/zaaRSmLePacZ6kXXc/peM6Y9ybkpsNF/Y8MpU+cRP6GDSQ8/TQB4eHOZRMRERE5xUpVDFlrbwfqA1Mo6Sq3xRgz8q+eY4yJ98wIYYwJA7oAv1FSFF3reditwFTP7a889/Ecn2GttaX+SURO0pfLd/PD2hQevbghWWYD7618jyvqXkH3+t2djuaMwymw4B1ocg3UaAFA0YEDpL3xBhHntqPSxV2czSciIiJyipV6hsdaW2iM+Z6SJghhlDQ++KuNRqoDY40xgZQUXZOttd8YY9YBE40xg4DlwCjP40cB44wxm4GDQM+T/WFESmtPRi79pq7lrDoxXHNWND2/uZukSkk81/Y5/20OMOtlcBfChc8dGUp99TXceXkkPOfH50VEREQqrFIVQ8aYS4EbgPOBX4CRwPV/9Rxr7Sqg5R+MbwXO/oPxPOC60uQR+SfcbsvjU1ZSbC3Drm3G8/OfICM/g3cueoeI4Ain4zlj/2ZYOhba3FGytxCQu2IFmV98QZW77iS0bl2HA4qIiIiceqWdGeoFTALusdbmezGPiNeNXbCd+VsOMOTqpsxMmcLc3XN57pznOD32H/f3KL9mDIQgF3R6EgBbXFzSNKFqVarce5/D4URERES8o1TFkLX2Rm8HESkLm1OzeOn79Vx4elUa1znI7T+8SZfaXbi+0V9OdFZsu5fCuv9Ap6cgsioAGVOmkLduHTVefYXASD+dLRMREZEK7y+LIWPMXGttB2PMYUquFTJHf7fWRpVBRpFTorDYzaOTVxAeEsi/r6zNfTNvJiEigf7n9vff62GshZ/7QXgctHsQgKL0dNJeH0742WcTdZkfbjorIiIifuMviyFrbQfP90plE0fEe96ZuZlVyZm8+6+WvLlyMGm5aYy7dBxRIX5c02+ZDtvnwCUvg6vkPKS9PpzirCwSnvu3/xaJIiIi4hdK3U3OGBNDyT5AR55jrV3mjVAip9rKXRm8NWMzPVrWJD14JjN2zeCJNk/QJK6J09Gc43bDtP4QXRva3A5A7uo1ZEyZQmyvXrgaNnQ2n4iIiIiXlbab3EDgNmAr4PYMW+BC78QSOXXyCovpO3kFVSuF0rOD4b4Zr9IpsRO3nHGL09GcteZzSFkNV4+AoFCs203KwIEEVqlC3EMPOp1ORERExOtKOzN0PVDPWlvgzTAi3vDS9+vZmpbNiFubMGDRfcS6YhnUfpB/LwErKijpIJfQFJqU7IGc+cUX5K1aRY2XXyIwMtLhgCIiIiLeV9piaA0QDaR6L4rIqTdv837GzN/Ore1q81Pq2+zJ2sPorqOJdkU7Hc1ZSz+CjB1w0+cQEEBxRgapr75GWOvWRF11ldPpRERERMpEaYuhIcByY8wa4Mg+Q9ZavWsSn5WZW8jjU1ZSNz6C0xus48UlP9CnVR9aJbRyOpqz8g/DrKFQpyPU7wxA2ptvUpyZSbX/e86/Z8xERETEr5S2GBoLvAys5r/XDIn4tAFfrSX1cD5v3JJA/6WP0656O+5ocofTsZw3/23I2Q8XDQBjyFu3jvSJk4i58UZcp/vxxrMiIiLid0pbDOVYa9/0ahKRU+j71Xv5Yvlu7r+gFh9ueI5KIZV4seOLBJgAp6M5KysVFrwNZ3SDxNaepgmDCIyOJr7Pw06nExERESlTpS2G5hhjhgBfcewyObXWFp+TejiPZ79cTbPEymSET2J7ynZGXDyCuLA4p6M5b/YwKMyFC58HIHPqV+QuX071wYMJjPLj/ZZERETEL5W2GGrp+d72qDG11hafY63lmc9Xk1NQzJXt9/Dmqq+4t/m9nFP9HKejOe/gNvj1I2h1C8TVp/jwYVJfeYWw5s2p3KO70+lEREREylypiiFr7QXeDiJyKkxasovp61N58OIoRqzrR5uENtzb7F6nY/mGmYMhIAg6PQ1A2ltvUXzwIAkffIAJ8PPlgyIiIuKXSvUOyBiTYIwZZYz53nP/DGPMnd6NJnJydh7IYeA362hbrxILsobjCnTxUseXCAwIdDqa8/auhNVToO19EFWdvA0bSR//KdE3XE9YkzOdTiciIiLiiNJ+HDwG+BGo4bm/EXjEC3lE/pZit+WxKSsIMIY6DaezMX0jgzsMJiEiwelovmHaAAiLgfZ9sNayb+BAAitVouojjzidTERERMQxpS2G4qy1k/G01bbWFgHFXkslcpJGztnKku3pXNvpAN9u/4Lbm9xOx8SOTsfyDVtnwZbp0PExCIvm0DffkvPrr8T37UtgdLTT6UREREQcU9piKNsYU4WSpgkYY9oCmV5LJXIS1qcc4tWfNtLpjAB+SHmLZvHNeKjlQ07H8g3WwrR+EJUIZ/WmOCuL1KFDcTVpQvS11zidTkRERMRRpe0m9yglbbXrGWPmAfHAtV5LJVJK+UXF9J20kkphhqzKozE5hmHnDSM4INjpaL5h3X9gz3Lo9i4Eu9j/+jCK0tJIfOdtTKCupRIRERH/9pczQ8aYs4wx1Tz7CXUCnqVkn6GfgOQyyCfyl177eSO/7T1E2zYL2JjxGwPbD6RGZI0TP9EfFBfC9IEQ3xia9yR/82YOfvwxla+9hrBmzZxOJyIiIuK4Ey2T+wAo8Nw+F/g38A6QDnzoxVwiJzR7YxofzNrKha3SmL3vC25qfBOdkzo7Hct3LPsYDm6Bi/phTQApgwYTEB5O1UcfdTqZiIiIiE84UTEUaK096Ll9A/ChtfZza+3/AfW9G03kz6UdzufRySupV72ADcUjaBzbmEdb603+EQXZMOtlSGoHDS/h8I8/krNwIfGP9CEoNtbpdCIiIiI+4YTFkDHm9+uKOgMzjjpW2uuNRE4pt9vy2JSVHM7LI7rOZIptMa90eoWQwBCno/mOhe9C1j64aADunBz2vfQyoY0bE3PDDU4nExEREfEZJypoJgCzjDH7gVxgDoAxpj7qJicOGTl3K7M3pnHhuYtZkr6GVzq9QlJUktOxfEf2AZj3JjS6HJLOYf+rr1GUkkLN115T0wQRERGRo/xlMWStHWyMmQ5UB36y1lrPoQBAvYulzK3clcHQHzZw9pl7WZL+JT0b9aRrna5Ox/Itc16Fgizo/Dz527ZxYMwYKnfvTnirlk4nExEREfEpJ1zqZq1d+AdjG70TR+TPHc4r5KEJy4mPyWZX4GjOiDmDJ856wulYviVjJywZAS3+hY1vxL5n7yYgNJSqjz/mdDIRERERn1PaTVdFHGWt5bn/rCE5/RBV603BgK4T+iMzXwQMnP8Mh6dNI3vuXOIffoiguDink4mIiIj4HBVDUi58vmw3U1fs4Zw2C9h6uGQ/oVqVajkdy7fsWwsrJ8I59+AOqcK+IUMIbdCAmH/9y+lkIiIiIj5JHeHE521Ny+L5qWs4o/521mR9y82Nb6Zzbe0ndJxpA8AVBR36cmDECIr27KXmuI8xQfrfXEREROSPaGZIfFp+UTEPTVhOiCudg2Gf0DSuqfYT+iPb58GmH6FDXwr2Z3Fg5CiirriC8LPOcjqZiIiIiM9SMSQ+7eXvN7B270GqN/iMgADDsE7DCA4MdjqWb7EWpvWDStXh7HvYN/hFTFAQVZ9QcwkRERGRv6JiSHzWjPX7GD1vG82bzyY5ZyOD2w+mZmRNp2P5nvXfQvKSkqYJ8xaRNWsWcQ88QHBCVaeTiYiIiPg0XUwgPmnfoTwen7KK2kmb2Jr/E7eecSsXJF3gdCzfU1wE0wdAXEPcja9lX7cehNSrR2yvW5xOJiIiIuLzVAyJzyl2Wx6ZuIJcm0JQ5Qk0j2lOn9Z9nI7lm1Z+Cvs3wg2fcOCjMRTu2kXSR6MxwVpKKCIiInIiWiYnPuf9WVtYsC2Fmo0+IyQwmFc6vUJwgN7cH6cwF2YOgcSzKKjUkgMfjqDSJZcQ0a6d08lEREREygXNDIlPWbrjIK/9vJGGZ8xgb95W3un8DtUiqjkdyzct+gAO74FrRrDvpZcgIICEp550OpWIiIhIuaGZIfEZmbmFPDxhBXHV1rLXPZM7mtzBeYnnOR3LN+Wmw9zXoMHFZO2yZE2bTtx99xFcvbrTyURERETKDc0MiU+w1vLMF6tIzd1FdOIUWlVpxUMtH3I6lu+a+zrkHcLd8Vn29X6GkDp1iL3tVqdTiYiIiJQrKobEJ0xcsovv1uykTtMpuANcDD1vKEEB+uv5hzJ3lyyRa3YDB79fQsGOHdQaMYKAkBCnk4mIiIiUK15bJmeMqWWMmWmMWWeMWWuM6eMZjzXG/GyM2eT5HuMZN8aYN40xm40xq4wxrbyVTXzLpn2HGfD1Wmo3/ImDhTsZ0nEICREJTsfyXb8MAeumsPFd7H//fSp1uYjIjh2cTiUiIiJS7njzmqEi4DFr7RlAW+ABY8wZwNPAdGttA2C65z7ApUADz9fdwHtezCY+Iq+wmAc/XU5YzHIOBszlrqZ30b5me6dj+a7U9bBiPJx1F/s++BTcbhKefvrEzxMRERGR43itGLLW7rXWLvPcPgz8BtQEugFjPQ8bC3T33O4GfGxLLASijTG6GryCG/TtOjalbyYg/kvaJLTh/hb3Ox3Jt80YCMERZId04vAPP1DlnrsJrlnT6VQiIiIi5VKZdJMzxtQBWgKLgARr7V7PoRTg9/VQNYFdRz0t2TMmFdQPa1L4ZNFmqjecQmRIuK4TOpFdi2H9N9hzHiTllbcITkqiyp13Op1KREREpNzy+jtPY0wk8DnwiLX2kDHmyDFrrTXG2JN8vbspWUZHUlLSqYwqZWh3Ri5Pfr6S6vW+5XDxbj7s/CHx4fFOx/Jd1sLP/SCiKge3RFOwdSuJ779HQGio08lEREREyi2vzgwZY4IpKYTGW2u/8Azv+335m+d7qmd8N1DrqKcnesaOYa390FrbxlrbJj5eb57Lo6JiN49MXE5x+CKyghdxb/N7aVu9rdOxfNumn2DnfAqbP8D+90cQef75VDr/fKdTiYiIiJRr3uwmZ4BRwG/W2teOOvQV8PuGKLcCU48a7+XpKtcWyDxqOZ1UIG/O2MzSvb8RkjCVc6qfwz3N7nE6km9zF8O0/hBbl9QfdmKLikj497NOpxIREREp97w5M9QeuAW40BizwvN1GfAS0MUYswm4yHMf4DtgK7AZGAHoSvoKaOHWA7z9yxri600i2hXFSx1fIjAg0OlYvm3VZEhdR3bCzRz67nuq3HUXIbVqnfh5IiIiIvKXvHbNkLV2LmD+5HDnP3i8BR7wVh5xXnp2AX0mLic26Wvy2Mfb540kLizO6Vi+rTAPZg7GVm3Ovk9mEVyjBlV63+V0KhEREZEKoUy6yYlYa3nis1VkBs0h3/UrD7R4gLOqneV0LN/36yjI3EV6XifyN20i4dlnCAgLczqViIiISIWgYkjKxMcLdjBj63Jc1b6mfY323NVUsxsnlJcJs4dRVLUjaZ/+QETHjkR2Pm5SVURERET+JhVD4nXr9hxi8A/LiT1tIlXCYnix44sEGP3VO6F5b0JuOqnra+DOzyfh2Wc4ujW9iIiIiPwzekcqXpVTUMSDE5YSXv0LCgMOMOy8YcS6Yp2O5fsOp8CCd8ip1IXMn+ZQ5fbbCT3tNKdTiYiIiFQoKobEqwZ8tY5dRdMpDl/Bwy0folVCK6cjlQ+zXsYWFZLySw5B1aoRd6/aj4uIiIicaiqGxGu+XrmHKWsWEF7tWzrW7MjtTW53OlL5sH8zLB1Lev4F5G/aRsLTTxEQHu50KhEREZEKx2uttcW/7TqYw7NfLqZy7YnEhcfxYgddJ1RqMwZSVBRG2rQdhLdrS6WuXZ1OJCIiIlIh6d2pnHKFxW4enLAMqk7GBqYzrNMwol3RTscqH3YvhXX/IXV3S9y5eVR77jk1TRARERHxEhVDcsq99vNG1mV9BxGr6du6Ly2qtnA6UvlgLfzcj9yseDLnbyG2Vy9C69VzOpWIiIhIhaViSE6puZv28+GiXwir9h3n1zqfXmf0cjpS+bFlOnbrHFLW1CSoalXi7r/f6UQiIiIiFZquGZJTZn9WPo9MmU9krQkkRFRlUPtBWuJVWm43TOtPRkoiedtTqfHKKwRGRjidSkRERKRC08yQnBJut+WxKSvIqfwpJugQr3Z6lcqhlZ2OVX6s+ZyiHWtIWxZK+FlnEXX5ZU4nEhEREanwVAzJKTF63jbmp31JYORaHm/zGE3jmzodqfwoKoAZA0nbVIfi3AIS/k9NE0RERETKgooh+cdWJ2cy9JcfCUv4gc5Jnbmp8U1ORypfln5E7tY9ZKwtIPbmm3A1bOh0IhERERG/oGuG5B/Jyi/igYlzcNX4lGoR1Xih/Qua1TgZ+YexvwwlZU0igVUiiXvwQacTiYiIiPgNzQzJP/J/X64iLWwsgcHZvH7Bq0SFRDkdqXyZ/zaZa7PJ25NP1ccfJ7BSJacTiYiIiPgNFUPyt32xLJlvd04kKHI9T579BGdWOdPpSOVLyhqKf3mb1DXxhLVqReVu3ZxOJCIiIuJXVAzJ37JtfzbP/fA1oVV/pEvti+nZqKfTkcqX5F9hzOWkrY6iOM9NNTVNEBERESlzKobkpBUUubl/4iwCE8ZTI7ImL5w7QG/kT8a2OfBxNzJ3VSJ9fQAxPXviatzY6VQiIiIifkcNFOSkvfz9OrabUbiCc3jjwpFEhkQ6Han82PgTTL6F9OQapMzKJ7xNG+IffdTpVCIiIiJ+STNDclJmbkhl3PoxBEVu5Jlznub02NOdjlR+rP0SJt7I/m21SPklj8hOnag14kMCIyOcTiYiIiLil1QMSamlHsrj0amfExr/E11rX8J1Da9zOlL5sWwcdsodpG6pT9q8bKKuuILEt94kwOVyOpmIiIiI31IxJKXidlsenDybwirjqBFZiwHt++s6odJa+D526oOkbDydA4sOEd3zBmoMfRkTHOx0MhERERG/pmuGpFTenbWR1fnv4aqUz5sXvkZEsJZ2nZC1MOcV7LRB7PntTA6tTqdK797EP9pXhaSIiIiID1AxJCe0bGc6by37gJC4zTzXtj+NYhs5Hcn3WQvT+uGe9Qa71zQha/1B4h99lLi7ezudTEREREQ8VAzJX8rMLeT+zycRUmUaXWtfztUNrnY6ku9zu+G7xyhe8BHJK5qQszWdav37EdNTezGJiIiI+BIVQ/KnrLU88cUcsqLGUjMiiRfaP6/lXSdSXART76doyWR2LT2TvN2Z1Bg6lMpXXuF0MhERERH5HyqG5E9NXLKdOZlv4Ios5J2LhhMeHO50JN9WlA+f3UHh8u/YubgxhQeySHzrLSpdeIHTyURERETkD6gYkj+0OfUwA+e9QVDsVvq1G0j9mPpOR/JtBdkw8SYKVs1m56KGFGcXUGvECCLOOdvpZCIiIiLyJ1QMyXHyCou5a/KnBMbMoGvSlXRv0N3pSL4tLxPGX0/emmXsWlAPaw1JY8cQ1rSp08lERERE5C+oGJLjPP/NPNLCPqJmeB0Gdvw/p+P4tuwD8EkPctduZNf8WpiwMGqPHkVogwZOJxMRERGRE1AxJMf4fs1uvk4Zhiu8iPe7DicsKMzpSL7r0F4Y153s35JJnleNwCpVSPpoNCG1ajmdTERERERKQcWQHLE3M5enZgwjqPJ2+p/7InUr13U6ku9K3w4fd+Pw+gx2z40luHYiSaNGE5xQ1elkIiIiIlJKKoYEgGK35c7J47CVp9O1Vje6NbjS6Ui+K20jfNyNzA357JkbieuM06k14kOCYmKcTiYiIiIiJyHA6QDiG176aSE7AkaR4KrLoPOeczqO79q7Ej66hPS1xeyZ4yK8TRuSxnykQkhERESkHFIxJMzfksr4bYMJDnIz6tI3cQW5nI7km3YugjFXsn+Ni5T5gUSefz61PvyAwMhIp5OJiIiIyN+gYsjPrdqVwX3f9ScwfAf9zx1A7ajaTkfyTVtmYj/uTuqqyqQttkRdcQWJb75BgEuFo4iIiEh5pWLIj83etI9/ffk47qg5XFnnero3uMzpSL5p/bfY8deTsrIqB5YXEd3zBmoMfRkTHOx0MhERERH5B9RAwU/9Z8V2np33NIGV1/KvRnfw9DmPOB3JN62agv38HvasrM2h9XlU6d2b+Ef7YoxxOpmIiIiI/EMqhvzQh/PWMHzV0wRG7KRvyye5o9ktTkfyTb9+hPs/fdm9vB5ZW3KIf/RR4u7u7XQqERERETlFvLZMzhgz2hiTaoxZc9RYrDHmZ2PMJs/3GM+4Mca8aYzZbIxZZYxp5a1c/sxay8Af5jN8bR+CwnYzpMNQFUJ/Zv5bFH/Zl11L6pO1NZdq/fupEBIRERGpYLx5zdAY4JL/GXsamG6tbQBM99wHuBRo4Pm6G3jPi7n8UrHb0ueLH5iY/CShoYf5sMv7XFH/f/94BGth5osUff08OxfUJyc5jxpDhxLTs6fTyURERETkFPPaMjlr7WxjTJ3/Ge4GnO+5PRb4BXjKM/6xtdYCC40x0caY6tbavd7K50/yi4q5c+IUVhS8SkRoGB9f9jGnVznd6Vi+x1r48d8UzniPnQvrUZhRSOJbb1HpwgucTiYiIiIiXlDW1wwlHFXgpAAJnts1gV1HPS7ZM3ZcMWSMuZuS2SOSkpK8l7SCyMovoucnI9ge8CGxrgQmXDWKmpE1nY7le9zF8M0jFMwez875dSnOs9QaMYKIc852OpmIiIiIeIljrbU9s0D2bzzvQ2ttG2ttm/j4eC8kqzj2Z+Vz+UdD2R74HokR9Zh69QQVQn+kuBA+v4u8GZ+yY04d3MXBJI0do0JIREREpIIr65mhfb8vfzPGVAdSPeO7gVpHPS7RMyZ/084D2Vw7qT+5ET9wZvTZfHTZW4QHhzsdy/cU5sGUW8ldMJ1d82thwiOpPXoUoQ0aOJ1MRERERLysrGeGvgJu9dy+FZh61HgvT1e5tkCmrhf6+9buSeeqiX3JjfiBjtUu5ZMr31ch9Efys+DT68ieM5Odc2oQEBNP7U/HqxASERER8RNemxkyxkygpFlCnDEmGegHvARMNsbcCewArvc8/DvgMmAzkAPc7q1cFd3czXu576dHIXINV9ftRf8Oj2uD0D+Smw7jr+Pw4jXsXlCVkDq1qTVyFMEJVZ1OJiIiIiJlxJvd5G78k0Od/+CxFnjAW1n8xX9WbeLf8x8lIHwH9zd9nPta3XriJ/mjrDQY14PMJdvZs7AKrjPPoNaHHxAUE+N0MhEREREpQ2V9zZB4yYgFyxi++gkCXAfp324I1zS63OlIvikzGT7uRvqSNFKWRBF+VhsS332XwMgIp5OJiIiISBlTMVTOWWt5cdovfLrj/wgKKeCtC9/lvKR2TsfyTQe2wMfd2b8km7RlEURecD41X3+NAJfL6WQiIiIi4gAVQ+WY223pO/VLpqcPwRXsYuxlY2kS39jpWL5p3zrsx91JW2w5sDqUqCuuoMaQFzHBwU4nExERERGHqBgqpwqL3dw2aTQr89+hUnA8k7uNplZUotOxfNPuZdhxV5Oy0EXGekN0zxuo9vzzmADHttkSERERER+gYqgcyiko4rrxr7PDjCPBVZ8p3UcSGxbrdCzftGM+dtz17FkYxaHNliq9exP/aF912BMRERERFUPlTXp2Pt0/7c/BkG+oH9GGT7u9oz2E/symabjH38zuhXFkbS8m/tFHibu7t9OpRERERMRHqBgqR5Izsrh60uPkuubRpsrFfHjZSwQH6JqXP7RuKsUT7iJ5fjVy9hRTrX8/Ynr2dDqViIiIiPgQFUPlxNq9+7l56sMUha3m0sSbefnCJ7XU68+smEDR5AfYNS+RvP1uagwdSuUrr3A6lYiIiIj4GBVD5cCcLTu4f9qD4NrBrQ0f4fF2dzodyXctHkHhZ0+yc34ShYcg8a23qHThBU6nEhEREREfpGLIx/1n9VqeW9AHE7qfp1sP4qamVzkdyXfNeY2CqYPYOTeJ4oIgao14j4hzznY6lYiIiIj4KBVDPmzEwvkMX/MkgSH5DDvvbbrW7eB0JN9kLUx/gbxv3mTXvERsQBhJY0cQ1rSp08lERERExIepGPJRg6Z9y8SdAwgJCmZk1zG0rn6m05F8k9sNPzxF7vcfsWteTUxENLVHjyK0QQOnk4mIiIiIj1Mx5GOstfT56hNmHHyNsMA4Jl01iroxSU7H8j05B2HVJFg6luw1W0ieX53AqtVIGj2KkFq1nE4nIiIiIuWAiiEfUlTspteUN1mVN5qYoLp8ec1o4sK1meoR1sKOebB0LKybSuGhIjL21+PArwmE1K5DrVGjCE6o6nRKERERESknVAz5iNyCIq6e0J9kppIY2pLPr3mPiJAIp2P5huz9sOJTWDYWd+pmDu+LJTOlEdmbDoDNIqLTedR46SWCYmKcTioiIiIi5YiKIR+QnpNHtwmPkR40mzMrdWZc92HaTNXthm2zYNlY7LpvyDsAmamnkbmpLu7sPIJrhBB3//1U7tGdkMREp9OKiIiISDmkYshhuzIyuHrKg+SFrOS8qjfw9iX/9u/NVA+nwPJPYPk4ivbu5NDuWDKS65G/9xAmtJBKF19M9NU9CD/nHExAgNNpRURERKQcUzHkoLV793LzN/dSGLyN6+o8SL9O9zgdyRnuYtgyA5aOwf72PVl7gsjcl8ThLTWhuBhXszpUu6cHUZddRmBUlNNpRURERKSCUDHkkFlbNvLQzAewwWk81KQ/97S52ulIZS8z2TML9An5u/aQuSuOjB21KT6UR2BsKLG9rif66h5qky0iIiIiXqFiyAGfr15Kv8V9MIF5vHDOG/Ro3MnpSGWnuAg2/QhLx1L82zQO7Qglc281cpMTIDCQyE7nEn3N1USedx4m2M+vmxIRERERr1IxVMbeWziNd9Y9S2BAMO9cOIoOtZs7HalspG+HZeOwyz4hZ9tBMndV4dCOGtiCYkLq1aTqE1dT+aorCYqPdzqpiIiIiPgJFUNlaMD0SUzZ+RIhpgrjrxhJ4/g6TkfyrqIC2PAdLBtL4apZZG4PJyM5lsL0OAIiI6nc/TKir7kaV7Nm/t00QkREREQcoWKoDFhreeCr95id/j6Rpg5fXD2KGlEVeAbkwJaSPYF+/ZTDGw+TuSuW7N0JYCG8bWvir+5BpS5dCAgLczqpiIiIiPgxFUNeVlzs5l+fDWJd3hTiApvx1fUfEBUa6XSsU68wD9Z/g/31I/KWLyJzWwSZuyrhzgsmqHp14u7rQeWre2hPIBERERHxGSqGvCi3oJBukx5jr3smdUI78dm1rxEaFOJ0rFMrdT0sG0vRogkcWl9Axs7K5B+Ix4SGUKmLZ0+gtm21J5CIiIiI+BwVQ15yIDuLbpPvJzNgOa0qX8NHVz1PQEUpCApyYN1/sEvGkLVkBZnbIjm8JxyKw3A1bUK1h67RnkAiIiIi4vNUDHnBjvT9XPtlb3IDtnBJtXt5pesDTkc6NVJWw9Kx5M+ZQuaGYjJ3VKIopwqBMdHE3tKdylf3wNWwodMpRURERERKRcXQKbZ8zzZu//4eigJSubX+v3miww1OR/pn8rNgzecUL/yIwws3kLEtgtz94RAQQGSnTv/dEyikgi3/ExEREZEKT8XQKTR9yyr6/vIANiCXJ1u8Qq+WFzkd6e+xFvYsxy4dQ860/5C50XAoORxbFE3IaXWoevu1VL7qKu0JJCIiIiLlmoqhU2TiqlkM/vUJMEEMbf8+lzZs43Skk5eXCaunUPjLKDIX7yRjWwSFWREEhLuofPWVRF99Na7mzbUnkIiIiIhUCCqGToEv1s5n0NJHCLQxjOz6IWcl1nc6UunlpsPuZbiXTyHrp+/I2BRIdooLiCL8rNbEX3e99gQSERERkQpJxdApcHH9VnyypitDL3qE+lWqOR3nz+VmwN6VsGc5xdt+JX/NSvJ2HiAvPZjDe8JwF0QQVLUKcfdfT+UePQipVcvpxCIiIiIiXqNi6BSIDHXxxQ0vOR3jWHmHYO9K7O5lFK1fTN7a1eTtOkB+RjB56cEUZv/+R1+ZwOhKRHY+l+jrrteeQCIiIiLiN1QMVQT5h0sKn51LyV+1gPz1v5G36yB56cHkZwRTXOApbkwUITWq4jq3CdFNW+BqfDqu009XIwQRERER8Usqhsqb/CxIWUXxlsXkL59P3oYN5CVnkJ8eRH5mMNZd0tzABFcmtE5NKrVvjqtZS0JPPx1Xw4YEREQ4/AOIiIiIiPgGFUO+rCAbu3cVRevmkrd8EfkbN5G3O7NkmVvWf//oAiNicNWvTUyzVriatcbV+HRC6tTBBOmPV0RERETkz+jdsq8oyMHuWUnBspnkrfyVvE1byN9zmLz0IIrzA488LDi+Kq6mpxHd4ixCm7fB1bgxQVWrqt21iIiIiMhJUjHkhMJc3Nt+JW/JDPJXLyNv83by9mSTnxmELfYscws0hNaoTmTH+rhanIOr5TmENmpEYGSkw+FFRERERCoGFUPeVphH0W/zyFsyg7zVK8jbkkx+Sg4FhwOBksInwBWIKymRmA6NcLVsR2irdoTWrYsJDnY2u4iIiIhIBeZTxZAx5hLgDSAQGGmt9bF+1X/N5udQsHwG+UtmlbSy3raHvH15FOcdtcytcjChdesQ1bgxrtYdcLVqT1CNGlrmJiIiIiJSxnymGDLGBALvAF2AZGCJMeYra+06Z5OdWP6Saex9si95qYVHlrlhLKHxLiKb18N1ZhNC23TC1bojgZUrOxtWREREREQAHyqGgLOBzdbarQDGmIlAN8Dni6HA6nUwQcFEdzgNV5NmuM6+gJAWHQgIDXU6moiIiIiI/AlfKoZqAruOup8MnPO/DzLG3A3cDZCUlFQ2yU4gKLE+tX9e5nQMERERERE5CQFOBzhZ1toPrbVtrLVt4uPjnY4jIiIiIiLllC8VQ7uBWkfdT/SMiYiIiIiInHK+VAwtARoYY04zxoQAPYGvHM4kIiIiIiIVlM9cM2StLTLGPAj8SElr7dHW2rUOxxIRERERkQrKZ4ohAGvtd8B3TucQEREREZGKz5eWyYmIiIiIiJQZFUMiIiIiIuKXVAyJiIiIiIhfUjEkIiIiIiJ+ScWQiIiIiIj4JRVDIiIiIiLil1QMiYiIiIiIX1IxJCIiIiIifslYa53O8LcZY9KAHU7nOEocsN/pEH5I5905OvfO0bl3hs67c3TunaNz7wyd91OntrU2/o8OlOtiyNcYY3611rZxOoe/0Xl3js69c3TunaHz7hyde+fo3DtD571saJmciIiIiIj4JRVDIiIiIiLil1QMnVofOh3AT+m8O0fn3jk6987QeXeOzr1zdO6dofNeBnTNkIiIiIiI+CXNDImIiIiIiF9SMXQKGGMuMcZsMMZsNsY87XQef2GMqWWMmWmMWWeMWWuM6eN0Jn9ijAk0xiw3xnzjdBZ/YoyJNsZ8ZoxZb4z5zRjTzulM/sIY09fzb80aY8wEY4zL6UwVlTFmtDEm1Riz5qixWGPMz8aYTZ7vMU5mrIj+5LwP8/x7s8oY86UxJtrBiBXWH537o449Zoyxxpg4J7JVdCqG/iFjTCDwDnApcAZwozHmDGdT+Y0i4DFr7RlAW+ABnfsy1Qf4zekQfugN4Adr7elAc/RnUCaMMTWBh4E21tomQCDQ09lUFdoY4JL/GXsamG6tbQBM99yXU2sMx5/3n4Em1tpmwEbgmbIO5SfGcPy5xxhTC7gY2FnWgfyFiqF/7mxgs7V2q7W2AJgIdHM4k1+w1u611i7z3D5MyZvCms6m8g/GmETgcmCk01n8iTGmMnAeMArAWltgrc1wNJR/CQLCjDFBQDiwx+E8FZa1djZw8H+GuwFjPbfHAt3LMpM/+KPzbq39yVpb5Lm7EEgs82B+4E/+zgO8DjwJ6CJ/L1Ex9M/VBHYddT8ZvSEvc8aYOkBLYJHDUfzFcEr+cXY7nMPfnAakAR95liiONMZEOB3KH1hrdwOvUPLp7F4g01r7k7Op/E6CtXav53YKkOBkGD91B/C90yH8hTGmG7DbWrvS6SwVmYohKfeMMZHA58Aj1tpDTuep6IwxVwCp1tqlTmfxQ0FAK+A9a21LIBstFSoTnutTulFSkNYAIowxNzubyn/Zkla4+qS8DBlj/k3J8vTxTmfxB8aYcOBZ4Hmns1R0Kob+ud1AraPuJ3rGpAwYY4IpKYTGW2u/cDqPn2gPXGWM2U7JstALjTGfOBvJbyQDydba32dAP6OkOBLvuwjYZq1Ns9YWAl8A5zqcyd/sM8ZUB/B8T3U4j98wxtwGXAHcZLUnS1mpR8mHLys9v28TgWXGmGqOpqqAVAz9c0uABsaY04wxIZRcUPuVw5n8gjHGUHLtxG/W2teczuMvrLXPWGsTrbV1KPn7PsNaq0/Iy4C1NgXYZYxp5BnqDKxzMJI/2Qm0NcaEe/7t6YyaV5S1r4BbPbdvBaY6mMVvGGMuoWRZ9FXW2hyn8/gLa+1qa21Va20dz+/bZKCV5/eAnEIqhv4hz0WFDwI/UvKLcbK1dq2zqfxGe+AWSmYmVni+LnM6lIiXPQSMN8asAloALzobxz94ZuM+A5YBqyn5/and4b3EGDMBWAA0MsYkG2PuBF4CuhhjNlEyU/eSkxkroj85728DlYCfPb9n33c0ZAX1J+deyoDRbKeIiIiIiPgjzQyJiIiIiIhfUjEkIiIiIiJ+ScWQiIiIiIj4JRVDIiIiIiLil1QMiYiIiIiIX1IxJCIiXmOMyXI6Q2kZY8YYY651OoeIiJQdFUMiIiL/kDEmyOkMIiJy8lQMiYhImTLGXGmMWWSMWW6MmWaMSfCMxxtjfjbGrDXGjDTG7DDGxP3B87OMMYONMSuNMQuPev4xMzu/z0oZY843xswyxkw1xmw1xrxkjLnJGLPYGLPaGFPvqJe/yBjzqzFmozHmCs/zA40xw4wxS4wxq4wx9xz1unOMMV8B67x3xkRExFtUDImISFmbC7S11rYEJgJPesb7ATOstWcCnwFJf/L8CGChtbY5MBvoXYr/ZnPgXqAxcAvQ0Fp7NjASeOiox9UBzgYuB943xriAO4FMa+1ZwFlAb2PMaZ7HtwL6WGsbliKDiIj4GE3ri4hIWUsEJhljqgMhwDbPeAegB4C19gdjTPqfPL8A+MZzeynQpRT/zSXW2r0AxpgtwE+e8dXABUc9brK11g1sMsZsBU4HLgaaHTXrVBlo4Mmx2Fq7DRERKZc0MyQiImXtLeBta21T4B7AdZLPL7TWWs/tYv77wV4Rnt9rxpgASgqt3+Ufddt91H03x34waDmWBQzwkLW2hefrNGvt78VU9klmFxERH6JiSEREylplYLfn9q1Hjc8DrgcwxlwMxJzk624HWntuXwUE/41s1xljAjzXEdUFNgA/AvcZY4I92RoaYyL+xmuLiIiP0TI5ERHxpnBjTPJR918D+gNTPMvgZgC/X38zAJhgjLkFWACkAIdP4r81AphqjFkJ/MDfm7XZCSwGooB7rbV5xpiRlFxLtMwYY4A0oPvfeG0REfEx5r8rDURERJxjjAkFiq21RcaYdsB71toWDscSEZEKTDNDIiLiK5KAyZ7rfQooXZc4ERGRv00zQyIiIiIi4pfUQEFERERERPySiiEREREREfFLKoZERERERMQvqRgSERERERG/pGJIRERERET8koohERERERHxS/8Pui8gPjV0qPgAAAAASUVORK5CYII=\n", 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\n" }, "metadata": { "needs_background": "light" @@ -790,10 +769,8 @@ "outputs": [ { "data": { - "image/png": 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to8ba2tp80aJFGUUEFJCbCBW5iZCRn8Ujpj1MD93d3aqvrx81Vl9fr+7u7owiAgq6u7u1c+dO1dbWKpfLqba2Vjt37iQ3kTnqJkJG7UyfeYpL6NXV1XlnZ2dq25uOamtrdd555+mhhx5SX1+fKisrdeWVV2r79u3q6urKOjxE7Oyzz9bAwIA2btyo+vp6dXR06Prrr1d5eblefvnlrMNDxKibCBm1s3jM7Cl3rztyfNw9v2Z2tpm1m9lPzGybmf1JMv5FM9tlZs8ml48WI3CMdtZZZ2nTpk2jlunctGmTzjrrrKxDA9Tb26sVK1aoqqpKK1asUG9vb9YhAdRNBI/ama7yCTxnQNJn3P1pM5sp6SkzeyR57Ovu/rXihYcj/eAHP9Dy5cv12GOPae7cuaqpqdHy5ct13333ZR0aIrdr1y6deuqpkgrHEkhSRUWFdu3alWVYAHUTQaN2pm/cPb/u/qq7P53c3iepWxK/Lmekr69Pd99996iTYd99992sUY/MnXTSSbrtttv0wgsvaGhoSC+88IJuu+02nXTSSVmHhshRNxEyamf6juuANzNbIOliST9Khm4xs61mtsHM5ozxmpVm1mlmnbt3755ctFBlZaXWrVs3amzdunWsBIPM9ff3q6WlRe3t7crn82pvb1dLS4v6+/uzDg2Ro24iZNTO9E24+TWzkyXdL+nT7r5X0l9JerekxZJeldR8tNe5+93uXufudfPnz598xJFjmU6E6sILL9Ty5ctHrU+/fPlyXXjhhVmHhshRNxEyamcGjnb+syMvkiokbZH0p2M8vkBS13jvw3l+pwbLdCJEGzdu9IULF3pbW5v39/d7W1ubL1y40Ddu3Jh1aAB1E8GidhaPxjjP77inOjMzk3SPpB53//SI8TPc/dXk9v+Q9B/d/feP9V6c6gyY3lpbW7VmzRp1d3erpqZGTU1NWrZsWdZhAUDQqJ3FMdapzibS/NZLelzS85KGkuHPS1qmwpQHl/QLSTcNN8NjofkFAABAGsZqfsc91Zm7d0iyozz03akIDAAAAEgLyxsDAAAgGjS/AAAAiAbNLwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNbwkaXgLRzA4vhQiEoLW1VbW1tcrlcqqtrVVra2vWIQGSqJsIG7UzXeOe5xdhaWxs1F133aWyssLvLQMDA7rrrrskSS0tLVmGhsi1trbqhhtuUD6flyRt27ZNN9xwgySxUhEyRd1EyKid6Rt3hbepxApvk1deXq6hoSG94x3v0Ouvv374uqysTAMDA1mHh4hVVVWpr69PV111ldavX6+GhgZt3rxZlZWV6u3tzTo8RIy6iZBRO4tnrBXemPZQYgYHBzVr1iy1traqr69Pra2tmjVrlgYHB7MODZHr6+vTxz/+cT3wwAM69dRT9cADD+jjH/+4+vr6sg4NkaNuImTUzvTR/Jaga6+9VkuXLlVFRYWWLl2qa6+9NuuQAElSQ0PDMe8DWaFuImTUznTR/JagDRs2aO3atTp48KDWrl2rDRs2ZB0SIElavny52tvblc/n1d7eruXLl2cdEiCJuomwUTvTxZzfEjNv3jz19PS8bXzu3Ll68803M4gIKHjve9+r559/XmVlZRoaGjp8fdFFF2nr1q1Zh4eIUTcRMmpn8TDnd5q4/vrrZWbK5XKSpFwuJzPT9ddfn3FkiN3nPvc5VVRUaGhoSJI0NDSkiooKfe5zn8s4MsSOuomQUTvTR/NbYtrb2/X5z39eF1xwgcrKynTBBRfo85//vNrb27MODZFbs2aNtmzZInc/fNmyZYvWrFmTdWiIHHUTIaN2po9pDyUml8upt7dXFRUVh8fy+byqqqo4chmZIjcRKnITISM/i4dpD9NETU2Nbr/99lErwdx+++2qqanJOjREjtxEqMhNhIz8TB/Nb4lZunSp7rjjDq1YsUL79u3TihUrdMcdd2jp0qVZh4bIkZsIFbmJkJGf6WPaQ4mpra3VNddco02bNqm7u1s1NTWH73d1dWUdHiJGbiJU5CZCRn4Wz1jTHmh+SwxzgxAqchOhIjcRMvKzeJjzO00wNwihqqmpUUdHx6ixjo4OchOZo24iZNTO9NH8lhjmBiFUTU1Nuu6667Rw4ULlcjktXLhQ1113nZqamrIODZGjbiJk1M700fyWmPb2dq1evVobNmzQzJkztWHDBq1evZrzVSIoaU6nAsZD3USpoHamg+a3xHR3d6unp0c7duzQ0NCQduzYoZ6eHnV3d2cdGiK3Zs0arVy5UtXV1TIzVVdXa+XKlZyoHZmjbiJk1M70ccBbiZk3b5727Nmjr371q1q1apXWrVunz372s5o9ezZr1CNTZWVlmjdvnk4++WS99NJLOuecc7R//369+eabh5ftBLJA3UTIqJ3FwwFv08TevXs1Y8YMtbS0aObMmWppadGMGTO0d+/erEND5HK5nA4dOjRq7NChQ8rlchlFBBRQNxEyamf6aH5LzMDAgMrKyrRr1y4NDQ1p165dKisr08DAQNahIXIDAwPq7e1VY2Oj9u3bp8bGRvX29pKbyBx1EyGjdqaPaQ8lxsxUVVWl008//fCfR375y1+qt7eXifLIlJnpvPPO044dO+TuMjOde+652r59O7mJTFE3ETJqZ/Ew7WEa6e3t1ZVXXqmenh5deeWV6u3tzTokQJK0fft2rVq1Snv27NGqVau0ffv2rEMCJFE3ETZqZ7rY81tizEynnXaaXnvttcNjw/f5DRFZGrl37cUXX9S73vUu9q4hCNRNhIzaWTwsbzxNmJmkwtGhQ0NDh68lzg+IbJnZqHyUfpWn5CayRN1EyKidxcO0h2lm1qxZKisr06xZs7IOBZBUKOBDQ0OaOXOmysrKNHPmTA0NDR1uPICsUTcRImpn+mh+S1B1dbVmzZold9esWbNUXV2ddUjA4T0UBw8e1NDQkA4ePDhqHMgSdROhonamj+a3BA3PC3J3vfjiizr99NOzDgk4bHhvBXstEBLqJkJH7UwPzW+JMTP97Gc/0yc+8Qnt3r1bn/jEJ/Szn/2MLwuCsGjRIuXzebm78vm8Fi1alHVIAHUTwaN2povmt8QMF+sHH3xQ8+fP14MPPjhqHMjStm3bdPXVV+uNN97Q1VdfrW3btmUdEkDdRPConemi+S0xQ0NDuummm1ReXi5JKi8v10033cT638hcZWWlTj/9dG3evFnz58/X5s2bdfrpp6uysjLr0BA56iZCRu1MH81viamsrFRXV9eosa6uLr4kyNyNN96o11577fB69LlcTq+99ppuvPHGjCND7KibCBm1M33jNr9mdraZtZvZT8xsm5n9STI+18weMbPtyfWc4oeL888/X0888YT6+/slSf39/XriiSd0/vnnZxwZUDg6eXBwUJI0ODjI0coIAnUToaN2pmvcRS7M7AxJZ7j702Y2U9JTkq6R9IeSetz9y2Z2m6Q57r76WO/FIheTV15efvgLMlIul9PAwEAGEQEFw7mZy+Xedk1uIkvUTYSM2lk8J7zIhbu/6u5PJ7f3SeqWdJakqyXdkzztHhUaYhTZ4OCgzEzNzc06cOCAmpubZWZHLexAmoZz8ytf+YoOHDigr3zlK+QmgkDdRMionek7ruWNzWyBpMck1Up6yd1nJ+Mm6a3h+0e8ZqWklZJ0zjnnLHnxxRcnHXTMzEwf/ehHDx+tLEkf+9jH9N3vfpc/kyBT5CZCRW4iZORn8Ux6eWMzO1nS/ZI+7e57Rz7mhZ/OUX9C7n63u9e5e938+fOPM2wczcMPP6y1a9fq4MGDWrt2rR5++OGsQwIkkZsIF7mJkJGf6ZrQnl8zq5D0HUlb3H1tMvZTSZe5+6vJvODvu/t7jvU+zPmdPOauIVTkJkJFbiJk5GfxnPCe32RKw3pJ3cONb2KzpBuS2zdIemAqAsWxnXnmmcc1DqSF3ESoyE2EjPxM30TO9lAv6XFJz0saPiP45yX9SNI/SDpH0ouSfs/de471Xuz5nbxjrUjE3CBkidxEqMhNhIz8LJ6x9vyWj/dCd++QNNZP5orJBobjV15eLjNTPp9XRUWF3J0/jQDAMVA3AQwbt/lFeEYW7Hw+n2EkAFAaqJsAhrG8cYkauUY9EJIFCxZox44dWrBgQdahAKNQNxEyamd6jus8v5PFnN/JY24QQkVuIlTkJkJGfhbPpM/zCwAAAJQ6mt8SlcvlRl0DAI6NuglAovktWUNDQ6OuAQDHRt0EINH8liQzOzwPyN2POV8ISNNpp512zPtAVqibCBm1M100vyXI3VVWVvjRlZWVMSEewdi/f78WLFigsrIyLViwQPv37886JEASdRNho3ami/O9lJh3vvOdevXVVw+vAz40NKRcLqczzjgj48gQu+rqah04cECHDh3S0NCQXnrpJQ0NDam6ujrr0BA56iZCRu1MH3t+S8zBgwfl7mpubtaBAwfU3Nwsd9fBgwezDg2Rq6yslPSr0/YMXw+PA1mhbiJk1M700fyWmJ6eHi1evFi33nqrqqurdeutt2rx4sXq6enJOjRErqenR1ddddWohQSuuuoqchOZo24iZNTO9LHIRYkZ/o3w9NNP1+uvv653vOMd+uUvfymJk2EjW2amqqoqDQ4OKp/Pq6KiQrlcTr29veQmMkXdRMioncUz1iIXzPktUcOFe/gayJqZqbe39/BBRcOFnKPqEQrqJkJE7Uwf0x4ATImx9lCw5wIAxkbtTB/Nb4kaecoeICQsJIBQUTcRMmpneqgAJYovCUJFg4FQUTcRMmpneviEAUwpGgwAOH7UzvTQ/JaoI88HCAA4NuomAInmt2SNXKMeADA+6iYAieYXAAAAEaH5BQAAQDRofgEAABANml8AAABEg+a3RHE+QITq5ptv1p49e3TzzTdnHQowCnUTIaN2psfSPOq1rq7OOzs7U9vedHSsU/RwBDOyNJybuVxOg4ODh68lchPZom4iZNTO4jGzp9y97shxfv0FMKWGi/bwNQBgfNTO9ND8ApgSY/0pmT8xA8DYqJ3p45MFMCXGWpKTpToBYGzUzvTR/AIAACAaNL8las6cOTIzzZkzJ+tQgFE4Yhmhom4iZNTO9HC2hxLDUcsI1XBulpWVaWho6PC1RG4iW9RNhIzaWTyc7QFAKoaLNvPVAGDiqJ3pofkFAABANGh+AQAAEA2aXwAAAESD5hfAlJoxY4bMTDNmzMg6FAAoGdTO9JRnHQCA6eXQoUOjrgEA46N2poc9vwAAAIgGzS8AAACiMW7za2YbzOx1M+saMfZFM9tlZs8ml48WN0wAAABg8iay5/dbkj5ylPGvu/vi5PLdqQ0LAAAAmHrjNr/u/piknhRiATANzJw5U2VlZZo5c2bWoQBAySgrKxt1jeKZzCd8i5ltTaZFzBnrSWa20sw6zaxz9+7dk9gcgFKwb98+DQ0Nad++fVmHAgAlg+WN03Oize9fSXq3pMWSXpXUPNYT3f1ud69z97r58+ef4OYAAACAyTuh5tfdX3P3QXcfkvQ3kt4/tWFhPBUVFTIzVVRUZB0KMEoulxt1DYQil8vJzMhNIHIn1Pya2Rkj7n5SUtdYz8XUKysrUz6fl7srn88zPwhBGRwcHHUNhGJwcFDuTm4CkRt3hTcza5V0maRTzWynpP8l6TIzWyzJJf1C0k3FCxFHOnI+EPODAAAAJmbc5tfdlx1leH0RYgEAAACKir+XAwAAIBo0vwAAAIgGzW+JmjNnjsrKyjRnzpinWAYyYWajroFQzJgxQ2VlZZoxY0bWoQDI0LhzfhGmt956a9Q1EAp3H3UNhOLQoUOjrgHEiT2/AAAAiAbNLwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNLwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNLwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNLwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNLwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNLwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNLwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNLwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNLwAAAKIxbvNrZhvM7HUz6xoxNtfMHjGz7cn1nOKGCQAAAEzeRPb8fkvSR44Yu03So+5+nqRHk/sAAABA0MZtft39MUk9RwxfLeme5PY9kq6Z2rAAAACAqXeic35Pc/dXk9u/lHTaWE80s5Vm1mlmnbt37z7BzQEAAACTN+kD3tzdJfkxHr/b3evcvW7+/PmT3RwAAABwwk60+X3NzM6QpOT69akLCQAAACiOE21+N0u6Ibl9g6QHpiYcAAAAoHgmcqqzVkk/lPQeM9tpZg2SvizpQ2a2XdJvJ/cBAACAoJWP9wR3XzbGQ1dMcSwAAABAUbHCGwAAAKJB8wsAAIBo0PwCAAAgGjS/AAAAiAbNLwAAAKJB8wsAAIBojHuqMwAAABydmQX73u4+RZFMLzS/KQv1S8IXBKHmpkR+onj5SW5isiabA8fKQfKrOGh+U8aXBKEiNxGyyeRQVVWV+vr63jZeWVmp3t7eyYQFTNpFF12k559//qjjKA7m/JaYuXPnHtc4kBZyE6Hq7e1VZWXlqDEaX4Ri69atb2t0L7roIm3dujWjiKY/9vyWmDfffFPz5s1TT0/P4bG5c+fqzTffzDAqgNxE2IYbXTPjLxEIznCjS36mg+a3BA03E3xJEBpyEwAQOqY9AAAAIBo0vwAAAIgGzS8AAACiQfMLAACAaND8AgAAIBo0vwAAAIgGzS8AAACiQfMLAACAaND8AgAAIBo0vwAAAIgGzS8AAACiQfMLAACAaND8AgAAIBo0vwAAAIgGzS8AAACiQfMLAACAaND8AgAAIBo0vwAAAIgGzS8AAACiQfMLAACAaND8AgAAIBo0vwAAAIgGzS8AAACiQfMLAACAaND8AgAAIBo0vwAAAIhG+WRebGa/kLRP0qCkAXevm4qgAAAAgGKYVPObWOrub0zB+wAAAABFxbQHAAAARGOyza9L+p6ZPWVmK4/2BDNbaWadZta5e/fuSW4OAAAAOHGTbX7r3f03JF0p6Y/M7INHPsHd73b3Onevmz9//iQ3BwAAAJy4STW/7r4ruX5d0rclvX8qggIAAACK4YSbXzOrNrOZw7clfVhS11QFBgAAAEy1yZzt4TRJ3zaz4ffZ6O4PT0lUAAAAQBGccPPr7j+X9OtTGAsAAABQVJzqDAAAANGg+QUAAEA0aH4BAAAQDZpfAAAARIPmFwAAANGYzKnOojF37ly99dZbWYdxVMmp5oIxZ84c9fT0ZB1GNMjN40N+pivU/CQ3EWpuSuRnGmh+J+Ctt96Su2cdRkkI8Us7nZGbx4f8TBf5OXHkZrrIzeMz3fKTaQ8AAACIBs0vAAAAokHzCwAAgGjQ/AIAACAaNL8AAACIBs0vAAAAokHzCwAAgGjQ/AIAACAaNL8AAACIBs0vAAAAokHzCwAAgGjQ/AIAACAaNL8AAACIBs0vAAAAokHzCwAAgGjQ/AIAACAaNL8AAACIBs0vAAAAokHzCwAAgGiYu6e2sbq6Ou/s7Exte1Pmi7OyjqC0fPHfs44gHuTm8SM/00N+Hh9yMz3k5vErwfw0s6fcve5t4zS/4zMzpfk5lTI+q3TxeR8fPq908XlPHJ9Vuvi8j0+pfl5jNb9MewAAAEA0aH4BAAAQDZpfAAAARIPmFwAAANGg+QUAAEA0aH4BAAAQDZpfAAAARIPmFwAAANEozzqAUmFmWYdQEubMmZN1CNEhNyeO/Ewf+Tkx5Gb6yM2Jm275SfM7AaGualKqK65g6oT68yc3IYWZn+QmpDBzUyI/0zKpaQ9m9hEz+6mZ7TCz26YqKAAAAKAYTrj5NbOcpLskXSnpQknLzOzCqQoMAAAAmGqT2fP7fkk73P3n7t4v6e8kXT01YQEAAABTbzLN71mSXh5xf2cyBgAAAASp6Ae8mdlKSSsl6Zxzzin25oI31UeXTtX7McEeoeamRH5iavOJ3MRUonaWnsk0v7sknT3i/juTsVHc/W5Jd0tSXV1d9D8FEhGhIjcRMvIToSI3S89kpj08Kek8M1toZidJ+n1Jm6cmLAAAAGDqnfCeX3cfMLNbJG2RlJO0wd23TVlkAAAAwBSb1Jxfd/+upO9OUSwAAABAUU1qkQsAAACglND8AgAAIBo0vwAAAIgGzS8AAACiQfMLAACAaND8AgAAIBo0vwAAAIgGzS8AAACiQfMLAACAaND8AgAAIBo0vwAAAIgGzS8AAACiYe6e3sbMdkt6MbUNTn+nSnoj6yCAoyA3ESpyEyEjP6fWu9x9/pGDqTa/mFpm1unudVnHARyJ3ESoyE2EjPxMB9MeAAAAEA2aXwAAAESD5re03Z11AMAYyE2EitxEyMjPFDDnFwAAANFgzy8AAACiQfMLAACAaND8BsjMBs3sWTPrMrN/NrPZWceE0pNVHpnZ/jS2M8a2f2Fmp2a1fYzviLz8RzP7taxjSouZXWZm38k6jumAPJp4HmWZd2a2wMy6stj2sdD8humQuy9291pJPZL+KOuAUJLII4RoZF72S1o18kEzK5/sBswsN9n3QPDII5wwmt/w/VDSWZJkZu83sx+a2TNm9i9m9p5k/EEze29y+xkz+0Jy+3+b2Y2ZRY6QTHkemdlpZvZtM3suuVxylOd81syeNLOtZnb7iPFNZvaUmW0zs5Ujxveb2Zrk/f7VzE5Lxueb2f3Jez1pZr+VjM8zs+8l7/NNSTaVHxqK7nFJ5yZ7ph43s82SfmJmOTP76ojcuUk6vAfrsSRXf2pm68ysLHlsv5k1m9lzkj5gZn+a7BXsMrNPD2/QzP4gec/nzOxvk7Gx8uvSZO/is8l3YqaZnZHEMLzX8T8lz/1w8r16OtkTeXIy/hEz+zcze1rSf07xs40JefSruN5nhbr+nJn92MxmHvF4tZltSB57xsyuTsYXJJ/d08nlkhGf1ffN7L5k+/eamSWPLTGzH1ihlm8xszNGjD+XfIZh7nRxdy6BXSTtT65zkv5R0keS+6dIKk9u/7ak+5Pbt6mQYLMkPSlpSzLeLuk9Wf97uEzPPJL095I+PWIbs47Y7odVOG2PqfCL9nckfTB5bG5yPUNSl6R5yX2X9Ink9lck/c/k9kZJ9cntcyR1J7f/QtIXktsfS15/atafPZcJ5WW5pAck3SzpMkkHJC1MHls54mdfKalT0sLkeb2S/kOSc49IunZE7vxecnuJpOclVUs6WdI2SRdLWiTp/w3nyIg8HCu//lnSbyW3T05i/oykphF5P1OFJWkfk1SdjK+W9AVJVZJelnRe8j34B0nfyfpnMB0u5NHb80jSSZJ+Lul9yf1Tkm1dNvx8SV+S9F+S27OTf0e1pF+TVJWMnyepM7l9maR/l/ROFer4DyXVS6qQ9C+S5ifPu07ShuT2Vv2q1n9VUlfW+XLkZdJ/FkBRzDCzZ1XYU9etwhdTKjQl95jZeSp8QSuS8ccl/bGkFyQ9KOlDVpj/tNDdf5pm4AhKsfPockl/IEnuPqhCgRzpw8nlmeT+ySoU1cck/bGZfTIZPzsZf1OFP18Oz017StKHktu/LenCZIeDJJ2S7BH5oJK9IO7+oJm9Ne6ngqwN56VUyLn1ki6R9GN3fyEZ/7Ck95rZtcn9WSrkSH/yvJ9Lkpm1qvAf8X2SBiXdnzy/XtK33f1A8rx/kvSfVMj3f3T3NyTJ3XuS54+VX09IWmtm90r6J3ffaWZPStpgZhWSNrn7s2Z2qaQLJT2RvMdJKjQJF0h6wd23J3H8XxUaMkweefR275H0qrs/mcS1N3n+yOd8WNJVZnZrcr9KhUb9FUl3mtni5DM4f8RrfuzuO5P3elbSAkl7JNVKeiR5/5ykV61wbMlsd38see3fSrryKLFmiuY3TIfcfXHSeGxRYW/cX0j6M0nt7v5JM1sg6fvJ85+UVKfCb3yPqPDb440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    " }, "execution_count": 30, "metadata": {}, @@ -974,4 +856,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/tutorials/Poisson Kriging - Area to Area (Advanced).ipynb b/tutorials/Poisson Kriging - Area to Area (Advanced).ipynb index 9ebc9033..8e04e16d 100755 --- a/tutorials/Poisson Kriging - Area to Area (Advanced).ipynb +++ b/tutorials/Poisson Kriging - Area to Area (Advanced).ipynb @@ -75,7 +75,16 @@ "cell_type": "code", "execution_count": 2, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " return np.array(output_points_within_area)\n" + ] + } + ], "source": [ "areal_data_file = '../sample_data/areal_data/cancer_data.shp'\n", "point_data_file = '../sample_data/population_data/cancer_population_base.shp'\n", @@ -99,9 +108,7 @@ "outputs": [ { "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, "execution_count": 3, "metadata": {}, @@ -109,10 +116,8 @@ }, { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -269,7 +274,18 @@ "cell_type": "code", "execution_count": 7, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:207: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " output_data = np.array(points_vals)\n", + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:246: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " return np.array(all_distances_list)\n" + ] + } + ], "source": [ "for unknown_area in ar_test:\n", " unknown_points = pt_test[pt_test[:, 0] == unknown_area[0]][0]\n", @@ -318,9 +334,7 @@ "outputs": [ { "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, "execution_count": 9, "metadata": {}, @@ -328,10 +342,8 @@ }, { "data": { - "image/png": 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}, "metadata": { "needs_background": "light" @@ -352,9 +364,7 @@ "outputs": [ { "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, "execution_count": 10, "metadata": {}, @@ -362,10 +372,8 @@ }, { "data": { - "image/png": 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    " }, "execution_count": 11, "metadata": {}, @@ -533,4 +446,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/tutorials/Poisson Kriging - Area to Point (Advanced).ipynb b/tutorials/Poisson Kriging - Area to Point (Advanced).ipynb index 110a5d79..5c786dd5 100755 --- a/tutorials/Poisson Kriging - Area to Point (Advanced).ipynb +++ b/tutorials/Poisson Kriging - Area to Point (Advanced).ipynb @@ -68,7 +68,16 @@ "cell_type": "code", "execution_count": 2, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " return np.array(output_points_within_area)\n" + ] + } + ], "source": [ "areal_data_file = '../sample_data/areal_data/cancer_data.shp'\n", "point_data_file = '../sample_data/population_data/cancer_population_base.shp'\n", @@ -92,9 +101,7 @@ "outputs": [ { "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, "execution_count": 3, "metadata": {}, @@ -102,10 +109,8 @@ }, { "data": { - "image/png": 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\n", 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}, "metadata": { "needs_background": "light" @@ -189,7 +194,22 @@ "cell_type": "code", "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:285: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " output_arr = np.array([unknown_point_val, otp])\n", + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:380: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " output_data = np.array(points_vals)\n", + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:246: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " return np.array(all_distances_list)\n", + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/kriging/areal_poisson_kriging/area_to_point/atp_poisson_kriging.py:238: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " return np.array(predicted) # return list of lists: [zhat, sigma, mean, weights, point coordinates]\n" + ] + } + ], "source": [ "smoothed_area = kriging_model.regularize_data(number_of_neighbours=number_of_obs,\n", " max_search_radius=radius,\n", @@ -212,85 +232,8 @@ "outputs": [ { "data": { - "text/html": [ - "
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xx7m49PKRpGX4GZCXxB0PzKQ0MqF+WzAQZu3Kig993GWv7Yvuz7IgHDIYMjSFS+YOJzXdT96QZO59dG7Mmw87Z1IwMpOLZw8jNd3P4GEp3PudOWwsPtSVMy1CIYNx5+cy9ZIhpKb7GTI8lfu+W0Tpuq7XYZoQChhMmprHRRcPJjXdz9D8NO5/fC6bN9R0K3GyCATCbN9c96FfrxDi/clKvxBCCHEWKRUphcGeaAOoXnKWZfH0nzexYe0hvD4nV18/kdHjs3vkwmGTf/1lM2Ul1fj8Lr5046R3Pa4yLTTTQplW18F7BGPH964xpaLj7H6MXveHZecs6z321/t2IcSZoax3+9f3EZs4caJVVlbWJ8cWQgghzoalr+6NdrgB+0FcvZX3zJg7nDXLywkEwqDs3AUXDaJsfdcKu8ut89Di+eQNTYk5xv/7TQnrVlZEV85dbp2plwxh3arKaNmOx+tkzIRstpUdjsldOH1wTHmP1+ukYEwmO7d2lfe43Q4umNI1Fk1TeH1OhuWnsWdnV3mP2+PgvEkD2LyxJpIDX5ybvCHJMeU9Hq+DMRNy2L75cHR/cfFufvDrK/DHndmnEIuPhlJqk2VZE/t6HL0Zm5hkvTT94r4eRg/DXnulz8+ZrPQLIYQQH5GihYV4PA6KV1REb+T9yePLY0t5ggYOp8bVN0xk/epKvD4nn716Aj98eElMLhQ02FRS3WPSv2FNVXQiD3aJTmqanyuvPZ+y9YeIj/fw+Wsn8Mhdr8bkDMMiZ0Ain7t6Aps21JCY5OXKayfwwO0vY3S7mdc0TYYMT2FAXhJbS2tJSvHy+WsmcP+t/44+tRfsFf/8URkMyEti++Y6klN9fP7qCdx760sxT+21TBh/QS6DBiezc2sdqelxXHXd+TLhF+IjJpN+IYQQ4iMSDBrs3HqEiv31OJw6FfvrcTr1mIymKRxOnZ3bjlC+vx6XS6fqYAOOXnKarvjF4pXs2FKH2+3g6usn4nBq0NEtpyv7ZtutdVTsb8DjdVBd2YjDoce8idA0hQJ2bjtC5YEGPD4HNVVNOBxazKRfaQos7P0dqMfnd3G4ugldVzGTfqUUlon9eg/U4z/i5khdM5qCmH5FCgzDZPvOo5RXNXK0oZ26w82kpPrOxCkXQrwLKe8RQgghPiJ/+vV61q2qjJbAuFw6RZcXsvTlvZGHc9mlMiPHZLFtU23Xw7ncOkULC1n6SlfO53cxvDCdXVvrYh7iNfeyApa9bt+4q+mKuDg3eUNT2LPjaLT9psulM2dBPsvf2B956JZGfIKb7AEJMQ/ncrl0Zs3PZ8Wbb+cUCUle0jPiKD9QH30z4HLpzCgazuplB6MP3UpK8ZKQ6Il5OJfLrTN99lCK3+p6OFdquh+n30VtTVNMbvFPFpKZFX/2Lo740M7p8p6kJOvfF0/v62H0MPSVV/v8nMlKvxBCCPER2VZ2ODrhB3vlP9gZ5psPzmLdqgr8cS7mf2oUD9/5anQiDxAMGFimxR0PzKRkdSVxCW7mXzGKB277d0wuFDJwunRu+9YlbCiuJDHZw/wrRnPPV1+I6bcfDpv449187a7plK6rJjnFy/xPj+bOG56LyRmmRXKKj69+cxplJTWkpPlZ8KmR3P7fz8aW6GCRlZPATXdMZfOGGtIy45i3aCR3fOWZHjfqDhqcwg23ZbK17DDpmXHMvayA229+ocenBPv2niAjM472tiAerxNdlwaDQpxJ7zvpV0r9CVgEHLcsa0wvP78GuA+7+UAL8DXLsrad6YEKIYQQHzf+OBdNjV21Nw6Hhtvj4Nm/b+FQxUkswOnU8fldtLYEunJODVckV1PViAW4PU58fhcd7aFuOR3dofHM37dQV9MEgM/vxutzEQzEHlfTFM/+fStH61oAi/hEDx6vM+a4um630Hn271s5frQVFCQle/F4HDHH1TQN07B45u9baTjRhgJSUn04XbElREopQqbFM8/vorGxw95fbjyaFlsaBBAKhLnrpudpbupEU/Dft05h2syh/8npF0J080HeRv8ZmP8eP68ELrEsayzwOPD7MzAuIYQQ4mPvy1+9EJdbx+HQcLl0u/ylspHqykYMw8I0LJa+so+LZgzG5bIn8C6XTlKyl/27jlNT1ZV7/cVdTJ811M7pGi63Tkqqj51b6jgcKZUxDIt/P7ODWfNGxORS0/2Ura/myOFTGIaJYVg8/+Q25izIj+QUbrdORlY861ZVcOxIi50Lmzzzt83MW1QYzbncDrJyEli59AAnjrVihE3CYZMn/7SJ+VeMwuV+e38Ocgcl8fLyg9Q3tBE27Nyf/rqFBZ8a2e24DvIGJ/Pqszs52dCOETYJhUz+/JsSDkfeyAjxQSlAaefe17ngfVf6LctarZQa/B4/X9ft2xJgwH8+LCGEEOLjr3BMJg//YAFrV1bg9TkpWljAfV9/KaakJhAI09kR4sHF81i/qgp/vIu5Cwu5+6bnozXvYJf8GIbJA98vomRNFfEJHooWFnLHV57F7JYLBe32m/c9XsSGtVUkJnkpWljI17/0dMzqejhs4vY4+NZ35lK67hDJKT7mLizkq194MiZnGhb+ODd3PzKHTRuqSU3zM2t+Pjd/4Ul4RylPUpKXOx+cxeaNtaRnxDFj7jCuu+WFmJIfpSAtJ4E7753Btk2HyciKZ8qMIdzxlWdi9qc0RVX5SXIHJp2BKyGEONM1/TcAr7/bD5VSNwM3AwwaNOgMH1oIIYQ4t5ysb+MXT6ygtSWAYVrUVDWSnOKj5VRXSY3TpeP1OvnF4lW0twUxDIvDNc0kpfhob2uO5lxuHafLwS8Wr6KzI4RhWBytayEx2WOX4nTbn65r/GLxSvuNQtig/lgrCYkeTta3d+UcdnegXy5eSShkYoQNGurbiU9w09zUGc3pDg3TNPnVD1cSDtur/82NHfjjXLS1BKM5pSmCYYNf/ngNpmkRDhs0n+rE43bQ0RnuyqEItQf5zf9uxDQhHDZoawngcGgEjZg+P9LRR4gz6Ix94KCUmoU96b/v3TKWZf3esqyJlmVNTE9PP1OHFkIIIc5J//vLdZxsaKOzM0woaLB982EmTB6A1+vE43Xg8TrIHZjIrm1HaTrZQWeHndu8oYbJ0/KiGbfHwcC8ZLZsrKG5sStXuvYQ02cPw+1x4PE68XgcDB6WSklxFS3NnXR2hAiFTNatqmTWvBG43V37G1aQxurl5bS0BKK5NcsOUrSwEFe3XMGoDJa/vp/WlqB93JDJ8tf3c9mnR+Ny69Hc6HFZvPHyXtragnRE9vfmq3v53CK7lMfrceB2O5gwLotXn95Be1uIzo4Q4ZDJay/s4oqrxnbtz+3gggsHUjgms68vofi4UaBp597XueCMrPQrpcYBfwAWWJbVcCb2KYQQQnzctLYEOLj3BC63TsHoTGqrmzC7KnkIBgxaWwI8/KP5rF1Rgc/vomhRIXfe8FxMSU0wYNDZEeLhxfNZt7qSuHg3RQsLuO262O44gUCYcMjkwScupWRNFQmJbooWFvK1a56OyQUDYVCKB74/jw3FVSSl2CU/N131z5iSmnDYQHdo3P/4XLvLT6qPOQvyufHKf8a8TtM0cbl17v3OXDaV1JCW7ueSecO5/gtP9Tgn8R4Hj3xrBqWltWRmxjH94sF8feW/YjIKSEjyctcjs9ladpis7HhmFo1AKfWhroMQoqf/eNKvlBoEPA9ca1nW/v98SEIIIcTHT11tM9+7/w0M0wLTIntAAlk5CbSeCkQn9C63Tny8m+/d/waWBaZpsaW0lszseCoPNkQn6vaKt5PvfftNwM5tLaslIyve7uYTybndDhwOjScefBOFwrQsdmypIy0zjrra5uiE3uW2/+/+Bw8vQSm7c87ubUdJTffHlAY5HDqmYfLDR5ZFO+zs3XmMlDQ/DSfaojlN0wgFDX786HK0yEO69u0+TmKSh+bGrtIghaKjI8SPvrMcXbc7/hzccxyf30lrt9IgC2hpCfLnP62M5EzKy09ywy0XysRfiDPkfT9wUEo9CawHCpRStUqpG5RStyilbolEHgFSgd8opbYqpeSJW0IIIT5x/vir9bS3BelsD9HZGab2UDP5I9NJTLJbY7rcOqPGZrG17DDt7SE62kMEOsNUV5xk7Hk5JCR68EZyY8/LoXRdNR3dcpUHG7jgooHEJ3jw+py4XDoTJg1g7aoKOjvCdHTYuYN765k6Ywhxce5obuJFg1i19ICdi+xv765jXFI0An+cC6/PidOlM+WSISx9bR+Bzq7crm1HmHtZAT5/V+7iOcN47cXdBAJduW2bDrPwilF4fc5obta84fz72Z0EA4adC4TZtKGWy68ch9fblStaWMjzz+7oljNYX3yIfXuO9/VlFR87Fkqde1/ngg/SveeL7/PzG4Ebz9iIhBBCiI+h+hOtMSU1oZBBa0uQex6dQ/GKCnx+J0ULC/nWLS/GlNQEgwYdHSHufnQO61dV4o9zUbSwkDtvfC5m/8GAQShocPcjs1i/+hDxiW6KLivg9uuejc0FwxiGyd0Pz45275m7sJCvXR1behMK2V1+7nxoNmXrD9klP5cVsnrZwZicETbRdY07H5xJWUk1KWlxzJ6fz7LX98XkLNPC5dC58/5L2LyxlrTMOC6ZM4w3X9kbe6Is8Pic3P7AzOinF1NnDOaVV9+RU1Df7cZjIcR/Rp7IK4QQQpwBw/LT2FZ2ONqO0+XWiU90891738A0LZQGq5YeZNCQFPbuPBptx+lyO/B6ndGSH01TrFlezqAhKezfczzajvPtUp7vf3sJlmWhKY21b1UwcEgyFfvroyVETpeOBSx+eAmWaaFpGmtXVjAgL4nqysZozuHQCIUMfvTIUnt/ukbJ6ipyByZSW90UfQOj6Yr29iA/fmw5pmWh6xobi6vIykngWN2prjc6CppPdfLP722O7q90fTVp6XGcONEafaNjWRYNJ1r52x9Ku3Il1SQleTjZ0PVAMcu0yBuc/NFeNCE+Qc6R+4mFEEKIj7frb53CgLwkHE4NXVdMnzWMLRtqCQTChEIGwYBB08kOhgxPJWdgV27WvOGUFFdFV/IDnWFO1rdTOCaT7NyEaG7uwgKKV1REciaBQJgTx1sZd34OmdnxOCO5BVeMYuWSA3YuZOeOH21h0tQ80jLjIjmNyz83hmWv7iMYjOQ6wxypbWba7KGkZcThjDzt99NfGM+Sl/cQDBqEI7na6iZmXzqC5FRfNPf5aybw2kt7YvZXVXGS+ZcXkpzsxemyH1L2xevO59UXd8fkKg428KnPjCEp2YPTaeeuvX4iAwdJj35x+vr6QVwf24dzCSGEEOL9xcW7+dKNkyheWYHP56Ro0Ugeu+fVmEw4bNLZEeLamyaxLlLKM+/ykaxdWRGTC4UMgp1hrr1pMiVrKolPcDNv0UjeeiO2X0YoaGCETa69eRIbig+RmOShaFEhr7+0O/a4IRPLsvjyzZPYuLaapBQvcy4r4MV/7YjNGRZYii/dNIlNJdWkpPqZWTScZ/62JSZnmiaarnHtTZPZvLGG9Iw4ps0ayj/+sjkmZ5kWTpfOtTdNjpbyTJ46iL/9seftf263zrX/PZHtW+rIzIpn6sWDP9B5F0J8MDLpF0IIIc6AraW1/PrHqwkGDTRNsWrpQUaNy2JraS2hUFfJj9fn5H++s9zO6YpVyw4yYmQGO7bUEX4759LRdMVPH3+LYNBA1zVWLS1nRGE6u7cfjSkhMsImP3/CfhCXritWLytneEE6+3Yfx4jkHA6NjvYQv/zBKoIBA4dDo/itcobnp3Fwf300p2uK5qYOnn9ya1duRTlDR6RSdbAhWpKkUJw41sK//rrZzjntEqK8ISlUVzXGtB+trWlixfJyggEDp1Nj7ZpKcgYkUFd7KpqzTIuKgw2seaucQCRXUlzFd360AKdTPyvXT4j+7hz5wEEIIYT4eHvqz5sIBu0nypqmRUd7iNQ0P+POz0XXFW6Pg89fcx4la6q6coZFR1uQAQMTGTMhB11XeDwOvvDfF7BuZWU0Zxgm7W1BhuWnM3Jclp3zOrnmhkmsjkyo7ZxFa2uAUWOzKBydgaYpvD4n191yYbTkB+xPHFpOBRg/KZcRhelomsLnd3L9bVNY8eb+mNyp5jxG6kQAACAASURBVE4unD6YYfl2zh/n4sZvTOWt17vtL2TS1NjBjFlDGTo8FU1TxMW5+Pqd01i25GA0FwqZNNS3M/eyAvKGpqBpivh4N1+/azorlhwg0C134lgrO7bUnaWrJ/oLpUBp1jn3dS6QlX4hhBDiDAgEwjHfm6ZFMGRw4cWDCYYMvF4no8dn8crzO2NyhmERCltMnpaHETbw+d2MHJvF8//c+o6cSThscOG0PCzLIi7OTeGYzOgbg+hxDRPTspg8bTBKKRISPeSPyiDUI2dPRCZPy8Ph0EhM8jK8ID36qcTbLNNCAZOn5+F0aSSn+hg2Ig3D6JnTdcVFU/PwunVS0/wMGpISPU5XEHRd44JZQ9DTfaSn+hg4ODmm89G7nVMhxIcnk34hhBDiDJgyYwhLX90bXdV2uXRcLp0//GqdvU3Btk2HmThlEKXrDsXkTNPkz78tIRiw22hu21TLhEkD2FxSE53UO506nR1h/vr7jd1yhxl7Xjbbyg5Hcw6nTlNjB688Z/fHV5pia2ktY87LYceWuujkX3cojh1pYf2qKoKBMErB1rJaxozPZvf2I9HJv9IUNVWN0ZuNNU2xtewwI8dmsn/38a6cUhzYe4Ky9dUxucJR6RzYXx8tXVIKtuw7QenWOgJBuyRpy/YjdglR+clo6RIKCkdnnp2LJ8QngJT3CCGEEGfA56+ZwNzLCkhK8ZKRFcfN35wWnQADYEEwECYhwcOsefkkpXjJzI7na/dczMa1XW8CrEguPSOOGXOHk5TsJSsngdvuvYSSNZU9cgMHJzNt1lASkz1k5ybwjQdmUrK6Wy7yicPwgjSmzBhCYpKHnAGJ3PXQbEpW2xP+6P6CBqPGZ3HhxYNJSPKQOzCRux+ezbpu+zNNi2AgzHmTBzJxah4JSR4G5CXxrUfnsGFNVUwuEAgzdWoeEycPJCHRw6C8JO59eDbrymoJBLtKkto7w1y8IJ/zJuWSkOghb0gyD363iOQU31m7fqL/6OtOPdK9RwghhOjHlKbwx7vxep24PQ68PmfMDa1gT6xNy8If78LrdeLxOvF6nVi95CzLwh/vxuNz4vM58XgdWFYv+zMt/HH2cX1+Fx6PEyu28sbeHxAXbz9V1+e3x/jO42JZ9nH97kjOZefeWXpj2Sv23Y/rfJccQLzPSZxLJ97rxO3q5cZcCxQQ73fj9ziI89nHFUKcOeqd/wNytkycONEqK+vZsksIIYT4OHrpXzt45bkdMWU7lxQNZ9WyrhtZXW6dKTOGsL7byrnLpTN99tBoD36wH8Q1eXoeG4qr3vN33R4HF1w0MOYThR6/q8DjdtjlQhu6yoXe+btKgdvjZMyEbLZvOhyTmzBxAFtKa6I5j9dJ4ZhMdm49YpcLKfB4nIydkM22yO8qTeHzORmWn8aeHccIheyc1+tk8ORctu0+Hu105Pc5GZni58CeE9EnBXt9Ln74mytISPScpSsoPiil1CbLsib29Th6Mz4l0Xp93rS+HkYPuU+/3ufnTN5GCyGEEGfAqqVd3WzALpUxTYsvfOUCileU4/U4+dyXJvDLxat65NweB1deez7rV1Xg9bu48kvn2W09u+VCQYPEZA+fvXoCG9ZU4Y9zcdWXz2fxQ0ticyGDjKw4rvivcZStqyY+wc1/XXc+37n39Zibfo2wycC8ZLJzEti8sZaERA9f+MoFPHznK1119dg3Bg8vTCdnQAJbympJSvbyX1++gAe/8XLXJxmWnRs1PpvsAQls31JHcoqPq758Pt++4+WuTxQin0xMGZPFgNxEtu06Rnqqj2s+O5aHbv93VwvPyP727DjKhdMHn8nLJPo7Bdo50i3nXCOTfiGEEOI0hcMmf//fjZSsqcLp1PncNRNwOGILd5Wyb6qtKm/gSO0pnE6dI7Wn0N+R0zSFrmtUHbRzLrfO0bpTPfanaQpNi+QOn8LjcXDsSO/7UyiqDp7kyOFmmk46OX60FV3XgK5Jv9IUAJXlkVxjB8ePtaDrWsykXykFlkVl+UmO1p6ipSlA/YlWNE3FlC8ppbBMi6pIrvVUgJP1bWiq+1FtpmFxZNdxTu2tx0r00DSjrdfzHAiEeeKRpVQcbCAxycMt35jGiIL097w2QojeSXmPEEIIcZr++ccyu599sKtEZ+7CApa9us8ubYmUypw3eQBl66ujHXNcbp25CwpY9vq+mFKZseflsKW0tivn0plzWQHLIzlNs8tdCkZnxnTgcbl0Zs0fwYo3D0Q75vj8LoYXpLFrW1cHHpdL55J5I6KfRmi63W8/b0gKe3cd63oomFvn4jnDWBPp/a/rirh4N9kDEjm470RMbtrMoaxdWRHJaSQkeUhL91N5sCHm4WF2SZJ9w7CuK5JSfCQkeqiubIy2/XS7HUyc2tXVyOHQSEnz4fQ5qatpjj4UzO1x8KNfXk5Kmv9sXGbxLs7p8p7UROvNS6f29TB6yH7yjT4/Z7LSL4QQQpymspLqmFKZYNCgrTXIHQ/MZM1b5Xh9Di779Gie+PaSmP74wYBBKGRw67dmsG5lOb44Nws/M5rH7nk9Nhepa//a3RdTsroCf7yHRZ8dw4PfeDkmFwoZeLwubv7GNDaurSIh0cPCz43lvq+/GNNvPxw2SUr2cuPtUylde4ikFC+LPjeGu29+4R2lPBbpGXFcf+tFbFpfQ3KqnfvmDc/HrOpbFuQOSuIrt1zI5g01pGb4uewzo/nm9c/1uJl3yIhUhheks62slrTMOC791EjuvumF2JucFYwcm0n+yAy2bz5MRlY8cxcWcs/XX4xO+MH+9GT/3hNcNF0m/eLdnSvdcs41MukXQgghTpPP76ThRNf3WuRJuq+/uIs9O46hFCQkevH6nDQ1dkRzuq5wux28/sJu9u85jlKQnOLD63PS2hKI5hy6hsul89oLuyjfV49SkJbux+N10tEe6so5dHRd8doLu6gqP4nSFBlZ8Xg8zpg6/7dLhV57YRfVlY1omiJ7QCJuj4NwazDmdQC89vxuaqub0HRF7qBkXC6dzs6uB2W9Xdrz6gu7oiVLA/OScTj1mDclSimMsMWbr+3iWF0LDofGoCEpdmnROzoHhYMmr7+0mxPHWnE4NfKGpfQ88Rb4fK4PepmEEN3IeyEhhBDiNF1zwyRcbh1NsyfU/jgX9Sfa2Lf7OKZpYRgWb7y0m0lT83C5IjmnRlyCm9qaJg7uPxHNvfLcTqbMGILLpaMUOJ0a8YkeDu6vp/JAQzT34tPbuXj2sG45nYQkD7u3H+VQRaOdC5s8+4+tzJw3vCvn0klK8bK1tJbqKjsXDps89edNzL40PyaXkupnQ/Ehaqub7FzI5B9/LGXuosJozuXSSUv3s2Z5OUdqmzFNi1DQ4K+/38i8RYW43F25zOx4lr+2l6N1LXZ//6DBn39TEptz6+QMSOS1F3dx/GgkFzD40/9ZT9FlBbjcdotPl1tn0OBkRo/P6uOrL8THk6z0CyGEEKdp5NgsHlo83+7K43Uyd2Ehj9z5SrTmHexSnlPNnXz7iUtZt7ICb5yTeZeN5P7bXuqR6+wMcd/jRdGuPEWLCrnnqy/GlN4EAwamaXLvd+ZSUmyX8hQtLOSbNzwXrY0Hu8uPrmvc89gcNq6tIjHRR9Hlhdz25X9hdiuVCYdNvH4ndz08m7L1h0hO9VO0sIBbrn46pvTGNC0SEjx888FZbN5QTUqanzkLCrjl6qdiSnksC1LT/Nxx/0y2lNaQlhHHJUUjuPVLT8fklFJk59oPG9u2qZaMzHimzRrKHV95NjanKQYPSeHWu6azY2sdWVkJzFlQELkhWYjeKUAp6d7TG5n0CyGEEKfpVFMHv/tpMfUnWjFNiyN1p0hM9tJ4squUx+G0PwH43U/XcLKhHdO0qD/aSmKyl5ZTXaU8TqeG1+vkdz8t5lRTJ4ZpcrK+nYQkD+1tXaU3TpeO0+Xgtz8tprUlgGGYNDd2EJ/gJtCt9Mbp0tF1jd/+pJj2tiBG2KSlpZP4eHfM+JwOHQv47U+L6ewIYYRN2tuC+ONdtDR3jU/XNUzL4nc/KybQGcYImwQCYbw+V8z4NE0RChv8358VEwwaGGGTUCCMy+2IGR/KfgPz+58XEw6ZhMMmhmGiOzTMbqVBWNDRHuTv/1uKaZiEDROlYN6ikf/p5RPiE0neLgshhBCn6U+/LuHYkVMEAwbhkMnW0lrGTMjG43Xg9thf6ZlxVB5s4PjR1miudH015184MJpxexxkZiewZ8dRGk60EgiECYdM1q+p5KLpg6MZj8dBzoBEtpXV0tjQTqDTzhW/VcHFc4bhdnftb8CgJDauO0TTyUgubLJqyUFmXZqPy61Hc4OGJrN2RQWnmjqiuWWv7mXeopExuSHDU1nxxn5ONXdGc6+/uJsFnx6Fy9WVG1GYzpKX99JyKhDNvfL8LhZ9bnRMbuTYLF5+bietLUE6I7kXn97O5Z8fE5MbMyGbF5/aTntbJBcyeeavW6iuauzryy/Ex5Ks9AshhBCn6VDFyZiuMsGAQXNjJ4/++DKK3yrH63NStLCAb33tpZhSmWDAoLUlwCM/XMDalRXRUp47b3gOs6tCJ1ry8/APLmXdyiriElwULSzk9q88E7O/QCCMEbZ4cPE81q+uIiHJLvn5+jWxJTXBYBilKR743qVsLK4iKcXD3IWF3PxfT8bkwmETh0Pjvu8WUbaumuQ0H3Pmj+DGq56E7qU8poXH6+De786lbF01aRlxzLx0BDde9c8e5yo+wcM9j85h84YaMrLjmTpzKF+/5umYjAKSU33c+fBstpXWkpmTwOTpedxx3bMxOU1XHD7UxKDByR/wSolPHCXde96NTPqFEEKI05SVm0BTY0d0Au506SQkuXni228SDpmYlsW2TXbryZbmzujE2uXWiYt3s/ihNzEMC9O02Lm1jvTMONrbTsbkPF4nix9aimlamIbF7u1HScuIo7a6KToBd7sdOJwaP3h4aeQpthb7dh4jJd3P0cOnouN1uR0oBT96ZCko+2m3+/fUk5zmp/5YazTncOqYpsWPH1tmd94xTMr315OU4qOxoT2a03SNUNDkx48tR9PsXFV5AwkJHk41d0ZzCkVHe4ifPP5WNFddcRKP1xlTGgSK9tYgP//9CjRdYYRNaqsbcbp0jI5uLUVNi4zs+DN0FYX4ZJH3QkIIIcRpuv7WKcQnevD6nLg9DoaOSGX/7hO0tgTo6AgR6AxTVX6SwjGZXTm3g+EF6ezYXEdba5COdjtXvr+e8RfkEhfvjuYKR2eyqaSatrZILhBm/57jTJoyCH+cK5LTGT0+i/WrKmlvC0Vze3YcY9rMofj8ds7l1hl/QS6rlx2ko+PtnMHOrXXMLBqO1+eM5i64cCDLX9tHZ0eYjvYQwYDB1tJa5i0sxOvtyl04PY83XtpNoLMrV7q+mss+MwqP12HnXDpTZw7hled2xuTWr6niiqvG4PZ05S4pGs4LT20nEIjkggbFyyv4zBfH4XZ35YoWFjIsP62vL78QH0uy0i+EEEKcpvTMOB54fC5rllfg8TkpWljI/be9FFMqEwoatDR3cv93iyheUYHX52TeokLu+eoLsaU3AYP2drt7z7qVFfjj3BQtKuSb1z8bU1ITDBgEgwb3faeIktWVxCV4KFpUwG3XPhMztkAgjGHYXX42FFeRmGSX8tzyxadicqGggVKKex+bw8a1h0hK8TF3YQE3XfVkTM4Im2gOxT2PzqF0/SFS0/3MvjSf1ctjS3lM08LpcnDXw7PZvKGG9Mw4Lp49jJVLDsTkLMvC43Nx54Oz2FpWS0ZWPBfNGMKy1/fF5JSC+HgP3/z2TLZtOkxWbgIz5434oJdIfIIpTbr39EYm/UIIIcRpqipvYPGDS7AsC5RizfKDDMxLpqW5M1rr73LrJCZ5+M69r9v9LJVi7YoKBuQl2f38u+V8PieP3/sGFvZkd+3KCgYMSuLgvvpoCZHb7cDp0vneA28AduvL9asryR2USFX5yZicpuCJB9+M5jYUV5EzMJGaqsboGw6nU8MwTBY/ZJf8KKUoXXeIrNwEjtQ2R3Oargh0hvnho0uj+ytbX01GZjzHj7VE35goBW2tnfzPY8uj+9tUUkNKqo+G+q7SIICmhnb+8b+l0dzW0lriEzw0d3uQmWlaHD/awp9/VxI97o7Nddx+/yUopc7g1RTik0HKe4QQQojT9JffbaCzM0wgYBDoDHOyvp0BeUlk5Sbicuk4HBoXThvMltJaAt1y9SdaGV6QTmZWfDQ39ZKhbFx7iEAgTDAQJtAZ5sSxVkaNyyY9Mw6X285dPGcYa1dU2Cv+kf0dqzvFhEkDSE33R3OzF+SzcsnBmNzhmmYuungwKWl2TndozLt8JMte3Ucw2JWrqWri4jnDSErx2fcLODQWfmY0b/57T8z+qspPMveyAhKTvLjdDnSHxqeuHMtrz++O2V/5/nrmf3oUCYme6P4+e/V4Xnl+V0xu3+7jfOrKMcQnuKO5K798Hq88vzPmuDu3HWHvzmN9ffmF+FiSlX4hhBDiNDV1W5EGu+tNW0uAG2+fwrqVlXj9TuZeVsDDd74SmwuZtLeHuPGOqaxfXWl371lYyP23vhSTCwXtSe5Nd0ylZE0V8Qlu5i4spHhFRUwuGDQIh01uvGMqG4urSEjyUrSwkOXvKJUJhwxMw+LG26dQur6a5GQvRYsKee3F3T1eB8CNt09hU4n9IK65lxXw4tPbY3KmYaJpihtvn8LmjTWkpccxe/4InvvH1picZVk4nTo33D7FLuXJjOfi2cP411+29DinbreT62+9iO1b6sjMjufC6YN56v9tiskoZZ/7LRtrOLD3BGkZccyYMwyHU++xP/HJpcmSdq9k0i+EEEKcptHjsylZXUUoZD9MyuXWSUj2svjBJYRCBpqmWPHGfvJHZbBt0+HoE3hdbh2/38UPH15KMGjgcGisfPMAwwrS2bX1SHTS7XLrOFw6P3p0WTS3YskBhheksXfnsa6cS8cyLX7yneV2zqmxeulBho5I48CeE9En9TqcOp2dYX72/RUEAwZOp8bq5eUMGZ5K5YH6aEmSrivaWgL84omVBIN2bs1b5eQNS6W6oquESCnFyYY2/vW3zZGcbpck5SVzuLqxq/2oBUfrTvHPP5URDBi4XDrrVlWSmRPP0boWrMj+LMuiuuokK5cciObWr6okJc1P/fHWaKmRaVoc2HuC4uXlBAJhXG6dtSvK+fYTl8qTeoV4H/IvRAghhDhN1948mdHjs9A0he7QuOwzo9m8oYZg0MCywDAs2lqDZGTFMXJMJkpTOCIlMCVrqghGnjwbDpu0tgQYNCSZ/FEZds6p8dkvjmfdivLY3KkAI0amM6wgDaUpnE6Nq647n9XLDnblQianmjsZMyGbofmpKGW3E736+onRCTVAKGQ/zfeCCwcyeJidc7l1rr15Mstf3x/dXyhk0tTQwdQZQxg0JDmau+5rF9qlQQEDLPuTiYYTbVxSNJwBeXbO7XFww+1TunLYn0wcP9rCvEWF5A5IRCnweJ3c9I1pLH8tNnesroXLPz+G7Fw75/U5+eqd01jx5n4CAfsJv8GAQc2hJnZvP3r2Lr4QH1Oy0i+EEEKcJrfbwez5BTicGh6PkwunDWb10oMxGdO0CAQM5iwowOV24PO5mDQljyUv743JGYZFKGgyZ0E+Xp8Tf5yL8y8cxMvP7ozJhcMmRthizoIC4uJd+OPcTJg4gGf/vuUd+zMwTYvZ8/OJT3ATn+Bh3Pm5/OOPZT2Oa2HnEpM8JCZ7GXNeDsHIhDqaM02UgjkLCti8oYaUNB+jxmUTCpsxOcu00HXF7Pn5bCs7TGqGn/xRmRhmz04qDofO7AX57NhsP6Ng+Ii0mI5Gb3O6dGbNH8GubUfJyo4nb0gKCkX3tkZKKTo7Qj1/WXwiKWVJ9553IZN+IYQQ4jSVrKnkj79aTzBooBSUrq9m0tRBbCw+FF0ld7l0PG4Hv/mfNTG58yYNYFNJdUxOYfF/f76WYCCSW1fN2PNy2FJaS6hbLhAI84dfrYvmytbXMGpcNjs210VLjRwOnZbmAK88Z98Eq2lQtr6aUeOy2L3taDSnOxT1x9t48antkZzdlWfk2Cz27joWLUnSNEVdbTNrV9o3EWu6nSsYlcHBvSeipUYoqDzYYH+SETDQI7nh+WlUHGzAeDtnwd5dxyhdd8jOOTQ2ldSQNzSF6qrGaM4CtpUdZvPGmq7chmpyBiZSV9MU80TkESMzPtLrLUR/IOU9QgghxGl64ant0Um7ZUGgM4zH62TG3OHExbtJTvXx37deROm66nfkQiSlepg2ayhx8S5S0nzcGLlZ9+3Slrf3l5kTz5QZQ4iLd5Ga7uerd01n/arK2FwgzOBhKUyeloc/zkVahp9bvzUjOkEHME07VzAyg4lTBuKPc5GeGccd98+MdgOycxadnWHGnpfD+ZO7ct94YCbFb3XLGRYdHSEmThnI+Im5+PwuMrLjuevB2TH7MwyLjvYQU2cOZdz5Ofj8LrJy4rnr4Vkxr8MIm7S2Bph16QhGj8/C53eRnZvA3Q/PYuPaQzG5llMB5l8xkpFj7VzOwETuf7yIpGTv2bjsQnysyUq/EEII8R4sy2LFmwdYueQALpfOZ68ej/mO0hYAwzDJGZBESpoPj8dBSpo/eiNt177AMiErJ4GUND9er5OUNF/MqjXYE3DLhMyceFLS/Pj8LpJTfD33Z5pYlkVWJBcX7yYpxYtp9iy9sRRk5iSQUt1MfIKbxCRP9Mbc7q8VBVk58RypbSYhyUtici/7s0ApjaycBI4daSE5xUt8kqdHiY5lWWiaIisngRPHWklJ9RGX4On1PGuavb+T9e2kpfvxx7l7zemaInNAIiebOsnIjCM+ofec+ORSsqTdK2X1VkR3FkycONEqKyt7/6AQQgjRh5a8spdn/rY5uuLscunMKBpu30Dbfdvc4axeHrtt+uxhFK+oiNbJu9w602f13DblkqGsX9W1Su5y60y9ZAjruq2Iu90OLpw+mJLi2G2Tp+exobjrkwK3x8EFFw2ibP2hd2wbSNn66pht500aEC2fAfB4HIyfmMuW0lp7mwKPx8nY87LZVnbY/tQism3M+Gy2bz4cLV3yeJ2MHJPJzq1HYrYVjslkV7dtXp+L4QVp7Nl5LPJUYPD5XQzNtzsThYIGSlP4/U7yhqawf8+JbttcDBiazIG99dEuSXHxbn70fz6F3+/6aP9DEFFKqU2WZU3s63H05rz0BGvFZy/q62H0kPz7pX1+zuS9kBBCCPEelr+2NzopBruzTCgY5sovncfAwckML0jjzodmsbWstkdO0+CzXxzHwLwkhhemc/cjcyKT7K6bZYMBA7/PyRVXjWNAXhIjRqbzrcfmsqmk5h37C5Oc6mXR58YwIC+JglEZ3Pd4kX1/QLdcKGSQk5vAgk+PtnOjM3nge/N67M8Im+QNS2HeopHkDkpk5NgsHlx8KZs2dMtZ9icYBaMymLuokNxBiYwal8VDiy9lS2lNTOmSYZiMOT+H2fPzyR2YyKhx2Ty4+NKuNwvdchOn5DFz3ghyByYyZkI2D3x/Hru2Honev2CZFuGwybSZQ5kxdxi5AxMZOyGb+747l327j0fvSzBNi2AwzB55YJcQ70vKe4QQQoj3oPXS/13TdepPtNF0sh2nS6epsQPtHU8EUgp0Xaf+eBtNjR242oI0N3agaapHTtMV9cdbaW7soLMjxKnmzh7HVUqhNPvmWzsXpqW5s+dxAUtBw/FWmk52EAyEaTnViaZ6HldZ0HCijebGTkIhu2a+x/iwb6p9e3xGpM0o6h1ddFBgQf2JNpqbOjBNu21pbyzLouG4nbOAjrbec6YF9cfs86eUoqMj1LPLj2U/X0CItykl3Xt6I+U9QgghxHvo3qkH1a3MZk1lTCnPnMvyWf7a/mgZi9vt4IIpgyhdG9vRZ/aCAt56Y1+0A4/b42TCpFw2l9TE5GZdOoIVkd76b5fK9NbR55KiEaxa1pXz+lwUjsmM6ejjcutcPHsYa94qj3b08fr+P3vnHV7Feef7z7TT1XtDFIFE7wZM7zZgXOKW4hLHceKK7bi3JI6dxMmm7N5NstmbdXY3xd3G3fSOBEj0LoE6QhKot1Nm5v4xh5EGYbLce7Mmm/fzPDzmSB+/M3PO8eN33vm+v5+LIfnJHNlf7/CunDOI7RvL7Yo+/oCL3MGJjoo+LrfC1BkDKYrGimRFIibGTUZWHGXHeiv6uN0qk64c0FupR5GIjfOQlOKn/ESTXann/KiRosrEx3uJiXdTXdFiex6vysgJWezbXUsoaDUtS0zy8aNfLsPlFuuY/11c7vGejV+a8kWfRj/if7v2C3/PxH8hAoFAIBBchKkzB+HxamxeW4bbrbLk+pH88ocb+kV5ursi3PudmWxZX4bHo7HsxlF2R92+nmEYfHPFdLZvPIHP5+Kam0bz8tOr+nmqpnD3g1dSuPkkfr+b5TeP4XuPfWxP+MGK8vhjXNx571R2bqsgJtbDtTeP4dkVH9oTebBq/Ccm+7j9ninsKqwkLt7DdbeM5Yl7V/aW3MSqzJOeGcvX7p5MyY5q4hO8XHvLGB675z3Hpl/ThNzBiQwemsyeXdUkpvi55sbRfOee9+wuuwAmJsOGpzB4aBL7S2pJTg2w9PqRPPbtlf02EY8en8mQYckc3HuKlPQYrl4+gsfvW4lx3ibnyVNyyMtP5vD+06RlxHLDLaPFhF8g+C8g/isRCAQCgeAvMG5SNuMmZduvPR7N8XtZlnC5FTatLWN/SS2KIpGZExf1uns9xeq4u3ltGQf31qEqMjkDE3B7VNrbgranKFYH301rSjl8oB5VlckdkoTLrdLV2duISlFlFFli89oyjh2qR9MUhgxLtmr69/TuG1AVGUmS2LS2lLKjjbhcKkMLUnG5FcekX1YkMCU2rSnjZOkZXG6V/JFpaJpid8EFkCUJO3BbOAAAIABJREFUwzTZuraUihNNuD0qBSPTUBWJcJ/JvCRJ6LrJ5rVlVJU3Wxt7R6cjXSCNEw7rbFpbRk1VCz6fixGj0/s5pgmhsM76LeXU1LQRqGhmzKQsxo7N+AufoODvBUkCWexYvSAi3iMQCAQCwSVycO8p/vGHGwmFrMiK16cxfHQ6e3fVOqIyi68ZzqoPjtiez+9iaEEK+/ecckRlFi8fzqr3o54qEwi4yB2SyOF9p+1JucutsOiaAlZ/cJRQWEdVZAKxbjKz4zh+uMHpLRvO6g+PRJ8YyMTFeUlO81N29Ixd9tPlVli4tIA1Hx21vYREH7FxHipOnLXLiLpcCguW5rP2EyuSpGkKiSk+PB6N6opme8X+/OiS5lJISQtYzb2qWzhX9dPlUpizaCgb15TaXnpmLOGQTv3pdvtJgcutMGvBELasPUkwGEFzKWTlxNIcMWhs7LSz/W6Xwk//YQmpKYG/+ucusLic4z0TUmPNTTdefvGe2N+IeI9AIBAIBH9zjBqXydMvL2Lr+pN4/RoLl+Tzvcc+cURqQkGd9rYgT764kG2bThIIuFiwtIBnH/rQnvCf84I9EZ743gK2byknEHCxcNlwnrzvfccqfCiogwmPvTCfoi0VxCa4Wbh0OI9+812HFw5ZE+lHnpvHrm0VxCV6Wbh0OA99/S1HnX89YuAPuFjxzByKC6tISPKzaFk+933tTUf0xjBN4hN8PPjkbHbvqCIpJcD8q/O572tvODbVmkBqWoD7H5/Fnp01pKQFmLN4KA/c9qbDkySJ7Nx47n10BvtLaknJiGHmvCGs+Po7jmiQJEkMHppCwch0Duw5RXpWLFNmDWLFig8d48mKxImyJhITfDSf7SI2zo37vCcxAsHfCpIkKUAxUGua5jJJkgYBrwNJQAlwm2maIUmS3MB/AhOBs8AtpmlWXGxsMekXCAQCgeAS6WgL8vtfF1FX04ZhmrQ2dRMT56G5qTfKo6oyfr+LV39dREN0BbutNUhMrNsR5dE0GY9X499+VciZxk4Mw6SrK0wg1k1Xn6o2mktBcyn8268KaT7bhW6Y9PToBAIuR5RH0xQUReLVXxVa1XYMk0jYwB9w09rce36KKmMCr/6qiPa2HnTdxDQMfH6XVZ3nnKfIGIbJq78qorMjiKGbSJKEx6PR3d0bNZJlCV03ePVXRXR3hTB0E1mR0FyKY/8DEoSCEX7/67309IQxdBNNVZAVqV/Ov6c7zGuvFhMMRjAME/cFsvuGAV3tQR668y3CYR3TMLnz21OYMT/v0j5Uwf8YJPlvunrPCuAIEBt9/QrwC9M0X5ck6V+AbwC/if6z2TTNPEmSbo16t1xsYJF6EggEAoHgEvn9r4uorW4lHNbRIwY7tlUwZkImbo+Ky63g9qgkJvuoLG/idG0r4ZBOJGJQuKmcSVfm4nb3ekkpAY4fbqD+dDvhkDXe5rUnmDZrIC63YnspaQEO7Kmjsb6DUNTb8OlxZi7IszyX5aVnxlJcVM3Zxk7bW/3hUeZdNQyXq9fLyomjaFM5TWc6CQUt7+P3DrFwWYHDy8mNZ9OaUlqauggFret4/839XHXtcIc3aEgSqz86SmtLt+2999o+ll4/Elf0hsXtUcnLT+aT9w7T1tpje2/9YQ/LbhiFy93r5Y9IZeUb+2lvC1pe2OD135ew/Jo+5+dWGT06jXf/sIfOjhChoE44bPAfv93J6dq2L/prIhBcEpIkZQNLgd9FX0vAPODtqPIfwHXRv18bfU309/Oj/uciVvoFAoFAILhETpaesctIghW9aW3u4Xs/vZot60/i9aksXFrAE/e9b2fjAYLBCB3tQZ5/5Sq2byrH59NYeE0Bj979rqNKTSgYIdgT4bkfL6ZwUwUxsW4WLC3goTvfcqyGB4MRDN3k2ZcXU7SlnNh4LwuW5nP/eRGdUCiCLEs8/fIidm6tIC7Bx4Kl+Xzr1tccURk9YuByKTz5g4Xs3FZJUrKP+UvyufumPzujPIaJL+Dise/Op2RHNcmpAeYuyuPuW17rW7ofgLgEL995YR67d1STmh7D9LmDue9rbzocSYKkVD8PPzOXfcU1pGXFMmX6QB66822HJysSOWmxPPboDPbtqSMzO5aJE7N47J73HJ6iyFRXNpOeFYtA8DfEL4EngJjo6ySgxTTNc4/yaoCs6N+zgGoA0zQjkiS1Rv0znze4mPQLBAKBQHCJpGbE0NzUZU+ENZdCbJybV15YS09PBNMwOXKgnuTUAO2tPbbncikEAi5+8t211lMC3eD4kQaSUvx0dobsCbPLreDxavz0u+uIRAx03aDsaCNJyX5qq1vt83C7VVRN5iffX4uhm+i6wcnSMyQk+aiva7c9l0tFkuCn31uHaZroEYOq8ibiE32cbey0PVVTME2Tf/j+OsC6CaipaiEu3ktLc98qRDKRsM4vXtoAkuXV1bQSCLgd0SBJkujpifCLlzcgSRKRiMHpunbcHpXurt5oEEh0dYb44//ehSxb3pn6DlRNduxDMAyT9rYefv+bIttrXt7B+QucumGQkiY29v5dIoF0eeZYkiVJ6lvB5l9N0/zXcy8kSVoGNJimWSJJ0py/xglcnm+LQCAQCASXMXfdP5VAjBuvT7MiMAMTKD12hrbWHnq6wwSDEcqONjJyTDr+QK+XOySRQ/tO097WQ3dXmFBQ5+ihesZfkY3f77K9IcOS2bOzmo72oO0d2lfHFdMH4vNrtjd0eAo7tlTQ2RGyvf0ltcyYNwSvN+q5VYaPTmPL+hN0dUa9kE7JjmrmLR6Gx6va3ujxmaz79DjdXWHb27G1koXLCnB7LM/lVhg/OZtVHxylu7vX27bhJEtvGOHwJk8bwMfvHKSnO0J3V5hwSGfzmjKW3zQat7vXmzZrIO+/sZ9gT6+39pNjXH/rGFxuxfZmLRjCO3/e6/BWfXiEG74yttdzKSy4Op+BQ5K+6K+JQNCXM6ZpTurz51/P+/10YLkkSRVYG3fnAf8IxEuSdG6RPhuojf69FsgBiP4+DmtD7+ciVvoFAoFAILhE0jJiefZHi9my7gQej8qia4bz5P3vnxep0Wlr7eGZHy5m24YTeH0uFi3LtxpY9YnAhII6XZ1hnnl5Eds2luMPuFi0rIAVd73t8IJBnVAowtM/WEThlnJiYjwsWFbAA7e96YjUBIPWE4SnX15I4eYK4uI9LFxWwLdufd1xDeFoh+EnX1zIjq2VJCT5WLhkGHff/JrD0yMGqibzxIsL2LWtkqSUAHMXD+Xum//s8AzTxOXWeOy78ygprCYlPcDM+Xl861bneCZWNOjRF+ayZ0cNaZmxTJ01kM3rTzg8WZKIjfPyyLNz2VdcS0Z2LBOm5LBxVZnTkyUSk/2seHoO+3efIisnjlkLxCZewd8Wpmk+DTwNEF3pf8w0za9KkvQWcCPWjcAdwPvRf+WD6OvC6O/Xm3+hDr+Y9AsEAoFAcIlUVzTz8jOrME0T04Ttm8rJyomnrbXHzua73Apx8V5efOITMK15edHmcjJz4ig90thb396t4PNpvPjkZ0hY3s5tlWRkx1Feetb23G4Vl0vhpWdW2d6uwkrSs2KpKm/qrVvvUZFliZefXg3R1EvJjmrSs2KprWrpjSRpCrpu8KPnVtvxmD07q0lND3C6rt2+kVAUmXBI55Xn19jevuIaklP8nGnojQZJEnR3hfjpd9chyZZ3YPcp4hN8NDd1Od6/tpZu/hSN8phYfQ/8ARftrb3RIMM0OdPYwb9HozwmcHj/adwelUhHb1UjwzA5faqNj945aJ/f8SON3P3gtH6xH8HfCcr/qM/9SeB1SZJeAvYA/xb9+b8Bf5AkqQxoAm79SwOJeI9AIBAIBJfI739dRHd3mJ5ua8NtY0MHAwYlkJoWwO1R0TSFcZOz2VdSQ093hJ4ey6uva2PYiFSSUvy4PVYef/K0ARQXVhHs6fVO1bQyenwGCUk+25s6cyDbNpU7vJqqFiZNyyE+sdebMXcwm9aUEYxuBg72RKg62cy0WYOIjffiiXpzFg1l3afH7T4BwZ4I5aVnmb1gKLFxHstTZRYszeez9484vNKjjSxYWkBMrBuP1xrv6utG8PG7hwiFer0jB+tZcv0I/DEu+7jXfGkUH759kFBIt6/j4N46lt80Bp+/17v2ljH9vL3FtdzwlXF4fZp93Bu+MpYP3jrgOL9d2yo5cfxz9zMKBJc1pmluNE1zWfTvJ03TvMI0zTzTNG8yTTMY/XlP9HVe9Pcn/9K4YqVfIBAIBIJLpLmpyxGpiYQNOtuD3Pf4LLZtOInXq7FwaQHPrPjA8e+FwwZdnWHuf3wWhZvK8fk1Fi4bzhP3OqvPhEM6Pd069z8+i6It5QRi3CxcWsAjd7/r8M6VqHzg8Zns2FpJTJwV5dlyXlQmHLY2F9//+Ex2ba8kPsHLwqUFrP30mMOLRAyQ4b7HZlJcWEViko8FS/L55L1DDs/QDVRF5tvfmcmendUkpfiZu3gYH7x5wOGZponmUrj30ZnsLa4hJTXAjPlDeO/1/f3eU69X49uPTmf/7lOkpccwddYg3v3TXocjSeAPuPjWI9M5sKeOjKxYJk0bwNt/dHqyLNHSp2eCQCAQk36BQCAQCC6ZgpFp7NxeaXfWdblV4hK8vPTUZ0TCBooisWH1cQbnJXNgzym7Y67LreDza/zwmVVEIgaKIrNxTRmD8pI5cuC0w3O7FX783GrLU2U2rSljcF4Sxw432BVtXG4FCXjlhbVEIjqKqrBlXRm5gxM5efyMXS5U1RRCoQj/8P11RMI6qqqwZd1JcgclUHGiyY4QKYpEd2eIn7+4nnBYR9MUtm04Sc7ABGoqmzGihXQkSaK1pZs3/7Db7gBcuKmcjOw46mrbejvrmtBY38GfXy22vaItFSSnBWg83W5HjUzD5FRNC//5r8d6va0VVnWhM532DZZhmJSXnWXDquO2t2t7JYEYt2OSrxsGuYMT/lofv+ByRsKOlwmciHiPQCAQCASXyO3fnsLQglRkWUKWJRYsGcbunTWEgjqGYRIOG3S0hUjPimXIsGTbu2r5CHZsrSAUOufptLf2MCgvkYF5SciyhKJILPvSKLZtPNnrhXRaW7opGJVG7uAE27vuljFsWlsW9awnBM1N3YydmEV2bq9341fHsWFVafT8rE3GTWc7mXxlLlkD4i1Plbn16xNZ+8kxQiEd07S8Mw2dTJ87mPSsOGRZQtVkvnr3JFZ/eJRQMOoFderr2pl31VDSM2KQZQlNk7n9W1ew6sMjDu9UTStXXTuclPSo51K4876prPrA6dVUtrD8xtGkpASQZQmXW+Eb909j7cfO41acaOJLXxlHYrIPWZZwe1Tu/c5MUtJi/vIHKRD8HSFW+gUCgUAguES8Xo1rbhxFQqIXt1djzqKhFG6ucDi6bhDsCXPNTaPZuuEEfr+LWQuGsHF1qcOLRAyCQZ3lN41m+6aT+AMuZswdwqoPjji9sEE4bHlFWyqIifUwbfbgfpGaSNi6Ubj25tHs2FpBXIKXKTMG8tZ5EZhzzcWW3zSK4sIq4hN9TJ42gD/9bpfTMwwkCZbfNJrdO6tJSvYz/ooc/v03OxyeaZjIssw1N41m7y4ryjN6QqajOdk5VFVm+Y2j2L/7FKnpMQwflc75dUckrCcZy24axaG9daRlxJBXkGxlfPpkqyQJPF6V5TeN5uC+OrKy4xgxOr3fMQWCv3fEpF8gEAgEgkukuLCK3/5iK6GQjiRB4aZyxl+RTXFhlVUKE6J1413804822t72TeWMmZDJ7p01vZ5LQVUk/vknmwgFdWQZCjdVMGJ0Gvt2n3J4kYjBr3+2JepJFG4+ScHodA7trSMctjxNU+jsCPEvv9hqeYpE4aZyCkamceTgaTuSpCgyzWe7eO/1fbZXtLmcYSNSKT3SaEeNZFmivq6dt/+4l1BQR1FkirZUkFeQQnnpWdtDgurKZrZtOBn1JIq2VjBoSCKVJ5vtSJJpmpQdbaRoSyWhYARVldm5rYLs3Hhqq1rsmwTThIP76ti1vZJQUEfVZHZtryQtI4bTtW12JMk0oWRHDbt3VBEK6uzVZIqLqvj+z5aiacp/w7dBcHkhgSKCLBdCvCsCgUAgEFwib/9pD6HoZNw0IdgTJhDjZtqsgXi8KjGxbr561yRrwnqel5QS4IorB+DxqMTGebjj21Mo3FJBKGh5hgE93WEyc+KZOCXH9u56YJoV+bE9k+7uCEOGJjF2chZuj0pcvIdvPjydretP9Hq6SU93mOGj0xgzIQu3WyU+wcu935nJ5nVOr7srzLhJ2Ywal2F5iV7uf2wWm9f2erpu0NkRYsqMgQwfnY7LrZCY5OPBJ2ef55l0tAeZOT+PglGpuNwKScl+Vjw1m63rTxIKRgDrSUdrSw8LluQzdLjlJaf6WfHMHAo3ldvjRcIGLc3dLL1+BHkFKbjcCilpAVY8PZud2yoc3tnGTo4erP+rfw8Egr8lxEq/QCAQCAR/ga3rT7BxdSkut8p1t46xV8vPYZoQCUfIy0/hVE0bHo9KzqAEwud5hgF6RGdIfgr1pzvwejWyBsT3G88wTHTdIK8ghcaGDvwBN5nZcXYkx/Z0A8M0GVaQQvOZLgKxbjIyY/t70VXxvIIUWpu7iYnzkH4hzzSRZYlHnpvX59pMDN3pYZpIksTQghQ6O4MkJPpISYvp3cDbx5NlyMtPobsrTGKyn6SUwAXfY1mxxgsFIySnBkhI8l3QU1WFoQUpRMI6KWkxxMb7ovX4nceORJ98CAQCCzHpFwgEAoHgImxYdZw/v1psrySXHm1gxrwhjtV0l0tB1VT++Ltd9s+OH2ngyjmD2d5ndd7lUojoJq//e0mvd7iBK2bmsqPPar/LpdDdFWbNx7vtnx07VM+kqQPYVVhp/0xzKTSd6aJwc3RFXIJjB+sZNzmb3Tuq7acMqqpQV9tmbSIOWlGjowfrGTc5i33FtbanKDJjJ2U7rl+SJCZfmUvJjmo7aiTLEscP17Nnl7V5WZKbOHqwnlHjMziyv96OGkmyzIE9dewvsY5RccLyho9O4/jhRsuTrPGKC6s5vK8u6p3lyMHTDBueStnxRiJha1+BLMts3XCSo4fqCdvjnWbgkEQqTzbZnqoqDBuR+lf4NggueyRAVO+5ICLeIxAIBALBRfgsWlXmHKGgjh4xWH7TGNIzYxgwKIEHnpzNnp3V/TxNk1l2wyjSMmPIHZTAimfmsLuoyuEFgxFiYt1cfe0I0jJiyB2cyKPPz6O40OmFQxGSU/0sWlZAWkYMg/KSeOyF+eza3sczIRTWyc6NZ8GSfMsbmsQT31/Azm29NwumCZGIzuChycxdPIzU9ABDhiXz1A8WkpbRv+rN3Q9dyewFeaSmB8grSOGplxY5zs+MViIaNymbmfOHkJoeYGhBCk+9tNBx83GuYtGUGQO5cs4gUtMCDBueytMvLbRvDCwPwkGdmQvymDbT8vJHpvHkiws4tL/OvvkwDJNgMMKipQVcMT2XlLQABaPSeeEnV+EPuP9/fPwCwf8YxEq/QCAQCAQXQbrAoqEsQygYtktHhkN6NGJy3r8L9AQjhIM6ElJ0Q6/Ts15KBHsihELWBt1zq/b9R4OeHp1QSEdRIoTDer/zkyQJ04Senoi1UVaTL+jZ59cTtrroBiP2ZPp8zk2uz3XbjYT1flV0wHrZd7zz40O2ZprW9YZ1QsGI/WTgAqJ1HdHjhj9nPOPceOeuI3xhTyD4e0Yyz6+R9d/EpEmTzOLi4i/k2AKBQCAQ/FfZuuEE//GbHfYqtNutMm32ILZvcsZ25l01jPWrjts/c3tUpkwfSNHWcoc3Z/FQNq4utSf2brfKxKkDKO4T23G5FGYvzLNq8EfjOG6PyrhJztiOy604okZW+UqNUeMy2Ftc66gkdOXsQWzfVEEoGEGSJbxelfyRaRzcW+fwXvz5UjKy4hzvwT/9aCP7d9fak2m3W2XitN5zlmUJf8DFgIEJHD/S0Ot5VMZPzmZ39CmILEv2voMTpWfsvQwer8ro8ZnsK6m1K//ExHlISvFTeaLJrhDk9WkUjErj0N666I2PTFy8h9h4DzWVLZYngc/n4ie/uZaYWM9f4RshkCSpxDTNSV/0eVyICRlx5ra7pn/Rp9EP3w8//cLfM7HSLxAIBALBRZgxdwgut8qm1aW4PSrX3DjaLq95jnMrzN94YBpb1p3A49W49ubR/PwH6/t5AHd+eyrbNp3E59O47pYx/Pj5Nf08za1w2zevoGhrBX6/i+tvHcsPnvrUHgOsJwyx0UpBO7dXEojxcMNXxvLCox87Vu0jEYOUtBhuvXMCxYVVxMZ5+NJXx/H0gx84NhEbhsn+klOOSb9pmuzZVWNvBgZrZX3IsCRyByWwt7iGxCQf1395HI/fu9Kxmdc0TYaPTmfA4EQO7K4lKcXPtbeM4cl733eMZ5owdlI2uYMTObSvjpTUANfcNJon738fQ3eON3XmIAblJXHkwGlS02O4+roRPLfio97SoaZ1HaVHG5lwRc6lfdgCwf9gxKRfIBAIBIKLEA7r7C6q5ujBehRVZsiwZNxu5/8+ZdnaVFsS9VRNZtiIVFz9PAlVUygpquLYwXpUTbHKXrqc9eQVRUZTFXbvsMZzuRRGjs1Ac6nQGXZ4iqJQEvXcHpUxEzLRNIVgT6TXk2WQoKSommOH6nF7NMZNzkbTFMekX5YkDNPgx8+t5viRBjxejTvunYKqyY6bElmSMA0o2VHNiWONeH0uJk4bgCJLRIy+jbMkDMNgd1EV5WVn8QVcTJqae8GokR4x2L2jmsqTTdRWtzJx2oB+jhWlirB7RzVV5c3U1bQxceoA+qUWTJOerjDPPfwRtVUtxMV7ufc7M8gfmXaBT1gg+PtAxHsEAoFAILgIf/jXnWxaW+aIwCxaVsDqD49GM/hWpGb0+Cx276y+iCfh9WkMH53OvuIaOwJjecNZ/eER2/MFXAwtSOHAnlP2pNzlVli0tIDVHx2NRlsk/AE3uYMTOXLgtL3S7XIpLFhawNqPe72YWA+ZOXEcO9xg5+xdLoX5Vw9j3WdWJElRrahMckqAE6VnHN7cq4axIRpdUlWZ+EQvsXEeKk822c20XC6F2YuGsmlNqe0lpfjxeFWqK1rslX2XS2HG/N5IkqbJpKTFIElQV9uKEb0HsSJJg+0YlabJpGXGEA4ZNNZ32OO53SpXzMhlx1ar2ZemKWTmxNLZEeLsmS77yYPbo/KTX19LfOKFS4EK/utc1vGezDhz2zdmfNGn0Q/fS5984e+ZWOkXCAQCgeAi7C2ucURlQkGdlqZunnhxATu2VOD2aMy7ahg/ePLTfl5nR4jvvDCP7ZvK8fldLLpmON999GPHRtNQUCcc1nnkubkUbi4nEONh8TUFPP3gh45V+FBQB1lixTNzKNpaQVych8XXDOexb6/sjbZgPZlwexQefGo2O7dVEh/v5aprR/DwN95xbKzVdYOYOKv51q7CShKTfSy+ZgQP3vFWvyhPcoqfex+dQcmOapJTAixcVsADt79J33VDE8jIiuWeh6ezd2cNyWkB5i/J56E73nJ4kiQxaEgSw0elsa+4htT0WGYvyuORb7xrT/jBepowbEQKw0encWB3LWmZsUyfO4Qnvr3ScX6SLDF6fCbDR1tZ/4ycOKbMGMQzD3zgiBrJssTJsrOMm+Slva0Hf8CNqooihoK/H8SkXyAQCASCixAT5+FMQ6f9WlFk4hK8DC1IZWhBby34QKyH5qbuXk+V8Xo1Xvt9CTWVLXaTK3+Mi7bWHttTNRmXW+G135dwqroV0zSRJPAHXHR1hmxP06zIz59fLaH+VBumaaIoMj6/yxHl0TQFRZZ57dViGk53YJrWqrnXrxFu0R3nByZ/frWYs2c6MQ3weF14fRqdHb3HVWQZ3TD586slNDd1gWmdm9ut0tPnuLIsoUcMXnu1hNaWbjAhJtaDqinOqkCStRfh3df20d7WAybExnuQZcmZ8weCPRFWvnGAro4QJibxCd7z6wVhmibdXSHe+dM+urtCgER8gg/jvCSDYZi0twV56M636OkOI0kS33pkOpOm5X7uZy8Q/E9CxHsEAoFAILgIJ0vP8OPn12DoBpIs4fO7eOmXy/pVhik92sBPv7sOw7C8mBgPWblxHNp32l5hd7tVFi8fzmcfHMYwrO63cfFeUtICHDtUb0dl3G6Vq64bwacrD2EYJopsRWriE7yUHmu0N7e63ApLrhvJJ7YnkZQSwOvTKC872xupcSssuX4kn7x7CCN6s5CaHkCWJWf05tx470U9WSYjO5ZI2KC2usVesXe5FZZcO4JPVh62vezceDo6gjTUtfd6LoWrrhvBZyut61VUmYGDEzl7ppMzjZ12xU+XS2HxtcNZ9cERDN3yBg9N4nRtm+NGyuVSWHTNcFZ/1OsNG55C5clmx42Uy60w/+p81n16zPZGjE6n9GgDHe0hh/ej/7Wc5NQLdwkWXJjLO94Tb2675zKM93z/4y/8PRMr/QKBQCAQXITBQ5P53j8sYcvaMtwejQVL8wnE9G/8NLQglRd+chVbN5zE69NYuDSfJ+//wBGpCQYjdHQEef6Vq9i+8SQ+v5uFS/P5zj3v2RP+c16wJ8yzP1xM4ZZyAjFuFi7JZ8Vd7ziq2YSCOoZh8vRLi9ixpYLYeA8LlxZw/21vOlbNw9Hylk++uICd26uIT/CyYGkB3/7yaw5Pj5i4PSqPf38BxdurSEjysWDJML55y2vOKI9h4o91850X5lOyo4rkFD9zFg/jnltfc5bulyAxyccjz81lz64aUtICzJg3hPu/9qbDk2SJ1PQYVjw9h30ltaRlxDJ1Ri4Pff0dx3ssKxLZA+J58MnZHNhjVRkaf0U2j3/rPYenyNaG6/xRaRzaV0f2gHhGjsngmYc+cHqKTHVFMx6vRn1dO0nJvotm/jvagtSfbicpxU98gvfnLq5KAAAgAElEQVRzPYHgckRM+gUCgUAguAgtTV38/AfraW/twTBNSo828Mhz8/rlwZvOdPLzlzbQ2RHE0E1OHj9DUrLfWoGOTnA1l4Lf7+LnL66nuzuMoZtUnGgiIcnriNS4XAper8bPX9pAsCeCrhtUl7eQkOijrrat13MrqJrML17aQCiko+sGtdWtxCV4aazv6DOeiiRJ/PKHGwmHDXTd4PSpNmLjvTSf7bI9VZMxgV/+cAOGbhKJGJxp6CAm1uNYSZcVGT1i8I8/2hDt7mvQdLYLv9/luA5JkggGI/zTjzcBEAkbtDR1o7mc1YUwoacrzD//bjNIEAnrtLd0o6gSep9kkGlAR3uQf/9NEZIsEQkbdLR2c34nM90waGnp5o0/7kWWJSJhnetvGePI+IO1r6HpTCePfvPdqGdw650TWLC0oN/3YPfOan7zsy0oikwkYvDVb0xm7uKh/TyB4HJF7GARCAQCgeAi/P7XRZxt7Ix2uNU5friBtR8f7ef97n9tp/lsFz3dVmfYwwdOM2pcBj6fhter4fGoZA+I48jBelpbemzvwJ5TTJwyAG8fb8CgBPYW19LW0k1Pd5hwSGdvcQ1TZw3E41Xx+jTcHpXBecns2l5Fe1uP7RVvr2Lm/CG4Pb1eXkEy2zacoL09aHtFWyqYf/Uw3B4Vj9fyCkamsXHVcTrbQ3R3Wd6WdSdYvLwAt7t3vJFjM1j90VG6OsO2t+GzUpbeMNLaPxD1xk7M4uN3D9HdFfXCOms+Psq1N4+2PK8WbU6Ww8o39tPdfc4z+OT9w1x3yxj7BsjtVpkyM5d3/ryXnp6IPd6H7x7iulvH2OO53Aoz5g7hzT/uJWh7BivfPMC1fcZzua0GaG/8554+ns4b/7Gb+ro2x2fb0x3mNz/bQiio29f7p3/bxZmGjn7fA8EXiyRZT44utz+XA2KlXyAQCASCi1BT1eKIwIRCOpUnm2hv6+HY4QZcLoURo9OprW51ekGdttYenn/larauP4HP72LB0gIeu+fd87wIXV1hnvvRYrZvKscfcLFwWQErvv62I1ITjN50PPujxRRuKic2zsPCJfncd5uzOk4wGMEwTJ59eRFFWyqITfCycGkB3zovehMO6UiSxFM/WMjObZUkJPmYf3U+37z5z47r13UDVVN48sUF7CqsIinZz9yrhvKNm5yeYZq4PRpPfG8BJUXVJKcFmDl/MN+69fV+76k/xooG7d1ZQ1pGDFfMzKXo9gqHI0nWhtxHnp/HvuJaMrJjmHBFDts3ljs8WZZISQuw4pk5HCg5RVZuPKPHZ7Jp40mHpygyGTnxPPT0bA7uqSNnYAL5I1PZvOaE01NlTp9qR4+Y1FS1kJIWwO1Rkc9rLqCqMvV17WI/gOBvBjHpFwgEAoHgImQPiKfpbJdj82xCoo8nol1lTdMkNT2GjKxY2lp6HJtiY+M9/ODJT61SlKbJru2VpGfF0tlxxuH5/C5eemqVNSc3TUqKqknLiKHiRJM9oXe7VTSXwstPr0JCwjBNdu+sITUjhprKZoenyDIvP7saSZIwTZN9xbWkpgc4VdvWGzXSFEzT5MfPrbEq55gmB/acIjnVT8Pp3hVsRZEJh3ReeWEtkmw1yDq0v47EJB9NZ3qjQbIkEewJ85PvrUWWZUzT5OihemLjPLS29EaDwIro/OzFdZZnmBw7XI/Ppzk22ZqmSUtzF//+myJkxfLKjp5BcymOEqWGbtJ4up3f/dMBZEXGMAyunDMYRZEI9zmmrhucqm7hwzd7vVnz885PBqFHDCpPNvHPr2yyvbmLh/arBhSJGKRlxPwXvkECweWBiPcIBAKBQHARvn7/NJJT/Hg8Ki6XQv6INI4daaC7K0RPd5hgT4TTtW0MyksiMcmHx2t5I8dkcGD3Kbq6wvR0h+npiVBb3crwUWnEJ3htb8yELEqKquju7vWqKpoZOymbuKinuRTGT8mmaEsFPd0RuqPHrThxlsnTBxAT57E8TeGK6blsWltGsCdin9/J42eYPmcIMTFuPF4NTVO4cs4g1n1yjGCwd7zjhxuYu3gYgXOeS2HmgjxWf3iEYDBCT3eEYE+Ew/tPs2hZAT6/yx5v3tXD+OidQ4SCun3c/SW1LLlhFD6/htenoWkyi68p4IM3D/R6wQi7d9Zw7c1jrIiTzxpv6fUjWfnGfkKhXm/n1kpu/Oo4PF7VPu41N41i5RsHbC8U1Nm+8SS3fG08Ho+KN+pdf+to3u8zXiios3ldGbfcMcGOQmmawg1fGcf7bzq9DZ+VcusdE+3okuZS+No3J4tV/ssVRb78/lwGiJV+gUAgEAguQnyCl4efmcvW9Sdwe1QWLM3n+Yc/dkRqwmGdjrYgjzw3167es2BJPk898EG/SE1nZ5iHn5vL9o3l+ANaNPLjrD4TDun0dEd4+Nm5FG2OVu9ZWsCKu952eKGgTiRs8MgzcyjaWklcvIcFSwt44LY3neOFI5imycPPzmXntgri4n0sXFbA5rVlDi8SNkCCFU/PZldhFYlJPuYvyWfdJ849DIZuoKoKDz01m907qklODTBnUR6fvn/Y4ZmGidut8MCTs9m7s4bU9ABXzh3Cx+86PQCvz8X9j89kf8kp0jJjmTIjlw/eOuhwJNmKBt332EwO7KkjMzuW8ZOz+eDNAw5PlmXi473c98gMDu2rI2tAPKPGZvD+n/c7PEWRSUr2862Hp3PkYD05ufHkj0zjvdf3ORqjKarVDfieFdM5driB3EEJzJg3pN81CASXM2LSLxAIBALBRThx/AyvPL8G3TCQJYkNq0oZPCyZtrYee2LocivEJXh58YnP0HUDWZbYuKqUgUMSObzvtB1HcblV/AGNl576zK7Tv2lNGQOHJHL0YAO63jue26Pww6dXWZ4isXltGbmDEyk96qzTL0nwo+fWRD2ZLetOkDMogfLS3jr9qqag6wavPL/GHm/7xpNk5yZQXdFse4oqEeyJ8NPvrbPr6hduriBrQDy11a129RtJlmhv6+HnP1iPbpioikzRlnLSM2Kpr2tz3BA1neniz68Wo+smqiqzc5vV/bdvnX7TMDld18Z//usO29u13SpB2re6kKGbVFc0s+bjo+gRE1WTKSmqxut3Ee4TITJ0g7Jjjaz79JjtDR+VhsutEurTKEzXDQ7vP82G1cdtb9S4DFRVJtjnO6DrBnt21rB53Qn0iIGqyRzef5p7Hp6OJF0emzQFgr/E5fG8QSAQCASCy5Q//O+dBIMRImGDUEinvS1IUqqfgUOSUFQZWZGYNT+PvcU1lhexvNaWbrJz4hkwKMH25l01lF3bquwV+lBQp6WpmyHDUsjOjUdVZRRFYtGyArZvLCcU0q3xgjrNZ7sZMSaDrOw421ty/Ug2rz3Rx4twtrGT8ZOySc+Ktb3lN41h3afHHeM11LczZUYuqRkxlqfK3PDlsaz56KjtBXsinD7Vxsx5Q0hJ9dvezbdPYNUHR6wyoRGDYNCKLs1fMoykFMtTVZkv3zWRT98/TCgY9XoiVJY3s+S6kSQm+SxPk/nq3ZP5bKXTKy9r4tqbR5OQ6EXVZDRN5vZvX8FnHxyxPN3ySo828qWvjCUu3mN5LoU77p3C6g+POrwjB+u5+Y4JxMS5rS7ILoU7753K2k+PObyDe+r48l2TCMRYntut8vX7prJxdSmhYMT2iouqqK5s+aK/noLzEdV7Phex0i8QCAQCwUXoaAs6Xuu6QXdHiFtun8CW9WV4vBqLrxlOyY7q8zyT7u4wt9wxkW0breo9i68Z3q/6TCQ6ab7ljgkURqM8C5YWsGFVqcMLh3XCYZ1b7pzIji0VxMR5mHfVMD5bebifpxsGt94xgZ3bKolL9DJ7YR7vv+GMtlhNwyRuvWMCxYVVxCf5mDkvj7f+sKff9cqyxK13TqSkqIqkFD9TZw7iT7/b5fAMw+r0e8vXJ7K7uJaUVD8Tp+Xyn7/d6XxDTasfwC13TIg24oph/ORs/uNfdjg0CevJyM23T2B/tBHXyDHp5++7RZIkvD4XN98+gYP76sjKiSN/RCqy7KzxL8sSgRgXN982gSMHTpOVG8/gockoioTep2WArEjExXu46bbxHDtUz4BBCQwYaN249d1ArCgyne3O74ZAcDkjJv0CgUAgEFyEsZOy2bym1I6FuNwK8Yk+fvq9tYRCOrIMW9adYOzELEp2VBPu4/kDbn724rqoJ7Fl3QmGj05jX3Et4XPRIJeCqsr88mWrwZasSGxZf4KhI1I5tOdUr+dWMHWDf/rRxj5eGcNGpHL4wGk7aqRpVuOrf/7JZkLRTrxb159g6PAUjh9usCeuiiLT1trNyjf2EQrqKIrEtg0nyctPoez4GbuTsCxJnGns4K0/7iEU1FFVme2byhk0NJnKE2ftTsKSBDWn2tj8xz0Ez3lbKhgwKIHqyhY7kmRiNSTbuuGENZ4mU7S5gszsOE7V9JY9NUyTY4fqKdxcQSgYQdMUdmwtt6sLnfNMw2T/7lPs2lZJMBhB06wIUXyilzONnXYkyTBMdm2romSH9aRFcymUFFYRiHHTHOqyI0mmabJl3Qn2FtcQCursKqyiZEc1Hq9KKBhxRJdyBib8///CCQR/JUS8RyAQCASCi3DrnROYfOUANE3B49W44ctj2bOz2r4JMAyreVNsvIcJU3JQNRmvT+Omr41n1/bKPp5Jd1eY1IxYxk7Otr2v3DWJos3lvZ5u0t0ZJndgAqPHZ6GqMj6/i9vunszWjf29oQWpjBxj5dD9ARd33jvVjvyAtVLf1RFm1LgMCkaloaoygRg3dz90JZvWlBEKnvNMOtuDTJiSQ/6IVJSod88j09mwqtT2IhGD9tYgV84aRF6B5cXEubn30RlsWFNGsI/X0tLD7MXDyBtmrajHxnu4//FZbFrTZ7yw1c134bICBuUloSgScQleHnxiNlvWnyAUtJbhw2Gds42dLLtxFLmDE1EUiYREL/c/MYvCTScJ2p5BQ107N3xlrLVCr0gkJvm4/4lZ7NxeaR83HNI5Vd3KzXdMIDvX8pJS/Nz32Ex276h2eFXlzXzt7slk5sShKFZfgCdfXEggxv1X/OYJ/u+QQLkM/1wGiJV+gUAgEAgugqYp3PPwDO55uPdnaz855nBM05ocjpuURXtrDx6vRv7IND5575DDMwyTcCjC+EnZdHWE8Po08gpSHJtLwZqoRyIG4yZn0d0dwh9wM6QgxX6K0NfTdZ1xk7MJBiPExHoYPCyJcNjpGYaBacK4ydlEIgaxcR4GDkm8gGctY4+blIVhmMQleMkdlGCv+tueaSLJMH5yFpIECYk+cgYmohvOWvamaSLLMmMmZ4OqkJTsIzM7jvNK3gNWhZyxk7LRXArJKf7PrYGvqgpjJ2XhciukpseQmuaPbqbtM6gkobkUxk7MwuNVSc+MJTHJhyxJ9L1iSZZwu1XGTszE59fIyIojPsGHfF4GW5YlPF6NMROyCMS4ycqJJzVd1OgX/G0hmRf6L++/gUmTJpnFxcVfyLEFAoFAIPh/4d3X9vHpykP2arDLpTD3qmFsWHXc/pnbrXLFzFx2bKlweHMWD41uCtVBsrxJUwc4ngq4XAqzFuSxeV2Z7XncKuOuyGZ3UbUjajR97mC2bThJKKgjSeD2aIwen8He4lpH1Gja7EEUbiq3PY9XY/ioNA7srevjqUyZkcuOrdY5S7KEz6eRl5/C4QOnbc/tVpk4LYfiQisqI8vgC7jJyUvi2JEGO5Lk8aiMn5DJ7l01UU+yJs2ZMZw4fsaOJHm8GqPGZbB/d63lKRKxsR6S0wJUlJ21IkkSeKM3U4f319mRpNh4D3HxXmoqW4hEDCTJKv85ZFgyxw7VWxEnVSYh0YvXp3Gqpg096vn8LgYMSqTsWCPhkBVJSkzxoaoK9afa0HUTSZYIBFxkZMdRXnbW8jSZ1PQYfvDzpaia8t/xlbuskCSpxDTNSV/0eVyIidkJ5vaH5nzRp9EPz5Mrv/D3TMR7BAKBQCC4RK67ZQxXXzuCpBQ/6VmxfOvRGY5ICEAwGMHrUVm0rIDEZB8ZWbHc//gsdm2v6vVMCAUjxCV6mb8kn8ToSviDT81m57ZKpxfSScuIZc7ioSQm+cgaEMfDz8xl59Ze79wThwGDEpm1YAiJST6yB8Tznefns2NzhcOLhHWGDU9lxpzBJCT5yBmYwOPfm09Rn5sU0zAJhXRGjc9k2qxBJCT5GDAogSdenO+4mTEM6zomT85mypW5JCR6GTg4kSefn8fOPtdrGCahYIRpcwYz+Zw3JIknvj/f8f4ZuklPd5i5i4cyYWoOCYleBucl8fj35ts3BhDdLN0VZvHy4YybnE18opchw1J47IV5HN5/ujfiFDHoaA+x/KYxjJ2YRXyil7yCFB55Zi6lRxvsm5lIxKCtpYcbvzqO0RMsb1hBCg88Mdue8EM0ktTYSfmJs3+V75fg/wGJLz7Kc5nGe8SkXyAQCASC/ws0l4KiyHZ5ygs9OTex4kFWaUoFRZW5YLYFE02T7RKWqnqh/z2bYJqo58aLls/sP5yJJFnHVaLjKarE+ZoZ/aO6FPu4iiLRT4Toca3fq5qCLH/+9MGjyLgAtwTqBSY7Jtam33Pnr5077gWR+lyHgvw5nU2laJzn3HVIskS/Mj+YIJn2+6uqCtLnHPfc+Z373C54udLnfJQCwWWKiPcIBAKBQHCJvP/mAT5654AztrNoKBv7bFC1IjWDKdx00uHNXpjHprVlzhhQn0jNOW/6vCHR2I61QdXtUZk4NYfi7VWOeM+0WYMo3FzujAFNzrZWzvvGdvpEjc7Fe0aOzWBfSe3nxnakc5GaUWkc7BMDcntUxk3KZs+uakcMaMiwZI4crLc9j1dl5IRM9u0+1RsD8rsZmBtP6ZFGa09B9BgFo9I4tLfOrnQUiHGTnhXLyVIrBmTHdvKTOXaw3q5gFBPrJjklQOXJJjve4w9YsZ3So1Zs51wMKDbOQ21Vq+XJEv6ARmZ2vL2KrygyCUlePF6NulorBiTLEoFYFylpMVSdbCYctmJAyakBXvrHZWgi3nNZMTEnwdz+8Nwv+jT64XnsvS/8PRMbeQUCgUAguES2rCtzRHlCIZ1QOMJtd09my/oTuL0a1986lv/1yqZ+niRLfOWuSWzbcBKv38WXvjKWn724vp/n92vccvt4irZU4Au4uPGr4/jx82scm37DIZ3EZB83fnUcO7dXERPj5sbbxvODJz51dp6N6GRkxnLDl8dSXFhFTJyHm2+fwAuPfOzYzKvrBgMHJ5KVE8+endXExnu5+fbxPPvQh3ZpTrBiOsNGpJI1II59xbUkJPm46bbxPP3AB/ZmYLDiQWPGZZI9IJ79e+pISvJx01fG8vSDH/Z6pjXexKk55OTGc2jfaZJT/Vz/5bE808czTWtD8oy5gxkwMIGjB+tJSQuw/KbRPP/ox/ZmY9O0YjrzrhpK7uBEjh9uIC0zhquvG8GLj39qlyw1DZNI2OTq60Zw9GA9pUcbyMyKY9E1Bbz01Cp7PMMwCQcNrr15DAd2n+JEaSNZOfHceufEv8sJ/98Cl0szrMsNMekXCAQCgeASUTVn3kOSQFMVjh1ppLK8GU1TqCpvQjvPk2UrNnLsUANV5c1oboWqiuZ+48mKhCzLHDvSQGV5E263SnVlixUPcngykiRx/EgjVeVNeDwatVUX8KKToGOHG6iqaMbr1airaUVRZcekX5YlTBOOHa6nqqIZn6+T07VtyIqM3qfTlSxJmKbB8cMNVFc003Smk4bT7dZky3BW0TF0k9KDDdSebKK1sZPG+o4LvqeGbnLscCPVFc20NHdztrHrgl4krHM8eh2tLT00N3VdMFoVDhu2197WQ1tLN4ZxnmRaewyOH26gpqqFzvYQU2cNcty4gFWtKNQT4fiRBk7VtNLVEeZsY6co2Sn4m0LEewQCgUAguESKi6r47c+3Wiv30ajMuMnZlBRWOSrwLFhWwNqPjjq80eMz2bOrxlFZZ8HV+az95Jjd7Mvrc5E/Ko0DJc4mXvOX5LPu02N2JRyf30VefjKH9tU5vauHse6z43aFG1/ARe6gRI4eqrcr5pwfSVIUiUCsh8zsWEqPNNor4udXElJUmdg4D8kpfsrPVdbhXCSpt5LQuYo5MbEeqsqb7CcF50eSVFUmKcWP26NSU9XbxMvtVpk8fYC9oVnVZJJT/MiyzOlTbfbE3O1RmTAlh5KiaNMtTSY1I4ZI2KCxvt2e6Hu8KmMmZNlNtzRNJiM7jq7OEGfPdNlNvLw+jRFj0jmw55TdxCsnN57mpm5amnqbePn8Gv/w2xvwB1x/te/Z5cplHe8ZkGAWPjb/iz6NfrhXvPOFv2dipV8gEAgEgktk0tQB+J+fx5Z1ZXi8GouXj+BHz612RGpCIZ2erhAPPzuXretP4Au4uGr5CF584lNHvf1QUEc3TB58ajaFG8vxxbhYct1Inn/kI3sif248VZW5/7FZFG0uJybew5LrR/LUfe87vHBYx+t3ce+jM9mxtYK4eA9LbhjFY/e8Z0/4wYryJCT5uGfFdHZtryIhycfSG0by8F1vO6M8pklaZgx3P3glJTuqSU72cdW1I3no62/128iak5vAXfdPZc/OGpJTAyxeXsCKr7/j8CRJYkh+MsNGpLKvpJa09ADzry7g0W++61hhlyQYOSaDYSNSObi3jvTMWGYvzOOJe9/v5024Ipv8ESkc3l9PRnYsM+YOjkaDnMedNmsg+SNTOXaogaycOK6YMZDvfudje8J/jtkLhzJ8dDrHDjcwYGA84ybn8NJTnzmuwzShqryJglFpdHeF8fq0aL+AC2OaJl3dYXzei3sCwV8LMekXCAQCgeAS6e4O8/6b+zl2qAEAza3i97toPtsbSVEUGbdHY+Ub+yk72mhvWPX5Ndpae2xPVWXcboX339jPydKzSBLExLjx+jQ6O0K2p2lWZZqVb+ynsrwJCYiN8+LxafT0RHrH0xQkSeK91/dRU9WCBCQm+/F4VUeU51wEaOUb+zlV04okSSSnWivuXZ3hXk+WMQyTla/v53RdG7IskZwWwOVS7S64YOWodd3gvdf3c6a+A1mWSM+MQVVlx00JWCUvP3r7IGcbO5EVmfSsuH7RIBOr7OlHbx+kuakLRZHJzIrtVzLHNKG7K8wHbx6ktaUbRZXJyIrrF+UxDJPOjhAfvn2Q9tYe9pUopGfHOm5wwIoZtbf28MFbB+hsD3Jg9ylSM2L7NSjTdYPms108eOdbdHWEcLlVHnpqNiPGZHA+x0rP8MrPt9DVHcbjVnnikRmMKEjt5wkEf01EvEcgEAgEgkvkX36xlV3bK3ujMm6FRdcMZ/WHR6IVX2T8ARcD8xI5uKeuNwLjVrhq+Qg+e/8wEd1AUWSrWdWAOI4eqHd4V187gk9X9npx8R5S0gIcP9zgiMpcfd0I/g977x0dx3Xe7z8zs7uzu9iC3isBECDYO8UmdlIkRUWS1avVe7Mkq8uyZVsuyc9O4l8Sx0ncJatLLGLvvTeQBEn03gGibpmZ7x+zHGAIRk5xIjqe5xzoHEAP7s4Olufce+dz3/eLT04RDqvYbCLRsS780S5Kz7UYURmHLLHkuhGs/fS04cUlROF02aksazN2zh2yxDUrivjis8h4dpHEJC+CKFBb1WHyFl87gnWf6+PZ7frEPRQMU197wZiXO2SJRcsLWb/qDOGQis0ukZ4VTfeFfpobuwc8h8SCZYVsXHOGcEjBbreRmRNDW0sPra29RhnRwdGli15OfiwNtV10tPcZfx+HHIkurT9nePkjEqgsa6PrQsDkzZqXx87NpYRCYewOG4Wjkigtaaa7a2DBJcs2pl+dw+7t5QQDYRyyjVFjkzl9sonenkGe08Zf//x6vD6n8bO+vhAPP72Svr6BhZTTaeMffnItnqg/z2jQlR3vidX2vLjgq76MIchPfvCV3zNrp9/CwsLCwuKPoCgqjfVd2O0S8YlRlAzKxoMe0bnQ3sdr7yxh95YynG47C5YW8OrTK42J/EWvpyfIK99fzN5t5bg9DhYsLeTFRz8Z4gUCCi+9vYh9O8vxeJwsXF7AM/d/bNqZDgYUNA1e/PZC9u+qwOd3sXBZAU/e+4Ex4Qf98KvDbuP5b83nwO5KYmLdLFhWyKN3/MEUlVHCGs4oO994Yx4H91bp3tICHr7tPXO0RdXwR7t49tW5HN5fTVyCh7lL8nnkEg8gPtHDUy/P4diBGhKSPMycl8sTd5ujQYIo6E3JXrya44drSUzxMW1WNs/c96Gpb4AoCWTlxvHY87MpPlJHcrqPidMyef7hT0yvKYkiBUVJFI5K4vSxBlIz/Ywen8orT640e5LImAmpjBidxJmTjaRnRTNidDJvPLva5ImSwMSrMhgxJpmzp5vIzIllWH4cxS+tNXuiQG11J5k5Ii0tvcTFuWlq7uHS5geCIFBXf4H0FB+tLT3ExUfh/jNdAFj8+WBN+i0sLCwsLL6ECx19fO/V9bS19qKqGqPGpRAT66Zt0A60zS4S5ZP5+x9up7O9D1XRqK3qIDrGRWf7QJTHbhdxR9n5+x9so+tCAFXRqK+5gD/aZdpZtjsknE4bf//DbfR0B1EVlaaGLnzRMv2Ddowdst6Q6mc/3EZvbwhVUWlt7sbrc9La3DPodW0IosDPfridQH+YsKLS3taHxyvTOWiH3GbXm3397Ec7CAbDhMMq3RcCeLyyaYdcr+aj8rMf7yAcVgiHVXp7Ajhddvp6B65PEASCQYV/+PEOFEUlHFbp6wths4umEqUAff0hfvuTg6iqRjisEgiEh1QN0jTo6Q7yq3/ch6bpXnBQxOgiqqpyobOPP/zqCKB7N981fkhVHkVRaWvt5Q+/PASC3rn35nsmoCiXRHnCKk1NPbz7y8MIIiibSrnt7vGmhRropUJr6zp55wdbEQUBVdW4/a4JpgWi7ilUl7Xxg9c2IEoiqqLyyDMzmDwtc0D8qhgAACAASURBVMh7sbD4U2HFeywsLCwsLL6En35vK8cO1ZgiNQuXFrJ53VmjVGRsXBQxcS5On2w0RWoWrxjBxlUlaGigQUKyB3eUg3Onm4zM+cUoz7qVp/UfaJCU6sNmEyk/3zpQpUa2sfT6ItZ8egoh0g02LTMaJaxQVd5u7JzLThvLbhjJ6o+KESINgLNyYunpCVJX3THgyTaW3ziSlR+d1Et6apCTH097aw8N9V3GgkaWbVz7tVF8/uEJo6Tn8KJE6ms6aWkaWFjIssS1N43h8/ePI0q6VzQ6mfLSVjrazNGbFTeN5vMPTuilP4HR41M4fbp5SPTmuhtGsfKDyOuiH9g9dqjOFKlxyBLLbxzFqg9P6q+rwuTpmRzaV21agDgcEstu1O/Lxfcx7eps9u2ooL8vbPKWXj+SNZ8UI0gCmqoxc14eO7aWmc4wOBwSS68tZO3npxFE3ZuzOJ+NW8sIDFrQOBx6xGn1+nP666oai+flsXXladPBb4dD4if/fAPeP4MyoFd0vCcrVtv70sKv+jKG4Hjs/a/8nlk7/RYWFhYWFl9CVUXbkEhNe3sv3/rxUnZsOo/stLNweSEvPf6ZKVITDChc6OjnjR8uYeeWMlxuO4uWF/KNhz4xHTINBhT6ekO89s417N5Wiscjs3BpAU/f/5FpZzoQCBMMKrz6vcXs3VGO1+dk4fJCHr/zfVNUJhgIo6oar35/MXu2l+OPcbFoWQEP3WqO3oTCCqIk8vLbi9i/q5KYODcLrhnOAze/a0qjKIqKXZb45rcXcnB3FXEJbuYsHs4DN//edJ80TS93+cJb8zm0t5qEJC+z5g/j4VvfM3kCAl6/k+ffmM/h/dUkpXiZNjuHR+/5wOSJgkBsQhTPvj6PYwdrSEnzM2FqOgd2f2z2RIHkVB9PvzqH44fqSM+KZtS4FPbtqjR5kk0kIyuGJ795NSeP1ZOZHUPByET2bqsY4g0bHs/jL87m1PEGsnNjyc6NY+e2siFe4ehkcvLiOVPcyLD8OFIzo9m0vXyIN2FsCnk5sZw900Te8HgS46LY8UUJBM0Hq5sbuui+0E9DfRcpqT6SU31YWPypsCb9FhYWFhYWX0JKup+2lt6BQ6wOiegYF2+/tJZwSEXTNA7v0yevFzr6TZ4v2snbr6xDVTRUVePowVoSU7x0dwVMh11dbjvfe2UdmqZ7xw/XkZDkpaq8zbQz75BtfP+19YBejebk0TrikzzUVncMOuxqQ5IEvv/qehB07/RxvcttQ12X8b7sdglN0/jBGxsQIlGUMycbiY13m3bwJZtIOKTywzc3IoqRZltnmomOcZl28AVBIBgI8+NvbUaU9Eo+ZWdbhkSDAHp7gvz425uRIl75+VacTrtpB1/VNC509POrf9iLFIkTVZW3YbOLpliNqmq0tfTwi7/bbXhzFuUbDckuooRVGuou8Ol7x5FsIkpYZf7SAv0pzCVeTWW74W1Zq7Lo2kKUS6JB4bBK2bkWPv/DiYh3lmv+qsi08AO9UlHJiUZWfnACm01k26oSlt048rLRoKOH61j9SbHxPm69ewILlxZgYfGnQPzjioWFhYWFxV8u9z02jehYF06XDVm2MWx4POdLWujuCtDXF6K/P0xNZQd5wxPwRztxuezIssTwokSKj9bT2x2krzdEoD9MZVkbI8cm4/M7cbntOGSJEaOSOXKght7eAa/sbAvjp6Tj9Q14o8ansHdHOX29IcM7d6aZqbOy8Hj0Ep8Oh8S4yens2FRKX9+Ad+ZkI7Pm5RHlcRjepGmZbF57lv6+sOEVH6tn3pLhuKPshjdtVjbrV50m0B/xAmGOHqxlyYoRuNy6Z3dIzJw/jNUfnyQQ0L1gQOHg3iqW3zgKp8tmeHMW5/H5+ycIDvL27ajk+ptH43QOeIuWFvDpe8eMJyHBgMLOzaXcePs45EHeNdcV8fHvzd7W9ef42p3jkeUBb9kNI/nkveMEgxEvqLBpTQk33TneWHjZHRLX3jyaT941e+tXnuGWO8eZvBtuGc1nl4y35tNT3HLrGBwOybh/N908mpXvHyc0yFv1YTE33T7W7N0+llUfF+vj9eneu786RGdH/x//kFqYEYUr7+sKwNrpt7CwsLCw+BJi46N48a0F7NhUiizbWLC8kNeeWmmOyoQULnT288JbC9i5uRSX28GCpQV88/HPzF5QobsryAvfms/ubeW4oxwsXF7Icw98bIrUBIMK/X0hnn9zPnu3l+PxyixYVsBTX//QdG3BgEI4qPL8t+azb0c5Pr+LBcsKePzO981eMIyqaXzjjXns31VJdIybhcsKeOjWd01eOKQiCALPvT6PA7uriI13M/+aArZvPG/yVEVFsok8++pcvWFXgoc5i/PY9MVZk6dpGrLTFqnyU0NisocZc4axYVWJ+SYL4Hbbeealqzl2sJakVC9TZ2Sz7tPTZk0U8PqcPPnNqzlxuI7UDB9jJ6Wz5pNikyeJejfgx1+cTfHRetIy/Ywcm8LqSz2bSEKSh8efn0Xx8QYyc2LJL0xg1YcnIWT2UtP8PPbMDM6cbCIrN4bsnFhWvn/C1IPAZhPJyYrlscemce50Mzl5caSkelllk8yeXSR/eAIPPXkV50tayCuIJy4+CptdNPVSsNkk2lt78EcPlAC1sPivYk36LSwsLCwsvoTKsja+G4neCAhs23CezGGxXOjsN9XV98e6eOuFL9BUDUEU2LbhHFk5sZw6Xm86BOzxynznm5HxRIEdm0rJyI7h7Okm0yFgWbbx9strQdMnuzu3lJGRFUPp2ZZBh3slREmIRIP0fPvubWWkZUab6u/bHRKqqvLOaxvQ0L29O8pJzYimpqrD6Egr2QRCwTA/fGOj4e3fWUlKmp/62k5jASOIAr3dQX781ibj+wN7KklM8tDU2G1awHS09/H7fzloeIf2VhMd66KtZaCRmaZqtDT18Jt/2m94R/ZV4/E6TDvdqqJRV9PJ2s9PGe/36MFanC47odBAhEhRVCrK2li/8rThjR6fit0umaoGKWGVs6eb2LimxPAmTE4bGg1SVE4erWPz2rOGN3l6JjDUO7i3iu0bzqNqGtsiXYDVS4qmqKrGrm3l7NhahqppbNlwnplzc4ZEgzRNIzHZe+lH0sLiv4QV77GwsLCwsPgSfvWP+wj0hyO188N0tPeSmOwhLTMau11CsolMm5XD8UO1uhdUCPSH6WjrIyMnmtR0v+HNnDuMg7urjEO5gf4wrS09DB+RQHKqD7tDQpJE5izMZ8/2CoIBxfCam7oZNT6VxBSv4c1fVsiOjaUEAwqhiNdY18XEaRnEJ0bpnk1kyYoRbP7iLMHggFdXc4Grrs4mLt6NI+Itv3EU61eVmLyaqg6uXphHTNyA91e3jGXtZ3r1mYvXV1nWxsJlhUTHuHA49FKiN94+ljWfFJu80rMtLLt+JL5op+HdfM8EVn980uSdPd3MdbeMweuXdc8uctt9E1n9SbHp/Z463sCNd4zD45VxyBJ2u8gdD0zii09PmbwTR+q45e4JRHkcOBwSdofEXQ9NYf3KMybv0P4abr9vIu5IrMrhkLj7oSlsXF1i8vbvrOTOBybhckU8WeLuh6ewZd1ZAoGw7gXC7NpWzt0PTcHptOmLOaeNux6awrbNpSZv+6Yy7nloMnLEc7psPPPS1Vb9/v8sAiAJV97XFYC1029hYWFhYfEldHb0mb5XFI2eriD3PDKFXVvKcLr06j1vPb/G5IXDKr3dIe55dKoe5XHrUZ4Du80NosIhlf7+MPc+MpW9OyrweB0sXD6CnVvM1WJCQYVQUPf27azA53eyaPkINq0xR2VCIQUlrHLvo9M4sLsSf4zurfn0lPl9hBXQ4N5Hp3FoTyXRcW4WLivk0/eOX/J+9cjPPY9O49CBauLjo5izOJ8PfnPY5KmqhiSJ3PvINI4crCYxUW/E9d4vzR6a/uThnkemcvxQLUkpXqbMzDKeBgzG6bJz98NTOXlYb8Q1bnIGv/uF2RMEAZfbzt0PT6H4aD2pGX5GjktFFAUGdwIQRQGPT+bOBydz5kQjaZnRDB+RgCgJMKjUvySJ+GNc3PHgZM4WN5GeHUNOfrx+oHnQ4VvJJhIb7+b2+ydx/kwzWbmxZGbHYIscfL6ILRIhuu2+SZSdbSE7L47UdL0kqznKI5KS5uf2eydQdr6VvPx4RoxKHnJPLCz+q1iTfgsLCwsLiy9h9PhUdm4pIxQpr+iQJWLi3bzz2gaCQQVREti6/hxFY5I5eqDGyG47ZAmvT+aHb2wkGFKQRIGtG84xfEQixw/XGhNDPcpj58ff3kQwoCBJAlvXnye/MIHiY/WmCJEgCPzNdzYTDCpINpFtG86TVxDPmeImlIhnt0uEQgo/+e4WgkEFm01k+8ZScocncL6k2fAkSaSnO8jfvrOVYEDBZhfZsamUYflxlJ9vNSJJoiDQ1tHHH947RjCoYLeLbN9aTtawWKrK201lRRsbu3jvV4cIBnRv19Zy0jKjqavuMMqUamhUV3awbcO5iCexZ3s5iSlemuq7jPE0TaP0bDM7NulPMuwOib3by4mJc9PS1G1EjVRV5fTJRvZE6uM7HJK+KPLJtLX2DniKxpEDNezbWUkwEMbhkDi4txK320Ew2GdEklRVY++OSg7uqSQYUHDIErn58ciyjUD/wOpA0zS2bTjPkQM1urdDoqAoCZtNYvAqQtM01q08zYkjdQQDCnt2VDBidBLCJREiQYDPPzxB8YkGwys+3sBjz81EEK6MnWKLP2+seI+FhYWFhcWXcPv9kxk7Uc952+0iy24YxZH9NUZjJVXR6OsNERvnZtT41Igncd0tYziwu0r3NP0JQW9PkJQ0LyPHpCCKAg6HxNfuGMee7WVG1lxRNHq6A2TnxlI4Kkn3ZIlb7pnAjs2lxusqYZXu7gCFI5MYPiIRQRSQnTbuuH8S2zacN7xwWKXrQoCxE1PJHR6PIIDTaeOeR6ayZd1Z43XDIZULnf1Mnp5FTn7Ec9n4+uPT2LjurDFeKKTS0d7L9Hm5ZOfGIgh6ff4Hn7qKTWtKjPFCIZXWlh7mLRlOZo7uuaMcPPzMTDZ/MdhTaGroZsl1I0jLjEYQIMrj4JHnZrJl3bkBL6jQWNfFiptGk5qhex6vzKPfmMWOjeeNhljBoEJddSc33D6OlDQ/ggBen8wjz81g99Zyo4NvMKhQWdbOLfdMIDnFBwL4o5088txM9u+sMF43GFAoO9/KHQ9M0vP1AkTHuHj4mZkc2ldt8s6eauSeR6YQnxgFAsTEuXno6RkcP1w3yAtz+ngDDzw2jbh4NwgQF+/mgcenUXy8wTTeoQM1NDd2/498rv/vIiCIV97XlYC1029hYWFhYfElOBwSs+blooRVZKfEhKkZ7Nh0STUbVSMQUJg5L1dvUuWyMW5SOhtXnTF7ikYopDJz3jAEUcDttjNmYhorPzxp8hRFIxxWmTkvF8km4vHKjBqXyke/O2r2wiphRWX6wjzwOPD7ZIrGpxL8t0OXjKf3E5g1dxhOlx2/30nhqCRTR9iL16ehMXPuMNxuO9GxbgqKEk2VZwDUyOHiGfNzcfudxMW5yStIMDUxA32XW5IEZswZhs/vJC4hiuzcWC451wqA3SYxc+4wio/Vk5DkITM7Zqgk6NGgmXOHcep4A0mpXlLT/ZGd8EGDCgJOl43pc3IoKW4iOc1HUqo/0j9gQBNFAafbzvQ5OZw73Uxqhp+EJM+QyI8oCkRFOZg+J4fSkhbSs6KJjXcjSeYojyjqf6sZc4ZRdq6VzJwYomNdSJIwuBgQoiTi88vMmJ1DZWkbWbmx+P0uREmEQaEkSRToH/R0wcLiv4OgXe5f3v8CkyZN0g4eHJrfs7CwsLCwuJLYs72cf/37PcYEWZZtTJ2dzd7t5caurEOWmH9NAZsu7mALujd5eib7d1UOeA6JedcMZ/NafYddEEB22hg3OZ3De6uN13A4JOYszmfr+nOG53TZGT0+hSMHageiRg6JGdcMZ8s2PdoiCOBy2RmXH8/xQ3VGZtwhS8ycl8uuzWUEAmFEEVxuB3mFCZw6Vm+KJE2/ehi7t+lPHkRRwO1xkJkfz+lTjcYEV5Ylpk3PYm9kR1yUBDwemYw0H+fONBuRJFm2MWl6hv7EIxJd8vqdxCd6qDjfOuBF7sGR/dURTyQ6xoUv2kl1RbvhOV12Ro1L4fjhWj2SZBOJjnXhcjuoq+4wFh0ut53CUUkUH6s3vLiEKCRJpLH+gu4J4HY7yC2Ip+RkoxGFSkj2oCoazY3dqKpmPKHIGhbLuTPNhCIRp+RUH319IdpaelBVjCcPqel+ys63RjyJtEw/Fzr66Wjv08cTBbw+mcQkD5Xl7brnkMjMjqGptYcLnQE0VUMUBaJjXfz4Z9dht0v/sx/y/ySCIBzSNG3SV30dl2Nidpy2743FX/VlDMF+/7tf+T2z4j0WFhYWFhZfwufvnzDtiAeCYURRYN41BfiincQnRnHf49M4tLdqoBykBoH+MC63gzkL8/FFJroPPTPDtAjQIl5cvJtZ83Px+Z0kJHl49Buz2LejYoiXmhFt7JonJnt5/MXZ7NxdaURbNA0CgTCZBQlMm52N1+8kKcXLUy/NYc/WcgKRaIuq6jGTwlGJTJ6Rhdcnk5zq49lX57J760DUSFU1gv1hxo9PYfLUDLw+mdQ0H8+/Modd2wYWPaqiEegPMWlGFuOnRLwMP994cx57tlWYokt9vSFmzc1l7KQ0vD6Z9Mxonn9jPgcG3RdFUenpDjD/muGMnpCKxyeTkR3NN16fy+FBkZpwWKW7K8DSvxrByHEpeLwymTkxPPvaXI4fqjN5nR19XHfLaEaMTsbjlcnKieXpl+dw+niDKQrV3trLzXdPoHBUEh6vTHZeHE+8OJtzp5uNxVYopNLc2M0d90+moEj3huXH88hzMymPTPh1T6G+9gL3PDKV/MIEPF6ZvOHxPPjUdKorOga8oEJ1ZTsPPX4VecPj8Xhl8gsTeP3tRVfchP+KRwAk8cr7ugKw4j0WFhYWFhYRNE1j0xclbFl3Drtd4obbx6Kq6iWSXlc+NtaFz+fEIUv4/C7TgVZDVVViEjx4/TKy047HKw/xNA00Vc9/e30yLrfj3/E0NFUjJtaF1yfjjrq8d5GLnserf11aK17/ViAm1o3X78Trk4nyXMaL/Ccm1o3XK+OPduF2O7g0o6Oh73ZHx7uJ8jvxxbpwue2XvTZB1F/X45Pxx3y5Fx3jwuuViY5xIbvsl5bGB/RYTUysG6+vW/dkG0PPvgpIkkhMnJvW5h5iYl3G4eihnn597a29RMe4sDsuM56gV/CJjnXT0d5HdOzlPUHQm3H5Y11c6OzHH+PCbheHvA9BELDZJWKjnfR29hMT7cTpvPx96Wjv41c/309tTSfZw2K558HJRHnky7oWFhex4j0WFhYWFhYR1q86wwe/OWyK48xZlM/WDedMUZ7Z8/PYvqnUOBTqcEjMXpDHjk2lxm66Q9az5zu3lJnGmzkvl51bSk3jXTU7hz2XxIWuunoYe7YN/K4s25g8M8t0yNQh25g0N4dde6qM3Wqn08ZVY1M4uGfgyYPstDFxWqZRkQYBnLKNsZPSOXKg2uSNn5yu76YHI57TTtGEVI4dqRv0MxtjxiRz7JD+s4uxooKiRE4eb9B3sCM/G1mUyImj9YQinjvKwbDh8Zw50UgoFPldt0OvQhSJ2YiigDvKQWZ2DOfONBEKqQiiQFSUncycgZiNKAp4vDLJaT7Kz7UQCqmRSJKdtIxoys62EgrpntcvE5fgoaq8jXDE8/hkEpI8VJW16b8rCfijnfj8LmqrOwzPH+PEH+2ipkr/mSQJxMS5cbrsNNReIBzWfzcm1oU7Sqa+tlP3bCLxCVGIokBTYzdKWP/duIQobHaJpvouwmEVm00kMdlDOKzR2tyNomhINpGkZC9v/3Q50qCd4mBQ4ZtPfU5bay+qokVKffp4+8dLI2cC/ue5ouM9OXHavm9d81VfxhDs9/7uK79nV8bzBgsLCwsLiyuAwVVlQJ9g9XQHuP2+SWTnxTK8KJHnXpvHsUO1xoT/oqcoCjffPV6vujMyieffmM/RA7VDxrPZRb52xzijOs8331qoVwMa7AUUPF4H1982luxhsRSNTualtxdyZFC0BSAcCpMU4+KG60eSnR3D6FFJvPnGfFMERvcU0jL8LL9hFJk5MYwam8Jr7yzh8H6zpygqOXlxXHN9EZk5MYwel8LrP1jM4YMD1YrQ9DjPiJFJLF5eSGZ2DGPGp/LG9xdz7HCdEVnRKxapjJmUzsLlhWTmxDB2Yhqvfm8RxUfrjfMGWsSbMiMrUuknhrGT0nj5uws5U9xonDfQVI1wWGP2/FzmLsonMzuGcZPTefGtBZSebTE8VdUIhzQWLC1g9sJcMrNjmDA1g+den29M+C96wYDCshtGMnNeLhnZMUyalslTL82hrqbT5PX3hrn+1rHMmDNM967K4tHnZtLU0GWcN1AVjZ7uILfeM4GrZueQkR3DlBlZ3P/kVbS19hqlUhVF40JnP3c9OIWpM7PJyI5m6sxs7np4Khc6+oxzCUpYr35UX9Np+oxWlrfR3RUwuveGwyqNDV16J2QLqznXl/BH4z2CIPwrsBxo0jRt1GX+vwD8FFgK9AL3app2+FLPwsLCwsLiSkeyXbIXJoDNLlFX3UlzQ7e+O9vQhe0STxBAsknUVnfS3NiN3S7R3NQ9ZDxB0JswXfQcDomW5m7TTi7o1WIkUaC2qpOmxm6cThutzT1DPEEUEQSRhvJ2Oqs6CLjstDf3IImXegKiAJXVHbQ0ddPTHaSttRdxSK14/fua6k6amnvo7gvR1tqHKIoog8veCKAJAhXN3dT0BOgUNNo6+4dGWxDQNKir6qC5sZtAf5gLHf2XvfeahnFfgoEw3Z2By1koqkZtdQfNTd2EQgrdXYEhUSPQUFVN/7s1daMoKn09wctoGkpYpa66U6/9r+pnDi5NQWiaRlhRqI14ggD9/eEh42naQMnQlqZuRFEg0B9GuySCpS84wtTVdNLS1IPNJhEMhIe+rqrR3trLz3+6m6aGLlLS/Vz7tZGXfd1LP5MWFpfyR+M9giDMBrqBX/87k/6lwJPok/6pwE81TZv6x17YivdYWFhYWFxpHNxbxT/9zU4jxiLLNqbOuqRSj0NiwbICNq4uMaItsmxj4lWZ+mHUQZV1FiwtYOOaQZ7TzvjJaRzcW22qwDNvaYHxlGGgUk8qRw7UmLy5S4YbtfUvRmUKRiZx4kidybt6Ub7R/EqPytjJLUjg1LGGgYo+DolZ83P12v8RL8rjICM3ljOnmgaahzkkZswdxs7IPZAkPVKTkBNDyeAKPA6JORPT2bPjoqeXpUyIjzJX6pFtTJqeyYHdlUZlHX+MC69fprq8A0UZqOgzYUq6UQvfZhOJiXPhdNmpq+40dsSdLhujx6dGnr7oXnxiFIIo0Fg30OzL5bYzYnQyJ4/WGc3IkpK9hMOqUakHwB1lJ78wgdMnGiPNyCRS0n309gRpa+nVPUH3cnLjOHe62Whalp4VTUe7XqlHi1T+ifI4SM+MofRci1GpJysnlubGLi509qNpGL0EElN8VJa1GV5ufhy11Z10dwV0T9TjR9HxUVRXthMKqTgcEoWjknj+1bn/a028ruh4z7A4bd+3l37VlzEE+12//crv2R/d6dc0bbsgCNlfolyHviDQgL2CIEQLgpCiaVr9n+gaLSwsLCws/leYNC0T5ytz2Lr+PLIscc31I/npd7cMieh0dQZ44ptXs33jeVwuG0tvGMWP3txoqvITDCr094d4/IXZ7NhcijvKzrIbRvHdl9cNRGAinqZqPPzsTHZvLcPjdbD8xtF86/k1QzyHQ+LBp6azd3sFHp/MiptG8+rTK01eKKTg9cnc/8RV7N9ZiS/ayYqbRvPiY58ZE37QIzVxCVHc+8g0Du6tIjrGyYqbx/Dsw5+Y6u2rmkZqmo97H5jMof01xMa5WHHDKB55ZpXp0K8GZAyPIy8/jiOHaomPj2LZ9SN57sGPL9np1igYmUh+QQLHDteSmORh8Yoinn/4E9OhZEGAMRPSyCtI4OSxepKSPSxYNoJvPv7ZkH4Ak6dnMXxEIqdONJCc6mPu4nxeeWrlkEPOM+cOY3hRIiXFjaSm+5g5N5c3v7HG5GkazF9aQMGoZM6dbiI9K4Yp0zN5+6V1A17k8PXS60dSMbqVcyXNZOXEMn5KBu+8tt54v1qkKdsNt42l5FQjpedayMmLZ+TYFH781iZjx15/QqBy670TKD7WQPn5FnLz4xlelMhPvrd1wFM1+ntD3PvgZA4frKW6sp3c/Hiuua7I6tobQYArphnWlcafonpPGlA96PuayM+GTPoFQXgIeAggMzPzT/DSFhYWFhYWfzqCgTCb1pRw9GAtggD+GBfOSyrLiKKA7LKxcfUZThytRxQgNj5K91oHeZKA7LSzftUZTp1oQBQF4hO9uNx2LnQORFwkSe/Mu3HVGc6cakISBZJS/Thddnq6g4Zns4vY7CIbVpdw7kwzkiSQlhmNLNvo7wsP8iREUWDd6hJKz7Viswlk5MQiyzbT4kCSRARBYMPqM1SUtmKzS2TnxuGQbfT1DrSSkkQRNFi3poSqinbsdomc3DhsdtG0yBEFfVK6/ouz1FR14HBI5BbEIYkC4cGTb0EgHFLZuKaE+ppOHLKN3IKEIdGgi1GZDWtKaKy7gOy0k1eYOCQCg6b/3TasLqG5sQuny05uQfxlIzV9vSE2rS6hpbmbkmIHucMTUC71Itn8TWtKaGvp4eypJrKHxRhPIC6iKHqn441fnKWjrZfSkhYysy/vtXf0sfGLs1zo6KPsbCup6b7Le629bPqihK7OfsrPt5GUennPF+3ixtvGYmHxn+E/VL0nstO/6t+J96wC3tE0bWfk+03ANzVN+9LsjhXvsbCwybR7VAAAIABJREFUsLC40vjlP+xl55aygaiMbGPh8gI2rDpjVItxue2MGJPM0f21puZXi68dwbqVp3VPEnFH2Rk+IpFjh2oHojIXvc9PEwrpEZgor4PsYXEUH683eUtWFLH2s1O6ZxPx+pykpvsoKW4yojIOWWLxihGs++y0cUjYH+0iLtnDuTMtxoTR4ZBYsqyQ9atOEwzokZWYOBc+v5Py863GzrlDllh47QjWrTpjRFviEqKQ3XaqKtqNnW6HQ2L+tYWs2XhefwJhl0hKjMIZ0HPvg70FS4Yb0SW7QyIlzUcoqNBQ32VMzB0OiTlL8tm6To8kORwSqRl+erqDetY+MlVxOCRmL8xj+8bzuifrTa3aWntpa+01mvLqlZNy2bVFb0bmkCVy8uJoqOuis6PP8GTZxrTZ2ezdXmF4+YUJVJW303Vh4EyB7NQbrR3YVUUgEEaWJQpGJVN6tpmeroGFmdN1sfpRjeEVjU2hpLiR3p6QyRs9IY3jB2sIBBRkWWL0xDSKj9abFlwut40Ro5IpPlYf8WxMmZnFA09O/+98zP/bXMnxnknD4rR9by/7qi9jCLY7fvOV37M/xU5/LZAx6Pv0yM8sLCwsLCz+rCg+Vm+O1ATCtDb18Nr3l7Bjcykul535Swt464U1pqhMMKDQ2d7HK99dzM4tZURF2VmwtIDXnl1lTOQver29IV56exG7t5UR5XGwaNkIvvn4p0O8UFDhxW8vZO/2crx+mYXLCnnuwU+MCf9FTxAEXnhzPnt3VuCPcbFwWSFPPvCRaYc4HFaQXXa+8do89u+uJCbWzYLlhTx+1/umqIwS1vB4HDz7yhz276shLt7FoiUFPHT3+6bDo5qmkeB38cLTMzh4qIaEBA8L5+XyyF3vDzlkmpTq44kXZnP0YA2JSV5mLczjybs/MO3EC6JAZlYsj35jFicO15KU4uOqq3N49v6PTOOJkkBeQYKezT9SR0q6j8lXZfHCo58aE3nQn06MHJvCiDFJnDrWQGqmn/GT0nnlyZUmT5QExk9Op2hsCmdONJCeHcPIMcm8+dwa03sQRYFps7IZNTaFklNNZOXEkleYwNsvrzV5giBw9aJ8Ro1P5dzpJnLy48nKieWd1zcM8RZfW8iY8amUntOjPKkZfoqPmkMSmiaw4uYxjJ2UTvn5FvJHJDJjzjAsvgThyqmWc6Xxp5j0fw48IQjCe+gHeTutPL+FhYWFxZ8j0bFuvfRhZGIo2UQ8Ppl//ttdxqHQxoYu/NEu2lp6jd+z2USivDI//+kuWiKHQluaevD5XXS2D0R57HYRt9vOz3+yi7bWHlRFo6O1D6/fSfegHWO7XUJ22vj5T3bS0d6Hqmhc6OjH65Pp7xvYCXY4JOw2kX/6yS4uXOg3oikej0xbYND12W0IIvzD3+6mpzuIoqj0BsJEeRymajo2m4giCvz1rw/T2xcirGj0RGrmD44a6dV8VH7xk13094X1BUZfCNlpjhoJokA4GOaf/243wYCCElbR0GvQq4MWVwD9/SHe++VBQiFVL28pRLLZgxYlmgZ9PUF+8/OjhMO6J0biR4NRNY2uC/28/6vDKKqGqqhIkjgk468oKp0d/bz3y0Ooqoa6uYzb75942UhNa3Mv7/7bQTQNdm4p484HJpkWYKCXz2xu6Oa3vzgAwO5t5dz5wGTCYWWIV1vTyW/+7RAIAjt3VnDX1ycOGU8JK1SVt/G7fzmAIAjs2V6BP9rF6PGpWFj8Z/mPVO95F5gDxAONwJuAHUDTtH+MlOz8e2AJesnOr/+xaA9Y8R4LCwsLiyuPmsp23n55nV4DPVJRJSMrhuNH6ow66w5ZYuGyQjZ9UYKmAgL4o50kpfg4dbzeFJVZsqKIdStPG+PHxrmJjnVRUtxkTEBl2cbi6/TIz8VSLgmJHlxRdkpLmrnYEFiWbVxzfRFffHIK0L3kVB+CKFBV1mYab+mNI1n5STECAgiQlu4nHFaprmw3ds5l2ca1149k1UcnDC8zO4Z6u0htQ9eA55C4ZWEeqz84qefuBYFhuXG0NXebFkgOWWLFDSP5/KNi/VCpAPkFCTRUd5gWSA5ZYvkNo1j10Ul9Yi8IFI5MpKK0jc5BCxCHLLHshpGs/qjY8EaNS6GkuEkv03nRc0gsvaGINR+fMryxk9I4eaSe3p6gyVtyXRFrPz8F6N7EaZkc2V9titQ4HBKLri1k/aozuofA1FlZ7N9VaVrQGFWc1pQY3vQ5OezeVk6gf5AnS8xbPJzN685GPJi1II+tW8sIDDogLssSc+YMY8fG88YaZu7ifLasO2c6SC47bfz0X2/E5XbwVXFFx3ty47V937sC4z23/vorv2f/keo9t/2R/68Bj//JrsjCwsLCwuIrIj0rhu///QqKj9Zjs4uMm5TOq0+vNCb8oEdq2tt6+daPlrJ9Uykut42Fywt56fHPTVGZYEChs6OPN390DTs3l+JyO1i0vHBIlZpAIExfb4jX31nCrm1leDwyC5cX8sx9HxoT/oteKKjw6juL2bOtHK9PZtHyQh6/64Mh42mqxmvfWaRHfqKdLFxWyEN3/MEUlQmFFESbwEtvL2LvnipiYl0sWjKcmx77zOQpqoYtSublb81n/54q4uKjWLAon6/f+q5ph13TwO2RefH1eRzaV01CsofZ8/N4+NZ3h9xnf6yL516fx5EDNSSleJk2O4cn7n7f5IiCQEKil2dfm8vRg7Ukp/qYdFUGz97/sdmTBFLTo3n6lTkcP1RHWqaf0RNSeXH/ZyZPsolk58byxItXU3y0noycGAqKEjm0p2qIN7woibwCvWxn1rAYsvPi2L+zcog3alwqeYUJlJxsIic/jrTMaPZsrzB7ksjEaZkMG5HA2ZIW8vPjSEjysn17BTDoILQoMn1uLsNHJFJa0kL+iAT80S62byw1eYIg0NzYTWZO7JD7ahHBqt5zWf4U8R4LCwsLC4v/M8TEupk5L9f4PinFO1CfHbA7JKJjnHz/tfUEAwqqpnHicD0JiR462/tMh069fpl3XttAKKSgqhqnjtcTn+gx6q5f9NxuO++8vgFFUVEVjTMnG4lL8NDb227aSXfINn7w+gY9iqJonD3dTEy8i4baLuN6ZdmGKAr88M0NRrfb0pIWYuPcpq6tdruEKgp8+0fbAd07V9VBrN9JS3uf4dkkAS0Y5off2QKC3im2srwdn89pqkIkCgKh/jB//Z3NiKKAElapregYEg0SEOjvDfH/fXeL4dXVdCJfUjVI06Crq59f/eM+REn3muovIEmiKQajqhodbX384u/2IEW8RdcWDKkGpCgqzU3dfPS7o8YY1/xV0ZBqQBev5+PfHUWyiYTXqSy/YeSQMqHhsEpVeTsf/f4oNpvI5nVnWXHTaNMCESAcUjlzvoX3Py7GZhNZt62Mm64vumw06NSxej77w3FjvOtvHWM663Hx+mLjorCw+M9itW+zsLCwsLD4Eu57/Cq8PhmXy47stJGZHUPZuTa6LgTo6wsR6A9TXtrK8KJEvD4nLrfuZefFceZEI10X+unr1b3SkhZGjU8hyiMbXl5hAkcP1tLTHdC9QJiSU41MnJZBVJRD92QbBUVJHNhdSU9P0PBOH29g+tXDcEfZI55E0dhkdm8tp7cnRF9viGBA4cSROq6en4vLPeCNnZDKum3l9PaF6O0LEQgqHDhcx7I5w3A5bbhdNmSHxNRxqWz6/DR9fZHxggr791RxzXUjcDptuNx2HLLE1BlZrPmkmEB/2PB2by/n2q+NQh7kTZ+Tw2fvHzd5OzaW8le3jEGWI55DYvaCXD5595jxJCQYVNi09iw33D4WhywZ3vxrCvjod0cJDvLWryrhxtvHmbxFywv56LdHCQYU+npDhIIKaz89xfW3j8Xh0D27Q+KavyrSxwsOeKs+LuaGO8ze8htH8tHvjxIa5H3+wQmuv20M9kHetbeM5g8fnyQYUujt06/v/Y+LueHm0cZ4DofEDTeP5rP3jpvG++Td46y4eZRpvLsfnoLHJ3/V/yws/gyxdvotLCwsLP5i6ezo4+QRPcozdmIaTpd9iBOf6OHV7y1m28bzyE4bi5YX8sqT5sZPoaDChY5+Xv7eInZuKsXltrNwaQEvXBKVCQYVerqDvPzdRezaUkqUR6/K8+wD5io1wYBCf59e5WfPtjI8Xj3K88Q9H5giNYFAmHBI5aXvLGTP9gp8kSjPY3f8wfQegoEwaPDytxawZ2cFMTEuFi4r4M4HPjJ54bCCBHzn6Rns3V9NXJybRQty+fr6cyZPVVXsdokXXp/HwT1VxCd6mLs4nwc2nTd5mqbhdNn1KE8k8jNjbi7bNpg9BHB7HDz9xjyOHKohJcXH1Ksy2bzW/LqiKOCPdvHMK3M5dqiWtAw/YyelsXH1GZMniSJxCVE89dIcThypIz0rmqLRyUZO3/BsIimpPh5/cTanjjWQNSyG3IIE1n5+2uTZbCIZWTE89vwsTp9oJDsvlsycWL749BShS7zc4Qk88txMzhY3MWx4PInpPj5eW0Jo0I693SZRMCqJh5O9nDvTTH5hAnGxLlbbRVNVKJtdZMyENKbOzKGpoYvkVB8JSR4svgQBBKt6z2WxJv0WFhYWFn+R1FV38u1vfmFM3j1emW//zTI8XvMuanVFO999eZ3RfXbn5lLSs6Pp7OgzHdr1xzh56/k1xuHenZvLSM+K5kxXo34wOOJ5PDLffvELY/zdW8tIy4zm/Jlm02Fc2Wnn7ZcGSkLu3V5BWkY05edbTZ4oCbz98nqEyOHe/TsrSEn3UVU+cGjXIdtQNY23X1+PACAIHNhbRWqyl5q6C4Zns4kowTDf/fYmBEFAEODQvmqSkr00NHQZCw5R1CM6P3pzo3Fo9+iBauLjo2hp7jHdv67Ofn7/LwcN7/ihOnx+Jx2DIkSaptHS3scvfn3Y6Cx75Hg9bo+drs6BQ7sXqyf968/2GOOdPFqPQ7YRCg1EiBRFP7T8xSenDG/i1AwkSWRwPl4Jq5Sea2Xd56f0w8zAlJlZQ6NBYZUzJxtZv+q07q2Hq+bkDClPqigqxw7WsPGLEgQEtqw/y+wFeZetGrR/VyWbN5xDADZvPMf8hXlDqgapikZCkpcoj4OkFC8WFv8drHiPhYWFhcVfJL/++X76I/GcQH+YzvY+Vn54Yoj3y3/cR1//gNfW0ktKmo/kVB8OWcJmF5kwJYMTR+rp7wsTCOheS3M3ObmxJCZ7kSPe5OlZHN5XbYwV6A/T1NBF4cgk4hOjkGUbNrvItNnZ7NtRbvLq6y4wZmIqsfFu3bOJzJqfy87NpQQDYQIBhUB/mNrqTiZPzyImzo3s1L25i/PZvF6vAnPRq6roYO60TGKiXfr12USWLhrOujUlBIMKgUCY/v4wZaVtzF2Uh9/vNMZbdl0Raz8pNrxAf5jzJS0sWjECr182vGu/NopVH5u9M8WNLLtxJB7vgHf9bWP55PPTA14gzMmTjVx321iiPA7ds4vcdOc4Vn54wjTesUO1fO2Ocbij7IZ38z0TWP2R+XUP7a3mlnsmGLEqu13itq9P5ItPiiP3RX/dfTsruPXeiThdNsO7/b6JrP3slMnbvaWM2++fhOyMeA6JO+6fzPrVZwwvGFDYtuE8X79zArIs4XTacDgk7r1rPJvWnTX+HsGAwsZ157jjgck4ZL1cqyzbePzF2UR5vroqPRb/t7B2+i0sLCws/iJpb+0x7dSGwyptzT3UVHVwaG8VdrvE9DnD6GjrNUVqwmGV7gtBHn5mBju2lOF264243nhutWn8cEilpzvEI8/MYOfW8kgjrkJeesJcVSYUUunvD/HwszPZs70Cj9fBwmWFvPDIp2YvqDfsevjZmezbUYHP72TBskJ2bC4d4imKxsPPzmT/rgqiY9wsXF7I+rVnzdcXVhBUePqhKezfU0VsnJtF1xSw5pNik6coei38x564ikP7q4mNj2L+NQV8/u4xk6eqGjZJ5KFnZnB4fy0JSR7mLMzj49+bPTT9CcWDT0/n2MFaklK8zJg3jN9+MHTB5Yxy8MBT0zlxuI7kNB9TZmTxh18dMTmCIBDllbn/yemcPFpHWkY046dk8IdfHTZ5oiTg8zu57/FpnDrRQEZmNCPHpSBKAgxU2ESSRGLj3Xz9sWmcKW4kMzuW4UWJ+qHeQYdvJZtIQmIU9zw2jbOnm8geFktOXhw2m2g6fGuziaQle3joromcP9vMsLw40jKisdkkU+THZpPIyIrhrgcnU3a+lbzhCYyZYNXj/y8hWnval8Oa9FtYWFhY/EUycmwKrc29RobaIUvEJ3l464U1hEN6p9vVH59k5NgUOtv7TV5MnIu3X1lHKKggSSKb156loCiRY4dqjYmcQ5bw+mS+9+p6QiHd27ruLLnD4zl5tN6YQF7c2f3B63qVH8kmsnX9OXKHx3P6RIPJE0WBH725kVBIwWYT2bbhPMPy4zh7qtmIhtgdEuGwwl+/tSniSWzfeJ6c3DjKzrUYkSTJJtLXF+Sv395CMKhgd0js2FRKdk4sFeUDdf9FUaCrvY+f/PowwYDu7dpSRkZWDDVV7UZZUQFobunh978+bIy3a1sZKWk+6uu6jA68mqZRV9PJb39xgGBAweGQ2LujnMSEKBqbuo2FmKpqVJ5rYVukTr1Dlti3oxx/tJO21t5BnsrZ001s33je8PbvqsDjcdDe3mcs2BRF5cSROnZvLScQCOOQJfL2VuF02k118FVF49CeavbuqCAQCCPLEsOLkrDbJVP9fVXV2LmtggN7qgyvaHSy3ixsEJqmsXHtWY4cqCUQCLNraxmjx6XCJREiDY01nxRz4nAtgYDC7i3lnD7ZyINPTf9Pf7YtLC6HtRSysLCwsPiL5NZ7JzJ6fAqiKCCKAvOWDOfUiQa9DKcKiqLR2xPC45UpGpOMKApIksCi5YUcO1hLMKCgafrOf093kLjEKApGJhneNdcVcXBPFcHggNfdFSQ9M5r8wgTDu/Zro9m7vWLAC6l0XwgwLD+OYcPjEUQBySZyw21j2bG5zPBCIZULnX0UjU4hJy8WQRCw2URuumsC29afH+QpdLb3MWFSGlk5Ec8ucvu9E9m49hzBSGfcUFChra2X6dMyyMyMRhAE7HaRe++byKZVZ4yJcSio0Nrcw6wFuaRm6J7DIXHPI1NZv7rENF5TYzfzlxeSkubTPVnivieuYsPqEmO8YFChruYCK5YWkpzsRRD0JwGPPjKVzYO9gEJtVSfX3TKGhCQvgiDgdNl4+OkZbFl71uRVlrXztTvHk5DgQRDA5bbz0NMz2L6xlEAgbHilZ1u59esTiUuIQhDAHeXgwaens2trmeEFAgpnTzVx54OTiYlzIwgQ5XHw4FPT2burwuQVn2jgnken4I9xIUSau933xFUc2ldj8o4fqeOBh6fg8zsRBPD5nTzw8FSOH6o1GnZdjBo1DyqzamHx38Ha6bewsLCw+IvEIdtYdO0IHLKex541P48j+2tMjqpq9PaGWHRtoZHxnjE3d0gDJlXV6O8Ls3jFCNyRMpvT5wxj20ZzlRpFUQkEwiy5rgiv34k7ysG0WdmsX2muFhNWVEIhhWuuK8IfrVfvmTw9i8/eN0dgwmGVsKKy+Loi9u2swOdzMnFqBh/+5sgQDw2WrCjkwO4q/DEuJkxO57f/ctD8PhQNNI1lSws4uK+a2Fg3Y8em8qugYvZUDUEQWLKiiKMH9cjPyHEphC85iIqmIYkCi1cUceywHvkpGJlk7PoPxm4TWLqsgGPHG0lKiiI/P36Ig6B3pF2yopDiYw0kpXrJHBYbOfw7MKYoCnqlpWsLOX2ykdR0P2lZ0Xq9/0FvRRQF3JGmaSWnmkjN8JOa7hsS+RElAY/HwcLlhZw/00xmTgyJyV693v+giI4kifiiXSxaXkjp2Rayh8USn+hBsgmEBpX5kSSR+EQP//+/3EgwqD/tKDvXgnjJQWNJEunrHTigbPEfQbCac/07WJN+CwsLC4u/SI4eqOFnP9qu70wLsH9XJdNmZdPe1mvsGjtkidg4Nz/9/laCAQVBgP07K5k8I4t9OyqMXW2HQyLK4+DvfrDN8PbtrGT8lHQO7qkiNMiz2yXjdXWvgtHjUzlyoGbAs0toGvzD3+wwjTdyTEokQqR7drtEf1+Qf/7pLoIBBVEU2LezghFjkik+Wm94NptIe3sfn354gsBFb1clI0YlcfpkoxEhEiWB5qYePnrvOMGAgiQJ7NtdScHIRM6dbjY8QYCayg52byuLeCL7d1WSPzye0vOtRoMqDTh/rpV9OysIBPRI0v7dlWTlxlJV3m5qZHW8pIW9B6oNb9+BGtIyo6mt6jAiSZoGR/bXcHh/NcGId2hvNYkpXhpqLxiRJE2DvTsrOH5IfyJz/HAth/fp5xaaG7tN1XS2bTxH8bF6vZ/B4VqOHazB53eaGrIBrF91hjMnGwkGde/ogRqiohz6ExVV0+eaosCqD05w7nSz7h2p49jhWpxOO4H+MJpeYAm7QyItI9r4TACkZUbjcEgE+kOG53TZSE7z/0k+7xYWVrzHwsLCwuIvko/fPWpM2tH0OIWqaMxZlE+Ux4Ev2sntX5/E0YM1xiJA06C/P4zdLjFzXi7uKAf+aCd3PTSFQ3urTV6gP4TP72T61Tm4o+z4Y1zc++g09u2qNF5X98IkJnuYOjMbd5Sd6FgX9z95FXu2lQ8ZLyM7msnTM3G57cTEuXn42Zns2jLgqapGoD9MXkE8E6Zm4HLbiY1z89jzs9ixtcyIjuhPJkKMGpvC+MlpuNx2va79C7PZsbnUGE9RNPp6Q4yfmvH/2DvPMDmqM23fFbqq8+QcNNJkaZQFygnlQDYG7F3HXWMw0ZiMMZhoYxt77V2HXUdsDMYYkyWUszTKWRqNJuecZzpU1fejWjXTGrHeb3dtwFv3dc0PNXefqq7puTh16jnvy6RpppeY7OGuhxZFqgZd8HQGB0LMmZ/DxClpuFwOklK8fPWhRZGojOmFwzp9fUEWLs9n/MRUnC4Hyale7n5kMTt2V0d5PT0Bll49nqKSFJwuBynpPu55ZDGlu6qt44bDOt2dg6y9fgIF45NxumTSMvzc/fAiDu8b/n2EQzod7QNc96kp5BUl4XTJpGfGcMcDCzl+qGE4uhTSaW3q46bPTie3IBGnSyYzO5bb71/A6ePNw9GlkE5jfQ//+MUZjMtLwOmSyRoTy1fumUtZZMIPZsSprrqLz99yOTnjTC97bByPPr0cpzN63VVVZR55ZgXZY+NxumRychN4+OkV1k2Bjc3/FHul38bGxsbm/yQjYxkAGGasJis7lpQ0Hw5FIjXDP9rDrHwzLj+RyvJ2VKdMSpovqrILmBN1LayRnRNHTWUnTpfpaRd5um6gaTrZObHU1XTidiskp/pG12zXDTRdJ3NsHPUNPXg8ConJnkt6hmGQlRNHc2MPXr9KQrIXXRt9foZhkD0mjtbmfvwxThISPdaq+kgPQSBrbBztbf3ExrmIS3CPqj1v6AYCkDUmjs72AeIS3MTFu0fVsgcQBYGkCcnUCxAb78Ib7xotAaJkNsXq7QmQlOK1MvBRCGYMJjsnjoH+IMmpZl37iyM/ICBLIlk5sQwNhkhN94/wRmrmnofMMbEEAmHSMmJwuR0I4igNRZHIGBtHwDDIzIxBdTkQLxpPECAm1sU3n191yc84ktQMP9/83pq/6Nn8JwjY1Xs+AMG41F/j34AZM2YYBw4c+MuijY2NjY3NX4GN757hlV8fioryLF5RwJb1w5tCFUViwbI8qzLMhdcWLs9n24ZzUa/NuyKXnVsqzO63F967NI/tm8qjjjFn4TgrFvNB71VVmcvnRyJEI947a+FY9uyoslbEVVXmsplZHNgzvPqtqjKXzxvDvp2R9wrgVGUmX57FwdJaaxVaVWVmzMpi/96aYc8pM2lKOocP1ltRI6dTZuo0M350IWrkdDkoLknh+JFG0xPA5XRQPDWNY4carOiS262QV5jIqRPNhCKvuVwOsi/P5MgZc0VcFMDjVihM9XLmbCuhkB55r4MJmbGcibxXFAU8PoX0zBgqytpMTxTweBSyx8Zx7kyr5Xn9KskpXqoqOgiHdPO9XoW0DD+V5R2EQhqiJBAT6yQm1kVdTZfl+WJUEpO81FR2EArpSJJAbLwLt0ehsa6HcNj0YuKcuJM81NV2Ew6bXkKiG5ch0NzYixbWESWBhEQPz/7oKhyOv58Ve0EQDhqGMePDPo9LMSM/ySh94doP+zRGIV357x/6NbNvhWxsbGxs/k+yZFUhN352GhnZMeSMi+cr9y2IinqAWVlmaCDEJz49hYysGHLy4rnzoUUcHRH5ueAZGFx78yQysmIYl5/A3Y8strLnlhfQUJ0yV90wkfSsGMYVJHLvY0s4uLfGmvCb44WJiXGy5roS0rNiyC1M5L7Hl3JgX6014QezMk9Kmo+VVxWTluknvyiJB55cyoHdNcPHNSAU1hmTE8uKSCWdguIkHnlqGfv3RHtaWCevMIllqwpIy/BTWJzMI08t48BF0SUtrDNhShqLV+STmuGnaEIKDz+znEOldVHRpXBYZ9rlWSxakktaup/iCSk8/NRyDpwYjsrokfObsyCHRQvGkp7mo2RCCt94ZLG5L+GCpxuEghqLluUzZ9E4UjP8TJiUyn2PL+HsyZYoLxgIs+LKYmYvGEtqhp+SKWnc+9gVVJS3W/scdM1gcCDMlTdMZObcHFLTfUyals6dDy6ipqrTKr2qaQb9fUGu//RULpuTTWq6j8kzMrj1vgU01PdYT3g0zaCnO8BNX5jB9FlZpKb7mHpZJl//1sq/qwm/zccXO95jY2NjY/N3hWEYvPnqcbasK0OURK76RAmLVhRcwoPuriH6+4LIkkhvdwDxElU/REkY9gIifb1DCJfyRJHuriH6+gIEgxp9vaPHEyKbPbs7h+jvCxAKafT3BUaNJwhm06merkH6egNc0vuXAAAgAElEQVRoYZ2BvuCoKIogACL0dAfo7w2a1Yb6Q5eMohgMf17DgIH+4CU/B4JheYIAgwOhS0ZqDAN6uoYY6AsiicIHemDQ1ROgbyCIqEgMDYYYjYGuQ8dAiK6QhjAUIhAcHasiEknq6R6ivzeAqkoEg2GiYzwmmm7Q3TVIf2+AHqds3rSM0gx0TTe9viDd3UNmnOviFIRhjtfeH6Q7pKEOBAmFL3F+mPsbunsC9A6E6OoJRNX2t/kbYcd7Lokd77GxsbGx+bvivT+f5E+/PzYcs1Elbrl7LjNmj4ny3vrjcd589XhUzGbpmkI2jqg1r6oysxeOHRXHWbq6kI3vnrUq/6iqzOVzR0RqIt4VqwrYfKGGfCRmM21WNgd2V0dV/lm8Mp8tkSZUggCq08GUGRkc2lcb5S1Yns/WSFzoQsxm4qRUjh4YjuMoqsT8K3KtDblmnXqFgokpHD88XNFHUSTmLhrHrshnE0XTM5uCNUc1I5s9dzhqdCEqk5UTR9npFmvPg6rKTJ87htJI1EiUBHw+ldTMGMrL2qwVcdUpM2FBDnuPNBIImhWCYn0qSXFOKqo7CYfNeYnLKTNnbIL1VEWSRWLjXHh9KnU1XdbeCJfbQXFJKieONlgVfeISXKhOB4113eYehUjUKL8o0dqQKztEEpM8CKIZx9E1w7xWHgdjcxOsCjyyQyQ51ceQAK2t/ZFypeD1KmRmxnL+fLvZjMwhkp7uZ6g7QEd7P7oOgigQE6PynX+7BlX9+1ln/cjHe35w/Yd9GqOQ1vz0Q79mfz/fQBsbGxub/7NcWMASBIHd2yqjozIBjV1bK5gxe0yUt2trxaiITkfbAF+5bwGb15ehqBJXXj+RH3172yivrzfALffMZfvGclSngytvmMgLT20e5QWDGv985xx2bqnA5XJw1Scn8tzXNwxXDYp4giDyha/MZve2CjwelatvnMhTD66L8kIhDZdT5nO3zGTvjkp8fifXfnISj331HWvCDxAOafhjnfzjP11G6Z4a/DFOrr1pEg/e9bY1kQczjpKc4uXTn5/Ogb21xMa7uO7GyXztK29EbTY2dIOssfGMzU3gcGktcQkerr5xEvfd8nrUZl7DMMgvSCBnXDxHD9WRkOjl6k+UcM9X3iRqgdGA6XkJ5ObEc+hEEylJHq5fVcBtD66LHg+YOHcM4/ISOHm0keRUHyuvLuah29+K2rxsGDBrQQ7jChI4faKJtHQ/S1cX8eg9bw9vSo48IVi4LJ/cwiTOnmomPSOGhcsL+OZ975r9CSJjGTqsuLKY/OIUzp1uJnNMHHMWj+OJb2yIKgkaDhtcc90Ezpxpobysjewxccyenc0zj220uhQbukFgSKO2qpO8wiQMwxi9cdjG5m+EPem3sbGxsfnYomk6v/rxPnZtrUAQYPnaItSLSiFeWBH/2fd3sndHFaIosOqaCThdjlGe6pLYvb2SE4cbEEWRzKzYUeOJIihOmT3bqzh+uBFZFhmTGz9qJVcUBRRFZteOKo4eaUR2iOTkJ4zyJMnsfLt7WyUnDjficEjkFiaiKDIQHOGJyA6JvVsrOHWsCYciUVSUhHJRZEaSRCRJZNeOKk6fakFVJYompuBQpKibCEkSEESBXTuqOHe2DVWVmTApDYdDjJr0C6KAocOunVWUl7XicjmYMDUNSRLRdS3K03WD3TsqqSxvx+1WmDQt3WyIFR4x6RfMG47SLeepquyg0aMwsziZUVNhw7yB2bmritrqLrzVXUyanoFxcUbHMAgGNXbvrKK+tpvq6i4mTMsY1QDM0A2GhsLs3llFY30PNTXdjJ+ShnaRp+sGg4Mh9m6vpLmxh/qaboompoyqaqTrZta/dHMlrc29NFd2UVSQZN1AXEDTdTo6Bvnql1+nrbWf+AQ3dz+wkJzchIs/sc3/BoLdnOuDsOM9NjY2NjYfW1773WHWvXF6OAKjSixZWcCmSKTmQlTm8jnZ7B3ZTEuVWbqmgI1vmxGdCx1cp16eyf7dNVFRmWVri9jw1hnLc7ocTJqWzsG9tVERmBVXFrP+TfNcREnA5XJQNDmVIwfqrU2hiiqxcm0R70fOWZIE3B6FvKIkjh9usKIyiiqx/Mpi3n9z2PP6VMaMi+fUsSYrKqMoEsvXFvH+O2esCIzPr5KaFUPZiGZaiiKxbE0RG94xP4csi8TEOklI8VJe1mZNaBVFYtnKAiu6JDtE4uJc+GNdVJ1vj/KWrMhnS+Q6Oxwi8UkeFJeD2uoua0VcUSQWLc9nSySS5HCIJKf4MCSBhoZua0VcUSTmLs9n064qApGoTEaqD6ljiObmPmsCr6gS8+flsCdS+99scuWnpz9Ee2u/FcVXVZnZc8eYv/NAGEWRyMqJpb1ziM6OgWHPKXP55Zkc2FNLIOKNzUugqbGX7q5Baw+A0yVTMiuLQwfrCQTMDrr5BYk0nmuntydgfR9dbgfjp6Zz7FDEUyWKxidTca6dvr7hGzi3x8H3f3otLrfyP/0T+FD4SMd7CpKN0n/5CMZ7Vv3kQ79m9kq/jY2Njc3HBsMw6O0xN8h6fSpHDtRHR2UCGvV1PTz63Eq2byhHdogsWVXIC09vucgL09zQy8PPLGfH5vMoiszS1YV867ENUVGZYECjo7Wfh55ezo5N53G6ZJatKeKpB9dHRWWCAY3uriHu/+ZSdm+txO12sHRtEV//2rvWhP+CNzgQ4muPL2HPtio8PoXla4t4+I43o/oBBAMaeljnq49dwd4dVfj8KsvXFnP/rX+O6gcQDJoT/XseXszeXVXExrlYvqaYu275U5QXDmu43Q7ufmAhpXuqiYt3s2JtEbf905+iVrA13SAm1sWd9y/gwN4a4hM9LF9dyK2f+2PUyrlhGCSl+Lj13vkcLq0lMcnDkjVF3PbZV0ftgc3MiuHWO+dy9GAdyal+Fi3N5bZbXrcm/GA+JSjMjmVC0eUcOdZIWpqPRXPGcPctr0cdVxQFCktSGD8xlRNHGkjLiOHyeTncd/sbUccVRYFJ09MZPymVU8cayciKZerlmTx8zzujvMvmjmHC5HROn2giOyeOkqnpPH7vu1GbfgVBYPHCcUyclMbZMy3kjI2nuCiZpx9cx8UsX1nAlOkZVFd2kJkdS87YOJ75xqYoxzCgvq6HvILEUe+3sflrYU/6bWxsbGw+FgQDYV54egtlp1owgMnTM4iJdSEIndZEThQF/DEqL/3HAcrPtmIAHW0D+GOcNNR1WxM5SRLw+VV++x8HqDrfjmFAV8cg/hgnLU191jElScTjVXnxZ6XUVJnH6esJ4ItRaW/rH/ZkEbfHwYs/2099bReGDv39QXx+J91dQ5YnO0Rcbge/+WkpzQ096DoEBsN4fSp9vcMrwQ6HhKLK/OanpbQ29aHrBuGQjserMDgwHOVxKBKyQ+LXPy2lvc3cZGroBh6PQjAwOOK4EqIAv/npPjo7BtF1A1EQcLsdUSvVsiRgYPDznx+gu2cIXTeQVBmXS2agf/i4oiSiaTov/qyU3p4Aum6gOmUURSYwYj+FIAqEQjq/+VkpA/1mdSGnU0KShFHNvQJDIV795UEGB0IYhkGMKI5qsGUYMDQY5o8vHSEwFEY3DNxeZVRVHt0w6O8P8mqkD4MBuD3K6CiPZtDTE+CVXx4kFNTYt6MKp8cxquGZpul0dA7y298cIhzW2bOnhi98YcaohmxaWMcf56JoYiqQC0B7Wz9aWIvywiEdn1/F5q+EXb3nkthXxcbGxsbmY8GrLx7m3OkWwmEdLaxz4nADKek+nC4HiiKhqBIen4KmGZwva7W8IwfqGDMuDqfTgSPieX0qAwMhqs63Ew6Z3sF9NeQXJeN0yjgUCVWV8cc66WgfoKay0/L27qyiZEoa6ggvNtZFY1231eRJ03R2ba1g+uWZqOqwFxfvprKsnca6bkIRb/vGcmbOy0FRJdNzysQnuTlzoomm+h5CIQ1N09n8Xhlzr8iN8pJSvBw5UEdLUy+hoIYW1ln35mkWL8tHUSTruCmpPvbvqqatpd/y3vnTCVasLIjy0jNj2L69kvb2Ye9Prx1nxVXFpucQUZ0yWWNi2fJeGZ3tA5b32ktHWXN1tDd2XDzr3jxNV9cgwaBGOKzzym8Oc+WVIzxVJi8vgXf+cIKeriFCQY1wSOf3vzjAmouOW1ScxGu/P0pvj1kWNRzSefHnB1h1VbF5XSLehImpvPrrw/T1BgkGNUJBjRf/vZSVa4uivMnT0nn5Fwfp7wtaG69f/GkpS9cURnnTZ2bx618fYmAgZHoBjV/8/ACLVxWYv9+IN2fRONIzY6K+twmJHpatLhz2VJlFy/JISfV9SH9JNv9XsVf6bWxsbGw+FpSdbomOygQ1Gut6ePL7a9m6vgxJElm6upDnHtswKlLT3NDLk99bzbaN5cgOiaWrC3jygfWjIjVtrX088b01bN9YbkZ+1hTyjXvfiY7UBDQ62wd5/PlV7NhcgdMls3SNGdHRLvJ6u4b4xrdWsHNLJR63g2VrCrnvy3+OitQEAmEGB0N8/bmV7NpWidersmxtIfd88bWo1fBAIIwW0nj4mRVW5GfZmiLu+MyrUV4oqCEYBo88uYy9u6qJiXWybHUht37qlSgvHNZxyCIPPb6E/btriI13sXxVIZ/7zB+iIjC6ZuByK9z/2BIOlNaQmOhl8fJ8/vnGl6JX2A3w+5187etXcHhfLYkpXhYsyeVLn35lVFQmMcHD1x5YyMEjDaSleJk7Zwy3f+bVqN+3IAqkp/u554EFHD3UQGq6n8tmZnH3l16P8kRJYMzYeO66fwFHjzSSmRXDpCnpPHDbG1GeJIkUFCZROD6Zk8eayBwTy/gJKTx6oH6UN2FyGoXjUzh9ookxY+MZW5BI6dHGKE+WRabOzGL65VnUVXeRku5j4tR0LsXNn53OpKnp1Nd2k5YRw8QpaZf0bGz+mtiTfhsbGxubjwUpaX5qqjqt6iiyLJKQ6OY7T2yiK7I589ihBpJSvDTW9VgTXFkWiU9w8/wTm+jpHsIw4MSRRpJSvLQ29w17DrMO/POPb6SvN4Chw6njjSQme6M2iTocIv5Yleef2MRAfwhD1zl7spnEJA/dnYPDniLh9Sl85/FNBAbDaLrOudMtxCd66O0NWBNhhyLhcjv49pNmyU9N1ykvbyM+0cNAf5f1+RVVwqHKPP/kZuspRlVFB3EJLpoaeoc9RUaURJ5/aguaZno1VZ3ExrtoaxmOJDkcEgbw3Se3oBsGWlinobabmBgnnZ3D0SBJEtE1ne89u8XqstvY0IPXq0RFkgRRIBgK84OntwCm19LYi8vtiIoGAfQHw/zHj3YjCALhsEZz5yAOh0RAG9HIyoC+vgC/+lkpgigQDut0tg+Manim6wad3UP85KdHESWBcEjnqqsHuRhN02lr6+eVl44gSiLhkM41108YFTPSwjpNjT288tsjSJJI+P1yrr1p4qjITyisE5/gJi3NT/HE1FHHu5gJk9KYMMme7P9NsOM9l8S+KjY2NjY2Hws+9cUZxMa5cLpknC6ZhCQPg4MhWpv7GBoMExgKU1fdRXyCG3+ME6fLgdMlk5TqpatziPbWfsurruggLTMGr0/F5XLgdMqkpvtpbuylo23A9AJhKs61k5Mbj9en4nSbXnpWLFUVnXR1DDI0GCIQ0Dh3upXCklQ8XgWX22FFYMpOt9LdNcTgYIhgQOPMyWYmz8jA7R72cnLjOXq4kZ7uYe/E0Uamz87G5XZY3rj8RPbvraWvN8BgJGZy5GADsxeOw+Ua9vKLk9i9o4q+vmHv4L46Fi7Px+mSLa+4JIUtG8vp7w9a3t6d1axYno/TKeNyOVBVmUmTU9nw9hkG+kMMDoQIBTV2bqlg9XUlqGpkPFVmymWZvPfnUwwODHvbN5RzVZQnMWNWFq++e4bBoTADgyGCIZ33NpZz5acno6jmDZCiSsxekMNrLx9jaChsjbfurdNce9OkKG/+4lz+8MpR84nJQIhQSOOtN09z7acmoyjD3qLl+bzy0hECkc3UoZDGG386ybWfmhTlLV1TyCsvHrE2XYdCGn9+5TjXXV9iepE42dXXjCctzf9h/1nY2PyXsVf6bWxsbGw+FsTGuXjsWyvZvO4ckiRwxepCvv3YxqhITSik0drcz9e/vZJt75cjyQJLVxfx1EProiI1oaBGe2sfj317Jds2lONQJJatLuQb9747KirT2T7I17+1ku0bz6M6zeo9D9/xZpQXDGr0dA7y6HMr2bHpPC63wrK1ZpRnZPWZYMBs7PXocyvYtaUCt0dh+ZpC7vzS61GRmmBAY2gozCPPrmDP1kq8PoVlVxZz2+eiq+MEAmHCms5Dz65g185KYmJcLF9ZwJf/8Q9RkZpgMIwBPPjUcvbtrCYm3snyVYV88eaXo65xOKwhiQIPP3oFpXtqiEtws2xFPl+48fdRnq7ryIrEfd9cyv49NSQle1i0LI9/+mS0Z2Dgdju47+uLObi/nuQUD3MXjmXTV6KjNwjgiXVxz2NLOHSonrQ0HzNnZbNta2WUJooC8fFuvvrQIo4eaiA9M4Yp09PZsr0iypMkgaQ0H3c8sohjR5vIyo5hwoRUNm0+f5EnkpYVy9P/ciV1NV0kJXtRVJkN689Fe7LIuLHxPPf8aurruklO9pKVHYuNzccJe9JvY2NjY/OxoL21n8e/9i7BoBkB2baxnPziZBrru61svkORSE718vi971olNXdsOk/OuHham/qi6tYnJnn5xr3vWrGNXVsqSM+KMautXKhHr0okJLp5/Gvvoes6GLB7m+l1dQ1aUSNFlfDHOXnivvfM7rMG7N1RSXpmDH2R6jYXPK9P5Zv3r8NsEwulu6pJy/BTca7d8lRVwuWUeSpSEtIwYP+eGtLS/VRVdETVoxcdEt94YqN1nUoP1JGS5qOupsvyFEXGAJ56bCOCaI536GADyak+Ght6rBsEWZYIazrPPL4RURSsyFRishmFuoAoCgSGQjz7zU3D3rEm4uJcdHZER2v6+oN866ktiJLpnTjehM+r0D2iapBhQHfnAL/4xQEkUUA34MSZVpwumf4R9e113aC1pY+f/9teczwdyk5nIzukqH0cmmZQ19jLn944FTk/g3lzxoyKBmmaTnqGn+RUH8mRjbUjuzlbXlgnNd1PUrKXVHsD7kcbuznXB2LHe2xsbGxsPha89IsD9PUOMTQYZmgwTHfnELIskp4Rg6rKKKpEbkEiLc199PcFLa+rYxCvXyUl3R8pKymRX5xEXU0XA/3DXntrPwnJXpJTfVZlnuKSVM6dbWVwIOINhWlt7iMzO5bEZK/llUxJ59TRJgYHQ5bX1NBDbkEiCUkey5syI5PDpXUMjfAa6ropmZhKXLzLrBzkkJg+M5t9O6usc7sQXZo2I8OMODnNSjCz5o1h685KhobC1k9VdSeXLcghJtaJ02V68xaNZfOGcgKB4fEqzrUzf0kufr/pyQ6RRcvyeP89s+HWBa/sbCtLVhbg86s4XQ5kh8iy1UW889aZKO/UiWZWXDsBj1exvJVXFfPG6ycJBoe940eb+MSqIjxuBy6njEMWuW5NEa+9fopgUGNwyIxWHTjUwLU3T8bldlif45obJvLGq8eHxwuEKd1dw003TsLlMkuLOhwin/jkRF77c+S4Q2ECAY2du6u58R+nRaJLpvepz04j9aKIjqLK3HnfAlSnHDmuxGf++TKSkr0f0jffxuZ/B3ul38bGxsbmI0l7az/791QjYDZQamvpi2ropGk6XR2D3H7/ArZuKEeSBJasLuQ7j28aVaWmq2OQOx9YwLZIw66lq4t45pH1UVGZcFinp2uQOx5cyI5N58189+rCyOr9CC+k09sT4M4HF7JjSwVOp8yy1YU8evfbUZGacEinvy/IHQ8uZPfWClwuhaVrC3nwoqoyoaDG0GCIO+9fyJ7tlXi9ZsOur/7zn6K8C6Un73pgIXt3VOH1O1mxppBbbv3zKE/TDW5/aBG79tUSF+Nk1bJ8tm2NjsCEwxoYcOf9C9i/t8Zs7LWqkPfXlUV5WlhHkkTuuG8B+/fVkpDoZsnyAt5681SUZ+gGskPitvsXcHh/HUlJHhYuzePPf472MAzcisS9t8ziyOEGklM8zJs3lj/98USUJgAun8ptX53PscP1pKb7uXxWFn96+Vi0J4Lf5+T22+dw/GhjJPKTwcuvnYzyRFEkNt7FD//9Olqa+4iPd+HzO7kUk6am86U7ZnPmZAvZOXHMX5x7Sc/G5uOEPem3sbGxsfnI0VDbzRP3v0c4pIEAr798lMvmjqG+ttvqmKuoEulZMTz21UhJTQE2rytj6mWZNEfq1l/wUjP8PHbvu2hhHUGAzevOMXFqGu2tA1YMSFElEpO9PPG19whrOqIosHldGUUTUujqHLQiRIoqEZvg4vEH16GFDURJYPP758jLS+D44YYoz+dXeerBdWhhHVES2brhHGPzEjh1rGk4aqRKOJ0yzz68Hk0zJ9jbNpSTk5vA2ZMtVvxIUSUkWeKZr2+wvO2byhmbE8e58rbhSJJDQhPgse9sNyfsssjGXVVk58RReb7DuiGSJJGhoTDfenKzNd7ObZVkjYmltrrL8kRRoLc3wPNPbyEc1pEdIru3V5GRGUNDfU/UnoWu9gFe/tVBy9uzs5qUVB/NTb3WjZNhQFNzH7+KeA6HyL7dNcTHu2htG7DG0g2D+qpOfvXeWcIhHYdDonRPDT6/GhUh0jWD8+VtbHr/HKGId2BfDS63g2D3cFMsTdMZMyYWl8vBmJy4//T798qLh9nw7hlrvGOHG7jja/MjzcJsPvLY1XsuiX1VbGxsbGw+crzym0MEhkKEwzrhkG5WcOkPMXFqOqIoIIoCM2Zl01DbxdBQ2PIudH0dPzHV8mbNy6HiXBuBiBeKeIoiUzghGVEyvXmLczl7stmshx/WCQU1+vuC+GOd5BclWd7CZfkcPdJoltfUTK+vN0hyuo9x+YmmJwksWVXIwb21Ec8gFNTo6R4ie1wcObnxSBFv5VXF7N1RZa7QawbBoEZ31yAFxclkj42zvLXXlbB9y/kor7NzkCklKWRlxiBJApIkcN31JazbXmmt+AeDGu2dg0yZN4b0TL/l3XDzZDauL4sar7Wljznzc0hN95meLHLTP07l/XfPEgxq6LpBMKDR1NTLFUtzSUnxIkkCsizyD5+fxrq3Tkd59XXdrFhdSFJyxHOIfO6fZvDuO2csLxDQqKnp4pori0lKdCNJAg6HyD9/foY5XuCCF6aqooPrbpxMfIIbSRJRFIkv3jqT9e+WERjhnStr59M3TCQu1oUkCaiqxF1fmU1y0l+O6PT2Blj31umo8Y4daqC6ouNv8M23sfnrYa/029jY2Nh85OiN1NO/gKEb9PUO8cnPTsfjVxElgWWrivjZ93dGvc8woK8vyDU3TiQmzokkSyxfU8SPvr0tytN1g/7+AFffOIm4BDeKIrF8bTHfe2pztKcZDPSFuOamyezYWI7qcrBsTREHSmujPE3TGRgIcd3Nk9mx+Twut4MlqwrZsy26+owW1gkMhrnmU1PYtb0Sj8fBohUFbF4XXS0mHNIJBsJc96kp7NpRid+vMn9pHu+8dfoiT0ML6dz4iYnsiTTiWjh/LL9/90yUFwrr6MANN01m3x4zyjNnwVhe+d2Riz6HgYDADZ+cxIG9NcQnuJk1J5vf/vLgqOsniCKfuHkyB0trSUryMOPyLH71k9KLfh8GkiRw/Y2TOHKonuRkL5OmZqDr+7kYRRb55LUTOHasiZRULxNLUkY5CKA4Ja67aRLHjzSSnuEnvyiJixfgRUHA7XJw4zXjOXWimYzMGCZ9QC19XTfYvKmcc2VtpKf7mTEjE0kSCI/YzytKAn0jNhTb2HwcsSf9NjY2NjYfOWbMyaa2upNg4EL0RiZ7XDxPP/o+waAZ+dm9rYr5i8bS1NBjeaoqk5Hp57lHN5gesHtrBbMX5NDa0jdiPImUNB/Pf2Oj5e3aUsFlc8fQ2T5gvaaoEvGJbr77xCaCQQ1BML2ps7LYv6cmyovxO/nek5ujvMnTMzi4rzYqauRwyrzwrW0EgxqiCDu3VVFSksLRg/XDniKBKPCD57cRDGiIosDOrRUUjU/mxNFGq1KNwyERCGr88Hs7CQY1JElg17ZKJpSkcPxMC6FIhEiWRQY7BvnXl44SDES87ZUUFidx9nSrFTUSRYHO1j5e/91h05NF9myvIq8gkYrydssTgMaGHl7+7bC3e2c14/ISqKrojGpkVVXVya5tlQQCGrIssmdXNdnZsdTWdlmRJMMwOHu2jT27qixv354aUtP9NNYPN1ozdDh+pJHS3dUEAxoOh0jpnmoSkzy0NPdaez4Mw2D/3hoO7q+zvAOltTzx7EpkOTrk8NMf76F0Xy2BgIbDIbF/fy0en0owOBB145kzLv6/92W2+dsiYMd7PgD7qtjY2NjYfORYedV4lqwqxOmUcbocrLy6mOrKTmuSjWHWqO/uGWLR8nzUSDOpNddP4NzZtmEP0wsENOZfkYvqlHG7HVx94yROHm0a5QmCwOyFY1FVGbdH4fpPTeHowXrLMwwIDIXwuBzMnDsGRZXweBRu+sw0DuyujvKGBkPExLm4bHa26XkVPv2FGezdPXyzoOswOBgiJTOGaZdnWiU9P3PLTHZtr7RuUnTdYHAgxLi8BKZMz0BRzP0CX7xtFju2VVjjaZrBwECISTlxTC1JRXFI+H0qd37xMrZvLLfGs7yp6UyYmIpDkfDHOLnt7rls2zDCC+v09wWYOTOL4gkpOBSJmFgnt391Hlsu8np7AsxdPI7C8ck4HBJx8S7uvG8B2zadJxDxwmGdnu4hli7Lo6AwCYdDJD7exT33zmf71ooor7NjkNVXFZNXkIjDYXZfvvv++ewecV1CIZ321gGu+UQJ43ITcDhEEpM83PW1BZTuqYnymht7OXu6Jep71tMzxDa4GOUAACAASURBVJ7dNdZxQyGNhvoebv7cdLLHxiE7RFJSvTz8xFK8PvV/9qW2sfmQsVf6bWxsbGw+coiiQFFJCpWVHQiCQMH4FI4faxrlBQMaxSWp1FZ2IkoiBcXJHNhTEy0ZZu31aTOzqK/tRpZF8guT2LUlupqNYUAoGGbKZZk0NfSgKDK5hYlsvqiajWGYFXImlKTS2tiL0ykzLjchqk68NV5Io3hiKm2t/bhcDnLyEgiGtChP1w1CYY2iSam0dw7i9ihkj4sfNZ6uG4TDGuMnpNDbOYjHq5KdE2etvo/0DN1gal4CgbYB/H6VnHS/tcF4pIcBE0pSGOwPEhPrJDMzJqrZGWBt1C0uSWFoKERcnIv0DH9UhSTz8xoIgsD4iSkEwxrxCW5S031cpGEYZiWdopIUAgYkJbpJSr507XtREhg/PhlD00lO8ZKY4GHUVlrBfJJRXJICgkBKmo+4BFdk0+3wwQVBYGAgxO9+e5iyM62kpftYtbpw1OZcQQCPV+Wp76y55DnZ2HxcsSf9NjY2NjYfOQ4fqONH391hrdSeO9PKFSvyL4r8SGRmxfDj743wTrewaEV+VORHUSSSU338+/d3WSviZadbWLg0j7aWfqsZk6JIxMa5+PmP9ljvPXuqmXlX5NLZMRA1nsvl4Fc/2Wu9duZkM3MWjmP3toooT5ZFXvz30mHvRDOXLcxhz67qKC8c0nnplwetFefTJ5qZcSFCFHnN4ZDo6wmw/g1zcysCnD7exJRZWRwsrbM+m+wQaWsfYOebVQQDZtTo5IkmpkzP4MiIpxayJFBf20XprmoCEe/UsSYmTUvn+JFGK2okSiIVFR3sLzU3JQuiwMnjzUycnMapE81W9SNRFDhzqoVD++si0SWBk8ebmFCSwtnTrZYniHDwaCOHjzUSDGqUnxc4frKZgsIkysvbrJsTURTYv7Oak8fMJzIV59o5dbyZsbkJVFV0EI5UYpJEke1bKjhzqoVgUKPyfDunjjeRlR1LbU2X5YmSwPvryygrayMU0qioaOfUyWbS0n001PdEPAGHIpGbl/C/80W2+RCwm3N9EHa8x8bGxsbmI8e7b5yyJrtgrqw31HVz82enkZLmIy3dz+e+dDllJ1tGeW0tfXziH6aaXqafL9w+m1NHG6OiPMGARm9PgGtumkRyqpf0zBi+dPdcjh5qiB4voBEKhLnqhokkp3jJyIrh1nvnc+RA3ShPlATWXDuB5BQvmWNi+cr9C6zqPRcIBMJ4XQ5WrS0mKdlL1phY7rl/Ifv3DEdMzPHCxMe7Wb66iKQUL9k5cXz1kcXs3zV8E4ABwZBGRpqfJSvySUr2MGZsHPc/spg9I24WzCcOOjm58SxamkdikoeccXE88PUl7ItM+Ed6BSUpzF+SS2Kyh5zcBO5/Yin7Ro4XeTIxeVo68xaOJTHJw7i8BB56fKkZqbGiS2bFostnZzNn/hgSkzzkFSTy8ONL2X+oPsoLBjXmLxrH7NnZJCa6KShI5JFHrzB/HyO8oaEQS1YVcNnsbBKSPOQXJXHfY1dw8nhTVMRpcDDE6quLmXF5JolJHorGJ/O1hxdx9uzwzYemGfT1B7nu+hKmTc8gIdHN+AnJPPHkCtxux3/re2tj81HGXum3sbGxsfnQWb+5nDfXnQUErl5dCKNDHAiCgB42EMI6iEJUffhRnqab8RPBjJ2MKu+C+ZKhG+gjfi61PiiIArpmoBsRz7j0cUWB4bE04z85PzBCGkJIQ5AEDF3/gONCnyrTGe8k4HQQkkev05nvMzA0AyOsmz+6camPCwKEBQhJAiFRQOdSV9ms3qMZEAY0DPP6XWo4Y/jzGpGf0cc1Xwgb5rHD/8l4iipx61fmWP++8ATmUiOa11jH0Png8wOMkA5Bzfz5AA8DCOoIAQ0CGqPySDY2fycIH/TH8tdmxowZxoEDBz6UY9vY2NjYfHTYuquKn/36IIHISq2qSKxeMI4tb58Zro6jSCxZns+W9WVR8Z4lqwvZ9O7ZqKjMouX5bNtQTuBCbCfSWXfjRd6CZXls33h+ON6jSixZVcim985GHWPe4nHs3BId27liZQGbo85FZvaCHPaM2GSqKBKLV+Sz5f1zw9WFnDKXzx3Dvp1VUd785Xlsv7DhVQCnKlO8NJddRxujrsuVJansimzIFQRzvEmXZXJoRLxHUSVmL85l185KK7bjdDoomZzK4SPDTzxUVWLuZVmU7jQr5giigMslU1iczIljTVa8R1VlZszOpnRfjVVJyOV2kJuXwOmTzdbeA6dTZuqMDKtijiia2fjMsXGUnW2N8kqmpXMoci6iKODzqXz/+dV4PErUd+NH393B4QtxIUnAH+MkIcFNdWWn1ZDN7VbIK0ri9Mlmq4JRTKyTWI9K/Yh4j9urkFmYSFlko7ckicQnuHBLEo0NPVbjNq9P5bv/djUud/S52AwjCMJBwzBmfNjncSlmFKUapb/4xw/7NEYhzf3Oh37N7JV+GxsbG5sPlU3bK6yJLUAgqHGuvpu77l/Ie2+dRhBgzTXj+WOkPOQFggGN+poubrt3PhveOYMoiay9roTf/Xy/NeG/4DU39vLle+ax8d2zOBwSaz9Rwi//dW/UanIwoNHVMcA/3TGHre+fQ1EkrrxhIj99YeeoCNHAQIjP3zaL7RvLcTrNakD/8tzWUV5YM/jsLTPZufk8TreDa2+azHe/uWmU55BE/uGLM9i9vQq3W+H6mydx/w93R12XYFBDSvFw8+dnsG9nFV6vyvWfnsLjD66Lii6FQzpJcS5u/tRU9u2rwedTufGmyTzw0EVe2CBtTCyfyJ7CwX21xMQ6ueEfpvLAnW9FbebVdZ1xufFkjYnl8MF6YuNc3HDzZO67862ozby6blBYnEz2mDiOHKonPsHNDTdP5p673o5ajTcMmDYpjTHZcRw73kRioptP3zR51IQf4Mt3zeWt145z8lgzSSlerrx+Ag/f/bZV6pPI04b5i8aSMy6eMyebSUnzsfqqYr5xzzvWJmfDAD1ssHxpPuPGJXD2bCtpaT5WrCzkiUjH5AteOKRz/lw7JZPTRp2Pjc3HGXvSb2NjY2PzN8MwDP7w28NseK8MDFiyMh9VGf2/IlUROXaiiTPn2xAEgeyTzTido3PWqipz4kgj5860IgoCp/ObUNWLxhPMVfLjhxsoP9OKKInknWzGoUbHZQQBHIrMiYgnSSKFE1pQLhrP9CTTO9uGLIuMPz3aE0VwyCLHIp5DESk/24pDkS7yBGSHxLEjjZw714ZDkZhyrh3FEX1+kiTgEEWOHm2k7Hw7iioz5Xw7DkVkcHDEeJKAIMKJ/XVUHW/G6XJQfVkmDlmMmvRLkhm92V3VwfHuQVyBEFMbenDIYtSkXxAFdN3gxMF6Kk+14PYo1M/JRpKEqEm/IJiRq2OH6qk420azV6Fhfg6iCNqIgkXmkweZ66+dwPXXThj1Ox2JLItce+Nkrr3R/HcwEGZUPsEw9w4cP9xATVUn7S19zJozZlTsxzAMgsEwR483UVPbTWvHADNnZY+KYRmGYfZJsLH5O8PeyGtjY2Nj8zfj/XfO8v67ZwkMhQkEwmxaV0ZWght1xCRLVSTS49xs2niOQEBjaCjM+vfOkjkuHkUd4TllfH4n2zeZcZehoTDv/vkkuYWJ0Z4q43DK7Npq1rMfGgzx1qvHmTApzZrcXYjKGLrB3h1VBIMag4MhXn/5KJNnZFjjCQI4XQ4GBwKU7q4hFNQYHAjx6m8PM2NWljWeKILTpdDZMcChvbWEQhoD/SFe/tVBZs7Lsca7EJWpb+jl8MF6QiGdgf4Qv/nFAZZMz7CuiySaHWbrTzRz9EgDoZBOf1+QX/6slPmLc4ePKwm43QpnTzRz8mgj4bBOX2+An/9oD1csGmd5kiTgdjvYU9bGsbOthMI6PX1BvvurgyxYkW+dnyQJeL0qB3ZXc/ZUi1Vn/8ff3ckVS/MsT5ZF/DEqO7dUcO6M2eyru2uIHz6/g8VX5KGO8GJinUydlvHf+v4oqsyyVQXWeA6HSGKyhzdePU51RQdaWKe9bYB/eX47M+cPX2eHIpGS7uP3r56gqroLTdNpaxvghR/sYvrMrCgvMzuWvILE/9b52XwEuNCc66P28xHAXum3sbGxsflvEQiEMQzjkivwUd5QCMMwJ8sH9l1czUajuqydZx5dwvrN5YiCwPIrcvn5T/dFVbMJBDQqa7p49NmVbFpXhiQJLF1dyE++t3NU5KehroeHnlrO1g3lOCSBpWuL+OFz20Z5LU29PPDkMrZtLEdRJJavLeK739w8qspPR2s/9z2+lB2bzCjP8iuLePbRDVbm/YLX0x3g3seWsHPLedweheVri3jygXVWtZgLXjAQ5p5HFrN7awVur8rKq4p5+L73ouryB4MajoEwj355FttKa/B5Va5dms8Dd7wZVW8/FNKQFYk77pvPvl3VxMa5WHllMV+75fWo+v3hkI7f5eCuO+ewb18tcXEu1qwp5jMPryOsjYzo6Hgy/Hz5rrkc3FdLfKKLVVeO547P/TFqRdzAIDXVxy23z+bQ/joSk7ysWFPI7Z//Y/R+WQFysmMo/vJMDh2qJznZx5q1xaOfxlwY1zDo7wvicjuQpEtPlD79+RnkjEvgzMlmklO8zF4wlvvveDPqqYMoCEybmcX4iWmUnW4hNd3H9NnZ3P/guqgnAIIgMHvRWEomp3HubCvpGTEsW12I+AHHtrH5OGNP+m1sbGxs/r/QdZ0f/2Qfu3ZVAzB5Uir33DMP5aKYjqbp/PSFnezfXQMCTJ6egc+vmNVrIvMuQQCfX+XNl45weH8dAIGmPnw+9SJPwO9X+eMfjnH0cAMY0DcYxh/jjJRpMT1RBJ9P4U8vHeXksUYwYHAoPKqbqigKeH0qr/3uCGdPNkcac2l4fCo09lqeJAl4vAp/fPEw5WdbMSKfy+tTaG/tH+GJuD0Kr/72MJXn2qwIitur0NU5nL2RZRGn08EffnOYmsoOjMhrHo+Dvt5AlKc4ZX7/u8PU1HWDAV7A7XYwOBCK8mRZ4o+/OUxDXQ9g4HI6cLkVgoHo4wqiwB9ePExTUx8YBn63gssp09sfjPockmbw6m+P0NLSB0BMjAunU446riiK6LrBH148TEfbAABxcU4cDinqpkkQBMK6wUsvH6Mzch0SkzwsXpzLxTTWd/Pc45vo6R5CEOALt85i3qJxozxBEJi3aJz134JBDSO6nxi6YeDzO7lstll+FMzOx5oWHeXRdQO/38n06ZksWpo36lg2Nn9P2LeyNjY2Njb/X7zzzhn27au1yjWeONnC739/dJT39msnOFxaZ5WwPHGkEa9XxeV24HBIOBwiTpeDuFgXxw81mGUxNYOjB+tJjnXhdDpwOEQcDhGXW8alypw41mR6usHB/bWkZsXgdMrIDhGHIpkVVwSBMyebLW//7mrG5iWgjvA8XoWhwTDnTregRbw92yspGp9kevIFT6Wrc4jz59pMTzPYsfk8E6dmoKqmpygSvhiV5oYeqsrbLW/L+jJmzMpGUSXL88c6qarsoKaq0/I2vnOGOXNzrGZeiiIRF+/ixPl2auq60TQDTTd4672zzFtiRnkkWURRJeITPJw4WE99XTeapqNpBm/98TiLV+RHeQnJHvbvr6OxoRctbHqv/eEYV80bg+qQkCQBVZFIS/JQ+v45mpsiXljnD787wvK1ReZ4koiiyqRl+NmyoZzW5j7CYZ1wWOf3vz7EqquKLU9VZTKzYnh3fRltbf2W98tfHaS6unPU9+Xb39xMR8cA4bBOKKTzy5/so7626y9+HxVF4hOfmoyiRj6HalYgKihOjvJcLgfXXTsB1fIkJpakkGc34vo7Q0AQPno/HwXslX4bGxsbm/8UwzCob+4jrBlkpXo5ebIlajU3FNI4dboFXTdoauhB1w3SM/ycOtYU7QU1ais6eOaFtWxeV4YBXLGigB9/Z3t0pCaoUVfdxXPPr2bzhnMIwJIVBbzwrW2jIjX19T08+cJatr5/DlESWLKqkOcf3zjKa2ro4ZvfW822DedxOESWrC7k6YfWR0dqAhqtLf08/p1V7Nh4PlLqs4jH73s3KlITDGh0tg/w2LdXsWNLOS6nwtI1BTxy19tRkRoz8jPE159bxa6tZuRn6epCHrjtjaiNsoGAxtBAkMeeXs7OnVV4PQrLVxZw6z1vR61MBwIaIQMeeWIpe3dV4/OrLF9dxJ2ffRV9hBcKagjAA99cRumuamJinSxbW8SXPvtqVARGC+t4DYGn7pjDngN1ZuRnSR7/fPPL0VV5NAO3T+Wrjy3hYGkNiQkeFq8s4J8+9TJRu2oNiI1zce8jizm4v5akJB8Ll+byhS9GR34EAc5XdJCS4qWpsZeYGCdOl4OOjoGo8QRRoKqig4ysWP4Sa6+dQGZWDMeONJKRFcPipXmIl+jKev31JRQUJlJZ0UFSkpeZM7M+MhMyG5u/Nvak38bGxsbmAwmFNL7+w92cq+5EECA53s2UND+yLFoTXFEUSIx38dSj66mu7ERAICXNx5jsGCRJRNOGvfhENz/61jbqaroQEDh5uIHkNB9iebs1cZUkgfgENz94bitNDb2AweljZmnHmqpOa0IqyaLpPbuV1uY+DMPg7IkWEpK8NNb1WJ4si8TEu/nBM9tob+vHMAzKTrcQn+ihpanXmpCam0xdfP/prXR1DmLoBuVn24hP9NDe2j/sOUR8MSrff2YLvd1D6LpB5fl24hPcZpQn4jkcIh6fwvee20p/bwBdN6iq6iQu3k1vz3CUx6FIOD0Kz76wk4FIBKWqsZf4WBcDIyI1qiKhyiIvfHsbQ0NhtLBBY0MP/liV1uZw1HiSJPKDZ7cSDJpeS3MfMTFO2tsHLE+Wzc2rP3x6C+GQTjis0VvXg8+v0t01ZHmSbEZ5fvCd7YQ1c/W/o2sIr1ehr3c4GiSIAqGwzgsv7ETXDcJhjc7eQZxOB4ODw58DBAKDIW6/9c9micywxpVXj0eWRYIjy/wA8Qnu/9L39PTJZv71hZ0ICITDGsGAxqqrii/pTixJZWJJ6n9pXBubvyfseI+NjY2NzQfyh/VllFV1EAhqDAU0Glr66TAM4uPNnLfLJePzKiTGuqg630EwoBEIhGmo6yYcWfl1umScLhl/jBOPV6W2qtPy6mq6UBTJWu11umT8sS4EWaS+rptAIGxu9q3swOdT8flVczynTFyci/BQiKb6HgJDYYIBjcrz7SQle/D4FGu8+EQ3fT1DNDf1Wt75s21k5cTh8arW+SWleGlr6aOtpc/0ghplp1rILUjE7VEsLyXVR111F+2t/QxFvFPHGhk/KQ2322Ee1ymTmhHDubI2OtsHLO/44QYmX56Ja4SXmR3DobOtdHUPMTQUJhTSOHC4ntmzMnE5ZVxOGacqMyY7lsN7a+nuGmJo0PRK99Qwb2k+qtM8N9UpMzYvgb07q+jtGfb2bK/kimV5lud0yuQXJrJ9Uzm9vQEGB0OEQjrbN51n+ZoiVFXG6XKgOmWKxiezYf05+vqCkfF0Nr1/jlVXT0BRJcsrmZTK2++eob8/aI33/royrrl6PIoi4XLJqKrM1ClpvPH6SQYGQpb39lunueaGiSiKZH4OVWbGzCyKJqT8xe+orum88OxWhgbD1nh/fOkIdTV/ORpk83fKh12px67eY2NjY2PzYREOaZw91UIoqJFfnIzHe+luoxeiOlpYp6goifM1XQRHRFvCmk5NUy/femoF69eXoWkGS5fm8u8/3BMVlQmHdRrqu/nGd1axaV0Zhm5wxcp8/u07O6O9kE5TfQ+Pf3cNm947iyAK/D/23jI8jvNe//8M7MySmCyDwJYlsx0zgywZw025PWVmCjXcNGmbtmlTPm1PuU3aNIljtswkg8y2LGZmXJ6Z/4tZrzSWe87v/HvOSdrufV3Oi81H32d2Z6TreZ69n/u7flMu333m8E0pNTptLYN87ZubOLi3Eils5fnWY/stlppgQKOjbYgnntvKkaIKZNns2vv0Q3sslppAQKOrY5Anvr2Zw0Vmek/B1mk88cWdFktNIKDR0+Xh8ec2c3R/NaoqU3h7Hg9/xtqYKuDX6O/18ti3tnD8YBV2h43CrdP48qe2WTi/X2NoKMCj39zE8cM1uFwKhVun8fHPbR/D+bwhnn58PUdP1hPjVtlSOJVPfNBqlfH7NYIhnUee3Ujx0Vpi4x0UbsnjE+9+ycIF/CGEsDXo9Il64sPch9/5J4ulJhQyO9o+9FQBZ07Wk5jkYv2mqXzgnS9anhNd11FViQefKKCkuIHkVBdrC3N433v+bOEMA9xOGw8/uJaSkmbS0tysXJXJRz74VwsnADEJDp55/nbqanqIT3SQOy3l/8l6MzjoJxS0fkMgSQKtzQNMzPivrUFRRfWvouikP6qooorqn1w+b5CvPbiHro4hBARkm8ij39xMWnqMhfN4gjz62D66uz0IAiiKzPy12Sg2MTLxlyWBSaluHn2siL4+L4IAh4/UsHiuGY14Y0IvyyLp42N58qG9DA6YVpGjh2qYMyedmsquyIRelkXGjY/hiQd2MxxOkTl2qIbcGak01PVGJvQ2m0h6upunvrI7YhU5eaiGrClJtDb1j+IkUsa5eer+XeHIT/OA7viJcXS0DkYm9DZFIjnFzZP37yYU0DEwOH2sjnET4+jqGo5YjRRFIjHZyVP37zHHMAzOnKwnfWIsfb3eyERdUSRiE+x87YHd6JqBYRicO9XAuPGxDA74RzhVwh2j8tTDezF087zEubNNpI9zU1XTE5moq6qE3aHw1a8fwsDA0KHkUitp42JoqOu1cDZZ4OsP7wUEDMPg8rlmUtLcNIdTf8xxZRDg2UeLEAQB3TC4drmV5FQ37aPSimRZQtcNnn18P2K4KVfp1TaSkl10jUorEkWRoF/jm08ciHDlpR3EJzgsaUWCAB5vkG8+eyic+KNTUd6By6UwOCqtCGD8hFjS0mPGPJf/ldwxKpIsWhaTmmYwbvx/r05UUf2z683xfUNUUUUVVVT/a9r92jXaWwYi9oehoQC//smpMdyrr12jvX0Iny+E1xticNBPd10fUybFY1ck7KrEuGQXSbJIV9cI19/vo2vQx6TMBNMWYpdJS4/BZpPo6fbg84bweUP09Xnx+IJMmBSPajetKOkT4whoBn293gjX2+MBwyB9QqzJqTITMuIZHghErC0+b4ieLg+qKpM6LiZSLyM7ge7O4bC1JYjPG6KzY4jYeDvJqW7sdhlVlciekkRzYx9Dg6YVxecN0d42SGq6m6RkF3aHjKJKTMlLpqayi+Ehv1nPF6KteYCMrEQSkpwRLm9mGmVX2vGErS0+X4im+n5y81KIS3Bgd9hQVImZs8dxsaQJz3AwwjXU9jJ/eipxcXYcDhlFkZg3O52TJY14vEG83hA+f4iq2h5uW55BTKwdh8OGokjMXzSREwerw59JEL8vRFV5J0tXZxMTE05KUiQWLc/kUFFV+J6ZXNm1DtYWTMHtVnA4TG75mmz27TSbp3k9JnftchuFm3JxucKcTWJN/mR2vV6K3x+u5w9x8XwLt2+dhtNpiyQ0rS+YyrZXr+H3a2FOo+RsM3ffOxOHwxauJ7J56zRyc1P+fz3fkiTy+QfWmHaz8Lh3v202kzIT/t5fnaj+ERVtzvU3Fd3pjyqqqKL6B5HXE+DsyQb8/hBz5o8nLT32lpzHE+B0uAvsvNvG09YyaNkFNXSDrvYhhof8nDnVSCiocdvCCbS2DlisMrpu0N05zKOPr2fXoRpCms6GVVn8+pclhEKGhevq8vDQg2vYv7cSXdPJ3zCVf/9hscVSo2sGXZ3DfOGra830HgPyN+Xyg28fs1hqNM2gu9PDl766jkN7KkAQKNicy/NfP2SxwIRCOj3dHr7waD5Hwuk9BZtz+ebj+9FH5baHgjq93R6+9Gg+R/ZXhdN7pvH0g3ssDadCQZ3+Hi9feiyfo/urzO6vW6fx+Jd2WqwywaCZyvOlx/I5dqAah9NG4dY8HvrM9jHc8KDfrHesFqfTxuYNuXz5k9ss9ysQ0PANB3nkS6s4cbQOl0th45ZcPvqlnWM4f0jnKw+v5dSxOmJiVQq25PHZ971s4YIBDV3T+eKj6zh1op64eAeFW6bxsfe8ZOVCGhgCX3x4LWdONZCQ4KRwSx5H9ldZOC2kI4kCX3xwDWdPN5KU7GT9hlyKdpVbOEM3UGSRL35pNedKmkhNdbEmfwq7d5VhldnQ7XP3r+bcxRbGpcawIX9sbv9/RzPnpPP8z+6hrWWAhCQnScmuv6teVFH9M0owLK3z/u+0cOFCo6Sk5A0ZO6qooorqH03DQ34e/cJOBgf8GLqOKIrc/2QBOdOsu6ODg34evH8Xw8MBDB1ESWBjQQ4HdpRFOtLKssi8RRMpq+zC6zW75UqiwNpNUynaXxXphGuTRRYtyaCkuhufP2RyksDmJZM4sL8qErNps0ksWzqJK+FuuzcaTq1Yk83RA9UjnCKxfFUW54sbCAZMzmaTWLQyi+NHaiIxm4oisXLdZM4crSUY1BHCPzt/ySROHasb4VSJ1QU5nDhUQyhkcqpdZvZt4zl7siHSCVdRJdZtzOVIUSWaZiAIYLfbmD4rjXNnGiNWIzOiM48DuyvQdZNzOhWm5CVz6Vyzhdtw+zSKdpSbnGhaTCZlJXDtYmtk4aSoEoX3zuS1A1XohoEoCMTF2smKtXP9Snsk1UhRJbbeOYPdr13DMAxEQSQ+0YE9M46yii608MJEVSXuKcxl35+vmJwokJjswuVWqKnstliIttw7ix2vXkM3DCRRJDXNjWwTqa/ttXC33z2THa+GxxVF0ifEomk6TY39kQWRokpsvXsmO7aVRriJGXF4B/20tY6kHymqxJa7Z7Bz23WTk0QysxLo6fdFGn3duL8b75nJK/urMHQDSRLIzU7kiS+uQrpFzGZUbz4JgnDOcRUjNwAAIABJREFUMIyFb/R13EoLZ6QbZ3/3oTf6MsZIXPj1N/wze3N83xBVVFFFFdV/qqIdZfT3egn4zfQUvz/Er396egy3c/t1Bvr9BPwawaCG3xfi6vUOlq7MQpIEZFkkKyeJmEQHQ4NhLqDh84WoKetk8aJJES5nahKCy8bgcAB/QCMQNLmq9iEWLJiAJAlIkkheXjJCQMMzHCAQCNfzBulsH2LObeNNThaZPisN33AAjycY4bzeIIN9XmbOHmd2g5VEZs1Np6/Lg9cTJBjQCNyo7Q+RNyMVSRaRJIG58yfQ1jxgJraEueGhAIIokDMtGTnMzV88ifqaHjN5JmDGOQ4N+XG4FCbnjHCLlmdSfq0Dv2+EGxzwkZDoIDM7McItW53NlQut+P1mMs6NQ7zpE2KZlBUf4VblT+Hk5Vb8Ac28ZwGNnj4vk6anMGFSXITL3zCVU0drw/fCvLc9XcPMzUpiwvhYbGFuS8FUivdWmp9dUMfv1+jqHGbOggmkpccg20xu890zObjP5ELhZ6W9fZBFyzNICU/+JUnkrvtmU7SrfFS9EK3N/axcm01KigtbmLv37XPYs7PMwjU19JO/KY/EZJOTZZG3vXseu16/PsL5QtTX9bJ5Sx6JiQ5sNrP52Lvfext/DV9fMKTj82tU1PZw4WrbG/CbFdU/nwQQ34T/3gSK2nuiiiqqqN6E6u3xcGBvBT5viEXLMujr9VqsNwBDAz66uz0c2F+Jzxdi2bJMevu8kR3kGxoc8HPX5+fgilHxeYOsWj+FXTvKLJaaG9zHPzOLOJdCMKixNn8Kf9hVbrHUGED/oJ9PfXwJiTEqmqazrmAqL/32vMVSYxgw0O/jo19ahTMzHsPQ2bh6Mn/48SmLpcbQDQb7fbz/k0tJTXGBCOs35vHzH5ywWGVu1Hv3hxZxaG8FkiSyfnMeP/r2UUv6jK4bDA74eccHFnC0qCqc3pPL9545bHmvumYwOODjnR9cwLED1eH0njy+9fh+C6dpBsNDAd71oYUcP1gdSeX5+kN7x3Ce4SDv+tAiThyuwem0UXj7dI48Za0XCul4/CHe++GFppXHrbBx6zROHqy2cMGgTsgX5CPvmMvJ43XExtrZuCGX46+WWrmAhhbSec9HFnH6eB1xCQ4Kt+ax83UrFwrqGDomd7qR+AQH+Run8spLl62cZgAC7/3QQs6ebiQxycmaghxe+qO147Ku64iSwHs/vJBzZ5pITnWxfM1kfv+b8xbOtPxIvPcDC7hwvoXUNDdLlmbw479c5WYNjMr8jyqqqP7nFbX3RBVVVFG9ydTb4+HhL+zAMxxE1w0URWLT7dPYt/16xKJjUyRuWzKJi9fa8XpHcVvy2LO73MItWTyRy8WN+H1BdN20VxTcMZ19e8ojVh5FkVi6IpMzpxrw+0wrj6JKrL1jOjuO1uIfZb3JXzSRcweq8ftHuILCqRzYWxEZV1Ellq/PYe+lFvxhy4+qSNy5YAJH91i5NQU5HN1v1gNQVZmV66dw7ECVhVu3YSqH9lUS8GtmupAqs3xNNicO10Q4VZVZtymXg3vKI5xql1myMoviI7URq9GNbrv7d5VFOLvDxvwlkzh7ot7Cbbh9Gvu2mzvdogiq3cbchRM4d6rRYjXacMd09oV3ukVRwOG0MWXpJM5eaomcqVAViTvzc0Y4ScDpVJiWm8TV8yOcokoU3jmdPTvNnXhJEnC5FKZkJ1B6uW3EaqRIFN4+jaKd5vuQJIGYWDvpmfGUl3aMWI0UifV3TGNPeIddlgViY+2MT3BSVdEVOXuhKBIFm3PZH75HsiwSn+AgLslJbXV3ZKGoKBL5G6ZysKgywiUlO3E4FRrrey3c6g05HDpUgz+gYbOJpKS4CbkVGlsHIgtFVZH43uPrGZ8WTdz5R9Cb294z3jj7hzehvWf+02/4Zxa190QVVVRRvcl0YG9FZMIP5gHO08UNvOVd81DtMpIsMm/hBGKTnXi9AQt3vqSZe98yC1U1u7IuWjQRl03G5w1GJliBgMbV883cfo/ZXEmWRRYvywCITPjBzJ6vvtTKXYVTUcLWjFWLJ6L3+yIe/xtcTU03hZvzsCkmt3LtZDqCZkOvG1tL/oBGZZ+XdRummlYPm8iaghza24YiE34Avz9Ed+cQq/KnINtEbDaJ/E25NNb3RSb3hmFyQ0N+lq/JRpZFbIpE4e15VFd0WrlwY6wlK7OQZRFFldh81wyuX2mzcD5vEFkWWbA0A1kWUVWZ298ym0vnWiKLAF03OZdb4bZFE5FkEdUuc8875nKuuGEUZ+D1BEl3Kcyfk44kCdhVmXfdN5vTR0cWH7pm4PUEGJ8Rz6x5phXK7pB5x/sXcPxoXYTTNINhT5DJ01KYMXsckmQuKt7zkUUcO1AdeR/mNxN+Zs5MY9rMVCRJwOm08f6PL+HAoZpIvVDIYGgowNwlk8idloIoCjhdCh/+9FLTGuS/wekMDPhYujyDnNxkRFHA5Vb42GeWcWCvlevr9bE6fzKTpyQhigLuGJVPfn4FRfurI4vGYFCnp8fDHauzmZKZgCgKxLoVHvjE0uiEP6r/GUXTe/6movaeqKKKKqr/JTW0D/K7fRUMeoLkz59A4cKJt2w21NjUz8uvXMXjDbJ6ZRY+b8hiqQFzgjtjbjqVFebh20UrMrla2mGx1Nzg5swaR11FF36fxpLFk7hwqpGbv9T1+0PMnZtOQ00PgYDG4qUZHD9aO5bzhVg0K42Wuh5CIZ2V88abiTo3cT6fxvyFE2lvGkDTdRYunsRfDteMea8+v8ZtiyfR0TaEYcD8JZN49cXLYzi/N8RtyzLp6POBAPOWZFBxvcMKGSa3en0OvT1eJNE8oHz5fIsVC0/8lxbm0DfgQ7aJzFk4kTMn62/JLVmZxfCQH0WRmTN/PMcPVo3hgn6NRSsy8XqCqHaZmXPTKdppTanRdYNQQGP1vPGIPT7sDhvz8lLYHbA2ktI0g5BmsHBFJgFNx+VSmDZ7HH/5s/Vz0TWdUFBn0fJMdN3A5VbJm5EWmciPrqcbBouXZ2IIArFxdnKnpUQONo/mDAwWrMpCd8jExdmZkpdiSXoC06IjAAtXZCLYZRITHUzOSRpjIzPCh5UXLc/A5pRJTHKSmZUw5lm+cXB8+YKJOO02UpIcTP4bTbQ0TWfXq9covdxG6jg3b3n3bcTG2W/JRhVVVP+5opP+qKKKKqr/BbX1ePjM947jDZg74ldre+gfDvDWtdZowra2Qb76eBE+n7nTXVbWSeHaySiKZLGYzJ6bzlMP7zV3xA0ov97B+k25Vk6RmD1rHE8/UhTZOS8rbafgZk6VmDknna8/VhTZqS272k7BljwLp6oSebPH8dQzhyKvXSvtYPP6HJRRu+SKKjFtWgrPPbk/8tr1y22sumcm16u7I7u8qiIxa2Is3/3awUi90iut5G/Ko66621IvIzeJ7zx3JMJdvdJG4bopNI3a7VdUiYmZ8fzgG6O4iy2sKZxKW8uAhRs3IZYffPtYhLtysZU166bQ3Tls4RKSnPzku8cir12+0MyKtZPp6x2xECmKhCtG5effPxF57cr5FpasyuLUsVoLJysSv/xhsfmaAJfPN7NgZSanixssnBbS+NXPTkesRhfPNXPbkomUnG6ypCT5hgP87udnItzl883Mvi2dSyXNEU62ifT0edm2rdTkRIGL55qZO3ccly63RThJEmhtH+L4yXr84XrnL7Yya246pZdbI5N/URSobeqn+FQDfr9pcbpwoZXps8dRUdoe4QRRoKKiizNnzRQnURS4eKGV6dNTqKjoiliNBAHOV3Ry5lIb/oCGJAqcu9LOj762AZfTZvn9+MULJyk5ZX5W5dcELp9v4dkf3IndYeWiiiqq/1pvju8boooqqqj+ybS/pAl/cMQC4w9o/Pmmw5oAh4/VWq0tAY3ikiY++cWVpKXHkJDooGBTHi63gt8XiuywB/waJaca+cSnlpE2zk1CooNNW/KQBCz1An6NCyXNfPDTy0gd5yYxycnmu2bgD2mRSSeELT8XW/jARxeTkmZyt98zk35PwLKTHAhoXC3v5N8+sJDkFBdJSU7uuW823e2DY+o1Xmnjg/fNJjXRSUqig/fcNYPOml5rPb9GQ203973nNpJSXCSluHj7v82npq5vzLjNHYPc+865JCY7SU518a4PLKSitHMM19s9zJ1vnU1ispOUVDfv/chiro6a7N4Yd9gTYMs9M0lMcpKS5ub9n1jKlfMt1vfh19A0nU13TichyUnqODcf+swyzp9ptHB+fwhFESncOo2EJCdp6TF87AsrTcvPDc6AgD9EnEtl/YapJCQ6GDc+hk9/cSVnTo5whgGBQIiUFDdrC3JISHSQPj6Wz315FaeP1Y2xOE3KSmBl/hTiEx2MnxjH5x9eR/GJ+hFONwgENPKmJLFyRRbx8XYmTojlgQfWRCb8o8edNi+dpSuziU9wMDEjji8/ms/xEyOcrpvjzl88kcXLMoiLtzMpM54HHsmnuHhkXF038PtCrFiWyeLFk4iPt5OZGc/DD63lxLmWyGJQ0w28vhDnb0rvCQQ0To16v+Zh6QDXLrUSVVT/qd7opJ5oek9UUUUV1T+vKso6+P2vz+MZDrBkeSZ6vDrGKmMYBmVX23nx1+fweoIsWZWFdrNPBnPypTht2OJUNJ+EPVZluMc7ltMNHHYZpyIjG+B22PD0+25Rz8DhtGF32AhKGk6Xgt41PIbTdcwuqYqEJgq4nYolaWeEM7C7FWwxCrpu4IxVxtiMbnBxokCKz+wFEC8KY6weN96vy6Vgt8sIgoDDqfxNTo1VEePtiKKAGquiG2MH1g0Dp0vB7rBFvO+3Cq3QdQOnW0Vx2pBtEg6nDf0WnKGH69llbIqEw/E3PhcDHE4l0kVYtcu3eAbAwMBtV3DaJOw2CYcqj6lnGOZ/nA4bdkXCGa455n0Y5j+HW8HmsKG6bNjUW4wLgIDLYcOpyGY9RRrDhTHssQqy24Yao6Kof2OqIIA9RsXmVlBjVGyqeMt6ggBOlw3FYcPuUrApt653q9+XsdBYLqqoovp/UzS9J6qooorq71RTYx+PPbjHYhNZsCqLPXU9+MK7mXZFYsO88Vx+tdTCLVmTzZGSpsguqqpIrFudzeHDNRabzarlmRQfGp1SY6beHBrV/EpVJVatnWwe7Bxl5ckvnMrhPRWW11YX5HD4Jm79xlwOjOJUVWL1xlz2HamxWIg2FeSwL5wCc4MrXDeZIzutY+RvyYukwNx4rWBTLgfDiTQ36q3fksuB3VYuf+s09hZVWriCjdbmYYoisSl/Cod2lVusMus25XJodJKQIpG/JZf9e6z11m7I4UiRtd76DVOtP6tKrF6fw9GbkoTWFk7lcFGl5bUV6yZz4pDVBrSmMIcj+60/u2x1NsVHa60/mz+FYzelEC1ekcnpE3VWblU2xUdGcXaZ+UsncfZ0o+XZWLwqi1M3dvsFsKsycxdN4NwoG5CqyixYOonTZ5vwB7RI07J501O4dLE1wtntMrctnMDZ8M8Kgrk4nDYthStX2iNnBRx2mbmzx3HxQkuYE3C6bGTnJlN6vYNA2AbkdNiYOjedi6UdBIKmDcjttPHjpzcS41Ysv1vff/YwVy60EAwnIrljVL7xo7tw3cRF9X+rN3V6z8zxxtkXP/pGX8YYiXOefMM/s+hOf1RRRRXV36mzpxsJjTokGfBrXC5u5Pmvb+CXu64z5Amybv4EQqP86De4S6ebeOLx9bz458sMe4KsWZVFe9uAxYri92ucv9TKQ08U8PKfLuHzhVidP4X6ut4x3KULrdz/+HpeefESAb/GusIcyq+2j7G2XL3YypcfWcerf75CMKCxflMuF881j6lXdqmV+7+0ildeu0YoZLB541TTOnITV1rRzWceXMOOl6+i6wYb75zOoVGT3RvjVpZ38amvrGbnq9fAMNh8z0z2vn59DNdQ1c2nPrucndvLEEW4464ZvPLqtcgEHcIWovYhPvLZ5ezdXoYkidxx3yz+8tvzY6xGXe1DfOiTS9m/uwLZJnLXW2fzu1+cHVOvf8DH+z62hEN7K7ApEne/Yy7/ccOTP+r6fL4g7/nwIo4UVaHaZe5911x+8p3jY8bVdYN3fmAk4/8t757LC88eGVPPrkq8/b3zOXmkBqdL4a3vnse3njpo4YIBjdgEO/e9ex6njtXhcqu87d9u4+lHi6xcUCct1c29b5vDmeIGYmJV3vGe23jskb2W+6ZpOpkT4xg/IY6zJU3Exdl5zzvn8vD9uy09ITRNZ2pOMuPHx3HufDMJCQ7e9c55fOX+XZZvZDTdYOaccUyYEMelSy0kJjp5x7vm8YX7d1t27TXdYNmccWRMiOXitXZSkpx84G1zxkz4AT755VW88qdLlF5uJSU1hnd9cEF0wh/VfyHhTZOW82ZTdNIfVVRRRRXWhTON/Oanp/F6gsycl85HPrcCxy0ODJ491cBvf34WnzfI3PnjmZiViCCKjPa4SLJIa3M/bdc78ftD1DsVJrlVRElAH9UUS5JFmpv7qavvJRDUqKruJi5G5aZyyLJIc1M/jfW9BAM6NVXdqHYJQbDaHWRZpKW+j+baXkIhndrKLmSbNOY9yLJIY30fjfV9aJpObVU3Nptoxt2NrmeTaKrpoa26B10zqKvownaLejZZpK62l8amfnTDoKamB5tyC84mUlPfS13bIGBQXddjjnuL66uv7KatthcEqK/queW4sixQW9VNS2MfgiDQUNuDfItxZVmivKmPyj4PkiRQ0zKALN80rmByNVXdNDf2I8kiTfW9yDddnxDmqqp7aGwdRLaJNDX2j6knCOb9ra7qpql5AJsi0dw0gHQTJ4pmZ+Oayi6am/pRVZnW5rHXJ4oioihQVdVNU8uAybUMIElj6wHUVHTR2tBHr9NGe+sgoiQCI5N+QRRAgOqqbppbBujt9dLRMYwkCYRGjoUgCAKGYd779vo+hro8dHUMIt5k1xIEM4K0oqGX+o5hur1BOruHEUXQNCxcyDC43D1MmT9Ia7+XtgEfacmuMffNZpN4+7/NH/N6VFFF9d9XdCkUVVRRRQXU1/Tw428fo7fHi88X4tK5Zn72/PExXHVlFz/93gn6ek3u/Nkmaio6cdjlyGRLUSWWrZvMD39VQl+/D68vRPG5Jqp7hrHbbdxI7VQUicVrs/n3/yihf8CP1xui+FQD3T0eVNXKLVs0kd/+4iwD/X683iDFR2sZHvSj2mULt3DhBP74qxIGB/x4PUGOH6ohFNKw20f2eBRFYs6CCbz0+wsMDZrc4QNVyDYJVZHNiX+YmzErjZdfuszQYACPJ8iBfZXEumyoqmSplzsliW0vX2FoKIBnOMi+nWUkJTtRbuImTU5k++ulDA8HGB4OsmtHGWkZ8VZOlUibEMvu7ddNbijA9leuMjkzAWXUhF5VJVJi7OzfVY5nOMjwUIDXXrpM7vTUEU4wbSxSooOiwzV4vEEGhwL86a9XmLFg/BhOBI7tr8LrCTI04Oel35xn3sKJN40r4wtpnDhai9cbZHDAz+9+dY4FyzIi78NsCmZjYMBP8fE6vN4gA/0+fvPvZ1iyMvMmTqa9fYgzxQ34vCH6+3z88senWL46KzKuKJo2m4a6Ps6dboxw//6DYlatnRypJ4pmzn9leScXS5rw+UL09Xj5yfPHWbNmhJMkAYdd5tLVdi5casXnC9HT6+W7L5xg9bopFs7ptHH+dBNXLrXi94Xo6fbw/eeOsXbN5MhzIEkiLpfCsdMNXC3twOcP0dXl4bnvnWDN6mzU8PuQJYEYt8qrl1q4VNONN6DR1uvlof84S1uP55a/m1FFFdX/jKI7/VFFFdW/rHTdIBjUUFWZa5daLbnjoaDO1YtmSoiu6YRCOooqc+ViqyXvPBjUuX61nW/84E52vHqVgQE/y1dmUdZkTZ8JBnWulnXy/PNb2fXqNQaH/KxYPZnL5TelzwR1rpZ28I1nN7F9R2nY8pPNxdONY6wjpVfaefpbm9m57To+b4A163MoPlw7xjpSfq2Dx7+9hb2vl+L3a6wpyOHAqAZMEa60gye+uYk9268TCOqs3zCVndtLx3AVpZ089WQhu3aXo2sGBYU5bHvx8hiuqqKbR7++kb07yzAMg8LNefzxjxctlhq/X6OmtpeHnt7A/p3lCAIUbJ3Gb35xdky9xuoeHn0kn337KhElgc2b8viPF06M4Vqa+vnKkwUc2lOBJItsvGM63/n56UhaDJgpSc09Xr78aD4Hi6pQFZHNd87g+18/NMYK1dPt4QuPrONIUSWq3caWu2fy7KjY0Rv3Y3A4wGcfXMvxg1XYnQpb7p7J04/si3TtvcEFQjqf/soaThypweU2ucfu3z2GEwSBT31pFSeP1hATo3L7vbN46PM7LDn6waCG6pD5xOdWUHy8jrh4O7ffM4uvfHqbhQuFdBJiVT7+iaWcKW4gLtHBXXfP5JOf226x8ui6QUqam49+bAlnzzSRmOjgjrtm8NmPvmrZ1TeAjPExfPhDizhb0kRysos775jORz/7+piDtjlTksibmsz5Cy2kprrYunUab3vmIKPPLgvA5doexiU6w0lI0i17WkQV1X+pG825ohqj6KQ/qqii+pfUwT0V/OGXZ9E1g4mZ8SxbnY0ki2ijfAh2u8y+nWX88TfnMXSDzOwEFi7NQLZJlgma3WHj9PE6Du2txDCgu2OYGcvNrq6jJ1QOh41jJ+vZe8xsgtUxGGD6zJQxnNNpY8+FJl6+3oFhGDSKAgti7UiSgDbKGuRw2jh6oJqj+83mUYP9fiZNjBtjIXK6FA7vr+LwQbNZ1tBwgKRk1xh7hstl42BRJUeP1ALg84dwudQxFiKX28bB3RWc2m9GkGoes0PtzZzbbWNXUSVHzzSa9cLdXMfUi1HYt72M08frAPP/ud2KxWokCOByK+zcU86pM03ma6KIy61a7usNbs+2Ui6EOZtNwuW0+sBFwXy/Lx2toaSqCwTQUlw4XFY7lyia6T+7Xr3GtUttkc/T5bLR3TWKkwQcDpldr16j7Go7ggCxsXYcTht9vSPJS5IkoKgyr28rpbK80+QSnTicNoYG/RHuRofhHa9eo7qiC0GAxGQXDocNrydo4WRZZPsr16ir6UEQBVJTY7DbbZbFkCyLCILAzr9eo6GuF1EUGJ8ag6rKhEKBkesTBdANdv3lKs0NfYiSwMRxMSiKFOklcePz04FXt1+npXUQSRKYlBGHTZYIjFoUC4JASNPZtaOctrYhZFkkMyPefPY06+pAGw7ylU+8Rlf7ELJN5COfXc7iFVlEFVVU/zOKLoWiiiqqfzlVlnXwp1+VEArq6LpBU30fZ0/Wk5jkwqaYPnlFkVi7KZeXfn8BLWRyDXW9XDrfTHyCw8KtKZjCX1+8ZHZC1Q3qqnuoOtdMfKwdm01EDHP5SzJ47bVrEa66upu66l5iY1STE8MWnTWT+cvhGjTdQDegtL6Hcm8Ad4yKbDN93YoisXBpBnt3lqHrZr2K6x1093hwuRRkOcypErPmpXNgb0WEK73SjscTxOmyRThVlcmdkcbhg9UR7sqlVjOu0qkgySKSZHLZ2YkcP1IT4S6ea0ZRZRwOG5IsIkoCdrtMSkYCxacaIlzJuWZiEhzY7TKSJCBJphUlJc7OuVHc2eJ6UlPd2NUbnIjdbsOeYKfkfEuEO1FcT/rkRFS7jCgJyLKIw2lDFEWujOKOH6pmRkY8qiohigJyOMbTIwhcLO9EN0xuz8l6Ji+bhHKDk0WcboXhQT9lV9sj9Q7sLmfebaY1SBQFZJuI26XQ3TZExfUOdN1A0wz2vF7K4qUZEc5mE3HHqDQ29lFd2RXhtr92jWVhK48omuceYuPsVJV3UVvVHeG2/eUKq/Mnh3fBwaZIxMU7uHqplfraHpML6fzlTxdZV5hj4eITHZw/00RDfa/ZKTik8+Jvz7Np/ZQIpygSSUlOzh6uobmhz+SCOn/8jxI2hhu33eBS0tzsP1pLS+tg+BsznV/++jxbNk61cOnj3OzbXU5r6xB6uF/AL35+lrcuy0S1SQiAahPJTHNz4A8X6Wwz6wX8Gj///klam/vf6D8XUUX1T6PoTn9UUUX1D62Bfh9DA35SxrlvedAzwvV5GRoMkDLOTVVZl2XHXNcN6mt6+Mkf3s6+HeX09Q6zeFkW5WWdllQeTTMn9D/81X0U7Syjv8/LkpVZXLnYatlV1TSduqoevvfze9lVVMHAoJ+VyzIpCXc0vaFQSKequpvvfe8O9uwpZ2g4yKoVmey+2GKxogRDBqXNA/zy+3dQtLMMjyfIijXZZrzmTakt1VXdPPODOynaWYbfF2LVuslsf630Jk6jprKLZ56/nf17KggGNFbnT+blmyw6wYBGTXU3z353C/v3VBAKGaxZP4U//frcGK6uuodnnt/K/r2VaLrOuoKp/PxXJZb3EQiYVp5nv7WFA0WVGEBBQQ4/e/7EGEtNY10vT393Kwf3VSIIAus3TuU7L5y0pgYFNBpaB3jyO1s4UlSFKAms35xn6fh7o15HfR/ffKyAQ0dqsMkSGwtzeOCFE5EYyRv1mnt9PP6tLRw9UIWqyqzfksvXHthjscoE/Bp9XR4ef2Yjxw5VY7fb2Lg1j0c/v4PQTdxgv4+vPr2Bk0drcTptbNg6ja/cZKkJ+DX8vhAPP1VA8bE6XDEqG7ZO44sff83C+f0ammbw4JMFnDpeS0ysnY1bp/GZD79ieZ6DAQ1JErn/sfWcLq4jPs7Jhq15fOL9f7Hsroc0HZdN5qH713DqbCOJCQ42F+byiXe9aPkGSNcNYt0qX3xwLefONpCU5KJgYy7v+8hfLd/YGAYkJzq5/3MrKDnfTGqKm/x1k/nwh62cIMCUGDtff/9CrtT1kBRrZ82MND77vr9YOUmgprKb9AlxRBXVf0tvkmZYbzZFJ/1RRRXVP6xee/ES21++iiRIA+9vAAAgAElEQVSLKIrEg18rZGJmwhjuL7+7wJ5tpciyiGKX2XzXDGRZRBs1oXLHqLz64mWKdpQhySIlxY0U3D4N2SZZJriuGIWXf3eBw0WVSJLI+VONrN2Ui6JaOXeswp9/fY7jh6qRJJHSI3UsC++Cjp6QxsXZ+f1vz3HyeD2SJHKppIm5G6dik0WCo64vwa3wu1+cpeRUA6IocOl8M/MXTbJagwSIT3Dwq5+f5eK5JpO73Mas2WljuUSTu3KxBUEQuHKljdw8q9VICNf75Y9Pcf1aBwJw/UobmdkJSJIYOQMhiAIJiQ5++tPTVFR0mVxZF6kTYy2WJFGEpCQnP/nJKapregAor+giJdFpsRqJokB8ooMf/vgU9fW9AFTU9pCYYKeufoSTJIGEODs/+d4Jmpv6MQyoqekhIdFJc0NfZAIpySJxiQ5+9t3jtLYMYOjQXNFFUryDls7hCCdLAokuhR9/5xid7YMYOjQ19BGf4KCrczhiNZJlEXesyk+eO0p31zCGbtDe1E9cgoPeUU3UZJuIK0bhx88fp6/Hg6YbtLcNER/vYHBgxMpjs4nYHTZ+9N0TDPT70HSdro5h4uLseIZHrDeKImFTJH703eMMDfrRQjp9PV5iY1U6R1lvbIqEJIv86PnjeIYDaCGd/n4vMTGq5fpssoguCTz3i7N4fSFCms6AX8MdozIwqsmbJIloGPzwh+b5iVBIx+vXcDpsDI+yGomigBbS+fELJwkGTS7kC5oHn0ddHwgkxDu4bWoy86cmA+bCQpJF9FG/Gxjm8xdVVFH9zyhq74kqqqj+IVV+rZ2dr14jFNLx+0IMDvj53jOHx3DXLrVStOM6oZCOzxdioN/H4aJKsnOSzM6pdtlsGrU1j4O7KyL1+nu9FB+uISMrIcKpqkR+wVSOHagmFDS53h4v507WM3FS/ChOZtXayRQfqY1wPd0eSs80MT49BrtdjvxbumQSp4sbzHH9ITo7h2k418z4ZBcORcKhmh1b8zMTOXemkWBQx+/X6Ggfor62h5Q0N/bwuA67jRmzxnHpfHOEa2sdoK19iMRkJ2p4TKfDxpS8ZK5eaiUY1AkENFqbB+jv8xIftt/Y7TJOp0LGpDjKrnUQDGgEAhpNDX34vCHi4u0RzuWykTTOTWVFV4RraOhF0g1iY9QI53apxLoUqqq7zQOtAY2a2h5ssQruGDVyfTGxKqJLoa6uJ8JVVnWTEGc3O/eqJhcba0cIaDQ2mP0PggGNyuudpKTH4HQpkfsRF29n2BOkubHf5IIa16+1MyPBidNuw66an3NSvANfXS9tLQMR7urFFnKnp+Jw2CL1klJctDT209E2GOZ0LpY0MWteeoSz22VS0tzUVHXT2T6E368RCuqcO93AgkUTLc/AuPRYrl9po7trCL8/RCioc/pEPUtWZkZq2e0y4yfGcbGkmd5uD35fiFBI5/jhWlatmxLpAKzaZSZlxHP6ZB19PSPckf3V5G80F6c3amZOTmRfSRN9Az58fpPbebCatffMiHCqXWby1CSKDlQx0O/HF663a+d17tw6DUWRItc3LS+ZPTuuMzg4wm3bVspdd05HUSRUVcauysyalcbcuemW31NRFPjQp5eZXHjcOfPHM2POuP+bPyhRRfUvoOhOf1RRRfWGq6Gul95eLxlZCST8Jzt79bU99PX5yMpOoKm+z5InD9DZMYQW0mho6GdwwEdmdiKN9b0W6wMGdLQN8ewLd1C0q5zeHg+Ll2dRdrWNYGhkl9EwoL1lkJ+9+A727Synv9fL0lVZXCppJhAY2bU0dIPW5gF+/Pu3s29nmZnesyqL08fq8PtHOF03aGnq54Vf38euvZUMDftZvTKLwweqLZYfXTdobujnhz+6k+0Hqhn2BFm/IpOimyw6umbQ3NjPt354B3t3V+DzBlmzbgqvvXzlpgZMJvfMd7awq6gKfyBEwepsXvr9RQsXCuk0Nfbz9HObKdpdQSCokV+Qw+9+cfYWXB9Pf3cLRbsq0EIa+Rtz+dlPT41JK2pq6udbz25k18EadAw2rZnMD144eVP6jE5TywBfe34r+/dWICCwfmMuz3336JiUmtaWQZ57ZiNF4fSejRtz+cYT+62WmoBGe9sgX3t+K4f2ViLLIuu35vH0w/vGWGp6Wgb4wQNr2X+kGsUmsaVgKk9+caflG6CAX6O7y8MT397C0f1mI67C26fx1c9stzxXAb9Gf6+Px7+9mWMHqnE4bRTePo0vf3KbxSrj92sMDfp5/BubOHK8FrdTYfPGXD73kVcsfRn8/hB+X4jHntnIyaO1uGNUNmzJ41MffPmmeiE0TeeRZzZw8ngdcXF2NmzO4+Pv/bPFKhMIhBAE+OrTGyg+2UB8gp2Nm3J526e2WbiQpiPYZR58upBTxQ0kJTkp2DCV9733z4yWrhs4VJlHHlrL6ZJmUpOdrF87mfffxGFArFvl4QfXUnK2kbS0GNYXTo3E247WstXZZGQnUFvZTXyig5lz06MJPlH99yVEm3P9LQnGzdla/0dauHChUVJS8oaMHVVUUb159Kt/P8OxwzXmV/uawefvX83sm3YBDcPgFz85RfEJ0wKj6wb3vmUW2166jH+UbSAu3s70+eM5e7oRSRIxdIO73zKL12/iEpOd5OSlcKmkGVEyGw/dcd8sXv/LVQuXOs7NhIx4Si+1IUrm5GPz3TPY+ddrIxN6AcZPiCUxPYay0k5ESUAQYMuWaex65WpkQi8IMCkrAXF8DBU1PYiiubt555op7NxWGpkwCwJMmZKIqMjU1vZGDpQWrslm7/ayEU4UmJqXjE+RaGjsRxBBsUnkL82kaHd5JF1IFAWmzUqjXZVobB9EFARURWLTtFQO7q20cLPnjqO730dH+xCCYKYSLbptAkcPVEUm4JIkMG/+BNraBunuHAYBXG6VWQvGc+xo7ShOZMGSiVwb8NMdtorEuRUWpsdQfLw+MgGXZZFlSzOoud5Bf5iLj3eQmZvE6TNNFm7VikyuX2pjaMgPBiQmOZk4MY7zZxojE3CbTWTVuilcLmnCMxwEwyA5zU1SmptLF1oinnabIrG2cCqnzzbi84UwDINx42JIcNgovdwWmVjbFIn1m3M5eaSWoF9DNwzGT4xDtctUlHZEOEWRKLxjGkeLqswD4oZBRlYCuiBQVdmFMYrbdM8Mth+vQ9PNA+I5WYnQ5aG+picyAVdUia13zWDfzvLIQeOpeSn093lpbBhZ8KqqzNZ7Z7JzVxmGYU7Gp89IpbOpn7aWwcizrNplbn/rbF7ZXYaA2RV37qxxVLYN0t41ko9vVyXevmUar798xbTraDoL5k+g4noHPaOsQaoqc/fbZvPn7dcj3LJFE7l2pomBUdYlVZW5775ZvPLSFUTJ5FasyuaDH1scndD/A0sQhHOGYSx8o6/jVlo4e6Jx9pVPvdGXMUZi7sNv+GcWXQpFFVVUb5jKSts5fqSWQEDD6wni94d44TvHuHkz4urlNk6daCDgD3O+EK9vK2X5mmwUVcLhtGF3yGy6ZyYlZ5oinM8XYs+uchYtz4xwDqeNgi15XDrXjN8fMjlviAO7K7ht8cQI53QprC7IofRyW4TzeoIcP1jN7PnjI5zLpbB07WTKSjsjnGc4SHFxPTPmpKPe4Nwqs9dkU17djc8fwuMNMTwcpPhqG9Omp6KG029iYlRmzk2npqbHrOcNMjTk53JZBzl5KSbntBEbqzJl9jjq6vvw+UN4vSEGBgOU1fWQPTkxXM+0tqTNSKW+ZQCfX8PjC9E/FOB6n4fMsHXJ4bCRkOggJT2W1pYBfD6zXn+fj/buYSZkxJsWDodMYpKLuAQH7a2D+HwhfN4QvT0ehnu9pKfHRqweySlOjCQnbT0evP4QXn+Izj4vgzaJcePcES411Y0Q0unq8uDzmvW6OoexIZCa6opw6ekx+IeD9PaEOV+IjvYhnC6FpBQXdseIBaa/x0Nfjxef13wG2loGSEx0kpjoxO4YscC0tA/S3+/DG+aam/tJy4onPtGBPWzTyZycSH1Nj9nszGs+e00NfWTnJBEbb4/YeSbnJlNxrcNsdhbm6mp6mD4zlZhYFYfThqrKTJ2ewpnyToY8ATzeED6/RkVtD7OWTsIdM8JNn5lGyelGhocDkWe+oqyDRcsycLsVHE6bmcw0N50TJ+vxeILmuP4Q10vbWZE/Bdcobt788RQdq8XrNZ89v1/j0tU2Nq3KwuWw4XTIqIrE0tsmsH9nGT5fCI8niN+vce58Cxs35+Fw2HA6bWazuOUZbNtXEX6Wg/gDGqdKmth694ywNczkVq/J5vXwItnrCRLwa5w8Vkfp1fY36K9OVFH96ypq74kqqqj+bhmGweVzLfR0D5Odk0TWlKRbcrpucPFCC729XqbkJNHRPjSG8YcnnGVX2+jv9TIlL4WO9iGMm7w8w0MB3vWhhYzLTqCzc5hFCyfRUNuDPqrBFkB/n5cPfHIJGdkJ9HR5WLQ8g4rrHRZLCEB/r5cPf2Y5B6aU09fjZfGKTK5eaiXgD1m43h4vz7ywgn27Khjo97J0ZRbnzjZZrDwA3d0envrmZvbtLmdw0M+KVVkcOtNoSbMxgM6uYZ799lb27i5neCjIqrXZ7CuqtFhlDAM6O4f56vNmyo/XG2L1msm8vqvMkoluGAYdXcN895mN7Ntdgd8XYnX+FH67p5zATQ2Y2rq9vPDVtew4VEMgoFG4Mos//fa8xVKj6wadHcM8/lQBe/dWEgzprF+fw29+etra0EkzaG8f4qHHCti/12zYlb9hKt/64wULp2kGrd0enng4n/1FlWbDrg1T+f5zxyyWmlBIp6N9iK8+ks+ew7UIImxeO4XvfP2QxVITCul0dg3z0JMFHNpnpvcUbsnjG4/ss1hgQkGdnq5hHnqqkCP7KrHZRAq25PHYo0UWLhjU6enx8sDXCk0rjyqb3Bd3RnbqwUzH6e/z8uBTBRw7WINql9lw+3Qe/LTVKhMMmOk9Dz9RwLHDNTidNgq3TuPjD+y6yXqjMegP8eBThZw4WovLrbBxcx6f/fBfLc9UwK8R8Gt86ZkNHDzfQpxL4e5V2Xz8Q1bO79cIaToPPL6e4uP1xMXb2bA5l3/72KsWLhjUEXR48nPLKT7TRGKCnY0FU3nfoWoLp2k6oixy/1fXcuZME0nJLgrzp7DvI9Zxdd1AVmW+/8O7aGzoIy7OTmqam4N7KrDKoKN9iJmziSqq/x1F7T23VNTeE1VUUf1dMgyDH37rKFcutJg79Aa860MLWbcxdwz3neeOUnqtPTLRuuPO6ex8tdQywU1IcJAxIZbKss7IRGvLfbPM2MkbnADJyS4SJsZSXd2DHv47du/t09nxytWI910QIG1cDPFuhYba3sg3CLe/ZRY7/mrlJkyKQ1Flmhv7R7h7Z7HzlRErjygKTMpKQBegrXVwhLtnJju2XR/FweScZLyBEB2dwxiGgQBsunsmrxZVRCw/oigwPSeJQPMgPd2eMCew8Z4Z7NhVFuEkSWDGjFTaujz09fnAMBBEgc0bc9m5tyKykJAkkbmzUmmv7g2nw5jcyrtnsO14XYSTZZFFM9OobOxn0BvAMMymTHfPG2/GgI7iFi6ayLXKLrzeEAYGkiSyfmkGh4uqIpzNJrJomblIumGPkmWR2Vtz2XemKbIwUWwi624bz/UjdZFzETabxOJFEzlxtC5iNbIpEivyJ3PgekdksWJXJFZlJXL6eF1kYaIoEmvWTebk0Vq0kAGC2VBt5qw0SoobIgs7RZVYt2EqRw9Uo2k6gmDm9GfPSuP8uebIwkRRJDZsmMrRXRXoug6CgNutkpGdwJULLSOcKlG4dRoHdpnWG0EQiI2zM258LKWX2yKpRooqsfGuGezZYVpvBMF8vh1ZcZSWd6GFn29VkbinMJc920oxl4ICySlOYu02qsq7Ir8vqiqT/+45/PJii3lvBYHxCQ4ymoeoq+kZxUncced0drxaGn6+BcaPj8WniNQ3jDzfqipxz9bpbHvtWoTLyIjD4wnS0jIQWZioqsSdd8/kle3XzedWEMjOSqB7wEd7x1BkOa4qEo99ZQ3Twok8N/T5T7xmph+FpagSjzxZyOScW28ORPXm15ve3vPaZ97oyxgjMefBN/wziy6Foooqqr9L5aUdXLnQgt8XMnciAxq///lZyw4vwNUr7Vy71o7PF4oksry+rZS3v3sesiyiqhKxsSp33TODyrJOs16Y2/XXq7zl7XMiXFycnY13Tqe6ugeff1S93eXc/ZZZZjSnajYuKijMoaG2d+T6/Br7tpex5Z6ZZtSnKpGQ5GT52ik0N/RZuAN7Kii8PS/CJSY7Wbgik9aWAQt3eH8V+RtyzHEVieQUN3MWTKCtbSjC+f0axYerWb8iC1kyufRUN/OyE+nqGM2FKDlex4oVWZF66ekxZE1OorvbYx7wDGj4fCEuXGxh2RIztlOxSUycEEtGipveXq/J+TV83hC1Z5tYOmdcmBPJTI8hMd5B76APn1/DH9Dw+kJc7hxi7m3jzW6wNsm0/7gUBgb9+ML1vN4g9R1DzJwzDtlmctlTkhAFGBr0h8cN4fEE8NX0MjsnCZssYpNF8jITEHu8DA/78Yc/E48nyNBwkNy8ZGw2EZtNJG9aCm0hneGwbcQf0Bj0BBhUJaZMNTnZJjJ9Vhod7UMRa5jfF2Jw0I9kk8ianIjNJiHLIrPmjaehrg+vNxjJxB/s9xHnsJGRGR/h5i+YQE1pR9gmY3L9fV6SU91MmBSHTTG5BUsyKL3cZj7LYa6328PEzHjSJ8aihLklK7I4f7YpfG/N6+vqHGbWhHj+P/beOzqSq87ffqqqu6qDsjRKo5wn5xw1Gmk0yWGwMWFZwm8xGHsxBgMLNsbgxYEMuywssMGwwK4xTpOjJuecpVHOObU6d3W9f1RPS6Ue2PgusPTnnDlnpvT0rdvV1ZpbVc/93oy0GJ2TRNYuz+Xc8ebwZ+b16urS9DkZpKbHhNtbU1HIm/X9ePwqHn8Qt0+lfdBFWXkBKSl2ZFlCkkQqq0o4vL8hfH56Q+rSqoVZJCdZUUL73VJdyt49teHvj9cboLV1mPK1BSQmWlEUfb/3bZ3OjtDFoM+n4vEGaGoeonpdIQnxFr09k8jD90+PGPADPP3FtcTHW8LtPfzeOdEBfzTR/B4S1XuiiSaa/1ZGhz33nJDnGPFw8Uwb/X1OSqZNwekNMJlSVY1lK/N0naPLwez5mThHvRFVefw+lTUVhfhMIr19Yyycl8lAnzN8h/9u3B4/6zcUIwQ1BvqczF+STVf7aPjO6924nD6q75+OJIkMDbhYsDSblsahiAsV55iXze+aiclmZnjIzZKlOdTd7A3fkQ5zDh/3PTyLYKqdkTEva+ZN5ca5dvx+Izfm8PHubTOR0mIYdfmpmJvJ1UMNBqUGwDHq5ZF3zyYhTsHl9LNiZR6HjzdF9G9k1Mv7H55Nql3G7fKzcm0B+/bUGVQZgJERL5+6fwa5VhmvN8CaNfn88lADgQmqjAYMObz81WPLyEiNwe9XWbOukF+9fs2g1GgaDA17+PjTq9i/uw5V1Vi7vpBf/ON5gyqjaTA86OaxRxez41QLmqaxeWkO//R3ZwxVaoJBjeFhNx97bCkHD9QjCLBufRHf+NlFJjRHMKj37/GPLebgwQYkSaCyspjvvXzEoMoEVY2REQ8ffnwpR/Y3YDLpKs83v3rQcF6pqoZjxMOjjy7m6MEGZFli/cZSXnp2n+HYBQJBHKMePvLEMo4dasBiNVO5qZSvfG53BOd0ePl/TyzjRE0jVruu8jzz6Z0RnNvp45MfXMCJY83Y7brK8/SRJgPn9wfx+AL8xePLOHmyhbg4harqUn7+N8cMnM8fxC3AR59YyvEzbSTEW9lSWcSBXbXG/fpVNFXjsY8t5tS5dpISrGyuLGb7Wzcn9U8X6R59bCmnL3aQkmhjY0Uh//b2DQOnBoOYRIEnPryQ8xfaSUmxU11RzL2SlZ3A9/7+QQYHXMTEKths5nty0UTzP5Y/wsW5BEGwAEcBBX18/rqmaV8WBCEf+FcgGbgAfEDTNJ8gCArwM2ABMAA8omla8+/cR1TviSaaaP476esZ44uffMegyiRPsRMXb6G9ZRifT0VWJFZXFnEwNGlX5wTS0uzYTBKdHaP4Q1x5ZTFHJigmoiiQnhWHO1amp9eJz6+iyBIbygvYv6/ewOVmxyOMeOnvHcPvD4Y1jP07xqveiJJAfmEyjlEPQwNu/AFV1zq2lLFvx+3w+5AkgcKSFHpGPQyPeAj4g8iyxMaNpex755ZBgSmekco1NEacXvwBDcUs8t6lOex/46aBK5udwdmgyqjLh6pqyGaRDyzI5sivroT3azKLzJqbQV3jIE5niJMlqreUsXPPuMpjNossmJtJw4VO3G4/aiD0frdOY+/u2rAaZDaLLFySzeWr3Xg8foJBDbNZYu2D03nrREu4PdkssmZWBrdrGvF4A2hBDbMssW5jKXsP1Yfbk2WJlUtzuHC8Ba9Xr3ojyxLr1hdxaN+d8PuQZYkllUW809g/YR8SD5WlcuRAvYFbU17AsSNNYeVHlk0sqirmwIQ5EIossWlpDkf33gmVn9SrEK1cnM3JCeeVrEhUVJVQs6cOvy+AIAooiokFS3N0NWgCt35jKQdClY4EUcBiMTNn4VTOn2o1cFVbyti3/TZ+v4ooilisJmbOzeDimbZx1UiR2LB1GntD54YkCVjtMiUz0rh8scOgGlVvncbu0DkpmUTsdpn8kmSuXe02KESbNpexK8SZTCIxsQqWZVlcbBnCH7oQU8wiH5ydya5d+h17s0kkPk4hz26h7nZv+IJNliUqHpzOOwfrw1xigoU0q0xDw4CBq9xSys6DDXh9KmazSEqijThZoqll2FCtaFNFIXv36vNPzGaR1NQYXnpxA7IcvZ/4fz1/8HrPO5/8fXcjImLB53/nMRP0u2d2TdPGBEEwA8eBJ4FPA29omvavgiD8CLiiadoPBUH4BDBb07SPC4LwHuBBTdMe+Z19+J97O9FEE82fYqakxfCXn1+DzS4jCJA+NY773z2bzraR8EDM51U5tLuOx59YhtVm1h36rDi2bplGT5cjPMDyeVUO7K7lo08ux2I16VxOAmvvm0Zfvyvshnt9KrsPNvDYo4uxKDqXm5NAxYo8Bgdc4YGYz6tyYFctH3psKUqIyytIYvGKHIaH3PqdeC3Uvz13+MBfLEJWJAQB8ouSmb00m5FRb3jA5vOp1NQ08L4PL0CWda6wJIX8ZTmMOH34A/qAyOsPsv1qN+9571zMZhFBECgtm0LG/AxGXT4Cqn431esPsqO2l22PzMZkFhFEgWnT08jMSwwP+O/u99ypVh4MrSQsigIzZ6SRHmcJr7h69/1eOdfOpq3TkELcrLmZ2GIV3G69PU3T26s728b9awqQJAFRFFg8I41Yt14tKHiX86rU3+yhsqIozC1aMBXNGwhfQGiaPnG0uXmINesKx9tbnkuXWcDjVQlqENTA41Op9fpZtSo/zC1fmUt/nxOPJ0AwqN/R93gCODtHWb1gKqIoIIkC65bm0NM0FLrQ0J8QeLwBxnwqi5bl6JwkUF5ZRHN9P767nKrhcfvRghrzFmeFuYqNpdy+2YPPq4Y5t8uHrEjMubtfk8iGrdO4eqEDn0/nVDWI2+UnLt7CjLmZ4ZKqmx+cwYUzbeFzXlU1XGM+0tLsTJ+ZjiAKmMwiDzw8i1MnW8a5QBDnmJe8nATKpk1BEAXMZpF3v3s2x46OX8wEAkHGHF6Wx9mYmZ2AKIBsEvlEZQmHQ5OxAfyBICMOL2ULMyksTkEQ9AH6Bz68gL0T2vMHgoyMelmwNJuCgiQEQXf3P/KRhew53Bi+2PL7gwwOu1mxMo/83IQw97EPLwwP+O9y/f1Ozp5r///j10w00fzHc7dO/x/an38nmp671S3MoT8asA54PbT9VeCB0N/vD/2b0M8rhH+nDm70cjyaaKL5b6egdApLNpXQ3e1g5vQ0zIrEZJdHAPLyEilfkUdfj4OZc3V3fPKzRk3T21uxvoi+Pidz5maimcSIMp6qqlFWksLqVXkMDLpYMC8TPAGDYgK6GjRtdhrL1+YzPOhm/pJsnE5vuF773fi8AWbOy2T5mgJGht0sXJbDwIgnQpXxegPMmZ9JU+Mgo6Meli7PpcHlIzBJIfJ4A8xbOJWmzhEcDh8rl+dwbchtUGoA3N4ACxZn09U6gsvpY/nafG7U9hkXFENXl5YuzKKvVXfTV68t5Mq59oj363b5Wbw8l74+J15PgLUVhZw42WJQagDc7gDrZmfgbh3G61NZvyibQ/vuMPnhr9sdYPXSHMZ6xwgEglSsKQhPTJ283+XlBYy6/ahqkNXri/jHY40Rn++YO8DqDaW4x3xomsbaNQX86pdXmBy3y8+WxdkIgy4EQWDDwiz+6YaxzKOmgcvlp2prGX6/iiSJLF9dwO2rkZzb5WP95jK0oKavDbA6n8uTBqiaBh5XgLVVxaBpyIqJJSv1hdYmJhjU8LgDlG8oRjTpd/4XrcjlyP76CM7rUamoKkYxC1isMguXZLN7p1G9UVUNn09lfUURVtmE3S4zf0EWb71pVGoCgSBBb4D3laSSP+AmNkZhdX4yb0yqHKUGgqiaxtrqEixJFuLjLMyal4n39avG9tQgQaCyvJBEm0x8goXZM9Px/svFiPchCLB+XSHnL3aSnGhlxvTUCN1MP85+ookmmnsmRRCEiYrLjzVN+/FEQBAECV3hKQJ+ADQAw5qm3f2StwNTQ3+fCrQBaJoWEARhBF0B6v9tHYjqPdFEE81/K15fgKe/uJf+AReBQBBFllgwJ4Pbp1rxuPXfU5IkkpWbgHPMy/Cgm0BIRZm/JJsL5zsMFV9y8xMZHPYwMuzW1RZFYtHyXI5d7QwrJiaTSHFBEr0dozgcXlRVQ1F07eT8wQaDKlMyLTIDTV0AACAASURBVJW2liGcDh/BoN7eirUFnJhwd9RsFimblU7TnQFcznFu5foiaibcHTWbRWbNSefO9T5cLr3qjaxIrNxYwhvXuvDeVThMIktLp1B/th2324+m6XrKmo0lvDaBU0wiq8tS6dhei8fjD7dXvqmUfQfG1SVZlliyOJuLp1rDd7rvOuiHdt02KjWr8zl1qhWvLwAhrnJTieGurCxLrFyVz4nj46sGy7LEhg3F+mq83nG1ZfWafI7VNBr2sX5zKfv3GLk1FYXUTDimsiyx8sEZvHGuDW/oCY3FLPHgvExOvnXLwFVUF3PgwLhCpCgSFeuLObDf2Ofy9UUcqmkwcBvWF3FwR61B71lbXsDRCeeBrnmVsn8CpygmlpcXcKJmMjdBBxN0bumqPE4dbTJw6zeXsm9XXZizKCYWL83m7PEWQ1/WbyzjwG79MxIEfZGsuUtzOHumbVwhkiUqNpRwcF9dmLNYzMxakMmFCx1Gbn0RB0PnhiCA1WqmeMFULlzrMlQ12rA8j5oaXdERRbBZZYpmpHL5Rg/+0GBdkSWqFmdzIrQqtCgK2O0yGTNTuV7bZ+DWLs7m+MkWvF4VSRSIiZHJSY+lrq4/PPhXFIlXXt5Ienrsv/NbI5o/9vxB6z2zs7Vz25/8fXcjImLeZ//Dx0wQhATgTeBLwD9rmlYU2p4N7NY0baYgCNeBak3T2kM/awCWaJr2Wwf9Ub0nmmii+W/l+s1e3XkP/cfv9amcvtDBU8+uIzM7HnuMzIw56VRtLmNs1BvmfF6Vs8db+Owz5WRMjcMeIzNrbgZrK4t1ZeWu2uJVOXWkiWeeWkVmegwxdjPzZ2ewanG27rKHOK9X5cjxFp56tpy0jFjsMTLzFmUzb3EWXvf4EwCfV+VETSOfeqac1PQY7DEy85fkMGN2Ot6QshLe76FGPvXpVUxJtRMTI7NkaQ4lhSm68x66X+Lzqpw90MAzf76AtEQrcTYz5fOnUppkC630Svi4nD3cxLMPzyEtwUK8zUzVvExKg+D1+g3tnT/WzKMfX0Jyso3YWIU1awuIi1HCA37QFZ3zZ1r50MeXkphsIzZOYW1VMaIs6QP5Cdyl8x186CMLSUyyEhenUFlVjBoMGtYW8PlUrl7r4f0fnE9iopXYOIUNm8pwOf3hwe5drvZ6D4+8fx4JCRbi4hU23zedwSG3ofSqz6fScaWTD28oITFWITFG5r0VhQzXD0ZwbS3DPLBtJvHxFuLjLWx7aBbNzZFcb7eD++6bTlycQkKChUfePZv6m31GzqsyNOKh+v7pxMVbSEi08sgH53Pzao+B06v9+KncXEZsnEJCkpX3f2QhV0IqDwAa4WO0bkMJsXEKick2/vzRJfoicBM4jyeAYpNZXVlMbJxCUoqNjzy+lHMnW8LHT9P0dSgSEyysWptPTKxCcoqNR59YxukTzUbOGyAjLYaVK/OIiZVJSbHz+CeXc+J4c3i/d7nizDhWLsom1i6TmmLjs48t49jxprCiEwzqT55mFCSzbGEWMXaZtCl2Pv/Eck4cagxfRAWDGl5vgIUlU1g8byoxdpn0KXa+8JfLOXq8OcypQQ2PJ8CiJdnMn5+J3S6Tnh7DX31+bXTAH80fRgTxD+/PfyKapg0DNcAyIEEQhLtmThbQEfp7B5ANEPp5PPqE3t+aqN4TTTTR/Kcy0Ofk5z85S2+3g9LpaRTNTY+oyiMIYI+VSU2LQRAgNT0WQRIilB8AW4zOSZKoc2JE8R4A4mwy2TaFIU+QnHiLfsdiEqihERtnISU1BrMskZoeAwgR7QWDGnHxOicrHtIyYtAgQlkJBjUS4i2kJdoYM3nJmBKjM5PAYFAj1SpTJAg4VSiwmvEHtEglKaiRoZiY7gnicgcoMZnwqL4I9UYNaiQl20iZYsfj9pOWHsNA91hE/1RVI2mKjaS0GLyeAFMy42htHYo4dkFVIyEtFntuIj6/SlJOAiPXuiM4VQ2SMiWGpBQbaiBIenoMPZ2jEVxADZKaaic52UZQ1UhNi6Gx+V77hXybzHS3iqZpFFjMtE9SQgDUgEZ6ip20OAsAaSn2CL3p7vtNT7GTFmtBlASdu0d7ep9iSUqxIUkiKakxESqKvt8gqemxJKXYMZlFklNjItvTQlxGLInJNmTFRPIUW4QepvdPJXNqAvEp+krCCcn2iMpRd+cPZKTGMCXBgsVqJjnJGvF+NU0/f9Kn2EmJs2C3ySTGWyN0Lk0Dgho58Va6TRIxFpnkGDmif/q5qJGVaKPLZiY21kJSrBLRnr7uACTmJSC7fdhjZGKTbJH7RX/i9umnVkUch2iiieY/H0EQpgB+TdOGBUGwApXAK+iD/4fQK/h8EHg79JJ3Qv8+Ffr5Ie3f0Xeiek800UTzH47b5eNzn3ibsVFvuApMfkkyjUNuxkJajNksUlKYTH9tP2NjvnAVmJJpU2hpHMTp9Ie3lc5IpaFhEJdTV2XMssS0mWnU3xkI6zNmWWLGzHTu3OrB7fKH1ZaZczO50tAf1mdkWWLerHTunO/A7faH1ZY5C6dy7VInHk9Id1Ek5i7M4urFDsO2+YuzuRSqqQ7cUz+SFYnFy3M4e3p8BV59Wy4nLrSPayeyxPLlOZw402bYtnJZDidCisTdbatW5HJuf71BHVleXsCREy0TVBSJ1asLOH7QyK0uL+ToJD1lbUURNYcaDK9duaGEXZMr4SzP4cjuOgO3bl0hNRMqIsmKxPrKYsOCXbISUlEmb9tYalhJ+O5CVwcm7EOWJSo3lugK0cRtG4o5tKvWoBCt21rG3n2T2qss5uCuWsO29RtLODBRNZIl1m8o4dAeY3vl1SXU7K3797dtKKZmUhWitRuKOTxp2+qqYg4fnFSFaH0RRyZtW72ugOOTVKOV5YUcn/S5LS0v5MQxo0K0YmUeJydoRYpiYvHqPE6eNJ4byxbncGbCkwJFMTFvdR6nzrYZdKbFCzI5N+EJhcViYtHcDC6cMW7Lry7i+K1evP4gAmBVTKxJj+Xyxc4wZ7Wa+M7LG0lOshHNn17+4PWeHU/9vrsRETH3M/9e9Z7Z6BNzJXQT5zVN074qCEIB+oA/CbgE/Jmmad5Qic+fA/OAQeA9mqY1/s4+/M+8lWiiieZPIbU3evF5x1UZv1+lobaf5z6/hnmzM8jOimPdmgKqVuXj96vhFXX9PpVb13r4wl9XMWtuBlNz4llTWcySVfmogWD4Drbfp3L9chfPvlDJzDkZZGXHU1FZzIJFU1EDmkFtuXy+nRe+VMGsmWlkZ8VTXVXMnLIp+p3aCdzFM208+1I102enk5WbQNWWaRSWphg5r8qFM208+9IGps3SuY33Tyc7Pylcuecud/50G89+dT3TZqSSnZPA1gdmkJIRa6i17/WpnDvXwZf/qpxppVPIyY7nXfdPJz5WMSomPpVzFzr47PPrKZmeSnZeIg++dw5mmzxJRVG5cLGDp59dR0nZFHLyEnn4fXPR0IzqjVfl8oUOPv1XaykqSSEnL4H3fGAeo8FgeMAf3u/tPp76zCqKipPJzUvkAx+cz8iQJ0KVuX6tm798ehWFxcnkFiTywY8uprfHEcHVXu/hiU+uoKAwibz8RP7i0cXhkq1hzqdyp7afj//lMvILk8grSOLRx5fSfGcgQiFqqx/g0Y8vIT8/iYKCJD7xxHLu3OqNaK+rY5QPfWwJeQWJFBQl8/hnVnHrWndEe4N9Tv7sLxaRm59IYUkKT3x+Ddcvd0Zwo6Me3vvhheTkJ1JYmsKTX1yrKz+TOL/XzyN/No+cvESKS6fwmWfKuXSuPYITRZF3vW8u2XmJFE+bwtPPVXDxbFvE5xZjMbHt4Vnk5CZQWjaFLzxXoVcDMrQXIDnBwgMPziA7J4Fp01J59rn1XDjdauD8AZWsVDv3b51GTnY8M6al8pUvreP8uQ7D8QsEguQUJrNx6zSycuKZMSuN5/66iqM3esPzTjT0JzuFczLYVFVMTlY8s2em8bUvr48O+KP5w83vW+X5L+g9mqZd1TRtnqZpszVNm6lp2ldD2xs1TVusaVqRpmkPa5rmDW33hP5dFPr57xzwQ1TviSaaaH5HWpuH+PF3jzPY7yKvMIlVFUWRkKbhHvMx0jaCa9DFkE1Gy028Z3tOp4/+PicjQ276exzkFPwWzuFlqMvB6IiHgS4HmZlxkdWABHCOenG0juAe9TKUZCN9liWSEwVGRzz09zpxOrz09jiIi1f0BiZEFAVGhj0M9I3hcvro7RkjKy9xMoYoCowOeRjqHsPt8tHfNUpyTkJogbLxJ6eiJDA66GK0YxSPJ8BAp4PYZCuCIBi0H1ES6XP6aAqoeNGY6vARJwoIgtEikkSBgVEPHU4fPr9K57AbsxT5H4koCQz3OxnuGSPgV+nvcmAyiRh7B5IoMtTvZLhbr8rT1zmGJEX6V5Ik0t/vZGDARVDV6O1xIN1jv5JJpL/HwUiPk2BQo797DMl0D04SGegZY6TXCdpv50RRoL97jJHeMRAE+rsdmH7L++3vdjDc50IUBQZ6xzDdqz1JoK9njKFBN6IkMNjnvOf7MEki3QNO+sa8mEwi/UPue3KiJIXac2E2SwwOuCKOn145UKC3Z4zhQRdmWWJ4yI0o3oOTBPq7HIz0OvFYTIwMuhEn7VcQBQRR50Z7nfisXkaG9Pdj4AABgYH2EZxdDoI2L2NDnnvu12yS2PreOTz83jmGY49q5GSTxLZH5vD+R+YQTTTR/HEmqvdEE00094xj1MNnP/5WuASfKAmkZ8YRVIP09zn1xaoUiVnzMrl+rUdXatAXtcrMTsDn9DEUqugjKxLzFmZx+YKxUk92fiLDIx6Ghz3hxaUWLc3Rq9RM4PKLkunpd+IY8YQr+ixdnse5CdVnTCaRorIpdLaPMObQS3LKionlq42KhMksUjYjTVeNxiZU6ikv5PgELcZsFpk+J4O6un7cLt27VxSJ1esKOba/fgInMWvhVC7X9+OaUKln/doCjkyqmDNvURbnb/SMV+qRJSori9gxseKLWWT53EyunWrB65lQqae6hN0T+ifLEisWZ3HpSDMe77imVLmxJKKazdK1Bey90YPXp6Kh9++BFbkcevuWgVu5toDjR5sMC3FVbSxh/wT1RlEkVlUUcXSSxlK5sZT9E5UaRWJtZRE1B4x9Xl9VTM1uI1e+QV9Ma2Jf1lQVU3PAqDOtry4x6kKKRHlFEUf23zFwFRtLOThpH6vWFXLskFGpWb+plAM7jRV9FlcUcvxYk6HP1ZXFHJxU0WfxqjxOHW82HIO7i33drayjKCYWLcnm3ARVS5YlKjaN90+v6GNm7sKpXJhU0ad8YwkHQ1rR3Uo9M+dkcOl8R3i1Z1nWj/ORUPUjQQCbTaZ0eirXLncZuJVVxRw+2hiu1GOzmfnmNzaRkGA1fPf/aW8dvz7aiMevIokQY5X556fXEG+X7/3LIpo/ufzB6z07P/P77kZExJynfu/HLHqnP5poojEkqAYRJZGG2v5J2zX6uh288N0tHN57h66OUabNSidpio3r18broquqRmf7CF///hb276ilp9vBjNkZxMQpXLnYEeYCgSAtDYN840cPsOudW/T1jjFrbgYW2cTFU60Grr6un2//+EG2v3GD/n4nc+dPRUDj7PEmA1d7s5dv//hB3vn1NYYGXcxblK0v0jRhEmLAH+TWtW6++eNtvPWvVxgZdrNgaQ6OUQ/qBM7vD3Lrajcv/eB+3nrtKo5RD4uW5TLQO0YgMEGl8KvcvNzJK9/bym/euoHD4WXF8lw6m4ciVJTrV7p45eVq3nj7Jk6nj5Urcrk9WYHxB7lc28dLL1bz9pvXcbn9rF5TwJUbkWrL1Zu9PP9KNdvfuIHH42dNRREXTrZGqDe3L3fxypfW8ebeWrw+lapV+ZyZ4MuHues9fOmFKnZtv4nfp7KuqoSDEwbyoKtGtTd7eOaFKna/cxNVDbK+upSdb92IUFbqb/fzxefXs3vHLTRNo2pjGW/98nIE11Q/wGe/sp59228hCAJVW8v45asXI7iWpiGe/tI69u+6jSQKVN83nVd/eCaC62of4VNfLOfQnlpMJonq+6fz0++fjOD6esb45BfWcnhvHWZZYtODM/jud09EHOfBUQ9PfG4NRw7UoSgmNm+bybdePByh8rhdPh7/9EqO1jRgtZrZsm0mX39uf0R7qhrk0SdXcPJIIzabzNaHZvHXX9gTHvDf5UySyKNPLOPUsWbsMQr3PTST557eFR7I3z3/7DEKH35sKWdPtBAXr3DfQ7P4wpM7DFxADZISb+EjH17I2XPtJMRbeHDbjIgBP8CHqopJS7Ry4kY3ybEKf15ZEh3wR/PHk7uLc0UTkeigP5poogHg1rVu/vbrRxkb85KaFssD75kVWdkjqA/ojx1qwOn00dvtYNO7ZkRUqdE0jbbmYY7XNOJy+ejrGaP6vmkR1WcEAZobBjh5qAGP289gzxgVG0sj+iaKAndu93GypgGvJ8BIv4tVFYVMXnzQZBK5faOHk0ea8HkDjAx5WLYmH1EUgXHn3ixL3LzSxemjzfh8ARyjXhYty0GSBNQJ6xyZZYnrlzo5c6QJv1/F5fAxe34mkiQRDI4PqGTFxJULHZw71EjArxIY8TJtVjomk2ioGqMoJq6cbePigQYCahBtxEPm7Ax9vxOqrVgUEwfaB/kXnwdV0GhrHWC+RUIUBcNnYrGYOHe6jTMnWggGNYJBSJ1ii+AUi4lzJ1u4eLiJYFBDcQdIsJojFCLFauL08WbOnmjVF7ESRaz34KxWM6ePNHLhRIv+ZMMkhVdkNnImjh9t4vyZNr2/Vhmr3cxk18hqM3HscCPnQ4tl2WIVbDbzpJMFbDYzxw/Wc+lUG4IAcXEWbHYjJwhgsZo5drCBi2faEQRISLJisd2bO3ywnvPnOxBEgcTUGKxW43+Loqgf54OHG7h4pRtRFEjOisdiNU/iBGTFxJF9d7h6sRNREsjIiMNiMQPuMCdJ+sq8R/bf4fqVbkySQFZuAorFhGPUO86ZRCSTSM2+em7e6MEkieTkJaJYTLgmLIAlmUQkEY7sraPuZi8ms0R+QTKyIhlKskqSiMVmZs2aAtasKeB3ZXTUy8l3btHYOEC7LHEzLZbVq/J/52uiiSaaP/xEL4WiiSYahgddfOdrNYw5vKBBb4+D1169SG5+IrIsAaEqMBVF/Ojbx3GO+UCD7s5R3vzlFabmJBi48spifvSd47icOtfVPsL231wnY2oc5hAnKxLrNpbw9989Ea7K09k2wr4dt5iSFmPg1m8q5affP4nHresubc2DHN53h+QUu5HbWMo//eB0WItpaRzk5JEmEpKsmM3jXEV1Ka/+6Ey47n1z/QAXTrcRF2/BZBZBGK/a8ot/OIfPp6Jp0FDXz/XLncTGKzpHqEJLZRH/+rOL+ENc3e0+6m71EhOrhP1yWZZYtSaf139xOTzJufZGL723+4i1y5hCXrZslli0Lp+fnmzCr2oENTjfOsgtk4bdZg5747IssWxuJtvfuK6v1BrUuH65k+FhL9aJnCIxY3EWO3fdDnOXLnfhVoNYbWZESZ8/ICsS02ems393LWqIu3CuHVEQsFjNiOI4V1SUTM2+O6iqRjCocf5UKzaLCcViCnOKYmJqXiLHahpQVQ1V1Th9vFkvZ6mYEEXCi1WlpMVy8mhTmDt+pJG0jFgUxRS+aWdRTMTFKZwNXeCoqsbRA/Xk5CdN4AQUixlFMXHhdGuYO7SnjpKyKciKFOYsVjNBDS6d79C5QJB9O28za2Y6sjzOWa0yLpefK5c7CQY1AoEgO7ffYu6iqeFzXpJEbHYzw/1Oblzp1jl/kO2vX2PR8pwJnIDNLtPdMcqt6z1oQQ2/P8gbv7rCsjX5Yc5kEomJkWlqHKT2Vm+IU3ntF5dYVV5o4GJjFWqv99BQ24+m6ZPhf/WP5ylfX6Rzgq60xcUprFj9Hxu4f/vbx2hqHgytA6Dy05+eo6Hhd5b/jiaaaP4IEr3TH0000dDcOGic5KeBy+nno59cweUL7XS0DjN9dgaiKHD2WDN3Z/lpGjhGvDz7cjVnT7bQ1THKzLkZBANBTtU0jDenwWCfi2dfrObkkUZ6ukaZPX8qbpefo8I4Fwxq9HQ6+P6rD3H0QD293Q7mLMhiZMhtmKAbDEJH6zA/+Pkj1Oypo693jPlLsujtHkObcAs5GNRoaRjg737xCAd21TLY52TBkmzaW0cMKo+qajTWD/CDnz3Mvu23GRpysWhZLo11/QQmKBJqIEhj3QDf/cd3sX/nbYaH3CxZkcfNGz0G1UMNBGmo7edbP3qAfbtrcYx6WLYij8uTqrEEAkHqb/Xy/R8+wK79dxhz+li1LJftzX14Jjwh8Kkal3vH+NXLG9mztw6X28eqFfkcmVBuEnQlqb6uj699fysHdtbicftZVVHI9t21YU9f51Rq7wzw0ne2sD/klq+uKOSt164Z2/Op1N/p58Vvb2b/njrUgMqaiiJe+9mlCLWl8c4AX/v2Fg7uqUVVg5RXFvPqP5w37NfnU2lsGOQr395Ezd47aJpG+YYSfvK3pyPUm9bmYb76jWpq9tcjCALrNhTzw28di+DaW4d57hvVHNlfjyQJVGws47sv1kSoS53tozz3ykaOHKhHNute/ctfOWBUarwqfd0Onv9qJUcON6IoJqqqS/jKc/uN1Zm8KoPDHp55oZJjR5qw2UxUVpfy/CT1xudVcYx6+asXKjlxpBGbXaZqcxlf/OT2iKpQXk+Az31lPaeONhETp1C5uYynH3/H8KTI59XXO/jsl9Zx+kQz8fEWKjeV8emPvmHg/H4Vs0nkM8+Uc+ZUCwkJVjZsLsP2WxSdoBpkcMCFzS5js8vcqR8wPCkKBjVqa/soLEy+5+ujieYPLv/JxbD+VBId9EcTTTTEJ1gjFhEKBjVuXuvitVcvIooi50628vCfz7vH4kAal8938OtfXEYUBc6dbtXLSd5D5Tl3qoXf/FLnLpxu48H3zI7oi2QSOXG4idd/dRVRErhwroP7ts2MUHlkxcSR/XW8+a9XECWBy+fa2bRtRoTKY7XJ7N9xm7dfu4YkCVw+38GGrWWYJNGwEJPdLrP7rZvseOMGkiRw7UIn5dXFmMySYaBpj1XY8cYN9r5zC0kUuH6pi1WV+l3ViQPNmDiF37x5g70H9MHopVu9rF2cg9ksGgaQsfEW3vrFZY4cqEcSBRrPtJP70DTMkoB/gvKTaDPz619c5sTRJgRR4M6VHubMjVSIYuMtvPbqRc6eaNG5W70UzM2I4BLiFX756kUunGlDEATu1PWTX5BoVI0ESEiw8C+vXuTyhQ4EARrqB5maEYsoCeEFoARBP4d+9g/nuH6tGwFobh4mKdmoGgmiQEKihZ//+By3b+jzQNqah4lPtBg4UdT3+7O/P0v97T40oLNlmIREG4IwGD63RFEgId7Cqz88S1P9AJqm0d3pID7RSkfrcJiTJIG4BIV/+rvTtDYPoQU1ersdxCdY6e5yhFUjySQSG2/hpz8+S1vbCJqm0d/vJD7BQl+fc8I5KhAbI/Pjn5ylq9OBpmkMDHuIS7AwNDiu8phMIna7zD/87Sl6e8YIBjVGhz3ExikGlcdsFrFYzfzD355ioE+vfjTm8BEbp+hPy+5ysoRZlvjpD04zNOhCDWq4XX5iYpXwxPe7nGQW+ckPTzMyrM9V8flVHnn/PCant9vBS8/uY8zhRVU1tj40E7tdxuGYoBpJIvHxlojXRhNNNH9ciV4KRRNNNOQVJrFoWQ6KxYQsS8iKRPUD0/nFT8/j9wfxegM4x3y89upFZi/INHAbH5zBL//5QohTGXP4+PUvLzN9dvo4J0ts3jaD1352kYA/GL4D+tZr1yiZnqpzyjj3619eJhDQuZFhD7veuUlhSYqB2/TgDN7816thbnjYzYGdt8ktSDJw1fdPY8dvrqPe5QZdHD1QH/ao73IVm0rZ8/atMDcw4OLM8RYypsaPc4rE2qpiDu7UFRifT2Wgz8ml0226jjKBW76ugIOHG1BVnevpdXLpdg9T0sY5RTGxZGUuJ2oaw+11d40yeLiF9DgLVrOExSRiNUtsiY/h9IlmAoEgfp9KZ8cILa0jJCbbwu1ZLCZmzUrn/OnWMNfRNsJQh4P4eAuKYkJRJKwWE2VFyVw6365zfpW25iF9oBlvQbGEOKuZ7Pwkrl7qDHFBmpsG8alBYmOV8H6tNjOpU+O4eb2HgF/nGu70I0lgj5FD+zVhs5lJirdQe7OXgD9IwB/kzu0+YmJkbHYziiKhKBI2u4JFMVN/uw9/iKu90UNSshWbfby9mFgFDWiq78fvVwkEgty43EXm1DgsVrN+jC0mYuIseD0qLU2D+H06d+ViBwUFSVgtof1aTMTHWxga9dDaOhxu78L5dqZNS8USOiaKYiIxwUpXt4OO9tEwd/p0KzMXZo1/thYTSSk2WpoG6e4cxe9TUQNBTh9tYuHyXBRlnEtJjaHuZi893fr6B4FAkOMHG1i+Kg8ldD4pFhNpaTFcvdRJX6/OqYEgh/bVs2p9Ufi8Uywm0jPjOHu2nYF+V5jbt6vWMJH+br7/8hGGBlz4vDq3680bbKoqDn9vLRYTubkJLFmS87//iymaaKL5H030Tn800USDIAh89MkVTJvdSFvTEDPmpqMGNL1+us+oj7z3IwuZObeTzrYRZs3PxOXyR9QJ97gDfPgTS7l4po2u9lHmLMxkeNCDOOluvdPh5bFPr+T0sWZ6uhzMXZhFb+8YwqRi+4MDLl75/laOHmygv3eM+YuzaW8ZNhae16C3Z4wXv7+Vmr13GOh3snBZDg11/eE70qCrRl2dDn7yb+/l4O5ahgZcLF6ex+0b3fgnVOXRghqdbSP86JePcGBXHcNDLpauyuPKhU58vvG7qsGgRkfbMD/4+bvZt7OW0VEvy1flcfJsm0FtCQY1WttH+fu/uY99WYGspwAAIABJREFUO2/jHPOxfE0+xw42GCZcBlWNzsZBfv6Ftbx1ogmn28/6hdkceuumoT1V1WhrGeLr37uP/Ttv43H5WFVRxPbXr0UoRG1Ng3z9u1vYu7cOjydAeXkhr//iUgTX0jzES9/Zwu59d/AHVCrWFvAv/3jB8ATD7w/S0jzMX39vCwd21aIGNMqri/nJD89EcG0tI7z8rc3s31tHMKhRsaGEH33rmEGp8ftUOluGefE7Wzi4uw4EWL+xlO+9WGN4IuLz6YrOC9/ZzKG9d5BEgYpNpXzj+YMRXHfneJUpk0mgYlMZLz6zN0Kp6etx8NVvbuLowXpks0jl5lKe+cI+wxMRr1elv9/JX79UTc3RJiyKxMYNJXzu6V2Gp2M+r8rgiJsvf2Mjx2oasVnNVG4u5XOfeNswSVu/MPby3NerOXE4pPxsKeOpv3jDcJ56vQG8bj9feqmak0ebiI1VqNxUyhMfeZ3ghIdyXm8AVQ3yzIsbOHlMV36qNpfysQ+9bngq5/OpNDcNMWf+VCams23Y8FRODQRRJJEvPVPO2VOtJCXbqdpYcs+1CqKJ5g8zQlTv+S2JDvqjiSYaAHb+5jpvvXYNk0mkZl8dD/3ZXIP+ArpWf3jvHXa/fROTSeTwvjts+7O5EcqPKAnsfecW+3bc1rn9d3jX+yOVH7Ms8fZr1zi0p268vffNjeibzS7z2s8ucfRAPVKIu/+R2QiTFhuKjVX4l5+e5+ThRiSTyJF99dz37llIk9SW+AQL//R3pzl3sgVJEjl6oJ7N22ZiNkt4J5TvSUiy8pPvn+LSuTYkSeTYwQaq75+OLJsMA/WkFDt/992TXLvSiSiJHD3cSOXWMhRZMqyEm5Js42+/dZxb17t1rqaR9RtKkJUJCpEAyal2vvfNo9TV9iOKAhffvk352gLMshQeMAsCTJkSw/derKGpfgBBEDh5pIllq/ONnCgwJS2Gb7xyhJbmIURR4OTxZpYuzDKoRmKIe/5vTtLaNYogCBy63MWKgqQILjXdzje/cojuzlEEAc6eaKZ0jlEhkiS9vZdfOERf7xgA5063UVSQSGPdBM4kkpIWw9efO8DggK7QXDzVytTcBFoah8IDa5NJZEpqDK88d4CRYTdocPFsO6npMXS0DYcHzCaTSHKqna8/t5/REQ+aBpfPd5CaFktPpyN8rprMIknJOucc86FpGlcvdJKaaqe/3xnmzGaRhCQbz33raGgdBo2LtX2kptoZGnSFz2mzWSIhzsLLzx/E69FXrb5xvYeU1BgcoX7cPedjYxVeee4Afr9KUNUndCdPseMMTXwHfcK0xWbm5a8cJKAGUdUgdbV9JKfY6WgbCZ9TiiJhMku8/MIhfSJ0MEhD4wCJSTZ6uh1hTpZNTEmLifhuJSTZGJigLpnMEsGgxreePwiAqgbpaBrk/z2xLEKxiyaaaP64Er0UiiaaaOhsG+Ht167h96m4XX58XpXX/+Uy6zeXIcu6viErEtveN4c979wMc15vgDd+cZnyymID9673zGH/ztvjnCfAG7+8wsp1BRM4Ew88MpvDe+8YuLf/7QrLVueFtRHFYuK+bTM4drAhVAvdj8cdYNcbN1i4NMfAbXxwBqeONoU5t9vP3u23mLswK8xZrCYqN5dx/lQrPq/OuZx+Du+7w8y5GSiKCavNjNVqZm1VMZfPt4c555iPEzUNlM1MQ7GEOJuZZeUFXLvSiTfEjY15OX+8mdKSFF1rsZqx280snz+VW9e7xzmHl8sXOygoTgm3Z4+RmbUom9rbfXi9AdxuP6OjXm7c7CUvXy/ZaLWaiYlRmDZtCg11/Xg9ATxuP6PDHprqB8jKSQhzsbEKOaUpNDcNhtsbHnLT3jVKZlY8lhAXF28huTiZpo4RPF4VtyfAwJCbdk+AtIzYEGciIdFKSoKNzrbh0H4DDPS5cI96SU2LwWIxYbGaSEyyYbPJdHXpKxJ7PAH6escIIJA8xY7FqnPJKbr339vtwOPW2+vpdiDLIonJ1jCXkhqDzxegv8+pc54AXR0jxMYpJCRasVj1zzY1IxbHsIeBEOf1BOhoHSElNYb4BIvOWUxkTI3TV9QdcOFx6+dea/MQuVPjiI1TsFpNWCwmsrITaOhxMDTiwe0J4PGq1DcNkjctldhYBWuovdzcBOpv9TE64sHt1r8b9bV9TJ+Tjj1GCZ+j+YXJXL/chWPUE/4O1d7sYd7iLOx2OcwVlqRw/nwHY2Pe8HfyxrVulqzIxWbXzztFMVEyPZVTJ1sYc/pwu3XuysUuVpUXhM9PRTExfVYaS5fnRnz3H//sKixWU5ibNS+TQ3vq9O9PaL9nT7Rw5XykGhRNNNH8cSV6pz+aaP5Ec+t2L709Y+TmJjLc54xQeQDWVReTkRVHe8sws+Zl4nH7kUSRu9V7QNdRNj8wncy8RDo6Rpg7J4OxYY+xGhB6RZFt75tDdl4i3R2jzF2URX+vk0kmDx53gPd/aD55eYn0djuYvziLzvZRQ1UeAIfDywcfW0J+cTL9vWMsXJZDc/0gwUkTkkeG3Dz65DIO7klhsN/J4uW51N7qNageAIP9Tl75wX3s31XL8KCbJStzuXapC9+EO/oAA/0uvvb9rezbeZuRYQ/LVuVx/my7Qb1Bg74+J195qVqv3uPwsmJ1PicONxo4LaQkfe8n29i/Q1d+VqwtYP8B48JZmqbR0zvGd7+3lX27buNyBVhdXsDuN28YVJlgUKO3y8GLf7OVfTtr8XoDrK4o5PXXrhnaCwY1urodvPjSRg7suo3Xq7K2soifvHHdoMqoQY2uvjFe+WolO2oa8Ac0qlfn8/MfnDJyapCeLgfPfrWS/bvrCAaDVGwo5offP2U4zoFAkJ6uUb740gYO7qkDDSqqS/iblw8bnsQE/EF6u8Z49qVqDu2pRRB0lefbLxwyPH0K+IP09Yzx7MvVHNpbh0mSWL+phJee3WdQavx+lf6+MZ59eQM1++oxm0XWbyrjq5/bbXhK5fepDPW5eP4rlRw+0ICiSFRtLuVTX95vVGX8QQZHPXz5+fUcqWnAajFTtamUz/3l9gilZnTEyzMvbeBYTQM2m5mqzWV85tE3DU+9fF4Vl9PPF79WxYnDjcTEKFRuKeOJR98wcF6vis+v8swLVZw42kRsnELVpjIe+/DrBtXtrvLz7R/cT1PDAHa7TEFR8j3v1BeWTOEbP3qQlsZB7DEy+UXJfORdvzAwaiBId9doxGujieYPNlG9554RJi+q87+VhQsXaufPn/+97DuaaP7U8w//eJ6jRxsBAU3TuG9zGXtfv24YGFqtZhYuy+bsiVYQdMd987tmsvM3kzi7menLczl3oQMBva78ti1l7P4340DTHiMzfXY6Vy92Anp7Wx6ayY7fXDe45XHxCkWlU7hxtTvMbX14JttfN3JJKTaychKovdkb5u579yze+fU1gyqTmhZDSmoMDXX9CEBQ09j60Cx2vH4tPAAXBEifGkdsnIWWxkG9PU1j67tmsuM3N8IqjyBAdm4iks1MW+uwvg8NtjwwnR1v3RznRIH8/ESEQJCujvHBUvUD09n19q0wJ4oChSUp+Fw+ervHwtc/lQ/OYOfOW+H+iaLAtGlTcAy4GehzooX6UrWxhH3bb4ffryQJTJ+TQU/PGMND7nBf1laXsG9vXfjzkCSROXPS6W4c0tWT0LZF95Wx62gzvlDZSZNJZNGcDG52jeJw6VVkTJLI1qIUjoWe0NzlFi7P4dbNXtyhhaPMssTCZTkcO9IU5sxmkaUrcrl6uStcbUZWTMyfl8np0AJod1+7fE0+F8+Olzi1Ws1Mn5PB2RPN4QsJsyyxqqKQ0ydbw6VVbXaZktIULp5pC3OyrE/APnFYnzCtAbFxCrkFSVw53xG+4JAVifKNpRw5WB/WheISLCSWJHP5Rk/4QkKRJbauLeTYO7fCqz0nJttITLVz83pP+LWyIlG9dRr7dt5G0/Tr2+QpduJiFO7c6g1fICiKieoHprHn7VvhdcvSMmKRrGYaJ5TPVBQTW+6fxo63b3F3/J6ZFaeXpm0eDvdFUUx8/JPLWbQkm/9KPv/423R3joYvJBTFxJNfXMuMORn/pfai+b8XQRAuaJq28Pfdj3tl4Zxc7dzeL/y+uxERMeOx3/sxi14KRRPNn1haWoY4ckS/4+z1BvD5VN7afot3f2h+qHSgCYvVzLs/OJ+zJ1r0CYUendv+62s89IF5Yc5qM7Ptz+dz7kI7Xq+uPvh8Kr/Zfott75+LKcTZ7Ga2vW8uVy924vVMaO/169z/7tmYTCIWiwl7jMx9D8/ixtVuA7fjNzfYvG2m3p5Fr9qy4b7p1N7sNXC73rxJ9X3T9fasJuLiLKyrLh1XYDwBfF6V/TtuU7G5DJNJRLGYiIu3sGpdIS0Ng+PteVUO7aljTVURJrPOJSRaWbgqj9aWoTDn9QY4cqielWvzw+0lJVmZv2AqnW0j45wnwOmjTSxZmRtuLynFxoxZaXR3OML983gCXDrRzMJF2ZjNIopiYkqqnaKCZF2BCbXlcQe4ermLuSE3X1FMpKbHkpmToCswobbcbj/1N3qYNTsjxElkZMSSlmRjcMAVbs/t8tFzvYdZpSnIZhFFlshOj8UWrzA46sHtVXF7VZxuP3VePyXTpmAOVXDKyk1AMouMjnjC+3WO+RgZdFNYlByuBJOTl4g/EMQx6g1zYw4vLq+fvMKkMJdfmMyYw4vT4Q0fu9FRD1pQIycvEVnRS1cWlabQ3+/C6fSF2xsZdiNbTEzNTghzJdNT6WgbxhXivJ4Aw4Nu4hOspE+N0zmzxPRZ6TTWD+gKWai9wX4XOXFWMtNiUWQJs1lk3sx06i92Gri+Xv2pWWpaDIpiwmwWmb8oiysXOsKakccToLfbQfGMVJKn2FEsJkxm/YLp3MnWMOP1BOjqGGX27HSSQtWZTGaRZavyOH60Sf+uhdj21hEWLs4hMdGqcyaR1eX5LFyc9V/+HfHkF9YSF6riZDKJrN9SGh3wRxPN/4FE9Z5oovkTy9CQO1SJY/yuuSQJzJo/FUkUaG8ZYdqsNCSTiDiJE0SBBUuzEcwiHR2jzJqdjj+oRVTl0TRYujofSRTo7nIwe14GTqc/QuVR1SBrqoowm0V6e8aYPT+TkSEPk0wefN4AVVvLUBQT/X1jzF2URW+XI2ICsdvlY/OD07HazAz06wtxtTUPR6xBMObw8sAjs7HHygwNuFm4LIfG2n4CAaPe5HB4edf75hKbYGFkyMOSFbncuN5jUGoAHKM+3vP+uSQnWHCMelmyIo9L59oMTzoAHCMe3vehBaSkxuAc87JsZR5njjYZFnQCGBn28IUPLSAjNQaXy8fKNfnU7Ks3KDUAw0MePvdcBenZ8XjcAVaWF7D7nVsGVQYNhgbdfPLzaziwp05XfsoLeOffrhlUGU2D4QEXf/XUSvbvu4Pfr7K2vJAf775NYIIqE9Sgf9TLZz65nP177+gLca0v4mc/PmtQaoJBjcEBF09+fjUHQgtxrass5id/dzpi4aehQTePPbWCmj13EARYV13CD7551FClJqhqDA26+NhTKzm87w6SJLCuuoRvv3QkfIcb9KpGw0MePv7pleGJ3xUbS/jG8wcNqkwgEGRk2M0nPrNKr94TKtv6wjP7IjjHsJunH13C0ZpGFIuJDdUlfPkzOw2fRcAfxOnw8vhnVnH8SBNWq4mqTWV84cntBs7vD+Jy+vjE06s4fbQJm12mcksZn3vsLSPnU/G6Azzx1EpOH28mJlahalMpT37cyOklPlU+/rnVHLvQTnychfvWFvy3Jt1mZsXz7Z9so697DHusTHyC9b/cVjTR/K9HQF/sI5qIRPWeaKL5E8vQkJtPPbXd4JbHxsqUTI3nzs0+fL6Ark2sK/j/2HvPwDrOOm/7mnKaerWK1btlyb1XucmSS3qDJfReAmTZJZAllEAIBAIsEFiWhYWlJiQk7nLvvciWbUlW773r9Jkz74c5PtL4eJe8+/C84Q3n98W2cuWeOTPj43tmrvv/58ThZqN6E2MhKSeOpsYhPB5V1ybW53HgWLNhghsXayU90kprs14X3WSWWF9RwOG9U4qJIOiqQ3SMjY62kQC3cUshB3fXG7ik1EgsFhM9XWMBbtPWIg7snlJbRFEgNS0aBOjvmdC7kpolNm8romqXkUvPjsXtURkcsOucSaJyexFVO2qnOEkgJy+esUkPI0OOKe7eWezZZVRq8goSGO2b1BshKSqyLFF5XzF737g5xckihbNn0NU7ycS4G1XVuS3bZ1H1+o0AJ8sixXOTaW0dxT6pN0ySTSIV22dRtXNK+ZFNInPmp9LQMITT4ZniKgvZv7suwJlMIvMXp3HzRj9OpxefT8NkEinfXMDBacfP5H/ifOWq/pZF0zRkWWL5A8XsONseqEJkNomsL03hxtFm3B4FNL1yzbq1ORw90BAYz2yWWL42i3Nn/Dc/mobJJLG6LIdjh5sC59dsllhTlsOZI82BmymzWWLZmixOHZm6rswWiTUb8zhxqAnFqyIIgq4Qrczk9InWqf/XIrF+Uz7H9jfoyo8gYLXKzFuUxvlTbYEbLLNFYkNlIYf33sKrqIiCgNUmM3t+KhfPdQY4i0Vi45Yi9u+rR/H6ECVBV40KE7l6sTNwI2a2SJRvL2bvnjoUxYckCYSFm8nLjQ/0Obg9XsX2WVS9cRPFqyJJIhGRFtIyY6mt6TWoRhX3FrNnRy2KoiJJElHRFmakRlFf2x+4wTJbJDY+XMrLx1vwKHon3rgoKz9+qowwq+nNfi2EEsr/q/xN6z3zMrUL+59+q3cjKGLSR97yYxa6FQollL+zxMbaePLJ1dhsMqIoEBtr493vnEdDrV4tRtP0hYVH9zfxoSdWYLHqXFxCGA+9ZyFNTcO43Sqapi8sPLj/Fp/4yFIsFkkv+5gYzmP3ldDWMoLHz91Wat7/yeWYb3NJEWx9YDad7aMGrmpnHe/9+DJMZp1LSolk09ZZ9HaPG7j9u+p4/EOLMZlERFEgeWYUazflMdA3icczbbt76nnn+xchyzqXmh7NsrXZDA7apziPysGqBh599wL9DYcokJYRw/xl6Xrjomnckf2NPPzYXCRJQBQFMrNimTsnhbERF16Pis+ncycONXHvo3MCXHZuHHnFSYyPufRSjX7u9MlWtt4/O8DlFCSQnh3HxLgLr9eHz6fhcatcON3G5m2zEEWdyy9MZEZyJJOTbgNXfaWbDRUFAa6wOInIGBt2uwdF0Tm3W+X6jT7WbsoPcMVzUpCtJpwOnVNVDbdboftKN5sWp+ucILCwaAaWCTdOpxdV0VBVDZdLob1rjGWrsgLjzVs4E4dDryqk+sdzuRX6+ydZsjwjwC1cks7ooB2Xy4vqL03pcnkZG3Uxf2l6gFu8IpO+7nHcLgVV1VAUHy6XgtelMHdBaoBbsSab9ubhAKcq+pN1QYDZ81IC3Or1uTTU9uN2K/j84znsXsJsJmaVJAW4deX5XL/Wg8et4vNpKP4n9TEJYeTPmhHgNm0t4tKlTjwenfN6fUxOuElOiyKvMCHAVdwzi/MnW/3j6U/+x8fdZOfFkZ0XjygKSJLAtgdLOXmsxT+evhh5bMzFrOIZZOXEBbgHHpnD7gsduL3+a9S/yPjguY63+qsmlFBC+RtLSO8JJZS/wxQVJrJ9cwGd7aMUFScREWYOqrYjSgLpWbFU3DOLro4xikuTsIWZg1QeQRDIzY7l3g159HSO62UvzRJ3swsKixMp3zaLvp5xSuanIt+l4Y/m0yguTWbT1kIG+iaZtygNRVG5862koviYuyiNjZ3jDPZPMn9JOg67J0j58bhVFixJp6drnJEhBwuXpTMy4jQ0QgJwuxQWrcikv2+CkSEHi1dm0dc7YVRlAJfLy9IVmQz2TTI25mLZqiw6WoaD1CCn08vyNdkMDzmYmHCzYk029bUDQeM5HF5WrstlbMyFY9LDynU5XL3SbVBl9PH0SjwTTg8Oh5e1ZTmcO9UW9DkcDi/rNubjsutlKNdszOXokeag4+Kwe1hXWYhD0/B4FDasz2P/7jqDUgNgn/TynhWZiA4PiqJSvjaHna9eD+q5YLd7KH98AaAvlt5QXsArv682cprekO3Bd85DtclowOYNefzhZ+cNSpem6fv36EMLMMkign9S/cuXzhq2qfk07JMe7nt0DjazhCRLlFcW8tPvnTRymr5/W++fTViYCZNf5fnh88cMnM+n4bB72fLgbGxxegfjdZsLuHjBWK5SVTUcToWtD5USGReGNUxmzaZ8TpxsDeJcToV7HijhxOFGwsItrF2fy7F9DUZO0btZb3u4lFPHWoiIMLOyLJu9u2oN3O0uxtsfKuXk6TaioswsX5XFL040Gziv4mPS6SWUUP4+E2rO9d8lpPeEEsrfWVTVx1ee2kdX+yherw+zRaJ0bgp113oDlVdEUSB+RjgWi0xf93iAm7s4jcs1vbhcU9VnkpIiMCs++vsmUfzcgqXpXDnfGajQIkq6euP1qAwN2FEUHxaLzOKVGVw41R6oZiP5bzQmJ9yMDDtRFX285Wuy9fr701SZrNw4RoYcfqVG51auy+HU4SklRJZF8goT6O2eYGLchapqmC0SqzfkGRQTWRYpmj2DzuYRJifd+PxcWXk+hw80TnEmkdmlyTQ1DAVuMMwWiQ3lBRzZV29QZUrnp1JbN4DT4cHn05WVDZUFHKyaKsdpMkvMX5BK7RV9Uaim+XWNLYXsn6ZCmc0SC5emc+lqDy6XnzNLVFQUsH+aCmU2SyxdkcHlk22Bc2Q2S2zcXkTVvltG9WZ1FqfOdxi4ik15HNw7jbNIrFiXw8FLeq8Czc9tX5PDoX31AYXIYpFYuzaHE4ebAj8zmyU2lOdz+ECDgVtTnk/VqdYpXcgsUbkii5N7bwWuA/3YF3B0WsUhs0Vi7cY8jh1sNOzfhooCDk07VhaLzMp1OZw80mTkKgs5tMd/rASdW746i9PTriuzRWL9PbPYu3/qHFmtMisWp3H2ZJthX8orC9i/R9+uIIDFKrNwcToXzrYbzsfmygIO7qwLcFabiTkLUrl8vtOgM23YWsSBvfr+iaLOzS5NpvpS95SSZJYo21ZIlb9nhSgKhNlMZC5I5VL9AN7bCpFJ4ltPrKQwK/Yvfh+EEsr/Jn/bek+WduHAv7zVuxEUccaH3vJjFroVCiWUv7M03hqkt2s84CLrzXy6+dTn15KcqlcyycmP56F/mMdg36SBu3ymgyf/cTVJSRFYLBL5BQk8cF8xw0OOQHlEj1vl/Mk2PvPFMhL9lUzyi2ZQcc8sxkacgSfdbrfC6aMtfPrpMhL8NxiFs5Mo21ygO+/K1HgnDzfx6S+UEZ+gc7NKklhZloN90mPgThxq4lNPrSUuQa94MntuCguXZeDwO++B8Q418anPrSY2Tq94Mmd+KqVzU3XnfTp3uImPfXaV3vzJKjN/4UwKZs3A5XfjA9s92syHnlihN3+yyixYmk5GXjwupxJ4cu7xqJw53soHP7aUqGgrVpvMkmXppCRF4HIqgSfit4/fez68hKhoC1abzNKVmUTF2wIT/tvjnT/fwePvW+hvJmVixZpsbCbJ0C3Y41G5eqGTdzw+X28mFWZi9bocfKIQmPDf5mpu9vPwY3OJiNSbRK3bmMeET38KrU3nmoe4/8ESwsPNhIWZ2FRewNiI07BOxONRaWkeZtv9s3Uu3ET5liK6hh2GLsUej0rbkJ3N984iLNxEWLiZLffNprNtxLBOxONWGey3U76tKNDEbPvDpTQ1DBk4t1uvCLS+oiDA3f/YXOpv9E1xms4pXh9rNuZhCzMREWnhoXfN58q1XsN4LpcCJonVZdmBZmfvfHwBly90BThN098URUSYWbE6S292FmXh8fcv5MK0mwWd8xKfGM6SFZl6haloK+/52FLOnGwNcD6f3q8iNS2aRcvSsdpkomOsfPATyzh+un0ap+F0eSlJjmRZaTI2i0RclIXPvXtBaMIfSiihBOVN6T2CIFQAPwAk4Oeapj1/x3/PAH4FxPiZpzRN2/NX3tdQQgnlf5GJcRe//8UlujpHyS1IZM6C1KDKHoIoEOFvzGMNk8nJT8BkkhDEO1UeiI6ykp8RS59ZoiArFkmWuLMsjyBAdIyN7Lx4BvomyS1M0CsB3UX5iYsLIys3nqEBOzn5CUhiMKRp+qLfrLw4hgcd5BYkIAhCkPLjUzUSZkSQmRPH2IjTz4F2h7Kiqj4SZkaTOC+F0XE3aXOTwaMaqsCArhAlp0SSnR3LxJiL3PwEFNUXpMqoqo/kmdFk5sQxOekmtyCBSbsH3x2ujKL4SE2NIjsrBrvdS25eAiP9k0HjKYqPlKwYkmbPwOn0kjl7Bj2to0FKjVfxMTMrltT8eNwuhZyiBFqu9wVxitdHRkYsGRnReD0+8vITuHqjN+g4e70qGdlxpGXHoXhVcgsS6KnuDuYUH9mZcWTNjEZVfeTlxNF9u2+BYbsq2bnxpGXH4tM0cgriqe0K5rwelZy8eNIy9Ylqdn48N6713HX/svPiSc+M0Xsh5MZz+Wywu+71quQUJNDQMIQsi2TmxnH6qFGBQQOvolJckEJL8wgmk0hGThzeI01B46mKj8JZibS2j+klSrNigiopaZp+3vJy4+luHcFqNZGeHhOkc/l8OpddmEB37wRhYSZS78ppqD6N3IIE+vonCQ83kzIzOojTNA2fz0dpciQT7aNERlhIjw8L+gyhhPJ3lZDec9f8Rb1HEAQJuAVsAjqBC8A7NE27OY35GXBF07SfCIJQDOzRNC3rfxo3pPeEEsr//Xg8Kk8/sYOhAQeq6sNkksjIiWVg0M74mBufT0OWRVLTo3GOuxkddqCqenWXnIIEujvGmJz0oPm5jOzYgFLj82mYzBL5RYm0twxjn/SgaboCk50XT1/PBJPj7gBXVJJEU/0gTofOmUwSuYUJdLUrV5g7AAAgAElEQVSPYp/0qzJmidnzU6ir6cPp9OqVYcwShcUzaGkcwuHwovmVmjkLZnK9uhuXU39abTJLzJ6TzK3afoMqM39JOtUXplQjs1midOFMTneN4fQvXLaYJVbPTeH6waYpxcQsMW9xGtcud+lPe/3jLVmVxbnTbVMai0Vi0dJ0rpztmNZwSmJ5WQ6n7lBHlq7I5PzpdoPGsrosh1OHjSrKkrJsjlzpDjwRt5glNq7K4vg01chikVi1Jpsjp9oMP9tYlsPJXfUGFWX1hlyOHTZWwllfUUDVNMXJYpFYV5bL0UONBj1lfWUBu4+3THFmicqVWRy/QyvauKWQA1VGNWjD5nwOHDCOt2FLIXuONBnG27I2h2Nv1Bq5ykIOTVOmghQdP7euooAjd2x3/ZZCDt6hM23YlMeR/cbqQuu3FHKwysit3pzPkWPNBk1p04ZcDk3XiswSa9dkc/KokVu3IZfj07dhkVhRlsPpo83GbWzy62UB7Ulm6apMzp1sNYy3an0uJ441G7gFqzI5e77DcG2sWJnJqTNTFZasVpnvfGMzSTMi7vKtEEoo/+f5m9d7Dj7zVu9GUMTED7zlx+zN3AotARo1TWvWNM0D/AG49w5GA6L8v48Ggh8NhRJKKP+fp6VhkPExV6BOvder0t4ywhP/tJbZc5KZkRTB4mXpPPBIaaA8pM75aLo1yJNfWk9xaTIzkiNYsjKTyvuKcTqVwJNpr0el/kY/n/vyRopKdG7Z6izWVxbicRu5G9U9fP7ZTRTOTmJGcgTL12azan1OoNoJ3FZRuvjC1zdRMGsGM5IjWFWWw+IVGSheX+BJvMetcvlcB1/8ejn5RXoVmzUbcyldMBNF8RlUmYtn2vnC1zeRV5RIUkokZZvzyVqQinca5/aoHK/u4amvbyK3IIGklEjWVxaQlRuva0vTxrt0up1//vJGcvLjSUqJpHxLEampUYZa+zrXxj/9y3qyc+NISomkcvss4uJseDyKgbt4roPPPr2OrNw4klMj2Xr/bMyxNoMC4/aonKvu5snPrSErO5aUlEjuvb8EZPEOtUXlYnUPn/zntWRkx5I8M4r7H5uLx+sLUmWuXeriiU+tICMjhtTUSB59dC6T4y4j51Gpre7hMx9cQmZaNGkpkbz74TmM9kwEcfU3+vjQx5aRlh5N6swoHn/vQrq6g7mW+gE+8p6FpM+MIi01ig8+voDOuoEgrqNthMc/tITU9GhmZkTzvo8vo7E+mOvtHued71tEalo0aRkxfPBTK6i93mcoNevxqAwOO3j48QWkzIwiPSuGjzy5imvVPUGcc9zNIw+XkpoaSWZmDJ9+YiXVV7qDOFXTuO+hUlJSI8nMiuXT/7SG6nMdRs6tYjKJbHuwhOTUKDJz4vjM0+u4eAfnditERlmovLeY5NRIsnLj+Ny/rOPCuXYD5/UqJMXa2FJRQHJyBLk5cTz9VBnnLnYGKVNnzoeq94QSSijGvBm9ZyYw/dujE1h6B/MVYL8gCJ8CwoGNf5W9CyWUUP6PctcGPRqoiorH4cXr9OKye/Hd0bzqNqcoPlxOL2633tlV12TufDuooSgqLpef8z+Nv1sUr+ofT/9V893V+MHr9QU4p9Orb/EOUBD08oQuf1dcfRFy8HYF9MmXy+n1d571EqFpQdWFBAGcqo9hk8CkRWRMmHqSceeAXreCx377+HmwWmx3+RyCvl2Xgset4HB4sYWZdN1o+m4KAm6PisOt6L86vQj/HefSt+txK7jsnrueXwFwehQcXhWv4sMxze83fl4Br8ODNuZC8/rwjLnuPp4g4J1wIww5ERUfyv/A3b5WfD4Nh8N713MrIKCMuZAGHLoSM+oKqhylR8Pp0M+ZIIDT4b3rdkVBwO704vQoiKKA03V3bvr+KYqIy+G9a/8eUQDPuAdt1I3PJOKxexDudnYFAadT78irl0FV/tu/b7e3q2ma//ME63CgV2hyeVQQRf8k/s7x9D3xTHrQJjyoiobXqQTtnyAI+FQfv/jZOS5f6CI83My7P7CI2aXJwfsXSihvu4Sq9/x3eTN6z0NAhaZpH/T/+XFgqaZpn5zGPOkf67uCICwH/gMo0TSjSSsIwoeBDwNkZGQsbGtr+6t+mFBCCcUYxavypSd30987geL1YTJL5BYk0NmmN37SNL1iTlJKJKqqBSrrmM0SBX6lxm73gKZXzEmdGYXLpTA85AhUzCkuTab+Zn9Ax5FlkbSsWMZHnYyNOAMVc0rnpXDjWh8ufylB2SSSlRPHYL+d8XFXoGLOvEVpXLvUFVhkKptE8goS6O4cZ3LCHaiYs3BpBpfPTyk1JpNIQfEM2ppHcNjdesUci8SSlVlcONUWUGpMZolZc5K5NGjH7vQG9J6yxWmcml5VxiQxf3YSzec7cbkUv1Yks3JdtqFCkNksMXfRTK5X9+g3MtptpSYvqAnVwqVpXLnY5W9+pXPrNuZx5A4FZtGqTE7W9AQW0FrMEhVrsjm6x1jNZvmqLI5f6DAoIRXr8zi816j3rFqTzak7FJNNlQUc2m3kVm7I4+iJFsO+bN5cwIFpSo3FIullJ+/Y5zv1HotFomxTPofu0IXKN+VxZLdR21m/uYDD+279RW1nQ2UBh/YYubWbCzhy0KjtbKws0KsQTec25HLizso/Wwo5sNd4TNeszebkEeOxWre9iP3TKvpYLBKrVmRy6kSrcbvl+RzZO/XZLFaZJSt1bWc6V1ZRwOHbjcwEsFpkFixL58LZDsM+l23M03Ur91SFoHkLZnL5QqeBW7kpjyOndDVIEMBqNbGwIIHqy92GCkFffb6C9IyY/+EbI5RQ3lz+tvWebO3CoS+/1bsRFDHhfW/5MXszT/q7gPRpf07z/2x6PgBUAGiadkYQBCuQAPRPhzRN+xnwM9Cd/v/lPocSSihvMrJJ4kvPV/Dqb6vp6hglrzCRvKJEfvriycBTZFXVGOy388y3Kzm87xY9XWMUzJpBZk4c//6D04GH56rio6d7nGe/t5WqHXX09YxTVJJMyswo6m70BzhF8dHRMsJzP9zOnj/fYKBvklmlycQnhnPj2tTiUcXro7lhiG/95F52vlzD4ICdknkpREZZuXqxy8DV1w7wwkv38vrL1xgedDBnQSoWq4lL59oDnNfro7amj2//5F7+/IdrjA47mLcoDQQ4d6JlivOo3LjSzff+7X5++8ZNRsZdLJuXiuLyGmrje7wqV2728f3vbuW131UzMeFm8fIMJsbdhsWUHo9KzZVuvvqdrbz2+6tMTrpZtjKTfn+33+nctSs9fOX5Cv78x2s4HHod/6AqNR6VG5e7ee6rG3llx02cTi9lK7NovtEfpOjUVPfw7DMbefWNG7hcCuvLcqi51B3EXb/Wy9PPlrPztet43CrryvO5eKo1iKu/1su/PLOBHW/cxOtV2VRewPFpk3bQFaK6m/18/ssb2PX6TXyqj/ItReybNtm9zTXUDfD5L5Sxe1cdmqZRUVnI7ldqghSY5sYhPvP0Oqp21iIIegOrP/22OohrbxnhiS+UsX9XHZIkUHlvMb/55aUg9aana5xP/dMaDu6tR5JFtt0/m/986WzQeIN9k3ziyVUcqmrAZBbZ/kAJP/veyaDxJoccfPyTyzl8qAmLReK++0v4wQvHgziXW+GDn1rBiUNNWG0y9zxcyovPHg7i0DTe/9GlnDrWgi3MxP2PzOEbXzkYdB2YTCLv/cBizpxqIzzCzAOPlPKVL1YZOK9XJSbMxHvfNZ8z5zqIirTwyAMl/Mvn9gQm/KAvNq++1BWa9IcSyt9x3syk/wKQLwhCNvpk/zHgnXcw7cAG4D8FQZgFWIGBv+aOhhJKKP+79HSNcfl8B6PDTsZGXKRlxgZVi/H5NIYG7Vw538nYqJPxMTdJqVFB1XE0H/T3TlJ9oZPxMRf2SQ/l22Zxp1ajodHXPc6VC51Mjrtx2D2srygItm8E6Gof48rFTuwTHlxOL2s25gVZDaIAHW2jVF/owmH34HErLF+bHaRJSJJIa9Mw1Rc6cTq8eL0+Fi3PQBBFYGqiLpskWuoHqD/eisvlxTbmZvaSNF0zmZonYTKJNNYNcO2y/nQeDWaVJiFJguEYms0yt272ce1yFx63giQK5BQlIkpioKToba7+Rj81l7rxehTMksjMrBgkSTDccJgtMvXXeqk/1Y5X8RHlg4SkCETRuF2LRebmtR5qL3ThVXxEm2UioyxBapDFKnOjupsbl7tRFR9REWbMFimIM1skrl7t5trVHnw+jZgYvaTp3carvtLN9ZpeNE0jLjEcq1XWz9s0zmqVuHy5i5prvYBGQmI4FmvwPztWq8yVC53cvNoLAiSlROrjBXEmLp/r4Oa1HkRBIHVmFFbbHZwAVpvMpXMd3KjpRRQF0jNisFiMnP7k3MTZS51cvTWg94io6cV8F85slbl4up366h4kWSQvOy5oPFHU3yKdvdDJ1foBfTH87KSg8URRQDZJXDjTzs3rfZhMIkWzkzCbJQMnSQJmk8TFs+3UXuvBbJaZPTsJs1nGYfdO40QkWeTchU5u1PZjMcvMKUnGZBJxu6ZtVxLveuxDCeVtmZDec9f8xaOiaZoCfBKoAmqBlzVNuyEIwtcEQbjHj/0j8CFBEK4Cvwfeq71VXb9CCSWUQCbGXbzw5UMMDzrw+TR6usb43S8ukJEdG5hkmC0Si5dn8NJ3TjAyrHPdHaP86TdXSE2PxjSNW7Y2i5e+c4LRESc+n0ZH2yhvvHyVpJQoTKbbnMyq9Tn86IXjjPur/LS3jLDn9RskJEVgMomB8co25fHSd44z4a8k1No0zIHd9cTFhxm49RUF/OS7JwJ6T3PjEMcPNREdY0Wexq2ryOdn3z8VqAbUVD/A+ROtREVbkOXpXAE/+/FZ7Ha9fn993QA15zqIjDAjS/qNhNkssXllFv/5k7M47PpbgPobfdys6SU8woI0jVu1IZf/+vkFnA6du1nTS3P9AOHhJiO3Npvf//IiLqfOXa/upqttTO90LE5xy1dl8cffXMHlUlAVH1cvdTE8YMdmMxm4xcvS+dMfrwW4Sxc6mZx0+zkC3Lx5Kex4pQa3S0FRfFw8046iaFhtpoBPbrZIFM1LYdcOvYqOovg4c7oN2SwFJv63x8svSKRqt95wyuv1cfJ4C5GRFqwW2TBeenYcB/c34PXq3LGjzcQmRxomzBaLTFJKJMcO+DmPypGqW6SmRRsmzBarTHScjZNHmlD8C5MP7KknJzcOs0W/9gS/KmOxmjh9okXn3Cp7d9ZSMHtG4Jq/PeH3mUXOnu1A8XfE3bHjJrMXpho4q82Ey7/gWlF8uF0Kr79Sw8JFMwOcKApYbSZGxlxcvtSFquprTV7+w1UWrcoM7J8oCtjCTPT2TnDtSg+q4sPlVPjDry6zYlXW1HiSQFi4mbbmYWqu9qCqGk6nl9/84iKry7IDnCQJhEeYudE4xPWb/f5OwV5+/qtLrN2YZ+Aiws2sXJ31Jr85QgkllLdj3tRtv7/m/p47fvbMtN/fBFb+dXctlFBC+d9EUXxMTriJirLQ3jJieGquaXrTn/d9fDk1lztpbx2hqCSZyCgL1Ze6DNzkuJunvraJi+fa6eoYo7g0GatVNtRF13waI8NOnnq2nDMnWujpGqd0XgogcP7k1Jodn09joHeSF//9AY4faqSvZ4I5C2bicSucOtpi4Ho6x/jBLx/k8L4GBvommLcoDfukx/A5fKpGe/MwP/zVIxzcU8fgwCQLlqQzPOgwvExQVY2mxiF+9OuHObCjjsEhO4uWpdPTY6yNryo+GuoH+dHPH2BX1S2Ghx0sX5JOV8OQQeVRFB+NdQO8+O8PULWjlvFRJ4tXZtJQN2BQKRSvj4baAb710r3s21XHxJiL5auzuH7ZWAXG6/XRUNvHN3+wnX2767BPulmxOlt3u+/g6m/289yLW6naU4/D6WH16ixOHG0xch6VW7UDPPfdrVTtrsPl9rKmLFd39+9QTBpq+3n2e1s5sLsOj1tlzcY83thRG9Rg69atQb7+7S0c2FePovooW5fLq3+8ZuTcKo23Bvnatyo5VFWPqmqs35TPf/36chDX1DzMV76zhUP76tE0WF9RcFf1pq1lmC9/u4LDVQ0IAmyoLORn3z8VxHW2jvLMc5s5fKARWRbYVFHID759PIjr7p7gi8+Vc+xgo38NQhHf/PaxIHWpd8jJ55/dxMnDTZitMpu2FPHNLx8wnF+PW9Wv+2fWc+JYM2FhJsori3jmS/uDlK4Jh5fPPbOBU8eaCQ83s2nbLL70uT1BnOJV+dwXyzh9opWISAsVW4t46omdgaZ3tzkBePKptZw53UZ0tJWKLUV84h93G65Tr1fFFG7ms/+8lsuXOomMtLCpspDwCAuhhBLK329C7/pCCeVtlKsXu/jxC8cDtfHf+YGFgXKdt6MqPlobB3n1t1fRNKi+0MWj710Y6EQb4Hwat+oG+PPvr4EG1y528fDj84PUIM0HN2t6eeMPNQDUXOrmgXfODWoQhSBQfbGTN16uQQCuX+nhnkdKgz6DKAlcPNPBzldqEAS4cbWXrQ/MDlJ5TGaJU6da+fPOWgQBauoG2FpRGFQJxmqVOXGwkZ2vXkcQof56H+u2FCJJAsq0wjZhNhNH9zVw4PfXEERou9zDmo15yCbRMIG0hZk5uKeePX++iSBCQ90gy9dmIZskw8QwLNzM/p21VL1+E0EQaLk1yKJlGZhMoqGxU1i4mT07atm/u07nGoeZsyAVWRYNE7nwCDOv7m9g7+lWBEHg5oCdRenBalBEhJmdr9Rw4lAjgiDQ3TxCVm58MBdl4c+v1HD6WAuCINDZNU5yRnQQFxll4eXXrnPmXDsCAh19kyRFW42qkQCR0RZe/V01l853AAL9PRNERVsNapAgQHS0hT/+9gpXL3UBAgODdqJi7uBEgcgoKy//+grXq3sAjZEhB5F3jCeKEBFt4b/+cJUbtfoSsiG7h6hoi0E1EkWByCgLv//1FW7VDYCmMT7hISrKQk/PROCz6k/ETfzmt9U0Nw2haRqTboXIKCsD/fYpThYJjzDz219dpq1lBE3TcDkVIiMsjAw7p3ECYWEmfveLi3S2jaJpGorXR0SEmfGxKfdGlkXMFpnf/uIS3Z1julbn0wiPMOsL6f0xmUQki8xLr9+gZ8COT9Nwh5sJDzfhmlalyWSSiIywUDovxX8THkoof0cRBO5amiuUN1WnP5RQQvn/QUZHnPz4heO43Qper4rD7uE3/36BBYvTsFhlZFnEYpHZUFnAf/70nF/NULFPevjDLy9SMj9F50wiZotE+bZCfv3Tc3j93MS4m5d/fZlZpUkGbvO9s/ivfzvvVzhUxsdcvPa7avJnJU5xZokt9xbz259fRPH68Hp9jI442flKDTl58Ybxttw3m9//4iKKonMjww6qdtwkMzvWMF7F/bP5w++qA9zQkIP9hxuZ6fe3b3Obtxfx2u+voqo+FK+PwQE7pw83kZwahcUiY/Jzmyry2fHKtQA30DfJhdNtzEiKNHDryvPZ8+cbAa63e5zqi126r26RAttdvT6X/bvqUFUNRfHR3TlG7fVe4hLCp8bzN/E6XHUrwHW2j9LSOExMrA2zRcJkErFYJOaW5XDgVGuAa+0cp2nUSXTMdE5m7txUTh9rnuKah/UJc5TVz+m6TmFJMudOtQW4poZBnBMeIiIsmM06Z7XKZOXFc/5ip86pPuobBvEK+k2I2SxhMkvYrCZSU6KovtSFqmqoqo+6G/1YZJGw8GmczUR8rI3r1T0B7sa1XiKirdjCzJj8XFiYifBIMzdrelFVH6qqUXO5m8QZ4VhtJkxmCbNZIizcjGYzUVs/4B9P4+LlblJz4rBa5QAXHmHG61FprB9AVfTxLpxtp+A25z9nEREW7BNumpv0NzyqqnH6dBtFc5IN5ywqysLAwCRtLSMB7uSxFhYsSMUy7ZzFRNvoahqmo200wB090MDi5RmGcxsbH0bTrUG6Oqa4g3vrWbk223Bu4xPCOd86QlffJF4/9/qhRsrW5+rHWNbHm5EYTllI5QkllFDuSOhJfyihvE3S3TGKKN2xAlaDex6dQ8mCVNqaRyguTUKSJY4famL6ilVV0Xj0PQuYu7CPjvZRZpemoGkaR/c3wh36w+MfXkrN5S66OsYonZ+Ky+kN2q7D7uXDn17JxTPt9HaNM3fhTMbuUo99bMzFN/51G2eOt9LXM8G8RTMZ7Lcbn+prMNhv5+s/2M7xA40M9E+ycGk6HV3jxo+qQW/PBN/89SMc2dfA0OAkC5dm0NI0ZHiLofk0ujvG+Nkf38GBvfWMDDtYvDyThht9hifrPp9GZ9soP/ndYxzYXcv4qIslKzKpqe4xPNH3+TQ6Wkf40a8e5sDueibGXSxbk8WFU8bGSj5VX9vw/f94gKq9t7BPelixOouTR5oNCoyqarS1DPOdl+7lwJ56HHYPK8ty2Hm8xdCASVF9NHaM8dJ3t1BVdQuXU2FNWTa7/3TdsF3Fq0/8v/Gv2zi4px63W2XNhlz+9PurQVx78zDPv7CF/Qcb8HhVNqzL5Vf/deWOajE+mttHef7Frezfd8uv8uTxi5fOBlWV6WgZ5tsvbGH/gQY0DTZuyOWn3z9t5DwqHW2jfP37W/0qj8D6igJ++PxRo1LjUenqGOPZ72/j6L5bSLLI+spCvvHtY4Y3Jx6PSlfvBN94cStHDjQiySKbKgp47ksHjJxbZaB7gm8+t5mjR5oxmSXKy/N55un9xupMbpXBITtffaGSY8easVhkNlcU8MV/3GPg3G6V0WEnX/vGZo4fb8FmM7F5cwFPfeINw2Juj1vFPuHmy9/czKmjLbrys7WQz370dcMbFre/x8OXvrGZM8dbCI+0UL61kMe/sA912ts2t0fFKwh89YvrOH2mnZgYC5vLC7CYQ/+8hxJKKMaEvhVCCeVtkriEcMMkBPQyfdcudfHqb68im0SOHWjg0XcvMExCAHw+HxfOtPPayzXIssjRg008+vj8IDUIDU4fbWLHy9eRTSLHDzbeVfkRRIEjVbfY9acbOneokQf/YV6Q8iPLIntfr2XfG7XIJpETB5u4/51zgqr3WG0mXv/DVQ7uuYUsi5w83MT2x+YGKT8RERZe+fUVjuxvQJZFThxq5p6HS5DuUGUioyz89ucXOHmkGVkWOXWoiS33zcYkS7jVKU0iKsbKr//tHGdPtCJLIqeONLN5+yxMZskwYY6JtfHLl85x6Ww7oiRy+lgLGysLMZslwwQ3Nt7GSz+/wKXqHiRJ4OiFDjb7F3BO5+Liw/jpD89w/WoPoiRy5nQ7i8vzMZtEPP6JqwAkxln5wUtnqa3tRxAFTl3oYPX8mZhMUsAZFwRISAznxy+coLF+AFEUuHCqjblL0pBNYsAZF0SB+MRwvv2TMzS1jiAIAqev9jA3L9GgGomiwIyEcF78zgna23Xu0qVOCnLjg7j4xHBe+O4Juvw3aJevdJOdGoV0a0ohkiSB+BkRfP+5o/T5VZtrl7qYkRxBa/Nw4IZNkkXiE8L43tePMNg/CRrUXOkmMTmCjs6xwDUoyyJxcWF8+/ljDA870DSN6zf7iZ8RQW/PhIGLjQ/j288fZWzUhaZp1N3oIyExnIGBycC1KptEYmLD+Nq/nmJiUl9IXtM2QkJiOCPDjgBnMolERlt57oXjOOweXY9rGiIuIUxXeW5z/jcPL37tsL+7tY/WpiHi4sP0tSv+mM0SVpvMd75+WG94pmq0twwTH22l0zUZ4CxmCaso8J3nj+L1qqiqRmfrKB/7xPK7NwsLJZS/gwiC9Jehv8OE9J5QQnmbJDk1iq33F2O26BqF2SxxzyOlvPq7q3i9Kk6HF49b5Y+/vsz6ygIDd++jc/jzyzV4PTrndiv88TdXWLMxT+fCdO7+d8xh5yvXA+O5XQp/+s0VVpblGLnH5rD7tRsBzuVUeO131SxZlYnFIuucReK+x+ZQtbM2wDmdXt54uYYFS9MM3PaHSji8tyGwfw67l32vXmfe/BSds5mwWCS2bSni2IHGaZyH/bvqKJ6TjMWqj2exyGzaNovTx1oCnH3Cw/GDjRTMnjHFWWXWVxRw/lSbzjm9TEy4OX28mbxCXV2y2UxYbTKr1uVy+ZzeWMnl9DIx5uLi2Xay/OqS1WbCZjOxsCyXy1d78HhUnE6F0TE3l272k5EVi9U/Xli4ifmL07ju51xOL6MjTlqvdpORGoXVIhNmlQkPM7EgN56btf24PfpT4aFhJw1dYyTPjMRq07cbHmEmpyCBxroBf2dihaFBO/1d4yQlRwa2GxFhZkZBPI0tw/p4boW+QTtDDjeJCeHYrDI2m0xkpIWk+DBaW4cDT6P7+iZxeBTi4sMC242KsRIWa6OjYxS3W++a3N09jioLxMTd5mSiY21YZIHujjHcLgW3S6GrYxSrzUR0jC3AxcbZUFW9FKzb34W5o3WUhHAzUVEWff+sMgnxYTgn3PT1Tfq7Nau0NA8xY2YUEZGWwDlLTIpgYMTJ4IA9wDU0DpGVFUNEhAWbTcZqlUlJjqRlcJLBYQdOl941ubZhkOySJMLCzQEudWY0t1pHGBlx4nQpeDwq12/2M2txGmFhJmxhJqxWmbSMGGpr+hgddeFy6n8na650s2hJGrZpXGZ2LNUXuxgfc+Fy6uNVX+pi45wUbFb9GrBaJPIzY7l4rIWJCTdOP3fhfAfnzrb/5S+NUEIJ5e8qoSf9oYTyNsr975hH8sxoWhuHKCpNwmSSkGXRoEkIgsC6zQVkZsfR1jxM8dwUfJqGJIsGlUfTNCrvLSYrJ57O9hFK5qXgcipIksidatB9j80lOy+e7s4x5iyYyfhYsMrj8fh49D3zyS1MoLfbr/L02YOeRjrtXt7zkSUUFM2gr2+SBUvS6O4YQ7ujyP/YmIuPfWI5Rw43MzBoZ8niNNoahvD5jG8nRoYcvPDT+7jJkmUAACAASURBVDi89xbDQw4Wr8ik/mafoSoKwGD/JM/98B4O7qljdNjJslWZXLvSg2faAkk0GOiz8+yL2ziwu57xMSfLVmdz6Wx7oOOvfuygv3dimvLjZuXabA6faTOoPJqm0d03wb/94B72767DYfeyqiybA9O604K/qlHXBC/++B72VTXgcHpZuyabHbtqg7ju3gle/FYlB3bX4XYprNmYx2u/u2rkVI2ernG++uJWDu6ux+1RKNuYxy9euRZ4kwC6atTVM8HzX93I/n238Co+NmzM4z/+/bxBlVEUHz09E3zlW5s5uOcWqk9jw+Z8fvjS2SCuu3uCr3yrgsP7buHTYKNf5TFUSfL66Ose58vfruRI1S0QBDZsKeDFrx0OqlIz2D3BN7+2icMHGhElkfKKfJ796iHDWyqv10d//6S+3UONmMwSmysK+NIX9xuUGq9HZXDQwbPfKOfI4SYsZonyykI+8+UDhrdZHo/K0ISLrz63mWNHmrBaZTZvKeLTn9sTxI1NuPnStyo4caSZsDAz5duK+McPvYY2nXOrOOxenvnmZk4cbyE8wkJFZQGf+sCrhrdjbreKavfywmdXcfJMO5GRFraU5/Ph9wdznZ1jhBJKKKFMj/BWldNftGiRdvHixbdk26GE8nbNn35zhaqdtXplFVVj24Ml7Hr1umHCZ7HKrNmYx7EDDVPcwyXsePWGgbNaZVatzebU4SYEP3fPI6XseLnGwNnCTCxZmcnZ460IIn5uDjteuXZH1RsTC5akc/FsO4Ig4FN93PtoKW+8bOzQGhFlprg0hauXunTO5+PeR+ew444ykTGxVjJKk7l2rRdR1Ce8D907mx1/uGaYqMcnhpGWEUvdjT4EQUDzadzzSAk7XrmuN9wCECA5JZL4xAga6wcCFWK2PTCbXa/eCEzoBQFS06OJjLLS0jgU4LY+MJvdd3AZ2bGYzDKdrSP6D9DY9FAJr++tD3wOQRDIz4lFcij0dI6BICAA5duL2LOzNnBcRFEgvygR16SH/t4JEAREEcq2FrG7auoGQRQFSooTcXRPMjSoV5uRJJE1G/M4tKc+wEmSQOn8VPp6JhgZdgACsiyysCKfquMtePxqkCwJLJqbQv/NgUC1GbNJYvHqLI4cbQ7cTMqyyOLFabTe7Gdywq1fZxaZ0pWZHD/REpj4y7LI8uUZ3LrSg8Ohqyw2m4nSOcmcPdEauBEzmUSWrcmm5ko3LqcCaISHWygonsGFM21TnFli9focLpzv1I+9BpHRVjIL4rl0sStwg2AySazfmMvJ0+0oioqmQUyMjfTUSKqvdAcm/mazxMaN+XovAP9NQ1x8GJGZ0Vy90R9w6c1miW3r8zi1sw6fz4emQWJSBNaEMG7WDQQm/mazxPbKQg7tqNUn5ZqmLyA3iTTVD05xFn1h+q79DYCGpkFaWjSSR6WlaThwg2CxSGy5fza7dtcFrr3MrFicTi8d7aOBib/FIvPRjy9j6bIMQgnl/0YEQbikadqit3o/7pZF83O1i8eee6t3IyhC9GNv+TEL6T2hhPI2SW/XOPt21AYUDo9HZcefanjoXfP0yil+teXRdy/g2IEGA7fz5RoefMccTCZd+bFYZR5913xOHm7SFQ4/98Yfa7j3sTnIJhGrTdcQHvqHeZw93orbrUzjrrH9oRJMfs5mM/HgO+dx8Ww7bpeiaw0elTdertFdepOIzaarDfc8PIerl7qmOLfKrj9dZ9O2ogAXFm5m84Ml1NT04nYrOJ26nvHGnjrWV+QHthseaWbT1iLqbvQFxnO7Fap21LJ6fa5eocZmIjLSwpoNeTTWD/g5XTM5XHWLZWuyprgoK8vXZNPSMGTgThxqZPGKDEx+DzsqxsbCZRm0twzj8m/X5VS4eLiZRfNnYjZJ2KwysTFWFsxKorN9NMA5nV6unO9gzjy9SZTVqqstBQUJ9HSNBTiHw0vd5S5K/N1crVaZhIQwclOi6eudwOXU989h99BYP0BB8QzMFr1yT8KMCBKTIhnom/RzXux2D/31gxTkxumeuEUmaUYECSaZoUFHYLzJSQ+DPRPk5OhNsSwWmZSUSGySyMiwM8BNjLuxD9rJzIzFYpGwWCTSZkYheFTGRqe4sTEXbo/KzHS96pLFIpOWGYvL4WXcr8C4nAqjIw5EEVJmRmOxypgtEpnZsQyNOJkY1xUYl0thZMhBuEUmOTkywOXmxdPVM8HkpAennxsctBMTH8aMpAidM0sUFCTS1jyE3e4J7N9A3ySZseEkxodhtehcSWEiLVe6sTumxuvtHic/I4b4+DCs/vHmlCRz/XwHTqdX/xwuha6OMQpLkoiJ09Uls1li7sKZnL3chdPpDYzX3j5K6eKZxMRYsdr0SkQLl6Zz6nQbLpcS4Fqah1m6LIOoKD9nkli2PIMlS9Pf6q+kUEIJ5W8sIb0nlFDeJhkesgepPLIkUjI/FVuYmfaWEYpKZmAyy0GKjiiKLFySjjXCQmf7KMUlSYg+gjgEWL4mm7AwM90dY5TMS8HtVoI6nmuaxtpN+YSFW+jtHmfOglQmxtxB+6woPjZtLyIiykJ/zwRzFs1keMDOHSYPLqeXbQ+VEhVjY7BvkvlL0ujsnQxaQDw56eGBd84lNi6MoUG9EVdL03DQwuXJCQ+PvnchCTMiGBlysHB5Bo11/YaGSQAT427e9cHFJKVEMjbqYsnKTK5X9+DxKAZufNTNuz+yhJS0KMbH3Cxbk83F022GNxgAY6NOnnnfQrKTIvTqPWuyOHm0xXDOAEaGnXzxa5s4sPcWDoeHVWtzOLi33qDKoMHwkJNvPrOB/ftu4XJ6WbM2m92v3TCoS5qmK05f+c4WDu6px+NSWL0xj9f85U4DnE9jZNDO0/+4WVd5vD7Wrc/hd/952XD8fD6NoUE7//zMRg76G3Gt25jHr35yNogbGXTwmafXUXWkCU2D8rIcfva9UwalxqdqDA85eOKptRzerzfiWr+5gB9965ixgZqqMTTo4NNfWMuRqgYkSWR9RQEvfOMw040uRfExMuTkyc+t5uihJmRZZOPmAp79+mGmv9lWFB+joy4+81QZB860YzaJbF+bw1c/v8+gyni9PiZGnXzpUys5crQZi1WmYnM+Tz+5x3Cder0+vaHdZ1dx/HgLYVaZ8spCPv/Ezjs4FYfDy6efXsfp4y2EhZspryzkic/sNFwDHo+Ky6XymS+UceZEK5FRFsorC/n4R/8cxCleHz/40T10d08QHmYicUYEoYQSSih3JqT3hBLK2yRjo07+6SOvG9xyW5hMybxUrl3qRlFUJFlizcZcjh9sNExIwyNM5M5J4fr1PhRFRZZFNqzP5djeW0HqTU5eAvU3+1G8KpIssmFLoa6OTOOiY63MTI+h6dZggCvfWsT+XXVTapCgqxOJSRG0Ng2jeH1IssDm7bOo2jHlqguCrk5ERlnpbB/VOUmg/P5idk5z3wUBUlOjiNCgp3MMRdGQJIGK+4rZ98ZNgyozMyMG0OjrmUBVNSRRYMv9xex5fToHmTnxuN0Kg/12VNWncw/MZu+fbwQUHVEUyC2IZ3zMzciwA5+qIUoClffNZu/rNwLjSZJAQfEMBvvtjI06A1zFfcXsndYJV5JFikuS6O4cY2LCPcVtn0XVTiNXOi+Z1tZR7JMefD79826uKOTArik1SDaJzFuURkNtP06HV1+/IYlsqCzQbwKmcQuXZXDzag8ul4Lm59Zuzufw/oYAZzKJLF2RSfVl/W2Mhq7trF2XG3iDBLp6s7Qsm6N1A7j9N1MmSaR8XgonDzUFOLNZYmVZDudOtuLxqggImMwiS5dncnqaQmS26L0PTh9tQVFu/0xm3tJ0zvoXW9/m1m3K5+iRJhTFhyAIWCwyJQtTOHe+M3DjZLFIrK8s5LVLeg8CUQCbRWZlfDhXLhi5TRWFHNxTj6r6EEUBW5iJvIIErl7uDtw4mS0SFdtmsW9XrX7ORIGISAvpmTHcuNZr4CrvmcWeXXUBLiraSmJaFDdr+wM3RBaLxPYtRex5/SY+n87FxNqISQyn4daAgXvis6uYP3/m//DtEEoof938Tes9C3K1i8eef6t3IyhC1CNv+TEL6T2hhPI2SXSMjU9+fk2gEVd4hJl3fWiJrsq4FVRVw+NWOFrVwPs/sRyzRV/kGxll4dH3L+b69b4A53arVO1v5H0fX4bZrHNRMVYeffcC6m/243bdHk9l/4463vPRZZj8XEysjQcem0vTrUEDt3dHLe/+6BJMJlEvlxgXxrYHS2htGvZzPp174yb/8MHFyH4uPiGczdtn0dk+OsV5VPa/fpPH3zUPWda5xMQIysty6Oka1xc8+rkDu+p4+F3zkW5zSRGsLMuhv2cSj1tFVXTu4J5b3P+OuUiS7rcnp0axaEUGg32TeNxKgDtS1cC2h0qRJAFJFklNj2bOwjSGhxx43CqKon+Ok4ebqLy3GNHPzcyIobA4iZFhI3fmWAubthTpnCSSkRVDVm4cY6MuA3fxbDvryvMDXHZuHCkzYxgfd+tPexUfbrdK9dVuVq/P9XMCOfkJxMRamZxwB54Ku10Kddf7WL4mG1HUufyiRKxWGfukB+80rrVhiCXLMwNcYXESCOCwe/B69QZlLpdCV9cYC5akB7ji0mRGRRGH04vX35DN6VbosnuZu2AmoiQg+tcWjI86cTq9/sZtekWlyUk3JfNSAty8RWkM9E3idE2N57B7UL0qs0qSkCQBURRYtDSD9vZRXE5FH8+jN6oziyJFhYkBbvmyDK72TOByq3gVH26vjwmHFyE1ktz8hAC3ck02N2t6cLsV/Vx4VCYn3MTPiCA7T+90LEoCazfkceVi59Q582tMaRkxZGbHIkkioiSwoaKAc2c6DNzoiJOC3HgyMvQOy5IoUFlRyKmjzYFz6/GojAw7KZ2dxMy0aCRZRJIEtt9THJrwhxJKKG8qIb0nlFDeRikuTea+R+fQ3jJCQXEiMbG2IEVHn1jGct+jc+hoG6WoJInIaGtQtR1JEsguSOSeR0rp7hhj1pxkwsJMQdV2BBGKihO556ESerrGmT0vBVkWCSoRrmnMnpvC9odK6OuZoHRBKqoS/KbRp2rMX6xPogf7Jpi7KA2H3cOdbyX/H/beOzqO8773/kzZ2V0seiUK0TtIAuy9gWCnqF4sWZGL7Otux7FsXZdEcomLLMstcezYiR3fRIptWZUV7L1XEETvANHrYvvs3D9mOcAQdK7f8973Ur7vfs/h0TnUR8/MzgygZ5/5PL+f36eydEkm4wMuBvqdLFicwfiYd4by4/EEWL42h/ExN0ODLhYty2SgzzmjB4HH7Wd1ZR6TE15Ght0sXpFJV6iT6vS4XT7WbczH7fYzPuJmyapsWhr1NxrT45r0UbmlEL9PDTXsyuHG1Vszqga5J31s3FZEIBhkctLHqjU5XDjTOeO4k04fm3eU6GO7/Kxel8uJY60z1KVJp48tD5aBVcbr8bNmXR6H99SblBoA54SX7Q/NQbHK+LwB1m7MZ/cbN2YqUxNePvzJ5UTYZfx+lfWbCvnjf14zKTVoIRXqQ4uIiLbqDbs2FfCrN2qYPpymwZjTy189sxB7igNN09hUmc+//eysSanRtCm1KjrRgSDAxi2F/PJHp0yqjKaBc9zLI0/PJyHJoVfv2VrIT14+YfoMwaDGxLiXJx6bx5EDTSgWiY3bivjKv543cWpQY9wT4LH3V3D0ULPeiGtbMd994YCZUzVckz4ef/98jh9uxma3sGVHMRfuKJOpqhpul5/Hnl7AiaMtRDgsbN5ezImjrSYuENC/YD31RAWnjrcSGWVl86YCDu9pMHG3u14/9eR8Tp1oIzrGSuWGfMIJJ5xw/pyE9Z5wwvm/JMGgxnf/tpqWhkF8PhXFKjF3fhq113pxu/yArsDExNlJSHTQ0TaCP8TNXzybC9d1rUPnBOIT7MTbLHR3jOH369yiZZlcPNtpVL0RRYGEZAc2m4Xe7jH8/iCKVWbpqizOnWg3VCNRhJS0aARBYKB3IsRJrFiby6mjLSb1Jm12DH6/ytDAJIEQt2p9HicONZuqz2TmxOOc8DIy5CIQ0Lm1G/M5ur9pGieSU5DA8OAkY6Me1BC3flMBh/c1TnGySEFRIr23JpgY9xrchq2FHJymOMmySHFZMp3tozgnvKiqhmKVqNpWNEOVKZuXSkvjoKHeKFaJqu3FHNhVN02VkZi7MI3augFdvQlqKIrE5m1F7L+Dm784nZqrt/C4/QSDuhaz6b4S9u2uMyk1i5fO5uLlHjweP5qmc1s3F3DgnTqTUrNkZXZoY3WIs0pUbS3mwJ5pnFVi+Zpszh5vN54NJaTFHNjXYOJWrcvh5JE2454rVolV95Ww50Sb0UnYqkhsXJnJ4WOthqZkVSQ2L8vkeHWT8XeKVWLdxgIOH5zS0KxWmbVrszk+XQ2yyqzfUsCB6ql7brXKrFidzcljrdP+TqJqSyEHdukVjARB58q2F3Locg/e2yqPIvHI0tkceuumwdlsMosXZHD+VLsxnmKV2Ly9mH0hXU0Q9CpE8xakc/Fcp0k12ryjmL2h44oi2O0KZXNncfnilEKkKBKbtxexz+AEIhwWCouT9A7Q07ltRezboz9roiQQ6VD49is7iImx/bm/KsIJ5/913vN6z7Hv3evTmBEh6pF7fs3Cek844fxfkvaWYVqbhoyJic+rcvViNx//m9UkpUQaismTH1pEV8eoMTHxeVUunungs59bRWKiQ38TkBXL+x4vp7d73Njc6vOqnD3Rzqe+uIb4hAgkWSQzR39jcHsir3MBTh5p4dNfWkNcvB1JFsnOT2Tbg2UMD0xO41SOHWjiU19cS0yczuUWJlK1vZjRYbexIu7zqhytbuSTX1xDdKwNWRbJL05iVWUu42MeY0Xc51U5sq+Rj39hNVExVmRZpKg0maUrs/QJ+nSuuomPfm4lUdE6VzInhYrFGbicPhN3tLqZD39qOZFROldaPoviubOYnPQZK+c+r8rxQ80887GlOCIVZFlk7vw0cgsTcU36jJVzn1fl1JEW3v/sYiIcCrJFZN7CNNIyY3G7/VOcT+XMqXbe98wCIiIsWCwSC5dkkJDoMCb8t7mLpzt47MkK7BEWLBaRJctmExFlNSb8t7lLV27x4BPl2O0W3bVflY0kC8aE//b51V6/xX2PzDWqzyxfk4PfH8QzbZ+Iz6vSdLOf7feXGlVv1lTm4ZzwmfaT+Lwqt+r6ua8qH5tV0if3a3IYHHCZSq96fSqdIy4qNxcaVX42bi2ip3vMtE/E6w0wNOphbVWBUYVo833FtLSOmErIen0B3G4fq9floig6t/3+Uupq+gxO0/Tx7CMe1i3MQLGI2K0yT24q4Ob5bhPn8QSwRMgsWZGlV8GyW3j4iXIune8ycW63n+gYK4uWztarYEVYePzp+Zw93WFwwaDOJaVEMn9RBhaLSESEhfd/YCGnjrdN4/Q3BFnZccybn4bFIuJwKDzz7GKOH5n6khxUNVwuPyeOtPyXvxvCCSeccCCs94QTzl9sXJM+fv/by3R1jJJbkMCcirQZ6o2+SdDKnIpUujvHyC9KxGqzIM5QdATiY+1UlCZzq3ucwpIkrIp0V5UnIdHBnIpUem9NUDxHbwDGHSqPgEBCciRl5an09zkpnTcLWRbvLMoDwKy0KOaUz2JwYJKy8jQkUZhRvUfTIC09hrJ5qQwPTTJvYTqiIMxQflRVIz0zlpLyVEaH3cxdlA6h2vzTEwgEycyJp2TeLMZHPcxbkIYa1Iw67FOcSnZuAiVzZzEx7qF8QToul5+geqdqFCQ3P5GSObNwOr2UL0xneHByhioT8KvkFSZSMjcFl9NHxcJ0um5NzBjP51PJK0kmb1E6brefOUtm01bXzx19x/D6AhQVJ1FakozH46e8Io2a2j7ufIHr86kUlSVTNCcFnzfAvIVpXDrbeVeueE4KTXUDBAIq5QvTOXmkZcb98PlUSufOorVhEDWoUV6RxoF9ZhUF9In/vNIUmrrH0ICKubN4u31kBuf1qcyZn0ZHzxggUFaRRn39wEzOE2DOgjS6e8aRJIGyilSuXus1Q5renGrFylQGesaRJZGyshTOnzKrN5oGPk+AJSVJDA65sMgi5fmJnN9VP5PzqsxfmMbwiAvFKlNUlkL1nplcwB/UK1BNeLHbZQqKk3nnzVoTFwxqBPwqFfNTmRz3YLcr5Bcmmr64gP4s+/1BKhak4Zr0ExmpkFeQYPRQmOKCM6pJhRNOOOHcLWG9J5xw/gITCAT5u8/vovfWOAF/EIsikZUTz0CfrqfcruSSlBIJCAz2OwkEdC63IIGezjGcE140TVdgZqVF4fMFGB5y62qLIpFfnERH6zCTTh+apqstabNjmHT6GB126WqLIlEyN4XGugFcLj+EuMycOEaGXIyPeQyurCKVupo+QzWSLSI5+Qn035o6Z8UqMW9BOjWXewydRLaIFBQn0dU+yqTTq6stVokFS2Zz+XyXoRpZLCJFc1JoaZk6Z8UqsWRZJhdPTXXMtSgSZeWzaKgdwO32o4WOu3RVtl5BZpoqU74gjRvXevG4byswMivX5nBympKkKBLzF2dw9VKPSZVZtT6PE4fNVWoWLs/k8tlOfeU8xK3ZmM/hQy1T6ogisXR1NscvdpkUmI1rczk2rcGWYpVYvjqHM8fNSk3l5kKqDzaZ1JbVq7I5bdJiJCq3FnJod8O08WTWbAhVdpp2jDvVJcUqsbYqn6PVZu5O5cdqlVi1o5i3z3YaE1WrInHfyiz2H2gyKT9b1+VxcE+96RpsrCrg0P4Gk/KzaXMh1bvN3PrNBRw+ME0NUiQ2bSnk4C6zzrR2k1kXUhSJ1Q+X8ebpDqO6kNUicd/cWZw43Gweb2PBTJ1pdTYnj7aaxlu/tZCDB6fOxWqVWbE8k9PTnitFkVhflcfR2zpTSDVavCKTs6c6TJ9t7YY8jh4K3TcBbFaZ+YvSuXiuy8T93d9vJis77r/4jRFOOP97897We/K1CydeutenMSOC46F7fs3Cek844fwFpr1lWJ/IhxQYv0+lo3WYj39hNUWlycQlRDB3fhpPfGAhoyMuQ4Hx+1RaGob4zPNrKSxNJi7ezryFaTz4vnImxqepLT6Vhtp+/vor68kvSiIuIYKKRRlsf2gOk07vlNriU6m5cosv/O0G8gsTiUuIYMHS2VRtL8bt9pu4qxe6ee7FKnJD3OLlmaytysfjCZgUmEtnO/nS1zeSk59AXEIES1dms3RVNj6vOqW2eFXOnWznSy9WkZ0XT3xCBMvW5FCxZDY+r2pSVs6cbOe5FzeQlRtHfEIEK9flUjo3Fb8vYLwB0NWlNp77uyoys+OIT4xg9YY8ckMrsFPjBThzoo3Pf7WSjKxY4hMjWLupgIysWHy+gOm4506287kvryc9M5aERAeVWwtJTHIYnWNvc+dPdvDZ59aQnhFDQmIEm7YVYY+xzlBgzlzq5pN/s5q0jGgSkhxsva8ExSLOUGoun+/iE59aQWpaNIlJDu7bWYrmC5pUGZ9X5drFHp79zApmpUWTmOxg56P6vZ2+4uzzqty4eosPfGwZKalRJCY7ePCJckaG3TO4xpv9PPORJaTMiiQpJZJHnqqgfdRtWpn2+lTqusb5wJMVpCQ7SEly8FePl9PZPGQez6fS0TXK4++fT1JyJCmzInn6gwtprB+YwfX3TvDIE+UkJTtImRXFBz+6hLprvebP61MZG3Hz4GPzSEp2MCs1ig9/YhnnmoaMCT+A168yIgvsfKCMxCQHqalRfOwTy7h8sXvG9UMQ2HZ/KQlJDlLTo/n4X6/iwoVu833zBrDaZbZsKyYxyUF6RjSf/pvVnD/dOcVp+nMVE2Nj49ZCEhIjSJ8dw+e+uEb/EjCd86nMSo2mcmMBCQkRZMyO4fPPrwtP+MMJJ5w/K2G9J5xw/gIyPOTiV/94hu6uMTKzYqnaUjgTEvSNuoJFBFlEkGdqN9NhvYSgiCSJIY1n5ls/QRARLJI+nkWc0YTr9liCICBKYqhc410q94QiCno5QilUdvJPxmD0coh3akYGJoaOe3s8jbt+ZlEUEEXRKGP5p0B9PMH4HNyN0jDKUt7+593fl2oIoqDfD4uIKEt3/6yapl8XAWRBQBYFfHcZUYPQMUUkMfgnr5+macgCKEENghryn7i3aCCG7itoSH9Cv9I0kOSp6yHJ4l3H0zT0a2eR9OPK0gx96Pb5WTSwhio3WWbaXEYsooACCBrIgnh3UNM5CyCiIf+Jx0rTNLyxNkbSo5ElAX+U8ic4vamdFHoGJPnux9U0DcEqEbTJaIqEYBHR/sR1CUQpuOLtqIpE0Cpx1wsDSKKIJAjIoZ+TmQfW9PsbKuspi7ef53DCCSec/3XCek844bzH4/OpfPFTbzEy7Da0ncRkB7IgMNAb0nYsIhnZcQwNuxkf84Q4kZTUSDR/kMGBSdSQ3pOdG0dfr5OJcS9aUNNr0qdH43H7GRlyo6o6l1+USFv7aKhcpq7tZGTF4hxxMzbiRlU1LIpEUWkSrU3DU5xFJCs3nqH+SeNcLIpE2bxZNNzsn9KALCJ5BYn0dI8xOeEzKtfMXZBG7dVe3G5dA7JYJApLk2hvGTE2xipWiYpF6Vy7OKUBWSwSJfNm0dgwiGuatrNo6Wwun5mqOGRRJOZWpHKzpm+atiOxZGUW509OaUCKIlG+KJ3rl2+ZtJ3la7I5fcysayxcNpvL57pM2s6K9XmcONJiUmCWLA+pRtMq4ayuyufowWYTt2xNNkcvdpv0nqo1ORzf02DSdlaszTErJlaJyk0FHJpWmchqlVi9Po8T09WW2zrO3gbTcddtyOfYtAZbiiKxYZu5gtHdqh8pikTl9iKqp/+dVWLttmLePmvWZ+5fkcmBOz7HpqoCqvc1mMbbtCGPw3ccd8O2Iqr3mLkNmwo4fId6U7m1kEPT/1tFYumDpbx9JBdEFwAAIABJREFUqXtKK7JI7FiVxe5jbabz21meyvGDZl1oY1U+B+/4bCsr8zh2vNXEVVXmcmiaRmW1SizakM+R810mnWnHgnTTdbZaZZaszOLsyTbT51hdmcexaRt3bTaZRYszOH+mw8S98J0tzM4Kr/aH838u73m95+TL9/o0ZkSIeOCeXzPphRdeuCcH/sUvfvHCRz/60Xty7HDC+UtKW8swh6sbjao3mqY7/Z/54hpjMj5/yWzWbynk1LE2o9qOpml4vQE+/5VKAn5VrwKzdDYr1+dx7kS7wQWDGm63ny++UIXPG8CiSCxakcXilVlcONNpHDcY1HA6vXz5m5txu3woiszSVdmUL8zg0tlOQzUKBjXGRz387fe2Mjnhw2aTWbE2h6I5s7hyvstQjYJBjZEhFy++vI3xMX3j44r1ulJz9WK3oRoFgxpDA5N8/YfbGRtxY4+wsLoyn4zMOK5d6jEUomBQY6DPyTd/uJ2RYRcOh5V1VfkkJzmoudJjKERBVaO/z8k3XtnB8JALR6SVyq2FxMTYuHH1lsGpqsZgv5MXvr+NocFJoqKsbNxehM1u4cbVXmOxVucm+dp3tzAy6CIq2sqWnSVowM2aPuM+qqrG8JCLr3xzEyPDLqJjbGx9oAyPx09dbb+JGx1289+/WsnQsJvYGBsP7izF2T9JY/2giRsf8/CFr1YyPOQiNs7OA4/No7dnnJamIRPndHr57PNrGRlyE5dg56H3VdDWOkxby4iJc7sDfOJvVjM67CIuIYJHn55Pw81+OttGTZzfr/KRz65gdMhFQpKDx59ZwNVrvfR0jZs4QQ3ykQ8vYnjMQ0pCBM8+OpdLZzq5dWvCxEmywDMfWMjoiIfklEie+cBCzh5pZaDPaeKsNpkn/moBoyMeUlKjeOYjSzh2sImhAZeJi4yy8eAT5YyPeUhJjeYDH1/KGxe6GBz1THFBjaQ4O49X5TPq9JGRHMlnn6xg/1u1jE7nVI1ZqdFs2V7MxLiH9IwYPvrJ5bz1zk3Gx70mLjMzlqqqfCadPjJmx/Kxjy/ntb31TEz6TVx+USLrVmQxOeljdlYcH/vsSv742jVcd3Clc1NYujwLl8tPZlYcn/jsSn7371fwuKeUrmBQIybWTklZCuGE838qL7744q0XXnjhF/f6PO6WX/z8xy989MOb7/VpzMiL33rtnl+zsN4TTjjv8Vgs0ozqM8GghnPCR/2NfoYGJvXqLHOTCd7x5k4LajgnvNTVDTA86MIfDJJXnHRXbnzMTcPNfkaG9DcK2XkJM6rjaEEYG3HRUNvP2Ig+MUrPjJ1xzhoaw4OTNNzsZ3zUgyDom4rv9l5xaGCSxpv9TEx4kWR9Jf3OCAL035qg8WY/TqcPxSqzaHkmwh0NxURJoLvPSU3HKJOTfsTmIRaXJs/gZEmkp2uMplB9/AiHQunclJmcLNLVMUpz/SAet5/IaCt5RUmIkmCqzCNbRDo7RmloHMTrDRAdbycjKw5RFExNsWRZoqN1hKa6QXy+AHEJESSlRiGK5vEsFonOxiG6r97C51NpirQSFWdDEMxmiMUi0dY0RGv9AH6/Sn1KJBabPINTFImG1hFudOvNxhIbB7Eod+daGgZpaRxEVTXqavpQbldnMh1XpLFhkKaWYbSgRl1tP4oyU1+yKBLNN/roudaLpmk0JkfenbNI1NUN0tQ6jCDAzfoBLHfhFEWivrafjsZBBFGg8WY/ijLzf2OKIlFX209LyzCiKNDYMIhFvqMSFWCVRVoudDNytgtJEujIiJ1xfoIQOr8bfbS1jCDLIs1NQ/p1uYNTLBINV3vprBvAYpHoqEjTq1tNiyjqz9+57jEuevwoAZU5fRPIFrOXdFtZq6vppb15CKtVpqNtBMsMTrzrNQ0nnHDCuTNhvSeccN7jCQY1vvPCAZoaBo1mWsWlybTW642fQJ9wRMfYSEyNoq11qunWnLmzuFnbb2rOFRdvJy7WTlfbKH6/itUqMXdBOjeu3DKUGlEUiE+MwB5lpadrzGimtXBxBlfOdU1rzgVJs6KQZZH+W1NNtxYvz+LC6Y5pzbkEUtOj9dX40Abk2028plfMkSSBjKxY3C4/w4NTTbdWrM3h1DSNRZJEsnJjGRv1MjriNppprazKp/rMVAUUWRYpyIlnvH1UryT0J5p4ybJIQUkyPV2jOMenmm6t31zI4WkKjGwRKZ6TQnuoQlAwxFVuLeTA3in9w2IRmVOeSmP9AK7JqaZbG7cWcnBaJRyLIlG+MJ0bNX243b6pplvbizjwrrnp1oIlGVwN3aPbTbc2by+i+g5u8YpMLpzvnlKSFImqnSXsrm40FBNFkVi1NJOLx1qnmm4pEpu2FnFgt7k514o1OZw+3jalJIVUnoN7zZV1Vq/P4/jRVry+kOKkSKzfUsiBQ00mTWn9+jwOHzFXx9lQmcehaRVzrFaJDevzOG6qGhSqLnSHprRhSyEH9zYYFW6siszyylxdrZquJN1Xwu8udRmNuGyKxI68RM7coWBVbS9iX0jlud3Ea+niDHNlHavEpu3F7A4pSXoTLwtL5s7i0mkzt/ahMt481obPr3MRNgvzymdxpqYX3+2mYBaJRxdnGE3BRFHAHmGhuCyFa5e6Tc25Nm4rMioY6U28FL7zox3ExNr/rN8n4YTzvyPvab1nYYF24eQP7vVpzIhg33nPr1l4pT+ccN7jEUWBL36tkn3v3qS1eZj8oiSysuP40bePGMztZkPPfHQx1y710N46QkFxEmkZMdycpo5oGkw6/Tz3tQ1cOttBZ9sIRWUpJCZFcuPqLYMLBjXGRj0893cbOHOqna6OMUrnphAVaeXq+e5pnL5S/52f7OT44RZ6u8cpK5+F1SZz8WyHabzennFe+qcHObK/kb5bE8ydnwoCnDvZbnCqqtHZNsorv3qIA7vq6O+dZN7CNPw+lVNHW6dxQVqbhvnxrx9h31s3GRiYZOHS2Yy4/XB6arxAIEh98xD//OP72PNmLcODLhYtz2RowFxDPxAI0nizn1d++RC73qhldNjFkpVZ9HSNGToS6HXYG2r7eelnD7D7zVrGRz0sXZVFa+uwoUsB+P1B6mr7+c6P7mP3W7WMj3tYuSaHuut9piowfp9KXU0v3/zBDva8Xcuk08fKtblcPd85k7vRzzde3s7ed27invSxqjKPs8daZ3D1N/r55ve3sfedWjyeAGs25HPgaIsx4Qd9n8iNhgG+/v1t7H1Hn2iur8pn39u1M6rUNNQN8MJL29j37k3UQJB1mwp46w81pio1Pq9KU/0AL/z9JvbvqScY1KjcVMir/3l1RhWipuYhXnxhI/v2N4CmsWlTIb/+9cU7qt6otLaP8OVvbebQ3noEAaq2l/AvPz094/w620d5/hubOLyvAVES2LSjhH985cQMrr99lO98cgV7TrahWCTuX5fLT79xeEYVoqG+SZ7/8nqOHGrGapXYsr2Y792FGxt28aUvruXo0RbsdgvbthXz7S/vm8EFht189ZPLOXy6HUeEhQc2FfKZ7x81JvygVw2atEp89ktrOXW8FUekwradpXzl87uMCf/t+yZKAp/+wmpOnWgjJtrGtgdKwxP+cMIJ589KeNIfTjh/AWmsG+DdP9Tg9ajcvNrLU88uMpz32wkEgvR2jbPr9Rv4vCp113p534cWEVTNnKoG6eoY5d3XbxDwB6m70c/jf7VgRoOoYFCjvWWY3X+4QSCg0nijj4efrLir8tPUMMCeN2+gBoI01vVz/2Pz7lrxpO5GH3veqiWoBmluGGD7Q3NmMKIocP1SD3vfukkwqNHaNMjmnSUzKvjIFolLZzvZ+85NtKBGe/MQa3eWzFB0rIrEuZMd7H+nDk3T6GgbYc2GPCRJIDCtp5HVJnPmeBvVu+pA0+jqGGXF2hxkWTRN5Gx2CyePtnJgVx0a0N05yqIVWciyaJqg2e0Wjh9s4lCI6+8ap3xhOrJFNPY/AEQ4FI5VN3Jot97saaBnnOK5KUiyaLrHEQ4LR/Y1cDjUFGqwz0luQQKSJKKqZu7g7jqO7G0EYGTARVJeHJJkVo0iHRZ272+g+kSbPt6kj9Qo6wzVKDLSyt63azl+sBmA8VEPjmirWQ0SIDJKYc+btZwOfTlzjXmJjFQQ7miiFhWlsPuPNzh7Sv9y5pvwExVlHk8Q9OO+9XYtF853AeAO6seYrhoJokBklMLbr9dw5aL+ZTQQhMgoq+kZEEWIjFTY9epVrl/Rv9w6Rj134QQcERbe/M9rxn4MSQOHw8L0VmGiJGC3W3jzd9eov6n/G0UUcDgURoam9hdIkoDNYeGN312jsXEQQYAoQSAywsJY6C0dgCwJWC0yvzzWTEPnmP6X6dHYIyzG2zzQ3yBZLBK/f72G9rYRBAEccXYeeLCMcMIJJ5z/VcJ1+sMJ5z0e54SXH37rMK5JP6oaxDnh5Tf/dJaKxRlYbTKiqE9YV67L5Vf/cAa3S+cmxr38j38+R1l5KlZriLPKrN2Qx69+chqvJ4CqBhkf9fDqv16kuCw5NJ6AYpWp3FzAL396Gq83YGwu/d1vL+ldfa23OV2H+JefnsHnVfXNqoMu3nj1Ctl5CSZu830l/Pofz+D36dzgwCTvvn6dzOw4M3d/Cf/283P4/UFUVd+cu//dOtIyYlCmcVt2lvDvv7pAIMT19To5vrue1JQorIqkc4rEjqp8/vM3FwkEdK63e5xTR1tJTI5EsU5xVduK+P3/uIwa4no6x7hwppP4RAeKIiFKOrd+UwFvvnYVVdUIqhrdHaNcv9RNXHyEiVuzPpd3X68xuI7WERpq+4mJtWNRJKQQt2xNTuiLkM61NQ/T0TJCdIxtirNKLFqeSfWuOoNraRik79YEkdEKFssUN29BOof3NxIMagSDGo11/bj6XTgcChaLiCQJWK0SZaUpHDnaanC1df04gxoRDgXZopeqtNpkcgsTOH1sGne9F1GDiAidk2URm1UmIyOW86faDe765R4iZQm7XUaWdc5ul5kVF8HFc50Gd+VCFwkxVmw2i8HZbBZiohSuXO4xuPPnOkmaHYPNFhrPImK3W5CtMtdDG7CDQY2zJ9vIzIrFZpORbnMRCkENaq/3GtyJY63kl+jPsiSJWCwiEQ6FSbefhpv9BnfsUDNz5s7CatWvscUiEhlpZXjYRWPDoMEd3N9IxdLZKLc5RSIq2kZHn5Pm5iGCQQ1V1di7t57KObOwWiQkUUCxiMRF2ajrGaOxa8zoDP27w80s2VSAMu1ZiYmzU3Ozn472EWO8t96o4eqVnnv9ayqccN5bEcT33p/3QMIr/eGE8x7MpNPL0MAkCUmR9HSNzVi9BoEdj8xh7oI02puHKShOIirGZlJlQK9U8+iTFVQsHKCzbZSismTsNpkz01QZ0LWQp55dzI3rvXS3j1I6bxaCIHDicAswtcrtcQf48KdXcPlcF7e6xphTkYrPp3KsusnEOSd8fPwLqzh/qp3engnmLUjHOeFFmF5TXIORYTdf/8EOTh5pob93goqFGQwPTZpW9TVN38T7s39/nKPVTQz0O1mwZDa93eOmtwlaUONW5xj/9B9PUH2omaFBF4sWp9PdNGxauQ4GNbraR/n5q09QvbuekWEXi5Zl0lw/YFpZDwY1OlqH+cffPsb+XfWMj7pZsjKLG1d78U9b+VdVjY6WEX7860fYv6ueiXEPy1ZlcemsWdFR1SBtLUP84J8fovrdOpxOH8tXZ3PqDkUnEAjS2jTEd/5hJwd2N+Ca9LFyXQ6H9jbelfvWj+6jek89HneA1ety2fOmWdEJ+IO0NQ3y8ktb2XWkBa9fpWpZFn/4Y41J+fH7gzS3jfCtH+/g4J56/D6VtRsLeO1fL81QiNpahvj2D7dzYG8DakBj3aYC/u3nZ2dwnS3DvPS9reyvbkLTNDZU5vPPPzk1o8FWZ8sI3/3OFg4eaAIBqqoK+PErJ2ZyXWN8/Qc7OLK/EVES2LC1kJe/dcR0P3xelVs9E3z9+9s4Wt2ELIts2FrIt188aFZlvCr9vU6+/tJWjhxsxmKV2Li5kG98eZ+J83pVhgYneeHbmzl2pBWbVWbj1kK+9twe0xsbn1dlZMzD1767hZNHWrHZLVRtLeQLX9xjUsS8XhXPqIfv//UqjpzpIDJC4b7KPJ7+1kEC097EeHwqE7LIl7+xkdMn2oiMsrJ5ezGf+vibpjc2Xq9KQ/0g5RVphBNOOOH8VwlP+sMJ5z2Wsyfa+OWPTyFKIkE1yBMfWmiaNACoAZWmmwO8+uuLSJLI8YPNPP7BBTO4gBqk9kYvr/7bFWRZ4OjRFp56eoFJBwFQg0GuXOzm9/92GUkWOXGomceemclpmsa5k2384X9cQZYlThxu4dGnK0yTatD1jJOHW3jj1atIssTJwy088lTFDOVHlkQO7qnn7d9fR5YlTh1p4cEnymd0xLLaZPa8WcuuN24gyxKnj7ay87G5M74MRTgU3nq9hn3v3ESSRc4dbua+B0qRJLNSExll5dXfX2P/gSYkSeTohS7u31SAbJFQ1SnnJzraxqu/vczRQ81Iksip0x1s3lKIRZFME9zoWBv/8asLnDragiSLnD/ZzrrQKu30iWtMrJ3f/uI85062I0oC50+1s3pDPhZFMk1cY+Ls/Obn57h8tgtRErh0tpMlK7OwWKSpvQMCxMbb+cUvz3Plyi1EUeDc1R6Wzks1KUSCALEJEXzz7VoutQwhigLV3WNsiHMgy6LxzAgCJMTb+ecfnaKhth9BELh26RYFxUlmThSIT3DwT6+cpKVhEAS4caWHzJx4k2okigJxiRH8+CenaG3VVZSamj4yEh169aPQxFUUBeISIvjHl4/T2aGXBm241kt8ooPW1qkvbJIkEB8fwU9fOUF39xhoUFc/QHxCBF0do1OcLBIbb+cfvneU/ltONE2juX6A+MQIbt2aMCphSbJITJydV35wnMFBl861DBOXEMFAv9NQjWRZJCbWzg9fOcHwkJugptHaPkJcvJ2hYZfxTMsWkagohR++dJyxMY/+dqdzlLg4O2NjUyVA9TcKFn7wg+NMOH2oapC+9hHio6xMuKZKdlotIg5J4JVXTuCa1LneficxMTZjwz3om3vjEyIIJ5xwwvlf5b3xviGccMIBYHzUzS9/rK+Eetx+fD6V1/71Ihu2FqJYJWw2GcUqsfWBUl799UX8Ic7rDfDav15k/aYCE7f94TJe/e0V/H4VtzuA1xPg3397idWVeSZux8Nz+cNvL+P36+N5PAF+92+XWL4mB6tVxmbXuZ2PzuWP/36VgD+oc24/v//tZRatyMRqC3GKxM7H5vLma9fwhzi3y8/r/3GF+SElaTr37us1xniuST/vvF7D3PlpU5xV4r5H5rLnrVqDm3T62PtmLSVzZ5m4rQ+UUb2rPnTcABPjXqr3NlBQnGTiKu8v4cChZp3zBBgb93LgZDu5BQnYQpzVKrNuSwHHj7Qa3PiYh9On2snKjTfGs9pkVlXmcuZ4m3Hc0RE3l891kpEVa3A2u97X4MJpvUeC1xNgdNhNzZUe0jJijOPa7BYWLJ3NlfNdBjc0MElzwyApaVEGZ7dbKFmYztWrt3TOG2BgYJLW3gmSUiKNY9ojLCSvzOJS6xDeQBC3T6VnxEUDKokJEfp4NhlHhEJeWjQNtf34fPp4fT3jOCe8xMbbjfEcDoWU1CiaGwbx+VR8XjVU4UklJs5mcJFRVhyJDlpaRkLjqXR2joIiER1jM44bFa2rPR1tI/i8+njtLcNE2WWioqwGFx1jg6BGZ8eozvlUWpqHiU9y4IhUjOPGxtnxunzc6hrH6w3oJU/rBkhPjcIRYTHGi4+PYGTUTW+v0+DqbvaTU5hIRERoPJtMYrKDnr4J+vt0zu9TqbneS9HcFCLsFoNLSYmirWWYwYFJvJ4Afr/K1cs9LChPxW6fOm5qajS1DYMMDbvxeAL4/UHOX+qmsjgFu1Umwipht0pkpkRRd6qDkWnc2TOdrFqdbYxls8lkZsWydl3Ovf7VFU44762I4nvvz3sg4ZX+cMK5x7nVPUZv9ziz0qOZdPqQZBGmrfqKosiy1TnkFiTS3DhIUWkKDoeiT25NnMDajfnklCTR3DJMaWkyiiwh724wcQCbdpaQV5xEe+swZXNT0YLajOMGgxo7H51LQUkyXW0jzJmfhsftR5JEpqs8akDj0afnU1SaTE/nGPMWpjM+5kGUzKvwXq/K0x9dTPGcFPp6JihfnM5g3+SMDbrOcS/Pfno5p462MtDrZP7SDHpub26clpERN997bjXHqpsY7J9kwbLZtLUMEwya304MDkzyvZ/u5NCeBoaHXCxekcmNxqEZb0X6+p28/C+PsH9PPaMjbpatyOLa1V58vqmVf02D3l4nv/jNoxzYVcf4mIdlq3O4eGaqPCnoqlFvzzg/+c1jVO+qwznuZcW6HE4eajFVqQkG9T0GP/zlQ+zfVR9SeXI5sKfe9CYhGNT3GLz08wc48G4dLpef1RvyeOvdOtObBFXV6Ooa5/svbaN6dx1eT4C1lXn87ESLUaoSIKBqtAy6+M03N7J3TwM+v8r6ynxe+9V503iBQJDujlFefHkbB3bVE1D16j2/+dlZ0zMV8Afp6Rzj6y9vp3pvPUFVo3JzIT/9x9Mzqhp19Yzzze9vY9+BJtBgY1UeP/7uMZNS4/cHudU9zt9/bwv7DzQhCAKbqwp46VuHTffN71Pp7Z3gG9/fyuF9jUiSSNW2Ir791f0mzudTGeh18o3vbeVwdROKRWTj9iK+9uX9prdZPp/KwOAkL35/K4eOtGBVJLZsLuT5L+4xKTU+n8rIsJsXv72ZY4dbsNtkNm4v5rnPvGN66+XzqoyPuPnWNzZy9Ggr9ggL27YV8rHP7TJxXq+Kd9zDvzy/npqWIexWmYVFSXzs2ddNm6Bvfzl56Qc7qK/rJyJCYe68WaGfyXDCCSec/zrhOv3hhHMPs//dm4ZSowaCbH94Du++XmOaUFkUiW0PlbHrzVqDu/+RObz9u+smTlEk1j82h3f2NyJLAgFV4/EdJbz12rUZ3KZtRezfXW/oGA89Ooe3Xr1mmvBZrTLrNucbkyk1EOTB95XzxqtXzdVsbDKrNuRxLKTKqGqQB54o583XrpomrvYIC0tXZesKTIh78Ily3riDi4xSKF+UwYVT7SHFSeP+J+bx1mvm8o/RMVZKy1MNBeY298bvrpsm4PEJdvLzE7l+qcdoqrX9iXn84e1a03gpyQ6yUqO5UdOHKOoT/Pt3lvL2H29MjSdAWlo0SXF2GusGEEUBNNj6YCm7Xjdzs7NiiYi20dKkKzWCAFu2F7P7jVp8IU4QIDsvHotFor11JMQJVG0vYu9bU26+IArkFyaiBvWNw6IoIEkCq7YWsmffVH8AURQoKUnCO+6lt2cCQRCQLSLzHi7jDxc68YYmwpIIi3MSsFzvZ6DPqTeWUmSWL8/kyP5G43mRJIF5C9Pp65lgeGgSELDZZRYsmc3xg83GhF6SRRYsyaC9fZTRUTegb/QtXZTOiZNtxoRelkWWLJ1Nbeco4xN6N9tIh8KC2XGcPdFmTNRlWWTZ2hwutwzhnNSr18RE2yhJi+bCmU6Ds1hEVq/N4dq5LkN5iYuPIG12DFfOdxsTeosisbYqn3NnO/F6AmiaRkKSg4S0KK5dvWVM6C0WiarN+Rw+34XPr6JpMCspkkSbzI2aPmOirigSmzcXcGJfEwE1iBbUSMuIRo5QaKgbMHFb7ium+kATQVVD0zRmZ8YSkEUam4eNCb1VkfjA++dTtT6P6fnKf99LW+uwoRpZrRIf/PBi1qzNJZxw7mXe83X6z/z4Xp/GjAjKtnt+zcLLA+GEc48yOuzid7+5jM+n4nbpKs+7f6jhkacqsCgS9ggLFkXikacrePeNWhP35u+v8/CT5QanKBIPP7OAd0ITQJdbXxF87Z1aHnps7hRnlXj8/RXsDzX3cYcUotd/V8N9j5q5R56u4PA+ffPo7eP+8dWrbHuoDItF56w2mYffX8GxA01TnFflzVevsnlniTGe1Sbz0JPlnA412DK4/7xG1fZig7PZZXY+Oi/U2EvnvN4A7/7hOms3FRic3W5h20NzuHyuC683YHC7/1jDqvW5BhfhsLB5ezHXL/dMcZ4AB9+qZeXyLBRFIsJuweGwsHFdHjdq+nTOHcDjCXDwUBOLlmaghMaLdCisWp1N480BvB59PLfbz8nDLZQvSkex6lxUlJVFK7Jobhw0ONekn7OnO5hTPmuKi7FRvjCdtubhKc7l4+qFLorLUgwuJtZGUVkynW0jBjfp9NF4tZeiwkSsVr1KTmysjbysOLo7x/B4ArjdfpxOHwPnuijJiMFmkYhQJJKibcxD5FbPeIgLMDHhpevWOFk5cYbSlZDkIC7OTn/vBB53AI/bz/ioh+HBSZO6lJQcic2hMDgwGeICjI66cY95SE+LNlSUlJRIglaZoWEXbk8AtyfA8Kgbl0VgVkhdstpkUtOjmRQ0hkfdBjc45AKHheSUSINLz4hhYsTD2KjHOO5Av5PIKCuJyQ5Dv5qdHUdfv5PxMQ/ukL7W1ztBcnwE8QkRhs6VmxdPc88EExM+4xno7h0nNSeOuDh7iJPIz0+gpbafSacXT+iZ6uoYoyA/nphYG3a7/jNUVJLM9Zo+Jp0+47jtbSPMK0kiJtqK3S5jVSTKSpNZv3amovOpT68gKsqqj6dIzCtPZdXqsMoTTjj/dYR7X6knXL0nnHDCmZ7hIReyRTTpD7JFpLA0mZf+6QEGep0kz4qkv885g5NkidLyVKLiI2htGaaoJBl7lKLXlJ/OSSIVizOIjrfT1jaqKz+icBeFCJauziYyJZKOjlHmzElB9KozVB6ANVX5xCQ66O4aY155Kp5Jn77iPS3BoMbG7cXEJ0Rwq1uvTz824uEOkwe/X2XHw2UkJjnouzVBxaJ0BvqcMzb8ul1+Hn6qgqQ0XkFnAAAgAElEQVRZUXr1nsWz6ekYNTZl3o7T6ePJZxaQmhrF0OAki5Zl0tI4OKOnwcSYlw9/cCHps2MYHnGzbPFs6m/0EQiYP+vYmIcPf2wpmZmxeiOuldlcu9RtUn4ARofdfOOHKziwq46JcS/LVmfrHVy95vFGhl288N0tHAhV71mxNofjh5pNb07QYHjQxZe/tZn979bhdvlYuT6P6nfrTG9sNE1vjPb3f7uBffsacHv8rFuby9uv15hUGS2oMdw/yXe+sIa9B/SuvOvX5PCH/7hq2twcDGoM9k/yd9/cRPUefV/Euo35/Mcvz5tUmdtdlZ//+kaq99SjqhrrN+bzq5+dNXOqxlD/JM9/ZT3V+xrQNI3KjQW88stzpio1qqrRP+Lmub/dwP6Dt1WefL7zo5MmpSagBukfcvGlr1ZyaF8DoiRStbWQl144aG605g8yMuTiuRc2cDhUvadqSyHf+lr1TG7YzfNf28CBY60oisTWyjyef/EAwWlvwP3+ICNjXv77Vyo5drgZq1Vm09YivvrZd5j+otzvU3GOeXn+a5UcP9yCPcLCpm1FfP5z75qeAZ9PxeX08dUvreVoqGHXtqoCpLs4v6lp0XzpK5WcPNlOVJTC5s0FM37WwgknnHD+3IT1nnDCuUeZdPr462dfx+uZmkBabTKv/PIhHJFTTYMmxj187r+9YZpA2mwyi1Znc+a0XhddFAXWbchn38k2UxlGu11m6dxUzl3o0jlBYNOGPA7vbjBNNCMcFvJXZHGhphdV1cfbuTaHY7+vMXGOSAv5FWlcv95LUA0iCALbthVS/cZNExcVbSW3MJG6mj6CQZ3ben+pXk5yGhcbZyM9M46m+gGdQ2Drg6XsecPMJSY5iJ8VRWvzkHHc7Q+UsueNG1MKjADJqVFERdvobNPrmAvA9ofL2PVHM5c2OwY1wU5Xz7g+ERQEHt5axK43bhjKjyAIZGXHInlU+nonjPG2PVTGnjdqDZVHFCE7PxGv289gqNOvIMDWB8vY/dbNaZxAQVEiEyMeRoZdU9wDZex9c2o8SRIonpPCQJ+TsVEPWlDTJ8I7i9n79k3jc0iySFl5Kq39E0xMeNE0/RhbNhawf1edwcmySPn8VNqahpl0+tA0/f5u2FrI/r0NJm7BknQaavrxuP36eJLIug25HNk3VS5UtogsXpHF9Wu38HgCoOn/7cp1ORw92GxwFkVi6cosLl/qMb4kybLIwg15HDrZZnSkVSwia1dkcfacrtQI6JrN0oXpHD/dPsUpEhtWZnNxf6Px5cJqlZm3IJ1zJ9uNL8WKVWLtpgKOHW5BDQQRBLDaLJTNm8X5Mx3GFx3FKrF+exHvnOvSG9gJAg67hbKsWC5c6Zk6hiKxvTKPw+/WG/fMEWklJzOWmstTnGKV2LSjmOpd9cY9i4qxkpwdR03o50o/Z4nNO0t480ATmqYvAMbH2Hn576qw2y1MT01tH995+ThBTX/OEhMi+M6Lm7DZwut14dzbvLf1nkLtwtmf3OvTmBHBsuWeX7P3xvuGcML5/2EckQqfeX6tXkFH0SvpfOb5taYJP0BUtI3PPLcGq1Xn7HYLT39kMadPteP1qvj9QbxelYP7G/no0/OxKpKhrXz4yQrOne+a4nwqe6qbeOYji7Hc5hwW3vehhZy/3ovHq+IP6Nwbh5p5/0eXYLHoXGSUwqMfWMT1a72h6iRBXUl6t56nnl2EbBFRFImoaCsPP1VBXU2fzvmC+Lwqu/54g/d9aKHBRcfa2PnYPJrqB6Y4n8ruP97gsWfmI8ui0ZBoywOltDYPmY67+62bPPRkBVKIi42PYMPWIkOB8fv0Ci/73r7J/Y/NQ5JFLIpEfKKD5VsK6ewZx+NV8YXG23Womft2loYaNUkkJTlYvmQ2vbfGTeMd2d/I5p3FxnhJKVHMX6y/oTA4r8qJg81s2FJojDcrLYqyubMYGjBzZ461sKYq3+BSM2LIyU9keMiF1xMwKulcPNvJynW5RiOp9NkxzMqNY3TUjTdUzcbjCXC1ppdlK7IMLjMrlsREB2NjHmMjqMcToP5GP4uWzDa47Nx4IiOsOCe808bz0942SsWiDKPRVW5BIqJFxDnhM6rouN1+em9NMKc8VedkkYKiJAJqENek16jK43b5cfZMMLckBVnSudKiJJzjXlwhhczrU3G5dW2qpDDJaNg1rzSZ8c4xQw3zeVXjS0xeUSKyrDcUm7cgna7OMUNd83pVnE4vFkUiNz/BaDy2YHEGNT0TuD0BvKGfjbEJL5FxdnIyY7HIeiOzZYsyaLjai8e4Fypjo26S0qLIyIrVG57JIstX53DtUo/pno0Ou8nOiCY9I8ZooLZ6bS4nL/fg9an4/Pp4g8Mu9h5pnvE74uf/cgGvTw1VZ1IZGJjk0NGW/1O/osIJ5y8zAvde5QnrPeGEE86dmVORxj/89jHGRj3ExNqQLdJdubnlqbzvmQW0NA9RUJhIYnLkDPVGlkVysuJ5+EOLaOoZY25WPPGKNIOTJIH8okQef7KCzvYRistSsMbakO7QBiRJpHDeLB78wAK6usYom5OCIoszKo8JAsyZn84jT/np6RpnTkWqsSI6PZqmsWDpbNwuP309E8xbkKavFN8RVdVYuioHr0cNNexKZ3TcO0Pl8fkCrKrMI+BTGeh3Mn9xRmil3azyuN0B1m8uIBBQGR50sXBZJu39TtSAeTyXy8/mLUUIgSCjw24Wr8iktXGIgN+s6LgmfWy+rxRBFBgb8bBkZRb1tX1mRSfEbX+gFEUWQspPDlcvdJnUG9Df+Nz36BysNhnXpJfla/Xyn4E7OOeEl/ufKMcWY9Or96zJ5tCRFgJ3fI7xcS+PfH4eMdFWPO4Aq9bnsu/duhmK0/i4h0/+zWri4+x4vQHWVObx9h9qTEoNGoyNenj2k8uJT3YQ8Kmsqcrn9/9+xaTKaBqMj3r41BfWkJwahRrQWL8xj9/+y0Wm3w5Ng/ExDx/54Ep2n2hD02Dbqmx+9stzJqUmGNQYHffw396/gMOh6j1Vmwv42cvHTUpNMKgxPubhqWcXcaxa30heubWIH373qEkRC6oaE+Nenn52MccONiMrEhu3FPK1n5wyXRM1qDEx6ePDzyzk4Kl2rFaZHety+fuv7jdzqoZz0sdffXQJJ460YLdbqNpezNef223iAoEg7kk/H/7QIk4cbcXhUNi0vZijL1SbOH8gyMioh/qb/Vw830VEhIX1GwuYCG12vh2fP8jotJr/4YQTTjj/TxLWe8IJ5z0eTdN45dtHuHG9F59XxWqVmLcgnau1fbinNfOJirYSsSKTa50jeP1BbBaJNQWJNB1oNk2uY6KtZCc6aGkcwufTx1u0PJNDjYN4pikw8TE2MmwW2ttHDG7F8izOnGybpsBAQkIE8XaFro5R/Le5dbmcPNJiqj6TnOLAarNwq3scv09FsUqs3pDP8QNN06rPQGp6DAD9vRP4/UFd19hYwGETJ5CRGUsgVMPe79fHq9xSyKE9U+qSKAlk58bjnPAyPOQiEBpv/X3FvHOs1eAkSaAwJx5X+xhjI24CgSCKIrFxRzHVd6gyBcVJ9PaMMzHu1TmrxKYdJex/Z0pxkmWRkrkpdLSO4JzwoqqaXjVpZ4ibpsrMrUijqWEAl9OPqurH3byzhH3TOItFYt7iNGrqB3G5/ASD+nhbdhSzZ3e9oXRZLCKLF2VQe74bt3uK27Rdr9ZkUm+WZ3LpfBceT8DgNm4ronpauVBFkVi2Kptzpzvwef0Eg7rGUrW5kAP7GkzcynW5nDrRhtcbQNN0jWVdVQGHD0ypQYpVYuXGfN693ovXr4Km6zPbFqRx+Gir8TmsisTGVdmc2NdkqEFWq8yq1dmcPNRsGm/95kIOh85FV3lklqzO0Tsd+6a4qq1FVO/Vnw1RBKvVwpzKXI5f6DIUIqsisW19Hu8cbcHnV5FEAZtVZm1OHOdPdxp7KhSrxJZtRVS/dTM0noA9wkJZeSqXz3UaX+wUq8TmnaXsCT0bkiRgj1DIXpTGxeu9+KcpRPdX5lMd0t8kScARaWV2SRLXbvRNKUSKxPOfX83cspQ/75dHOOH8f5T3tN6zqFC7cPYf7vVpzIggb7rn1+y98b4hnHDC+ZPp6hgzJvyg1/S+cqGbT3x8GfHxdt1lT4nkqY8v5XrnqFGP3eNXOVw/wCc/vZy4WBuCAKmzIvngU/NpbR42JkRer8rZE+0896HFxEZbEQRIT4nigztL6ewcNXHHjrfy6c+uIvo2lx7Do4/M5VbXmDEh8npVjh5o4hNfWENklM5lZMay4+G59N2aMDifV+XIvgY+/oXVOCIVBAFmZ8dTtb2YwYFJY+Lk86oc2tvAxz63kgiHRS9zmRvP+g15jAy7DJfb51U5uKeBZz+zAnuEzuXmJ7B8TQ6jI25j5dznVTm6q56Pf2ARdpuMKAgU5iWwYs4sJsY8xgTrtsrzVx9dgs0mI4gCBcVJlFWk4pzwTnFelWMHmnjyw4uwhriishTyi5OZdPqMlXOfT+XU/2TvPaPkSAuz7auqOk7oCZqoyXk0ytIo5xlppJG0eTEsYBO9xjY52ICBXTI2JhrbeAHbGHsBLxvYVc455zhJk3PsnKvq+1Gtmim1+OzznvOxy/f2fY5+aM41T1dXtVpPVV11P0c7+aM/WYLFKiGKAnXz8ygsSdcn/Pe5c6e6efKZhVgsGjdvUT6z8h36hP8+d+lcH08+NU/nFi+aTXqSmUAgbOCuXxlg5+NzdcVkybJCzBZJPzG4z925Ncy2nXM0ZUUSqF9ZjCwrhIIR/Yp9OCTT0T7O5m01mlIjCaxcV4rPHyYYm/Df/xz0906xaXOlrt6sXV9Gf1gmGNbqMFUgGJbp84TYuLZUU34kkYZ1ZYz2uvQTCFWFYCiK0x1i1foyJEnAZBLZtLWans5J/d+GqqLpNYEIK9aU6FzT9lpaW8b0z7KiQDAYwe6PsHLxbCRRwGwSeWJLFddaR/WH4WVFxR+MwKwkFi8tQJIEzGaJR5+Yx7Xz/TPGUwn4I2Rk2lmwpABRFDBbJB5/+wLOnenROVlW8fvDlGQksaAuF1EUsFok3vXkPM4f7TRwPm+IyqI05tXlaJxV4k+eWZiY8CeSyP+YRHvP70pC70kkkbd4QqForNnDqOikZ9hZu6KYvp4pKqqySHI8RNERBWZlJbNxaSH9fU4qa3JItpviGkBEUSA/086WObkMDbioqcvBbjPFLZwligJ5eSmsXFXC8LCHOXU5WC0SD7o8giAwuzCNFWtLGBn2MHdBPiaT+BDlR+uzX76mhPExH/MW5mMyx385KopKWeUslq0rY2LCx8JFsxEFgQfvVMpRhcrqLJatLmFq0s/iZYXIsR71mYmEZeZWZbFpbh7OqQBLlxbiD0SQH8LVzsujfnUxbmeQZatLcE4FDAs6gaYa1S3Ip35lMV5PiBVrSxkedMctABYKRZm3eDYd7RP4fWFWbyilp2MybrxQMMqCpQX0dE4S8EdYvamc2y2jBqUGtInwkoX59HdOEgxE2bC2lCsX+3nAcCIUlFmyvJCBfhfhUJQ1G8o4e7KbB2/0hgJR6lcUMTrgIhJVWLO+lKMHO+K4QCDC8lVFTAx7kBWF1WtL2b2rJb51KRBl2ZoSRtxBVGDF+jLaDrXzYALBKOvXlRMY8oAgsG5pIb9qGTNCqva6TVur8LiDiKLI8tUltN4eMWIqBAMRNjdW4vNHkEwi9SuLuHp1IJ4LRtm8qhhxwo/ZLLFqfh7Hr8RzgZDM+oYKfJJ2x2HR8kJOHmgzcIqiEgrJrNpUTkRRsdlNLKwvZP+eViMnq0TDMluWFWL3hUlKtrC0Lpc9v7ph4GRZRY4obFhVgknR1q9YMDcvbt8lkkgiifxvk9B7EknkLZ5QKMqn/vw13DGvXRQFMjLtpCZbtCvsEQWzRaKsJouzyRIuf6x5RYD8NDsVPW5Ghtya2mKRqKzNprt7Cp8vHGtoEcjNS0VVtcrG+2pL7bw8Wron8Pk0hUiSBGbnO4iGokxM+HVuwYI82q4O6aqRZBIpLE7H5wkxNRVAjikwC5YWcOvqIMHAdJNLcVkGU5MB3M6ApsBYJZYsL+LqxX691chkEimvzmJgwocnpspYrRIrVhRz5US33npjMotUz8mhr2cKn0e70m2xSqxcV8q5k90GVaZ2Xi5dHeP4fWFdWVm9sZwzM5Qks1li3uJ8Wm+PEvBr+8pilVjXUKHVbM5QZRYuKeD2jSG99UZTkio5fmBaSTJbJJasKOLqlUFCwWmucUsVR/dNK0kWi0T96hKunOslGNLacSxWiU3N1Rw4fM/ArVpdwoVTPYTCMS7mqh+KrcMAMaVmfRlnZuwrXeV5gFu3sTxOn2ncHtNiZvxsQ2MFJw92GPSexh21HDhg5DY2VbF/pmZjkWhsruH1sz0Glefx+kJO/vaugWvYVsWRgx26SmaxSmxpquLI7lYDt2FLJccPdRi3eUet1kw0472t31TBiaP3DNvc1FzNgRk6mNUqUd9czaGL/Ybte3RtCfsOdhi4hoWzOR9bd0Lf5h01HLo/nqCdICxfVcz50z3GfbC1msMHjErS4uVFXDrfZ+A2bqviUOyYCwLYbGb+7m+byc5O/p+/OBJJ5P/DvLX1nhr10oV/erM3Iy6CtPlN32dvjfsNiSSSyO+M1WriS9/YSmV1FqkOKzVzcnjvs8s1VSamrETCMt2t43zt8fnUFaSRlmRmcVkmn95QwcSYd1ptCcu03x3lI3+1nrKKWaQ6rNTNy+OpZxZqCswMteXOjSE+86n1lJVl4HBYmT8/jyefqMP1gAJz9eogn/xiA8VlGaQ6rMxflM/WR+bg9Yb0h0fDIZkr5/r49JcaKSpNJ9VhZcHSAjZtrcbvm6HAhGQunO7h019qpLBY4xYtK2RVQzmBQFTnQiGZ06e7+dRzjcwuSiPVYWXJiiKWriwiFHPU74935ngXn/xCA/mFDhxpNpatLmb+4nxCIdmgrJw93sUn/mYTeQUat2JdCVW1OYTD08pKOCRz9kQXH/3sRnJnp+JIs7F6QxnF5ZmEQ7KBO3eim7/8zHpy8jRuXUMFOfmphEMPjHe6hw99ci3ZeSk40m2s31JFWrpNm6DP4C6f7uVDf7GS7Jxk0tJtbN5Shd0iGbmwzOWL/bz/L1aQla1xTdtrNO1lxirF4bDM9csDvOfZ5czKTiY9w07zI3MIBaKGathwSObu9WHe/b56ZmUlkZ5hZ+fjc3FP+I1cWKb9zijP/PFiMmdp3ONPzWNwwmd4wDkclulpHeU9O+eQlW5jVpqNd2+vZaRtPI4b6HXxxNvmk5FpJzPTztvftYiu1nhuYtzHzqfmk55pJzMriWfeu5S7d0aNXEjG4w6y49E60jPszMpK4k8+UM+N68MGLhSSEZ1BHt1UQUaajZzMJP7iHQu5cnUwbjwl2Uxjcw1pGTaycpJ5/4dXcenc9KSdmGpkT7KwqUk7ptm5KXzoY2u4cLYnTkmalWlnQ0M5aek2cnJT+MuPr+H0mV59vPvH8OSpLhJJJJH/IW+2ypPQexJJJJH/0+TkpfKlb2zV/97ROhanyiCAXYHaqRBpAz5KbVbMPCSCgNUskZ5mI+gLk5GmaUECQtx4JqsJW14qkiRiz03Vbh88ZG0gi9VEWrqNcFgmLcOO+PASIqw2E440O9GIQnqGXfsufAhnTzLhSLchyxqnPoRSVUhKMpGWZkNVVNIz7NpGqw/hki040mygQprOGUFFUXVOEIi9rhqntuicw4YoapoVqhqnGimKSlKqlZRMO6JfwjEriWhYfiiXnGol1WHDYo6QnmHH6w4+9HVTU604HDZCwSjpGTbGh71x+0VRVFLT7CRn2glHZByzknC7QnGcrKg40mw4HFYiEZn0TDtjQ+6HcmnpNhwpVmRZISPdRt9DbhArikJamo1UhxUldjyU+BZKFAVybCbyFFBRybWZaJPjB1QUlbR0O44UCwgCaQ5bnH4Fmi6TkWEjNdWKKAk4Muy/g1PISLORlmTGJImkpVq1fv6HvN88m4n8qIJZEJhlM8fpUiqafpOWlUSSw4bFaiI1zRanXwGoqkLGrGSSHTasNhPJqda47dOeW1BJy0wiKc2qrRLtsMZ9VlRVRXnIvkokkUQS+d8kofckksgfYKIRmc9/9A3GR33IsoLJJDK7KA2PL8zUZABFUTGZRPJnOwj5w0xN+JFlFbNZpKg0g4lxHx5XSOPMmo7jdIdwOgMoMa6kMot7oQhur6bKmE0iFUVpeLuncLu13zWbRaqqshi+N4nXG0aN/ay8OovBfpeu2ZgtErV1OXR2aC67qmpNM9V1OfR0TuLzRVBjDTJ1C/JouztKIKYpmS0Sc+bn0dI1if++ZmORWLgwn9YrgwQCEV1tmbcon7u3RgyazaJlhdy4PKBrRRaLxML6Am5eHSIYjOj6zNIVRVy5MK0V3VeNrsUabu7/bPmaEi6e7p1WZawSy1aXcOlsr+F3V64v4/SZHoN2smp1CedP9ei/a7VKrNlQzpmjRqVm9YYyzsxUR6wSazdXcnSGKmO1SqxfX25Y0ddildi4uZIjM35mtUps3FjOiRmqkcUq0dBUxZH97QZu05Yqjj2gxTzYiGSxSjRsrebIfqPK07C9hoMzxrNYJRqaq9k74wFVi0Vi2+ZK9s1oYrLEGnOO7Gox/GxzczWH9hkbgrZsq+bwHqPe09hcw+F9xsahhu01HDzYbvjZ5i2VmkY142ebmms4dMjIbWyq5OiRe9NaUUyzOfBAu9DWFcWcOGRUnDZuruT4YaOStHZTBSePdxq49RvLOHW008Ct3FjO6dPdBm7N+jJOnuo2HKNvfH0bBQWO3/ndkEgiv4+85fWeiz9+szcjLoLY8KbvM+n5559/U174hRdeeP7ZZ599U147kUT+0CNKIivXlzI57kcUBeYvKWDLI7WcOt6tt9koikowEOFTf9OA3x9BkgQW1ReyYXMl50/1GDifL8xfPdeI1xtCkkSWLi9i+eYKTl8e0BUiRVFxesN85XMbcTmDmE0iy5YXsaK+kMvn+vQ+e0VRcU76+dLfbmNyIoDZok2U5y2ezbUL/boapCgqE2M+nvv77UyO+7BYJFasK6WmLpfrlwemOVllbMTLV77dzNiYT69urCjJ4MaVAb1vX5ZVRoY9fPk72xkb8WGzm1jXUEF+gYNbV4f0q7CyrDI65OG5v9/O2IgXu93Mhs2VzMpO5va1B7gRD1/422bGhj0kJVnYtK2alFQrt28M6VfiZVllfNTL577WxNiIh+QUC43ba5EsEnduTT9kKssqExN+/vpLDYyOeEhJtdK0oxYlqtBya9TAOScDfPILDYwOe0hxWGl+fC7uQIS21nED53IH+cSn1zM24iXVYeXRJ+YyNu7j3r1JA+f1hfnwx9cyNuolLc3GY2+bx2C/i+7OKQMXCER49qOrGR/1kZZu44l3LKSrfYK+HqeBC4dl3vvnKxkf9ZKeaefpdy/m9u0RBvrdBg5Z5T3vXcrYuI/MjCT++B0LuHxtiKFhj4ETzSLvfOciJsZ8ZGYl8c731XPhTA+jM+5kyLKKzW7myXcsZGLcT1Z2Mu/+4DJOHe1kYsxn4FIdVnY8OY+pST/ZOSm854PLOL6/nakJv4HLyk5my45anFMBcnJTeP+frWD/vjaczqCBm52bQmNjJU5XkLzcFP78fcvY9+odPDPuoMiySklZBms2luN2hcif7eBPP7yK11+9jdcTNnDVtdksW1mCxx1kdqGDP/vIal5++RZ+X8TALZify+IlBXi9YQoKHXz4L1dRUpJBIom82fnyl7889Pzzz7/wZm/Hw/LCCz96/tk/26ndRn4L/fnyl3/+pu+zhN6TSCJvsQwPuvnn75xkeNBDfoGDP//UOnLzU+M4tztEz7Cb0akAwrCbhQ9RR1QV/P4wA31Oxke1CfPcBflxaouqqgR8YYZ6nEyM+0mymahYmPcQVUY7QRgYcDE1GSA5xUVlWSYPgqqqbd9gnwvnVIBUxxRFJRkPDqe9D2eQwT4XbleQ/h4nebPjr2IKArgmAox2TeFxhxhKtZK9xB7fLiQIOCf9DPa58HlD9HU7mbMgN06nFCWByXEfg30u/L4wfb1OKqqzEB6yQNnkmI/Bfm0l2L5uJ0Wl6YiCgDLj3UiSyMSYj8F+N6FghP6eKbJnOxBFwbDYlUkSGBvzMTjkIRSK0tvrIjPNiigKBjVEMokMj3oZGPESCcv09rmw2k0ID1hJJpPIyLCHoUE3kYhCX4/zoQu8mUwSI4NuRvtdRKMKA91OJEnS/jN6YLzhATfDA25kWaG/14lkindRzWaJoX4Xw4NuVFWlv2fqd7yuyGCfk/E+FwADvU5MpnhVy2QSGehzMTzkQRBgoM+J6SGvK5lE+vqcDI94EASBgQEX0sPGM4sMdk8x3u9CFEWG+10PHc9kEhjomWJ00I0kiQwPuh76fk1miVv+MNetImZJYJk/jEkycoIAkkmir8fJyJAHi0VidNiDJD3YbKWdtPf1ORkZ9WG2SIyOeeM4URQ0rtfJ6JAbm83E2KiXiopZcduXSCKJJPK/SULvSSSRt1BCoSiffvZVPDGnWxA0B/3bP34Ci2V6UhUIRPj4R17XV+wUBIGMDBuZKVZtkaxYU0/t3Fw6W0b1K4iiKJCZlURSkoWhAZe++NXc+Xm03BnVG3hEUSA7LwVfdjLDYz4iUQWrRWJpXQ7tF/o1pQat0ScvLxUxKDM+6tUXq1q8rIhrl6ZVGUkSKChOJ+CPMDnh1xt96lcVc/lsn667SCaRkrJ0XFOaanSfW7G2lPOnptUHySRSXjWLsREvHldIW9TqIVqMySRSOSeboT7X9CJZMeXi1AwFxmQWqZ2XS8+9SXze6eafDZsrOT6jtcVslpi7MJ/2Fq3R537zz8atVRzb127gFtTP5tadaU3JYpXY3FTFofVklB4AACAASURBVBkKjNkisbS+gFuXBgxKUuP2Gg7MVGUsEstWFnHpygDBYFRXnLZureLgHmPzz8o1JZy70Kd33FssEs1bqzj0RotBx1m5voyzDzT/NDXHmn8e0FNOH+006EyNzTUc3mvk1m2p4tgD7TiN26o5dKjdoLE0NFbGNfo0ryvTF9jSX2NrFYf3tcepS8dmKDVWq6YBHd5lbCFa2xA7vjPG27y9hkMzmn+sVhMrN5VzeqZ6Y5XYsqOWffvbDNycx+aw7+6wvgaGzSzy7rn5nPr1Tb1Zx2o1Ub+yiAszHr61WCS27KjRG4LuN/AsWlrApQszFvuySDQ2V3PwQLvO2e1m5i/I48rlQf2unMUi8fkvNlBdnf27vkISSeT3kre83nPpLaj3CG++3pO40p9IIm+hDMRWtb1/Ln6/c3x4wEVxWSaRiIzZLNHTM2XogFdVFb8/wqc+s54rF/rp7Z6iqiabktJ0/vHutDqiKCoeV5BP/M0mzp7sZrDPSXVdLnmzU2m5Y+Qmx/18+QsNHD7XS/+wm/k1OeSkWGm/0KdzsqwyMuLl29/ZwdF9bYwMeZi7II8Uh43rl/sN3ECvk7/758c5uLuFsWEv8xblY7GZuHxuxnhRhe57U3znhSfY99s7jI/6WLC0ABWV86e6DVxH6zjf++mT7H7lFpNjfhYtL9SacY5Nt5tEowptt0f57k+fZNfLt5ia8LNkRRHe2DMJOhdRaLk5wt+/8ARvvHQT51SAZatLmBjzGfZzJCJz5+YQ3/rRY+x6+SZuV4jla0pi1amykbs+zNe/v5M3Xr2NxxNi9boy7rWP6ws/gda6dOvmCF/+zg72vHobvy/E6g3l3Lw1EtdSc/vmMF/7xjZ2vXEXvz/C+o1lXLnQH8fduTXCV7++lV277hAKyGxsqODsjMk4aO0zrbdGeO5b29j7xh3CIZlNTVUcnTHh17nbI3zhW1vZ//pdIlGFhq3V7H3tdhzXcWeUL35lC/v3tKDIKpu3VfOb39zUJ/w61z7O85/fxN4D7aioNG+p4tf/djluvK57U3z2y5s5tLcVQRBo2lHLz1+4YOBCIZnebieffq6RI/vbkCSBrY/U8ZMfnokbb2jAzSe/2MDR/W2x1ZHr+NF3TsZx4yNePvWZDRw90oHVJrFjxxw+8fINfcIPEIwoDKLysb/awPEjHdjtZnY8Xse3nj8cdzyC/ggf+dQ6Th7rJCnZzM7H5vKVLxzQJ/z3ORSVD390DadOdpGSYuGRx+byxc/vM3yuwmGZa1cGE5P+RBL5H/JmXdB+qycx6U8kkbdQ7EnmuIWa5KjKyJCbv3vuEF5PCEe6nWc+UB/HRWWF8REvR3a34POG6Wmf4O3vWRLX9iHLKsODbo7ua8PvC9PTOcVT71oU1zyiyCpDPVOc+c0tgoEIk9dGePSdC+JaZVRVpbdrisMH2wkFo/T1uXjkibo4DqCzfZyj+9sJh6IM9rvY+uicOEYQoO3OKMcOdBAORxkadLN5e02cymOSBO7cGOL4wQ4iYYWRYQ8btlTFLTxmsUjcvDLI8YMdRCMK46M+Vm0oQ5QEiM7grCauXeznxKEOolGVyQk/9auKkUwiyowJms1m5sqFPk4cvoccVXFO+Vm4pBCTSdSffwCw2c1cOtPD6YMdyIqKbzJAzYI8TJJoOJGw202cudDHwXO9yIrKRFimpjQDSTKqQXa7hXMnuzh9qANFhZAnREFxepwaZE8yc/pYJ2cPd6KqEPZHyMlKeih38tg9zhzvQlW1h8NTU6xxCpE92cyxo52cPN0DaLvMnmxBEAXDomdJyWaOHezg7PHu2AcDkpIsceMlJ1vYd7KLo1cHYzveRHKyxagaCZCcYubo3jYunOiOYSJJycY+KkGA5BQLh/e2cfFMj358HsolWzi0p5Ur5/ti22shKdli4EQRkpLMHNzTwrUrg9qdtmQryVbjf5WSCMkWE7sPtHHjxjCiCI7sZOx24+uKkoDFZmLv3hZu3xpFFCEzxrld088NSJKAxWxi/667tNwZQ5QE8nJSsNpMeL3TzwOYTKK2rxJJJJFE/g/y1igOTSSRRADIm+1g8YoirFZN5bFaTSxZUchP/+EcHncIVQXXVICf/9M55s3PM3CrVhbzkx+cwevRGm6mJvz8508uUl2XY+Q2lPPC98/g82rcxJiPX/7bJSqqs7DM4NY1VvAv3z+j6yljY15e/vkVSkszZown0dhYyY9/eJpgQNNJRkc8vPrSTYpK0vXxtCaXGn7ygzOEYnrK8KCbPa/eJr/AoatLFqvElp21/OxHZ3U9ZWjAzaHdLeTkpWCewW3eOYd//6fzsX58lcE+JycOtTMrO3mas0hs3lHDL164ELuDotLXPcX5k91kzEoycA3bqnnxXy8RiSjaiUznJNcu9JOeYcdslhCE6cWg/vs/rhCNcV3tk9y5MYQjzY7JLOrcuoYKXvnldaJRbUXge23jdLaOk+qwGriVG8p45bXbRGVtvJa2cboG3aSkWvVVjC0WieUri9j12h1kWUVVVFpujzA+6iU5xYI0g1u0ZDb7d7cgyyqKonLnxjAebxh7khlJEjTOKlG3MJ/D+9p07sbVISKygj3JgiSJiKJ2IlQxJ4djhztQFI27dnkAySJhs5kQJQFR1D4vhWWZnDreqXOXz/eRmmTWOFFAFAVsNhOzitI4eaFf505fHiC1IA2bNcZJAjarifQ0GxfP9ujc2RNdFBQ4sNpmcDZt/CsX+nTu5JF7lFXMwmo1IYrahNpmN4MA1y8P6NzRA+3U1mZjsUoxH1/EbrcQDMncvK490C3LKgf3tbEpz4HNLCIK2slmitWM3DXFnTsjqKrG7d7TwpJVRfp4JpNISoqF4TEfLXfHdO6N395hxZoSLJYZXKqV7u5J2lvHNS6q8MpLN1m/rkznzGaRVIeVDZsqfh9fRYkkksj/D5O40p9IIm+hCILAhz6xlvMnuxnoc1JYkk5mVjI3rgwaOFWFp5+ez5IlBXR1TVJdk82sdBvXz/QauEhE5pn3LqH17hh93VPU1OVgT7Zw6WyPgQsHZd7zoeXcuj7EQI+LOfNyMZlFg1KDCj5fhC9+eBWXL/YzMOhm3vw8VFnl9JFOYHoRIZczyHPf2saFU90MD3qYt3g2wUCEE4c7DO9hfMzHD/6umTNHOxkZ8rBgaQEeV9BwVV9VVIYGPPzjL97G8YMdjI16WVxfyNio1/BgsKJAf4+Tf/6vt3N4bxsT4z6WrihioNeFMuNSs6Ko9HRO8s//9XYO7mllYsrP8uVFdHVM6ouJgXZHpOveBD/6+ds4uLsV55SfFWtKaLk1alAzZFmhs32C7//rUxzYdRePK8jKdaVcuzRgUEeiUYXOtjG+/eMn2L+3FZ8nxKp1ZZy50KdXQd7nOu5N8r3v7mDf/nZ8gTDrVpca6iG1Y6spTt/63k4O7m0l4A+zdmMF+3e1PMDJdLSN841/eJRDe1oJBSKsa6zg9ZdvxXH32sf52g92cmRfK+GQwobNlfz6l9fiFuK61zHB176/kyP72pBlhY1bqviPn12M47o7Jvnm3zZz8FA7qgqNjZX8wy+uGt5vKCzTMejma9/ZzpED7QA0bq3mn78br970dTv56rebOXqwHVEUadxaxQ+/ddyoyoRkBvtdPPf3zZw41IHJJNKwrZq//8qROG502MNz39zGiSP3Ys8H1PDVLx003LEJhWS8PU5+/IEV7L/Yh91q4ok1pXzxs/viuEl3iC98rYkTJ7pIspvZ2lzDX//VHsOdnVBIxh8I8zdf3szpU90kJ1toaq7hMx993cCFQzKRsMznvrCJc6d7SHXYaNpWQ0pK4kp/Ion8v0dFJX4NjkQSk/5EEnnLRRQFVm0o0/8+MuQxTAYAolGZ7nsT/NfPLiGIAmePdvLu99UbJq2gue9tLeO8+LNLiJLAmeOdvPP98WqQLCvcuTHMr/71CqIkcPZE10PVIFVRuXqpn1/9/AqSJHL+eBd/9K7FD/UnL57u4b9/cVXjTnXz5DsXxbUBSaLA6SOd/OY/ryKZRC6c7uHxty+IW7HLbBE5sq+N1351A8kkcvFMD488PT9O5bHZzex/o4U3XrqJZBK5fLaX5sfnIkmivioxQFKKhVf2tPDbva1IksCpW8M8vrECk0lClqedn5RUK6/+5hYH9rQiSSKXrwyyeXMVZotkmJAmp1p4+cXrHNvfhigJXLs0wLrGSswWyTDRTHFYeem/rnHiyD1ESeD65QFWbKrAbDaqQQ6HlRfeuMuRywNIksDJPhdbSjMwmYxqUFq6lRf/7TIXzvQgSgK3rw8zf1G+kRMgLd3GL356kSuX+hEFgTt3Rqmek23g7i9I9osXLnDz6iCCINB2Z4SiqlkG1eg+9/Mfn+fuzWEQBNrujpFb4ECUBP0zI4gC6Zl2XvjpRVpbxwCB9o4JMvJTEUX0Ba9EATLTbfzsR2fpbJsAoLt9gvSMJERxUleS7i+E9tN/OEtP5ySo0Nc5SXqGnb7uKV0hkiQBR7qNn/zgDAO9ztjdHSfpGXaG+l3TnEnE4bDx0x+eYahfOzEc7HWRnm5ndMSrf1Ylk0iKw8aP/+EMwyNeFEXF3T5BWpqViRkVoPev7H//ZxcZHfehKCqD7iBpaTZcMypAzWYRW5KZH/74HJOTAWRFZcwZxOGwGao9zWYJq9XEv/zwLC5nQKtonQrw3g8ui1PdEkkkkUT+N0noPYkk8hZPbn4qm7fXYLFK+p8tO2r5xb9eIhyWCQWjhIJR/vPfLrF6UzlWq0nntj42hxd/dpFIROOCgSgv/uslVqwtxWqb5rY/Xscv//WyzgX8EX7975dZsrIIq9WkjWmR2PHUXH7186tEIwqhYBS/L8J//9dVFi2ZjdU2zT365Fxe+s9pzucN8+ovrzF3Yf40Z5XY+dR8XvnlNaJRjfN6Qrzx8k1q5+Yaxtv51Dxef+mmznlcIQ68fpfKmizDeNsfr2P3K7d0zuUKcmR/K6UVmYbxGh+vY9eBNo0LyThdQQ5e6KWoNN0w3qZt1Rzef5+LMjkZ4Nz5XgqK0rDZTFhj+2/D5kpOHuogGlUIh2Qmx/1cv9RP/mxHbDxtArdqfTmnj3fp3Pioj9ZrQ+TlpmCzapzNamLxujJOXBskKiuEwjJD4z6uT/rJinneVqsJm93EwsUFXDrfq483POhhcMBN5qwknbPbzNTOzeXalQGiEYVwWLsSPjnuIy3DrnE2Eza7mfLyTG5fHyIaUYiEZfp7nQQ9YdLS7bH3ayIpyUJBfiott0aIxLjerklUWSE11aq/bnKymbScZNraxjUuItPZOUmyCqnJVmxWEzarREqyhUygs32CSETW7ji0aRpUUopF374UhxXJJNJzb4JIWOPa7oySnZtKUvI0l5pmIxJW6OuZIhyWiUQU7t4cprAkHXuSWefS0m14PEEGep2EwzLRiMKta4NUVc7CbpvmMjPtDDsDDAx6NC6qcPnqIHPn5+v7xGYzkZWVROeQm6GRae78pX4WLSvUOJvGZWen0HpvkpFRH6EYd/pcD8vWlOj7zmozkZufwq0bQ4yPeQmFNO7UsS7On+39H78zEkkkkUQelsSV/kQS+QPIO967lLLKWXS0jVFTl0tyqpUjhzq4r9SAdgV28/Zaaupy6L43Se28XCwWiSN722DG1WZVhR1PzmXO/Fy6Oydjvf0gmVoNnKyoPP2uRdQtyKO/Z4r5iwoIhqJxfeKRsMK73l9P3eJBBvpdLFpcgNcZiLsKHwhE+cCHV3LxTC9DA24W1RcwMeaPu2rpcYX480+v05SfYQ9LVhQx1O+K2yfj4z6++aNHOX6wg/ExL0tXFNPTOWl4uBQVxoa9fPOHj3BofzuTE36Wryzhduf4A+1HMDTi5Tv/8iQH9rUz6fSzelUxN68NG9pYVEVlcMDNCz9/Gwd3t+B2airPlfPTtaOgKUSD/S5+9PO3cWB3Kx53iNXrSzl9oiuOG+hz8v2fPMmus/fwBsM0LCzm9VM9BB84Fp0jXn7+7W3s39NGwB9m/aZydv/2ruGOgywr9Pc4+eYPdnJwdyuhYJT1jRW8/KvrcapRX6+Lr39nO/tjK/BuaqjgV/92ychFFPq7p/j6t7dzcF8r0YjMpqZq/uOfzxn2SzSiMNDr4hvf28HBvW0oikJjUzU/eoCLRBQG+lz84LlG9h25BypsbazgH795zHBHJBLW2na+9t2dHN7fhigING6v5rtfPWK4IxIOywwPuvjK93bG7rKIbNlewze/eMBwZycclhkZ8vCV7+7g2IEOzGaRzTtr+cpn9sYpNRMjXr767WaOH+rAapXY0lzDZ754wHB3LBSWmXQG+MbXt3Ls2D1sNgvNzdV85HN7DQ9fh8IyU94QX/l6EydOdpNkN7NtWzV/+fFdhoeqQyEZXzDC899o4tSxLm3htu01fOTZV/Q7IhoXpadrkvkL8unpnMCeZKG0IjNx5T+RRB6I+tBVYRJJ9PQnksgfQA7uauHX/3FF1zGeeGYhL//6hmGiZLZIPPbEXN54+RYmk4gcVXjynQt5+cXrcdyOJ+rY/eodA/fKi9cNEzSLRWLro3PY9/pdjZMVnnznIn7zwATSYpXY+Mgc9h9sxyRp3DNPzePVX1w1cDa7ifWNlRw70K414siq/rozJ8JJyWZWrivj1JF7GqeoPPGOBbz6yxsGLtVhZfHyQs6d7EaSRFRF5bG3L+C1X9/Q1wcASMuwUbu0gAvn+7SFl1R45Kl5vLTrLsEZ42XPSqKqPJPL14eQYgsvPb21mtdfMtZO5ualUDzbwe3rw4ixB2O3PVbH7pdvT2+fAAWFaWTkpNB6ZzT2wKtA044adr92R98vggDF5RlEGrO4OzaFKAiYRZGdWUW8fKBDr4kUBKgtSifLFaKrc1LjLBIbNpazf3eLfnwFUaC6Nhs1ItPX40QUtPaYlevLOLS/TedEUWDO/DycsszAkAcBrRd+7YJ8ju9v12siRVFg/uLZTEwFGB32xFp1rCxaPJuThzv0ibUkCSxaVsjgkEdbHVcAh8NG1aJ8Tp3q1ifWkiSyYnkhffcm9dVx0zPsVJVncuF0j86ZTCLL15bS3j6OyxkAFTKzkiguSufyuT59Am4yiazZVM7t60N4PSFQISs3hezcFO2h3dgE3GwWWb+5kqsX+7U1K1SV3NkO0tJt3JqxCrPZLLJxWxXnz/YRCkRRVJWCojSkdBu3W8ZmcBLNWyo5dbyLcDiKokBpSTpRi0Rbx4T+DInFIvFIUzWHj9wjElVQFIXK8kzCgSj3uiZ11chikXhsew1HdsUewJZVqmqzcXmC9PY4ddXIapV45LE69v/2LqqqcXPm5/Kxz21ElBI37hP5/eWt3dNfrZ6/+I9v9mbExSQ2ven7LPEtkUgib/FMjvv49X9cIRKWCfgjRMIyr754nceenofZImFPMmOxSDz9zELeePmWzoXDMi+/eJ2dT801cE+9axG7X71j4F558TrbHq8zcu9epHWz3+dCMq+8eI2tO2qw3Oes2ngHDmqLCvkDEUJhmV++covGbdU6Z7WaePKZRRyLcQF/hFAoyqu/usG6zRXTnM3EY380n9NHO6e5YJTXX7rJ6g1lWKzT3PYn53L+VA/hkMYFg1H2vnabZatLdM5mN9P0+FwuxvrsA/4IgUCEg3taWLZ4NlaLRJLdTJLdTNOmCq7cGCYUex/+QIR9p7tYsGg21th4SUlmNmwo5/b1YUIhTYPy+yKcO9HFnAV5OpecbGH5ulJa74zonM8X5tL5Pmrm5GjaTZKZ5BQrtU9WcGd0kmBUxh+J4g6FuRgYp7Y0E5tFIslmwpFsYWVBGp0dE5p+FYjg8YRoaRmlLKYu2e1mHA4rlVWz6OmamuZcQXo7JyguzZjm0m3kV2TS2+8iGIwSCEZxuoL0TfqZHVOXbHYz6Zl2ZuWmMDSgccFAlKlJP1NTfvILHDHORMasJJLTbIwMeXRuYtxH2B0iNzdF42wmsrOSsAgCYyNejQtGGR/zIYsCWTkp2OzaeNm5KUQVhfExH8GAxo0Oe7HYTczKTtI4m4nc/FS8njBTE36dGx50k55uJzNT46w2E/mFaUyM+XBOBggGtM/KYJ+LnPxU0jLs2OzaZ6qwJIOBfjduZ5BAQPvs9XU7KZ/tIM1hxW43YbOaKCtJp7N9Arc7RCAQJRSK0tk1RV15JqmplhgnUVmWye3bI3i8IW28kEz7vUkWLMwnJcVKkl37t1FTncWN8/34vGH930Zbyyj1y4tISbbE/g1J1NblcPF0D37fNHf35jBnjnf9z18kiSSSyP/1Seg9iSTyFs/4mE/rgJ9xFV4yiSxeWkB2bgpd7RPUzs3BbjfHc6LA8jWl5OSm0tU5Qd38PERRjOMEQWDtpnJyc1Pp7Z5k7qLZyFFFuzI+g0OFxm015Oal0tfrYsGS2XiDUa3zfkZkWaX5qXnkzk5jaMDFwvoCnBMBROFBNSjKk88sZHZhGqNDHhYtL2R0yBO3DwL+CM98oJ7CknTGRrwsWVlMf/eUUeUB3O4Q7/vQckrKM5kY9VK/upj2e5NxDy67nEE+/MFlHNiXxtRUgBUri7nZNmZYCAlgcirIX3yjmf372nA5A6xeU8L1iwOEw1EDNz7m4yvf3aGpPK4gq9aXce50j+EOASpMjPp47pvb2Le3FZ83zNr1peweGiQ0Y/tUYMQX4Bcf3Miuwx34/BEa1pRy4I27carR2KiPb/9gJwf2tBIMRFjfUMHrL900HFtFURkd9vL17+/kwO4WQqEoGzZX8V+/uWlQZRRFZXjMyze+splDu1qIRBQ2NlXyi59dMnKyysiwl89/dQsH97SiyAoNTVX85B/PGVQZWVYZG/HwpS82cGCvthDXlqYqfvS9UwYuGlUYHfHy2a9v4dBeTeXZvK2a737zmOHBdI3z8dmvNXFkn7YQ1+bttfzdc4cMSk00op0sfO7rTRw90I7JJLJ5ey1f//w+g1ITichMjvv4/DeaOHawA4tZWz33S5/ZG8e5Jvx8+fMNHDneic0msa2pms98Zq/hAfZIRMbjCvLVv97IsRNd2JPMbN9azYc/vcewTkE4LOP1hnnuCw0cP91NcpKZ7U3VfPxPXzFyIW1hr88/v5kzJ2LKz44aPvKelwyfvVBIU5cSSSQRLSqgqon2noclofckkshbPG5ngE89+6phwme1mljdUM6pY52A9iXX1FzNoV2tBs5mN7FibSnnTnTrjuPWR2rZ/3qLkbOZWLqqmEtne/WJzLZH69j32zsGzp5kZsGyAq5cHABVRVWh+cm5vLbX+LopyWYWV2Rx8+qgNl7sOYLdr9w2cI50G2WVs2i5NQKqttDXzqfnseuBOsmMWXYKitJpbxn73ZwA2TnJZOWk0Nk+oXGo7HzbfF57/Y4+ARcEyMtPJT3JQk/XlM7teNsCfrOvRa+TFAQoLnCQrAr097li+1nlsZ1z2DtD5RFFgeKyDH3tAW3mJtD85Fx2v3ZnBgcV1dl4ojJjY77YfhbY8sH5/HdXN8Go9rqSAPNmZRA55WRiIoCKiiAIPNJYyb43ph1+SRKom5fL2LAX55SmwAgibNlWzcEZtZ2SSWT+4nz6e5x43CF9m9fsqGH/kXv6+zWZROoX5tN/awSfNxx7zkNgTUMFR2fUhZrMIvUrimi5M0rAH9F/d9W6Uo4fvqefcJjNIitWl3Dj5jDBmG5lNkssW1HIqRPd05xFYvXaUq5cml5d2GqRWLSkgHMnu/UTMbNFYt2mci6d6tZPQmx2E3UL8rl4pkdXjSwWifVbqjhzrFM/2UtKtlBVm82VC33TnFVi09Zqjh+5hxyb5KekWikpy+DGlUH9xMRildi8vYZ9sTUIBAQcaVYKc1O5eWtYP+GwWiWat1Wzb387qqods4wMOxk5ydy5O6a/htUqsWNbDbsOaidCApA1K5lsUaR9hkJktZrY/tgc9vz2LtrBFcjJTcFmlujqmJjmbCae/dga6lcVk0giv6+8lfWepfXV6vkL//Bmb0ZczNK2N32fJfSeRBJ5i8eRbufPPrkWi1XSG0Xe9afLOHG0k1BIJhSSCYdk9u1u5Z0fXIbZMs298/31nI09PBqOcXtfu8sz76/XKgFjGsc73l/PxTM9hILT3J5Xb/OO9y3FZBY1LSTJzB+9ZwlXLgxojUEhmXBYZvdvbvGudyzUqghjrS3vfGo+N68OTo8Xlnnj5Vs8/e5FmEzaeCmpFh77owW03BqJjRfVuN/c4ol3LNS5VIeV5ifm0t4yZuD2vHKbR56ap3MOh43NO2rpbJ+Y5kIy+1+7w/adczTOaiItzUbDxgpdgbnPHd51l+1bqmKcRGa6nQ3LiunvcxIKTXOHjtxj49YqfbyMWUksXVnMUL9L3y+hUJTTRzpY11Cuj5eVnULd4tkMD2tqy33u8qv32FQ2G7MoYjVJ5KUmsyiSwuiYj2BI44LBKOdvDLF8ZTEmk4jFKpGbl0pxSQYTYz79fQQDUW7dHGbxskJMZhGLRSK/wEF2TgpTkwG96SkQiNBzc5iFC/K08SwSRQUOMm0mXM6gPl7AH2GgZ4q58/P08YpLMrBYJDyuoD6e3x9hdNhLzZwczGYJs0WipDwTWVXxuEPTnC+M2xWiqjpL48wSFZWz8PvD+LzTnNcbJhSOUlaZidkiYTaLVNVk4xz34/NFdM7jDiGKAiVl01ztvFyGB1wE/GGdczsD2O0mCovTsVgkTGaRuQvz6eqa1JS0GOeaCpCRmcTswjSdW7ikgNv3JmIaj0ww1uKUX+ggPz9V40wi9fWFXL8xrB/bYDDK2JiPipIM8nJTdG7V8iLOXx2YPrYhmZExL1WL8snOScFi1bjV60s5e6o79tnTWrVGhjwsqC8gMytJ59Y1VrJ0ZdGb/TWVSCKJ/AEkofckksgfQOpXFjPv39+GczJARlYSXR0TcYqOySRSUZ3Fuz5QdgkQyQAAIABJREFUT0/nFNV12TjSbLGHUo1qUO28HN7x/qX0d09RO0+rx3yQu/8Q5zPvXUp/n4u6BXkIsZVVZ0YQYHl9ASoqA4MeFs7PQwlEeLBQRFVgxboyVFVbe2DBktnaFeUHIkcV1m+uRBBgdNjLovoCJif8cWsBhEJRGnfUIpolxke9LFleyMigB0Ux3tb1+8I88sgcrCaRyQk/9SuK6O2ailv7wOcJ8dTOOaSKIlOTfpavKqYtViNp4HxhHn/7AlJSLDidQVasLeH29SHDHQwAjzvM088sJM1hw+0Ksmp9KRcuD8SN53EH+eDCGoqHwesLs3ZBKUfP9BiUGgCXO8Q7/3oJ2VnJ+P0R1m4o0+tEDZwzyKc+v4mcfAeBoKb87H31tnENBxVcU0H+5q82cCCrjVA4yoaGCl775XUDp6owNRngM8+t5vC+duSIzPotlfzy51cMSo2qqDinAnz8sxs4vL8NRVHZtKWSf3vhokGVURSVqakAf/nJNRw4rLX3bGms4F9+eMbQUqPExnvfx9ew+2wPoiCwc3UJP/7mMYPSpcga98GPrdYfEG/cVs33vnbUoMrIsorLGeRPP7aG4wfbsVhNNDbX8M3nDhrWjohGFTzuIM9+bDUnjnVitZrYsrWaL375kGEfR6MKHk+YD310DYfP9ZJkN/HIhgo+99d74zi/N8xHPrSCEye0hbi2ba3mY3+zz8BFIgq+cJQ///hqTp/oJiVFU3k+9Re/NXDhsHYC/WefXMvZk92kpdnYsqM20d6TSCIPJNHe8/Ak9J5EEvkDjNcT4hMfepVgYNotT042U12Tzd2bw4RDMlariWWri7l4ttfQZpOSaqG0YhZtd0d1buV6TQGa2Y7jSLdRUJjGvfZxwiEZi1VizaZyTh7vMig1GRl2HMVpdPVofedWi0Tj+jLO7Gk1tNTMyk7GkWajv9epj7dpazVHY5WRoLXP5OalYLWZGep3EQ5r3ObmGg7tmVaIRFFgdlEaSuzE4D7XtL2GQzPUFlEUKCpNJxjzvCMxbuuOGvbvnt4+URIor5iF2x1kasJPJKLo7UV7ZqhLkiRQVZ2Fc8CD2xnQuW2PaS1HugJjEqmuy2FowI3HHUSOKpgtEk2Pz2XX/lZdNTKZRObPzaG/fRKvJ4QsK5jNEk1PzOWNA20G9WbJ/Dy6bw7j90U0ziKxdecc9u+afl2zWWRRfSF3b40Q8IdRFFXjttdwcFcr4djxNVsk6lcWce3qEMFQFCU23pZtNRzZ06p/DiwWiWVrSrgaqyRVVRWz2cTGbVUcPtCuv67FIrFqfanWehOOgqqpPBsayzl2+J6BW7OpnOMX+giHZdTYzxpWFnPyiJFb3VzNq62jhCIygiBgNUs8UZjOuZmcVWJjUxVHD93TTqYETYtZvqKI8ye79eNmsUo0NFdzZG870UgUQdDuDi1cXsiFs736ybPVKtG4vZb9B7WmI1EUsNnNzFs0mwuX+/UTMatVomlnLS+f6iEclZFEgWS7mfq8FK5fGiQSneaam2vYs6eVSERGkkSSk82U1mZz7daIfsJmtUg81ljFgVdva5xJJCXVSlFxOndujegnYharxLZHtM/afc6RZuMb39tJcnJipd5Efn95q+s95y788M3ejLhYpOY3fZ8l9J5EEvkDTEqqlU9/oYFUhxVBgIxMO+/50+X6hB+0K+HnTnbz7MdWk5xiQRC02sN3fWAZ7XfHDNzpo508+/E1JCVrXFZOMm9/zxI6OyZ0LhySOXGwgw99dA32JDOCADk5KTzx7sX09Ln0CVYoLLP/yD2e/fgabHaTxuWn8sjT8xnocxnGO7S7hQ9+dDVWm8blz3aw9ZE5DA+69fHCIZkDu1p4/4dXYrFKCALMLkxjY1MVY6M+I7e7lff82QrMFglBECgsSWf1pgomx336xC4ckjm0r50//kC9zhWXZlC/sgjnVECf2IXDMkf3t/OuP16MySQiCAJl5ZksnpeH2xU0cMcPdvC2d8c4UaCsahY1c3PxuINEIwqqqr3u2SP3eCqmJAmCQHV1FuXFGRoXjXFhmYsnunjikTlIkoAgCMypyaZwVjJeb3iaC8lcPt/L9kfrkGKVoHPm5ZGRacfvCyPLqs7duDbElh01Ojd3YT6WJDOBQBh5xngtd0bYuLUKMXZHZ8HSAgQgEIhoVZKK9nnpah9nfUOFzi1ZVkgwJBMMRlBkFUVRCYWiDPa7WbOuTOeWrSxi0hcmEIwiKxoXDEYZcQVZsapY51atLaUjHCUQllFUbZ2CQDhKn93E0hXT3JqN5fT2avqVomgVlsFAhIissGhZoc5t2FzJvdZxwiGtXlOWFQL+MCZRYMGi2YiigCQJNG6r5tadEcIhGVXV7hAE/BEcSWbmz8vTueat1ZxtHScU0biorOL1R0grSqeuLkfnHtk5hwvnYyc4qnbl3+sNU5qXSm1VFoIAJknk6UfncP7ovWkuouB1h6ionkVVdRaCKGAyiTz1joWcPNJp4DyuICeP3Ps9fOskkkgif+hJ6D2JJPIHmrLyTBqba+jpnqSq+nerPDl5qTRur6Gve4qqOTkkp1rj2nZESSC/wEHDtmoG+pzUzs0lKckcp/KIojaRbmyqYnDATd2CPGx2Mw/KBYIgUFIxi01bqxkZ8jBvYZ42wX6AU1WorMlmU1MVoyNeFiyejWSOvxYhKyq1c3PZ2FTF+KiPhfUFyLIS194TiSrMXZjHxi2VTE74WbysCH8grD9EeT/hUJRFSwrobZjEORlg6cpinM4AcjReIVqytJC+PhcuZ4CVq0oYG3AjR42KTigYZenKYgb7XXjcQVasK6Ovc9KwQBRAMBBh5fJixvrd+Lxh1mwoo/XuqEGVAa2taO2KYpyDbny+COs3lXPtyqDeOz+TW7W+jMmpgN7ec/50t0GpAfD7I6zZVIHTEyIUirJpcyXHD3XwgAmlaUMNFfi8IcJhmYat1RzYdZcHbwj7fRE2NFYS9EeIygqbt9Xw21duPYQLs2lLJcGojKqqNDZV8+LLt3gwPl+Yp3cu1N9fw5ZKru9vNTCqCt5ghIbt1Siidldow9ZqfvZPZ+M4vy/C9sfrQNImy+s2V3Lne6fiuKA/QtP2aswmAYtFYt3Gci5eGTRwiqLi90dobqrCZpawWSU2rC1l/+0RAycrKv6QzLbttVhTLNjtZlavKeXwAxNyWVYJBWV2bK0myWEjJcnMquXFHPrNbQMXlRUiYYWmnbWkOKykplpZtqqY375008hFFXy+MBdOd3PhdA+paTZ2PjmPWdnJcfs5kUT+74iaaO/5HUnoPYkk8gcYRVb4yhcP0tM1qSsm1TXZ9HaM680roiiQkWknxWFlsM9NJCJjsUjUzs+jo2UMv0/z6UVRYFZOMlaLieEhN9GIgsUqMW9RPndvjugNLaIokJufiiJqPevRqMYtXFrIpdZRAjGFSJIECvMdCFMBJsf9OrdkRRFXL/TrqpEkiRSVpuP1hHBOBnRu+epiLp6ZXuHWZBIpqchkctyP2xlElhUsVhMr15Vy5nS3QamprM5iZMCF1x1CltVpJelYl35HwGQWqanNpr97Cp83jBLj1jZWcuLIPZ0zm0Xq5ufR1jWJ3x9BUTSuYWM5J/e1G7h5i2bTdnc0ptRMN8Mc3d82rd5YJBbWF3LrxhCBQARVjTXDbK3m0AzFyWz5f9h7zzA5rjrt+1dV3dVhZnpyznk0yjnHUQ7ICcsGG7yYsHi95LREm2BgAZMWFrx4lzULXhscZVlZGuU0ymk0OefUM527q+r9UK2eKY32fZ/nep8LwUPfn3S1fn2q6lRNX6fOuc/9l5i3IJeL5zvx+yZwG8PcBAvM/CV51JztCFtv9M/Wbyxj/wQrlCxLLF5ewKlTbXqf3uY2lbP/3VqDVWbpykJOH2422HuqtpRzcIJVS++rYo4ebjKcy9rN5RzYWxexLskWiVVVJRw63Gg4l9UbStlf3RThLLLEulVFHNldZ+AWPFjJ2xe68IX3QFjNEg/OyuLEGzcMtp1Vq4s5erBhvD2LxNqN5eyfYMuyWEwsW1nIicNGa9DaLRW6HSwwwRq0upATE+JW9b7SU3kCAQUhzM1cU8yRi134w+dnMUs8sDgvUuFYEMBqMbFgVhZnw3am8T6tYFd1E/4wZ7OaWFKYxMWzHZEVKVmWqNpYysG9uo1KEPT0rMrpGVw+3xXZGyLLEmvW6UXvAn4FUQSbXea5n20jIcn+v/R7ElVU/7v6y7b3lGqnzvz0Xp/GJFlMW+55n0XtPVFF9Veo1pZh2ltHDBaTW7f6+fhnl5Obn4jVZqaoNJn3PTmf3q6xyAAhEFC4caWbp7+wgpy8BKw2MyUVqbz38dkM9LkiM9MBv8Ll81188kuryMqNx2Y3U1aZxvYdMxge9ES8yAG/woUzbXzxM8vIyozDbjNTWZHGfevLGHX6DNzZ4618+qurSc+Kw2Y3M2V6Oms2luMa9Ru4k0da+PRXV5OWEasPcmZmsHxNcdiycpsLceJwI5/50ipS03VuxuwsFi7Ow+sJRmbOA36F4web+NSXVpKSFoPdbmb23Gxmzc3G5w1FZpYDfoUThxr5xBdWkJyqc3Pm51A+IwOfLxSZOQ/4FY4db+Xjn1tOUoode4yZeYvzKSxNxucNRmbOA36FU0ea+egnl5KYrHMLl+aTmePA5wtFZsQDfoVTx1v48NOLSEyyYY+RWbK8gKQUe2TAf5s7d6qNJz62kIREGzGxMstWF2GPtUQG/Lfv7/maTh5/ch7xCVZiYmVWri0BUYgM+G9zly928b4PzsURr3NVG8oIhVN7bisQUKi92st7H5uNI95KbJzMui0VjI76DZGqgYBCfW0fDzw8A4fDQmyczOZtU+gfGLdf3ebam4Z44D2VOOIsxMXKbN86he6W4UncWO0AO1YV4bCbiY+ReWxtCd1Xe42cX2FoyMOGrVOIjZNxOCw8+Ogsam/2GTi/P4TbE6BqUzkxsTKOBCs7PjCH65e6xjlN5wiorK4qITZWJj7ByuMfnMOFi+OcpoHPF8IRUli3KI9Yu5kkh4WnHp7OuTPtRs4fIi7ByvLlBcTEmElMtPGRD8/nWE1HZL/G7fYS8hNYvKwAe4xMYpKNjzy9mJPHWiP9rGn6ilJefgILluRhjzGTlGzn459aysnq8X02qqpzp462TP7hiCqqqP6mFbX3RBXVX6FCIRXhjld2QQCrzUxWXjyaKJBVkIhZFrkzRkcUBGx2nRNFgezceMymu3Fgj5XJyonHZBLJzotHNIncxcuDwyZTnGSnP6hSnBKDJN0lTUQAh8NCVk48FouJnPwEJFG4a8aCI8FKVm4CQwNucvITEQQmpfdoGiQm2cnJcjA85CE3Nx4EYZLFRFVVEpNsZGc5cA57yclNCH9fu4PTSE62k50Vx5jTR25eApqqTeIURSUpLZbUgkRcLj+ZhYlogdCk4yqKSkpaLJnZDjyuANn5Cbjcgbu0p5Gc6SCxJAmvL0R6aRKjnWOT2guFVFIz40guTMDnU8gsSqS7ZeSuXHqWg4zseAKBELn5CdTd6ufOjg6FFDIy48jKjCMYUMjJiefagGfSvQgGFTJz4knPikMJqWTnJtDVNTqJC4U0srMdZGTEoSoqOTnxNDQN3ZXLz4gjL94KGhRkxnHrUtddOJXyOCvTFUDQKIuzUheavGQfCqlk58eTluVAFEUycxyE7rBf3eZy8hNIz4xDMomkZzkm2a/Q9OstyXaQkRyDbJbISI8jFJr8lIaCKhXxVnpVsAgieXHWSUlKut9fJScvkZS2EWxWE2npcYTusGnp+xYgNy+BtpZh7DFmUtNjUe8oKqeqGoqqkVWcRHOfi9gYmaT02EnF51RVu2sfRBXV34qi6T13V9TeE1VUf4UKBBS++KmdDA16UBQNk0kkIyOOoD/E4IBb/8wskpOXgGvIy8iwF1XVP8vKicftCjA85EFVNMxmkbzCRAb6PYw5fREuryCRoUHdUqOqGmazRFFZMh2duh9d/0ykoDiZ/q5RXKM+VFW3p5RWpNLWPITbFUALJ7kUl6fQ2TYS+a4sS1RMS6fh1gBeT5iTJcqnptFcP4jHE0QLp89Mm51J7dVevN6gngwjS0ydkRG21AQj1paZ87K5erEbn2+cmzEnixtXevBNsNTMnp/LpZpxq5EsS8xekMPl8516IakwN39JPqfOdxrTbBbkcL6mM1JwSrZILFmcz7nq5kg6jmyRWLA0n3Mn2sa/a5FYvLKIE8eaDRaThauKqD4/PvNrkSXWLM7n1MR0HIvEktVFHD7VNsGyIlG1ooij++oNdpeVq4s4Et7seZtbVVWiF9iawK1eU8zRvcbv3pmmJFskVq8P25QMSTjlBkuSbJGo2lDGwT1Gi87aLeXsnXh+ssT69SUc3HUHt7mc/Xd8t2pzOXv3G7+7YW2JfoyJtqKNZRzYa/ysan0Jh/Ya04XWbijj0J5bhs9Wbyjl8B0pRKs2lnJof4Phs+UbSjl8pMlg+Vm7qogjd3x3yYZSDh9vidxLWZZYs6KQw0ebDfd36cpCDp9uN3y2fk42pw02JROLluVz6niL4TlYsKaY46daDdyymZnUnBxfFbBYTDz7/GYys+Pv/gMSVVT/P/WXbu85eeYn9/o0Jslq2nrP+yxq74kqqr9CybLEN76zgdlzs8nMimP+olwefXw2o6O+iLUlFFTpanfy1OeWM3NeNhnZDhYszef+R2dGvOygZ4S3NY/wyS+vYsacLDKyHSxaXsCWB6bqFhj1NqfQeGuAL3xtDdNmZpKZ5WDJikLWbyqLpKIABAMKt6738sVvrmPqzEwysx0sW13EirUlBAPKuFUmoHDtUjdf/vZ6KmdkkJntYMXaYhYuzdcTam4fN6Bw+VwnX35uA1Om6dyq9aX6Zt5w8szt9i6caefLz62nYmo6mTkOqjaVUTEtPZJ4A+HUm9NtfOW5DZRXppGZ42Dt1goKS1L0mdoJXM2pNr72jSrKy1PJznaweUsFOTkJhqz9gF/h7Nl2vvjNtZRUpJKVG8/m+6eSnBJDIBAycBdOt/GFr1dRUpZCdm4873lgGrZEW2TwB3r60enLXXzuK6spLk0mOzee+x+egWg13WFZUTh7sZPPfGklRSXJ5OTG895HZhIKaZO4yxe7+OTnV1BYnEROXjw73j8b71hgklXm+qVu/uHzKygoTiInP4FH/24eQ4PuSdzNKz18/NPLyC9MJDc/gQ88Od+QuHT7ftTd6OPvn1pEfkECefkJfOjD82lvGpnENTcM8uTfLyQvP4G8gkQ+/NRC6hsHJ3FtnaM88eH55OYnkF+YyN//42Jqb/RNshr19bl5/EPzyM1PoKAoiac+s4wbV7oncSPDXh55Yi45+QkUFCfxD19YwZVLkzm/y88jO2aSkxNPUVESn/3sci6f7ZjEiQGFhx+cRm6Og9LiJL70meWcu9g16f7aJZGHt1aQm+WgvCiJb3xqKZdOjg/k9fZCOOKtbHtgGtm58ZSWp/DFb6zlTE2HgQsGFZJz49m0vZKs3HhKp6TyxW+tiw74o4oqqkmK2nuiiuqvVH5fCOeQF/eoH+eQV1/iv2PhTtP0RBvnsBd3eMOsbhm4wyqDRtCvD4Juc8rduLDveWzYi2fUx+iQd1JSDOFv+X0hnCM+faPuiHdS0s5teX3BcW7Ii1pw9+v1eQKMjngjXGa2g0leI0HA6wniHPHiGtW55NSYyY4kUQhXh/XhdgVwDnlxOKx3TSFyjwVwDXrweII4BzykZceFiyFpRs4VYHTEh88bZGTIS0KSDUEQDHYeQRQYcwcY8gbx+YMMjPmxxslh+9L4cUVRwDUWCHvnQwwPeRBlaVKfiKLA2KifMaePQFBheNirJzMZTw9RFHCO+nC6A4SCCsNO76QEpwg34mXMqb88jgx5JiU4gZ725HR6GQ2v2gyP+O5q6ZJEkW5FpSlWBk2jU1ER7zLVJIgwOuTBM+wFQWBsyId0t+MK4Bz24nL6EAUB5/DdjyuKAkNOH05vEFEUGBn13fU6JElkZEh/ViSTyKjzf+BEkbF+N4EBN5pJwj38P/ff6IAH76AXRZZwj/q4szlB0J8Dd/cYWtcoQVnCM+xDmFT0TgBRoM8ToE9TsSkqo77gXYvjmUwi971vFg+8b9bkzo0qqr9BaUTTe+6mqL0nqqj+CuXzhfjsx99kbNSHFk7qSUq2Y4+R6e50EgzqxZZKylLobB7G7fJHuNT0WCSTSF/3mJ6YI0uUT02nqX4At1tP/pEkgfQsB0pIZbDfHeEqZ2Rw60ZfJNFHknQPtd8XimzwlS0S02dnceNyj27HQR+U5BYk4hzx4hy+ncAz2WZjMokUliTT3+eKDDxli8TchXlcODMh0ccsUlKeSleHE9eYP5LAs2BpAWdPtEZsNiazSMXUdFqahvDcthVZTCxeUcCpo+M2G7NZpHJmZiTV6LYNaOnqYo5Vj1tlzLLE9NmZXK/tjyTwWCwSq1YVcXxioo8sMXt+2Go0wVa0YmMZ+ye0J8sS8+fncOZaD74JCTybVxRS/Y4xgWf+0nxOXuoatxXJEpuqSvRknQk2myXL8jl1vM1gSVq7qYx9d9iAViwr4NTBpnFLkiyxbkvFpESf5VUlHDtotLtUbS1n3wT7jG4hKqZ6X4PhnJe8dxqv13QYEni2z8vhzB+vGa0860up3ltvsEKt2lzO3kPG5J/1q4qMdpxw4bY7rUEr15ZQXd1osONsXF/KwZ21hj5YtrqI43ekEFVtKWf/hCQhi8XE0hUFnKxuMhx3zeZyDtzmBLDIJuavKODUyVbjtW0sY++hxkhSj8ViYsmMTM5NsGrJskTVuhIO7RtP6rFYTVQuy+fshS4CE5J61i8r5NDh8fZsNjM//N5GUpKjEZ1R/fn0l27vOXHm+Xt9GpNkM73nnveZ9Mwzz9yTA7/wwgvPfPSjH70nx44qqr9WaZqGIAg01Q9wvLopkt6jhQsYfeqLK5FlE1ariUXLCli6rIAzx1sMXDCo8Lmvr0EySdhsZhavLGT2glxqTrVFNjbeThT50rfWgSAQE2Nm6eoips7M5PyZjsiGRU3T8LgDfO37G1EVlZhYmeVriimrSOXiuXFOVTXGnD6++fxWggGF2DiZletKyStM5PL5zkjFUVXVGBny8u2fbMXnCxHnsLB6QxkZWQ6uXOyKbFhUVY3BAQ/f/dk2vXhSvIW1m8tJSrZz9eJ4nr2qagz0ufnuz7fh8QRxJFjZsK0Ce4zM9cvdkVUKVdUY7HPz3Z+/B48rQHyijc3bKxHNIteu9ERm4VVFY2jAw3d+uAWPJ0BCoo1t2ytR/SFuXOmJ3CdV0Rge8vDMDzfjcQdJTLax7aHpjHlD3LjRF+EURWNkxMe3v7EWlztASrKNh++byki3i7qb/QZuzOnj68+uw+0OkJpqZ8dD0+luG6GhftDAuVwBvvT1KtwuP6lpMex4bDaNTUM0T9hUqygaHm+Iz395FW63n7SMWHY8MZebV3tobxkxcAF/iE/+0yq87gDpWXE88nfzuHSpm852p4FTFI2nP7MMjztARlYcjz05n4O3+mnvd0e4kKqhSSKf/tA83G4/WdkOPviRBZw80kxfz5ihPbNJ5MmPL8TjCZCd7eDDT87n6P4GBvrcBs5mM/OBD8/D4wmQk5fAkx9byP59dQwOeg1cXLyV931gDl5PgNyCRJ58egl73r6Jc9hn4FJSY3jwfTPx+4LkFyXxkacXs+u1a4w6/QYuK9vBtvdOx+cLUVCUxMc+sYQ3Xr+OyxUwcIX5iWzeXIE/EKK4MImn/34hr//3FTzuoIErm5JG1YZSggGFwuJknvrUUn7/+rVIFO7t53TGtHRWLSsgGFQpK03hE/+wmLTUWKKK6s+pZ599tvuZZ5554V6fx930wgs/f+bJj2y416cxSd/55sv3vM+i9p6oovorUFPDID/5wVGGhjykpsbw6GOzJyd7KCrDAx7OHG1mZNjLQLeL7GzHJPuNqugD4dPHmhkd8THQ5yYtPW4yp2r09bg4c6yFsVEfg/0etjw4jTvjYjRNo7vDyZnjrbjG/AwNetn4nimTUmU0oKN1mDMnWvC4AjhHfKzZWDbpWgUBWpqGOHOqDY8ngNMVYFVV8Z3hQkiSQGP9AOdOtOL1BnG7AixeWTTJTmE2S9TX9nPuRCs+XxCfJ8jccPXXiZItEjev9XDuVCt+X4iAP8SMeTlIkoiqKEbuag/nTuoztWpAYWplGpJJNKTByBYT1y93U3OqjWBQ38tQUJmGJAmGYlwWi8SVqz3UnOsgGFIRVShMi0WUBEMxLovVxJWaDi4fb0UJqVhDGikZsYiiYLh3VquJi+c6uHimA1VVsZgk7InWSRYii1Xi7IVOzlzt0TdvO6zYbOZJnNVq5vzpNi6c60BTNWx2GZv1LpzNxNmTbVys6UTTNBwOG3a76U6nEXaLiRNn2zl7vQ8NiE3TI1fvlM1u5uzRFq6d6UAA0uJtWG13cALY7CZOHWvhSk0ngiCQlho7iRMEvV9OVjdx5UIXgiiQkeXAajVN4iw2iZPVzVyt6UQURbKyHFju4EQRZKuJE4eauFbTiWQSyc9PxGK5kxMwyxInDzVy80IXJpNIaTi9aqKkcBGx6pNtXK7tx2wSKaxMQzZLd3AikknkwLkOrtYPYjaLFE9JY2N63KT+iyqqv1VpWrQ41/+k6EbeqKL6C5fHHeC73zzI0KAHNOjvc/PiC2cpm5KGbNEHBRaLxOz5ObzwkxOMDHlBg76eMf7r385RVJoS4WSLxPylefzr88dxDuvWoJ7uUV7+bQ35RUnI8ji3ZEUh//r8MUadOtfd6eS1318kOy8hwlksJpZVFfPLHx1jbFS3EHW1j/D2H6+Qme3APKG91etL+OWPjuEe0+0zHa0j7Hn7BmkZsZjN49yajeX8609P4A7bbNqahzi4p57klBjM4Wq2XtveAAAgAElEQVS9txNk/u0nJ/WUHw1aGoc4cbiRhCQ7poncxlJe/PmpiB2nqX6AmhOtOOKtBm71hjL+81/P4PPqNpuGWwNcqekgzmHBZBrnVq4t4aV/r8HvC6GpGrU3+7lxs5/YOAvSbU6WWLamiP/+7Xn8fn0zdO3VXtpu9RMbK0d86LIssXR5AX949Qr+8Cbnq9d66RhwY7cbuYVL8nn9lSuRzdBXLnYxPODFNqFysixLzJmXw87XrxEMKiiKphf5cgWx2YzcjFmZ7NpVSzCooiga52o6CEoC1omcRaKsMo1979widJs70YpVFrFYTZEXMdkiUVSYxKF9dYRCOnfyaDPZGlhlSfexo/+7JM7C4eomQoqKoqgcOdZMYnhgLQhErC2JKTEcP9KEElIJhVSqDzSQm5cQGTDfLn4VEyNz+ngLiqIRCqkc2HOLkqKkyDMvivqAXxYEzp1q07mgyt6dN5kyPTPyLIuifu2hgMqFs+0oikYwqPDuG9eZOTf7Dk7GNernyoVOVFUjGFB469UrLJhn5Ox2M4O9Lq6FV5UCAYU/vXKFxUvzI5wkCcTEyLR0j3LtRi+qquEPKPz+vy+zaomRi7XL3Gwe5nrdAKqmc//+yhWu1o6vCkUVVVRR/U+KzvRHFdVfoIJBhVGnj/h4Kx0TbBS3pSgqDz82i/pbA7Q0DVFWnkpKagzXLxjzzgMBhcc+Mo+bV3ppaxmirDINR7yNS+c6xyENvJ4gH/qHxVw530l72zBTpqVjs5mpOd02jmkwNurnK99Zz7lT7XR2OJk2MxNBgDPHWoHxIkLDg16+8p2NnDrWTHfXKNNnZREMKhw/3Bxp7/ZKwk9ffJCjhxrp6x5jxpxs3J4AwiFhAgcd7U5++duHOLynjv4+F7Pm5zA86DHMIKuqRmvTEL/43cMc2H2LgT43cxfm0ts1hjphSlpRNJoaBvnF7x5m3zs3GRrwMH9JHm3NI4a8cyWk0lQ3yE//40F2v3uL4VEfixbk0nBrwJDeo4RU6usG+Okv72Pfrps4R3wsWlrAtctdhnSXUEil4eYA//zL7ezec4sxV4ClS/I5e6HTkO4SDKncbBjkRz/Zyt5dtXjcAZatLOT4hAJM+jOiUl/bx/ee38K+d2/h9QZZvqpI96NP5AIKDbV9fP8Hm9m7rw6fP8SqFUW8/U7tHWkxCnUNg3zrx1s5uLuWYEBlxdpiXn/5SsT3f5trvDXAcz/czIHddYRUjVVVxbz82/OT0mzab/Txqy+s4J3jLWiqxqal+fzHv52blGbT1D7CMz/czKG9dQhA1cZyfvWzE8b2/AptrcN843sbqN7fgGQSqdpQxs9+cHQS193u5NlvruPI4SYkk8i6DWX8+FuHItVub3O93aN85bsbOHqwEdkism7zFL73tX2TuMF+N//0nfUcP9SIxWZi3eYKvvWlPZO4sWEfX/naGo4fbcZml9mwqZyvfv7diL3uNufxBvni19Zw4lgLsXE69+kv7jZyAQU1qPKVzyzn+Ll2HLEWtq4t5aP/tMdQD8AfULha28f0ilSiiiqqqP7fFB30RxXVX5iuXOripz88hqZqiKLAB56cH/G831YopNLWOsIrL11A0+DcyTYee3LepCI9SkiluWGQV1+6AEDNyTYevQunKhp1tX288odLCEDN2Q4eeXy2wV4C+sD62tUe/vjyJQRB4Py5Dna8f+akglMAl8538NofLiEKAhfPtvPAIzMnMaIocPZkK2/84TKiKHDpXAfv2TFjUiiP2SxysrqJN1+5gigKXD7fyZYHpk6y6FitZqoPNPDGH68higJXLnWzaWsFkigSmpDmYLObObD7Fm++dh1JFLh6tYd1G8uQTBKKMj7AtceYeeVUK3+43IkoCBwe9vBwWSpms2SIk4yJkdn11g12v30TURS4eb2PJcsLMJslwwtCTKyZ19+tZfeBekRR4FrjIEvmZmM2iQQn3OO4WJk3/3SVwwcaEEWR+roBZs7KwmQSDQO+OIeVN16+zPHDTYgCNNf2Uzo1fZKFKC7eyn+9eZ1jZ9oQBYHaDicVOQmTuHiHhT/+7iI1p9sQBGhtHiIzJ95oNRLAEW/l5ZcucvG8/vLY3jpCUqLNYDUSwtwrL9Zw9VI3AM7rfSQmWAzWIEEQiHdY+K/fnufGtV4AunpdxCfYDJwo6u39/jc11N/U90X0d40Sn2C9gxNwxFv4/QvnaKwf0F9Cu8eIT7DS1eGMeI0kSSAu3sJvX6yhtXkITYOhET+OeCt9Pa5In0gmkZhYCy/9+iwdrcOoGoyFuaEJxcwkk4g9xsx//vosXR1OVA08Th8OhxXnyPi+AZNZxGoz85v/qKGnZwxV1XD7Q8TFWQz7AcxmEbPNxI/fvE7PkAdV0xiTBOJiZIPPXzZLxDusRBVVVOOKFue6u6L2nqii+gvS2Jifn/7gmO4pDyj4fCFeevEcS5YXYLGYMJtFLBaJNWtL+M8XzuL3KwQCCl5vkN+9WMP8xflYrCbMsqgnm2wu56VfnSUQ0DmPJ8jvf3OOOQtzDdz6bRW89G/nCIY5tyvAyy9dYPqcrDAnIVskNt43hd/9poZgUCUQUHCN+Xnl95eonJExzskSm+6fyh9erCEU5sacft7478uUVaYZuC33T+WV/7xAKKRzzhEfu167RnFpioHbel8lf/yvixFuZNjLvp215BclYbGakMPcxvsqef2VKyghlWBAYXjIw6ED9eTkJxi49dum8PZr11DC7Q0OeDh+tJmsHIfhuIsfmsarR5sJKRqBkErPkJc9rUOkZ8YZuFVritj/bi2KohIMKvT2jHHlcjep6bGG/lu4rpT91Y1h64hKd88Y1+sGSEmxY7HobVksEkvn5HCsuiliMenscNLaMkxikg2LxRTmTMyem8Wpo8369QZVOlpH6O8eJT7RFmnPajVROjuLUzUdenshleZ2J/0uPw6H1cCVFSRy8Vy7bqkJ6i+Mfm+QuDhL5Lg2m5nsgkQuX+wiFLbeNNT1I0gQEysjW/RrtdnMpKTHcv1KT4S7dbOPGJNuybl9XLvdTKJd5uaNvgh381ov8Uk27Pbx9uwxMrJJoqF2nLt2qZuMjDhsNjOyRe+72DgZNaTRVD+gW5JCKpfPd5JXmIjNao70XazDgssToqVpiGBQb6/mbDsllWm6HcgiYbGa9MH9oIe2lmHdChVSOXOihWmzMiPPlMViIiHRRmfnKB3tzgh38mgzc+Znj98zq4mkJDsNzUN0dY1GrFXV1U0sXZQ3fi8sJlJSYjjT6aRzwEUgpBJSNN452crKFQVYZAnZLGG1SGSkxrB2af69/umKKqqo/goUnemPKqp7rMERLz0DbjJSYhjuc0/K/xYEgTXrS6mclk5TwyBlFanEOawcP9zEbUuNLo2N91UydVYGzU3DVExNw2oxceRAA0yYldY0uG/HDKbNyqKteYipMzLQBIGD+41cKKTyyN/NZebcbNrbRpg2I5NAUEGS6gzn5/eF+MDHFnLxQhed3aPMnJGBZ9Q/6TrcriAf+9RSzp5spbdrjJnzshnq94Qz78c1MuTluZ9u4/iRZvp6x5gzL4eerlFjp2nQ3+fiOz/bxpH9DQz0uZi7KJfW5mFDPQBNg56uMV7870c5uPsWwwMe5i3Oo+7WAKHQBE7V6Gp38ps/PMK+3bcYGfKycGkeJ9udBELjfaJqGk19bnY+t4F9++pwOn0sWZLPxTPGgkmqqtHeOsy/vPgg+3fdwjXqY/GKIqrPtRk4RdVo7Rjh1z/ayrv76nG7A6xcVsihPbeMnKLR0jLMj36+TbfyeIIsX13EnjdvTLIQtTUN89xPt7Fv9y38viAr1pTw3ztvGCw1ofDA/4f/vIldBxoIBBXWrijk1X+vMbYXVGlrHuY7P9vG/ndvoQRVVq4r4bcv1hhWOoJBlbaWEZ77yVYO7r6Fqmis3lDGr//l1CSuvW2EH31vI/v316OpsG5dKT/70TGjVSag0Nnu5Lkfb+HQ3joQBNZuKuPH3z48yQLT0+nkO89v4dC+eiRJYN2mcr739f2TLDU9XWN88/nNVB9owGw2sXZzGc9+ZZ9h5STgV+jvd/Ps81uoPtSIxSKxbmM53/jsLsNqW8CvMDTo4Rs/2Mzxw41YrSbWbqngS5/YaeD8foXRER/Pfm89xw43Y7ebWb+lgk98cqdhhcXvV/C6A3zrmXVUn2ojLsbMlrUlPPKtA0xclPMFFPyaxvNfr+LqzT7sdjOL52RP2vAbVVR/64pu5L27ooP+qKK6hzp4qpVfvHwpYtt4YusUQwIMQCikUHutlz+9fBmTSeTQ3np2vH+WYbACupXnyqUuXnvlKiazyKEDDTz8vsmcqmjUnGrnrVev6Ikh++p57+OzJ1l+NA1OHGni7T9dx2QWOby/gYcfm4VyZ5EtQWDPsWbe2FuHySSy60wbH9w2ZVIxLskksPvtm+x5pxaTSeTwgQYefHTmpIJissXE669e4eDeev38DjTw4I6Zk14OYmJkXnnpAkcONiKZRKoPNnLfw9MRJRGCEy0wFv7r385xslr3dx892MCWh6ZhMouGa45PsPLCb85x+nQbkiRy8HgL63ZMRzZL+CYMSJPjLPzrb85x7kInkiRw6EQr71lbimyRDAPmxCQbv/7JSa5e7ESSRI4fbmLlfZXI8rg1SACSk+z85JenuXa9F1ESOHqilfXLCoycACkpdn7+w2PU3exDEEVOHm1m2YpCg4VIECAlLYaf/OAoTQ0DCKLAqROtzFpZiNksRgbCogBpKTE8+8IZGtudCKLA4as9rMpNwGQeTyHS6zrE8KPvHKaj3anv3zjVxpQZGQarkSgKpKTF8Pw3D9HTNYoAnD/VRuGUNAMnSQIpqTH84JuH6Ot1IQCXTreRk59Ic+NgZCAsmUSde/YgQwNuNA0un+sgLT2OtpbhiNXIZBJJTonhB88cZGTYg6bB1fOdpKbH0t0xGrEa6Zyd73/rUGRj+pXLXaSmxdLX6xrnzCLxSTa+/d1q3G6/vmH6Rh/JabEMDngiz7TZLBKfYOX73zyI1xNAUzVu3ugjJS0G54g3YjUyyxJxDgvff+YQfl8IRVWpu9lPSoqdsbHxCFBZlrDEWvjyL08RCCooqsb1TiepCTbc3vEoU4sskZkcQ05GHDkZ0cSeqKKK6n9PUXtPVFHdIznH/Pzi5UsEgioeb4hAUOW379xk6wP6wNBm160I2x+Yxp9evkwwoOD1BAkGFF79/SU2b7+De3gGr796lWBQ5wIBhVf/cIkN26YYuPsfmc5br16JtBfwK/zxdxdZu7FMt2WEuQd2zGDna9cj7fn9IV79/SVWryuJ2Dxki8R975/Fm/vqI9fh8yu89E4tS9cUj7dnkbj/0Zns3VUbOa7PF+L1Vy6zaEWBgdu+YzqH9zWMc94Qb712lXmLciOcxWJiy4PTOHpIL3Tl9QTxeoPsfvsGs+fqdgqb3YzFamLTtimcOtIc4TzuIIfevcW0GZkRzmo1sXpzBWfOtEfsUm53gNO765hZmIRVloixmrBbTNw/NYOai51hLsSYK8DRmnZKK1KxWPX2bHYzS5YVcu2ivpnX6wniGvNz9XgLJYVJWC0mbDYTdruZhbOzuHa9F3+4Peeoj0u1feQXJGINt2ePkZkWLozm9yv4vHoV47q6AXLyE7BaTVjtZmLjLBRXptNYPxDmQgwPeelpGCQnQ4+otFlNxMVZyC1Kor5tBF9AwesL0T/spTmgkJ4Zp7dnMxMXbyEl00Fb6wh+XwifN8RAv144LTUtVm/PZiIhwUaSw0pne5jzhejvdaH4giSn2LHaTFhtugXGapHo7hyNcD1dY5gkkcSkcS4pyY6gavR1j+HzhvD7QnR1OImJlfU2bGasNhPJqTF4vUH6+1wRrqPVSVKyHUeCNcKlZcQxNOxjsN8d4VqbhsnKiiPOYcFm02tbZGY66OpzMzTkwesN4fcrNDQOkVeeQmysjM2mPytZuQk0Nw/jHPbq7fkV6mv7qahMIybWEuFy8xO4db0Pp9OH16v/rdXe6GXOjExiYswRrrAwidONAzhdfjy+EP6AwsXaflZOzSDGZsJuNWGVJabkJbB+Qe69/umKKqqo/koVnemPKqo/o1oaB+nsGCUz20HIJGKSRAITZqVNksi0+Tlk5Sdyq2GQKWUpJMbIvPvWDYP9QZQE5i/KIzs/gcb6ASor07FYTXpk5EROFFiyuojs/ARaGgeZMj0DUdAzwSe2JyBQtaGM3LwE2lqGmTYzi2BImdSepmpsek8luXmJdLaPMGN2FiNBddKG2mBIZfujM8kvSqKrc5RZc7MZGvQg3jFbH/ArPPLEHPJLk+ntcTF7bja93WPcKbcrwAc/vpCi8lT6e13MXZhLW8vwpA3EIyM+PvqPizl0sJGBATcLFubSWNs/aRVjaNDLD361nAPv3mJoyMPCpflcvdFHKKQYuIF+N7/9wFzeON7C8JiP1bOyuHSu02BZAejrc/P9X93PrgP1jI4FWLEol7PVzZEKs6CvnPT1uPjp9zaye289LneAFcvyOVjdZLDeaBp097n51Y+3snvPLdyeICtXFLL37ZuG46qqRm/3GD/4xXvY984tfN4Ay9eU8OZrVydzXWM896PN7Nlbh9+vsGZ1ES/uvGl49hRVo73fxU+f28D+d28RDKqsWlfC735zzvCsKIpGT9coX//2Ova/W4eqqKxeX8qL/3LSsEoVCqn0dI3x9e9s4MDuW2gaVG0o5Rc/Om5YfdK5Ub7x3HoO7q1HEGDt+jJ+8txhIxdU6e0Z42s/2MTuw01IosCmqhJ+8LX9BktNMKjQ3+vm69/fyOF9DZhMIms3l/OtL+81WGqCQT2V5xvf3sCRg/XhysXl/NNX9hnqHgSDCoPDXr76vY0cO9iAxWJi3dYpfOmTOw1cIKDgdPr4+nc3cPRQIza7mfWby/ncU28ZVr0CfgX3qJ9nn13HkWPNxNhlNm8s5fGv7DPUPfAH9Je7l75cRW3bMHaLicqCpEl/a1FFFdWd0qIbef8HCXdL3fhzaN68eVpNTc09OXZUUd0L7XztGm/+6SqiIKBqGms3lfOnmg78E9JdLGaJbSsKePdQE4IgoGka21YXU/3aNcNATrZIrNpYxsGDDXp7qsaWrRXsfss4MLRYTKxcXcTRgw0IYW7rfZW8+/p1A2e1mli8spCT1c0Igj5Q3PLQNHbewdlsZhYsyuXs8dYIt/mRGbx8oMEwcI2xmVhemkLNmY4It/3Babz9R+OANDZOpmJ2FpcudEW4Bx6YyluvXjVYZeITrBSXpXD9So/OKRrb3zudt/901eB9T06xk1GcRG04t1xVNR7aXsk7r1wdH4ALkJYeS3JGHI11AyDoLzNbH57OG2/diLQnCJCd5UAtSKChw6lzGjy+rJC337wRaU8QID8vHs1ho7XLCQhoaDyyooh9E44rigL5JUn4ZImu7rFI0aqtWyp4e1dtpP9EUaC8NBmPN0RvnytyjG2rS9jz9riHXxQFKqam4RzRZ7AR9M9Wbyhj3+5bEU6SBKZNz2Cga4yRIU+YE5l//xR2Hm+NPH8mSWBBZRrDl3sZdeppMyazyNIVhRze3xC5byaTyJz5OTTXDeAe84OgF0CbvySPY4eaIi8IJpPI/CV53LzZj8cdAEF/HmfPy+bEkeaI1chsFlm0vJDLl7rwh1NprDYzM6alc+Z4S+RFwixLLK4q5mDzUKSvYuxmFibHcOFkq4FbsbaEUyda9Zc4Tbd4FRQnG6pEy7LEmvWlnDjUGHkpjE+wkVKUyOXL3ZEXBFmW2Li2hGN76vRBvgaJyXaSMvRNyretRrJFYsPWCvbvrY8M8lPSYnDEWrh1oy/ygmCxSGzYXsk7++sjw5LMjDiUJBu1LcPjnCzx9CMzqVqYR1RR/aVJEITzmqbNu9fncTfNmVusHT39z/f6NCYpTn7onvdZ1N4TVVR/Bo0Me3nj1SsE/HoiT8CvsH/XLT56/1Rks4TNakI2Szz54DTeOdioz/L59WX+tw428MjfzdVTPcKWmvc9MZeDBxrG2wso7Nx5k0cen43ZLGG1mbBYTLzvA7M5cqBBt3qEubffuM57P3Cb0y0wO56Yw4nqJvz+0Hh7f7zKe98/C7NZjNgudjw+i7PHWw3cOy9f5tH3TMFsErFZdSvCB7dNoeZMh4F780/X2P7e6eHIQhP2GDPbd8zk0sUuA/fGGzfYev/UCBcTK7P1galcv9ITsZgEAgrvvHGdjdumRLjYOJl126ZQW9uPzzfhOvbUUbWpLMLFxVlYuaGMhroBnQvbMw7srGX16mL9eq0mHA4rC9aXUt/hxBtQ8PoVfAGFNy90sHxJXoRLiLcyb3EBzZ1OvH4Fr1+3OO273MWCpfl64pLVREKSjakLcunoHMXnC+ENn+Pp020smJejt2cxkZxkZ0p5Kl3do5Hr8HpDnL3ew6w52ZjNegpMSloMhcXJ9PaMRa7D4wlSe62HaTMyMYfTYlLTY8nMjGOgzxXhvJ4A3Re7mV6ajGwWscoSWamxZEsSg4OeyHHd7iAd7U5KK1IjyUKZ2Q7sNhMjw95Ie25XgKEBL0WlyXpCkkUiOy8BRAHnyDg3NurHNebXC8GFU3lyCxLx+/X/u33csVEfQVUjNz8xwhUUJ9GFxqjLj9cfwusPMTzqI5BsIysnXudkieKyFHp7XbjdAXxevb3hIS+xsTKZWY5Ikk7ZlFTam4fw3Oa8IQYH3GQk2MjIiIsk6Uydmk7TjT48YauZzxeiv89Fbk48qWnj6UzTZ2Zx9UpPxLrm84Xo7R6juCyFlNQYnTNLzJqXw9nL3ZH77/OF6OgcZV5hEsnxVmwWCdkksnRWFmuiVp6ooorq/6Ci9p6oovozaGTYi8kkGRJFTGaRoiwHn35oOo2NgxQXJ5Oa5dAz2ydwZpNIYXkKT3xsAc1NQ5SUpZCQbJ9kvTFJIhWVaTz+0fm0to5QXp5KnM2EySQaZtclSWT67GzMson2thEqpqYjm0QkSWRiGpAoCsxdkItsFulsdzJ1RgaqyiR7gQCsnJ9DLAJdXaPMmJmB1xtCuGNKQVU1Vq4rIZQeQ9eAmwVT0vB2u7hTwaDC+s3l2OxmvRDX3Bz6e12TNgb7vEG23D8Va7yVgQE38+Zm09ExOsnK43L5ue/RGcQk2Rga9DBvYS7NdYOTNji7xvw8+shMkuOtjAx7WbA4j/MdTgJBo5Vn1B3g8cdmYy9OYsQVYPX0DC5d7jasdACMjPp53xdXk5odx5jTz+LlBZw81z7JGjQy4uPJJ+aSlhevW3kW5lF9uNHwDAAMj/j4xhdXkb2nDo83yLIVhezfVWvc+K3B8JCXz/zTKg68W4ffH2L56iJ2/uma4Xo1DUYGPHzliyvZFbYXrVtawOsvXTBYZTRVY3jQw5eeXcuh3XWEQgor15bw+xdrDJyqagwNuvn0V1dzaHcdiqKyekMZv/nlaYOlRue8PPWllbx7ogUV2LKkgF8/f8xglVEUjaEhD099fjmH9zUgCFC1sYxnXzzLxMdAUTQGnD4+8YWVVO+rQ5JEqjaV8c/fOmR4XkIhlZFhL//4ueUcOdCA2SxRtbmM795hqQkFVUaHvXzmk0s5cqgJi0Vi7cYyvvmF3YYN56GgypjTzye/sIKj1U1YrWbWbSrjy59913DPgkEVlzvAP35+BSePNmGzyazfWsEnP7vrDk7B5w7w1U8t5GhjO7EWma2VRZM2r0cVVVT/a9JQ/7+hv0FF7T1RRfVnkNcb5JMfeR2vJxj5zGo1MWdxHjWn2wkGQ5jNJuYtyuXIrX5D8R27RWJpSQoXazoj3MIleZw6027wjNtsJqbMyuLylW6CQQWzWWLFknzOHGwycDGxZsoq0rhxrZdgQG9v+epCjh9sNFhqYh0yhcXJ1N3sJxgIYTJLrFpXSvX++knWm8z8BBrrBgkGda5qQxkH9tWPD3AFSEq2o8zOpL57lEBQwWySeGRuNsf+eM2QUpOaFkt8jExH2wjBoIrJJLJxSzl7d9YauIysOASHla7u0Qi3dVMZ7+66FeFEUSAn24GgafT2ugiFuS1bKtjzltEqk1+YiC+oMNDnJhTSufUPTuW/zrZHLDCSKFCWn0A30D/qI6SqmESRJ+bmsnP3rcjAX5IEphYl420YxDniQ1FUJElk432Vd3AiUytTaRj1M+ryo6gaJlHkwVVFvDvB8mMyicyclk57/SAuVwBV1dvbsqmcvTtvRixJJrPIrDnZNNzow+sNoioqkkli3ZZy9u+qjVyv2Swya3EepzuceH0hVE3DJInctzCXQ+/emsBJLFicy5WaTvz+EJqmn8uq9aUc3jte+dcsSyxaXsD50+0EAiHQwtagqmKOHGiM3A9ZlliwtphdLUMEggoaArJZ5L7CZE4cNHIrVhdxorop8lIjyxLTNpZysKYjshfBYpbYtDiP82/c0F9qwhaiWQtyOX2yNWI1ki0SVetLqd5bTyikIgj639/02VnUnGqPpB/JFomqTeUcCHOiqFvaKivTuHiuI/IiJlsk1m2tYM+eOpSQiiiJ2O1mSkqSuXype9xCZJHYtKWCPTtvRrjYWJmMshSuXe+NcBaLxOYPVvJGXzMhVUUSBeItFn6ycTWxsvluPylRRXVP9Zdu7zly+nv3+jQmySE/fM/7LGrviSqqP4NsNjOf/9oaYmJlJEnAHmPmQ08t4uzJNvz+EKoKfn+Is6faePqx2cTYzUiSQGyMzFPvn82Fcx0G7tTxFj7y9wux2XQuLs7CEx+ez+XL3fj9SphTOHyshQ8/vQirzYQkCTjirTz2oXncuNqL3zfe3uEDjTz59GJ9M7AkEJ9o45EPzqXuZn+EC/gVDu6u48l/WIRskZAkgcRkOw88NpvG+sHI+QX8Cvt21fLhjy9ElnUuOdnOhg/MoaF7FF9AQdXAH1T4/bl2PvSRBZjNUiTOccuWCqNT2jkAACAASURBVDraneHr0AgEFHa/U8sHPzIfk1lEkgTSMuJYvWUK3d1jBm7Xnjo+8PhsTCady8yIY9XKIvp63QQmcHv31rHj8TlIYS4r28GCZQUM9LsJBMa5I7tu8cSmciRRQBIFCjLimDczi/5RH/6QiqKCP6Ty2o0edkzgCrPjmZeXwMiwl0BAQVH09k4ebuI92yqQpDBXkEjBlDRGxnwEwoWa/EGFw5e62LyhLNJeSVESeelxjI76CAbH2zt7voM1G8sQRQFRFCgtSyUl2Y7L5Sd4+7j+ENcudbFibUmEK6tMQ0qLxeUJEgyFjxtQuNTpZNnKogg3ZXo6JlHE6wlECl3pyTeDLFpWEOGmzcoMpzzpXCik6vaWzlHmL86LcDPnZtNtEvH4QwQVjZCi4vWHaBFg9tzsCDd3QQ6DfW58vlCkEJfXG0TrdTGvMj3CLZudxfCNvnEuqOJxB9AUhakzMiLc4mUFNNcP6rGZES6I2SJRPjVtvL3Vxdy82YffHwoXWtNn6mMSbZRUjHOr1pdy6XI3Ab/ex8Fwobq0jDhKylIQJQFREli/sYya020GbnTUT3GWg6LCRP3+SgJbN5VTPdaFX1FQNI2AojLi87OvseVe/3RFFVVU/xcpau+JKqo/k4pKktn+3uk01A9QVJxMalqMnqITNFp00hNtvL+qhKamQUqKk0lLtE2y3kgmkcz0GLbfX0lL8zBlZSkk3I2TRDJz49ny0DTaWkcor0glzmGZVDhLkgTyCpPY8sBUOsKWn5hYyyQrjygKFJamsPHBaXR36JYfm93MnYEigiBQVpHKpvsq6Q5bfgK2yT83mgZTZmWw/PFZdA26WVCRhjzigztWIEMhjRnzslnpnkXvoJsF0zMIjvhQ7+ACAYUF83MY6hploE8vxDXo9KKqxqVeny/EomX59A17GB7ysnBhLn3dYwbLCugWorWzsvC1OxkZ8bJ4cT5XPAGCd1iI3P4Q6xbkEugZY3TUz+KlBdTf6p9k0fF6gqzZVIy3VGHM52dZfj7njvYbCoUBeHwh1laV4FJU3J4gqxfnc+Fkq8EqA+DxBFm7oYxQuNryyqpijh9sjGwujZyfK8C6LRVoqobfF2LF2hLePtFqsNQAuNxB1n1wCn67iWBQYd3KIva8epU7ug/XWIDHP1qJKIkRK8/rf7hkvG0auMcC7PjgXMwWE5qmUbW+lJ/vqzNwmgajngAfemAqcqyMIMD69WX89ldnDJYaTQP3qJ/3bZ9KelDVC3GtKuKFS92Gc9M0cLmCbH94OvFxFkwmkXVbK/jFPx81cKqq4XEF2L5jBglJNmTZxPptFfzoO9VGTglzj8zg6MEGrFYzazdXcPZch4FTFA2vN8j9753OscON2Owya9aXcaK62ciFX5weemg6R0+0EBMjs2ZNMTuPdBq4oKoy6g9wvquXE+2dxMoy28uLSbbbuJtqLnRy+lwHDoeFbZvKSUy4OxdVVP+3S4NJyW5R6Yrae6KK6s8gTdP40XeruXGtl0BAiWw4bG8dxuUK6L9SAsTGyuTlJ9JQNxDhyqak0tI4pHPo1pY4h4X0nHiam4YiXOXUdG42DuIOW4gEARISrKTF22hrHSEY1LkZMzOovdiD1xvmRIGkJBvxcRY6w5Ya2SIxa342V8534fOOp88kp8VgjpHp6RqNcPMX5HL+THskeUUUBdIz41DNIn29LkIhFYtFYu7yQt7uGME3wSpTkBaLP6jQO+IlqGhYzRIbK9O59vZNQ/pMbmEiHVYTgyNeQoqGRZZYPzebkxNSZSRJpKQoEVfHKM5hL4qiIVsklq8r5dCRJkP6TElZMl09LsbG/Cjh9qrWFFO9t97AVUxNo6XdiWtML9QkyxLLt0/hd7f68IdfEMySyKK8BEYPt+BxByLc2o1lHNhTF2nPbBaZsSSLm+VOvMEAKiCLEmviSnjzj80RK49sFlkwPZPL13vxeINomp7ksn15AQfeqTVYYObPz+Hy2Q58YU6WJTZsKWf/O+NWHlmWmL80n/On2/D7QhFu5YNTeetYS+S4FllixfwcTp5uwxe2g8myxPalhRx+Z/x+yBaJpauLOHm4GX/YyiNbJNZsLOPQnjoDt6yqhKNHmiL2I1mWWPRgJW+e7xw/rlli++wsTkywZVksElXLCzkS3qx++7M168s4uDfcpwJYZBPLVxVy/FCj4bhVG8s4uHu87y1WE4tXFHDySLOBW7elnP3vjB/XajUxb1kBp0+0GLj1WyrYF+57QdDbm7soj7On2gz3Y8OWcvaGr0MQ9BW+mbOyOH+2fdxqJEusfc8U3q7W7UximJu6I5ua3l4C4TcsiySxubSQd+ub8Ss6Zzeb+fmmNSTZrIbfl32HGnjp95fwBxQkUSAmRub5720k3mHkoorq/5T+ku09s+cWa0dOffden8YkxVt23PM+i9p7oorqz6DeHldkwA/6jHRT/QAfeWoROTnxmM0i2TnxfOSpxTTUDxi4upv9fOwfF5OV7cBsFsnJS+DvPrqQluZhA3f9Wi+f+IfFZGbGYTaL5Ocl8HePzaGzwxlZTQgEFC5d7Obpzy8nPSMWs1mioDCRRx6fQ0/naGRmOuBXOH+6g6e/sJLU9FjMskRBSTL3PzqL/l6XgTt9spVPfWEFKWkxmGWJ4tIUtj40jaFBT8Sz7PcrnD7UyHOPzSY93opsEpmWl8CDi/MZHPMTDM9M+4IKO69286nPryAp2Y5ZliibksaSzeU4XX5C/w977xkgx1Xm6z8VOk1Pzjkn5RwtycoaBeeEDTjAYliMDYuxwdgYBzA2Npi0LAvs/nfBxjjgqDxKY0lWjiNpcs55enqmc1XdD9XqmVLL917uHzD3Mr+Po5/eU3XqTM2pc57zvkGf16ew43gbD3/tGuLibJhNEtOmJLFiQRZjTl9oRdznVfhwdx0PfvUaYmOtejaW6SnMW5CFy+UP+bw+hf0VjXz5a9cQHaP7ZsxOY+rMNNwuX2hF3OdTOLqjlu/cOJ04uxmLSWRpUSJLI6143H6D73BFE5/70iKioiyYzRJz5meSuTYBT8AfOmLmUxWOe1v50h2ziLKbsZgllsxKJyXOhtvjD62Ie30KH57r5rP3zCUy0ozFIrNocTYxkZbQhP9yu6dOtHP73XOxB31LVuRhNkmhCf9lX/WRNj59w1TsESasFonVi7PRAorh/IfPp3CmaYAbbp9JhF0vJLVibSHuUZ/uuxzPq9BQ28/mm6eHip2tLitmcMhtSKnq8ykMXOjl1uV5RFj0Ymc3L8tlsHF8LF8eL139Y6zbWILVJmOzmdh4/VSamwbHfZqOpjkcHlatLwoVMttyywzqavqviKcX5Fq+phCLVc8cdeMdM7l4rjvMJ2ga16zIw2KVsdvN3HbXbM6eHK/NoGng9QSwWWUWX5ODxaJnmLrr7rmcONpm8LndfmLirSxcko3FIhEZaeazn59Pxen2kE/VwO0JkDFgZVFmGhZJIsps5kvzZ1LR0o5XmeDzB9jX1Br2fnn9rQuhjyhF1XC5/Xx4uCXMN6lJTeofW5N4z6Qm9VeQx+3n9VfP0tQwQGZOHCtW5SNcmfVGFLDZTJSUJmG1yOTkxRERIYcVsBKDK3clU5KJiDCRV5CAzSYjXvHJLor6TkHxlGQiOh2hyq9XZgARRYGoaCt5s9Mwdzr1NIsWSd8amOgTBKITIkhfkoXWO0pWYSIms3SlDUEQiE2IoKgkid6eUUqnJSPLV19PSLebWWa30OcKMD0ugqvZNA0S06LInp1K/6CbgmkpCJJ4JfGDqkFaUiTTs2MZHnAxszARUQjf1lUVlfSMaApKkhgedjNlWor+8yvQlkBAJSMjmuKiREYcHqZMSSagaVf1lUZbWecHp1Nhkd2Cy+0PQ4gCAZXs7FgKixIYG/UxZWoyg4IP5Yrr86sq2XlxpM1LZ9QboHBmGv11A2FIjS+gkD4jmRhPHi5/gOzSDHo/7AjrF79PIa8ggfyiRLzeACXTU7h0rusqvgBTM2KYG2vD51OYmxvHwcqusJI2Pr9CQXEieYWJBAIKpdNSOHygkSvl9ysUlSZRczEBVdUomZZCa3tdmM/nU5ibFk2HzQyaxrz0GN4/1RHu86uUTE2msX4AQYDiKUlUnuu6arySaSm0NA3p5xpKEzl55IoJrxZsd1oy7S1DyLJEQUkSh/Yb70PTIOBXmDkrjc6OEcxmifzCBPbsqA3z+X0KU6al0NPlxGKVyc2PN6B64/FUiman0THiwWYzkVWYgH+r8eGqqobiU5nujWOgfgS7zUze/OgwjEzVNLwBhQ8ONHDwZDuREWbuvmFaWCYq/UxKgJ1bqzh2pJXoaCu3f3o2GZkxYf03qUn9vydtMnvPx2gS75nUpP7CUlWNp7+9i9aWoVBWmZTUSPwBlYG+MRRFQxQF4uJtREaY6exwhLLKpGVG43L7GRxwo6qafgg2MQKTWaany0kgoOqr/VmxDDo9OIbdqKqOwCQnR+KzSvT2uQgoui8vO5ahNgejTl8wnkhqeiRuDfoHXCiKhskkUpQXz0AwM4ymasiySHp2DG1WiaERHYExm0Sm5sXTf66bsTGfnskluKMwNODC4fCgKjraUjothdqmQVwu3WcyieTnx9Pe78I5AZWZMTOVA04PLk8ADTDLIjMyYxi82KNnqQmiKHNnpnGscRD3ZezEJDIrL57+Y+24XH40VUd55izM4uyJ9hBqZDJLTJudRmXDgH4QVNMxkYULsjgePBwNehuzZ6VRfbpzHJWxSCxalsuRY60GPGXevAzOn2jH49FXui0WiSXX5nH4YLMRqVmUzeljrbqPIO5ySyEf2tvxqUGfJDE3Lps/7XfgDk4YrSaRm6ancXhnnQG9WbYih23D/XiCVYOtssit6Skce2W8gJrZIrF8ZT6Hr8BdVm8oYt/OOqNvTSEH99QbfnbtdVP44FDTOBZjlihbkmNAb8wWibWbStgzIcuP2SKxakMR+ye2YZZYvbmE8l3GdteUFbNrYrtmifXriygvrzP0c9naQvZObNccxHYmZA0ymyXWbSwO861aX8T+CVmmzBa92u6e7cb7uHZtoQEhMpslVm8qZs+uOsPPVqwp4OC+BsP1rS4rYm95vRFnWpHHoQ+bjP+3rIg9FeP4lsUisXRJDoeOtY4jXWaJ1cvz2Ht4HLeyWiQW3ZXLR92dodV+iySx0pLJ3r36/xUAq0XmmpJETkzYjbCYJVYuyOTIwWa83nEk6fkfbyYxKfJqr61JTerP0t833pOvHTjy3Cd9GWGKtdz5iffZJN4zqUn9hdXT7aStbTiEwAQCKgP9Lu79/AJmzkknMcnOjFlp3P/AYn0iP8HX2zXKP31pMTNnp5GYZGfmnHTu/cJCBvrGQqt5fr9KR4eDBx5YwvQZaSQmRjBnbgZ33TuPwWEPAWXc19zq4KsPr2DatBQSEyOYOy+d2++czUhwIn/ZV9c0yEOPr6J0WgoJSXbmLsqi7NOzGXMHxlEZv8qFhkG+8cQqSqcmk5hkZ8GiLMq2lAbTQ46jLRfOd/HY46soKUkiMcnO4iXZrFpXFMzwM+47c7qTn9y3gOk5caTG2lg7M41NU1Lw+dRQPnafT+H46Q5eeGgpU3LjSIm3sXp+JtcWJeH3K6F87D6vwsmPWvjWs+vIL0ogMdnO8tUFTJmbTsCvjqMyXoWjx1r5zhOryc+PJynJzupVBZQWJOjxJiArxw+38Njjq8nNiyMp2c6atYXkZMXi96khtMUb9D36+Cpy8uJISo5k/aYSklPsBnTE51U4sbWZbyy4hpyoGJIj7JTlFiGNRYfOOQB4/Cp76vt57J8Xk5sRTWqSnZvXFyGmWUITfgBPQGXP0BAPfmM5mdmxJKdGcv0t00HVDClVfV6Fsyc7+eeHl5ORHUNKWhQ33jETr9sfdn1VJ9p56PMLyEqPJi05krtums5Y71iY79L5bj73wBLSMqNJSY/ijrvn0ts9avT5FOqr+rjv/oWkpUeTmh7Fp++ZS0u7I8zX1DTEPXfPJS0tivS0KO67dx5NVyA6Pp9Ce9swd90zj9S0KNIyornvS4uovdgb5uvrG+W2z8whJS2K9MwYPv+VJVw81xV2H84RLzffOYuUtCgysmL44r8s49zpLmP/+XTk6fpbZ5CcGklmdgwPfH0Zp092hPWzKApcd+M0klMjycqO5avfWM6x052GGg5er4LdJnNdWQkpSXZys2L41kPXcOR0h9HnU0jsM7GlOJ9UewR5sdE8sWIRhz4c92noOzEp2bFsWFtIcpKdvNw4Hn/0Wo59NP6xennH4fiRNiY1qUn942oS75nUpD5GIw4Pv/23ozQ1DpKSEsUXHlhMSmpUmM8x7OY3vzhCa/MQqenR3Hj7DMIYCS5v4SuofgXFr6B93O6jpqF6A+ANoAZXk8PCaaAJAm4R3CYJl/g/yVag6O1qfhXVr6KpV4+nCjBmFhmzyYyZPm49QEMRBEZNImMWCbcsonH1AkKaqqF6FfAEUDxKGF5yWbInQGLDENKgixizjPAxK5GiR8HeNUpg2I01IRLi7QhXaVtVNRRFT0MZCKihQ9JhPkVF9StoAZVAcNJ9pU0A1IAKXgU8CmpwdfVKo4CAomiofhU1oBDwKZiuwi4JgoCvW2V0t4rbo+BZqEBCeMcIgE+EEbuMxyToz+Mq9yAgENDAL4BPAJ969U4WBAgEFJSAFkqBedV4Amg+BXHMh6RoaN5AGM51+T6UgIoS0FBVNQwvmRhP8etjXkPPXHO10SII4Fc0/KqGIAgEVDUMNwMdObscTxRF/dlcNZ4QHAP6vysB7arxJraraRp+RfnYfvGj4ZUEVFEgEG4JGvWPdyWgEhBVAor2sf0njPkwO7zIXsVQZM8gDYRKL/JRF7LNBOkf2zI+TcMrgIxGQA3/rdQARVX5j/88walTnURGmrnvvnlMKU3+2JiTmtT/rdKu9kd4UpN4z6QmdTWpqsa3H95GV+cIiqIhiHou/B/94npstvFiOaqi8s2vfkBfz2gI24mKtpCQEklrs54xRzaJpKVF4XX5Geh3oaq6LybWSkycLZQxx2QSSc+KYXTIjWPIE/LFJ0ZgjrLQ1TlCIOjLzomjw+PDMaKjMpIokJQYgSyLdAeLS5lMIoW5cQw2DuF06tiOJAmkpEbhNon0Bw/amk0SxYXxtLQ5GA1iO5IkkpEexbAo0D/sDuE90wsSaK7pC2WVkWWR7IxofJ2jOC77zBJTZ6ZSe6kXl9uvF2qSRXIL4ukc8TAyIWPO7JmpVJ/sCGUIkk0ihcVJ1DndOEe9qKqOKiyYkUr14XFUxmQSKS5Noq1pCFfQZ7ZIzF+cbcgkZDJLlM5IpaplSN+NUDUsFonFi7I5fqTFgGvMnJlKzbnuEAZktkgsWZ7LkSuwnVnzMrhwtguPZ9y3bGU+h/Y3GhCTeYuyOHOiXc+EE/StWFvI9glVec1miYWLs/mgZwT3ZazDJHLjrHR2H2rGO6EI1aoFaezp7ZuA90jclpHK4T9egfcsy+Xo3ivwnqtl1lldEJb1ZtWWUnZOQG8sFonVK/I4dAXusnbzVfCe9UXs33UF3nMlKmORWLWxmN1XFOJat76I3XvqDThT2eoC9l2J91xRFOxyMa29242+leuNReSuiveYJZavK6RiYh9czrp0RRtL1xTw4aFmw3hZv6aAfRPuzWKRWLosl8OHjONlZVkxuysaDXjPsrkZnLhiXC3dUkL5oeYQtmOxyCybkcqxY8bxsnRDEeXH2nSfoOM9i0qSOHGmM1Q92mKWWDcvk8MHGvEF8R6rzcSU2Wl6fYEJ1/Lc98vIyIhmUpP6c/T3jvfsP/L9T/oywhRnuesT7zPpqaee+kQa/vWvf/3U/fff/4m0PalJ/a/U3zfGe3+6ML6CqekHYEumJJOcMr4S3d3tZPu7l0Ioj6bpq5Gf/+IiIux6Ia7ZczK4/ubp7N9dZ/AB3P/gUiwWGVmWmD0/g43XTeHg3gaDT1U0vvzwMmRZwmQSmbsgi9WbSqg43GLwBQIqjz50DQICZrPEonkZrFmSw9FDraEDhlow48ljj61ECU6AlyzMZsmiLI6caJsQT88A8uwj1+ILqNisMivmZ7FoWgrHT3XgD/aLqmo4x3w8+8xa3G4/ETYTS1fkMXV6KqdPtofQJVXVGB52870flDHm8hMRYWLF8jxKcuM4e6ozlB9fVTUGB1y88PxGnKM+IiNMrF6WR0FKNOfOdIRQI1XVGOh38f2XtzDi8GCPNLNyfTFJKVFUnukMoUaqojHQO8oPfrwZx7CHqCgL69cVERttofJ8dwg1UhSNvr4xnntxM44hN1HRVtZvKsEWYeLCue7Q81IUjYH+MZ55cSOOIQ/RsVY2XjcFBLhU2R0aF4qi38d3n9/A8JCbmFgbW26cyoimcbGmz+AbHnTz0oPXMDjqJTHKwj3X5DE27KGyaWjcp2oMO7y89JmFDLp9JNkt3DO/AOeFAerrBgzxRkd9fOPbqxgZ9hCfGMHNd82mtWmI5oZBg8/t8vHQYysZGXaTkGTn1k/PobphgJaWYYPP61d48GvLGBn2kJgSyR33zOXC2S46Wh0Gn6KqfOGhaxhxeEhKieTO++Zz6kQ7XR1Og0/U9N+PkREvKSmR3HPPPA4fbaW7Z9TgM5kl7r13Ps4RD6lp0dx9/0IO7aunv3fM4Iuwm7jjnnmMOr2kZkRzzz8vZv+uWgb7XQZfdKyVW+6azajTQ3pWDJ97YDG7ttUwPOQ2+BKTI7nu5umMjfrIzIrhnx5YwgfbqnE4vAZfRmYMGzeW4HL5yMqJ44sPLOG9P11k1Okz+PLz4lmztgiX209Odixf+eIi3nvtHK4xv8E3pSiB5dfm4/EGyM2O5V/uX8TrfzyH2z2+uq+qGnOmJrNkUTYeb4DC7Fge+dx8fv/meQMapGka8+ZnsmBOBj6vfrD7K/+yjFdePWtAnEAgMTGC4uIkJjWpP0dPP/1011NPPfXrT/o6rqZ///VPn7r3n9Z80pcRphe+96dPvM8m8Z5J/V1peNDFz1+ooKlhkMgoC1/82jVMm5X2V2+3p3eUl14+RHuHg/g4G1+4b35Y1hZV0xh1evnW17fR1eEgPsHOPZ+fF+5TNVwuH+fOdtLT5WR4yM2MWalX9Y2N+jh/rovenlGGRzxMnfExPqeXytMd9PeNMerwUDQtOawwlaJqDLr9VHSN0DfioavDQWF+fJhPVfWJZtWJDoYGXQSGPORmxYRnx1FhqG+MhkMtDA+5kbtGyb1xatimqaZq9PeMcelMFyPDbvyeAEnJkeEMkQZ9XU5qj7fjHPEiOX0krisMR2oE6G5zUH+kjdFRHxanj6Ur8q6ahaijbZhLwYPFgiAwf0l2WPYjSRJpaxqi+nQnbpcfs6oX+rqy8JgsSzQ3DnCxsgeP24/ZLDJlRiqSKBiKXZlkkfrGQc7V9uHxBJAizZTkxyNJogFzMZlEGmr7qTnfjdcTwG41kTwlEUkSDEW2zCaJpuo+Oiqa8fkVqpx+YnNikUSYmLzFbJKoudhH7R79o+vMAKQFsylNfHZms0TtpV6qLvSgBFTiEiIwW67is8hUX+yh+mIPiqKRkBSJxSJfNd6lym6qL/agqRrJKZFYrbKOwVzhu1jZTVV1H5qmkZIZo/uukMUqcfFsJ/XBj6QL6dFX9ZktEmcru7hU148gCGRVdmO1mowmQV8RP3+6g9pLvQiiQF5BFxaLfFXfuVMd1Fb1IYkCBcVJWCyS0Sbo93G0to+TfaNIkkhO0+BVfSaTyLkzndRW9yHLep0M8xU+UdR9F4630Xy2C5NJoqE0CbP5Sp+AbNKvr+FiDyaTRP205Kv6JFnk9Lkuamv6sZol6qalYjZJuD3jHweSKCIJAqfOdVLVOIDVKjOvaRCTSTJM+iVJwGz+ZKYBw0NufvbihzTWD+jv+geXMGN2+idyLZP6f0/ax/Kz/9iaxHsm9XelJ762lY7W4dDE12yR+P5PryP5Kiz9X0qqqvKVr21lYNAVmuzYrDLzpqZw9rR+WM9slsjJi6OvdwzHsHvcF2Fi2tQUKs91hnx5hQl0do0wMuINTYoiIkwUlyRRVdltKLrV1DzMqHN8BTEyykJ+Tgx1VX16PItE6fQU6moHGBsLriAKEBVlIbE0kbpgcS6LWWLm9BQO948xFvzjLwgQH2lmhlej+bLPIjFrbjrnz3aFkBpBgLh4G/bUKFrbHPj8um/h3HTOf9QWQmoEUV8VlJIiaA8W57KYJa6Zl8m5fY2hTDiiKJCcGololujpcuo+i8SSZbkcnZDZRBQFUjOiUYC+3lECQd811+ZzqKJx3CcJZGbH4nH7GewPIkkWiWvXFHJwAsIhSQK5+fE4HB6GB93jvnVF7J+ArMiySH5RAj2DbhyO8SJe69YUsW9HjcFXPCWZjrZhRp0+FEXVEZPNJQYERpZFpk1Lob2mT884FIy3fmMJe7aNF8kymUSmzkvnbOeIXiMgmMFoy9pCtk1AW0wmkbmz0znS7WTM40fVwGISuW1JDh/sbTAU8bpmeio1h1vGkSSzxKayYsonFDczmyXmL83hzPE2QxGvMETHLLHw2jwOn9SzGl32bVxdwP7ttYZMR0tX5nHkw+YQRmW2SKwqK2bf7vpxn0VixaoCDu5vNPxs1Xr9eXgn4DPXri1kz8Gm0M8uF+c6sL/BgM+sWV1AxY5x9MZilblmZZ6OVoXiycHiXMaiW4uW53KkosmAQq3ZVEJ5sIjX5Qw309cUcvC0MRPODSvy2L1tvDiX1Wpiwaw0Tl6B3kwsziWKOlIzY0YaZ060h3bbzGaJDVtK2RUs9iWKArYIE4Vz0jhzriu022Y2S2zeUMSO4PVdTt2bPS2Fc1W9od02s1liy8p8duyrDxXniow0U5wSxaVLvaEPUbNZYt26QsqDBe0kSSQ62sKLP9xEZKSZv7WeeHgbbS3Gd/1z3oYc2wAAIABJREFUL2+56rmpSf396e8d79n30bOf9GWEKd76mU+8zyZX+if1Z0nTdHzAZpWRTdL/2mczfWzO9su+MacPa4QJJaAYJvygH3irq+4jKSWSUacXW4T5fxrvz7kP56gPe4SJwUE3I06vYXVTEASWrylgxqxUqi70kp0bx6y56Tz17V1hK+JrNxUzY3YqtVV95OTHM3VmKt97stywCqoBW26axqw5adTX9JNXmEBhaRIvPLPPEEsJqNx812waavppqhugoCSBnLx4XnrugCGY36/wudtncr6mn6aWIUqKEkjOjuXw709PuEdweRU++8BSLh5vp6V5iClTk4lPiKDyXLfBNzrq41v3L+TY6U7a2hxMn5ZETISZyqPt4z5VY3jIw/PfXcuh4620dziYOT0VuyBw/kBTyKeqGv29Y/zwVzdycH8D3Z1OZsxOAw2OH2w2+Lo7R3j5Nzezv7yeni4ns+al4/MqHP5wQjxFo615mF/8582U76ilr2eUOQsyGZvwUQU6ItFYP8DP/+tWdm+tZqDPxdzFWQz0uwyHnAMBlfqafn7x/93K9q1VDA66Wbgoi+52R+jg52VfXXUfP/n1Tex4vwrHsJuFS7JpbB025GMPBFRqavr46ctb2PF+FSMOD4uX5VBzsdeQ3cXvV6mr7OUnv7ie93fXMjbqZdnibE5X9hjQDL9fpbq6j988vY63DjUx6vazfm4mh0+0GXw+v8r5xkF+/MNN7NxejcftZ/nKfA5O4MwhWODtUg/P/Hgz5Vur8XoDrFhTqFeYvcJXf6mXHzxXxs7dtfh9CqtXFbD1jfNhBbvqa/p56qVN7N1eTUDRWLmuiDf/cNbo8yo01PXz1Atl7NlZg6bC6g1F/P6/ThkLdnkVWhoG+d5T69i9px5BgPVrC/ntvx8zXJ/Xq9Dc6uCJH5Sxb1ctsiSwZmMp//bjg1dk0QnQ0e7g289t4MCuWiSTXnn3589XhGXv6et28tjTa6nYW4/ZLLN+cylP/utHxoJdPoXuEQ+Pf3sVByoasVplNpaV8P0ny8OyBo04vDz6xCoOHmgiIsLEhs2lPP2tnYbx4vMpeDwBHn58FYcrGrFHWii7bgqPfHtnaMJ/2aeo8PDXl/HRkVaiosxs3jSFLz+5OzTh18eLgsks8ciXl3D4RBux0Vau31DMVx9637DzFAioREVa+OpDSzl2rI24OBubN0/5RCb8Pm/AMOEH/Z1bW9U7Oemf1KT+ipqc9E/qf1v9vaM8/9ReBvrH0IC77p3H+k0lYb6ebifPfW8fQ0FW9p775rFmbVGYr7tjhBe+W87IsAcEuPv+hYiiEIa3eL0BHvriOzhHvAgCfP6fF7NsRd7/8X00tgzxzMsHGXP5EUWBB+4JR3QUVWVk2MMbr57D7fZz6kQ7cQm2EHse8ikqw4Nu3vzDObyeAKdPtBMbbwvLZqIEVAb6RnnrtXP4vApnTnZwz5cWhvkCAZW+7lHeee0cfp/CuVPtfOYLC8PaDQRU2judvP3GeQIBlfMnO/j05xeEKtaGfIpKa+swr+ysRlE0jjX08/lbZ6IqV96HRmPjIO+/eR5F0bh0poM775xtwFpA3xWpq+pl26vn0FSNuuMd3PqpWWGZgzTg0oVu3nv7EpqmcfFiDzffMiOM+BEEgfOnOtj6ViVoUHOhm823TA97ZrJJ5MSxNj549xIANTV9bNxUGlbwzGyROXaohe3v6L66mj5WbyxBFEWYUKzFajNx6EAj29+tQhCgsaaflavzkWQRRRmfoNkiTOw/0Mj7u2oQBIGaliGWLcsNwyQibCbK99bzwe5aQKCh3cGSuRmYTJJhwmePNLNnew0H3r0IgkB3VT9Tl2ZhkkXDRM5uN/PGsVbeONWOANQOuVmSFIksCYZnHBlhYscHVezZWYsgQFf7CAW5cUiSaPiAiYyysP2di1SU65Pqnk4naVnRiJIRXYqKMvPuB5eoONis+/rHSIuyGH8vBYiKtvDBm5UcPdSMAAz2jREVbTGgQYIAUdFW3nv9PCeP6lVkHQMuoqIsCKIQSrUqBOP9bmcNx4PIT09AJSrKekU8gehoC2//4SyVZzrRAKfTR3SM1YAaiaJ+H2+9coaqym409GJ5kdEWw1gRRQF7pIU3Xj1LbVUvWrCAV5TdTBfj5wYkSSDSZuL3f6qktmFAPxcT7NOBCecGJFnEbjfz+u/P0FQ/qGcPUTXskWbDuQFZFrHaZF575QytzcNoaIiySITdjHN0/DyASRYxWyRe++N52tocgIbZJGO3mXBN4PxNsogsi7zyxnk6u5xoaNgsEjabyfBxJcsigijw2qtn6e0ZRdM0Iu1mrrt+Kn9rySZJH3sTJ/3ofTqpSf3/lcZk9p6P0+RB3kn9b+t7T+ymq8uJqmhoqkb1hR6mzUglPtFu8D31ZDm9PaOoql7N9OKFHmbOTicuzmb0PbKdgf6xcd+5LjbcMJXmhgFAwGyRyC2I5+SpToYG3SHf+TOdLFicRVS09c++B0VR+fpT5YwEi1UpisaZC91sWJVPa5t+gNFslpk5I5WKXXU6rhFMAVl5tpOVawrpuOyzyMyZl8GebTW4xvTMMIGASuWZLpZdm09nxwigYTbLzF+Uxc73q3C7AiHfhbNdLF6eQ3enM+Rbck0O2/90AY9b9/n9KhfPdTNvSTa9PaOg6b5rVubxzvtVobz3fr/CpcpuZi7IpHtIx48sJonN8zJ5+08X8PqUYJVOhcqaXuaUpgQnLDpisnp9EX966wK+oM/rVaip6aO0NImhQTegH6xcX1bC23/UP0hUVcPrCdBQ109BUQKOYQ9oYDKLrL9uCm+9Xonfr/s87gDNTYPkZMfiDB6INJlFyq6fwjt/PI/fp6KqGm63n642Bynp0aEDkSaTyMYbpvD2G5X4/UGfy09PzyiJCRH6gUhBn/xsvGEq775xPuRzufwM948RFWvVcaagr+z6Ut59+yKBy74xH84RLxE2k46sCAImWWT99VN494NLoXhjYz48nkBw0h9AEARkWWRDWTFbt1bh96vBXS4vATQkRcXvV0K+VRtL2PVBte5TNZwjHmTAKwoEFBUh2O6KsmLeONGGX9HrFQy7fFgiTChBzEgUdd/mWens21lDIKDXIXAMe4iKseIOFkATBAGTSWLx8hwOlNeHfMPDbhIS7TgdXlRNzxJlMkvMXJbDgYPNId/QkJvUjGgcfWP6IXVRwGySmDkvg48qmkL1DwYHXGTnxtHfNwaaniXKZJaZOi2F44fG4w30j1FYlEBP8NCuJAlYLDKZs9M4dK6LgKKhadA74GLKlCR6Wx0IQtBnlcnPiOX08fZQvL4eJ9PnpNHZNqL7ZBGbzURqegznT3UQCOjxerpGmLMgi/aW4ZAvIsJEbJKdi+e6Qr6uDgdLFmbR0DWiPzNJJDLCRKxV4kJVH0rw+to7Rli2LJfWhoHQs42KsiBLUFvVh6Lo19faMsSK1QU0NQwgiAKySSQqxoqiQX3dQMjX0jTImrWF1DcNhsZAbJwNz6ifxsaBULuNTYNsWFNIXcswAgImk0hifAQjgy6aWodRVN1X1zDIxvXFNNQPBMeASFKSnd4uJ+1tw6F4tbV9FBUlkZz8ty3YJQh6lrNLF7ohmHggryCeW++cFfYhP6m/T/09H+T91a9/+tQ9n1/1SV9GmH74vXc+8T6bXOmf1MfK6w3Q1e4gKtpKfGIE7a3DBrRF0zQa6gfIzImjq3OE6GgLsXG24GTXqKaGAdLTo+jqchIdbSUq0qxn4ZiI1IgCqWnRPPTYSs6d6iAlNYpFy3N58AvvGGKJokBz4yCx8RF09o4SH2MlPtbGx8nl8tHdPUp8vI2AquGZsPoF+oRi2vRUppUmceFSL9lZsUwtSeKJk53GdiWRufMzmTothaqqXnJy48gviOf8yY4rfAJLlucydUYKtTX95OXHkZkVy9nj7QafIAqsXF3AtBmp1NUPUFiQQHKynVOHW4w+YMPmEmbMSqWxfpCiKUlEx0Vw6Ip4mqpxz4p8FhYn0tg6zPTCRKJMEkf3NQDj96yoGrd9Zg6z56bT2jLM1GnJiLLEgYomg8/nU7j78wu4cK6LjjYH02amovhV9u+uNbTrdvn5pweXcvp4O13tDmbMSWfM7UeUjH+8R0a8fP9Hmzh+qJmeTicz52UwPOg2HtDVYKBvjKd/vJlD+xtCKE9396ghlqbpO0rf+93tHNhdx0DfGPMWZ9HWPBxaQb7cJx1tDn79+p3s3VHLQL+L+YuzaKgfMOyeqKpGW+swv/n9HezeUcPQkJvFi7O5UGUs/KSqGq2tw/zm1zezc1ctjhEvSxZnceZMp2FVVVE0mpuH+OUvbmDP9hpGR7wsXpHL0cMtBgRGUTRaGgZ5+Vc3sr28DteYn+XX5PCnyi5Dwa6AolHd4+S1x1ezdX8jbrePVUty2P1elaHdQECluXGQ7/9sC+XbavB6AqxYW8B7r1caEJiAX6WlYZDnfnYdu3bV4PeprFyVzyuvnzfE8/tVGluG+f5Pr2PvDv3j4tq1hbz62xNGdMmn0No4yHMvb2HfrloURWX1+iJ++/Mjhv7z+xTamob4wY82s7e8Dk2DNesLee6/TuGbgLZ4/QpNPaM8/+JG9u6pRxAE1q4r4mfP7cd/BaLT2TbCsy9v5kB5HaIksrashB8+VW5EZbwKPZ0jPPPjTVSU12My6Wcanvn2boPP61UY7Bzhx99exb6DzVjMEhvXFvLoU+WGXTmvT6Hf4eGpH5Rx6EAjFqvM+k0lPPbVrQafz6vgdHj47g/KOFTRiC3CxIZNpTz84PuG8ef1KnjHfDz73TUcOtSC3W6mbEMRX3nwfcOhb69XQfMpfP+RFRw63kp0pIXNa4v43EPvGVbNfX4FJIHvPLGao0daiYmxULaxhH+67y3UCZt8SkCloWGAwqIEujpHsEdaSEoyLuL8tbRmQzFZOXHUVfcRG2dj8bIcRGmyXuikJvXX1OSkf1JXVVvzEM9/pzxUaGblhiKioi2MTEhbJwYRgge//G5w9VphQ1kJEXaTIR2dIAp4fQpffuA9NE1f5d6yuRSLVQodJr0st9vHqz88gaaBElAYc3qD2U7GPZoGw+4A931zBwLgD6jcdf1UbikrDruPixe6+dGLH+oFfwIKt9w+MwxFuZyG8dU/nEMU9YnTp26biaqGIzrdXSO8/rvTiKLIAUXljs/MMWAUoP//jrZh/vC7M0iSyP49Knd+ZjaBgPFjIxCcUL36h7NIksjeA418+s7ZoTSXl+UP6Az16/99GkkS+XB3HXfcNy8cIVJUzlf18upblUiSwMHddXz2jpmhCr0T7/f8yXbefOUMsizx4Z567rh7bth9aJrG8Y9aePu188iyqPs+OycMhQKBgwcaeefNSmRZ4kBFI7ffNTus+JgkCezbXsPWP11AkiUO7mvg5rtmhT0zk1lixzsX2fleFZIscnhfAzd8KnwF0GYz8d6blZR/UIUkSxza38gNt8/QJw5+I9ryxu/OcGBXHZIscuRAA5tumY4sSyjK+PiLirbwn388y77DzciSyJ4zHdy0phCzWTJMhKOjLfz2ldMcPNqKLIlUHG9l8+pCLBajLzbWxn//6jgnj7YiSQJHDzVz7YYizGYjGhQbb+M/fnmUsyc7EEWBU/sbmXnbNMyyiC/4jAUgMcrCL//9OOcudCOKAicOt7B8XiaySQyNGUGAuAQb//7yYaov9OjxjrYye8FVfEl2Xvr1MWoaBhAEOHyph9nFicjyeBYiQRBISLDxrz86SGNwVfvMqQ6Kr/CJokB8QgT/+sMKWpuHEASBylMdZF+BGomiQFyinZd+epj2Dj3l5+mLPaTkx1PXoq9UA0iiQGKclRd/epjObidocK66l5QkO61NQ6ExKMkicQk2XvzxQXp7xwCNytp+EpLsdLWPGHyxCRH89LkKHU/UNGou9ZKYZNdRl6BPlkViYq385LkDDA/pu4vNld0kxkfQPzB+0N8ki8REWvjx8wdwBmtlNDYMEp9gY3jYHVrMMJlE7FEWXnqxIrRr2Nw6THx8BM6R8XepySxhtZl4+bkKXG4fiqLR2TxEXJwNl2v8XWo2S5jMEi/85BAer14tu7NzhLgYG9294x/GZpOESRR4+fkKfL4ASkCjt9NJTKzVgCTJsgiaxkMPvBcs2qawclUB935ufli2rL+GikuTKC6dTBc6qb+0tMnsPR+jyc/qSV1VP3+hglGnF4/bj9+v8GF5PWVbSrFYZGw2ExarzNTpKezYVcvYmA+324/fr1K+u5brr5+GOciUWiwys2al8f7WKlwuP253AL9fZfuOGrbcPhOzRf9jZ7HIzFmQyXuvn8ft8gfbVdn2zkVuunU6ZrOE1SZjscgsXJLF77dV4/YEcHkC+AMqf9xaRVPbsOEeAgGVH730IR5PIHR9b79ZyR1bpmA2S9isMhazxOplObz6h3N4vYHQ9b3+ViXX36K3a7PJeoGj9UX88Xen8XoVPZ5P4fVXznDdLePXZ7ZIrNtYwh9+fwafb9z32itn2XzTNIOv7PpSXv3D2ZDP51N49bWzbLhxSrBfdN+mm6bx+n+fxu9T8AR9r//XKco2FI9fn1nihhum8upblfj8Cm5PAK9P4fevn2fDynwsE+739k2lvPXqWfx+Fbfbj9cT4PXfnWblqgIslvF4N988XUdv/Pr1eTwBXn/lDNdcm48l+NzMZokb75jBu29dCMXzuAO8+YezLFqaHfQF4906nW3vXMTvV/G4/bhdft7943nmLsrEYpX1eBaJG26fwa4PqvD79ft1jfnZ9lYls+akBX16v1x/41T2bqsJxXON+dj5/iWmzkw1xCu7YSoflteH4o06fRzYWUvJ1CQsVjk0TldfN4UDR/TaB25PAKfTy55jLRQWJmK1ythsMlarzMq1hRw+3hbyOZxeDp9qJy8v3uBbvjib08dag88tgGPYw/kT7WTnxgV9Jmw2EwsXZ3P2VEfogOfwkJv2D5vJS4okwixht0hEWGTWpkRz7kJ3yDcw6Ka2dYi0YMpLm00mIsLMlNJkqi/0hHz9fWN0tTtITo3CatP7xR5pJmNaMtX1A3h9Ch6vQnffKL0OD0mJEXo8q0xkpJnspEga6gfweRW8ngA9XU7GXH7iEiKC8WQioy3EJdppaRoK+braR1BUjdh4W6jd6Bgr5ngrrW3D+uq2V6G9w0GkqhIbZcFmlbFZZOKirdh8Km0dI7rPp9DcOowtMYKoGEuo3bh4G24NurqceL0BvF6FxsYB4tOjsUeZQ76ExAicDg893U68ngA+r0JjbT9ZWTHY7UGfVSYpJZLe3jH6ekfxeAL4fAo1VX1MzY7DHmHGZtV9qSmRdNUPMNDvCvkuVXYzdVYaERH6c7VaZdIyYqhtGGBw0B3ynT/XxewFGbon6MvKiuHC+W6Ght143AH8PoUzJ9tZuigbm218TOXmxnHsXCfDIx7cngA+v8KRk+2svCYHq0V/ZlaLTEFePMcONDIy4tHj+RWOHGphzZrC4JjX4xUVJ1FxoBGn0xt6R35Y0cjZs50f85dhUpOa1P/NmlzpnxQAQ4MuGmv7sUdZKJmaTF+PEadQFBWTLPHNZ9Zy/FgrCQkRrF1XxN2fed3gUzWw2mQefXINR853kxIfwfqlWdxz71sGn6ZBRLSFh59cw5kT7aSkRbFoWQ5fuftNg08QBOLibDz82ErOnu4gLT2aeYuz2PXNnQafKAq0d49isZlo7HCQHBdBUqTZsDUOes727JQovvmVpZy72ENOVizTCxM4uK/R4JMlkZzCBB76xnIuVnaTmxdPfkE8B3bXGX2yXhn2gW8s59KlXgoK4snIiGHvnnDftJlp5ObFUV3VR2FxIokpkezYa0RvJElkzqJscvLjqavpp7g0iZgYK+Vbqw1YgyiKLF+aTX5uLA31g0yZmoTZbkbeUx+qygn6Lsv6FfmUZMbS1DjI1OkpSMBuWYSJRXo02LSphPzCeFpbhpk+IxXFpyBd4VMVjRtvm0FBcQLtbSPMnJPG2KgP6QqUxx9QuePTsykqSaKzw8HsuRkM97vCcuh73H4++4UFFE9JoafbyZwFmfR0jiBckb3fOeLli19ZwsF9jfT1jDJvURZtTUNhuzZDg25e+tVy9u+qZ6B/jAVLsqmr6QvbxejrHeP5f72BPTtqGBx0s2hpNmdr+w27LBrQ0+fiJ7/cwI7yWhwOL0sXZ3FyQkVT0MdyV88oL/zyBnZur8U54mXp8lyOVTQZVv41VaO70xnKLjQ66uOaa/M5sLfegMqoqkZP+wj/9uQaPtjbwJjLx+qlOWyfkILysq+jy8nPfriJXTtq8LgDXLsqn/feOG/0KRqd7SN8/2db2L2tBq83wLVrCvnd2xcMY0VRNNq7nfzwmXV8cKARf0Blw7JcXv3344axFwiodLQ7+O5LG9m7rQZF0Vi5voj/+MVHYb6u9hGeemkje7bXoGmwuqyIn/ziqAGp8ft130+/eS07DjQiCLDx2gJ++OODht0sv1+lo2dUzxpUXo8kCqwrK+bZ7+8P83X3jvHUi5upKK9DkgXWbSrl2cd2GpAan0+hv3eUp18oo2JPfTCNaSnfeXSH4b3h8ykM9o3xwyfXcGBfA2aLTFlZMd/8l21GpMan4Bj28N3nyzi0rxFrhIn1m0r4l69+YPB5vQrOUR/ffW49hyuaiLCbWb+phIe++I4BTfN6FTwuH08/vY5Dh5qJjDSzsayY+x5834BZer0K/oDK9x5bxeEjLcTEWClbX8QX737TgE/6fAEEDb7z3bUcPdxMXJyNdWUl3He38R0eCKi0tznIyY6joX6AqCgLJVOS/iYr/wC9faM0B3c5CgsS/mbtTmpS/wianPRPitpLvbz0zN5Qho7SaSkkJNkNE39JFvGqGs/8YH/QB5VVfcTHRzA4ML5dLAowIsDX//uU7tM0Tnc6iI624nB4Qj5BAJfTy4u/PYEkiaiKRk11HzabibEJGSw0TWNo2MN//iboU1Ua6voxm4yFkFRVo2vYxYvPn9NxIFVj3YJMJFFgfHNc/3hp6xvjtW3VyKLuW788F66YZAYUldbGQd5/60IQT6hjbVmR4Y8y6MhPbf0A77x3CUkS2L23nrKykrCsN4GAyqXKLra9cwlJEtm3s5ayG6aETUYVReX0qQ62b61CkgTK99Zz3fVTwlAeVVE5eriFXVurdYRoRw1bbp0e7lM1DpXXsXd7DZIocmBrNdffPiMsGxBo7NhVy959Dfp97KnnlpumhvlEUeC9dy9SUdGIJAqU76nj5lumh7CMyzLJEm++do4jh5oRRZG9u+q4+bbpYYXCLFaZV/7zFCeOtCFKAnt21XLz7TPCMi9ERln4j58f5ezJdkRRYN+OGm68Y2bYhCAuzsYvf3SYC2c7EQSBfTtqueGOGWGFsxISI/jJ8xVUXexBFAT27qhl86dmIJtElOAEXACSEyJ47uWD1NQPIIiwY38DN20uNSA/ggApyXZeePYAjQ0DerxdtWzeMgWLRQ4x/IIAKelRvPDkHtqahxBEgf07a1l/vb6zc3niL4gCKalRPPdEOZ3tDgRB4KN3L7HqulIDGiSKAumpUTz7ZDk9XU4EAfaV17F6dUGYLy0jmqcf301/75jeL3saWLy+ELNJDLH0kiSQkRbFQz//iH6HGwGBD061syU3AZNZCk3oJVkkPSOaZx/diWNYz0pTsaeeuQszqb3UF8pWJMui3u4jO0K1KA7uqadkcRb1jQOhib8si6SmRfPNZ/cyFkRZDhxsZnp+As2tw6HnZjKJpKVG8vh3yvF49HoDBw43U1AQT2fnyASfREqynacf3Y4v2PcfVTSRmRVLb9do6HfOZJZISIrkmUd3BK9F4+jBZtIyohnoHwtN/M1mifgEG898YzuBgAaaxqkPm0hLjwohQJd9MbFWnvnWLlRVQ9M0ThxpJTUtCmfwYPVlX5TdzDOP70bT9HfcqePtpKZF0dgwGHrHWCwS1ggT33l6DwCaCifPdJKabKe5zRGa+FssEmZJ5Omn94SyHZ093UlSSiQd7Y7QxN8cLFj23JPlCIL+bq4820VSkt1wZkaWJVRF45GHPgi9w6dNT+Frj14bVtDuL62TJ9v52c8/Qgpm9lmyJIcv3r9wcuI/qT9bk9l7rq5JvGdS/NuPDuL1BHC7dNSj+mIPqzYUYY80Y4swYTJLLFudz9bdtUG0JYDXG+D8hR7KNpVgt+vb2SaTxJq1hfz3kRY8fgWXN4DHp3CkupeNt00PbXubTCIbNhTz/pv64UK3y4/XG+DUsTZu+NQsHXuI0ONtvGEK77xZGUJgvF6Fo4dbuXtLKTarTIRVxmQSuaWsmN/vqsXrV3AF0ZbyE+3c+tk5ISTJZJK46Zbp/GFrFT7fuG/3wWbuumtWEG3RfXfcMp33JrTr8yns2VnHHXfP0dGl4PXd8unZvP3uxaBP377fuaOGOz47R0dvgv13+12z2Pr2RUO8He9Wcdeds4KIjo7K3HnnLLZ9cMkQ7/33LnHbZ+dgCsYzmyVuv2cuOz+oNsT74M1K7rplOiaTSITNhMUsce+tM9izTS/AdBk1eu/189z8qZmYTHo8i0Xmjnvmsndfg6Hdt96+yI23zxj3WWVu++wcKg40BuPpvj+9dYHrb56m+4K4wq13zuLIoeYQCuXzKbz95gU23TAVk0nEFhwLN35qFieOtOlolcuPz6vw7psXWLelNNSuLcLEdbdN5+zJ9tA49XkVtr19kVVlRaF+ibCb2HD9VC6c7cTrCeBx6+Nqx7uXWLYmP+SzR5pZvbGEqgs9eryg78DWGlYszsZskkJoy5pluVTX9+MJol8eb4C9HzayZH5myBcdZWHF3Ewa6vtD8TzuAB991MLsBZlBpEtHW2bPz6SlaVBHzlw64nTqSAsz56SHfLGxVqbNTKWtZTiEprlcfi6d6GDzddpPAAAgAElEQVTG1JQQmhYfZ6MkJ47OdkfQF8A15qO6po/iqckhRCwhyU5abhzdXc5QvLFRLx01fRTnJ2AxS1itMskJdmLSo+keHMPt1X9/R8b81Pj85OXH65NQq0xySiSRkRb6+8bwuAN43AGcwYJoWbmxWCwyFqtMSno0kiwwNOgO+RwOD4FhD5kZMbrPIpOZEY0XjSGHjqy4PQEGh92owY8Qq0XGYpHIzoxhzOHF4fDoz8ITYHDQjcUikxKsEmyxSOTmxjLc5WR0xBtqd6B3jOhYK0lBn9kSLKLX5mB01Icn+Mx6u52kJkeSkGgPYWRFJYk0V/czdtnnCdDd4SQvJ474IOJkNktMmZZM1fluxly+EA7X0eagtCiR2DhbyDd9ZipnT3UEcUfd19oyxMxZ6cTEWEPvgllz0zl8oh23e3zsNTYNsXhOJtFBFMpsklg4N4NDFY2hMeDxBKiv72fxilyioiz6O80ssXBxNvv31IfGgNcToKaqj5WrCoiMNGOzyZhMEstW5FK+vTqIO+q+ixd6OHW87a/6d0hVNX7+iyOhd5DXq3DkSAvV1X1/1XYnNal/JE2u9P8DqrV5iEsXe7DbzSxammNYgQf9gKkgCPzL46s4caSFuAQ7azcWs21CwSTQc7aLssTXH7mWE8fbSEqys3pNIf/x3d1Gn6Yh2M08/PXlnDrVQXJyJNeuyGXnWxfDrs1mM/GVb67g3KkOUtOiWbgsh/feqzZ4BAFirSa+ef9CzlR2k5kWxfw5Gbyyv8Hgk0SBqEQ7X/n6Ms5f7CYrI4aZ01N55QpER5IEEhLtPPTgUs5X9ZKTqSM/7752nom53SVZJC09hi98YzkXa/rJy46lMCcW6e0LBlxBNolk5sTyxa8soba6j/zCeNIzYpBlKcyXnxvHl+5fSF39AEWFCSQm2cN9skTRtGQ+98BimuoGKCxNIjrOhmwSDTngJVlkVmkysXfNoblpiNKpyXoRNVk0YBeSJDJ3QSZRURZam4aYMjMVZBFJEpmIGgmCwKJluURGWehoczB9Viq+gBqG8oDGilUFREZb6eoYYeZsHfm58uCtomis3VJCdKyN7q4RZs3LYHDQfeUmCz6fwpZbphMbH0FvzyhzF2TQ0+kMQ3lcYz5uunM2sSmR9PWNsWBhFu0Ng2E1CEadXu68dx5JKVEMDYwxf3EOdbX9YbsijmE3X7hrDpmJdoaHPCxZnMW5S8bsPQDDDi9fvGce2WnRDDs8XLM4m7Mn2g2IDujI3LPPl7EnNw6n08vSFbkc+bA53Dfg5okflFG+rQbXmI+lK/PZt7vO8GzRYKDfxbeeWsvuHTW43H6Wr8hnx7Zqw1jRgr6Hf7SJ8u169p7lqwt4961KI7qkQX+vi2eeL2P3Lh0bWrmqgF/trMEfGO9nVdPoHvbw8qMr2LujVj/oua6I3//6eFj2o/6+Mb7x5Gr27qhFVVVWbSjmNz/7yOhTNAZ6x3j08ZXs3teApmqsX13AS786ZkBqFEWjd8DFN7++nPJ9DQiCwPq1Bbz04ocGVCYQUOnvd/HNR65l/546JFFkbVkxP/xueZhvcMDF17+zmoryOmSTxNpNJXzvWzsNu3cBv4pjwMUj315Jxd4GLBaZdZuK+e7D2w1Ijd+v4Bh288i3V/Lhfr1g1/pNJXzrq1sNSI3frzDq9PLot1ZScaiZCJvMxg3FPPyV9w1jwOdTcLl8PPzEKg5+1EKk3czG9UX884PhPp83wBNfW87hIy1ERVl0lOdL74b5AorGw4+t5NjhFmJibazfVML9d79h8AUCCmjwyKMrOPFRK7HxEazbVELF7nqDTwmoejrWv7BqGwaoaRggLtbG7KnJxjGP/g7q6x9jyl+85UlN6h9TwpV/SP9Wmj9/vnby5MlPpO1/ZJ060c6/vnwITdMQRZHk1EhMmp6tZ2I59E03/g/23jtMkqvM033Dpi3vvffVVd1VXe1dtas2kloOOSSQhIQQVkggGIRAjMHsHe/uzCy799k7d4cZGJBrqb33am/LdHnvvUsTGftHZEVldhaDlsss7Gx9zyPRSt4+JyIy8sQX5/zO7yvmw7fv4NN1JFEkKTWcSVmks2t+WVlVJR7cVcDe92rx+XQkSSQtPYLmSAtdAU4XFkXk2YpU9r1zx88JZGVFM9o9bjhJBLS38/4iDrzr71cSyc6Loatv0u8VP89teaiY9480ovnbK86L5fbQNKMB0iCLIvHoylT2HzI4WRJZUhzHrZbRoCI4FlVi58ZMDhxr9nMCy0oTafqoi6mpeU61SKy+r5CDZ9oMThRYUZ7I7XMdzMzMi4gsFolNazM5fbwZTTPOY8XqNC6dbWd2dt4txmKVWbUpizOnW/2cwJo1mZw71xbEWa0yqytTuXimzfBolwTWbc7h1PGWIPtHq1WmYnkqVz/qQPMn5xu25nLicLBm3GZXKF2axI0r3Wheo73qnfnsP9YclOA6HApLcmO5daPX5LbuLODAobtBXFi4Sk5OLLV3+k0P+Z07Cziwty6Ii4i0kpESTmP9oMEJAjV7itn3fu08JxjSm7g4Jy3Nwya3e08R+96+Y3KCAHGJTqxxDtrbx8x+9+wuZP/Pb81LZQRISo3AYpHo7hw329v1cAl7370TJKlJz4jEo4j09k6YHvf37ynm7f31ZiVcUYDszGg8U24G/BIQURR4aFcBH75zx5T8iKJAXkEsE0PTjA7NoPmM49v1YAn73rljfm+SJJBfHM/QwBSjIzPoPh1BFNjhvy5z7UmySMmSRLo6RpmYcKH7jN9vzf2F7P+gzuRkWaRsaRKtjUNMTblNbuuuAg7urzfPV5ZFli1PoaFugJkZD7rPOJZVD5fwzoV2XP7kS5VFNhQl0HG8GdeMFx3jpXHj1hyOHZyv/KsoIivXZXLtkvHyo/v7WLMpi1NHmuY5VWJVdTYnb/aYkhpFkVi9Mo3jZ9tMqZGqSGxek8HZs214PRoIRn2AlcuSOXOmzUwOVVVi86Zszh5uMuocYMhYli5L4uKZ9nnOIlG9PY8ThxvRNB1BAKtVoWhJApcvdJgvRKrFeBk4dOAuPk1HEMFuV8nLj+H6xS7zRVG1SGy7v4iDH9Tj8/kQRAGn00J6VhS3rvWYnMUisX1PMe8fbMDnM+6V8DArabF2am/1mS86FotEzUPFvHPwrlk3ISrCRny4lbqGgSDugV2FvP9+rfHdSgIxMXacTguNjUPmGG6xSDywu5AP3r5jjvVxCQ4URaItwP3IYpHYfX8R+35x2xzrE1PC8QrQ0TFmvhCpFolvfHszBUXx/Kbi4Ilm/stPrqH7x/CczChGOsYZCpCLqqrEH/1hDWlpEb+xfhfjNxOCIFzWdX35b/s4FoqllZn6oTPf/W0fRkjE257/rV+zRXnP/2HxX//uAm63hsfjw+Xy0tc7wYoNmcQlOJEVY7b3wcfLOfSBMfvn9XM9XeNsWZtJXKwDxc89+VgZH35gJHZer8F1tI/xRHky8RFWVFlElgQ+t7OQfe/cCeA0WlpG2PVwKVHRdhTFqCj5yecr2ff27fl+Z7003x3iwYdLiYyyoigiiiLyqc9U8s7BBlwB7dXeHeK5HQVEOlWjkqUs8sVHS/lg/12Tm3V5uXmnn2cfKSXcqaIoIqoi8vLTS/nwcFMAp3HlZi9PPl+Jw6miKBKqReK5z61g36nWec6tceF6L596rhKHw5AtWS0yL36mipNHm3C55q/LhbPtfPqlFaYsyGqVee5zKzl1sjWA0zh9upXnX6jC6l9qt9kUnn9+OR+dbsXl8uL1+nC7NE4ebuS5l1dgsRqc3aHw6ReruHKhHdes12zv2IG7PPf5lagWCUWRcDhVPvnCcq5f7jI5t0vj8N56XvjMcsMSUJEIC7PwzFPLuHW9N4g7sLeO51+oQlEkFEUkPMLC408spba2f/743Bp799bx6ReWm99ZRKSVRz6xhMZ6QwLj9Rjcvrdv8/TzlciywUVF2bjvwRJamoeDuL3v1vL4swFcjJ0tDxTT0TEW1O/7++r5xNPLkGURWRGJiXOwaVsu3Z3jQe0dfL+Ohx8vQ5KM9uLjnazcmEVv74SxMdLPHTrQwMP3FRnFpmSRxIQwVi5Lon9gyvze3G6NQydb2Hm/wcmKoXkvW5LI8MCUcXwe4/qdPtbE1t0FBieLJKdFklcUz/DQNO65fl0aH51upXpbnsmlpUeSnhnJ6OisyblcXq5c7GB9dY7JZWRFER/vZHzMFcTdvtHDmnWZJpedG0N4hJXJiTnOcPrputzF+vIkJFFAlgSKMqKImXIzNeE2xg23xuysh/a2UZatSEOSBCRZpKAkwSxyZnIzHgZ6JymrSDE4SaR4SSKjms+Qhnk03B4f0zMexsdmKS9J8HMCS0sTGBmaNqRh/u9iatrNrFejpDje5JYtS6a/Y4yZWUO65nZrTE+5QRTIK4pDkkUkSaByZRptLSOmM47bpTE56cJqU8jx249KksDKtZnU1g7gmjUcb9wujYnxWSKj7WTmxpjcmo3Z3LzWjcvlNb+zsdEZEpPDSc+MMrkNW3K5cLXLvKdcLo2R0RnS82JJTY80uS01+Zy82InLPc8NDU9TVBJPSnK4ye2syefEiRbjGvt/44OD0ywtTyIpKczk7r+viGMHG4PG+v6+SVasSic+YKzf88gSjiww1q/fkEVc3PxY/+gT5b/RhN/n0/nxf79qnsesS6OpdYQHHiohKspmjhvPP1+5mPAvxmL8BuNjyXsEQdgB/AUgAT/Wdf2HCzCPAW9hzNte13X9qd/gcS7Grxk3r3Vz5WIn4eEWtu4sYHraHfT/a/7Klk+9WMXFc+1ExdjZtD2Xf/3/rgZzmg8JeOqzVZy52Ut8pJ316zL5p/92OYjTdR2LLvC16lyuXO4iLt7J1iVJ/PSeZVvQkVWJp55fzrWrRiGuyhVp/OPffRSMCcZs1Cc/XcmNa90kJYWzZFkK/PMNAtfRBQGcFokv7ijgxq0+UlPCKc+OQQhWrCCIAmF2hRcfKObOnT5S0yLJz4pGkgQCbfQlSSQsysYTn6qgrraf9IxIMrJjkCUBrzeQE4iOcfD0E+XU1w2QlW2490iyGCS7kGSR2DgHD71YRX3TEHlZ0ST4H9KBS9qyLJKQGMbur66irnuM4uRI4lQ1xEVHlkVSUiJ47KlyWpuGyS+MIyraHiLRkWSRtMxoHvnkUtr9kp+ISFsoJwnkZcfwxEMldLaPUFSShN2phhTYEkWBosI4Hnu4xCjYVZ6EZJFCXHkEAUrLknjwsSV0d09QvjQJ3aPdq+TBp+tUVKUxNuaiv3eC8ooUZmc93Btej48V6zKYmHQx0DdJRVUqwwGbI+fC5fKyZlMWk5NuhgemqFiVxmDfZMiG6dkZD5u25hq68MFpqlal0R6wGXQuZmY87NiUAxMuRkdmWLk2g/rWkRAZwvSUh+07C9C8PibGZ1m1NpPam71B94DJ3W+IFSYnjIJd1y52hdRmmJ7ysOOhEjSnytS0m41rMrhwtDlkY/XUhJv7Hi5BCFOZnvFQvTaTE/sbQs53asLFnkdKzYrD6zdns29vXYi71eSEi5e25JKo6XjcGpurc3jvJ9eDr7MOE2OzPPu5lUREWtC8Ohu35fHT//dKUOEnXYfx8VleemUdETF2dJ/O5po8/uGfrgVt6NZ1GJ9w8dnnqohOcCIgsHNDFn/39xfuKQYIY+MunntqKUcOOxAlgW3b8/nbPzkVJKnx+XQmxl088Wwlxw/dRZaNlY4///7xoHP1aTqTEy6eeG45J44Y7j3bdhXyI//G2bnQNJ3JSTdPPlfJqaNNWGwK23cX8odvHAjhZqbcPPVcBWeOt2Czq9TsLuD0dw4FcXMTEJ98rpLTZ1pxOCzs3FnAwY/agziPf2Lh2aeXcfZMG+FhFnbW5HPoQLA80ePR8Go+nv1UBefOthEZaWX79jw+/EWwfNLrrxb9zLOVXDzbRlS0jc3bcnnnn67dcx4+0OGZ5yq5eKGD6FgHGzfn8P83zl7r5mr9AHGRNmpWZ4Rs/gdQrDJ/89d7GB+fxeEwJlwWYzEW4zcXv1LeIwiCBDQA24BO4CLwpK7rdwKYPOCnwGZd10cEQYjXdb3/32p3Ud7z7x/HD9/lH//LJdwuDUkSCIuwkpQaQX3dgJk8qKrEth35HDrQYHCySESElYRoO013B4O4qifLePtSBy6PD0USiAm3kjPpobVlOMjpYsvmHI75JSWyP9mVHQrtHWNBDhabN2Zx4ngzLpdmzrbKXh+9nWNm8qBaJFZvzuHMSWOmW1FEEpLCmLBI9A5MzS9TqxKbKlI4d7bN355EakoYox4fg0PTZpJhtcisL0nk4rk23C4NRZVIz4yk06MxPDpjJhk2q8yqwniuXurE5dJQVYnM7ChapjyMjrvMHMNuk1mdFsUN/2yeqkrk5sfS0W7IMOZAm0MhoyqV63UDuNwaFlWiJDeG7pu9TAZIjRxOlbD7srjWPcqs14dVFlmeGs34TxuYmZMaCRj+6VnRNNYN4HZrqBaJsmXJ3L7Ry8xcMR/BKCSVlBJBc+MQHj+3rCqN65c7zcJoggARUTZi4wyf9Tlu+ep0Ln5kbJ6d46Jj7UQ4DY2/x60ZdRM2ZHDmQkeQtCUu3oHFItPTPY7H48NikVi3PpPzh+elHqIIiSnh6KJIf++Eya2vzuGkf1PxXHup6ZG4XYbnvNfrQ7VIbNyWx+ET85IkSRLIzIjENTjDyNC0yVVvz+PYgbsBnEh2fgyDQ9OMjc6a3NadBew70mhysixSkB/LYMsIE2OzaJpu1Gu4v4gP7uFKCuPouTvE5IQbTfOhqhI1uws4tLduXlKjiJSWJ9PUMMDUlBufpqOqEtsfKOLg+7UBUhmJJStSuNQ+yvSMB5/P4PZszuXI27eDuGWrUrnQNMTMrAefz5DFPLgph8Pv3QmS1FStTuPqxS5cc5wqsW13YZDkR1UlVq7L5PylDmZnvei68dmOzTkc+7DBdMJRLRKrN2Rx4ZTxm9R147PNO/I5ur9hvj2LZMjQTrSY95BqkVi3u4BDJ1tMyZTFL9HZd6HD/MyqStQsTzXGhznOIrF9YzZHD83LiqxWmfVrMjjt31w+18fWmjyO7jOORRAw7tP1mZz3z5Ib7cls2V3AwQ+Nme45yU/lyjQ+OttmcqpFomZ3oSlXE0WDK69M4dKFDnO/jGqRqLmvkAPvz3ECNptCQWUyl651my+AFlViZ00e+/c1mJzDoZJbEs/Vm714vPPc/ZtzOeBfTZUkg8vMjeHWrb55qZEqsbMmnwN+S1dJEggLs5CWEkH9nf4grmZHPof3zrcXHmkjPtFJU/1gEFe9u4DDfvmWLItERtn4wZ/uxmZT+HXiJ/vq+OlBY9VVkUUSYuzYvRod3ePmWG9RJf7se9tJSnD+Wn0sxv/a+J2W91Rk6gfPfOe3fRghkWD/zG/9mn0cec8KoFHX9WZd193APwN77mFeBP5G1/URgF+V8C/G/5r4l3+8Zj4INU1nasJNWVkiRf7lcYdD5YWXV3I0QPOteX1MTrpYtiaN/MI4g3OqvPiVNbx9qROX/8Hl0XRGJ91U1uSSmxeLKAo4nSpf+NIajhyYfyh7vT5GRmbYUp1DTk40omg8kL78pTUcOdxoJooej4+hoWm2PVBMRk6MoX2NsPKFr2/g+NEmUwPt8fgY7J/iE9vzyUyLQBQFIiOsfO3l1Zw62RLQnkZP7yRP7ikmPTXcqBgaaeXVl1dx/vT8ZkqPW6OrfYxnHyolLdngYqJtvPrZlVwKSGTdbo221lE+++gSUpLCjMQ22sbXnq3k2uXOIK7p7hDPvVhF4hwX7+CzX17Ltdp+M4FxuTVuNw7xmZdXkZDgRBQFEhKcPPfKGjPhB5j1+rjYOcxz31xPnJ9LTArj0y+voql+0ExM3C6N65e7eemVtcTEOUybxqdfXEFr87CZmLhdGpfPt/Pya+uJjrUbto9pETzxbAUdbaNB3IXTbXzxtXVERdsQRYG0jCgefXIpPV3jJudyeTl7tJmvfHUdkZFWRFEgPT2SBx8qob9v0kx0XC6N48ea+cLXNxAeYXAZ2TFsf6CYoYGpIO7Yobt88bV1hIVbEEWB7NwYNm/PY2RkxkxM3C6NY/sb+NKX1uB0qoiiQG5uDBvXZDLuT+RN7uBdXnxlLQ6naqxoFMVRuTqDiQlXMHfgLi99dgUOh4IkCRQWxrGsJJGpCbf5Uut2aZw+cJcXnluO3W5wpcXxlObFMjXpNmfY3W6NU8db+ORnqrDNceVJpGdHMe1P+Oe4c8ebeeLZSqw2BUkWKatIJjoz0kz457jTV7r4xFNLsfo3Zy+rSsGe4GRmxmMmTm6PxrnbvTz0WBkWP7d8ZRpWq8JsIOfWuHm1iwceKsVikZBlkRWr0/GJmAn/HHfn7iA79xi2orIismp9luGO5ArgXBqtjcNs89uZyorIuuocRkZnzIR/jutvGmZ7dY5RNVYR2bIxm87hGfO3ATDr1uiZdFG9Mcsvw5PYviWXjtaRoP0ps7NexqfdrJ3jVCPxbqobNDldN+5Tr1tj1fpMZFlEtUjsfLCY2/5iZ3Pc7KwHWRapWp2OLItYrDJ7Hl1iFk8D8PmMFSCHU6WyKhVZFrFaZR55vIxL5zoCOJ2ZGQ8JkTYqliYjSwb35ONlnD/XHsRNTbnJSAxj6ZJEZEnEZpX59JPlnAl4qdU0nalpN/k5MZSWGlIou13huWcrOXGsKZibclO8JJGiEmOstzsUnn9pBScO3g3mJlwsXZ5KXlG8Oda/8OU1HD3UGDSGT4y7+Ohs8ErExw2fT+cn++b3xXi8PgZHZ6jZlk9upvFMiAiz8PoX1iwm/IuxGP/O8XHkPSlAoFdXJ7DyHiYfQBCEMxgSoLd0Xd/PYvwvC13XOXG4kfNn2ggLt/DIE+UhEgTN58On61SuTscrCUSEW8nJjzM2ygWEz6eDDhWr00EWiYi0kZUbg/ceyYBP10ESWbE8FVUUiIq2k5EZFbJsq+s6kiiwuiIFuyASE2cnPS2ChRaZZFlg+ap0bDaF2HgnSakL6DkFY0ZzfUkSMbrhaZ4ca/d7OQdLflRFYl1pInWi4QWeEGNHFIRAxQ+CKGBTJdYsSaLBopCcHEZspC3Ek1oUBJxWifVF8TQqEqkp4USHWxFFkUCXH1EUsDkt5O7Kx9s5RlZiGGHRtgU5Z5hKVUUKbS3DZGRF44i0hkhlJEEgLNLGslVptLeOkJkdg8Of6AYdnyQQEWWjYkUqne2j5OTHYrMvzEXH2FhWlUp35xh5hfFYrEooJwrExjlZtjyV3p5xCorisahSiGe2IAjExzmpXJpMf+8ERaWJv3RZPik1gvIVqQz0T1Fanogsh8476DqkpEexdHkKQwPTlC1LQpSEEPcezaeTmR5J1ZIkhoemWVqRjOj3Hw8Mr8dHVk40S5anMjY6Q0VVKppPD6ml4PFq5OXEsLw0kbHRWaoqU5mZcqP5gu97j0ejMDeGqqIEQ8pTkcLI8HSIpMbt9pJfHM+SimSmJt0sX51OT9d4iKTG7dYoKE2geEUKM9MeKtZlUN8xGipdcnspLEuksGWYmVkvFesyudEwwL0qCZfLS8nSJBpahnG5NCrXpHP1QmfI783t0igrT6S1aRCPW2PFyjROnG0L4VwujbKKFDpaR/F6NZavSufogQbutcGenfVQXplCd+cYmqZTsTKND9+7w70xO+tl5ZJEhltG0HVYtSSRhkN3F+SWbs2jyetDEKB8RRp3b/UtyFVvzGF4cBpREllakcLNS11BjJHQe9m4NZfRkRlkWWJJRTLnz7aFcK5ZDyvWZjIxPouiypSWJ3HiSGMI53ZrLF+dztSUG4tVpqQ8iQMf1gdxPp8hk1pdmYJ3wo3VJrOkKJ5337kTwnk9PqpWpjMlgMNfWfnn9zhH+TQdr1dj5Yo0NE3H6VQpKIgLkZFpmo7P56NqZRq6phMeYSWvIC7IxQuM35COTuXadHTFWOXNyos1Vxvmj8/HzKyHffvquXyli6goG48/VkZsrCPk+/D5dN452sTFO33ERVl5amdhyL0MxgrZj769JeTzxViMxfj3i48j73kU2KHr+gv+/34GWKnr+hcDmL2AB3gMSAVOAkt0XR+9p63PAp8FSE9Pr2xrCx5wF+PXj3f/9Sbv//wWLv9yttWmsKQ8iauXu+aXn1WJ1VtyOXWmxc8J2Gwypfmx3LzWG+R0sWZtBudOtZrL43aHSuSGDK41D+P2PxCsqsT9yRFcPGNIZUTRmClKz4yivrbf1ClbrDKVlSlc/qjD5MLCLcSnR9B4d8icbbVaZSpKE7h+qStIkhSV4KS1ZcTkbDaF4tIEbvoro0qSQESkFUeMnY6OMZOz2xWKs2OovWnM5kmySHS0DYtV8SdfRjJhtyukFcVR7585l2WR2Fg7MgJ9fROm24fTqZKcHkVj4xAej8ElJjrxzXgZ7DekRoL/3FieTEP3OG6vD0UWSY+xI/ZMMjQ6g89nJNSRYSrpgkhn2wgejw9FEUnOjOJmnoPhaTeariMKEG+3UFQ7QXfnGF4/l5EVzWDPOBMTcw4tAjHxDlRVoq97Aq/Xh6IaXuQ9nWNMTrjQdUMCE5/oRNcFBvsnTS6vKI62piGmpzx+TiQxOQyX5mN40C+VUSUKS+Jprhs09obo+DejRjAx7WF0eMaUtpQsTeK23xkGDC4jI5Kx/inGA6Qy5RUp3LzWbUqNZNlwbOrrmWBi3NDsqxaJyqpUrlzqMmeNZUUkvzCejrYRpibdJle1Kp0rZ9vNlSFFESkoTaC5eZipSbcpRVm1NpPzZ1qDpDKl5YnU1/YzM+NF97e3bkMWZwOkI4rqP+ZbvczOeMz21lfncOpYU5BUpqIqlRuXDEnNHLdxWy4nDs5Lg1RVonJNOh9d7TYdm+YkSR+ebp2XoqgS66rSOH+uzVxVUlWJbVtz2fGHZSoAACAASURBVBcwG2xRJTauTOf8ieYgrmZLLkc/rA+SrKzblB0ii9myu5D9Ae5MFotE9foszgTIo1RVYsuuAo7sqw/6u5u25XH8YCg3Jx0029uex9F72lv3YDF7z7UFSX5qNufw9kft5uqiRRF5vDiREwca5s/NIlGzLc+oRRFwbps253LycGOQJGnLzgKO3HsNtuRw8lhz0Pe2dVc+hz9s+LevlSqxdWc+h/c1BFwrmZXrMoJWElVVYvOOPI7MzZwLYFFllq/L4Nz59qBrsGFXAfvOGtdAwJAibsyN5tKFziBu4+Ycjvu/3zlJ0tIliVy90hXMrc/itP+eFARj3CwpSeDG1e4gSdKqTdmc9dfUMMZDlbyCWG4H7EmxWCSWr8vk/Pl2XH6Jk8Nh4U/+eBfh4VYC42//5TqHArgwu0pGUji1LcPmy4TVIvH3b24hLsrOYvzvGb/L8p7yikz94Jlv/7YPIyQS7S/+1q/Zx5H3dAFpAf+d6v8sMDqB93Rd9+i63oKxByDv3oZ0Xf8HXdeX67q+PC4u7tc95sVYIPa9N2/vNzcLlZ4VxfpN2URF20hJi+DVN6o5c7Y1gNNxuzXyihNYuyGTyCgbqekRvP5GNWcD/MR13ZDBbEyKoHppMjHhFrITw/jRZ6o4H8D5fDoul5eqFWmsWJVOZJSN9MwovvnmZi74XwzmuNlZL+vXZlK1IpXISCuZWVH83hvVXD7XESRJmp32sGVrHhVVqURGWcnKieb1b1dzNWC5XdN0pqc97N5RwLKlSURGWsnNieGbr2/k1rWeec7rY2LCxZ5PlFK2LImISCs5ebG88nvV1NYOmJzX62N0dJbHnixnSZnB5eXH8ZVX15sJ/xw3ODjNU89WUlKWSESklYKCOF762nru9oybL0cer4/ukRle+nQFSwriiAq3UJIXw6vPVNLdMWo+WD0eH73tY7y1Np/ylEhi7CoVqdF8e2UefT0T5kuUx+OjvW2Ez722nvzCOCKirBSXJfLJ55cz1D9lvvR43BotjUN88fUN5Pq5kvIkHn2mgtGR6SCu4U4/X/lWNTn5BrekIpk9T5YxPhYglXFr3L7Zx1e/XU12bgwRUVbKKlPY+VAJU5OuIGnL9ctdfPNbm8jKjiYy0kpFZQrbt+czM+0JkspcvtDBN76zmczsKCKjbFSuTGN9dTazs955aYtL48LZdr7x3S2kZxrcitXprFidhtsVzJ0/3crX39pCWmYUkdE2Vq7PpHx5qmEjGSBFOXeqldff3EJqeiSRUTbWbMikoCQBt1szbQrdLo2zp1p59dubSU6LIDLaxrrqbDLyYgwuoL3zp1p55RubSE4NJyraxsYtOSQnh+G+RwJz4VQbX3x9I0kp4cam+Zo8IuOdQdarbpfGxTNtvPbSKpITnMRE2di5OQdHQBXguet88WInr7ywgiQ/d9+2PBSfHsJdvtbNC19cRUJiGNGxdnbvKTZdbAL7vXW5ixc+U0VCvJOYGDt79hQzPTITZL3qdmvU3erj6ReqiIt3EhPn4MHHyxjonwzhGusH+OSzlcTGO4iJc/DoU0vp6hwL4Xpr+/n0nmLio23Ex9h57qES6nrGzYQfwOXxUTfr5tHHygxb13gHz3yqgoZ7aim4XRrDI1PseWwJMXEO4hKcPPPZFdy50RvCzUy6ue/BEqJj7cQnOnn+8yu5frk7hPN6NXY+UER0jJ2ExDBe/OJqrnzUGcS5XF5jj8auQqJj7CQmh/HyK2u5eCGghoNurABF2BW2bcsjOtpGUlIYX/nKWk5e7TZfenSMlZ3wtEiqt+QQFW0jOTmcr762nrPn2oPGepfLS2p6BBs3ZRMVZSMlNZzXvr6R8ydbgsZwt1sjuyCWtZuyiYy2kZIewWtvbjET/nnOS/GSRNasn38mfP2Nas6cnX8p8/mMfi9e7CQwfD6dfadbgzm3xsblKaxdmkx0uIWc1Ah++JV1iwn/YizGbyE+jrznIpAnCEIWRrL/BHCvM887wJPA/yMIQiyG3Kf5N3mgi/E/F7quIyBgdSgoVhmLv8rjQus6ugB6vIPZlDBUh4roUEOW7nVdR9R1ksbdpHdPEhFhw+mDBTU6AlicKpJDQXWqSMovf7e02YyKsFarjKIuLAkRBLCrEjZJxO7XAYfYwACSAGGSRJgPwkQBRRIW5ARRQI934p5yo8U6ECwS91Z5FwTDk92uSthkCbsqIUtiCAcgyiK+eAculwdvogNBlRAW6FgUIFKHMY+PCJ+OJPg7CuoYVI9OTsMklvZR0jJAyV7wNJAkAatNwaLKWG2K4bQT2hyiLKI6VWS7imUBWdAcJ8kiql1GsSpY7AqCEHoWAiArEhaHijLpxuJQQopwBXF2BXlawWpXjLYWOBFZkbHYVZRZr8EtdJExZuOtNpnZWcPKFEFY8H6WVQnVpiC7vVjsKhByOwM6ir8SrcetYbMpC15jHUxO8/qw2f0bGe+573WMlQGLRUbTdKw2xY+ESt1ku4wQYQFVQgm3oIU4Wxl/y6Ia953o07FbZSbdC3C6jl0WifCBW9MJl0VmFvhN6oDNomBTJSTB2Ki+0Cqvrhv3vBPQdHAq8oI/cV03ztFildF8Pmx2NajIVWB7VquMTZXQdaPfBb80wKnKOP3fvUNZeKwCwbin/LI1yy/r12fUo1AtEpIkGvfLguerY3Ooxv0ii1ityoLHp+tgcVoQw1QkVUK1KyEyMrM9f78Wi4xqCb3OuqGeRE90MJkRiWaREMItoZz/Xw5VxiaK2GURiyIt+L0B2Oc4ScKywFivAwgCVpvsr5psVOpdUGYpibz4+dVB57VQeDQff/PTG1yu7SMq3MrLjy5ZsF9Flnj9ud/JSeHFWIz/o+JjFecSBGEX8OcYev3/quv6HwmC8PvAJV3X3xOMp/SfADswfAD/SNf1f/632lx07/nNxs/++zX27601l5CtFpllK1K5FDAbNbdEG7isbLPJ5K/O4KPbfWZBHqsqsS07hktn28ylYatfUnPjWo+5NGy1ypRXpXLlYqfpfmG3q2QXxXHrTr85I26zySwtjOfGlW7TrcLuUEjPi6Wurt+c6bbbFUryYrnt70MUwRFmISUtkqb6ATwenyk1yiyMo/ZOv58ztPFJcU5am4b8FYXB4bSQmh3F3XpDsyxKAhGRNpTMSFq7xvF4fYgCOB0qOeFWmpuH8XgMuVBUpI1wq0x3p2HjOCdJikoKo80vx5EkkdhYG55oO939k3g1HVGEqAgrSnI4LX0TeDSj2FdylI3YjgkGBibNQlzR0TbCJImeLqMPWfZLalwaQ4NT+PxcbJwDURIZ6DPkOLIikpwawfTYLKPDM0bBM1kkIdGJ1+tjaHAazWvIgNIyoxgYnWV8bBafTzfkOMnhuCZdjAxNo2lGcaSMnCh6+6eY9EtqZNmoKjw2MsPY2Cw+zUiSc/Nj6WgbZWrSkAvJiuENPzQwbfahqhL5xfE0tI8yPW1IahRFJDc7hv62USYnZk0HmeKyROrrB5ie9oBuJNj5hbG0Nw0zPTXvXGM6E83Oc0WlCTTVDzI94zHlOMuWp3D98rxURlEllpQnUne73yhC5ZfZVK5M40qAM5GqSpRXpnDzWo9hGernVq7J4NLpNnMmXrVIVKxI48rlLmZdXtCN39Xq9ZmcPdUaJHdZsSqdy+faA5xrZFZvzjaKUAX8JlevSufC2XnZjsUisWFzDgcDOVViw+p0Tp8OlsBs3ZDN8cPBcpz1G7M5frIl6LNt1Tmc+DBYjrNhay7Hj8xvADVcb/KDZEAWi8zG7bkcD5TjWCS27MznyD0SmOqafI7tD/hM9XP3OPps3lHA4QPB3KY9hXxwItjRZ+uOfH5+sSNI3vPY0mSOfthgcqoqsWtzjuk1b/a7LTeoeJghNcrnyL6GoM827Mjj+JGmICnUlm25HL3n766ryTMlNXOfbavOCZEaLSQD2rg1lxPHmoK+39IHCjl4o9cccy2KyP1lyRwJmE23qhLbCuL46J77atXmHE6fmZ+dt1plVi5N5lLA5mDVIrFqXea81GjumVCRzNWgZ4JMxboMPjrfPj/WWxV++Of3ERMTPBP/4x9f5OSpFnOst9kU0qtSudowYBZVs1lklhfGcfGW8TwRBXDYFP7hO1uJCLOwGP9x4ndd3nPg9Bu/7cMIiSTHZ3/r1+xjFefSdf1DXdfzdV3P0XX9j/yffUfX9ff8f9Z1XX9V1/ViXdeX/KqEfzF+8/HoU+U8+uRScvJiKF+WzHd+UMOVS11By89er4/URCePPlpKbm4MFRXJ/MHvb+fC7fmHDxibuxKL49nzSCnZuTEsXZ7KWz+s4VrA/oA5Lr8gjvseLCY7N4aKqlTe+sF2rt/sDdpE7PPplFamsHNPMVm5MVSsSOXN7+/g9u2+oA1oPp9O5Zp0au4vJCs3hspV6Xzrj2pouDP/YqDrho/0uvVZbN+ZT3ZONCtWpfF739lKS+OQKYHRdaPE/JaafLbW5JGVG8PK1em8+uZmM+EH8OmG/GbXg8Vs2ZJDdnY0q1en8+pX19Hr18bPHZvbpfHoQyVUVxvc2rUZfP7L6+gbmsbrl6z4fDA94+ULW/LYVZlKQUo428uT+fb9JYyOzpjSFk3TmZhw8/QLVayrziYrJ5p11dl86oUqJsZnzU2mmqYzOjrLC59fxZoNWWTlRLOhOoenPlVhJsVgSJeGBqb53FfXs3p9Jlm5MWzYmsueJ8txBUhlvF4fvb0TfOmbG1m5PpPM3Gg2bs9j18OleFxaENfVPsprb1SzcnU6WbkxbKnJY+vOArzeeWmL1+OjrXmEb3x3C1V+buvOAtZtyUHTfCbn8fiovzvIG3+4jeUrDa7mvkKqVqcb5zrHuTVqb/Xzne/XULEilazcGHY+UERZRTI+ny+Iu3Wth+/+sIaK5alk58aw+8FiCooTgjYNetwa1690890f7WCZn3vg4VKys6ODNt663RrXLnXx1o92sLQyhZy8GB58rIyUlHC8AQUc3C6Naxc7+c4PaihflkxOXgwPP1lOdKwjaEO826Vx9XIXb3y/hrKKZHLyY/nEM8uwRVjukYRoXLnazZvf3UpZeRK5eTE89fQyUOVgzq1x+UYv3/29aspKE8jPjeHZp5ehub0h7V2/1s0b36pmSWkC+fmxPPfccmbGZkOlPNd6+NqbmylekkBeQRzPf24lI4PTIZKVOzd6eeWNagpLE8grjOOFL62hr3siRALTcKefL//eJgpKEsgviuOlV9fR0T4a0m9T/QBf+tp6CorjKSiK5wuvrae+fSzIvcfl1ui4O8S3n1rGkswoyrOjeeuZShpv9QdxbrdGW+8EL315DfmFcRSVJvDKNzdRd6svuF+3xkDfJJ/54mryCuMoWpLAq29u5taNvhAp1Ni4i2dfWkleQRzFSxL4+pubuX6jJ4Sbdnt55jNV5ObHUlKWyDe+u9WQBt3D6T4fT326ktz8WJaUJ/Gtt7ZypmEwaMx1eXyIDoXnHiqhICuKiuJ4fvjaBq4FSoP893OUU+Xxx8vIzY1haXkS33trK1cvBkuNvB4f8QlOHn68jJy8GJZWpPDdH+4I4TTNR0ZaBA8+ssTkvvfDmpCEH+D55yt58MFicnKiqaxI4Q/+YDuXavvNhB+MDb/lBXE8si2X/IxIVpYl8eff2LSY8C/GYnyMEAQhTRCEY4Ig3BEE4bYgCF/xfx4tCMIhQRDu+v83yv+5IAjCXwqC0CgIwg1BECp+VR8fqzjXYvzuh8utcbN7jNpJFzavj9UDU0ZBp4AQRQEEgaaGQbraRxm2KfT2TBiFmgIGbkEQQNdpqhugp32UscEp+nsmESURTdMCOACdprtDdHWMMToyw0D/VIiLDgh4RYFTXi83I1UiVIE1CxRgAvD64E7HGI2j0wz4fAyNzYRCOmiaRkvtAD2tI8yMzTIxOhO6BK0bD7/GpmG6usaYmvYwMRbK6Tq4vT5u9k3QOuliaEBkbYBd4lz4dCPxb60doK9jFG3cxczajAXa0/HMuBk634G3e5zheCcz2TEh7em6zuyMh+a7g/T2TKBpPiqWp4TIFXSfsWehuXGI/r4JfD6dsmXJIf36dJ2paReNTcMMDkziE6CwLGlBbmLcTVPTMEODUwiSSF5R3AIcTI67aL07xMjwNIookJUTEyJ/8Ok6Y6MztDQNMToyg6pKpGRGhn5vwMjQNC1Nw4yPzWK1ysQnhi3IDQ1O09o0zMS4C4dDITrWESKFEgQYGJiiucXYpOsIt7CsIjlEHiRKIv09E7T4NypHRFopKk0IdUmSBHr7JmnsHGNmxkNYyxCFWYZ9bKDjjiSL9HSN09o8zOysl5j6QdIzoxBEkcDqVJIk0t09RkvrCK5ZL7F3B4lNMWxhA+8FWRbp6B6nscOwTI1vGiYi2oYoEOTMo8gijYNTXJ904fb6iO6bIFYxJGeBX52iSHS0jtDZOIzX66M5eQBZDpXOKYpIa/soTd3GpvaGlmHkOelcYHuqRHvLMB2tI/h8Ok0NgwtK8RRVoqVpiM42g2tuGFzQxUlRRO62j9DUP4GuQ0PrMOoCEkBFEalrG6W1ZxwQaOgYRV2gPVWVaLo7RGf7KIIo0No8hLzQ8SkSTfWDdLaPIooCbc3DKOo9/QrG6lVD6zBNAxPIkkhr11jI9ROEufYG6G4bQVYkutpGjOt3DycrEo0Ng3R2jKIoEp0dYyj3js0CKJLIra4x7o5MY5mUaBuYDHG3EkURURS5e3eIzs4xLBaZ7u5xZCl0rBcEaGwcoqNrHNvwDD09E8iyGPQSIYgCiiqzc1cBDzxcEnLNAmNmxktD4xDt3eMMjc3SPzBp/DYCblJBELCoEk/vLuLp3UX/ZnuLsRiLERJe4DVd168IghAGXBYE4RDwLHBE1/UfCoLwTeCbwDeAnRj7Z/MwXDX/b0LdNYPiY8l7/j1iUd7zm43/9Hfn+eh6jzkjrqoSD6xK59hc0S1JMGQxuTHcudMXxK25r5B9frcFSRQId6iUWhUaAwvAWCTWbcnlpN8NQpJEwiIsxCWF0RzgwKOqEms2Z3PKvzlM9hf7ci1NoL5nAq//AWFVRB6PC/MX+DG46Bg7ariFdr/lH/jlCmVJXPJvBJZlkZg4B7I/8TKLc1llllWlcsXvECQrIvEJTjyCQH/fpMlZbTJ5azO4dKvPLBSTkuhkyq0xMDJjcnabzKqEcG75HYIURSQ1PYLxkVlGhmfMxNzuUElakcLNxiFcbg1VEclOiWC6ZYSxgGJfDqdKRnY0DQ2GQ5CqSmRnRzPQOsrE+Cy67q8qHGYhJS2C5rtDZtGt3PxY2ltHmZw0in0JAoRHWEmIc9LWMmwW0yosSeDu3SGm/EW8BFEgMspKZLSDjnZDkqSqEqVlidTd6jOLeImiQHSMHYdTpbtzzOAsEuXLUrh9tct01hFFiEsMQ1Qk+nqNjcWqxXCpuXapy5TUiKJAYko4Hkmg319My2KRWFmVxpUzbabcRZIEUtIjmZn1MuwvpmWxSKxaE+yAIkkiGdmRjI26GB2eNp1/1m7I4nQAJ8si2bkxDPZOMD5mbCxW/VKZk0ebgri8wji6O8eYmHAZRbIshgzjcIAsRlFEiovi6aoNKKZlkdhUk2/IPwK4krIkGhsGgiRJW3b4pS0mJ1FWmczNhgHTW19VJWpq8tl3KLi95ctTuXK7j5k55x9VYvvOAn5+vj1IErKhNJH6I01BxbR27sznwN5gucuqNRlcPt0a5BC0+f5C9h0KdhLasDaDj442G3Im/Zc79ayrzuHMseZ52dMvkfJs2DrnojPfx/r7Czh0rDlI7rJ5Sy4HTgXLezZsz+ODi53MzskOFYmHKlM4/kGg/Ehi85pMTh9pDOo3SKbkd8xZU53FmWP3FPG6r5ADfgeeuSJeyzdkcfpcsLRq5/Y89u8P5lZXJHPpVHARr627C0OKfS1dkcqlCx1B13ndY6X8zC9dEgVDFrMiJ4bzt/tMAwCLIvF4eTLH36s1i4LZ7Cq55Ylcv2esr6nO4ah/rDfkkyo5BbHcutlrrn6qqsTmLTmGV7//meBwWvj+X91P2D0OPAvFH/zgGLV1A0Fj/erteRy61InLrSFLApFhFv7uW5tx/JpFvBbjf5/43Zb3ZOj7T3/rt30YIZHs+Nz/1DUTBOFd4K/9/2zSdb1HEIQk4Liu6wWCIPy9/88/8fP1c9wva3Nxpv8/SFy5FSyV8Xg01CgbL395LefOtREZYeX+B0t45UvvBXGa5iPJqvDqMxWcudpNdISFT2zP57Xn/jVodtPn00lMdPLC51dx2V+affeDxXzxs2+HzExnpkaQ/5kqrlzpIi7Wwa77CrnvL06F+IknV6bw6dxYrl/tJj7RSc2OAl7+6t6gWVBBECiqTKGgKJ5bV7tJSA6jens+r7/87j0cVK5Ko6Akgds3ekhOCWfd5hy++eoHwRwCWypSKC2I42bdAOkp4ayvSuUrPzgePBOvw/rdBRSXxFNfN0BaegRVK9L53rcOBJ2vrus8ujGb8qJ4apuGyEmPpKogjj/83pGg2VefpvPIQyU0Ng1xt3GI7KxoSovj+dH3jpqc7l+ZeOzpZdTd7qO5cYicvBhyC+L40+8fN2df5xw7PvliFTevdNHeMkJuQSxp2dHU/6eT88fm05me8vC1N1Zy+aMO2tpHKSyMIyk5nLoAv3OfT2d8fJavv1nN+dNtdHaMUlicQGysgzvXugM4GB6Y5o/+8n5OHWuiu2uMkrIknE4L1y93BbXX3zPBf/rrBzhytJGe3gnKypKwyiJXz8zb9GqaTmfbKH/29w9xcF89/X0TlC9LAV3nwunWoHu0pXGEv/zxQ+x7v47B/kmWLU81NPWn5jmv18fdhkH++u8f5IN37zA0OM3ylWnGXoOAe9nr9dFQ289f/OdH2Pv2LYaHplmxOp1+v+XoXHg8Pu7UDvBXf34fH/ziFqOjs6xcl0lnx1iQfM3j8VF3u48f/dUDfPD2bcbHZ1m9LpMm/4vbPGe43vzoT3fz3nt3mJp0s259Fjdv993D+bhzu48//v1tvPthPdMzbjauzeJkfX+IJORq8zB/9sOdfLC3lpkZD5s25XAmoOosGBKT2jv9vPUnu9j/Xi3uWQ8btuZxMKCg0xx3p36A7/5fOznwXi0et0Z1TT4fvnM7RKLTUNvPmz/awcG9dWheH5t35PPOv9xYQMozyLd/sINDH9Sh+3Q27yzgH396PUgq43JptDQN8Yff2MS+I40gCOzamsufvXvbTPgBZj0adYNTfPeNzRw8fBdRFNhZk8+P//JsSL/dXeO8/vtbOba/AVmR2H5fIX/7x6dCuP7uCV7/djXHDjWiWmR23FfIj/70VIi0amhkhm+8vpGjx5uxWiR27y7kj79zOETiNDXh4pVvbuLksSbsdoVde4r5gzcPhlxneXiWt56p5NCVLsJsMo9vzOELf3bSTPiN71djNkzli19bz7nTrTidKrsfLOHr39gXOtY7VD7/1XWcO9VCRKSN+x4q4Wtfes9M+MG478Oj7bz4lbVcPNtKVLSdXQ+VfqyEX9d1bt/pv2eM1MmOtvPlJ8o5f72H+Bg7j23PX0z4F2MxfnnECoIQONv9D7qu/8NCoCAImcAy4AKQEJDI9wIJ/j8vVEcrBVhM+v+jh80qMxNQ+VKRRQRF4O8vttM4MIk4NIntTq/hVhLwIJUkYzl/3z9dN5e9s51WLFaZ6al5CY4kGsvH7//sJj2d44iSQHJyOKoiBdkNCqKApsPP36+lt2/SmM1Ni0QSRXxasIRIn/Xyi7219PdPIcsiKelRC7rjuF0a7+2tY3BwCvl2HylZ0YTaC8G0S+Nn++sZHplBaRggKSdUUuPTdaan3Bz4yQ1GR2doVCWy4xyGXjyQ8+lMj82y991axsdmuXW9l+TUSLR7itZomo/x0VkO//frTE64aLPJZL68MqRQk6YZlYn3vlvL1JSbult9JMQ7Qjiv5mNocIoP3rnDzLSHutv9fOoFR2i/Xh/9/ZPs3V/PzIyX201DPPP0stB+vT46+yb5xbFGZl0atzpG+fQjS0IKU80l4AfevYPbpdFcN8gjT5WHXj+fj7bmIQ76k8LWhiH2PF4W8kKn6zp1rcP84mQrHq+P2t5JntiWF+LsIQhQd7uPQ3vr8Hp9tDeNsPOBwhApjyQL3Ljew8F99WiaTnvHGNtq8kKkPIoicuVqN/sPNeLz6XT0TFC9KRtJEs0ZSjBmai+db+fwvgZ8Pp3ernFWVRtcoITNapW5cLaNQwcb0X06vb2TRrVWRQra32K1KZw/1cKxffXoOgz2TFBelYqsiEGJl82mcOZ4Myf3NaDrMNIzQUFFMrIcfHx2u8LxEy0cO9KIrsPo4DQpZYnIomCulgE4bDKHT7Ww319kanDGQ06sE0kKliTZHTJHDzZy/EgTAGOTbqL8FaMDv2OHXeXIh/Wc8nPT0x6cYWqIhMjhVDn0QR2njxrc7KxRoTaIE8ARpnJwby1nj7cARoLqdFiCOEEAp13l4Hu1XPS/FMpTbsL9jk9mcwKE2xXePVDPBf9Lpk8ScN6jFxcEsDsV3t9bxxU/p6sSdqcaxImiwe195w43rvWY94/DcS8nYLMr/Ov+em7UGsXmlTDLvJPTHCcZdU8++PlN6m8bnNOuYLerjI7MmpwkCSg2mf92ppWbHaMIAoRF2nBYFcYDxlxFFrDbROojb+PZMsQo0ORzYLXKxsZ3f8iyhCQJvPvzW7S2jCAIEBPnwGJVgl6uZNmQgv3swzraO8YQBYGo1Eh2bg9x1w4JQRBQVclcKQK/C5qu88G/3KCnZwJJEsiNsrFpU86vbG8xFuP/0Bj8ODP9giA4gZ8Dr+i6Ph74nNN1XRcE4deW6CzKe/6DxLkrXfzpf76I12tIYKIibKhZkdzpGDWTBIsi8Wx5Mofevo3Ho6EoEtHRdsJsCi3Nw+bDX1UlohdvoAAAIABJREFUdu8uYP+7tSYXm+BEUUS/rheT27anmP0f1JlcYlIYs4pIZ/eEqRFXVYkNnyjln6904vL4sCgimXFOwuoG6eubNB/+qipRsz2P/YcbjdkrRSIjPZKxwSmGhqaDuU3ZHN/fYEhbVJnMnGjaJl0Mj8zvAVBVie3rMg15gZ/LzY+hs32MsbH5h7BqkVi+u4Aj/iV4iypRkhtD35UeJidcJmexyPNFy9xeVFWmpDyB+tsDpqQGjESxcl0GF853mFz5siRu3egNelhbbTLLy5MN9yOXwS2rSuHa5XlJzRxXtizZ7x9ucMvXpPPRpc6gh7DdrlBSEMft670mt3JDJseudQU9/J0OhSVJEdTd7vdzEms3ZnP2WLNZzAggLMJCemYUjXWDuN1elDknkgC5BgJERlqJT4mgpcmY2VZUiY078nk/QNIgADHRNjIkkbbWETx+buuO4AJHggDxCU7sDpWuzjGT27arkIP75mUdgiiQnByGJEv0do+b99+O+wr5MIATRUhNiwSXsZHT4zHa23F/EfvfrzXPQxQFMnOiGfdoDA1Nm+3dtzOfA+/WBkiNBHLyYxkdnmF0ZMb/e5PY9UAR+/0vTAYnkl8cR2/fJOPjLrQ5bk9RUE0NWRYpKk2guX+SiUkXmmY4J923q4AP9tUHcUvKk7g2NsPEjAdN86HIEo+tyWD/B3WmLEaRRZaXJdJ8rZfpGQ8+TUdWRGp2FHDowzqzPUURqViZxrXafr80yOh3R3WOIYsJKEZWtSad6/7CaLquIysSm7bnmdLBOW71hkwunm037yFZkdiwNYcTh4LlPas353Di0tyGUh1Vkdi0Kp1Tx5qDJDBravJ4p8HYKDpXXXtHQRynT7binpM4qRLb12dxel8DHo9RcNBikahYk8G5e1yStm7J5cSHDXi8GqIgYLHKLKlK5aPz7UFFqLbsKmDfkUY8HsO1y2ZTKCpP5KOr3aYBgEWVeKA6h2O/uI3X40OUBKOoVVEc1y93zUtqLBLb9xSzz/9SOyepsW9I56OWYTzavNzxkyvS+cWRRjxeH7IkEu5Q2fO4RL+nD5+/krcsSGSNFPEvP67H6zVklpGRNhKibNytGzBf9FSLxM77itj3/vwYHhVtwxrnoKl52NThW1SJN17fSFHBr66bc/R4E//1v12ZH+sTnIg+nc4AmaWqSnzvra1kZUX/yvYW43/v+F2X93x46ndP3pPq/NXyHkEQFGAvcEDX9T/1f2bKdhblPYsBwOqKFL7/uo2rt/tx2GWq12Sw5wdHg2YFPV4NLcrKN9+o5sL5DiIjrdTsKOBzz/4saLZP03xYnRZe/c5mLp1rJzrGwdZd+bz05D8Hzfbpuk5khIVXv7mRyxc7iYl1sGV7Hp9+6X+w995BklxV3vaTprJ822rv/UxPj/eux/sZaeQlhMQKeRAgQAi3eAQIt8vilhcPu6AFeWm8997b9t57Xy4z3z+yurpzSrtoifhe9EGfiA5FpJ65mVV1K+vkvb/zO69GeD/nKjIv3jOdU1dbSfI42Tg7nUefMHOCABmpUXzyI4u4eLGFpCQXS5dk8fTTr5s4URTIKvTw9JQkrlxuJTnFzdxFmTzzyW2mc0qSQFFJEsWTE7l+tY3U9Chmzkrj+WffvoUTWViYwPSiBK7d6CAzI4ppBQl84aS58YwoCcxdmEnxtGTKb7STmRVLflECX/3sThMniAKlpTlMnZpMRVkn2XlxZGXHcuWS+XsoILB6YxHTZqRQVdlFbn48KalRXDrfHMFt3lrMtJmp1FZ3k1/oITbByZnz5h55mqZz1wPTmTknnbrqboomJ2KPtXH4cguGk64RwaDGA4/O4eblVhoaeplcnIRVkTh1uMY0ns8b5JEPLeTy+SaaGvoonpoMwNH91WPj6TA06Ofpjy/m7MkGWpv6KZmRwiAgjWvcowM9fV6+/52NnDhSQ1vLINNnpjDQ7zP5/Os6dLQP8ZPfbuDwvio62gaZOSeNjs5h07Xpmk5zUz8/++297NtfSXvXMPNmptLc3G8qSNY0aKjv5Ve/uYc9O8rp7jIkP7XV3RHytbrqbv799/exa2cZPT0jLFiQSfm1dpMrj6rq1FZ186Nf382ebTfp7/Myb1EWVy+aXVsMSVI3//KLO9m97SYDAz4WLc3m9LjGSqOfRXVlF9/96VZ27ixnaMjHkiXZHDxc847cz7+zkdePVDPsDbJ6Tjq7d1eY3GwCQY2K2h6+/f1N7NlRjs8XoHRFPm+9etU0XiCgUVPRxXe+vYE9ITvO5SvzePU/LkS4xdRUdvHCDzazd3s5qqpSurqAP/76XARXW9XNCz/YzL6d5WiqzvK1Bfzmpycj3Gwaqrr47jfXsWePsYuxZk0+P/3BsQgJTEtlFz/7eCk7jteCILBlSTbf+8GxcMIPhvSmrnWAr313Iwf3VCJKAqvXF/Ltbx2McDVqbh3ky9/dyKF9lVgsIqs2FPHCl/aapDI+n0pn6yAvfGUNhw5Voygy69YW8OlvHAgn/KPn7ej38c/fWs/Rg9XYbBbWbiriC8++bdrZ8ftUBnu9fOFrazh2qAaHU2HtxiLu+8mxcMIP4A1oDKg63/3wIvZdbCbKYeGOxTn8vvr1cMIPENRVYgp0vvTFVVy+3IrdYaF0aQ4feeJV03wO+A3N/qe/uJKTJxuIjrKyfkMRH/zQ66bC22DQcNV6N0n/yuV5JCa4OHWuCU+8g3Wr8njkgy9H3OsrKromkv6JmIi/IkL2978Ebowm/KF4E/gA8K3Qf98Yd/wZQRBewijg7fufEn6YSPr/rqIgJ46CcTfbGKdCW++4FW1ZQtbhu/9+kpGRIKqq0T3sx+W20jtuhdxwqtD58feP4vMGCQY1Bof8OF1W08q3KImoms6Pfngcv18lGNTw+oPYbRaGR8ZWtEVBIOAL8qtvHCIYMDjl7iGUWzqMCgj4RgL87FfnUFWNYFBD9wURRbPkQtdhcNjPz1++iqbpqEENvxjZe0fTdAZ6vfz5t+fRdYPTVC1CsqKqGt3dI/zxd+dBgBNBDenhd5bKdHYO8Ydfn0MQjATwff80yyTLGOVaWwb4w6/OIYhweG8l7//gnAguGFRprOvhP399DlEUOLyvigc/ONuUNIxy1VXd/OHX5xAlgcP7q3jwncZTNcpvdPCH35xDkgSOHKjmgcdmE4yQEOlcu9zCf/7+ApIkcvhILQ8+GPl6NU3nwtlGXvrdeSRJ5OihGu5/aCbqLVIoXYczx+r40+8vIEsixw9Wc8cjsyPcgERB4NDhGl768xVkWeTg6Xruv7OEW0O2iOzbUc5rf76CLImcOFrL1nunRTQBs9ks/PloDX88WoMsCWyr7uKRhVmIogjjEiWnS+GNl6+y480byLLIqeN1bLxtMrIkmmRTLreVV1+6xJ4dZciSyLmjdazdVIRskUyJqzvKyp9/f4FDeyqQJJGzx+tZsa4AxWrmoqKt/PF35zl6sBpJEjl3upHSlXlYFLM0KDrGxn/++iwnj9UhiiKXTjUyb1kOFotoSkhjY2z8/D8vcOJ8M6IkcPF0E4umJ5ukQUKI+83/Oc2lc82IIlw+30zJ9BQzJ0BsnJ3f/OQU1y62IIhw41wThZMT34Fz8MsfneDmtXYEAa5fbiMrNzYkhQpxokBsnIOf/9txqso6QYCbV9tITotClISwnEwUISbOwc9+cJyayi4Aqq62EutxmqRGYmi8n/3rUerregFoPtdMXIyNmnGcJAnExVj58Q+P09jYhw5U1fQQG+egsXHsAdBYEbfx4x8co7WlH02DmlqDa2sdCN87JFkkOsbKT75/lI72QTQNmmp6iIux0dE5FJYaybJItFvhh/92nK6uITRNp7G1n+hYOz3dY/dSi0XE6VL4yXeP0Nc9gqpptDf1E++y0jtu10+RRZw2mX/ed5WekQBBTadeD5CeacPnH9tFlAUJl8VBXl48eXnxY3MtykrHeHmnIiFYJL79f04zHNoZ6vIGcLutpt1Q2SISG2Pn3UR9cz8v/uqsca9XNQYCKg67haFxr0MQBGJj3914EzERExERi4GHgCuCIFwMHfscRrL/J0EQHgXqgHtD/287sBGoBIaBR/7SCSbkPX/HcbG6i+d/ey4sj85LdqM09NHY3B/+kbNaJe5eV8Tbr1wN66NzcuPo7xmhpbk/LKi1WmW23DmFt1++ghjqhJpf5KGpe5iO9qHwOa1WidvumsrLb143LEJ1KJ6UQHN5p+nHULFKbLm7hFfevBHmppYkUnOtnf6+sQcLRTG4194wxtN1nVkzU7l4o4PBcZIaRZG4Y8tkXnvrRuj6dBbMSefy0bqwS80ot+nOKbz9+nUjidRhwZIsTh2vM0lqFMWQbGx/80aI01myLIdjB2vC7jOj3Potk9j51s0wV7oqj8P7qk21DooisXrLJHbtLA9rYVevzufAuAZHo9yq9YXs21Vu1D3oOms2FLFnXMOk0c+jdF0++/dXGZyms2FDEbtDTh9hziYzb10BB4/VIoQsIG9fV8jO16+bOJtNZvHcDE4dqQXB2MXZsHUK2964hbPLzJ2XwdkT9YCx4r7prhK2vXLVxDlcCrlLszl72Vh00HS4d30hb7x2zcRFRVkpyY7l6qXW8Hi33VPCmy9fNSXQMbF2svLjuXGtLcxtfHA6vz5Wi3fceEmxNqYhUlbeiYDx4HLHHcW89edxK90CJCe7iY13UB1KPHVdZ8udJbz96rXw5yYIkJYRjd1hob6219CX67D5jmK2vzKOEwUys2OQJJGmhj7jHDpsuHMK216/HuZEUSAnP55gQKWtZSB8zetvn8y2N81So4JJCfT6gnR0Do1eMus2TuL1fZXhlX1JFCgp8tDbOURXz4jh7CTCpiU57H3rZvh9liRDGtTc3Ed/aBFAFAWWr85n/zhXHlkWmT47jboawyp1tEvz4uW5HBznViRbRGbPy6CirIPhQb/RcdUiMX9JFof3VYUfaGSLyLzFWVy/1MpIaBFAsUrMnJ/JscM1Yc5iEVlYms2F8y1haZDVJjN1ZionTtSFH3wsFpGly3I5drkl7MrjsFuYnhPH6VMNJleZ5StyOX6sLnzM6VIoyI3n/JlGE7dybT6HD1SHH0rcUTYyMqO5dLEl/ECoKBKrNhWx/Xhd+GEjNsZGVpSNq1daxyQ1isSGDUUceOsmuq6jA/EeJ9GxNsqujRXBWq0yyx+Yyq+utYbnQGqsHYfHwrXWftTQzdkmS3x0RSpN+qUwF6u4uTdvHbJothC9eb2d77xwwKiVANIzoulXROoa+8z3+g2TeP2N62P3+uxYvviZ5RHWoO8UT/7zLlrG3+sVifvXFvDGK1fDXb4nFSXw/PPL3rHr90T8fcV7Wd4zbVaW/vbh915zriz3k3/z92xipf/vOGbkxvOTx+ex/3wzsW6FrUtzeOip10wr4oGABorE57+6mhMnGoiLs7NubQEfvP8lU63sqP3hZ766hjPH64lLcLBiXSEfeOi/TOfUdHDaZL7w6eWcPttIYoKTlctyePRBMwcQ47Lx+eeXceZcE8nJLpYsyuKpR142MYIo4Ilz8OlPlXLhfDMpqW7mzsvgyY+9ZeIkUSAl2c2nPr6EC5dbyEyLZmZJEucPmiUrkiSSmRnDxz5VypVLLWRmxVA0OZGT49xiwEh28gs9PPPcUq5cbyMnK5aC3DiO3TqeLFI8NZmcSYY0KC83jszUKI4ciORmzUwjr8DDjfIOCvM9JMU7OLy7EsYlrZIsMn9xFnmFHirLOiicnEh0tI39uytMnCDCsmV5FBR4qKrsYlJxEnabzL7tZWYO2LQqn/ypiVS09DEj14PVq7FHFk2crutsvmcqhVMSaajpoWRGCoGgZvR6GMdpqs5dD85g0pQkGut7mTozleEhP6Jk/pH3e4M8cd80ZhQl0NTcz+wZqfR0DUUkA0NDfh5/ZhEnj9TS1jLAzHnptLUMIGDm+npH+MgnlnD4QBXtbYPMmZfBze5htFsWLdp7vHzimxs4sKeCrs5h5i7IoLKs0yR9QIf2tkG+9YPNYcnP/MVZ3LjSRiBo3lFqbR7g53+4j93by+jrGWHB0mwunWnC7x97oNM1nZamfn78+/vYs+0mA/1eFpbmcHJcJ18wHkBaGvv44S/vYtf2mwwN+Fm8LIdD4+xER7nmxj7+9ae3s3NHOUPDfpaV5vL6/iqTlEfVdOqbB/jpC2vYubMC70iAZctzefNPVyIaMDU09PKNf9lk2En6gixblceff2eW8gSDGo31vXzle5vYG6qLWLG2gP/4P6cjGj811vfy1e9vYu/2MtSgxor1hfzyh8dNOxjBgEZTfR9f/ZdN7Ntehq7rrFxfxI+/f9TEBQIazQ39fOO7G9m3sxwEWLWukO995/AtLjUaLc39fPcra9i7pwJRFFm7roBvfn2/adfL71dpbR3khW+tZ/++SmRZYt36Qr76+d0RXEfbEF/79kYO7qtEsUis2VDEFz+9w7QD5Per9LQP8Z0vrWbP0VpsVoktK/N5/pPbTPPK71fp6RvhS9/ZwJH9VdgdFtZsnsSnnnrdtLvo8wUJtA3x8ycWsP1yM1E2mXvmZbH1V0fCCT+AN6jS0CnyTws20zTUjkWykO1ORRIiE/RJxYl88etrOH60luhoG2s3FvHgh98w3ev9fhVdEPjeN9dzs7wTl0thxrTksEnD/xS6rtPaMWQ6pmk6ilPhxW9toKKik6goK9OmpUwk/BMxEe/hmEj6/46jqrabL794EAEjQai81Ion3kFL22CYsVhE0OErLx5CQEDVNK5XdhEX76Bz3E1eCm35v/ilvaFmRRpVZZ3ExtjpGbddLAoCXr/K1799EDHk2FNV043LbWWgf2wFXwCGRvx868WDhkwgqFFX04PNanamQNcZ6Pfym5+fNuREQY3Gut4ItxNN0+noGebffnMWWRIIqjrrl+dGNGBSVY221gFefekykmyMt3ZTUYQ0SA1q1LUM8NIb14zxDtVw24bCCGlQMKhR1tDHH9++iSwLBI/Vcdf6gkhXnqDGtapO/vzWDWRJYOehGu7aPOkdJD8aVy4289Yr15Bkkf27Krj9nqmREiJV59yZBt5+/XqYu+OdOE1nR30bf7xUjyyK/Km+lSenZke4Aek6HNxdzu5tZUiyyL7dFdx5/7QIThAEdr91g/07ypFkkQO7yrnjgUiXH1kWee31a+w/YEhbDuwu5+67p0ZIfqyKzH/97jzHDtcgSSL7d1dw5/1TuTUcToXf/uIMJ4/XGdyeSjY9PCPi841zK/zyxyc4d6oBURI5sLOc2++ZGp6/oxETZ+fH/3KMyyGpzIE9Fdx2ZwkWi4RPHUvU4zwO/u07R7h+uTXEVbLp9mIUqzy24yOAJ9HJv754kPLrHQa3t5L1W4qxWsckbIIAniQn3/vGQaoqOhFFgYN7KlmzeZJJGjRazPzi1w5QV9uDKAgc3lPF0k1FKIo0rkhZIDXByYtfPWA0phIEDu+pZNmKXJOESBQFklPcfPPL+2hp7kcQ4NCBahYvyorgklLdfOPLe2lvGwQBjhyuYe6cdCwWKez6JUkCyalRfOPzu+nuGAIBjh2sZtqsVJNbkSSLJKW4+cbndtPbY9RkHD9UQ9G0ZKoqOsOfhxziXvjsTvpDBfanDtWQOTmBuroeM5fk4uuf3RXuWXHmcA2p2TE0jevtYbGIJCQ6+coX9zIy4kfX4fTJepJT3LS1DoxxikR8goOv/fOuUJEynD3VQFKKm86OofCctigS0QlOnvv+EfwBFU3XOXGtjeRkN73jensoikRMlI0XPreLYNCQEV4820RSspuBfl/Y6ldRJGxxdh7/r3Oomo6mw7GGHlKj7Ax4A+G1Fpsskh3nxK04maTkRHwnxkdtdTcvfHkv6Ma98NrVNhI8DprG7ShZFYnUJBdJicbf/yYEQSA+xk7nuHu9JAmkJrpISXGTkvLOTfYmYiIm4r0Vf/kRfyL+fxv/8lNDuz88EsTnU7lyo42VS7NxOiw47BasisS8mWns3V8Z4gL4fCoXL7eyYlMRdocFu8OCokjMX5TF3rdu4vMGGRkO4PepXDjTyMb1hdjtY9yS0mxe32G4hIyMBPD5VU6cbmDzXSXY7DJ2h8Vwd1mVx6tvXMfnUxkeNrijxwztts02xq1aW8grf7pijDccwO9XObS/igfuLMFqlXDYLSgWiY3rCvljSIoyPBLE71fZdbCaOx+eiWKVwuNt3FrMKy9dxu8fG2/3tjLufd8ME7flrin88fWrY+MFVN7cUc49D81EUca4rfdO4w9v38AfGONe2VnOXe+fYeLuvH86f3rzumm8l9++wV3vm44lxCmKxN0PTOfNV66Zru/1P13mrvummbh73jedt167buJe/dNltt4z1cTd8dhs/nipHl9QY8gfxBfU+PfLtdx25xQsljHu/vunszvU9Gh0vFdeusymrcVj41mN8+4PNSkanQev/eES67ZMDnNWq8wdD83kwEHDjWUkNK9efvkqa1cXoFiMz81mlbn3jikcP2w02BoZDuDzBXn9z1dZtjovPJ7NLnP73VM5dbx+jPMG2fXHK6yZnY7VYuihHVaZB+dmcu50Y3i+eL1Bdr51g/mLssKfh91hYc2GIi5faMbnM+azdyTI3l3lzJ6XHuYcToVlq/K5frk1zI0MBzhywEhwR+eL06WwoDSH8uvtYW54KMDJozVMmZYS5lxuK7PnZVBZ3hH+Hg0N+zl/qp7JxYlYrRJ2uwV3lI2p01Oore42uJEAQ4M+ys81MSkvDqsiYbfJRLutTM2Ioa62B2+IGxzwUVHeSW5+PFabjN1uITrWTkZ2LI0NvSEuyEC/j7qGXrJyYrHaZGx2C7HxDjypUTQ39+P1BvGOBOnrNTqvpmfFhDiZOI8Td4yN9paBMNfbM8JAn4/UtOgw50lwYrXKdLYP4h0xuJ6uYQLeIEkpbmw2OdSV2YWuanR1Doe5ro4hLJpOQqIzzKWkuvEO+OnpDnHeIB1tg7jsCh7PGJeWFk1P9wi9vSOMhLiWlgFiPE7i4h3Y7DJWm0xmZgytzUYjt1GuuamP1LQoYmLtBmeVyc6J5VrnEP2DPoa9Qbw+ldrmftKKE4iOtmEPcfn58VRcaWVwwBeeo3XV3UwqSSIqyhr+bhQWJ7J9xMuAN8iQX2UkoHK9tZ+FmR6i7RacioRNFpmVHsfG4tR3da//8b8eM+bniPEdunmtjVVzM3A5LTjsMooiMWd6Kovmpv/VvyefeWo+DptsjGeRKJ2bwaySpL/8DydiIv4Goenvvb/3Qkys9P8dR9e4VRkwtnc1DT7/2eUcuNBCfJSV2xdn84HHXzVxwaCKLol86gsrOXOinrh4B6s3FPLYPX8wcYZtoMjzn1nGmdMNeDxOVq3JZ+chs7RF18Fik3nuM8s5d6aBhCQ3pctz2LG38pYrFnC4FD7+6WVcPNdIUkoU8xdlsWt7mYkSBYEYl8InP7GUs9faSE9xs6Akmdf3VZg5USAmwcnHni/l8sUW0jNjKJmWzPbXr5s4STa6937040u4dqmVzJxY8ooTeXl3OeP2HJBlgZSsGJ5+binXr7WRkxNHZm4c8v5KkwxBlkUy8z08+fHFlN1oJy/fQ3JGNPLOmybOIkvkFyfy5EcXUV7WSUGRB0+8A1kWTfIHWZaYMi2ZWI+T6spOiiYn4nJbkS2iueeCLDJjThrxCQ5qqrqZPCUJLdmBXNWIb1xhqyQKzFmejSfGTn1tD1OmJYNOhJRHEGDpyjziE5w01PcydXoKfm8wJAcwy2BWbSzCk+ikuaGfabNS6BsORHjoB4Mat2+eTIrHQWvzADPnpNHVbqwUjw+fN8jd75tOcloUba2DzJ6bTnNTP/otLv9DAz4+tGUyRS6F9o5h5s9Np76yy9QPAqC/z8sjT80jLS+Wrq4R5s9Pp+JaR0TBdF/PCI99eCHZOXH0dg8zb0l2qCNz0MR1dw/zjX/dxN5tZfT3ellQmh1+0DBxXcN89Tsb2bOtjMF+L4uW5xiNs8ZzOnR1DvPFb65j5/YyhoYCLC3NYd8uc63HqKvRd7+wil17yhkZDlBamsP2N26Y5soo963vb2L3NuMhvXR1Hq/+6Ypp7mmaTnvbEF//9jr2hLr3lq4p4I+/O296XzRNp619iC98dQ37tt8kGNRZvjaf3/3stHmnTdVpbxvkU19exd4dZWgqrFiXz89/cNzEqapOR+sgn/nyavbuKEMHVq8v5EcvHjLtKgWDGp1tg3z+CyvZu6sSUYDV6wr53gsHTJKaYFCjs32Qz35pFTsPGwXdm1bk8cJX9pl2n4KhIvzPfmU1e/dWoSgi69YV8pXP7jJxgYBGd9cwn/vSKg7tr0KxyqzdUMiHXzxk+tH2BzS6hvx87ourOHioBptdZsPaAj77zJtm+aRfpb/Py/NfX8vhg9XYnQrr1xdy+69OmGazN6jR7wvyoy2z2HupCZfNwp0Ls5HepVSmu8vsbuXzqWh+la98bCknj9cSHWNn7frCiO/k/yYKc+L4xTfXU9vUT7RbISMl6q8eayImYiL+NjFRyPt3HJ/+yl6q63rGFZBJbLyjhN+eqAWM5DkzwUlU0wAN4wu+FIm7Nk7i7T9fAQxdfUZWDCP9PlrHFQErVomNd5fwxps3wlxubhxtfV7aOswFX3dsLGLbK9fCXEGhh/q2Abq7zb76t2+axLZQUi6IApMmJ1Bb3WP21VckVt4/jZcPVqOjIwoCM4sSqLzaysCgubj3zuV57H7jOrpuPARMn5nK1cstpsZjiiKxbmOR0TU0xM2an8Gx8naGxxX3WhWJjcty2b3beLgQBIEFCzM4dKXN1BjNqkhsWZDJ/r0V6LqRPC9ems2Bs01GF9lx3JoFWRw+WBXmli3L5ejeSlMCabXJLFqWw7HDtWi6jiDAitX5HBjvl49RjDt/USYnj9WHueW3TeK78WpiAAAgAElEQVS33Z34xiVUTovEHX4bZ080hLm1G4vCK/2jYXdYmDYzlYvnmtA0g9uwebLRwGsc53QpTJqSxNVLLQYHrLtjCm/uNI8XFaVQlBnHjWttYanDpq3FbLulqDg2zk5qVgwVZZ1hbvPWYt4ezwng8ThJTHBSXdkV5rbcOYW3XrtmksokpbixJjqpq+8L1wDctbGI7S9fNUlv0jOjUSSJ5sa+8Hgb7yph2+vXwpwoCmRmx4Kq0dYyYHACbLyz5JaiXcgt8OAb9NPZMRSSNQlsuKOY7W/cMBX3FkxOoGfQR3fXCDo6AgKbNhax460xP39JEpg8JYm2ziF6e73ouo4oCqxfV8jObTfH+gPIIlOnJ9NY28vggC/MrVpfxJ6dZt//GbNSqS3rZHjIj67rSKJI6boC9u6pGCvutYjMmZtOxZU2RkYCBieJLFmZx6FxnMUiMmdRFlcutxpSGXQsssTCJVkcGVfca1EkFizN5tzZJgL+IHro+zd3fgbHD9aYuMUrcjl5qiH0EKKjWGVmzkrl5JG68MOuokgsXZPPthvtBFUNAbBbZRamRXPm1Jj/vqJIrFiTz/6jdWH3KYddoSQrlvNnxxX3WiVWrytgf6i5m4CA06WQMDOFM9fbw05YVkVi65Ic9u4sC383oqNs5MTauX6xNSzvG/Xpf2N/pVEjJUBsjB1tbgoXmsZ6qNgsIg9Py2D7mzeMe4EICbEOfvD8MmzWv7w29+XP7aK6sst0r998WzHbX70aKvA2JFlfeHE9Fov0F0abiIn4y/FeL+R989B7r5A3J+pvX8g7Ie/5O47nnlmIJ96BVZGQJZGNqwt45UITvoCGL6Ax4lepax9i3up84uMcKCHutk2T2BNygfH7VXzeIA11vSxbW0BMnAPFKiHLIrfdM41tIVeZUa66uptNa/KJjbEZ55VF7r2rhO2vXjNxFeWdbN0ymegoK9bQeO97YBpvv2bmbt7o4I57puKOsobPe//Ds/iv/VX4Air+gIbXr3KhvIMH7p6Ky6lgVSQsssij909n56tGAhgIjXfpfDMPPDwLh9OQq1gsEu9/dA67Qu4po9y5k/U8cu90QwZllVAsEo++fyY7Q9IWv1/F5wty4ng9j987DbtNxqpIWBWJJx+Yzp7d5fh8o5zKkUO1PPa+GdisMlarwT3+/lkc3F9p4g4cqOKhx+cZjFXCapN5+LE5HDlUYxQA+lX8PpV9uyv4wKNzURSDs9llHvrgbE6EikdHuf2v3eCTS4qwyiI2WcKpyHxyRh5nTtSbuJ1v3eT9j87BokhYrTIOp4UHPjCLi6GmTKPctjeu875HZ2OxiChWCadL4Z6HZnH1UssY51fZ8cpV3v/gTGRZxGqVcLut3HNHCTeuteHzBsPv4VuvXePe9xucYpWIirax5a4SKso6Tdzbr1/nrvunhbnoaBsbNk+iurLLxG1/8wZb75ka5mJi7SzbWERtfS9e37jx9layaeuUMBcX72BJaS7NDb2m8Q7sLGftpklIo5zHwbwFGbQ2949xPpXDuytYua7A4BSJhEQ302ek0t42aHA+Fb8vyPGD1ZSuyjPOq0gkJbuZNDWJzo4hfD6D8/mCnDzdwKKlOWEuJTWKrPw4urqGDc6v4vUGOX+xmQWLspBlEYsikZYWRUpyFL09I+HzekeC3Ljayux5GQZnkcjIjCEuxkZ/nzfMjXgD1FZ0Mn1mWpjLyo7FYZUZ6PeOGy9Ac0MvU0I2oBaLRE6+B0SBwQFf+HUMD/vp7BxmckkSskXEYhHJK/Tg9asMD/mMee9TGR4KMDjop3ByArJFRLaIFBUn0jvgM6R/PkOeODToxx/UyCv0YLGIyKEi+uqRAMNeQyLo9av0D/kJRCnk5MSFuWnTU6ht6g9LGH0+lf4BL7Y4G5nZMVgsxr1l5uw0Ksu78I6MfRb9fV4yrDJZqW4Ui4gsiSyekcqNS814Q3PA51Pp7hkhKS+e1PQoLIqEJIssWJLNySstxjlDXGfXMAsVCxmxDqyyiEUU2FScwqkjhhOVL6Di9am0dQ6x41jtu7rXf+QTS/AkOFFC512zoYjDu42HstF7aUtTH8cPVv9/+6MzERPxHghdF9Deg3/vhZiQ9/wdR0K8kx+9uIHunhEcNgtOp8JvvrjLxARUjaAk8NTjczl1tom4WBsb1xSy7Q+XTJyqaiAKfPDDCzh/qoH4BCerNhTy0suXTZyu6ciiyBNPzOP0xRaSEpysWprNn399znxxutGJ87En5nPhYjPJSS4WLcriD786b8IEDJvID3xoARevtJCa7Gb2ggzYedPEiYKAw6nwoffN5OqVVtLTo5hVnMRLt2yPi5KAK8rKI4/P4/rVNtIzY5g8Jclwnxmn4pAkkTi3lScfmMHNG+1kZsZQlBsfUUAsyyKJsTYeemwOV+p7KUyNIs/jQpZEk0xCtoikJLp44t5pVFZ0kpMbT0aKG1mWbpEGSaRmRHP/E/OoquoiP99DUpIrQvJjkY2E7IFHZlNT20NRoQdPnCNCoiPLIlOj3Tyfn0VtQy+TixKIVixIklmiI0kik6Ykcd/DM2ms72PylESsVjnClUcQBUpmpnH3wxrNjX1hadA7yQbmzk5D9QZobu5n2oxU/L7grUoeNE1nwdJsfOi0tg0yc3oKw30+blHyEAioLFuZhx6Skcyck0ZX53BEAbF3JMCqtQXouk5XxzCz52fQ0DZgdu8BhoYDrN8yCUkU6OkcYvbCTOqqeyIKoYcGfWy6YwoWRaKvZ4R5i7KouN5u+izAcCG67a4S7DbZkPwszeLy+eZIbsDHHfdOxeWwMDjgY0FpDqdON5rmAMDggI+7H5iOK87G8FCAJUuyOXywOuL6Bvp93PvgDGLi7QwPB1m6LIc928oiCrD7e7187PlleDwOvCNBSlfmsu2Va2ZOh74eL08+u4TkRCcBv0rpqjxe+cMl0/unh7hnP7+CfallqKrGsjX5/Oevz5k+D12H3p4RnnluKftCUp4Va/L59b+fZnyrB03T6e3x8vgzC9i/uwJBEFi5toCf/vB4eMdllOvv8fKBJ+exf38lkiSyZk0BX/3FaZOkRtV0egYDPPbEPA7sr0K2SKxdU8A3vnvY9J6oqk7fgI8PPr2AA4dqDPvdtQW88MU9Ji4Y1Bjq8/Ls/dM5cLQWu01mw6oCPvflvRHcwJCfRz68kKOHqnE4LazdOInn/nl3BOft9/O1JfkcOVGH06GwcX42j+8xJ+T+oEbXuD4r/1PEe5x88JmFnDhZT3SMjY1rC9n31g3zeQNq2LJ1IiZiIv4xY0Le8w8Wz/7yNJdrusPbylaLyPtnpLEzZNFnkUXiYu0kShK1VV0mD+q1GwrZu93w9bZYJOISHFiirNTV9ZocLJZvmsS2o7X4/CqKRSTJ48Q94Ke5sTf8Y68oEss2FLI3ZEOoWCTDAWLIT2vroMnpYvGGQvYdqTE4RSI9xU2nINDWPWySJG0pTuLooWp8PoPLyo6lp2WA3p6RcV7VMouWZHHycC0+XxBFkcgpiKe1uZ++Xu9YXwKbzOzFWZw+2WBwVon8Ig+1Tf30j3MhstlksjYXcbCiE29AxWYRmZ0Rw+D+GgbHSY3sDgszpiRx6ZxRPGq1ShRPS+ZGRSdD46RGdrtM0fQULl9rw+dTsVolZk5N5ua5ZlO/AafTQk5xIjdutIe52bPSuHym0dRvwOVWyCiIp7ysE5/f4ObPy+D80TqT+0xUlJWUjBiqK7vwh7iFi7M5eaR2zHZSgNhYO54EJ3U1PSFOZvGybI4fqDZJauITnDhjbDTV94XHW7oyj8P7qsISHUEUSEpyIURbaW4ZCHOrV+RxaMeYpl0QIC0tGnSd9tZBAgEVxSqxal0B+3aO+ceLIRmaz6fS1TFIIGDYzK7aPIlt+8fOK4kCudkxBNqGjMLSELdm0yT2jJfKSAJ5RQl0dA3T1ztiNJVTJNZvnMTut8d89WVZpLA4kZamfgb6vGFu3e2TwztIYDz4FZckU1fbzdCAP8yt3VrMtp1mv/xpM1Ior+xiaMiPqupGf4kNRezYftMkqZk5K43r1wzpzSi3cUMRu966MY6TmD0/nSsXWhjxBtA1HYtFYu3GIvZuKwt74yuKxJzFWVw41RBys9GNYvoNRewb5+dvUSQWlmZz5pixW6TrOoois2x9Aft3j0l+FEVi8fIcThyuxe833HEURWbZ6jwOjpOmKVaJ0pV5HDlQbTwYCga3eEUuhw9Wm7gVa/LZGyoQFwTBkAatzGPvuUZ8gTHpzW0LMjkYuqcJgoDVKjN3YQbHTjaE54FVkVi/Jp+deyrxBwzObpOZNyWZMyfrww9sVqvEqi2TeDt0r5IkAbvNwoziRM6cawo/sFkVic1rC9gTKrCXZBG73ULerBTOX2wJd/S1KhKb1xWyfZvRS0GWBZxOhdSpyZwv7zRxn39sHnOm/OVi2SMn6/hJqHGW0TjMSo7LSsWNjrF+A1aJT31pNYXFiX9xvImYiL8U72V5z9SZ2fob70F5T170E3/z92xC3vMPFl95YAaTM2IQBLBZJJ7dUsy+PWOJUyCo0dvnZVZpNtm58QiCkSg/8tR89u0oD/8ABwIqvV3DlC7JJjs71hjPJvPEU/N563BN2E/cH9Do6B5m2aYiMjINzm638OQzC9m5p2Icp9LWPsj624tJT49GEMDhsPD0xxax68CYP7nfr9LcOsj7VheQnuhCAFwOC59+eBYH941p4f1+lYb6Xu5+cAZJKW4QjAT46WcXc3T/WOMsv1+ltqqb+z4wm8Qkg3NHWXny40s4cWzMZ93vU6kq6+KfHp5FQoITgOhoG09+dBH7yjrwhjTG3oDGuYZe3v+hBcR7HADExNh48qkFXDjTFB7P51O5dqmVxx6fT1yc0cEyLs7O408v5NLVtvDr8PlUzl1q5YlnFhIT6nQZ73HwyJPzwwn/KHfmbCNPPrOIqGgbAJ4EJw8/Npfy8q7w++fzqRw/Uc/Tzy7GHWWFkD3kA4/Moaa6OzwPDElSNU9/fDEut8Elp7i598EZNNT1juOCHNpXxdOfWIrTpYAAKWnR3HbfNFoa+03j7d9dwdPPLsbhsBiJfHoU6+6cQmvboInbuaeCJz+yELvd4DKyYli9vpDOjqGwltvvU9mzo5zHn1mIzSYjCJCZE0vpyjx6uofDiZjfp7L/7TKe/OAcbFaDy82JZemsdHp7vCbuwK5yHnp8HopVMrgCD9PnptPf5zV2bfQQt6+SBx6Zg6IYXF6Rh8lTkxjs94ZX4v1+lSP7qrjnoVlGd1RRoHByIjkF8QyGEv5R7uTBau65dxoWi4ggChRPSSItIyac8I9yJ041sPWOEmRZRBQFSqYmEx/vYHg4YOLOnGtk0+3FYW7azFScToWRET+aqqPrBnf1citrNxchhbgZc9ORJRHvSABNC3E+lfLr7azcUIQkCYiiwJwFGQT8Kl7vGOfzBamv6mb5qvwwN39xFoP9Pry+IJpGmGtp6mfJ8lwkSUCSBBYtzaGrfShsm6lp4PUF6ekcZuHi7DC3dHku9c39+HxqiNMNiVr3CEtmpiGKBrdhcTZ1NztMnNcbgIDGnFmpiKKALImsW5PP9Zsd+Pxj3PBIAMkpMyPESbLI+s2TOXe9PfwdUlWDi4q2Mb0k2RhPFtm6ZTIXjtWF57Ia1Bge8pMa46BkShKiYHB3b53CieNjXDCoMzjop8jjpCQ/HlEAxSLy8JbJ7yrhB/jNHy6OG0+jf9BH0bx08go9oYcoiQcfnTuR8E/EP0yo+nvv770QE/Kef7CIslu4e0oy6SNBoqOszMuJ4/e3SBBUTQcRlq/Jwx1tJTbOzuSSpAipgqYZspqVK/I4H2UlPt5JUVFChEe9roNoEVmxOp9LF5rwJLjIK/RESDPQjdXQxRuLuHi9jaQEJ5l5cZEvQgCbJLB1RhrXrrWSlOwmO9EdkpiMjSkIAlaHheVrCrhxrY2U1ChS0qIQJQF13EsRRQG7w0LpmnzKb7aTmh5DQrIrQvIjSgJOh8LKFbmUV3SSkR5DXKILWRQYZ6KDJAo4Yu0sWl9ERW03OekxxMXZkWSBwDg7IEkSiYmxsWxFHjXVXeTkxBMdY0O6RVIjSQLRsXZKV+VRV9tDTl48rigrohgp0fEkOCldlUdDfS/5BR6cLiWiWY4kCSQku1i2Ipem+j4KJyfgsFsiOFESSU6JonR5Di2NfRRNSUKxyRFSHkEQSM2MZuGafFpbBiguSUKxSnArB2TlxLJ4ZR4dbQOUTE9BfoeiQl2HvAIPi1bk0tkxyPQZqYaLyS3TRVV1CiclsKQ0h+7OIWbMSSeo6xHzKhBQmVKUwIo5afR0jzB7XjreoQCaZp6nfp/KlBkpLFieS1/PCHMXZtLTPRIxn/0+lamzUqmuyqG/38v8RVl0tAxESG/8viDTZ6dRX9PNYL+PhctyqKvujpDe+LxBZs1Ko7Gmm5GhAIuW5XC9vDNCkuTzBZk7N52Whl68IwFKV+Zz4WJzxOv1+VTmLcyko6Ufny/IstX5nDhWyy0vl5GRAPOW5NDZNYzfp1K6Jp9DuyoielZ4vQEWLMmmt3uYYEBj6ap8dr91M5IbCbBweS49w35UTWfJqnze/NPliM9tZDjAkuW5DA4Z3XyXrMjlT/9xwQzpxvWtu2sKvegIIixamcfvfm3eHdZD3Kb1hfh9QSRJZMXcdH5xpjGCGx4JsGZ9EX7AIossXpjFufPNkeN5VVasykfXjOLh+QszOXDePJ6m6Xh9QdYtzcHmC2KzySyYlcaRbWURnN8XZO2SbOxBDbvDwvxZqezYZpbeqKpOMKCxeUEmbk3H5VRY8D8k/McaGzje1IhbUbizcJKpaRsYDxyaDp//xjo0VUMQhf/WuUfXdY7sr+L8qQaiY2zcfu804jzOd+Sq+itpHmrCLjsoiZuKXbb/t9f4l0LTdPbtKOPqxRY8iU623jcNd5TtHc9bN3iDbm8rdtlFXtR0FMn6V593IibiHzkm5D3/YPHym9d59e0b+PwqogAOh0JhXjxXbrSZnC7WzEnnWEiyIYqGg0V2Vgxl19vDWnXFKrFgWQ7Hj9Xh8xnb3i63lehJHm6O00dbFYlVkxM5fbwOf4iLirYRneqmurqbYCi5sVllZizM5OSFZnx+FVkSiI22E+uQqW/oCztn2G0ycyclcuFcU3g7OzbOjt1moalprEmP3W6hpDiRK5da8PsMLiHRiaTptLUMoIU4h1MhvziR61dbDc4ikpTsIqDqdLSHmvQI4HRYyCpK4GZZhyGFsoikpEVTnuKkvd+HqhvONTF2mVmCRHl1D/6AIXHKSo3CX9tLf6iZjyBAVLQNT1oUNTU9BAIqFkUiOzuW5p4R+vq9IUcfgZhoK0luG/X1PYYURZHIyYujqWWAgQFf2HEoNtZOtFOhqakvzBUWeaiu6w1LjURRIMHjwKULtLb0EwxJWyaVJBtykmG/Yd8pCSQmuxEDKp3tQ4YUxSoxZUYK16+1h6VGkiSQkh6NV9Xo7BpCDepYrRIzZqRy9VxTWGokSSLpWdEMDgXo6RlBDWqGdGleBqcvtYRdjWRZJDcrhp6OIfr7vIZkxSqxYH4GZ4/Wh3dKZFkkv8BDW3Mfg/2+MDd/aTYnjtWZJDVFkxNpqO1hcNBvdBG1SiwpzeH4OOmIxSIxeWoSlVVdDA/50TRjfi9dkceRcdIgi0Vi6oxkyq53MDxsNH6yWiWWrc7n8K6xHTOLIjFjdhpXL7XgHQkY0harxIq1BRy4hZu9IIPz55rxece4lRuK2LWvMswpivEenD8+KqkJfU83FrFrnL2nokgsWpTF2VDhN6HxVm0sYs84yZRilVhcmsPxw2PyrVslfKPc0pWh92CcbGfVpiL23cqtLWDv4RrTtaxfmcf+neXhHSlDolPA/r3m17ZqTb5ZGmSVWL6piLeP1pq4DYuzOLCvKjyeVZFYtaGQN47X4wuMHds4K43DB8Y4RTHkTG8dqDLJe1YuyOTwkdpw0qwoEptW5hmyJ78KgtFAbs6qXI6crA9zVkVi8/JcDrwRklGFdkTnLMo0+kmMG2/1hqJwh+PRndMZizI5dabRzK0rYOfBanwhzmaT+f7X1pF4SwK+vaqSl25cw6eqhluRbGFyXRwXLrTiH+dq9MLnVpKbHctfitdeusSO1wznKVE0bJO/+cPbwjuGo3Gp8yLlfTdRdRUBAUWysjFzM9a/MgH/7b+f4uiBqtBvgkh0rI1v/PA27HaLibvadZyWkRo0XUVAxCY5WJS8BVm0/DcjT8T/i3ivy3tePfjek/cUxkzIeybi/3G8saMs/MOlhbbbp0z2sGB2Om6XQnKii898bEk44YfQNro3yPS56cyal4HLrZCU4ubj/7yCI4drwz+sqqrjHQmwYloKc6cm43YqpCW5+NJHFnHi8Jg/uarqDA8HWLkkmxnTU3E5FdJSo/jM86UcOdMYvr6gqjMw5Gf96gKmlSThcipkpEXxuY8v5cypBtN29kC/j823TWbKlCScToWMzBie+/QyLp5rDp83GNTo6R5h6wPTmVyShNOlkJEdy0c/s8zwYx/lAhpdHcPc9+BMiooTcToVsnNi+ehzpdy42T4mhQpotLcO8JnSPKZmROO2yUxKieKF20qoqOkJ/wD7AxoNrQN84MMLyCs0Vt9z8z08/pFF1Nb1hCUrAb9KfV0PH35sLvm58TidFgry43jqg3NpbOwbk6L4VWqqunnmwwvJzYnD6VQoLPTwyD/NorV1wMSV3ezg2Y8tJicnFqdTYVJRAu+/fzqd7YPhhze/T+X6pRaefX4pWVmxhgVncSJ33zuV3p6RMSmKT+Xy2WY+8dnlZGTF4HQpFE9NZvOdU+jr86IGjYcon0/lzJlGnvv8StIyonG6FEqmJ7N202QGB3zhlW6fT+X0sTo++3wpaalRuJwKM6alsHJ5HiPjJSs+laNH63juCytISYvC6VKYMTuNBUuy8A4HTdzxgzU89/kVJKe6cbkVZs1NZ+bcdLzeYHhF3O9TOXqohmc/t4LEFIObvSCD4ukp+LzB8Iq436dy/FANH3t+GQlJLlxuK/MWZ5FfmIA3lHiPvo7jh2r48KdK8SQa3IKl2aRlxYQT9NHxTh6p5clPLCE+wYk7ysqSFbl4klz4fQETd+ZoLU89NR9PvAO328ry5blEORTzeH6VMyfqeeyJecTHO4iKsrJydT6KIBj1GuPGu3SmiQ88MY+4eAdR0TZWry9CVbWxeo3QeJcvt/K+D84hNs5OVLSNdVsmG64546xh/X6Vsqtt3PfwLGJiDW7jHVPo6POarFf9fpXymm7uemAG0bF2YxX5rhJaWwciuIaGXrbeM5XoGBvRsXbuvG8aFS39EVxj1zC3315MdLSV2Bgb990/nSsNfeGEH8DnV2n3B9m0aZLBxdp5/4MzuBR6WB/PDQdUNqwtJCrKSlysnUcemsmVc81jnA4+fxCLX2Xdyjyi3FbiY+08/vBsLh2tH3tfdGPHxm63sHxNPu4oK/EeB49+aAFnToxJeUYlTnFRNpaV5uB2W/F4HHzo6QWme5/BqRw4Wsut8Vp5Gb7QVqUO+NQg+SviWDw/A7dLISnByXMfXvSuEn6AHeOsZkfv9WeO1ZkYXdcp67uBqo+eVyeoBWgcanhX57g1VFXj4LiHPFXVGBr0c/lck5nTVZqHq9DC59Xwa166fS1/1Xkn4h8jdPibO/VMuPdMxHsiVC1SeoMukBLnoMmhEBVlJcalhFfBTRyQkOQyfsBj7bjdNm7dKdIBQYcMl0KPJBBrk4myyxFSAHQdQRBISHLS2jlIfKwDl1OJvGABRAEynApDoki81YLrv/GtFkWBxAQnPR3DJMY7sNukWxUmxniSQHySm+5eL/FJLqzvIFlBEJAlgaR4B0NdwySGrEojpS1gBaYPBXG3D5NusfBOG94CArJFIi7NTX8gSGyqG8s7jiegyBJpUVa0HgtpbhsWSYh4HYIAskvGscaD3GfFGReNZJUjGl0JgoDNIpEcY0cfCpAca0eWxUjpjSBgVWQS4xzoviCJ8c6Q3Cfy9drsMvFJLlQdPMkuBFF8h/MaxcueUP1DQpIL8b9ZYnDaLSTH2bHoOsnxdswirXGcUyHe4zTkSYlOBIGIhl26ruN0W4n3OI2dnSTXO46naTruaBueBCf9imR0hYWIeappOu4YG/GJLgYGvCQkuYw5fwuoaTpRMTbiPQ6GhvwkJLlQVd3kPjPKxcTYiU9wMjLkx5PkCu1AmM+rqjpxMXY8cQ683gBJCU462wbf8friY+wkRtnweYMkxztprO+JeO9UVSMuzk58nJ2AXyUx0Ulf70gEp6kacR4nsfEOgkENT6KL1qb+dxhPJz7BSazHgabqJCS6qGjojeQ0HU+iwek6eJJcXL/e/g7jQXyKG3eyC0EQiE92E7wRyWmajifRRXSCE1E05Gy3yqBGry/R4yQ+xm7I3uKd4Z1CExfUSIm1kWKzIFskEqPskZxucJmxDpLtFhRFxhNli2gCN3p9yUku4mLsWG0ysbH2iOsbrR9ITHASH2PDZrMQE2N7B1mkTjCo8tuj1ey50orbJvPhNYVoeiSHKPDMY/MirufdxK3yMF3XI34nwud5F8feTdz6vQhfS8R7FXkdQLjfxkRMxET872JC3vMPFr/4j/PsG7cFb7PKzJ+axNkzTWPHbDJzpyZz/nRjeIvbZpOZPj2FS2ebxh2zUDwrlUsXmsNb1za7hUlTk7hyuTV8zG63UFyUwNXxxxwWsqcmc+16e8g5A5wOhexJCVwt68Af0BBDx6bF2ikP2SQKYsjpojCe8rIOAgENURRwuRTSU6KoqugMH3O6FFLToqiu7AodA5fbSnKim9rqrjAXFW0ka3W1PQRDx6JjbMTF2GmoNWRKoigQE2fHmuCksbGPYFBDkgxJjdOp0NTUHz4WF2eHeCdNbUPsgMAAACAASURBVIPhY4lxDtz+IK2tY8cSEpzIgkB7iBuVH4kBjY62IVTVOJaY7MIvQGfHEKqqI8siyWlu2ufb6RgaQdUNm9RMlxN5Xy893cNhLi09muHuYXp7vGiacSw9M4bBnhF6Q1Ij2SKSmR1LV+cQA30+NE3HYhHJyomlo2OYgb4RNM1wi8nOj6elfYiBgTEuNz+eprYBBgf84WOFBR4aq3sYGvKH3WIKJiVQV987dkyRmFScSGVNd6hBlCFLmFycSGVFV1g+oygSJSVJVFxtY2Q4MHZsejJlV9rG5DOKxNRZqVy90saIN2BIWxSJ6bPSuBLyVB89NmtuOpfPjjkdKSGp0YVzTQYXOjZnQQZnzzSFnY4Uq8Tc+ZmcOzEmNVKsEvMXZ3H2SJ352JJsTh81H1tYmmPa9VKsEguX5XLsyNgxq9VoTHXoyJi0xWqVWFqaw9H91SaJzvIVuRzZY3bCWbY6n0N7Ksf9W5nSNXkc2l1p/rdrjSZU44+tWlPAgZ1mGdCKdYUc2FVuOsf/Ze89o+O4znTdp0In5ByJnAMJBpAgmANAMEoklWVlyQqWHOUwDmNT0li2NbZHksN4bI09lmVZsqjIDII55xxA5JzRiJ276/yoRqOL4Nx7ru/cKx0b31r8Ia5Hu6qrqtm79n6/9122Moe9O6q1463JYZefO5NeL1FRlqkaAPj9XfmqbK3USC+xfHU2u3ZrJT9lq7LZtr9e83drlmSwy894QK+XKK/IYsuRpnHpjU5i/dxk9vg5Iun1EktX5bDjYL1GyrO2NIX9O29ouYos9vkF5KnBXlns3af9u+WL0zh407VftDyDg3vqNY5IC8ozOegvj/Le30OHGzXjlS7L4MCxJo2EqGh1DjuvdmLz7soZdRJ3rQjnWGcLDu9qv0GS+PHiZSQEB9/8z/3/Vv3xN8fHnytB/U344evriIoJ0nAnuo7RPNLkW+3XiTpWJa8lQA74m477i58c4MKZNvXfdUGVWf7k17dP0PWf6dlDv60TD25AQCfqWRC3flLX/ynXZ1neUzgjVXl/3/c+7dOYULnhn//Ur5m0adOmT+XAv/3tbzc9+eSTn8qx/5GrqDAWj1thZNRBcmIoX3tmLm//+bxm21tAba5LSQnHMuogKTmM555fyF/+cEbjPS+IAsvKM4lPCsVicZKSGsYXn1/IW2+e0zQ1iqLAilU5xMQEY7M5SU2P4LmvLuDNdy5oVtVEUWD9yhwiIgOw211kpITz/BPFvPdfZ8ebHxV1pX7DnYUEhRhxOtxkZETy1DNzef+di77jjunc775vOqZAHU6nm8ysaJ54uoSPNl/yfY4x3fz9j8xCr5dxudxk5Ubz8BOz2fbhFQ2nKAqPPj4bURZxuRXycqN54IEZbN9e7ZPUjK3iPfvobDwoeDxQmB3FQ7flU1lZ45PyKIoqN3r2uVJcTtU9pKAwlg0bCtm/u9bHeTwKDoebL31toW+CMHVaHKsenEplQwsO7/XzKAoWt5vvPDAX64ADQRCYNj2eihXZHDvYqBnPMurg+e8vY2TIjiDC9OIpLFqeyakjzRpuaMjOP71YzuCADUkWmTF7CnMXp3HqeIuGGxiw8YMXyujrsyLLIsWzkygunsLZky2+6+fxKPT1jrLpxyvp7R5B1omUzE2moCiec2fbfPfN7e2jeOnlCrq7R9DrJErnpZCbE8WFM+0arqtzhBdfWUVXxzB6g0zpknSS0yO4dK7dt7rqdit0dQzxwk9UzmCUWbgsg7j4YK6c7/CtcrrdCt2dw3z/xyvpbB/CaNKxeHkmEVGBXL7Q4VthV89vhO+9WE5nxzCmAB3LVmQTaNJx9VKnhuvrGeUbL5TR2T5EQKCestU5iKLI9ctdvmfe7VYw91r42veW0dUxTGCgnoq1uTjcCtev92i4gUEbX/36Qjo7hgkKMrD6tjxGBm3UXu/VcCNDdp75+kK6OoYJCjaw9o5CertGaajt03CWUQdPfnkeXR3DBIca2HDXVFqazDQ3mDWcw+7m0Wfm0t05TGiYkQ33Tqe2uofW5gENp7g8PPhYMV3do4SFGbnvviKunu+g3W+nwO1Wd/jufXAGPd2jhIWbuO+hmZw+205n54iGM+gk7r6jkO4+C5HhJh67dzpHjzXR7Zf27XYrhATo2LA6lx6zlahwE0/dM43DVbX09Vo0XGSYkZUrc+gzW4iOCuCpB2dxYHs1Zr9UcLdbITYuiCXlWQz0W4iODeKxp0rYsaNakwrudiskpYYzf2EaA2YrMXHBPP5cKds+vMqIn6Wv262QkRXJ7NIUBgdsxMYH8+QX5/HRR1c1lr5ut8LU/Gimz0hkaNhOQmwQX3qyhN8caWDET1rl9ijMio9lVloEww47iUHBfHHWbFJCw/hba+qMBJ+8ZkpKGF/4xiLiE0MncAmBibg9LpweJ2H6MObHLyJY97e9aADMLEnCOqqGr6WmR/Clf1p8ywbiWFMyTsWB2+MiVB/F9KglGP/GF43J+p+rF154oWPTpk2//bTP41b16/94ddNdDy9Sd28/Q39+9ZMtn/o1m5T3/IOVy+mht3WIkY5h3IM2hszWCa4tgtcppbttiIGeUZxWJ0MDVkRB8POKwSuvgI6uEfoGrDjcHoaGbBMlNQgoHujuGGKg14LH4WF46BYhMQIoHg/9jWasLYMMDdux+P2A+pfHDT3tQwx0jSI4PVgtjglSD1C35bs7RzD3WREQsFpdEyQSCgout4eejiEGeixICN7V4wkgLpeH/uZBRtuH6XcrOGwTxwNwOlyYmwawtg0y4HR7NdsTt9Htdjcd3aP0DVjRm9SXkwmHVRQcDhddXcOY+y2YTDoc9v+Gs7jp6RhmsMdCj0mH2+WZcFyPoloYdvWM0Ge2EdQ5QqF7IjfmoNLVPUJfv5XgrhGyb8kpjI466ekcZqDfSnfoMFkZkbfU6IyOOujsHWVwwEZH9whJabfWHY8O2ulvVX3veyMGSfDaqfqXIMDAqIPWYRtDVifhfRYiogMncKIoMDRgpbdjmNERB91tQ4TkRE2QOImiwKDZSl/nCJZRBz3tw0xJD5/gCiWKAgNmK32dw1gtTnrah4iND1a/N36yBVESGOi30Ns9it3mpKtjmLAIE4IgaK6hKAmY+y30dI/gsLvVl5Mgvfr98ruGkijQ32uhz2tx2t0xjHQLzZQoifT1WOjrHsXlUseTZIGbdU6SJNLXPUp/94j6PekY9oa2aUuSBHp7RujrUXefujuHVYnYBE6kddBGs9OFR4EW78vircbr7hqhr3cURYHuzv/+uG1mK+0WJ4IAbWbLLY8rSgIDjWacN/oQRIHBwkHk/2a8/qYBrA0DSJKIuW0I8VacLNLZPUKPWX2J7e0bVa/fLY7b2TlMb78VnU6it88y4XMIAoiSREfPCD1DVvRWmb5+y0SnLBFEUaRhxE6jx4PR5aHb4lRdqzScgE6S2JCdxYbs3Ann9LeUJIlsvH86G++f/n/JiYJIUdQMipjxP3JcnU7i/sf/7xc9JVEmL/xvky5N1mRNlrYm5T3/YPXavx3irF+gjF4vsWhpOgcONmAfc+oJ1JOdGMr1y50ap555i9M5esDr6CMJBAUZiMuIoLq6Z9ypxyAxd14Kx4+OO/qEhBiJiwygvqbPj5OZvjiV46dbvZxIeJiRqAA9jY1mn77VaJQpnhbPuZMtPgee8MgAjEF6WpsHfCu6RpPM1BmJnD/X5uMiowKQZYnOjqFxR58AHXl5MVy50KE6/+hEYmKDwPtyMObUExCgJyMniuorXd4wMpHYhBDsNhd9PSOqBluAoCAD8TlR3Kjp9Tr6SCQlhTAwYGNgwOZz6gkK0jNlSih1df0+LiUljN7eUQYHx5x61JCshPAAmhrMOB2qo096ZiStXeNOPYIgEB5hQlwdSePAMA63B4Mkkh8ejnlzGyMjaqKtKApERgVgMsh0tg/5HH1y8mOo9wY/jXHRsYHoRZGuzmGfo0/+tDiuXevxOfWIkkB8fDAuRZUajTn6FE2P5/JFNSAK1MlV4pRQ7BYnfX0W3F5u5uwpnLnQ4ZPPSJJISmoYg95r5Xar3JzZUzjv59QjySJpmRF091oY9nP0mbMglcNnWn07ILIskpMVSU+9WZUfebn5C9M4dmC8MV3WieTmx9DUYGbU39FnWQaH/eQpsk6kYHo81TV9WC2q7t5gkFi8LIND/g48OompsxK4fqlLfflUxuUz+2929ClO5PJ5raPPspU5VN3kwFNcmsypc20+73q9XmJFRRZ7tlZruJL5yZz2hmSNSZfK1uRMcOApXZTK8TH5kZcrX5PLbr+wL71BYsGSdI7sb9A4+pSt9rrP+Dv1LM/k0J5ajSxmwZ0FfHJEK09ZMyeJw9u051y2Mos9u2o0jj7LKrKovEkatGh1Dttucsy5rTRlwrWqmJ+iypn8xitbncOuSq0MaMmiNK0LkUF1P9rtd34Gg0zp0jQO3yS9qViZzS4/2ZPBIDO/JIljhxpvki7lsMd7TX1OPQtTOOEXCqbXS5SvyGK39/zGnHoyl2Vw+EonjrGwL51ExZJ03j+nBo8JQKBB5q1n5hEbOtHacrIm6//P+qzLe97b+9mT9+RHTMp7PpVj/yPXb3593DfhH6vZs6dQWpqCoijk5cXwpS/O4+03TvncWEBd/Z+7MJWZJUkgKOQWxvL0VxfwpzfPahrVJElk8ZJ0iorUcJv8glieebaUt//rrKZJS5YFysuyyC+IRRJhWmEczzw+m3fePq9pLJNlkYq1uWTnRiNJAoUzEnjoyTm8/85FzXFlnci6DQWkZUQiywJFMxP53COz+OSDy7j8PodOlrjj3mkkp4Qh6ySmF0/h7vuL2PHRNY0kSdaJ3P3QTBKmhKLTS8woSWL93dOo3Fqt4SRZ5KFHZxEdG4TBKDF79hTWrslnz55azXWWJJHPPzGHyEgTRqNESUkSFSuy2H+gXsOJosDTz80jLNSIMUBHybwUFpVncPhgg4ZTFIWv311CYLCBQFlmcXoCZWFxHD/UqJEkuV0Kz397CUaTjoBAPfMXpTFzThInjzVrOKfDzTd/sBy9XiYwSM/8ZRkUTE/gzPEWjWTKZnXyvZdWIEoiwcEGFi/NIDs3mrOnWzXcyKiDF36yEkWBkFADS8sySUqP4NzZdj9OYXDQxo9eWY3b7SE01MjyskwSY4O5eK7dJ+lSPArmfis/fm0dDoeL0DATK1bnEBodyIWLnb7nwONR6Ouz8tOfr8FhcxEeYaJibS6BAXou+0l5xqRGP/rV7dhsDsIjTay6vQBZFrlyodO3Cu/xKPT3WvjRq+uw2VxERgawZn0BisvD1Yvjkh+PR5XovPTqWmxWJ5HRgdx21zQsIw6uXhqX8njcCoNmK5t+uhqbxUl0bCC331NEv9lCtV9zq9utMDhgY9PLFdisTqJjg7jr7iI6WgaprdZKeYaHHXz3hyuwWZ3ExgVz54MzaKztv4WUx8k3XyhTm4Ljg7n74ZlUX+2mqV4r5bHZXHztn5dhtzmJSwjmvseKuXiujdamQQ3ncrj58reXYrM6iZ8Swucen83BK1203iTRcQnw/DOl2GxOEpNCeeix2Rw91ERnx7CGEwWBZ55TuaSkMB5/bDY7TrXQ1aeV6OiNMs89NBO73UVKUihPPVbMnu3V9N8k5QkM1PPw48U4HC5SU8L5/FMlVG69NkHKExZu4r6HZ6pcegRPPFvKli3XJkh5YqKDuOueIhwOF+npETz9zFw+3nyZkWGtlCcxOZTb7ijE5XSTnhXF578yn/c3X1ZfsP249PQIVq/JxeXykJkVyReem8d/7rqBxTbupuTxKBSlhLO+NAWPojA1KYxNG6cSH/a3e+NP1mT9T9VnWd7zq9+8uumOhxejIHym/vz7K5986tdsUt7zD1Z6g6TR70uSiCQI7N9xg7qaXnR6iZy0CPQG2bfCCyCJIgqwb1cNjXV96PUyWbnRyDpRY+cniAIej8L+qlqam8wYDDK5udFIooDLbzIvCAJut8KBXTdobRnAaNRRkBl5C2mQmhJceaCe1tYhAur7yZwaN1HKo4DN5WbH0UbaO4cJbB0gszBmgjOFR1GwWZzsrayhu2uE2uoesnKi1UAyf86jYB11sn9XDT09I9Tf6FUDxW5y2PC4FUaG7RzceYO+PgtNV3vJSA2f4MThcXswjzrYcrqNvgErl3otTEkL17yQgFe7PWBjz4F6BsxWGloGSEwOm+AA4nYrmHssnPqPKwwO2hiICiDtwRkTAqfcbg+93SMcqqxheNhOR+MAGz9XNPG6eLMLDlbVMDLioL11kNvvLZrgkuHxKLS1DnKoqpZRi4POtkHW3VF4S6lRS4OZI1W1WKxOetqGWbEhn5tLEKCpto9jlbXYbE7MrUOUrcmZwImiQM31Ho5605TNPaMsWJU94XmRdSLXLnVxdG89DoeLgV4L85ake4PMxq+NTi9z5Xw7R/c34HS4GRqwM3teMtJNwW0Gg8yls20c21uHy+lmdMDK9FlTkCQJj2ccNBhlLpxu5djBRlxON5ZRJ3lTY5FlUfOSaDDKnDvZqr6cuRWsFhcZ3hda/3tsNMkcudzJjuoe3G4PA0aZ3BAjovf7NVYmk8zpo82cONSE26PgcitExwZO4IwmmZNHmjhxuAnFm6IbHGqcICEyBeg4drBB5RQQJJGAgIlSI1OAjiMH6zlxvBlFAUkvExikm8AFmmQOHajn1PEWb6aBTGCgTis1EiAgUMeeI40cudCBABhCDATd5NcuAIFGmYO7azl/qAlBgHCDjoAArevXmFHAwcoazh/2ckGGW3IBATr2767lzIlWBFEgIioQU4D2uKKoXr+qvXWcPduOIAhExQZN8JMXRQGDUWbfrhounmtHEgVi4kMwmmTwM1SSJAGDQWJPVS2XL3chiQKJiaGYDBKDo1ouyKRjeUEcywvimKzJmqzJ+n9bk/Kef7A6eKCe379xyidtCQ8zERlipL5mPAFUr5eoWJPL7i3XcDjd6GSJiKgAAgL1NNX3+yYTer3EsnW5vm10nU4kJiYInSjQ2jzgsyHU6yWWr8hk7y7Vl1mnl4iLD8alKHS2D2vGW7Iik3171VAdvV4iPiEYi91Nd/e4XaFeL7F8YSqH9oxzSSlhdLrc9PZbfJxBL7G8OImj3qAivV4iNT2c3s4RzGarb9JhMMiUzk/mhFf+oDdIZGRH0dYyyNDA+IqfwSgza24SZ461+LjsvBjqG8yaFT+jSWZqSRJnzrZht7sxGCQKCuI42znEiN+LVIBRYm5KBBfOt/u4adPiuXapE4s/F6AjNy+GK5c7fdzMmYlc8Au/AggM0pORGUn1tW4vJ1NcMoVzR5t97jOghoIlpIZRe6MXh5crmZ/MKT/3GQQIDTMSkxhCQ12/j5u3KI0jB8elMoIA4ZEBhEcF0Nw4gMOhnt/Cpekc8ZNcCAJExQRiiDDR1jrk45Yuy+DQjnH3FEEUiIsPRtaJdLYP43S4vRKYbPb6Ob6IIiQkh2HRS6oW3itdWr08k32fXPPjBJLTwrFanfT3jOJ0ecalLVuv+zhJEkjLjGTAbGXQbFWlUAaJirV57NpyzY8TycqLortzhKFBmyqF0ktU3OblvJ9DkkVyC2JpaxlgZMjuk0KtvC2fnZ9cHZcaySIFRfHUN/QzMuJQpVB6iWV3TWXz4QaftEUni8zOj6X9WDOWUYe66q2XWLk2l0q/4+p0EjPmTOHKhQ5sVhcejwedTqJ8rVfG4scVz0vmwuk2bDanz01p+aoc9u644XsOdHqJuQtSOX282Ss1UtDpZZauzGKPf5iWXqJkWQa7r3XhcLjxKGoj7roZiRzYreUWLU3n8IEGHI6xY8iUrshkj18Ql0EvsWxpOttPtmL3unsZdDKr82M4cpOD0bKyLNXz3eFSrWcNMiWlSWoDuz+3KpuqXTU+FzCjQWbmnCROHG3ScOVrctm56wZOpyp3NBp1TJuRwMlTLb7dNoNBYvWKbCq3XMPpcPtSvQvyYzl/unVcPmmQWHF7Ptu8TkeSpMons7KjuHC+w/dCqDdILN9YyLvHGrE7PciSQEiAnt99cwkht7IynqzJ+pTrsyzvKZieqry7958/7dOYUFMjn/jUr9nkSv8/WC1anE5kZAAnjjWr8odVOTz7yGbNKqPbo3qdf/nbizl9ooWIyADK1+TyzAN/1fgrK4pCVHgAX/3aAk6faiMqJoCy8myefuQ97cqvAHEJoTz3tYWcP9NGdGwQS8syefqx9zUNjYIokJoSzrNfnMeF8x3ExQUzf2Eqzz73sWY8URTIzIshvyCWy+c7iUsMYc78ZJ791g4tJwnkTY+noDCWqxc7SUgKZWbxFL795S2ahkZREphRkkT+tHiuXe4iKTWMwqJ4fvD8ds21E0WBeYvTKJyeQPXVblLTwsnKi+HF7+zScoJA+bIMphXFU3Ojl7S0cFKzojj16mHtzRAEVq7No6gonpqGfrLSIkhKDOHqxU4Npiiw8Y5CZs5KoKG2n8ycaGKiA7l4tl3Dud0e7n1wBjeu99DcYCYrN5rwMCMXjmsDdOx2Fw9/fg5XLnbQ3DxAXn4sJpPMmaPNfgcF66iTJ5+bx7kzbbS1DFIwNRZBFDh+uBEYdyEaHrTx/ZcrOHmsmY6OIQqnxuFxeTi2p07zGfp7rfz8x6s4criRrs4hpk1PxDZs57Dfcr3i3XF4/Y93cnB3HT1dwxQVJzLQb9U06Ho80NY0wC/fuoeqqhp6eizMLk6kp21Iswvk8Sg01ffz73++h6pt1fT1jVJckkRL06Bmd8ftVmio6+dXb97F7q3VmPstzJ6XTF11Ly6Xn3uK20P9jT5e/f2dVG27zsCAlZL5qVy91KHZ8XK7PNTf6OWnv93A7m3XGRq0UbowzdebMlYul4fa6h5+8uvbqdxezciwnXmL0th9vt034Qd1t+taQz+/fnUtu7dXY7E4mL84Xe0Z8BvP6XRTW93Dy6+vo2p7NTark/lLM9jl96IxxtVV9/DD19ZStaMap93FwuWZfPTuRU1gl9Phpu5GLz98bR1V26/jcnlYVJbJu386NyGwq+l6D69/Zyk79zfgcXsoX5zGW/9xcgJXX9fPv/zrKvbsrgEFlpVn8ovfn54QnNXYYOa1by1h16FGBBFWLUrj3//1kDawy+6mtWWATa+sZH9VLZIkUrYym1d/uM83kR/jOluH+cGPVnJgb623tyCHH2+qmsD1dA6z6cVy9h+sx2CQqViRzQ82VWnkdXa7m74BK999sZzDB+oxmfSUr85h0/PbNJzD7mZkwMb3vr+cw4caCAw0sGJlNt/6+jbNDpDD7kYZtPHK06XsP9VCUJCB2xelTU74J2uy/sa6dcLDZE1O+v/BqqdrhP987SjDQ2pDpMviIiBIr1nRVp0vFN745XFGR+y43ar1ZECAjlE/mzlREnF7PPz+F8ewjjpxuz1IbgWDQfY1a4Iq5XG53LzxmxPYbGrSqigJ6HSi5gcc1FTLd/54FoddTVqVBWGCe4qigHXEwdtvncPp8OD2eNDrxFsGMFmHbLz/X2dxOT14PB4MkjBR2uL2MDRg4y9/VPsTPAcUHnxcGrcJ9Zbb7aG/z8qf/3AGj0fhyMEGHnqieEKYj8vlobt7lDf/eAZF8eNcE7m23hF+vfUaALuudPHshsJbcG5amsz8+Y3TCAgcP9DAA48XTzg/l9NDfW0vf/nDGQRB4PihRj736MyJn8Plobq6h7fevoAowtHjLTz4wIyJkiSPwuWLHbz75llEUeTEkUbufWjmLcJ84NyZNv769nmVO9rMPfcVTZD8CCKcOtLEB388iySJnD3UxIZ7p3FzSbLIkX31fPD2eSRJ5MzxFm67q3BCkJneILN/1w22vH0BSRK5dKSRNRsKJ0h5TAF6dm69ziebLyNKAmfPtLNqTS6yJGquTWCgnu0fXmHbh1eRJIELZ9pYviobWSdpJq6BwQa2vn+Jyi3XESWBS2fbWVSWiV6vlc4FBuv56J2L7Nt1A1ESuHK+g9LFaej0kmaiGRxiYPNfLnBgTx2SKHDlYieFyzPQySJOv/MLCdLz7p/Pc/RQI6IocPVKN9Onx0+QEIWEGnnnv85y6mgTgihQfbWbnPxYrYTIu5Pzlz+c4ezJFgRBoOZ6L6kZEUiS6HsWBAFCw4289cYpLp5tQ0CgrrqX+OQwREnw9ekI3vHe+t0prlzqRADar3QREamVGgmimm3xxh/PcM1rSVrXNkh4mFa6JAoQFmrk92+c4kat2sfQWdtHWLgJQRR8iw9jmRq/+a8z1Df0oyjQ1DtKaLiJtuYB3zMoSQKh4Ube+N1JmpoGUBSF9q4RwsJNan/BGCeLBIUZ+eWbZ2lpH8SjQPuAjbAwIz1+VqGyLBAcpOeNXx+ns2MYxaPQ32chJMyo6RuQZZHAYD2/+/VxerpUo4DBfgshIUaG/JzJdDoRo0nHG784Sm+fBY9Hwdk5wmOPzpoYHDhZkzVZk/U31qS85x+svv+1bTR7fxzBu019RyFbPrgCgjpBT0oOwzbqoKN1cFxSY5BYe0chW9+/DKhcSnoEg2YrXZ3jP5p6g8SaOwr55KOrKicKZGZF0dUxRK9fs53eILH29ny2+nE5edG01JsZMFs13KqNhXzinRiLgkBBQQxNl7oY9vvR1Oslyu8q5MPdNT5uxtQ46o+3aF5U9HqJivX57NhyDRT1uDPnJHHhdKtGUqNKnHLYvfW67/POnpfMyROt2KxarmxVNlU7b6gcAqWLUjl8XCup0Rsk5q/NZeeRJm9sMZSVJrPrVKtmRdeol7itMI6D++pRFNX5Z+myDA7ctKJrMMqULkrj6KFG38p22YosTRASqGFpJXOTOHmkyberUrY2lx1+ziagasNnFyVw9kSLj6tYl8sOP7cYULXXhUXxXDjbrk68BFh1Wz7b/SQwAEHBenKzorh6sdM3JNZLfAAAIABJREFUQVuzIZ9tH17VcCFhRlLTI6i+2u1NuoU1GwvY9uEVzeeNiAogLiGEuhu949wdhWz74PI4J0BMbBDhkQE01vWPc3cWssVvPEGA+MQQgkw6WrwTQBRYe2chW9+/4gtWEgSYkhKOJAl0tA35rsuajQVs/+CKz91FFNXvgsul2lmOcas3FLDjw6u+lXNRFMjIiWZ0xE5fz6h6fxGo2JDPjo+vjo8nCWTnx9IoQt+g1efsdPfcFHb7cZIkUDA1jp7WQQYHbCiK2hC7fHUOu7dd10iIps6Ip7lxQJWhKQqCKLKkIksN2PJzNZpePIW6G73esDQFSRJZtDyTfZU3NNysuclcvdLlCzyTZEHdedg77sCj04nMnZ/ChbPt3nNWkHUSxQtT2X9oPDtCpxNZuCCV4+fbcTjH5D0yc6bGcfjoeHaEXi+xZEEqpw42jruAGWXyihM55ie90eslyhelcaKyRjUj8AYEZhbFcerUeMO5Xi9RVpbJwcpa3B4PgqAG+sVPi+PMxXHpjUEvsWZpBnt23vDd25AQI6mxwVy60OF7cTQYJCrW5rJ7y3Xvd1d9IYlMCOHalS7fC5fBILFyXR7bt1cDKhcREUBwuJHq6l7fi4/BIPHUUyXMK01hsibrs1afdXnPXz6D8p6iSXnPZP1/XZZRB80NZgKC9CSlhNHWMqBZgXU6PUiiwHdeLOPk0WbCIkyUrcrhyXv+ouE83hX8b75QxuljzUREBbJsZTZP3P22RiqjKKqN5Tf/eRmnT7USHRPI0qXpPP7AXyecW3h4AN/4zlLOnm4lNi6I0oVpfOGR9zSMIAjERQXyjecXcuFcO/EJIcyek8RXH39fw4mSQEp8CP/klQYlTgllxrQ4vnmw8SZOJDU9gi9/fRGXLrSTlBJObkEsZ080azhJFsnOjyUzN5prl7tISYsgPTOSEzdJZSRZZNqMBLJyY6i+0klaZhRTUsI4evN4osjCqfHkp0dSXddHdnok0TGBVJ1p056fKDBvaQZ5udHU1PSSnR1NeKiRw1V14JeSIAhQVpFNXkEM9XV95ObHYjKpTYn4754oCivX55M7NY6m+n7yp8YiyBKVe+s0nMejsP6+IgqK4mluNFNQFK/u3Mg1Gs7l9HD/I7MomJlAa+sQ04visYw6kCTtaqTN6uLRL8zl7IkWOtoGKZo1hYH+iZkQo8N2nv7aAo4faqSrY5gZsxPp7hxBuMls39xn4ce/vI1De+ro7hqheG4SLY0D2iwABbq7RvjR6+vYu6uGvt5RikuTqa3p0zhHKQp0tg/zn+/cy57tNzD3WZg9P5nrl7s0Uh5FgY7WQX7z9j1Uba9mcMBGyYJULpxp07y4eDwKbS0D/OpPd7N7azXDwzZKF6Zywi+Nd4xrbTLz2h/uZPfW64yO2CldnMbBvfW+iTyo37W2JjOv/WY9O7wN00vmp7F76zUN53YrNDeZ+dfX1lG5vRqb1cXCpels2XxpgoSouXGAl15dQ9XWauwOF4uWZ7L5La1Ex+X00NJo5l9eXUPV9mqcDjeLy7P48xunJnCtjWZe9kqNPG6FpSsy+d2/n9BcF6fTQ0vTAC//fA2VlTUoCpQtz+D1Xx/3TeTHuNaWQX7+UgWVVbUIAqwoy+SVnx3ScA6Hm9aOIX748zXs2l+HJImsWprBSz/Zr5XUONy0dY3w4r+tZX9VDZKkpgC/sKlKK6lxuOnuGeWln63mQFUdOr3IitU5PP/SHg1nd7jpNlv50csV7NuvSn5Wrczm21/eqtkpstvdmM1WNv1sNQf212MK0FFRkcPXv/SJRj5pt7sZHbbz0r+s4NDBBjWQbXU2zz73iWYXzW53U1fXNznpn6zJ+n9YCuBRJnfIblWTk/6/42puNPOj71aiKAput4fpxVMIjwygx89WT6eXEASBn76wR7V4dHtoru8nLNxEv59dniSrW/4/e3EvoEpEWpvMhIYaGfSTBomigN3p5kc/PajKetweWjqGCQjUa1bcBQRsNic/f3kfgijgdnnobB9Gr5c0zakoMDJi583/OIHo5Xrbh5AkraTB41EYMFt571fHESVBDdFal3tzThMet4e+nhE2v3XeN8aajQXcpFjB7fLQ0THEe29fQJJFXLtruX1DgWbyCOqEqqXRzPtvnUeSRfbtrOH2e6beUspT09DPO+9fRpZE9uyq4a47byXl8VB9uZPN711ClkV276nj7jsLNUnI6vkpXDzXzgebVW5vZS133Tttwnhut8KpU6189OEVdLLI7n113H1v0QTJj8cDhw81sPWTa+px99Vxz73TJnAAOw/W88muG8iyxPajjTx4e8EE9yNJEtj58VV2b6tGlkX2V9ay8f6JbkA6vcTH715k364aJFlkf2UNG+8rmhCwFRCo5903z3Koqg5JFjmwu4b190xTA7H8KjjEwB9/e4rjBxtUrrKWdXdPVe+h32cJDTPy+18e49SxZiRJZP/uGtbeUYhOJ2F3jz9/YREmfvv6Uc6fakWSRA7srmXV+nz0elkzoY+IDOA3Pz/MpXPtSJLIwapaKtblqW5ZfjsRkdGB/OqVg1y/3IUoCRzaU8ey1TkaaZAgQFR0IK+/cpCa6l5ESeDErloWL8+YwEXHBPHTfz1IfV0/oihw4Egji0qT0ekk34RZzWEI4t9e2kdzoxlREDh2oIHiW3AxcUH89IW9tLcOIghw/GAjRcWJyDrR9wyKokB0XBCvvLCHro5hEOD4kUbypsZppEaSpHIvvXLAl6J75HQr2RkR1NT1+XEiMTGBvPziHvr71X9zTh9rIjE1nMYms2/CLMsi0TFBPPXXc/R5LTA/6R1mRmwQrW1DvmdQlkWiogJ46Yd7GR6yowCnLrQTExNEZ8e4cYBOJxIZYeLlTVVYRp14FIXz59qJiw6kxyuxGeMiQoy8+NJebDYnHg9cvNhJdGwQZrPVt5Ol00sEh5n41utHsDvceDwKJxvNRMcEMuTN4gB1hyEo2MDLm6pwujx43ArXr3QRFRWoSenV6yXi40KYrMmarMn6n6qJcYST9XdTv/7pQSyjDqwWJw67mwtn2lhclonJpMMUoMNgkCmcHs/+yhoso04fd+Z4C8tXZ2M0yZgCdOgNqp/97m3VWC1ezuHmxOEmKm7Px2Ac54rnJvPhzmqsNhcWq8odONTAuo0FGAxeTi9RuiCFj9+7hM3m8o23f3ctG+6epuEWLk3jw7cvYPfjqrZXs+H+IvQGyXfcJSuyee8vF7DbVc7pcLNz63U2+nPe4KLNb53HYXf7uO0fXOGOe6eh149zK2/L4723L+BwjHMff3iFO+4r8nE6vcTa9fnqeP7cu5e4886pmvFu35jPO5sv43C41evidPPe5svcX5GNQScSYJTR60Q+tyKL9/56SeW8n/fd9y5z250F6PzG23DvVD7YfAmn97gOh5u/vnORtRvyNcfdeN80Pv7wCk6/8f76zgVWr1EnmiaTyt11z1S2el1vfMd95yLlY5z3Om94cDqfVNbgcHqwWJ3YHW7+9MkVlpdnabg775nmWy22WpzYbS4+/MtFFi3P9N0Pg0Fm/b1FXueVce7jv16kdGHqOGeUWXtHIYf31Ps4m9XFtg+uMLs0WcOtuj2fE14XGKvFidXqpHLLNWYUT8Hg5YwmmRWrczh9vMX3HFgtTvZX1lA4PcH3/JlMOpasyOLCqTYfZxl1cGR/PXlTY33PvSlAx7wl6Vw+1+HjRkccnDzSRHZejG+8gAA9xaXJXLvc6XtOR4btXDjVSkZ2lG+8wEA902YlcuN6j48bGrZz9XIXqekRKmfSERRsIKcghrraPpWzOhkatFHTaCYpNWycCzGQmhFBY32/+j2yOhnot9LeMkBCUihGo4zRpCMkzEhcYiitTWbsNhc2q4v+fgt9vaPEJYT4uLAIE2FRgbS1DmLzcn09o1iG7cTEBfm48IgA9CFG2juGVc7moqd3FJfbQ3RUACajjNEoExUVgKxAd/eIj+vqHMEgiURGjHPR0YF0RBjpGLJhcbixONw0943iSQsjPNzk4+Jjgxg22+jrs2D1jtfaOkhUTCChYUZMJi+XEKKmdfdbsVrVZ6+50Ux6dBAhwQZ1PINMckIobQ39DA7asFpd2O0uGhr6Sc+LJjjYgMmkPnspqeGc7xxicNiOxebC5nBT3WAmsziRwCCD7xlNy4jg0oUOhoft6jNvd3H9ajfFMxIIDNSr4xlksrOiWLo0/dP+GZmsyZqsv6OaXOn/O66+7lHNfzvsLjwehW+9VMaJw02EhZsoW5PDk/e+o+FcTjeiKPLNF8o5eaSJiMgAlq/K4om7/6Lh3G4POlnk6y+UcfJkC9HRgSxdlkHVo5s1nKKAPkDPN767hDMnW4mNC2bB4jQOVtVpuLGE2+e/u4Rzp9uISwhmzrwUDuyq1WCiVyv7le8s5cKZNhKnhFI0O5E9lTc0nCSKRMYE8aVvL+Hi+XaSksPInxpH1bZqLSeLJCSE8MVvLOLqhQ6S08LJzI1h502cLIskpYbx7NcXcvVKF2npEaSkhLPr46s4b+IyMyJ57kvzuHa1m4ysSOITQvlo5w38QVkWmZ4RSfI907lxo5fs7CiiIkzskEWNrEGWBabNmkJ8Qgi11b3k5McQGGxAlkVNQ6gkCcwuTSEuIYTG2n5yC2PRGSRkWdswLYgCCxenE58QQmODmcJpcSgedcXVX0IEsKwim4jMSJrah5iZF4PD4kS6aXXd41FYtT6fhORQVfIzPYGRgYlSHqfTzYb7pjElJYzO9iGKiqeoz6gwURp076OzSMqIoLtzhJlzkuhoGZiQzTA8bOehp0tIzYykt3uUWXOTaKrrn5ClMGi28tQX57J3ZyR9vRbmzE+h+mrXhN2T/t5Rfvyr26jafgNzv4W5C1K4dK7DZy05Vn09o/zLq2up3FbN0ICVeYvSOHO8WbPyjwK93SP84JVVVG2/zvCQnXmL0ziyr0EjlVEUtbn+3/7zDiq3XWd0xMGCpelU7dT2Zigehe6uEX7+y9vYuUN15Vm0JIMtW65OkBp1dY3wyk9Xs3tbNXabi0VlGXz49gXNs6LmMozwws/W+FJ5l5Rn8pc/nNZIZTxuha72Yb7745VUba/G5XSztCKLP/zmpOb6ud0KnZ3DfO/Fcip33cDjUVhelskv/uOkZofF5fLQ2TXKC/+8nMrdNSiKworybF792aEJXHfnCC/9YDmVu2sRRKgoz+KL71/E5bfb5nArtIw4eOl7y6jaU4ssiaxYkcWLL+3VSGqcTg89vRY2vVDOvqpaZJ3IipU5bPrOLo2kxun0YO4Z5Uf/tJR9++rUBYCKbP7p2zs1nMPhxjxg43s/LGff/gZMRplVq7J58oU9ml1Du9ON2eLkn18q59ABr+RnZQ5ffVbrSOZwuLGMOHj9tXXU1fVhMunIyIic8B2arMmarP+9unn3frLUmmzk/TuuiU27MmvuKGDr+5d9jhDJaeGMjkxs2l1351S2bL7k49KzIunvtWiadg0GmdX3TmXzJ9cQBUAQyMmOorVtkL6+8WZcg15i45pctm6+7JNj5BfGUl/Xx6B5XBqkN0isu6OQTz644uOmFsVRc6mLkZuadseaise4GbOncP58B5ZR7fb4mo0FbP3oqu9zzJ6bxPljzZrgMb1eYtWGfHZ8eFUdT4G5i1I5eqxZ40Kk7gDksn1btW+eunBROsd312omfHq9xPLb89i584aPW7wsg6pDjZqmXb1eYs2iNPbsvIEgCCiKwvKV2ez0a4Yc41YsTOPA7hofV7Yml103TQwNBpmFS9I4vLceBNVSdeW6PJ9H+FgZjTKl81M4ergJUIOa1qzLY9tNzbhGk47s1dnsv6y6sXgUhQfmp7H1wyu+hkuAAJPM3LxYTp9u8423YV0e2707FmMVGKwnb2ocl7xWo4pH8TbPXtZMhEPCjKTlRnPlcpePW39HAVv+emlCc29iUhg117pRvNy6uwrZsnlic29kdCD1NWpKraIorLuzkK2bL/s08oIA8VNCCQgx0NRg9nG3bShg2/tXfPdXbe4NQzbqVHcYUJuA1+d7m3vHm3ZT0iPweBQ624d857xqff5Nzb2QkR2Nxe6ip2tcdlexLo/tW/18/yWB7NxoBobt9I3J7gSoWJnDjm3avIHCgjh62ocYNFtRvOeyvDyLqu3jzb2SLDJ1RgItrYMMe9NnRUlg8dIM9u26oWkCnj5nCnW1fT55niSLzF+Uxr6qWt+LhKwTKZ6bzOWaXqzeRnedTmJ2aRIHDjXi8L4g6HQi80uSuXymzXcN9AaJmTMSOXKkya+5V2LBolRO+fVPGI0yiWUZ7KrtwTHWFCuLbMiN4frH130vDQEBerLyoic07S5fmsGxPXU+Z6LAYHUH5LxfSrTeILG8Ipt9++p8k/yQUCMJSaFcuNAx3oyrl6hYmc2uPXW+5t7wcBMhSaFc9Ms8MeglNi5OY8/H13z3NioqkJBAPTeu94xnlBgkHv38HBYumVzZn6z/M+qz3MibPz1Veavq+5/2aUyoWdGPf+rXbFLe83dcz31zEWERARiMMrIssnhFpu8H3W5zqdvZ9WbmL00nNMzk48rGgov8uPqaPpZWZBESasTo5Spuy+Vj74TSZndjs7moru5l7apcgoMNPu722/LY9sEVHI7x8a5e7mLdxkKCgvQ+bv1dU/nkJu7ShU7W3zeNgEA9RpOMrBPZ+LnparOiH3fuZCt3319EQIBOHU8nctcDM8bHs6vb8qeON3P3wzN9Mg+dTuSeh2ey7X2/49pdHDvYwP0PzVSlCkaVu//hmWzdct07nvrn4IF67nu8GMMYp5e477Fidnivyxi3r6qORz43HYNewmiU0eslHrt/OlXbq33X2WFXpUsPPzgDvZczGCQeeXCGKoHx4yq3XOOBR2ah83EyDzw60xtY5vJx2z+6ygMPzkSnk3yf5YEHZ3LkUKP3mrhxONxs+fgq9z8wQ7UONMqYTDJ3PVbM/kud2BxurA43dqeHNw818OBdU9HJIkaDTIBJx0MbCzl9uk0z3gefXOWOz01H1okYTTIBgXo23jedS2fbfffM4XCzZfNl1t8zDVkWMRhlAoP0rLtrKlcud2m4jz+8yto7Cn1ccIiBitvyuXGtG5sft+Oja6xan48sq58jJMTIslU51Nf0jY9nd1O55Tpla3J944WEmZi/NJ2merOGq9p1g8UrMn1cWEQAcxak0dpk9h3XbndxYF8dC5alI+tULjwygOmzp9DROugbz25zcexAAyULU31cZHQQeUXxdLaPS2BsNhenTzQzuyQJnU7EYJCIjgkiPSeaLj8JjM3q4uKFdmbOSvRxsXHBTEkMoa9n1Hd+VquT69e7KZyegE4noTdIxCWEEBkTRH+fxTee1eKksaGfvMI4H5eQFEpgsIGBAZuPs4w6aG8fIicvBp1e5ZKSwxCNMkND49zoqIPBPgtZmVHodZIajpcSjsfuZHjY7uNGhh1YrE7S0iPQ61UuIyOC4WE7IyPj3PCwnbDOUbJigzHIIgZZZFpiKK5rvYyOOn3c4KAVg04kKSkUvV5CpxPJy4uho9GMxeIY58xWQkKMxCeGeDmJgqlx1NX1YbGMj9ffZyE2OpD4+GAMBnW8oqJ4rlzrxmod53p7R8mOCSIuKhCjXkIni5RMi+fyiVbNve3qGiYrP5qo6EAMBvXfqpLSZBYsTvu0fzIma7Im6++8JuU9f8cVExfMF55fyIkjjV4pTy77dtZoGKfTDQo88/wCTh1rJjzcRPnaXHZ6rTTHyu3yIIgCTz+/gNMnWomMCmB5RTZ/3aGVwHgUBVkW+crTJZw93UZUTCBLyzL55K3z2pNTFAx6iae+uoBzZ9uIjQtm4aJU3nvnogYTUH3Wn/zKfC6dbSM2IYSS+Sls/tM5LSdCULCBJ58r5fIFr3tPSRLv/ll7XFEUCQk38fhzpVy71EliUhhTZ8Tz7ptnwU+dIUkiEREmnni6hOtXu0lOCSOnIGaCJ7osi0THB/HIF+Zy43o3qekRpGZGIUmiRiYh60QS44N5+qGZ1NzoJSMjksSkUGRZuomTSE0O4/FHi6mr6yMrK5LY6KAJUh5ZlkjPjOThx4pprO8nOzea0DAjkixq3HYkWSQ3N5qHHplJc9MAuXkxmEzyRE4SmFoUz4aQUpo6hpieFYUsiROkPIIAs4unYA/S09Q9QnFmFPohO+JNyweKAiUL0xBFgc72IabOSFAtUW9SK7jdHhaWZSJLIl2dI2oQ14CNm5Q8OOwuytfkojPK9HSPMnN2It1+ac5jZbU4WH17PgaDTnXv8br83JxBMDri4La7p2EK0qvuPXOTqavt07j3AIyMONh4/3SCw4wMmK2UzEvl2uXOCfkSw4N27npwBqHhJoaHbJQsSOP8qZaJ3JCNex+dRWRMICPDdkoXpXHcz75yrIYGbDzwaDFRiSFYLA4WLlBX1m+WJA2YbXzzu8uIyIpk1OqkvDSZyvevahu6FRjot/KVby2maocq+Vm4NIOPN1/SNGorCpjNVr7zYjlVO2/gdHpYvDyDd/90bgI30G/h699bxp6dN3C7PSwpy+L3fzyjkdR4PAr9/Va++rWFVO5VV8TLl6Tz238/oblvY034zzxXyp6qWgRgeXkWr//iqC/VG1QJkbnfwst3zKHyQD2SKFCxNIOfv3JAE/LndisMDth47tlS9u+rQ5YkylZk8soLezWSGpfLw/CgjWe/Mp+De1Qpz/KV2by4qUpzjVXOzhe+toDKky0Y9TK3L0zjOzeF8jmdHkaG7fz6+2V09o5i0EtEhZl45qkPJnBWi5N/fX0dPd0jGAwy4REBTNZkTdb/TCmAe9K955Y1Ke/5O66TRxr53WtHcTrdyDqJ8AgTIWEm6mt6fS40eq9n9M5Prvm4qOhAjCYdTfX9mu3n8tvy2bntOk6nG51OIiY2CLdRpqV1cJzTS6xdnsnubddxOlQuPjEEp8NNhzfEZoxbvjaHyl01vvGSksIYHbTR0z2icbooL89k784b6nh6ieS0cPp7Laq7kB+3eEUWB3bX+Li0zEjau0cn+P4vWZTOob21OOxuDAaZrLxomhvMDA2OS40MBpm5S9I4erABu5fLLYjhRkO/xmHDYJQpnT2Fk0dUTfdYc/Sl611YLeNvEUajzJyZiZw+3uLjps9K4OL5Do3UyGiUmTpnCufOtvmOWzw7kYtHmzWuRqYAmdyieC6f7/BxJfOTOXFUmw8QGKQjoyCWq1e6fNy8+akcPdKgsX8MDjEQVJrMpSYzdqcbg05i5cwEKk+3YfObkEYE6UlMDOFq2yB2pweDTmL91DhOfaDVlkdEmEgIMdJU3++7H8sqstnrJ0kSBIiKCSQ4xEhr84CPW75afS58nCgQFxeE3iDT0TakPi96iZWrctj9ybgkSRQFEqaEAtDdOezjKtblsesmLjk9HKvdTV/PqO/5W3lbHju3jEtqREkgPTOSoUEb5n4rLi+36rY8dmzRSm+ycqPp7xphcMDm41auz2fnx1c1Upmcglja2oe84XgeZHnieLIsUlAUT037ICOjDh+3bmU2O7dd9903WRaZPjOBE/0WRm0u3B4POkni3tlT2PPR+HF1OpGZc5K4crETm9WJx6Mg60TKV+Ww28+nf0yOc/5cBza7C8WjoNNJLC/PYI9fToROLzF3fgpnvOnCHkXlFlVksWdvnU/CptdLLFiYysEzreq1V9T/t6wkmQN+Eja9XmLRkjQOH2r0vdjq9RJzF6Ry6FCjhlu2LIO9BxtwONwIgoDBIDGvOJGjh5t8nMEgsawsi71Vtb6XOINRZvb0BE4cbR4/hkGibGU2e3aq/waJooDRJFMwM4FTp9p8L2IGg8SS2/N552wbTpcbSRQIMOpYEB7A2TNtvgA1g17iqc/PYcE8rcXma68e5oyf1MhgkHjm2VLmlCQzWZP1f2p9luU9edNTlTd3/+DTPo0JNSfmsU/9mk3Ke/6O60+/O4XD4UZRwOlwM9BvZUbxFJJTwxFFAVkWueehmezxTsTGuL7eUUoWpJCYHKZyOpHPPVZM5c5qH+dwuOnpHmXZwlQSE0IQRTVh9/FHZlLplQaNcZ0dw5StziE+PhhRFNDrJR59poSdO25oxmtrG2T17fnExI5zn/9CiU9qpChqXH1L4wC33zON6JggRFHAYJT5/Jfn+YKGxrjGun7uvncakVEB6g+6Ueap50rZv3t8AmO3u6i53sM9j8wkPFLlTAE6nvjSPA7tG/dPt9tdXL/SzcMPzyIs3IQoCgQE6Hj66bkcO9jo0yfb7S4unW/n8cdmExqqpowGBel56qkSTh5t1nDnTrfx2NMlBIcYVC7YwGPPzuXsmTbNcU+eaOHx50oJDNIjigIhoUYefmYul7wT/jHu6KFGnnyulIBAlQsLN/Hg5+f4Jvxj3KGD9Tz1hbmYTDpEUSAiwsRdn5/D5WYzNqcbBbA53Ww91cq3756GySAhCgKxYUaeWJ3LtfYhbE6Pj3vvfDvPPDMXg0FW7RyjA7l7QyHNDWbN/di97TqPf7EUvUHy2kMGs3pDIW0tgxqucst1Hn+6BL1e5eLiglmxOpfOjuHx58XuZse2ah5+ugSdTlS5xBAWl2fS0z2i4XZvvc7nnpiN7OUSk8OYuzCN/t5RzfO3Z+cN7n1oJrKscskp4cyak8RAvxWnH7dvdy133T8dyculpEUwdVocg2abhju0p47190xDkgREUSA1M5LMvGiGBm04nR48HpU7erCRdRsLfVxGdhQJmREMDdu13MkWVq/J9XE5udEEpUUwbHGq1o8etXH0QEM/5atyEEWVyy2MJTjYgGXUgcvlweNRcNjdXLnUybLyLB9XMC0OnUHGanXg9nJ2u4uamj4WLs3wcdOmJ6hp1xanOp5bwW5z0Vbfz/z5KT5u5swEhu2qpMXtVnB7vFy/hZK5yT5u9pwkzP/t8IrSAAAgAElEQVSLvbcMk+u8s31/Gwq7q5mZuaWW1GKGFtuWrSSOk9ghBxz0sUNOMh47scOZ42QmeJIJO07sGGJbzBZTC1tNamam4tp73w+7VN1bpTnPc+9zcu3M6fWxe9X7bqx6Yf3XGnbjcQd5iobHE2Bi1EN1dXqIt2xpFt29E3g8uiGBoqi43X5cfpWqeWkh3vIVubS1juD1TrfndvnRJIHKqtQQb/W6fBpv6A5JqqoRCKi4nH7sFpnyiuQQb/2GQk52jeH1K6ga+BWNKbcfS2YUpaWJId6WTUUsXxo+kP/YxxdTVJyAKApIksC2u0pnB/yzmMUs3hbMynv+G+H82U7OnGzH4bCwfUe5ITkW9G1qDY1t95Vz7kQ70bF2qpdm8effXDDwVEVPidx2XzkXTncQG29n3qIM/vPXxp0ZVVURgXu3FXPxbBfxCRHMm5PKb26TKujJngLbdpRx+Xw3ickRlFemGKQAt2Ayi2y/p5Srl3pJTomksDgpjCMI+mrZtvvKuXapl5S0KHLy44LFutoMnj6A37yzgut1/aSnRZGZrU9kZh6hKApERFjYuqOMhuv9ZGTHkJYZjSgJBsmPKAk4Is3cvaWYxhuDZOXEkJLiCPOAlySRmBgb27cW09w4RHZuHAmJEUiygH/GLZEkkdgEO6sfmENT+xiF2THEJkSEBV3JskhcciSbdpTR1jJCQVEC0bG2MLcdWRJJSnWweXsxHe1jFJUkBicURp4kCaSnx1BzTykdXeOUlyRic5gRb3PRkUSBvKRIPlKWQlf3BOXlSZitptvNdhAFfUC7bUMBvT0TVMxNxWKWwngABaWJrNlRRt/AFHMrUzHdruNBL8gtK09m48YCBvudzK1OR9E0bt+VDCgqlfPTWLelmOEhJ/MXZuBy+cOyFHw+hXkL0+nuLGJkyEX10izGxtxhz5/XE2Dhkiz6eiYZG3WxaFk2A32TYdkHHo+fRcuz6R9yMjbmYdnybLpaRsKkQR63n8UrcxkcdjE56WX5qlwa6wbC2nO7/Sxflcv4sAun08fyNXlcvNYXdnweT4BVq/OYmPDicvlZvSaPQzf6wzISXJ4Aq2oKQgPutWvzeOtAc7gUyulnzcZC3J4APm+AtRsL2be7wSCpAXA5/azbUoRL0L9Datbls+ula9y+Sex0+nhgYxGKqqGqGhtrCvnTK0aeBjhdPt6/oxzxVkL05mL++PuLhrY0DVwuHw/cW4VJFBEE2LypiF/85/kwntPp4907yjGbJSRJZOOmQn7yH6fCeS4/W3eUIUVZMJlE1m4p5tp3jxp4qqrhcvrZck8Z5hirvsq/oYDdvzf2q6gaTr/K17+yFp9PQZKE4PsYDrvdxNef3IDPpyDLQvB9nMUsZvGPxKx7z50xK+/5b4J9uxt4IZiwKYoC9ggTRfnx1F3uNcTTr9lYGFrpFiU9dj47N47669MWhmazxKqaAo4daA7xHFEWkrNiaGoYMjhirFybx/Ej+oq4JAlEx9hIiLPRenPE4IixfEUOp47pdoWSJBATZ8eeaKe9bTp8x2KRWLookzMn2vF5FX2wm2DHZpbp6Ryb5lllFizO5PzpjhAvISkCURTp65kIDW6sNpmSZVlcuNSL16dgkkWSkyORx70M9U+GBjc2m4myuSlcre3B5w1KkjKimHL5GZkR0mOPMFFSnEjdFV3TbTJLZGTHMDLqZmzMo0uXBIiwm8gtiKfxxmCIl5MbR3/fhB4WpOkTlwiHheiqVOrbRvD5VSwmkaLsGMbrBpmcnOY5oiykJ0TSGpTKmM0ShaWJtN8cYcrpA02XwMTEWImLt9PRrktlzBaJ0vIU6m8O6Xp69AlObJwNS4Kdrp4J/H4Vi1misjKFYyMunLdcZQRIjbGR1e+kt2+SgF/FbJaYszCD3ZNuXLfcYkTIjLGR3jzG4MCUzrNIVC/OoPZ0V0hqJEoCaZnRTIoCQ8MuAgEVi0ViyaJMLh9uDe2ASJJuizo16WV02IWiaJgtEktW5XLiZLtBApObF8tov5OJcQ9KQO93+do8ThxuMfAKihPp7RlnasIbam/F+gKOzZCYyCaRkrIkOtpGmZryoQZ5azcUcHh/c4hnMomUVabQ1DaK0+lDVTU9/2FDAUffbDDwKuancaN+CLfbh6oGJXIbCzmwe1riZDJLzKtO5/rFHjxuv25va5FYd1cpbx5sNkhbFi1I5/L5bjyeIM8ssf6uEl4824X3lhTFJLKmMpUrR1pCzlNms8TWjYWhHbNbf1u6MofTJ4KpwcH2arYVs2/PtHuPxSKxbE0eh890hHaLzGaJbWvyOLhrWhpktkisXF/A4eOtBt76zYXsPdwSkvxYzBI1K3J4a4ZcyGyWWLupgEMHb05/1iKxfkMBB2dce7NFYnVQ3uOdcXyb1uVzYIYczGKRWLkql2PHWg19bNhcxJ4DzTN4MmsWZnByJi947d84cjMoIQKLWaZqbR6HrvbiDX5HWkwST75/HkvLkpnFLP5vxDtd3vPbfe88ec+S5Fl5zyz+D+GVF6ftDFVVw+MOUFCWRNXCTKw2mZg4G598bAXHD9+c5ik6r3xuKnPmp2MNuo58+kureOuAked2+qmuTqdybipWq0xcvJ3Pf3ElR2f8UCuKhnPKy5LVuZRVpujBO4kRPPrl1Rw/NN2eomhMTXpZvyaP0jI95CgxMYLHv7CaE0emf4ADAZWJMQ81d5VQFOQlpUTy+a+u4fTxNgNvbNTNtp3lFJQkYrHKJKc6+NwTazlzoTs04PAHVIaGXex4sIr8Ip2XkhbFZ7+yisvnu0Pt+f0KA72TvPeheeQWxGOxyKRlRPGZx1Zy7XJvaNDg9yn0dI7z0MPVemiSRSYjI5pP/Y8VoQH/LV5H2ygffWQpWbmxOi87ho8+upyGttGQnaHXr9LYMc7HPr2UzKwYLBaZrOxYPvaxRbS3joS0yD6fQtONQT756HIyMnVeTm4sDz68kK7O8WmeV6Huai+ff3Q56elRWCwyeXlxPPDQAnr7pkKTQa9P4dLlXp55oIqsoPNIWWYMn16Zy+CgMzQZ9PkUak938N37q8iIs2MzSVRkxvKJBVmMDrumeV6F08c7ePRra0lKicRilSkqTWLDjjLGxj2hyaDXq/DWiXY+97U1JCTpvJKKJNZuKmIyOEC/1d6JQzd57EurdMcTq0xZRTIrVubimvKFikx9Xl1S87mvrCYuwY7VqtdXzF+SidvpN7R3/GAzn/3iKuLidd7ceWlUVqXidgdCOwU+r8Kxwy186rEVxMTZsNpkqqozKCxPxh3Uxt+6LsfeauVjjy4nJlbnzV+cRVZ+fCjBNXQex9v56KeWBEOiTCxamkVKigOvJxBaEfd5Fc4dbeXhDy8gOsqCzSazfGkWcVGW0ID/Vr8XT7TzyM4KYiLN2K0y66oziVZUg4Wsz6dw/lIP731oPo4oC3a7iVXr84P3IBDaHPP5FK5d7uXdD1QR6dB5azcU4gwohvoPn0/havMw971nDpGRZuwRJmq2FDMy6QnjtTUOc9/2UiIjzETYTWzfWMRw96TBetXnU+jpGGfb9lIiIsxERJi56+4yOjvGDHUiPq/C8ICTLZuKsNtNREaaue+ecpobhw08r1dhctJLTU1hiPeu91RSVz94Gy+AG1izvkDnOSy85wPzuHCjP8TTNPB4A0S6/WxakEmEVSY6wswj20tnB/yzmMUs/ukwK+/5J4SmaezeVc+pEx1ERJp57/uqDO4aoA/8NU0jtyiewSEnkVEWklKjwqQFOg/yChMYHXYRFWMlKdkR5nai7wgJ5OfHMT7qJibWRkJiZJhkQNNAEkRyC+OZmPQSl2AnPjEifKtNA0kQKMyOxTvmJj4hgthY2x3PV5JEcgrjcXn8JCRFEBNru90EBtCdbzLLkpgQIDXFQWSM9Q6SH52XXRiPN6CSmuYgItIS8vGf5gmYzTJ5ebFofoXUjGgiIkxhYTlikJebF4emamRkxWCNMIfyA0LtiWC2ymQXJqDJElnZMdjs5jDXG1EAk8OMfU0O/oEpIpIdWGx3ak/AFmEmJy9OX/XO1ycnt0t0BFHAHmEO2iHqx2m2SAhh/QrEmSUWmmV6/BolNjPmoKzi9uuSYJZYrgn0TwUolWXMEObKIwgQFWsjpTwJcdBJRlkSkiyF3TOAuHg7WQVxDA86ySlMCLsmoD9X8QkR5GbFMDLsJD83FhDCArtURSM+MZLs3DjGRt3kFsQHsw0I4yWlRJKZF8vEmIfcgnjQCBWa34KiqCSmOkgrTmBiwkt2SSKaXwmTGikBjZRUB5k5sTinvOQVxjM1Y2JwC4GASmpaFNlZMbhcPvLy4xkdcobxlIBKRloUuenRuN1+CnJi6e6aCDuPQEAlNzGCkhgbHm+A8rQoWuoHwnl+lYycWFIL4vH5AuQUJVBX2xPmkhTwq2RnRZOdHkXAr5CfH0tfbW/Y/QgoKlm5sWRkxaAoGrkF8bT3TYbzAioF6dEUxtrRVI2ijGjar/eH8fx+ldzcODLTohCAvJxYrl7pC2/Pr1CYGUNLfASCKJCfGc2FMx137De3IJ6G5mEkSSA7J44jJ9rvzCtL4mbLiG4mkB2L/63WO/Ieva+CR++rCPvfLGYxi3cYNAF11r3njpiV9/wT4sW/XGbXDBcPi0VmUXU65053Gra4lyzL5szxNp0ngNUiUzU/jUtnuwxb3NVLszh3SpdOCAJYrCYqqlK5MiMYx2KVqVqUwYVzXSGezWaiuCKZq1f6QqvLVpvMnKpULl3o0bfHRQG7zURhfhz11/p1XvCzpRXJXLukr5yLooA90kxmbhyN9YP4/cE+7CYKihK5cV3/rChCpMNKWqqDlqYhAn5Vl8pEmkktS+JGw1DIiSPKYSYhyUFr+yiBgIogCERGmMhLiKClcQi/X0WUdFlMdJSV7vYxAgE1WFRrJinFQXvLKH6/LkmKjbdjtZno654I8aJirETH2+nsGCPgV5FkkYQEO1LQglJR9D5iY21Yo6309OiflWWRpORIRh1mBkbcKKqGJAokxduZTHfQOebCr2iYJIHcGBvJF/p0qZGiIUkiickRoMHgoBMloCKbRDIyYxgfczM+5tEdWmSR5DQHbkVlJCiVMZlEsnLi6J30MD7pDfEy06JwjnlCWneTSSI/L5aBznEmJ31oQSvW7JwYRobdjI/rfZhMEsXFCXQ2j+Cc0iVJJpNITkE8HWNuJqe8urTFJFFWkkhzsy41usUrLoint2kE1wypTMXcFBqu9ushT0HHl+LyJFqbdP90TdWlN3Pmp3PtUm+odsVklqiYm0pDXb9euBmUysxbmMml89NSI5NZYs78NK5eHwitnFssEgsXZ3L+VOd0aJRZYt6iDM5d78cd/KzFLLF8SRZnTrQZZCyLFmdy6Xh7qA+zRWLp6jyOn2gzSGUWLcniwvF2QzDV8rX5nJixA2e2SCxZncvx0x0GGcvqtXkcOdRieMeXr87jwLlOg3xm04ocgyTJYpFYvTqXI0dap/9mlqhZn8/hXY1G3voCju1rMkhq1mwvYdeRFsNnN63O5ciMz5rNEuu3Fd8mn5GoWWfswxx0Z5qZOGy2SNRsKmL/HiNvw5Yi9u03yoA21RRw6I0Gw2fXbi1i38GbRinPpkL27TfKo9ZtKODg4ZuG+7ZlXb5uZDDjb8s3F3LweJvBhejrj62kvCS8vmgWs/i/Fe9oec/cXO0/34HynmUpH37br9msvOefEPv3Nxm20f1+haS0KDZvKyEl1UF+YTxfeXI9505NDxrQdHlLVl48G7YVk5zmIL84gS9/syY04Ad9RVUJKBSWJLJ2UxHJqQ4KShJ54pkafVIxgxcIqFTOSWHthgKSUyIpKknk60/XcP7M9KRCC7pizF+aycp1+SSnOiguS+KJZzdy6fz0pEJVNfw+hWWrcli+JpfkFAcl5ck88fQGrl3uDU0qVFX3bF+zqYilq3JJTnVQWpnCF57ewPUbAyGbPVXV8HgVtm8qZNniLFKSI6ksT+JrX1jFzYahkLRFVTRcLj93vauShcuySEqJpLwqlc9/dW1owA/TkqR3vX8e85dkkpQSSeW8ND79hZV0d46HpC1KQGV83MP7P7yA+YvSSUqJZO68ND7x+eX0908XhQYC+kD80ffMZVFlCqkJESyqSOGTD82jd8KDPygx8SsanRMePviFlVTN19ubvyidBz9azdioO7TDE/Cr9HSP8+nHV1I5L42klEgWLMrg/gfnMzk5LZXx+1U62kb50meWMbc8mZSkCJZWZ/Ceu8pwOX0zeArNN0f4wlfWUFGZTHJKJEuXZbFtexluz/QKtt+vcOPGAF9+cj1llSkkpzhYujKXdduK8fqUaWmLX+HK9X7+9avrKCtNIiU5kpUrcli7PIeAXzFIZS5d6OGrz2ykuCyJ5FQHK9bmsXBpFn6/ElqJ93kVLp7p5KvP1FBUmkhyqoPVGwqomJdGwK8apDLnT3fwxDM1FJbovHWbiiiqSCYQUEI8r1fh7OlOvvqNDRQUJZCc6mDDliIyCxNC8ivQpVCnznXyxNfXUVAQT2qqg81bi0lPijTkKPi8ChdOtfOlr60jryCelFQHW+4qJSHWhs8XMPJOd/DY19eRUxBPSnoU2++rwOKwGN5xr1fhwrluHv/iKnJzY0lLi2LHvRWoFsmQ8uz1KZy91sf/eHQFOTkxpKU5ePe7KvH7VKO0xadQe7mPTz++kqycWNLSo3j3++cxNe4Ok9TUX+zhc59cQnZmNBlpUTz4wFxGeqeMPJ9C47V+PvmJxWRmRpOeHsUHH5pPX8d4GK+lYYiPfGIRGZnRpGdG86GHF9LaMhLG62gd5UMfriYjI5qMzGg+9olF3KwbDDu+/q5JHnxoPukZUWRmxfDJTy2h7sZgWHsjQ07e/965pAd3Wj736aWhOp6ZPN+Yhwd2VpCe6iA3K4bHP7V0dsA/i1nM4r8FZuU973AEFJVf/e0ax2u7sVllPr6zMkzCoUPDPenFN+VD1jS8bn+4NANdEDHl9OPyBBBkCa83ECZtuUWecvlweQNIbj/e4Op+eK/gHvfgm/LhlUR8nsCdeZoeiOR2+zE7ZfwzNMe3wz3pxevy4Z6UwsKIpttTcTl9uF1+XE4fft9/xQNl2AWDLlRBQLnNWWiap+Gc8uFxB2boxG/bBdN0xyK3M8hz+ggod+hXA78AvTYTPTFWRLuMP0yIEjw2v4Iy5EIYcqJYJLQ7nK8GqAEVZ6hf/x2dj9DAr2oMCxrDZpEoAQKaFnYaoKH4FQKDLhh0E4hyhclabkHxKXgmvPgmfLjHvWi3W7sE4QsoON1+XN4AUy5fmAPMLfi9AQKjbtQxD75Rd5gMJdSeT8Ht8uuWjE4/GtxBgqXzXEGe0+nTL8IdnnuvT8HpmT6+WCLC+hSEoM7b7ccT7Ncexx0lTh6fwoQvgMuvMOn2Y3dY7sjzuv14J734XX7cE17sEbr70czzFgUBtzeA0xvA41OYdPkRTUIYT7jF8wTw+hSmXD7EO726gqCfp0/B71eZdAfC5GGgS86mfAHG0AgIMO4PINxBWyUIAp5JL4FRfXfHM+7Vna3C2hPwTHkJjHtRNQ33hPe/6FfA7fTjcfoBDZfTd8fvIEEA95QPb/D/7in/ndsTwBV8RkVRwDPlu+N3kCgKTHr8TAUUZE3D6fbf8btUkkTu2lTMXZuKwxuZxSxm8Y6HHs71dh/FOxOz8p53OH7ywiX2n+4IrTZaTBJ3zUvjrYPNoYG41WpiXnkyl891Gba9l6/P562gk4kgCtisMqWVKVyp7TEE1KxYmcPJo234vPqA3R5hJq80iborM5x/LBKLl+dwNihrEEWwR1jIy42l4Xp/iGexyMxfns3ZMx0hJ6FIh4XMVAfNDYOhQbzFKlO1MIPaYMCPKAlERVlJSI6k7eZwiGe1yZTNS+NKcEVOkgSiY23ERlnpbBsNrZzb7CbyFqRx5Vp/0EJPJC7WSqwg0tM1rg/iBbDbzeSVJFJ/vT9ooScSn2DHJIn090ygKFroGmTnxdFUP4jfpyCbRBKTI1EVjcGBqaCtqZ4CnJIVQ2uzXkwom0RS06LoibYwOOpCVXWdfnSkmQJRpL1tLBgGJZKREc2w289oUI4jBh14XFUp3Bxy4lNULLJIUXwEkcc7GR/XHYJEUSAu3o49wkxP93jIWScnP47mKQ+TUz40TR/kJCfYifCp9PdPEQjovILCeLpvjobkOJIkkJzqwC2LIWcds1mitDiBzuuDOF26Q5AkiaSmR+FSFD2sKsirqEim4fpASI4jyyKZ2TEMeQOMBuVCZrPEvMoUGs51hULGZFkkJy+WoSEXk+OekLPO/Op0Lp/rDkllZJNIQVECPV0TTAUlSWaLRPWSLC6c6ZyW7ZhEisqSaG8dxXVLVmSRWLw8m9Mzdr1MJpGyOSk0NQ3jcvpC8p6lMxymQJcBVc5L40rzEC53AC2YIr16ZQ5HbguNWjAvjYbTnQYHnlUbCjh2m8Rk/uJpqdEt3uqNhRw6aAyrWrQsi7PnuqYdeCwSG2oK2XfA2N6y5Tkcqe2algGZJbaszjPwLGaJVcuyOfGW0Vln46Yidh80ynHWLcvm1ExnHYvEuq3F7N97m+RnXT5Hbzu3DVuKdNnODEnSmppCDs+UC92BZ7ZIrN9UxIHbeOs3Bt17ZvBqNhZy6E2jvGf1xkIOHzDyNmwtZvdt12r1hnwOvmWU7WxfncfB29r7l29uJDcv7r/8Tp7FLGbxzpb3lMzN1X61950n71mZ+vbLe6Snnnrqben4l7/85VMf//jH35a+/5nww99fDOmJQZetVFQks3ZJFn6fQn5BPJ/57DJe/P1FQxKrpsG86gwWLs0mEFDJL4znU4+t5M+/u2CQIYDAwmXZzKtOJ6CoFJYk8sjjq/jTby4Yin5FUWDZ6lwq5qaiqiqFJUl86rEVPP/r84ZVZ0kWWLMhn+KyZDRNo7g0iUc+u4w///aCwT9dlkXWbykmvygB0CgpT+Hhzy3jxd/XGtqTTSJb7i4jO/gjXFaZwkc+uYSXn79k5MkS995bTlpmDKIgUFmRzEcfWsDfX7xqKHKWTSLvet9cklIcSJJIxdxUHvjgfHa9Umc4X1kWuf+DC0hMikCSRObMT2Pn++ex740bht0HSRJ56OGFRMfZkGWJqgXpbHtgDm8cb8Mf0I9PC16/T32kmii7CZNJYkF1BlvuKuXg0dbQhEnTdPIT76vCGmHCIkusKUrkweJkThxuCUmNNE33Cf/cF1ZhMkuhuozlNQW8dbbT0J7fr/KVx1chBcPJlizNYumSLM6e7DDwvJ4AX/36OjTAbjOxYlkWC6tSOX+mM3S+mqbhdvn4l2/UEAioRNhNLF+ZS0V5MhfOdYd4qqoxOeHlm89uxOdTiIgws2ZlDiW5sVw63x26zqqqMTbq4ZkfbsXt8hPpsLBmQwGZWbFcudgTum+qqjE87OLZH23H5fTjiLKwdmMRSSkOrtb2hJ4DVdUYHnTy7I+245zy4Yixsn5LMVGxNq5d7g1JiFRVY2hgiu88t53JKR/R0VY2bS3Bbjdx7XJfaNdDVfT2vvX9LUxOeYmNsbFtazGiKHL1en9oFV5Rgsf37c1MTniJibOx9d5y/L4AN65NF60qisboiIsnv7uFyQkPcfER3LWzkokpH/V1Awbe+JiHf3m6hqkpL3Hxdu7bWcHAoJPGxiEDb3LCy5NfWcvElI+keDsP7Cins2Ocmy0jBp7T5eOJL65mcspLYmIE771/Lo0tw7S2jxl4bl+Axx9fiXPSR0JyJPd/cD7Xr/XT2TFu4Pn9Cp95fCVTk16SUxy878MLqD3XTU/XhIGnaRqf+NwypqZ8pKY5+MBHqjl7sp2+nkkDTxJFPvLIYpxOH2lpUTz00YUcP9rKYL/TwLNYZR56eCHOKR/pGTF88JOLObS/meEhl4EXGWnmgYfm43L5ycyI5mMPL2LXoZuMzEjnVhSNmHg797+7UudlxfDwI0vIy49nFrOYxf8eTz/9dO9TTz31y7f7OO6E//j5j566+8E1b/dhhOE3P3ztbb9ms/KedzgsJpGZnhiSJGAWBc4fa6Pxci8ms0xFSRIms4Tb5TfwREHg3Il2blztw2KVqZyTiskkGTSskiQgCAJnTnXQUDeA1SZTWZ2OySQaBsuCqDugnD3dQVP9IDa7iaoFaUiyiDpjEiEIAoqicf54Gy1Nw9gjzCwIpmreHiKkqCqnznfR2jJCRPcEVUsyw7flNQgEFM6c6qCjfYyOjjHmLcy4U6QTPl+A2rfa6OwYoz/KQvWc1DDZihZMGT1/sp2ergl6O8aomp8W5p6i2576OXeyg96eCXq7Jyifm3pHntPt5+yZTgb6pujrn6K4KpynqBqucS8XT3QwMDDFcPcERcWJd+RNTPio23eTwWE3aoKdxTvKUW7Ty6iKxsiUlyP1gwyPuukIKGQUJ4ZdY1XVGBt2cvFkB6OjbsYHnGSmRd2x3+FBJ5ePtzM25sHZP0Xazoqw66eqGoN9U9Se6mBiwotz1EPi3aXcrtPR0OjrnqD2dCdTk148Y242bSgMu2sAXR3jXDzXpcu/XH7WbMgP44gCdLaNUXuuC5fTh8cTYNnqvDBZiCSJtN4c4cKFbtwuP16/wsKlWWGyEJNJorlxkEtnu/C4/agBlbkL0pFuC24zmSSabgxy7XQnHk8A0adQUpWKJAmGa2gySzTUD3DxUi8+XwBNFikqTECUjO+R2SJTV9fPxUu9erG6WXdykiTBMIk1myWuX+vnUm0Pfr+CxSKRmKInVc/s12yRuHRjgAvX+/EHVKw2E3H2cAmRxSJz+XIvly/3EghoRESYsdruzDvZNMzBgQkUFagfIOJOPKvMpfNdXL3Ui6ZqIUtTjGZZWK0yF891ce1SLxoacQkRWK2msPtrtckcuzHAsd4JBCDiRj9W2208QW/v3JlOrl7pQwnbUQwAACAASURBVBAFktKj9H5v49nsJuZVpTGvKs1wLAaaoE9w51dnML86I+yYZjGLWfzzYta9586Ylfe8w3H0fBfP/bEWr19BEgUi7SaqHVbqLvdOh2lZJDZuK2Hfm/UhCYwjykp6VjQN16cTQM1mifXbS9i/S9/OlmSR6GgrSSmRNDUMhQYnt2/By7JITKyNmDgbrc3DocGJ2SyxbmMhR/ZO8+ISdNlJR9toaGXfbJFYXVOgywG8urQlISkSzW6iu2s8NIgxmyXWrszheNCJw2QSSU6Lwgf0905O8ywSK5Znc+poqyFMy+UJMDjoDA1ULRaZJcuyOHO8HZ83EArTmhh1MzLsCg1iLFaZ+YszuRAM+zKZJXLy4hjsn2J8bFp3brXJzJmfzqXzuoOR2SyRW5hAV98EExPe0GDHajeRszKb8/WDeH0KFpNEeV4sI+d6mJr0hu6tPcJM7twUrt0Y0HlmibLSJK51jOGcMYFzRJiYEx9BQ90AvmDoVnlVKue6xnEFpTICEOWwkJ0SSWOrXhRpMUtUV6bScLI9JKlBgOhoK8kpDtqCxZMWiy47qT07LScRBIiNsxEbZwz7WrQsi3Mnpx1uBFEgIcGOPcpKd+c4fr/OW7YyhxMn20NyElEUSE6OxCII9N0KBbPIrFibG5Kg3eKlpUeBojHYP4k/GPa1asN0WBzoYV+Z2bF43H6Gh5yhULA1m4o4NEMmIkkCOfnxTIy5pyVJQTnJwRluMZKsS4gG+6cYvxX2ZZao2RoMq7oV4iWLFJcl0dY/yUSwQNpslti2sZD9r9cbeOWVKXQ0DuGcmubV3F3Knl3TchLZJDKnKo3G+kFcrmAomFli010l7N49HX5lMonMW5DOtesDuIJWoGazxObtJbw6I/zKbBJZWpXGlYvduD2BEG9bTSF79zQY5D2Ll2RxprYbzy2pkVliw7ZiXjvRPu0GZBJZPzeNyweapyVJQXecMNebNXmcOqYHrYVCxmoKObTfKBdavS6fY4daQs+QxSKz6J4Sdp8xuhBtX5jJyaBLmSCA2SyzcnUub93mdLR+UxEHg99Belq3zFPf20J6RrThu/R6wyDP/PBYKHTLapH53lM1pKU4mMUsZvH/Du90ec8v9zz1dh9GGFanfehtv2azK/3vcKyuziDGYebYuS4ckRZ2rC/gK594xSAx8XkVRFnk80+s4cyJdl2ucHcpj33sZYNkJRBQiLCZ+PyXV3HmZAexcXY2by/hsx/9m2E1UlE1omNsfObxlZw/00l8nJ2Nd5XwqQ+9ZFj51TSNxORIHnlsBRfOdpGYGMGGbcV85qEXwwo00zNj+MSjy6k9301ySiRrNxbxyU+8bCxUFAVyixMpLU/m8sUeUlIdrFifz6OffNWwuimKAsWVKZRWpHD1Si9pqQ6WrMzli5/9u+H4RFFgTnU6pRUp1F3tIy0ziuql2Xztc68bCylFgcUrsimfk8qNa31k5cQyZ34aT31hd1gh5ar1+VRUpdFQ1092Xhylc1L4xtf2GVY3BeC+ZdksKEumvnmI/OxYKjJi+PapTsM10TSN+7aXMK8qjebmIQry48nKjeXqcycMvICice+D82irH6CleYTC4kSSsmM49x8np9tCd8j5yANVXGsYpLV9lNLCBFKirTSemuFjroHHHeAjn1rClYvddLSNUVqRjCPKwqXz3TOODaYmfXz1GzVcONtFV8cYZZUpWKwyF053TfNUjbFRN098YyOnT7TS0zNJ5ZwUEAVOzuhXVTUGBqb495/cw7FDN+nrnWTuvDR8PoXjR1oNvJ7uCf791/dxeG8Tg/1TzF2QjnPKZ7gmqqLR0TrCv//uPRzcVc/goJP5izIYGXYbPPQVRaOleZif/vZd7HujnuFhF9WLM+ntnjDsiigBlebGIX7ynzvZ/Xo9oyMuFi3Non1G3QjorktN9YM894t72bW7gbEJN0sXZ9EcnJDN5DU2DPLDH9/F3tfrmZj0snRFNpcv9Rp5fpXG+gG+/W/b2fdmPVNTPpavyuH0mU7Djpzfr9JQP8j3vreF3XsacLkDrFqRw/5THQb3Hp9fpe7mMN9/dhN79jfhdvtZsyqXvXsaw4KzGhsG+cGzm9l1oAmvL8D6Fbm8cPim0Q3Ir3Kta4xnv7+VfXsa8QdU1q7N429/vhzmetPSNMQ3frCVA3saUAMa6zYV8sf/PG/keRVamod5+vtbOLi3EU3TWL+xiOdevBLmQtTQP8lT397Mwf1NiAJs2FTEz587EdZeV8cYT35rMyeOtSCJIqvX55OSFsXtKC9O5NmvruPYqXZMJpH1q/JISYoM44H+bk5NepFlEZvdfEfOLGYxi1n8s2F20P8Ox/iYmxd+doa+3kk0VcM26cUeYTZIeUxmCVkW+dOvzjHQPxUq9rRHmPF5pzWsskkPZfrjL88xPOREU8EsCdjsJiYnplegZUnfo//Dr84zFixGtdhkbFYZ14x+RVFE1TT++KvzTIx50DQNm92E2SwbEkEFQSDgV/njr84zNeFF0zTsEWZkWQzpykEfLPs8Af760jWcUz40NCKjrUH7lJmTDXD7FP782nWcbj9cAmtCBNptjjGqpuGa9PHSH2tDK9hRUbZwiY6iMTnu4YXfXsTnUzh3op3IKHNYQJmi6Mm/L/z2An6/wrmT7XzokSVhgWdKQGV4wMUrvz5HwK9yXRKI//iisAC1QEBloH+Kl35zHiWgcemtNh78xOIwR6BAQKWva5wX/nQZVdE4f66LDzy8kEDAeB7+gEpb9zh/eOU6mqZx+kofH99ZccfzaGka4qXnL6NpUHu+iwc+ON9QcwH65K/xxiAv/+kSAFfOdfGuB+eh3jajU1W4WtfPC6/VAQLnr/Vx/86KcAmWIFB7oZuXX7qGgMCVy73s2BkediRJAmdPdfLqS9cQBIErV/q4a0dZmJTHZJY4dbSF14O8usu9bLqnDFESYcZzZbPKHD3QzN//dh1RhBtX+1m/uRBZElBmmEjZ7SYO7mnkjZevI4jQcH2A1TUFyLJoGKjbI8zsPtDEy3sbEAWBupsjrKvOxGSWDPUyERFmXt/byOsHmxAEgeudYyyfl4bJZHzuIyIt7H71Ovt2NSCIAi2NQ1QuTEeWRcOzFRlp5i/7Gtlzsh1RELg+MMWc/HhkSSAw4945Ii38/cWrvHXoJoIg0Ns4TFZxQpiEyOEw89uDTRyo7UYQoG7KS35chC5xCr4jAhAdaeH5V65z6nwngiDQPjRFWrTVIDUSBIiKtvLiny5x8WwnCAJ9vZM4oqyIIiE3J0EAR5SV51+4zKVLPQD0jbiJibEiCoRC/EQBYiLN/PGFy1y91o+GRv+4l6hoq0FqJIoQE2sjOzeW7NwFYc/S7cjLiSUvJ/Z/y3G7fPzgG4doax5G0zSWrc7jI59ZGhbMN4tZzOKdCQ3CA0FnAczKe97x+M5TB7hxvT80ILNYZLbeXcLuV+uCg3tdUhPhsNDSOGSQwGy9t5xdr1zXeZLuPiPLIh2to0befRW88cp1VE0vqEtNj0JRVLo6x0Mr52aLxLZ7ynjz1To0TW8vPTMa75SPvp7ppFCzRWLrjjJ2vTLNy86NZXTEzeDAVGjsbjZLbH5XBa+/fkPniSL5BXEMdE8yMjxdlGc2S2zZXsLuN+tD51FUnEDjkJOxcY+Bt2N1HvvemOaVViTTWj9omNDckjAc2NWAqupBVxVVqdRf6zesJpstEms3FnFkX6MenCWJVFWnc+Vij2HCZbZIrNxYyNFDN4MBWyILF2dw4UxXKDTq1n1bsSaX40daUVQVSRRZsiKbMyfaQxMS0HXHVTUFHDvfFSxwFFizJIvze5sMEymrTaZiTR6nLnajKPokb8OKHA7MCBUCsFtlVuTHU3uuC0VRkUSBtRsLdQnMjBVTu91E+ZwUrlzqRVVUBFGgZnORwdkEIMJhprAsmetX+0K8jdtKeH2GCwxAVJSFwswY6hsGdZ4gsHVrCXtev2HgxcbaSEtzcLNpOMTbck8pu1+bwRMgITGChFg77a0jeuCZKLB1Rzm7Xr0eOg9BgOQ0B3aHlc6OsVB72+7Vn9sQTxRIz4hGlkV6uydQVZ23/b5y3njlukFqlJkTi6JqDPRPhXhbdlbwyt6G0HUWRYGC3DiUYRfDg3q6riAIbL2vnFdnSGokUaC4KIGp3inGRt16e6LAtrtK2fXa9PFJkkBpRTI9g04mJjyomj4I3nBvOS8fmZbyyJLIvNJEOtrGmHT6gu+vwI6VuRyY0Z4si8xZkEZj+5guIVL1PlbuKONvpzvwBgvETbLI8rJk6uoHcXt0m1RJFLmrOp39h6Z3AEwmkWUL0qk/HXQhCh7LinV5Bkcfk0liyYpsLp7rCk2GZFlk0do8jh5rNTjrLF+dy4G6AfyBWzIliXXFSbx1vC1UwG42S6xflcOpgy162F7w/Xvmh9uITwi3YP3/il88d5yzx9unZZEWifd+aAHrt8xaeM5iFrfwTpb3FM/N1X6x+6m3+zDCsDZ9Vt4zi9vg8wbo6hzHapVJTY+i9eawYQXW6w3gD2h87VubOHWsDUe0hZqtxXz2Qy8ZVrD9PgUBeOKbNZw53k50jI0N20t45P0vGHgBv4pJFvnK0xs4e6qd2Fg7NVuLefiBFwxSGVXRsEWY+dKT6zl/poP4hAjWbSriY/c/b/SB1yAq2sZjT66j9mwnCUmRrN5QwCceeMHIEyA+1sYXvrSK2gvdJKc4WL4yh0c+8jfD9RBFgdT0KB770mouXegmNT2K6iWZfPzxNw08SRTIKEzgc19YxdVLPaRlRjN3fjpf/tRrRp4sUlCcSFFZEnWX+0jPiqFsTgpf//wbRp4kUl6VSnF5EvXX+snKjSW/OMEggbnFq16YQUlZMo03BsjJiyMzO4YLZ7oMPFESWLoql5LKFJrrB8kriCc5JZKzM6U36APSzStymFOaSHPTMEVFiSRGW7h4oJnbce+6fOaVJNLSMkJJaRIREWYOn2o3cFQN7r6/ksq5qXS0jlBakYxskjh68CbMKFlVFJX7H5rP3AX9dLaNUjYnBVQ4srcJbgtDeuhjC7l8sZueznEqq9Jw+hWkIzcN/bpcfj7x6aWcP6MXQs+Zl8bkmCdstXR8wsN3ntvGyWNtDPROMrc6naEBp3FVX4PhQSfffm47xw40MzigS3l6OsYNz5SmQV/PJP/rhe0c2tfE8JCT6sVZtNz2DmmqRk/XOL/+83vZt6uB0REXC5dm01g3YFhZV1WN7s4xfvGH+9m/q57xMQ+Ll2dzoa4f34y8B1XVaO8a4zc/upt9uxuZnPCwdEUOJ893GSQ1iqrR1jHGz5+7i/27G3Qpz8ocQ02Dfi802ltH+cFP72Hf7gZcLj8rVufy97eME7qAonKzc5yfPb2BNw/exOXxs255DrtevGpoLxBQ6WgZ5Xs/2KpbdHoV1q7K4df7m0IDftB3ipp7J/j5E2t586iewLtxRQ6/fb7W0K/fr9LSOc63n9vO/t2NKIrKug0F/PrnZwwTOr9fobN9jO/8SOdpwLqaAv7jp6fDgrO628f46VfXsvtoC6IgsHl1Lj/8t+OhAf8tXkfPJN/98V1cONuFKApUL84kKtrK/0k03xg0PAc+r0Jj3cDsoH8Ws5jFPz1mB/3vIAz0TfLNr+3D6wmgKCpz5qcRF2/H5Zy2yzObJcxmke8/cxi/T0FRVNpbR4mNsxls8ExmCVES+bdnDhMIqCgBla7OMWJibQwNTNvgmUwSCPBvzx5GCabn9vZMEBVtZWyGvZ0ki6iKxv/89hFUVSOgqAz0TeJwWAwr6YIo4Pcr/OhbRwB9UjE0MIXNbsLlnF75FgQBjyfAj79zDASdNzbkwmSS8CpG61HnpJc//OwMgqjLhMZHXGGDR1XVmBp28Zs/1CIGeRNjnrBgKkVRGR1x89ffXwzx7rm/ElUNl+gM9E3w19/XIkkiAb/Kfe+fEyaVCQRUujvH+evvLiLJIkcCKjvfV0UgoITx2lpG+MufLiHJIgcPNHP/++aGhY8F/ArNDYP85Y+XkGWR42828J4PVIXxlIBK3dU+XvzTZWSTznv3B+eHSX4UReXK+S7+9vwVZFnk8IFm3vvgvDCpkapqnD3Zzit/uYpsEjlyoJn7PzA/7HzR4PiRFl578ZrOO3iTdz80L0wyJYqCLpV5tQ7ZJHL0wE3e/cDcsFoPkyyx69U6dv+9PtheMzsfqAoL2LLaTLz8whUO7G7U2zt0k3vfUxnmyuNwWHjhD7UcOdCMLIkcO9TC3TvLkW6TykRFW/nD/zrHiSMtyLLIiYM32bqzApNsfP6io6387menOXuiHSnIW//ucsxmyTCgj4228uufneHCmU4kSeTEkVbW3l2C2SwZBrhxsTZ++R+nuFzbo/OOtbK+psDIEyAu3s7PnzvB9at9iKLA6WNtVG8pwmwSQ5kdggAJsTZ++PPT1DUOIYoCJ892sqYixSAhEgSIS4zg2786S0PbKKIocPhqL/Or0zFJIv7gPRYFSI6x8f1/P0FL2yiCKHD+TAeVZUkGqZEoCiTG23nuO0fpbB9DEODi2U4KihLDeAmJdr7/vWP0dE8gCHDhYjdZebE0NU1LjSRJICHeznd/cIz+AScacOV8F6lJkbS1j87giaQkRxIbZ2fD5iL+UUhMiTQYAphMIsmps8W+s5jFPxNmw7nujPD4xVm8bfj5j04wPubG7fbj8ylcqe1h0ZJsbHYTNpsJq1UmryCeC2e7mJzwhHi157tYuiYPq82EzW7CYpUpKE7k9LFWJie9uF067/ypDlbXFGK1ySFecXkSRw/eZCpol+j3KZx6q42abcVYrNO88jkpHNjdgNOpp+r6fQrHDrWwZUcZFkuQZ5GZsyCd3a/W6WmqLj9+v8KRvc1s31mB2SKFePMXZfD3v13D7Z7m7X2znvveXanzbCYsFokly7N49c+X8XgCId7uV+t4711lmM0SNpuMxSyxZlk2L/2xFu8M3usvX2fHA3NC/ZotEqvXF/DXYKbBLd5rf73KjvfO1dsL8tZtKeKvv6/F51VCvJefv8KO++cYeBu3l/DX310MJcj6fQp/e/4S9+ysnOaZJbbeXcpf/nTJwPvL85fZfl+5gbft3nL+8sdL+IM8n0/hL3+8xNZ7SoPnq/Puvq+CF5+/jN8/zXvxdxe5a30+FrOE3SpjNks8sLWYvz1/Zbo9r8ILf6hl/eai6etilrj3PXN49a9XQ+15vQp/+VMta2oKDddvxwNz+PtL16Z5ngAv/aGW1Stzscw4vvfcW86br9WFeB5PgJdeuMzSFdlYgvfXbJG4990V7HmjfprnDvDqX69QvThDf66CvHt2VnBob2OI53b5efPV68xdkD79nFpkNu8o49jBm/r5uvW05n27GqiYk2J4njdtLebUsdbQdXFO+Ti6t5GS8iSdF3zf1m0s5NypjtB9m5rycm5fM8UFCVgtMvZgrcuGxdlcPKuH47ndfiYnPNQeb6MgLw6rRcZmk/X8g+oMrlzqCfEmxj1cru0lKzcWa7Bfu93EvOoMrl/tw+dV8LgDjI+6ab/YTVZqFDaLjN0qE2EzMa8wgeuNQ3h9Cm5PgOFRFw39k6SmR4fai4i0kFmVSn3rSIg3NOpmoHuC9AQ7NouE3SITZTdTHGXlZusoXp+CxxNgYMjJ6JiHpIQIbFb9XKMcFtIdVtpbR/F6AzqvbwqPx09cgh2rTcZqk4mOsWKPsdHVORbi9fZOggJxsXZsNhmrVSYmxoZklenuncTjDeD1BujsnsBilYmJtoZ48XE23nf/3H/49/CHHllCZKRZfwZsMslpUWy7r/wf3u8sZjGLWfyjMbvS/zZifMxNQ/0gFotMeWUKvTO08aBvK7s9fv7l2Y2cPNqKw2GhZlsxn/7w3ww8r1fB71f52rc2cupYK1HRNmq2FfPI+/9iWOn2efVU0a98s4YzJzqIjrVSs7WEh9/3guG4AkF70Cee3sDZk+3Exusrax+5/88GnqqqyGaZLz29nnOnOkhIimTNxgIefo+Rpxf4mvnCv27gwtlOklIiWbE6l49/4EUDTxAEHJEWvvjVNdRe0N17Fi3N4tTBFgNPFAQSoyx87fPLqb3YS3pGFPOrUjm9u9HAkySRpBQHn39iDVdre8jIjqGsMpWjt0llZFmvT/jMl1dz/Uov2TlxFJQkcHhvUxgvJz+eT395FXVX+8nNjyMzO5aDuxvCeMWliWQ+vpL6un7yCxJISXWwd3cjMyU1sixSWZVKZlY0TfWDFJYkEhtnZ+8b9YaCUDkoIcrKiqG5cYiSsiS9mPQ10cATJYG1CzPJT4vi5s1hysqTsYgie2UjTxAE1m0sJDs3lvaWEcrnpOp6cFk0SHk0TWPT3aVk5cXS2T5GZVUaHk8ASTKurisBjZ33lJGfHUt39zhVVWlMjHsQb+P5/Crv/UAVeQXx9PVOMm9BGoP9zrACXbfLz0MfW0R+aRL9/U6qq9Pp6RgLKwweH/Pysc8v42hQ8rNwSSatN0fCdm1Gh1388Kf3cGBvEyMjLhYvzaLhWn/Y7snwoJPv/OQe9r/ZwNioiyXLs7lS24tvRi0FGgwOOPn5/9zO3j2NTIx7WLo8hwunOww1F5oGA31T/PQ7W9izp4HJCS8rVuRw/GirYYdA06Cvd5If//Je9r1Zj8vpZ8WaXPbvbjRIdFRVo697kh/+/B527WvG7faxdmUeL++uN+wkqCp090/x789sZM+eRrzeAGvW5vH7NxtCOwSgS426+ib58RNr2XWgGZ83wIY1efz2z5cM0iVF0ejpm+RbX1vHvn1NBAIq69fn85ufnTFIb27tED717c3s36NLftZvKuSnPzllKFoOBFR6eyd45pmN7N3fhKZpbNxQyA9+fCLMJam3f4r/+f1t3KgfQBAESksSsVj+8T9ZSSkOvvvTHTTVD2AySRSXJSGbpH94v7OYxSxm8Y/G7KD/bUJ72yjP/Mt+QEPTIDUtipS0aFqapotxLRYJm9XEM1/ZA+gDhPOnOkhJ0z3WQz7zFhmTSeSZJ/aGnC1qz3aSlOqgu2NsRpGtDILAs08eQBAENE3j8sUekpIj6e2ZCE0QZFlCUTS+/eSBYCiXxtXaXhISI/Vi3CBEUcDnDfDdfz2AGAzvqrvcR2ycndEZxbiCAE63n+8+cygYagR11wdwRFmYmFGMq2ka4xMefvvrcyFefV0/VptsKLJVNY2hYRe/+sVZRElAUzVuLs9GNkmGAYaiqPT1TPD6X68iBsOUlq/JCxuMKgGVzrZRXn/pWoi3an1B2D1TAirNN4d47bUbOu9QMxs2FIQHXQVUrtcN8MYbOm//gWY2bSoKd9EJqFy60M2ev+u8g/ua2Ly9NEx6oygqZ0+2s29XA6IocGhPI1vvKbujROetQ80c3NeEKAocfbOB7feWh/EA9u9u4MiBZl2Gs7eJu3ZWhPFEQeCNV65z/EgLQpB397sqDA4woMszXnrhCqdPtCGIAod2N7LjXRVhbkAWi8QffnOB82e6EEU4sKeRe99Vwe1mAhERJn7xq3NcvNSDKArsOdTMe+4pCzuHmFgbP3nuBNeu9CEKcGB/E/furEAURWD6XOIT7PzbD96i/sYAggD79zdx7z3lyLI4fU8ESEiO5IffOEhzwxCCoJ/H9p0VBjcqQYCklEi+99QB2m6OIAhw+I16tt5XjsVi5KWkOvjWk/vpbB9DFODwrga23F2GxSIZ8gtS0qJ49uv76O2eAAEO7mlk0/YSzBbJUFSclhHFU/+yn4F+/R08vLuRdVuLDdIgURTISHXw9acPMDjkQgD2Hm5h1aYCzCYpNKCXJYGsZAdPf3kPoyP6u3r8jQYW1+TfxhPJSHXw1BN7GB/zgABH9zayeGmWwa1IlkXS0qJ58ku7mZrS5X5HDzRTtSSTpsbh0ARBlkXS0qP4ytf3hpzADh1tZe6cVFrbRvEHn0GTSSQvNw6rVTYEbP3/hYhIM1WzgV2zmMU/JTRtNpzrv8KsvOdtwi9/ckqXtrj1be+urnHK56YQE6snW5rMEvMWZnL2RBsedwCPO4DXE6CzfZR51elExwR5JomFy7I4cbgFr2ea13pzmCUrcnBEW7HaTJhMEktX5XJ4f1OQp0szmhuGWLk2H4fDEmxPZNW6PPa9Wa9vyQd5DTcGWL+liEiHvu1tMoms21TE/8Pee4bXcZ7nuveUNaugY6H3XolCsBewV1ES1SnJ6rJky7JlyXJRYjtbduzYTuL4xHZ2drxP4u3E3TIlUaLYe+8VBEgQvfe++qw5P2ZxgCHoXDsnsaQkeK+LP0Q9fGfmm7K+cn/PuzPkinLruDWXu9iwuRhHmILdYUG2iKzZVMS2rTUhpEFfvr90oZN7H5qFI8xi5Nt0XwnvvHXFpDt3uoP7Hq/A7rBgs+v57nlwFm//7io+X+i4XpWTx1p4+PFKHV0K5bt/Sznv/uayofN5VY4dbOSRp6qw2uRQu4g88IkKtv3uikl3eN9NtjxdZSAmFovEQ0/O5u13rpl0e/fcZMuzcwwkyaJIPPJ0Fdvem6LzqezceYPHnpptQnQee6KSHe+a8+3YVsujt+uermLX9utGO/t8KtvfqWHLk1VYlElU5vGnq9i3q96k27b1Ko98ohKL5RYyJfPoU7M5GCqUdkv37ltXeOjxCiwWUdfZZLY8NZsjBxvxTtG987sr3P9ouaGz2WUeeWo2J481m3Rv/+4qmx+aZejsdgsPbSnn7Kl2vN4A7lu6t66y6b5SQ+dwWLjn0QouXOzC61UN3e/fq2XD3UWGLixMYdN9JVy93K2jWqH2276tltUb8g1deLjC6k1F1F7r0RGx0POyY9cNqtfkYbFI2OwWIiKsLF+Tx826ftP7sX/ndRYtz57URdpYtCybppsDpvft6L6bzF+cEdLJREXbqZqfTmvTkHF+HneAk0ebqJqXhkXRddHRdsorkmhv4LithgAAIABJREFUG8ETyud2+zl3po3y2SmGLtbpIK84ga7OUV3nCeBy+bl2oZOKkgQURcJmlYl3OshJiaS7e1y/Xk8Al8tHU00vZflOrBYJm1Uiwekg267Q1zNufF8mxr103xykIM9p5EtKDCfOptDf7zLOb3zcR0/vBDl5ThSrhNUmk5wSiWKVGBp0G/nGRr2MDbrIzIrWdVaZtLQoAggMj3hwh85vdNSDz+snPS0Kq1XCapXITI/msYfKPurP9EzMxEzMxH+pmJnp/5Cio32Ey+c7UKwyi5ZmmWwpQXfbcbn8vPYnKzh+uImwcIW1dxXy+gtbTTqfV8XvVXntjeWcPHLLvaeIV559a1o+VQ3y+T9Zweljzbp7z6YiDj/1W7POrwIar35lOWdOtBIda2ftXUXsuw1tUQO6TeIrf7KC06fbcDrDWLsmj93vXjPptKCGRZb4zNdWcvpiJwlxYaypzuK992rNDaJpKFaZz35xGRfP6QW7FlVn887va0wyQdB90T/zxWouhwp2zVuSydatZp0oCkRE23j5taVcvdBJSno0FXNSeOdXl0w6SdKrC3/q9aXUXO0hLT2K0tJEtv5yui4uIZwXXl1MXU0vGVnR5BYlIL91xYSFyLJIcloUn3xlMTdq+8jKiSUjJwaLLJp1FpG0zGhefGkB9df7yclzkpQaiSybVydki0hOfhzPvbSQxvp+8grjiI1z6DUNpmAckixRWBLPs5+aT3PDIAXF8YRH2qYhOnLIktQSYaWlZYiSkgRskjhNJ4kCs+elY7NZjEJcCHo7TEWSBEFg0dIs7DYLne0jzKpMxutTp22s1jSNFatycdgtdN9y7xnzTtugG1CDrNtUSHiEQk/3OJVVKfQNu9Fug3k83gB3P1BKWIydvr4J5sxJo6t9xOQwBTA+4eOBLeWEJYYzMOBi/txUWm4OTludGBvzsuXpKpzxYSH3ngzqayctIw3dqJfHn59LfHI4I0Me5i/OpOZSl+leAIwOe3n6hXkkJ0cyNuphQXUWZ0+2mdAbgJFhD8++OJ/E3FjGx31UL8rgxP7GafmGB9189Ztr2bPzBq4JH0uXZ7N7903TswIwNOjmjT9Zye5dN3C7Ayxbns072+uMGXP9XsDAgIvvvLqU3bv1Qf+KlTls/dUlE1KjaTDQP8HXvrWOvTv1/RPLV+Xyy3++YFoFCgY1Bvsn+MrXV7EvhPKsXJvPP/2vU6bVLF3n5pWvreS9Y81owKZFGfz9j0+a7oeq6it33/nGWjq6RhEQSEmO+NB88Xu6xrh4pl23E12aSUTknd2AujtHuXi2HYtFYsHSLMIjrB/K+c3ETMzETPxHxYxP/4cQtTU9/PW39hMM+amHR1pJzYym5kqP8WNqtUpsvLuYHe9eIxgqrhUVbSMxPpzr13qMH0l9s2IxO965Zvi4xzgdRMXYuXm9z0AqDJ/+rTW6ThZwxodhC1NC3PMU3b3FfPBuLaqqIcsCCYkRCJJAe8vwpE6RWP9gKds+uI6qBvVl+uRIpFEvne0jJp/+VVvK2bq/gYAaRJZEMlMj0TrH6O0em9QpEhvuLmTn+7fySWTlxDDQ56J/YMLk579+YwF7369DDei67HwnHT3jJnchRZFYvz6fvR9c13UWiYLieFoah0wIkaJILNtUyP59NwkE9OsonZVE4+XuaT791WvyObw/pLNIlFUmc6Wu1+RCZLVKLFuSxbGDTQQCKrJFYvbcVM5f7sY91affJrN0fjqnjjQT8Ou6OQvTOXumHY/b7L8/Z0E6Z0+26TpZYkHIz997u5//3FQunO0wdEuWZ3PsUJOJLbeHWSiYl8bFy13G9a5ams2xXWZmPCzcQkFxIteudOt7OmSRlWvzObDH7OcfEaGQnefk+rU+AgFdt3pDIXt33TB1cKOibaSlRtFwo9/QrburkF07bphdamLtxCeE09w4pOskkfX3FPHe7npDJwiQkBBGdLiV1tZhAoEgkiRy912F7Jzi5y8IkJwaSTDGTnvXKAFV1z2wNp8doRUaCCEw6VGIft2BKhDQkCSBTZv192oqUpOZE4vbF2Cgb2JSd18JO6b6+UsCeQVxjAx7GBp0Ge/lxvtL2b7N7L+fX5JAq9vHyKhXr68gCTy0Ko9db18z7pski5TMSqS9Y5TxMa/+PZAENtxTzI4P6gw0SJZFyiqSaK0fZGLCF6o7IbD27iK276k36ebOTqbhai8ulx8tVHdi7YZ89nxw3Tg/i0Vkzvx0ai914fEEdJ0ssmJ9AXv31pt0CxdncPFsh+7Tr+mD1WWrcvUVpFs+/YrE/JU5bO8exetX0QBFErkv18mhA40mn/5NGwp5bEs5H3Y03RzgO1/bjRrQaybY7DLf+sHdRMc6TLqGG3187+t7UUO1KRxhFr71g7uJjLZ/6Oc8EzPxcYiPs09/QXm29qPt3/ioT2NabMh4+iNvsxm850OIn/3kND6vSiAQxOdTGRn2kJUZQ2ZWDJIkIEoCazcWcvJoMz7fpG5o0E1eaQJpmTFIkqj/8G8u5uh+3ddbDekG+yeYVZlManq0obv34TIO7NI7TqoaxOdVGeidYN6CdJJTI5FkEUkSeGBLOXt3Tuq8XpXenjGWLMsmMSlC18kijzwxm+1GPg2vV6Wza4zqjQXEh3SyLPLoM3PYGirko6oaXp9Ka+coa+4tJi4+DDmke+q5OXzwXt2UfAGam4a45/4SnE59ZttiEXnmhXnserdWv96QrunmAA88XEZMrD2kk3j2xfns2lY3qfMEuFHbx8NPziYq2oYsiyhWiWdfXsjuXXqH6NZ11Fzt4dHn5xIRZTV0z728SEehpuS7cqGTp5+qIiJC19lsMi+8uIDD+xvwegOG7vyZdp59bi5hoarDdrvMCy/M58TBppAdq647c7yVZz+1AEeYRdc5LDz7qQWcPt46qfMGOHG4iec+vQC7XdeFhSs886n5nD/dbtIdPtDA859ZgM0mI8si4REKT3xyPhcvdZmud8+hRp7/zEKsVl0XEWnl8WfmcC2EyqiqpqNLO2/w/EsLUUIVn6OibTzyZBXXa/uM6/V5VXa/X8dzn15g6KJj7Dy0pZyG+n6Tbse2Wp55cR4Wi/4MxMY6uPeBWYYLjKpq+HwqO96t5bmnq4xnJc7p4O4NhbS2jhjX4fOpvP/BdT7xzKQuPiGcZRsL6egeNZ4/n09l2/6bPPp4JZIk6pu7E8OpXpJFb/d4KJ/+Hu3ZeYMHHqtAkgQkWSQpNZK5SzLp750w6fbvrufeh8t0nSSSkhZF2exUBgdcpvfy6P4G7tpcghjSpWXGkDs7haFhD16fSiCUb9+5dtZtKgzpBDKzYsjMczI64pn8Hnh1963Va/MRRV2XnRNLamKkjseEdF6vypXznaxcnmPo8vOcxIbbGB/z4jd0Aa7V9LBkefakrigBu03fP2PoPAGa6/tZsDgTUdS/VcWliaCBa8KH3x8kEAji8QTobB9hzoJ0QzerPImecAsTHj++QBB/IIjLF6BRDTJndop+XFGgsiKZhx/8aNxxfvGPZ/B6AgQCQfw+lYlxH+/ftooI8C8/OYPXO6kbH/WyY1vtHTLOxEzMxEx8fGMG7/kQYuoMMuiojNvt59HHKzh+qAlHmMK6DQUcvs1VRv+xD/DwU1UcP9xEZJSVlRsK2P1+nUnn9+s+/A8/U8XxYy1ERVlZtiaPbb+7Mi1fUNV45IlKTp9oJSbGTvXKXN66DW0JhFYLHnmiknMnW4l1hrF4WRY//Y1ZFwwGEWSRh5+czYVTbTgTwpm3OJMfvmP+0dT0KT4eeGYOZy91kZQQxux56fzjP5yZ1layIvHI4xVcPt9FUnI4ZeXJ3G7uLghgt0lseayCy5e6SEmNpKgkgdtMYBAFAbvDwgNPV1FztZu0tChyC+MQRQF1Ck0higJhEVYeeKKS2po+MjKiyciORZIEAlOMW0RJJDrKzpaHZnH9Wi8Z2TGkpUYiS2aUR5JEYmPsbHlwFvXX+8jKdZIcGhhNdTyRZZG4eAcPbCmn4eYAuXlO4hLCkCURP2aUJyklgvseq6CxaYD8/DhinY47ojwpaVHc90g5Lc2DFBbFExVrn4boSJJAenYs9z08i9bWYYpKEoiItE3b4CyJAjl5Tu59aBYd7SOUzkrCEa4g3tbQgggFhfHc+0ApnR2jlFUkIcvitPsBMKssmbseKaOre5zZ5UloPnWaK08wqDGnMoXBTRP09o5TOTsFlycwbcOv368yb2EGgwNu+nvHqZqXxoDbP21jtcejsmRJJiODbgYHJpi7IJ3+nvFpG6s97gBLV+UyOuZjaMjF/EUZtLeOmBAYALfbz7I1ebgmvIwMeVhQnU1jfT8BvxnRcU34WL0uH583wOiol8XVWZyv7zehN6AXMlu9sRBfMMjEhJ+l1VmcPdU27bgTEz7W31WITxJwu/2sWJLFiQON09Cl8TEvd28sRNbA4/GzbEUO+3fVT9eN+9i0uRSLLOL1qaxYnceOd2qmtd/YmJdn7yvBZpUI+IKsXJvH27+9gskkSdNRqE88Pw97pFV371mTz4/21TM1nabBsMvPd15ZYlSittk+vJ+hhhv9HD3QgEUWWbWh0FRjBPQihCNDburrejl+sBGLIrN6YyHjY2adqmqMTllpnImZmImZ+M8QM3jPhxD/+D9PcizkCQ4hFOWuQva8r890i6LeOS0sT+LSuQ6D21UUiXWbiti9fVLnCFMoKIjj6sVOo6OpKBKr7i1mVwixEEWB8AiFvNRoaq90T5aTVyRW3VVgzOxLkj7Lm5IayY26PpNu9bp8DoQQEEkSiIy2E5kRRX3DoNFZUhSJ9UuyOBxCQGRZJDrWjpAVQ0Pb8CSSpEisWZjBvuMteH26Lj7WjtOnFwxTpyBJS5dmcexwk5EvITEcEejuGJ3iaiQzvzqLE8ea8XlVLBaRpJRIAp4AfT3jkzqbTOXSTM6cbsMb0qWkRuKa8NPf7zI6kTabTFVlCufPtuv5FImMzGiG+10MDbqMMYfdYWFWWRJXzncYuuy8WLp6xhkd9ph0xcUJXLvchc+roigSOQVxdLQO61x7SOcIt5BdEM/12l5DV1iSQOPNfibGQ2iQAOHhCmm5Turr+/H5dF1paSI3a3pxTegDSkGAiEgrSSmRNDcM6jqrRFllChcaBnCFUCNBgOgoG6lhVlqah/CHdLPnpnHpfIeBGgmiQKzTTkSEjY62Efx+XTd3QTrnQisMECrAlBCGEmL3/f4gVqvE/MWZnDnaYiAroiiQmBKBz26ht3ccfyCIVZGoXpzJqf0NJgQmNS0Kd0BloN9FIKDnq16WzcEjzQYSIkkCWVkxuAbdDA26CQSCKFaJZWvz2HGy1dDJkkBediwTLSOMDLtRVU1H0FbncWAKQiTJIgWF8XR1jTI24kVV9Xxr1hewd+ckkiTLIsWzEmlrGGR83EswlG/NxkL2fnB9UmcRKa1Ipr5+AJfLp+sUiVWbi9l2aBJtscgic8qSuHmxC7dLH7AoisSGDQXs3j6Zz2KRmD0/jbP1fbjdfoKa/v5tXpXL7vfqjPZTFIm5C9M5d74Tj8ePFtJt3FDArikoj6JILFycwZkTrQaioygS6zYW6NdxS2fVDQBOHGsxOumKVWLNhlC7TNEtXZnL4aPNxj1XFImFD5TyzvkOPKEBkc0i8dSaPB5fnnuHL+UfN65d7uIH3zpgtKnNJjN/aRYnDzdNokZWibWbioxvsyCA1WZhzsJ0Th9rmfyGWyU+9dpS5i7M+NCvYyZm4uMQH2e8J788W/vb97/5UZ/GtNiU+dRH3mYzeM+HEE9+ch5z5qdjUSQcYQqPPzOH08dajB+aYFDD7fKTkhxJ5Vzd2SMsXOHJT87l2JQOgq7zkZUXS3lVKhaLRHiEladfWsCh23SuCT/55UmUViYbuuc/t4hD+yZ1qhpkYsJHRVUKJWWJyBZ9EPCpzy/m4O5JhldVNSbGvSyek0pJUTwWi0hUpJXPv7yIQ7smdYFAkLFRL+tnp1Kc68Qii8REWvnKi/PZdaQJr29SNzTiYfndReTmxxlIyCuvV3NoX4Mp3+CAi/WbS8jJdyLLIjFOB5/7yjKOHGo0dH5/kL6ece55pIzMnFgdHYlz8NmvLOfE8RaDbfb7g/R0j/PIo+VkZkWHZtrD+PyrSzlzqm0yn0+lo22ER5+uIj0zRh+kJIbz8mtLuBQaGNzStTQO8dTz80hN1/MlJkXw0qtLqLnUZeh8PpXG+n6e+cxCUtKikGV9kPLCK0u4fq3XpLt+rZcXPruE5JRIw97w+ZcXcvNmv3HffD6Vq1d7+PSri0lMijDqDDz94gJamoYmdV6VS+c7ePUzC0kMoVUZ6VE8+1glba3DRgfG51U5d6qNz71era80yCKZWdE88sTsUEd+UnfqWCuvfKkaZ2hzcWZOLPdvKaevZ9wYrHq9KscONfHKl6sNBCsnz8nGB2cxMOgyZrq9PpX9h5v4/BeriY7Rdbn5cazZWMjIsMcYhHq9Kgf2N/Daq0uJjtJRrcKCeFZUZzM66jV0Pq/KoV31vP6pBURHWrHIIiWF8SyrTGF83GsMLn2hfC+9uoSISCuyRWfoK+em4hr3GYNan1fl4L6bvPDZRYRHWLFYRGZVJFNckmh05G/pjuxv0Is6RVixWCTKZ6eSXRCHe6rOp3JqXwMvfGI24WEWFIvI3IpksuPDjQ7/Ld2JE608/nQVjjDdEWru/DSiksONDv8t3bELnWz5xGwcoSJr8xZl4AhTjA7/Ld35C508+Ei5UYxt4dIsJFEwOvzGc3Wlm3sfLjMcoRYvz8EXCOKZsk/E51W5UdfH3feVYLPJetG7VbmMjntN+0l8PpX+y908tDQLuyJhUyTuWZDBo9U5f+BL+ceNt35+0bTvxOsNEFSDLFqebbhvbd5SzpULnYZO08Dr8WNRJBYsyTQK6T34eOVMh38mZmIm/tPFDN7zIYSiSFRUJjM66MJut5BXEIfPFzBpgkENv1+lojKZiREPjjCF3Lw4Ew5ySxcIBCmZl8qIXyUsXCErP26aq0cwqBHUNGZVpeLyqUREWsnIcU5zJwmqGkENyiuS8XsCREbZycyKmYYWaEENUYM5JQmI4z5iYu1kpEZOQyQ0TUNEY3F2LGGDbmKdDtITwqe5rAAIkkB5ZQqCAHHxYSQlR96x/WRZoHROKlgk4hPDcSZG3G4CA4KARZGYVZWCZJVITI4gxukIFX7SpsqwWGQqypKxyRLJKZFEx9gQBQHVlE7AZpMpK0/CYZVITosiKto+zVFEFAXsdguzKpJxhFlIy4gmMsJ6B52II0whb1EGQssQ2elRhN9JJ+mrNLPKk2hrGiQzx4ndoSDc4bgRkTZKK5Jobx0mJy8Ou12eht6IokB0hJXZBfF0tI+QVxCH3TpdJ4gC0bF2o0hcQbFuA3l74SxBhBhnOIVVKXR3j1NSkoAsi9NceQRBIC4xgsK5qfT0jlNckqjjSHeIxKQISksTGOhzMas8Sa+9cNvjoteyiKCkLJGBATdlFcmIAtOeK1XVyEyJZHZ2LMODbqoK4xGZrgsEgqRnxVAyK5GRYQ/llSmoQQ31Drqs7FhKShIYG/VQXpmMe8I3rQaB3x8kK99Jfnki4+M+Zs1NYajfNQ2V8ftVCtOjmZsSjWvCx4KCeNp7xqbpfH6VvMJ4Cmcl4nb7KatK4XrrELe/Rj6/Sn5BHIUlCXjcAcorkqm51jOt/Xw+laLieIoL4vB5A1SUJ3HuTPsddEEKSxO5UdtLwB+krCqFY4eauJ3B8nlVCsuTqW0eQg1qlMxJZf9us+MX6AO7T64v5JPrC6f9vw87pg5IQH+mfD6Vlz+/hOdeXmT8/ZHbMEtNA79X5cVXl/DC55d8KOc6EzMxEzPxx4gZvOdDiL3b6/jNP583ZnStVpn5SzM5dbTZtNy+fG0eh/bq/ukIuq5qUQZnTraaltGXrMnj0JHJyp42m8ycyhTOnW03OWJUL83i+GFdJwhgs1koK0vk0vlO03L24iVZnDyiIzWCoOMphaWJXL04aU1otcrMXZzBmeMt+LyTSFJuQRy1V7qNQYfVJjN7XhrnT7eFdOAIt+IsT+Jaw4Chs9tkFubEcvlch5EvItJKclIEDfX9OrokgN1mobg8iSshVEaSBCIjbTidDloaB/XBiQAOh4X8wnhqr/aE0CXd/SjM6aC9TeeyBQHCwhRyMmO4Uden62SR2Fg7VqtMV9eY7uIh6MV5MlIiaawfwB9CkpzxYYiiQG/3mO68EsKo4lIiaWkaMnQJSeEEfUH6+8YNx6bIaBtKVjQt7SP4A0EsskhqYgT0TjA44DIcm2KcDiIcuh1mwB/UkaSMaAZdPoaHPYZDizPOgU0Q6ekaIxAIYrFIZGbH0N83zuiI19AlJIWjCQJ9vRO6TpHIyY2lq22E8XGf4dCSlByB36cyMOBCDQRRFIm8wnhamweZGPfpDi2hFYVhX4ChoRAqo0iUFCfQVNuHyzWpy8iOoWfMy+iox9CVlyVSU9dvoEayLJKXHctQ8xBjo/o5K1aJiqpULtZ0G6iRxSKSXxBPU+coExNegkEdGZs7J5UrJ9sM7MRiESkqTeRm06Axc261SsxfkM7Z421Gp8+iSMwqT+RGTS9ut+5So1glFi7J4uSxyXfSokhUVKVQe7ELj1ufObdaZRYtz+L4oSbTu1s5P40LIdcbNP29WrY8hyMHGky6eQszOH+rem8oX/W6PPYdNLvZLFyUwamTk+esWCVWrs1n55FJFMWqSCxbmMGZfQ3Gt0CxSqxeV8CevZPoktUqsaw6m+O3vi0h3aqNhSZ06daM/ZEpDjyKVWL1XYXsuQ3lWbEun11TsRhFYuOaPF035d8++VQVq9fk/5u/mX+M2LXtGm/94qLpOj77peVUzE016d7//VXe/e1lk+7VP11JaUXyh37OMzETH9f4uOM9P3jv44f33JM1g/f8t4gPptgAgj7jFBausO7uIuLiw0hNj+KzIZ98Q6eBzxsgzulgzYYCnPFhpGVE89obKzhxqs34kQd99jAlLZLVa/JwxjnIyIjmy2+s0G0evZPL1H6/SnZ+HMtX5+q67Bi+/GerTYMPXRekqDSRpStziI1zkJkTw5e+sZpTRyZ1t1Ymyueksmi5rsvKjeUr31xrDAx0nY7BrChPonpeGs4YO/nZMXzzC9WcP9lmyuf1BKhelcP8RRnEOh3k5sfxxjdWcyE0MAB9Jtft9rNmYwFzF6YT63SQXxDPl7++iquXuqagSxoul5977y6iam4qsU4HBYXxfOkry6m71jupCwQZG/PywJZyZlelEOt0UFicwBe+vJzGGwPGoCcQCDIy7OaRp6sor9LzFZYm8vKXltMa6vDf0g32u/jEC/Moq0whxumguCyRF16vpq1z1EBb/IEg3f3jPPPZRZSWJxETa6e0PInnX1qgd+RDgyO/P0hX+wgvfWYhpaWJxMbaKStP5pln5oZsJG/pVFqbh/jMF6opKkkg1umgfHYKW56aYzDvoN+LxpsDfP4ryyksjicm1k5lVSoPPlaud9BvoTI+lRu1vbz2JyvJL4on1ulg9rxUNj00i/Fx3yQq41O5crWbL31tJXkF+gbjufPTWLupCLfbb9Kdv9DF17+ynPxcJ85YO4vmp7N2aRYeT2ASbQmhRl/92ipyc53EOh0sXJTJwqVZ+HwBY/Oo16dy4lQbf/LmarJzYnE6HSyuzmL2vDT8PtXI5/WqnDjeyht/toqsnBicTgdLl2dTWpqE36caKwA+r8rJY8185c9Wk5EdgzPOwfLVueTlOfH5VGNG3OsNcOpoC69/fTXpWdE448NYsS6f1KwY/Zm6hcp4VU6eaOW1N1aQlqHr1mwsID7egS/U4b+V78zRFl57vZq09Cji4hxsuKuQiEirGZXxqpw92crrn1lEWkok8XEO7tlQiF3D9C3weVXOn2nn5c8tJiU1kvj4MO7ZXELQq5q+QT6vyuVzHbz4uUUkp0QSnxDGfQ+X4Rr3mhAYn1fl2qUunntpAUkpEcQnhvPglnJ6R9xmnU/l2o1+nnluLklJ4SQkhPPoo5WsukNl648q1t1TzH2PVhCfGE5SSiTPvbxoWocfYNMDpdzzUBlxCWEkp0by4ueXzHT4Z2ImZuK/RMzgPf/BEQxqbPvtZY4eaESx6tVK7xSapqMXQuiPKArTltANnSAgaRoStygKbZpGA8acdvoyonDbZfx2y53S6fiNICABkqbnm7baE/pPQRBCf8RpmIehEwQG0iNo8ziJCbfis8vTkAE0EDSw+VTCXT4cVgn5D64wTWkTQWAaNzI1JBEkQf9zx0I+AhoCsgZSUDOud7oqlE4DOagh3wFFMulv3bd/9fQ0NIuo/5GlO94LEEDTZ/jFf+UZEBAQ0K9BVjWkoHbnwwp6O0sC+v0N/bs7Z9T/vywI6KY9f0ApgBBqZ0EUjb+7PYKyyESMnTE03FG2P9guogY2r4rNo6KE0LU7SiWRgF0i4JVRrdKdkwGaKBCwy/h8MqpV5o4NeOs6mHyuNO3OFyKIAoIkgCTq132n89NAtYi4om2MW0R84Qphd7wODfHWvQi9d3d87DVNf89Cx78dNZt6XEtAI2zcj8UbwOZT8d45IfPmpzNvfrrxN//0dyfumE8QBZAF0ELX+we+QYIsoVplHedTJr9Et+dbsTKXFSs//E26/zchCAKb7i9l0/3/uj2oIOiWx/c+PFMReCZm4j9jaAgEtQ+nuN9/tpjBe/6DY+uvLrHjnRoztrMun0NTihzp7jOZpplzRZFYtiaPw/sml+CtNpm5izJMM+eKIrFwXT6Hj5rxnvy1eRyu7cF7C7OxSDyYEcPJg40GtmO1yVSWJXHxbMcUFwpZL/4Umu0XBLDZLRSXJXHlQuck3mOT9WJSodUIQRRwOCxErs7hTOsQ3tAMsV2R2Bxm59KpVgPbcYQppBY4uX4KC+wDAAAgAElEQVS939ijYLPLlM9K4nIINRJFgfBwhdTUSG7emIL32C0UzUrk6uVuQxcZZSM+PoymEN4jCOBwKOTlOamt6cEfwnsio2xEOR20tQxP4j3hVjIyo6m/0W/oYmIdhCsSXR2jui50LslpUTTdnMR7YuMcyBaJns4xVDVoFFpzJoXrs/3+YGjTbxhBBPp6xw0MKCrahpISYcz2y7JIakI44oCbgb4JA++JjXMQZpWNc5Etug3n6ISP4UG3ge3ExYchySK93eMhvEckPSuG4b4JRg0MSCQhORw/AgP9E4YuOyeWvvZRxsa8aEFN31icGonbqzI44EJVdQworyCO1rYRJsa9BraTlhHFkMvP8PAk3lNUnMDlvnEmQgiMRRbJTYtirHWYkVvYjiJRVpJA46VuHe/RdBwnNz+OzilFqBSrRFlVKmcb+nFPwXaK8+NobRwy8B5FkZhblcq5y10mvGdWUQJNdX16ESpNP+68+WmcPzXpOGRRJMrLk6i72oM7dM6KVWLB4ixOnZxcHVMUicqqZK6dn8R7FKtecGrfxU5jY7qiSCyoTOba0VZ9w2tIV70sm+P7Gky4y7xFmZw92Wqci2KVWLo2jwOHzKjMoiWZnDzeasz2W60Sq1bkcHhnvSnfohU5HJ2KCVolPvFUFavXF5i+S003B/iLr+4y6VZuLGTvbnO+FStzdLxnShus3FTIzv0NJlxo1eo89kz5O0WR+NxnFrJgXjozMRMz8V8/Ps54T155jvY32z5+eM/m7Cc/8jaT3nzzzY/kwD/5yU/efPHFFz+SY/8x43//8DjjU7yfVVUjKzeW5WvycU34SMuM5sVXl/Dub66Y/PtVVSO/OIHFy7NxufxkZMXwqdeW8PtfXMLtmqzsGgxqlJcnMXdhBh5PgMzMGF753BL+fu8N3FOW2zVNY97cVOYXJ+LxBMjOieWzX1jKr//POaMjfyvmL82kpDwZrzdAdm4cL39pGb/6p7Mm73lRgKUrcykoTsDnVcnJj+Ol16v5wb56/FM2NUqiwNqVuRSlRhHwq+QWxvHp15fy83+5aNr0K0kC6zcWkZkRTSAQpKAonk+/soTf/PMFk5+4LIls2lxMcmoUqhqkqCSBF15ayFu/vmTSSbLI/Q/PIj4hHC0IhaWJPPvpBbzzu6umTcmSJPLI4xXExOqVNItLk3jquTlsf/va5PVquu6xZ+cQGWkDoKQiiS1PzWHXe7WG7tZqzVMvLsDusCAIAmWVyTzwWCV7dt4w9i/cGld/5sX5KDYLoigwpzyZhzcUcnB3vUkXDGq89NrSUCEpgYq5aWzYXMzh/Y3GgEnTdIzo819apreRLFI1P41Va/M5McUaVtM0fN4Ar391Baqq6S4wC9Kprs7m9NEWI18wqCNTX35ztW7hqcjMX5zBvEWZnDnZZpxfMKgxPu7jz76xBrfbj9Ums2hRJuXz0jhxqctAl4JBjaExL9/76komJnzYbBaWLsmkrCBeryA8RTc44OKbf30XY6Ne7HYLS1dkk1mcwPnL3QTUSV3fgIu/+vN1jIx4cTgsrFqeQ1p6FBcvdxvPQTCo0ds/wV9+dwPDQy7CwqysWpNHQlwYVy52GchPUNXo7Z3gL76/iaFBF2HhVtZsKCAi2sbVy92GTlU1+non+MZfbmRo0EVEhJW1m4oQo2xcutZr3FdV1c/v22+uYXDATUSklY33FIMapPZqj/HsqarG0MAEf/oX6xkecBEZbeOu+0tx+QLU1vaZdMPDbv70a6sYGnITHW1n832ljPa7qK8z68ZGPHzx66sZHnQRHWPn/ofLWHEHpCYm1kFJWRLDgy5inA4eeLyCpuYhmpuGTPk8ngAvf6Ga4SEXsXFhPPTkbK7d7Ke1dcSk8/tUXn5pIUPDHuLiHDz5WCXzZzr8MzET/23iG9/4Rtebb775k4/6PO4UP/z7v31z/WMrP+rTmBa//tu3P/I2m8F7/h3hDwT5nz8/z9GzHciyyBP3lmBRzCiC7hYjUXulm6abA1gsEk03B5At5u0UoiggW0Rqr3TT3DCAoki0NA7dQSciyQI3LnTRUdOLYpVpm5eGRTLrJFHHWmovd9N8cwCbTaateQhZlkxsryjq8Mi1y100Nwxit1voaB1GkkVTZ/mWe8zVKz00Ng3h6B2ns2MESRRMjicCAqgqV2t6aGgZImzARU/3GKKIqSAWgkBQDXLtcjctNwcZ6Bmnb/noHdtZVTVd1zDAYN8ES5Zl3wEh0gj49U5Wc9MgQ4MullRnTUOXNE3D7wtSe6WHtpYhRgbcLF6aOc3dJRjU8HtVaq/20NE2zOiIh7mLMqe5rASDGh5fgIvNg3T0j9NHkMpx3zSdFtT3GNRf6KSne4zAgIt5RQl3zDfh8nO5vp/evnFGghollclopkpIoQ74mI/rV7rp75vA7/ZTVHznfKOjXq5f6mZwYIKAy09erpPg7e0S1BgZ8nD9SjdDgy5UX4CM7Jjp7RfUGB5wceNKDyPDbgSfSmJm9HQsRIP+IQ+XGwcZGfWgKiLJcWHcKbqG3JzqHWN03IerfYRVieHTNIIAvZ1jNFzsYmLch13VmFOdNY0ykSSBjs5Ram4OMDHhQ3bIzC1PnuZ+JEsi7W3D1NX143b7sYcplJQlTtdZRFo6RrjUOozHE0Cu7yevMA5JFExtbbFItDUN0ljTg9cTIDpcISM7JlQIbsog1iLR3DjI9Rt9+LwqUbF24tOiEG/Lp1gkmm8O0FDTg9+vUhttIzrKhihiKoplUSTq2oY5H6p9EN44yILFmVgs05GoGw0D1DYPogaCxF3rxaJICIK59p2iyNTf6OdG/QBBVSP5ag+KMj2Xokhcr+/nRuMAWhCu1vVRVZWCJP5xt4kFgxq//ufz7N9djygIbLiniPu3lE/DD4NqkJ//9ByH9zcgigJ331fCPQ/OujOmOBMzMRP/tUID9fbfpJkAZvCef1f85NcX2X2kBZ9/0k3jgSVZ7H+7xijsYrNbKJ+TyvlTbabCLlMLwIgi2B0KxWWJXDrXaSritXZTIXtCRXp0VMZCflECVy92mop4LXi8gt+da8PrDyKJAhF2C0sEkWtXuk1FvFavz+fAzsmiW+ERVlIyoqkPWfTd0q1Yl8/BEJIkySKRUTbiksJpqB8wFfGqeLSMbZe78PhVZEnAGWFlVr+H5sbByaJbisSSlTkcDTkOybJIrNNBuEWivdVcnGtRdRYnjzTrOotIfEI4kiTQ2W4uzjVvSSanTrQYxbkSksIJ+oP0do8ZnSKrTaZqQTrnphTnSk6JxOPyG0gN6KhRRUUKl86FinNZJNIyoxgZ9jA0YC7OVVyWxNWLnUZxrsycWFo8PoZHJotzOewy5ekxhpOQokjk5Dlp7xpldMoqUFiYhbzMGG7U9hm6/OI4GjpGGRubXAWKjLSSmRBB45TiXMWliTTU9ZmLc0XZSEyKoLlx0Ci6NasimdqrPcZqkSBAdKydmFgHbc3DRtGt8qpUrl7sNBxzbqFGtigbne0j+P16sao589K4cLbDQGpEEeISwvEmhtHZO2EU3Vo6O4VTp1oNVEYUBVITw7GN+ujrGTeKaS1YnsOu2h4DlZFEgcyUSNQRD/2DoeJcisTKhZmcnILISZJIZk4Mvd4Aw8NuAqqm65Zlc2CKE44si+TlxjLcMcbIiL5RWbFKrFydy4G9DSZdQZFuazo+5jWKeK1cX8DOQ+Z8pSUJ3GwfYWzCZ6BLd6/I4fDWa1OKaYnMqkyhPnSPbqFLqzcVsueDGyZdxZxUrtb14Xb7DHRpw/p8/b2f4iQ0Z14aV851TKJGisSq+0vYeqxlEjWyiKxdmsWnHqs0fatOn2rlf/7dCTMmuCiDs8dbJ4tuKRLrNhSwd8d1kxvQ4hU5HD7Raiq6tXZ9Prv2NRjHtSoS991TzEP3/eu8/L833tt6lXd+d8WEKT3x7FxWrjM7BG39zSW2TzFQUKwSz7w4n+qP6X6DmZiJ/2zxscZ7ynK0v/oY4j0P5Hz0eM/MTP+/MVy+ALIoosgipy52Gx1+0B1F+v0BvvD1VRzZ34DDYWH9vSV8642dJqTG51XxegK8+tWVHD3QSHiEwoZ7S/gfr28360KuIZ97YzknDjcTEWllw+YS/vRz20y+/H6/SqzLz5ufqOLAxU6iwxW2LM/lyy9uNSE6gUCQ8AgbL71ezemjLUTH2rnrvhJe++RW06x+MKgRGxfGi59fwrmTbcTEObhrcwmfff73ptlITdMoViyU3j+LYzU9JMTY2bIki1eefcs8Ey9AVmY0RcXzuXCug/iECDZsLOBzz281zSQLgkBBUTxFJQlcutBJUlIEK9cV8IVPv206riBCWUUSRSXxXL7STUpyJMtW5PDlz24zzYKKosDc+WkUlSRQe7Wb1LRoFi7N5E9f227OJwgsXplDSXkitVd7yciKompBJt/44vZpKwqrNhRQUp5E/bVeMnJimDUvja9++8BtOoEN95VQXpFM/fU+snNjKS5N5Fvf2m/KFQzCfVvKabzRT0P9ALn5TnIK4/nu9w6ZdH6/yqNPz6buag9NDYPkFcaRmRnD337n4JR7obs9PfniPK5e7KKlYZD8kgSSUyJNiImmgWvczxf/x2IunG6jtWWY4tIEYpxh1FzqMj0Do8MevvTmak4ea6WjfZjiWUlERFi5eK7TdA2DAy6+9z9Ws/9UG+3dY1QUx2OXJc6cbjPl6+wd5x++excHd9fT3TVK+ewUfDYZoW4KAhPUaO4Y5Wd/sYEd++rp7h1nbmUKgTEfJ6e0iaoGabo5wA//6SG277pOf98Ec+ekMjbqM01dBwJBbtQP8JO/28wH22oZ7J9g7oJ0+m/z0A8Egtyo6+OH/3A/7797jaEhNwsXZdDaPWZ6NwKBILV1ffz4b+7m3Z3XGR7xsHRBBm21vaaaGn5/kLqaHr7z43vZ8c41xkY8LFqezbXQQPB23Xe/v4nt2+sYH/dSXZ3DhdNtphU5v0+ltqaHP//B3ex67xquCT/Vq3LZd2FybwGAzx/k9KUuPvVYJb5AkEAwiEOROXO63eze41O5XtfHt/5qIztCkw8rV+exY9u1aW5A9TW9/MW317FjVz0Bf4DVq/N4691rpuN6fSqnzrb/UTr9Xm8AQdBXIc6cNLeLz6ty5mQrK9fl4/X4EQQBxSpz9o66NqpX5uo6UbzjCsZMzMRMzMR/5Zjp9P9fxoQvwBffvszFjmHQ4KHZqYSHWegbnNRIokCYVWbrry5x83ofaPpyviNMYXjIPamTRax2ma2/vEjjzQFAn722OxTGpswEyxYRxSqz9ZeXaG0aREP3o7c7LCbOX7ZISBaJbT89R3vbMACpAQ273WL64ZMtIoIk8NtfX6KrQ0dpopwObHYL42OTx5Uk3QZm6y8v0tM1BoKA0+nAapVxuyePK4oigaDGnn88S1/vODcFgTxRwGKRTB0bQRAIqhpbf3GJgX4XgghJCQ4kWSDgv70oUZBt22oZGnIhigJxyRHTb4YGLn+Qf97XwPCYB7FpkNjM6GkoSjCo4Z7w8e6vLjE26uWi1EZiQth0BEbVGHP5+OX7dUyM+5DqeohNiTJhGaB3NEeG3bz7m8u4XH4une8gNjFiWoEyVQ0yOuDi3V9dwuMJcPVsB7EvOQw7zKm6gb4J3vndVbzeAFcudvH0i/On5QsE9ErC7751Va+aeqmLp56fOy1fIBCkq2OUbb+7it+vUnOlm8efnUPwDufX0DvGP5xvx68G2T/m5rOr86e1ixrUaLo5wPa3rqAGNK5f7uHBJyrvgAbBzbo+dv3mMqoapOVcB5u3lN/Rqab2chc73q4hqGo01Pax7vGKaRpREjh3tZute24S1DSut47w4PLsaWiGxSJx7mwbO96rQ9P0c127viDkMjR5zVarxOkjzex+5xpoGm03B1i6Nh9JEghMqddktckcOtXCO4caAKjvHWPFokxkWTQ9zw67hWP7Gzj41lUA+ur6WbAoHdkimQbtdoeFfYcaee+gnq9pYIJ5ZUnIFtE0GHeEKRzYXc++9+sA6G0bpWSWXsxs6j0OC1fYu+sGu/foxaO6+yZIK09CkswIUViYhb/ZVcdbZ9pBgMqMaOZEKNN14QrbP7jOvoONAAyMeEiItk1DjcIiFN7a38C+c+36cQNBnGHKNNQoMsI67V7+eyIQUPnR3x7j3NkOABYuziAiQglZjumaWwYAP/j2AS6f03WLV2QTftu5iCKEhyv89Tf3UXNRH9xWr87lmZcWTiuQNxMzMRP/uUODGfeePxAzeM//Zbz5QQ17r/fgC/1o2mSRJ4qT2fPedQKqjtSE2S1UOcO4fG5ys6JilVl/TxG73qtFDejOK2ERVtIzo7l2udvQWa0y6+8tYue7tahqEEkSdVwjOYLrNb1GR1CxSmzcXMKOd64ZuuhYOxGJ4dTX9xs/6larxN2bivng7RpDFxsXhiNCoalh0PhRV6wSmzYVsfOdawTUkPtMQjiyRaStecj4UVesEus3l7BjW62hS0qOxC9CR/uo0eFWFIlNdxWx4z39Om4VdHKP++jpGjM6gooise7uIna/X2cUl8rIjqZ/1Et/34TR7ooisWFdPns+uB4qViWRnRdLnRpkYMRj6KwWiQerUjm44zr+kC6vMI6O5iFGhyd1ilV3Uzq496ahK5qVwLX2EcambKy2KhJrFqRzfJ++gdaiSJRWJHO9pse0AdtqlanakMfhk62hfCJzypKpP95qGphZbTJzlmVz8mSLcdw581K5dLLNQGoghBotyuDM2Q79uBaJhQvSOX+k2cAwbukqK1O4dEunSCxclsXJQ80mf/dbSFLNJb3QmsUisXh1Lr9rGsAzZWY60iFTrSjUXdXdj2SLyPK1ZtcpgIhIK+l5Tm6EnJgsFpGVa/PZu++mqWMcHW3DmRNLffOgfr2yyKYVuRzeWjOpE8AZF4Zc6KSxbcRwNbp3RQ7b99w0ZpIFAZLiw0gMaHS0DRsuSes3F/P+lGJQgiCQmhqBpMh0do7q76Ukcu/GQvb8/qpxHaIokJoRTUCE3p5x1ICu23B/Ce/sqTeOK4oCOZkxeCZ89IdcjSRJ5L4NhezcOiWfJJCfH8fIoIvhQbehW//QLN7dOYnKSJJAcWE8Q60jjI54DN1dm4vZsa3W0MmySElZIu2tk6iRJAtsuKeYHdvrjOPKskjZ7BQu908w4fKhBjVkSWTtPUX84kI7nlu4niRQnRfH4J4G3G4/waD+b9euz2fXnnrjuBaLyPx5aVw724nXoyNEkiyyZHMx7x83I0TVlalcPq0XD9NC5/Ktr68mMyOa/6j49S8vsnPHdZND0MqVORzd12C4e+nuTOmcPNJswidXrMvn4L4Go3if1Soze3YKZ463TGKRVolHnqpi7aai/7BznomZ+O8SH2e8J7csR/vLd//8oz6NafFQ7hMfeZvNzPT/gVDVIF1dY8iySGJiOBfah40OP4AnEKRDVfnrN1Zw8GgTNpuFjWvy+LNX3jPhAD5vgLFRL1/77gaOHWjE4VBYs6mQN15+16TzegO43QG++p31HD/cRFiYXrzrCy9sNc38+rwqgUCQN761jpNHm4mMsrL2riJe+vTbplk8n08FSeCNb6zh1PEWIqNtrNtYxEvP/s6MNfiDWOwWvvTmas6caCU61s7au4r41GO/Ns3iBVWN8HCFL35tJedOtRHrDGPVhgKee+a30zZxRsfaef2N5Zw/005cQjgr1+Ty4hO/Nc38CgIkJobz6hvLuXiug4TEcBYvz+GlF7eacomiQGpmDJ/7UjWXLnaRnBTJvKWZPP313SadJAlklCbyckkCly51kZoaRdWcFL7y8rbbdCLFpYkUz0qk5nI3aRnRlFQm88U/3TVNV7Egg9KyJOqudJOeFUt+cTzf+NIO8/lJAtVVqZQXJ1J3vY/srBhyM6L59rHWadexYnk2ZeWJ1F/vJyfPSUpKJJdPtpt0giCwcV0+5eVJNN4cIL8gjrhYBxeOtZgbGYG7H5pF+ZxUmhoGKSyOJzzCyumjZp0W1HjwE5VUzkujpWmIotIEiLUjtQ7C5JgEX0Bjy+cWcONCJ20tw5SUJSIKAkf3N8AU13iPJ8AnP7OQC2c76GwfZlZFCr6AyoHQbPatGB/38e0X53PiXCedPWPMLkvEM+jhiDRl9kWDoUEXP/z0JvafaaNz0MX84kQGB1wmC31N02e1f/DDezi0p4HevnHmzE2jo2fcfK2aRkfHKP/npw+xZ28D/QMTzJ+XRlv9oOmZDwY1OlqH+YdfPcruHTcYGnQxb2E6tU2DhmPQLV1L2zA/+7v7+GDXDUZGPCxckE7tlErVoL8bzU1D/PifHmTPB3WMjnhZuDSTUxc6TaiMqmo0Ng/x9397Dzs/uM7EhI/FSyarZt+KQCBIU8Mgf/nje9kb0i1dkcO+3eYBWCCgI04/+sEm3jvWhNsfYM3sdH52ts3o8AP4VI1r3WP88/c3ceJ4CwF/kKo5qfzmt5dvK/IXpLFpiO/8P3ezZ9cN/D6VlWvy+N/v1ExDiG62j/A3393A8VNtBIMa8+ekkpgwfQP2vyWCQY3u7jEAkpIiqLkNhfL5VNraR/j29zexf3c9kiSyekM+P/jWgWn4ZHfHKH/+13dxcG89kiyxdmMB3/v6XhMW6fOq1F7pnun0z8RMzMR/m5jp9N8hRkc9/Nmf72NgwI2maZQWJ5CQHkb3qMfo3yqSQLws8qO/OMjwsO6f3lnbR4zTwdCQ2+gIWywSYeEKP/ruIUZHdP/09tYhYmIdJpTHougY0Pe/f4SJCb3iaXvPGFExdlwTk70zRZGwWGX+5m+OhCqeBunsnSA6ykaPZ9ykkySR7//gKB5vAFUN0jvoJiLSxuCAa/K4FgkB+NH3DuPzBVADQYYG3IRHWk0z5JIsElQ1fvy9wwQCQQIBlbFhN+FhCuNTZr4FUcDvU/nRXx9BVYMEAkHGRz1YbbJpRhtBwOtV+fH3jxAMagQCQVwu/zSUQtNgwuXjH//lPJqm6yb86rRaXMGgxviwm3/85UUQ9A6R269OQ35UNcjwkJvf/uw8CAJqIMhDT1aaHIgAAmqQgZ5xfvtPZxEEATXQwCNPz74jetPdNcavfnYBURQ4Ggjy2NOVBALqNF1H2zC/+uk5RFHkyK56Hn12znSdX+/w/epn55EkkSO7b/LYM1WmASKAGlC5fqOPf/nFJWRZYN+xJp58rHKaLqAGuVrTwy9+dRFZFtl3rJlHn5lj6tyCjvJcPNPOr3+t6/Yfb+aJRyumXa+maZw62szWX1xEkiWO7Wvkoadnc5u5EIIgcPB4C795uwZZFjl4tIknN5dOGyDKksjWk638/GADFklg+5VuXlg+fbOlzSrz/ju1bN92DYsscuxIM5sfLpuG/DgcClt/X8POD+qQZJHjh5u5755iJMmM1ISFK/z2FxfZv+sGkixy4nAT6x6ahSyLqFNspiIiFH7+8wscPNSIJImcPNbCxnX5KIpk6jBHRFn5l5+e5fiRZl13spUVGwtQFDPqFh1l5f/9P+c4eboNSRI5dq6DNYszsShmNCg6xs5P/9cpLpztQBQFzp5qY2F1FhaLONlxFSDG6eAvj9Zwuq0fSRA4cGiQBQmJKJJgTFIIQGKkjchIG+s3FBrHSEgMR57i0iUIEBNr58f/6yR1N/oRBDhb001uWRKyJBrPjCgKxDvtxETb2XRbPYD/v+Hx/H/svWd0HPeVp/1U6K7OjZxzBgECBEiABAjmHJRJybKCJVnRsmVbI9uyPbJlezwez4xnZ/edsOM5kx3koEwxRzGImWImAQbknEPn6toP1WygCPq8Z9/xO9aucL+R5+lb1V0B//C7vxvk+3+6j7b2EdAgKyuGxAQbN29OTthu9dT4f/7yIF0dI2jAlUs9xCXYaG8ZnuRkfffzb/78AL1d42iaxvXLvcQl2OjqHI06dek9Nf5zE5WZmImZ+GTG/0uPzU9tzMh77hB/+deHOHW6w+A+s3xjMT/vHEKNtL9NcirM7fBw6Vw34Snc6g3F7NvWGB1sJiQ5cDgVGi/1TpHUyKy9u5RdW66goedLTnMh2E1cvzYwxaVGYuOGEl2LDKBBWqabgCTS3DwYXTlXFIm77p7F++9f1ldINcjKjsXjD9LWNmLg7r27lC1vXkIQdS43P56x/gm6OkejAzJFkblrUznv/fY8oqh3ES0sSaSna4y+KauriiKz8aHZvPX2RZ0DysqSaWsaMEwszIrEvZtn886vzyNKer6KqjSuXu6dJr25+8HZvP3Wxehxq+emceZSr2FiYTbr3C93NEU4jYaqNM4dbMbjMU6QNm8oYcut44ZhweIcjh1qNkxATGaJdQ9X8NaWK9F8yxblcmxbY7SJ0q186+8rY+s7F6O656WrCti757phBdZsllh/Vynb372EKOnc8rXF7N1+dRq36u5SdnxwJZpv9YZidm65ahgoms0SK9cVsXt7Y5Rbd3cp702Rtty6vqsX5bF/Z4RTNdbdX8Y7267exsnMu7uE7SfbEQR9wvTI4jx2vHHOwFksMktqMvjoQDOCqK9o37W5nPd/c8HIWWWqFuVw7GhbNN/dD5Tzm61XDJzDZqKuIIHTxyePu+bxKv7xaCv+KVKjGLuJugQnpy906/UgYY2H1xXx/hvnDL9fTKyF7OJELl7sQRD0lfQH7ivjnbcuGAbkiYl2MhMdNF7ujR73rs2zee/Ni5NSKAFSUp3YM9003RjUOU1j07oS3n3nUpQTBMjIcOMySbTcHIpaXm64r4wtt3HZubFoFhNtHZMe93etL+a9D64YXI0K8uIQJoJ0d47qXZURWLOxhK3vXTJIkopKExmfCNLXO65zgkDd07P5VWNbtDmeJAjMSYujvT1I76j+bEmiwD8+UUNuonGA6/EE+Na3dzI8rNcbyZLIoiW5hqZbsixSXZXGlYEJRiKOUiaTyF99YxHdoJUAACAASURBVCkpv8OC9f9L/PO/nWLPvuvRCY3JJLKoPptzpyadomw2M2UliRw/3BKdqJhMEouX5XHyo5bopMnhVMgrTOD0sTaD09iSVQV89GFz5P80XG4Lr//leuyO328twkzMxKchPunynj9755Mn73mwYEbe84kIjydI05VeJFmipDSRlpbhaVKZ0c5x/uPhuew60qIPspfk862X3o8O+G9xw8M+vvsX6zi49wZWq8yqjSV87fl3DPKCgD/E+JiP1/58LYf23dClPBuK+eKL7xo4v1/FG1D54z9by5EDN3E4zKzaUMILz71tkMr4/SrBUJjvfm8Vhw8343ZbWLu2iKc+/6aBCwRUNAS++cPVHDjVTrzbwl1L83jmM28YVmBDId2m89UfrObEkWZi4+2sWFfE05t/Yfjd1HAYi0niW3+8nBPHWklIdLB8ZT5PfeYN4w+s6cWKX//uCk6eaCMpycmiJTk8++hvDJggCMS6rHzjG0s4c6qDlFQntfXZHPnCOwZOFAVSXRa+92wtZz7uIj3dxdzKVL641ygxkSSB5MwYXvrmUs6f6SQjO4ayilQ+OnDTwMmySF66m1e+WMeF8z3k5MZSVBDPsW2NxnyySEFJIl94ZTGXz3eTWxBHZk4c+/fdmMbNqkwhJz+Oq5d6yS9KICXNxf6dTUyVykiySPW8DHLz4mi60kdhSSKx8Tb2bG+CKYNlSRJZ0JBDXkE81xv7KZ6VjNWpsHX3tWkF04tXF5BbFM+N64PMKk9GNkvIu5oMHMCmuhzK0t3caB1mTmkiQiDMbkk0nF84rLFxcwWFJYm0Ng8zuyoNnzeIdBunhjQe+kwlBeXJtHWNUV2ezOhYAOm27RifX+WRZ2spnJ1Cd9coVdXptPhC03ZtRj0hvvhkNYcPttDTM07NvAw6Woe5PYaHfPzVS/Xs3Xed/t4JaudncfP6ALcXJPf3T/CTv97I3u1NDPRPUFufzZVLvcZdEQ36esb50X/fyI4dTQwNeamvz+Lsx90EApMTP02D7u5xfvRPD7Bz61VGR3zUNeRwIqJvN3BdY/z9P29i645GxsYCLF6YxYFDzYYJSTis0dE1xj/8zd3s2HIFz0SQhiU57NpulPKEwxqd7aP85O/vYefWq3g9QRYvy+Pfm1qjA34AVdNoHZ7gX59cyHv7b+Dzh1hdn0164vQVbZvNzA9/uJqtO5sIhFRWLsnj3//jjOFeCYXCtLeP8Dc/XMPHV3pRVY2K4kScdvO0fP87EQiEuBJpSFZcksiNG4O3OZKF6ewe44d/tpZdO68hiLB6dRF/+YO9husWDKp0d4/xvZ9sYO+OJiRZYPW6Yv70j3caZZYBld6ecX78d/dw+Xw3kixSVpmKosz8CZyJmZiJT0986t94/X3jfPfVHRF7TI2EJDtpaU76ByYMK/3xMVb+5JVthIJhNE3jws7rpKa5GB70Tq7gmyViY6z8yavbUVUNLaxx6mgbKWkuxkf9huJZh1PhT17dgabp3JkT7aQkO7g+YVzBtyoyP/j2TtD0lcePz3SRlOygtWXIwJlMIt/7/h5AHyCcO9dNYqKdjo7Jhldms0zQIvPFfz2hS1Y0jY86RkhItOsuPZGQTRJqOMyPv7MrurJ89WIPcQl2BqYU2UqiSCAU5sff36uvaKthmq704Y6xMDI0uYIvCAIeb5A/+9E+RFEkHA7TdK0fu8NscA1C0xgb8/EfPz2GJImoapjmpgEUs4zHa+xKPDzg4V/+9qjOhcO0L81DkkTDwEFVNfq7RvmnX5zVnVDUMEtXFU6ThKihMB0do7z9q3NIssj+UJhV64unS4NCYZqvD/Der88jySL7todZfXeJYeIH+kCp6XIf7/3mPLIssm97I2vvnXVHadCFs1188OYFJFlk7/ZGNt5fdkeJzpljbWx755J+3G2NbNw8exoXDmscOtrKlu2NSJLItoM32XRP6TRO0zT2HLjBtl26Lnrf9kY23+H8BAF2vX+ZfTsao9y9d5D8SJLAL3c1setoK5Io8N5HrTy2rmja4Ntslvj5r85y6EgroiSw7cBN7nu4cprLj8Mi8fN/OMGJIy1IksiH71/h3ocrbu/Dhcut8A//8xinT7YjiiJ7dl3jvgfKEW9z74mNs/K3f3WI82e6ECWBPTubuGdTObJJNHyX+AQbf/3nB7l8oQdRFNi/rZGND5RjNsuGAX1Sop2f/Ol+mq72IYoCe3c0sf6+WSiKbFjpT0py8MO/OMD1G0MIIuzad50Na4tQlElpkCBASpKdH7++h5bmIT3fziZWry/GrEiGlf6UVCc/+u5uOttGdPnUziZqnyhHkUT86uRKf6bTyg++t4fu7jEEAY58cJUf/GAVKclGJyyvL8Q3f3yA3n4PCLDzSCtLq9Iwm0QCkedIkgQyM91YFJkFlWn8PmJ01Md3vr2DsTE/GuCwmykqT+FG81D0XpVlkZRkB3/82i48ngCaBocOtVCcE0t76/CUlX69R8fr39qhO4tpcORwC9npbro7xqLX12QSycqJxeFUqKnP/r18j5mYiZn4ZIbGTHOu3xX//7ZP/D8g/uWnJxgb8+P1BvH5QvR0jZEWbycuzobFIqMoEgX5cbQ29jM+hetsHyUrJ5bYOCsWqwmzIlFYkhh1d/F6dK69dZii0kRcMZYoV1qewrnTnXg8k1zrjUHmzE7F5bZgtZpQFInZFamcjLjAeL1B/L4QN671UzM3HadTwWo1YTZLzKlK5+DhFrzeCOcPcbWxj4aF2Tid5ihXU5PBWxe78QRUJvwhfAGVMzcHqbm3FLvDjNWmc/MbctjzwVX8vhBej37cCx93sXJ9MTa7bhlqijTc2vr+Zb0I2RPE71c5c7KD9ffMwmqd5JauzOfdiP+3fn4qJ463c/fm2ViscpRbub6YdyMSDq8nSMCvcvTDZh66vwyLRcZmNWEySdy1rpi3I1IUr1fnDu6/wcObZqMotziRezaW8M4vzupcJN/+XU1sfrwKsyJFj3vX5nLeupXPEyQQUNm19SqbH5vCmSTu/UwF7/7KyO147woPPjoHs3ky3wOfqeC9X58nOIXb9s4lHnysCtMUbtOjc9gSseH0eoIEAypb3rzI5kcqo5zZLPHQo1VsfeeS4bjv//o8D26ejckkYYtwn3m4ki3bGid/l4DKb965xKZNRu7hhyvZFln9v8X9+u2L3HdfWZRTFInPPlTJvh2Nk9cjoPL2G2fZ8EBZ9PwUi8w9T81l19FW/AEVjy+EP6jyH9sauWttEWaThM1qwqLIfOa+Mg59pHNebwh/QOWdN85xf302ZlnEbpGxKRLP1OVw8qPWKfdBiC2/Oc+ylQWYTPpxrVYTG+8r4/TJjin3VYgPtlxm8ZLc6PWw2UysW1PM+Y+7Ju9TX4idH1xhQUNOlLPbzSxdXcTlCz2Ronr9udy3o5Ha2gyds5pwOswsrs+m6Upf9PnweoMc2nedOXPTopzDqVDdkM2164P4IkX6Hm+Qj463UTE7JcLJuFwW5s1OofnGYDSfxxPgzKl2SsuS9fvPasLltlBclkRbi94Z2OsNMjERoGVnK7NTY7HIIjaTRJxNocqn0NExEuFCjI/7+elPj09797217SqdPeN4/SG8vhCj4wGa+ybIzYlDUSQsFpmEBDtPP/H73Y1+45dnGRjw4PWG8HlDeg1UUCUt1YnFImOxyKSnuQj4VIaHvTrnCzEw6AFFIinFob+bLTLpWTGMjPgZGfbhi3D9vRPYXAoJSXYsVp3Lyo3j7s2zf6/fYyZmYiZm4v+0+NSt9A/2T3D2VAeSJDJ3QSY93WOGFclgMMzwoIfXvr6EA3uuYTbLrFpfzGuvbDWsSAaDKqMjPr7+nRV8uPc6FqvMqnUlfPul94xcQGV8LMDXXl/Bof03sFp1Kc/Xnn/HIKkJBFQ8EwG++c1lHP7wJnaHmdXri/nyM0Y3m4BfJehXefWbyzhySG/YtXptEc+9YJTABAIqaljjG99cxsHj7cS4LWxYnsfbf7LHwAVDKn6LzMvfWc6Jwy3ExtlYub6YZx76pYFTQ2FESeCr317GqaNtxCXYWba2iF17rhk4TdMwmWW++q2lnD7eRmKygyUr8tm2q+m2K6Fhscq8/OoSTp/oIDnFQd3iXHa8fclACQK4rGa+/tJCPj7dSUqak5oFWWx766KBE0WBWLeFV75Yx/mPu0jPdFNRlcaOX503cJKkdwN+8WuLuXi2i8zsWErKk3n3tnySLJKc5uKFlxu4fKGHrNxY8osSePfX52HKboIsi2RmxfDCl+u5eqmXnPx4MrNjeO9X5w3NmmRZJCc/nme/XE/T5T7yixJISnUiy6KRM4kUlyTx7IsLuN7YT0FJIrFxNp0LGKVBs8uSiXnGwo0bg5SUJGJ1KHohdNAoDaquTsMVY6G5ZYiy0iRkWZom0RFFgbq6LOIcCm2tw5RXpBBWtWkcwKIVBcTE2uho1SU/wzBNyhPWNNauLCTBbaGza5yqylSGRnwIt63XB4IqjyzOJdMs09Wn+9gPTqkvuRVeT5BND1eSnOSgt2ecufMzaWsfmbYbMzbq55HHqkhNcdDf76GmNpMb1wam9TQYHfHzxDM1ZGS4GBrwUFOXxeXLfdMKq0dHfDzzdA3Z6W7dvac+i3OnOw2SH4DhQR8//Ks6dmy/yvion7r6bI6cbDe43gAMDnn50esr2bG9kfHxAAsbcjg0RUMPgAaD/R6+/YNVbN/WhMcTYNGSXHZvuWK4BzQNBvom+PHy5Wzddw2PL8jyuhzeffuSYcdL06CvT7f1PB6xeK2qTKW9Z4zgbU35egc8/O0PVtPapq+mZ2fFYDL955pYjY76OHGqA02DedVpdHeOGuSTqqrR1zfBN7++hF27r4EAq1cW8JOfHDRwoVCY/gEPX3ttBXt3NiFKAqvWFPHjP9k7rdHawKCXP/0fd9HWMowoCmRmxyBKn/o1rpmYiZn4lMenqpC3vWWIH7y6A1UNIwhgtZoorEjh1In2qLOHWZFYtaaI/VuvooY1BEHAbjeRU5zA2VOdU3z1JVatL2bXtkbCYQ1R0AvIsrJiuPhx1xSffok1d89i+5YrhDUNURBwxVhISXJw5UL3pIRIkVh77yy2vncZTQNREIiNsxITa6Xxal9UQqIoMuvuLeWD9y6jhfXBWnyiDYvLwrXrxiLg9feW8Ztd1wBNlwck2vHGWWnqGo1WtltMEk9Xp7Pr52fR0BBFkdR0l+420zo86auvSKy/v4ytb16MchlZMYz5QnR3jRr89++6ZxZb3r6IpmmIkkhuXhy9I176eo3++3evL2HbFC6vMJ7uzjGGbisCXnPPLLa9fxktrHPFpYk0Nw8zMsWn32yWWLe+mJ3vXyYc1gersypSaLrcZ5AQmRV9R2H31qtRrqI6jQvne5iYCBi51YXs3d4Y5apqMjh7qsPgv29WJJauKuTArmuoYd13vaYui5NH2/BNkSQpikzD8jwO7b2hc6Ko++ofbDYUCysWmQWLczn64U3dx10Uo5+bKjGxWGSqluRw7KO2SD6BpcsL2HXwpmGgabHIzKtO48SpTsJqGFEUWL0inx17jANNm1WmpjCBc6c6USPcyvUl7P7gtmJcp5miWUlcPNsd5VbcW8Ybx1qikhCAGKdCRayVy5f7CIfDCILAho0l04qPY2Ms5CY6uNbYT1iNcHeXsP2tSwY//4QEO/FJdpqvD0a5tfeX8f6U8xME3erRZTPT2joc5e66V78fA1MkNekZbhSTSGf7qH5+CGzYVM77714yFNlmZseghTV6uscJaxqCABvvmcXWty9O4SC3IIGJYIj+Pr3TryDAhnvLeHebsWi3uCCeiQEPg4MewmH9sxs3lLDtncvR6ytJAiVlyXQOeRgZ8aFp+jlvXFPM9inFvZIsUl6RSnPPqC6V0fRjrFlTyLZtk7+zLIvMqUylqXWYiYkAWuRcVq4q5IP9N6L3i0kWaajN4CtP1fD7iv7+Cb7+7R3RczHJIg3zMzl44KbBf3/h4hyOnOiIToDNJon589I5fLjFwC1dksvRAzejPv2KWWZOdRpHj7ROftYscc8D5dzzQPnv7XvMxEzMhDE+yYW8ebPztB+89ckr5H206A9fyPupWvr4+T+dxOfTZRQBv8r4mB+HRSYvPx7ZJCJJIvNqM7l2qRefLxThQoyO+ImPs5GVGxvhBOY35HDhbDf+COf3qwwPeUlJd5GeFRPN17Asj9Mn2/H7b3EhhgY85BTGk5bhxhThlqws5OhhXdJwixvon6C0PJnUVBcmk4QkCaxYW6T/wfSrBIM619c7QVVlCsnJjkg+gfXrS9h+pIVAUCUQDOPzq3T1TrCqKJHUWBtmWUQWBR5ZkhdtmBQMhPH7QnS1j7BwWR7xCXZMZglJFrnnoQp2vnfZwLW3DrNiVT5x8bYot+nhCj54Vx+wBYM6d/PGIBvWFRMba8VslpBlkYcfmcPWty8auBtNA9y1qRx3jAXTLe7JeXzwzqXI99W5q5f7uP/B2bhcip7PJPLYU3PZHuFCEe7SuW42P1aFw6lgMkuYTBKPPVPLjvevGLhzpzp5+HPV2B1m3RLVLPG5Z2rY/cFVA3f6eBuf/fy8qEzGrEh87vn57N3eiN8finLHD7fw2DM1UVmVosh87vlaPtx9bZLzhzhy4CaPP1uLxSJjNutyisefq+XI/hv4fZPch7uv8fjztSgRzmo18ehztRw90joln8qeXU0887lqFLOE2azLdJ56rIoTJzv0+y8Uxh9Q2bbrGs88MVf/DmYJu93EE5+p5NzJzuhxA36Vne9f5rFna/XfzizhcJrZ/Fg1FyP3/S1u15sXeH5zBSZZxGwScTvMfG5tEVcu9+nHDYZ1SdJ7l3nikTk6Z5Zwuy1s3ljKtcZ+/TmKcFvevcxDT8xFlkVMZomYWCtr751F8/VBA7fj7Us8+JkK5Ei+2Dgbq1YV0No6bOC2fXCFex+sQIrki0+ws2hZPp1to5HnV+d2b7nCXfeVIUl6V+mERDsL6rPp7h6LPr8Bv8q+XddYe1epzpklklKcVNZm0Nc7Efm+KoGAysG911izsiCSTyQtxUlFSSL9/RN68X1Qf28cOtLCkpX5SJKocxluckoSGRz04vfrufx+leNnOmiI1K7IJpGMTDfJOTEMD09yPl+Ic2e7qK/Pjh43OzuWuCQHI6M+/IFJrvFyL3XV6ciSgEkWyc+O4dmH5/xe37m//PU5PJ4AgchxPd4g/cM+ysqTkWURWRYpKU1iZDyIJyIhu8V5fCFKShKRZf0dObs8hcHu8ajULOBXmZgIENY0CosTdE4WqaxOZ+O9s36v32MmZmImZuL/hvhUyXuGp/jng76tPDbq5/En5/LhnuuYzSIr15fw59/dbficqoaZGPPz+DM1fLjvBhaLidXrivjBbQ2dVFVjwhPk8edqObTvOjabmVUbS3jtla0GLhQK4/UGefz5+Rw5oLv3rNpYyuFDzQYuGBn0PfFsDR8dbMbpsrB6Ywl7b5PUBAMqajDM55+YF23EtXZdMb/98OZt+VQIhfnmyiKOHW8lNsbKutpMPvy7Y8bzUzUEBB5/fj4nj7YSn2Bj2epCfvuzjw1cWA0jCSJPfL6G08faSEi2s3hZPm/862kDp4U1ZFniqSfmRhtxLazP5o2fnph2jRRF5rFnazkXkfJUzc/g3//JyOm7NDKPf34e5892kZbuZnZlGrdXeoqCgN1h5tFn5nHxbDfpWTEUlycjioJBsCJKAi63wqNPzuXKhR4yc2LJL0zUvd2nyB8kSSQ2zsZnn5rH1cu9ZOXGkp0XZ/A6B30FNj7RzsNPzqXpah85+XGkZbqRZGOhsSyLJKc5eeiJam40DZBbGE9yivMOUh6J9MwYHvpcNTevDVBQnEh8smOa9EaWRXKyY3l802yabw5SXJJETKxtGidJAoX58Tx+fzktLUOUzkrGYTchSsYfUBQFimclsemzc2hvG2ZWha5FF28rhEaAmqIE1OUFtHeOUjE7hbDAtOuhaRrzqtMZ1DQ6+iaYV5oEUwq+b4WqasxfmI3XE6C3e5w589IZG/VPk/IEAiEWL84j4AnR3zfO3JoM+vo9hG8rNPZ5QyxfVUAoGGKg30PN/Cw620am9SrweIKsXFeMR5EYHPZRPzed9it9Bn9/gImJAGvuKgVRYGTYy/z6HK5c6Z3mkDQxEeTu9aVIZomRMT+L5mdx7mSH4R4AmBgPcPcD5SiKrDfsWpzDkSl2k7dibMzP3Q9VIMXb8HiDLK3L5sDea4RCxt9ldCzApk2zscdY8PqDLFuYy9YdjQapDMDIqJ8vvVyOpcSJL6iyviwDm9U07XoA9PaMcWDvDdSQSt2iXLJzYu/IdXWN8eGHN1DDGosachga8hp6OGiaftwXX5jPzn3XCWsaa5YV8A//eNxwfcNhjeERH888OY/de64hCLBqVSF//98OG+ST4bDG6Iifb353BWOjfkRRwOGcseCciZmYiZm4U3yq5D2/+rdT+upttF27zMr1RdH/E0VQLCaq52dy/HCLoa37qrtK2L61McIJWKwyc+akcfJo2+S2siKxdmMJO9+9HOWsNhOllamcOdlh4NZtLGFHhJMkAavdTEFpEuc+7pyUGpkj+d6b5OwOhczCeC5d6DF4UK/ZUMKOiNRBkkVcToWY0kQuNvUTuiUNMkvctzCH3VsuE/CryLKIy20hJd7Gtav9UacLs1li5QZdAhPwq8gmkZhYK64YKy3XB4z9C9YVsXd7Y5SLT7Cj2E20Ng8bXI2Wryxg/y7dhtBkEklMdiKKAp3tw9FBgdkssWhlPgcjvvcmk0RKuhN/KExv97jB/Wjh0nwOf3gDv1/FZJZIz3DhG/HT3zs+xdVIZv4iXUIT8IcwmyUyc2IYGvQyNOCZ5Cwy8+qyOBlZOTebJXIK4unuHGV0xBedKFqsMpXzMjhzvI2AX8WsSOQXJdDROqJzkbDaTJRV6sXat7jiWUncuDbAxFjAwJWUJ3PxbFeEk5lVkUzjpT48U6RGNoeJ/CK9SPxWvorqdD6+0muQGjmdZnIyY2i62k8goHPVNRkcv9iDd4qEyO1WyImzc+PaAIGAiqJI1MzP5PSR1qjUSBD0zsrxCXZabw5F8sl6p9lDLQaXmrgEG44YK+1tIwQj+eqX5nHgSEtUOiIIAkkpdnxpLtr7xgkEwyhmifVz0jj53qRERxQhLc2NoIbp6x4jGAxHJVT7dzZN4QQyc2Lw+lUG+iei3PLVhezZNWllKkkCOXlxjA37GBrwEAqF9f4I64rYM+VdIEkieSWJXNfCDI35CIW06POy951JqZEs6/Kyzo5RRkf9qJF8azaWsG1KPwRZFplVnsLVnlHGIs32zGaJe5fn6ztNt+QuJpGKilSuX+rFM4VbfU8pH0yRQplMInOq0zlzcwiPN4ga1jCbJO5dkc+O9y9P4SRqajM4eUm/5uGwnm/jigK27WyKXg+zSWR+XRbbhHG8wRBhDRRZ5M83zKUqPY6p0dU5ymvf2IbfF0LT9Ofv1deWU1SSZODa20f449d24vfrnKJILF9RwO5916MSJ8UssWRJLns/Msp2VtbnsG+K1EgxS6xYmse+yGcFQXcfW7owm4P7bkQ/qygSDz1Sxer1xczETMzEf118kuU9ueV52vc/gfKex4tn5D3/pfHAI1XUTNn2XnNXCVemtHoPh4n4kAtUz8+MbvNvuK+Mj890TeE0fN4gdqdC1bx0JEnQ/6Bvns3pj9oMnNcTJCHBxuyqVERRwKxIbHq4Uh+IRjhV1fBOBMjMcFFeoXOKIvPQ49UcmfIHTlU1JiYCFBUmUBpZsbZYZB59Yi4fTikGVENhxsf9zM2NY1Zhgj75sMg8/9k5HIi4sYC+4zA+5qdyfgYFJQkIkUnKky8uiA7kQe8SOzriY8GiHPIKJ7nPf6mOPduM3PCQlyXL88nNj0MQwG438/xXFrJnSr5gMMxA/wQr1heTlRvhnGZeeKWB/TuapnAqfd3jbLx3FhnZMQgCOJ0KL77cwP6916IDiWBApbtzjHs+U0Faps653BZeeKWBw/uuE4gMUAMBlfbWETY/WkVqhhtBAHeMhef/qEHX1k/hWm4M8sjn55GS5ooOgJ//agOnjrZGzy/gV7nROMCjz9SQnOrUO5rG23j2y/WcPdlp4K5e6uXJFxaQmOxAECA+0c4zL9Vz8eOuKVyIS2e7efpLdcQn2hEESEiy89QX6qID/lv5zp7q4AtfWEBcvA1BgORkB08+VcO1xoHofRDwq5w81sZLLywgNtaKIEBqipOnPjuHmzcGo5zfr3L0SCsvvLIId6xF59LdPPh4NW0tw1PyhTi8/wYvvLIIl1vn0jJjuO+zc+jqGI1Okv1+lQO7r/HSSwtxOhUEAbKy3KzfXEHXwERU++8PqLx3sp0vvtyAw2HWG1rlxLF6XREDfRPRFfGAX2XP9kaee7kBm13ncvLjWLSykKEh721cE899sQ6b3YQoCuQVxFO3MIeRYW90khwIqOzZ2cRTX6zDajMhiAL5xQmULclhZNwfXTn3B1S2HGvlyWdrsVhlvUFWSSKzZqcwPuaPFgcHAioH9lznc0/MxWLRudJZSeSVJTLuCUQnyYGAyp5jbXz20SoURUIUBcrKU8hKd+OZCBq44x8289CDs1HMOldRkUpcmouJyIAf9CLoIx93semB8kgHboGqqlR9hd8bjE6SAwGVU+e7uPeuUswRmeC8uen48+14AqFofY8/FOZ/fmTsTQHw3lsXogP+W7/zG7ft+gG8+dYFfFM4v1+lrWWIFcvydSmPJLJoUQ79Iz78fhVN01f+/X6VroEJli7JjUp+li3No7NzNPqM61yIwTEfCxfnIkW45asLWbXu99MVeCZmYiZm4v/2+FTJe2RZL56cmAhgkkWq52dy6libgbn1R6h+cS5+bxCzWaKqNpMPb5PehMP6VqyvGAAAIABJREFUH6G6RTkE/SEURaayOp19Wxtv4zQCAT2fGgpjtZmYPSeNbW8b3WJUVSMY0qhblIOmadgdZmZXpvDuL41/XNVQmGAgRH1DDiLgcCjMKk/mlz9Tb8sXBjXM6tkpxIwHcLktVOTH8fPAdE7TYMHyPCSHGbfbQuGs5GkSBH0AoTFvVQFagpW4WCv5pUnTXFG0sF40XN+Qg91mIj7BTl5e3DTPdjQNWRapW5yLw6WQkOggKzt2mmc7gCxJLFiSiyPOQlKSk/TMmGme7YIAJkWmbnEOVy70kJzqJCXVhSAKBsNeURD0YtlFOTRe6iU13UViknO65EcUsFhNLFiUQ9PlXtKzYohPtCPe5lIjRnZf5jfkcL2xj8ycWGLibLpUJjg1n4jDpTB/UQ7N1wbIyo3FFWOZLqmRBJxuCwsasmm5OUROfjxOl4IkTnfbiYmxsrAmg7bmIfKLErHbzdPOTxIF4mOt1M/PpL19hKLCBGwW0zSJjl4Q7qB6SR6dXaMUFyWiWEzT8gmiQHKqk5r6LHq6xigpT8asyPoFMFwPgfQMF/MWZdPdO0HFrCQk851dYNKzYphfm0l/3zjllanI8vS1iHBYIycvjnkLs+nvG2fO3IxIl+XbeimoYfIL46lamM3gkJe51WkIgfA0LhhQKZyVxJxF2QwPeampzWRE06bdp4FgmJLSRGrnZTA67KW2PpvBEd+0XgWBQIiS8mQqF2YzPu6nbn4WHT3j06Q3/oDK7PJkrlenMz7mp74+m9abg9Py+f0hKivTuN48xMREkIZFOZy7Njjt/Lz+EHOWptOcPoY3FKIhK4cTWzumtaD3+VUqGzK5YA/iD6rMn5XJ7qbu202S8ARD3B5eT3Dac+nzBmlq7OeDLZdR1TCr1xQZdp2in/WFWFCbSX//BJoG9fOz+M2Wy3fk6msyGe2ZQBCgviaDX/zq3HTOG+KPXl7MU8/VAkzruTETMzETMzETvzs+VfKe08fa+PufHJwi75FoWJ6vW+b5p2w1byg2yIAURWbB8jwOfXjTwK1eXcierVM4i8z8huyInGSSW7a+mD23VtgFsCgyNbWZnDhi3OJetq6IPTv1lW5B0PNVV6dz6ljbpNTILLF4TSH7d1+LcharifKqNM6c6jBwS5fmRqUyggBWm5miihTOfdxlcLpYuCyPQwdv4vfrEierzUxJTiyXz3VHB/9mRaJ6dQEHj7Xhj0iXHHYzpXF2rl7qiUqSFEVmXn2W/t38qj6IdSqkpLu4frV/0v3IIlNdm8GpY7pURpIEXG4L8Ym6Q8stzmKVmVWbwZnTnVGJU0yMlRiHQmvrcHTSYbWZKC9J4sLZzqh0KTZe76HQ2TaqD6oEvQtpYUkCl8/rOzyyLBKfpA/me7vGUFXdecXmMJObF0/j5d4ol5Ti0O0Fe8ajDi12h5mM7FiuN/YTDOjSpZR0F15PkMH+iJOLKOB0KSSlOGm5MRjhJDKy3IwM+xge0hu8iaLu7BQbb6O9eZhgUJcuZeXG0t87weiILzqpio2zYncqdLWPEAyGMZklcgviaO8eZ3yKk0tCog2cCl0947q0xSRRXBhP59V+3clF0yUwSckOQrJIX99EVAIzqzSRlvO9eDwBiHAp6W6CgRCD/RGpjCJRVpnKpUuTUiNJFsnIdtMLDA57UVVdKlNVkcrhtmG8kR0VkyRQlOaC872Mjvh0aYsiUVWTwccnO6JSI1kWyStKoKt7jLExP+EIV1OXxcmPJjvhyiaRotIkrveMMT4eIBzWUBSJhfMzObF/8tk1mSRKZyfTdHMQjydAOKzLROqW5rHjbJdBAlNdkkTH4Va8kQZRZkWiYUU+B/ZPus+YzBKV89I41TSA16cPkBWzxPLFuew61Gx4xufPSeNyxLHpVr7lqwvZu6PJwNXUZ3PkbCe+yG+gmHU3qS1TdggVs8TiFRmctLbjVyOflSRWxebxwb80Gbj6lblsGR3AF7EkVWSR+2Zl8eaFtmhHX4ss8mh1Ho/Pyze8N08cbeXv/8cRw3tzyYp89k3ZhTSbJVatLWLHFAmWokgsX17Arn3XjdzqQnbsu26Q8qxdnMv+rY0GbunaQvbsnZQGmc0STz9dw+JFuczETMzEHzY+6fKe7775yZP3PFkyI+/5L413f33OUGwX8Kt4JwKsu2cWMXFWEhLtPP7c/IgP9yTn94fQgipr1pcQE2slMcnO0y/M58zxdiPnC2EySaxYV6xzyQ6e+XI9J6ZIQohsUztiLCxdU4g71kJSipPnX27g6OGWKKdpupwiIcXJ4pX5uGMtJKc6efHri/loyqTi1rZ3ZqabhiW5uGMspKQ6+erXl/DRgZvT8hUVxlO/KBuX20JqmouXX13K4UPN0T+s4bDOlValUbswR+cyXLz82nIORBor6ZyGzx+ifGEWNXVZuNwW0jPdvPLd5RydMjkKqxo+X4gFi3Konp+Jy20hIzuGr313BccOTX5fVdXweIIsWVXInHkZuNwWMnNi+aPvrODElN/5lsRp9YZiKuek4nIpZOfG8sq3lnL2VLtBujQ26mfj/eWUz9GbnuXkxfHVby/l4tnuaL5QKMzIkJf7H65kVkUqTpdCbkE8L726hKuXegzcYL+Hhx6vpnR2Mk6XQl5RAi9+bXF0wA+6dKm3e5xHn66huCwJp0uhoCiB576ykNabg1M4lc6OUZ78wnwKSxJxuhQKSxL5/Bfr6GwdiU7KggGVtuYhnn2pnoLiBJwuheJZSTz+XC09XWPRSVkwoHLz2iBf/OpC8gt1rrQsiYefnEdfRMsOuiTkSlM/L31tMXmRXYSy2Sls+uwchoaMEpgLF3v5yreXkpsfj8ttoXxOGndvLmd0xDfJ+VXOnerglW8vIzs3FpfbQmVVGqvuK2N8YlLa4g+oHD/dwY+enU9emosYh5naWcncV5mOxzNF2uJXOXGklVe+u4KM7BhcbgtVtZnULcnF5wtFrWsDfpWjB5v5+neWk57pxuW2UDM/k+r6LPz+UHRF3O9X+fBIK698exlpGTpXuzCL8qo0/AE1Wk/i96t8tP8G3/1CHRnJDmKcCovnZTAn1UkgYJS2HN1/k69+fQkpaU7cMRYaFueSUZCAfwrnD6gcPtbG179QR2qSgxiXwoqFOWS6rQQi0pZovkMtfOHlBpJSHLhjLCxdVYA9wWqwaPUHVI4fbeUrT80jJdFOrNvCuqV5OIrk6IAfIKCqnPJ28YWn5pGUYCPWbWH9qkK8SabogB90Kc/Rtn7+aPEsUpwW4m0KD1Xm8OjcPG6PmgVZPPbUXOIT7MTGWbnrvjKGR3zGd2lApfFKH48+Mof4eBuxsVbuv7+c7t7xadzNawM8smk28XH6juFD95fRcWNoGtfVMszmTbOJi7MSH2/jsw9Xzgz4Z2ImZmIm/hPxqZL3TJOYoA8inbFWbC4FWZZwuJU7cmFVw+1ScETsGh3238FpGs4YCxangmKRsTuVadICTdPPxRVjxeq0YLHK2Bzmafk0DTQ0nG4rVoeCzW7GajdPczFBA0GDGIcZpyJjt5mx2WS0MNPzabqHussi47CZsNtMd/weAE63gs1hxunSuwRPozRd7uF0W3TObUGxmKZLdDRA0Ffyb+VTfodLiCCALcGKOdaCLcH6OzlRFIhxKjgtMjF2M8rvaCAkCOCKsWCzm3C6LcimO93yAqKoFzXbI+cny9I0yQqCgCgbOZNZuhOGJIk4b3FuPd+dpAiSHOGGvTjdFiRZnOZ6IwgCklnCEWPFOubHHmNBku98XJMkEuMw47XIxDgUJOn2dlggoNeqxDjM+EZl3A5dFnQnpYTJLOFwKXg9AZxuBVG80zqBXqvidFnw+0M4XcrvlF3YBYFsXwjHaIBMVUNEm3Z+oPcXcLoshEJhXDGKLtOarhCLcAphVcPptoAgTLv/NA0sdjPWeCsBWcAeZ0Mj8jDcxjllkbSQxphfJUUUEZieL6xpWG0mXHYzogZul4KmadO5sIbiVJBTHYjeENYkO1q/Z9rzGw5r2JwKljgr+EI44m2MRXZhbuccdjMOuxmTHMLtUhjRPNweYU3D5rKgxNsRgiqOOBthzXtHrjQdHjRPoGphZsWG73gtABwxVpQ4i/6+jLOiNg9Nzxe5Bja3Jfp+U+/4joQYu5lYk4wGxNqnvyNBvx4bN5aycWPp7zirmZiJmZiJmfjfiU+VvOfQ3uv82z8cM0hvlqwpZF9EKnPr/1asLmTflIJXs1li8epC9u8xcstWFnBgV5Ph/xauzNfdJaYeY2UBH+6ZLDw1KxL1i/M48qGRa1iWx6H9k/+nRNxSPjo0RS6kSNQvyuHIlNV+RZGpXZAZldRE/68hm2O3PhuRFc2pyeD0sTaDJKmqIZtjEUca0O0wq8qSOXuiI8pZLDIli3M4/rG+CyIIYLWYmJcVy/kznfoKtgAWi4nyOamcO9UxydnMFEQkNbc4q9VEcXkyFz/uIhhQEUQBu91MRnECV670EgzqDdRsNjMFhfFcvtQbdURyOMxkJzu5frUvytkdClm5sTRd6SN4i3MpJCU7aL4xSCioN5KyO8ykZri52TRAMKjLj2JirLhiLLS3Dkc5p9tCQqJdX50PhnVZUZwVm91MV/sooZDOuWMtuGOs0c9Kskh8gg3ZJNHTNRbtZBwXb8NiNdHdOUooGEaWRRKTHYTDGv2946iqhiQJxCfakWWJ3u4xQqEwskkkJc2pu9QMePQuubJIcooDLRimv28CNcKlZ7oZG/UzPKjLhWRZJCXDxbAoMDDoQVU13bc9M4aJ1mHGRnyEw0Q+G8OAP8hwRGZjMknk58UycHOY8TG/ns8kkp0bS3+fJ/JZDZNZdzBqbRvR5UJh/Ri5RQlcH/PpchxNb7ZUVpRA20VdLqRpuiNNUVECnU2DeCYCUaeZWZWpXL3Yg9cbBG2KHKdpIPpZs1miojqNi2e78foinFnS773rA3i9wShXU5XGmTOTUhmzWaJqThoXznbi9U7+X21tBqeOtUdlRWazxNyaDM4da8PnD0FEjjO/ISfaI+HWMzmvPptDF7p1joikZmEO2y/14I/s2igmieWVqVx6/6rhsw3L89l3yCjbWdiQw8Ep7keKIrFkWT47p+y2KWaJleuzOSy2EIis9iuSxNKEXN77WUu0M7Nilli+Mpf3erqiUh5FFnm6PpVh4SKqFnEcEiQWJFdRHmd0wjl7rou/+G+HDOe3ekU+e26TJK1cV8S2PUYpz5rlBezcbeTWrSpgx22fXbuqgN23yXu+9EeLqJqbzkzMxEx88uKTLO/JKc/TXvvtJ0/e83TpH17eI73++ut/kAP/9Kc/ff3ZZ5/9Lz1mVm4c8Ql2hoe8JCY7+Nzz89mzs4mhwclVMFXVSEpxsHJdMSPDXpJSnDz1Yh3btlxhdNhn4DKyYli6ooDRER/JaS4+/8U6PnjnEmOjfgOXVxBPXUMuY6N+UtNdPPulet79zXkmxgMGrrQ8mbm1mYyPB0jPcPP8l+t5841zhgK5cFijsjqNyup0Jsb9ZGS5+cJXFvLbn53B552UA2iaxry6TErKUvB4AmRkx/DCK4v59b+dnuYnXr8wh4KSBLyeENk5Mbz0lQZ++U+nDMW8ggBLF+eSkx+H1x8iNyuWr76wgF/980mDn7goCixfW0R6VgwBf4ic/Hi+8EoDb/zLaUPRrySKrL27hKRUFwG/Sm5BPM+/3MAvfvGxwU9ckgTuvnsW8Ql2gkGVgoJ4nn+xjjd/dsZQJClKAvd+pgJ3jJVQUKWgJJGnXlzAu786Hz2/Wzr3Bx+v1ndWQmGKSpN49NlaPnjzYrQuQe+AKvDI5+dhsZpQ1TAlZcl89ql5bH/3cvR3uTVf/txz8zGZJMJhjVmzU9j0WBW7P7galejc2tl5+kv1CIL+77LKVO55sIJ9O5sM+dRQmOe+2qDvvghQPieN9feV8+He6wQDES6sEfCrfOkbiwn69QlTRXU6qzaUcHj/zehxb7lMfe3VJXh9IURJYO6cNFY15HLsYEv0uOGwhmciwKuvLWd8Iogsi8ybl86iumxOfNQalSSFwxpjI36+9cM1jI76MMki8+qyqF6QxanjbdHfLxzWGB708P3vrWJoxI/ZJFFfk8m80iROn+qIXo9wWGNgwMP3f7yWwT6Pbgm6KIei0iTOnuqI3i/hsF5H8f2frKe/bwLFIrNwSR45eXGcO9OJGrkPwqpGb/cYP/yztfT1e7BYZJYtziUt1cm5c13RHS1V1ejpGeeHf7qW3t5xbFYzy1bkkxBn48LZbgPX1zvOaz9aS1/PGDaHmWVrirG7zFw41x29/qqqT9y+8/pKevsmcNjNrFtZQNhu5uNr/ZPPeFijd8TLD77SQF/vOA6nwtoNJQTRuHS5z/AuGBry8urXl9DbN47TqXDXhhKGfSEuXxswcMO9Pr7xUB19Hg8uReHugmLaz3hobB42cBPDfr75mbn0jHmJtSk8Vl2A091Lv29yxT6MxlhggvI4oxvOL944S0vriCFfIKjy7DO19PdPEBtr5aGHKzl3pY/2jlEDp2nw1OPV9A94iI+z8ujDlZw+3UlX15iBk2SJhx+pYrB/gvgEO48+UU11TQYzMRMz8cmM733ve12vv/76T//Q53Gn+Ou/+++vL3lw+R/6NKbFe3/71h/8N/t0yXvUMK0tQ3R3jiJKAp1tI7qMY2oIIEsibc1DdHeMIcsiXR2jd3QUkWSRm+0jtPVPYDJJdPaMTeMEQS9EbLs5SG/HCCaTRE/n9HyiqA9c224O0dcxglmR6e0eizRWmpJP1KUoLS1DdPeMo4zI9PVNTONEUUBAoK15kJ7OMUatPvp7x5Fud4uJNFFqbxxkoHUYj83EQO+E7ioTMh4XoPNqPyNNg4QcZkb6J6a54wiiLodobh2ms3eCUW+IwUHvdOmIoA/m2m4O0dM1htcTYGR4eqMmgJAscDE5wBVJoNsSYrkQmi4hQnduaW0eoqd7DH9AZWI8MF0KBYRCuk6+J+ID77kTp2kEg3q+3u4xVDWMxxOcxmkaBIOhKKdpurNJ+HYuUivR1jxMb7c+4PH7p+cLaxr+QIiW9hG6+yfAJDE3ELqDVEvD5w3R0jZMX+84olmicl769PMLg3c8QO+Vfkb7xukJaahFidOlLZGBf8fNQQYHPNgkkVkFCXeQwGiMj/npaBlmaNCD1W4mpzD+jtKb8REffVf7GRn20i0I5KU4pl0LgNEhL+2tQ4yO+HG6FFJSXdMYQYChQQ/tbSOMj/ppix0iPt7K7eIlURAY6vfQfX2QifEA7U4LpZUp0+RGoijQPeLj0kSAiWAI26CXOSmOafepKIn0DUzQ0qN3go3vGCYn040oCIQxTk4HesbpuaF3De6It+MsikMUBNQpv6EsinQOeWga9eLzqyT0jpHkVBBFwSCzk2WRzr4JmvsmCARVbnSOYrGao5PGqdy1Zh8nDoYIhMLEVHix3f5OA0yySPvIBG2j4wTVMDeGRil3TeckUeTtQzf52e4mVFVjbW3mHd99JpPE9f4Jrnr03Z38vglMdziuLAu0dI7S1jcOQHPnKKY7SPFkWaDj5iC9bcOAQHvzMNU1GTPuPDMxEzMxE7/H+FTJe9791Tm2vHXBIJVZuaGYnbe2lQVQzDILF2VzZEoRrFmRWLWxNNr8ShAiLjWLsvnoSKtxm3p1IbsiTa1uOfDMnZfBqY+M3IoNxeza1hjNZ7GamDMnldPH2w0OPMvXF7F7x6Sjj9VmorQihbOnOyeddcwSK1YWsD8iSbrVFKywNEmXz0xx6lmyujAqSbold8nJj+fyhe7JpmCKxKLl+RzaewO/P4Qk6V0uU7NiaLzSN9kUTJFYtDiPw/uvRxx4RJxuhfg0F9evDURXas2KxMK6LI4d1Js6ybKIO8aKO9ZCy82hKKcoMlWLcjh+vBV/xIEnLs5KcFUszcNj0cGTRZZY0+/k9JHWqFOPLosR6eocjRZ7Wqwys6vSOHuqI9o8LDnFSUgN0zel2ZfVZqK0PJkLkSZZt5qC+bwhBvomopzNbqagOCHa28FkEknPimF0xMfQoFfXJUd6E+TkxdF0tU/PF3HgGeidYGTYG9lJAIdTIT3TzfWmAd3RxyyRWxBPR89YpANtpCbBrZCU6KDl5hDBgIrZLFFQnEBr8zDj4/5obUVMjIW4iNToFldcnsz1q/3RZl+iKBCXYIvKlIJBvYnXrIoULl3tj+4qiaJAYpIdRRTo6RojFGl+VVGdzoWPu/B5J7mUdBeqBn29ukOQokhU12Zy+lRHVFIjSQLpGW48QZXBSGGxokjU1mZy5uBksy9JEsnKi2V02MdIpLDYrEjMX5TDR1MK3WVZJDc/jv6+CUZH/KiqztUvyePwh5POOrIsUliSQGv3OOPjft1JSJFoWJbP1jOdUemNSRapzI+n7+MuJqY4/yxZkc/eKS41JpNIeXkKNy734pnQvfDNisSyNYXsniJtMZlEKuamc6h/Ao8vqDe/MkncsyCL3TumyFhMIrWVaVw81WGQJK1aV8yW/VOkMiaJBXPTOXZOlxDdcghas7qAX5zrxB+clO2sLE/h1MGWaGGxYpJYv6GA33a0GeQ9D1Qkg/0qIS3ifiRIpARn8Xe/7DBIktZUpXFye6PBRWflhmLeP9hskBqtmZ+lyxinvL9WryyY5tSzanEu+6Y0UDObJdYszWP/lF4eZkXi4SfnsXztjAf/TMzEJzE+yfKe7PI87du/+eTJe56bNSPv+S895r//9BjDt0l53DEWHvl8DaGQSl5BPE+/WMcHb1+cJuVJSLLz4GPVER/wBJ79Uj1vv32RsTGjlCc1w8WmzZWoalh3bXlpIW+/cXaalCc3P46ND5SjqmGKShN57qWFvPmzjw1SHjWsUVSaxJq7SgmHNYpnJfLClxt44+cf4/dNSnTCYY2yylSWrykCTaO4LJkXXm7gjX85ZZDyaBpU1WTQsDwfBCgpT9ElNf98MjrgB13aUlOfxYLFOQiCQOlsnfvZP58ySG9EUaBucS7z5mchiFBWmcIzX17Iz//1lGHVUpJFlqwooHJuOqIkUD4nlc+/WM+v/v10dIAOurZ81dpCyv4Xe+8dXkd55v1/ppyZU3TUe5dlFUuWbVkuuOLejQ2YEsCEHiAkEJIQSCMkZBOSfVM3v2x6srsBApjignvvvciyJav33supc+b9Y46OdCzvb3Ptte+G7Oq+Lv0h+ePnmXJGup9nvvf3LjC82qdOS+DRz8zmj1fKgnZLTaLI2iU55CdHIZskphUl8cDjM/noneKg45NNEuvvKWBidjQmRaJwZgr3bC7k4w+uBUmNTCaJux8oJHVCBKoiM312MnfeP4Xd264HSZdkk8j9jxSRnBqOqsoUzUll7Z2T2b/zRtD1k2WRzU/NIi4hFIvFxMy5qSxfl8vhveVBnCSJPP7cXKJibFisRk+A21dM5Oih6pukVQLPPj+PiAijpmDuwgzmLEzn5NGakfF04+vzX7mdELtCSIjKvMUTKLrN6C7tvUlC9MVvLMFiNRFiV1mwNJPJhYmcPV0fxHncGi+/thxVNYplFy2fSFZuDBfPNgRxDoeHb3x/FZIkEBZmYcmKLFIzIrk4Ssqj6zAw4OL1N1Ybzc7CzSxfkU1ivD1IyqPrOn09Tv7hZ+vQfD7CIywsX5dLRJSV4kvNgfvr8xkSmDd+th6vphERaWXV+kmE2BWKL7cEPlc+n05XxxD/56fr8Xg0IiOtrF83Cd2mcKm0PfBGxufTaetx8k/fW4XH7SUq2sb6O/Px6VBcPCLlMeYd4o0frTO4mBA2bCrA4dIoudoS9Ez2djn48beW4/L6iI+08vDKbPraBrlWNkrK49Pp7nPyxmsrcHs04uJCuPfeKTS0D1Ba3hnE9fW7eONri3F7NBJibWy+azIlPUNca+gN4vodHn787Fw8Ho3keDuP3DmZy0O93OjoC+K6Bn28OGceXp9GuBLK3Pjp7DjYQ1VzMOf0+vj2c/PweLwkJYfxyEOFnCxppe4miY5X13nluTl4PD5SkkJ5/OEijp2to6llIIhDgBefm4vm9ZGWGs6jj83g+L4K2m7iXE4vC5YE24eOx3iMxycjPunynoWfQHnP9nF5z39v2ELUoO+Hi0x37yjl0rlGAKw2FatVCeJEUcBqNbH741KuXGo2dmnDzFhvcpaRJKPz7e6t17h2pcXo0BpuwWI1BS02JElEUWV2br1OaUkboghR0TbMFlNQPYAsiZgUiZ0fXeNGaQeiJBAbZ8esmhgaHFkcDHen3PFxGRUVnUiSQFxKOKpZDrL9k2QRQRT4eEcZ1ZVdSLJAYpqRwHo9I4uS4YZROz+8Rn1Nj1HAmR6BokiBnVvjuojous6urddorOs1uAlRyLIUeLtgXGcBzedj744ymhv6MCkiGROjDGnQzU2TNJ0P91fQ3NqPckMiLTv6lvfS2+th9/Yy2loHUFWJ9KzoW0hvdFwOD7u3ltLRPojZ0kJaZmTQQgP8mvYhN3u2ldLVMcj1qy2kZtyC0wxpy+5tpfR0DVFa0kpqesSYxkqa5qO318me7aX09Tgou95GYkp4QHse4Lw+uruH2LXrBv19TsoqOolNDB07nlenvdvBR0er6R9wUdzUy+PxtjGcV/PR1jbArn0VDA66Kavt5oEHpo05D03TaW7uY8+uchxDbiqru9j0wLQxLk6aptNQ18OePeU4HV6qanu4656CsS5TPp26qi4O7ryBy6nRUN3F2k0FYyQ/AJU32jm4w9jpbqruYfW63DGMIAqUlrRycHc5HreP5sY+lq7JGeOmJEsCV6+2sP9gFR6Pj6a2ARYvzhzTUExRJC5dbGL//iq8Xh9trQPMXjrR+JyPKm8xKxIXztZzcH8lmleno32QmXPTkGUxaPGsqjJnzjaw/3A1mqbT2etgWmESsiwGLdbMZpnTp+o4tb0MzefDXddL3uQ4JFkMWkzB9SMQAAAgAElEQVRazDJHzjWw82wDuk+nw62RkxGJJAlBi1irxcTRE7UcPlxlLLb6XETkxyKJQpBLjs1sIiXezucemh742fHuDm5+3GwmibfOt/DelX50dOamNRNplsdwdouJHWfr2V7ajq5Dn1nGahnL2awm9u2v5NhwI0Ofju0mSZIAhNhUMjOjeOaZqJH/a1eNfxzmBKPx4HiMx3iMx3j818X/KnlP5Y0O3vjGXjweo/hRVWWmzUrm9Im6EQmMKrFiVQ77Pi7F69EQRBGLRWbS9CTOn2kIcKoqsWJtDjt33sDjMaQtFouJyVnRXD7XENTUauX6Sezedh2P2+BsIQrpOTEUX2wKksqsWT+JXR9eM8aTRUP+kR7B9autQdyqOyaxc1spHo8hbQkNMxOTaKestD2QJCiqxLpVOez2jyebJMIjLIRGWw3pzTCnSKxZm8PurcbxySaJyGgrNptCTeVIB1BFlVi+fhK7txsSJ0WRiI4NQREFGuq6A37niiKx7I5J7PY3LVMUifgEO7pbo6Wxb2Q8RWLJ6mwO+F/pK6pEUkoY7aJAa/tAIElQFInFn85hR009Lq+GKolkRITC1na6/F0+h49v0ZJMjvidmBRVIj0zirbmPnp6nIFkQvFLO44fNJr+KKohlWmo6w16u6OqMrMXpHP6aA0ulxdVlcjOi6O6opOBUW93VLPMjDkpnDtR7+dk8qbEUXatPSCpAUNqVDgzmQunGwJcQVEiV662Br3dMVtkpkxL5PKFpgBXODOJU6VtOEYtuKwWmempkZRcacbl0gy52ZxUzpxvCFqYhYQo5KRFUFbSFhhvWCozekFoD1VJmRBJRVm7fzyJebdncPxwdUDWgQBhYWaS4kKorujE7Z93wdJMjoxythIEiIiyEhYbQl2N4b+uqBJLlk3k4J7yIC4mNgS7TaGxvidw35auymb/zhEJjCAKJCTaERWZlqa+wHjL1uSye88IJ4qQkhyOz+Oj3e8PrygSK9flsGOUW4woCoYLkUmivXsIj8doWrZpQTr7t5QEOEkSmJAVRXevM9DDwGSSWLM2l4/9Ur9hLjsnhra2gUAPA5PJeJ637r4RkLbIskh+bizVbf30D7gC3B0rs/lob0UQV5gXS2VVJ4NDHryawW1YnsX2UeOZZJFphYkc63cy6PSg+XRMssgPHypi+oSRhBqgfdDJk+8dY8jjxafrmCSJjXlpbLlSh3P4d4sksjg1ljMnmnG6NUO6ZJLYMDuVHcdqcI6SJC0uTOT0+UbjZ7pxLGtnpXBgX7C8Z8H8dI6erTechPxOTN/9+hLSU8KDjq+hrofvvLQz4DikKBKv/mANiSlhjMd4jMcnLz7p8p5X3vnkyXueyf/by3v+V+30Z2ZH880frubIvnJMJpklq7N541v7g3al3S6N1rYBvvHGao4eqEBVZZatyeW1r+0O4lwuja5OB9/69nIOH67GYjWxcmU2r764I2i3z+3S6O8zHE+OH6rEZlNZtjaHl5/fHrTb53ZpDDk8fOU7yzlxrIaQEIUVa3L54rMfjeF8Xp2XX13KyWO1hIaprFydw3PPfhi0K+hxa4iKxBdfXcqZ47WGTGJtDs8+viWI0zQfilXhxa8v4ezJOiIiLSxfm8szD/4laEfX59MJDVX5wiuLOH+6nqgYK0tX5fDMA2+PKaqNjrTy/EsLuXCukZhYG0uWZvLsQ+8EcYIgkJAcxme/vJDL5xuJi7czb0kmjz2/NYgTRYFsQpgybxoXy1tJjAlhYXoSL/7pgyBOEkWy8+KYVBBPyaVmElLCKJqZzFee2xq04yxJIpOnJTCpII7rxa0kpYZRUJjI11/YHnQOoiRQdFsKeVPjuVHSRkpaOLmT4/jWl3cGc6LAvEWZTJ6WSPn1dlInRDAhK5p/+OruIE4QBBavzGZyYSIVZR1MmBhFYlo4V4pbx3Cr10+ioCiJG7Xd5GZEEBtv5/QoSQgYO6cbHpjKtBlJ1FR3kZ0TQ1iUlXMXG4M4r9fHvY8WUV7SSn1ND9n5sVhtCqdP1QVxbpfGI0/MpORKM/X+HWnZJHHyaC2B7XAdhoY8PPX8PC6cqaepsY/JUxPwaTrHDlYFOF2Hvh4n3/zBak6fqKOlqZeCwkScQx4Oj9qt13Xo6Bjk1TdWceJQFa3N/UwtSqKvxxlUwKn7dJob+/jFv93HoX0VtLcNMH1mMq1tg0Hn4PNBXX0Pv/3DJvbtLqejY5AZs1Kob+gd81mure7md7/bxPZDlXR0O5g7PYn6621Bb080Taemsov/7/eb2L2zjJ5uB7PnpHL9elvQ7wJN06mq7OIX/7yRXTtv0NfrZM68NM6P6u47fC8qqjr5px+t4+N95fT1u1hwWyrHzjeO4cqqu/nFd1ayY38Fg0NuFs1JY//hqiDO4/VRUd7Bv76+kg/O1zLo9rJycjLZtyiEjrGZ+f09C/iguBaHx8fqSYn8y7nqQMIP4NZ8XOvq47dfvJ2tJ2pwezVWzUrlj9uuBxJ+ALfHR1l9Lz//2hJ2Ha7G4/WxcmE6f/zD+aDjc7s1qqu7+NHrKzl2qg6frjN/dirxsWMLupNTw/nOT9Zx2v+W4LYF6cTE2cdw4zEe4zEe4/Gfj/9VSf/QoJvf/PQ4TfW96Do01HYTHmmhpbkvkEAO75z/6mcnaGk2dqYbG/sID7fQ3j4YSCBlWcQeovCzfz5Fe9sgmk+nqW2AsHAz3Z0jDXNkk4gtxMQvf3Kcrk6Da2sfJDTMTF/vyM6yySRitir89Fen6elxGHaB/S7soUrQjrGiSJgUiV/+9HiggLGvx4ndrgbt8CqKhCgK/PInxxkcdKN5fQwMuAixq0EWpbIsIgC/+vExozOq14fT4cEWogRJjSRJxOfT+fWPj+F0etG8PjxOLxZr8PEJooDbp/OzX5/B7dbwaj5cuo6iygH/cwMEt9vLr35+Eo9HQ9N8aOjIkvH/A6GDa9DN2988g+b1cUbzoT40bUwDK5+uM9Dv5J0/G5afmuYzGjXdJEXxaT76ep385U8X8Pl0Q/oiCLeQwPjo6XLw1h/OGZabms4DjxfdQnrjo721nzd/fx6Aowd0Hnx8RtBCDYxErrm5n3/73TkQ4OihKh56YgbeUV1SAbweH2U9Q/zwZLXhhNTcw0tLssZyXh9VFZ38y79dRBQFDp+sY/PmwlvOW3G9jTd/fx5RFDhxuIpPPTbjlpKka8XNvPmHC4iSwMnD1dz/6en4fMGc7tO5cK6RN/98CVkSOXGilvsfmDa2uZIAZ47V8u6/XkCSRM4cqeGuB6eNUfxIosCxA5Vs+fMlgztWw8b7po65v4oqs2/vDba8exVZFjl1pp4Nd+YHXKWGw2IxsX3nDT746BqSJHLiQhMb1uYgScGSGptNYdt7xezceh1JFrm2r5KV63ORZQlNG/mc2kJU3n+nmL07y5AkkQtnGli6KguTIo102cZ4U/L2u8XsO1CJJAmcvdzE4sWZKCYpsHsNYLcrvP3nixw5XI0kCVw908DsJZmYTMHSoDC7wh/eLebomXpEUeB8SRvzphm1LqPPIzzczG8vXeVEUzOiIHDtfAvfXzaPMHOwNEbz6byx5wZHKzsQBYHj5b3MyrQjiwJe/70TgCirws+2FHO+rB1RELhS0UV2YiiyJOD1PyOCAFGhZn7z+3OUXG9DEAQqr7WSFG8PkiQJgkBUpJXYaBt3/RUNtmLj7azfVPAfcuMxHuMxHuPxn4v/VfKeX//kOKeP1wS51CxekcXhQ1VomtEZ1GZXSc+I5PKFxiBJzbLVORzYW4FPN7jQMDMxaeFcudoS+COnKhJrV2RxcOv1wCIiItJKRKyN6yWtgcRSVSVWrZ/Eru2lhvOKAFExNtRoK2U3OgK7kqoqccfqXHa/XwKC8Uc5Nt6OrEpUj5LeqKrM2jvz2Lb1GmD8sU1MDAW3Rl1tTyAhU1WZtXfls+3DEsPqUIDU1HBcA26a6nsCx6yqMmvvzmf7lqtG7iUIpGdG0tPtoLW5P0gqc8emAra+WxxIvibmRFPT56S9Y2ThoyoSm1blsOPdYmMHV4Dc/DhqaruDFiCKKrH6vgK2fFyGgQlMyY+l9kJz0AJEUSTW3ZnP9g9KAuNNm57I1SstQQXTiiKxdmMeO98f4abPSuHyuQaGRklqFEVi1YY8dm29Frgus+alcfZEbVDvA0WRWHHHJPZsux6wipy7KIMTh6uDFjTD7ib7Pi7zczoLlk3ksN8NafT5Ll6ZzYG95QE58+2rsvl9YzfO0dpwk8jmlEgOHK4K6J5XL8kMuD8FOLPMwnlpHD1SDRg76atX5bDvo2vBnEVm5vx0Th2rNTh0Vq+fxM6t14M4i0WmcHYK5043+MfTWbthEjs+CuasVhPTpsQbdTG6n7srnx0flAQlxiF2hezJ8RRfbg5w6+/KZ8eWq0FcWISZ9AlRlJa0Brh19xbwwdZrQVx0tJWExFBu3OgIcHfcNZkPtl0bkSQB8XEhRIdbqKru8nel1rnzjjx2vHc1cD8EARKTQ7GEqNTV9oCuowN33JnPtg9KAuMJokBqahiCItHU2BeoI1m3IY8Pd5QGOFEUmJAegcen09I6YHQABjauymbH1utB3MTsaDqBto7hNxcCG5ZP5MM95YGdc0kUyM+OordziE7/MyMIsPLTuXxYW43L35xLEgRmJMbyjUWzGR1vnavnF0cqAzv7JlFgbmYU9QPd9Do86P45NsTHs/1oTcANyCQJzJkcT2lVF4N+dyFZElkzOS7Y1UgWmT0zmWslrTgcXnSMjYzvf2cFsbfY2R+P8RiPv+/4JMt7UvMn6F/5BMp7nps8Lu/5b42qio4g9xS3S6O9dYDv/OMaDu2rQDHJLF+TzTdf2jlGUtPVMci3f7iaA4erMKsyq1dk88WXdwZJZVxuja4+F6/+4xqO7q/EYjWxYm0OX/rs1qCdZJdLY2DAxbe+v4pjh6uwWhVWrM3l2ee3BskQXC4Nh9vLN7+3kuNHqrHbVVasyeGzT7x/E+dF8/h49dsrOHa8htAwM6tXZvP05neCdmDdbi8C8PXXlnP6eA3hEVaWr8nmqfuDJTrDWuOXv7OcM8driYy2sXRVFk/c+1aQVEb36agWmS+/vpxTZxuIjbaxdEkmDzz2XtB11wFrpIUXXl/OieIWEqOsLJ2dylMPvRPECYJArN3C116Yz4WLjSTE25kzO5Xnjm4J4kRJIC7BzhdeWcTli40kJoVTOCORF5/+MIiTJJHk1HA+//Iiii81kZwaTt7UeM7fJG2RZJEJWVF89qXbuVrcQnp6BBOzozlzvHYMl5sfx8TsaK5fbSU9M5LUjEhO+pPs0dyU6Ulk5sRQdq2VzKwY4pNCOXroJk4SmT0nleycaG6UtZOVHYM1NYw/vXkhmBME5i/JJG9CJOUVnUzKjSHEpgbZHg7H8pXZTJwcT3ldNwVZMVgFOLijFG5ycVq7MY/cyXHUVHeTXxAHunHcoznNp7Pp/qlMKoinvr6XKVPicTm9Y3o9eDw+PvXYDPKmxNPU0MeUoiT6e51jCmodDi+PPzub0yfraWnuo7Aomc7WgTFe7P29Lp750gKOH6qiraWf6bNSaGzqG1MY3NExxD/+eD0H91fQ3j7AzFkpVNX2jCk0bm0b4Ec/WMWevRV0dQwx+7ZUbpS0BT3jug4tTf389q217N15g+5uB7fNS6P4UnOwA5ZPp6mpn1//6R527Sqjr9fF3HlpnDnfGLTQ8Pl0Gpv6+PUvN7J79w36+1wsWJDO0SPVY7n6Xv7plxv5eHc5g4NuFi5I5+ObpDyaT6euqZ9f/sNKth+sZMjpZdmcVLbUVAUSfgBN16ns7sWn+2hzdKLpGrGWKK429QZJeTw+nYq2Af78yBw+vFaL06uxNieFf37vWiDhB6Owvrq5n19+eRE7Dlbi8WqsXJjBb39/Lui6eLw+6ht7+fEP13DhUjO6rjN1SgKh9vFi3PEYj/EYj09K/K9K+hOSwmht7g8k4CaTRGS0jde/vheHv/HS+bP1xMXb6Wgb8Wc3KRJh0TZe/scjuNwaPl3nVGk7cbEhdHc7RopTTSLhdpXvfn0vHj935VIzMbEh9PU6g4pTQ0JUvvuNvWiaD5+mc/VyM7ExNgYH3SM77oqE1Wziu9/aF5CiXCtpJSraSkNDbyAJUlUJUZH41vcOGpaMPh/Xb3QQGW2lpWnEVk9RDMeNH3xzL2BIOiqutxERZaWjdcQuTzaJ+HSdH7y6H0EwuKryDsIjrHR3jezgi5KIA/j6z08iioa2uay5n1C7St+oYldBgB5J4DvbSpBE8FZ3cNnhxmI1BUmD0HWGBlz822tnECUBzeujpaobkyKiOUYSEZ9Pp6fXye9+dRpREtG8PpqashFFERilyfb56Gwf5P03LwXkHStu4RajeX00tg7wznvFhnziYCXr1uaMSR69Xh/1td28/+ZlZFnkwC4f6+6aHLTwG+YqKzp5/y9XkGWR/Xsq2LBp8i2lN6XX2vjg3WIkWeTAngrWfWoKnpvG8/h0rp+qY6tf2nJo5w3uvq8gSA5i3E+dQ9daefNQJSZJZMvFRh5fljVmXp9P59ixGnZsL0WSRfbtr+DeewuCbEyN+wF7D1bx8a4yZElk98FKPrWpYMz5CiLs3nqd/R+XIckiB3ff4O4HCsdcP5NJZMt7Vzl4oBJZFtm3v5J7Nk0ek8yrZpm3/+UCxw5WGddlbwV33j9lTOOs0FCVP/7mDKeO1yLJIof2VLDhvoIxi42wMDO/+uVpzp5tQJZEDuyvYOOGPGSTGCRzioi08MsfH+fyhUZESeTQnnLW3ZWPogS7YEVFWfjpT45RUtyCKIoc3F/BmjsmoapSUEIfHW3lpz84Qtn1dkRJ4MjeClaszUFRpJEiZQFiYm386PuHqbjRgSgKHNtTzsL1k1BMIm7/PRYEiI2x8fXfnqG8oRdRFNhxsZE1a1JQJBG3/zxEQSDRbuWjmr10OXtAEJAFiYzYPNQKMeDTLwkCKRFmvnXkBI39/QgInGypYXpUEoos4h7mRIGkaCvf/t5BWtsGEICTh6spnJqASRbxDHOSQFJiKFarwvy5aYzHeIzHeIzHJy/Gtlr8Hxyf/swsIiKtmC0yqlkmKTWMltYBersdOB0eo5NmXS8JyaGEhZuxWEyoZpnUtHBKOwbpHXAz5PTidGlU1/eQnh1FaKiKxSKjqjITJkRSWdJKf58Th3+8qopOJhXEYQ81Y7GaUFWZzOxorlxqYnDAhWPIg8vlpfJGBzMKEggJUY15VYnc3BgunKhlcNAd4EqvtzF7bio2m+IfTyKvIJ6jZ+oYHPIw5PDgcmkUX2tl7tJMrH7OaKyUyNF9FTiGPDiGPLhdGsUXm1i8IguL1RTgCmcms//jMpyOEe7imQaWr8vBYhnhZs5NY8uhKpwuL0MOLy63xvHzDay/YxJms4zVYkJRJBbOS+efLzXg8GgMuDScXh87r7Ww6tOFqGbZGE+RWLg0kw//cgWXy2vM69Y4uq+Cu+6bgqqOcMtWZrHl7SvGmxA/t3/PDe5+YGoQt3JNDu+/eQm3n/O4NfbuKOXuh6ahqBIWqwmTIrFqYx7vvFeM260x5B9v+44yg1NGuHV35fP+ny/jcY+Mt/39q9z9wNQg7o57Cnj/7StB3EfvXuXuT03B5OcUReLOewt4/x1j3uHz2PbmFT4zLwNVFrGpEqos8uzcdLa+czVovC1vF3PXnXnGvP7rvOmBqbx5sBK3x8eg04vL4+O3e8tZe09B0LybNhey3e/CNDzvO+8Us2ZjXjD30DQ+3mW4MA05DO6t94pZtS4nwKmqxL33T2X/zrKR8Vwa7795iaWrR3MyGx+YxsGDlYHr7HJ52fL+VRYunxi4fqpZZsN9BRw/VB0Yz+X0svXdYuYvzAhwZrPMuvWTOO1vjucY8uB0etn54TXmzk5FUSSsVhMWi8y6ldmcO2s0aBsa8uB0eNmzt4KiWcmBz4HFamLJymy/a5IWeEYO7S1nSmFCgLPaTMxfnElJcYvBOTwMDXk4caSGgvw4VFXCajFhsynMm5lC6fW2wOd5cNDNuVN15E6KRVWN+2YLUZlemEh5WbvBOTwMDrgoPV1H7sQozKqE1SITGqKSVxBHWX0PTrfGkNNL76Cby2e7yIoMxyxLWE0yYarCyklWOpzdeHQvHp8Hp+YiJr6R7NgQLCYJmyIRaTMxNdNEXW8fTq+Gw+ulx+mkM7SftHg7FlXCqspEhZpJUWSamvtwOr04nF66ux10dztITAzFbJaxmGWiIq08OsoidDzGYzzG428Zmv7J+/okxF+10y8Iwirgp4AE/FbX9e//O9zdwHvATF3X/3sF+39FhEda+f4/3UF1RSeSJJKRFcXLz28L2pH0eDS6O4b42ndXcHBfhaH3XpPD518/GMS5PT46+9186+tLOHioCrPFxOoVWbz8+W1BUhmPW6O/18VXv72MYwcqsdoUlq/N5cVnPgzi3G4Nx4CLV7+6iGNHarCFKKxancPnnno/aCfU7dJwuTRe+dYyjp2owW43s2ZVFo8981HQubpcGh4dXn51CaeO1RIWbmb52lyefuDtIG64++/z31/JoSvNRIea2TgvjafueSuI07w+JEnkS68u5ezJWqKibSxZlc32zwbP6/PpmFSZr764gPNnG4iJsbFo2UR+838OBXG6DkKMlS++spiL54y3K7ctzODgzhvBN00QsNtVXnzldi6dayQ+KZQZc1LZvas8CBNFgYhIC89/ZSGXLzSRnBrGlMJE9mwrvYkTiYkN4XNfuZ2rF5tJTg8nZ3IcW/cEzytJIvEp4Tz75YVcv9Lid+WJ4uMPr8FIOQCyLJKaEcnTX1xAaUkrGROjSE4NZ5vfKjXAmUQm5sTwmRfmUVbWTlZ2NLExIWz94CZOFpmTEErGkixuVHSSmx1NlF3lgEm8iROYXphEdKydquouJuXGYAozYzpWHdilBWOndvrCdMKTQqmu66EgNwaTbszjGSXPEASYt2gC9gkRVDb2UZQTgzDkQZJEgszsgaUrs4lKDKW+vpdp0xJw9brG7K5rmo81d+YRnRxGU1MfhYWJ9HQ7EG/arne7NTbeP5X45FBaWwaYPiOJ1lFNmobDMeThoc3TSUkOo61tkBkzk6mv7RnTm6Gvz8WTjxUxISWcjo5BZs5OoaKic0zhck+3gyefm0NqVjRd3Q7m3JZC6ZVWPDcVTHd3OnjjZ/PYtfsGPb1O5s1J5dKFpjGyqs7OQb73xip27zQkP/MWpnNqVAdhAHTobB/ite+tYveOMgb6Xcy7fQJHDgTLtHQd2tsH+fFry9ixt5yhIQ+L5qez5URNYOd/mGvuHOIPi5bw3pVahjxe1uQmUT50GU0fNR46/Z4Bfrbpdt45V4/Dq7FhShJvl17FM6pQ26dDi2OQHzy5kJ17yvF4NZYtzuT3/3Yh6K2S5tNpaRvgh6+vpLKqC5+uk5kRiaJIY+7beIzHeIzHeHxy4j9M+gVBkIBfAMuBBuCsIAhbdV2/dhNnB54HTv+/OND/qlBUmZz8uMD3EyZG0dE2GFS0Gx0fwle/siuQ5B86XE16bgxdPY6Ag4WqSMSEmnnl63v8xb0Chw5Xk5oWQV+vM8gvPzTMzGtf3unPdAWOH6wiJTWc0uttAamRoho7k9/+ym6Gq3tPHaoiOSWcipuKe2VV4uuv7weMYtdjp+pITgqlqqY7mPPp/MPX9hiU300lMSmM+truwILDZJLoCzHxmbcv+ouFBXZXdxKfGEpzY2+AEyUBt8vLG9/ca3CCwPnT9cTH2GhpHwysSwRBwNnj4Ie/OWvIMQSBi+caiItSaRlVjAvgqenlR3++FBjv8rkG7HaV3lF++bpPp6NtkD/98nSAK77QhNliCvLL92k6TfW97PjwWoCbVtSCokhBya1P81FT2cWu4aJnBIrmpPqlQaNtGH1UlLSyZ9v1ADd7ftoYiYnm9VF8uZm9O8sMbm8F827PGJOMapqPM+ca2Le/Al2H/QcrWXT7hDHuOD6fj5OHqjiyrwIdOAEsXpk1Jmn1+WDPwUoOH6/xy3AqWbFiIt6bOAT4YF8Fh88ZxbjbTtWxcdGEMVIeQRT57bFqDl9vRdfhveImHpqZOmZeWRL447vFnLvchK7DzuM13L08a4z7kWqR+fXvz3OluAVd19lzsJKN63LHSH5sNoVf/fwE10paQdfZv6ec9RvzAoWvwxEeaeFH/3jEX7Srs29vORs25gW7/PilMm+8foiqyk5jvF03WH/3ZCRJwOtX6AgCxMfbee27B6mtMxYOu/dXcPfaXEyyGNDICwIkJIfyjdcP0NjYh47O7gOV3LnGkOiMLsZNSgrjtVd209LcD7rOgZ1lrLkzH1UdkQaJokBSShivvrST9rZB4/h23mD1hkko6ogbkCgKJKeG85Vv7qWry4GOzp59FSzfMAnVJOHyL/5kSSAjKZRH3jxF55AbXdd572Ijr6yNRhYkvP7EX0QkwhTOQ787TY+/gH3L+QY2L4pFkSTc/vOVRZEMs52vvbiDwUE36HB4WylzV2QFSZJkWSQrMwpZFsn5d5rnjcd4jMd4jMcnL/4aec8soELX9Spd193A28CGW3DfAd4AnLf4t09sPPzkLJLTwlEUCdkkMmVaIuWVXYY8x+XF5fLS3T1EcohKSkIoiknCJIvMmppAaXEzDqcXl0vD6fLS2TVE/IRw4hNDjfFkkVlz0rh8tgGXn3M5vbS3DTAxK5q4ODuKanBzFmRw5mS9f06Da20eYPLkOGJibQFuweJMDp6sMxj/vE0t/RQVJhIVaTWSfVlk+ZJMjvobX7ldXkO6VN/DrPlpRERZUVUZWRZZtjaHfy1txen14fT4cHg0ytv6KdyUT3iEJcCt3pjHLr+7i9t/fNUVnWyYm0Z4qIrZP+89q3PY+b7R4Gj4PMrLOngqN54IqwmLScQkCTw1P4M9b1jxb/wAACAASURBVF4KGq+0pI077i0gxK6imo15Nz1UyDa/9GaYK7nczD33T8EWohjHZxK5f3Mh2/zzDnOXzjVyz+ZCrDYF1SxjMonc/2gRH/tdZYy3Jl7On6xl8wPT/LIqg/v05kJ2fXgtiDt1tIYHHpuB2S/7MikSDz4x02hYNoo7dqiKhx6bgdlsyMgURWLz4zPYs7ccl0sLXJsDB6vY/PhMVFVCNcuoqsTmR4s4tLfC4Pxf+3fe4OFHZ6AoEqpqSMk2Pz6DQ0drjGvsNr527irnufV5qCYRsyJhUSU+uy6Pw2cbAozLo7HlYCUPPVKEyWSMZ7GYuPfJmRy61oLDreH0aLg8Pv7ldC2bH5qGySSiqjI2q4kHHizk7KUmnP553W6Nd3ff4L5HpiObRFSzjC1E4c7NhVwubsbp8ga497de5/5PTUWWRVRVwm5XufvuyVwraQ08H263xrYPr3H3/cOcjD1UZe2d+dy40RHMbb3OhrvyA1xYqJkVq3OoqugM4nZtu8669ZMC84aHW7h9aSY1td04R3EfH6hkxdrcwHgRkVZmLZpAQ0OvcR7+c95zuIqly7IC40VFWZkxI4nmxr6R59ylcexAJQsXT0CWRWMzIcZGwZQEWpsHRnFeTh+vZd6CjAAXFx9CRl4s7e2DgXmdTi+XT9Ry+7QETJKIapJIiraRkhNJa78Th8eQzQ15NN46OUS6PRlREJEEiXA1lJqaWDoGXDg8Gg6PxpBL42TJEEUJcZhEEUUSSQ21E10p0Nvj9B+fITdqquxkSn4cJllEMUmkp4bzyEOFf+tf3eMxHuMxHrcMHePN5Sft65MQf428JwmoH/V9AxDkBycIwnQgRdf1HYIgfPm/8Pj+n4fNpvDkc3M4sr8SRRFZtjqX73x7XxCjeXUGep184aFCjhyqwmyWWbE6h6++ujeI83p99A94eOrzczl2yHDlWb4mh2+8sC2Y8/gYGnLz1OfncPxoDTabwso1Obz0uWDO4zGSgqefm8OJo7XYQ1VWrs3h4Is7gji3W8Pr9fG5p2dz7HQd4WFm1izP4thH12+aV0PX4ckX53PqZB3hERZWrcrhpz8/EjyvpuM2yzzx+XmcP1VHZLSVZWty2PpOcfB10XzIus6XHizk3Nl6YqJtLFk8gW1/PB/E6bqOzavzxu0TOXu5mfhoG0snJ3DAfdOuNKCqJp743ByuXGgiNsHObQvT+cufgscTBLCaTTz59GyuXmomISmUGTOTeeumeUURQkLNPPrsbVwrbiYxOZyC6UmIf7iJk0QiQlU+8+gMrpe0kpIaTt6kWKSbPNElWSQiysqnPzOLG9fbSM2IIDM7eox3uiSLxMaHcP/n5lBW2cmEtAhSk8MMSc0omYQsiyQmhfLpR2dQVdHBhInRJAxz7tFSHonUtHAefGIm1VWdZGVFEx1rQ5bFIA94WRbJTw7nxcVZ1NR1k5sTgzXcbLjtjJYkiQI5+bE89HAhdbU9TMqLQ4+yIN1UCC2KApOnJfKwx0dDQy/5+fHoijhGyiMIMG228VagubGPydMScen6GFceXde5bV46gxaZpvZBZuTF4ulwcHN4vT4WLM3EKwm0tQ0yvTCB7k7HmF4ALpeXZatyEGSJ9o5BimYk09bUN+btydCgmzVrc5Elka7OIWbMSqGmoRevN3i8gQEX6++ejGqW6e5yMGtuKqVVXWMkPwODHu7cVIASYaG718n8WcmU3kLyM9DvZtP9U7CHqvT3uZg7P41zp+uDZFoAfb1O7n1wGqFRVgYGXCyYn86hE7WBItnh6O1z8431eURHWhlwelgxPZn3yxrx3HRdOgbd3BY3E1m049Y8TImcwC+uNgUViOtAx4Cb38ydR5fDidfnI9pq4ec/OBL0dkfXoafLwRuvLaer24Gm+YiOso65t+MxHuMxHuPxyY//0KdfEIRNwCpd15/wf78ZmK3r+nP+70XgAPCIrus1giAcAr50K02/IAhPAU8BpKamFtXW1t6M/LfHjdJ23nhtn9HBVhQxm2UKZiVx5kxDIPFSVInVK7PZs73UzwlYrCayi5I4d6ExkMipisS6Fdns3nYdj0dDlERsVhM5WdFcudAY1B9g5YY8Pt5eisejIUkithCFCRmRXL3cHCQ1WrV+UmCHXTaJ2O0qsRMjKSnrGOEUiXWrs9m6pxy3W8Mki4SFmkmzKFSUtgf+iCuqxLI789jh93c3mUQiIiwMTY/nWnN/oEmPKos8nRHNoXevGpwiERVtw2w1UVc10h9AUSWWrTH86N0ug4uNC0FXJBrrexjOvRRFYvGaHPbsr8Dl1lAUiYR4O1K/i5am/kAypygSi1dmcXBPOW6XwSWmhDE44KajbSDI/Wjh8okc2VdhcKpESnoEnd0OujuHRjhVYuHtEzh+sBKXn8uYGEVLUz+9PY5R7kcyty1M55TfTlFRJbJyY6ir7g7qD6CaZWbOTeXM8TrcLi+qKpGTH0dFZScD/SMuRGaLTM7STE5dbsbp1lAViWm5sVSfb2BocCT7NptlZuTFceVcAy6XhqpKFBQlUXKpGceoPgIWq8zE6UkUX20JcDNmJHP2svGmaThsNhP5qRGUlrQGuJlz09hT2YFztA9+iEKBXaX8Roefk5l1ezpbGntx+hNSAYgMUZjhNJyI3G5jvHmLMth3piFgJykIEBluJt1kora6K3A/5i/PYu/xmiCXmugYG6SGUdvSj8vjQ1UkNhQlc/KDkT4CgigQHx+CEKLQ1NyP2/95WbVsIvt2jfQlEEVITA7Dh0Bb28AItzKLfdvLRnECqekROJ0eOtsH8Xh8KIrE8nU57BhleSpJApnpETjah+jucuDxGOMt35jHtr3lQVz2xCia+t309DrxeI3x7loygX1bRvoSyLJITl4sjU199Pe78PrnXb0+13ieR3H5U+OpaOhlYMCNphl2uWvW5rJ9943AdTbJIlMKEznTPcSA04Om6SgmkTtXZPL21fqAHaciiSzNjcIcU4HL58Gn65gEiUTPFH53uDnQ/0GVRdYUJPDK6uCmWQf23ODPfzgfOD6TIrF4+UQ2Pz6T8RiP8RiP4fgk+/Sn5E/Qv/j2J8+n/wtT/vY+/X+NvKcRSBn1fbL/Z8NhByYDhwRBqAFuA7YKgjDmxHRd/7Wu6zN0XZ8RExPznz/q/8J464/GHzhdN3auHQ43ZllkypQERFFAkgRWrsqh+ELTKE5naNBDpNXE5Pw4BMHg1q3J4cKZetxuP+f1MTDoJibRTk5eHIIoIMki6+4u4KTfdUTXjZ3NgX4XqRkRZOfGIIgCsixy131TOH5opAGO1+Ojv89F3oQosjKjEASDe+CeKew/OpJgebw+evud5M5OIiMrEkEUDGnLI0XsO1A5wnl89PQ4WRcbRnacHUEwkoEvrcjh6KhEzOPW6O4cYs7CdFLSIxAEI/F++DOzAgn/MNfRPsiSJZkkp4Qb46kSTzwzm517RxoNud0arW0DLN2QR0JSqMGZZZ74/Nyg8dxujZbGPtbdlU98osGZLSaefGEeB/zSJTCKmxtqe7jr3inE+s/DYjXx9PNzOeyX1AxzNZVd3PfwdGJiQ4w3BjaFz3xhHscOVgVxFWUdPPDYDKJibAiC0VjqqefncupIDW6/Rtvl0igraePhx2cSGWVFEIzOrI8/P4/jF5tw+s/X5da4VNrG40/NJiLCgiAYNpLPPDWLS2cbAvO6XBpXzjXy2GdvIzTcbHARFh55bi5X/G4xw9yZM/U8++QsQu2qkXhHWHhy8/RAwj/MnTpaw0sPTcduMxn2kBEWntmYT/mNzlGcl5MHqvjmXZOxW2QEID7CwgsLMqmu6gp8DlwujcP7KnnhyVlYLcZ4cTE2HlqbR31Nd9D9OLyzjM89cxsWs2xo4+PtrL+ngPq2gYAPvMutseV0HZ95bg6qn0tMDGXFHZNoaR0IzOt2a3y8p5ynnp6NqkoIAiQlh7N0WRbt7YNB3K7d5Tz61EwUxeBS0sKZf3sG3Z1DgcW5261xYGc5j316OiaTwaWnRTCnKJmeHkdgJ97tNs7j4QcMiZMgCGRmRDKlMInePmdgJ97t1th9sp57HyxENokIosCErChy8uMCCf8wd+xwNXffN8XohC0KZOXGkDIxyuC8PnTd4E6eqOXOO/KQJRFREJiUG0PEhAj6HR68mlHx4PL4OHG2iQeL0pFFAVGAopQIirI1nJqR8AN4dA1nSA33zUhF8nOzMyL5wrLsMb8PFy/PYsmKbCRJQBQFphUlcf/D46484zEe4/H3FX9rp56/Z/ees0CWIAgZGMn+/cADw/+o63ovEKjm+v/b6f8kRpBPPEaBpGPIy8oVWSj+5HbB/HTOHa25idNxOrysXZqFDQGLxcSCOWkc31cZzGk6LpfG8vW5qCGGfebsBWnsucktRtN03B6NBfcW4LzQiN1ionBBBtveLwnivF4fXo/GuiWZRMsi9lAzs6cn8taHV8dwmg7L1k3CfqKW0DAz02Ym86e3L980rw/Ro/HEhGjOtjuIiLCwMDWCj0b5koPheS8Ay9fmcuFMHZHRNiZPTRzjFa/7dERRYPnqbC6ebyQmJoTc/Lgx3u66riOZRJbdMYlLl5qIjQ0hMyeGW714MvnfKJRcbiY23k5GZmSg0+1wCAJ+2VU21660EJ8cSkpqhNEpeNTcoiBgtsgsXZND2dVWElPDiE8KRRKFII8aURSw2RWWrsmh/FobyWnhxCXYA37/AU4SsIeZue2zU7nW2k1mdChRsSHIkhgkz5BEgbBwMysXZ1Jd0UHahCgiIyxIkjBaeYMoiYRHWlmyKpvayi4ysqIIi7CMcdGRJJGYGCtz78yjormP/NQIwkLNiLfg4qNsLFqTQ0XbAFNTwrGbTWMkOqIokBFm5cGsWOob+8jLicGuiGNkHKIokJYQyvpZKTQ39JE/JR6rIjGmwlkQmJAWzqr56bQ29zN5agLCv+PukpETw9x1ubR2DFI4OR5Z4BaF0Do5+bHM2phHa9cQs/PjEQfdYzivx8fkKQncvmQCnZ0OimYm43B40G6SwLjdXqZNTWTh0l66exzMnp7EUPsg2k2SH5dLY8a0RJoqO+npcXLb3DTqe5xjeh84nF4Kb0uhqnOAvn4X82en0lTRGdQMEMDp8FI0J42m1gEGBt3Mm59O2Y2OMc+H0+lh1rw0KrxeBhxels5I5uz1tjHnMeTSWJEeS29lHw6nh5VZSTTqVWMKoV0+N59fPJFnFmXi8+nI0q33ewRB4MFHi/jUp6cbz+i/w43HeIzHeIzH31/8h/IeAEEQ1gA/wbDs/L2u698VBOHbwDld17fexB7ir0j6Z8yYoZ8797dfF7z/l8vs8BdsgiEJWbEmhz07/BIBwS//mJfGyWM1I5wisXxNDns/NjjBz82YmxrwDg9wq7PZ65fUDO9qT5+RxLnTDUHc3Hsms+VcPS6Pz9iFVmWWh1u5NFpqpEgsXZHFwd3GTrexq62QMTOJCyUtgSRcUSRWzUnjsF8CMyxJmjAphqslrUHckoUZHD1gSGBEUTCkRqnhlJa0BkmS5i2ewPGDVbhdGpIkEGJXSUgKo6KsPUiSNHvRBE4eM4pMJUkgNMxMWKKdquruAKeqEvNmJHP6VJ2fE4mIMBNpUair6Q64y6hmmemzkjl/ut6YVxaJiraimk001fcEkiWzRWbK9CQunWvA7dKQZZGYOGM3v2VUQzaL1cSkgniuXmwKSKbi4u14vT7aWwcC0iWrTSErN4brxS0BKVRCchhDg266OoYMTgBriELo/elcbevGpflQJJGM8BAGzwzQ1evApxv5cKjVRJ5FpbK8A49bw2SSSJsQQUdzP/3+xm3DbwriEkKpqeoyOEUiIyuK2o5B+vtdfk4gPMKMLz+WypZ+3F4fqkmkIDWCwaO1AecVURSIjLLSMT2emq4h3JoPsyxSlBrBwJ4KBv1SI1EUiI6xgl2lpXUAj9eQ3kzJi6P88ojUSBQF4uNCkD3GtfJ6fSiqxNSiJIovNuF0GAtFSRJISA7D7fLS1TEU4ApvS2VXax+OYRcYSSAj3o67bYjuHidezZh33vREzp2oDbyJkGWR9IxIanw+evtdeH06qiKxdGoCF/ZVBHFZWVG01fUy0O8yJDCqxPyFGRw7XB141kwmkey8WMo6BukfdOPzj7dsTiond5YHcXkF8VRUdjI06DE4VWLBiix2nK4feXZNItPz4ykpbWXI4UHXDanf6gUZHN4xIjUyKRLTpidRXNKCw88pisSyFVns2VcR9LugcE4qu1v7cLg0dEA1idw1K5WtJ2oCb0pUk8iiyfGcPt+I0//WUDVJ3L8xjWr7NTx+9x6TIDEzNptlSePFt+MxHuPxXxOfdHnPC2998uQ9X5r69yHvQdf1j3Vdz9Z1PVPX9e/6f/bNmxN+/88X/b3s8gNs3FTA0lXZhNgVwsLNfOrT07k8uihPN+QPgiCwePlEQuwK4REWNj8xkwtnR5J2XQen04vFbGLh4gnYQgzu0admceZkXRDncnqJiLQyb2EGNptCRKSFJ56dzd5rrYE/6LoOTrcX+6QY5sxPxxaiEBll5enn53HycHVg8TE8Xk5iKHNnpmCzmoiOtPLiM7dx4tAI5/PpuJxe8nJimDkjGavVRHS0jS+8MD9I2uLz6TidXiYXJTFtZjJWm4no2BA+//LtHNtfFRhP03QcDg8z5qYypSgJi9VETFwIX/jaYo4eGhlvWAq1aF46UwrisVpNxMeF8PIXF3DM7z5jcD4GBtwsWpND/pR4LFYT8YmhvPi1xZw+NuJ3rnl99PU4WbVhErmT47BYTSQkhfLCVxdz7lRdgPN6fXR3DXHHvVPIyYvFYjWRlBLG868s4vL5xiDJVGf7IJsemkZWbgwWq4nktHCee2khJVeag6RQrc39fOrRIjKzo7FYTaSmR/D0N26n2J/wA7g1H3W9g3zm0alkpUdgNctMSA7jS5uLqPIn/MZ4GvU1PTz+3FzSM6OwWE2kZ0bx+OfmUlfdNcK5NWoqOvnsM7NJT4/AYjGRmRnJw0/PpqZtIODJ7/L4KK7t5pkvLyQ1LQKL1URmVhSbnp1NQ48j0LHV6fVxtrab5166nZTUcCwWE9k50dz7YCHtnUOBtxMut8bF4hZe/NJCkpPDsFpN5E6K5e67J9PdNRRYvLldGhdO1/OFry0hISkUi9VE7uQ41mzMo6/XGcSdPVrD64/PIjnGhs0sU5gVzZ2z0+gfcAesRl1ujUNnGnj5SwuJjwvBajUxZXIc85dPZNDhCdSduNwauy808uUvLSQ21uCmTUtgzswUnA5PYDHodmkcPVTNCy8tJCbWhtVmYlpREvmzUnA4vYFFnsutsf9UPc+/dDvRMQY3fVYKuZPjcY7mXBonD1Tx5admERNpwWY1MacoiYlpYbhc3sCbKpdb4+CZep75/Fwio6zYbAq3zU0jISUUp3OEG5byPP30bCIjLdhsCvPnp2NJCzcSef/vKZfHx6Frrbx4VwFRoSp2q4mVRSmEmWScftmhwWnsP9zGqpQZhMhmLJJCYXQmSxKn/ge/CcdjPMZjPP5nhM7fXsrz9yzv+R8doiSSlBJOTLwd2SQRlxA6xsMcHbxejYzkSGJiQ1AUmdi4kLEcRlKakhJGfJQV1SwTG2O7hbTFSDYjc6JR+hxYVJmIpLAxHuuaDzRdJyEtjMj6Hmw2hcgY2xjvdF334fPppMWE0Gw3ExKiEBNuQfPdzOng00mLs9Me2o091ExUhGWMd7quG+KApOQw2pr7CQ03Ex5pHeOKMrzrHJcRQVOvIQ0KjbDcQqKjI+qQERvCYEMfkZFWwkPVW94PQTAKNHu6HETF2LCH3YITDNlKYko4fb0uYuJCCLGrYyQ/ICBKAokpYQz0u4iLD8VqNY1VooiCf7wwhobcxCeGYbGaxkhbBEFANklEZ0XRI0JkYiiKVbklp5gk/i977xkdyXWe6z4Vujoh55xzmpxzzhxyGETKzJJIURKVJYsiKZGSTCWfo2NLtmVZVrAoyiKHeXLOOWASMAAGwCAPcu5cVfdH9TRQg/G95551vESbeNeaH6z1cO/u6urGrl3v936FTiuKOEq604pDMTzc5nmN3d+UtEgCAZXktAgUq3zX8WyKTFpyBLpfIy0lHIsi38VRI2BxKkQVxzMUZSU6KxrRdjcOrA4LCdlR+G0SCVnRyBaJOzAEERwOC6nJ4chAWtDexJ2kIGAPU0jIjganhcSs6KDN6M4BIcYmU2KR6dG8FNsVJAFg4q9hZISN9MQw+mSRjGSjnuNOStchKspOSko4/f0yqakRCIIw4frTNI3oWAcJ6ZEMDHpIzoiCu1iINE0jPDsM+/3J+Dw+ojMT0Rv9E1KDVFUjPspOZpSd4REvWfFhBHRCHvoQp2lEJziJzYpidNRHUnYUniHvROtSQCM2IYzorGjcngCJWdG0+AITIt4Cqk5ylJ2scBseb4CcWAfNt4YnnJeAqjEtLpdpcbkTP4NJTWpSk5rUx1b/W/ae/wx9VOw9B/fV8YdxaRWKIrFsZS6H9t4wH1udz8G9daZjS1bmcXi/mVu6IjeUKgOG3WX+ilyOHW4M7WorVolZG4vYfW4sBcWqSCyel8G+i+2hBBWrReK+3FhOjts5t1olFsxK5/Q4q5HVKjNzaTYnTjSFdqatVpnZM1M5G7TFhI7NTuPcieDOuQA2q0zF7HTOnxt7amGzycyYlsKF2xYGAWw2C2VTk7l8e5c8eKx4dhoXKttD1iW73UJpfhzXLt8KHbPZLZQVJXClsh1/8JjDqZBZnEBVdRd+f/CYQ6EoO4bqK7cMThRwOhUysqOpq+7C79eCxyxk5sRQW90dSlMKC7eSlBpBY10Pfr8W8uSnpEXSUNtrpCmJAuERVuISwmhq7CMQ5MIjbcTHO2lq7DP+X8nw30dG2WltHghxEVE2bGkRNLcMEghoSJJATIwD/4JIWgZHCGg6kiAQ77CSft5NR+tQiIuLdyILAp2dI8HuxgKx8U4UUaDrlmGVkWWR+KQwNNVoSKaqmhH/mRiGzyLSHTwmyyJJqRE0xTvoHvQQ0HRkSSAjzonYNUrfoIeAqmORRdJTwmkIs9A74kXVwSIJ5MQ4cFT30j/gRtV0LBaR7IwourpHGR7xGcdkkaz0SEZahxka9Bidli0SOXkxIfuMFvx/s/Jiae11mY4VFsbTVtvL6KgPXdOxKBK5hXE0dI4wGrTUKIpEcUkCV9uGGL1td7GIlOXH0Xq1E5fLF7LAlExJ5lT3CK7gbrpiEZleEE/L6RaTVWba1GSuXWjH4wlA8FjFtGQuVXfjdvtD39PpM9M4XdWJJ1i7YlUkZsxN4YQygMcfMCw1ksTiuASq/nAj1GBLsUrMmpPBycr2sf/XKjFvXiZHzpu/z+Pta7e5xfMyOXG4wfT7MG9RNvsvtpt/CxZn8X712JM/m0Vi3ZRkDh9rCjXnsioSq+dmsOdks+nYX60r5MGV+f/Hv4mTmtSkJvX/pY+yvSetNEf/4hsfPXvPX0/9L2Lv+e+s3ePSYsB43D405OXhx6eTnhlFdl4sX/rmEi5daJvA+bwBHvzkVNIyosjNj+UrLyyl8myrmfOqyMB9D1WQlh5JXkEcX39hGcevdYb+yINhB4iQRR5dkUdWYhglmVH85NOzuXBybNFwe97IeCcbt5SRmh5JfnE83/zeSs6eHfMYA8Gd40jWbyomNS2SwuJ4Xnx1JedPjllgjCcYGtnZ0azZUEhqWgRFJQm8/P1VhlVmnMVJVTUKSxNYsb6QlPRIiksTefG11Zw9b7Y4qapGxYxUlq/KJzUtgpKyRF7+3ioqz43VJdxOLJozO41lK3JJSY2grDyJl7+7gqsX28c4TScQUFm4LIdFK/JITougbEoS3/zeKqqvdoY4TdPx+QKsWFvA/KU5JKdGUDY1mW98ZyX1NT2hNBZN0/F6A6zbXMK8xdkkp0ZQMT2FL7+4NLTgB6P42uMKsPmhCuYuzCI5NYIpM1P5/LeW0to2FLKsqKrOyLCXzxbmsSQ7mfRIJ/MyEnhxdgVdHcMmbnDAw6Ofmsmsuekkp0YwY3Y6n3puLr09Y1aZQECjr8fFU5+bw/Q5QW5uOo8+O4eBYEb6ba771jDf2VzK/OIEMuKdLC1L4vOrChge9Ye6RvsDGm0dI/x4UxkL8uLIjHWwqjiR52dlMuryhYpC/X6NxuYBvvXlhUyrSCY1OZyFczO4f20hXo8/9CTI71epr+vla99ZTtnUZJJTI5i/NIcVm4rweQPjOI3q6i6++b1VlE1JJjktgoXLcliwOh+/Xw1xPp/Klcu3+JuvL2ZKcQJpyeGsWpTNkmkpBFTNZIG5fL6N//GlBUzJjyM9MYwN87NYkBODegd37nwb3/n+akpKE0lNi2Dl2gIKy5JMhbc+n8q5My289sIySgvjSEuOYMPKfHJmxuNXtTFLjapytLeLl763ksLieFLTIlm3sZjEzChTdv/tNKXvfWMJRXmxpKdEcN+6QhKiHabvpNercvp8Gy98ezn5BXGkpUdy731l2KLtE34Lzp9r46dPzKQkPYrsxDCeXJGHXdNDi/vb3Omrt/jus3MozIwiKzmcJzYU88CKPCY1qUlN6mMrHVRd+Mj9+yjoY2/vMRoSmSXLIt1DHrq9ASyqRt+IZ0LaiWExEejvdTHS78arSAwPuhHvMp4givT3uhga8uLxBBgemjieIBhV0r76PmxVPVisEr5ZGXdNT0GEnl4XgyNevMG4z7tZQnSgr9fF0JDhrR4Z8SJO8HoY//p7XQwPeNAChrf+Tk7AWKz39bkYHPaiAiOjvuC8E+1BPYNu+lx+ArLIqNuckBSSBkOdI7h7XAz7NTyjd+F0Y7He1+tieNCLJIlGwehdHlBpmuHjHx7yYlEkPB7/XdOAVF0z3u+QF8Uq4/OoEzgdHVXVjHmHvNjsbvzewARrhg6oHhX/ATvJWQAAIABJREFU0V7klgECSV4CiSkTxwve6Az2uBgd8DDgcKH61QnjoRuL5t5BDwMuP85BD/7AXV6fDt6ARu+Ah6Fhr7G7H9AmpLbo6GijPpxnO4jrHMGa5UJPjpx4+nTwewKMtg/h63YxYldQixPuPq83QN+gh8ERX7Bh092fFnq8AXpGvPR5/PQMecn+D54qekd9+JoH0QfcuMKs6Ilhd+V8Ax7E6z1YBz34ZQmmJt+FEhj0BWhGZ8giEutXiRaECRYnURQY8AZo03SGRWj3BsjVJxiXEASBoVEfvSNeXG4/PYNukhzyBE4UBIZHjex+tydAb7+b+Ehb0G6kjxsPhkZ99Iz68HgDdA+6sQZjV8efHlEQGBzyMNo7iicYmSuLEw1soiAwNOhhpNeNz6fS3zeKpulGQ7ZJTWpSk5rUpMbpY2/vOXu6hX/6u+PjbDES85bncvjYzdDum6JIrF+Ry/5xTX+sVpl5CzM5daTRZO9Zsb6Q/TtrQvYZq1VmxsLMCYk+C+8r4YPgY3lBAJsisyIjmvOnzNyyNfnsDyZ7CEFLzdTyJC6eNSf6LF6dz6FDRgJPyGZTksDlix0mbsmSbI4dqA8m+hjJP7nFCVy73DGW6GOVWLg4K1QILIoCjjCFjLxYasYn/1glZi/N4cTJplBST1iYQmpqJLW1PaaknvnTUkO2IikYcxmfEEbjjd4xziYzbVaa0esgmOgTFW0nIspGy82x5B+bXaZ8akro6Yssi0TF2HE4FdqaB0M74naHhaLSRKMgN8jFJTgRJZHO9iFjsRq0FeUVxnH9aqeR6DPOZnM70UcIJvUklSZQU9cbSvRJSQrHO+Kjt9cV4sLCFDKTIqi/0RtM6hFJS49iuHeUwX7DKiMErUYJiWE0NfaHknoysqLp6nczOOgJxZ9GRtmIiHXQ2jKA36+FbDYXJYHBoAVGFAUSIm3E+zVagwk8ikWkJDuG3spbjI54Q1xcghM1ysatrpFQc6nSgnharnQy6jKSfyRJIDE53LAadY8aCTyKRGlFEjVXO0OJPpIkkpwagVvV6AsW+CqKxNRpyVy+fGtcoo9IRmYUA8NeBgaMGwWrVWLGtBSunG417DgYN9zZubF09hs3q6pq2IBmz0mn8mhTyGYjyyK5hfE09Y4yMuINjTdnQSb7r3aamlqV5cZyq6orZCuyWiXmLclh2/Wu0M65IotMLYml1jrIqM+PBlhlidVpqZz+zfVxiT4SU6Ykce16tympZ+nyXPYcuxnqkKxYRGZOSeFKZUfo5tOqSKxYlsu+g/Wm7/isWamcutqFJ2hdsioSq1fm8t7pljHbjkViyZQkTl5oNwp3g8c2Lcxk14EGkzVo4/JcnthS9n/0ezipSU1qUv87+kjbe0py9M+/8YO/9MuYoG9P+6u/+DmTXnnllb/IxL/61a9eeeaZZ/4ic49XalokWTkxeD0BMrOj+fRzc/lwZw0Dg54Qo6o68UnhPPBgOV6Pn8ycGJ55fj7btl4xdWxVVZ3U9Eg2bCnD5w2QlRPLM19ewLtvXWF0xGfi8jOjWb86H69fpTAjim88PoN3/liJa1wnVlXVKS5JYNnKPAIBldy8WD7//Hze/EMl3nGdWDVNp2JqMguX5BAIaBQUxPGFLy3gT/920WQ10nWYPiedOfMzUVWNguIEnvvaIt743QVT3r4gCMxemMWMWWlouk5BSSLPfXUhr//mvGlXVxRFFi3OomJKMroOxcUJfOHz8/i3P1w0FQfLssiyVfmUlCaiA8XlSXzmS/P58+8vmMaTZZHVG4vIL0oAAUqnJPHU5+ey9Y+VZs4isv6+UrJyYxElgbKpyTz2zGze//NlU5GzRZbY/IkK0jKjkWWRsmkpPPLUDLa/fc1k95AtIg88Oo3k1EhkWWDqzDQeeHQauz+oNnOyyKOPTSc+MQyLRWLmtBTu31zCnj11Jk6SRJ7+9Gxiou0oisSM2els2FjE4b03xs5zsAj601+cT0SEzeiyOy+D5esLOXqwIWRJ0nWD/cKXF+J0KlhtEnPnZTBvTQH7KttD6T26Dqqm892nZ2NXROw2mcUz01g2JYXTx2+G5tV1w6bzrW8tRbZIOOwyi+dlMrs8ibOnW0IRrbfTqL79ygqjjiJMYeHSHMrKk7hwujX0fnVdxzXq45XXVqOqOmHhCkuX5ZBfEMfF820mbnjIw2s/XEvArxIWrrB8WR5Z6VFcGsdpms5Av5sf/s8NeD0BIiKsrFyVT3K8k8sXO0Kf7+2nPz/+2UY87gCRETbWrM4nPDGcC1WdIeuSpul09bv5+Q9W43YHiIyysX59IVKsnQs1PaHiW1XT6erx8C/PLGXUHyDGbmNLaQ6OFj9Xr3aGduE1Tae3181PfrQWl8tPTLSdzZuK8Wk6l6u7xr67mk7fgJufvLKS0VEfsbF2ttxTysiIj2vjOVVnYMDDD19eYTTyi3XwyD0ltA97udrYZxpvYMTH3z6/gBGXn8RYB49tKKKtbZiahj7TeL39bu5ZmWcU5Aevs0lNalKT+r+pV199teOVV1751V/6ddxN/+Mf/u6VmVuWE/zz+ZH5d+Cf3/mLn7OPvb0n4Fc5frCBS+dajSSahDBsNvNpEQSwWSWOHmyg8nw7kiSQkhaJzW4xcaIoYLXKHD3UQOXFDiRJJC07Gusd44migKKInN5VS2NlB5IscjXGaXDjbiIkyei4e3x/PVev3MJiEcnPicVqlXCNMo4TkWSRA8dvUlXdjUURyS1OQFEk082BJBvdPY8caqC2ugvFKpNfmohFkUKLTDAaTgEcOdTAjdoerDaZoookLHeMJ4oCaHD8QAMN9b3Y7BYqShKQJIGAqcmRgKpqHD9QT1NDH3aHhdIpyRMsFwD+gMrRA/W0NvXjcCqU3sXCoetGlOWxgw20twzQWGeldEryROuNbsSUHj/YQHvbIOE3eimtSJqQVqRpOh6Xn2MH6+nsGKapsZ/CssRQtn+IU3Xcoz7O7L5BV+cwnVF2SnJjJqQaaZrGyJCHkwfq6ekepb2xn7y82Ak2GE3VGB7wcuJQA729LtpaBsnMjZmQzqRqOn3DHvZcbKOv30P9oJfE/PgJjZpUTeeWx8M7Pf30Bnxc6+ojLSVs4vsN7t6fPtjA4JCH/tYhku8vu+t56egZ5cCFNoaHvbSOeHlgbeFdz3NL2xBHTzczMuqja8DDprUFd7VWtdzs58yhRlyjPka6XKxcVzDBaiQIcLOul3OHGnG7fIx2u1iyKm/C9SJJAvW1PZw5ehOP24+r38Ps1XkTrGkWWeRiywDvdAzg9qk01XazojjBuH7HdWRTLCK1Z9q5/qsqvN4A54v7KZ+bhiSJqOoYqCgSV690cDZ4MxVw+ymcljqhIZuiSJyv7uJQsFjdZZEpS4tAkgTTtWBTJC5faKPy2E0CAQ2L2098SYLRME4bz8mcu9TB2bOtBFQdOaCRHO9EFI2mgiHOKvPmh1Vs/bAaVdOZMy2FLz8zB8Vy9+Zok5rUpCY1qY+HPvb2ntd/c44De+rGLDBWiRUbitix37DUiKKA3SYzuyyJsyebTdzaDUXs+aDa4CSjK2/J1GQunG01WWDWbipm5zbDIiBJAg6HQkFxPJcuto81v1Ik1m0qYueHY5wzzEpuTgxXL3WMNb9SJNZsKmL3bU4WCQ+3klgQy7XqrlARp6JI3LMyL8TJskhEpI3EBCd1NT2huFFFkVi9oZA9wYJmWRaJjrETFe2g4cZYp1BFkVi5voB9O42mYBaLSEycE3uYQlNjf2jBqCgSy9YVsDdoSbJYRBISwrD5NdpbBk3c0tX5HAomIlksEkmpRpOszvbhMc4qsWhFLsf2G9YlI+IyAteon56ukdDCUrFKzF+Sw8nDRtKRokikZ0XT3+eiv9cV4qxWmTmLsjh19CY+bwBFkcjKjaHr1ggDA+6QYdpqk5kxN4PzJ5vxegMoVonc/DjaWgYZGvcUyGaXKZ2XwfkLbaF5i4viabnWZXq6Y7PLlE1N4XLQkqRYZYrLE6mr7jZ1hbY7LOSXJ1F19RZer4rVKlE2LYUzTf243GM3XGFhCqkViVxq7MPr17BZJOaVJHC4dwDXuBu4aLuFRbf81Nd04wuON2NuOmdvJ9wEFRVtJzneSWN9Hz6fwc1emMXhyrZQIbkgQEyUnVSrheab/UFOZt6SbA6daTZx8XFOIm0yrW1D+IPjLVmSzdF99aGnT6IokJgUhmyRuNU+jN+volgllq3M4/DusSZZoggpaVFomk535zB+v9Hsa9naAvbtvTGOE8jIiqLLLtPd5w41GVu7PJc3L7SGknAkUaAoNZKR3lF6h7wGZ5G4f24GJ/50OTSeJInkFcXRNuhhMFgzoSgS69YWGAEAtzlZoKgkkYbeUYZGvAQChiVp45oC3jvUYLIaTS2Mo+V6T8iSpCgSm9YUsHP7dRNXPi2FM/0uRoPdhBWLyIMLstm2p87Eza5I4lJNN253IMhJbF6Ry/Y9tWOcRWTZgiyee3wGk5rUpCb1f0MfZXtPakmO/rk/fvTsPS9N/8vbez72O/2XL4ylxYCRttN7a5jvfWcFhw43oCgya9fk89qLeyZyvS5e+JvVHDtQj81uYdXGIr77zZ0mq4zPqzI86OGF767g+OEGHGEKq9cV8e2vbQ8t+MFIFPF4Avz1S8s5eawRZ7iVNeuL+MYXPjAnj/hVdA2+/vJyTh67SUSkjTUbivjcV7eFFvxgWDhEm8xXX1jCiTOtxETYWLeugOc/9Y6pv0BA1XA6rXz5r5dw5lQzsbEOVq8v4rkn3jLt/Gq6TlS0g+e/vpjzZ1uIjXWyan0hn33yLdOOrg4kxYfxpS8t4PyFNhLiw1i5IpcvPPamiRMEgbTMKD77lQVcutBOYmI4i1bm8qWn3jbNK4gCufnxFJclceViO0mp4cxbnMPXn3nXXPgoihSXJ1Jcnsi1y7dISYtg1twMvvX8h2ZOEpg6M5Xi8kSqr3SSlhHFlJmpvPyVbaYKSVEUmLMwk9IpSdRUdZGRFU1JRRKvfmOn6foRBIEVS7KpqEiitqaHzOxoivLieO3F3RO41RuLqJiewo2aHnLyY8nIiuYnr+znTm3eUsq0GanU1/eSlx9LYmY0Z/7+uIlRAxqfXVHAlbYBbrQMUJITS3yig6MfDpo4T0Dj4S/M4cbpNpqb+iksTiA8ysa5yg4T53b5+PRzK6isbKepdZDy4gQsToVjl9vHPlsdhka8/OCFZZw/1UJb6wCl5UnoFokjZ1tMXF+/m+/9bCMnjt+ko32YiinJBLwBju9vCHGaptPZOcLf/3oLR/fX03lrhCnTk3GN+E2WFE2DtpZBfvFvD3Jody1dXSNMm5lOb7/L9JRA03SaGvv5p98/wLajN+nsczO/IonGAbdpJ1zVdKpbB9n+0greO9xAz4CbBVNT6KzqNj1lUVWN+toe/u63D7JrZw0DA27mzs2gtrbb9GRMDejcqOnh7/5xM9v31TE45GXB7HQuXO82pfL4AxpVDf386rU17Nhdw8iwj4XzMzl7tnUCd6Omm1/9dD3vH2lgxOVn+ax0Dh9vmsBV1/fx8++uZPuBG7hcAZYvyGDn/noz59eovHILgJERL36/RlSUbdL2M6lJTeq/rT4qzbA+avrYL/ojo210dAyFFnySZGS+/+7XZ2lq6jcWOn0uIiJtdHeNeWokyciB/+0/n6EtuIM9OOwlItJGf587xMmyiCNM4be/PM2t9mE0XWd02Ed4hI2hcVYe2WL4sH/7y9N0dY6g6YblJDzcatoJtsgSFpvML39/np4eF6qm4dZ1wpyKaefWYpEQFInXdtXQO+RB1XQGIxUcYQqD/ebXhyjw61+fZXDQKJzURAGHU2FkeJzVSBTRNZ3f/vI0I8NeVE1HkkVsdkuoqBOMxXJA1/m7Ny8z6jJ2KXFasCiSqb4AwbDo/P6XZ3C7jFhIxSYjSoLZZqKD1+vnT787hzfYGdVmM9uqwLCYuF1+3nyjEp9PRdd07A7lrtaWkWEvf/79Bfx+IxXHZpfvYuXRGBzw8MbvzhNQNU4cvckTz8ya0JBNVY2YzX//9TlUTeMs8Pizs003ahCM2ewc4Y3fnEPTdE4fu8ljz8yeMF4goNHeNsQf/+0Cuq5z+ngTjz4z667jNTf1sfW359GBy9INHn1mNv47rEYBTaOpuod//2MlCHDmVAuffHL6Xd6HzuXmfn5xqB5BENjd1M9z6wonWIh0Da5ducW/v3kJQRA4c76Nhz45dUIjKYCL51rZ+sYlRFHg4ukWtnyiYoKVRxQFzh5r4t0gV3mmhc0PVUyI0bEoIscP1vPuv19GFAUunWtj/f1lE1KwbDYL71W2889nmpFEgQO3BnlkdgaSJDBunU6YTWb37lq2vXMNSRKoPdnMumV5SLLZyuN0Kuz5oIod71xDFAWun2tj0Zp8LBbJFMcZFqbw3s4aPthTiySKXKnuYuHCLBSLiG/czX24w8KHW6+yb1ctoiBwo7KDGQuzsFhE02ZBWJjC1veusf9wI4IIjZdvMWVaCrIsmq6FiDCFt966wuGjNxFFaKzuorAsYYKFKCLCyi/+6RQnTjUjCJCZEcVL31qKw6FM/OAmNalJTWpS/y31sbf3tDT1871v70ZTdQRBwO60kFuSwIVxxYWKVWLN6nwO7KgNJa+EhSlkZEVzpbLDxK3dUMTuHTXoQS4i0kZScjhVV26F/ghbrTJr7zEsP7pucNHRdmJi7NRUdYUWoFarzPrNxWx/v8oo/BQFYuOcWOIc1NX3hha0VqvE5g3FvLetGjB2lZMSnIykhFPbNhQqVrRZJJ6elcbuNy4bnCiQnBqBX4CW5sGQV9tqlbhnUzHb3r6GjrEwS8+IwuXy0dE2ZLLUbNxSyofvVoW4rOxomtDp7BnbhbUqEp9cmMWut66G5s0tiKOzfYjeHlfos1AUifX3lbLj3WshrqA4nubGfgYHPCZu7b0l7Bp3Xkoqkqit7TEVViuKxLqNRez+sDrElU9LofrKLZP1RlEkVm0sZO/2mlDCzfTZqVy80GEqrFasEqtW57N/V22ImzU/g3MnW/C4x3MyS1blcXhvXahgd+7iTE4dbTLVRFitMguX53LsQD2ariMKAguW53DkyM1QSg0YVqPpq/I4croFTTeu09WLsjg8zuoBYLfJ5D9YzP4bXai6jgg8UJrKhV9fNC1QbXaZabPSOXeuNTgerNxQxL9faDPlwIfZZBamRnLh8q1QMtHGVXns+eD6hAVvXmkCV692ha61TesK2f1elYmLiLSSkx3D9aquUJfbDZtL2PnuNRMXE+cgKSWC+tqeELd+i3FdhG4cBYhPcBKVGE5jQ1+IW/noFP6lsg1PcAEtABmxDqIkicbO4dDre3JeFrvevGyyJGWkR+LwaXS0DRnvF9hwfxnb37lqsiRl5MTgFaGzc2TsfWwp5e09taHxRBEKsmMZVDW6+lxomjHHw4uy2f321TFOEigoTjCiTfvcxu+BAOs3FfP+7jGLjiQJlBYn0NrnZnDYGyzQhfuW5LBjnDVIkkSmVCRRf2uY4VFv6PrbsCSH3ePGk2WRObPS+NIX5jOpSU1qUv9/9VG39zz7+kfP3vPdGZP2nr+40jOj+cHfrufQ/npj8beugJdf3GO21HhVenpdvPrT9Rw9cAOr1cKq9QV8+6vbJ3D9A25e/fFajh5swG63sGp9Id98/gPTrpvXG2Bk2MMrP1zNsUONOJ0KqzcU8pVn3zXtOHu9ATyeAN95bQ0njjYSFm5l9bpCPvPFD0w72F6viqpqfP+l5Zw43kREpJW1awrY9P19oUUOgC+g4nFa+fYPVnHqeBNR0XZWry3g6Se3moozAwEN2Srz16+u5NSZFuJiHKxanc+nHv6T2cqj6TgcCn/98nLOnG0lPt7J8hW53P+lD807ujrYE8P52ndWcOFMCwmJYSxclsNzj75p+iwEUSA2wcmXXl7Ohcp2khPDmDcvky8+udXEiZJASmokX3xhKVcutJOUFsG0mWl87bn3TJwkiWTkxPCFby7hWmUHqRmRlE5N5oXPf2DmZJH8ogTyixOoutJJelY0BUXxnDvXPmG80mkp5BcncL2qi6ycGDKzozl3svkOTmDGnHSKShOpqeoiJy+GlPQoTh8zc6IkMH9JNoWl8dyo7SWvIJbYhHCOHW8yc4LA+kXZlBfGcaOhn+KCOCKdCscO1MO4xTLAYyUpzEqJoq5jiCmZ0UR5dS7JoonTddjyQCllFUk03+yntDwRn82CfKkd79i9C35V59FHpjC9JJGWlkHKK5LwewPsvyMD3utV+fSTMzl3+Ratt4aYXpaEa8ATKgi/rdFRP89+cT6nTzTT2THE1Bmp9HW7EO7YrR/oc/Pa32/i+MEGujpHmDYrjVvtQyYGHbq7Rvmbv7+HQ/vr6eoeZebsNK4OebjjQRHNfS7+8O0VfHjsJj39bhZMS6H+Wpfpu6vr0No2xB/+9QH27qhhoM/F7AWZXLt0y2Tr0zSdtuYB/vH1h9izs5bBIQ/zFmRx+lK7qYmepkFT2yC/+dkmduy/wfCwj0XzMzh9oN7MqTotN/v5X7+6j127ahkd9bNwUSZ7xtUCgPEkpql5gF/8eD079t3A5fazdGEm27ddv4PTaGrq53/9aB0799bh8QRYtiSHrW9fMXGBgEbdDWPj4GbrIH6/SnZG1GSx76QmNan/8tKZtPf8R/rYL/oH+t386NX9jAR3z65cbCc+wUl392hoYW2xiERH2fnJq/sYHfWFLA7x8U5TkajFIhEZYeOn392H2x1A13Rqr3USF+9kaNAzxikSzjArP35lPz6viqpp1FZ3ERvnZGTEF7IaKYqEzW7hR98/QMCvoWoaN+p6iY120OoeWwRZFQlFEvjpK/tRVQ1V1Wiu6SEuwkZb77iddIuENaDyo9cOoWlG86mm5gGiom2mHXdZltBEge/9/LjRVErVaOwaISLSZtpxFyURv6bz2s+OAQbX2jVCmMPC8LgdckEEbdTHz/7pFIIgGMW6t4ax2mSTNQhg2K/yi1+dQRSNhUnbsBfZIpq81rqmMzzs5V//+bRhJ/Jr9PW6J3iUVU1joM/F1j9UIkrGvBvvL51gMVFVja6uEd78YyWSJBLwa2x+sGyC5UcNaLS3Doa4/XvquO8T5Xe16DQ39rP19YtIssjB3RpbHpmCGjAv0AN+jbrabt564xKyLHJgTx0PfHKqqdbDGE/lyvUu/rz1KrIssn//DT75YNlETtW4eLmDt96pQpZFTqoajz5QPsEapKkaZ0618N5bV5EtIgf31nH/E9MJ3JEapOs6J/fVsy0477HtNdz/+LQJKUSCANtPNLH1wA0sksiHZ1v59JqC0C74bcmSyPYPqtm9owZZFjm4v54HHqqY0GjNapN5998vcWBXHbIscnhvHfc9PGXC5+t0WvjjG5UcOtSAJIkcONzAusenIt3BxTgs/PoPFzhyotl4H3vruH99EbIsoapjT1Sio+z85h9OcfZEE5IscnR/PevuKzVSsMYt1KNj7PzqH05x4WwrkiRy9EADK+8rwapIpoV1bLSdf/rFCS5d6kASRU7uq2P1ynwUZZw1SIDYOAd///cnuFbViSiKHDnayNLVeSgWKZT7LwgQH+vgf/3sGDW13YiiwMlDDSxclG2yBgkCxMeH8bO/PUJ9fS+iKHD6SCMz52eaOFEUSEhw8u2fHKaxZQBBEAh3Kvz4haXERNmZ1KQmNalJ/ffTxPaxHzP97p/P0NfrwuMO4PUEuNnQT2ZqJGHhVux2CzabTEpqJG03++nvcxucN0B9XQ+5BfEmLi0jkobaHgYHPHjcfrzeALXVXZSWJ+F0KtgdBpeVHU3V5VsMDXpwu/34vCrV1zqZNisNh2OMy8mP5cL5VkaGvSHu6qUOFs5Kw2G3GPNaZQrz4zh7+CYjI17cLoOrPN/OvUUJOKwyTpuMTZGYmhPDmZ21jI76jPF8KmfPtLJiZT42m4zdbsFqlSmvSGLHkQZGXX5cQe7YmWZWbi7BapOxOwxu6vQUPtxbh8s9xh062shDK/KxKRIOm4xVkZg/NYVdf7qExx3A7fLj96kc2lPHPQ+VY7Ua4ylWibmLMnl9Vy0ebwCXO4DPr7H9YAP3PDoVxSqFuAXLc3jrT0avArfLj9+vsvODKrY8XGHilq3KY+vrlXi9Y/Nuf/sa9z1cgaKMcSvXF/LmHyvxedXQeB9svcqWh8vHOEVi9cYi3nx9HOdTeffPV9g8fjxFYv29JWx93bDU3Obe+dMl7nmoAss4bsP9pbz1xiX8Qc7nU3nrjUru2VJiGm/zA2X8eetVfH41dJ7feOsqmzYWGZzd4B7YUsZb71aZuNe3XmHdbS443v2fKOf9rVfx+9XQ9fL27y6weUEWVouE0yZjtYg8vTyP7Vuvhl6f1xvg7X+7yIqVeabx7vvkFN4+UI/PrzHqCeDxqfzrnjoWLcs1nef7P1HOnp01ofE8ngBvv3WZeYuzxn1uMpsfKufQ7htjnDvAtrevMnNuBtYgZ7XKrH+wnMOHG4zz7Pbjdvs58OZVFhbGY7NIOK0ydkXiiSmpHDvVHDovoy4/Ow/WM6U8EatVxhH8/q5Zlsu5YHM8t8vP6IiPo/vqKCpLCl2ndruFhSvyuHiuLTTvyIiXswfqKcqPw2Y1eh847BaWzkjj8iWjMZzb7Wd42Mu5C63k5McZ3zeHBYdDYdq8TK5e68Qb5IaGPFy72EF2ZhQ2q4zDLuN0KEwrSuB6TXeQCzA46KGuppvMjKjQ9zcszEpRXgw3bvSGuP5+N203+0lLjQxyMuFhCmk5sdQ39ePxqqEuwr98/eJf+id5UpOa1KQm9Z+kj/1Of1vrgGlH1+9X6eke5ZXvr+bQQcPys3ZtAS9+ZbvJUuP3qQz0u3j5tTUcPliP3W5h9bpCvvX5903c7fSel19bzdGDjdidFtasL+QNe1tKAAAgAElEQVQrn33PZJXxeVVGR3y8/DerOX64EWeYwup1BXzhWXNKjder4vcE+P6Lyzh27CYR4TZWry3gc0++Zdox9fkCSK4Av3h6FsdONxMVYWP9yjw+te8t0/v3+1UE4KXvrODU8SZiYuysWlvAQ59918QFVB3BJvOtV1Zw9mQzMXFOlq/O56+eNltvdB3sFpEffG4eZ8+3kRDvZOniLJ59v3rCuXc4FL763eVcONtKYlI4cxdn8eFXtpsYQQBHrIOvvLScyvNtJKdEMGNuOofGpcCAsXMZG+fkyy8s5dLFdtLSo6iYksShXXUmTpJFElMieP5bS7lW2W5YeUoT2burdgKXlhHNF765mKtVnWRlRpOXE8PeHTUmTpZFcvLjeO7ri6i52kl2fhwp6ZHs/vA640PgZVmksCSBz351IXVVXeQWxREXH8bObddN9hFZFqmYmkJyWhQ3arspLI4nPMqOvLsutOsLhoVozqw00lIiqK/vpaQ4AavdgiyJ+MbNK4oC85fkkJYWSWNDL6XlSQiCgHSH5UcQBDbPySA/2kFz8wDl5Uno7sAETtd11m8oIiM9ktbmQSqmpdCvakiSAOMe2gRUjc0PlZOeG01b+zDTpyYz0OOakKHv86l84skZZObG0NkxzLTZaXS2D3OnRoa9PPHcbHIK4+juHGH6nHSaWgYn9AIY6Hfz83tK2HGiie4+I5XnRm23KdkKoLfPzT/8eB179tTR1+dmztwMai53mFJ5AHq7Xfzw5/ewd3sNA/1u5i7K4uKFdny+sScE6NDTPcovf7qenXtqGRrysnB+JqeON5meEOg6dHWN8o+/vI/dO2sYHfGxYHE2Bw7Vm2oadN2oF/j5zzexa1cdLpePxYuz2TkuJhQMq9GtzmF+9j83smt3LW5PgKVLsnnv7asTuY5hfvTTdezZWYvXG2Dp8lx+9941U5Gxqum0dEw895Oa1KQm9V9Kurl3yaTG9LFf9Gdmx9DdNTqWW2+ViEsM48UXd4VsDEeONpKeEUl/n2sst94qER3r4OUXd4cW+ceO3SQ1PZKhQU/oRkKxSkRE2/nuC3tCvvmTx5pITYuk9nq3qRjX6VR49YVdxgvT4fTxJlJSI2m4Mb5oV0ZRJF59cQ+CgXH2ZBPJKeE0NfaPFdkqMqIo8Dff3hNqalR5rInEpHDaWgdNliRd0/mbl/YgigK6DhfPtpEU76SjcyR0HyFJArrbzw+/uw9RENCBSxfaiItz0t0zlmokCOAZ9fGTV/cb4wHXzrcRGW1nYFyqEcDQsId/+8H5EHf1SgdhTguDw2NFtroOg7dGeP2tk4iSgK5BVVUnVptMYFwxrqbq3Ooa4b2g5UfXYc7cdCO1ZdycakCjtamf7W9fQ5CM5mJzF2dN8JWrAY3am328v6MmOF4DyxZmT7h+1IDG9Su32PV+NYIkcGB3LUtX509o2KUGNC5daGfvtmoE0eCWry2YmKIT0Dh9upm9e+oQBIF9+26wZn3BBOuNpuocPtzA/v31iKLBrV9feFeLzv4d1zlyoB5REDiwq47195ZMmFcQYPvb1zh5uBFEOPp+NRu2lE7gREng7T9d4swJIwXmwK5a1j9cMcHyo1hEfv9GJWcutiEgsPNwAw+tL5qQpuRwKvzrL05w5WIHAsZ49zxYjn6H5yciysY//M/jVF25hQDs21XL5ofKJzTsiotz8KNfnKSqtgeAfbtreXBjMZIocHuZLgCJCU5+8v2D1Nf1GO9j+3U2bynDYpHwBi0/ggAJyWH86OV9NDX2GdzOWtbfX4qiyKFia0GApJQIvve9/bS0GpGp+/bUsWlDEVarNK64VyA5OYJXX9lHR7BGYc/eOtbdhUtNieCVl/bS1TUCwP7ddaxeX2iyEEmSQHpaJC+9vIfeoI1v3946Vq3IM1mIJEkgNTWC735jJwP9bgi+j3kbCk2cLAlkp0cyqUlNalKT+u+pj72954lnZpOcEo7VKmFRJIpKErnRNIAraD/weAL09LiIS40kISkcq03GokiUVSRTVdNt4jo7R0jLiyUuIczgLBJTZqRy8WI7bvcYd6tjiPySBGLjnEFOZPrsdM6dasbjDhj/PAHaWwepmJJEdIwdW5CbMz+DE0dv4g2O5fUEaGkeYMbcDKKiDU62iCxYks2hAzdCxcAeT4Cmxj4WLsgkItIWGm/pshz2Bxtz3bY41df2sHZ+JhERVuw2GYsssm5ZLnverTK44Ly11d1sXJFLeLhijCeLbFhbwPZ3roX6Dng9Aa5d7WT9llKcYQo2u/H6Nmwp5f13qkzc5cpbfHJNIU6HJTTvJzYU8cGbVwwuaK26cLaN+x+ZYtigguNteaSCd9+5OjaeN8DpU808+OQMbPYx7oFHp/LhVoPzBsc7eaSRRx6fjs0mY7Mb5+Whx6fxbrChmjGeyoGjjTzy1AystzlF4pEnprEjmFLjdQfweVUO7q7jkadmoFilEPfwUzPZ/YFx/m5z+3fU8smnpgdrN4ybuU8+PYPdu+rwBs+zz6eya3sNjz8y1bDKBC1Tj39yKvv314den8+nsn37dR57uAJLMP7VapV48uEpHNlfH/rcfD6Vbe9c4+FHp2KxGPNabTKPPDaNE4cb8HoDxuvzqXz49lUeeGwaskXEZpex2S089PgMzpxoCl1XPp/K9j9d4vENhVhkEbtVxmGTeXpdEWcvGo29PF6D+/P2au59sCw0nsNp4b77y7hysSN0Pfu8Kh+8dYWN949xzjCFDfeXUXXl1hgXfB8b1hdhsYjYbDLh4VZWbyiiqrYbjzeAxxvA61N5f08t61bmYZHHuDULsqiv6zHGC34ee3bWsGRVnjGvTSYi0saCpTk0NfSFOK83wJG9N1i4JCvERUXbmTkvg6bmgdB3zeMJcOTYTebOywy9vuhoO1OnpdDaOmjizpxuYdasdIOzysTGOigpiqejYyjEuN1+Ks+3Mm16ChaLhNUqExfnJCsrmq7OkRDncvm5Vt1JeUVyiEtIDCMlKZye7lGDcwdwu3y0XL1FeWE8ikXEapVITgzns49O+0v/JE9qUpOa1KT+k/Sx3+kPD7fy3AtL2XWmGUWWuWdhJq++vNdkGwgENAaHPTz/jUUcO9iAYpVZta6AF79tbsAUCGgMjXj5/AtLOHzsJg67hbWr8vnWl7eZOL9fwzXq44vfWMSJI404HAqrNhTx9c+/b+JuL+i++NVFnDp2k/BwK6s2FPLFz5pTanxeFb9f4/lvLubUiSYiIu2sWVfA0acbJ4yna/DlLy/kzKlmoqLsrFpXyKGdZmtLIKAhqvDXn5nD2dMtIcvP/j9fMXGqqiEJAl/73DzOnWslNs7JihV57LiD03UdWZH53NcWUXmulfjEMBatyOXtrdfMH4YOTovItx6fTuWlDhKTwpm/IJMPf3fehAkCOMMUnv3aIi5d7iAlJZzZM9J48y3zvKIoEBFl49kvz+fa5VukpkVRMSOFra9XmjhJEomJcfCZL82nqqqL9PQoiksTkd65SmCci0OWRGITw/jM5+dRU91JRlY0uflxRnb6OJuELIskp0by9OfnceN6N1m5saRnRyHLkpmziGRkRvPUc3NouNFLTl4sicnhyLJospnIskR+djTPPjadhoZe8vPjiY61I8uiycYhSSIlhQk88+h0bt7so6gwAafTMsGiI8ki5VNSUGSJlqZ+CksTURQJSRIZb0kSBYHps9ORLRLtrQMUlycFo0rNHMDSqSmEBXTa24eoqEjC5dcmFN5qms6SFXnYLDKdHcNMmZHC0LjC8NsK+DVWbijEZpPp7hxh6sw0urpHJxQGe9x+Nm0qJswm09PjYvrMVJq7Ryf0FhgZ9fHQPSVEKzJ9fW5mzk7nZn3vhALnkWEvDzw6jchoO4N9bmbOz6D2Whd+f8DEDQ96eOSx6cTGGgX6cxdkcvFyh+mzABga8vD4E9NJincyPOxl/qIsTp1qMdm5AAYH3Dz51Axis6MYdflZMiud4/tvmHL7AQb6Pbz40goyUmpwuwIsXJLNrj21+O94H/39Hr7xjSXs3lOHxxtg6eJstm29OiGtaKDXzUvfWMzOgw14/SorF2YREWad8HlMalKTmtR/JU2m9/zH+tjn9F9vGeDL/3Iaf0BDFAUcisTyGCfnzrSE/uharRJrV+Wzf9t1Y0EsCtgdFvLKkrh4YSzP32qVWLOxiA/23TA4SSDMoVCcHGHK87daJdZtKGL3e1UEVA1JEgkLt5KSGUX11U5T7v/6TcXseq+KQEBDkkUio2zEpkRQU901LvdfYt09JWzbVm3Ebcoi0dF2oiNs1Nf1mCxJ6zcVs+ODMS42zonDLnOzvi9kvVAUiXX3FLPzNmcRSUgMQxRFWpsHxjirxJrNJezYfp1AQMVikUhOjkD1BmhvHw4t0hRFYu26AvZuu07AryJbJNIyohhy++nqHBlnSZJYta6QvTtrQuNlZEXT1+sy7AvjuGUbC9m9vx6fX0VRJPKyY+hqGTTsC4xxK5fmcGRPHT6fiqLI5Adz/4cGx+X+WyXmrSng8JGGICdRUpLI9cY+I00pKKtVYvnMdE4cbsTnC6AoMuVTkrh+pdPUQM1qk5m9IJMzx5vweQMoVpkpM1K5crHdlFZks8tMnZfBudOtofFmzEnl3IV2PO6xhabNJjN9SgoXz7eFuDnzMzhxrtXUkM3hsFBeGM/VS7dC3PyFWZw80mjK/XeGWSgoiOf61U7j9SkyC5fncPRAvamBWniElfS8WOqqu/H5AlgUiWUr8zm4r87ERUbZSMmIor6uNzivxNK1Bew42hhaCAtAbIyddMVCc2M/fn8A2WIUUe/bPuZVFwSISwgjPNJGa9MAAX8AWZZYdU8xu7eN9QcQRIGk5HAUm0xH+xB+v3E9r7mnmHfGeeRFUSAjJQLbkI+uzmECQW7dPcXs/LDalL+fmR2Nz+Wnt3s09P1Yd28JO9+vGuMkgZz8OAaHPPT3uce4+0r5cOf1kEVHkgQKC+LobxtmaNAT4tbeW8KOHWOcLIsUlSVwfcTP0KgXVdWRJZGHFmax54MqE1denkRTfR+jIz40zfg9WLOxmB27a0zctGkpXK/rweU2mt7JssiGZXns21ETug4sFpGpczI429yP2xNA0415f/D1xRTkxDCpSU1qUv9v+ijn9CcX5+hP/f6jl9P/wzl/+Zz+j7295xfbqvH4VFRNxx/QGHb7UZPDKS5OQBQFRFFg2dIcqio7gnn4On6/xuiIj7hIG4VF8SFuxap8Tl++hff2eH5j5z8+K4rc/FhEUUCSBFavL+LM0Zv4fCqaquP3GcW+OTkxZOXEhLiN95Zw4pCxENU0PVg87Ka4KIHMrBhEyeA231/OweBCR9N0fD6Vvn43FdNTSEuPCnEPPjyF/cEF8G2ut2eU2fMySU2PNDhZ5BOPT2fvzpoxzqvS3TnKwqXZJKVEIEoCsizyV0/NYGeIM4qMOzqGWb6mgMTEMIOziDzxqZns+cBYYGma8WSirWWQdRuLiE8IQ5IELBaJp56Zza7t103jtTQNcM+WMuLinEiSgKJIfOq5OWwPNqbSdYOrb+zngU9UEBPrQJIErFaJZ56dzYEdRsMkgwtQd72bhx6fRlSM3eBsMp96fj4HDtaP41Sqqrp48pNTiYq0IUkCdpvM5z41i6MH6vF6A6HxLl/q4LFnZhEeaTU4h4VPfWEup4404vUEOU+AyrOtPPHZOYSFG5zDqfDk5+Zy5mSLabyzp1r59Gdm43QqRnfoMIVPf2Y2F861mriTx27y7DOzcTgsSJJAeLiVp5+cyZVLHSbu6OEGPv38PGx2GUkSiIyy8dhTM7l+pXPs9XkDHNp7g08/Px+rzeCiYuw89OQM6q53h8bzeVX27arh05+bh9UqIUkCMbEOHvyrqTTc6B03r8q+bdf53FMzg08QBOJiHTy0vojmm/14vYHQdbD7g2qe/NwcLLe5hDDW3VtCW/MAvtucT2X3+1U88ZlZWCwikiSQmBjGynWFdHQM4/WOXc97PrzO0w9PQZZFJFEgJTGM1XMy6O4cCV5/Brd3Rw0PPzYdSRaNvg9pkcxdkElvz6jp+3FgVy0P/NVUJElAlATSMqKYMiuN/j63iTu8p44t95UZnCiQmRlNRXECAwNm7sTBBjbdUxLisrKjSS9LYmDEg8+voWo6Xr/K/qsdrF1XFOJy82JJS41geNiL32/8Dvm8KhfPtLBqVX7oN6igII7YeCfDIz78fg1V1fF6VS5Ud7JkZW6IKyxJxBLvYMTlxx8Icj6Vf/3zpb/0T/KkJjWpSU3qP0kfe3vPkMtn+m9NhyGvn0/cV0pUpA2rVWL1mgL+9nSriVNVHZfbz333lhIbYcNml1m1Kp8jF9omcB6vyn0PlHP0UD0Oh8LyVXkc22NOlQkENHzeAPc9VM7JQ404whUWL89j74fXzZxfIxBQ2fJgGSeP3iQs0srCJdm89/61OzgVTdfZ8lA5p481ERltY97CLN78k/mPuqpq6Ojc94kKzpxoJjrGzpz5mbzxW/NTGE3TEEWRDU9M52RlO/ExdqbNzeA3vzVbb3RdR5QEtjxQRuXZNuISnEydkcJv73zWpoNFEg3uQjuJSWGUVSRNsHCAscO+5YEyrlxsJzEpnMLiBIRQGbMhQQS7w8KWe0u4dvkWKWmR5ObFIYqgjnNTiKKAI0xh00MVVFd1kpoWSXp2NOIdhbySJBARZmXLpmKuB2MR01MikWTRZJOQJOPpy8YHyqmr6SYrJ4bE5AgkWTTZMyRZJCbWzoYHy7hR10tOboxxw3OnlUcSiY9zcu/mYhrq+8jNiyUmxjHBeiPJIkmJYWzeVEzTzX7yC2KJirTelUtJjWDTvSU03xygsNiImb2zcZYkCaRnRbHu/lJaWwYpLknEGaZMSNsRRZGc/FjW3VtKe9sgpeVJ2OyWCQW1giBQnBfLA0ty6OgY5v9h772j4zjvu9/PzOzOFix6770D7BUEeyclkuqyZcklluWiakctsiPJjmtckryJk2snju28fmXJKpTEJrH3XkCAJEgQIHpvi7J9Zu4fs1xgCNjvveeeeyy/2e85PCRxvnxmdnZ3+Dy/+Tzf34xZaUgmkTtsaBqUVqawfmspvd1jzJiThqZo3BnLoygaM+eks/7uUvr6xpk9Nx232z/l8+LzBVg8K43BVieD/ePMW5jF8JDb0OcB9IXOwiXZ9PeNMTjgZsHiLPq6R6dsXPZ4Aixcmkv/gAvnkIeF1dm0tQxPSfnxuP0sW5rDyMA4YyNeFlXn0HC9b0ovBbfbT/WaAjolgRGXjzVzM6i50kMgYHwdLo/CirUFOFWNcZePlVXZXDzeMuX8xsd9rF1dgOLy4xr3s3x1PgePN0/ZMO1y+VmzsRhFUfF6AixfXcCHx6b6RseNfTPCCiussP7SFMZ7/rj+2+M9v9xznbeP38J7G+UxS3xqdhoH3r8WQgSsVhNVc9M5fawl9DPZIrFucwkfB5EDQQCL1UzF0mxOXeiY8MkSd6/MZ39wPEEAm83MjJmpXDzbHuJ7ZVlizeYJ1EEUwWaXKalI5vL5jtAEUrZIrN5UzN49N/B5FX0SG2EmrzSJurruCZ8ssW51Afs/CvqCVeOsvHiuXe0JTUZkWWLVmgIO7tWRDUkSdNQoI5qG+r4J1EiWWLC1lD1n2vD6FEySQHSkhXxJomkSHy3LEiuqczgeREUkk0hsnI3IaCutTUOhyZdskVi0PI8TR2/h8yqYTCJxCXYsdjMdbU4DurRoYWYQlVEwmUUSEiPwRVro7B4NTVqsFhNVlSmcP9WK16tgNoskpUSi+hT6ekZD8V1Wm4nK+RlcPN8R8qWlRzHiVRgYdIXGs9nMlFUmczn45MZsFsnOimG8a4yhwYmGbDa7ieKyZK7WduPz6mhQdm4s/d1jjAy7Qz67w0xOcSLXr/WFEKL8wnja25yMjnr1u5QADodMZnYsjTf6Q76ikkSamyZQI0HQ0Zuk9Ghu3RrEfxtJKk/m5tVeXEGESBAgJtZGQrSVtmZ9oipbJMpnpVJf2xNCjURRIDbehj3GRke7E79fRbZIzJ6bxuXzE6iRKAokJEUgW010d43i96tYLBLzFmRy7mw7Xs+ELyUtEsGv0N87TsCvYrGYmFeVxbkTrSHE5HaF3RtQQ0iNxSKxuDqXU0eaQkiNJAlk5cYxPO5jaMiNEtDHq16ey9HgkzDQFzh5+XEM9o7jdHpQAvrrWLYqX9/M7JtAYAqLE+nqHGF0xIOiaMgW/Xtw6KOGCZ9ZpKQ8ieaWYcbGfKi3fesLObDH6KuoTOFmwwCucR+qqunf541F7Nt9I+Qzm0XK52dw1Olm3ONH1fT7zb2Ls9h5QOfqQU8+WlSRQk1NN26PH03TG/BtXZbL/g+uGe4t8xZkcOlsB56gT5Yl1mwpZefeBoOvakEGF4+1hJ7uyLLEynvK+ODwrVAakEWWuGt1AY/dV/En7phhhRVWWJ9svCelNE/77K8/eXjPjxaF8Z4/uz6/tpCNczOwWyQibWa+sLaQ+jPthk15Hk8ALCaqluditZpwOGQefnQOFyb5dIzDT6xZYsmCTKwWvQHO5z89i/NBlOe2z+PxE5cUwfzFWVisJhxRFh59YgGnJ/lUVa8KpmXGMGdhJhaLnibyua8s4tjhW6EJkapquF1+CvPjmD0nHYtFIiraype/usjAaKuK7iuvSGbmrDQsFonoGCtfeWZJKN0F9Iqq2+Vn1rx0ymemIlskYmJtfO0b1ew53RaaIAQUjTGXn7krcykrS0KWJWLjbDz3jaUc2XtzYryAyuiIl6Wr8yku131xCXaefmkFRw9OHDcQUBkZ9rBufRGFxYnIskRCYgTPvrCcE4cmXm/ArzI85ObeDUUUFcQjyxJJiRE8/8wSTh9rDrHNfr8+kdz68AxyCxN0X4qDp15aztnT7QZfT/cYn3p4Brm5sciyREqKg2efXcLFS12h1+v3q7R3jPDpv5pHdm4csiyRmh7F176+jCvBBkygoyitLcM89sQCMnNiMcsSaZnRPPFcdWjCf9vXdHOAL35lERmZMZhliYzMGB7/6mKaGvoNvhv1fXz56SrSM6IxyxKZ2bF84YmFtDQPhRaNPp/ClboevvpcNalpUfriIyeWRz8/l442Z6gy7fMq1F7o5GvPLyM5LRKzLJGdF8eDn50bmsjf9p0/08Ezzy8nKcWBLEvkFsRz78Mz6esdD/m8XoVTJ1p47vllJCZF6PsrihLYsqWM4UF3aHHp9QY4efgWT7+8nPhE3VdYksTau0txDrlDi0avV+HooUaeeXkFcQl2ZFmiuCyZpesKGB3xhirdXm+AQwcaeeb5pcTG2YKLniSqluQwPuYL+XxehcP7G3nyG9XExNn0Rc+MFGbPT8c17gstLn1ehUMHGvnKN5YSHav7KmenUTozFbfLH4rg9XkVjh5o4ktPVxEVbQ0ujtIpKEnEE2Tob78fxw/f4gtfXURUtAWLxcScBZnElyfh8ga4XWD3+hX21XTx1YdmEO2QscoSS2alkRpjC03kAbw+hSM1XTz6+bk4ImUsVhMLq7KJjLQYfD6fwqVTrXzmUzNxOPRUraVLsrEJYmjCf9t39XQbj9xTjsOuN/lbVZXNI9vK/vjNMqywwgorrL9o/bfHe0ySyLPbKnh220R16/T7V6f4AgGVkopkWvrGsMgmsgripzzi1zS9aVdlYQKDTUPYbCby06OnpHWoqj4ZLipLoq9nDJvdTGZ27JS0DlXRUBWVotIkBvpdRDhkMrNjpqSOqKqGqmgUlSYyMOwmMtJCesb0Pk3TKCpJxOn0EBVlIS09amoGvKohCgJFJYmMj3qJjrGRmhZF4I7seU3VQBApKkti3BMgNs5GUrJjCnKhaRqSqPu8ngBxCREkJjumNFbS0HGZ0uIEVE+A+KQIEhLsU94L0N+3ipw4pDEfSSmRxEVb9dL25Hx3QcBsFikqTULTNFJSo4iKsSHcET4jCAKy1UTcilw6OpxEx9uJiLVNQX4EAcwWieLiREwipGfEEBkpT8n4FwUBq81MfnkyotVEZlYM9oipPiH4lCZ7ZgpqnJXszBjsEeYpqTeiKGC3m8mrSEJqtZCXG4vFbkK8Y8kuihDpkCkujKfDKpFXkIBVlqYiOoJAZJSF/JIk7B1OfZFlkaZBdPR8/KLCBLq7RigqScRsns4nEBtnoyg/nt6eUUqKEvTEoDslQHxCBPnFCQz0jlNclqj3f7jDpmkQn+wgpzyJgQEX+TOSg4lBd3yuVI2kJAdF+fEMDbgoKUpEEODOp5eqopKSFkV+QQLOYTdFpUkIgjAFbVECKskZ0WSVJ+Ec8ZBfmQIBdVpfemY0OSWJjI16KaxIxhPcXDtZgYBKRlYMOSWJjI/5KCpPplVRpqQL+RWVzLxYkhak4fIGyC9PYah+gDtJN39AISs7loKcODxuP6XFCTQ2DU75Hvl9Krk5ceTlx+H1KpQUJ1F/qXOKL+BTKcyOoTArGp9fpbwwPoiHhRVWWGH9ZWsaUjgswnjPtNqx4xp/eLs2VA2WZYk1awvYu78xVPmVZYlVVdkhjOX2z1auK+TQ3oaJf2uRqFqWy4kjtwy+FavzObJvoiJusZhYUJ3N6WPNEz6LRPWqfI4daMIXRCIsVhNzFmdx9mSrATVatCqfY8cnKt1Wq4n5M1K5cLot5LNYJBZW53DyhI7KCAJYrWYqZyRTc75zks/E/MVZnDk54bPZzKRXZ3OhvjfUxdNqkViRF8+5s+1BdEmfnJZmx1Bf2xNa7FhtJipnpVFzoWMCSXLIZObGcaO+V1/sBI9RXpZM3aXOIOKko0ap6VE0NfTj96v6udhl8koSqb/SE/JFRltISIygpWmIQEANxXrmZMfSUN+H36ejS1ExVhzxdtpbnbpP1LEndVUOdd2jeAMqJlEg2SFT2DpKZ9doKLEp0iGTGaVjSn6/jq4n/UYAACAASURBVCTFJ0YgmER6usdQFN0XHWMlOt5Oe+twKFUmKdmBoqj0942jKJqO1MTZEJMiaO8eDaW7pKdEQt84gwNuVFVDkvROw0SY6e4ZIxBQMZtFMjOiGR1w4Rz2hHzJyZGInkAIlTGbJbLyYunvHWfU6QkluaSkR+LxqQz0u1AU3ZdbEEdX9yijoz60oC89MxrXkBvnkBtF0TDLEgUliTS3ORkf86JpOiqTnRvLUPcooyNe1KCvtCKZm9f7cbt8us8sklsQT0/XKGMj3hACUzYzlWvXenG7/fo+D7NIQUkiLR0jjAWPIcsSs2anUnexK4Qamc0iJeXJtNTrvTI0VUdvZs/P4OKFzlCqkd5TI4Xr13pxu4IIjEVi/sJMzp1uD6FGsixROSeNmvq+UOXcIktULc7i7OFbhnvB7AUZXKjpCh3DYpFYsiSHk4eaDN/xeYszOTvpXCwWiaqV+bx3oy+E8ljMEsvmprG7YxD37e+VSeS+wiSO7ZjowmyRJVYsyODi7huG+8OK9YUc+Pim4V6wZFU+B061GrCddSvyODwpJclikViyroA9k+8PssSXHp3DqiU5/89vlmGFFdZ/S33S8Z5H//OTh/f8eHEY7/lEavPmEu6/r5KUlEgyMqJ5+qkqLkxCPUB/PO4XYOv9lSSnRJKZHcNTf72UC2cn0BEgxHnfta2cpBQHWTkxPPPics6fajPEHnq9ASKjLGzYUqr7cmN57pWVnDvRGprwA/h9ARITI1i3uYSkZAc5eXE8/81VnDrdZjiu36+QlhvL6g1FJCU7yM2P44VX13D6ZGvouJqm+/KLElm5rpDEZAd5BfG8/O01nA4y9JN9CzKiWbc4m5R4OyU5sfzgmWpOn2qdhC5p+P0KMxdmUb0ij8RkBwXFCbz0nbWcP91mQJL8PoVF1dlULcslMSmCouJEXn59DZfOtU9CnDR83gDL1hSwsDqHhKQICkuTePH1NdRNykVXVQ2vJ8C6zSUsqMoiITGC4rJknv/mKq5f7Q0tPnR0KcCWbWXMW5hJQmIEZeVJPPOtldR2jeANPhkJqBpDngBbHpvDvDnpJCbYqShP4q+fqQ7GTU4gSc5hN5/67Bxmz0snITGCipmpfPW56hAbf9s3OODis381n5mz00hIjGDGrFS++NRiuvrGQk9kAgGVnr5xvvBkFTOCvpmz0/jcEwvoH3CFfH6/SkfnCF99agmVM1JISIxg9px0PvOZWTiH3ZN8Cq23hnjyhWWUzUjRN1XPz+DeR2YzMuIJ7a/w+xVu3RzguReWU1aeREJiBPMWZLDt3nIDAuP3KTRc7eX5v1lBSVkyCYkRLFicxYZNxXg9gRAC4/cpXKnp4oVvr6GoLImEpAgWVuewcl0hPk/AgMBcPt/By6+vpagkkcSkCBYvzWXx8jx8fsWAopw728Err62hsDiBxKQIqpfnMX9eOn6/Enqy5PMqnDvZysvfXkt+UQKJyQ6WrcqnfEYqfr86MZ5X4czJVl7+9hryCuJJTHawYm0BBWVJBCYd1+tTOHm6jRdeXUNufhxJyQ5Wry8kMzfO8JTP61U4daqVF761mpw83bducwmJqVH4fAGD7/yJFr77hfkUpEWRFm/n/mW5RCZF4Jn0lM8TUPm4bYi/eXIxORnRpCRGcO+GIqIDquGe4fMqXDjVxlPPLyMzO4bklEi23l+JXxIM9yqvT+Hc5W6+9vVqMrJiSE6N5J6HZjCqaAaM0etT+OCj64QVVlhhhfV/pv7b4z3TSdNA8QbQ3H40s0QguAH3TgmCPsEJBBQEUZ+0TWNDALyqig8QNPCrU336+AJ+v0ogoAZTetQpYxHMrfH7FQIBNfT7dOcHEPAFUHwKildB8StMPXDQ5wmg+hQC3gBKsPJuPD/9uOY+F47OUWxRfgS3PzjApBQdAUDD51cI+PWmYep0LwPdF/DePq6CqkxjFPTRXYDLJGIVwa9xJ+mhS9X0cfwKijeg4xZTfBpoAgGvguJT8AdjRKcbTtBUhDEfplEfQoQPpjs/DRQBhm0mhqIs2GwmAkw9P/2UNdyAWxRwAdNfFh3B8qgqXgE8qoY6zdM4TQNNVfH5FJTg50BTp78uWjAuUv9cKdMmJGmApmgongCaN4DiUaY9wQmfP+gLTH9MdKzm9ufZ71Om4CW3paoqvoCKX9Xw3b7G03gVRdU/nz4Fvy+ANu23TcdvArc/f5P6BBgl6NctoPtCC9dpxguoGm4B3CK4NYgIjTj5cy/gV1S8mqa/b4pCBNIUH4DqVxBHfUjeAJrLD3ZpmrMD3H4sAy7wBhCc3inYl+4TQvcLf0DB5wtM7xNg1CzSk2DDH1AZtv6xW/8fuZGEFVZYYf2FKJze88cVxnum0QfvXuH9d4x4z6rNxezZd9PweHzFwiw9R3+Sb/X6Qj0LfxK2s3BZDsdPthh8a1bkcfi2T9B98xZncfb4pIQgWWL52gIO38aABD2lZubCTL1yPumRftWaAo4c1TGE29jO3LIkLp2ZlBBkkVi0Io/jQYToNrZTXppE7cVOg2/B0lxOHW8O4Tg2m5mC4gSu1vaEqpwWi4nZ1dmcCSb6iCJERFgoSIui4UrvhM9qYta8dC6ebQ+N54i0kJYZzc1JsYZWm4mKWWlcvo0BSQJRUVaiM6NoujUUWgTZ7WbKCxK4WqNX+29jO3HRNtqagz4B7HaZ/KIErgcxIMkkEhNrxRZpoaN9BCW4WLI7LIjr86npdOINqJhFgdQoC8VXBujpHEFRtGBijpXktEiaG/XEHJNZJDHZwXCMlZ5+F4qqYztRDpk82URL8KmAySySmhrJqKrRP6AnBImiQEy0BUeig9YOJ/4gtpOVGoWrb5zhILYjigJxcTZsDgsdnSMhvCcnK5ahnlFGgqiMJAkkJEZgVTR6e8YI+FXMskROfhw9naOMjnjQND0JJyk1EgX0ZJ2Aqm++LU6grXEQ17iO40gmkdT0KLyeAIMDLj0JR5YoLk+m8UY/LpcPgnhPRnYMI05PCAOSLRJllalcv9oTwnZMZh0DGuh3MeL0hJJwKmencflKjwHbyS9MoL17lLHRCQxoztw0as90TGA7ZpGikkTabg3hGvOiqvrndt7irOBG7QlfaWUKjTf69Q25QQxo0ZJsTh+fSBIyyxIVs9Koa+jTo0C1IAJTlcOx482G7+Ts2WnUXeqaSMyxSCxblsuRw7cMvnnzMrhwocOA9yxdW8jOs+0TeI8ssXhuOh8OjeLxK2joeM/9xcnU/KbG8B1fXJ3NmSMtE0iSRWLl+qJQ743QvWBFHgfPtBlQxNUbith+us1w3PXzM/S+E5Pwnq99bh5LF2X9v7xjhhVWWP/d9EnGe5JL87RHfvXJw3t+VvXnx3uk11577c9y4F/84hevfelLX/qzHPt/p3//11MMD090bFUUjZRkB3dtKcPl8pGZGc1XHl/IrnfqGB3xGnyZ2TGs3VSC2+UnKzuGLz1dxbvv1jE+qbOromg6UrO6AI/bT3ZuHF96dgnvvVETilu87SupTKZqeR5eb4DsvDi+/I1q3vqflwydWFVVY9asNBYsysLrU8jLjePpp6p48z/PG3AADZi/KJOZczPw+xTyCxP42nPV/P5X5w24giAKLF6aQ/nMVAJ+lfzCBJ78RjW/+8/zhqcPoiSwYkUuxWVJBAIqhUUJPP3kYt741XlDLrokiazaUEReUUJow/ETz1Xz5q8vhNAR0Cea67eUkpUbh6ZpFJcl8VdPVfHGm5eNPklkyz3lZKRHoSFQWp7MF768kO2/v2zM0DeJ3PupmSSmRCIIAmWVKXzm8fl8+M4Vg89kEnl8cymxCRGIgsDC3Hi+XpXLx9uvGnLWRUngkcfnEx1tRZQEKmelse3R2ew42IQ/OJ6m6RtlH//CfBx2EyaTyMzZadx1XyX7DjSGkB8tGNH51JcWYLGaMZtE5s1KY8uaQg4fajL4VFXjmaeqMJslzGaJ+fMyWLc6n2NHbxl8Ab/Kcy+uQECf/M1dlEX1ynxOH2s2+HzeAH/9rdWoqqbvJanKZsHiLM6dbJ3wqRput5+X/m4tfp+CzW5m4dIcZs5L5/ypttB1UVWNsVEv3/rBBryeALYImcXLcympSObS2XaDzzns4bWfbMI95sPukFmyMp/c4gRqLnSG3g9V1RgccPG9H21kbMxLhENmxcp8stOjqbnYGfocqKrGQL+L7/3DXYw4vTgiLaxcX0h8ciS1l7pCqJGqavT3jvG9n93FiNNDZJSFNRuKiIq2UVfTFUKNVEX3ff/Hm0Kb3DesL8ZqM1FX1x16SqEoGgMDLr77vfWMOD1ERVvZtLkEBLhS12P47g4Ounj979bjdHqIjrFx95ZSRtCovdFv8A0Nu/nZl6sYdPlIdFj43MIcxOuDXL/WZ/CNOD28+PoaRoY9xCXY2frgDHp6xrh5x3jjo15eeHklwyMe4uPsPHx/Bdd7x2hocxp8Y54A33xiEcMjHhLjI3jkvgqWLMgkrLDCCut/p9dff73rtdde+8Wf+zym04//5R9fm7F11Z/7NKbo1H+8+2e/ZmG8ZxpZLMbLIghgtprY0z/GPlnAJGqkDowhT+eTJS6d6+D6tV7MJonSil5ki/HxvSjqnWovXOjg2o1+fePj9T7MstEnSSJmk8TF8x3U1/fpldHraciyhGvc6JNEkcsn22iu6cJiNXFrZhpmsxTKTr/tExCoOdPGzSs9WK0mmuelYzIbG0TdTnu5eLaDG/V92Gxm5i/ORDKJKMpknz6JvHyyjeb6XnojZNrnZyCJAgF1MvqgT74unW2n6UY/nQ4L85fkTIskKYrKhQsd3GoaxNE9yoJlOdMCB4pfoeZsB623BuntcLJgcdaU1BY0HWu5eLGTttZhuvrGmVuVPWVXv6Zq+Nx+Ot6vx9fupDfOzmiiIzRxvC1V1XB7Apyr66Gza4SuUS8VCzOnpLGomsaY18/htmE6nW6aOqDE5ZuSAqMqGmPjPi7WdNLbN87wkJvKwvipPlVjbMTDldNtDPSN4+4dp6RgOp+K0+mm5lIXgwPjjIz5yP0j4w0Puag938HwoAv3qJfMrJgp2I+q6hPcC1d6cA67GfErpKRFTbnOmqbR1zdGTU0XI04Pbm+AtUkR0+I8vZ2j1F7qYmzEg8+nsGxdwRSPIEDTsJs9Yx5GVIXOvlHuc8RPm2rU1ubkcl034+M+FFFgwaJM7ghJQjKJtDQPUXupC7fbjyAIzJqbPiWdyWySaGoe4tK1XjzuAKLFxIxSveP25EWn2STScGuQcw19+pM1h0xZTiySZGzcZjZLXG8a4MLNfr23Ra2FjLw4JMk4nmyWaKnpon/7dfw+hZvt46QmRiCKxoQhWTZx/VovdXU9+AMKEVFWomNtiCIGhE62mLhe103D+U4URaUmQsaSFBFMNprwWWWJuvpe6ur7UFSVhDgb82emYZoueSmssMIK6y9FWhjv+WMK4z3TqPZSFz/70eFQMy2r1UzGA2V8fLM/tNnTahb5Ym4iR39/OdRMy2o1M3NuOudOtxlQmXV3l7J79/VQ0ozNZqayLJmL59sNzbQ2bCxm74fXQj57hExBWRK1lzoNzbnWbSzm413B8YJNt/Jy47ha221oujW52ZckiTiiZNIzY7hxtdfQTGv1xiL2B5t96aiMjYQUB40NxqZbK9cVhpp4mUwi0bE24mKsNN8cCE1iZFli2dqCUDLR7aZbNrtMW8tQaCI9kUzUGGq6lZjkAFmis2MkNNmRLRKLV+Ry7HhLqJlWSkok4piP3u6xkM9iMbFgSTZnjuv4gzmYoz/mVejvHw9NaC1WE/PmpXM+uPHZLEtkZkUzPOxhaGCi6ZbVZmLWrDR9Y3HQl5MXR4fTzbDTM9F0y26mcG46F6724vUpWGSJwpxYbg2M4xzzhWhuh9XE3ORI6oKokSzr0Z+N7cOMTnoKFGE3U5IZQ339RBOv8vIkmi73TDwFCjbxSs+P52Yw01+2SMyYkUr9pa5Q0y1BgKhoK6nJDpobB0O+WXMzuHyxI4TUCALExtmJibPp3WaDvjkLMzk7KaVGEATiE2zEyGY6250h34KqbE6faptouiUKJCU7kE0i3Z0jBPwqssXEomU5nJqUYiWKAqkZUQQEgd7esWATL4mFawt5s3Ug1DBPEgXyEyOIuzbAQP94cDyJ5asLOHRgoumWJAnk5MUxMuhmOJj9L1skVq4t4OCkhBvJJJJfGE9/7zjO4QkkaeXGYnYfnmj2ZTKJlBQl0NU6zOioV/fJEus2FLLzoNFXWZJI+40BA5K0dnMJOw5MHNdsEplRmUJdu5OxIGpkMUtsW57L/u1XDU28Zs9Oo76mewJJkiXW31XCRzvrQ9fPLEvMXZDB5YudwR4BwaZ8d5Xw0e7rBpxwTnU2+1uG8AR7BFjMEvdWZbHn44YJDMgssXF1Pp97cOYfvTeGFVZYYcEnHO8pydMe/gTiPf+05M+P94Qr/dOoclYqf/PaGg4duIksm9iwuZjHt9eGJvwAHr/KLbPAi6+u5sjBRmx2M+s3lfCdVz425PL7vAquES8vvLScY0eaiYiQ2bC5hG+9sNuQy+/zKfgCCs++soITR5uJdFhYv6WUl5/dMcUniALPvLic08eaiYyxsvHuUl74ynYDiuL3K1isJp58cRlnjrcQHWtjw5Yyvv74u4ZqZEBRiYy28tVvLOXsyVbi4u1s2FrGk19421CNVDWNhMQIvvLsEs6fbic+wcb6u8t46rG3DNVDDUjLiObxp6u4dK6DxMQI1txVzFOffdvgExDIzo2l+MnF1JzvIDnFwcr1xTz1xHuG6qYoCJQUJVJalkzNpS5S0yJZsSyXv35iu8EniAKVc9IoqUimtqaLjMxoFi3N4YVndxoq2KIgML8qm/IZKVy53E1GVixzF2byrb/eaTw/QaB6VT4Vs1K5VtdNVm4cM+am88q39k6pYN+1LJfZFclcaRggPzuGyuJEnv/H44btmyqweVsZs2amcr1xgMLcWAoLEnj97w8bxlI1jfseqKSpoZ/GxkEKC+LJyY7lJ5cn0BE0fdP4Zz4zi6vX+rjVNEBxSRJpKQ7qL3VN2DS9sdxjX15I7cVOWm8NUlKeTGx8BLWXOg2+sTEvz7++hotn2mhrGaKsMpWIGCvnLndP8mk4h7288pM1nDl6i452JxUzUjFbTZw90z7xGlSN/r5xfvzzrRw70ER3p5MZc9JQVThztNng6+oY4Wf/fi8H9t6ku3eM2bPTGLCaEFsHQz5F1bjZO8aO729g765r9PWMM2d+ht7JeJIURaPp5gA//9X9fLTjGgP9LuYuyGCgz2V4OqEEVG5e7+df/vN+dn9wlcEBN/MXZ9LWO27A0gIBlesN/fzbP2xh585rDA97WLQok8ZJzc5u+641DPDzH21k1856nCNeqqqyqJ3UZA3AH1Cpv97HP39/I9v332R03Mfy+RnU3dEM0O9Xqa/v43s/3cyeHfWMj/moXpFrSNQCPUTg+tVevvvTu/h4xzVcbj/LVuZzcP9NY8qPT6Gxrod//c5ath9uwuNVWL84i117bhgTyfwKZy91hSf9YYUVVlj/hyo86Z9GbrefN964xI3rOlPrCyhE28x0OCc4f5MoEG0W+e2bNTQ1DaGh4UHPhh8ccIV8kiRgs5l48zcXaWkeCkYDaTgcMiOTxzOJWG1mfvdGDe1tTn2SIkvYI2TDfgCzScQkS/z+txfo6hhB0zTMZgm7XQ5VbkFHCyRR5H/95iK93aNomobVLmOzmw2LEpNJBAHe+O1F+nrH0DSwR1qw2syG40qiiKZpvPGbCwz2u9CAqCgbFqvJcFwdhVB5478uMjzoBiAyzobJLBmblAmgBDTe/M0F/TpoEBM3FWnQ0Bn0D35zmbFRLwKQGGWd8p5pmobL4+fNt+sYd/kQLnUSneyYknyjahquUS9v/fYCbpefCydaiYu3TUV5ggz17//nRbyeAGfPtBMdZzdMCkGfQPaNevnl7ut619TrvTwTY5vS8CygaPQMu/n54UZ8AZV9bcM8F2ef6guo9HWP8u7/ukwgoFBzpp3PfXFeqMPsZF9HxwjvvlGDoqhcPtfJo5+fO+35tTUPs/2NyyiqSu2FLh7+3Nwpr1dRNG7dHODdt2rRNI3LNd089NjsaRGiuluD/MexW2gaHOke5a/WF025zpoGtVd7eGvXNTQNLjQM8ODWsinpOIIgcLa2h/91oBGA8y3D3H1v2ZQQGZMkcvpMK+/t1CMl624OcPfG4ikNzywWE8ePN7N9l+672jjAhtUFweZeE9fGajNz+GAjOz6oRxCgoaGfZRsKMUlGhM1uM3PgwE127KxHEARuNg6wZHkuZrNkmKjb7Wb2HGzkvQM3EQSBGx1OFs/PwGwWDYv2CLvMjgM3+XBvAwICt5qHqCpOxGQyokERETJ7dtTz8c56EATaWocpq0jWEbvJPofM7u1XOLjnBggCXa1OcosSpiBEDofMO7uus+94CwjQ0+4kJ8UxxRcdaSGssMIK6y9Z4fSeP64w3jON/u3nJzl5osWA3iy/r5xf3erXE1oEAYfFxCo/XLo4sQnRYpHYvK6Qfe/X642aJAGHw0JmdgxXLndPoDIWiY1bStm1oz6U0BIVZSU5PYqrV3tC/wlbLBKbN5Wwe/tVVC2Y+BJrIy7ezo36PgMqc9fWMna9dwVV0RAlkfgEO7ZIC003BwyozOYtZex+70ow8UVPnxEtEq23hoy+rWXs3H415EtJi0RRNDranaHKuWyR2Hx3qX5+QV96VjRjbj89XaOhirgsS2zaUsqe96+iKHrjp6zcWIYH3fT1joUSDWVZYu22MvbsqEdRNUySSF5hPL2tw6EFRMh3Vwl7d9aHxissSeRm9yjOSQspWZZYv7qAAx/dIKDo45VWJHHrah9jk6rEepOjIg7ubSAQ0DCZRSpnpnKtrofxcZ/BV72ukEOHm4LNtCRmz03jSLuT8Ul7J6yyxJq5GRw420ZAUTFJIlUzUzlyvQ/XpJ4LNlliY0ECx0+3hppzVS/I5MLBW4aN2labiXnzMzgX3EBrMolULcvh+LGJJBfQk5hmzkrl0vmOoE9g2ap8ju4zVn7tEWbKZqRSe7GTgF9FMgmsWFfIgTt8EQ6ZgopkrtT1BM9PYOWGIt47M5E+AxDjkJntsHD9Wh+BgIokCTrasv+mYWIcG2MlNy6Cpob+kG/NPeW8c+RWqOIsAIkJdswFcdzoHCGgqkiiwGPzstj/5uXQeIIAyckOoq1m2ludocZom7eW8f6ueoMvIz0KqybQ1eEMNUbbtK2MnR9eM6BGmdkxeMwiPb1jId+2TcXs+PBaKMlLFAXy8uIYCSj0D0wkNm3bWMz7wYUf6EhSUUEcw04vg0PukG/LpmLe3TeRmCNJAhUFCYzcGsQ5oqcaiaLAXZtK2P3B1dD5mUwiZTNSaG8d1hEiRU9s2nBXCR99cM3gq5ybxs2mIVzjvtD3cvm2Uj48PHGdzSaRBTNTgo3RAnrXbEnk715aQX52LGGFFVZYf0qfZLwnqSRPe/A/Pnl4z79Uh/GeT6Su1/dNQWrGW5z89jPz+PhcGxbZxD1V2bz04h5Ddc7rVRh0enn1hxs4drAJq83Euk3FvPj0hwafz6swNurj1e+t59jRZux2M+s3FPHsUx8Yqm5er4LXr/DN767j5NFmHJEW1m4s4pnH3zNUan1eBUXVeOnv1nHiZAvRUVbWbyzmq5/9g6FS6/cpSGaRF769ljMnWoiJtbF2cwlf+sybBp8S0LBYzbzw6irOnWwjNt7Omo1FfPFTvzeiPKpGRLSVr//tKi6cbic+MYKV6wr44iNvGqPJBYiNt/PsKyu5dKadxGQH1avy+epn3jL4BFEgNTmS515cRs35TpJTI1lYlc2zX3jH8P6IkkBmdixPvrCM2otdpGZEMWdBJk8/+6HBJ0kCBcWJlJYmcaW2m/SMaB3devKDO3wi5ZUplJQncbW2h8ycWIpLk/jW87um+ObNTqOsLIlr9X3kZMeSXZTAoX84avSJAsvnpTOrII76hgEKcmNJz4jmyPU+g08UBVasymdGaRINNwcoLIgnJc7OxcPNBp+AwLrNJVTMTKOxcYDi4kSiY6ycPNlq8GlobH2gghmz02hpGqS4LAm73cyJg03AxORbUTQeeHQWM+em09o8SGlFCqJJ5PAdPr9f4bHPzqW2rpv2dicVFcm4RQHpfAdMhEwx7gnwhZdXcvF0G10dI1TOSmXME0A6aKzCj4x6+er3N3DmWAs9XSPMmJNGr8tv2NCtAf0Dbn736mw+OtdOd/84CypSGWoZNr5WDXp6xvjBr+7n4L6bDPS5mDM/ndb2EQPKo2nQ3jHCb379APv3NDAwMM78RZncvDFgqJirqkZ76zC//K+H2L23gaFhN4sXZHK1rsewcFFVjdbWYX75i3vZta8B54iXJQszOX9H8z5F1WhudfLLf7ibXftuMjLmZdmiLA6f6zD6FI3G9mH+/Ucb+Xj3dVzjfpYszeHgXuMCLBBQaWka5If/dDd7d9/A7fJRvSKPjydN+EO+xkF+8LPNfLT7Bl5vgGUr8nljz3XDcf0BlcZWJ//4nXXs2q/vi1izLFfvCB1WWGGFFdb/kQpP+qdRQmIEvUHUBfSNdVExVv7huwdxOvX89K6z7cTH2RkcdBl80Q6Zn373YGhD362bA8TF2/UKdMgnYYuU+e4/HsPl8uvMcoeT2Dg7Y5OQGlmWsFpN/PR7h/B4/CiKRnvLMNGxNj3//LbPIiFZJP7uX07g9SkoikrLgIvoWBt9PWOTxjMhCgI//dFh/H4VJaDS3TNGVJSFoUmVdD29Q+MffnAYJaARCKj0940TGWVhxDlRIRclEUVR+ccfHUFVdN/QkIsIu2yokAuCgM+n8M8/PIyqghJQcA67sVglAxqEBm63j9/98KxOQQVUxoY9SCaBScQFmqoz6L/6p7MdrQAAIABJREFUxelgcyKF0TEj3w3BmMghF3/47UUEQW9idM9DM6akzyiKykD/OG/89iKiqPvu+9TMaVGZrp5R3vjdJURR4GBA48FHZhG44zmiX1HpbBrkrV9fQJJETigqD352Nv47xvMHVFpv9POHX53HJIkcV67z0GOzCUyqogMEAgrXGwb43e9rkEwCe4/e4tGHZ05p3qYEVK7WdPGH/7qESRI5sreBhz47ZwoapCgqF8+2887/rMFkEjmyr5EHH5vq01SNk2daeeudOkwmkf1HbvHwI7OmpBUJwOEjt3h7+xVMJpG9J1v41P2VU5AfSRLZt/s6O969gskkcfhAE1sfmz3lfZNliR3vX2XnjnpMJonzH9Rz7wOVU9J77HYz771Vy8e7b2AyiRw91MSW+yumoDwOh8wbv7vEgf039dd7rJktd5diMkkoysTnLzLKwq9/d5FDR2/p1+94C1s2FCHLkqHbdXSUhV/+1wWOn25DkgSOnGxh05pCLLJkmFjHRFv5+W8vcupiB5IkcvhsB+uX5yKbJXyT3uO4aCv/8S+nuHS+A1ESOH20maUr8zDLk5A4AWLjbPzif5ykrqYLURQ4c6KVRVVZBoRIECAu3s4//4+T1F/r1X1n2qlYko3ZJIaiZQUBEmJt/OQXZ6hvHEQQ4FRNF99/cTkx0+BzYYUVVlh/SZqmB2VYhPGeadXdPcrfvvKRzltrEB9vJy7JQV1dtyGlZsP6QvYeuoWqqmgaJCU5iJcl6q/0TqAyssSGu0vZt+c6mqqhaZCSHoUaY+VG4wR6Y5Eltq4v4uMP6wGdUc/IjAafSnPjQGhhYbGY2HxPGbvev4qAgKZpZOfFMSBBS7tzkk/igXVF7P5DHaKg+/IKExgadtPZORJagFgsJrbcU8aH714JRfoVlybR1emkr2ciF9RiMbH1/gref7tOjwjUoKwyhdZbgwz0u4y+ByvZ/tZlJFFE1TRmzk6j4UoPzkm9D2SLxLaHZrD9zcuIooimasxZlMHl852GvQTT+eYvyeLcmXZDTwNZltjy8Azeee8KkqTvC1hancPpg02GhYUsS2x7oJIP3ryMKImoqsqy1QUcPtRkiDeVZYkt91XwwTt1Id+qdYXsO9homACaZYn1n57J7/ffRBJFFFVjW3U2x96qM1SIzbLEykdn8fsjTSHfA0tzOPrbS4a9DrIssWFrKbs/rEeUBFRFY+PWMt7fc90wnixL3LWmgI93Xdf3QSgad99Tzs4/1BrHs0is2lDEgT03EEURVVG56/4KdrxtPD+L1UT1mnwO72/Uz09R2fJgJX8Ipkndls1qYv6aAvafaUMKRlk+sq6I996pneJbPD+DE6daQ5GXD24r5/3f1xhRI4dMybIcTl3sRBD09+3Tm4rZ/tZlgy8qykJJRTIXL3bpnz9F4757ynn/D7WG9yMu3k5WUQK1td3BKEuNe+8pZ/s7dQZfUlIE6alR1F/tRRT0yMu7HqzgnQ/rDchUWmokidFWbt4cCH0/7tpWxru76kPjCQJkpUcTESHT1DIU2o5w96YS3pm0WVYQoCA7FsEk0tIxgiDoC6b7qnPY894VA2qUXxiPP6DS3TGid8MWYc3GYvbcgSQVlyXhGvHS1zMKCEiSwLKNRezZc8OQalRemUKbJ0D/oBsEfY/E6sVZ7D7YiO92SpIksGBmKi99dTFhhRVWWH9Kn3S85/5//+ThPf+69E/jPYIg/Aq4C+jVNK0i+LM44E0gB2gGHtQ0bUjQq2D/CGwCXMDnNE278L87h3ClfxqlpETyne+t5/D+Rj0Cb1MxL760x4De+HwKg0Nuvvedtew91ozNauKu1QW8+OQHBlTG51MYcXp49fsbOHqwEbtdZu3mEr7y/E6Dz+tTGHX7ee07azl8shVHhJlNawt56q/eMSA1Xm8AnzfAt767nhNHbxEZaWH9pmIefeZDg8/nUwiIAt/87jqOn2ghJtrK+g3FPP6oEb3x+/U0oL95fQ1nTrQSE2djzcZi/urhNwzXRFFUTGaRl7+t++IS7KxeX8jnHzL6VE3DajXx0qurOXe6ncSkCJauyuOJh38/5TpHOCx849XVXDzTrqM81dk8+dgfDB5BEIiOtfHcK6uoOd9OWno0sxdlcuJYi8EnSgLJCRE8//WlXL7YSUZWNDNmpXFiX6PBd7vT7FN/s4Lami6ysnWU5/DBqb7svDiefn4ZdbXd5ObFklOQwP5DTQafySQyIyOGgkdmc+1aH/n5cWQlR3LinStTfAuy4yh6IJJrDf0U5ceTGm3lpEk0TNIlk8iceRlk58Rx40YfxSWJRMbY2Lm3Ad8k9EaSBBZV55CVG0dj4wBlZUnYzBIf3TGeKAosX1NIdkE8t5oGKa9IQQgeh8kbqzXYcFcpeQXxtDQPUzkzBa+ic94GNEjV+PT6Igry47jVPcaCkkS8Q26kOzbUBgIqn354JiX58XS2jzBrbhpD/a5QD4jb8rr9fOnhGZTnxtHdO8a82Wn0dI5O6c0wOurlK19eyJGDTfT1jjF3QSatzcNTkpQGB1389JnF7N/bSH//OAsWZtLQMGD47gL097v48c/uZu9HNxgacrFwcTa113qnPGXp7RvnJ9/bwJ6PruN0eqhanM3Zy12GBY6mQXfvGL/++TY+ONyEc8zHyrnpHDvdZqj8axp09Izxm59s4sMDjYyN+1ixKIujHzUYFjiqqtHdNcpP/+0e9u6qx+Xys3RFnmHCf9vX1THC3/+Pu9m76zpul59lqwt49z3jgk5RNDrbnfz9328KRXSuXJHHb96tC034b/ta2kcIK6ywwgrrz6JfA/8M/HbSz14C9mua9gNBEF4K/v1FYCNQGPy1EPjX4O9/UuFJ/zTq6R7ltRf3EAgooMGpo82kpUYxOOgyVPqjEyJ45sdHUFUNTdM4VNNFenoUzmGPodIfFW3h9Zf3oKl6Bf/sqVbSUiIZG/cZKv0RETIv/OgwmqZPEE7UdJOcGnVHpV9Clk1855WPQpX+S+c6SEmMoKXDadg8KyHwt393QK9QqnChtpvEJIeh0m82S6BpfO/VfYiCgKpp1NV0EZ9oN1T6JZNIwK/y/b/dp1eWNY2rtd3ExdkNaUWiIODxBPjB6/sRRQFNhWtXeoiKthoq/QBjLh8/+u5BJFFAVaG+vhfbHalBmqYxPOjmN/96GilYcW8INjIL3MFk9/WM8R//dEKvkKsa1SvzkCRhMn6OElDp7Brh3XevhJJLVq7O585OYUqQof7gnTokSeCAqrF6fdFUNCig0nCtjx3v6r4jisbazSVT0nECAZUrV7r58INrSJLAYUVj0+aSaRGd8+c72LWzHkkS2LfvJndtLZ3qUzSOn2pl18cNSJLAnkNN3DPNeKqqcfBQI3uDvr37brLtnvIpKA8C7NlVz6H9jUiiwP6PG9j6QMUUxEkUBX599BZ7LnQgigLvnm/ji9W5U5Afs0nk7d9e5PTRZkRR4NDOerZ9asYU5MdiNfFfvzrPuZNtCCIc/uAa2x6aMSXlJzLSwr//00lqznUgiAIHd15n68MzpyA/cXF2/vknx3UERhA4uOsGWx6qRJIEApNIsvgEOz/98RGuXdMr/Xv33mTLvRWYzCLK5CcCiRH88IeHaAhW+vfuvcnd28oNyI8gQEpSBM//x1ludDgRBIF3LrTzyMJsA/IjCJCW7OBbPzlKc7te6d9zsIn7luUiWyRDBT8lNZLvvrqXrmClf//eBtauL5riS02P4ruvfExv1ygIAoc+bmDpRh1JmlzpT02L4tuvfEx/3ziCAId332Dh+kJks2io9GdnRBFWWGGF9Zesv9T0Hk3TjgiCkHPHj7cCK4J//g1wCH3SvxX4raZPSk4JghAjCEKqpmld/AmFWy9Oo//8t9OMj3nxuAN4PAF6ukbJSI4gPt6O1WrCYpEoKUmkpt3JuNuPyxPA7VVo7xkjtTKF2Hg7VpsJWZYoq0yh9lIXLpcft9uPxxOgvc3JjLw4YqKt2Ky6b1ZlCqdqunC5A7g9ATzeALfanJQtziI6xobVZkaWJWbPy+DksWY87kBovKbGAZbNTCU60qKPZ5aompvBoYONeDwB3G59vBsN/VStzCPSYcFmM2OWJRYvzWH/nga8Hn08rydA/dVeVq0rwuGQQ75lK/PYs0NHH277rlzuZv1dJdgjgj6zxKr1hex8V0cVPO4AXm+AmgudbLq3ApvdjM2u+9ZuLmH723X4vAruoO/8mQ62PjwTm23Ct2lrGe+/pae2uN1+vF6FM8daeOBTM7HaTCHflnvKeT/YKM3jDuDzKhw72MRDj8zCap3wbX2gknfeqQuOF8DnUzi4v5GHHp2NxTLhu/fhGbz/du2Ez6uwf88NPvXpWVgsUuj1PvjQTD58p9Yw3sc763n40dnIsqSPJ0s89MgsPnj/qsG3c4fuMwd9sizx0KOz2bnjmsH34farfPrhGchm/biyLPHIp2ay86MbBt+7O65x/+TxLBIPfm4Oez9uMPjee7eOez49U99bYjdjsZp44LE5HNrXGHo/fD6F7W/Vcv895ZjNIjabGYtF9+250IHHr+DyBvD6VX559Bb3bikL+axWE5++t4LTR5tDnxefT2H77y+zeWvQZzdjs5m596EZnAs29rr9vn3wVi0bNxaHxrPbzWzbUkbN+Y6gz4/Pq7Dz7TpWry8MvQ57hJkNm4upq+ma+Dx7A+zZfoXlK/N1n82MwyGzdm0h1672Bn0BvJ4A+3bXs3RxdvC4JiIjZVYuyeFGQ//E98gT4NC+BhbPy9DfD6uJqEgLc5fncb3didunXxeXV2HP1R4WzEoN+WKirMybkUJTqxOPV/+euzwBjlzpZsZsvdO21WYiOsZG6YwU2tucweP6cbn81FzqpLwyJeSLjbdTUBBPV7vu87j9uMZ93KztpqQkMbQnKC7eTmZ6NN3do6HXMT7mpbO+l+L8eCyyhNViIik+gi9/Zuoei7DCCiussP5sSp40ke8GkoN/TgfaJvnagz/7kwpX+qdR36RNvKBXaUeGPbz4/HKOHGzEYjWxbmMxX/vBIYPPH1AZcvv561dWcPTgLax2s44GPfWBEanxKbhHvXzzmWqOH23GHmFm3YYivvTyR4bz8PkVXH6Fr7+ykuPHm4mMtLBufRHPfPFdo8+roHgVvvnUEk6caCEq2srGDUV84Yn3jD6fgqLB119aPpHes6mELx0woi0Bv4ogwHMvr+DMqTbi4u2s2VDIvj03DD5VUZFMIs++tJzzZ9pISIxg5dpCdn94zeDTNA2zReLpl1dw4Vw7ScmRLF2Zy44d9cYLL4DVbubJF5fpDbtSo1hUnc2Hd6AygggOh4UnXlnJhboeMlIjWVSezId/qDX4JEkkOsbG175ezZVLXaRnxVA+K5V3txvHk0wicUkRPP7CMmqv95KdHk1lfjzvvVULk/AHySSSmhLJV56s4trVHnJyYsnLjeM9kzGL3WQSycyM5oknF3Ojvo/c/DjSM6MxmSSjzyySUxDP408u5uaNfvIL40lIdkz1mSRKChN44ovzaWwapKgogehoK+Y7fZJI6cwUHk6qprF1mIqCBKIkAZNJNOAeoiQya0EGcpydlnYnFaWJyIo2BfkRRIGqRVnYYmy0dTiZWZ7MuCgginfCN7BsRS4xVhNdHU4qZ6XhGvMh3FFSUBSNtZuKccTa6O4eZdbsNIYn7Qe5LZ9P4e6tZcRGWentHWP23HR6u0anPGVxu3zc++AM4mNt9PWNMW9hFq3NQ6h3PJ0YG/Xx6UdmkZAUwcCgmwXzM4Ldpo0oz8iIl88/OofUlEiGhtwsXpjJlboeQyMugGGnl8c/N4+40kQGx3ysrkjh1NVePHf4BkY9fO3JKnIyGhkZ97FsQSZHz7QZNvECDAx5+OFLK9iz5waucR9LqnM5tLfB2NdCg8EBN3/z6ho+3lWP2xVg6co8Pnr/quEzoGkw2OfiO99cxb6d1/F4/Cxbnc97b9cZmvdpGvT3unj960vZs/cmPl+AVSvyw5t4wworrLD+/1OCIAiTN7P+QtO0X/w//ceapmmCIPx/eoYR3sg7jf6vfzrBqePNof8kZYvE2o3F7Nt9A1VVEQQBu0MmaX46Z6/0hNJbLLLEvUtzOfROXSiX2+GwkJ0ZTd2knH6LRWL93f83e+8dJddZ53l/bqhboWN1zjm3Wt3qVivnnGWDcSTYxtgGbBawBwyDwaSBGWZ2hwk7M+zOzjAwwNgYLMmSLCtYVrRybLVanXPOXd2V7r3vH7dU3VelXdj3nHfNy9b3HB9LOh89N1Td1nOf5/v7/ko5uH82pz8mxkZUfhw37wzN5vQrEh/ZUMCBPXdz8AWcTjsJEVYaG8w5/dseLGffvvogl5AQgRJlpbllZNZCZJV4YEsxB35Th6brSKJIUkokkiQak6W5+fsPlPH2nvoAZ9gIVK9Kd9eEKad/2+4y9u+9e1yRzKxYXJNuc06/VWLr7jIOzOGyc52MjkwzOOgy5fRv217MoT0BThbJLYinv2fClC6kKBIrHq/kzVNtqJqRg1+eF8fkuS4m7ikW3rCtmCMHGoxc80DW+a3m4ZCUpBU7Szl4ui2Q+y9QXZJEx+mOkJz+VZsKOf5eM2rA715dk8aNC93MzCkqtlpllq/L49TxVlRVQ5JEapdkcv5Sl6mo2GaTWbokiw9OtQXHW7Iii7MfdJpz+m0yNUuz+OB8Z4ATWLUim/fPdJiKU212C2UrszlT148/cNxttRlc2FNv4hwRCgWLMrhc14/fb4y3dXk2p/bdNr0cREZZyaxJ41rDYJDbsj6fX13txjNnAul0WFilCTTcGkD1G/0pNm4v4fDb5vFinTYSC+IDHnsjV3/H1mIOvXVrlhMM601ifATtLSPGeKLA1t2lHNwzW1QsCJCUEkVklJWujrEgt+XBcg7suWXi0jKiIcpKd8/EbP7+9hLensOJokBmVgw+UaS/f3KW21HCvnty+nPy42jOiKJ3fCbYt+PJhVm88V5zcOIviVCe5cTTNcFIwO4nigIPbizkrUN3TDn95QUJjHeNMTbmRtd0BFFg57ZiDs6J45RkkfJ5yfR0jDEZSAaTRJEt24s5tO+enP7qNFqbhpme8qLrRt+OddtLePedhlnOYtSO1DUOMTPjC+b0f+ub68nNjSOssMIK63+lP+RC3sTiPP2Bn3z/wz6NEP33NY//znsWsPe8PaeQtwFYo+t6ryAIqcBxXdeLBUH4p8Cvf3kv978aP2zvuY8++Zla8gsTkGQRSRJYtjKXWzf68Hj8+HwaXq/K5LiHbItMQZYTWRKQRIENizO5dbodj0fF79PwelTGx92kZcWSmROLHBhv7cZCLpzrxDuHGx2ZYV56DFlp0UFu+7p8zrzfYhTl+jU8HpXh4RlKq1JJS48Jctt2lfHecTM3OOiitiqV1JSoIPfgrjKOHTQsIX6fhsfjp79vksXLs0lMjkS2iEiSyEcemc8hE6fS2z3JqvX5JCZGBLmHn6ji4P7bc47rp7NzjPVbi4lLiMBiEZFlkUc/Wc2BvfUmrr1tlG07S4lzOoLcx5+q4eBvb81ybj+tTcPseng+sXF2ZIuIbBH5xHO1vH6iBY9Pxa/quL0qdS0j7HqqhugYG7JFxGKR+ORzizm077ZxnwPj3brexxOPVxEVZcViEVEUiaefXcTbJ1rweFX8qobbo3K5foBHnqklIlIxOKvE059dwtEjTcbnG7iOS5e6+cQzC3FEGJzVJvPU84s5cawZj8cf5M6f7eCpp2sD9iERm13m6WdqOXOizTTemZPtPP3pWmx2OWhveeqZWs6e65zDqRw/0cZzTy3EZjW4CIeFp56q4fTNftxe4754vCpvf9DJU88txmqVsFhEIiMVnni6hks3+3F7jOv1eFXePtHGU88vQlEMLirKysNPVnPt9qCJ2/9uIy/vLkeRRSyyiDNS4cUVuTQErDJ+v/F9fmdvPZ98ttb4bC0iMU47ux6voqlxOHhfvF6Vvftv84lnFiLLIhaLiDPOwc4HymlvGZkdz6tyYE89jz5Vgywb48UlRLBhewldHWMm7t09t3jk4wuQJINLSIxk5eYiunsmgvfP61XZ/+4dHnq4wuBkkaSkSJauzKW/f9LEHTrSxAMPlCMFdkxSUiIp2VhAz9gMbp+GT9Xx+DV+U9fLI6tykUQBiySSlRjJ0iwnQyMzeLwqPr9x/4590M6O9QXB8bLSopmXE8vIyAzeAOf1qpw518G6jYWzXHYsWVmxjI25gz83PB4/ly52sXLOeNl5cSQmRTI57jHG8xnf+/qrPSxfmYskCUiySF5+PBFOG1NTs5zb7edff/o7wx/CCiussML6P6e9wKcCv/4UsGfOn39SMLQEGP9dE34I23vuK7vdwmOfrObE0SasiszGHcX84FtHTIyqakxPeXlmdxnHzrTjsFvYub6A7xwzp7uofo2ZGR+PfHohJ063G77jTUWcPt1m4vx+De+Mj2c/Oo/Tp9qIjLCyZX0BJ95pMHE+n4rXr/HYMws5fbaD6GgrG7YUs/8+nKbqPPlYpZHK47SzcV0+b//yeshx0eGJp2q48EEHcXF2Vq8v4D9+cc18HZqGIIg8+plazl/sIjE+gmWr8/j5PZMETTM65D7xVA1XLnSRmBTJkuXZ/Nv/uGdXR9exKBIf/9QCrl7qJjkliuqF6fzsH+7ZeRKMFfZHnqzhxtUeUlKjKatOh/1ma5AoCChRVh55qoa6672kZcRQXJaEKAio93CREYoxXn0/WRkxxgueJOJX51pgBKLi7Dz6qWpu3xowJl05TqOg2W+21DjjInj041U01g+Sne8kLTMG6R7LjySLJMY7eOyRSpruDJKXH09K4IVsrn1ElkSSkyN57NFKmhuHKShKICExAlkSTek9siSSkRbNox+dR2v7KMVFCcTGO5AlAc+cymVJEsjMi2Pj55fQ1DtBVY6TaFlGkswWHUkSyC1KYNfHq+jsGqe8NAlHpBJi5RFFgcqMWL5YlU5X1zgVFanIshhSUCsAZZVp7Hiskt7eCeZXphlFvPc4gzRNp2phOmOjbvr7JqmqTsM97eNe+X0atcuyGJ9wM9Q/xYLaDCYCK+Nz5fH4WboqhzG3j6EhF7ULMxgccpmSsgBmZvysXpvPpE9lZHiaxQsz6O6aCCmEnp7xsW5DAROiwMiEm5XV6VwbcYX0XJhy+9m9LAeXBOMuHxvKk7lzrS+Yi39Xrhk/O9bng6YFG3ZdvdgdclyXy8e2naVIomBYflblcvZkW0gBtmvKy/YHy7FYJNzTXpavy+P9d5tCCrCnJj3serAchyLhcftZuSGftw/eCUk1mpgwF9uHFVZYYYX1f0aCIPwSo2g3QRCELuBbwA+B1wVB+DTQDjwcwA9gxHU2YUR2PvV7HSNs7wnVzas9/PjPjuP1qgiCYZuoWpzJ+bMdQZ+tYpVY/0AZvz3eitenIgrGy8Ky/Hgunes0cRt3l7L3SBNer4ooCjjsFqrz4rh6sTs4MVQUic3bizm0v2GWi1DIL0vk+vXZyYOiSGzeVsyBQHGmJBmT2MKMGOpu9gcnD4oisWVTEYcDK/GSJBAVbSMtI5qG+sHg5EFRJDZsLeLIO3fwelQkWSQmxkZCSiRNjcMmbvW2Yg6/14zHqyLLIs5YG4k2C20tI6ZUo7Xr8zl+xOgoKltE4hMisDoshg1jDrdmTS4njzYHuaTkKAQBersnTFajpWvyOHOiFY9HxWIRSU6Noj/BQe/QdDANxqZIbM+J49ypNrweFYtFIi0zmpkJD8ND08HJodUmM29tLmeu9ODxqigWkeyMGAZm/AyPzQQtSXarzOpsJ5cvduH1qCiKRE6ek75BF+Pj7lnOYaGqJInrl7uDXF5RAh09E0xOeoLWJUeEhZKSROqu9wW5otJEWtvGmJqcbSwWEWEhryCBhvoBvF4VxSpROi+ZW60juFyzk+GoKIXsLCd3GofwelWsikRFZSpnBiZxBaxBAuCMshKT56S+fxKPX8NmEVmVG0/jiXZm7nKC0SAqJUqhrWMMr0/DapVYXJ1u7BzMSalJjLOT5tXo6RjH51NRrDKLl2dz/nR7MN9eFAUSkyMQI6309k7gC4y3bEUOp063B60toiiQlhKF5NMY7J/E59NQrBIr1+ZxOvC9uMtlZMfi9qoMDbrw+w1uzfp8TrzbZEqpycqLY8hnxOn6/RpWRWLD+nwOB7rOGpxIQb6T/nE34+Nu/KqOVZHYsjafdwPPFYAsCRSXJtHo8jI25UFVdawWia0b8vn5zV48gWfDIgkszHbS0D/FxIwPv6Zjk0Uer0rn6N7bweu1yCJVZUk0NQ7ichlN+RRFYte6/OBzD0aTv+rKNBqu9TIz7UMLcJt3lHBo/+3gfbFYJGoWZXDzcjfuGR+aZjxXm3aV8u4cy49FkahdlsmV8wan6wa3bncp7xxuDFqXFEVi48ZCPhEu5g0rrLB+h/6Q7T0JxXn67n/4sw/7NEL0P9Y/9qHfs7C95z56/d+uBP8B1nVwz/iwWSVql2QhW0RsNpmPPDyfM3UDwaI8TTdWBa1JEdTUZiDLBvfwY1WcutQdHE/TdKZnfMRnxFBZnY4si4GdhQWcOdVu4mamveRmxTJ/vrGa6nBYePJT1Rw/1RbkVFXHNe2joCSJeRUpSJLBPf1MLe8faTJzUx4qKlMpLU9GkgQiIhWe+fwS3jvcFJwgqH6NqUkPNbUZFJckGi8VkQrPv7g0OOGHQHHzpIfFq/MoKEowXiqirHzui8s5Nid33O/TGBudYd36fPIK4pEkgehoKy98eQXH7+GGh1xs2llKTn6cwcXaeOErq3j/2GxDLJ9PY2jAxSdW5pKfEY0kCsRFW/nGkzWcOd4SHM/nU+nvmeTBx6rIzI416iHiHHz+K6s4ebEreB1en0ZnzyRP7y4jKzXamLA67Xz16RouBixYYBSXtreN8cnY7M/WAAAgAElEQVRP1ZCWbnAJiRG88PmlXAu8GNzlWhuHefoztaSmRhnjJUXy3AvLuHmtz8TduT3IM88vIjklElEUSE6J5JnPLqHh9kDwc/N6VOpv9PO5ZxeTnBRhTJRTo3j26Voam4aCnMercu1qD197rIpkpx1JFMhMjuS5hypoGJgKTlDdPo33mod46dlFJMTZEUWBrNRonvrIPDq6JoLxjR6PyunznXz1M4uIjzXGy0mP4cmtJfR3TwR3J7weP2feb+GFr6wk1mk3dhZynGx/eD4DA1PBl1qPR+X991r44heXExNjM3YWcp1s31LEyJAryHk9KscPN/H5l1cSFWNFkgTyCuNZs6WI0cBE/i537N0mPvvySiKjDS6/KJHFGwoYn3AHOY9X5cjRZl54fjGRkQqSJFBSlMCixVlMTXmD9Tger8q7J1r47LOLiIgwuLLSJMoWZjDp8gZfVj0+lWMn2nhlawlRNhlZFFiYE0dlZiyTbmPCD+D2a+yp7+czj1bisMvIksCCsiQK0qNxBbpw3/0eHD/fxSc+vgC73YIsi1RVpZGWFBGc8N/lzp/p4GNPVGELcNW16cTG2IIT/rvclXOdPPhoJVabjCyLLFyShdVqCU7473J1F7p4YHc51oBFbOmSLB57dP7v+vEYVlhhhRXW/08VtvfcR3M7coIx8fe6VRYszWR0xotVkSmtTOWtcx2hnE+jelEGk9NebDaZ0nnJvHmk0cRpmo7Xr7FgWRYT6DjsFornpRhpMXOkqjp+n8aimjT8Mz4iIxSKixLNqR4YViO/plG1JBNXYPKdX5wYkjqiBjoC1yzOQNN0omNs5BUmmFI9wGiwJQAlG/IZTo0kLtpKZlGC0aHYdB0gSrCwNgNZNCbV2TnOkMx2XQdBFFlYm4EiG37szMyYkMZKYNhgKpdnI8bYSEyIICU9JhQSwCqJLFiSido+SobTTmp8RMBiMjuoIAgoNokFizOxR1lJSYsiLimUE0WwKTJr8+O549NITY8mMcoWam0RBOw2mYUL0mmOGCI9M4aYGBuiKAKz90aUBCIcCjXV6bQ2DZOZ4yQ62ookmnsGiKJAZJSV6poM2ltHyM6NIyr6PscVBWKjrCyan0pH2xi5+XE4HJb7cCJxUVZqFqTRMjBFWUYMdoeFe8N2JFEgLs7OkrIkunomKClIwG6VEO9ZAhBFgcQ4Oyvz4+jtmaSkKAGrLIb0NBAEgcTkaCoWZdDfN0XZvGQsihT6sQmQmhJFzfxUhgamKK9IQZZD1x10HVIzY6lYmMHIkIuKqjSEQFfpudI0nYzsWCpqMxgZnqaq+i5nHs+vauTmxVFRk87ouJuaqjR0TQv5nvp9Gvn58VTUpDM+4aamJp0Jfyjn9atUZMSwrDSO8RkfawsTGRz1hHKqRml+HFUVKUy5vCyuTqe3ezzEUuP1qZSUJDK/IoXpGR+1tRl0NA6HWJK8Xj9l5ck0VqQw4/axcHEmt2/2Byf8d+Xx+CmtSKHp9iAej5/qJZlcPd8Vcl98XpWKimRamobw+VRqF2Ygy6GfW1hhhRVWWH8cCtt77qN9v77B3jduBFdlFUVi7c4S3pmzcm61SixZm897c7puKorEzmXZHAvkpxucTO3qHFN3TkWR2LQ2j8PvGcWjQoBbUZHChTMdwb+rKIaF4e5KtyAY9pSKJZmcv9xj4lavzeXYKcM6IQhgt8kszo3n2sXZXQbFKrF8VR6nTxgr4oJoTGJLypO5ca3XZEkq213KkRt9eALWpQibhUXRNurq+oOrslarxMrKNM6facfrURFFo8tuVo6TO/UDs5xNpro2g0vnOwOcMdlNT4ui+c5Q8KXDZpcpWZzJlSs9QUtSdLSNlGgbbS0jwdVbu8NC7K5izraN4PFryKJAfISFqo4putrHDE4Ah0OhsDiB+pv9xniySFycAy3RTlefkdAiCBBht1CeEMmd24P4Atal+EQHoizRP5eLVMjMiKH5zjA+n8ElpUSi+zQGB6bQVCN5JTrGSmJSFO2tI8Z4FqMLsGvGz8jwdDDJJTrWhtPpoKtjFJ9Pw2IRSc+MZXzSw9joTJCLi3fgiLDQ2z0R4CSyc530jM8wMeExJTaN5cTQNTKNT9WxyiIl6TE0TbkZC6zyyqJAeoyNlPYJBoYCVhmLRFFhPG3tY7imvei6YZVJT42GkRlGRmZQ/RqKIlFalkRL/SDT017QjbSY9KxYxqe9jI3OoKqGFaW8MoVb9YPMzBivObIskpMTy+jgNBPjboOzSlQuSOPmlZ5gqpFsEckvTKCvZ4LJwLUpVoma2kwuX+zCE7AkWSwiRaVJtHeM4ZryBrnapVmcudwd3BmyWETKypK43TkevDarIrGiNpMz5zpmn0mLxPzyZOqajDQbLcCtWpbNu1d78fjuciIL56dwYmaKaZ8fXQebLLKtNI29F3tx303okkXW5sVTf7oDt8cfPO6mZdkce6/Z9Owur07n8tmOYGKTVZHYsDaP4+80mp7dpctzOH+qLXgPFKvEui1FweL8ILcql7Mn2vB6Zrn1W4s5enA2vUexSixfl2/aNVQUiWefX8yy5Tn/Oz8uwworrP8L9Qdt7ynK13f+1z88e8+/bnz0Q79nYXvPfbT9I/PY/mA58QkRJKdG8ekXl3Lxaq8pftDjUZG9Krs3FZLgtJOWHMmXPl3L5fOd93B+IiWRrRsKiHfaSUuJ4sufXcLZC7MWEx3weP1EJkWwfnMhcfEO0tKj+cLLK/lgTiyjrhu2hrT4CDasySPOaScjPZqvfHEFJ8/NGU83tu/TShJYuTYPZ5ydjMwYXvr6Ws6eag3+w69rOl6fSlFpEstX5+KMs5OZHctXXl3P4euzEx1NB49fpaQ2gxVLs4hz2snOjOEbX1nN2ZNtwfE0zbjehYszWbQsG2ecnexcJ698az3nTrfP4XSj4HJNHguXZBEbZycnP46vfHsjFy50mSxJMzM+1mwtonpRBrFOO3kF8bz82npOtgwHLSt+TWfSo7LqiSqqatKJddrJL4jn5T9dY1hq7o7n15icdPPo1hKqK1JwxtgoyovnT19YTkP9QPClx+/XGB9z87HHKqmoSiPWaaOoJJH/9PIqmhuHgzsofr/GyNA0jz69kPLKVGKddopKk3j+SyvoaBuZHc+nMdA3xZPPLqKsIplYp52S8iSefXEZPV3jwZcjn0+jt3uCz3x2MSVlScQ6bZTNS+bJz9TS3zc1h1PpaBvlC59dQklRAs5YG/PKk3n86YX0j7vx3bWi+DVud4/zwwcrqMyIJSFSYXFuHF9emsvo2ByrjE+l4c4Qr3xhOUX58ThjbCyYn8oj20uZnPQE6zq8XpWbN/v58qtryS9MINZpp3JhOlseLMM1xwLj9apcu9zD176+lrz8OGKddmoWprNxYxEz075ZzqNy6XwXX/3WenLyDG7h4kxWrMnF7fbPWls8KufOtPPVb64jO9dJrNPOomXZLFyahddj5j442cY3XllDdlYsTqed5UuzqapOx+tTgyvdHq/KifMdvPryKrIzYoiLtbNqWRalJYl4vSraHO7kBx1857NLyE6NIj7WxsbFWWSXxePxz47n9mscvtPHX36sktyECJKirOyuSqPYpuD13nPcS9185XNLSU+NIt5pZ/OaPBKjrKbdRY9X5eyFLj7/5RWkpkUTF+9g07Zi7HY5OOEP3r+znTz3pRXGLlaCgy27jOJfr8fMXb3QxTMvLiM5NYr4hAi2PViOW9VMP6u8XpW9b90irLDCCiusP06F7T33kSgKPPBoJQ88Whn8s//4bV0Ip+s6YowVX6Id0SIhOiwhFgSDg2gEor0aVkHDJoghW+26bvxnU2QUWcRqEVEsEqauXoFjChgrdYoioViM/987oPFbAT3egTs5EkuEguiw3Dtc4Pe6Ef2oSMHIxtCLMOwZdlnCKgjYZRFFFkOOC4AgBHzCElarbDR9us94AHKkghChIEUqSJbQpk+BAbHaLchWGYvtfzIegGjsKlgU47iyLIWkxQQwYv06sW6VWJ+xU3C/YyIKiJEKepQVIUpBvN9xDQzFJiPZZBS7HLD7hGBBG5FVFrFZJCSB0PMTAjYii4RNFLHLEpIohF6GAJIgYJclbKKAQxYRpPtchwCKXyO7Zwqld5IsJKTC+31mhu0nEnBpOpEIiIJ+v9NDlCUs9rvXawlJ7rnLCRYRMdqK7lORoqz3/SzAaD5mDXSmtlrl+44HIFskFLsFi9uPYpf/Z8MZ41klFLeI1Rr4ERfywIEiiTgC6U4OSbzXtRTkLLEijmoZ1aPhyJRBDQV1wKFB4oQXx4yfOI8WOGzog261SNhlEV0WsSsS+pweCnMwLIqMYpXQdB2rVcZ/Pw498NzKRoGu1YKme+47nmyXESMVBJ+KJcKCPnKfy/2Qdn7DCiussML6/15he8/vqaPHmvi3n142WXRqd5Rw4GpPcEXcahF5uCyZE4dmEzGsVokVy3NMRaaKIrFsWxFHT7UFx7NaJdZUpXPuRKuJW7E+n5Nz/q7VKlO9Ioszc2w7VkVi+coc3v+gw2QXqqlO59y13tljKBIbS5OCCTeGXchCxYJUkw3IapUp3FnM8bo+PIHuvA6rzKoYB9ev9QZXum02mdqKVC5f6AzahRx2CwUlCdy6PtvJ1GaXqahM5dqVnqC9xxFhIbMwgYbbszYgh8NCcXkyN270BROMIiMVspKjaGocCnYKdjgU7FvyudQ5hsevIQlGg6jF/W7amoeDXESkQlaOk8aGIXwBu1BMrJ3oWFvQBiQEjpGWEUNL4xA+n9HUyhlnQ4p30N07iT/Q+Ck6SiE90kpHq2HHkWSR+AQHsizS3zsVbDgV67QTE2Wlu3MMv09DlkUSUyLRVJ2hgalg4ydnvB1blJXe7gmDs4ikpkXjcXkNG1CgEVd8YgSCVWagfwq/37ABpWXEMOHyMhqwAUmSQFJKFD1Z0fSNzeBTdRRZpDApEm4OMB6wysiySFpqFFN+I+FGVXUUi0R+TixD7WNMThgNnWRZJCMzhsmRmaAdx6JIFBYm0Nk2imvKY0wkZaPR2lCAu5s0U1yeTF33GNMBW5FFFinMjWO4ZZSpQHMpRZEor0jhTl0/0zM+Y4JtMVKN2ltHmXZ5g9z86jRu3ugP2oUsikRpeRLNjcNMT/vQA9yC2gwu3OwLWmUUi0jF/FSuNw8z4/YFbTZLFqRx5WxncIVdUSQWLEjjwp1Bkx1n2eos3hf68QTiXK2SSG1qGkfqxpjxqegY9p7NBSmcPjLnebZIrKpM4YNL3cH0I6sisX5xpvE8z3kmVyzK5NypNtPPjLWrcjk5J5nIsOblcPZ4q8mis2ZjIcffNduAVqzN59R7zWZuSxGHjzWb7Ilr1ubz3jGz1eipT9eyek3e/+ZPx7DCCuv/Nv2h23u2/90PPuzTCNG/bX7kQ79n0muvvfahHPgnP/nJa88+++yHcuz/N8rLjSMuzs7kpJe0tGief24x/36mjbE5HVtVTScr28nWZdlMTnpIT4/m+c8tZe8bN3FNzuFUneL8eJatzGHK5SUrPYYXP7OYt35xjek5sYyqqlNekUzt4iymp71kZsfyuf+0jH9/s87UsVXTdBZWplJdmYZrxk9OZiwvPb+En/6mDvc9Rb+Ll2QxvySRmRk/2XlxvPDSSn75r5dNxcGCAOtqMykqTmTGq1KUHsOrTyzg3396yZQnLooCq9fnk58bh9fjJ68gns+/tJJf/MslU064JAls2FZMRlYsPq9KflE8n/vSSn7x8yumokZJEtm+vZjU1Gj8qkZhYTyf+9wSXv/5VTMnCzyxrpD45Ej8mk5lZiyvbi7lrV9cNeWYS5LIQ49VEhtnR9d0ikqTePLZRex98+bsdeggiSKPfqqaqGgbuqZTWpHC459eyN6DDcEXEqMYWeBTTy3EYTd2TMorUnjkEwt4d/9tEwfw9OeXoFgkBAHKq1J58JFKjr1zx8Tpus5zX1iOKAqIosD8BWls313GiaNN+LyznN+v8cJLK9EBURKpqkln0/YSTp5oMY3n8/p59bkluHWwSCLLS5J4qCKF02fag5ym6cy4/XzjT1YHolclFlWns3pRFuc+6Ay+qGmajsvl5RuvbWBm2me85C7JonZxJhc/6AjWYWiazuSEh29+fxOTkx6sNpkly7IoX5jOxSs9wahZTdMZGZvh+9/dyMS4G5tNZtnKHEpKErl6aTanXtN0hgddfPevtjE6Mo3dbmHFmjxyCuK5dqU7+D3QVJ3BARff/9E2RoZd2B0WVq/NIzk7hmvX+4KcqukMDEzxo+9uYnhkhgiHhY2r8kiOtXPjel/QGqSqBvfn393E4PA0kQ6FLWvziSyyc7VvMLhBpuo6g9MufrxzOf1TbmJsFh6qzCLSpXL1ztAsp+kMjLn50RdXMjg6TXSElQc2FIDbR93tQdMzPjI6wzdfWcvQ8DQxMTZ27izFPeGhod7MjY+5efnVdYwMTRMTa2PnQ/MYHnbR3DBk4qYmPXzhlTWMDE0T67TzwCPz6eqbpKVlxMRNu7x84YsrGBlx4XQ6+NgjFaxcFZ7whxVWWL9b3/72t3tfe+21n3zY53E//cXf/s1rRds2fNinEaJrP//1h37Pwvae31N+v0Zj4xDt7aPIskhb+yjKPUkXAkZB4JWeSa5Pe7F4VSoHpkLsMqJopNS01A0wcHsIiyLRUz16H05AkkQabw/S2TqK1SrT3TmORb4PJ4q0Xutj+OYALrtM36JMIxllzk6/KBg2kTt3hujsHMc25KK3ZwJZEvHNafxkpMLodF/oYrquHxwKQ4E4UFU1v0QIemC8rnFGxtwM9k8hiAJBYzSAIKCpOo0BbnTczdCg6773WVN1Wm4N0Ns0jGvQxejgdCikG4lFA2c68baOMBpjYzI/8T4WJx2fT6Pp9hCdHUYe/sS4G/2etBNd1/F5VZoaBunqHGN62svUeE5Ieoqugc/jp7l+gJ6ucTwuL0tW5ISkp2i6jsfto6lhkL6eCTxuPwuXZoc0ktI0HbfbR9OdIfr7JvH5VBYsTL/PcXWmvH6u9k/SP+VhvHeScq8/9LiajmvKS9+lbiaHp+npn8KbHB3qbNF0XBNuOm70Mzw0jXXGT1luXIi1Q9dhYsxN8+1BRkdnEHXIzYkNsYhpus7ohJvbHaOMjbnRbTIpuXH3dZKNjszQ1DLCxIQb2SaTlBzJ/TQ86KKlcZjJSQ82u4XaeDv3+oMEUaB/yEVDxxhTLi9K6wg1sWkhNh1JFOkdmKKxdQTXtI+oSCsLihKN7+kcyZJI15CLuv4ppt1+IjrHKcuMMxq8zbk3kiiSnxDJj3bN5tm/cawJUTS+53PH6+id4E7nOG6vn8SWEbIC8adzk35kWaSnbZTuW0ZdSavTTnScA1HE9BnLFonOtjFam4fxe1Uabw/icFgQBPNXX7aIdLaN0t4ygt9vcBZLaCqPxSLR3jJM551h/KpGU30MS5ZmI0nhUq+wwgorrD9Ghe09v6d+9vMrHD7caNoKX/tgGa9f6DQsMAQaOhUlcOpKTzDv3GqR+OjSLI6/WRds9mW3W6ioSePS+S5Tc65NW4o4fOBucy6w2xVKK5K5dqknuAJ7N0noYGBbXhQFHA4LFVmx3LzaaxpvxQNlHAhYiCRRIMJhYV58BA03+0zc2vUFHD9iZOaLgcjP1JxYGhqGTM2+Vq/L5/j7LXg8s8k6afEOmhuHTdzK1TmcCtgQJEkgNs5BTJzd3MQrkDJy5rRha5Blkbh4BxEWie45TbysVpna5VmcP2sUNBvNvhzoEQrdvZPBCbLNKrO0PDmYECRbRJJTolD9GgP9U7OcXWZ+VRpXA820LIFknZlpP8NzOrfaHRYKa9K4drMfj9fgsjJi8PRMMjoyE5zA2x0WCsqSqK/rN8ZTJHJynQz1TRodY3VAMJpu5eQn0Hi36ZYikVsYT1f3BFOThlUmaEnKjKXlzlCQKyhN4vqEmymXFx2Di4mykme30NY2GuRKypO42TWOK9DRVhQgNsZGUoSVjs4xo/mVIlE5z+gWO3OXEwXiExzYIhV6eoyXD6tVorIqjbpL3cFkHVGExORILBaJvt5J/IFmWtWLMjk3x1IjigKpqVH4RYHBIRe+QJOspQvTuXyqI2ipkSSB9IwYfFNeRoamg023lqzI4YNTswXikmRYiMYnPYyOGklCVqvEstW5vHd2Nu1KlkXy85wMDk4zPmFYkqxWidWrcjn8gZkrzY9noG3UKFQONOdatamAfZdm7XoWWaSiJJ62+AmmvD5UXccqSXyqqpRdJeYV8ZEJN8/+4D1cbiMz32qR2LUim/3HW83JP2XJ3LnaE0wIUhSJHavzOL6nfrY5V8CmdP1aLzNzmmlt2lbMkbnNuQJNty6f68bjnuU27igxmvLNsQkuWpnD2Ytds7YnRWLz5kKO7Dcn+mzeXsLD4eZcYYUV1u/QH7K9J74oX9/2Nz/8sE8jRD/f+vCHfs/CK/2/py5c6AxJunD3TvH9p2o5dL4Dm9XCw6vzeOXHp4ITfjCa+YxrOl98ZTUnj7cQ4VDYuruM175+KDjxvjueX9X5wldWcer9ViIjFbY/UM43Xtpvytv3elUU4MsvLOPk2Xaio6zs3l7CKy/uNY3n86k4JYGXPl3LqQtdOGOsPLi5iJc+t8fEqaqGM97O819Yzvmz7TiddrY/OI8XPvdbk6VG13VSkiN57tnFXLjQSXyCgx3by3jx2d+ErGBnZjt5+vkkrlzoIiEpki07S3nx2d+aVpIFBArz4ykuSeTK5W6SU6LYtKmILz33W9NKtyBA+bwUikuTuH6tl5SUKNZuLOTFP9lv5kSoWpZFcWkSt270kZYRzYo1+Xzti/vuGU9g2aocSsqTuF03QHpmDEtW5PDqywdCVtg3rsoz4h5vD5GVFcPi6nS+99V3Qq53644Syuen0Hh7kOy8OCoXpPKDbxyeXX3VjRXbXQ/Po7VxmKY7Q+QVxFNcnsyff+dYkNN1UP06D31iAQ11/bQ1DpNXFE92eQpX/u5McOVc142El0+8uJQbl3pobx2lsCSB9Nw4bvz9meB53W0Y9+yXVnL5YhftHeOUFMeTnhzFnWt9s5ymMz7u5uWvr+WDD9rp6hintCyJ+DgHty71zOFgZGiGH/z1Dk4db6a7e4LyeSnYY22crzOP198/xY//chuH32+hp3+Kqnkp2ESBK6dne1uoqk5X5zh/8/e7OHLgDv19k1RWp6PrOudOtZm+o63NI/zNf/8IB9+uZ2jQxYKF6Ux7VTg7O56xGzfCP/79Lvbtv83w0DS1tRmMBiI953K3Gof457/awb59txgemWbx4iy6Jj345yyt+/waNxuG+dfvb+TXdU2MzrhZkZPOssxU7lVctI1//Ooa3jjaxNiUh7U1GTS0jAQn/GD08LjeOMTff3cTew40MOXysHJpDg1zmveBkZ9/+2Y/3/2r7RzccwvXtJeVa/K4/EFHcIJ+l6u/McB3/vN23tlzi5lpL6s2FHB6ju8fjJ8ZDTf7+d4PtnBw/23cHh/r1hVw9OAdM+dRuXiuMzzpDyussML6I1V40v97KiJCAWYtKZIkYLdbePv1G9yqHwAg0aMSabcwNOY2c4rEvtdv0Hh7EASIjFBwRFiYGJ/DySJWm8Rbb96kuXEYQYDoWDt2hwXX1Gw9gCyLWGSJvb+8RlvLCIIAiREKdrsluCILhhVAEkUO/OwKnW2jCKJAht2CzSab/PuSJCIg8NvXr9PdOY4gCiSmRGG1ykxPz9YXiKKAruns/Y/r9HZPIEoC6YlRKIpkihEUAlaeva/fYKB30ljNTY9GlgV8PvNk3qdqHNh3i8EBF5Ikkp4ec98EFZ/Xz77f3GJ4yIUsi2Rmhjbs0jXwTPvY+1Ydo6MzWK5KpGc5QybymqYz7fKx/9c3GR93c+OSRHpGTEhjJU3VmZz0cOCNm0xOeqi/KJGVHGWqGQBjQjo+7mb/mzdxTXmpD7yY3I8bHZ7h7d/UMe3yUn+9j/jECFPtAxiNpIYHXbz91i1mZnzU3RrgieSoYOfYIOfXGOid5MBbt3B7/DTU9fPYpxeGNH7yqzr9neMcfuMmHo+ftis9PPxkjcmGYpyfTlfHKAffqsfrU2m6PcjHHqtEC2mIpdHSOsLbB+/g86k0tozwkYcr7pNGpXOrfZQ3TrXjUzXq+qd4fE1+yOcmCFB/s5933r6N6tdoaxlh266ykAZgkixw/Uo3h9++jarqdLaMsm5nScj3xaKIXD3fxbE99WiqTm/TCCu3FyGJAnNb7lmtMh+c7+TA4SY0TaezZ5KlGwqQRbOFzabInDjdxcE3G9F06M0Yp/QLTpzRtpBrOXapi32n29B16B2aZklpEhZZDNY1ADhsMidPtPLeoTvoOgz3TFJVkoQsi6Z6GZtD5uTRJt4PcGMDLvKLEwIWu1nO7pB5/3Ajx981GgCOjbrJyI5FlMxWI7vDwvGDDZw6eAeA6aEZEgIdo+c+I5GRSsh1hRVWWGGF9cehsL3n91RDwyB/9oP3gkkudruFkrIkLl3pMTWr2rSjlDdPteFXtaClpibSxq05xYpWq8ym3aUcePs2fr+RFhMZpZCZFcutm/1zOImtO0o5uOeWwcki0TE2klMiabg1GPzHX7FKbNtVxoE9t/D7jeLMWKcdZ6yNljtDJkvN5t1lgeMaXFyCgwi7hbbmkeA//opVYvOuUg4caAhySUmRWICu9tGgz1hRJDbvLOWd/bfx+VQsFonUtGg0j5/e7ongirhildiws5RDBxvweQ0LTHpGDC63n/7+yeCEUVEkNm8s5EiAUxSJzJxYRkfcjAy5TNyqnSVGGonP4PJznYy0jzM6OhP0nCuKxNoN+bx/uClggZEpKE6gu3XU9MJlNCoq4NTxFrxeP4oiU1yeRHPzCFOTs0URVqvM8mVZfHCiLciVV6Zwu26A6TkF3VabTIL0xcMAACAASURBVO2ybC6cacfr8aNYZSqr07l+pdv0Ymazy1QtzuTSuS5jPKtMdW06Vy7ewzksFK7M4cKNPrw+FatFYnl1GjeOtZgKuh0RCnkL07h6qz9o+Vldm8mVQ02mHPiISIW8u5akALdiTR6njrcEE2QAomOsZGfF0nh7EG/gc1u9oYBjc9JnAGJjbSRlxtLcMhwcb92GQvae7wyudAtAgtNGjiDS3j4a/B5s2ljI0f0NwfEEwbAQRUZa6eocm+W2lfDu/tuznCiQmhaFHqnQ2zuJN/D927m5kHffmrXKiKJAelYMUw4L/UMu/D4V2SKxe0MhB+aMJ4oCublOhiwSg6Mz+PwqFlnio2vz2HuoMZjKI4kCpQXx/NnLq5irS7cH+PY/XwhysiRQnhvHwMAUY5Me/KqGRZL42KpcDu29FbzPsixSVprIQPMoUxMeVNVIcdqyq4x39t4KrsTLFpGKqjRamoaYnjJ6IsgWkc07Szm0r97EVS5M586tAWamfcHEpo3bSjh8YI41yCJRvSSTG9f7cM/40HQdiyzxyrc3UFCUQFhhhRXW/0p/0Paewnx9y1//+Yd9GiH6xY6Pfej3LLzS/3uquDiR7313E+8fbzEm7ZsL+dqrh01WGY9HZXLQxV99eQXvfdCB3WZh19p8/vSFPaZVPI/Hj2vSw6vf3cipU21EOBQ2by3ipRf33cOpeH0qX//uRs6caiMqysqmrcV88bnfmlb7vB4VXdf56msbOHe6negYK5u3l/Dik2+YVn59XhXFIvHVV9dx/mwHsU47G7cW89lPvm5a7VP9OhF2ha9+bQ3nz3USF+dg05ZCPvP4f5hWdDVdJybWxpdfWcPlC50kJEawdmMhn338VyErv0mJEXzxT1Zx5VI3ScmRrF6bx2c+/aaJEwRIy4rlxZdXcf1yN8mp0SxdlcMX7uFESaAwM5Z5Lyzl6o1+0lKjWFKTzpc/v8dUZCpJAsVlyZSWp1B3vZf0jBiqatL52gt7TecmSSJV1WmUzU+m/mY/GVmxlM1L5htfecfEiZLAwmXZlM9PoaF+kKxcJ/lFCXzvlXs4UWDF2jzKK1Nouj1ITn48WblOrl/pMXGCILBhSxEVVWk03xkivyiBlNQorl4yc+jwsfX51JQn09w6QklhAolRVm4ebzVhmqbx+K4yFs5Ppb19lOKiRGJtMteONJs4v1/jiU9VU39rgI62MUrnJaEoMmdOtsGcgm73jJ+nnl/M9Ss9dHcZVh5NgPdPmo/rcnn5wmcXc/5iN73dE8yvTGVK1xEvds29BEYnPPz4e5s5e6qNgd5JKhekMTnuNhXU6joMDbj4zo+2cuJoC4P9k1TVZjA0YC781jWd3u4J/vFnj3D0WBPDgy4W1mbQ2zFuspFpmk5X+xg/+cWjHDrSxNDwNIsXZdDaPGJ6NjRNp61tlH/5bx/l6IVOJl0+qooTuH5rwGSvUzWdO62jAIyMTDM97SMlJZK6lpHghB+MHZbGrnH+/bWN7H2/hXGXlzU1GVw83WZ6sfL7NVpaR/nxj3dyeP9tXFMelq3J4+TRZpP1xu/TaG4c4gd/u4vD++uZmfazfE0uRw7cCeFaG4f5/o93cvRAAx6PnxVr89n/m5tma5BPpfXOED/88Q7OnmzD79OoWZxBanroLlpYYYUVVlh/HApP+n9PTYy7+bsfnWB40IWmQVfLCE6nnaHh2XQZWRaJjlL4hx+8z9iIkZ8+cnuQWKed8dHZlWWLRcQRqfBf/uY04+MeNE2jZ2CK2FibaWX5bpOpH//1KSanvGiqRv+Qi+gYW7AIE4yVatki8nf/+RTT0178qsbI6AxR0TaG56TkKIqEIMLf/8UJPDM+/KrGxMg0kVFWxkZnTNcBOn/3o5N4PX78fg3XhJvISCuTc85PkkQ0v8Y//uUJfF4Vv1/DPeXFZreYzk8QBDw+lb/72zP4/Rp+v8aMx29Yg0wNhwQ80z7+6b9dQNMMzufxI96TGqTrMDXj4x9+eRVN11H9Gr45HVLvStN0Jsfc/MfPrqBjcKpfC7H8qKrGyMg0v/zpZRCMzr2PfrI6xHqj+jWGBl384l8vIQigHtN54lPVwfjKu/L7Nfq6J/jFv1xEFAVOHG3m8adr8PvNyUd+n0Zn+xj//i+XECWBE8eaeeKpmpDxVL9KS/MI//7Ty4iSwAfv3OHjT9aYXhDvHvdO/QC/+NfLSJLA2YONPP5kdajVyK9x43ofv/y3y0iyyKn3W3jsPteraTqXLvXwq19cQZJETpxq5dHHq0LThXQ4d6qNX//8KrIscu5IEw98emFIGpAgCJw62sybv7yGbBE5c7yFh+Y0wLsr2SJy9EADe16/gSyLfPB+K7sfnR+StmOzWXhnTx37f1OHLIlcONbCjo/NQ5REmHMPIyKt7Hn9Bu/sq0eWRS6/18KWj5YjywJzw6iioqzYrDLbV+QG/6y7ZxKLRTJN6KMjLfzz/7jI8ePNSJKI3W5h9a5SrBbJ5OGPiVT4h711HL3UjSQKnKjr54F5KSiKZNopiY628rN/vsD5M+2IksilC90sW5GNxSKaFhVinXZ++k/nuHKuC1ESuHqhi5olmcgWcfY7IwS4fzzH9Us9iCJcu9hNRXWayUIkCOBMcBATa2fLztKQzyCssMIKK6w/PoXtPb+n/vqH73P1UtesVUaR2LCjhEPHW4K+5/g4OymRVm7d7A/6aRWrxJYdpRx5+zaggw4JSZEoCXYaGoaCEyirVWLnthLe2VsfPGZyahSyVaJ5jvXGapXYuaOUA2/dCgYYpmXEoAFtrSPBia/VKrNzdykH3qwzIv2ArFwnM9M+ujvGZjmbzPaPzmPvb24iCgI6kFcQz+jwNH19k8GVc6tVZudH57H3zRtBrrA4kYHucdMqrNUqsfNjFex9/YbRIVaH0nnJNHWPMzoy+2KhWCUeeKCct35bF5zMzZ+fQvP1PibHPSZux0MV7H3zplFXoMOC2nTONQ0FU2rufh4Pby5m3xyudmkml852mKwyiiKx88Ey9r9ZF+SWrMrh7Jn2EG7bA2Xs31tvnJ+us2J1HqePt5hqGBRFYuvOEg7trUcQBHRdZ/XGAsNSNOeFZm6qyl1u3eYijsxprBT8Xm0t4sg7d4Lcxm3FvHvwjomzWiXWbCjgvSNNBqfpbNlhnIeJs8msXJ3L6WPNcJd7sIz9+26bOJtdZsnybM6ebEcQjAn/jgfL2bv3lomzOyzULszg3LkOo35D03lgdyn7X79p4hyRCjnr8jh3oy8wHjyxLp+Dv7xmui+RUQql5clcv9oLGCv4ux+ax743bpi42Dg72QXx3LrZH+QeeGgee+/h4hMdpGTFcqd+EAFjN2r3R+ex9826WYuTAMkpkUSlRdPcPAKCMd6fvLSS+fNSmCu/X+NP/+okrV1jCAhous4jGwrY91Zd8IVVECA7O5aZxAjaeyeN8XR4aEMBr7/XHOyVIQoCxZkxOPpdxrMV0M4txRycM54oChSWJDIz6WGofyqYVLppR6nJ8iNKAiXzkhkbnmF4yIUgGC9W67YUmdJ7JElgXmUafb0TjI3OGF2VJYFXf7iVtPvUx4QVVlhh/S79Idt74grz9c3/+S8+7NMI0a92PfSh37PwSv/vqfZWsx3A61UZG3Lxg+9u5PixFmx2mS1bi/nqi3tNBXRej8rEuJtv/WgLJ4+14IhQ2LSjmBe/YE6V8XhUJqd9fOuHW3j/dBsREQrbNxbyued/G8J5fCrf/LPNnDrZSnS0lU1bS/js0782rXR7PH5U4Os/2MTZk23ExNrYtL2E5x4zW298XhVRgD/9zkbOnW7HGe9g49Yinn70VyarjKpqKIrI1769gQtnOohPcLB2cxHPPPwL033SdLA7FL78/U2cvdpDcpyDDSuyefpTb4Tc0+gYG1/9+louX+giOTmKZSuz+fwnXjcxgmDESb70p2u4erGblPQYFi7N5MSX3jZxkiiQlBHNl76ymmtXe8jMjKGiKpXzp9rNnCSSke3khVfWcPNaD1nZTorLkzkzJy0GjMLq/MIEXvzyCm7d6CMnL468gnhOH28J4UorUsgriOd2XT95BQmkZcVy8mgLc60ykixSWZNOXlECDbcGKChOJDEpgveONYPXzC1alk1+YQJNtwcpKksiOtbG0cNNJk4UBVatzaegMIHmpmFKy5Ow2SwcOdBg4gRgw/YSCksSaWsepqwiFUESkA7eMXG6BrseLCe/IoWWrnEWlCahedRAZvsce4tf42OPzqe0NJHOjjEqF6QzPelBlMyr8F63n+c/Mo+avDi6uyeoXpDG+IAL8Z7K25lpH898fglnT7XT3zvJgoXpDPROItyTyT8+OsPnX1phWH4Gpli4OJPO1tGQngHDQ9P8+d/v5tiRZoaGXCxamkXT7UHzLoYOg/0u/uJvd3Hteh+TU16KixJITgrtGSDLIt9/aQUHDjcyNu5mxdJsrlw0p+3oOvT2TvLfv7OJve81MzHpYfWiTN671mNqjqfpOh0DU7z+7Y0cPNTI1JSHFcuzOXmk2bTjpWk6PV3j/Jd/eoBD+xuYnvaxck0e7+6tN73gaKpOT8c4P/yvuzn8dj3uGT8r1xew943rJs5ISRrje3+9g3cPNOD1+FmzIZ+klOiQ6w0rrLDCCuuPV+FJ/++p1IxoRoangxNwiyLhjHPw3a8dwu/T0HSdq+c6SUqJYnzMPVsUq0hExdr4zjcOo6o6mq5z5UoPyUmRTAby2e9yjmgrf/JfTqJpBne+cYik5Eja20bnrOAblp/vfPsIum5MEG7c7CcxMYKurnHTyrwsifzZq0dAMCYI9XUDJCRG0Nczu8p4t2nPn3/zcDB5507dAHHxDlMDLUkWUf0af/HNI8EmRE0NQ8Q67YzNWcEXBYEJCf7yZ5eQBKMJ0Y1hV4g1SABmXF7+8nvHAvYdjbbWYWw22dSVWNd1JiY8/MtPzhvJJX6NzkCDtLn2Fk3TGR1w8c+/uhbk1m0qDJlkqqpGX98Uv3n9evCaNm0rCmkkpfo1ujvG+M1/GNyxQ41s3lkaYm3x+zVaGofZG+Dee6eRbQ+Whaby+DUa6gfY8+ubxnjvNrLzI+X3tejcvNLD23e5d+6w62MV9+F0Lp7rZP+eW8HxHrgPp2o6H5xo5eBbt5AD5/fAY/NDOF3X2Xe+k9+eakOWBH57uZun1hWEXIcgwKG99Rw91Ghc76FGPvrI/JD7Issi+964wfuHmwwL0d56Hnw8NA3Iokj86t+ucPpEK5Jk3OePPFLBvYqItPLTn1zg3Jn2IPfgwxUhlp+YGBv/+E/nuXipi/+HvbeMk+S8zr7/VdVd1dwzPczMy8wMWhRYEKElWWyRBbYly7ZkjjEOvImT+HnyOE5iyxZYsMwMWsaZnR3cHeYeaKqq90P19kxv7xvv+wTk2H190W9qL91VdVfVzLnPfZ3riKLI1p2X+cytlUhS9PviSbIhiiKTJ2XGnGssNE3jL368j3Nn2xFFgd2bLrF2fUWMNC052c73frqfi5c6EUWBHdtruWVdBRZZigT+ggAZSTa+/ZN91NZ1I4oCm/fWs35hEbIiRQJ1QYDUNAff+e5uGht7EQSBbbvrWLGoMEoaJIoCqRlOvv/1bVxt6kMQBPZsq2X+0iLMshRx6RIlgfRMJ995axttLV4EQWD3zjre/O5KUm6w0Ikjjjji+B8NXUDTbmAFGAfx1os3iceenkVCohWL1YSimCgsTqK2potBr5+RkSB+X4jmhj6Ky5JxuS1YrWYURaKkPIVzZ9oYGgpEeA11PYyvSsPlGuVVVqSy/2IHQ8NBhn0hfH6VmoZexs/Ow+FQsFrNyIpE1fh0Dh1sYng4aIznD1FT3cnMuXk47DJWm8GbOCWTvdsvMzISZGTY4F04087cJUXYxvCmzMxh5+ZL+EZCEd7Zky0sW1mCzWY2eLLErLl5bP3wIn7fKO/k0SusXFeB1TrKm7u4kH863IQvoDLkD+ELquw+28aqeyZgsZiM+5AlFi0u4v3fnsXvVxkZDhLwqxzc28it90xEsZiw2syYZYllq8t591dG5nJkOEggoLJ3x2Xuv60KRZGwWc3IZom1K0p5NywducbbsfUSdz0wCVmRIuOtvq2Sd94+TSAwytuyoYa77h/DM0us+0wV7/wqmrfpwwvcff9EZHl0vNvvHs/vfnUqivfxe+e584FJmMfw7rh3Iu//5kwU74N3znHnvRMiPFmWuPPeCXz427MRXjCg8sHbp7nz7vFR49113wQ+ev981HjvvX2a28fwZFninvsnsfH98wTH8v71NLfeUYXZLEXegzsensJ7+xrwB1WGfCH8QZX/td0IcMfy7vmziWwPS5KuPbd3fnWaW9ZXRM6rWEzccf8kdm+rjeK9/2+nWb6qLIr3mT+byIE9DZHn5veHeP+3Z1m4ojjCs1hNrL1zPEcONkXxPnzvLPMWF0aeh9VqZsUdVXxy7KrxXo0E8flCfLSpmlnz8kZ5NjPPf3HB7//ogUMHmzh3tg2/P2R8SyNBdu+6zOTJmcZ4VjMOh8zs+QVcuNSJz68yPBJieDjIkT31TClNRjFL2CwmXDaZhSUp1FzujuIdPNtKRVUaSvj9c7osVE3Nor6+B5/POO/QUIBTFzooqUhBUYzvyOm2UFKeQnNDL35fCN9IkEGvn0sXuygsSUJRTFisZtwJVrIKPFxt7o+M5/X6+fnfHf4v/q0ZRxxxxBHHHxLimf6bhCfZzmtvLmXPjssosolla8t5/QsfRUtlgioDfT5ee2sZe3dcxmo1s3xNOa88/0EULxBQGRrw85WvLGHPvnrsdplVK0p45I0tURlnf0BlOKjy2leXsHd/I06HzKqVpTzz5HtR1+b3qwRVjS9+bSkHDjTgdllYeUspTz8ULakJBEJoOrz65lIO7WsgwWNIeZ6879dRvFBQRRAEXvnqEo4ebMKTZGXpLWU8vi1aynPNXvClry3mk4OGe8+ilSX809e2RPE0XUdwyrz8+mIOH28hPdXO4rl5hhRlLASwOmReeG0Rpz65Qlqmixnz8tn40cVomiCQYJP58jNzOHmyhawsN1OnZrL1nbNRPEkUSfTYeP5LCzhzopWsvATGj0/n4zF1E2DsYqSmO3n2pfmcO9NGbkEipWUpfPTeeRjddMBkEsnKSeDzX5jH+XPt5Bd6yC9I5KPfnIkquDSZRPIKPDz50jyqz3dQVJxERrYb02/PRvPMIiXlqTzx/Bwu1XRRUppMcpINk0mM7qVgMhZ7nnD349KKVJwuBZNZjHKWuSYh8iTbqbvcTWVlqrHjc914oiQwc3YunmQ7jQ29VI1PI2AxY5IE/GPuVxAE5i8tIjHNQVNzPxPHp6MOBZGuy67rOixZVYYnxUFLcx8Tp2bhHfAjXscLhTTW3FZJaqqx2zRpWhZdXcNcp+TB7wtxx30TSc9w0d7mZcqMHFqu9scUBg8NBrnn4amk5bjp7Bxi2owcGhr70LTo3YmBAT+fe2YWq26tZHDAT3ZeQrjvRixCqsaB020MDAWYUJJER/tglJQHoLfHx/d/OIuN22rp7/cxd1YuR0+0XFeUDt29I3z//ils2FbLgNfHgtn57DnYEC0NArp6hvnOj9YaUp7BAHMXFbB1e22MhKira4g3fryOLRsu4hsJMm9RIZvCC7qxvO6OQb71lwbP7wuxaGkx77x9Ourd0zSd9rbBG85BHHHEEUccf5yIB/03ica6Hr7zlc1oqm5sj2+rJbcgkYE+X0Q2ICuGP/6br2xA13UEBPZuryU3L5Hz3rZITYCiSNjdCq+/ZXRtFQTYubeegiwX52q7I42iLLKEzSzyxje2o2Pwdh9oJCfHTW1td1RxryiJvPnWNsCQ2Ow70EhWjpvG+t4oqZGu6Xz7q1sBw+v84L4GMrPdXGkclRBJJpFAUOV7X98W4R0+0ER6pou2loEITxQFRoaC/ODrxvWJosAnh5rI8Fhp7RmJLGAEBAZ7RnjzlyfRdR1RFDh4qpVEj42eMe5HuqbT0zHIL392GF03xjt59AoOp0z/mIZnmqbT0jLAhr87HDnvqWNXUSxmgsFRCZGqatQ39LJxg7FoEASBSZMzMJuj3VPUkMalC51s2XARdON+p0zPjglaVVXj7KlWtm2qMXiCwIw5uTHviqpqHDt6hV1bL6HrsGvrJWYvKIhtdKVq7N/fwO5ddeg67NhRy4IFhTGSGl3X2bHlEgf21EfGW7isJIaHDps+usjhA03ous7ObbUsW1ES494jCPDuu+f45OgVdF1n+45alq0uJ3TdeGZJ4Be/Ps3x061oms6mvfXcurQkpgGYrIj84mdHOHfK4O3afIlbbquMkfzY7Gb+4acHuHiuHU3T2bmphlW3V8V0OHYnWPir7+2mNlzovnNTDavvqIq+VwGSU+x8/3u7qKvrQdd0tm2rZd1tlQhjJF2CABkZLgRBICv73y9aDYY0XvrpPpravOEFhsD9YUnN2CLbrBwXr31zB20dXjQdNu28zG2ry1GUaF5OlpuvvLGFzs4h4xluqmH1+sooniQK5GW7eeOVjfR2D6PrOts21bDy9ut4kkBuTgJvvPwx/f0+dE1n68YaVq4ui5IGSSaRnIJEvvLKBrwDfmO8LZdYuqI0imcyiRSXJv278xFHHHHE8T8V1+V+4ggjLu+5SfyfvzuMbyREIKDi94fo6x0hPc1BVo4bs1lCMonMnJPHmWNX8ftCBPwGr6drmPw8N5lZLsyyhMkkMndBAQfDmUFjPJWu7mHG5ySQmepANouYJIHlc/I4sLcBf2CU194xSNXkTFJTHciycd5ly0vYtdtomBQIqPj8IVpbvUyenUtyij3CW7G2gh1haUYgoOL3hWi5MsDsBQV4kkd5a26vYnO4YdI1XnNjHwuWl5DgsRkWoSaRW++ewMbfGRKTYJjXcLmH+ydm4XEqWMwSJkng4eXFvL+h2riPoIbPr1Jd38OqO8fhdlsi491z/yQ+esfwE782XvX5Dm6/azxOlxKxJr334SkRacs13rnTbdx170QcDhlZkTCbRR58ZCoff3Rh9D78IU6eaOGehyZht1/jSTz06FQ2hRscXbvfY0eaue/hKdjCshZZlnjosels+bh6lOcPcXh/I/d9bnpEfiUrEg8+MZ3tm2uinu/+3fU89Nh0LBYTsiKhKBIPPTGDnTsuR/F27brMg0/ORAnzLBYTDz4xnX2766N4O7bU8PDnpkXOabGaePDRqRza34jfb7ynAb/Klo01PPjkDGRZisiX7ntsOkePNkfzPrzAs7eNQzaJWGQJh9XMk6srOHa6FZ/feG6BgMp7W2q4/9GpmM0isiLhcMrcff9kzp1qxe8LEQzP9YZ3z3Hvw1MxhXlOl8LtfzaRi+fao3gfv3uWex6cjMlk8FxuC+tuH0dtdVf0eO+d4zN/NjHCS0iwsmJ9BXV1Pcb3do334UU+85lxBk+WSEy08uorNyfl2XnsCk1tXnwBFX9Qwx9Uee9QE6tWl0fGS0q2MW1OHi3tXmNeAir+gMr2PfXcsrgYk2Tw0lLsTKtKo719MDLPxntQx9L5BQbPLJGe5mBCQRLdnWN5IT7Z18D8eQVIkojZLJGZ6aI4N5Ge7uHI/fp9IU4eb2HWvHwkk2g0vctxk5btprd3JDKebyTExXPtTJuRY3T0Nkvk5CXw8OMz/ot/a8YRRxxxxPGHhHim/ybR3zcS9bMa0hjy+nn0qZns3Tkq5Xnr1Y1RvFBIY3gwyKNPzmT/7nrsdjMr1pSz/yubo3jBoIbPF+T5eyex91AjTrvM6uUlvLDjcgwvEFT53DOz2HeoCbdLYfXyErbG8FQ0HR5+bjYHjl4hwa2wZkVplCWocX0qOvDIc7M5fLgZT5KNFbeU8d5vo6UyqqohSAKf+/wsjh1uJinFzuJbSvntL09E8TRNx6LqvL66nKMnWkhLcbBsag7/9i+noni6DpLVzKNPzeDksaukpTuZPS+PX/38OhtXwfBj/+xTMzl9qpWMTBdTZuTwy386Hk0TjUzyw0/M4OwpoxHXuIkZUVlfAFEUcTotPPy5aZw/00ZOXgLllWmG+8yoEyeSJJKQaOWBJ2dw/kIH+XlGIy7pugJiySSSlGrn/sencel8J3lFHvIKkoxC4+skP6npDu59Yjo1l7ooKkwiM9uNySRdJw2SyMx2c+8jU6m/1E1ReTKp6a4YiY7JJJKb7+H+B6fQUNdNSXkqSSl2JJMY5cpjMokUliZz98NTaarvoawqFYfbEuPKI0kCE/MTeW5REc3N/VRWpmGym2OkPKII4yZncdcDKi3NfVRNzETQ9Zh5Bpg8PQe/P0Tb1QHGTc6MkcmA8b7MnJdHKKDS3jLAhGlZDHkDMa48wYDK/CVFqJpOR5uXydOz6e4Zidkl8PmCLF9ahBhQ6eocYtrMHDIynDHnvRH6Bv0Er9sVGRwJsmZdBaIs0tvrY/asHC7UdkfJqgC8Q37uWFuOVRLoH/AzZ04ep061xvAGBwPcvb4StyQx6PUzZ34+Rw81Rb0DAN4BP3fdOY4Eq4mhwQBzFxWyd2ddTAH2wICPOx6YjD3Jhs8XZMHCQrZsqI7Z3env9/HW927hwUenEQqqJCRab/jM4ogjjjji+ONF3Kf/JvFPf3uIfTvqIn/EFcXE8rVlbAn7nYuSgNVqpnJCOiePXo3wZEVixfpKI5McMCwQbXYz+RMzOHmmNfLHXpYl1qwq48MtNWGegNMuU5ybyOlz7aMSIlli9apSPggXSZpMAi6HQkGSg4sXO6J4K9aW8+H2azyRBJdCnlWm9mJXRBoiyxLL1lewcXNNhJeYaCXZLlNf2x3Vl2DFqlK2bTAy3WaziCfZjtVmpuk6CdGCdeVs2XEZf8DgpaY6CNnMNLcacggA2Syxfno2u7ZeCo8nkZHpRPUF6WgdjBpv7i0l7N5Vh9+vGtnMLBcjAwG6OgdH3Y8UE+nvIAAAIABJREFUiXkLCti/x8iIy7KRzezp99HTMxzlfjRvRi6H9tYTCPPyiz20tQ/S1+cbdT+ymJgyL4/DR5oj45WWJNNyqQuvNxB5LyxWE1OmZHHiyBX8/hCyIlFWmcblum4Gr+NVzMjmxKlW/H4VRZYYNy6NS2fbGR7Tb8BmMzGuOIVzp1uN61Mkxk/J4uyZtqiGZ3aHmeLSFC6cayfgV1EUicnTszlxoiWq34DTpZCbk0BtTWeYZ2Lq7ByOHruKb0y/AbdbISvdRV1tN4GAwZs5L48dp0e16oIAngQLOWYzTQ29Ed6cBfkc3FUX5T6TlGLH4VS42txvdIJWJOYvLYrqNCuIAmnpDmTZRGvLQIS3cHkJu8PvBRgLjczsBEKiQEe7l2BQQ1Yklq4oYeu2Ue27KArk5iagegN0dw4RDBrj3fPQFJatKf/3P3DgQkMPX/rrg5EGWyZRoDIvkaG6Hvr6DRmfLEusWlXGR9tG+yuYTCIVJcm0N/bh9fojvNWrytiwsTqKN35cKs3V3Qx6/aiqjixL3LKugk0fjdpxmswiEyZlcPlCJ8NDgQhvxfoKNo3x3zebRSZNy+bsxQ5GRoIR3qpVZWwey5Ml5i0s4HNPzvy9cxBHHHHEcTP4Q/bpTywq1pf8+Q8+7cuIwbt33fGpz1lc3nOTuO/RaUycloUoCpjMIqtur+TE0SuRP+iaqjMyHCQxyca4SRmIooDZLLL+rvEcOdgY4amqxtBQgJxkG+Mq0yK8ez4zjr2HmsbwdLxDAfILEqksT0EUBGSzxP33TGDHgVFeKKQbPuPj0ygtTTZ4ssRDD05m676GMTyNAW+Aqlk5FJUmIQjGwuWhx6azbUdtFK+/38fUOXkUFIV5FhOPPj2T7RtrIoFEMKjR1zPM3MWF5BV6EAQjsP3cc7PZtL020sE0GNTo7hpmzdx88rPdCALYrCa+8OhUtm+sHjOeSkf7ICtvqyIrN8Hg2WWeemke27fVRgLPYEClrdXLrXdVkZnlBgHsDpnPvziX3TtG/c4DAZWrzf3cdfd40sOZXqdT4dnn5rB/52iAGgioNNb1cu+DU0hLd4Jg9A946sW5HDjYFDXepdpuHnhiBilpDhAM7fmTz8/lk0NNkcZPAb9Kzfl2Hn58Bskp9kiH1Mefn8vxE62R8fwBlTNn23nsyZl4PDYAPB4rTzwxKxLwXxvv9LGrPPHsbBI9VggH1A8/OSsS8INRzH3scDNPPTsbd4IFBEhJtfPQI1O5fKlrDC/EkX2NfP7ZObhcCgDp6Q7uf2AKDXU9kffA7w+xf1cdLz0+E5dDRgAy05w8tL6KK019Ubw9Oy7z1EvzsTtkECAj282td0+gLRzIX7uPnZsv8dRL87DZZQQBsnLcrLqtio42bxRvx8ZqnnxhLlabGUGA7LxEFq8upatrKLJIDvhVtm6q4alnZmGxmhAEyM9PZNGCAnp7hiOL7oBf5e1fRO9G/X+hIt/Ds3eNxyJLCAKU5SUytyiJgYHRup1AQGXHjss8ct8kZFkyGm4VJzGhNIXBQX8Ub/eeeu67d5RXXp5CcZ6HwcFAZDEdCKgc2FPPnfdOxGyWEEWBynHpZGW5GRqK5h090Mhtd43HbBYRRYFxEzNITLUzPByM4n1y7Aprb63EZDJ4Eydl8uDDU29qDuKII4444vjjRVzec5OQFRPzlxahaRqKYmLarFz2XSep0TQdvy/E/JUlqLKI1Wpm8qxctmyqieapOqGAytL5+ZgBu83MtEmZvLexOoanqjrL5+Vj08HhkJkyPoN//eB8FC+kaqiazqLFRShWMy6nwoQJGQTeORPL02HB8hIsLgW320LVpAwCvzgWcx+IsHBJEU67TGKSlfKqtCh5icEzilkXLC/GmWjFk2yjpDwFNRS9e6SjY5IEVk/L5rQkkpxipywvkes3mXSMvgHzlhVx7lQrKWkOcgtjeQBms4mFSwo5f7qNtAwXWVnusFxhlCwIAhaLiSXzC7h4rp2MLDfp6S5ESUAdcyuiKGCxmZmzopjq6i6ys1ykpDljCnlFUcBml1m4uJDai51k5yWQnGwzPODHyDNEScTpsjB3WTF1tV3k5ieSmGQ1JERj3HEkScCdYGHxvHwa6rrJK/DgdiuIYqz0JiHRyrwlRTTW91JYnITLpcRIdERJJCnZztwlRTQ191FSkozdqcTehySQkmJnwdx8Wq70U1qegs1qjvG8FyWRrBQHKyZn0Xp1gPLKVKyKKUYWIggC2blu5iwqpL1lgMoJGciyxPW2PAKQm5fInEUFdLYNUjUpA5NJjOmRoOtQUJzEnIUFdHUMMmFKFpJJinHvUVWd6TNymDU7D03TEEWR7RuqYwqIg0HVKKy/CTnL5NJklkzKpHfAx9xJmQx1DkUK668hEAgxqSKNxRMzGRjwMWt2Hm2dQzHSG78/xMTJmVy62od3KMD8mbm01HTHSG/8/hCTpmXT2NjH8FCAeQsLuHS+I6rJHxiuRpNn5NDcMsDISJAFi4o4ebIl5n79fpUpc/OoG/Lj86vMnZuPrMR/1ccRRxxx/KkjLu+5SRze18A//tUBI2MazpLPnJcfkYmAIUVZvK6cLVtGt/4tFhMzpmVzdP9otl+WJRavKWNLWJogCGBRTEyamcOh41ejeKvn5rNziyF1MLLpZspmZXP0VCuBMdKglXPy2bnTkNQY2XQzZRPSOX62LUpCtHJGDnvDUhlRNLrnFpelcPZs+6gkSZZYPDuXAzvrCfhDiKKA3SGTV+jh4rn2SIArKxIzFxRwcJ/hsy5KAk6nQnJhIjWXuiNBkKJIzJ2SxdFw5lySBFxuC8kpduou90SCIMViYurUTI4duULAryKZRBISLDiSbDQ29kUkSRaLicnj0zl57CoBf1iS5LFisctcvdIfyXpabWaqKlI5d7LF4JmNoFiSRNpaB4ygSgCbTSZ3YjrnLnREJE7paXa0gEZH51AkqLLbzZRlubl0odPgmUUyslyMDAfp6TIatwnhnYf0oiQuXzakMmazRFaOi97BAL3hxm2CAC6XQq7LSmNdD8GAIV3KK0iko33QcF7RDKcjd4IFZ4qdK039BIMGr6jIQ+uV/rBDi7EgSUyyoiRaaWkZMCQwskRpaTJXqjsZGgpCmJecakc2S7S1eQmFeeVVadTWdjM0bOjpJcmQ3qBCZ8egIVlRJKomZHDxXHtEaiRJAhlZbkI+Yw6u8SZOyeLMyVGpkWQSyclLwDvgp693BDXMmzwjh5NHr+D3jfIKijx0dw4x0O8zJCuKxLTZeRw5eiWyo2IyiZRVpPLa15dGfadtLQN89QsfRUllqiZk8NJXl/zeb7x3wMdT39rO0HAQTQdFllg5PZt9W0d3wsxmkUnj07l02pBb6brxfi9cVsy2XXVjeBKTp2ZyrKaTEV/I4MkSK+cXsC8sCbz2rU2dkcPxE4YBgK4b39Wy5SXs3FAdxZs2N4/Dx0dlWbIssXxlKVvD0rxrx2YtyGfb2Xb8AaNeRzFLPP/gZBZOz/m9cxBHHHHEcTP4Q5f3LPruDz/ty4jB+/fc/qnPWVzec5N4/9djWtvrRnZOlASWrCzF5baQlGzj4WdmcfSTUckPGDybS2HhsmKcLoWkFDuPPzubQ0eaIzxdB58/RIrbwuK5+bicCinJNl58ciaH9jZEzqvrRravIMnOwtl5uBwyaSl2XnlqFvv3N0QkNdfGK81LZN6MHFwOmfQUO1/6/Bz2722ISEw0DQL+EFUVqcycmY3TKZOe7uDVVxdwYGcdgXCAdW0HY+K0LKbMzMHhVEjPdPLSG0vYv3t00aOpuuEfPi2HqVMycTpkMjOdvPbqQg6OOa+q6gwPB1mwuJBJkzNxOGWyst188SuLOby/KTKeGtIYGgywckUJEyam43DIZOe4+eKXF/HJoeYILxTS8A74WXNrBVXj07E7ZHLyEnj5yws5HV4YAISCGv19I9x6z3gqxhm83PxEnn99IWfOtUdJnLq6R7j3vklUVKTicMgUFCTy8ovzqDnfOcoLanS2DXL/56ZTUpGK3SGTX5zE068siAT8YGSaW696efyRaZQWJ+GwyxQXJfHs4zNoqu+J7KAEAyrNDX08/vwcCkuSsDtkikqTefiZ2bRcHYgsyoIBlbrLPTz14jwKig1eSXkKDzw+g/b2wVEJTEClurqT515dSEGhB7tDpqwylT97aApdnUORxVsgoHL+TBsvfnE+efmJ2B0yFVVp3HH3BHp7h0clK36V08dbePn1ReTkJWB3yFROSGfd7VUM9PuieMeONPPyV5eQnZuAwykzbmIGy1eXMzTojyzyAn6Vo/sbeflrS8jMceNwykycksWCZcXRkhW/yqE99bz6+iIys1w4nDKTp2XxwquxrjzpmS5e/tpS0rNcOJwKU2bm8Mwr82/qG9933KhfuJY49wdUth27yitfmEdaqgOnU2HOrFzKCj34/WpkB8rvVzmwu54XX5hLaqodp1Nh3tw8svIT8Y3lBVT2HL3C01+YR3KqHadLYd6iQpLT7AT8oQgv4Fc5fKiJx56fQ1KKwVuwrBhbgjWy6Ln23I4eaebxJ2eQlGzD5VJYuqwEzSHjCwf8AP6gyq+u74kRRxxxxBHHnxzie743Ce0GnuiaquFJdeD0WJEVEwkea8yWvB7mJWU6saU7sFhMuJJsMV7nug6appHuspBuNmG1mEm0yzFb97quo2s6WTaZbERskoTHZo7xgAcQNJ0sh4UWScKhmEm0mW8wnjFmuttKi8WM067gst3ovMZ/k1MduBMsuBOtOJxyjOTCcDfXSUu00eZQ8LitOGzmWIlO2Afdk2bH2WEjwWPFartxwyRBgBSPjS6nQlKiFavVFNPQCcFw5vGkOejsGcaTasdiMcXQQECURBIyHNi9PtzpTmSLoR2//pySJOBJtdPj9ZOY6kBWTDE8BCPr7Em10+/140m1Yw5rwq8fz2QWcWe66AlpuDOcmOVYqQwCmMwSnlQHQyMhPKl2TLIYe7uCkRF2ZTrx6jruLBeSSbzBeQVEmxnGp+JPsyPmuBHMUsz8CYKAIptISbSijYRI8VjD8qHY8yoWE0nJdlRVJznFYciWYqcFi9WMJ9mGpuskp9oRJCHGlQegoCiJ7/7V+sjP+3fVxZKA4rIUvv/TdTf8t7Eor0rjz//m1t/Lux6qpnG9tbOm6TidCp5kG+ZBv1GnocP1L7Sm6bidCikuC0NSgFSPDZ+mx3wfmqahZDjwTc9k0BdCqkxBa+qP8ZRWVR13opWEZDs+X5CkVDtdfSMx35GmajiS7VhyEhD8IRKyXfS1Ddzw3uKII4444vjTRlzec5PY+vFF3v7F8Sgpz4IVJezaXht1bP6KEnbvGi0olWWJeYuL2L2vPurYovn57N0TfWzB7DwOjJULKRJz5xdwYO8oT1EkZs/O4/AYnqKYmLKkkP2HmiLZfkUxMWdyJkcPNUXxps7O4cjh5ij50bQJGZw4Mpo5t1hMTJqezfFrx8K2meMnZ3DqWuY8fKxqSganjrWMypTCsqIzZ9oix6xWM5VlKZw9PXrMZpMpLE/mwvmOqGOlBR4unGsnGFARRAG73UxuURI1FzoIBrXIsfy8RGoudBIMqoiigMOpkJbn5nJtN8GgFpYkmclNcVJ/qXuU51LwZLtpaOgJ84wCX0+Gi4bG3sj/m+BWcCfaaLrSTyg0eizdbOJKYx+hkGZo7T1WLA6F1qsDkWOJHiuyy0Jry+ix5GQ7QbeF1o4hQqpxLDXJRqI3QEerl1BIi9h6BnWdro5hVFVDMomkpTkI6dDVOYiq6ob8KNPJoKbT3TMcOZaZ7sQ/EqRnzLGsHDcNdjM9Xh+qZjTcyk9zYjnfSV/vCJqqYzaL5OYn0ts5xEBYfmQyi+QVJNLZPcJAv3HMbBYpKE6ircXLoNcfdazjysDoMVmiuCyF5oZehoYC6GFecXlq9DFZYtykDF58fXHUtzbQ7+PLn/8dw0MBQ+4iS0yans3nb5DZ/89Ee/cQz3x7ByPXvhezxLyJ6ZzYP1qorcgSM6dmcfJAU0SSJCsSs+bkcfhA4+j3rEjMnJvPztMto9+kLDFnXj6/a+jGF95lsZhFVlWmcf6d81Hf/fyFBezbMSoXUhSJuYuL2L23PurY/GXFbDxyJeocS+fmsfVgU8SFSJElPntrJeuXFP+Xzl8cccTxp4M/ZHlPQmGxvvA7P/q0LyMGH9x726c+Z9Kbb775qZz47//+79984oknPpVz/9+gsCQJh9NCf88IKWkOHv38LDZ+cIGB/rEdYHXy8xOYM7+A/n4faelOnnxqFu9/eB7vYCCKV16ewoxp2fQP+MjIcPLMM7P43W/OMDwUjOJNmJTOhMlZeAf8ZGa5ePr5ubz7LyejbBl1XWPq1CzKx6fh9QbIznLxwrOzefuXJ/D7xhbf6syak0dxabLhIJTr5rkX5vH2Px2L9lAXMFx5ChIZHg6Sk5fI51+dz7/9r0+iClYFUWDxihKychIYGQ6Sm5/Isy/P55f/fCKqqFEUBVasKiMtzYlvJER+oYfPf2Eu//rLk9E8SWDtbZUkeWz4/SEKipJ46oW5/PpfTo7ujIR16bfdOR5XgoVgQKWoJJnHn53Fb94+QyhcRKzrRrfTO++fhN0mEwyqFJWl8MjnZ/Heu+ci5zX08CIPPjAZWTERCmmUlyXz6Gen8sHH1RHf9mtr44c/Nx2TKKBpOmWVadz7yDQ2fXQxIqnRddB0eOypmeiC0WW4ojKNO++fxIZddZE6DF03nu+zz8xCC0sxKieks+7u8ezaejki5dE1nUBQ5bmX5hMIGM983MQMVt9Wxa499ZHxNE3H5w/x6ssLGB4OGN2HJ2awZF0F2062EAjfh6bDkC/I11+Yx1C/D1EUmTQti0VLijiyrzFyXk3T8Q74+dJbyxjo9yGZRKZMz2bWvHw+OdQcxevr8/HV76ygp3sYk0lk2qxcpszM4fiR5sj7omk6PV1DfP0Ht9DdMYTJLDFjbh4PPz0rZkdBsZiYNjuX9hYvZlli5vx8HnpiBuINdh7+M+GwycwYl05LxxBWi4kVc/JIt8mcPtsWef6qqtPRNcTXv7aU9lYvVpuZpctLsNllzp1pj+J1dw7xxleW0No+iM1mZs3SYnxuhRP1vZFzhjSd9sEA33pyFu1tXux2mVVryw1p1vmOCE9Vdfp7R/jCFxfS3ubF4VRYs7aCLn+Ii3U9UTzvUIAvPj6D1s5BXA6Zu1aWsmZRYdyXP4444vhPw1tvvdX65ptv/v2nfR03wvd++pdv5i9d+WlfRgyq3/nVpz5ncXnPTULTdNqu9tPVOYTJLNLVMXRD+YPJJNHW3E9vqxezWaK7YzCGJwhGwFzXN0JjUEMRgrQP+G/QCElAEATam/vobfMyYjHR2zV8g/EMa77Wxn68VwcIWc30dQ0jidfzBARdp+1KP73tQ/gGA/T1DMe4uwiCIcNoveqlu3MI30iQ/t4RRFFEHWN7IwhG8NrSOkB3zwj+oGH3GRtbCOi6UWTZ023YKXr7fTFzJ2AELa0tA3SHi0IHvf4YHkBI12nsG+aKP8iQ14fXF7qhC4wa1Glp99LZN4IqCQwPB2/A0wmFVFrbBugOz4dvJBQjmdKBUDBEe6uXnq4hRFEwii+vV37pOoGQRkO/j2a/SnDAhy8wqhW/Bk3T8ftVWjoG6ewbQWo3EwioMRIOXdcJBIK0tXrp6R7GYjETDIRixtM18I0E6Wjx0ts5RLvFjBp2rok6rw4jI0Ha2gfp7h3G3uplfEiL4RHmtbZ76ekZxtHqpawy9QY8neRUR1TG/viRZm6ElHQXX3jj9xfVpmUY2vz/bng7hxi52EloKEi/TcZZnBTjCiWKAr29I7R1DTEyHORqm5esDKfhfjTmoUiiQF/HEAP1vfh8ITpTe5HKkxFFGKsWlESB7u5hOtoHCQRCtFwdwB62Kx071aIk0N05SFe4vqP9Sj+SU4m5B0kUaOn30TAcIBjSaOgbQdN0pBvIsOKII4444vjTQVzec5P4zT+fYMuYBjqyIrF0dTlbw813rvneT5+dy+EDjVGSn6Xry9mwNdqpZ/zcPA6cbCUQHJUS3Dorl13hpjpCWD4zaWI6J45ciRR7yrLE4pUlUY4+VptM+cR0Th1riXLgWbSihJ1hh6BrTj0lZSmcPd066sAjSyxaVBBpmvTvOfXMWVTAgV31Eaceh1MhPS+RS9Wdo03BFIlZ8/M5GJY6SJKAy2UhLdnO5dpRu0JFMTF9Ti6HDhvyI0kynHo8DoXGht4oR5/JM7I5fvSKMZ5JJCnJhuCx0NwyMOrUYzExvSyFkyeMYkyTSSQ52YZZMJx6xjr6lI9P40xYamQKy2f8AnR0RDv1lJQmcy7s1GM2G/IZvWs44tSDAHa7TF5JEjXXeLJEVo6bFqCnf9Spx2mXyc10UVPfQyCoIZtFCnMSGKrvpT+s1RYEcLstpKTYaazvNZpVyRIFxUm0tA5EnHoEUTBcjdLsNDX3R5x6ykqSaK7riTQFE0UBT7INX5GHxo5BgiENxSwyqcBDz96miFOPKAqkpNpRRIH21rCjjyJRNTGDcxc7o5x60jKcENKjHH2mz8rlqRfmRn0vfn+IN174kO6u4YhTz+wFBTz6+dn/ad/kfzaaG3v5+mubo5x6Kiekc76pj+HhAJpmSGWWLCxgz3WOPhMnZVB9poPh4UDEgWfJ8hJ2jHHyMssSE2bnsNHrYzhgFO5azCJ/VpnBwd+ejXbqmZHNibCr0TWJ07JVZWzbGO3oM31+PjsuduIPjDoE3bK8mHcOjZH3mCXumJ/PY6sr/runNI444vgjxR+6vGfeN3/8aV9GDD5+4NZPfc7imf6bxJF9oy46YDhsDPb7eP6LC9i9vRbFYmbtbZV8/5s7onkBlcBggBefm8OuPXXYrGZuW1/JF/9iXyTgB8NhIyBLPP3cHPbvrcdmk7n1M+N465UNUf74gYCKrJh47Lk5HN5Xj8OpsO7OCXzlpY8jAT9AKKTicio89vRMjhxswulSuO3O8bz6/IdREh1V1UhMdfDZp2Zy7GAT7kQr6++ewCtPvBtVbKxpOpnZbh58fAYnjjST4LGy7q4JvPD0++hjU846FBZ4KC5J4sSxFjzJNm69tYoXnnr/ugyxIXEqKkni9MlWklPtrF1bwUtPvR9VRCwIMGlyJiWlKZw91UpKuoOVa8p59rWNMcXQ0+bkU1KawvmzbWRkuli6rJjXXvo4mqfDwoWFlJWncvF8O5nZbhYsLOTLX90SdV5dg1XLSqgsT+ViTSe52QnMm5HDN7+0aZSnG/Oy9rYqLld1UVvdRU5BIpNn5/KVH+6N8HTd6JFw762VnKvp4lJ9D0V5iUyrSOHPv7kjks3VdcMJ5r6Hp3LmRAsNl3soKEmiYlwaP/ru7lGeZjSC+8Ij0zh6rIWGxl5KSpIoLfTwkx/ti3pm3n4/X7tjHNvPtVPf6qWqIJFKt42/2dMYSV5rmk5vzwjf+PNbOLCzjtYr/ZRUpJKW5eLchc4x74pOZ/sg3/3RGnZuvURbq5eKqjRWrC7jeiiKiTd/uJoP3j5DR7uXivHpLFv9+7vifpo4fbI1YgsLRmO5C2fa+cFfreed988xMOBn1swcutu8hEJqFO/smXa+/8PVvP/bs3i9fmbPy6e5sTdKNhcMqFw81sL/+vEa/nnPZby+ECvGZ9ASrom5hkBA5dzZdr7xg9V8+O5ZRoaDzF9UyOmTrTG8Cydb+dE3lvHOpmp8fpVlc/PZcb4tEvCD8btl16nWeNAfRxxxxPEnjnjQf5Ow2sxRP4uigGIxsWNjDaeOXUUUBVKT7VitsTzZYubDvfWcutCJKImk5CRgVUz0MSpdkSQBxSSyfWMN58+1I0kC2dluLBYTQ2PqAUwmEckssnlbLdUXOzGZBDILk1AsJkZGgmPGkxBEgW0ba6it7sRklsgv8CArUlTgIEkiAgLbN9ZQf6kLs1misDgJWTFFMrwAkiii67B9YzWNdT2GV3xpCmazGLXIEQQBTdPYvrmOpqY+ZMVEWVkKkiRE9PZhIqqqsWNDNVeb+1EsJipKU2KlQboR3GzfVE3r1QEsVjPllakxLjC6DgFfkB2bamhr9VJj76CsLDnGhUjTdUZGgmzbeomO9kGqa7ooKUmOWUBomk6/P8RvT1ylo3cEZ+8I+SVJMS5OmqozMOBj+5ZL9HQNc7m2m7yipKjgEcJa694R9n14gd6eEVoT2ihMtcecV1U1eruH2bX5Ev19IzRd7iYzy32D8TS6OofZubWGgX4/V+p6yLh/EpoWy+tsH+Tg7y7g9frpS7aTd9f4GJcpTdNJSLBy90NTIscunm+PkThpmk5CopV7P/v7O7zaHQr3PvoHmQi6Iaw2M5IULWGTZYnTx65weGstoaDKSOcQE2dkI0kSmjbKUxQT+y908H5tFyFV4+onV5iT6cJkEqPqViwWE0eOt3BoZz2qqqG3DzE5zYkkCVHvgsVi4pMDTRzeVY+q6QRHgmTlexAlIerZWawmDh5p5uC+RjRNRxsJ4spP5DqlEbZ4c6444ogjjj95xOU9N4kLZ9r48bd2EAyoiJKIxWJi3KQMjh++MiqpUSRWrKsIF3aqkQ6uOTOy+eRse6QoVJEl1i8v5v3tlwkEDQmMwyYzKcHKuZOtUVKZVWsr2Py78xEpisOlkF7k4fz59kjnW1mWWLOqjE0fXIjw3AkWUtOd1FzojASMsiKxcm05mz6ujkhWEhKteFwW6i91RYIOWZZYvq6crR8ZUiOzWcSTYsdmk2ms64kE0rIssXRdOVs21kSaUKWmORBkkSvNfREbQlmWWLG8hG2bawj4DclKeoaTUEClrdUb2SmQZYnFK0rYufVShJeRbTS/6mwfjGS6ZVlizpoytu+txx+WwOTluBm5amjeI7xrLii7DfcjWZEoKPTQ2jlEX+9I5NkqisSs+QUtldIAAAAgAElEQVTsO2hIkhRFoqQ4iTO+IH1jFlxWWWJNpptjYTcXRTFRWpnK5bqeqNoDi9VE+cICDp9qNcaTJSaWp9B0rIWhoUAUb8LETE6daImMN3FyBueOXY0q1LbazJROTOfc6fYIb/K0TI6fbI00agKjKVhxcRIXL3SE78PE9HDDt7E8l0uhMMNJbXUXgTBv0dIiHrwuQNdUje+8tZ26y90R3rJbSrj3wSn8McI3EuS1lzfQ1zsckUytWlse+a7AWCSXlCfT1jNMf78v0txs+e1V/PpAYyTDbpIEJhZ68J5uxzvgN6RQssSyO8fxm/B7C2AyCUwpSaHzZCtDgwFUVcNslli9ttz47sc0GZswJYvq6k6Gh4NoYd7yO6r4YNulyHhms8jUKVkcaB1g2B8ympuZJb79uelMLk7+FGY1jjji+GPEH7K8x11Qos/9xh+evGfjQ+s/9TmLp39uEhXj0/nq927hk0NNyLKJeYsL+caXNkVJagJ+lf7eEb7yzeXs21OHzaqwfHUpz39rRyTgB6NJz+BQgO+8OI/dhxpx2GXWLCnmy89+EJUVDPhVgiGVV99axsH9jThdMitWlfPCcx9EAn4wMuFIIq9+dQmH9zfiSrCwYk05zz/2TlSGOBQ0ArdXXl/I4YPNJCZaWbG6nOceejsqy6iqOg6nwouvGU2wPEk2lq0p4+kH3o6S8mi6TlKijRdenc8nx1pISbKxbGUJjz/625hi1LQMJ8+9NI8Tn7SQmm5n0ZIinnn4nSjJjyAK5OYn8swX5nHmeAupGU7mLCzgxcffjSlorMxPpKoilTOnW8nIdDF7ejavPPtBFE8SBSrHp1M5Lp1zZ9rIynYzeVo2X3zl46hrE0WRaZMzqapK48KFDnJz3VROyOCZn+y9jicwdUUJ4yZkUHOhg9yCRErLU/nG65ujeIIgsGpOHpOr0qiu7aIoz0NJbgLfOXo1hnfL2nImTMnkcm0XhUVJZGe5OH+8JYqn63D7Z8YzaUoWDXU9FJclk5zq4MTptiieGtK4975JVFd30tTYR2lZCq5EC0dORI/n96t89rHpXLrQSXubl4KiJKbPjO3WKkoiX/7aUvburKOjY5CikiSmTs+O4f2xwGI18+0frmb39lq8Xj8TJmVQc74zSsqjqhp1l7r5y59/hs0bqxno9zFzdh5HG3qiJDUhVedCcz///KM1bNlYjXfAx+x5Bey90B4J0AFCIZ0Ljb3844/XsGVjDUNeP3MWFHBgV13UDlooqFFb3cl3/2Id2zZeZHgowJyFhWwes4AAQ2pUe6mLf3xzOVs+uYIvoDJ/fDrFWe7/4tmLI4444ojjDx3xoP//B3ILPOQWeCI/uxMsdHcORX42mUTsToW/+9lhOtoH0TSdrr5h3C6F3oHRTLDZJOJUzPz8J/vo7hoyOtm2eHG5lKiMsdksIVvN/MUvjtEd9lTvDqg4HHKUlEeWJUwmgZ/9zUH6+31oqs7wSAi7XSbgH81om8wSgijyd397mAGvH03V8QdVbA6Zgb5RNx2TyXD9+Ye/PMDwUBBV1VBVDZvNHCU1kiSRAPCTX55keCSIqun4ZRFFMUVllgVRIBhU+ce/PoTfF0JVNQSMrGSUVShGh+Bf/9Mxgn4VVdUwiYLhijJmUaLrMDwc5Df/cJRQUEPVNBQ9pl8SmgbDXj9v/58TqKqGpmqYJCFW8qNpDAz4+MUvT6JpGpqm89lHpBjpTUjV6W8b5Nf/cBRN09m3u54HH5tG6HrpTUijo2OIX/zzcXRd56BexyOfnRIVPIIRyLW0DvC/f3EMgD0HGsO86PFCIZXGxl5++b+PIQgCB/Y28MCj0yLFzqM8jdrabv7ln08gCAL79zXwwGenxl6fqpHgtrJo6e/3bTeZRBYv/9Pxd7fZzKxaN6p9b2/1YjJLUQG43SHz4W/OsPWji4iSwJnDzUy/owrFLOIfUy/jspl55+3T7NxaiygJnD7ZytSVpchmMWK1CuByyLzzLyfZu/0yoiRw/kQL02bnYjKLUfU3LreF3/ziOAf31COKAhdOtVE+NzdGQpTgtpLksnBv3Jc/jjjiiCOOMYjLe/4DaKzr4Ttf2WxkvwUBl9tCan4CZ860RUllVt5ayXu769F1w8klKcFKrihw8XxHRJ+rKCZuWV/Bpg8uGIMLkJxiR0y3U325OyKVUWSJO1aWsvG9cwZNEEhNdaCYROovj0pvFEVi7a2VfPTeOaP5qiCQmeUiKEJTY18kQFYUifXrK9nw9hkQjPFy8hIYHg7SeqV/DM/E2s9U8eE7ZyPnzS/y0KTrtHUMRST2iixxz7JiPnzvXGS8kpJkOpr7oxZIsiKx9rYqPhrDK69MpbG2O2oBIisSq26v4uPfnYewc03V+DQuVXfhHbOQkmWJ1bdV8nF4/gRRYNKUTC4cb4laqBhSjEo2bKiO3Me06dkcO9nC8HD0QmrRnVW8u68xzINFEzK4+HENvusWXMtWlbJtU41xfYLAnAX57DnSHLXwkWWJFYuL2Ln1UsSpZ/7iInaOadp27Xksm5PP3u2X0cOzumhFCdt3XI4KPBWLiTkLC9i3t8HYLRFg+YoStm6+FLWQslhMTJubx8FDzZFdlTvvGMdt6+JFnTeDYFDlm69vpuXqAOjGE1l3WxUb3j0XadgligJ5RR46Umxc7RoC3Sg5eWB2HpvfORt5vqIoUFSWTJsi0d5jyNAE4N45eWz57dnI8xUlgbLKVHq7R+jtGebaC7NyXQWbPhiV/EiSQMXEDOoHffT3+9F1HVEU+MaXF1OYn/gpzFYcccTxp4I/dHnP7Dd/8mlfRgw2P7zuU5+zeKb/P4C8Qg9v/nA1e7Zfxmo1sXxNGa+8tCEqQxwIqAx2D/Oj1xax/WAjdquZtYuLePnp96MK8vz+EMNDAb72vZUc2FOP3a6wYk0Zn3v5I8bWZvoDKr6Qxte/sZx9B5pwuRRuWVHC04++E5XB9vtVNOCNb63g4P5GEhIsLF9VxmOP/CYqIx4MaoaM49vLObK/iQSPleWry3j87n+L4qmqhqyY+NJbyzlyqJGkJDtLbynlzqffj6qp1XUdS4KVL72+mE+OXyUlxc6ShQU8dt+vY+YvwWPllTcWc+LoFdIynMyaX8CzD70dxREEgdQ0By+9tohTx66Snuli2uxcXnjs3SieKAlkZbt58YsLOHOihaycBCZMzuCLh5qv44kUFnh48QvzOXOmjdxcN+WVqRw5diWKJ0kik7MTGXe/hzMXOijIS6A8O4GvfVQdzTOJTJicSWlFKhfOtVNYlERWXgJ7jzbHjDd1Vg6l5SlUV3dSUpJESpqT3QcagdEgXRRFZi8porQqldrqLkrLU3B7rOzaXR/NE2DZ8hJmzc6jrc1LTo6bYFBl5/bLMbsn61eVMX9OHu0dg+TlJlJSnBTzLOK4Mcxmia999xZOHL3C0FCA8spUDu1tiDRKA6O4+WpTH3/znZV8vK0W74CPebPzOLo3ekGnaTpXG/v4q3+8g4+31DI05Gf+nDz2h+13IzxV50pjHz/82e1s/fgiw0NB5i0uZEu4xuYaVFXnSn0vP/x/buXj7bWM+IIsnZtPVobrv2dy4ogjjjji+B+FeND/H0BXxyDffWMrAX8ITdM5c6KV1DQHfWHfdTAyvI4EC6//aC/BoIqm65y62ElKqoNBrz+KZ7fLfPfN7YRUDU3VuXihnRSPjeHh/qhMuiJLfP0He9A0HVXVOH+5m6Qkm5GNvMZTTEiSwHe+vRNN19FUjUuXu0n02OhoH4zwzGYRAZ0/f2sHYAT3DXU9uBMt9HaPSoMkk0hI1fj+N3eAYEhYmhr7cLsU+sZk3EVRIBgI8e2f7kMQBEKqRmPrADa7HJVxFxDwjQT5ybd2IooCakij9coAsmyKyqSjw+CAn1/87AiiKBAKaXS0DiBJ0ZIGTTM6lv78rw5E/u2WdeVcbwakqRqdXUP8+tenMZlEgiGNdesqYqRBqqrRdrWf3/zrKSSTyL6Qxvrbq2Jcb0IhjcaGXt4J83ZsvsStd42/gURHo/ZSN7/57RlMJpEt2y9z113jbsi7eLaNd39lXN/2LZf4zL0TomQeBk/Hk2QjLz+RqnFpALS3D8aMp6oaniQb2TkJjCeO/xuYTCLTZ+dGfk5JcyDLpkimH8CTbONvf7CHc6daESWRQx9dZPn6SsMt61qgLkBSso2//P4eqs91IEoCBzfWsHxlCbI86qolCJCc6uCn393F5eouRElg347LLFhejFmWIha+ggAp6Q7e/LtD1Db1IYoCW45d5UevLCAtyf7fN0FxxBFHHHH8j8B/bV/7P3L8/K8P4u33MTIcxO8LUV/bTXlxEk6ngtVqRlFM5Bd4OFHfy8Cgn2FfCJ9fpfpyD2Uzc7A7FKw2M4rFRFFpMidPtjA46DfG84e4cL6DuRMysNvN2KwmLIpERWkyh8NZx+GRIP6Ayunz7cxcXIjNbo6ct2JcGnv3NTA0FAiPp/L/tnfn8VGW997HP9c9+2TfE5KQQMCwKKCyoyyibKKo6Gmrrae11i5atT3dtHXpvp6enj5tn7an7elp+7S2dnM5KKKA7LvsCLIFwr4TSDLr9fwxw5CBIFQogfH7fr3y0km+3PeVuRO45prf/buWv7GTESO7Egh6Euf1uejTt4KZr2ykpTlCS3OEcCjG0kWNjL65B/6Am0DQg9fnot+AKqa9tIGWlmQuHGPhvAbuGFVHwO8mGHDj87oY2r+K56e8SUtrlOaWRO71eQ3cfNdV+PwnjzdkeC0v/GkVodZo6nizpm3ktvdchc+XzHldXDe6jr89szKVi4RjvPbSBia/rw9enyuVGz2mO3/53XLCoVgqN/XFN7nj7r5puZsm1vPHP64kHI7RnMy9+MI6/uWuq/B6XQSTuYk31/Ps71cQDp883vN/W8Pku/vi9Z483sTbe/PnU3LPPbuKuyZfmXa822/rxZ+ebXPeSIxnn13N5Mm9E8cLJHKT7+jNX/+wkkib4/3lDyuZdCKXPN6/3t+fnFN2Yy0ry2bynenfx/0PDCQY9HbQb0hmGnJ9LT37lKd+ToNZHoaO6MqaFbsJJX/+jh8Ls3j2Fup7lKZyWVleBgzqzJtrEl2YWpojHGsKsWzpDurqi1O/H1nZPvpc04mNb+5L5ZqOtrJu5W661BWlctk5PjpfW8mGhkO0hmM0t0Y5fCzMD373Rkc/RSIiHcZaiMfNJfdxKdBK/3nYvfNoWklNJBzj6KFWnnz6JmbP2IQ/4GbshHoeeGJa2kpyKBLjSGuEL331JubO3Ewgy8uYiT145KN/S8uFQzFCx8N8/bMjmD23gexsH+PHdue+h59PK6kJhWKEYnG++NSNzJuzldw8P2Mm1POR+/6cNt5wOAYWHn9iNPMXNJCfH2DcmO6nld5Ek+1GP/flG1k8t4GC4iCjx13Bfe99Ji0Xj8XxO4Yvf3IoixY3UlKcxejRdbz39c1pOWvBm+XhM0+MYuniRkrLcrh+eBdmv7Ix/Qk1kJXj41NfGsXyJY2Ud8plwLAaZk59Ky3mGEN+XiBV8lNZlUff/pVMn5JeeuM4DsWl2Tz8hRGsemMX1Z3z6dm3nCnT0s/rcjlUVOTw6KeGsXr1Xmpq8qmvK2Lqc2+m5dxuh841BTz06etYt3oPtd2K6FxbwEvPryVySq57XRGffGgI69fupa5bEeWdcnnhxTeJtFmxd7sdevUsY8h3EiU65eU5NB1uYYrHSesK5XY59Lu6E4OH1bJ3TxPlFbmUlmXTnlsm9aL/wCr27jlGp8o8Skq04nuhOS6HRx8fydZNB2k+HqamayGvvLAubeUfCwf2Hefp705g2pT1NDW1MnR4V+a+nt6Vx1rYt/c4X/qvO5g6JVnKM6ILr01Zn1amZS3s23OM7/5sEi+/tIHW5gjDR3blTzM2pd0UHI9bduw9+U6eiIjICZr0n4earoUcOdRy8qZdn4u8wgBPfW5K6ia9uTO3UNOlgKZj+4mduMnW66LA5+bLn3spdawFr2+hsjqPt9bvb3Mzrht/wMNTT0xL3iQKC+dspapTLpu2Hkq7adcHfPWLr3CinmXRvAYqOuWk3bTr9bqJG3jq69OTm2AZFixppLwih51tbtp1ux1ikTjfemIaJrlb1rKFjZSW57Bnd1NqYyzjGFpbI3z7K69hMGBgxeJGSoqC7DvQnPreDHD8SCvf+u+lifMaw/LlO8nL96f1y7fWcuhAM7/92aJExx5g1Rs7CWZ50m7ajccte3Y38asfz0/l1qzYhdfnJhI5WUIUj8Vp3HaYKX9bk/o+rh3cGZfLoW19fCwWZ+Pmg7wwZX0yZxk2pPNpG4XFonHWr97N1BfWJXJT32LYqK6nlwZF46xYvotXpqzHOIbpr7zFyNHd2t04q7w8m9xcP2XJSXzA7z5tI654PE5JWTZZ2T7KK3I4m4qKXCpU1/1PZYyhS5t7I6prC/D53Gk391ZU5vG1x6ayZ+dRLDB9ygbG3dYLn8/V5uZeqKzO48kvTmXfvsQN8a9Me4sJ4+rTSoMcl6GyJp/HnpjGgYMtYOGl6ZsYfUsPfF7Xyb7/LkNddf5FfS5EROTyoPKe83Dfg0Mo65SL1+fC7XHo17+K1St20doSJdQapbU1yr69x+hVlk1ZSRY+rwuP22HINZ1YNXsrodZo6mPPrqP06llKcUkWPp8Lt9thyHU1zJvfkMiEEsfbufMoA3qXUVQQSOVGDqtl7qubCIVOHq9x22EGD6ymoDCIz+fG7Xa4YXQdr8zcnLgZOBSjNRRl67bDDL2xjrz8AD5/InfThB688uK6xDsNyeNt2XiAG27qRl6eP5Ubf2svpjyfuLnwxLk3rN/HLaO7kZvjw5887+039+DFvyc2GAslj7l27V4m3HUl2TnexPE8Dre9pw8v/Hl1Ipc87+rlu7jtvX3JyvbiT+Ymv78vL/x5VVpu+eIdTL6nH4GgJ5W76wPX8GKyK8qJ3NL527j77n4EAomcx+Nw9/uv5rkX30yOL0ooFGPuvG3c/cFr8fvdJ3P/ejUvJTdMOnFN5kzfxPs/dC2+Ezmvi3s+dC1T//fN1PjCoRgzXt3IvR+4Gp/Phd/vxut18dCDQ8jN9af9TOXm+fn4o8PwepM5n4tPfPo6srJ9Z/gplEtB/yGduW50V9xuB5/fTUFRkKsHVrGz8QitbX7PF7y+mcHXd0nkfG6KS7Lp2beC3bubUrnW1iiLlzYyYEgNbo+D1+emtCybzj1L2Lv3OK2tUVpDUVpao6xZ3Migq8rxuB18XhcVJdk8cs/VHf10iIh0qHjMXHIflwKt9J+H3Dw/H/vUMObM2Iw/4OGmCfV86TNT0jLRSJyWoyE+/8FrmfP6FoJBD2Mn9OCx17em5SKROC3NER58dBjzZ28hmO1j7IR6Hn34+bRcOBwjEorx6Y8NZu78BnJz/Iwf251HXk4vgYmEY8Sjloc+OZQF87eRXxBg7LgreOmU0ptIJE4Mwyc+NYwl87eRXxBkzMR6Xk62BD0hFo3jOIaPPzKMJYu2U1Sc6N7z3F9Xp+Vs3OJ1HD513wCWLW2kpDSbUTd24+9/WJH+5FmL1+fmgUevY8WSxLsIw0Z15c+/W54WM0Ag4OH+R4ax8o0dlFfkMnhYDc/+5pScA9k5Pj7y8FBWr9hFp6o8rh5YzZ9+uywt57gM+bk+Hvj4IFav2UN1VR59+lTg+uMKom2qM1wuh/yiAPd/bBDr1+yhuiafHr3KEjcJtymncLkdSsuy+dGv7uTA/uMUFgbYv+84LrdzWilPVac8fvbT2zlwoJnCwiCBgIf29B/UmR/9dwUHDzRTVBTEf4acXDqMMdz7wCAm/UsfWo5HKCnP5q+/X5666faEpqMh3nfv1RQXBTnW1MqQ4V2YN39b2s8KwJEjrbzvqf4Ul2fT3Bxm2PCuvDprc9omfwCHD4d4/M6r6JIfoLklwsjrasnP0QtEERE5nSb952Hdqt18/2vTkzXwDjOmbqB77zKWL92Rmhh6fS5yc/1847GpRKMxHJfD61M30LV7EauX70p1Wzlxs+k3nphGJBLD5XaY+cpbdK0rYt3avamcz+fCuB2+8o0ZRCKxRIeXGZvo0q2IDev2pUpDPF4XURvnW21yM2dsomttIRs3HUiVGrndDtGmEN//yvREzuNizvRN1HQtpGHzyb7/jsvQ1BTi+9+cSSQSw+NxMWfmZqprCmjcdiitreiBfcd45n+WEgkncvNmbqGiUy67djalesVbC3saj/D7ny8iHIrh9blYMHsrRaVZ7N9zLFUyE49bGrYe5LVkW0Ovz8XCeVsTG6MdaE6VGsXjlg3r9jLr1Y2p3OJ5DWRleTkcaUnlYrE4K9bu4fVZiXaKPp+LxUsa8fvcae0VY/E4y+dvZ8HrWwiFovh8bup7l+LxOIRObiNAPG6p6pyP3++msiqx62lpuYPLSX8TzVpLVXUefr+HynPYHTUQ8KSOJ5ePvPwAefkBAOp7l6W12XS7Hbp0K+aLj7zIsaOtRKNxXn9lI2Pu6J1WyuN2O9R1K+KxR17g+PEw8VicGdM2Mua23mmlQR6PQ/duRXz6sZdpbo4Qj8d5dfomHv/McHr3LO2YJ0BERC5ZKu85D//vl0sIh2LE44lWi8ebwpQUBenRqxTHMbhchvG39mTJ/AbC4WQuEufY0RCV1fl061GSyk2cfCXzZm8lHI5hbSLXdDREfV0RXeuKEjm3wx2Tr2Lm7C2pXCQS58jRVnpcXUGXusJU7q67+zF9+ua03OFDLQzsW05tTT6OY3C7He59X19mJG8atDbxDsHBA8cZdF0NVcmcx+Nwz4cH8EqbXDgcY//e44wY1YVOVXnJnIsPfmQAr/zvesKhk7k9u5sYe1N3OnXKwXFMqqvMKy+cnBCFQzF2Nh5hwm29Ka1I5nwu7vvkkMR52+S2Nxxh0nv6UlqWjeMYfH43H3l4KDNe3pCW27rpIJPf3y+xyZlj8Ac8fOSRYbw2fXNq4hQKxdiw4QAfuLsfRUVBHMcQDHh48IFBzJ2+KVWjHQpFWb9mL/fcP5CCwgCOY8jK9vKpL44iNznJO8Hnc/P5J24gL9+P4xiyc7x89vFRKtF5l+lzTSW3vbcvLreD4xi6dC+ie48Smo60EonEU78fC2ds5rbbeuNyGRzH0P2KYmoqcznWFCIaiROPJ36el8zewsQJPVK5HvUllJRlcexYmGg0mQvH+O9T3t0SEXlXUfeeM9JK/3loaQ6nPY7HLS0tUSbc2oucLC+BoIfrR3Zl9indYmIxSzgcZfwdvckuDJCV5WXIiC5MPaX7TDQWJxyOccutPZkzeys5uT4GD63hLy+uS89F40RilnGTezNnwTbycv0MGFbDH59ddVrOxuH2MVeweF4DefkBBl1TyZ9+tij9+0jemDzh9l4smb+dgqIg/QZU8t8/PyUXj2MwTLylJ28saqSoJIs+/SqIRtJLGqy1iRc2E3uyPLlhV+9eZaf1vIfEfgXjbuvN6uU7KS3PoXs7K5bGgMfvYtykXqxZsYvyyly61BWlbsI9mTMEgh7G3daLtav2UFGVS3VtQWJfgDZDdBxDTraP//vDWwmFoni9LvbvPYbjMtCm5MdxGfLy/fzgV3emcubUu32TunYr4se/mHzWnGS2m2/vzfhJvYhG43i9Lv70m2VET7lRu6U5wm13XMmtt/UiGrV4vS5++8vFaZv8AbS2RBl+fS2HjoVobo4w6vouLFq8Pa2DGMDx5ggiIiKn0qT/PPQf3JnpL29Itdbzel1k53j54TdnEg7HMAYWzG7g6gFVLFmwLVXf6/W5cPvc/PB7s0/m5jbQp285yxbtSLVr9HpcxID/859zCYdjOA7Mm7uVK68q540Vu1J1wB6Pi9ZwlB/+dGEyZ5i7YBu9epeyetXuVM7tdmg62MyLz6wgHErkFs7ZSo/eZby5Zk+qJMlxDPv2Huevf0jkXC7Dojlbqe9Vyltv7kuVGhlj2Ln9MHNnbE7mHBbNbaBbfQlbNh5I2yhq86aDzJ+zlVAoUWq0cP52ausK2bbl0MluNRbWrt7NwvnbCCdzi+dvo7I6nx3bD6cmQdbCysWNLF24PZVbOn8bpeU5p7RRtSyY28DypTsSuWUOyxZtp6gowN69x1M5A9TVFQKJVXqAouIscvP8HNzffDJnDLWn5M7mXHOSuU68uwXQ99pKpiVvGodEGd7VA6uSOQdvckuFawZWM3PaxrS/W3r0KeOzT02jNRTFWli8fCcTRndL29jL63UxaEDVRf4ORUTkcqDynvNw173XcN0NdQSCHnLz/Nxz/4DERDT5D7C1EGqNkJvvZ8jwLolcvp9//eggFszflpZrbY1SUp7DoGE1BIIe8vL93P/gYObOa0jl4nEItUaprcpj0IBqAgE3BQUBHvrYIGbNaZuztLZG6dajhGv7VxEIeCgoDPDQw8OYO31TqgTmRK533wr6XVuFP+CmsDjIQ58bwZzXTuZiMUtLc4Rr+1fS5+pO+ANuikqyeOTzw5mdlovTfCzMsOtq6d2nHH/ATXFJFo9+YSSzZ54sqYlG4xw7FmLE2O70vKoMv99NSVk2j35xJHNnbU0dLxqNc/RIK2Nurqe+VyJXWp7Npx4bycK5DWm5w4damHhnb7r3LMXnd1PeKYeHHxuZemEAiZKpA/ub+ZfJV9G9ezF+v5tOnXJ54okbTuui47gcHv/6WLp0T2yGVFmdx2NfH6MSHTkv9b3L+PAnh5BXECAQ9DBwaA33fnTQabneV5XzwY8OJC/fTyDoYcj1tWSVZqcm/JAo5VmwdAf3feBq8nJ9BIMeRlxXy/vf0/cif1ciIpcOS8eX8qi8JwO5XIaaroVs3XQAr89Np6q8tM4ukJjQx6IxarsVsW3bYfxBD+WVuWmr4JCYgEejcap7FLP1wHGCAQ+llXnE2snF43G61eSzd8cRsrK8lJdmn1YyEFy4ClgAABkCSURBVI9bLFBZX0JDU4jcHB/FFTntntdaqOlawP79x8jN9VNclnVar3hrExsF1HYp4PD+4+QXBCgqzjqtRMdaCw5UX1HMgeYwhYVBCkuCxE+t5LGAk3j+jjWFKCzOIr8gQHtcLocuXQpoaQpRUpZNfp6f9n59fH4Pj399TOrx0SOtp5X8AAT9br789I3tnqutopIsnvz2+LPmRP4Rg6/vwuDru5w1d/2oOq4fVZd6/IvfLTttT4hoLM7okXWMHlmHiIjI29Gk/zy8NmU9f/zNstRK8ne//CrXjapjzoyTq99erwuM4Q//szS10v3N9fsYOqIrc2dvScu1xC0v/WllKrf+G9O5vn8VC+Y1tOnY4eLokTBT/vfkza0b1r/KgKGdWbC4MbVJj8fjsONAC7OXJD5ngLVvHWDEoGreaLP67XY5NG47xJJkSQ0GNqzbx9UDq1ixZEfq3QPH5bB5w36WLUr8WWNg/dq99O1fyerlu1KlS47LYeW6vbyxfBfhcIytWw/z5pv76NO3grVr9iRyJlHysGLhdtYkc9u2HGLD2r30vLKUDev2EYnEMSYx4V84awvrVif+7PatB9mwdi/d6kvY/Nb+VM7tdujRuyzt+uTk+ujarYjNmw4QjcRTNxtfoc4mchkaMbSG12ZtSf1O+rwubhrRtYNHJSIilwuV95yHqW26z0Ciw4bFctt7+lBRlUttXSGPPD6SpYsb09pBhkMxfF4Xk27vTUVlLl27FfGZx0eycOmO9Fw4Rk5hgIm39KRTp1zquhXxhcdHsWjhtrTzRiIxKoqzuHncFXSqyKF7XRFPfmEkc5ftSL0IsEAkGqO0vpgbb+5BeadcuvUo4Qtfu+nkhD8ZjEVj1NUXc8O4KyjvlEP3HiU8/vUxaTlrE2U1V/arYOSY7pR1yuGKXqU89vUxLG7zYsFaSzQa4+pB1YwY1ZXyihx69izlia/elPaiIh63RCIxhl7fhetG1VFWkUPP3mU89pXRaS8qEh1Koowc053Bw7tQVpFDrz7lPPmd8WSf0p/cGMNnnriBwcNqKavIoXefcp7+9niCWd4L9BMgcvF071rEFx65jrraAiorcrhrUi/umNizo4clInLJ6ehSHpX3ZCDHOf0iuoyh6ViY4y1RInFLc3MEc0rOmEQnmIYsNxsqswl4XBxItuE7NYdxOBCJsd+BgIVjkVi75zVA8+FWwkdacUditB6PnH48wDGGw00hjrdGwGVoaY2e3lnGGIwxHGtKdAlxXA4tLRFOrakxJjH5P9YUouV4BLfbRTgU5fRGNYkSm+NHWgkdDdHiGEItp3cYMSRufL3vYydrnE+8KDiV1+/m/k8ObfdrbQUCHj768NlzIpeDY5EY+w2EnMTfC4l9Ly6Nf0xEROTSppX+83DLnVfi9blSj30+N6FonGkvrefwoRb27j7Gz344jwGDO5/MmURua8DFc4u3c6ApROPBZp5+dgUDh3XGl+zyYQz4vG52H25m2uwtHDoSYufeY3z7pwsZNKw2dTyTPN72xiPMnrWFI4db2bWzie9/bxYjBlaljuckcw2r9jBv9laOHG5l546jfP8bMxgyvBZvssuMMYlSo7Urd7NwzlaOHm5l5/YjfP+r0xkyvEvqvIk++m6WL25kybwGjh5pZce2w3zv6dcYNrQGX5uc3+9i8cwtLFu4naNHWtnecJjvfvk1Bg6rSR3P5TL4gx6uurpT2nPs9boYMqJLm5xDVpaPK/tW/DMuqcgla+Vb+/nub5axa38zB4+28uKsrfz6lPa9IiIiZ6KV/vNw3Q11+PxuZr26EX/Awy13Xsn3vzkzveQnHCMcjvGRB4cwa8YmgkEvk+68igefWUaozU2/oUicllw/D9zXn1lzt5Kd5eOu23vz+W+/TrhNLhyO4c71ct+HBzB3zlZyc33ccedVfOmxqWmr4tFojNKAh/vf15e5ixvJy/Vx96RefPHhF1KlMgCxaJySilze96FrWTK/gfzCIHe8ry+f+8RzaTcRx+OW6tp8artew7JFid79t72nL5/7+N/T+oRba+nRtZDaLoUsX76TwsIgk2/vzWc/9nds27t5raV33wpq6wpZtXwXxSVZTL6nX7ulN/c/NIRO1XmsXbmbktJsJt/TD3/A884vnMhlaM7ynYTa7IERisSYuaSRD0/q3YGjEhG5tFgL8ZjeAW2PJv3nIRyOsWhuA2tW7MLldqipK8TnT39KHcfg9bhYMLeBtSt343a76HZFMX6PKy3ncgw+x7B41lY2vLETj9fFlXVFiRuBj5/MuV0Gj8vF/HkNrFm9B6/XRc9epYkbgduUzLhcDo4xLH91I9tW7cHrc7OxaxEejyvtRYnjcjAGFs3Zyvq1e/H53Vx1dSc8Hidt0u84DtbCwjkNvLV+H4GAhz7XdMLldoi3eRFhHIPP7+GGkV2ZML4eSLxgcBxDrO2k3yR2yB1+YzfG3/b2kxbH5TDxjiuZeMeVZ78oIhkq6HfjOuX3yO/VX+EiInJuVN5zHn7/i8W8sbgxscNuKMZzf1xJ/4HVqY14HCexI+yB/cdZuWwHsZglFIry7O+XM6FbCT5P4ul3OYZsv5umlbtZtXIX8bgl1Brl979ZxuiBVanjuVyG7CwvDev2smb1nlSf/d/8ehkjRnVJy2VleVm/Yhfr1+xN5Foi/M9PFzLqpm6pnNvtkJPjY8XiRja8uS+xo3BzhF/9aD6jxl6RKqlxux1y83wsmtvApg37sHFL8/Ewv/jhfG4Y1ybnccgvCNB/cHXa8+Q4htvf2yeV83gcCouD9Otf+U++QiKZY+L1XQj63al7dXweF/ffrlV+ERE5N1omOg8r39iZVioTDsU4eqiFzz89mjkztxAMuhlzc0+e/OyU1K64J3JmzzH+/d7+vLa0kewsL5OH1fKlh19M6/MfDsdwWqI8+fBQZi/YTm6Ol4k3deffHn4hrd9+OBzD5bj4zOeGM3/uNvLyfIyf2JNP3/+XtFw0GiPo9/DI54azaP42CgoDjJ3Yk0c+9Oe0Vf1Y3JKXH+Chz41g1Rs7ycv3c8O4K3jw3mfTSnSstZSUZvPgZ4azevlO8guDjJ5Qj89/eunNLXdeRWV1PmtX7qKgKMjo8fWp+whE5OyK8wP85LFRPP/6Fo63RBg9sIpeXYs6elgiIpecS6VbzqVGs67zkJPr58C+k7U3LpchmO3hd79cwvZth7FxS2tLlJxcH0cOt6ZybrdDIODh2R/OZ+eOI9i4JbijiewcL8eaQqmcx+Pg9bn57X8tZs+epkSZTGuU7GxvWimPx+PC7Tb85ueL2b/3WCKHIZjlJRxqOXlejwvjwG//azGH9h8nHk/06Q9keWg6cvK8bpchJ9dH32sr6XvtydX4QMBN8/GT53VcDjl5PvoNqKLfgKqzPl/XDKrmmkHVZ82JyOmstTwz7S2mzGvAcQzrtx/mG58YQq5a0IqIyDlQec95uPejA/H53Xi8Lnw+N3kFAXbuPMb2hsNEI3FiMcvsmZu5dmA1Pt+JnIuCwgBbNx1kx/aTuZmvbmTI0EQ3mxPHKyrOYu2be9m16yiRZG7a1A1cPyJRyuPxOPh8bkpLs1i5ZAd7djWlci8/v5aRY69I5LzJXHkOi+dvZ/+eY8lcnBf/spobJ9SfPJ7fTUVVHoOurz3t+/3QJwan5So759N/SM3Ff+JF3oVeW9LIK4u2E4tbItE4W3Yd5T/+sLyjhyUiIpcJrfSfh7orivnaDyayatlOPD4XA4Z05vOnlt6EYhw90srT3xrH7JmJ7j1jbq7n3z7xHLGYTcs1Hw/z1NfHMG/WVoLZXsaMr+eTn/h7Wi4UihGNxHnyyzcxb95WcnP8jB3XnQc/9Je0LjonOvk89b0JrFu1m2CWlwFDa/j4Pc+k5aKROG63iye/M543V+8hO8fHgKGdcZ9yozHAwGG1lFXksmHtXrJzfQwYWoPbrdeNIhfDmk0HU5vtAURjljcbDnXgiERELkFW5T1nck6TfmPMOOA/ARfwC2vtt075+qeB+4EosA+4z1rbcIHHekkqLc9h9IT61OPi0mwOH2rBJufVHo+LrGwv3/vyq7S0RIjHLZve3EdRcRZNTaHEVrkk+tEHg16+87UZhEMxYrE4WzYepLAwSHPzkdTxvV4XHp+Lb/z7LMKRGLGYZdP2wxQUBti9syktV1SSRVXnfKo656c+n18QYP/ekyVJHk8iV11bQHVtwVm/35quhdR0LXynT5eIvEOdSrLwuh3CyUUFY6CsMNjBoxIRkcvFWZdpjTEu4MfAeKAX8D5jTK9TYm8A/a21fYA/A9+50AO9XNz/icFkZXkJBD34/W6qavLZuG4fRw630toSJRyKsW71bvpd04lg0EsgkMh17lLAypW7OHqklZaWCOFwjFUrdjJoUDWBoCeV61pXyII3dnK0KURLS5RwOMbS5TsZckMdgUAi5/O76VZfwrARXU4b38f/7Xr8ATeBYCJX37uUQcNUoiNyqZs0vAu1nXIJ+FwE/W6yAx4+fXe/jh6WiIhcJs5lpX8gsNFauxnAGPMMMAlYeyJgrZ3RJr8AeP+FHOTlpFNVHk98cyxzpm/CH/Qy9uZ6PvOx9A2swqEYx4628uQ3xzJnxiaysrzcdHMPHvno31LvEECilKe1JcJ//OctbHzrAIGAm/oeJXzwY6fnQrE43/3xJDa9tZ9g0MMVPUtTrf3a6lZfwrd/chub39pPdraPbj1K2s2JyKXF63Hxg0evY9XmRJlPz9oC3cQrInIKi9HmXGdwLpP+SmB7m8eNwKC3yX8YeKm9LxhjHgAeAOjcufM5DvHysr3hMF/70tTEJN/Cgjlb6VSVx7GjodTE3+tzkZ3r58uffxlLIrdw/jYqKvPY9Nb+VM7nc9G5poDcXD/XtOmiU1mRy6YtB1MTf5/PRefqfPLy/VxzDl108gsCXDNQXXRELjcul0O/7sUdPQwREbkMXdC7MI0x7wf6A99t7+vW2p9ba/tba/uXlJRcyFNfMn75k/k0N0dobYnS2hpl986j1PUoprA4iD/Z6afPNZUsW7KDlpaTuR3bj3DlVWUUFAZSuWsHVDFs+OklOo8+OISC/GTO4zBkYDVD1QpTRERERM7gXFb6dwBtZ5RVyc+lMcbcCHwRGGGtDZ369XeLgweaUzfnAkQicY41hfn2jyexa8dRfH43JWXZPPihP6f9uUg40b3ne//nVnbvPIrP76G0LLvdc5SVZvOjf7+ZnbuaCAY9lBRn/TO/JREREZHLg7r3nNG5rPQvBrobY7oYY7zAe4Hn2waMMVcDPwNutdbuvfDDvHx071GS1sbS63PRo3cZbo+L6toCSstzMMbQvb6dXK8yPB4X1TUFZ5zwn+DxuKjpnK8Jv4iIiIic1Vkn/dbaKPAQMBVYB/zJWrvGGPMVY8ytydh3gWzgWWPMcmPM82c4XMb78McH07VbES6XwXEMo8dewZB2Nrr6yENDqOlSkMi5DGNu7kH/wSrREREREZEL75z69FtrpwBTTvnck23+/8YLPK7LVjDLyxPfGEtLcxi3x4WnnU2uALJzfDz97fFnzYmIiIjIP6BNx0Q5STvy/pMEgufWSu9ccyIiIiIi79QF7d4jIiIiIiKXHq30i4iIiEhmsBZH5T3t0kq/iIiIiEiG06RfRERERCTDqbxHRERERDKGiam8pz1a6RcRERERyXCa9IuIiIiIZDiV94iIiIhIRjAWde85A630i4iIiIhkOE36RUREREQynMp7RERERCRjqLynfVrpFxERERHJcJr0i4iIiIhkOJX3iIiIiEjGMCrvaZdW+kVEREREMpwm/SIiIiIiGU7lPSIiIiKSEYy1ODGV97RHK/0iIiIiIhlOk34RERERkQyn8h4RERERyRjanKt9WukXEREREclwmvSLiIiIiGQ4lfeIiIiISEYwVuU9Z6KVfhERERGRDKdJv4iIiIhIhlN5j4iIiIhkDKPynnZppV9EREREJMNp0i8iIiIikuE6rLxn6dKl+40xDR11fnlbxcD+jh6EXBC6lplD1zJz6Fpmjnfrtazp6AGckbr3nFGHTfqttSUddW55e8aYJdba/h09Djl/upaZQ9cyc+haZg5dS7mcqLxHRERERCTDqXuPiIiIiGQEg8WJqbynPVrpl/b8vKMHIBeMrmXm0LXMHLqWmUPXUi4bmvTLaay1+kssQ+haZg5dy8yha5k5dC3lcqLyHhERERHJDOrec0Za6RcRERERyXCa9L9LGWN+ZYzZa4xZfZbcAGNM1Bhz58Uam/xjzuVaGmNGGmOWG2PWGGNev5jjk3N3tmtpjMkzxrxgjFmRvJYfuthjlHNjjKk2xswwxqxNXqtH2skYY8wPjTEbjTErjTHXdMRY5e2d47W8J3kNVxlj5hlj+nbEWEXejib9716/Bsa9XcAY4wK+DbxyMQYk79iveZtraYzJB34C3Gqt7Q3cdZHGJf+4X/P2v5cPAmuttX2BkcC/G2O8F2Fc8o+LAv9mre0FDAYeNMb0OiUzHuie/HgA+L8Xd4hyjs7lWm4BRlhrrwK+im7w7VAmbi+5j0uBJv3vUtbaWcDBs8Q+CfwF2PvPH5G8U+dwLe8G/mqt3ZbM63peos7hWlogxxhjgOxkNnoxxib/GGvtLmvtsuT/NwHrgMpTYpOA39iEBUC+MabiIg9VzuJcrqW1dp619lDy4QKg6uKOUuTsNOmXdhljKoHb0cpTJrgCKDDGzDTGLDXG3NvRA5J37EdAT2AnsAp4xFob79ghydkYY2qBq4GFp3ypEtje5nEjp78wkEvI21zLtj4MvHQxxiPyj1D3HjmTHwCft9bGE4uKchlzA9cCo4EAMN8Ys8Bau6FjhyXvwFhgOXADUAdMM8bMttYe7dhhyZkYY7JJvGP6qK7T5e1crqUxZhSJSf91F3NscpJB3XvORJN+OZP+wDPJCX8xMMEYE7XW/r1jhyXvQCNwwFp7HDhujJkF9AU06b/8fAj4lrXWAhuNMVuAHsCijh2WtMcY4yExSfx/1tq/thPZAVS3eVyV/JxcYs7hWmKM6QP8AhhvrT1wMccnci5U3iPtstZ2sdbWWmtrgT8Dn9CE/7L1HHCdMcZtjAkCg0jUpMrlZxuJd2wwxpQB9cDmDh2RtCt538UvgXXW2u+fIfY8cG+yi89g4Ii1dtdFG6Sck3O5lsaYzsBfgQ/oXVS5VGml/13KGPMHEt0/io0xjcBTgAfAWvvTDhya/IPOdi2tteuMMS8DK4E48Atr7du2apWOcQ6/l18Ffm2MWUXiXezPW2v3d9Bw5e0NAz4ArDLGLE9+7nGgM6Su5xRgArARaCbxTo5ces7lWj4JFAE/Sb5DHrXW9u+AsYoFJ6bynvaYxLvEIiIiIiKXt/ySbnb47d/p6GGc5oX/mry0o18IqrxHRERERCTDqbxHRERERDLEpbMZ1qVGK/0iIiIiIhlOk34RERERkQyn8h4RERGRdwFjzK+AicBea+2V55D/F+BpwAIrrLV3/3NHeP6MBSeujcrbo5V+ERERkXeHXwPjziVojOkOPAYMs9b2Bh79J45LLgJN+kVERETeBay1s4CDbT9njKkzxrxsjFlqjJltjOmR/NJHgB9baw8l/+zeizxcucBU3iMiIiLy7vVz4GPW2reMMYOAnwA3AFcAGGPmAi7gaWvtyx03zHPnqHtPuzTpFxEREXkXMsZkA0OBZ5M7CQP4kv91A91J7BJeBcwyxlxlrT18sccpF4Ym/SIiIiLvTg5w2Frbr52vNQILrbURYIsxZgOJFwGLL+YA/1HGghPTSn97VNMvIiIi8i5krT1KYkJ/F4BJ6Jv88t9JrPJjjCkmUe6zuSPGKReGJv0iIiIi7wLGmD8A84F6Y0yjMebDwD3Ah40xK4A1wKRkfCpwwBizFpgBfNZae6Ajxi0Xhsp7RERERN4FrLXvO8OXTmvjaa21wKeTH5cRi9GNvO3SSr+IiIiISIbTpF9EREREJMOpvEdEREREMoNVn/4z0Uq/iIiIiEiG06RfRERERCTDqbxHRERERDKCQeU9Z6KVfhERERGRDKdJv4iIiIhIhlN5j4iIiIhkBgtOTOU97dFKv4iIiIhIhtOkX0REREQkw6m8R0REREQyhlH3nnZppV9EREREJMNp0i8iIiIi0sGMMeOMMeuNMRuNMV+40MdXeY+IiIiIZARj7WW5OZcxxgX8GLgJaAQWG2Oet9auvVDn0Eq/iIiIiEjHGghstNZuttaGgWeASRfyBJr0i4iIiIh0rEpge5vHjcnPXTAq7xERERGRjHDgyNapv3nu3uKOHkc7/MaYJW0e/9xa+/OLOQBN+kVEREQkI1hrx3X0GN6hHUB1m8dVyc9dMCrvERERERHpWIuB7saYLsYYL/Be4PkLeQKt9IuIiIiIdCBrbdQY8xAwFXABv7LWrrmQ5zDWXn5tjURERERE5NypvEdEREREJMNp0i8iIiIikuE06RcRERERyXCa9IuIiIiIZDhN+kVEREREMpwm/SIiIiIiGU6TfhERERGRDKdJv4iIiIhIhvv/0tCK5dyA2/kAAAAASUVORK5CYII=\n", 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\n" }, "metadata": { "needs_background": "light" @@ -363,4 +302,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/tutorials/Poisson Kriging - Centroid Based (Advanced).ipynb b/tutorials/Poisson Kriging - Centroid Based (Advanced).ipynb index d395a2cc..60b6be60 100755 --- a/tutorials/Poisson Kriging - Centroid Based (Advanced).ipynb +++ b/tutorials/Poisson Kriging - Centroid Based (Advanced).ipynb @@ -75,7 +75,16 @@ "cell_type": "code", "execution_count": 2, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " return np.array(output_points_within_area)\n" + ] + } + ], "source": [ "areal_data_file = '../sample_data/areal_data/cancer_data.shp'\n", "point_data_file = '../sample_data/population_data/cancer_population_base.shp'\n", @@ -99,9 +108,7 @@ "outputs": [ { "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, "execution_count": 3, "metadata": {}, @@ -109,10 +116,8 @@ }, { "data": { - "image/png": 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\n", 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}, "metadata": { "needs_background": "light" @@ -310,9 +315,7 @@ "outputs": [ { "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, "execution_count": 8, "metadata": {}, @@ -320,10 +323,8 @@ }, { "data": { - "image/png": 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}, "metadata": { "needs_background": "light" @@ -344,9 +345,7 @@ "outputs": [ { "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, "execution_count": 9, "metadata": {}, @@ -354,10 +353,8 @@ }, { "data": { - "image/png": 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    predictedrealforecast biasrmse
    count22.00000022.00000022.00000022.000000
    mean130.409091129.759091-0.65000011.759091
    std12.91237511.59423715.86630910.359613
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    25%120.500000121.250000-6.9000005.800000
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    predictedrealforecast biasrmse
    count21.00000022.00000021.00000021.000000
    mean114.142857130.09090916.30952426.471429
    std32.51812710.48694933.46910425.762534
    min40.000000112.900000-44.8000000.200000
    25%103.000000122.425000-9.60000010.700000
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    " }, "execution_count": 10, "metadata": {}, @@ -498,7 +400,11 @@ }, { "cell_type": "markdown", - "metadata": {}, + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, "source": [ "---" ] @@ -525,4 +431,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/tutorials/Semivariogram Estimation (Basic).ipynb b/tutorials/Semivariogram Estimation (Basic).ipynb index a31f5548..86b7b51a 100755 --- a/tutorials/Semivariogram Estimation (Basic).ipynb +++ b/tutorials/Semivariogram Estimation (Basic).ipynb @@ -20,6 +20,7 @@ "\n", "| Date | Change description | Author |\n", "|------|--------------------|--------|\n", + " 2021-10-13 | Refactored TheoreticalSemivariogram (name change of class attribute) | @ethmtrgt |\n", "| 2021-05-28 | Updated paths for input/output data | @szymon-datalions |\n", "| 2021-05-11 | Refactored TheoreticalSemivariogram class | @szymon-datalions |\n", "| 2021-03-31 | Update related to the change of semivariogram weighting | @szymon-datalions |\n", @@ -81,18 +82,7 @@ "outputs": [ { "data": { - "text/plain": [ - "array([[15.1152409 , 52.76514556, 91.27559662],\n", - " [15.1152409 , 52.74279035, 96.54829407],\n", - " [15.1152409 , 52.71070647, 51.25455093],\n", - " [15.1152409 , 52.70884354, 48.95828247],\n", - " [15.1152409 , 52.67137785, 16.81786346],\n", - " [15.1152409 , 52.6498506 , 16.29390526],\n", - " [15.1152409 , 52.62770238, 16.54066277],\n", - " [15.1152409 , 52.60596814, 19.45093346],\n", - " [15.1152409 , 52.60493317, 19.24267578],\n", - " [15.1152409 , 52.57823111, 45.66201019]])" - ] + "text/plain": "array([[15.1152409 , 52.76514556, 91.27559662],\n [15.1152409 , 52.74279035, 96.54829407],\n [15.1152409 , 52.71070647, 51.25455093],\n [15.1152409 , 52.70884354, 48.95828247],\n [15.1152409 , 52.67137785, 16.81786346],\n [15.1152409 , 52.6498506 , 16.29390526],\n [15.1152409 , 52.62770238, 16.54066277],\n [15.1152409 , 52.60596814, 19.45093346],\n [15.1152409 , 52.60493317, 19.24267578],\n [15.1152409 , 52.57823111, 45.66201019]])" }, "execution_count": 3, "metadata": {}, @@ -133,10 +123,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -177,10 +165,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -248,10 +234,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -270,9 +254,7 @@ "outputs": [ { "data": { - "text/plain": [ - "51.581179602829174" - ] + "text/plain": "51.581179602829174" }, "execution_count": 10, "metadata": {}, @@ -290,10 +272,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -315,10 +295,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -340,10 +318,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -502,10 +308,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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qrRmF7Oe31g4unN9au7619ulh+uVJtlbVRYss94zW2qWttUu3b9/es2QAACbs+Im5FbWvVz1HHakkz0zy7tba7y6xzNcMy6Wq7j7U8/FeNQEAsP7t2Dazovb1qucR7Xsm+ZEk3zk2fN/9q+rRVfXoYZkfSPKOqnpbkicneXBrrXWsCQCAdW7fnl2Z2brltLaZrVuyb8+uCVV0bnqOOvLXSeosyzwlyVN61QAAwPSZH11k2kcd6TmONgAAnJO9u3dOXbBeyCXYAQCgA0EbAAA6ELQBAKADQRsAADoQtAEAoANBGwAAOhC0AQCgA0EbAAA6ELQBAKADV4YEAOC8HDoyO/WXS+9B0AYA4JwdOjKb/QePZu7kqSTJ7Im57D94NEk2fdjWdQQAgHN24PCxG0L2vLmTp3Lg8LEJVbR+CNoAAJyz4yfmVtS+mQjaAACcsx3bZlbUvpkI2gAAnLN9e3ZlZuuW09pmtm7Jvj27JlTR+uFkSAAAztn8CY9GHflygjYAAOdl7+6dgvUidB0BAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOjKMNALCJHDoy6+Iya0TQBgDYJA4dmc3+g0czd/JUkmT2xFz2HzyaJMJ2B7qOAABsEgcOH7shZM+bO3kqBw4fm1BFG5ugDQCwSRw/Mbeids6PoA0AsEns2DazonbOj6ANALBJ7NuzKzNbt5zWNrN1S/bt2TWhijY2J0MCAGwS8yc8GnVkbQjaAACbyN7dOwXrNaLrCAAAdCBoAwBAB4I2AAB0IGgDAEAHgjYAAHQgaAMAQAeCNgAAdCBoAwBAB4I2AAB0IGgDAEAHLsEOALBOHToymwOHj+X4ibns2DaTfXt2uXz6FBG0AQDWoUNHZrP/4NHMnTyVJJk9MZf9B48mibA9JXQdAQBYhw4cPnZDyJ43d/JUDhw+NqGKWClBGwBgHTp+Ym5F7aw/gjYAwDq0Y9vMitpZfwRtAIB1aN+eXZnZuuW0tpmtW7Jvz64JVcRKORkSAGAdmj/h0agj00vQBgBYp/bu3ilYTzFdRwAAoANBGwAAOhC0AQCgA0EbAAA6ELQBAKADQRsAADoQtAEAoANBGwAAOhC0AQCgA0EbAAA6ELQBAKADQRsAADq4YNIFAABsBIeOzObA4WM5fmIuO7bNZN+eXdm7e+eky2KCBG0AgPN06Mhs9h88mrmTp5Iksyfmsv/g0SQRtjcxXUcAAM7TgcPHbgjZ8+ZOnsqBw8cmVBHrgaANAHCejp+YW1E7m4OgDQBwnnZsm1lRO5uDoA0AcJ727dmVma1bTmub2bol+/bsmlBFrAdOhgQAOE/zJzwadYRxgjYAwCrYu3unYM1pdB0BAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOjABWsAgE3n0JFZV3GkO0EbANhUDh2Zzf6DRzN38lSSZPbEXPYfPJokwjarStcRAGBTOXD42A0he97cyVM5cPjYhCpioxK0AYBN5fiJuRW1w7kStAGATWXHtpkVtcO5ErQBgE1l355dmdm65bS2ma1bsm/PrglVxEblZEgAYFOZP+HRqCP0JmgDAJvO3t07BWu603UEAAA6ELQBAKADXUcAgHXNVRyZVoI2ALBuuYoj00zXEQBg3XIVR6aZoA0ArFuu4sg0E7QBgHXLVRyZZoI2ALBqDh2ZzT2f+Orc/rEvyz2f+OocOjJ7XutzFUemmZMhAYBV0ePERVdxZJoJ2gDAqjjTiYvnE4xdxZFpJWgDwCrbrOM+O3ERTqePNgCsovnuE7Mn5tLype4T59tXeRo4cRFOJ2gDwCqapnGfnbgIfek6AgCraFq6TzhxEfoTtAFgFe3YNpPZRUL1+XafWO1+305chP50HQFgU5uG7hM9+n1Py5F3mGaCNgCbVo8Au3f3zjzhgXfOzm0zqSQ7t83kCQ+8c7ejz+fKiYvQn64jAGxa09J9osfR5317dp3WRztx4iKsNke0Adi0pqX7RI+jzz2OvAOnc0QbgE2r14mLq63X0WcnLkJfjmgDsGlNy7jPjj7DdHJEG4BNa5rGfXb0GaaPoA3ApibAAr106zpSVRdX1Wuq6l1V9c6q+tlFlqmqenJVXV1Vb6+qu/WqBwAA1lLPI9pfSPLzrbW3VtWFSd5SVa9srb1rbJn7JbnjcPuWJE8bfgLAl1ntqyMC9NTtiHZr7ZrW2luH6U8leXeShb8NL0/y3DbyxiTbqurWvWoCYHr1uLgMQE9rMupIVV2SZHeSNy2YtTPJh8fufyRfHsZTVY+qqiur6sprr722W50ArF89ro4I0FP3oF1VN0vykiSPaa1dfy7raK09o7V2aWvt0u3bt69ugQBMhWm5uAzAvK5Bu6q2ZhSyn99aO7jIIrNJLh67f5uhDQBO0+PqiAA99Rx1pJI8M8m7W2u/u8RiVyR56DD6yD2SXNdau6ZXTQBMr2m5uAzAvJ6jjtwzyY8kOVpVVw1tv5zktknSWnt6kpcnuX+Sq5N8NskjOtYDwBSbpovLACRJtdYmXcOKXHrppe3KK6+cdBkAAGxwVfWW1tql5/r4NRl1BAAANhtBGwAAOhC0AQCgA0EbAAA66DnqCACb2KEjs0YIATY1QRuAVXfoyGz2Hzx6wyXTZ0/MZf/Bo0kibAObhq4jAKy6A4eP3RCy582dPJUDh49NqCKAtSdoA7Dqjp+YW1E7wEYkaAOw6nZsm1lRO8BGJGgDsOr27dmVma1bTmub2bol+/bsmlBFAGvPyZAArLr5Ex6NOgJsZoI2AF3s3b1TsAY2NV1HAACgA0EbAAA6ELQBAKADQRsAADpwMiQAOXRk1gghAKtM0AbY5A4dmc3+g0dvuGT67Im57D94NEmEbYDzoOsIwCZ34PCxG0L2vLmTp3Lg8LEJVQSwMQjaAJvc8RNzK2oHYHkEbYBNbse2mRW1A7A8gjbAJrdvz67MbN1yWtvM1i3Zt2fXhCoC2BicDAmwyc2f8GjUEYDVJWgDkL27dwrWAKtM1xEAAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAODO8HMIUOHZk17jXAOidoA0yZQ0dms//g0cydPJUkmT0xl/0HjyaJsA2wjug6AjBlDhw+dkPInjd38lQOHD42oYoAWIygDTBljp+YW1E7AJMhaANMmR3bZlbUDsBkCNoAU2bfnl2Z2brltLaZrVuyb8+uCVUEwGKcDAkwZeZPeDTqCMD6JmgDTKG9u3cK1gDrnK4jAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgXG0ATo7dGTWxWUANiFBG6CjQ0dms//g0cydPJUkmT0xl/0HjyaJsA2wwek6AtDRgcPHbgjZ8+ZOnsqBw8cmVBEAa0XQBujo+Im5FbUDsHEI2gAd7dg2s6J2ADYOQRugo317dmVm65bT2ma2bsm+PbsmVBEAa8XJkAAdzZ/waNQRgM1H0AbobO/unYI1wCak6wgAAHQgaAMAQAe6jgCMcRVHAFaLoA0wcBVHAFaTriMAA1dxBGA1CdoAA1dxBGA16ToCTK3V7k+9Y9tMZhcJ1a7iCMC5cEQbmErz/alnT8yl5Uv9qQ8dmT3ndbqKIwCrSdAGplKP/tR7d+/MEx545+zcNpNKsnPbTJ7wwDs7ERKAc6LrCDCVevWndhVHAFaLI9rAVFqq37T+1ACsF4I2MJX0pwZgvdN1BFgTqz1CyPxjXcURgPVK0Aa663XFRf2pAVjPBG3gy6z20eczjRAiKAOwUQnawGl6HH12xUUANiMnQwKn6TE+tRFCANiMBG3gND2OPhshBIDNSNAGTtPj6LMrLgKwGemjDZxm355dp/XRTlbn6LMRQgDYbARt4DTGpwaA1SFoA1/G0WcAOH+CNky51R7zGgBYHYI2TLFeV1wEAM6fUUdgivUY8xoAWB2CNkwxV1wEgPVL0IYp5oqLALB+CdowxVxxEQDWLydDwhpa7RFCjHkNAOuXoA1rpNcIIca8BoD1SdcRWCNGCAGAzUXQhjVihBAA2FwEbVgjRggBgM1F0IY1YoQQANhcnAwJa8QIIQCwuQjasIaMEAIAm4euIwAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBUUdgCYeOzBqKDwA4Z4I2LOLQkdnsP3g0cydPJUlmT8xl/8GjSSJsAwDLousILOLA4WM3hOx5cydP5cDhYxOqCACYNoI2LOL4ibkVtQMALCRowyJ2bJtZUTsAwEKCNixi355dmdm65bS2ma1bsm/PrglVBABMGydDwiLmT3g06ggAcK4EbVjC3t07BWsA4JzpOgIAAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0EG3oF1Vz6qqj1bVO5aYf1lVXVdVVw23X+tVCwAArLWeV4Z8dpKnJHnuGZZ5Q2vtezvWAAAAE9HtiHZr7fVJPtFr/QAAsJ5Nuo/2t1bV26rqL6rqG5ZaqKoeVVVXVtWV11577VrWBwAA52SSQfutSW7XWvumJP8ryaGlFmytPaO1dmlr7dLt27evVX0AAHDOJha0W2vXt9Y+PUy/PMnWqrpoUvUAAMBqmljQrqqvqaoapu8+1PLxSdUDAACrqduoI1X1giSXJbmoqj6S5NeTbE2S1trTk/xAkh+vqi8kmUvy4NZa61UPAACspW5Bu7X2kLPMf0pGw/8BAMCGM+lRRwAAYEPqecEaWDOHjszmwOFjOX5iLju2zWTfnl3Zu3vnpMsCADYxQZupd+jIbPYfPJq5k6eSJLMn5rL/4NEkEbYBgInRdYSpd+DwsRtC9ry5k6dy4PCxCVUEACBoswEcPzG3onYAgLUgaDP1dmybWVE7AMBaELSZevv27MrM1i2ntc1s3ZJ9e3ZNqCIAACdDsgHMn/Bo1BEAYD0RtNkQ9u7eKVgDAOuKriMAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0sO2hX1b2q6hHD9Paqun2/sgAAYLotK2hX1a8n+aUk+4emrUn+qFdRAAAw7ZZ7RPv7kzwgyWeSpLV2PMmFvYoCAIBpt9yg/fnWWkvSkqSqbtqvJAAAmH7LDdp/UlW/n2RbVf1Ykr9K8gf9ygIAgOl2wXIWaq39TlV9d5Lrk+xK8muttVd2rQwAAKbYsoL2MMLIG+bDdVXNVNUlrbUP9iwOAACm1XK7jrw4yRfH7p8a2gAAgEUsN2hf0Fr7/PydYfrGfUoCAIDpt9ygfW1VPWD+TlVdnuRjfUoCAIDpt6w+2kkeneT5VfWUJJXkw0ke2q0qAACYcssddeR9Se5RVTcb7n+6a1UAADDlljvqyE2SPCjJJUkuqKokSWvt8d0qAwCAKbbcriN/luS6JG9J8rl+5bAZHDoymwOHj+X4ibns2DaTfXt2Ze/unZMuCwBgVS03aN+mtXbfrpWwKRw6Mpv9B49m7uSpJMnsibnsP3g0SYRtAGBDWe6oI39bVXfuWgmbwoHDx24I2fPmTp7KgcPHJlQRAEAfyz2ifa8kD6+qD2TUdaSStNbaXbpVxoZ0/MTcitoBAKbVcoP2/bpWwaaxY9tMZhcJ1Tu2zUygGgCAfpbVdaS19qHW2oeSzCVpYzdYkX17dmVm65bT2ma2bsm+PbsmVBEAQB/LHd7vAUn+e5IdST6a5HZJ3p3kG/qVxkY0f8KjUUcAgI1uuV1HfjPJPZL8VWttd1X9uyT/sV9ZbGR7d+8UrAGADW+5o46cbK19PMmNqupGrbXXJLm0Y10AADDVlntE+8Rw+fXXJ3l+VX00yWf6lQUAANNtuUe0L8/oRMifS/KXSd6X5Pt6FQUAANNuWUe0W2vjR6+f06kWAADYMM4YtKvqr1tr96qqT+X04fzmL1hz867VAQDAlDpj0G6t3Wv4eeHalAMAABvDWftoV9WWqvqHtSgGAAA2irMG7dbaqSTHquq2a1APAABsCMsd3u+WSd5ZVX+fsWH9WmsP6FIVAABMueUG7V/tWgUAAGwwyx3e73W9CwEAgI1kWResqap7VNWbq+rTVfX5qjpVVdf3Lg4AAKbVcq8M+ZQkD0ny3iQzSX40yVN7FQUAANNuuUE7rbWrk2xprZ1qrf2fJPftVxYAAEy35Z4M+dmqunGSq6rqt5NckxWEdAAA2GyWG5Z/ZFj2pzIa3u/iJA/qVRQAAEy75R7R/uYkL2utXZ/kNzrWAwAAG8Jyj2h/X5L3VNXzqup7q2q5AR0AADalZQXt1tojknxdkhdnNPrI+6rqD3sWBgAA02zZR6Zbayer6i+StIyG+Nub0TB/AADAAsu9YM39qurZGY2j/aAkf5jkazrWBQAAU225R7QfmuRFSf5za+1zHesBAIANYVlBu7X2kN6FAADARnLGriNV9dfDz09V1fULf65NiQAAMH3OeES7tXav4eeFa1MOAABsDMsedaSqbpnRFSFveExr7a09igIAgGm3rKBdVb+Z5OFJ3p/ki0NzS/KdfcoCAIDpttwj2v8hyR1aa5/vWQwAAGwUy70E+zuSbOtYBwAAbCjLPaL9hCRHquodSW4YR7u19oAuVQEAwJRbbtB+TpInJTmaL/XRBgAAlrDcoP3Z1tqTu1YCAAAbyHKD9huq6glJrsjpXUcM7wcAAItYbtDePfy8x1ib4f0AAGAJywrarbV/17sQAADYSJY1vF9VfXVVPbOq/mK4f6eqemTf0gAAYHotdxztZyc5nGTHcP89SR7ToR4AANgQlhu0L2qt/UmGof1aa19IcqpbVQAAMOWWG7Q/U1VfldEJkKmqeyS5rltVAAAw5ZY76sj/n9HQfneoqr9Jsj3JD3SrCgAAptwZj2hX1b+tqq8Zxsv+jiS/nNE42q9I8pE1qA8AAKbS2bqO/H6Szw/T35bkV5I8NcknkzyjY12sE4eOzOaeT3x1bv/Yl+WeT3x1Dh2ZnXRJAABT4WxdR7a01j4xTP9Qkme01l6S5CVVdVXXypi4Q0dms//g0cydHJ33OntiLvsPHk2S7N29c5KlAQCse2c7or2lqubD+HclefXYvOX272ZKHTh87IaQPW/u5KkcOHxsQhUBAEyPs4XlFyR5XVV9LMlckjckSVV9XYw6suEdPzG3onYAAL7kjEG7tfZbVfWqJLdO8orWWhtm3SjJT/cujsnasW0ms4uE6h3bZiZQDQDAdDnrONqttTe21l7aWvvMWNt7hpFI2MD27dmVma1bTmub2bol+/bsmlBFAADTQz9rljR/wuOBw8dy/MRcdmybyb49u5wICQCwDII2Z7R3907BGgDgHCz3EuwAAMAKCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHXQL2lX1rKr6aFW9Y4n5VVVPrqqrq+rtVXW3XrUAAMBa63lE+9lJ7nuG+fdLcsfh9qgkT+tYCwAArKluQbu19voknzjDIpcneW4beWOSbVV16171AADAWppkH+2dST48dv8jQ9uXqapHVdWVVXXltddeuybFAQDA+ZiKkyFba89orV3aWrt0+/btky4HAADOapJBezbJxWP3bzO0AQDA1Jtk0L4iyUOH0UfukeS61to1E6wHAABWzQW9VlxVL0hyWZKLquojSX49ydYkaa09PcnLk9w/ydVJPpvkEb1qAQCAtdYtaLfWHnKW+S3JT/Z6fgAAmKSpOBkSAACmjaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQwQWTLoDVc+jIbA4cPpbjJ+ayY9tM9u3Zlb27d066LACATUnQ3iAOHZnN/oNHM3fyVJJk9sRc9h88miTCNgDABOg6skEcOHzshpA9b+7kqRw4fGxCFQEAbG6C9gZx/MTcitoBAOhL0N4gdmybWVE7AAB9CdobxL49uzKzdctpbTNbt2Tfnl0TqggAYHNzMuQGMX/Co1FHAADWB0F7A9m7e6dgDQCwTug6AgAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB0I2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANCBoA0AAB10DdpVdd+qOlZVV1fVYxeZ//CquraqrhpuP9qzHgAAWCsX9FpxVW1J8tQk353kI0neXFVXtNbetWDRF7XWfqpXHQAAMAk9j2jfPcnVrbX3t9Y+n+SFSS7v+HwAALBu9AzaO5N8eOz+R4a2hR5UVW+vqj+tqosXW1FVPaqqrqyqK6+99toetQIAwKqa9MmQf57kktbaXZK8MslzFluotfaM1tqlrbVLt2/fvqYFAgDAuegZtGeTjB+hvs3QdoPW2sdba58b7v5hkm/uWA8AAKyZnkH7zUnuWFW3r6obJ3lwkivGF6iqW4/dfUCSd3esBwAA1ky3UUdaa1+oqp9KcjjJliTPaq29s6oen+TK1toVSX6mqh6Q5AtJPpHk4b3qAQCAtVSttUnXsCKXXnppu/LKKyddBgAAG1xVvaW1dum5Pn7SJ0MCAMCGJGgDAEAHgjYAAHQgaAMAQAeCNgAAdCBoAwBAB4I2AAB0IGgDAEAH3a4MyZkdOjKbA4eP5fiJuezYNpN9e3Zl7+6dky4LAIBVImhPwKEjs9l/8GjmTp5KksyemMv+g0eTRNgGANggdB2ZgAOHj90QsufNnTyVA4ePTagiAABWm6A9AcdPzK2oHQCA6SNoT8CObTMragcAYPoI2hOwb8+uzGzdclrbzNYt2bdn14QqAgBgtTkZcgLmT3g06ggAwMYlaE/I3t07BWsAgA1M1xEAAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADgRtAADoQNAGAIAOBG0AAOhA0AYAgA4EbQAA6EDQBgCADroG7aq6b1Udq6qrq+qxi8y/SVW9aJj/pqq6pGc95+rQkdnc84mvzu0f+7Lc84mvzqEjs5MuCQCAda5b0K6qLUmemuR+Se6U5CFVdacFiz0yySdba1+X5PeSPKlXPefq0JHZ7D94NLMn5tKSzJ6Yy/6DR4VtAADOqOcR7bsnubq19v7W2ueTvDDJ5QuWuTzJc4bpP03yXVVVHWtasQOHj2Xu5KnT2uZOnsqBw8cmVBEAANOgZ9DemeTDY/c/MrQtukxr7QtJrkvyVQtXVFWPqqorq+rKa6+9tlO5izt+Ym5F7QAAkEzJyZCttWe01i5trV26ffv2NX3uHdtmVtQOAABJ36A9m+Tisfu3GdoWXaaqLkhyiyQf71jTiu3bsyszW7ec1jazdUv27dk1oYoAAJgGPYP2m5PcsapuX1U3TvLgJFcsWOaKJA8bpn8gyatba61jTSu2d/fOPOGBd87ObTOpJDu3zeQJD7xz9u5e2AsGAAC+5IJeK26tfaGqfirJ4SRbkjyrtfbOqnp8kitba1ckeWaS51XV1Uk+kVEYX3f27t4pWAMAsCLdgnaStNZenuTlC9p+bWz6X5L8YM8aAABgEqbiZEgAAJg2gjYAAHQgaAMAQAeCNgAAdCBoAwBAB4I2AAB0IGgDAEAHgjYAAHQgaAMAQAeCNgAAdCBoAwBAB4I2AAB0IGgDAEAHgjYAAHQgaAMAQAeCNgAAdCBoAwBAB4I2AAB0IGgDAEAHgjYAAHQgaAMAQAeCNgAAdCBoAwBAB4I2AAB0UK21SdewIlV1bZIPTejpL0rysQk9N8tjH61/9tH6Zv+sf/bR+mcfrX/L3Ue3a61tP9cnmbqgPUlVdWVr7dJJ18HS7KP1zz5a3+yf9c8+Wv/so/VvrfaRriMAANCBoA0AAB0I2ivzjEkXwFnZR+uffbS+2T/rn320/tlH69+a7CN9tAEAoANHtAEAoANBGwAAOhC0l6Gq7ltVx6rq6qp67KTr2Qyq6oNVdbSqrqqqK4e2W1XVK6vqvcPPWw7tVVVPHvbP26vqbmPrediw/Hur6mFj7d88rP/q4bG19q9yulTVs6rqo1X1jrG27vtkqefgyy2xjx5XVbPDZ+mqqrr/2Lz9w/Y+VlV7xtoX/Z1XVbevqjcN7S+qqhsP7TcZ7l89zL9kjV7yVKmqi6vqNVX1rqp6Z1X97NDuc7ROnGEf+RytE1X1FVX191X1tmEf/cbQvuLtulr77oxaa25nuCXZkuR9Sb42yY2TvC3JnSZd10a/JflgkosWtP12kscO049N8qRh+v5J/iJJJblHkjcN7bdK8v7h5y2H6VsO8/5+WLaGx95v0q95vd+SfHuSuyV5x1ruk6Wew23Z++hxSX5hkWXvNPw+u0mS2w+/57ac6Xdekj9J8uBh+ulJfnyY/okkTx+mH5zkRZPeFuvxluTWSe42TF+Y5D3DfvA5Wie3M+wjn6N1chve2zcbprcmedPwnl/Rdl3NfXemmyPaZ3f3JFe31t7fWvt8khcmuXzCNW1Wlyd5zjD9nCR7x9qf20bemGRbVd06yZ4kr2ytfaK19skkr0xy32HezVtrb2yjT8tzx9bFElprr0/yiQXNa7FPlnoOFlhiHy3l8iQvbK19rrX2gSRXZ/T7btHfecOR0e9M8qfD4xfu7/l99KdJvmv+SCpf0lq7prX21mH6U0nenWRnfI7WjTPso6X4HK2x4fPw6eHu1uHWsvLtupr7bkmC9tntTPLhsfsfyZk/dKyOluQVVfWWqnrU0PbVrbVrhul/SvLVw/RS++hM7R9ZpJ2VW4t9stRzsHw/NXQ9eNZYl4GV7qOvSnKitfaFBe2nrWuYf92wPEsYvr7endHROJ+jdWjBPkp8jtaNqtpSVVcl+WhG/2i+Lyvfrqu575YkaLNe3au1drck90vyk1X17eMzh6M1xqZcR9Zin9jv5+RpSe6Q5K5Jrkny3ydaDamqmyV5SZLHtNauH5/nc7Q+LLKPfI7WkdbaqdbaXZPcJqMj0P96shUtTdA+u9kkF4/dv83QRkettdnh50eTvDSjD9I/D1+NZvj50WHxpfbRmdpvs0g7K7cW+2Sp52AZWmv/PPxR+mKSP8jos5SsfB99PKOuCxcsaD9tXcP8WwzLs0BVbc0owD2/tXZwaPY5WkcW20c+R+tTa+1Ektck+dasfLuu5r5bkqB9dm9OcsfhTNMbZ9SR/ooJ17ShVdVNq+rC+ekk35PkHRlt9/mz6x+W5M+G6SuSPLRG7pHkuuEr0sNJvqeqbjl8zfc9SQ4P866vqnsMfa4eOrYuVmYt9slSz8EyzIerwfdn9FlKRtv1wcMZ+bdPcseMTqRb9HfecBT0NUl+YHj8wv09v49+IMmrh+UZM7y3n5nk3a213x2b5XO0Tiy1j3yO1o+q2l5V24bpmSTfnVFf+pVu19Xcd0s729mSbjec+f2ejPoA/cqk69not4zO9H3bcHvn/DbPqH/Uq5K8N8lfJbnV0F5Jnjrsn6NJLh1b13/K6ASHq5M8Yqz90ox+Ub4vyVMyXCXV7Yz75QUZfWV6MqO+aY9ci32y1HO4LXsfPW/YB28f/rDcemz5Xxm297GMjbyz1O+84bP598O+e3GSmwztXzHcv3qY/7WT3hbr8ZbkXhl12Xh7kquG2/19jtbP7Qz7yOdondyS3CXJkWFfvCPJr53rdl2tfXemm0uwAwBAB7qOAABAB4I2AAB0IGgDAEAHgjYAAHQgaAMAQAeCNsA5qKpTVXVVVb2jqv58flzX9aSqHl1VD13D57usqr5trZ4PYL0TtAHOzVxr7a6ttW9M8okkPznpghZqrT29tfbcNXzKy5KsKGiPXWUNYMMRtAHO398l2ZkkVXX3qvq7qjpSVX9bVbuG9odX1cGq+suqem9V/fb8g6vqkVX1nqr6+6r6g6p6ytC+vapeUlVvHm73XElRVfW4qvqFYfq1VfWk4TneU1X3XmT5y6rqdVX1Z1X1/qp6YlX98PCYo1V1h6XqqqpLkjw6yc8NR/rvvVT9Q13Pq6q/SfK8qvqG4Tmuqqq3V9Udz2EfAKw7jiQAnIeq2pLkuzK6bHOS/EOSe7fWvlBV90ny35I8aJh31yS7k3wuybGq+l9JTiX51SR3S/KpJK/O6KqoSfI/k/xea+2vq+q2GV16+9+cR7kXtNbuXlX3T/LrSe6zyDLfNDzHJ5K8P8kfDo/52SQ/neQxi9XVWvs3VfX0JJ9urf3OsG3++Az13ynJvVprc8N2+J+ttecPlzzech6vEWDdELQBzs1MVV2V0ZHsdyd55dB+iyTPGY7KtiRbxx7zqtbadUlSVe9KcrskFyV5XWvtE0P7i5N8/bD8fZLcqarmH3/zqrpZa+3T51jzweHnW5JcssQyb26tXTPU8r4krxjajyb5d2eqa5F1nWm5K1prc8P03yX5laq6TZKDrbX3ruhVAaxTgjbAuZlrrd21qr4yoyO1P5nkyUl+M8lrWmvfP3SneO3YYz43Nn0qZ/8dfKMk92it/ctSC1TV/8noKPnx1tr9z7K++ec/03OP1/jFsftfHHvMonWNBeoz1j8s95n5+621P66qNyX590leXlX/ubX26rO8FoB1Tx9tgPPQWvtskp9J8vPDiX23SDI7zH74Mlbx5iTfUVW3HB7/oLF5r8iou0aSpKruusjzP2I4KfNsIXs1LVXXp5JcuIzlTlNVX5vk/a21Jyf5syR3Wd1yASZD0AY4T621I0nenuQhSX47yROq6kiW8a1ha202o37cf5/kb5J8MMl1w+yfSXLpcILguzI62XA9WKquP0/y/fMnQ55huYX+Q5J3DF1xvjHJWo6UAtBNtdYmXQPApjbf73o4ov3SJM9qrb100nUBcH4c0QaYvMcNR3PfkeQDSQ5NtBoAVoUj2gAA0IEj2gAA0IGgDQAAHQjaAADQgaANAAAdCNoAANDB/wNVnzBfQPD/fQAAAABJRU5ErkJggg==\n" }, "metadata": { "needs_background": "light" @@ -590,7 +394,16 @@ "cell_type": "code", "execution_count": 12, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/semivariance/areal_semivariance/block_to_block_semivariance/calculate_block_to_block_semivariance.py:113: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + " output_array = np.array([block_to_block_semivariance, blocks_ids])\n" + ] + } + ], "source": [ "reg_mod.fit(areal_data=areal_data_prepared,\n", " areal_step_size=step_size, max_areal_range=maximum_range,\n", @@ -604,10 +417,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" 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\n", 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}, "metadata": { "needs_background": "light" @@ -747,10 +556,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -788,10 +595,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -864,4 +669,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/tutorials/Variogram Point Cloud (Basic).ipynb b/tutorials/Variogram Point Cloud (Basic).ipynb index ab3b8ccc..35686cff 100755 --- a/tutorials/Variogram Point Cloud (Basic).ipynb +++ b/tutorials/Variogram Point Cloud (Basic).ipynb @@ -19,6 +19,7 @@ "\n", "| Date | Change description | Author |\n", "|------|--------------------|--------|\n", + " 2021-10-13 | Refactored TheoreticalSemivariogram (name change of class attribute) and refactored `calc_semivariance_from_pt_cloud()` function to protect calculations from `NaN's`. | @ethmtrgt & @szymon-datalions |\n", "| 2021-08-22 | Refactored the Outlier Removal algorithm - quantile based algorithm | @szymon-datalions |\n", "| 2021-08-10 | Refactored the Outlier Removal algorithm | @szymon-datalions |\n", "| 2021-05-11 | Refactored TheoreticalSemivariogram class | @szymon-datalions |\n", @@ -84,18 +85,7 @@ "outputs": [ { "data": { - "text/plain": [ - "array([[15.1152409 , 52.76514556, 91.27559662],\n", - " [15.1152409 , 52.74279035, 96.54829407],\n", - " [15.1152409 , 52.71070647, 51.25455093],\n", - " [15.1152409 , 52.70884354, 48.95828247],\n", - " [15.1152409 , 52.67137785, 16.81786346],\n", - " [15.1152409 , 52.6498506 , 16.29390526],\n", - " [15.1152409 , 52.62770238, 16.54066277],\n", - " [15.1152409 , 52.60596814, 19.45093346],\n", - " [15.1152409 , 52.60493317, 19.24267578],\n", - " [15.1152409 , 52.57823111, 45.66201019]])" - ] + "text/plain": "array([[15.1152409 , 52.76514556, 91.27559662],\n [15.1152409 , 52.74279035, 96.54829407],\n [15.1152409 , 52.71070647, 51.25455093],\n [15.1152409 , 52.70884354, 48.95828247],\n [15.1152409 , 52.67137785, 16.81786346],\n [15.1152409 , 52.6498506 , 16.29390526],\n [15.1152409 , 52.62770238, 16.54066277],\n [15.1152409 , 52.60596814, 19.45093346],\n [15.1152409 , 52.60493317, 19.24267578],\n [15.1152409 , 52.57823111, 45.66201019]])" }, "execution_count": 3, "metadata": {}, @@ -278,10 +268,8 @@ }, { "data": { - "image/png": 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ZyfUJHLCKr3UqcOraFChJkiR1yZ3+JEmSpAYDsyRJktSwJj3MkiRJGgFlLYXe/Nqlq1YrY2CWJEkaI481lLZCsYF39NiSIUmSJDUYmCVJksaJVc0iO7s8umzJkCRJGkeGwnFEGJTHiDPMkiRJUoOBWZIkSWowMEuSJEkNBmZJkiSpwcAsSZIkNRiYJUmSpAYDsyRJktTgOsySpAmntX1w11/bdXOl8cfALEmacB5rKG2FYgOv1H9syZAkSZIaDMySJD3CqmaRnV2W+pMtGZIkrcRQOI4Ig7LU55xhliRJkhoMzJIkSVKDgVmSJElqMDBLkiRJDQZmSZIkqcHALEmSJDUYmCVJkqQGA7MkSZLUYGCWJEmSGgzMkiRJUoOBWZIkSWowMEuSJEkNBmZJkiSpwcAsSZIkNRiYJUmSpIYpXRcgafyKiJ78upk5QpVIkmRglvQYPJZg2grFBl5JUi+xJUOSJElqMDBL6sSqZpGdXZYk9RpbMiR1ZigcR4RBWZLUs5xhliRJkhoMzJIkSVKDgVmSJElqMDBLkiRJDQZmSZIkqcHALEmSJDUYmCVJkqQGA7MkSZLUYGCWJEmSGgzMkiRJUoOBWZIkSWowMEuSJEkNBmZJkiSpwcAsSZIkNRiYJUmSpAYDsyRJktRgYJYkSZIaDMySJElSg4FZkiRJajAwS5IkSQ0GZkmSJKnBwCxJkiQ1GJglSZKkBgOzJEmS1GBgliRJkhoMzJIkSVKDgVmSJElqMDBLkiRJDQZmSZIkqcHALEmSJDUYmCVJkqQGA7MkSZLUYGCWJEmSGgzMkiRJUoOBWZIkSWowMEuSJEkNBmZJkiSpwcAsSZIkNRiYJUmSpAYDsyRJktRgYJYkSZIaDMySJElSg4FZkiRJajAwS5IkSQ0GZkmSJKlhtYE5Ik6NiNsi4vJhx2ZExIURcW39fXo9HhFxXEQsiojLIuJZw/7MvvX6ayNi39H5diRJkqSRtSYzzKcDuz3i2PuAizJzO+Ci+h7g5cB29df+wKegBGzgcOA5wE7A4UMhW5IkSeplqw3MmfldYMkjDs8GzqivzwBeMez457L4IbBJRDwB2BW4MDOXZOZS4EL+NIRLkiRJPefR9jDPyszf1de3ALPq6y2AG4ddd1M9tqrjfyIi9o+IwYgYXLx48aMsT5IkSRoZj/mhv8xMIEeglqGvd3JmDmTmwMyZM0fqy0qSJEmPyqMNzLfWVgvq77fV4zcDWw27bst6bFXHJUmSpJ72aAPzAmBopYt9gfOGHX9zXS3jucCdtXXjm8DLImJ6fdjvZfWYJEmS1NOmrO6CiPgisDOwWUTcRFnt4qPAORGxH3A98Np6+QXA7sAi4F7gLQCZuSQijgZ+Uq87KjMf+SChJEmS1HOitCD3poGBgRwcHOy6jHEtIlZ5rpf/26u/RITjUT3L8ale5dgcWRFxaWYOrOycO/1JkiRJDQZmSZIkqcHALEmSJDUYmCVJkqQGA7MkSZLUYGCWJEmSGgzMkiRJUoOBWZIkSWowMEuSJEkNBmZJkiSpYUrXBUiSJPW6GTNmsHTp0q7L+BMR0XUJf2L69OksWbKk6zJGlIFZkiRpNZYuXUpmdl3GuNCLIf6xsiVDkiRJajAwS5IkSQ0GZkmSJKnBwCxJkiQ1+NCfJKkn9OoqBNB7DzFNxFUIpF5mYJYk9QRXIVhzvRbgpYnOlgxJkiSpwcAsSZIkNRiYJUmSpAYDsyRJktRgYJYkSZIaDMySJElSg4FZkiRJajAwS5IkSQ0GZkmSJKnBwCxJkiQ1uDW21GdmzJjB0qVLuy7jT/TiVr/Tp09nyZIlXZchSeqYgVnqM0uXLiUzuy5jXOjFEC9JGnu2ZEiSJEkNBmZJkiSpwcAsSZIkNRiYJUmSpAYDsyRJktRgYJYkSZIaDMySJElSg4FZkiRJajAwS5IkSQ0GZkmSJKnBwCxJkiQ1GJglSZKkBgOzJEmS1GBgliRJkhoMzJIkSVKDgVmSJElqMDBLkiRJDQZmSZIkqcHALEmSJDUYmCVJkqQGA7MkSZLUMKXrAiRJknpdHr4RHLFx12WMC3n4Rl2XMOIMzJIkSasRR95FZnZdxrgQEeQRXVcxsmzJkCRJkhqcYZYk9QRvea+5iXjLW+plBmZJUk/wlveam4i3vKVeZkuGJEmS1GBgliRJkhoMzJIkSVKDgVmSJElqMDBLkiRJDQZmSZIkqcHALEmSJDW4DnOPi4ie/dqulypJkvqBgbnHPdZQ2grFBl5JkqTVMzBLfcbth9ec2w9LksDAPOFl5kpnmZ1d7l9uP7zm3H5YkgQG5r4wFI4iwqAkSZK0llwlQ5IkSWowMEuSJEkNBmZJkiSpwcAsSZIkNRiYJUmSpAYDsyRJktRgYJYkSZIaDMySJElSg4FZkiRJanCnv1EwY8YMli5d2nUZK7WybbK7Nn36dJYsWdJ1GZIkSStlYB4FS5cudQvqtdCLIV6SpEfy36s1M3369K5LGHEGZkmSpNXoxYmwiOjJuiYiA7MkqWc4g7dmJuIMntTLDMySpJ7QqzNlzuJJcpUMSZIkqWHMA3NE7BYRV0fEooh431j//ZIkSdLaGNPAHBGTgROBlwPbA6+PiO3HsgZJkiRpbYx1D/NOwKLM/DVARJwFzAauHOM6RlUevhEcsXHXZYwbefhGXZfQd3ywas34YJUkCcY+MG8B3Djs/U3Ac8a4hlEXR97VdQnjyvTp01lyRNdV9I9efHjJh6okSb2s51bJiIj9gf0Btt56646reXRG8h/+Xp4JNOBoJMfnSH4tx6ZG+rPT8amR4tgcn8Y6MN8MbDXs/Zb12MMy82TgZICBgYG+/y/n4FUvc3yqVzk21ascm+PTWK+S8RNgu4jYNiLWBfYGFoxxDZIkSdIaG9MZ5sx8KCIOBL4JTAZOzcwrxrIGSZIkaW2MeQ9zZl4AXDDWf68kSZL0aLjTnyRJktRgYJYkSZIaDMySJElSg4FZkiRJajAwS5IkSQ0GZkmSJKnBwCxJkiQ1GJglSZKkBgOzJEmS1GBgliRJkhoMzJIkSVKDgVmSJElqMDBLkiRJDQZmSZIkqSEys+saVikiFgPXd13HBLIZcHvXRUgr4dhUL3N8qlc5NkfWn2fmzJWd6OnArJEVEYOZOdB1HdIjOTbVyxyf6lWOzbFjS4YkSZLUYGCWJEmSGgzM/eXkrguQVsGxqV7m+FSvcmyOEXuYJUmSpAZnmCVJkqQGA7MkSZLUYGCWJKlHRER0XYOkP2Vg7kMR4X93SeohUWydPlikHhYRG3RdQ1cMTn0gIiZFxIERsU9EbJuZKwzN6lf1/w+nRcTWXdciwcOTGOcCr+y6FmlVImIB8IGI2LzrWrpgaOoPpwM7AFOAz0TEEw3N6kd1zH8D+FFm3hARG3ZdkwR8FViSmZ+IiL0iYqeImN51UdIjfAt4CvC8iHhS18WMtSldF6Ax8UvguMy8OyJWAPMjYk5m/joiwluA6iM7Ao8HFkfECcDjI+JC4IeZ+YtuS1MfOw14XURcDZwHbAl8LyIWZObN3ZamfjcsJ1wB7EwJzRER9wO/7ZcM4QzjBDbs4ZEpwKcjYlJmfg44Ezg5Ijbtl4Gu/lbbMF6emT8H3gl8FLgKeD/lc/B5HZanPlTH5P+LiI0z8z+AfwdOzMz3Ah8Atqu/pE7UvvrtgK0BMvNCyh26C4CnAl8G3tZdhWPLGeYJqn4I3wmQmUdFxIeBMyNin8w8MyKeCEzttkpp9NU2jPOAl0XEszPz4ojYLTN/Vc/fDRwXEV/JzFs6LVZ9YdiY/Hpm3hkRkzNzwdAkR2ZeFxFLgL8GvtNhqepTdYyeDdwF3BcRl2TmF4GNgccBM4F1gdu7q3JsOcM8wdSfCE8HToyIfSPieQCZ+QHgekpoPgDYG1jRXaXS6KsB5DTg28CrgQMiYvpQWK52AqYBD3VQovrT64DpwI8j4ijKsyU7AxsBRMTrKeP1y10VqL73MeCGzNwP+DywaT3+FeA44F5gD+Cibsobe84wTzxvBu4BPgjsCewSETMy82uZeVhE7Eb5qXC2s2nqA7OAb2TmWfUBv2cDM4ClEbEO8AzgIOCdmdk3MyXqTkRMA/6TcofvbOBY4KfA7sCUiLgY2AR4fWb+uqs61ffmAQ/W13cBe0TEv2fmooj4h8z8TXeldcPAPPH8FHgOZfb4S8DfAc+MiEFgM+D7mXlXh/VJo67eTvwScGRmngWQmX+IiOXA/wP2zcwHI+I3wGsy8/fdVat+UMfkfOC8zPx6RJwP/Cozv1fP30npB70Y+HRmegdQY6qO0eOBa4FFmXl+vUt3NWWsLomI51PyxW/6bdEAWzImnmspg/uFlB+Ivg9sADyNEpjX6640afTVD/1TgM2BD0bEjKFzmXk0pR/vtfX9YsOyRlsNHecBN9WwvDmwbCgsVxtRgsg6hmWNtTpGPw8k8DNgh4hYL4vlwJ0RcQxlwuEmgH4Ky2BgnnAy837Kmp7PAP6eEppvBZ4PfDczb+2sOGlsHAXcmJnPBX4APBEgItat5y8BpkfE5I7qU//ZGvgVcGtEfJ8SOr4REU8DqK1y7wE+mpn3dlem+tgTgZ9m5oGZeTHwLOA1EfGmev4vgFcAb8/M6zuqsVPRZz8g9I2I2AJ4Sf01E5ibmdd2W5U0euoMyQbA1KFZ44h4D7BVZr5z2HVbAMvt4ddoq2NyB8pa+E8E5gJXZuanIuJ1wDuA2ZS7IXdm5m87K1Z9qY7RbSjjb0k9tg/wbuBQyjMeB1FWxngwMy/vqNTOGZgnuHo7epIPNGkiqx/6F1Hajl6QmXcMO3c2cFFmntxReepDtTXofOBuygoDe1Ba4u4YupUdEccDp2fmpZ0Vqr5Vx+iXgSWUVYJOzsxL6wPRKzJzeUQcTNkZ9ZIua+0FtmRMcJm5xLCsiayG5c8B3wU+Q2k/Gt6C8S/AjPqPgDRW3gNclpmvpayG8Vrg/mFh+bWUseqdDnXlOModj/2A/wA2rhuaPVjD8j6UNozfdVlkr3CVDEnj3R7Awsz8l4h4FWVlmK9l5gP1/B2UHdOm8b/LJEmj7YuZeUN9/UxgW+D1EfF2yoNVu1GWjnPra3Xl3zLzuvr6HZQlZ++NiPMoAfrNlJ5llzfElgxJE0idVf4K8F+Zedyw49PqA7HSqKm3uP+Z8oPZ8Zl5e0RsSVnG8MMRMQd4cma+OyI2zMw/dFqw+k4do8dSxuei+n4qZTv2Y4AtgL0z84iI2CAz7+mw3J5iS4akcSciJkXECXVHtKFjU+us8ruBTSNi+tBWw8CyTgpVv/kSMBn4PTC/rlN7E/CRev42YMOIWNewrLFWw/E5wFXAryJiCrBBZt6XmR+sY3IA2K6ec8WWYWzJkDQeHU1ZWeAFETEpM7+QmUOh+HbKEkjbDz2o0m/rhaoz11Bucy+OiGcC+0XERZl5XUTsSVkl44Bh7ULSWHo+ZWOzecDJlAf9lkbEBZn5PxHxBsrmOXMy86EO6+xJzjBLGo/OAF5NubX44mFrhVIfcj0VcIkujboodq5vbwfeGhHfoPzQtiFwRERsDTwAvDUzr+ykUPW9ur7ygcDXgUFKcL4YeFVEPI7yAOr+mXlVd1X2LmeYJY0Ltb3iw5T+5O/Uw9dExCeBd0bE7ZRNeq7KzG92VKb6z/uAV0TEEZn5sYjYiLJ83Odrj+jxwC6ZeVq3Zaof1TaMTwP3Ad/LzHMj4peZeXU9vwTYHZiSmd/qsNSeZ2CWNF48DtgT2CAiNgAuqNu2XhYRHwQWUFbC2J26das0Bs4D/goYiIitMvPkiFgB/GNEXEdZIePYTitUP/sScAXwLWDniPjZUFiudgOeRvnsVIMtGZLGhfpAymcoYfjxlF0sh2xFWZngdfUhK2ms3FZ//QCYFhGvpmxYci0lhOzvslzq0Ocz80OZ+W3gD8Db4eEHp59G2ab9QHc+XT2XlZPUs+rtxH/KzH+r73cF/gH4L8q6tk+h9OFNomwK4QL7GlV1TO5OeZb06/XY2yjrfS8CzgR+nJlv7axI9bXavvYi4FLKjn1/qMcHgD0y88iIeDJlQ5J1hu+MqlWzJUNST6rB5DTg2RFxQ2aeS9nNb3pmfiUi/gN4ErBVZv5Pl7Wqr1wAXAasX1e+OAi4hLICwT7Az4FfRMTjMvPuzqpUX6qfm2cDyynLG55EacmAEpDvrath7EVZDeOOLuocj2zJkNRz6gzJvwM3AO8EZtVT9wN/ExG/AH4FHAL8opMi1XfqxjhXZuZ7M/NAYDPgLMrM8nOBhzJzn8z8pGFZHTkQuCEz9wYWAv8EDwfpaZQf8N4OHG5YXju2ZEjqORGxDvDqzPxiRGwKfBU4ITPPjojJwH6ZeXKnRaqvRMTWmXlDRHwBGMzMYyPi+cAnKX2iHx92bbj2t7oQETOBZZl5V30/PzPnDDv/Ecp4vWJVX0MrZ2CW1DPqLMg7gTMyc+mw4zsBbwI+lpnXD78+M1eMfaXqF3VMnkW5xX0NpWd+aLe0vwHeBbwkM/+1Xm9Y1piLiBMoQfmQ+n7deuoCSs/9iygtGpe5cc6jY0uGpF7yFOBw4I0Rsd2w49dRNoWYMfxiw7LGwCHA7zLz9cB2wA7A3sAxlAdQH0fZPGd9cFdJjb26zOYDwEsj4l8BMvOBGox/TGnT+BBwu2H50TMwS+oJtW/5GuCLwBbAcyNiK4DMXAwsAY4adq00Fu4EhtatvRd4M6X/cymwQX3/7sy8t6P61Ocy8x7gs8AHgfXqbPOQDSmB+a2Z+ZsOypswbMmQ1LnhKwpExD7A9pSgshTYhNKKsSIiNqtbX0ujprZhvImyvvLFwNH11O7AAHA8cHlmfjwiNhrqF5XGSp00eCFl6bh7gKcDe2fmoXX302cDR1B2P71reCubHh2XlZPUqYhYAFwVESdk5o3Ajyhr2n6TsjvVepRZ5xspPXjSqKlB5ELK8nB/CfxlZh4SES8AFmfmPRFxEfCciFjHsKyxVn+g+zylHegq4COZ+bOIeGFEPB0IYEvghZn5oQ5LnVBsyZDUtQuBJ1OWi9uGspPfq+vxhcDnqEHZ/lCNgScA12bmIZm5O7BlRPwV8EvglRHxUeB9wEmZ+WCXhapvHUrpq98LuAV4XURMra/fC/w+M7cBjuuuxInHlgxJnYqIF1NWxhikrK38NWAmsGdm+oGvMVFnlncCLqds/PA54A2UB00XU+58fJqyDfvSzLy5o1LV54a3pkXEJyhtQt+hbKhzd2ZeUM+5itAIcoZZ0piKiEkR8ca6vjKZ+S3K0kfnU2aav0O5lXjc0PVd1ar+UMPyF4Bn1QeoDqDM1t2XmS/IzFdRlpB7YmZebljWWKufmx+LiIMoz3UQEZtTHkh9EeUHvc2HheUwLI8s/yGSNNaeT9mu9e9rCwbARsB0ysxyAH8YutgPfY2B11BaLk6JiFcAf5WZ3wWmR8QrI2I2ZXz+tsMa1afqD3TnAyson5WzATLzt5n5qdoaFMDfRsSGrgU+OnzoT9JY+yHwFWAb4P6IuIWyMcSXKSsS7AHc11l16kdXU2btPklZ8/vFEbERZVvhf6QszTU3M2/trEL1s82Br2XmpwAi4vyIuAu4EvgB8BJKW9v/ycw/rPrL6LGwh1nSmIiI9YfWqo2IgymzyXcDN9TfL8nM2zosUX1k2LJc9/K/D5fenZlviYhNgNOBz2bm+RExJTMf6qxY9aU6Rl+QmRcPzRpHxGuAOcBFlFUyPk1Zt/5ml44bXc4wSxpVtQf5NODOiLg5M48B/ptyi3sh8A3KrcY96/XeTtSoqkHk65TZ5KdTdpc8Ejg3Il6ZmV+pyx0+qY5Hw7LG1LCl434AXDzsM/EnmXluveYEYLvM/O+OyuwrBmZJo+2jlA0gPgScU7e8/i1laa6NKA+rXEntWzYsawy8HfhhZh4VEX9G2a3vJEo70EfqMnKvBF7jeFRHjgOmZebxEfFKynr05wzt1ldnmp8KXNtdif3FwCxp1ETEupSHiy/IzPsjYgkllNxK2eb6lZk5r8sa1ZdOzcwH6usPAM8BXk/pYX4D5Vb3fHuW1aEvAy+JiBuBEyg7982KiFMpd+d2BQ6yDWPs2MMsaVRExNTMXBYRL6Q8PHUz5eGUPYEzgE9k5tn1WtcL1aiqt7g/QemXX5iZX6zH3pCZn4+IKZTWoXdlpjtKaszV8XgkcAplUmEnYOvMPDMi1geOpdwZOS0iNvQBv7HlDLOkETWs9+7KiDixPrByJbAX8L3MvCYiTgcePxSUDcsaAx+i3Nb+BHBcfZDvTMpYhfKD3HRgWTflqZ/VvvoLgK9m5m/qZ+PFdf3lyMx7I+LHwBPqe8PyGDMwSxppcyifLb8D9o+IT2fm4oi4Bjg9Iv6Csu7tPxiUNYYuBwYz89d1lZb3R8SDmXlWRLyc0td8cGbe3W2Z6lO7U+5+XB0RnwXWi4gfAcfX1TFeC7wLeJV99d2wJUPSiKq3DicBsyizylOBkzNzSUQ8FfhL4BeZeV2HZaoP1LsdRwDHAzsAh1FC8eV1LH4GOBi4E3jAflB1oT7rEcAbKT30Cyhr1R9N+az8RES8CfhBZi7qrtL+ZmCW9JjVYPIvwE3AbzLzq/X4DpS+5QeA24FrM/PnHZWpPhMRZwI/yswT6vudKUvIHZiZV0TEXOCazPxmd1WqX9XPzZOAycB/AYPAppk5WM9vBJxJCdH3eUeuW7ZkSBoJH6GsLHAx8G8RsU5mnltDyWLKU95PAf6hyyLVPyJiPeAK4LyhW9zApyjLdR0REVdRWoP26K5K9bl3UXLYYZQ7IY8Dvjvs/C7AupTJTcNyxyZ1XYCkCeEmylJdPwPmAm+v64RCac2YCrzeNgyNtii2z8z7gI0poeRiynrg/xdYCrwF+Czw0sz8dVe1qu8NUu6A3EaZdNiCsvskEfESYH/gPfbV9wYDs6RHpQaTZ0fEVpTdqI6JiB0z8wrgncA7ImJHysN/+2XmVV3Wq4mvrjTwJeC0ejv728BLgT9k5kLKShkHAetm5g2ZeVN31aof1c/Nt0fEtsCNwM4R8azMvJGyHfurIuL5lIdU35qZl3dYroYxMEtaazWYfIcyU3cu8CBwDPCJGpqvpCyRNCUzb8/M2zsrVn1h2HKG11HW+d4hM/8L+DTw7oh4BvA3QFJ66qUuvAx4L/A24B7K+PxwRDyv/gD3NeCJmXlLZv6uwzr1CD70J2mtRcQulGXhDoyIvwaenZnzI+JvgQ8D36D8g/DSoa1cpdEUETsBu2bm0RHxRsryW6+s514F/BnwLOCTztqpSxFxJKWNbRvgXylbXL8GWEF5SPq1robRewzMktZabbX4FOVD/jjKA1UbULYZvg6YCdzhMl0abXVmeV/gc5m5fNjxE4FfZebHh1/rw1PqSl0+7kHKSi13AldT7nosBH5IWYd5qjPLvcmWDElrpO449eGIeA9wB2UL19cAMzJzD8qM8j9Rlj/6hWFZo622Bp0LTBselqszgCl1y2sADMsaa/Vz8x8BMvOBuunIqZSHT38I/B3wQcoYXmJY7l0GZkmrVYPJ6cCGwC8pPXj/DZwDbBAR04AnUdYTfbCjMtV/NqeEjjMj4p8j4piIeFY992vK7e3XdVadBF8GDo2I04cdewh4JvBvlIf7PgjcNvalaW3YkiFptWoI2Xno9nZEnAxcBPyE0hf6Osoaoodm5mWdFaq+UlcaeDdl8ucnwF3AAcB7M/MnEfFkYIVLx6kLtQXjxZn5nxHxEWDzzNy3ntsHeFJmHtlpkVpjBmZJq1Rnlp8K3JKZd9Rj76C0X3ySMtP8AkpgWZaZd3VUqvpEHZPPqGt+ExFvo2z8sHNmXh8RuwOvAN6Zmfd3V6n6VR2jb6Bsbx2ZeW89/jHg8Zm5zyOut7d+HLAlQ9JK1YepvkVZt/YbEfH0eupLwE6ZeQbwBWCrzFxsWNZoq0Hkv4EPRcTrATLzM8A3gVPrjN4G9fKHuqlS/ax+bi4A1svM+4bCMkBmvhv4ZURcFhEXRMQGEeEufuOEgVnSquwJXJaZ76AsFff0iNiwhuOHamCZDSzptEr1k6dTdu07CnjKsNA8h7JJyeHAm4ATMtPArC68F7gVuCAiDo2IoyPimcPO/xBYH3h3Zt6T3uYfN2zJkLRSEfEi4FBKcP53YDllubgPANcAZwMHZubVnRWpvlNXvZgE/C2wC3BlZn5x2PlptmKoK3WXvj2A5wHnUcLzfsAhmXlpROwGLHKd5fHHwCzpYfV24gHA7cD5lA/+JwJ7ZObz6oYlb8nMfSJi48y8s8Ny1SdWNtYiYgPg2cBfA9sCv6fMPK9w1k5jqX5uHkgJxxdRNsl5amb+Rz2/F2VTnQNqC4bjcxyyJUPScKcD21NuGZ4LfA/4DP+7lfBUYHJErGdY1miL4nTgxIjYNyKeM3Su3s7+LrARZfm4L2TmcsOIxlLtq/8C8BRgE8qGTtdR+piHrF8vneT4HL+mrP4SSX3kl8BxmXl3RDwEnEJZMu4/I+IcSkvGQZl5X5dFqm+8GbiHsk7tnsCuEbFpZl4AD88yTwJmZ+Y13ZWpPvYS4LrMPAwgIv4c2Cgzb63vXwe8ndK+5sN945iBWRLDbhNOAT4dEW/KzDPq7MkXKQ/3bQ7clZlLu6xVfeWnwHOAFZTVWf4OeGZE/ATYgrK18NGZ+cCqv4Q0ejLzwoj48bBDmwDPBc6LiMnATcA/ZuavuqhPI8eWDKnP1f7QBMjMo4DfUHZOi8w8HRgENs3M6w3LGmPXUkLxCyk/zH2fsmzcM4AZlJk8w7LGXERsPPQ6M+8ctgX75cDiiHghcATwfcPyxOBDf1KfqrPHp1GCyIWUJ7cvqefmAVsDP6A8zPKizLylq1rVv+ot7n2BRcAFwBuBWcCRmbm8y9rUf1byufnLzPzRsPMvA44G7qRsnvPLTgrViHOGWepfQ/2hc4EEdomIPQFqP97ngRsp/aGGZXUiM6+n9NKvAxxP6WU+07Csjjzyc3PXurvkkEnAE4A5huWJxRlmqU9FxF8B7wDeDzxI7Q8FPgdsBlzv7n3qJRExA5iUmbd3XYv6U+Nz8zRgVmYujIiZmbm4wzI1CpxhlvrXqvpDn0YJzOt1V5r0pzJziWFZHVvV5+bTgVkR8WeG5YnJwCz1qbob2lcpD1D9PeXD/1bg+cB3h5ZFkiQVq/nc/HZm3tZZcRpVtmRIfS4itqCsJfoSyjrLczPz2m6rkqTe5edm/zEwSwLsD5WkteXnZv8wMEuSJEkN9jBLkiRJDQZmSZIkqcHALEmSJDUYmCVJkqQGA7MkSZLUYGCWJEmSGgzMkiRJUsP/B6FIgkbeEax1AAAAAElFTkSuQmCC\n", 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\n" 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\n", 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zJEmS1MHALEmSJHUwMEuSJEkdDMySJElSBwOzJEmS1MHALEmSJHUwMEuSJEkdDMySJElSBwOzJEmS1GHMwBwRG0bEDyPisoi4NCL2asfXiIhzIuL37dfp7XhExBERcVVE/DYithj2s3Zor/99ROyw9P5ZkiRJUm+MZ4R5PrBPZj4K2ArYPSIeBfw38P3M3AT4fnsM8EJgk/bfzsDRUAEbOBB4ErAlcOBQyJYkSZImqjEDc2bemJm/ar//O/A7YH1gO+Ck9rKTgJe1328HnJzlPODBEbEu8ALgnMyck5lzgXOAbXr5j5EkSZJ6bZFqmCNiY2Bz4BfAOpl5Y3vqJmCd9vv1gT8N+2PXt2OjHZckSZImrKnjfWFErAZ8HXhnZt4eEfc+l5kZEdmLBkXEzlQpBxtttFEvfqQkSRLDs0sv/1xmTyKQJrBxjTBHxIpUWP5CZn6jHf5LK7Wg/XpzO34DsOGwP75BOzba8X+Rmcdm5ozMnLH22msvyr9FkiRpVJk56n+L++cMy8uH8aySEcDngN9l5mHDnjoDGFrpYgfg9GHH39xWy9gKuK2VbnwHeH5ETG+T/Z7fjkmSJEkT1nhKMp4KvAm4OCJ+3Y4dAHwE+EpE7AhcB7ymPXc28CLgKuBO4K0AmTknIj4I/LK97pDMnNOLf4QkSdKSyMwRSy8cQRaMIzBn5s+A0Yp3njvC6xPYfZSfdTxw/KI0UJIkaVkYCscRYVDWv3CnP0mSJKnDuFfJkKTJypnzkqQuBmZJy72uYNsVig3EkrR8sCRDkiRJ6mBglqQOo40iO7osScsPSzIkaQzOnJek5ZsjzJIkSVIHA7MkSZLUwcAsSZIkdTAwS5IkSR0MzJIkSVIHA7MkSZLUwWXlJEmStMi6dkJdkj83EZfvNDBLkiRpkXUF265QPBED8VgsyZAkSZI6OMIsSeqppXGbdhBHpKTlWWaO+Jke1M+ygVmS1FPL021aSaMb+kxHxMB/vi3JkCRJkjoYmCVJy8xoo0yDPvokaXKzJEOStExNptu0kpYPjjBLkiRJHQzMkiRJUgcDsyRJktTBGmZJkiaoxV3Teqw/a+24tGgMzJIkTVBjBVtDsbRsWJIhSZIkdTAwS5I0oFzXWlo2LMmQJGmAua61tPQ5wixJkiR1MDBLkiRJHQzMkiRJUgcDsyRJktTBSX/SAHIzA0mSlh0DszSA3MxAkqRlx5IMSZIkqYOBWZqE3MxAkqTesSRDmqTczECSpN5whFmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA4GZkmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA5jBuaIOD4ibo6IS4YdWyMizomI37dfp7fjERFHRMRVEfHbiNhi2J/Zob3+9xGxw9L550iSJEm9NZ4R5hOBbe537L+B72fmJsD322OAFwKbtP92Bo6GCtjAgcCTgC2BA4dCtiRJkjSRjRmYM/MnwJz7Hd4OOKn9/iTgZcOOn5zlPODBEbEu8ALgnMyck5lzgXP49xAuSZIkTTiLW8O8Tmbe2H5/E7BO+/36wJ+Gve76dmy045IkSdKEtsST/jIzgexBWwCIiJ0j4oKIuOCWW27p1Y+VJEmSFsviBua/tFIL2q83t+M3ABsOe90G7dhox/9NZh6bmTMyc8baa6+9mM2TJEmSemNxA/MZwNBKFzsApw87/ua2WsZWwG2tdOM7wPMjYnqb7Pf8dkySJEma0KaO9YKI+BLwLGCtiLieWu3iI8BXImJH4DrgNe3lZwMvAq4C7gTeCpCZcyLig8Av2+sOycz7TySUJEmSJpwxA3Nmvm6Up547wmsT2H2Un3M8cPwitU6SJEnqM3f6kyRJkjoYmCVJkqQOBmZJkiSpg4FZkiRJ6mBgliRJkjoYmCVJkqQOYy4rJ0mSNFGtscYazJ07t+c/NyJ6+vOmT5/OnDluQTGoDMySJGlgzZ07l9oGYmLrdQDXsmVJhiRJktTBwCxJkiR1sCRDkiRJgDXhozEwS5qUPOlL0qKzJnxkBmZJk5InfUlSr1jDLEmSJHUwMEuSJEkdDMySJElSBwOzJEmS1MFJf5KkMbnqiKTlmYFZkjQmVx2RtDyzJEOSJEnqYGCWJEmSOliSIUnSMmZNuDRYDMySJC1j1oRLg8WSDEmSJKmDgVmSJEnqYGCWJEmSOhiYJUmSpA5O+tMysSQTR7r+7CBMmlkUzpyXJGniMTBrmRgr2C5PobiLM+clSZp4LMmQJEmSOhiYNSGMNqo6CKOtkiRpcrMkQxPGUDiOCIOyJEmaMBxhliRJkjoYmCVJkqQOBmZJkiSpg4FZkiRJ6mBgliRJkjoYmCVJkqQOBmZJkiSpg4FZkiRJ6mBgliRJkjoYmCVJkqQOBmZJkiSpw9R+N0CSJEkTQx64Ohz0oH43Y0x54OrL9O8zMEuSJAmAOPh2MrPfzRhTRJAHLbu/z5IMSZIkqYMjzJIkaWBZQqBlwcAsSZIGliUEWhYsyZAkSZI6GJglSZKkDgZmSZIkqYOBWZIkSergpD9Jk5Iz5yVJvWJgljQpOXNektQrlmRIkiRJHRxhliSNyRIXScszA7MkaUyWuEhanlmSIUmSJHUwMEuSJEkdLMmQJGkZsyZcGiwGZkmSljFrwqXBYkmGJEmS1MHALEmSJHWwJENLZI011mDu3Lk9/7kR0dOfN336dObMmdPTnylJkpYPBmYtkblz5w5MHZ4kSdLiMDBLE4gz5yVJmngMzNIE4sx5SZImHif9SZIkSR0MzJIkSVIHA7MkSZLUwRpmSZIk3WsQVpaaPn36Mv37DMySJEkCWCoTzyNiICa0d7EkQ5IkSepgYJYkSZI6GJglSZKkDgZmSZIkqYOT/iRJ0kBzVQctbQZmSZI0sFzVQcuCgbnD4l6xjvXn/BBKkiQNDgNzh65g2xWKDcSSJEmTh4FZ0qRlXWNv2Z+SllcG5sWUmSN+eTi6LE0M1jX2lv3Ze16ASIPDwLwEhk70y/tJX5K0aLwAkQbLMg/MEbENcDgwBfhsZn5kWf79a6yxBnPnzu35z+31SMH06dOZM2dOT3/m0pAHrg4HPajfzRhTHrh6v5sgSZIG1DINzBExBTgKeB5wPfDLiDgjMy9bVm2YO3fuQFyBD8KtOoA4+PaB6c88qN+tkCRJg2hZ7/S3JXBVZl6dmf8ATgW2W8ZtkCRJksZtWZdkrA/8adjj64EnLeM2SBPaINxdcCKQJGl5MuEm/UXEzsDOABtttFHPf741t71nwOud8Za3LK0+H4TymqVhUfpzUV5rf/butfZlb19vf/b2tfZnb187EftzWQfmG4ANhz3eoB27V2YeCxwLMGPGjN732EG39fxHLs8m4pt6eWC/95b92Vv2Z+/Yl71lf/bW8tSfy7qG+ZfAJhHxsIhYCXgtcMYyboMkSZI0bst0hDkz50fEHsB3qGXljs/MS5dlGyRJkqRFscxrmDPzbODsZf33SpIkSYtjWZdkSJIkSQPFwCxJkiR1MDBLkiRJHQzMkiRJUgcDsyRJktTBwCxJkiR1MDBLkiRJHQzMkiRJUgcDsyRJktTBwCxJkiR1MDBLkiRJHQzMkiRJUgcDsyRJktTBwCxJkiR1MDBLkiRJHSIz+92GUUXELcB1/W7HOKwF/LXfjZhE7M/esj97x77sLfuzt+zP3rEve2tQ+vOhmbn2SE9M6MA8KCLigsyc0e92TBb2Z2/Zn71jX/aW/dlb9mfv2Je9NRn605IMSZIkqYOBWZIkSepgYO6NY/vdgEnG/uwt+7N37Mvesj97y/7sHfuytwa+P61hliRJkjo4wixJkiR1MDBLkia9iIh+t2EysT+1vDEw91BE2J+SNIFE2SitP+yJ4f3pd15vRcSq/W7DZNDeo1v2+uf6Zl8CEbFCROwREW+MiIdl5kJPIIOn/X/cNyI2GXbM0ZNF1PrxhIjYqN9tGXStL4+JiN0i4i39bs+gaufjrwKv6HdbJpH9gdMjYpP2nee5sgci4gzgvRGxXr/bMsjaZ/7zwH/d7/gSv08Nd0vmRGAzYCpwXEQ83NA8kL4G/CMzfz90oI2e+EUwTu09/y3gF5n5x4h4YL/bNKja++7LwN+BC4DHRMQj+tuqgXUaMCczPxURL42ILSNier8bNeCuBe4AZkfE5o4098wPgEcCT42I/+x3YwbYK4GLga9ExIsi4tXQm+/0qb1o3XLscuCIzLwjIhZSJ5BdM/PqiAhvAQ6MnwBHR8QXgT8BUzLz3UMfMP8/jstjgYcAt0TEp4GHRMQ5wHmZ+Zv+Nm3gPBC4ODMPAYiI1wEPA67qa6sG0wnA9hFxBXA6sAHw04g4IzNv6G/TBtYZwO1AAIdFxJ7ArdS5U4to2HfMpcCzqNAcEXE38Ge/fxbZTcAawKeB3wNbRcTjM/O9S9qXXhUuhmFXKVOBYyJihcw8GTgFODYi1vRNPrG1GqdntIebA2cB3wYOBNaIiCOgrkr71MSB0EoHXpiZvwb2BD4C/A54D3V+eWofmzdQWl/uSfXbrGFP/RJYv73mYf1o2yBp/fiBiHhQZv4v8EXgqMzcD3gvsEn7T+PQzpUfjYiHtkOrAa8B/g/4EBWgd+hX+wZV69dNgI0AMvMc6i7d2cCmwNeBnfrXwsEy7K7mNcBzgOmZeShVjrVpROy4pH+HgXkRtZNwArQRoGuBU9pV4inAT4GV+9hEjaHdPvwy8I52aD9gHWCjzLw7M98GLIiIB/SrjYOg9ePpwGkR8ejM/DGwTWYe1cpbTgOeHREP6Wc7B8hp1DXarZk5/37PPSgitgXeY7nL6Ia9J2/OzNsiYkpmngEcCZCZ1wBzgCf2sZmD5rHAC4HDI2LjzLyZGrl/LvBi4DJgy3ahYhnbOLT36VeA/wb2bXeRAB5EXZCsDawE/LU/LRwc7X33Dar+e6PMvB74APCMiNip5bVvUndEloglGePUTgQnAFPbrearMvPczHxvRMyiQvPPgdcCx/SzrRpd+//4VeAvwD8i4gWZ+Z2I2An4SETcSN1ufCIwpY9NndCGfR5+SO3gtHtEHJCZfxj2si2BacD9w5/uJyKmUjWMn4mI44EbgdvbCMm51GjTDcD+mfn3/rV0wtsemA6cHxGHABtExMnARcBtLZi8CicBjltm/iYijgEeCpwQEW8GrqRGlf+UmdtGxIqZubCvDR0sHwf+mJn7RMRWwIx2/BvU99N3gG2BO/vUvkHyRmAe8BvgrRFxYmZeERFPB46IiHWo88Krl/Qvcqe/cYqIHagA8D7gJcDGwEWZeWZ7fhvqivDyzLyyX+1Ut4jYDHhJZn4kIp4C/A+wc/uArUeNOifwlcy8pJ9tncjaqPGzMvPUNuK5D3BKZv4hIlYEHg8cCuxpP3aLiI2pC7iTgVWoL8zvUTV4vwA+QwW+F2fm7/rUzAkvIqZR/bcdVXrxSeDPwFOA7wI/Bt4O/Mh+7NYuiFfPzNva4+2BK6j6+g9Qwe7SzPxJe35KZi7oV3sHTUSsBfyz3QV5FPAJ4A2ZOaeN4l/b3xYOjohYmRo9Xpu6yHgIcEJmXhcRq1MDwytm5l+W+O8yMI9PRDyGClPvAf4JPI2qfT0ZWAu4LjNv718L1aV9ATwauKPdlh06/g5qYsXpw19r7fLI2q3ErwEHD5/MFxHvBx6RmTu0x2sDCzPzb/1p6cTX+vJ44BuZeUb74jwN+HBmntQC4Mcyc2ZErJSZ/+hneyeq1o+zgdMz85stjPy/zPxpe/7ZVC3oDsACR0LHFhEfpC40Xt1C3ObAWzJzr4j4PlWm8bjM/LPny/Fp79MjqYloV2XmWe17aQXg8Mzco42KLszMc+3X0bW+/Bi1GsZfM/OsdvzhwNbAqrSJqJn5vV79vdYwj9/vqSvsZ1JXLP9H/U95NBWYV+lf09SlnZTOAt4J7BMRLx329F+pZWju5UlqZO0k9TlgPeB9EbHG0HOZ+UHgroh4TXt8i2F5TO8ELgG+0y7IF1Ch7u0R8SLqTtamrZb+n31r5QTWPtunA9e3sLwecM9QWG5WBxZSo0yG5TG0Pr2RGk0+ISI2yMyLgKsj4gvA94EdaSVrni/H1vr089Tdy4uAzSJilSwLqHKhQ6nR++vBfh1N68svUTnseuD5EbEhQGZe3Z7bAngXNQGwZwzM45SZd1OjP4+nJjpMpW6jPh34SS+G+7XUvB74S2buSN3untJu45CZXwWyjZCq2yHUFftWwM+BhwNExErt+XOB6RFh7ff4XE9diJ8AvA44nOrT11GzvJ8G7JOZd/rlOaqNgD8Af4mI/6MCx7ci4tFwb6ncvsBHMtN60HFo77VTqRWDzqT2GHgQ8A/gp5k5KzPPyEyXkRu/hwO/ysw92uToLYBXR8Sb2vP/BbwM2CUzr+tTGwfFJsC1mbkXNYcmgDWHPf8QauGF7e83p2aJWZKxiCJifWrIf2uqZmZmDtvwQhNP1NI9R1OrYbybWqLrd1QZzf9ExLrUrdqb+9jMCatd0a8KrDw0ahwR+wIbZuaew163PtWPN/WnpRNfG6XfgSpr2ZSq8748M3ePiP8AvkAFvN8AK1gXOrL2ntyMWgv/4cBM4LLMPLrV276DqmVeD7gtM//ct8YOgNaf7wMOy8x5UcsXHpiZb4naaXIf4JOZefzQ672IG1vr142p9+CcduyN1PfQ/sBe7b/VqJpm53uMovXlA+9f+hoRe1FllV9tE/z+CjxoqL972gbf84un3Y5eITNd9mUCasHkCGox+CuoFQZ2AR6Vmdu0EZMPAO+xNnR07ST1fars6BmZeeuw574MfD8zj+1T8wZK68szgbMz8zPt2HOpdYLf3FZr2YeaTPyDPjZ1Qmuf7bOo3ebWpCb6rALcOhTiIuJI4MTMvLBvDR0gbaWGL1ATI/fM2ozrFcBdwPOArai7S9tH7TtgacsY2vv069QyhvOBYzPzwjYpemFmLoiIvandUc/tZ1snurhvu+u7qDKLM4fm0ETELsDdVBnRS4B9W0VAz1mSsZgyc45heUI7mrqFeAm1usAVVIC+O2qb4ecAj8GlFUfVAt7J1E6Ix1HlR8NLMD5KbfKyYn9aOHAeSF18HB0Rn46Ig6mRpecDH2ij9jsBf+xjGwfBvsBvM/M11HrqrwHuHhaWX0O9V73TMX7nU6VBC4FT22f8d1R50B2Z+RTgbQCG5XE7grrrsSPwv9Ra6mtm5j9bWH4jVYZxYz8bOSBOBK4DDqAGv9Yd9tx5wM7A7tQGRUslLINhQZNQRKxJjYgenpmXRcSeEfF8KrAcQY0srwm8y7rGTttSWzR/NCJeSdXUnjlsRP5Wqp5sGk5KG4+VqSD3NGo3r19R67F+jJp4uj5wqrWhY/pSZg5dVGxObRv+ujbSlMA2wOvSra87tQti2sSzhRFxFTXK/BRq4tRp1Cj90N2OpRZEJqlP5H0rMr2DWnb2zog4nQrQb6Zqlq/uVwMHQdQa9Z8CLsnMf0TE36j1lr/bLt7uocrb3tYGxpYaR5g1aUTZmBpZPgw4NCKOoz5MQ7Wj/6Dq8d6amZf2q62DIDPPysyPtodnUjO79xz2/B+A3dONNEYVtQvVPlHbsC8APkhtivP7tvLA26ndEW/KzAsNyyNr/Tirjcrf2Y5tQK2OsQ21Usaerf/2StdZ7tRucZ9E1XkPmUutSf8F6uLtYOBn7fVhPf3Y2vv08Ih4RGZe0x6vQi1/9hpqffCHt3Pmy32fjq713VHAjMz8FTC/XeT9ktrJc2FEPJEq0dhwaYdlMDBrkmgfpLOpWzYfA26jJgLdBeyWmd+mSgtWzVryzAl+I2gnqU/HfVu1EhErt1HldwNrRsT0odEp6upeI2ih5EvA/wMeR4WRi6hR5f+JWnf5icCGw8pcNLKvUcuY/Q2Y3QLc9dTGQwA3Aw+MWq/aC7gO7bP7HeB3mXlaRDwyIh6Qmd8Bro3aGfEsquRqLXCJs/GI+7a7/h3whzYyumpm3pWZ72vvyxnAJu057252+whwNXBBRDwY+I/2PrwF+HtE7E6t3LRGZt61LBpkSYYmi52AazJzt6h1lh+Smd+LiG8Ce0TEU6kr/NP62cgB8EFqZYFntMk9X8jMoVD8V2r5o0cNTVLxi7TTM4GbsjZ7eBjwoYh4cGYeERHXArtRNcwHO/F0TFdSt7hvidpEY8eI+H4bxXsJdXG8u/04Lg8Efg2sHBE/pkboVo+Ij1N3QX6bmR/vY/sG1dOBJwGzgGOpiX5zI+LszPxZRLye+p7aNTPn97Gdg+IGar+LL1B13utExFcz8xvtM383VXq1zGrAXSVDk0ILxAdT+8ofCTyA+sD9qv33SuC4zLyqb40cABHxSOAq4BHUskc/ysxThj3/AuDKYbV56hARq2XmHe33n6RqQofvkLhiZlr/PYI2EvrMzPxRRLybGmF+FvBgaiTv8cD7qRF835NjaP25LbVe+rrAW6mVL45oEyWfB+w9NELvahiLLiK2o3adPIi64/koqqb+/cCWwA3LonRgMmjfNe+mvoM+HBFbUPOP3k6thnFBZl68TNtkYNagarfA3glcSIXjtagvgf/MzK1b+NspM/eNiCnW4I2sfZF+GPhuZv5o2PHHAntSSyP9hbqFu0xufQ2q9p58NzU58nft2NTMnB8RR1AlGg+i6uo/Y1geXUS8h1pF4KDM/FZErA7sDXw+M6+KWjruV5l5Qj/bOQja+/ILVBnmn6nJzzdn5rxhr/kc8IXM/EEreTEcjKH16zFU6d9Ps9YC3nQoFEfEqtSI84E5bElO/bvWl8dSZVe/pdaifxrwFuD1mXl1RHwY+Fy/Jkpaw6xB9hnqCv4/gQ9RJUYHAne0iRaPAR4RtaufIyWjW426Yn95RGw7bPb8b6nNDA6mlvVZc9SfoCGfp267PrPVKDPs9uuPqU0K9gS+ZVge0+nULn4zImLnrA0LFlJbh+9CrZDx4342cIC8mNo3YHsqjLwW+OdQ7XzUZi+PpTaCsdRq/L5GLV/4v8Cj22S/4SPI2wCPplYSUrf3UHMRjgVWpJaJuwz4NHBE+8y/jD6uyGQNswZSuxoN4IDMvDkiLqJ2TfsMta3rCdRI3r7DanA1gsz8e1tNZGVqW9GtgXPa0xtSJ6gd2iQrdTuUqrd7LfD8dlt7aPeuoILL5unuoONxc/vv58CjIuJV1GS0zamLvJ1dkmvcrgEuiYhnAU+gdkdcC/hZRFxJlbq8Jd0RcVF9PjO/ARART6A2x9q3fT89iioheG26++l4XEOVAl5LbUr0XGqN+kOA64F1gJf0cyUhSzI0UNro55sy8+SoLVu3Aj6cmX+KiCdRC+1/kPoyuM0T1cjaCf1dmfmJ9vgFwMuB71Lr2j6SupW4ArUphIvrd4iI/xi+8krUTpI7URcbXwHWpjYkWSGXwpatk0F7T76IGuD8Zju2E7Xe91XAKcD5mfm2vjVygLT+fHxm/qqNJD+L+ly/hVqd5cnAtpn53rZKhqs2jEP7Dno2VQq4cFjN9wyqPw+O2hzrRmBFSzFGN/x7KCIeDryCGl0+nzp/XgUcM1GW27QkQwOjfbi+BuwdERtk5onUbO8dI2LDzPwFtc5yZuYVhuWRtX48gVr8/dXt8E+oyRXfoOrGnkytbXmNYXl0bRm+/6NGlTYdOp6Zt1G7I86j6kU/TH15GpZHdzbwDOCFETG7lVKdC6xBTeb9NfCbiFitf00cDC3U/Qz4fkS8ODP/kZnfpXZGPIeaFL0h8OSIWMOwPD7Dlo7bmRpQ2GjY0zdSG5O8nioRNCx3aH15KrXZEO1u0ZnUeuAvo9asvgnYok9N/DcGZg2SU6kvzeOAT7ZjXwf+BBzTapyeR5UWaATti/SL1GjnntRtLqglep4cEb+h6kb3oSZdqNuW1FqhfwKe3SaaAveG5jnUbcb9MvOW/jRx4msjoJdl5n6ZuQd1h+hUaoRpK2B+Zr4xMw8fWnVEndahLtSeAuwTES9ux2+nSoPeTU2Y3s2LuEWyB/DHzHwttRnJu+De8DeNmqOwC07yG49dgM2AL0bEe9uEvjWAEzJzJrWL7PbARX1s47+wJEMDISIeADwnM89qjz8O/HDYrdvnUksl/TxrBzqNICJWBF6VmV+K2kL8NODTmfnliJgC7JiZx/a1kQOgXXhsl5mntcfTqe1vbwfOycwr2mseDdzhkmeji4iNMvOPEfEFaqmoT0bE04HDqRrRw4a91tUbxqF9lqdl5rxWKnAY8PHMPKOVC90BrJ6Zc/va0AETEWsD97QJqETE7Mzcddjz/0O9Z91FdhTtvPhA6m7wHlSd9/7UhdxqwEWZeU5EvBK4fCL1pYFZE9pQzTK1HeYNmXl7+zJ4LbBeZn6srw0cEG0EZE/gpOFfkhGxJdW/H8/M64a/3jVYR9b68uvAfwAvaiPJRMQ61LKGfwRWB+7KzJP61tAJbtgt2QXUxiSzuG+ntCdTI6BbD33GDcvdWn9+mVqu8IftMVlbCG9B9e9V1LJdh7jM5vhFxKepoLxPezy0M+fZVN39s2nLoaWb54yqvSe/AxzbluAL4NmZ+YP2/KuAp2Tm3v1s52gsydCE1T5cX6SWPHsttUEB7UT/XeBFEbFD/1o4UB5JLbn3hojYZNjxa6gd/NYY/mLD8sjaCf5rVGnQOdSqGABk5l/a41dSFyc/60MTB8k+wI2Z+Trq9utm1Of8UGoC6mrAc9rdJZc6G9t7qLts74+IZwx9hqPWoP8VtWvaS4AvG5bHL2ot5X8Az4uIjwG0mvB/UJPT9qA2JvmrYXlM2wOnt7C8DTXBfHjp30JgzYk6T8HArInsjdTWwq+mJv+8OCI2ioj1Wj3oB4D/jAjXuOzQQt6V1KYZ6wNbRcSGAK0f51BL9wy9VqNbF/hKZh6cmQcBRMRz2q9TgenUJgYvtzRoTLcBQ2vW3gm8mar9nAus2h6/2wlpY2uDC6dk5tOAA4APR8SzMnNhZi5oEyjnAi/MzMv62tgBk7W5y2epNelXaaPNQx5IBea3Zea1fWjeoPk78NCI+BqwHbVr39si4j9aWeVBwKETdZ6CJRkaCBFxEPUBO5v60B1O3fa+e+iWuP5d/OvWzG+k1ga9jfryfDBVirEwItbKzL/2r6UTWwsk+wBfzMwb2rEVqSW6yMzjhr12tYl6wu+31o9votZX/jG1BCTUbe0Z1Lb2l2TmYRGx+lCtqEbWLnA3zsxr2vtxQfs8P4vq252B+dRdpFsdpR+f1q/PpJaOmwc8jlpPef+IOJxay/ogagfU24eXs+lftc/8yzLzGxGxBnUeXSszd4mIjalR5+9QF813TZQl5EbiCLMmlLZM16yIeE9EbBrlAdRkvs2pXYBWoYLyXwzLo4uIM6jbsxu2Q7+gbsseRoWW11AjzlD1dxrdKdQayveG5ayd+n5GjZA8f+iFhuWRtRByDrWj3Exg11YTejpVWz8P+D6wcetfw3KH1p/nAz+NiM3b+zHa/IMfUWH5+1S9/TTD8vjEfduI702NKq+emRcBN0bE46jJaRsAz8zMiw3LoxvWl+u1Q7cClwAPjFru8FqqHPAJmXnlRA7LYGDWBNK+AM6g6pj+Qd2uWandkh3aeW5Laqkkt2ke2znUkmZPblfy1wOvascvBk6mBWW/TEcXtc3674FPR8QJEfEhYL9WGvQ74GPAU4ZNBNLI1gV+n5n7ZOaLgA0i4jHUdsyviIiPAP9NTVpz2/CxbUAtsbkDcFgLzQuoQAe1ac7fgO3TtdQXxf5Ubf1LqXWAt28lLTcB+wF/y8yNqWX71O1DVJna56I2GtuRurP0beBxEXEMtXPnT/rWwkVgSYYmjIhYl7p1c3R7fCQ16/i49vjJ1OjoWzLzitF/kuDe2to9gQuotZXPpHace0lmerIfQ7uAWzcz/xwRh1An9jOp24cvpDYtOJha8/bvLtE1staPW1IjS1+mLtReT40s3ULd+TiG2khj7tAovkbWRu1e3JaIWyUz74qIl9LWVs7a2W8atR79AwzLi2Z4eVpEfIoqFfoR8Ftqiciz23OuJDSGqO3Ct6XWXP4YVRJ4OfBV4M/UJllXDcpn3hFmTQgR8fB2Yj95aDkk4KfUKMnQ+pc3UZOpDMsjaOUsb4haX5m2VM/ZwFnUSPOPqNuIRwy9vl9tneha35xN3c2AmjD5V2Cjdgv2RGpg/p7M/KNheWQtLH8B2KKVXOxOfY7vysxnZOYrqSXkHp6ZlwzKF2e/tP48laqpJTPvar+eAXwcmBURH6ACyu2G5fFp586PR8Re1NwOImI9alLqs6mLvfWGheUwLI+s9eXHImIz6iLjTOpC7lOZuTO1HOcbMnNBZv54kD7zfmGqr9qH68vUif7wzJw37ET0Z+CfUQuYv49aMcPtrkf3dOAz1GoiG7djq1O3xNambtX+fejFnvA7vQL4VmZ+LSK2pvrxbODWiHg/tTzXc9okFo3u1dSI0uci4mXAYzLzJ8D0iHhFRGxHvT//3Mc2DpItqRVvPhQR/x0Ru0bEZhExtYXm31O3vb9rmdX4tIuQs6hSwNWpyeVk5p8z8+ih2nCq7OqBLSzbtyNoffkt4NqsDUciMy/K+9ZchgrRq7VJqgNlar8boOXewdRWo/tGxHER8YHMPKR9uKZQi+1fCew5NJqiUZ0HfAPYGLg7Im6iRqO+TtWNbUsteaax3QNsFBGnUmUDN1E1uEdQ268/nioNclvhbldQI3aHU2t+PyciVqe2FH47tSzXzKw1rDW2y4AXAydRE/7WpsqDVouI31JLRL6w1dZrfNYDzhxWCnhWRNxO9fXPga2p0ra3ZObfR/8xogZt5gDXtoGwBRHxR2q5yHuiNibZn6qrH7h5CtYwq29aKH4CcFlm3hkRG1DBeL/2/HRgNvVhu7yPTZ3QIuIBbWIkEbE39SV6B7Xj3B3AuZl5cx+bOBBaGcYHgKOp8otZwPqZ+ca2UssewM8y8/8iYqV0k4IRtc/1M6llooYml96RmW+NiAdT5Syfzcyz2sjo/L41dkC0iaY/y8xvR8S+wBbUYMPQiPK0zDwiapMSNyUZh/Y+fUZm/nho1DgiXg3sSq0ushpVW78+tcusq2GMovXlfwJXU6svvYkaaT6WKhW6qy3J9zJqXtLV/WrrknCEWctcCyavpL5Ev9WOTQESeGJ7/HRqZPntXtWPrPXjCcBtEXFDZh4KfI+6xX0xdcJaSJUPuLVwh9aXnwdeAMzLzI9FxA+B3SPizZl5ctSOX/8P+D/D8sjaF+c3qdHkx1G7Sx4MfDUiXpG1FusZ1IZDYVgeW0T8FzXK+eiIuIvaRONDwPOBu6kyq6e2iX739K2hA2TY5/3nwI+HnRd/mZlfba/5NLBJZn6vT80cJB8BNgXen5mnRsSlmXlxe27PiPhGRKyZmaf1r4lLzhpmLVPDapy2At4ZEbOgtrtuxf+/iojXUFelKxiWO32E2gBiP+oLcxOqFnQXalTvEmob57+DS8eN4aPULdh1qJ0Qn0ldfHwK2DwiZlOjpm533W0X4LzM3J2qA9+cGnXallqe60BgL6o+3PfjOLS7a0dR5VZvobYQP4Aqr3obtSPqrMy82z4dtyOoUfkjWy39G6LW/r4WoI00b0qN4GtsF1J13q+NiK2HhWXaHKQ1qA10BpojzFrWXkSVCAxtxXxCRGwKXNlO9ltQNaKvdob36KLW/F0BODsz746IOVQo+Qu1zfUrMnNWP9s4YE7OzN8CRG3bunG7VfuDzPx+RGxFTWRx0mm344eNvr8XeBLwOqqG+fXUbe7Z1iyPLf51982kaugPocqG/gScmJlXR8R0V2lZZF8Hto6IPwGfpkoD14mI46k7dC8A9rIMY9zOo+4ofRd4WkQspCb7PoK6yNsjJ8EmY44wa1k7m9oAYoU2S/Y2YJVhIyMnUWsxu3TcKCJi5RZKzqRudx1FLc11NjU55XFDYTlcOm5U7T345oh43lBYbq4G3hQRmw69LzPzPMPyyFo/HtHuFr1y6Bh1e3srKjQ/D3hwZt5mWO7W+vNzwBFtFYyHUkvz/YPaiOSB1MjyIwEMy+PT+vWDUSsInUeFuwNaKdtbqBHll2fmNcC7MvOyvjV2gmt9eWJEPBYgM/9IDcA+gFr3/zCqtv5cYMfMvKRvje0hR5i11LUvz9nU6OdNmXlUe2phRFwN3NVu2zwwM0/sUzMnvGF1d5dFxFFtBPQy4KXATzPzyog4EXhItEX1XTpuZK006NvApcDrWzj+NEBm/iIiTgb2jYh3WRY0pvdT29V/igp5UzPzFOq9ClVDPx3ra8frLe3XtwO7Ubtz/poanT+WWnnkA9TEVI1D+7yfDZyWmde28+OPW/CLNun8fGDd9tjPfLfDqAvi30bEOu0i+GzqTsjLqQnn86mFJSbNhHMDs5aF91CTUw4Fvhi1Sck+7bkAPkd9me7Zp/YNil2pz+yNwM4RcUxm3hIRVwIntslBr6ZGSQzK3Z5FrTpwSNRqLCdExE+BS9oqAz+i6pmtCR3bJcAFrTxgb+A9EfHPNvnnhVRd896ZeUd/mzkwzqNWZribmuD3Imrps3OBOZn5mT62bVC9iFox6IqI+CywSkT8AjiyrY7xGuCdwCutAx+XPwK/jogvASu3c+dVVG39j6n5C5NuUq+3a7Us3AL8oH1hvhl4eUTs2J67kgrNu2QtdK7RnUjdiv0RdXt214hYIzN/Sn0h/JraMvfKfjVwEEQtbfYjavm4oVvav6GWPlrQjv2RqrU15I2gjcwdErUD59+AvSLi0e299xFgt4iYQX2J7uLt7W6tPw+IiHWpSbqrAM/LzFupSdLPBKYMheU2YqpxaPM9vkeNgL6X2jhjf2pC6l7tZStTAw2eOztExIPab2+nQvGPgO2pux8Ppr5//jsz5+cArrM8FkeYtVS0E/oTqZP/d4BT2kSAv1Lh5MUR8RvgImoR8+v71tgJrJVhfBS4npp0dhpwR0R8l1pqavuI+Cvw+0Ffsmdpa335WSqMfJ8asbulPX0XMK3Njl8jM4/xtmynk4BfZOYtwI9afjsyIvbIzEsj4qvAmpl5QV9bOQDa+/KbwP8OTXSOiM9TqwhNA86hRp1nRC11uNBR0LG1fv0MtQHWd4EfUmsAX9Ce34v6XjoO+IJ35UbX+vIoYEr77rmMKr2Y24LxByPiNOCXwN9aWcuke48amNVzLSx/h7qS3wL4JFWW8QpqUsB+wKOolc6cSNXtf6ir9x8Dn2hLH321hZJbqBnej6ROXur2FqrEYkeqNvQFrf7uR9QmG4e1183sS+sGRESsQtV+nz50e5sarT8COCgifkeVBm3bv1YOlFdT5RcXRcSnqHrvk6h65adRF8yPodakd1OS8XsnlXEOAA6izqM/Gfb8c4GVqNIBw3K3vYAVqb48mLoA+RLw0oh4IzW6/ADqbtOkXcLUkgwtDasAl2fmu6mlpF4JrJeZ+2TmO6ja0PcDzu4e2/XUUl0XUUFulzYKCtWPKwOvazO71e0XVO3dUG3ozVQQgRoxWRXYLd1WeERRHpW1Rf2DqEDyY1oJBvV5fivVt8/LAd3Nqw9+SN3xOBz4A3XxsROwTmZ+CtgXeFVmuibwormAugtyMzXwsD5V2kJEbA3sDOxr2dW4XAicP6wvH0OtcPXf1FbYa1C79N4y+o8YfAZm9VRETKVubz8wIp7WRpDfC7wqInZvL3s4VYbhF+oIWjB5QkRsSO1EdWhEPLbVeO8JvKMt53MjtWSPAW8UrTb0hxHxZmp1gWncVxt6NvCYiNiW+nK1hnEU7a7R16jJkatTIe95wN+zNil4PzUKtVJm/tESq27tfXlwRLybCnLHA/tn5pGZeR613vLbI+LBmXnXZA8ivdLOnbtExMOotaqfFRFbZOafqDkgr4zaRfYS4G2TZbmzpaH15TYR8Tiqv57Z+vKP1A6z7wA2yMyzM/OQrA12JjUDs3qifQEcTp3ot6Zqxz4UEVtl7eC3E7BF1BbYn8/MP/SxuRNWCyY/okbqvgr8k1pd5FMtNF9GBb2pmfnXvG9jA91P3Ld1+F+ppbnWBE4DXhER21ETJ88HHpuZt1oeNLK4bznDa6hSgc0y87vAMcC7I+Lx1DrgSfWpxvYZYHXq/fdJ4AWZ+dNhk/k2pZblcim+RfN8quRvJ2Ae9R79cEQ8tV3EnQk8PDNvSjfGGlV7H36bujt8CrARVSI01Jd/As4ANm7BermYhBqTtNREy1hEfADYkAp3R1BbW69EzUb+GPWBexE1snxXv9o50UXEc6mRzj0i4onAEzJzdkQ8BfgwNWN+J2qU9No+NnXCa6N3q2XmQRGxM3BNZp7T+nIGtQvV46jaUG93jyIitqQC3Qcj4g3U0luvaM+9EvgPaq7C4Y7YjU9EHAB8sa0J/AJq9HO7zDw/Il4EvIvaPMP+XEQRcTBVyrYx9d2zKVUnvpAazHlNZl7VtwYOgHZH7uHt3PkIavv1T1Dny1dQfflcqlRouRn8MjCrJ9oX5z8y88yora7fQ43u3QA8B/h/wOf8AujWSi2Opk7wR1D14KtSZS3XAGsDt6ZbtnaKiAcAqw7dym5B71XUBds/2uoDUJvleLt7BG1keQdq2/AFw44fBfwhMw8b/lonTnVro3APpWo+n03Vfb8dWIuqA/8HdTG8JnCbZS2LJmr5uH8CB1L1tVdQdz4uplYZuQNY2ZHlbu0uMEOf+Yj4H+r9upCqX/4WdXdkuetLA7MWW/sCWAtYQE1AO4LaoODiqE00jqMmAlzUx2ZOeC2YfBC4Ffgy8F/UBcZ2mfmciNiEOlHtlG6D26n15dHA6Zl59v2e+wh1i/sgmLwzuXthWM3y9zLz6Ps9tyW18cthOck2JlhaWn9+l6oFfQJ1IfIC4NHABsA+wFOA7+Qk2hltaWuf97dl5meHHduIGqQ5A/g6dQHyKucndGt9eQS19fqJmfnDNrDw8sz8UtQa4YcBey2v71FrmLVY2hfA96gZ3CdRI6EHUGuxPqZNAPgKNSKqUbR+PJE6SV1O1d99j+q7VdsJ6z+ptUQn3ULwvdT68kvAjZl5dkSs2yb/DPkc1Y+rGZbHtB41KndKRHwoIg6NiC3ac1fT1gDvW+sGz8OB6zLzXdRo8sHUqgN7ZObLgHWpSZMu9bpovg7sHxEnDjs2n9qU5BPUBcr7qBVx1O2zVN330cDeEbFeZt4NnNqe35KaNH13n9rXdwZmLa4nUovA70fV1p5NnezfD3yg1ZHtRu30pdFtDvw6M/fMzDOpuu9XUxcgH6MmXOwFHOjyR2N6BHUr9ncR8TNgb+BrEfG09vzN1K3EFfvUvkGyEvfVgF5NbUjwiYh4Yptouhu1govG5zaAiFi93fk4BXh/G62HKh14Q2b+uV8NHDStBOOYzNwEuDEiTgJoffhLaqOnmZl5RlsVR6OIiA2Ab2bm/m2VlrnUEqYvzsyMiOdRW9y/LzNv72tj+8iSDC2WdqL/GHWSvz4iDqEW2d+J2jZzFWpHKuvwRtBGQzcFbho6mUfEO6j+O5waaX4GdVF7z/J8khpL68sHUpuPbELd3v5FZh4XEc+iViF4Y9ZmL9bajqL14+OHSqgiYifqrtGzMvO6NhntZVSZ1XI7yjRe7Rb37tQqLd8Gtmv/vSEz77zfBN+VMtMVRsahvU9fD3yDyjB3tuMfBx6SmW+83+v9zI+i9eW6wJ3Dvoe2BXYFZgMfAt5MLRV79/L+fe4Is8atrR7zdIDMPJ8aJflym1H7OOBk6sv1FtdiHV37Iv0BNXL8rah1LqFqRrfMzJOALwAbtr40LI+i9eWZ1In9G1RofndmHgeQtYvf6dQGL/jFObJhJVbvj4jXAbQ+/A5wfBvNW7W93LrlMbT+/AJ1Ubw6MDszT6Q2zzklIjamVhVaMSKmGJbHp33ezwBWyVqf+s6h57I2yro8In4bEWdHxKoR4S5+o2jv0XOoFVm+1lZlgtoN8RWZ+U1qadPHZuZVfp8bmDVOw75Q94+IXQDaRIuPUpPV9qFWxHhov9o4QF5ClbO8gypneVxEPLCF4/ktsGxHzaZXt08Cv8nMPamA8sLMvLW9X4mI7alRUder7vY4ate+Q4BHDgvNu1KblBwIvAn4tBP9xmVrahnDPTLzGOCaiFgjMz9C7er3auClVH+63fX47Qf8BTg7IvaPiA9GxObDnj+P2qL53Zk5z7kKnbagduTdF/gUcGpEbJuZf8/Mfw47d1p61TjBQOP1MGo5mbOAl0XELpl5TGaeDveWaOxNBWd1ux3YNCJWpGbLLwB2iIj3AlcCbwPenLWjkrr9L7VtK9QFxrOgVsBodXkvB15rX3bLzF9HxCXUIMqDgedGxOsy80uZ+SGAiJhmKcb4ZK33ff6wQ6tT781vUKPNCy3DWCznUu/PL1N3jq4EPhkR+2TmhVSm2SZdZ3k87gTWj4iVM/OsqPXp94qIq6ldEp9ElbK5I29jDbM6tZG6/5e1w9zQGo0zqG1xb87MY9uxdQG8bTOy+9UzngVsS82c3zYzn9rqGd+amW+MiAdl5m19bO6E1t6TW7QvyHtrFKO2bD44M98VEc+mgvQ/041yRjXSey0iVqWWPnsidaH8N2rkeaEjdt3u358RMbXdNdoN+DU14XQbanL0AvtzbO3cuQc1svx9aqOcTTPzf9vzL6U21tm9lWDYp6MY9j10CzVR/7XUnY5vULv6fQuYkpmHR8QDhpe8yBFmje1g4JVRO6Vd1Car/JoaFd0qIo6nRkz38dZipxOpJXsuoOrCdqRO/s9rz68MTImIVQzLoxtWGnRbRJyamV9pYTmoJeOmRcQ+1K6Sb8nawlX30/rrBGBqRJxD3Zr9BUBmzgN+0i7itgZe6me722j9Oax85SqqfOg2atKkZS3jMKwW/G/UGupHU5PQrhj2sge0lzq5r8P9+vKfwHGZuX1E3ETNS3gnNfD1nPZHHGi4HwOzxnIi8Fjg8cBKEXFuZt4DXBARW1OL7W/nF+qYLgeOyMw7ImI+tSbw9sC3I2Joveq9HA0d01Ct7RnAdhHx6sz8aivBuB1YH3gUtd21YXl0b6Yu4N5H1dS/ICLWzLbZSxtlXoH6bLvhw9g6+5Pqy3WB13mLe5EM1YIfABARDwVWz8y/tMfbU8ud7WFYHtP9+3LjiFgrM89oj7egdpTdG9zYaSQGZo3l79SajOtTS8XdExF3AJdSW2W+1C/U0Q27RTgVOCYi3pSZJ7Wr/S9Rk/vWA25Pd/Eb0yi1ttFGmhdExGnUknK/72c7B8CvqBrFhdTqLE8DNo+IX1Kf9SuAD1pjO26j9ecFwDqZ+e2IeEK6DfsiGaEW/MHAVsDprRTweuri+A/9aN8gGaWu/qlUX65Elby8NV0LfFTWMOtftBqn3aiVL36emX+IWpfxcmpjiI8CF7daWyetdBihnvHD1GYQb2wjoocAn8nMm/rVxkExzlrbv2TmB/vRvkETtYPkLsA1wI+ooLcf8FOq3OrSoVE8jW2M/kxqVRx3mxuncdaCbw18wJHQbuPoy6nUNu3vd5S+myPMur8TqVuLvwCOjYi3UVee72zPXw9c2OrFDMsjGKGe8arMPDcz3xsRs6h1WH9OLS31mX62daJbxFrb7frX0sGSmXe30fgdgNWoCUB/AZ5OTZy0xGoR2J+9sRi14IblUSxGXxqWx+A6zLq/y4F9sxbZP5na7ec6anvcezJzW+BoP1ydhuoZZ1KjS8+NiJcAtPqxz1PL9mzn6PKY7t+XL4jacQ74t1rbK0b+ERpJZl5H1dKvCBxJ1d6eYrhbPPZnT3R+3rmvFnzXzLy8D+0bJPZlj1mSIeC+WtuI+AC1O9Wb2uoDOwBvoGqbbmivdTZyh4h4DPAO4D3UbOSnAZtTFyBrAdelu/eNS0dfHs99tbYLvNuxZCJiDWCFzHSDlx6wPxdPx+f9BKoW/OKIWNta8LHZl73nCLOGapwSIDMPAa6lygYia5vmc6krVNprDMvdfk8FuWdSZU//R20r/GgqMK/Sv6YNnNH68vHAGtSMecPyEsrMOYa73rE/F9ton/fHAetExH8Y8MbNvuwxA/NyLMqJwFERsUNEPBUgM99LlWGcEhG7U4ubG5LHKWs3tNOoUPdi6mQ1VM/4EydTjd8Yfflj+1KaPMb4vP/QiZPjZ1/2niUZy7FWbrEl960dujG1OcmZ7fltgJWoyQIuHbeIImJ9ajLa1tQ6yzNd7mzx2JfS8sPPe+/Yl71jYF6OWWu7bFjP2Dv2pbT88PPeO/blkrMkY/lmre0yYD1j79iX0vLDz3vv2JdLzsC8HLPWVpIkaWyWZMgaJ0mSpA4GZt3LGidJkqR/Z2CWJEmSOljDLEmSJHUwMEuSJEkdDMySJElSBwOzJEmS1MHALEmSJHUwMEuSJEkdDMySJElSh/8P1QBoCJfEYqYAAAAASUVORK5CYII=\n" 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\n", 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\n" 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -413,10 +395,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" 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\n", 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\n" 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\n", 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\n" 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\n", 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\n" 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -747,10 +719,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -769,10 +739,8 @@ "outputs": [ { "data": { - "image/png": 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RmYAGBgZYvnw5nZ2dTJkyhc7OTpYvX87AwEDq0HagEfd8aX+KSNHsUpJd5e53Aj8EjgX2N7NqC8CHA3/Jfv4L8AiA7PkHAX+v3T7Gf1P7b1zo7nPcfc706dN3JzwRmeSGh4d36Nvd3t7O8PBwoojGphH3fGl/ikgR3WcLPzObDvzb3e80s/2AK4jJjCcDX3X3L5pZP7DO3c83s9OB2e7ebmavBF7i7i83s1nA54mR8IcCPwAe5+4jO/u31cJPRHZHc3Mzc+bMYe3atQwPD1OpVEYfDw0NpQ5vVHNzM8uWLatbPbO3t5fu7u5CxVkW2p8ikoe8W/jtSpJ9JDGRsZEY+f6Su7/PzB4NfBGYBvwCeK27D5tZM/BZ4MnA7cAr3f0P2d86G3gTsAV4q7t/597+bSXZIrI7jjzySK699lpaW1u5+OKLOeWUU1i1ahWzZ89m3bp1qcMbZWYMDg4yZcqU0W2bN2+mpaWFIq9dUFTanyKSh3Hvk+3u69z9ye5+pLs/wd3fl23/g7sf7e6Pdff/cPfhbPtQ9vix2fN/qPlbH3T3x7j7YfeVYItI8RS97vX6669n3rx5XH755UyfPp3LL7+cefPmcf3116cOrU6lUqG/v79uW39/P5VKJVFE5ab9KSJFpGXVRWSXVOtely9fTnt7O/39/XR1dQEUZmn14eFhrrjiijFHNIukra1tdN/V7svt68ll12h/ikgRaVl1EdklZah3LlNtbkdHBwMDA6P7sq2trTAXK2Wk/Ski99e412SnpCRbpDjMjMbGRlasWDE6Wrh06VJGRkYKU/e6s9H29vZ2JVwiInKvlGSLSBJmRmtrK5deeunotpNOOolVq1YVJskGjWiKiMieGfeJjyIiVZdddhm9vb1s3ryZ3t5eLrvsstQh7aCvr4+hoSHcnaGhISXYUihFnzwsIvlRki0iu6RSqXDMMcfQ3d1NS0sL3d3dHHPMMergIIVQhuRVi+aITC5KskVkl7S1tXHVVVfVJQhXXXUVbW1tqUOTSa4syevAwADLly+ns7OTKVOm0NnZyfLlyxkYGEgdmojsBarJFpFdpnpnKaKydJXRojkixaaabJEJqAy3ukH1zlJMw8PDO/TEbm9vZ3h4OFFEY9OiOSKTi5JskcTKcqtbpKjKkrxWF82pnTzc1dWlkiuRCUorPookVlunCYx+7+7u1kixyC4oy4qP1eO5u7ubJUuWUKlU1MNdZAJTTbZIYqrTFLn/NF9ARO4v1WSLTDBludUtUmSaLyAiRaMkWyQx1WlKkZVlUq6ISNGoJlskMdVpSlF1dHSwcuVKGhpiPGbLli2sXLkSQO9PEZH7oJpsEREZU1NTEyMjIzQ2Nu7wfcuWLanDq6OabBG5v1STLTIB6Za8FNHIyAhmxooVKxgcHGTFihWYGSMjI6lDq6M2mCJSRBrJFkmsmiAsX758h/ZjGomTlMyMlpYWBgcHR7dVHxfps6MsKz6KSLHlPZKtJFskMSUIUlRmBsCsWbO47LLLWLBgAevXrwcoVJKtNpgikgeVi4hMMMPDw2zcuLGuXGTjxo2FWxJaJq/f/OY3PPKRj+Q3v/lN6lDGpDaYIlJESrJFEmtsbOSiiy6qqye96KKLaGxsTB1aKam+PV/V0eydPS4CtcEUkSJSki2S2M5uZ+s29+7TBLj8HXLIITQ1RbfXpqYmDjnkkMQR7aivr4/29na6u7tpaWmhu7tbcxpEJDnVZIskZmYsXLiQSy65ZLT92Mknn8yFF16oRHs3qb49X0ceeSTXXnstra2tXHzxxZxyyimsWrWK2bNns27dutThiYjkSjXZE1xZbnWXJc4yqFQqo5PJqtavX6960j0wPDxMe3t73bb29nbVt++hdevWMXv2bFatWsX06dMLnWDrnCQiRaMku0DKcqu7LHGWxcyZM1m9ejXz589n06ZNzJ8/n9WrVzNz5szUoZWOJsDlb926dbj76FdRE2ydk0SkcGpPnkX7espTnuKTSaVS8Z6enrptPT09XqlUEkU0trLEWRaVSsXnzZvnlUrFgbrHRbN48eK6OBcvXpw6pDqLFy/2pqYm7+np8cHBQe/p6fGmpqbCxSn50jlJRPIArPUc81jVZBdIWXq9liXOsijL/uzo6GDlypU0NDSMLq29detWTj/99EJNMNPy2pNPWY4hESk21WRPYGW51V2WOMuiLPvzggsuGHOJ7QsuuCB1aHX6+voYGhrC3RkaGlKCPQmU5RgSkcmlKXUAsk211yuww/LaRVKWOMuiLPtzZGSEc889d7RzR2dnJ/fccw/veMc7Ekcmk11ZjiERmWTyrD3J+2uy1WS7F7/mtaoscZZFGfYn4HPnzq2Lc+7cuR6nEZG0ynAMiUixoZpsEUmhutKfmcXJI/sOWjhHRETKTzXZIpJUbbJdROqXLCIiRaAkW0R22YwZM9i6dSsAW7duZcaMGYkjqqd+ySIiUhRKskVkl91666309PQwODhIT08Pt956a+qQ6gwMDLB8+XI6OzuZMmUKnZ2dLF++nIGBgdShiYjIJKMkW0QmDC2rLiIiRaGJjyKyS8wMM9thMZrqLOoiaG5uZs6cOaxdu3Z0MZrq46GhodThiYhIgWnio4gkUalUOO6442hqivb6TU1NHHfccYVa8GPmzJmsXr2a+fPns2nTJubPn8/q1auZOXNm6tB2oAma+dL+FJGiUZItUgBlSBDa2tq46qqr6iYVXnXVVbS1taUObdT111/PvHnzuPzyy5k+fTqXX3458+bN4/rrr08dWh1N0MyX9qeIFFKeTbfz/pqMi9HI5LN48WJvamrynp4eHxwc9J6eHm9qairkYhpFX/AD8MHBwbptg4ODhVswp1KpeE9PT922np4er1QqiSIqtzLtz6IfQyKTGTkvRpM8kb63LyXZMhmUKUEourLsy7JcDJRFWfZnmS6oRSajvJNslYuIJFamjhhFL2tpa2vjzDPPpKmpCTOjqamJM888s1AlLRD17f39/XXb+vv7C1XfXiZl2Z8DAwMcc8wxdHd309LSQnd3N8ccc4xaTIpMUEqyRRIrS4JQlrpXd2dkZASAkZGRwnQ+qVWWi4GyKMv+HB4eZs2aNXXH0Jo1awp5QS0i95+SbJHEypIglGGhl5UrVwLQ2trKpk2baG1trdsuktqJJ55YdwydeOKJqUMSkb1ESbbskaKXDUj+ylDW4u4sWLCASy+9lIMOOohLL72UBQsWFG40e2BggPPOO48tW7bg7mzZsoXzzjuvUBcsZVKm/XnZZZfR29vL5s2b6e3t5bLLLksdkojsJUqyZbeVpWygLMqSIFQqFU444YS6i6sTTjihcGUtxxxzzL0+LoLh4WE2btxYty83btxYqAuWMinDBSDEMTRWTXbRjiERyYeSbNltZSgbKJOyJFxlWejlnHPOqRspPOecc1KHtIPGxkYuuuiiugvViy66iMbGxtShlVJZ5jWUode8iOQoz1YleX+phV8xUZJ2WWXR2NjoDQ0NdW29GhoavLGxMXVodSqVis+bN6+ux2/1cVHMnj3bAW9oaKj7Pnv27NSh1WloaBjzNW9oaEgdWimVqTWe+mSLFBdq4SeplWXUqCx8J/XCO9ueyvDwMFdccQVDQ0O4O0NDQ1xxxRWFGnFft24ds2fPZuvWrQBs3bqV2bNns27dusSR1du6dSunnnpqXdnAqaeeOhq37J6+vj7a29vr9md7ezt9fX2pQ9tBX19f3TFUxBhB825E8qAkW3ZbW1sbXV1ddbfku7q6dMtzD5Ul4SrLxdW6devqRhKKlmBD7MvDDjusLtk67LDDCrcvZXLSvBuRnOQ5LJ73l8pFiku3PPNTllUKFy9e7GbmjY2NDnhjY6ObmV77PVCm8oYy0P7MV1nOSSJ5Q8uqi0wsZUkQypJkl+UCsCxxloGSwnyheTcySSnJFpmAypBwlSGRKcsFS5mU4b2ppDBfZTjWRfaGvJNs1WSLFEAZJkOVodWg2kvmqyy1uWWZL1AWmncjkpM8M/a8vzSSLVIcZWg1CPjChQvrRl4XLlyoEc09VJYRTd3ByF8Z7mCI5I2cR7It/mYxzZkzx9euXZs6DBEhFlDZunUrjY2NjIyMjH5vaGhgZGQkdXgANDU14e58+MMfpr29nf7+fs466yzMjC1btqQOr3TMjMHBQaZMmTK6bfPmzbS0tFC0z46Ojg4GBgYYHh6mUqnQ1tZWyDtCIlJcZnaNu8/J6++pXEREdkm1pWA1oa5+L1KrwZ0lfkVLCMuiUqlwwgkn1JUInXDCCYUswyhDyZWITC5KskVkt/T09DA4OEhPT0/qUHZQlp7jZTFz5kxWr17N/Pnz2bRpE/Pnz2f16tXMnDkzdWgiIoWnJFtEdllDQ8O9Pk5Ni7zk6/rrr2fevHlcfvnlTJ8+ncsvv5x58+Zx/fXXpw5NRKTwmlIHICLlcfTRR9Pd3c2SJUuoVCocffTRrFmzJnVYo6pdEYDRmuyuri7a29sTR1ZOw8PDXHHFFWPWZIuIyL0r1jCUiBRWQ0MDV199dV07t6uvvrpQo9l9fX20t7fXlYu0t7erPncPqTWeiMieK86no4gU2qJFi3B3li5dSktLC0uXLsXdWbRoUerQ6mgCXH7UL1lEZM8pyRaRXdLX18fpp59OU1NUmTU1NXH66acrid1DHR0ddV07irbAC+jOgIjI/aEkW0RknJVlJUXQnQERkT2lJFtEdklHRwcrV64cXdRly5YtrFy5spCJYdFp+XcpujLcaREpOiXZBaMTmxTVBRdcgJmxYsUKBgcHWbFiBWbGBRdckDq0OmU4hoaHh9m4cWNdnBs3bmR4eDh1aCK6oBbJS55rtOf99ZSnPOX+LEFfOosXL/ampibv6enxwcFB7+np8aamJl+8eHHq0EQc8HPPPbdu27nnnutxGimGshxDjY2NDoz5vWgWL17slUrFAa9UKoXbl5K/xsZGb2hoqDuOGhoaCvn+FMkTsNZzzGOTJ9L39jXZkuxKpeI9PT1123p6erxSqSSKSGSbMiTZZTmGAAe8tbXVN23a5K2traPbiqQsFy2SrzIc6yJ7g5LsCQzwwcHBum2Dg4M6sUkhNDQ0jDm61dDQkDq0UWU5hgA/9thj60aIjz322MLFWZaLljIpw50BJdkyWeWdZKsmu0C08IMUWRn6ZJfpGGptba3r2tHa2po6pB0MDw/vsFpme3u7asf3UFm6yjQ0NHD22WfX9Uc/++yzC7XwlEgp5Jmx5/012UaydWtWim727NmjZQ2Az549O3VIdcpyDJXhroC7RrLzVpb9uXjxYjezurkCZla440gkb6hcZGIrw61EmZzKksCW4RgqSxJTlte8LChJOZN7OY4jkbwpyRaRJMoyClcWZUliyhJnGegYEim2vJNsFViJyC5Rfa7I/dPW1kZXV1ddrXNXVxdtbW2pQxORvUBJtojskjJNKiy6skyAK0ucZdHX10d7ezvd3d20tLTQ3d1Ne3u7lqoXmajyHBbP+0vlIiLFofrc/JSlbKAscYqI5IGcy0Us/mYxzZkzx9euXZs6DBHJdHR0MDAwwPDwMJVKhba2No3C7QEzY3BwkClTpoxu27x5My0tLRTpnFyWOEVE8mBm17j7nLz+nspFRGSX9fX11fV2VoK9Z8pSelOWOEVEiqgpdQAiIpNNdQIcxOTR/v5+urq6dphYmlpZ4hQRKSKVi4iIJFCW0puyxCkicn+pXERERMaNSoQmp46ODpqbmzEzmpub1VFGZA8oyS4YndhEJj61xpu8ynCO1/tTJCf31X4EeATwQ+A6YD1wRrZ9GvA94LfZ9wOy7QZ8HPgdsA44quZvnZz9/m+Bk+/r355sLfzUIk1kcqhUKj5v3ry6lRSrj2XiKss5Xq0bZbJivFv4mdlDgIe4+8/N7AHANcCLgDcAt7v7h8zs7VmS3WVmC4AOYAFwDPAxdz/GzKYBa4E5gGd/5ynufsfO/u3JVpPd3NzMsmXL6OzsHN3W29tLd3c3Q0NDCSMTkTyZ2U6fu69zspRXc3Mzc+bMYe3ataM17tXHRTrHq3WjTFbjXpPt7n9z959nP/8L2AA8DDgJuCT7tUuIxJts+2eyi4I1wP5Zoj4f+J67354l1t8DnpfX/8hEoGWrRe6/MtyOr2ptbWXTpk20tramDkXGwfDwMGvWrKkrw1izZk3hzvFq3SiSj92qyTazQ4EnA1cBM9z9b9lTNwMzsp8fBvy55j+7Kdu2s+3b/xsLzWytma3dtGnT7oRXejqxSdEVPYEtUy2pmXH88cczZcoUjj/++Hsd3U6p6K952Zx44ol0dnYyZcoUOjs7OfHEE1OHtINq68be3l42b95Mb28vXV1dtLW1pQ5NpFx2ta4EmEqUeLwke3znds/fkX3/FvC0mu0/IEpEzgTeWbP9XcCZ9/Zvqia7mPV6kr/FixfX1ecW8TUvw/uzLLWkgB999NF1r/nRRx/tcUoujjK85mUCjLk/i/a6u5fjnCSSN3Kuyd7VBHsf4HKgs2bbRqJWG+AhwMbs5/8EXrX97wGvAv6zZnvd7431NdmSbHed2CajsiQyZZisB/jg4GDdtsHBwcIlMYCbWd1rbmaFi7MsFy1lUYZjSGQyG/ckm+gW8hngo9tt/zDw9uzntwMrsp9PBL6T/Xdzgauz7dOAPwIHZF9/BKbd2789GZNsmXzKksgA3tjYWJcYNjY2FioxLMu+nD17tgPe0NBQ93327NmpQ6tTlouWsijLBbXIZJUiyX4a0Q1kHfDL7GsBcGBWCvJb4PvVhDlLrlcCvweuBebU/K03Ea39fge88b7+bSXZMhmUJZEBvLW1tW5ba2troeJcvHixm9lo8t/Y2OhmVsgkpppoV7+KlmC7a+R1b9DdSpHiyjvJ3pXuIj9xd3P3I939SdnXZe7+d3d/trs/zt2f4+63s+3T9nR3f4y7z3b3tTV/65Pu/tjs61P39W+LTAZlmvB62WWX1U2Guuyyy1KHtAN3Z2RkBICRkZHqBX7hHH/88aOvcaVS4fjjj08c0Y5mzpzJ6tWrmT9/Pps2bWL+/PmsXr2amTNnpg6ttLSCpsgkkmfGnveXRrJlMijLLeQyjGpWR7C3/2psbEwdWh295iIixUOKiY+pvpRky2RRhlvIZUgMq0l1a2urb9q0abSchQKVtLiXp3ackpQylUkZjnWRySrvJLtp3IfORWQHfX19hb9tXI2vu7ubJUuWUKlUaG9vL1zc+++/P5dffjnTp0+nUqmw//77c+edd6YOq87w8DAbN26kubl5dOW/k08+uZCLkpxwwgk7rFBYxFKmMqj2cV++fDnt7e309/fT1dUFULjjSETuv91ajEZEJrcy1JPeeeeddTXERUuwARoaGrjooovqFs256KKLaGgo1ilZNdn5GhgYYPny5XWL0SxfvpyBgYHUoYnIXqCRbBGZcFatWsX06dNTh7FTZjbmhMyirfp4/fXXM2/evLo7A/PmzWPt2rX3/R/LDoaHh2lvb6/b1t7ezpIlSxJFJCJ7U7GGTUQmKS1dPbmMjIxw6qmn0t3dTUtLC93d3Zx66qmjXVGKYnh4mCuuuKLu7sUVV1xRuLKWsihTJyGdk0TuPyXZMqGV4YOiWqdZWzrQ399fyFglH5VKhcMOO6wueT3ssMMKl2yVKSksg7a2Nrq6uuraYHZ1ddHW1pY6tDo6J4nkJM9ZlHl/qbuI3B9l6IbhXp5OE2VAtnpi7WteXU2xSMry3ixLnGVShu4iOifJZEXO3UXMx6gLLIo5c+a4av9kTzU3N7Ns2TI6OztHt/X29tLd3c3Q0FDCyOqZGYODg0yZMmV02+bNm2lpaRmzbld2zsyYO3cuv/jFL0a7YTz5yU9mzZo1hduXHR0dDAwMjMbZ1tZWyImkZYlT8qNzkkxWZnaNu8/J6++pXEQmrJ1NMipaPaluyeenoaGBq6++uu4299VXX124rh1Qjk4tUJ44JT86J4nko3ifPCI5KcsHRVnqNMtg0aJFuDtLly6lpaWFpUuX4u4sWrQodWg7KMN8AZmcdE4SyUmetSd5f6kmW+6PMtWTlqFOsyxmz55dt6T67NmzU4e0gzK9N2VyKsNxJJI3cq7J1ki2TFh9fX20t7fXtUkr4gqFkp+Ojg42bNhAT08Pg4OD9PT0sGHDhsKNEmtREimyshxHIoWXZ8ae95dGsuX+KsMIcZlGNYu+PyuVis+bN68uxurjIgF8cHCwbtvg4GDhuqDI5KTuIjJZkfNIdvJE+t6+lGTL/VGW5LUsH2hl2J/AmDEWLXkty2su+Sv6haq7LgJl8lKSLbKLypLIlOUDrQz7E/DW1ta6ba2trYXbl2W4YJH8leV1L8OxLrI3KMme4MowylEWSl7zVYb9CXhjY2NdEtPY2FioGKt0rE8+ZTnWFy9e7GY2euw0Nja6mek9KhNe3km2Jj4WiJayzZda+OWrUqlwwgkn1LWdO+GEEwq1PyuVCtOnT2fJkiW0tLSwZMkSpk+fXqgYq9R/evIpS+9+EclJnhl73l+TbSS7LKMc7uUYhSvLrVn3cuzPakuv1tZW37Rp02gZRpFae5UhxrIpw3uzLMpyji9LnCJ5Q+UiExcluB3vruR1sqpUKn7wwQfX9c49+OCDC/XBW5buIu7leG+W6Vgvg7Lsz7J8FonkTUn2BFaW0YOyxCn5qibWtXWa1W1FUZbkoCzJVpmO9TJctLiXI84yve4ieVKSPYGV5YO3LImMezk+0NzLsbpaNbba92fRkuyyJAdlibMsx3pZzp1lof0pk5WS7AmuDElhWRKEsnxQlKWOGPCGhoa6/dnQ0FCohKssrzngCxcurDvWFy5cWKh96V6eY70scZZJGT6LRPKmJFuSK0siU5YP3mqCXauIvZ0BnzFjRt2Ie/VxkZQhOdi+5Kb2e5GU5Vgvy4h7mZThOBLJW95Jtlr4yW7r6+ujvb2d7u5uWlpa6O7upr29vXAtyMrULuuggw6qa4130EEHpQ5pTLfccgutra1s2rSJ1tZWbrnlltQhldLIyAgAJ554Ips2beLEE0+s214UZTnWy9KusyzUTlYkJ3lm7Hl/aSRb7o+ydJqgBLXO7j5aGrL96GtDQ0Pq0EaVaeT12GOPrXtvHnvssYV7zcuiLK97WZTlLqBI3lC5iBRBGW4lVmudq8lh9XsRa50Zoya7aAkXJagjLktyAPjcuXPr9uXcuXMLtS/LpgznpLJA5TcySeWdZKtcRHZbR0cHK1euZMuWLQBs2bKFlStXFu5W4vr16wEws7rv1e1FMm3aNFatWsX06dNZtWoV06ZNSx3SDiqVyg77bv369YW6JT88PMzGjRvrSm82btxYyBKhNWvWcM899wBwzz33sGbNmsQRlZtW0MyPym9E8qEkW3bb+eefj5mxYsUKBgcHWbFiBWbG+eefnzq0Olu3bmXu3Lk0NTUB0NTUxNy5c9m6dWviyOo1NjZy55130tPTw+DgID09Pdx55500NjamDq3OzJkzWb16NfPnz2fTpk3Mnz+f1atXM3PmzNShjWpsbOSiiy6qqyW96KKLCrcvt7/w2/67SEptbW10dXXR29vL5s2b6e3tpauri7a2ttShiZSKkmzZbVu3buWDH/wgnZ2dTJkyhc7OTj74wQ8WLnmFGC2sHXEv4mhh3KHa9e2pXH/99Rx88MF1I+4HH3ww119/ferQRpVlX7o7xxxzDPvssw8A++yzD8ccc0zh4oS4c1V7Z6Bod6wkf2WZ8CpSdEqyZcLbvoND0WzdupXDDz+cJUuW0NLSwpIlSzj88MMLd9EyPDzMbbfdVjfifttttxWqFGPr1q2ceuqpdcnBqaeeWrh9CfCiF72orrzhRS96UeqQdlCW0jDJn8pvRHKQZ4F33l+a+FhMjY2NYy5KUrQev5RgGXD3cu3PQw89tG5y2aGHHlqo/VmWiY8NDQ1jvuZF6tTiXp73pohIHtDEx4mtDLdmTzvtNNydpUuX0tLSwtKlS3F3TjvttNSh7WCsmuyi8ZKUOADccMMNdZP1brjhhrQBbaetrY0zzzyTpqYmzIympibOPPPMwtWSLlq0aMxjaNGiRalDqzMyMjJmaVjR+nmLiBSRkuwCKcsCAH19fZx++ul1yevpp59euNuJDQ0NrFmzZrScYXh4mDVr1tDQUKy3fZlKHIDR/Ve0/Vjl7qNJ4MjISCEvVspyDImIyP2Q57B43l+TrVykLLe6y2LatGl1S4BXv6ZNm5Y6tDpled0pQfmNyhvyVZayljIpSz/vssQpkie0GM3EhRYAyFUZkkL38qxWV4b9Cfi5555bt+3cc88tVIxlsnjxYjezutfczAr33iyLshzrZYlTJG9KsiewsoxolgXgRx99dN1ozNFHH13IhKsMo0ZKsien6sqp1a+irZhaJmU5x5clTpG8KcmewDR6kK8yJIVlUt132y9TX6T9qfKGfOmclK+y3K0sS5wieVOSPcGVYUSzLKoJ4KxZs/zGG2/0WbNmFS4pLBNK0MJP5Q350ohmvsqyP8sSp0jelGSL7KKxJj0qyd5zwJgJbNH2Z1nKG8pwQa0RzXyV5c5AmeIs+jEk5aIkWwqhDCc3wGfMmFGXcFUfy+7bvuym9ntRlCk5KMOIu0Y081eGc6d78eMsy7Eu5aIkW5Iry8mtmli3trb6pk2bvLW1tbAj2UX/QHMvR71zpVLxefPm1e3L6uMiKUurwbIc6zL56AJQ9gYl2ZJcWU5uZRh5dS9PIgP4woUL6xLYhQsXFuqiBRhzXxYpRncvVReUMlwAupcnTsmHSplkb1CSLcmV5eRWhqTQvTyjr2W4uKreuahVvYNRJIDPnTu37jWfO3du4eIsi7KU30h+ynA+kvLJO8ku5rrIUmiVSoX+/v66bf39/VQqlUQRja1SqXDYYYcxNDSEuzM0NMRhhx1WuDiHh4dZvXp13fLvtY+Loq2tja6uLnp7e9m8eTO9vb10dXXR1taWOrQ63/72t+ti/Pa3v506pDGtWbOm7jVfs2ZN4ojK6/zzz8fMWLFiBYODg6xYsQIz4/zzz08dmuwlZTkfySSXZ8ae95dGsoupLOUNZYkT1Y7npix3Baqv71hfsvsoUfmN5Kfo5yMpH1QuMrGV5aShOPNTTa5qLwaUcO2ZMl1YPeABD6hLrquPZfeh8pvcleHcKZI3JdkTWFkSBMkX4E996lPrPtCe+tSnFjJBKMMHbxlirCbWWo00H9V+7WN9l92nzyKZrJRkT2CayDE5laV0QB+8+SlTiVAZVPfd9km29uee0WeRTFZ5J9kWf7OY5syZ42vXrk0dxrgxMx7/+Mdz3XXXjW6rPi7y6yT3T3Nz85iTHCuVCkNDQwkiGltzczNz5sxh7dq1DA8PU6lURh8XKc6Ojg4GBgZGY2xra6Ovry91WHXMbKfP6VjffWbGsccey89//vPR1/2oo47ipz/9qfbnHjAzBgcHmTJlyui2zZs309LSov0pE5qZXePuc/L6e+ouUjDXXXcdra2tbNq0idbW1rqEu0g6Ojpobm7GzGhubqajoyN1SKU1PDzMPvvsU7dtn332KVx3keHhYa666iqWLVvG4OAgy5Yt46qrripUnB0dHaxcuZItW7YAsGXLFlauXKn35ySwffKnZHDPlaWDlEjRKckuoOOPP54pU6Zw/PHHpw5lTB0dHfT399clW/39/Upk7od///vf9/q4KBYsWEBnZydTpkyhs7OTBQsWpA6pTplauZkZPT09DA4O0tPTc6+j23Lf1qxZw/z589m0aRPz589XS8T7Qe3xRHKSZ+1J3l+TrSYb8De96U11k7be9KY3Fa6uUPV6+aIkNdlkE/Rqa7KrE/aKAvAZM2bU7cPq4yIpy2teFmVZ3bVMyjCBWCRvaDGaie22226rWzzltttuSx3SDoaHh9m4cWNducjGjRsLVTZQRlOnTuWaa65h6tSpqUMZU6VSYe7cuXR3d9PS0kJ3dzdz584t3C3kW265ZXRU2My45ZZbEke0o4aGsU+9O9ueUhlKw0ZGRli4cCFNTU0ANDU1sXDhQkZGRhJHJiKTWfHO6JPY7NmzWbVqFSeddBK33XYbJ510EqtWrWL27NmpQ6vT0NDARRddVFcuctFFFxUyQSgLM+Ouu+7iKU95CnfddVchSwfa2trGrMku4i3kF77whWzatIkXvvCFqUMZk2f1wtVjpvq9ur0oylIaVpbVXaEcFy1led1FCi/PYfG8vyZbuYi7++zZs+tuHc+ePTt1SDtobGz0hoaGurKBhoYG3ZrdQ9XXugw9k4t+C7ks+7IscZZlBc3Fixe7mdXtTzMr3PuzLG0wVRIokxXqky2pAb5w4cK6D96FCxcWLkFwL35S6K763DwBPnXq1Lp9WH1cJIAvWLCgbtuCBQsKGedYSWHR4ixLkl2W5BXwwcHBum2Dg4OFe91F8pZ3kq37+7LbynJrVu3c8leGW9133XUXs2bN4sYbb2TWrFncddddqUMa03e+85267g3f+c53Uoc0pqJ3lAEYGBjgvPPOY8uWLbg7W7Zs4bzzzmNgYCB1aHWGh4dpb2+v29be3l64+Sxq4SeSkzwz9ry/NJJdTGW55dnQ0DBmWUtDQ0Pq0OpQkpHsxYsXjxljkV73hoaGMWMs2mteWx5S+1W0kqtqTEXuKONenpHXsoxkl+UcL5I3VC4iRVCG2nHAzz333Lpt5557buE+eGsTrNrvRY2zyEuBl+WCpXr8bL8MeNGOo0ql4gcffHDdfjz44IMLlxQqec1fGUrtRPKmJFuSK0v9Y9mS7CInr+5eijri6n6rTWKKuC/LkrxWLwa2f28W7WKgLOckdyWvIkWmJHuCK8MJuCzdRcoSZ1lGX6tlF9uXYRQpzjLdFSjDhEJ1FxGRyURJ9gRWlluJZRkhLkMNsXu5kuyix1mmJLu1tbVuW3WUuEigHJ2EylIuIiLFlneSre4iBTIwMMDy5cvrZvIvX768cDPkReT+W7VqFU1NTZgZTU1NrFq1KnVIO2hsbBxz4anGxsbUodUpS9cOEZlcLBL3YpozZ46vXbs2dRjjxswYHBxkypQpo9s2b95MS0sLRXqdqh+wH/7wh2lvb6e/v5+zzjoLoFDLGDc2NrJ169Ydtjc0NBQqzntb3bFIr3sZ4qzG2NDQwNatW0e/Q3FihPK8N6txNjY2MjIyMvq9aHE2NzezbNkyOjs7R7f19vbS3d3N0NBQwshkb+ro6GBgYIDh4WEqlQptbW309fWlDktKzMyucfc5ef09jWQXSFl6ky5atIitW7eyZMkSWlpaWLJkCVu3bmXRokWpQ6szVhJzb9tTamxsHH2dK5VK4UYKa/X09DA4OEhPT0/qUMa0zz77jL7GW7duZZ999kkc0Y6qCX9rayubNm2itbW1bntRVPdjNaGufi/aMdTW1kZXV1dd3/Guri7a2tpShyZ7iZZ+l1LIs/Yk7y/VZBezJrssk4woSaeJakxl6C6ys6+iqMYza9Ysv/HGG33WrFmFi9E94jzmmGPqap2POeaYQsZZPcZrvxctTvdytBWV/KgOX/YGVJM9cfX19dHe3k53dzctLS10d3fT3t5euNtfAwMDHHfccTQ1NQHQ1NTEcccdp9rx+2nVqlVMnz69kLW5ZbN+/Xoe+chHsn79+tSh7NT25Tf3Vo6Tmmcj7NXvRdPR0cGGDRvq7rJs2LChkKOaZVg1tQxUhy+lkGfGnvfXZBvJLguyxTO2H8mmYKNblGDk1X1bnPvss4//5Cc/8X322afQcRZ5f5ZtX5bl7kXRR7LLMqpZlruVZVCW11zKhZxHspv2cg4vE5RvN6K1/WPZff/+97952tOeljqMCaHo+7I6IbN696J2exFtX5NdNMPDw2zcuJHm5ubRSXAnn3xy4UY1aztIAaPfu7u7C3fHsuiqdfjA6AT8rq6uHUa3RVIq5hl9EivTrcQTTzyRTZs2ceKJJ6YORcbJk570pLoJmk960pPSBrQTs2bN4sYbb2TWrFmpQxlTdeJgtUSk+r1oEwrLoqGhgQsvvJAtW7YAsGXLFi688MLCXbSoxCE/ZSmvlMlNLfwKpDpbevny5TtcmRfpxGFmTJ06lbvuumt0W/Vxkd5PZsZTn/pU1q1bNzq6deSRR/Kzn/2scHHuTBHj3L6dGxQnzjLty1mzZvHrX/96dNsTnvAE1q9fX7g4d6ZIcTY0NODumNkO34t04dLc3MycOXNYu3bt6Dmp+litBkXSUwu/CaxMi9Hcddddde3HahPuIrnlllvu9XGRTJ06lWuuuYapU6emDmVM1VHB7UsHijZaWBYbNmyoazm3YcOG1CHt1PYj7kVTTfir78Xq9yJdCADMnDmT1atXM3/+fDZt2sT8+fNZvXo1M2fOTB2aiOwFGskukLIsRlOW0a1qnLNmzeKyyy5jwYIFo90mihjnWIoUZ7XedXuVSqUwo3Bl2ZdmxqGHHsrf/va30RHNhzzkIdxwww2Fi3P//ffn7rvvHo1zv/3248477yxcnIcccgi33HLLaJwzZszgT3/6U6HibG5uZsuWLXW17Y2NjTQ1NRXmGCoTLUYjedNI9gRWlsVoqrYfNSqaalzbt3MrerxFjW9ndaNFrCct+r6cPXs2N9xwQ92I5g033MDs2bNTh7aDO++8sy7OO++8M3VIY/rTn/7EPffcA8A999zDn/70p8QR7Wh4eJiRkZG6OQMjIyOFPIaKTovRSCnk2aok76/J1sKvLO2dAJ86dWpdC7fq4yIBfOHChXULfixcuLCQce7sq0jKEGcZYqwqQ4y1LftqvxobG1OHVqcsrzvgM2bMqNs2Y8aMwsXpHp9HtefOon0OqYWf7A1oMZqJq0yzpbevwS5iTXalUtlhMZL169cX9s6ATB7Nzc27tT2VBz3oQbu1PbWi38GAmBfS1NSEmdHU1FTIeSJlGCVWpxYpg+KeiUTup+oko9pbyJpkNDkUvYVfWUpvbr/9dh7wgAfUbXvAAx7A7bffniiinTvkkEPYZ599ANhnn3045JBDEkdUXmWYhF+28kqZnJRkF0gZRg9qFX3U6LrrrgN2XBK6ul32TNETWCjHsuoAM2bMYMOGDcyYMSN1KDv1r3/9i8bGRiAm6f3rX/9KHNHY/vznP9edO//85z+nDmmnDj/8cG688UYOP/zw1KGMqQyjxNXFaGo79HR1ddHW1pY6NJFt8qw9yftrstVkl6XGjJIstUyJ6jQVZz7KEKO7jxlTkeOsnSdSxDjLVDu+77771sVYfVwkZfksKnrduJQP412TbWafNLNbzezXNdummdn3zOy32fcDsu1mZh83s9+Z2TozO6rmvzk5+/3fmtnJ95n9T0K1SwNXV3zcuHFjoUYPahV9qWWRojv44IP5zW9+w8EHH5w6lHt15ZVXsnnzZq688srUoYypLLXjjY2N3HPPPXV3BmofF0VZRon7+voYGhrC3RkaGirk/CWZ5O4rCweeARwF/Lpm2wrg7dnPbweWZz8vAL4DGDAXuCrbPg34Q/b9gOznA+7r355sI9kNDQ1jjsY0NDSkDq3OWDFSwNEtxZmvMsRZhhjdyxVntftF9auI3TCgPB2PADezuu9Fi9O9HKPEZYixTLQ/E4xku/uPgO1nuZwEXJL9fAnwoprtn8liXQPsb2YPAeYD33P32939DuB7wPPu69+ebKrL/25f81qkZYHLqOir1Un+iv6a72weQ9HmNzQ2NnLLLbfUjbzWPi6SzZs309PTw+DgID09PWzevDl1SDtVuz+LquijxGWbw1R02p97ya5k4sCh1I9k31nzs1UfA98Cnlbz3A+AOcCZwDtrtr8LOPO+/t3JNpINeFNTU91oTPVxkVCiUTjFmZ8yxFmGGN19dLRo+6+i1bzOnj17zDhnz56dOrQ6gM+aNatu26xZswr3ugO+YMGCum0LFiwoXJxlUJa68bLQ/gwUrU92FpTf379TZWYLzWytma3dtGlTXn+2NLZs2UJrayubNm2itbWVLVu2pA5JRHJWlhZ+1157LbBjJ6Hq9iJZv349DQ0NmBkNDQ2F7Szz3e9+t67W+bvf/W7qkEqpDB1QykT7c+/Y0yT7lqwMhOz7rdn2vwCPqPm9h2fbdrZ9B+5+obvPcfc506dP38Pwyu34449nypQpHH/88alDEZG9qOhtMAEWLFjAyMgI7s7IyAgLFixIHdIOqmUXMeaz7XvRyjEaGhrYunUrS5YsoaWlhSVLlrB169ZCv/5FpT7Z+dL+3Dv29MheBZyc/XwycGnN9tdnXUbmAv9w978BlwMnmNkBWSeSE7JtMoazzjqLlpYWzjrrrNShiMgkd8wxx9zr4yJwdxoaGupqshsaGkaT7aKozrPZfs5AkXvOF1VZOqCUhfbn3mH3dRIysy8A/w84CLgFeA/wDeBLwCHAjcDL3f12izPGJ4hJjZuBN7r72uzvvAnozv7sB939U/cV3Jw5c3zt2rW7/39VUtVldmtLRKqPi/RhcW+TyYoW53777cfWrVsZHh6mUqnQ0NDA3XffXbg4d0Zx7p4yxAjb4mxsbGRkZGT0OxQzzrEULc4DDjiAO+64Y3Rb9XGR4mxubuaAAw7g5ptvHt128MEHc8cddzA0NJQwsnI68sgj60qXZs+ezbp16xJGVG4dHR0MDAyMfl62tbUVbsLr3mZm17j7nLz+3q50F3mVuz/E3fdx94e7+8Xu/nd3f7a7P87dn+Put2e/6+5+urs/xt1nVxPs7LlPuvtjs6/7TLAno2nTprFly5a67iJbtmxh2rRpqUMrrbvvvnu0pmx4eJi77747cUQ7V4aVFCVf6jWfnzvuuKNuhLg24S6K4eFhbr755rruIjfffLPqXvdAR0cHGzZsqLt7sWHDBnXDuB+K3lGmjO5zJDulyTaS3dzcPDrSWlUdiS3SKEeZRrd2RnHuvjLEWYYYQXHmrRpntea5+h2KGWdPTw/t7e309/ezZMkSoFhxlkFzczPLli2js7NzdFtvby/d3d2F+ryUchn3kWwZP8PDwwwNDdWNcgwNDWmUQ0RkF1QT6yKvLbD9JEdNetwz6oYhZaCju2C2H83Q6IaIpDZjxgw2bNjAjBkzUodyr2rbnxbV9OnT67qLTNYuWveXumFIGSjJLqATTzyRTZs2ceKJJ6YORaSUpk6dyjXXXMPUqVNThzIh3HLLLRxxxBHccsstqUMpvVtuuaXuYkD7dM+oG4aUgWqyC8TMeMQjHsGtt946Orv3wQ9+MH/+858LNaJdtjrNsSjO3VeGOMsQIyjOvJUlzqamprpuMrXftfDY7lM3DMmbarInuJtuuolly5YxODjIsmXLuOmmm1KHJCIiORgZGWHhwoU0NTUBkXQvXLhQ3WX2kLphSNFpJLtAyjLKYWY0Nzfj7qMjCGY2erIrirKMbinO/JQhRlCceStLnOqTLVJsGsmewE477TRgx9651e1FUtv1pNoVRUREdq6lpaUuwQa4+eabaWlpSRSRiOxNSrIL5Morr9yt7SIi46G2rWiRFb27yO233w7suD+r24uko6OD5ubm0TuXWuRFZPcpyS6Q6vKw25+Aa5eNFREZb2VZmXLVqlVMnz6dVatWpQ5lpx784AfX7c8HP/jBiSPaUUdHBytXrhwtU9yyZQsrV65Uor2HdMEyeU2aJFtvchERSe3WW28dXYCmoaGBW2+9NXFEO7rgggswM1asWMHg4CArVqzAzLjgggtSh1Y6HR0d9Pf31zU06O/vVw4ySUyKJFtvchEpoqKXN8jeccQRR3DjjTdyxBFHpA5lTCMjI3zwgx+ks7OTKVOm0NnZyQc/+MHC38koooGBAZYvX163L5cvX87AwEDq0GQcTIoku2xv8sMPP5wbb7yRww8/PHUoIrIXlaG8QfK3fv16HvnIR7J+/frUochepuXfJ7dJkWSX7U2uE7CIyMR0yCGHjC79XalUOOSQQxJHtKOGhgbOPvvsutUUzz777NEyF9l1Wv59cpsUR0zZ3uTVnq/31vtVRETKxcz405/+xD333APAPffcw5/+9KfCnesXLVqEu7N06VJaWlpYunQp7s6iRYtSh1Y6Wv59cpsUSXbZ3uS1k2JERGRieMITngBsWyCn+r26vSj6+vo4/fTT61amPP3007Wi4h7o6+vjiCOOYMmSJbS0tLBkyRKOOOII7ctJYlJkcX19fbS3t9Pd3U1LSwvd3d20t7frTS4iIuPm+uuvZ968eXXlIvPmzeP6669PHNmOtGR5Pjo6OtiwYQM9PT0MDg7S09PDhg0b1HhhktCy6gXS3NxMQ0MDd9999+i2/fbbj61btxZqRcWyLGGsOPNVhjjLECMozrzVlti5++h3KF6cg4ODTJkyZXTb5s2baWlpKVSckp/m5maWLVtGZ2fn6Lbe3l66u7sL9bkuQcuqT2AtLS3cfffdzJo1ixtvvJFZs2Zx9913a8ldEZEJoEzzg7S2RD7K1nhB8qUku0Buv/12zKyuu4iZFXLJXRGRoini6HWtsswP0toS+SnThZXsBe5e2K+nPOUpPpkAO/0qEsWZL8WZnzLE6K4481aWON3dFy9e7JVKxQGvVCq+ePHi1CHtoFKpeE9PT922np4er1QqiSIqr8WLF3tTU5P39PT44OCg9/T0eFNTUyFfd3EH1nqOeaxqsgukbPWPY1Gcu09x5qcMMYLizFtZ4iwL1Y7nq6Ojg4GBAYaHh6lUKrS1tWkiaUGpJnsPqb5MRETkvqnEIV/q1DJ5TYokW/VlIiIiu6atrY0zzzyTpqYmzIympibOPPPMwtWOS740GJm/SZFkDwwMsHz5cjo7O5kyZQqdnZ0sX76cgYGB1KGJiMgkUpZExt0ZGRkBYGRkRGUiE5wGI/eSPAu88/7Ka+Ij4IODg3XbBgcHCzcphpJM3lGc+VKc+SlDjO6KM29liXPx4sVuZt7Y2OiANzY2upkVbhJcY2OjNzQ01E3Wa2ho8MbGxtSh1SnDJNKy0GTXgCY+7r7m5mbmzJnD2rVrRyceVB8XqRl8WSbvKM58Kc78lCFGKH6c9xbf9ooebxHiq2pqahodHa7V2NjIli1bEkQ0NjNjv/3222FhtLvvvrsw+7Ojo4OVK1fS0NDAyMgIjY2NbN26Vcu/7yFNdg2a+LgHZs6cyerVq5k/fz6bNm1i/vz5rF69mpkzZ6YOTUSkcKqjMDub6FapVEZ/R3ZdNcGuXaGydnuR1CbYYz1O7fzzz8fMWLFiBYODg6xYsQIz4/zzz08dWilpsuve0ZQ6gPFw/fXXM2/ePC6//HKmT59OpVJh3rx5TKb2gCIiu2toaIjm5ua61ekqlUqh7gCWUfXipOgXKWMtU18UW7du5dxzzx1drryzs5N77rmHd7zjHYkjK6fqQkkQK1L29/fT1dW1w2qVsnsmRblIWW6DlOWWp+LMl+LMTxlihPLEWauIiVZVWfZnNc5Zs2Zx2WWXsWDBAtavXw8UM86Ghga2bt06+h2KE6eZceyxx/Lzn/98tAz0qKOO4qc//WlhYiwb9fPOv1xkUiTZzc3NLFu2bPSKF6C3t5fu7u5CjciU7YNiLIpz9ynO/JQhRihPnLWUZN9/1TgbGxtH64irpSJFi7O5uRl3H024zGy013MRlOFCQMon7yR7UpSL6DaIiBTBrkworP6OEoX7Vtb9Wdsar6hqB6Bqy4WKpiylNzI5TYqJj319fbS3t9Pd3U1LSwvd3d20t7dPutsgIpLWrkwW1ITCXVfdV9OmTRvz+WnTpml/TmBz585l3333BWDfffdl7ty5iSMaW1l6o0v+JkWSDXDllVeOXo0PDw9z5ZVXJo5IRCarnSV9Sgb3zN///vcdEu1p06bx97//PVFEE8P2XVCK5qSTTqpbrvykk05KHdIOtMjL5DYparKPPPJIrr32WlpbW7n44os55ZRTWLVqFbNnz2bdunU5RJqPstUVjkVx7r4ix7m7H66p4i1LnGMpcq1zLcV5/xX5WK9lZsyYMYNbbrlldFv1cVHibGpqwt358Ic/PFoGetZZZ2Fmheo53tzczAEHHMDNN988uu3ggw/mjjvuKNScMAnqk70Hqgn2pZdeykEHHcSll15Ka2sr1157berQRAqtduWqXfm9VHYnxqIkCTI5TZ06te69OHXq1NQhjak2wR7rcWqnnXYa7s7SpUtpaWlh6dKluDunnXZa6tDqDA8Pc/PNN9Pa2sqmTZtobW3l5ptvLnSdu+RnUiTZABdffPG9PhYZT2Y2+rUrv1cEs2fP3q3tKdzb4ikiRXDXXXdx8MEH85vf/IaDDz6Yu+66K3VIOzVjxgw2bNjAjBkzUoeyg76+Pk4//XSamqJ/Q1NTU2FXe5w1a1bdIN+sWbNShzQm1Y7nb1KUi5jZ6Eh21UknncSqVasKNapVpluJO6M4d19Z4oRtpVdVRSu5Akq3eEqRyxtqKc49V9Zl6ovearAMyrIvq7Xjy5cv36ELWxEvXPYWlYvsgdmzZ7Nq1SpOOukkbrvtttEEu0gjcCJlsG7durqWWUVLsIG6Xr7VCVEiKVVLQxYvXkxTUxM9PT0A9PT00NTUxOLFiwtXynTUUUfVjRIfddRRiSOSvWlgYIDly5fT2dnJlClT6OzsZPny5QwMDKQOrdQmxUg2wIEHHsjtt98++riIM8/LMqKpOPM3VqxFi7FWEUcLt1eGGEFx5q3ocRZ1Vb0yTx4usoaGBtx9h8YLZja6eE4RlGVl7L1NI9l7oKOjg3/+85/09PQwODhIT08P//znP1VvNEGVrdYZ6ifuFW1ES0Ty09fXN3p3ZWhoqBAJNtRPDFbf8fy4OwcccACrVq1i+vTprFq1igMOOKBw+7BSqdDf31+3rb+/X/NZ7qdJkWQPDAxwzDHH1C1Gc8wxx+g2yARVhm4YIiJFpb7j+WloaOAf//hH3SDfP/7xDxoaipV+VVfG7u3tZfPmzfT29tLV1UVbW1vq0EptUiyrPjw8zOrVq3f6WHZNWZcwFhGR3VNNqItWflO2spad7b8i3UkFRu+odHd3s2TJEiqVyqSb9Lg3TIqa7LLU5irO/KnWee8oQ5xliBEUZ94UZ77KEGeRYzQzFi5cyCWXXDJah3/yySdz4YUXFjbmyUw12fdDbTN4mRxU6ywiIqlUKhUOO+ywuuXfDzvsMNU6TxKTolwE4o1enXhQfawVl/aMu5duhFhERGS8VWudgR36T8vEN2mS7OHh4dFbSmamBPt+qibURb5NJyIikpJqnSe3SVUuUls2ICIiIrI3VNvEmhmf+MQnRgf2hoeH+cQnPlH3fFEmQWpZ9fxNqiRbREREZG+r7Ts+1tygsZ5Lqbqs+rJlyxgcHGTZsmX09/cXJtHe/qLk3r6KRN1FCvD/vztviiLEW6ss5SKKM19liLMMMYLizJvizFcZ4ixDjFDsOJubm1m2bBmdnZ2j23p7e+nu7h5dPKlo9sb+zLu7yKRKshsaGti6devodyhW0lr0i4GxFPmkUUtx5qsMcZYhRlCceVOc+SpDnGWIEYodZxmXVS9Dkj2pykWqiXX1e9Hs7M1S1De4iIiIlF+lUuGEE06oq8k+4YQT1GrwfppUSXYZqK+ziIiIjKeZM2eyevVq5s+fz6ZNm5g/fz6rV69m5syZqUMrtUnTwk9EREREdnT99dczb948Lr/8cqZPn06lUmHevHnkUbI7mSnJFhEREZnEhoeHueKKK8asyZY9p3IRERERkUmsUqnQ399ft62/v1812feTRrJFREREJjEt/753KMkWERERmcS0/PveMan6ZI+lqP//Re6nWUtx5ktx5qcMMYLizJvizFcZ4ixDjFCeOMtCfbJFRKTQpk2btstLFe/qssbTpk1L/H8lIruro6Ojrk92UZZULzOVi4iITGJ33HHH3hgNyvXvicje1dHRwcqVK2loiLHXLVu2sHLlSgCVjNwPGskWEdkLNEKcn13dl7uzPyfrvhQZywUXXICZsWLFCgYHB1mxYgVmxgUXXJA6tFLTSLaIyF6gEeL8aF+K7F0jIyOce+65dHZ2AtDZ2ck999zDO97xjsSRlZtGskUEKM9ooUaIRUQmrrzP8SnP7xrJFtnLpk2bxh133LHLv78rI2wHHHAAt99++/0JawdlGS0sS5wy+ZTlWBfZXkNDA2effTb77rvvaJ/ss88+e7RGezzlfY5PeX6fVCPZM2bMYMOGDcyYMSN1KDKJVE8YeX7tzge5iIyPshzrZblrJeNn0aJFuDtLly6lpaWFpUuX4u4sWrQodWilNmn6ZJvV91OsPi7q///28Y6n3R2N2RV7YzSmLHHujddSf1N/czL9zTLEqL+Z/98syzl+V6X8XN+Z3RnlHa/YU54/TH2y94y709rayqZNm2htbS3cG71IyjIaU5Y4RURk9+kcv/eNtY/ubbvsngldk739FdqqVauYPn36mL+jN5CIiIjsrt0Zcd/VkWPV4k8ME3oku3r1NXv27DGfnz179rhfoakzgoiIyMShEXfZmQmdZFetW7duh0R79uzZrFu3btxj0cEoIiIiMvFN6HKRWtWEuogTD0RERERkYpk0SbaIiIiIFJu/54FwzoPy/XuJKMkWERERkUKw9/4z/xZ+5+T253bLpKjJFhEREREZTxrJFhGZxPK+NTv6N0VEJjkl2SIie0FZkte8b81C/rdny7IvRYpM/bzH34RZVr0sy6+WYjnbnD/Mtv3df+T89xRnvn9PceapFMd6Sf5mGWIE9N7U39TfLODfTLms+oRJssvwQpflb5YhRv1N/U39zcnzN8sQY5n+ZlkuBhSnLq7G++8pyd6JMrzQQCkOxrLsS/1N/U39zcnxN8sQo/6m/qb+Zn5/M0+7U5WQd5I97jXZZvY84GNAI3CRu39ovGNIqQz1jyIiIjKxlGVuw26MOhd+ccFxTbLNrBFYCTwXuAn4mZmtcvfrxjMOERERkclEg3zjb7xHso8GfufufwAwsy8CJwFKsmWP7I3bSnuD4syX4sxXGeIsQ4xQnjhFZO8b7yT7YcCfax7fBByTxx8uy20QKMdJuAwx7s4VecrbSoozX2W5lag48zPR3puQ/nUvwzkeFGfeyhLnRFG4PtlmthBYCHDIIYfs+n/33n/mHssBBxzA7efk+zfHOqnuzpt+PE7KO/s3ihbnzuwszrG2p4rz3val4tx9u/OaQzni1DF03xTnnrm/n0M7+xt5U5z5KkP+sTNFO4Z21Xgn2X8BHlHz+OHZtlHufiFwIUR3kV39w0XaqburLLErzvyUIUZQnHlTnPlSnPkpQ4ygOPOmOPeuhnH+934GPM7MHmVm+wKvBFaNcwwiIiIiInvVuI5ku/sWM1sMXE608Puku68fzxhERERERPa2ca/JdvfLgMvG+98VERERERkv410uIiIiIiIy4SnJFhERERHJmZJsEREREZGcKckWEREREcmZkmwRERERkZwpyRYRERERyZmSbBERERGRnCnJFhERERHJmZJsEREREZGcKckWEREREcmZkmwRERERkZwpyRYRERERyZmSbBERERGRnCnJFhERERHJmZJsEREREZGcmbunjmGnzGwTcGPOf/Yg4Lac/+beoDjzpTjzVYY4yxAjKM68Kc58lSHOMsQIijNveyPOR7r79Lz+WKGT7L3BzNa6+5zUcdwXxZkvxZmvMsRZhhhBceZNcearDHGWIUZQnHkrQ5wqFxERERERyZmSbBERERGRnE3GJPvC1AHsIsWZL8WZrzLEWYYYQXHmTXHmqwxxliFGUJx5K3yck64mW0RERERkb5uMI9kiIiIiInuVkmwRERERkZxN2iTbzCbt/3uVmT0odQy7yswsdQwiIgBmVkkdw64o+jnewhNTxyGyq3Y3F5k0iaaZNZjZYjN7rZk9yt23TtZEO9sXnwSekD0uZAKbnYBfbGaPdncvapxV2X79vJkdmzqWsWTxXWBmB2aPy7A/n5s6jrFksZ1tZs81s6eljmcs2fHzSDN7dOpY7ku2P99rZgvM7OjU8dwbM/sm0F49joqoDOf47PP3C8DpZja1iDFCOY51GD3eX2lmjzOzB6aOZ2ey/bki+2w/JnU89yWL92lmdhyA7+ZExsmUZH4amAU0AQNZ4jbpEu3sRPZ54CpgjZkdDBySNqodZa/Lt4CXAhea2RG7++ZOYDnwE3f/qZk9LHUwY/go8Ht3/7uZVUqwP08CvmlmzzKzfVIHs51PANOBqcApZva6xPHUyY7zHwCLgfPM7E2JQ9qpLNYvEfvzIcBzzGxKUZMuYAMwF5hXxOO8DOf47Pz+38DdwBCxyl5RB1IKfazD6Gv+OeA44DTgZDM7Km1UO8ri/BSwH9ACFPaiBUbj/TrwGuAMM3v1ds/dp6a9FFsR/Qb4uLvfZWZbgX4za3f3P5iZlSDhyMtjgMOAzxIH5e3AA83sR+5epHY4rwF+5e7dZvZM4HVmdgFwi7vfkzi2nfkD8Fsz+wqAmf0e+JS7/yZtWGBmBwD/BL5nZgNAs5ldBlzj7tenjW6n1gD/C7yCGBD4ftJoMma2P/EB8RF3/62ZNQKLzOwf7r4qbXSjZgHXuvtZZnYI8BMzm+Lun0gd2BieBNzg7mea2QzgY8DB7v6HtGHt1BrgscDjga1mNuzuRVqCugzn+GOB69z9PWb2cuAjZvZad781dWC1ao71j7r79QU91gEeBjS6+1vM7KHAmcAjzWxzET5/ajwUeBBwprtvMrMvm9kcYB93/2ni2MayBPhl9j59GLAgG6D9w67mjBN+FLfmaqMJ+E8za3D3zxAnoAvN7MDJkmCb2T7u/jugA3gn8H13XwS8HXiWmc1KGmAmG+W41N27s03PBI4nPnyfl/1OYUY8avbbv4AXAf/j7i8DbgZevbP/bjxktxCnufsdwG+BU4FrgPcTozNzq7+XLsptsnifCODufwO+CdwEvMLMnmNmJyaMrcHMHurudxJ3WRZalGLcROzTI83sgSn3Zbb/HkFcUB1tZnPc/U/ACuDlZrYgVWzby2KdDmx09zMB3P0W4NfAg7PfmZYwRLIYGszsfDN7FoC7fw34IfAT4Gjgq2b20pQxVhX9HJ+95o9099Xu/h4Ad/8ScAXwxOx3GlPGWJXd7bsT+CLQZmaPpUDHepWZ7evuNwE/NbPnu/tfgauJi4NHpo0uZK/7VOBvxIXfh8zsIuBQ4nV/k5k9IWGIO9NffZ8C5wBvAlaa2bm7+gcmdJJtZg+qJtDu/j7gBuCz2cj1Z4EfA6WYwHJ/VD8kgJeaWYu7/wR4ibtflO2Lm4A/Jg6zGucA0A/MybY9iBjxmEckhiea2dSiXBiZ2XLgfdmH12XAwcBMAHf/CHBYqtt22QfA5cRIMMDvgIOIk+/vgK8CJ9QeJylZfY1mdcLWn4FvEEnix4jyh1TeAfzazB4MfA34FXA+kcxcTtz2TnZXLNt/nwSOzRLr9xF37BYDC4CPAA9PEdv2sli/CJwHLDGzQ2sSlgowLbugOs0STjLM4vwUcUw/PNvWAjwA2ERcDBwADKaKMYup8Of4bF9+DXjBGE/fXt3u7iPjGdf2soTw00CPmZ0CNBKlV58A3k0BjvUszgYzu5AYPHwmcbf+6Cx5XQj8DHhGyuOnGidwCXGufD1xQfUxomTkZHe/GPgrBcnFsv3aY2ZvIAb4qla7+7Hu/nxganYeuE8TMsmuOUhWmtnJZjYPwN3PBm4kEu3TgVcCW9NFOm7OISbAHEAkqfu5+9+yk6+b2WuAecBdKYMELgL+kX0/xcymu/s/3P2L2fOHAtMoVpnTL4l4XgM8CjgdmG5mbWZ2FjFa/JdEsb0GuNzdL8gSlpuIC8v9gVcBJwAHAvsmim9UTdJVrdGsJoMbgU7gA8A6oHrLNoX/IV7LjxDlDP9FfEi8ANhM1Bem3JdLiHrhb5jZbOAXxJyG64j35T+JEoci+DyR9L2V+IB9ENCcPbeaiPc04CvuPpwiwMzniAu9DuAFZvZwdx8ErgRWEcnhK4gSkpTOofjn+B8AN7n7SjN7tZkdk90Jwt0/CTw2+1xO7a3A34H3AHcCLybeoye5+wLigir1sQ4xj+E24q58K/AjInl9P/Ay4o7QNNLneV8iPns+RJzXD3D3dcD3gJeZ2VuIz6Lb04UYsgv9LxKf6TcBz7Uot8PdP539zsuAx+3y3yzAAFbuzOxk4jbeO4EXEsnZL9z9m9nzzyMOkN8UuB41Nxa1RP8Engo8hbjQWOXuQ9mo3NeBhe6+PmGYmNlbgd+6+7fN7LPEie1HwM+JN/W7gDPc/bp0UdYzs0cRJRjfA55BjNRMJa7SjwS+6+4bE8V2HDCf+PC9iXjP/xgYJi4unw30pYqvlsWs/efW1GieCrze3W82s1cBj3P391mUeyW5MDazJiLxewjx2rYRyeENxAjyB1K+N83shcC/gZOJ+QHzgfe5+yqLusf3AF1FOH7M7PBqrahFt44R4E/AV4j357eBeanfm2b2+Or+MrMlxOu+yN0HzezJ7v6LlPFVleEcb2YvApYCU4gL1q3EoMo33P3arBzjLne/OVWMANmo8InEnaBh4AIiAewlLqbPJ/2x3gLMdfcfZI+/SZyH1hJ3VPclRo/f5u7XpooTwMyOcfersp+/SbzmvwRuyX5+CbCsCLmYmT0c6HD3rmww56PAxe7+y+z5VmIwo93dN+zS35ygSfZs4sPwHcSHztOAJwOfIW6X3+ju/0wX4fgws28B7695gxtR0zyLGOVqIN7s/0w1WpTFdCpxQjiOeJ1OIG7HngM8i7g991fg7uy2ZzJZvE8BttQceB8mJuU1EB1G/tvdP5gwxscQo28tRC3mftmEmCOI0e2vuPsvzazJ3bekijOL1YjX+h53H6rZfiYx8fV7ZvbA6vFqZo3jdTs5i+0bwCnufluWZC8GLibeox8GvuoxuXA/d797POIaI8anuvvV2YXKOcSAwllmdiQwQIzC/oXoPvXX8Y5xu1hPBn4KDLr7TRaTtDqJxOUwostEv5ntn9XDporzKOL9t6VmNHgqMcr5eY8J8w0eHapSlggV+hyf3aH6KFHbep2ZvRg43N3Pteh68mpiP/9gvGMbI85uoiMLwCOIgZ2rgNcRd4g+5+4bzKy59lyVSvX8nQ2mtBMjsM8Evu7u/1d73kwQmxHlP1cTx/pdZvZ44vx5CVGH/Td3/6bFPIJ/p4izKnv93wj8F0D1WDGzM4C/uvuXLZoH7AO0uPsul16lvo2wt/yWuM18PDHs/39EwvEEIsneL11o42oKMWHj8dkB6UTC+hNgEfGB3Jz4duyLgbOyr9VZHfN/A73u/n1i5OBEd/9tARLsBuC7RF1Zn5m9OXvq20SJw3OJEaQtZlbJTjTjGp+ZXQqcQZwsZhDHwoFm9szsyvseYoQTEpdKZfvnW0Rd7ruzka6qO4i7UNR+UIxzvWYDcDhRm/nA7ILkOuLD+HnEa10ta0l1DJ0BfMXMnpvV4f4nMSHzyOyW7JeAA939LwVIsD8FHEO8rqeZ2VPd/a/ufqZHJ5FDgTnZcfaPhHFeCXQRZRfV8yZEmcC+ZPMCqndUUiXYmaKf43uJOxTXm9l+xKj1uQDZiPUDyNq4jff5sir7dz9NJNaHEp1jfkiUpx0DvI24MzQn+09SDUg1mNm1ZvYBgJoBknXu/np3v4yYfP/M7PmUCfbniCT7LODVZvYYd7/O3RdlF4QPqsZJ3MVKJot3FVBx9+HtjpV/A1PM7ASiDOfO3UmwYYIm2dlV5jeI1lAvIBLtW4CnAz/ymME+YWUjbhAJ4SOI29qPhNEPhgaidu9Ud/9zkiC3uZy4vTWVaONUfa3mmdm7iYTwooTx1TqdaHn3FqKe//Fmti9Rt7ecSGBfQlwgDCf48D0e+HsW32VE7fBviFKWY81sZfY7X4FtSUJCTyNKthYSZTanWtaD1mMyzGMsUY1mNjo5QkzEfBRwsUW3gSuIes2/uvszgVOyeFPtyy8Qo0VHmtnz3P3LxKSnXjPrzH5OXg5E7MMHEKPq5xPHymmWdRQws1cQx9R57r41YeI6k6gdHiBiPtGyHu1ZTB8GZpjZgamSQijHOT7bb7cR5/hLiIvpD5nZ07PnXwc8n22jh6le88OJuSntxFyBpxCTHf/P3d9BzGN4M1FqlzLOE4nE/7Fm9raa7YMAFmV2zyUGqVJ6PLCvu78ZuJAYtX69RdejapwnEg0OivA59ADimL/AzD5uZu+xbb3Qf0K8L04HPuF70D54QpaLVFnUqT0n+5pO1Nr8Nm1Ue1d24t/X3YfN7CDitvYg0V3ggUSd2SDwb48WacmZ2duJGr0jiAP0h8AW4u7Ddalfs2xk7QlEwvrArHTgYOID923Z44M8Ua/cmg/7mcSH6lnZ9guI/fhO4jU/DPhH6jsCVVmCtRJ4Y3b7/THAucCF7v59S1Cjme3L/T1aHpLFcAjR3/UlRMK6yrOeruNZvrKTeFuIziv/JCa1rSFqMxuI2fr/cvcbU8VXK7vzc4+7fyorGzieKB35MnFHa70n6umbve4HApvdfXOWxJ5IHFO/dfdvVG+/F+A1L8053sxeCbycSFA/RsT6fKKE5NlEIluEOQKnEiVCDcTo9SeJQbp3EaPbd/gu1uDubdkx/3liwLAn2/ZQYjL7t1MdQzXxNRKj/z9z9yuz434W2wYE3gT8OHWcMHosTSUuAiHurP6C+Gy/hLir9XPux/yQCZ1kV1n0Wm1IlQSNhywR/CwxynYT0Z5tM/Fmfx9xO2wO8Gx3/32iMKtxfoLoIvEFd19rZi8gPswuJBYf2QI8zRPXC8NovP9NJKgv85rJGWb2IeJ27POIurPvZSOg43ZQZfF9Gfhslgj0Ere0NxB3cX4J3OzuHxuvmO5NdlI7lSjh2kiUDjwF+LS7/85i8l6Lb+soM56xNRATxL7h7p/Ktj2euO1+BjEi93jg0D0Z0cgxxrcT7ePWuftVZvZsYs7CA4kR2D8Ar/TEdaO2rf3dZuLD6lZiQvocYpT1M8TFy/KUo1m2rbVc9Q5nj8fCIxXi2J5OjHYOEbeM70kxmlmGc3wW45uIuvXN2UDXW4nR9g6PBUjOA85197+niLEmzs8Q78lriURqhOhitMjd/5qVZXzGE07Iy+L8OHHR9B1iPtkfzexAYm7IpcR51Ii7rEmO+SzOjxHvx8uICbgjxOfmTGK9gynu/kFLOHm9Kov3POKY/yFRZnM58Fp3/5GZHQq81d3fatEyeI+78kzIcpHtufvtEznBzlRbYn2MeMM8OBvF+BnREus6IlFIUutY47+IUbf/JfohV4hR7HuIq8criQ+L/dOEt01NbdkfiNKLQ7Lt1Vu1TtTAnkHUHaa4lfgO4MoswX5U9vg7xMTH04kr80Ic5zUXBE8jJmC+lBjhugHoyEZjHk60GktRo/kTYnWvT5nZC7ME+/fEyfdKotPNOcSIZyrnEwnLX4EVZlbtJNFFXLz8jtinyS9QiZK9m4hj/hBiEY/ziImOrURy8FjijlVKA8B64rbwFcCDsg/WYXe/lEgUTiQSrhRlYFVlOMd/h3iNX2MxGfgvxDl0LfBBi77TzyR9T+TXE+/NjxOfPYuJSW2XAa/KRrafS1xYpbSUuEP1HaKzzWssOt783d1fRJzvP02Ur6WMdSlxIfBd4oJ0X6K05WPAfxDvzwOzkrvU5SEQA3pbiTzkLOK8+UGinOkJxGDAIVk56P3qgV+kfsNy/1xMrDQ4Ymb/JkYTfkp8aPzL3b+bNLpt1hNJ4U8sere+lTgAZwJ/8mxSTEE8hhgtPDcbbT/LzFb7ti4S/yJKXF6V8O7Ar4kl0r+WxdNIzOT/iZk9mehN2p4otu0tAP7s7m+z6F1/BjGC+AUi9o8Q56R3Q5ILli8CLzGzHxP7dYgYMf458HGPlelS+wNxB+jPZjZCXJi2E3X3R7p7m8Vs/SIk2R919/8BMLP3EDXDvyVG36YSk+La3P1f6UIEYuS62qbvFGI0zszsP7Ma/CGiR3LqFmNlOMe/i7jA7yLmWFzk0cloPVEecjjwCk84CTdzG9GK8y/u/jkz+yfRRWQ1MbHxBcDrPBZ1Sul3wBPc/X/NbCOR+D/XzDYRF9K3AG/23ZyMtxf8iZg4+EMzu564kJpNDFw8gigPWuhpmywAkN0FeCDw7uyOxV3Efv0FccHaTpyfzsnljqW766ukX8QtohcTt1wfXLP90cTtOIir3+nZzw0J43xR9vOriZGsK4iryFcRSdWc2t9PvF8bgB7gMdttfx9R39yYPZ4DPDZxrCcSE0O7sscvJuoJ9ydqCR+aMr6a1392dmKbWrN9ZfW9mT3ejygVGe/X+j+Bo7PHZwBnZz8/ihjleGrt7yfahw3Z91cS3WwOzB4/PzuOHrv97yZ8rd9AJFPTsm1HEbfmn50d+8/Ntj8oYZwN2fvv+JptB2XbphFJQne2vZJ4fxb6HJ/F+Jzs+G7Ktk3P9uXi7PFjiJHiZOf27DVfUvNzZ/Z5NJW4uH9L9VgnOrKkjPMN2Wv8pOycNJcYQDmUGDh5ZPa7D0z83nxr9vNBxKh6bZzLa+KclirO7eI9MIvvhcRdi/8k7qg9nyitPDz7vX3y+ncLcRtZdl92K/0SsituYFE2cQxiVHDEzBYC763+N57gNk1WIvAl4qSLu3/e3XuJ218fdPcvEMnV87LfT75ULdtqG4/KtlVvbX6ZuMW0L4C7r3X33413fGb2aTN7abbpO8TrPcfMprn714mRuHnufoMnHjHK3qffJy6i/un1tW3TgP3N7AXZBKlhj9X0xiu2al3m8cQHLB6168uyn/9IvG+Pq/6/jPcxlL3eXwE+bGY9xCjwN4FPZ6/3d4gL1tFjJsVxXo2VKGk4kbh4rq6Kdp1Hi7EfEMf6cdn2lGsVnEfcFfiJme1vsZLjbUTd8O3E6Nsjsvdvqvr7wp/ja87vpxLJ32FZHJuI0qqHmdkXiFr2llTndtu2oqxn8W0lJgkfSNThbiEuEo7P/pOU60Z8hhhZfS2RvN5MXPQ9291vIP4fnp39JynvAj0LWGJm52bHzm+Ii61nZnFuzX6H7JhKpma+zblEyd0PibvotwOvzs6jXwAe7SG3vt1KsstrNnHSOoUYyZwCvC2ryx0m6l1fAyzNTnipvJc42L5iZq8zszMtWjv9C3iOmb0DOJas7VDKBDvzVaLG9e1E+66Kb7vFdT2RfKcsv3gnMUrdbmavyT4slhD1haeb2fuIBX3WpQuxzlzgWx51zm82s+eY2azsuZ8SozRvBdYmSA6XAL9398OBWy3re159D1q0cTqWSGpTvTf/i/jwei8x4vI0d+8nWk592mKxhDeQvnYUIim42d2rNZgvtFiS+EEw2mniWUQinvpYX09coH6R6Hv+GTOb67G4zMnEPv149oGbKs4ynOMXEyVgryTOOW+DSGqymDYS56P3e6LFhTKLiA5RnzezbjN7PzFiuRHYJ7uQfTrRLznle/PZwAPc/TXEHJDjiPfpbUTrvs8R9cL/mzhOiDr7LwIzzaw/G+BZA8yuifPKhPHVupA45t9MDPo8nihd+z9gpcVq068nzrW5mhTdRSaqLEH9vbt/ycxeT4y8/sBjFaV3AZd6LEiRMsbnEjONX0d8UDyWmJjzfuLk+1jgp16Apb0h2sq5+6+zn3uI24hvrUm89idavN2QIDYjVkvbYGaPJEbcP+nun82eezxR97rRE3aQqWVm1cUcmoiJWX8n2jm9n7h78QHg6T7O9a7ZyMYjs9FqzOw5wJPc/bzs8f5E7+HvVN8PKZjZAqIOd8jM3ggc5e4d2XPHEXdV/lyU17vKzM4BTiJuyf6LGJ17LfBNL0ArNDP7D+BMYvXTD5vZ84CziXKcucToexHiLPQ53mIZ6k2+bYW8fndvr3n+GcTKfqnbsO5LJNrvI+rFG4jylfUeXaEOA27zhB1PYLReeCExF+RI4rPzm0T99QBRQvK31Hcoq8zsVcSo8JuIuz8/ICY/HkHUuxclzif5thWaLyO6mxlx13I/YrL9V/fG+1RJdolkicEHiA+trxOdGJ5B1I4+jChnaPZYNTGZLM5TiDfyF4mr833d/ZvZ873A7e7+gXRRbpPF+x7ixHaVu/8s234QcWIecPe/WaLlX7ME+giPZYmNqAnfYmaHAxcQt2n/APzBE/bvrcpiXOaxkAMWi6I8h1i507ORwruIrh1TfXz7YDcQo8E/2m77DCIR/HRWwpSsB3YW41lEv/A7bNvy3Q8H2t39nWY2B/hjAZKC2nPS14i7PfsRF06XZxeDbyCSm3Evt9kuzkuI5eX/TIxsnU10Pni6u9+eXRh8frwv+MaIs9DneNu2VPrfiSW812V3J40YdX0+Ud5wm7tfkzjOjxCLhX2ZeG8+090vz57/D+A4d3/bTv/IOKiJ8w6iI0911caTifPmA4i7bu/1hB1EsjhXEK/794mR4WcDs9z9Q2b2K+Kz6QmpYqyVfQ59Dninx4qy1YuY9xLzwJ4EzHX3ZXvzXK9ykZLI3jCriNKLfxOjQquJureVRCH/L4DHWTSrT+mzxBX3U4g38+3E1W7V1UBDdtAWwWeIE9mNwJk1++9uombv1QAJE+wrgVVmdmJ293qLxRLKvwFeRNwhuIyYLV8EM4E3WfQRh5iot4kowYHokXyUu4/rQjOZnwI/zEaIgdFk+hZiItQLzezRMO5LuFdjaSA+GIY9WxCHSF4gJuxMNbN24qJwn/GOr9Z256R7iLrcfd19M9HtBOKW8dOJiZopW3d9mWgV+QWifdxMdz+H2Neftegq8ipiPkMSZTjHZzF+k7hIvo0oWcHd/+3RieEqooTknUQylkRNnINEL+yXu/s91QQ7MwJMS/l5uV2ctwGt2V2pTxPH0JOJBXyeQVZ2ldA5RFna74ja9dPI1mEws08SF4VfNrMZ2f9XUtnd59lEGeWh2WDF3919sUeN+MPJ5l3s1XO9J57xqa9dnhk7gxjFqj5eSazuV338WKLV2OMLEOs7ybodECPaZxMfagCvIJLs5HFm8TwM+FrN4/OJPs5H1ezXS4kT3LjPjCcmErUTiev/EqPBEImXEZPL1hAj3cn3Zxbbftn78wfEaCzESNybiSTnWyle/2x/vZC4DXsF8MKa5xqz1/gM0na9OJWoC5wC9BGjmkvJusQQdZDfAx5XgNd5+3NSH9GSr/r4WOKi5rACxPofNT+/A/hQzeMTiL7dqTsFFf4cT8wHeV3N48uIuy4nZI/PJ+6qzUy8L/cnJjTWxnlm9lo/iBghXpf6c+he9ueJ2bnoLGIdiSIcQ28G3pL9/Kjsc6mDaNu4NHV828VqxCDyB4m7Kx+gvjvPydl+3eufmyoXKbjsivApxKpUD/RsgouZvZxYQenTZnagu//dottAslm8ZvYQj7KKNxNtrz6ebT+dqHdtM7NXA2s8u32TUnYF62Z2GjEh607iCv19RGLzSo8SjX09wQp/li3VXv33zeypRGvBFe7+rey9MZ24RZd0+eSqmn36TGJW/IuIuxpXEyPujyNuI4/b+zTbT0cTi6FU3H0wK7dYAXzEo761uq+bPf1KiSuIEot3EyNFTwQe5u7vzu4OfMHdf5Uwvl05J00nWqPd7eN/t6IaZwOxINNK4kPXPcpuZgMv8Oh/fzhwk9+PFd1yiLPw5/hsX7Z6LHpVPcZPJMrpLiOO8fOJBPY2T9RfOtuXc4jjxrLzZiuRIF5GzFkZIN4Pd7v7nxPFeW/787tEV5HPeaw8+iB3T72IHGZ2BNHp5nLivTqLmHdxcfUYr5a2JYzRiHaXf8326aHEoFlzFu8U4i7g04h6/L0+70JJdoHV1BQ1EfVkvyEmDv3DYkLJI4jbN88GOlMlBzW3uO8G/kaMVr4PuMKjEwLZ7aQPFCS5biBOuNcSZSLvJkZfzyQS2D9n9Zk/cPcfJ4qvuj//QbQbu9Xd/22xwt8HiVt2N3g2US+l6gcGsKp6grVYHv2pWWK4lpgs+tgEsVWPoUZi9cYNwGVZwvIU4hboH4jb8+9McQzZtvZSF7v7qmzb8e5+ZfbzI4HT3P3t9/JnxsVunJOeAbzdty3cNN5xVo+hte7es91zhxElYH8gFkha5Ilq28twjq/Zl//n7n012w+uSa56icGTZAs2jXGsX0eUYoxUL6KyOK9y9/9OGOeu7M+PEMuk/1c1CU8U5/8Ay939O2a2H3Hx30zsw/8zs08Qn5NfTxXndvF+HfiSu38u2/Zo4GR3f4+ZfZuYkHm0j+MK4EWpiZWxHU2MUr6cOFnsD7RZdD74N9HzsR3oSzz6dhKw1d3fRLSWOg7oB+aa2Tss2srNJG1Pz1rPJK5iq7fivkh0afgFcLGZtRETolKt9vVitu3P24jOLE+wqMO+hqw9GnEbrAiuJEapX2pZT3GPSa63mNnXiZrszyaq1XsqcQy9gm1lP280swOyfbmWGG2/OFECY8Tr+V13X2VmR5vZNKLMoupo4CgzOyDB/ttedX/e1zmpP1WCnekkasEvMLP3m9k5ZvZSi4lPtxFla68G3pUqwc6U4Rz/PmIexUVm9nozOyOLr3bE/YnEankpHU0shlM91g8gyhUboC7Oq5NFGD7Afe/PI4nzAgkT18XEyO9bzOyZ2fH8X8TxMz8bOHs8UcKUMs6qbxGrSX/OzE7K7lb+DVhvMSnzF8S+H9c4tax6sV0N/NGiVdcaYgLhAuJqbEP2/Ds9JsCltI442CDexKcR9YNvJWq3ZgP/5Wn7ddcaAR6Z3dr6kpltJW4pv4lYIOOJwEvc/cZE8f2K2H8QH7JtRI3er7LRhK3A88bjVtcuej/RseEMoufs14nRt78B33P381MF5u5Xm9kfzexpRE/U6jF0JHFxcBPw/FT7Mrul+SfgGDN7NjGB8CbgBjO7hEhq30esmHrHvfyp8fIz4EYzm0dcCBTynOTu55nZVGKC3unEcf0wYk7DZ8zsf4gLgdRLpRf6HG9mjcRkzHuIu2cfJlbFW0wMSEC0P1vs6Zf2vgbYMMax/iQz+wNRIlCEOL9MXEAVfX9e5O4fN7O5wIcsJoh/nxgwaSHaSd6QquRmDGuA/2dmzyI+jzYRtdefAd7j7t9IEpUXoEhdX3UF+w3EqOBxxG2vVxCr0T0+e/5FbFv2eWriON9AzNqGaCX3pprnP0Hchk2+T2viPQs4IHv8HqKGcL/s8euJ20qQ45Kquxnf54kevQcQdYO1+/NjbJt0sm9B9uebsp+rZWeHARcDr8keP4ptyyyP23LPWWwLiW4RLUSXhoVEq6nqMfSuAuy/xWTLNxMlVtVlvI8iSpgeRQyEPKwAsb6ZbCIZ8DLiguqImv1ZlHPSF4mLvtdl255f8/yziFVmk+3LmjgLfY4napYfnf1cIWrGX1rz/LnAWdnPUxLvy4uJ3tcnZMf6W7Z7b74jdZzZv7+cmOcDMfBUOxm3SPvzPGJtg8fVnNuPJzqEzSYW9Uk+8bom3n62Tbx9D9uWep9KTMx8bu3vj3eMKhcpkOxW8PeAn7v7/xF1wquyp59t0ddzH6J0YD9PNFkni/ObRJ/JU8zsTURHkReaWVs22roaeGA2EpJUTQ3cv9m2lPOHiD6fF2aPHwgcCmla9WXx/MTd1xAlN+8CWs3sDdn+XAO0ZKPvSZZ5rqrZnwfCttuEHgsKfRh4qpldRHRx2C97bjwnw3yRaM/0FOIuwN3E6/vMmmPocDObkrD84svErdh/A7j7q9y9upz7z4la3Ce4+xZ3/0uiGKvH+neAxxDHdzdxK36EuGX8MgpwTsr0AX8kLlYfZTGJtbak6kDidX9Aqte9DOf4LMargB+Z2VEeC838imgjWt1v1wIHZKObydoeEr3PbyHq2Z9IlAw4MaL5CmJfHpnty5TtGR9BTMh8g5m91t2vdfcvm1m1miD5/sxe228Rd0qnEhMzq+f2K9k2yfWzxDk1KdvW+34ucYGFu78X+Hj2813AwWy7yz7en0OAykWK5rFEvdNWM/sycZV2LfEh10C0HZoJnONp6x3nE7VPKwCyyQ/V/qhvIpKr5xAjnckXRyHq8p6cff+Ymf2DaPx/MbCfmV1IzI4/I12I/B74g5l9lXitf8q2doJvB55L7M+UvYarzibeh6dYLEfbTLxHf+/uvzGzG4iSoRe5e4o6/BuIGtZNZvZe4iT7eeKD4YQs9vcl/DCbRpRYfRjoN7M/Exd/F3qs7PgaYhT72hTxbWcO8EN3/xCAmf03MZL1WWK2/jOJ0obU5ySI7kA3eKyIehxwhpn9E/gSEfN7gRcnek9WleEc/whipP33QI+ZLXH3n2cX+G5mLybOSS8vwPn9VmKC/f+a2XeJErVNRI/uJxGJd/L3psdk+o8R58qnWSxs9ilgxKL7SRfwisT782HEpNsLAMzsW2Z2J3EB8zOi9OqfwKvd/aZkUW6zFLjR3V9nZp83s0537/Vtk+/fSNwtWpgySHUXKYDsiuxEj1Zic4kk9Qce9VBnEm2d3p397pTEV+QP8pp2QmbWBbyEOLH9wt3flW0/wItRQwqAxeTL04kE8VfEyXe6u78/S3ruGe9Ro+x1f467X2FmryWuyDe4+0qLVRIbiRZzW4q0P83sQcSHwmLivXoAMfq+xt1/nE3c+VU2sj2ecR3gsUJiFzG69TXi9uY7iKXJe7PfS3oMZTF8jLgd+w2i7vZ5xOv9aaJU5BPunjTJtuhq8idiBPjvWYL1DuKOy48tJuJuSbk/s9G36mqos4jSi9nEnYuzidvcNxI1uni61nKlOMeb2aPd/Q9mVnH3YYsuQWcRt+B/bmYPJMpufuUJa4bN7BB3/5NF27snEnXM+xAjm48gBoF+mnhfNhC9+C/NHr+MuLvWS5Q1TCFWzjwEuM4Tdt4ys4d6zRLo2Tn8zcRaB1OJ89FfzWyGx8JdyVnWdjX7+UnESqOfIC4G9iFWyfxW6vOoRrITyz4kvgj8mriKXGNmiz2bTOAxgeerZjY7u8WU8oTxX0DFzH7u7h/Mnlrj7suz3/m8mR3h7htSJ4RZvL3E7eN1Hq3kLvVsmV8z+ysx2oqn6TtbbTe1llgY5QqiDV61fKDXzL5E1OdeXZD9uRD4l8fs7WXAz9z969nzC4k2Yz/2cW7jlcV2ITBsZr8gRgVfRSQyTyUuCP7DzB7s7remOIayGN9GjLL/mBhZP4Oor/+lmd0MnOLufzGzjpQlQTXH+gOJNmPLap6+mRiFfSlwmJmdmzjB/hQx2fYa4DfZcX4aMYC0JhvRfkiq5LomzkKf42tfczP7afX8nl0UACwzs58Sr//F7r5lvGOsifMiYsXgtcTF0/eIXGatu19mZh8kEu+fkqisoeY1v5Yor8Ldv2JmDybKMfYn2lx+y92/liLGLM7a/XktcLm7/xpYXT2PZ3eqjyJ6TydNsLN4zyYmh682s39m58rbiAmk89z9u8RE3XPTRbqNarLTO4a4HfMBi3Z3bdTUMmcfZgcSt8FS6iEWbXgpUdd4NIzWamFmLyHqn4rSQWQ5cWtrPdG54T1A7chqtS3a/gligyhb+C1RvnIqcVt+GXCwmb3ZzM4iFiRIlhxUZR8Y3yFKal5oZh/wWBL969lzELfqH2pm+9VsGy9vAbYQSeuTgZcTyde7iUl6+xHdRFK2ufw0MeJ/GDE5axbx4TsjO+afRtQ4PyBlgp1ZQRzrLyC68Dy75rktxGhRO/ANT3sr9BVE+7vXEJ0aXpKNwG0EDrHoNbyAWNwjpTKc45ez7TU/pPY192jHeT1RCvjjVAl25k0Rkr+BaLv6ZuKY/xPRReQ9xP7+H0jaVu5otr3mbzez083sCcTrfAFxd2UuccGd0hvZtj+3AovN7BjgrwAWcwQOoxilaxANAZqIc/qLgdda1NvflD3XbWaPSRng9pRkp7eemET0aaKP9MHEbY+nmNmTgVcS7XzGrXn69rJE9FJ3X5pt2gqcambvzJ4/mkgcksa5nX8A13u0HPpf4hbyKWZWsWjx816gw93vTBTfeuIi4BPEiOEriUTwQ0TrriFiAZIkq+Vtp1qXu9TdXwk8xsyenj1nZvYC4vZnr7vfneCD7XfAT7MP/zOI+vUTPCawGlHO1OXu/7yXv7G33UG0kjqXON6PI+5afIpYhW4e8GZPWy9c9dmaY70JWGRm783OA+uJY+t0d78uVYCZnxIt2x7hsYjP3UR9+F+ATxJJzps9favLQp/js2T/v3bymj/MzJqJ9+/zC/Ca/5Is4cvKv6YTCe0VwE+I8+bpnr4143XEa34JUb4wjTjmrycWwzrb3f/q6dva/orYp7j7R4AHA/+PGNl+FDH/6gxP1852e7cQ++98YjT7ecDzLSaM/oQ4xu5MF96OlGQnYGYNZrbKYpnsfxMHYSNR/7SMSL6e4u6/ABZmt29SxGlm9sAsEf1xtu1oIsn+ADAvqzO7jkgIk56As3irM4kvBw40s1cSJ7s7iXZu+xD/L8/18a8ZNjN7qpk9KbvyfjRRl3cBMTL4ZODJ7v4jd+8b7/jGYlGXu5ZYOKE6Qr2OeA9ATOTZBCzwcezlmx1DL7NYFe//gJdb1LU/n7h1+CyLBRTuIFrjJRmJsW3ddX5BLI5yCNny7kQZwx/c/Z3E6ojJksFsf34g+2Bdl217AtFr+DTi9vZJRILzH6mSmCzO7myE7WBiZP2VFnX4hxNJwmHufr27X+Duv08YZ6HP8dn56HnECni/yrY9gZg0WH3N53ssgvO+VOf3bF+utpgPsB54nJl1mNkbiHP6cUT7wx+5+/JU580szsXZXd272VYb/H3iNW8EHuDun85+P/XCUhDn7sOzuN9AfB4dSUzA/TPwtoJ8rp+UPfw5cWf6ycTgyghwuG+bMPo5T7u41A6UZKfxbmJG9M+Ik8TXiNGhpxOTNv4FHGdm+6aqxc1qn/4X+KaZPaT6Jnb3q4G2rMbxq0Qv1bsKUKtVrc8828yqPT6vI04YncRiM43EJKl/+zi3RaspuXgd0Jfd1j6XuH34H1kd5s+JOtd9Up+Asw+MzxP77R3uflvNCHV16d+XEh/Ga8dzpCPbN5cRnS3OI0ba30Lsy3lZTAPEKDaecDXUmpP/T4hbnEuJmsIBohTj4dnvDaeJsG5/3uQxmW2fLKZfE6/9rcRo1xOJlUhTjr59lLjzczhRJ9pI7NtbiBUcvwo8wtK3Di30OT57za8gRgI/amaLYPQ17655zWdlMSbpepHF+WkiuX4q0QFjBXG34mBisZFPEaVYydQcQ4cR60e8iDjGbycmij6CGOh5upk1m6VdgrwqO29/hCgPOZiI/RLgQR7tQ4twZ+1VxMqtLyWWTf8nsa7F2cR7ocXMHgtpz6M7o4mPadxBLDn9JeI1+B9ipAvgVGJEszNxbebTiVrGPwOfMrM3uvvfLNo4bclGkk4l3uxF8HKy+szsqvc5xOSNbgAzew4x4nFRovgWERMF32VmDyEWm/iSmb2LmJT3PuJkfIqn6dO9vRXAX9z91Wb2n2b2bHf/QfZctS73NuJW4nh/AL+E6B5wrsXKY+cQrds+BmCxGuG5RD32uMsuUF9KrHZ5J4C7/86id/hWIol9MnEhmLKvdNUC4oPrN1mM+1lMKvtodqy/hJj0enKqZKvGEJG8/k92V+3pwEHu/mmLWtKPEYumpI7zdop9jn8ZcX48x2Kp+Y+b2beBP2Wv+YvZ9pqn/BxqB37r0QXqtcCT3P0rRE0zFp1aziOOt5SeRnQwWmHR+/pTxEjrZ4lSxdrXPMlFf3Ze+gDRbnfYY4Ig7v67LFbM7FiKsT9r/YpYnfctxLH+nzB6l/AZxMV2b7rw7p2S7HGSXekent0S/jXwQiLp+rBFX9xpwKfc/S4rRru2nxGdQ4Ytlie+xMze4NHGZwrR7/W12QFaBGuIUeCHufulZvZc4Ilm9iOP1kTHAkvdPdXkom8Qbe4gm11u0e3i52b2K2LU9eOp6jLH8NnqLWS21Wg+gxj1qK3LTVE28D13/2r285nEiXaOmX3PoxNGC9EPOVWLsecQF3OLzOx/a+6a3OPuW82sQoy6vsfTzQmodQ0wg1gA6evEe/X9RH37R4mygdemKr2AOH9mI3/fJGqZryfKmFqAuRY9kv9ItMlL2kkki3M98AKKe47/3+wLYJAY+Nni7p4lL/uT+DXPfKnm9v/fgbeZ2f9ln0ONwGaiTV7qmuGfuXt1EuMiYvGmpcTn6Ep3v6cAr3kPUV5xNzFJ+HB3/+h2vzNILEJzwzjHtlPuvt6ip/xa4MPZwMpPiGNsPvG5XqgSkVoqFxkH2RXkp4nbXRBXjRXgUItej58jRllnARQgwSYrX6i2k+sHvgJ8wswWE7O3l6dOsG1b3eMziKRvM/BGi/rMw4j+nnMB3P39nqAuN3vtcfe/VBPorLTmT8A/zexFxCS9LakT7Gx/fjArZamWhBSuLtezCYzZhetadz/G3Z9JrOw2w92vSJhgA/yISFQfDRybjRSSJdiHEh9kZ7j7umQR1vCYXPtNoi78Ex7zBc4gVsicAnw6dbJVc2v9D8Q8gOcAj3L3HxKLDT3Boz1j0m48Y8R5iJkdWJRzfM35aFO17CcbWb0N8OzYf567fyrxRVU1Nxltr+qxeudlwJkWfbxH3H1dARLs7UvS1rr7ce7+amL0+rDsd5J9rmfHcQvwVXe/giirajWz12fPzzOzE7L9eUOqOGttVzL5ZOKOwBuI9Rm63X2QhPNtdpWS7PHxaaK/8GcsJsJMJUaKNgOvt5jQMZ2oM0vCwtuyJAAYTQqqda0XEvF2ATd7MVYefAtx6/hHRJ3md4hJJjcDryFG5R6Soj4z25+PzvbhWMeZEzV7ZxAfyEllr/NXibZYTyFGWqs1mks9cV3udidcstjc3b+dPf8i4iIgdfu76gfudcQkosOA55jZ68xsX6JWc6onLAnK3puPN7NHV7dlr+c1Nb/2bOK90JDqWK8eQxZLUgNxsUq8Tx8AtJvZh4g63VtTxAijF6dPN7N9qtuyi7yVRHnL6wpyjn9g7Wu53TG1hZiAvYi4I5BE9po/iDg/jl601MT6ZSLWB6aJMGSv+WmWzamobgNw9//LHr+YmIib+r05Oxs0+xJRmvhUoj78Z8S8kBainWzqzjFA3X6s3lWBuKP2UKKU5VvAoMXCSIWncpG9zKLt1S+ARjP7NdEb9wTgfUSi/ViirrDdEy1Vmr2pv0AkV2uBGyxqr7fWvNEPIupHT/D0LbGq7ib265eIUffribZ9l2Qnko8DL/E09ZlvI25tPt3db8j2sdeMdP2LaDf2itSjhJn9iJnm57j7oJl9xcw2ABvd/Y8WS/+Oe11utt8+BnzZzK7yMSa2ZHcyTgGWpBgtymL8EDHCf4e7f4uYVLYfsTT1N4nk/wvEcu/J6oWzZOVbRE/mYTO7rHqhQoxkGpFgvxk408d5FdSaOBuIpOAfwJCZ/cDdv2Zm5u6/NbO/EZPdngX8p4/zRObt4vwy0T+6ruexu//azPqICbnPINE5PntNLyFe758Dv8/u9nj1PE8sktRKLJmd5A5lti8/SeQlPzazK7JzT+0kwb8RSXayieHZ/vwGMcAz+npWB1Sy73OItradnrYpwELiDvQR7v59i3aM7yHORx8j7kofkCr3qJW9/p8F/mJmd7j7ue4+ku3vBuLz8mZ3f3/SQHeTllUfB2Z2CDGC9S93/1Q2gnQJ8O7sdmdSZnYJcSX7I+CDwOtqbxlZtuSqFWA56lpmNpNYKn3Q3bstJkI9j5h0Mgw0p7p9bGbzicl3txLJ3/qaE/CBxEhcU6oPtFrZRVQzsS+Hia4dU4gLrruJlcueBvxovC8IzKyXeE0vIibsrK1NtC1WULubaI3117H/yl6Nr7qy2y3At4k63PcT+285kTBUF0XqG+siYTxZ3B5+hrufatEvfirwnerIupnNIMpZHuDp5i9gZh8laoTPtJjIeqS7X1BNuMzs0CLc1s7OnSPu/iYzW0okq5uq53XbbrnqRDG2E2UqZxIXUC8nap0vy56vrkI4JWW5TbYv/0Ic668iVrr9Xs3zjyxCaUh2R2oRMYhzIXHn9O8efaaxmNh+O/DA8b7jtz0zO5K4k/4XolPQr81sf3e/08yeRtyZbvPE6zFk59GLiBH292dxXVD7frRsxd7s52R32HaXykXGQfZG+RTwmexD4g/EiPaBaSMbdYG7fyAru/gSUYtpZtZkMelxiZlNLVKCnbmdGNl4lEXv6auJW0qP88T1me5+OZFkfYlo2Xc4MTGzAryTuCJPnmBDtJnL6tsuIUZo7gRO9ejM8ghguqer0TyXKFH5G5EgPDXbh9U6w6VEkpMqkTkMuNHd30L0QDbg4CwB/DSwzt3f6O7npU6wM78EHm1Ra99G3HH5hJl1Zh90S4lyoNQrzC4jPmwh7vq8wGI1TLcoyzgpKytI7WPATDNbR9S8HgC81Mxas/fpW83sAdm+TeUassnWWWJ9N1HC9Jjs/P52YqAi9eqyF7t7d/b5+HOi/hYYPdYXF2BfQrzO84jP8J8QZX/PNLO3Z8+/jRhASb3QDB7zPs4n4uzNjvvHZAMrbyAW6SrCgmcPJLqzLPGYDP4YopT23QBmNptsflWWQ5UiwQbA3fWV4xdx4fIh4D+Ap+7kd15BLPjwmMRxdhCTMR9Xs/35xMp9tb+7TwH2qxHJ1hO3234IMRFiGTEK/0NiQlSK+KbWPJ4CfJgos3k2Uee4PHuuUoD92ZDts2PHeO5cYiSpnUgcx3V/ZvvyrcStzENqtr+e6IBxOHH7/cHEh1mqfdiUfW+u2bYEeFn288G1+zthnLX78wCiLOyjwHez5w+sHvPAvgnjbAD6iLkWz6+JvQn4RPb4GcSorCWOczmxUuMjiNvYb66J90SiFWey/ZnFeDZxV+poooVcL1HCcCnRym1OAV5zI0oEHpk9bsq+DgU+mW17IpHYJjvWszi+R3SvAXgCUQr2iuzxVKLlJST8vMz25xnE5/qjsm1vAR5OlKXeAFyY+nWvibeBaMm6T822E4iWlzOJia6tRBL+4NTx7smXRrJzVFNHeABxUpg1xu9MJRZIeZmnrcU9n4jv/wFtlq2o5DGD+wAzO6/6i564b3M2cvF94E3Au8zszOpzHqMvnyYmGW0A3ujj3Fkie93XAeeb2fQsrs1ER5bXET1Hf0Mkh5B1bUmlpvbt2UTrtuoEmeoI0deID40jiaXnx21/ZrF9lfgQewGRJADg7p8h5jecR4xyNnkspT6usn31CeDFFl0Ohix640KMEjZbtJDsMrP9Uo68jLE/X+Tu1wD9wD0WE7eeQSw6MoVE783svfc54kP310SnmGYPW4B/mdky4iLrLs8+jRPEWT3H70/U3J/g7hs8692bxfVoYqGZRqJ+OEWMXyHm+zyNSFC+TiSJjyQ6Ba0nLrYg7fnowcR55jyLRc+2ZF83ADdm5U0fAlpSHOvbuQN4rZkd7TEhvAs4w8yeTQxOHWZm+5HgNYe6Y302kZg+I3vq/4iL7DcRx1b1DnrS/VnzPn1EbY7h0f3keR7dq75GlDH907NSkdJJneVPpC/iivvc7OdpwOeJPo7PzLYdT7Sbakwc51SiNOBh2eNjgP9k2+jRw4kVy6aminG7ePcHPlwT+zeIOufq8+M+cj3G6/4JIgF4F9kVN/AQojfpOdnj5CMHWRyfBt5LfLj9GJiZba/O0ZiWMLbnAOdlPx8JrCLKVarPzyN6oh+RMMYPErdfTyMuoCo1zz0JWJ3FfXgBXuvnbrc/v0kkNkZ04PkvYrRoVuI4H0p0sak+/kIW36uyx5cSF9GPThzn9uf4L2x3jn8dMZdhZsIYnwF8KPv5MGIy4dFsG9k8gSghSXrerIl3KTGv4Xs15859iK5LP0+5L7NYGrPvpxELtF0AHJVtO4K4Q/AJYHbiOHd2rDcQd9jekz1XlM+h84CB7Odl2f59Xc3zr6v9fCrrV/IAJsJX9oH1gO22vZmofzwVuJhIXI8grtpSxjk3+/nlRCL90OzxM4kr8ylEIvuAVHGOEfd0oj1f9SLgQcTIzNLs8duIZWBTxNa43eMPEAnsQdnjJ+zsdxPuz9qYFhJJ45Tq+5i4Ff4AxvGWfPZv71/dbzXbP1Q9ZoiWctOBhyfab5b9+/sTo4PPAc4iVs+rVPctMVfgsMSvsVWPCaIWd6z9uR8xqpXsNmwW53uoLws6mVjlbQGR1DyaSBKTJTG7eI5/LHFnMMkFYBbjfttt6yAS1XcTd38emL1Hk70/sziPqcZKLBQ2l+gU8/3sfDSNSLpSXkxbdoxU45xCXPgdT1y4fIv4TG9MeW7fxWP9MTXbi/I59CSivHM1Udp0AnGXqI0oGfoUBRiouL9fauF3P2W3Ob9JtJ25jVgl8ZvAt33b8p8PI0aFk7W+y+L8HnE7aQ1Ra/sg4EQz+667/9BiIYIpXoBVB7NbSS8Cfujum8zsPcCHzKzR3b9lscTue7Nf7/NxvpWYxfdRooXgl4nXfYj4MDsHONnMbs2eXw8xwXA8Y6yVvf6PJpYf/3W2rYFY9e31ROmFE7fl3+njWCJUc9vw78AfzexrROtAJ0qvDjKzJxOlLRdl28dVFuN/AX8FzvZYCfV/iEWljgDmZb9zFXERkHqS8PuIxSae7tFJYJ/sNd0fmJ56f8LoPv0c8b78CbFAE8AX3P2S7HeOAGa4+09TxJjFsKvn+EZ3/99EMTYQdye3mtn/Euf5u4nWgn1ZOdMy4kLh1ylizOKsfg59xd2vyjbfSky+PI24aG0HPuLuF6SJcjTOrwA3Abeb2Vp3/7ZFa74riQv+I4lR4WTn9cy9HesPNrMnZd//SFQ0pfwcaiDumve5+y/N7Azi4vlz2fM3EStObjGzheP5ObS3qCb7/nsGkRC8mbhFfJqZvdKzvpNm9gpilPjuhDFCnBC+69EGq5MYGWoiRt2Wm9lbst8pyoXXN4mTbrvFqphXEyfiJWa2gBiJP8Ki72eKk8aXiNZslxELtzwMolequ7+bGOU8G/iJZxLECIx+YFxNTGh8SrV+OIv1emL+QE/19xOc2N4D3OTubcQ+3admf11D3KlYDFyZMMH+HNmIFbG/8Kiz/i6RIJ5OXPQ9qAAJNkTtZSNwkUXrq+pr+nOiPjPZ/qzxeaK3/duJ+vX9s+3VdoKvIVYYTdlnGHbtHP8sYuGZVL4M/BlYQZyLHuju/3b3X2bPvwg4Kk1odaqfQ/1mdqbFIlIVovb2G8So5puJlqIpvZLoGnQGMdr6FjM7FvgMMYL9B2ISaeouPHDvx/oZxLH+4+x8n/pz6CvEIji/tugO9Jtqgp05FniyRQeh1DX4uShKQlVmtxGJyyPd/SozexvwAYvFEv5I3I5v9/T9PTcTk3G+Thx8DyEmSHyVqCk7Bni9F6Cdj0Xf1i8To6zPIyZmXuzuV1usnPZcomvH271+Odvxim8a8EV3/0r2+FHELe53W/RQbSDa4L3Yi9Gm7zHE6NEG4nY2ZvZLd6+ujng28H4zm+but4/9J/aqXwDPzU6szwCeYWbXsW3RlGcDz/JEy7gTk4j+6NGL/Syg38xe6+73eCyW0Ejc3j7VC7CoQ+abRPLyEOBT2Z2fLcSoYer9STZB+EPVJNCiZ+/pZrYcGDGzhwJvBBZ6tHRLaVfO8W9OfI4/193XAmT7cGZ2B+0KIvk/DTjdEy3aU2OQbZ9Da4ma4fnEBcLn3P0LKYOr8TuiFePD3P1H2cXAW4m7l2e4+5UJY9teoY/1GkcSk237iZ7YDvzdzH7s7t80szcS/cdfMxFGsEfdn1qTyfrFtvZIC4gazZcS9W6Pzp4/CXh59vODEsf5BuJ29gFZnN8jm9hGjG68rvq7BdivRtSIttRsezzRgqg7ez55nFlc+2fxGJG4VicaPTL7XoQ2fcZ2cwCIhKAbOCZ7/IDs+7hPhqn+m9l789XEhdX3smPq+cQIdgs1Ex9TfxETst5DTetDot3YQwvwWr+Q+KCtEPMqPpydA15PLDZVncOQsga7gRgNbM8eN7KtPed7qGnTVnseSBRnoc/xWYzvIBKpI7Jts4iJeXOJhOWF2Xv2oBQx1rw3O4A5xFyP1xPJ/wHZ8y8EXln7+wn35weIuutjidZynydGtb+QfQ7NLUic52Sva0N2/izcsb5dzPtk3+cSbQRPIz7rjyMuXB5IDPqVvgZ7+y+Vi+wm27YE+WOJD9fnEDNgf0e085lB3K6bB+Du/0gTKRBXi88gThZdxJv6SmK57wcBB5M1eCeuKpPJbiV9h+jO8dHsahx3v444If+JGHX/rJlNzX5/PONrMLN1ZnZOFtedniFGiP+ajXb0mNkDPf3Kfg3ELdjW7Z4aIJZPf0p2V2CRme3r20a1xyU2M/sFsMxikaM73P3zRFvJ9R6LOBxM3N4e8gSLOmQxDphZr5m91MwOyN5zW4mlvv9f9Xfd/QZPuKqfbWvd9XJi0tgTPZZD/zFxUfVUYlTrSQCeqBVWTV37Q4ka9haPhZCcaCn3aGJOA1mcgwnjLPQ5Pnsvfhp4FPA4ItEG+K27n+bua4gL1Kd7lI0kmWeT7cv/Jj5nWoEnE+VV69n2OfQIoodzdaGRVJ9FnyTmKW0GXkxMwvwiceHaTdzRODplnNn+/DJwR/a6bnX3O4jBiYVZfMmP9SoLnyIWwjmVWHnyCe5+gbv/nShjbCImbF7r7r9JGe/eoCR79z2DqB99I1GP+wziw+HG7HEfccK7MFmEgJkdTNS1nUbU4n6fGEm4kZi5/5/EbbqVMNrfNaX/B2xw97cSV+Vvz2oyyQ68qUSf6fe5e4o+uS8EriP6CXdUN2alAlOJ5OBM4J3u/s9xjm0s/0PUFK40s1ea2VPN7FHZdcEAcdvuZOBr45lgZ44n9uUIcIptW7nvRuBWM7uYGE0619NN0vk6sVzyt4nRwQOyfTdCXLy2mtnLEsW2vZOJcpbXAZcDZ2Xvy18Tt2hvd/d5xIdwSv9BxPkcYCNwbs38gC1EInOQpV/JsQzn+McDB7r7QqLn/ZPN7NFEnNU68ROJ92pKLwT+f3vnHqxlVYXx3wOh4IEcFfOeeEmsNEsSFctLmiJqmKmIgIjX0VEcrwNakwkCMSogNAiGoGIqpnjB+w1RsNRyGskb6uDdyQQCNE1x9cezP87HGUT+gLPfo/v3j5zvHGfWvN/77r3etZ/1rDcjog++dofjpOpB7MwyAcv/su5DSb7UEU9AnI4LUjvgNXQUltyditeDnPtlb1zxvV/SxZLGSzoQvxh0xuPdq/Cs1zgHN7RfAizFfSs71/3+l/ikPXfz6FpD+e6VlkWqHHyzvmqRtHkn4oViV9wV3QB8krEKs/wNW9LpKZ6rw13HhwLbR8RoeQjF0vAI0+xI2gUvtCdGxEvyONW9gEvDmrgBwKzIO8AHSd/ETXAPRcSY9Fk7vHhMioiXcsZXQ9JRWG7RFp9eLMMV2Ok4wRkJXNWc8Tat/sjDT0bg48MJEfGhpM3wBrckMmhcU6WoM7aUuz99NghXWgbJ7jbLJO2GE7HsjU+SOuJn+eP087iIOCP9+wfh0crUYs8Qn3Bj4N9q601afwZgd5N3JX0j7CjQNjL0WdTFWfk1vi62M3Ei2BpXiidj2c1ofAw/q0qVwfQc9cYnbIHlN1uQcR9K33kffHJxCjYpWIAr68PwPXoalrksiYh5OeKsR1J/4ErcMPwBvobzgFdq33euZ70pkg7G1/QSrBMfj09Sr8SWiNfjAXLPZwtyLVMq2atB2njvwLKLeu6NiJ0iYiyucmwQEQsyH3NOr0ktsPzif8Bhcuf+o8A2aSN7K3eCnY7kR0naLiL+gZPsiZJOwBW4G3BDGcD1zZ1gp/jGShouaW+58Wkx3nT3l9RPUjd8BHpx7gQ7xTta0ncj4hZgFHBLRJyNm1s/whq9T3HTaHMm2E3vTcIuHL/FU+iOTpXhvSJibsYEexrWg8+q+9XDuGELoFOSuDydM8FO3/U4SZfiqmbH9LlSjBtJ6o71mrUXnBwJdivcwDqKdA3TZ++nmPvD8ko2GRPsyq/x6Tu/TNIw2YJxYop5MzxDYCy2mPwwIibmSrBTnFNTrMfLNowAcyJiFzy4pR22i822D6nROvQcbBM5Hr+gtME2cjfgPXP9iPh7rgS76T6ETym7JcnFNCy96YGLJ9me9bp4JalnKpi8gKWeNcOCDjgnWS/cjHngVznBhpJkry4zgWciYrKkHpJ2lLRx3Vvj0fhtrXXOIPHD91RETJXUBViCH8B18XSlXjghbJ8vRKNGrd7LwPz05n0j9kn9GE8BW0TSlpHnOGkwTgwewtetr6QdI+JfEfELLBGZDLwT1bBtG419XefJ475viYjhAGHNcAc8Zhm80DUnM/EzNFXS7pI2lrReWI99Fm7QHYKdRnJxK7A4Iq4AukvaU1IDdj74SNKxuDGqCq5Mg/Dz/Qi+N/tL6pxOCp7FjWaDcexZjrdTwn8T1uDehmUWhHWkn+D+iwMk7dPcsa2EmVR/jb8Tr42v4RHZDRHxELZE6y3pRPyCmNv6bABeh8bjdftsSbtERO3FdT/cJ5B7H7oFS1auxWsnETEHeA4YLOk0LHHKPTdiEJZaPIxPU45jxe+4HX6Z7gB5pZ9q7A85Cq/nG+Fn/2V8Mn02Prn8cfpfqiCtXKtUYbOoLOmGOQwvwD+TdAB+M/sQeF/SVHxjD8T2XbntkWYD28vDCF4HPsFv4nfhhaIzlmPkXjTAGuw98IN4FfCZpEV4SMGfZEuvM3Cy0OwLR0qunsbd5A9LehG/iR8oD6RYhhtMToqI+c0Z2yp4H+sepwCLJC0F7oyIOZKOwxr8WkNps1zPlGhtj49j95D0GE4SAB6QdD++louxDVpOOdDVQD9J8/BGsRUe3PQ8tu96Fce4KFeAaU3aEV/D76R78wV8bx5Eqmbhjbh7ZLK/S3EehTX/N6Wfh0raKSLmys22iyWNxYWALLSENT49Q9/Hp1K1IT1DcDJ7OS4C7IwT7D4R8WZzx1gX67q4ua0bHnz1qqQl+CVwFHZqOQs4OSKy+Z9L2g5Lle5NP3eSdFh4yND1ePrgT7GDzPxccSbeBDpFxEPpWT8AOEgedvYj7DTSN6rRC9QPeC0izpPUG49z71t333bHEx2Phkr0gq11SiX7C6h7I5uMk5YJwIPhgQTj0p9tko46emY+mhsGEBEX4QVuRkT0x538uwFtI+J24LIqaMoAIuIRnLg8gP1SR+AO/r4pwf0P9shtVglGup6177wDsFDSHrgJbhZ2RmgX7ujuERmneMLyo7mas8Ab2F3iGXxtZ2EZxja42nFShiT2fHwk+xROWO8ON5RNwp3w7ZMGtndu/WhE3IOrWmMiYhCuBG+N9aOTsM9wNklQSrbuw8n0X7DH7J54WMvjwJaStsLP/d6RyRs3xTkDT768KX28Dh7ItT9ANDbbzsj10t8S1vgU4/W46v+t9P2Cn6fa/v1GREzCCXau77yVpAlY8tcW+4cfKfddzMD70ibYoeXIzPvleNxk20FSbUDP0/jllYj4IJ2qnpX5eg5PP96Pi1Bd8dyAx/E+1B5XiA+JiGwvqk14GCf9pGu4gBXzzMVYg517bkizUZLsL+aPwJPYH3UMXnyHAKTq0IYk+7uwFU0upuApiONSLL/B+kfS8VxbGm36Ps8RYA012qKNlnRkRNwK7BcRE9JD9zi+J1uH7XzmZwhzMk6oL8QVg05YH75v+t5b0WiXlbVykDbgu4Ar5SE40/FR3G5YR3gPPlZclK5xjoX4NWAhdox5LiJGAkTEE/je7Jb+LmsTWY2IuI9Gp4M38CbRFTud5N7IugIzw24HvYBv43tzn3RvClu2vRR5h+J0BWZHxOXyVL+euDnrD7g/5JDaH+bUjtIy1viaK8Ox2Et4k/T5C8C/Jf0KGCHbIea0Db0AS9B+jbX2bfBJ0LFhvX0D1hEvzlnBxnEuw+v7+vjk6of4BLCHkqMVZJl8W88U4BxJY8I2fPPwfrRf3T60d1jTns0+FJbv64cDpHXno/SiDS5StJd0iKR9I2JOfMU12E0pSfZKSG/fN0TEyIh4FB8l7lL3+3548b0nT4QrMDQi1sU39kRo3LgkHYOPk55Mn+c+mrkNJ7AzgJ0lbdukEnwgsBPuOm52UtI6LiIGp4p/O2BLbIvVU9K1WEv2GFTiet6M9a5/Bkan48LJWGd4qezIsh95RxTPwAn2CCwX6CJpw6Rx3RWYA5W4lsupxZKen2OAaZkTmBpvYTnY7fjlaSFOvI5K92YXXOHOzVvAdpJuw8nWjlhzvwn2Qt9aybovFy1ojX8CX88GvBZdJOkc3KA5BEvqfh+ZnU7wczwfu13cjL/zZUCDpFtxL8h92aJrZA6usi/Ag2a2wE2ji7BDVOckeclNbV//VNIYXEB5FkvursPP+pM5A6zjUeC2JEkkIj6nsXfhWXyqegGpP+TrRrHwWw1ky5x9I2KAPPr5POCuiJibObQVrHokjcZdu6ekY+TjcNKYuwKHPCp996R5a2qL1gon11OBXjklGJJt5mRLwVNxtesI3AzzDB6Oklt7T/p+O0XEjalqMAyYErY/bMCWadvj+zTbaHfZ1WYUHoa0A/6O7wZexFXZ53LFtioktcXWXrNzy1hqpO/5NPziNBD3WfTGycxfgf9W5N6sj/NMHGcfXJF9Evg0MgwYWhVVXeMlbYh95Y/BLiLH4mmEG+FBNFNyS9Zguc/0qfh07x3swPQWdg9qgx1PsvcCrSTOE9J/r8DxtooK2No22devBIiIgUlLvg3wfO4Kdg3Zp/ufuLdqekRcU/e7S7BO+6Bc0pvclCR7NUk6rjciYrikVultrRLUEsP074uxZnMBbi7JfpSEu8wbsBPCzWE/5N2Bn0fE0LRwvIfHbC/MGO5ykvzis4j4PFWONo+I8yoQVyusHd0QX8tpktrjpGBRRIyu/9sq3KdJS9gJVwa3xQ3Xx4SnElaWqly/eiRtjqtCr2K7wZ7AbhFxctbAmtAkzpvxEJKueE2q5KZT8TV+D7xeDpF0Mm5yHBB5JwqvgGzZ9hP8PV+Gm3GXhvuBKsNK4jwAvwTcnjOupjTZ138HdMfN9n0ic5Nj2oeGRsSFdZ9tjfemaRFxjTwZdWvg7Sq8/OeiyEW+hDpt0SR8dNO2Sosv+Hi7Ls7Z+FjxvNwJduIanPAPx/rbLunz94CP1WiL1qYqCTa4MSsl2EdizeaE3DElJuPrOQjYR7ZtW4pfZJrqXatyn74OHIqHORyOm8gqnWBDpa7fctIzPRJLRYZjf9zLswa1EprEOQLHeVkVE+yWsMZjicM6skPHccDgKiXYABHxbtg29HzshnI+lq5VipXEeQHVjLN+X38C2BRPpKyCi8gU3As2tvZBuK/qFKxtvw64CJj7dU6woVSyVxt51G/riFiQO5ZVITtJtM4pEaiLpQ0+gn0w/XwoNp8fKOl72FnkFWyLVolJifUkbV5/LGvIftSVqgddIuLp9PM0rM19Cg/u2RvrXidGGu5RFSR1rB0XqyLTyFo6kjbAx9s5G6+/lBYUZ6XXeHna7GZYslZpd4Z0UrmwCuvmqmhBcVZmXweQtENEvCxpJJZ9nlL3u4HYuu/g+Jo1Oa6MkmQX1iop0f4MN0LsBJwbEf2SVvd04I4qaMa/iAoeG9drxk/ClnM9sTPLXCqod62n/gi0UCgUCi2PVfSCbYplQs9UoVegCpQku9BsSGqNG+Bexo0xvSpy9NXiaKIZPxfYrAqa8UKhUCh89VlJL1gPLAPtExFLcsZWJcrEx0KzkLRlDdht4G2qM6GqRRJpmEfSjB+BLdIKhUKhUFjr1DTjKdGejSeQHl8S7BUplexCsyLpAuD2qmvgWgJV04wXCoVC4etH1TTjVaIk2YVmpTS9rVmqphkvFAqFQqFgSpJdKBQKhUKhUCisYYpPdqFQKBQKhUKhsIYpSXahUCgUCoVCobCGKUl2oVAoFAqFQqGwhilJdqFQKBQKhUKhsIYpSXahUCgUCoVCobCGKUl2oVAoFAqFQqGwhvk/tvgkXMR6NdIAAAAASUVORK5CYII=\n", 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RmYAGBgZYvnw5nZ2dTJkyhc7OTpYvX87AwEDq0HagEfd8aX+KSNHsUpJd5e53Aj8EjgX2N7NqC8CHA3/Jfv4L8AiA7PkHAX+v3T7Gf1P7b1zo7nPcfc706dN3JzwRmeSGh4d36Nvd3t7O8PBwoojGphH3fGl/ikgR3WcLPzObDvzb3e80s/2AK4jJjCcDX3X3L5pZP7DO3c83s9OB2e7ebmavBF7i7i83s1nA54mR8IcCPwAe5+4jO/u31cJPRHZHc3Mzc+bMYe3atQwPD1OpVEYfDw0NpQ5vVHNzM8uWLatbPbO3t5fu7u5CxVkW2p8ikoe8W/jtSpJ9JDGRsZEY+f6Su7/PzB4NfBGYBvwCeK27D5tZM/BZ4MnA7cAr3f0P2d86G3gTsAV4q7t/597+bSXZIrI7jjzySK699lpaW1u5+OKLOeWUU1i1ahWzZ89m3bp1qcMbZWYMDg4yZcqU0W2bN2+mpaWFIq9dUFTanyKSh3Hvk+3u69z9ye5+pLs/wd3fl23/g7sf7e6Pdff/cPfhbPtQ9vix2fN/qPlbH3T3x7j7YfeVYItI8RS97vX6669n3rx5XH755UyfPp3LL7+cefPmcf3116cOrU6lUqG/v79uW39/P5VKJVFE5ab9KSJFpGXVRWSXVOtely9fTnt7O/39/XR1dQEUZmn14eFhrrjiijFHNIukra1tdN/V7svt68ll12h/ikgRaVl1EdklZah3LlNtbkdHBwMDA6P7sq2trTAXK2Wk/Ski99e412SnpCRbpDjMjMbGRlasWDE6Wrh06VJGRkYKU/e6s9H29vZ2JVwiInKvlGSLSBJmRmtrK5deeunotpNOOolVq1YVJskGjWiKiMieGfeJjyIiVZdddhm9vb1s3ryZ3t5eLrvsstQh7aCvr4+hoSHcnaGhISXYUihFnzwsIvlRki0iu6RSqXDMMcfQ3d1NS0sL3d3dHHPMMergIIVQhuRVi+aITC5KskVkl7S1tXHVVVfVJQhXXXUVbW1tqUOTSa4syevAwADLly+ns7OTKVOm0NnZyfLlyxkYGEgdmojsBarJFpFdpnpnKaKydJXRojkixaaabJEJqAy3ukH1zlJMw8PDO/TEbm9vZ3h4OFFEY9OiOSKTi5JskcTKcqtbpKjKkrxWF82pnTzc1dWlkiuRCUorPookVlunCYx+7+7u1kixyC4oy4qP1eO5u7ubJUuWUKlU1MNdZAJTTbZIYqrTFLn/NF9ARO4v1WSLTDBludUtUmSaLyAiRaMkWyQx1WlKkZVlUq6ISNGoJlskMdVpSlF1dHSwcuVKGhpiPGbLli2sXLkSQO9PEZH7oJpsEREZU1NTEyMjIzQ2Nu7wfcuWLanDq6OabBG5v1STLTIB6Za8FNHIyAhmxooVKxgcHGTFihWYGSMjI6lDq6M2mCJSRBrJFkmsmiAsX758h/ZjGomTlMyMlpYWBgcHR7dVHxfps6MsKz6KSLHlPZKtJFskMSUIUlRmBsCsWbO47LLLWLBgAevXrwcoVJKtNpgikgeVi4hMMMPDw2zcuLGuXGTjxo2FWxJaJq/f/OY3PPKRj+Q3v/lN6lDGpDaYIlJESrJFEmtsbOSiiy6qqye96KKLaGxsTB1aKam+PV/V0eydPS4CtcEUkSJSki2S2M5uZ+s29+7TBLj8HXLIITQ1RbfXpqYmDjnkkMQR7aivr4/29na6u7tpaWmhu7tbcxpEJDnVZIskZmYsXLiQSy65ZLT92Mknn8yFF16oRHs3qb49X0ceeSTXXnstra2tXHzxxZxyyimsWrWK2bNns27dutThiYjkSjXZE1xZbnWXJc4yqFQqo5PJqtavX6960j0wPDxMe3t73bb29nbVt++hdevWMXv2bFatWsX06dMLnWDrnCQiRaMku0DKcqu7LHGWxcyZM1m9ejXz589n06ZNzJ8/n9WrVzNz5szUoZWOJsDlb926dbj76FdRE2ydk0SkcGpPnkX7espTnuKTSaVS8Z6enrptPT09XqlUEkU0trLEWRaVSsXnzZvnlUrFgbrHRbN48eK6OBcvXpw6pDqLFy/2pqYm7+np8cHBQe/p6fGmpqbCxSn50jlJRPIArPUc81jVZBdIWXq9liXOsijL/uzo6GDlypU0NDSMLq29detWTj/99EJNMNPy2pNPWY4hESk21WRPYGW51V2WOMuiLPvzggsuGHOJ7QsuuCB1aHX6+voYGhrC3RkaGlKCPQmU5RgSkcmlKXUAsk211yuww/LaRVKWOMuiLPtzZGSEc889d7RzR2dnJ/fccw/veMc7Ekcmk11ZjiERmWTyrD3J+2uy1WS7F7/mtaoscZZFGfYn4HPnzq2Lc+7cuR6nEZG0ynAMiUixoZpsEUmhutKfmcXJI/sOWjhHRETKTzXZIpJUbbJdROqXLCIiRaAkW0R22YwZM9i6dSsAW7duZcaMGYkjqqd+ySIiUhRKskVkl91666309PQwODhIT08Pt956a+qQ6gwMDLB8+XI6OzuZMmUKnZ2dLF++nIGBgdShiYjIJKMkW0QmDC2rLiIiRaGJjyKyS8wMM9thMZrqLOoiaG5uZs6cOaxdu3Z0MZrq46GhodThiYhIgWnio4gkUalUOO6442hqivb6TU1NHHfccYVa8GPmzJmsXr2a+fPns2nTJubPn8/q1auZOXNm6tB2oAma+dL+FJGiUZItUgBlSBDa2tq46qqr6iYVXnXVVbS1taUObdT111/PvHnzuPzyy5k+fTqXX3458+bN4/rrr08dWh1N0MyX9qeIFFKeTbfz/pqMi9HI5LN48WJvamrynp4eHxwc9J6eHm9qairkYhpFX/AD8MHBwbptg4ODhVswp1KpeE9PT922np4er1QqiSIqtzLtz6IfQyKTGTkvRpM8kb63LyXZMhmUKUEourLsy7JcDJRFWfZnmS6oRSajvJNslYuIJFamjhhFL2tpa2vjzDPPpKmpCTOjqamJM888s1AlLRD17f39/XXb+vv7C1XfXiZl2Z8DAwMcc8wxdHd309LSQnd3N8ccc4xaTIpMUEqyRRIrS4JQlrpXd2dkZASAkZGRwnQ+qVWWi4GyKMv+HB4eZs2aNXXH0Jo1awp5QS0i95+SbJHEypIglGGhl5UrVwLQ2trKpk2baG1trdsuktqJJ55YdwydeOKJqUMSkb1ESbbskaKXDUj+ylDW4u4sWLCASy+9lIMOOohLL72UBQsWFG40e2BggPPOO48tW7bg7mzZsoXzzjuvUBcsZVKm/XnZZZfR29vL5s2b6e3t5bLLLksdkojsJUqyZbeVpWygLMqSIFQqFU444YS6i6sTTjihcGUtxxxzzL0+LoLh4WE2btxYty83btxYqAuWMinDBSDEMTRWTXbRjiERyYeSbNltZSgbKJOyJFxlWejlnHPOqRspPOecc1KHtIPGxkYuuuiiugvViy66iMbGxtShlVJZ5jWUode8iOQoz1YleX+phV8xUZJ2WWXR2NjoDQ0NdW29GhoavLGxMXVodSqVis+bN6+ux2/1cVHMnj3bAW9oaKj7Pnv27NSh1WloaBjzNW9oaEgdWimVqTWe+mSLFBdq4SeplWXUqCx8J/XCO9ueyvDwMFdccQVDQ0O4O0NDQ1xxxRWFGnFft24ds2fPZuvWrQBs3bqV2bNns27dusSR1du6dSunnnpqXdnAqaeeOhq37J6+vj7a29vr9md7ezt9fX2pQ9tBX19f3TFUxBhB825E8qAkW3ZbW1sbXV1ddbfku7q6dMtzD5Ul4SrLxdW6devqRhKKlmBD7MvDDjusLtk67LDDCrcvZXLSvBuRnOQ5LJ73l8pFiku3PPNTllUKFy9e7GbmjY2NDnhjY6ObmV77PVCm8oYy0P7MV1nOSSJ5Q8uqi0wsZUkQypJkl+UCsCxxloGSwnyheTcySSnJFpmAypBwlSGRKcsFS5mU4b2ppDBfZTjWRfaGvJNs1WSLFEAZJkOVodWg2kvmqyy1uWWZL1AWmncjkpM8M/a8vzSSLVIcZWg1CPjChQvrRl4XLlyoEc09VJYRTd3ByF8Z7mCI5I2cR7It/mYxzZkzx9euXZs6DBEhFlDZunUrjY2NjIyMjH5vaGhgZGQkdXgANDU14e58+MMfpr29nf7+fs466yzMjC1btqQOr3TMjMHBQaZMmTK6bfPmzbS0tFC0z46Ojg4GBgYYHh6mUqnQ1tZWyDtCIlJcZnaNu8/J6++pXEREdkm1pWA1oa5+L1KrwZ0lfkVLCMuiUqlwwgkn1JUInXDCCYUswyhDyZWITC5KskVkt/T09DA4OEhPT0/qUHZQlp7jZTFz5kxWr17N/Pnz2bRpE/Pnz2f16tXMnDkzdWgiIoWnJFtEdllDQ8O9Pk5Ni7zk6/rrr2fevHlcfvnlTJ8+ncsvv5x58+Zx/fXXpw5NRKTwmlIHICLlcfTRR9Pd3c2SJUuoVCocffTRrFmzJnVYo6pdEYDRmuyuri7a29sTR1ZOw8PDXHHFFWPWZIuIyL0r1jCUiBRWQ0MDV199dV07t6uvvrpQo9l9fX20t7fXlYu0t7erPncPqTWeiMieK86no4gU2qJFi3B3li5dSktLC0uXLsXdWbRoUerQ6mgCXH7UL1lEZM8pyRaRXdLX18fpp59OU1NUmTU1NXH66acrid1DHR0ddV07irbAC+jOgIjI/aEkW0RknJVlJUXQnQERkT2lJFtEdklHRwcrV64cXdRly5YtrFy5spCJYdFp+XcpujLcaREpOiXZBaMTmxTVBRdcgJmxYsUKBgcHWbFiBWbGBRdckDq0OmU4hoaHh9m4cWNdnBs3bmR4eDh1aCK6oBbJS55rtOf99ZSnPOX+LEFfOosXL/ampibv6enxwcFB7+np8aamJl+8eHHq0EQc8HPPPbdu27nnnutxGimGshxDjY2NDoz5vWgWL17slUrFAa9UKoXbl5K/xsZGb2hoqDuOGhoaCvn+FMkTsNZzzGOTJ9L39jXZkuxKpeI9PT1123p6erxSqSSKSGSbMiTZZTmGAAe8tbXVN23a5K2traPbiqQsFy2SrzIc6yJ7g5LsCQzwwcHBum2Dg4M6sUkhNDQ0jDm61dDQkDq0UWU5hgA/9thj60aIjz322MLFWZaLljIpw50BJdkyWeWdZKsmu0C08IMUWRn6ZJfpGGptba3r2tHa2po6pB0MDw/vsFpme3u7asf3UFm6yjQ0NHD22WfX9Uc/++yzC7XwlEgp5Jmx5/012UaydWtWim727NmjZQ2Az549O3VIdcpyDJXhroC7RrLzVpb9uXjxYjezurkCZla440gkb6hcZGIrw61EmZzKksCW4RgqSxJTlte8LChJOZN7OY4jkbwpyRaRJMoyClcWZUliyhJnGegYEim2vJNsFViJyC5Rfa7I/dPW1kZXV1ddrXNXVxdtbW2pQxORvUBJtojskjJNKiy6skyAK0ucZdHX10d7ezvd3d20tLTQ3d1Ne3u7lqoXmajyHBbP+0vlIiLFofrc/JSlbKAscYqI5IGcy0Us/mYxzZkzx9euXZs6DBHJdHR0MDAwwPDwMJVKhba2No3C7QEzY3BwkClTpoxu27x5My0tLRTpnFyWOEVE8mBm17j7nLz+nspFRGSX9fX11fV2VoK9Z8pSelOWOEVEiqgpdQAiIpNNdQIcxOTR/v5+urq6dphYmlpZ4hQRKSKVi4iIJFCW0puyxCkicn+pXERERMaNSoQmp46ODpqbmzEzmpub1VFGZA8oyS4YndhEJj61xpu8ynCO1/tTJCf31X4EeATwQ+A6YD1wRrZ9GvA94LfZ9wOy7QZ8HPgdsA44quZvnZz9/m+Bk+/r355sLfzUIk1kcqhUKj5v3ry6lRSrj2XiKss5Xq0bZbJivFv4mdlDgIe4+8/N7AHANcCLgDcAt7v7h8zs7VmS3WVmC4AOYAFwDPAxdz/GzKYBa4E5gGd/5ynufsfO/u3JVpPd3NzMsmXL6OzsHN3W29tLd3c3Q0NDCSMTkTyZ2U6fu69zspRXc3Mzc+bMYe3ataM17tXHRTrHq3WjTFbjXpPt7n9z959nP/8L2AA8DDgJuCT7tUuIxJts+2eyi4I1wP5Zoj4f+J67354l1t8DnpfX/8hEoGWrRe6/MtyOr2ptbWXTpk20tramDkXGwfDwMGvWrKkrw1izZk3hzvFq3SiSj92qyTazQ4EnA1cBM9z9b9lTNwMzsp8fBvy55j+7Kdu2s+3b/xsLzWytma3dtGnT7oRXejqxSdEVPYEtUy2pmXH88cczZcoUjj/++Hsd3U6p6K952Zx44ol0dnYyZcoUOjs7OfHEE1OHtINq68be3l42b95Mb28vXV1dtLW1pQ5NpFx2ta4EmEqUeLwke3znds/fkX3/FvC0mu0/IEpEzgTeWbP9XcCZ9/Zvqia7mPV6kr/FixfX1ecW8TUvw/uzLLWkgB999NF1r/nRRx/tcUoujjK85mUCjLk/i/a6u5fjnCSSN3Kuyd7VBHsf4HKgs2bbRqJWG+AhwMbs5/8EXrX97wGvAv6zZnvd7431NdmSbHed2CajsiQyZZisB/jg4GDdtsHBwcIlMYCbWd1rbmaFi7MsFy1lUYZjSGQyG/ckm+gW8hngo9tt/zDw9uzntwMrsp9PBL6T/Xdzgauz7dOAPwIHZF9/BKbd2789GZNsmXzKksgA3tjYWJcYNjY2FioxLMu+nD17tgPe0NBQ93327NmpQ6tTlouWsijLBbXIZJUiyX4a0Q1kHfDL7GsBcGBWCvJb4PvVhDlLrlcCvweuBebU/K03Ea39fge88b7+bSXZMhmUJZEBvLW1tW5ba2troeJcvHixm9lo8t/Y2OhmVsgkpppoV7+KlmC7a+R1b9DdSpHiyjvJ3pXuIj9xd3P3I939SdnXZe7+d3d/trs/zt2f4+63s+3T9nR3f4y7z3b3tTV/65Pu/tjs61P39W+LTAZlmvB62WWX1U2Guuyyy1KHtAN3Z2RkBICRkZHqBX7hHH/88aOvcaVS4fjjj08c0Y5mzpzJ6tWrmT9/Pps2bWL+/PmsXr2amTNnpg6ttLSCpsgkkmfGnveXRrJlMijLLeQyjGpWR7C3/2psbEwdWh295iIixUOKiY+pvpRky2RRhlvIZUgMq0l1a2urb9q0abSchQKVtLiXp3ackpQylUkZjnWRySrvJLtp3IfORWQHfX19hb9tXI2vu7ubJUuWUKlUaG9vL1zc+++/P5dffjnTp0+nUqmw//77c+edd6YOq87w8DAbN26kubl5dOW/k08+uZCLkpxwwgk7rFBYxFKmMqj2cV++fDnt7e309/fT1dUFULjjSETuv91ajEZEJrcy1JPeeeeddTXERUuwARoaGrjooovqFs256KKLaGgo1ilZNdn5GhgYYPny5XWL0SxfvpyBgYHUoYnIXqCRbBGZcFatWsX06dNTh7FTZjbmhMyirfp4/fXXM2/evLo7A/PmzWPt2rX3/R/LDoaHh2lvb6/b1t7ezpIlSxJFJCJ7U7GGTUQmKS1dPbmMjIxw6qmn0t3dTUtLC93d3Zx66qmjXVGKYnh4mCuuuKLu7sUVV1xRuLKWsihTJyGdk0TuPyXZMqGV4YOiWqdZWzrQ399fyFglH5VKhcMOO6wueT3ssMMKl2yVKSksg7a2Nrq6uuraYHZ1ddHW1pY6tDo6J4nkJM9ZlHl/qbuI3B9l6IbhXp5OE2VAtnpi7WteXU2xSMry3ixLnGVShu4iOifJZEXO3UXMx6gLLIo5c+a4av9kTzU3N7Ns2TI6OztHt/X29tLd3c3Q0FDCyOqZGYODg0yZMmV02+bNm2lpaRmzbld2zsyYO3cuv/jFL0a7YTz5yU9mzZo1hduXHR0dDAwMjMbZ1tZWyImkZYlT8qNzkkxWZnaNu8/J6++pXEQmrJ1NMipaPaluyeenoaGBq6++uu4299VXX124rh1Qjk4tUJ44JT86J4nko3ifPCI5KcsHRVnqNMtg0aJFuDtLly6lpaWFpUuX4u4sWrQodWg7KMN8AZmcdE4SyUmetSd5f6kmW+6PMtWTlqFOsyxmz55dt6T67NmzU4e0gzK9N2VyKsNxJJI3cq7J1ki2TFh9fX20t7fXtUkr4gqFkp+Ojg42bNhAT08Pg4OD9PT0sGHDhsKNEmtREimyshxHIoWXZ8ae95dGsuX+KsMIcZlGNYu+PyuVis+bN68uxurjIgF8cHCwbtvg4GDhuqDI5KTuIjJZkfNIdvJE+t6+lGTL/VGW5LUsH2hl2J/AmDEWLXkty2su+Sv6haq7LgJl8lKSLbKLypLIlOUDrQz7E/DW1ta6ba2trYXbl2W4YJH8leV1L8OxLrI3KMme4MowylEWSl7zVYb9CXhjY2NdEtPY2FioGKt0rE8+ZTnWFy9e7GY2euw0Nja6mek9KhNe3km2Jj4WiJayzZda+OWrUqlwwgkn1LWdO+GEEwq1PyuVCtOnT2fJkiW0tLSwZMkSpk+fXqgYq9R/evIpS+9+EclJnhl73l+TbSS7LKMc7uUYhSvLrVn3cuzPakuv1tZW37Rp02gZRpFae5UhxrIpw3uzLMpyji9LnCJ5Q+UiExcluB3vruR1sqpUKn7wwQfX9c49+OCDC/XBW5buIu7leG+W6Vgvg7Lsz7J8FonkTUn2BFaW0YOyxCn5qibWtXWa1W1FUZbkoCzJVpmO9TJctLiXI84yve4ieVKSPYGV5YO3LImMezk+0NzLsbpaNbba92fRkuyyJAdlibMsx3pZzp1lof0pk5WS7AmuDElhWRKEsnxQlKWOGPCGhoa6/dnQ0FCohKssrzngCxcurDvWFy5cWKh96V6eY70scZZJGT6LRPKmJFuSK0siU5YP3mqCXauIvZ0BnzFjRt2Ie/VxkZQhOdi+5Kb2e5GU5Vgvy4h7mZThOBLJW95Jtlr4yW7r6+ujvb2d7u5uWlpa6O7upr29vXAtyMrULuuggw6qa4130EEHpQ5pTLfccgutra1s2rSJ1tZWbrnlltQhldLIyAgAJ554Ips2beLEE0+s214UZTnWy9KusyzUTlYkJ3lm7Hl/aSRb7o+ydJqgBLXO7j5aGrL96GtDQ0Pq0EaVaeT12GOPrXtvHnvssYV7zcuiLK97WZTlLqBI3lC5iBRBGW4lVmudq8lh9XsRa50Zoya7aAkXJagjLktyAPjcuXPr9uXcuXMLtS/LpgznpLJA5TcySeWdZKtcRHZbR0cHK1euZMuWLQBs2bKFlStXFu5W4vr16wEws7rv1e1FMm3aNFatWsX06dNZtWoV06ZNSx3SDiqVyg77bv369YW6JT88PMzGjRvrSm82btxYyBKhNWvWcM899wBwzz33sGbNmsQRlZtW0MyPym9E8qEkW3bb+eefj5mxYsUKBgcHWbFiBWbG+eefnzq0Olu3bmXu3Lk0NTUB0NTUxNy5c9m6dWviyOo1NjZy55130tPTw+DgID09Pdx55500NjamDq3OzJkzWb16NfPnz2fTpk3Mnz+f1atXM3PmzNShjWpsbOSiiy6qqyW96KKLCrcvt7/w2/67SEptbW10dXXR29vL5s2b6e3tpauri7a2ttShiZSKkmzZbVu3buWDH/wgnZ2dTJkyhc7OTj74wQ8WLnmFGC2sHXEv4mhh3KHa9e2pXH/99Rx88MF1I+4HH3ww119/ferQRpVlX7o7xxxzDPvssw8A++yzD8ccc0zh4oS4c1V7Z6Bod6wkf2WZ8CpSdEqyZcLbvoND0WzdupXDDz+cJUuW0NLSwpIlSzj88MMLd9EyPDzMbbfdVjfifttttxWqFGPr1q2ceuqpdcnBqaeeWrh9CfCiF72orrzhRS96UeqQdlCW0jDJn8pvRHKQZ4F33l+a+FhMjY2NYy5KUrQev5RgGXD3cu3PQw89tG5y2aGHHlqo/VmWiY8NDQ1jvuZF6tTiXp73pohIHtDEx4mtDLdmTzvtNNydpUuX0tLSwtKlS3F3TjvttNSh7WCsmuyi8ZKUOADccMMNdZP1brjhhrQBbaetrY0zzzyTpqYmzIympibOPPPMwtWSLlq0aMxjaNGiRalDqzMyMjJmaVjR+nmLiBSRkuwCKcsCAH19fZx++ul1yevpp59euNuJDQ0NrFmzZrScYXh4mDVr1tDQUKy3fZlKHIDR/Ve0/Vjl7qNJ4MjISCEvVspyDImIyP2Q57B43l+TrVykLLe6y2LatGl1S4BXv6ZNm5Y6tDpled0pQfmNyhvyVZayljIpSz/vssQpkie0GM3EhRYAyFUZkkL38qxWV4b9Cfi5555bt+3cc88tVIxlsnjxYjezutfczAr33iyLshzrZYlTJG9KsiewsoxolgXgRx99dN1ozNFHH13IhKsMo0ZKsien6sqp1a+irZhaJmU5x5clTpG8KcmewDR6kK8yJIVlUt132y9TX6T9qfKGfOmclK+y3K0sS5wieVOSPcGVYUSzLKoJ4KxZs/zGG2/0WbNmFS4pLBNK0MJP5Q350ohmvsqyP8sSp0jelGSL7KKxJj0qyd5zwJgJbNH2Z1nKG8pwQa0RzXyV5c5AmeIs+jEk5aIkWwqhDCc3wGfMmFGXcFUfy+7bvuym9ntRlCk5KMOIu0Y081eGc6d78eMsy7Eu5aIkW5Iry8mtmli3trb6pk2bvLW1tbAj2UX/QHMvR71zpVLxefPm1e3L6uMiKUurwbIc6zL56AJQ9gYl2ZJcWU5uZRh5dS9PIgP4woUL6xLYhQsXFuqiBRhzXxYpRncvVReUMlwAupcnTsmHSplkb1CSLcmV5eRWhqTQvTyjr2W4uKreuahVvYNRJIDPnTu37jWfO3du4eIsi7KU30h+ynA+kvLJO8ku5rrIUmiVSoX+/v66bf39/VQqlUQRja1SqXDYYYcxNDSEuzM0NMRhhx1WuDiHh4dZvXp13fLvtY+Loq2tja6uLnp7e9m8eTO9vb10dXXR1taWOrQ63/72t+ti/Pa3v506pDGtWbOm7jVfs2ZN4ojK6/zzz8fMWLFiBYODg6xYsQIz4/zzz08dmuwlZTkfySSXZ8ae95dGsoupLOUNZYkT1Y7npix3Baqv71hfsvsoUfmN5Kfo5yMpH1QuMrGV5aShOPNTTa5qLwaUcO2ZMl1YPeABD6hLrquPZfeh8pvcleHcKZI3JdkTWFkSBMkX4E996lPrPtCe+tSnFjJBKMMHbxlirCbWWo00H9V+7WN9l92nzyKZrJRkT2CayDE5laV0QB+8+SlTiVAZVPfd9km29uee0WeRTFZ5J9kWf7OY5syZ42vXrk0dxrgxMx7/+Mdz3XXXjW6rPi7y6yT3T3Nz85iTHCuVCkNDQwkiGltzczNz5sxh7dq1DA8PU6lURh8XKc6Ojg4GBgZGY2xra6Ovry91WHXMbKfP6VjffWbGsccey89//vPR1/2oo47ipz/9qfbnHjAzBgcHmTJlyui2zZs309LSov0pE5qZXePuc/L6e+ouUjDXXXcdra2tbNq0idbW1rqEu0g6Ojpobm7GzGhubqajoyN1SKU1PDzMPvvsU7dtn332KVx3keHhYa666iqWLVvG4OAgy5Yt46qrripUnB0dHaxcuZItW7YAsGXLFlauXKn35ySwffKnZHDPlaWDlEjRKckuoOOPP54pU6Zw/PHHpw5lTB0dHfT399clW/39/Upk7od///vf9/q4KBYsWEBnZydTpkyhs7OTBQsWpA6pTplauZkZPT09DA4O0tPTc6+j23Lf1qxZw/z589m0aRPz589XS8T7Qe3xRHKSZ+1J3l+TrSYb8De96U11k7be9KY3Fa6uUPV6+aIkNdlkE/Rqa7KrE/aKAvAZM2bU7cPq4yIpy2teFmVZ3bVMyjCBWCRvaDGaie22226rWzzltttuSx3SDoaHh9m4cWNducjGjRsLVTZQRlOnTuWaa65h6tSpqUMZU6VSYe7cuXR3d9PS0kJ3dzdz584t3C3kW265ZXRU2My45ZZbEke0o4aGsU+9O9ueUhlKw0ZGRli4cCFNTU0ANDU1sXDhQkZGRhJHJiKTWfHO6JPY7NmzWbVqFSeddBK33XYbJ510EqtWrWL27NmpQ6vT0NDARRddVFcuctFFFxUyQSgLM+Ouu+7iKU95CnfddVchSwfa2trGrMku4i3kF77whWzatIkXvvCFqUMZk2f1wtVjpvq9ur0oylIaVpbVXaEcFy1led1FCi/PYfG8vyZbuYi7++zZs+tuHc+ePTt1SDtobGz0hoaGurKBhoYG3ZrdQ9XXugw9k4t+C7ks+7IscZZlBc3Fixe7mdXtTzMr3PuzLG0wVRIokxXqky2pAb5w4cK6D96FCxcWLkFwL35S6K763DwBPnXq1Lp9WH1cJIAvWLCgbtuCBQsKGedYSWHR4ixLkl2W5BXwwcHBum2Dg4OFe91F8pZ3kq37+7LbynJrVu3c8leGW9133XUXs2bN4sYbb2TWrFncddddqUMa03e+85267g3f+c53Uoc0pqJ3lAEYGBjgvPPOY8uWLbg7W7Zs4bzzzmNgYCB1aHWGh4dpb2+v29be3l64+Sxq4SeSkzwz9ry/NJJdTGW55dnQ0DBmWUtDQ0Pq0OpQkpHsxYsXjxljkV73hoaGMWMs2mteWx5S+1W0kqtqTEXuKONenpHXsoxkl+UcL5I3VC4iRVCG2nHAzz333Lpt5557buE+eGsTrNrvRY2zyEuBl+WCpXr8bL8MeNGOo0ql4gcffHDdfjz44IMLlxQqec1fGUrtRPKmJFuSK0v9Y9mS7CInr+5eijri6n6rTWKKuC/LkrxWLwa2f28W7WKgLOckdyWvIkWmJHuCK8MJuCzdRcoSZ1lGX6tlF9uXYRQpzjLdFSjDhEJ1FxGRyURJ9gRWlluJZRkhLkMNsXu5kuyix1mmJLu1tbVuW3WUuEigHJ2EylIuIiLFlneSre4iBTIwMMDy5cvrZvIvX768cDPkReT+W7VqFU1NTZgZTU1NrFq1KnVIO2hsbBxz4anGxsbUodUpS9cOEZlcLBL3YpozZ46vXbs2dRjjxswYHBxkypQpo9s2b95MS0sLRXqdqh+wH/7wh2lvb6e/v5+zzjoLoFDLGDc2NrJ169Ydtjc0NBQqzntb3bFIr3sZ4qzG2NDQwNatW0e/Q3FihPK8N6txNjY2MjIyMvq9aHE2NzezbNkyOjs7R7f19vbS3d3N0NBQwshkb+ro6GBgYIDh4WEqlQptbW309fWlDktKzMyucfc5ef09jWQXSFl6ky5atIitW7eyZMkSWlpaWLJkCVu3bmXRokWpQ6szVhJzb9tTamxsHH2dK5VK4UYKa/X09DA4OEhPT0/qUMa0zz77jL7GW7duZZ999kkc0Y6qCX9rayubNm2itbW1bntRVPdjNaGufi/aMdTW1kZXV1dd3/Guri7a2tpShyZ7iZZ+l1LIs/Yk7y/VZBezJrssk4woSaeJakxl6C6ys6+iqMYza9Ysv/HGG33WrFmFi9E94jzmmGPqap2POeaYQsZZPcZrvxctTvdytBWV/KgOX/YGVJM9cfX19dHe3k53dzctLS10d3fT3t5euNtfAwMDHHfccTQ1NQHQ1NTEcccdp9rx+2nVqlVMnz69kLW5ZbN+/Xoe+chHsn79+tSh7NT25Tf3Vo6Tmmcj7NXvRdPR0cGGDRvq7rJs2LChkKOaZVg1tQxUhy+lkGfGnvfXZBvJLguyxTO2H8mmYKNblGDk1X1bnPvss4//5Cc/8X322afQcRZ5f5ZtX5bl7kXRR7LLMqpZlruVZVCW11zKhZxHspv2cg4vE5RvN6K1/WPZff/+97952tOeljqMCaHo+7I6IbN696J2exFtX5NdNMPDw2zcuJHm5ubRSXAnn3xy4UY1aztIAaPfu7u7C3fHsuiqdfjA6AT8rq6uHUa3RVIq5hl9EivTrcQTTzyRTZs2ceKJJ6YORcbJk570pLoJmk960pPSBrQTs2bN4sYbb2TWrFmpQxlTdeJgtUSk+r1oEwrLoqGhgQsvvJAtW7YAsGXLFi688MLCXbSoxCE/ZSmvlMlNLfwKpDpbevny5TtcmRfpxGFmTJ06lbvuumt0W/Vxkd5PZsZTn/pU1q1bNzq6deSRR/Kzn/2scHHuTBHj3L6dGxQnzjLty1mzZvHrX/96dNsTnvAE1q9fX7g4d6ZIcTY0NODumNkO34t04dLc3MycOXNYu3bt6Dmp+litBkXSUwu/CaxMi9Hcddddde3HahPuIrnlllvu9XGRTJ06lWuuuYapU6emDmVM1VHB7UsHijZaWBYbNmyoazm3YcOG1CHt1PYj7kVTTfir78Xq9yJdCADMnDmT1atXM3/+fDZt2sT8+fNZvXo1M2fOTB2aiOwFGskukLIsRlOW0a1qnLNmzeKyyy5jwYIFo90mihjnWIoUZ7XedXuVSqUwo3Bl2ZdmxqGHHsrf/va30RHNhzzkIdxwww2Fi3P//ffn7rvvHo1zv/3248477yxcnIcccgi33HLLaJwzZszgT3/6U6HibG5uZsuWLXW17Y2NjTQ1NRXmGCoTLUYjedNI9gRWlsVoqrYfNSqaalzbt3MrerxFjW9ndaNFrCct+r6cPXs2N9xwQ92I5g033MDs2bNTh7aDO++8sy7OO++8M3VIY/rTn/7EPffcA8A999zDn/70p8QR7Wh4eJiRkZG6OQMjIyOFPIaKTovRSCnk2aok76/J1sKvLO2dAJ86dWpdC7fq4yIBfOHChXULfixcuLCQce7sq0jKEGcZYqwqQ4y1LftqvxobG1OHVqcsrzvgM2bMqNs2Y8aMwsXpHp9HtefOon0OqYWf7A1oMZqJq0yzpbevwS5iTXalUtlhMZL169cX9s6ATB7Nzc27tT2VBz3oQbu1PbWi38GAmBfS1NSEmdHU1FTIeSJlGCVWpxYpg+KeiUTup+oko9pbyJpkNDkUvYVfWUpvbr/9dh7wgAfUbXvAAx7A7bffniiinTvkkEPYZ599ANhnn3045JBDEkdUXmWYhF+28kqZnJRkF0gZRg9qFX3U6LrrrgN2XBK6ul32TNETWCjHsuoAM2bMYMOGDcyYMSN1KDv1r3/9i8bGRiAm6f3rX/9KHNHY/vznP9edO//85z+nDmmnDj/8cG688UYOP/zw1KGMqQyjxNXFaGo79HR1ddHW1pY6NJFt8qw9yftrstVkl6XGjJIstUyJ6jQVZz7KEKO7jxlTkeOsnSdSxDjLVDu+77771sVYfVwkZfksKnrduJQP412TbWafNLNbzezXNdummdn3zOy32fcDsu1mZh83s9+Z2TozO6rmvzk5+/3fmtnJ95n9T0K1SwNXV3zcuHFjoUYPahV9qWWRojv44IP5zW9+w8EHH5w6lHt15ZVXsnnzZq688srUoYypLLXjjY2N3HPPPXV3BmofF0VZRon7+voYGhrC3RkaGirk/CWZ5O4rCweeARwF/Lpm2wrg7dnPbweWZz8vAL4DGDAXuCrbPg34Q/b9gOznA+7r355sI9kNDQ1jjsY0NDSkDq3OWDFSwNEtxZmvMsRZhhjdyxVntftF9auI3TCgPB2PADezuu9Fi9O9HKPEZYixTLQ/E4xku/uPgO1nuZwEXJL9fAnwoprtn8liXQPsb2YPAeYD33P32939DuB7wPPu69+ebKrL/25f81qkZYHLqOir1Un+iv6a72weQ9HmNzQ2NnLLLbfUjbzWPi6SzZs309PTw+DgID09PWzevDl1SDtVuz+LquijxGWbw1R02p97ya5k4sCh1I9k31nzs1UfA98Cnlbz3A+AOcCZwDtrtr8LOPO+/t3JNpINeFNTU91oTPVxkVCiUTjFmZ8yxFmGGN19dLRo+6+i1bzOnj17zDhnz56dOrQ6gM+aNatu26xZswr3ugO+YMGCum0LFiwoXJxlUJa68bLQ/gwUrU92FpTf379TZWYLzWytma3dtGlTXn+2NLZs2UJrayubNm2itbWVLVu2pA5JRHJWlhZ+1157LbBjJ6Hq9iJZv349DQ0NmBkNDQ2F7Szz3e9+t67W+bvf/W7qkEqpDB1QykT7c+/Y0yT7lqwMhOz7rdn2vwCPqPm9h2fbdrZ9B+5+obvPcfc506dP38Pwyu34449nypQpHH/88alDEZG9qOhtMAEWLFjAyMgI7s7IyAgLFixIHdIOqmUXMeaz7XvRyjEaGhrYunUrS5YsoaWlhSVLlrB169ZCv/5FpT7Z+dL+3Dv29MheBZyc/XwycGnN9tdnXUbmAv9w978BlwMnmNkBWSeSE7JtMoazzjqLlpYWzjrrrNShiMgkd8wxx9zr4yJwdxoaGupqshsaGkaT7aKozrPZfs5AkXvOF1VZOqCUhfbn3mH3dRIysy8A/w84CLgFeA/wDeBLwCHAjcDL3f12izPGJ4hJjZuBN7r72uzvvAnozv7sB939U/cV3Jw5c3zt2rW7/39VUtVldmtLRKqPi/RhcW+TyYoW53777cfWrVsZHh6mUqnQ0NDA3XffXbg4d0Zx7p4yxAjb4mxsbGRkZGT0OxQzzrEULc4DDjiAO+64Y3Rb9XGR4mxubuaAAw7g5ptvHt128MEHc8cddzA0NJQwsnI68sgj60qXZs+ezbp16xJGVG4dHR0MDAyMfl62tbUVbsLr3mZm17j7nLz+3q50F3mVuz/E3fdx94e7+8Xu/nd3f7a7P87dn+Put2e/6+5+urs/xt1nVxPs7LlPuvtjs6/7TLAno2nTprFly5a67iJbtmxh2rRpqUMrrbvvvnu0pmx4eJi77747cUQ7V4aVFCVf6jWfnzvuuKNuhLg24S6K4eFhbr755rruIjfffLPqXvdAR0cHGzZsqLt7sWHDBnXDuB+K3lGmjO5zJDulyTaS3dzcPDrSWlUdiS3SKEeZRrd2RnHuvjLEWYYYQXHmrRpntea5+h2KGWdPTw/t7e309/ezZMkSoFhxlkFzczPLli2js7NzdFtvby/d3d2F+ryUchn3kWwZP8PDwwwNDdWNcgwNDWmUQ0RkF1QT6yKvLbD9JEdNetwz6oYhZaCju2C2H83Q6IaIpDZjxgw2bNjAjBkzUodyr2rbnxbV9OnT67qLTNYuWveXumFIGSjJLqATTzyRTZs2ceKJJ6YORaSUpk6dyjXXXMPUqVNThzIh3HLLLRxxxBHccsstqUMpvVtuuaXuYkD7dM+oG4aUgWqyC8TMeMQjHsGtt946Orv3wQ9+MH/+858LNaJdtjrNsSjO3VeGOMsQIyjOvJUlzqamprpuMrXftfDY7lM3DMmbarInuJtuuolly5YxODjIsmXLuOmmm1KHJCIiORgZGWHhwoU0NTUBkXQvXLhQ3WX2kLphSNFpJLtAyjLKYWY0Nzfj7qMjCGY2erIrirKMbinO/JQhRlCceStLnOqTLVJsGsmewE477TRgx9651e1FUtv1pNoVRUREdq6lpaUuwQa4+eabaWlpSRSRiOxNSrIL5Morr9yt7SIi46G2rWiRFb27yO233w7suD+r24uko6OD5ubm0TuXWuRFZPcpyS6Q6vKw25+Aa5eNFREZb2VZmXLVqlVMnz6dVatWpQ5lpx784AfX7c8HP/jBiSPaUUdHBytXrhwtU9yyZQsrV65Uor2HdMEyeU2aJFtvchERSe3WW28dXYCmoaGBW2+9NXFEO7rgggswM1asWMHg4CArVqzAzLjgggtSh1Y6HR0d9Pf31zU06O/vVw4ySUyKJFtvchEpoqKXN8jeccQRR3DjjTdyxBFHpA5lTCMjI3zwgx+ks7OTKVOm0NnZyQc/+MHC38koooGBAZYvX163L5cvX87AwEDq0GQcTIoku2xv8sMPP5wbb7yRww8/PHUoIrIXlaG8QfK3fv16HvnIR7J+/frUochepuXfJ7dJkWSX7U2uE7CIyMR0yCGHjC79XalUOOSQQxJHtKOGhgbOPvvsutUUzz777NEyF9l1Wv59cpsUR0zZ3uTVnq/31vtVRETKxcz405/+xD333APAPffcw5/+9KfCnesXLVqEu7N06VJaWlpYunQp7s6iRYtSh1Y6Wv59cpsUSXbZ3uS1k2JERGRieMITngBsWyCn+r26vSj6+vo4/fTT61amPP3007Wi4h7o6+vjiCOOYMmSJbS0tLBkyRKOOOII7ctJYlJkcX19fbS3t9Pd3U1LSwvd3d20t7frTS4iIuPm+uuvZ968eXXlIvPmzeP6669PHNmOtGR5Pjo6OtiwYQM9PT0MDg7S09PDhg0b1HhhktCy6gXS3NxMQ0MDd9999+i2/fbbj61btxZqRcWyLGGsOPNVhjjLECMozrzVlti5++h3KF6cg4ODTJkyZXTb5s2baWlpKVSckp/m5maWLVtGZ2fn6Lbe3l66u7sL9bkuQcuqT2AtLS3cfffdzJo1ixtvvJFZs2Zx9913a8ldEZEJoEzzg7S2RD7K1nhB8qUku0Buv/12zKyuu4iZFXLJXRGRoini6HWtsswP0toS+SnThZXsBe5e2K+nPOUpPpkAO/0qEsWZL8WZnzLE6K4481aWON3dFy9e7JVKxQGvVCq+ePHi1CHtoFKpeE9PT922np4er1QqiSIqr8WLF3tTU5P39PT44OCg9/T0eFNTUyFfd3EH1nqOeaxqsgukbPWPY1Gcu09x5qcMMYLizFtZ4iwL1Y7nq6Ojg4GBAYaHh6lUKrS1tWkiaUGpJnsPqb5MRETkvqnEIV/q1DJ5TYokW/VlIiIiu6atrY0zzzyTpqYmzIympibOPPPMwtWOS740GJm/SZFkDwwMsHz5cjo7O5kyZQqdnZ0sX76cgYGB1KGJiMgkUpZExt0ZGRkBYGRkRGUiE5wGI/eSPAu88/7Ka+Ij4IODg3XbBgcHCzcphpJM3lGc+VKc+SlDjO6KM29liXPx4sVuZt7Y2OiANzY2upkVbhJcY2OjNzQ01E3Wa2ho8MbGxtSh1SnDJNKy0GTXgCY+7r7m5mbmzJnD2rVrRyceVB8XqRl8WSbvKM58Kc78lCFGKH6c9xbf9ooebxHiq2pqahodHa7V2NjIli1bEkQ0NjNjv/3222FhtLvvvrsw+7Ojo4OVK1fS0NDAyMgIjY2NbN26Vcu/7yFNdg2a+LgHZs6cyerVq5k/fz6bNm1i/vz5rF69mpkzZ6YOTUSkcKqjMDub6FapVEZ/R3ZdNcGuXaGydnuR1CbYYz1O7fzzz8fMWLFiBYODg6xYsQIz4/zzz08dWilpsuve0ZQ6gPFw/fXXM2/ePC6//HKmT59OpVJh3rx5TKb2gCIiu2toaIjm5ua61ekqlUqh7gCWUfXipOgXKWMtU18UW7du5dxzzx1drryzs5N77rmHd7zjHYkjK6fqQkkQK1L29/fT1dW1w2qVsnsmRblIWW6DlOWWp+LMl+LMTxlihPLEWauIiVZVWfZnNc5Zs2Zx2WWXsWDBAtavXw8UM86Ghga2bt06+h2KE6eZceyxx/Lzn/98tAz0qKOO4qc//WlhYiwb9fPOv1xkUiTZzc3NLFu2bPSKF6C3t5fu7u5CjciU7YNiLIpz9ynO/JQhRihPnLWUZN9/1TgbGxtH64irpSJFi7O5uRl3H024zGy013MRlOFCQMon7yR7UpSL6DaIiBTBrkworP6OEoX7Vtb9Wdsar6hqB6Bqy4WKpiylNzI5TYqJj319fbS3t9Pd3U1LSwvd3d20t7dPutsgIpLWrkwW1ITCXVfdV9OmTRvz+WnTpml/TmBz585l3333BWDfffdl7ty5iSMaW1l6o0v+JkWSDXDllVeOXo0PDw9z5ZVXJo5IRCarnSV9Sgb3zN///vcdEu1p06bx97//PVFEE8P2XVCK5qSTTqpbrvykk05KHdIOtMjL5DYparKPPPJIrr32WlpbW7n44os55ZRTWLVqFbNnz2bdunU5RJqPstUVjkVx7r4ix7m7H66p4i1LnGMpcq1zLcV5/xX5WK9lZsyYMYNbbrlldFv1cVHibGpqwt358Ic/PFoGetZZZ2Fmheo53tzczAEHHMDNN988uu3ggw/mjjvuKNScMAnqk70Hqgn2pZdeykEHHcSll15Ka2sr1157berQRAqtduWqXfm9VHYnxqIkCTI5TZ06te69OHXq1NQhjak2wR7rcWqnnXYa7s7SpUtpaWlh6dKluDunnXZa6tDqDA8Pc/PNN9Pa2sqmTZtobW3l5ptvLnSdu+RnUiTZABdffPG9PhYZT2Y2+rUrv1cEs2fP3q3tKdzb4ikiRXDXXXdx8MEH85vf/IaDDz6Yu+66K3VIOzVjxgw2bNjAjBkzUoeyg76+Pk4//XSamqJ/Q1NTU2FXe5w1a1bdIN+sWbNShzQm1Y7nb1KUi5jZ6Eh21UknncSqVasKNapVpluJO6M4d19Z4oRtpVdVRSu5Akq3eEqRyxtqKc49V9Zl6ovearAMyrIvq7Xjy5cv36ELWxEvXPYWlYvsgdmzZ7Nq1SpOOukkbrvtttEEu0gjcCJlsG7durqWWUVLsIG6Xr7VCVEiKVVLQxYvXkxTUxM9PT0A9PT00NTUxOLFiwtXynTUUUfVjRIfddRRiSOSvWlgYIDly5fT2dnJlClT6OzsZPny5QwMDKQOrdQmxUg2wIEHHsjtt98++riIM8/LMqKpOPM3VqxFi7FWEUcLt1eGGEFx5q3ocRZ1Vb0yTx4usoaGBtx9h8YLZja6eE4RlGVl7L1NI9l7oKOjg3/+85/09PQwODhIT08P//znP1VvNEGVrdYZ6ifuFW1ES0Ty09fXN3p3ZWhoqBAJNtRPDFbf8fy4OwcccACrVq1i+vTprFq1igMOOKBw+7BSqdDf31+3rb+/X/NZ7qdJkWQPDAxwzDHH1C1Gc8wxx+g2yARVhm4YIiJFpb7j+WloaOAf//hH3SDfP/7xDxoaipV+VVfG7u3tZfPmzfT29tLV1UVbW1vq0EptUiyrPjw8zOrVq3f6WHZNWZcwFhGR3VNNqItWflO2spad7b8i3UkFRu+odHd3s2TJEiqVyqSb9Lg3TIqa7LLU5irO/KnWee8oQ5xliBEUZ94UZ77KEGeRYzQzFi5cyCWXXDJah3/yySdz4YUXFjbmyUw12fdDbTN4mRxU6ywiIqlUKhUOO+ywuuXfDzvsMNU6TxKTolwE4o1enXhQfawVl/aMu5duhFhERGS8VWudgR36T8vEN2mS7OHh4dFbSmamBPt+qibURb5NJyIikpJqnSe3SVUuUls2ICIiIrI3VNvEmhmf+MQnRgf2hoeH+cQnPlH3fFEmQWpZ9fxNqiRbREREZG+r7Ts+1tygsZ5Lqbqs+rJlyxgcHGTZsmX09/cXJtHe/qLk3r6KRN1FCvD/vztviiLEW6ss5SKKM19liLMMMYLizJvizFcZ4ixDjFDsOJubm1m2bBmdnZ2j23p7e+nu7h5dPKlo9sb+zLu7yKRKshsaGti6devodyhW0lr0i4GxFPmkUUtx5qsMcZYhRlCceVOc+SpDnGWIEYodZxmXVS9Dkj2pykWqiXX1e9Hs7M1S1De4iIiIlF+lUuGEE06oq8k+4YQT1GrwfppUSXYZqK+ziIiIjKeZM2eyevVq5s+fz6ZNm5g/fz6rV69m5syZqUMrtUnTwk9EREREdnT99dczb948Lr/8cqZPn06lUmHevHnkUbI7mSnJFhEREZnEhoeHueKKK8asyZY9p3IRERERkUmsUqnQ399ft62/v1812feTRrJFREREJjEt/753KMkWERERmcS0/PveMan6ZI+lqP//Re6nWUtx5ktx5qcMMYLizJvizFcZ4ixDjFCeOMtCfbJFRKTQpk2btstLFe/qssbTpk1L/H8lIruro6Ojrk92UZZULzOVi4iITGJ33HHH3hgNyvXvicje1dHRwcqVK2loiLHXLVu2sHLlSgCVjNwPGskWEdkLNEKcn13dl7uzPyfrvhQZywUXXICZsWLFCgYHB1mxYgVmxgUXXJA6tFLTSLaIyF6gEeL8aF+K7F0jIyOce+65dHZ2AtDZ2ck999zDO97xjsSRlZtGskUEKM9ooUaIRUQmrrzP8SnP7xrJFtnLpk2bxh133LHLv78rI2wHHHAAt99++/0JawdlGS0sS5wy+ZTlWBfZXkNDA2effTb77rvvaJ/ss88+e7RGezzlfY5PeX6fVCPZM2bMYMOGDcyYMSN1KDKJVE8YeX7tzge5iIyPshzrZblrJeNn0aJFuDtLly6lpaWFpUuX4u4sWrQodWilNmn6ZJvV91OsPi7q///28Y6n3R2N2RV7YzSmLHHujddSf1N/czL9zTLEqL+Z/98syzl+V6X8XN+Z3RnlHa/YU54/TH2y94y709rayqZNm2htbS3cG71IyjIaU5Y4RURk9+kcv/eNtY/ubbvsngldk739FdqqVauYPn36mL+jN5CIiIjsrt0Zcd/VkWPV4k8ME3oku3r1NXv27DGfnz179rhfoakzgoiIyMShEXfZmQmdZFetW7duh0R79uzZrFu3btxj0cEoIiIiMvFN6HKRWtWEuogTD0RERERkYpk0SbaIiIiIFJu/54FwzoPy/XuJKMkWERERkUKw9/4z/xZ+5+T253bLpKjJFhEREREZTxrJFhGZxPK+NTv6N0VEJjkl2SIie0FZkte8b81C/rdny7IvRYpM/bzH34RZVr0sy6+WYjnbnD/Mtv3df+T89xRnvn9PceapFMd6Sf5mGWIE9N7U39TfLODfTLms+oRJssvwQpflb5YhRv1N/U39zcnzN8sQY5n+ZlkuBhSnLq7G++8pyd6JMrzQQCkOxrLsS/1N/U39zcnxN8sQo/6m/qb+Zn5/M0+7U5WQd5I97jXZZvY84GNAI3CRu39ovGNIqQz1jyIiIjKxlGVuw26MOhd+ccFxTbLNrBFYCTwXuAn4mZmtcvfrxjMOERERkclEg3zjb7xHso8GfufufwAwsy8CJwFKsmWP7I3bSnuD4syX4sxXGeIsQ4xQnjhFZO8b7yT7YcCfax7fBByTxx8uy20QKMdJuAwx7s4VecrbSoozX2W5lag48zPR3puQ/nUvwzkeFGfeyhLnRFG4PtlmthBYCHDIIYfs+n/33n/mHssBBxzA7efk+zfHOqnuzpt+PE7KO/s3ihbnzuwszrG2p4rz3val4tx9u/OaQzni1DF03xTnnrm/n0M7+xt5U5z5KkP+sTNFO4Z21Xgn2X8BHlHz+OHZtlHufiFwIUR3kV39w0XaqburLLErzvyUIUZQnHlTnPlSnPkpQ4ygOPOmOPeuhnH+934GPM7MHmVm+wKvBFaNcwwiIiIiInvVuI5ku/sWM1sMXE608Puku68fzxhERERERPa2ca/JdvfLgMvG+98VERERERkv410uIiIiIiIy4SnJFhERERHJmZJsEREREZGcKckWEREREcmZkmwRERERkZwpyRYRERERyZmSbBERERGRnCnJFhERERHJmZJsEREREZGcKckWEREREcmZkmwRERERkZwpyRYRERERyZmSbBERERGRnCnJFhERERHJmZJsEREREZGcmbunjmGnzGwTcGPOf/Yg4Lac/+beoDjzpTjzVYY4yxAjKM68Kc58lSHOMsQIijNveyPOR7r79Lz+WKGT7L3BzNa6+5zUcdwXxZkvxZmvMsRZhhhBceZNcearDHGWIUZQnHkrQ5wqFxERERERyZmSbBERERGRnE3GJPvC1AHsIsWZL8WZrzLEWYYYQXHmTXHmqwxxliFGUJx5K3yck64mW0RERERkb5uMI9kiIiIiInuVkmwRERERkZxN2iTbzCbt/3uVmT0odQy7yswsdQwiIgBmVkkdw64o+jnewhNTxyGyq3Y3F5k0iaaZNZjZYjN7rZk9yt23TtZEO9sXnwSekD0uZAKbnYBfbGaPdncvapxV2X79vJkdmzqWsWTxXWBmB2aPy7A/n5s6jrFksZ1tZs81s6eljmcs2fHzSDN7dOpY7ku2P99rZgvM7OjU8dwbM/sm0F49joqoDOf47PP3C8DpZja1iDFCOY51GD3eX2lmjzOzB6aOZ2ey/bki+2w/JnU89yWL92lmdhyA7+ZExsmUZH4amAU0AQNZ4jbpEu3sRPZ54CpgjZkdDBySNqodZa/Lt4CXAhea2RG7++ZOYDnwE3f/qZk9LHUwY/go8Ht3/7uZVUqwP08CvmlmzzKzfVIHs51PANOBqcApZva6xPHUyY7zHwCLgfPM7E2JQ9qpLNYvEfvzIcBzzGxKUZMuYAMwF5hXxOO8DOf47Pz+38DdwBCxyl5RB1IKfazD6Gv+OeA44DTgZDM7Km1UO8ri/BSwH9ACFPaiBUbj/TrwGuAMM3v1ds/dp6a9FFsR/Qb4uLvfZWZbgX4za3f3P5iZlSDhyMtjgMOAzxIH5e3AA83sR+5epHY4rwF+5e7dZvZM4HVmdgFwi7vfkzi2nfkD8Fsz+wqAmf0e+JS7/yZtWGBmBwD/BL5nZgNAs5ldBlzj7tenjW6n1gD/C7yCGBD4ftJoMma2P/EB8RF3/62ZNQKLzOwf7r4qbXSjZgHXuvtZZnYI8BMzm+Lun0gd2BieBNzg7mea2QzgY8DB7v6HtGHt1BrgscDjga1mNuzuRVqCugzn+GOB69z9PWb2cuAjZvZad781dWC1ao71j7r79QU91gEeBjS6+1vM7KHAmcAjzWxzET5/ajwUeBBwprtvMrMvm9kcYB93/2ni2MayBPhl9j59GLAgG6D9w67mjBN+FLfmaqMJ+E8za3D3zxAnoAvN7MDJkmCb2T7u/jugA3gn8H13XwS8HXiWmc1KGmAmG+W41N27s03PBI4nPnyfl/1OYUY8avbbv4AXAf/j7i8DbgZevbP/bjxktxCnufsdwG+BU4FrgPcTozNzq7+XLsptsnifCODufwO+CdwEvMLMnmNmJyaMrcHMHurudxJ3WRZalGLcROzTI83sgSn3Zbb/HkFcUB1tZnPc/U/ACuDlZrYgVWzby2KdDmx09zMB3P0W4NfAg7PfmZYwRLIYGszsfDN7FoC7fw34IfAT4Gjgq2b20pQxVhX9HJ+95o9099Xu/h4Ad/8ScAXwxOx3GlPGWJXd7bsT+CLQZmaPpUDHepWZ7evuNwE/NbPnu/tfgauJi4NHpo0uZK/7VOBvxIXfh8zsIuBQ4nV/k5k9IWGIO9NffZ8C5wBvAlaa2bm7+gcmdJJtZg+qJtDu/j7gBuCz2cj1Z4EfA6WYwHJ/VD8kgJeaWYu7/wR4ibtflO2Lm4A/Jg6zGucA0A/MybY9iBjxmEckhiea2dSiXBiZ2XLgfdmH12XAwcBMAHf/CHBYqtt22QfA5cRIMMDvgIOIk+/vgK8CJ9QeJylZfY1mdcLWn4FvEEnix4jyh1TeAfzazB4MfA34FXA+kcxcTtz2TnZXLNt/nwSOzRLr9xF37BYDC4CPAA9PEdv2sli/CJwHLDGzQ2sSlgowLbugOs0STjLM4vwUcUw/PNvWAjwA2ERcDBwADKaKMYup8Of4bF9+DXjBGE/fXt3u7iPjGdf2soTw00CPmZ0CNBKlV58A3k0BjvUszgYzu5AYPHwmcbf+6Cx5XQj8DHhGyuOnGidwCXGufD1xQfUxomTkZHe/GPgrBcnFsv3aY2ZvIAb4qla7+7Hu/nxganYeuE8TMsmuOUhWmtnJZjYPwN3PBm4kEu3TgVcCW9NFOm7OISbAHEAkqfu5+9+yk6+b2WuAecBdKYMELgL+kX0/xcymu/s/3P2L2fOHAtMoVpnTL4l4XgM8CjgdmG5mbWZ2FjFa/JdEsb0GuNzdL8gSlpuIC8v9gVcBJwAHAvsmim9UTdJVrdGsJoMbgU7gA8A6oHrLNoX/IV7LjxDlDP9FfEi8ANhM1Bem3JdLiHrhb5jZbOAXxJyG64j35T+JEoci+DyR9L2V+IB9ENCcPbeaiPc04CvuPpwiwMzniAu9DuAFZvZwdx8ErgRWEcnhK4gSkpTOofjn+B8AN7n7SjN7tZkdk90Jwt0/CTw2+1xO7a3A34H3AHcCLybeoye5+wLigir1sQ4xj+E24q58K/AjInl9P/Ay4o7QNNLneV8iPns+RJzXD3D3dcD3gJeZ2VuIz6Lb04UYsgv9LxKf6TcBz7Uot8PdP539zsuAx+3y3yzAAFbuzOxk4jbeO4EXEsnZL9z9m9nzzyMOkN8UuB41Nxa1RP8Engo8hbjQWOXuQ9mo3NeBhe6+PmGYmNlbgd+6+7fN7LPEie1HwM+JN/W7gDPc/bp0UdYzs0cRJRjfA55BjNRMJa7SjwS+6+4bE8V2HDCf+PC9iXjP/xgYJi4unw30pYqvlsWs/efW1GieCrze3W82s1cBj3P391mUeyW5MDazJiLxewjx2rYRyeENxAjyB1K+N83shcC/gZOJ+QHzgfe5+yqLusf3AF1FOH7M7PBqrahFt44R4E/AV4j357eBeanfm2b2+Or+MrMlxOu+yN0HzezJ7v6LlPFVleEcb2YvApYCU4gL1q3EoMo33P3arBzjLne/OVWMANmo8InEnaBh4AIiAewlLqbPJ/2x3gLMdfcfZI+/SZyH1hJ3VPclRo/f5u7XpooTwMyOcfersp+/SbzmvwRuyX5+CbCsCLmYmT0c6HD3rmww56PAxe7+y+z5VmIwo93dN+zS35ygSfZs4sPwHcSHztOAJwOfIW6X3+ju/0wX4fgws28B7695gxtR0zyLGOVqIN7s/0w1WpTFdCpxQjiOeJ1OIG7HngM8i7g991fg7uy2ZzJZvE8BttQceB8mJuU1EB1G/tvdP5gwxscQo28tRC3mftmEmCOI0e2vuPsvzazJ3bekijOL1YjX+h53H6rZfiYx8fV7ZvbA6vFqZo3jdTs5i+0bwCnufluWZC8GLibeox8GvuoxuXA/d797POIaI8anuvvV2YXKOcSAwllmdiQwQIzC/oXoPvXX8Y5xu1hPBn4KDLr7TRaTtDqJxOUwostEv5ntn9XDporzKOL9t6VmNHgqMcr5eY8J8w0eHapSlggV+hyf3aH6KFHbep2ZvRg43N3Pteh68mpiP/9gvGMbI85uoiMLwCOIgZ2rgNcRd4g+5+4bzKy59lyVSvX8nQ2mtBMjsM8Evu7u/1d73kwQmxHlP1cTx/pdZvZ44vx5CVGH/Td3/6bFPIJ/p4izKnv93wj8F0D1WDGzM4C/uvuXLZoH7AO0uPsul16lvo2wt/yWuM18PDHs/39EwvEEIsneL11o42oKMWHj8dkB6UTC+hNgEfGB3Jz4duyLgbOyr9VZHfN/A73u/n1i5OBEd/9tARLsBuC7RF1Zn5m9OXvq20SJw3OJEaQtZlbJTjTjGp+ZXQqcQZwsZhDHwoFm9szsyvseYoQTEpdKZfvnW0Rd7ruzka6qO4i7UNR+UIxzvWYDcDhRm/nA7ILkOuLD+HnEa10ta0l1DJ0BfMXMnpvV4f4nMSHzyOyW7JeAA939LwVIsD8FHEO8rqeZ2VPd/a/ufqZHJ5FDgTnZcfaPhHFeCXQRZRfV8yZEmcC+ZPMCqndUUiXYmaKf43uJOxTXm9l+xKj1uQDZiPUDyNq4jff5sir7dz9NJNaHEp1jfkiUpx0DvI24MzQn+09SDUg1mNm1ZvYBgJoBknXu/np3v4yYfP/M7PmUCfbniCT7LODVZvYYd7/O3RdlF4QPqsZJ3MVKJot3FVBx9+HtjpV/A1PM7ASiDOfO3UmwYYIm2dlV5jeI1lAvIBLtW4CnAz/ymME+YWUjbhAJ4SOI29qPhNEPhgaidu9Ud/9zkiC3uZy4vTWVaONUfa3mmdm7iYTwooTx1TqdaHn3FqKe//Fmti9Rt7ecSGBfQlwgDCf48D0e+HsW32VE7fBviFKWY81sZfY7X4FtSUJCTyNKthYSZTanWtaD1mMyzGMsUY1mNjo5QkzEfBRwsUW3gSuIes2/uvszgVOyeFPtyy8Qo0VHmtnz3P3LxKSnXjPrzH5OXg5E7MMHEKPq5xPHymmWdRQws1cQx9R57r41YeI6k6gdHiBiPtGyHu1ZTB8GZpjZgamSQijHOT7bb7cR5/hLiIvpD5nZ07PnXwc8n22jh6le88OJuSntxFyBpxCTHf/P3d9BzGN4M1FqlzLOE4nE/7Fm9raa7YMAFmV2zyUGqVJ6PLCvu78ZuJAYtX69RdejapwnEg0OivA59ADimL/AzD5uZu+xbb3Qf0K8L04HPuF70D54QpaLVFnUqT0n+5pO1Nr8Nm1Ue1d24t/X3YfN7CDitvYg0V3ggUSd2SDwb48WacmZ2duJGr0jiAP0h8AW4u7Ddalfs2xk7QlEwvrArHTgYOID923Z44M8Ua/cmg/7mcSH6lnZ9guI/fhO4jU/DPhH6jsCVVmCtRJ4Y3b7/THAucCF7v59S1Cjme3L/T1aHpLFcAjR3/UlRMK6yrOeruNZvrKTeFuIziv/JCa1rSFqMxuI2fr/cvcbU8VXK7vzc4+7fyorGzieKB35MnFHa70n6umbve4HApvdfXOWxJ5IHFO/dfdvVG+/F+A1L8053sxeCbycSFA/RsT6fKKE5NlEIluEOQKnEiVCDcTo9SeJQbp3EaPbd/gu1uDubdkx/3liwLAn2/ZQYjL7t1MdQzXxNRKj/z9z9yuz434W2wYE3gT8OHWcMHosTSUuAiHurP6C+Gy/hLir9XPux/yQCZ1kV1n0Wm1IlQSNhywR/CwxynYT0Z5tM/Fmfx9xO2wO8Gx3/32iMKtxfoLoIvEFd19rZi8gPswuJBYf2QI8zRPXC8NovP9NJKgv85rJGWb2IeJ27POIurPvZSOg43ZQZfF9Gfhslgj0Ere0NxB3cX4J3OzuHxuvmO5NdlI7lSjh2kiUDjwF+LS7/85i8l6Lb+soM56xNRATxL7h7p/Ktj2euO1+BjEi93jg0D0Z0cgxxrcT7ePWuftVZvZsYs7CA4kR2D8Ar/TEdaO2rf3dZuLD6lZiQvocYpT1M8TFy/KUo1m2rbVc9Q5nj8fCIxXi2J5OjHYOEbeM70kxmlmGc3wW45uIuvXN2UDXW4nR9g6PBUjOA85197+niLEmzs8Q78lriURqhOhitMjd/5qVZXzGE07Iy+L8OHHR9B1iPtkfzexAYm7IpcR51Ii7rEmO+SzOjxHvx8uICbgjxOfmTGK9gynu/kFLOHm9Kov3POKY/yFRZnM58Fp3/5GZHQq81d3fatEyeI+78kzIcpHtufvtEznBzlRbYn2MeMM8OBvF+BnREus6IlFIUutY47+IUbf/JfohV4hR7HuIq8criQ+L/dOEt01NbdkfiNKLQ7Lt1Vu1TtTAnkHUHaa4lfgO4MoswX5U9vg7xMTH04kr80Ic5zUXBE8jJmC+lBjhugHoyEZjHk60GktRo/kTYnWvT5nZC7ME+/fEyfdKotPNOcSIZyrnEwnLX4EVZlbtJNFFXLz8jtinyS9QiZK9m4hj/hBiEY/ziImOrURy8FjijlVKA8B64rbwFcCDsg/WYXe/lEgUTiQSrhRlYFVlOMd/h3iNX2MxGfgvxDl0LfBBi77TzyR9T+TXE+/NjxOfPYuJSW2XAa/KRrafS1xYpbSUuEP1HaKzzWssOt783d1fRJzvP02Ur6WMdSlxIfBd4oJ0X6K05WPAfxDvzwOzkrvU5SEQA3pbiTzkLOK8+UGinOkJxGDAIVk56P3qgV+kfsNy/1xMrDQ4Ymb/JkYTfkp8aPzL3b+bNLpt1hNJ4U8sere+lTgAZwJ/8mxSTEE8hhgtPDcbbT/LzFb7ti4S/yJKXF6V8O7Ar4kl0r+WxdNIzOT/iZk9mehN2p4otu0tAP7s7m+z6F1/BjGC+AUi9o8Q56R3Q5ILli8CLzGzHxP7dYgYMf458HGPlelS+wNxB+jPZjZCXJi2E3X3R7p7m8Vs/SIk2R919/8BMLP3EDXDvyVG36YSk+La3P1f6UIEYuS62qbvFGI0zszsP7Ma/CGiR3LqFmNlOMe/i7jA7yLmWFzk0cloPVEecjjwCk84CTdzG9GK8y/u/jkz+yfRRWQ1MbHxBcDrPBZ1Sul3wBPc/X/NbCOR+D/XzDYRF9K3AG/23ZyMtxf8iZg4+EMzu564kJpNDFw8gigPWuhpmywAkN0FeCDw7uyOxV3Efv0FccHaTpyfzsnljqW766ukX8QtohcTt1wfXLP90cTtOIir3+nZzw0J43xR9vOriZGsK4iryFcRSdWc2t9PvF8bgB7gMdttfx9R39yYPZ4DPDZxrCcSE0O7sscvJuoJ9ydqCR+aMr6a1392dmKbWrN9ZfW9mT3ejygVGe/X+j+Bo7PHZwBnZz8/ihjleGrt7yfahw3Z91cS3WwOzB4/PzuOHrv97yZ8rd9AJFPTsm1HEbfmn50d+8/Ntj8oYZwN2fvv+JptB2XbphFJQne2vZJ4fxb6HJ/F+Jzs+G7Ktk3P9uXi7PFjiJHiZOf27DVfUvNzZ/Z5NJW4uH9L9VgnOrKkjPMN2Wv8pOycNJcYQDmUGDh5ZPa7D0z83nxr9vNBxKh6bZzLa+KclirO7eI9MIvvhcRdi/8k7qg9nyitPDz7vX3y+ncLcRtZdl92K/0SsituYFE2cQxiVHDEzBYC763+N57gNk1WIvAl4qSLu3/e3XuJ218fdPcvEMnV87LfT75ULdtqG4/KtlVvbX6ZuMW0L4C7r3X33413fGb2aTN7abbpO8TrPcfMprn714mRuHnufoMnHjHK3qffJy6i/un1tW3TgP3N7AXZBKlhj9X0xiu2al3m8cQHLB6168uyn/9IvG+Pq/6/jPcxlL3eXwE+bGY9xCjwN4FPZ6/3d4gL1tFjJsVxXo2VKGk4kbh4rq6Kdp1Hi7EfEMf6cdn2lGsVnEfcFfiJme1vsZLjbUTd8O3E6Nsjsvdvqvr7wp/ja87vpxLJ32FZHJuI0qqHmdkXiFr2llTndtu2oqxn8W0lJgkfSNThbiEuEo7P/pOU60Z8hhhZfS2RvN5MXPQ9291vIP4fnp39JynvAj0LWGJm52bHzm+Ii61nZnFuzX6H7JhKpma+zblEyd0PibvotwOvzs6jXwAe7SG3vt1KsstrNnHSOoUYyZwCvC2ryx0m6l1fAyzNTnipvJc42L5iZq8zszMtWjv9C3iOmb0DOJas7VDKBDvzVaLG9e1E+66Kb7vFdT2RfKcsv3gnMUrdbmavyT4slhD1haeb2fuIBX3WpQuxzlzgWx51zm82s+eY2azsuZ8SozRvBdYmSA6XAL9398OBWy3re159D1q0cTqWSGpTvTf/i/jwei8x4vI0d+8nWk592mKxhDeQvnYUIim42d2rNZgvtFiS+EEw2mniWUQinvpYX09coH6R6Hv+GTOb67G4zMnEPv149oGbKs4ynOMXEyVgryTOOW+DSGqymDYS56P3e6LFhTKLiA5RnzezbjN7PzFiuRHYJ7uQfTrRLznle/PZwAPc/TXEHJDjiPfpbUTrvs8R9cL/mzhOiDr7LwIzzaw/G+BZA8yuifPKhPHVupA45t9MDPo8nihd+z9gpcVq068nzrW5mhTdRSaqLEH9vbt/ycxeT4y8/sBjFaV3AZd6LEiRMsbnEjONX0d8UDyWmJjzfuLk+1jgp16Apb0h2sq5+6+zn3uI24hvrUm89idavN2QIDYjVkvbYGaPJEbcP+nun82eezxR97rRE3aQqWVm1cUcmoiJWX8n2jm9n7h78QHg6T7O9a7ZyMYjs9FqzOw5wJPc/bzs8f5E7+HvVN8PKZjZAqIOd8jM3ggc5e4d2XPHEXdV/lyU17vKzM4BTiJuyf6LGJ17LfBNL0ArNDP7D+BMYvXTD5vZ84CziXKcucToexHiLPQ53mIZ6k2+bYW8fndvr3n+GcTKfqnbsO5LJNrvI+rFG4jylfUeXaEOA27zhB1PYLReeCExF+RI4rPzm0T99QBRQvK31Hcoq8zsVcSo8JuIuz8/ICY/HkHUuxclzif5thWaLyO6mxlx13I/YrL9V/fG+1RJdolkicEHiA+trxOdGJ5B1I4+jChnaPZYNTGZLM5TiDfyF4mr833d/ZvZ873A7e7+gXRRbpPF+x7ixHaVu/8s234QcWIecPe/WaLlX7ME+giPZYmNqAnfYmaHAxcQt2n/APzBE/bvrcpiXOaxkAMWi6I8h1i507ORwruIrh1TfXz7YDcQo8E/2m77DCIR/HRWwpSsB3YW41lEv/A7bNvy3Q8H2t39nWY2B/hjAZKC2nPS14i7PfsRF06XZxeDbyCSm3Evt9kuzkuI5eX/TIxsnU10Pni6u9+eXRh8frwv+MaIs9DneNu2VPrfiSW812V3J40YdX0+Ud5wm7tfkzjOjxCLhX2ZeG8+090vz57/D+A4d3/bTv/IOKiJ8w6iI0911caTifPmA4i7bu/1hB1EsjhXEK/794mR4WcDs9z9Q2b2K+Kz6QmpYqyVfQ59Dninx4qy1YuY9xLzwJ4EzHX3ZXvzXK9ykZLI3jCriNKLfxOjQquJureVRCH/L4DHWTSrT+mzxBX3U4g38+3E1W7V1UBDdtAWwWeIE9mNwJk1++9uombv1QAJE+wrgVVmdmJ293qLxRLKvwFeRNwhuIyYLV8EM4E3WfQRh5iot4kowYHokXyUu4/rQjOZnwI/zEaIgdFk+hZiItQLzezRMO5LuFdjaSA+GIY9WxCHSF4gJuxMNbN24qJwn/GOr9Z256R7iLrcfd19M9HtBOKW8dOJiZopW3d9mWgV+QWifdxMdz+H2Neftegq8ipiPkMSZTjHZzF+k7hIvo0oWcHd/+3RieEqooTknUQylkRNnINEL+yXu/s91QQ7MwJMS/l5uV2ctwGt2V2pTxPH0JOJBXyeQVZ2ldA5RFna74ja9dPI1mEws08SF4VfNrMZ2f9XUtnd59lEGeWh2WDF3919sUeN+MPJ5l3s1XO9J57xqa9dnhk7gxjFqj5eSazuV338WKLV2OMLEOs7ybodECPaZxMfagCvIJLs5HFm8TwM+FrN4/OJPs5H1ezXS4kT3LjPjCcmErUTiev/EqPBEImXEZPL1hAj3cn3Zxbbftn78wfEaCzESNybiSTnWyle/2x/vZC4DXsF8MKa5xqz1/gM0na9OJWoC5wC9BGjmkvJusQQdZDfAx5XgNd5+3NSH9GSr/r4WOKi5rACxPofNT+/A/hQzeMTiL7dqTsFFf4cT8wHeV3N48uIuy4nZI/PJ+6qzUy8L/cnJjTWxnlm9lo/iBghXpf6c+he9ueJ2bnoLGIdiSIcQ28G3pL9/Kjsc6mDaNu4NHV828VqxCDyB4m7Kx+gvjvPydl+3eufmyoXKbjsivApxKpUD/RsgouZvZxYQenTZnagu//dottAslm8ZvYQj7KKNxNtrz6ebT+dqHdtM7NXA2s8u32TUnYF62Z2GjEh607iCv19RGLzSo8SjX09wQp/li3VXv33zeypRGvBFe7+rey9MZ24RZd0+eSqmn36TGJW/IuIuxpXEyPujyNuI4/b+zTbT0cTi6FU3H0wK7dYAXzEo761uq+bPf1KiSuIEot3EyNFTwQe5u7vzu4OfMHdf5Uwvl05J00nWqPd7eN/t6IaZwOxINNK4kPXPcpuZgMv8Oh/fzhwk9+PFd1yiLPw5/hsX7Z6LHpVPcZPJMrpLiOO8fOJBPY2T9RfOtuXc4jjxrLzZiuRIF5GzFkZIN4Pd7v7nxPFeW/787tEV5HPeaw8+iB3T72IHGZ2BNHp5nLivTqLmHdxcfUYr5a2JYzRiHaXf8326aHEoFlzFu8U4i7g04h6/L0+70JJdoHV1BQ1EfVkvyEmDv3DYkLJI4jbN88GOlMlBzW3uO8G/kaMVr4PuMKjEwLZ7aQPFCS5biBOuNcSZSLvJkZfzyQS2D9n9Zk/cPcfJ4qvuj//QbQbu9Xd/22xwt8HiVt2N3g2US+l6gcGsKp6grVYHv2pWWK4lpgs+tgEsVWPoUZi9cYNwGVZwvIU4hboH4jb8+9McQzZtvZSF7v7qmzb8e5+ZfbzI4HT3P3t9/JnxsVunJOeAbzdty3cNN5xVo+hte7es91zhxElYH8gFkha5Ilq28twjq/Zl//n7n012w+uSa56icGTZAs2jXGsX0eUYoxUL6KyOK9y9/9OGOeu7M+PEMuk/1c1CU8U5/8Ay939O2a2H3Hx30zsw/8zs08Qn5NfTxXndvF+HfiSu38u2/Zo4GR3f4+ZfZuYkHm0j+MK4EWpiZWxHU2MUr6cOFnsD7RZdD74N9HzsR3oSzz6dhKw1d3fRLSWOg7oB+aa2Tss2srNJG1Pz1rPJK5iq7fivkh0afgFcLGZtRETolKt9vVitu3P24jOLE+wqMO+hqw9GnEbrAiuJEapX2pZT3GPSa63mNnXiZrszyaq1XsqcQy9gm1lP280swOyfbmWGG2/OFECY8Tr+V13X2VmR5vZNKLMoupo4CgzOyDB/ttedX/e1zmpP1WCnekkasEvMLP3m9k5ZvZSi4lPtxFla68G3pUqwc6U4Rz/PmIexUVm9nozOyOLr3bE/YnEankpHU0shlM91g8gyhUboC7Oq5NFGD7Afe/PI4nzAgkT18XEyO9bzOyZ2fH8X8TxMz8bOHs8UcKUMs6qbxGrSX/OzE7K7lb+DVhvMSnzF8S+H9c4tax6sV0N/NGiVdcaYgLhAuJqbEP2/Ds9JsCltI442CDexKcR9YNvJWq3ZgP/5Wn7ddcaAR6Z3dr6kpltJW4pv4lYIOOJwEvc/cZE8f2K2H8QH7JtRI3er7LRhK3A88bjVtcuej/RseEMoufs14nRt78B33P381MF5u5Xm9kfzexpRE/U6jF0JHFxcBPw/FT7Mrul+SfgGDN7NjGB8CbgBjO7hEhq30esmHrHvfyp8fIz4EYzm0dcCBTynOTu55nZVGKC3unEcf0wYk7DZ8zsf4gLgdRLpRf6HG9mjcRkzHuIu2cfJlbFW0wMSEC0P1vs6Zf2vgbYMMax/iQz+wNRIlCEOL9MXEAVfX9e5O4fN7O5wIcsJoh/nxgwaSHaSd6QquRmDGuA/2dmzyI+jzYRtdefAd7j7t9IEpUXoEhdX3UF+w3EqOBxxG2vVxCr0T0+e/5FbFv2eWriON9AzNqGaCX3pprnP0Hchk2+T2viPQs4IHv8HqKGcL/s8euJ20qQ45Kquxnf54kevQcQdYO1+/NjbJt0sm9B9uebsp+rZWeHARcDr8keP4ptyyyP23LPWWwLiW4RLUSXhoVEq6nqMfSuAuy/xWTLNxMlVtVlvI8iSpgeRQyEPKwAsb6ZbCIZ8DLiguqImv1ZlHPSF4mLvtdl255f8/yziFVmk+3LmjgLfY4napYfnf1cIWrGX1rz/LnAWdnPUxLvy4uJ3tcnZMf6W7Z7b74jdZzZv7+cmOcDMfBUOxm3SPvzPGJtg8fVnNuPJzqEzSYW9Uk+8bom3n62Tbx9D9uWep9KTMx8bu3vj3eMKhcpkOxW8PeAn7v7/xF1wquyp59t0ddzH6J0YD9PNFkni/ObRJ/JU8zsTURHkReaWVs22roaeGA2EpJUTQ3cv9m2lPOHiD6fF2aPHwgcCmla9WXx/MTd1xAlN+8CWs3sDdn+XAO0ZKPvSZZ5rqrZnwfCttuEHgsKfRh4qpldRHRx2C97bjwnw3yRaM/0FOIuwN3E6/vMmmPocDObkrD84svErdh/A7j7q9y9upz7z4la3Ce4+xZ3/0uiGKvH+neAxxDHdzdxK36EuGX8MgpwTsr0AX8kLlYfZTGJtbak6kDidX9Aqte9DOf4LMargB+Z2VEeC838imgjWt1v1wIHZKObydoeEr3PbyHq2Z9IlAw4MaL5CmJfHpnty5TtGR9BTMh8g5m91t2vdfcvm1m1miD5/sxe228Rd0qnEhMzq+f2K9k2yfWzxDk1KdvW+34ucYGFu78X+Hj2813AwWy7yz7en0OAykWK5rFEvdNWM/sycZV2LfEh10C0HZoJnONp6x3nE7VPKwCyyQ/V/qhvIpKr5xAjnckXRyHq8p6cff+Ymf2DaPx/MbCfmV1IzI4/I12I/B74g5l9lXitf8q2doJvB55L7M+UvYarzibeh6dYLEfbTLxHf+/uvzGzG4iSoRe5e4o6/BuIGtZNZvZe4iT7eeKD4YQs9vcl/DCbRpRYfRjoN7M/Exd/F3qs7PgaYhT72hTxbWcO8EN3/xCAmf03MZL1WWK2/jOJ0obU5ySI7kA3eKyIehxwhpn9E/gSEfN7gRcnek9WleEc/whipP33QI+ZLXH3n2cX+G5mLybOSS8vwPn9VmKC/f+a2XeJErVNRI/uJxGJd/L3psdk+o8R58qnWSxs9ilgxKL7SRfwisT782HEpNsLAMzsW2Z2J3EB8zOi9OqfwKvd/aZkUW6zFLjR3V9nZp83s0537/Vtk+/fSNwtWpgySHUXKYDsiuxEj1Zic4kk9Qce9VBnEm2d3p397pTEV+QP8pp2QmbWBbyEOLH9wt3flW0/wItRQwqAxeTL04kE8VfEyXe6u78/S3ruGe9Ro+x1f467X2FmryWuyDe4+0qLVRIbiRZzW4q0P83sQcSHwmLivXoAMfq+xt1/nE3c+VU2sj2ecR3gsUJiFzG69TXi9uY7iKXJe7PfS3oMZTF8jLgd+w2i7vZ5xOv9aaJU5BPunjTJtuhq8idiBPjvWYL1DuKOy48tJuJuSbk/s9G36mqos4jSi9nEnYuzidvcNxI1uni61nKlOMeb2aPd/Q9mVnH3YYsuQWcRt+B/bmYPJMpufuUJa4bN7BB3/5NF27snEnXM+xAjm48gBoF+mnhfNhC9+C/NHr+MuLvWS5Q1TCFWzjwEuM4Tdt4ys4d6zRLo2Tn8zcRaB1OJ89FfzWyGx8JdyVnWdjX7+UnESqOfIC4G9iFWyfxW6vOoRrITyz4kvgj8mriKXGNmiz2bTOAxgeerZjY7u8WU8oTxX0DFzH7u7h/Mnlrj7suz3/m8mR3h7htSJ4RZvL3E7eN1Hq3kLvVsmV8z+ysx2oqn6TtbbTe1llgY5QqiDV61fKDXzL5E1OdeXZD9uRD4l8fs7WXAz9z969nzC4k2Yz/2cW7jlcV2ITBsZr8gRgVfRSQyTyUuCP7DzB7s7remOIayGN9GjLL/mBhZP4Oor/+lmd0MnOLufzGzjpQlQTXH+gOJNmPLap6+mRiFfSlwmJmdmzjB/hQx2fYa4DfZcX4aMYC0JhvRfkiq5LomzkKf42tfczP7afX8nl0UACwzs58Sr//F7r5lvGOsifMiYsXgtcTF0/eIXGatu19mZh8kEu+fkqisoeY1v5Yor8Ldv2JmDybKMfYn2lx+y92/liLGLM7a/XktcLm7/xpYXT2PZ3eqjyJ6TydNsLN4zyYmh682s39m58rbiAmk89z9u8RE3XPTRbqNarLTO4a4HfMBi3Z3bdTUMmcfZgcSt8FS6iEWbXgpUdd4NIzWamFmLyHqn4rSQWQ5cWtrPdG54T1A7chqtS3a/gligyhb+C1RvnIqcVt+GXCwmb3ZzM4iFiRIlhxUZR8Y3yFKal5oZh/wWBL969lzELfqH2pm+9VsGy9vAbYQSeuTgZcTyde7iUl6+xHdRFK2ufw0MeJ/GDE5axbx4TsjO+afRtQ4PyBlgp1ZQRzrLyC68Dy75rktxGhRO/ANT3sr9BVE+7vXEJ0aXpKNwG0EDrHoNbyAWNwjpTKc45ez7TU/pPY192jHeT1RCvjjVAl25k0Rkr+BaLv6ZuKY/xPRReQ9xP7+H0jaVu5otr3mbzez083sCcTrfAFxd2UuccGd0hvZtj+3AovN7BjgrwAWcwQOoxilaxANAZqIc/qLgdda1NvflD3XbWaPSRng9pRkp7eemET0aaKP9MHEbY+nmNmTgVcS7XzGrXn69rJE9FJ3X5pt2gqcambvzJ4/mkgcksa5nX8A13u0HPpf4hbyKWZWsWjx816gw93vTBTfeuIi4BPEiOEriUTwQ0TrriFiAZIkq+Vtp1qXu9TdXwk8xsyenj1nZvYC4vZnr7vfneCD7XfAT7MP/zOI+vUTPCawGlHO1OXu/7yXv7G33UG0kjqXON6PI+5afIpYhW4e8GZPWy9c9dmaY70JWGRm783OA+uJY+t0d78uVYCZnxIt2x7hsYjP3UR9+F+ATxJJzps9favLQp/js2T/v3bymj/MzJqJ9+/zC/Ca/5Is4cvKv6YTCe0VwE+I8+bpnr4143XEa34JUb4wjTjmrycWwzrb3f/q6dva/orYp7j7R4AHA/+PGNl+FDH/6gxP1852e7cQ++98YjT7ecDzLSaM/oQ4xu5MF96OlGQnYGYNZrbKYpnsfxMHYSNR/7SMSL6e4u6/ABZmt29SxGlm9sAsEf1xtu1oIsn+ADAvqzO7jkgIk56As3irM4kvBw40s1cSJ7s7iXZu+xD/L8/18a8ZNjN7qpk9KbvyfjRRl3cBMTL4ZODJ7v4jd+8b7/jGYlGXu5ZYOKE6Qr2OeA9ATOTZBCzwcezlmx1DL7NYFe//gJdb1LU/n7h1+CyLBRTuIFrjJRmJsW3ddX5BLI5yCNny7kQZwx/c/Z3E6ojJksFsf34g+2Bdl217AtFr+DTi9vZJRILzH6mSmCzO7myE7WBiZP2VFnX4hxNJwmHufr27X+Duv08YZ6HP8dn56HnECni/yrY9gZg0WH3N53ssgvO+VOf3bF+utpgPsB54nJl1mNkbiHP6cUT7wx+5+/JU580szsXZXd272VYb/H3iNW8EHuDun85+P/XCUhDn7sOzuN9AfB4dSUzA/TPwtoJ8rp+UPfw5cWf6ycTgyghwuG+bMPo5T7u41A6UZKfxbmJG9M+Ik8TXiNGhpxOTNv4FHGdm+6aqxc1qn/4X+KaZPaT6Jnb3q4G2rMbxq0Qv1bsKUKtVrc8828yqPT6vI04YncRiM43EJKl/+zi3RaspuXgd0Jfd1j6XuH34H1kd5s+JOtd9Up+Asw+MzxP77R3uflvNCHV16d+XEh/Ga8dzpCPbN5cRnS3OI0ba30Lsy3lZTAPEKDaecDXUmpP/T4hbnEuJmsIBohTj4dnvDaeJsG5/3uQxmW2fLKZfE6/9rcRo1xOJlUhTjr59lLjzczhRJ9pI7NtbiBUcvwo8wtK3Di30OT57za8gRgI/amaLYPQ17655zWdlMSbpepHF+WkiuX4q0QFjBXG34mBisZFPEaVYydQcQ4cR60e8iDjGbycmij6CGOh5upk1m6VdgrwqO29/hCgPOZiI/RLgQR7tQ4twZ+1VxMqtLyWWTf8nsa7F2cR7ocXMHgtpz6M7o4mPadxBLDn9JeI1+B9ipAvgVGJEszNxbebTiVrGPwOfMrM3uvvfLNo4bclGkk4l3uxF8HKy+szsqvc5xOSNbgAzew4x4nFRovgWERMF32VmDyEWm/iSmb2LmJT3PuJkfIqn6dO9vRXAX9z91Wb2n2b2bHf/QfZctS73NuJW4nh/AL+E6B5wrsXKY+cQrds+BmCxGuG5RD32uMsuUF9KrHZ5J4C7/86id/hWIol9MnEhmLKvdNUC4oPrN1mM+1lMKvtodqy/hJj0enKqZKvGEJG8/k92V+3pwEHu/mmLWtKPEYumpI7zdop9jn8ZcX48x2Kp+Y+b2beBP2Wv+YvZ9pqn/BxqB37r0QXqtcCT3P0rRE0zFp1aziOOt5SeRnQwWmHR+/pTxEjrZ4lSxdrXPMlFf3Ze+gDRbnfYY4Ig7v67LFbM7FiKsT9r/YpYnfctxLH+nzB6l/AZxMV2b7rw7p2S7HGSXekent0S/jXwQiLp+rBFX9xpwKfc/S4rRru2nxGdQ4Ytlie+xMze4NHGZwrR7/W12QFaBGuIUeCHufulZvZc4Ilm9iOP1kTHAkvdPdXkom8Qbe4gm11u0e3i52b2K2LU9eOp6jLH8NnqLWS21Wg+gxj1qK3LTVE28D13/2r285nEiXaOmX3PoxNGC9EPOVWLsecQF3OLzOx/a+6a3OPuW82sQoy6vsfTzQmodQ0wg1gA6evEe/X9RH37R4mygdemKr2AOH9mI3/fJGqZryfKmFqAuRY9kv9ItMlL2kkki3M98AKKe47/3+wLYJAY+Nni7p4lL/uT+DXPfKnm9v/fgbeZ2f9ln0ONwGaiTV7qmuGfuXt1EuMiYvGmpcTn6Ep3v6cAr3kPUV5xNzFJ+HB3/+h2vzNILEJzwzjHtlPuvt6ip/xa4MPZwMpPiGNsPvG5XqgSkVoqFxkH2RXkp4nbXRBXjRXgUItej58jRllnARQgwSYrX6i2k+sHvgJ8wswWE7O3l6dOsG1b3eMziKRvM/BGi/rMw4j+nnMB3P39nqAuN3vtcfe/VBPorLTmT8A/zexFxCS9LakT7Gx/fjArZamWhBSuLtezCYzZhetadz/G3Z9JrOw2w92vSJhgA/yISFQfDRybjRSSJdiHEh9kZ7j7umQR1vCYXPtNoi78Ex7zBc4gVsicAnw6dbJVc2v9D8Q8gOcAj3L3HxKLDT3Boz1j0m48Y8R5iJkdWJRzfM35aFO17CcbWb0N8OzYf567fyrxRVU1Nxltr+qxeudlwJkWfbxH3H1dARLs7UvS1rr7ce7+amL0+rDsd5J9rmfHcQvwVXe/giirajWz12fPzzOzE7L9eUOqOGttVzL5ZOKOwBuI9Rm63X2QhPNtdpWS7PHxaaK/8GcsJsJMJUaKNgOvt5jQMZ2oM0vCwtuyJAAYTQqqda0XEvF2ATd7MVYefAtx6/hHRJ3md4hJJjcDryFG5R6Soj4z25+PzvbhWMeZEzV7ZxAfyEllr/NXibZYTyFGWqs1mks9cV3udidcstjc3b+dPf8i4iIgdfu76gfudcQkosOA55jZ68xsX6JWc6onLAnK3puPN7NHV7dlr+c1Nb/2bOK90JDqWK8eQxZLUgNxsUq8Tx8AtJvZh4g63VtTxAijF6dPN7N9qtuyi7yVRHnL6wpyjn9g7Wu53TG1hZiAvYi4I5BE9po/iDg/jl601MT6ZSLWB6aJMGSv+WmWzamobgNw9//LHr+YmIib+r05Oxs0+xJRmvhUoj78Z8S8kBainWzqzjFA3X6s3lWBuKP2UKKU5VvAoMXCSIWncpG9zKLt1S+ARjP7NdEb9wTgfUSi/ViirrDdEy1Vmr2pv0AkV2uBGyxqr7fWvNEPIupHT/D0LbGq7ib265eIUffribZ9l2Qnko8DL/E09ZlvI25tPt3db8j2sdeMdP2LaDf2itSjhJn9iJnm57j7oJl9xcw2ABvd/Y8WS/+Oe11utt8+BnzZzK7yMSa2ZHcyTgGWpBgtymL8EDHCf4e7f4uYVLYfsTT1N4nk/wvEcu/J6oWzZOVbRE/mYTO7rHqhQoxkGpFgvxk408d5FdSaOBuIpOAfwJCZ/cDdv2Zm5u6/NbO/EZPdngX8p4/zRObt4vwy0T+6ruexu//azPqICbnPINE5PntNLyFe758Dv8/u9nj1PE8sktRKLJmd5A5lti8/SeQlPzazK7JzT+0kwb8RSXayieHZ/vwGMcAz+npWB1Sy73OItradnrYpwELiDvQR7v59i3aM7yHORx8j7kofkCr3qJW9/p8F/mJmd7j7ue4+ku3vBuLz8mZ3f3/SQHeTllUfB2Z2CDGC9S93/1Q2gnQJ8O7sdmdSZnYJcSX7I+CDwOtqbxlZtuSqFWA56lpmNpNYKn3Q3bstJkI9j5h0Mgw0p7p9bGbzicl3txLJ3/qaE/CBxEhcU6oPtFrZRVQzsS+Hia4dU4gLrruJlcueBvxovC8IzKyXeE0vIibsrK1NtC1WULubaI3117H/yl6Nr7qy2y3At4k63PcT+285kTBUF0XqG+siYTxZ3B5+hrufatEvfirwnerIupnNIMpZHuDp5i9gZh8laoTPtJjIeqS7X1BNuMzs0CLc1s7OnSPu/iYzW0okq5uq53XbbrnqRDG2E2UqZxIXUC8nap0vy56vrkI4JWW5TbYv/0Ic668iVrr9Xs3zjyxCaUh2R2oRMYhzIXHn9O8efaaxmNh+O/DA8b7jtz0zO5K4k/4XolPQr81sf3e/08yeRtyZbvPE6zFk59GLiBH292dxXVD7frRsxd7s52R32HaXykXGQfZG+RTwmexD4g/EiPaBaSMbdYG7fyAru/gSUYtpZtZkMelxiZlNLVKCnbmdGNl4lEXv6auJW0qP88T1me5+OZFkfYlo2Xc4MTGzAryTuCJPnmBDtJnL6tsuIUZo7gRO9ejM8ghguqer0TyXKFH5G5EgPDXbh9U6w6VEkpMqkTkMuNHd30L0QDbg4CwB/DSwzt3f6O7npU6wM78EHm1Ra99G3HH5hJl1Zh90S4lyoNQrzC4jPmwh7vq8wGI1TLcoyzgpKytI7WPATDNbR9S8HgC81Mxas/fpW83sAdm+TeUassnWWWJ9N1HC9Jjs/P52YqAi9eqyF7t7d/b5+HOi/hYYPdYXF2BfQrzO84jP8J8QZX/PNLO3Z8+/jRhASb3QDB7zPs4n4uzNjvvHZAMrbyAW6SrCgmcPJLqzLPGYDP4YopT23QBmNptsflWWQ5UiwQbA3fWV4xdx4fIh4D+Ap+7kd15BLPjwmMRxdhCTMR9Xs/35xMp9tb+7TwH2qxHJ1hO3234IMRFiGTEK/0NiQlSK+KbWPJ4CfJgos3k2Uee4PHuuUoD92ZDts2PHeO5cYiSpnUgcx3V/ZvvyrcStzENqtr+e6IBxOHH7/cHEh1mqfdiUfW+u2bYEeFn288G1+zthnLX78wCiLOyjwHez5w+sHvPAvgnjbAD6iLkWz6+JvQn4RPb4GcSorCWOczmxUuMjiNvYb66J90SiFWey/ZnFeDZxV+poooVcL1HCcCnRym1OAV5zI0oEHpk9bsq+DgU+mW17IpHYJjvWszi+R3SvAXgCUQr2iuzxVKLlJST8vMz25xnE5/qjsm1vAR5OlKXeAFyY+nWvibeBaMm6T822E4iWlzOJia6tRBL+4NTx7smXRrJzVFNHeABxUpg1xu9MJRZIeZmnrcU9n4jv/wFtlq2o5DGD+wAzO6/6i564b3M2cvF94E3Au8zszOpzHqMvnyYmGW0A3ujj3Fkie93XAeeb2fQsrs1ER5bXET1Hf0Mkh5B1bUmlpvbt2UTrtuoEmeoI0deID40jiaXnx21/ZrF9lfgQewGRJADg7p8h5jecR4xyNnkspT6usn31CeDFFl0Ohix640KMEjZbtJDsMrP9Uo68jLE/X+Tu1wD9wD0WE7eeQSw6MoVE783svfc54kP310SnmGYPW4B/mdky4iLrLs8+jRPEWT3H70/U3J/g7hs8692bxfVoYqGZRqJ+OEWMXyHm+zyNSFC+TiSJjyQ6Ba0nLrYg7fnowcR55jyLRc+2ZF83ADdm5U0fAlpSHOvbuQN4rZkd7TEhvAs4w8yeTQxOHWZm+5HgNYe6Y302kZg+I3vq/4iL7DcRx1b1DnrS/VnzPn1EbY7h0f3keR7dq75GlDH907NSkdJJneVPpC/iivvc7OdpwOeJPo7PzLYdT7Sbakwc51SiNOBh2eNjgP9k2+jRw4kVy6aminG7ePcHPlwT+zeIOufq8+M+cj3G6/4JIgF4F9kVN/AQojfpOdnj5CMHWRyfBt5LfLj9GJiZba/O0ZiWMLbnAOdlPx8JrCLKVarPzyN6oh+RMMYPErdfTyMuoCo1zz0JWJ3FfXgBXuvnbrc/v0kkNkZ04PkvYrRoVuI4H0p0sak+/kIW36uyx5cSF9GPThzn9uf4L2x3jn8dMZdhZsIYnwF8KPv5MGIy4dFsG9k8gSghSXrerIl3KTGv4Xs15859iK5LP0+5L7NYGrPvpxELtF0AHJVtO4K4Q/AJYHbiOHd2rDcQd9jekz1XlM+h84CB7Odl2f59Xc3zr6v9fCrrV/IAJsJX9oH1gO22vZmofzwVuJhIXI8grtpSxjk3+/nlRCL90OzxM4kr8ylEIvuAVHGOEfd0oj1f9SLgQcTIzNLs8duIZWBTxNa43eMPEAnsQdnjJ+zsdxPuz9qYFhJJ45Tq+5i4Ff4AxvGWfPZv71/dbzXbP1Q9ZoiWctOBhyfab5b9+/sTo4PPAc4iVs+rVPctMVfgsMSvsVWPCaIWd6z9uR8xqpXsNmwW53uoLws6mVjlbQGR1DyaSBKTJTG7eI5/LHFnMMkFYBbjfttt6yAS1XcTd38emL1Hk70/sziPqcZKLBQ2l+gU8/3sfDSNSLpSXkxbdoxU45xCXPgdT1y4fIv4TG9MeW7fxWP9MTXbi/I59CSivHM1Udp0AnGXqI0oGfoUBRiouL9fauF3P2W3Ob9JtJ25jVgl8ZvAt33b8p8PI0aFk7W+y+L8HnE7aQ1Ra/sg4EQz+667/9BiIYIpXoBVB7NbSS8Cfujum8zsPcCHzKzR3b9lscTue7Nf7/NxvpWYxfdRooXgl4nXfYj4MDsHONnMbs2eXw8xwXA8Y6yVvf6PJpYf/3W2rYFY9e31ROmFE7fl3+njWCJUc9vw78AfzexrROtAJ0qvDjKzJxOlLRdl28dVFuN/AX8FzvZYCfV/iEWljgDmZb9zFXERkHqS8PuIxSae7tFJYJ/sNd0fmJ56f8LoPv0c8b78CbFAE8AX3P2S7HeOAGa4+09TxJjFsKvn+EZ3/99EMTYQdye3mtn/Euf5u4nWgn1ZOdMy4kLh1ylizOKsfg59xd2vyjbfSky+PI24aG0HPuLuF6SJcjTOrwA3Abeb2Vp3/7ZFa74riQv+I4lR4WTn9cy9HesPNrMnZd//SFQ0pfwcaiDumve5+y/N7Azi4vlz2fM3EStObjGzheP5ObS3qCb7/nsGkRC8mbhFfJqZvdKzvpNm9gpilPjuhDFCnBC+69EGq5MYGWoiRt2Wm9lbst8pyoXXN4mTbrvFqphXEyfiJWa2gBiJP8Ki72eKk8aXiNZslxELtzwMolequ7+bGOU8G/iJZxLECIx+YFxNTGh8SrV+OIv1emL+QE/19xOc2N4D3OTubcQ+3admf11D3KlYDFyZMMH+HNmIFbG/8Kiz/i6RIJ5OXPQ9qAAJNkTtZSNwkUXrq+pr+nOiPjPZ/qzxeaK3/duJ+vX9s+3VdoKvIVYYTdlnGHbtHP8sYuGZVL4M/BlYQZyLHuju/3b3X2bPvwg4Kk1odaqfQ/1mdqbFIlIVovb2G8So5puJlqIpvZLoGnQGMdr6FjM7FvgMMYL9B2ISaeouPHDvx/oZxLH+4+x8n/pz6CvEIji/tugO9Jtqgp05FniyRQeh1DX4uShKQlVmtxGJyyPd/SozexvwAYvFEv5I3I5v9/T9PTcTk3G+Thx8DyEmSHyVqCk7Bni9F6Cdj0Xf1i8To6zPIyZmXuzuV1usnPZcomvH271+Odvxim8a8EV3/0r2+FHELe53W/RQbSDa4L3Yi9Gm7zHE6NEG4nY2ZvZLd6+ujng28H4zm+but4/9J/aqXwDPzU6szwCeYWbXsW3RlGcDz/JEy7gTk4j+6NGL/Syg38xe6+73eCyW0Ejc3j7VC7CoQ+abRPLyEOBT2Z2fLcSoYer9STZB+EPVJNCiZ+/pZrYcGDGzhwJvBBZ6tHRLaVfO8W9OfI4/193XAmT7cGZ2B+0KIvk/DTjdEy3aU2OQbZ9Da4ma4fnEBcLn3P0LKYOr8TuiFePD3P1H2cXAW4m7l2e4+5UJY9teoY/1GkcSk237iZ7YDvzdzH7s7t80szcS/cdfMxFGsEfdn1qTyfrFtvZIC4gazZcS9W6Pzp4/CXh59vODEsf5BuJ29gFZnN8jm9hGjG68rvq7BdivRtSIttRsezzRgqg7ez55nFlc+2fxGJG4VicaPTL7XoQ2fcZ2cwCIhKAbOCZ7/IDs+7hPhqn+m9l789XEhdX3smPq+cQIdgs1Ex9TfxETst5DTetDot3YQwvwWr+Q+KCtEPMqPpydA15PLDZVncOQsga7gRgNbM8eN7KtPed7qGnTVnseSBRnoc/xWYzvIBKpI7Jts4iJeXOJhOWF2Xv2oBQx1rw3O4A5xFyP1xPJ/wHZ8y8EXln7+wn35weIuutjidZynydGtb+QfQ7NLUic52Sva0N2/izcsb5dzPtk3+cSbQRPIz7rjyMuXB5IDPqVvgZ7+y+Vi+wm27YE+WOJD9fnEDNgf0e085lB3K6bB+Du/0gTKRBXi88gThZdxJv6SmK57wcBB5M1eCeuKpPJbiV9h+jO8dHsahx3v444If+JGHX/rJlNzX5/PONrMLN1ZnZOFtedniFGiP+ajXb0mNkDPf3Kfg3ELdjW7Z4aIJZPf0p2V2CRme3r20a1xyU2M/sFsMxikaM73P3zRFvJ9R6LOBxM3N4e8gSLOmQxDphZr5m91MwOyN5zW4mlvv9f9Xfd/QZPuKqfbWvd9XJi0tgTPZZD/zFxUfVUYlTrSQCeqBVWTV37Q4ka9haPhZCcaCn3aGJOA1mcgwnjLPQ5Pnsvfhp4FPA4ItEG+K27n+bua4gL1Kd7lI0kmWeT7cv/Jj5nWoEnE+VV69n2OfQIoodzdaGRVJ9FnyTmKW0GXkxMwvwiceHaTdzRODplnNn+/DJwR/a6bnX3O4jBiYVZfMmP9SoLnyIWwjmVWHnyCe5+gbv/nShjbCImbF7r7r9JGe/eoCR79z2DqB99I1GP+wziw+HG7HEfccK7MFmEgJkdTNS1nUbU4n6fGEm4kZi5/5/EbbqVMNrfNaX/B2xw97cSV+Vvz2oyyQ68qUSf6fe5e4o+uS8EriP6CXdUN2alAlOJ5OBM4J3u/s9xjm0s/0PUFK40s1ea2VPN7FHZdcEAcdvuZOBr45lgZ44n9uUIcIptW7nvRuBWM7uYGE0619NN0vk6sVzyt4nRwQOyfTdCXLy2mtnLEsW2vZOJcpbXAZcDZ2Xvy18Tt2hvd/d5xIdwSv9BxPkcYCNwbs38gC1EInOQpV/JsQzn+McDB7r7QqLn/ZPN7NFEnNU68ROJ92pKLwT+f3vnHqxlVYXx3wOh4IEcFfOeeEmsNEsSFctLmiJqmKmIgIjX0VEcrwNakwkCMSogNAiGoGIqpnjB+w1RsNRyGskb6uDdyQQCNE1x9cezP87HGUT+gLPfo/v3j5zvHGfWvN/77r3etZ/1rDcjog++dofjpOpB7MwyAcv/su5DSb7UEU9AnI4LUjvgNXQUltyditeDnPtlb1zxvV/SxZLGSzoQvxh0xuPdq/Cs1zgHN7RfAizFfSs71/3+l/ikPXfz6FpD+e6VlkWqHHyzvmqRtHkn4oViV9wV3QB8krEKs/wNW9LpKZ6rw13HhwLbR8RoeQjF0vAI0+xI2gUvtCdGxEvyONW9gEvDmrgBwKzIO8AHSd/ETXAPRcSY9Fk7vHhMioiXcsZXQ9JRWG7RFp9eLMMV2Ok4wRkJXNWc8Tat/sjDT0bg48MJEfGhpM3wBrckMmhcU6WoM7aUuz99NghXWgbJ7jbLJO2GE7HsjU+SOuJn+eP087iIOCP9+wfh0crUYs8Qn3Bj4N9q601afwZgd5N3JX0j7CjQNjL0WdTFWfk1vi62M3Ei2BpXiidj2c1ofAw/q0qVwfQc9cYnbIHlN1uQcR9K33kffHJxCjYpWIAr68PwPXoalrksiYh5OeKsR1J/4ErcMPwBvobzgFdq33euZ70pkg7G1/QSrBMfj09Sr8SWiNfjAXLPZwtyLVMq2atB2njvwLKLeu6NiJ0iYiyucmwQEQsyH3NOr0ktsPzif8Bhcuf+o8A2aSN7K3eCnY7kR0naLiL+gZPsiZJOwBW4G3BDGcD1zZ1gp/jGShouaW+58Wkx3nT3l9RPUjd8BHpx7gQ7xTta0ncj4hZgFHBLRJyNm1s/whq9T3HTaHMm2E3vTcIuHL/FU+iOTpXhvSJibsYEexrWg8+q+9XDuGELoFOSuDydM8FO3/U4SZfiqmbH9LlSjBtJ6o71mrUXnBwJdivcwDqKdA3TZ++nmPvD8ko2GRPsyq/x6Tu/TNIw2YJxYop5MzxDYCy2mPwwIibmSrBTnFNTrMfLNowAcyJiFzy4pR22i822D6nROvQcbBM5Hr+gtME2cjfgPXP9iPh7rgS76T6ETym7JcnFNCy96YGLJ9me9bp4JalnKpi8gKWeNcOCDjgnWS/cjHngVznBhpJkry4zgWciYrKkHpJ2lLRx3Vvj0fhtrXXOIPHD91RETJXUBViCH8B18XSlXjghbJ8vRKNGrd7LwPz05n0j9kn9GE8BW0TSlpHnOGkwTgwewtetr6QdI+JfEfELLBGZDLwT1bBtG419XefJ475viYjhAGHNcAc8Zhm80DUnM/EzNFXS7pI2lrReWI99Fm7QHYKdRnJxK7A4Iq4AukvaU1IDdj74SNKxuDGqCq5Mg/Dz/Qi+N/tL6pxOCp7FjWaDcexZjrdTwn8T1uDehmUWhHWkn+D+iwMk7dPcsa2EmVR/jb8Tr42v4RHZDRHxELZE6y3pRPyCmNv6bABeh8bjdftsSbtERO3FdT/cJ5B7H7oFS1auxWsnETEHeA4YLOk0LHHKPTdiEJZaPIxPU45jxe+4HX6Z7gB5pZ9q7A85Cq/nG+Fn/2V8Mn02Prn8cfpfqiCtXKtUYbOoLOmGOQwvwD+TdAB+M/sQeF/SVHxjD8T2XbntkWYD28vDCF4HPsFv4nfhhaIzlmPkXjTAGuw98IN4FfCZpEV4SMGfZEuvM3Cy0OwLR0qunsbd5A9LehG/iR8oD6RYhhtMToqI+c0Z2yp4H+sepwCLJC0F7oyIOZKOwxr8WkNps1zPlGhtj49j95D0GE4SAB6QdD++louxDVpOOdDVQD9J8/BGsRUe3PQ8tu96Fce4KFeAaU3aEV/D76R78wV8bx5Eqmbhjbh7ZLK/S3EehTX/N6Wfh0raKSLmys22iyWNxYWALLSENT49Q9/Hp1K1IT1DcDJ7OS4C7IwT7D4R8WZzx1gX67q4ua0bHnz1qqQl+CVwFHZqOQs4OSKy+Z9L2g5Lle5NP3eSdFh4yND1ePrgT7GDzPxccSbeBDpFxEPpWT8AOEgedvYj7DTSN6rRC9QPeC0izpPUG49z71t333bHEx2Phkr0gq11SiX7C6h7I5uMk5YJwIPhgQTj0p9tko46emY+mhsGEBEX4QVuRkT0x538uwFtI+J24LIqaMoAIuIRnLg8gP1SR+AO/r4pwf0P9shtVglGup6177wDsFDSHrgJbhZ2RmgX7ujuERmneMLyo7mas8Ab2F3iGXxtZ2EZxja42nFShiT2fHwk+xROWO8ON5RNwp3w7ZMGtndu/WhE3IOrWmMiYhCuBG+N9aOTsM9wNklQSrbuw8n0X7DH7J54WMvjwJaStsLP/d6RyRs3xTkDT768KX28Dh7ItT9ANDbbzsj10t8S1vgU4/W46v+t9P2Cn6fa/v1GREzCCXau77yVpAlY8tcW+4cfKfddzMD70ibYoeXIzPvleNxk20FSbUDP0/jllYj4IJ2qnpX5eg5PP96Pi1Bd8dyAx/E+1B5XiA+JiGwvqk14GCf9pGu4gBXzzMVYg517bkizUZLsL+aPwJPYH3UMXnyHAKTq0IYk+7uwFU0upuApiONSLL/B+kfS8VxbGm36Ps8RYA012qKNlnRkRNwK7BcRE9JD9zi+J1uH7XzmZwhzMk6oL8QVg05YH75v+t5b0WiXlbVykDbgu4Ar5SE40/FR3G5YR3gPPlZclK5xjoX4NWAhdox5LiJGAkTEE/je7Jb+LmsTWY2IuI9Gp4M38CbRFTud5N7IugIzw24HvYBv43tzn3RvClu2vRR5h+J0BWZHxOXyVL+euDnrD7g/5JDaH+bUjtIy1viaK8Ox2Et4k/T5C8C/Jf0KGCHbIea0Db0AS9B+jbX2bfBJ0LFhvX0D1hEvzlnBxnEuw+v7+vjk6of4BLCHkqMVZJl8W88U4BxJY8I2fPPwfrRf3T60d1jTns0+FJbv64cDpHXno/SiDS5StJd0iKR9I2JOfMU12E0pSfZKSG/fN0TEyIh4FB8l7lL3+3548b0nT4QrMDQi1sU39kRo3LgkHYOPk55Mn+c+mrkNJ7AzgJ0lbdukEnwgsBPuOm52UtI6LiIGp4p/O2BLbIvVU9K1WEv2GFTiet6M9a5/Bkan48LJWGd4qezIsh95RxTPwAn2CCwX6CJpw6Rx3RWYA5W4lsupxZKen2OAaZkTmBpvYTnY7fjlaSFOvI5K92YXXOHOzVvAdpJuw8nWjlhzvwn2Qt9aybovFy1ojX8CX88GvBZdJOkc3KA5BEvqfh+ZnU7wczwfu13cjL/zZUCDpFtxL8h92aJrZA6usi/Ag2a2wE2ji7BDVOckeclNbV//VNIYXEB5FkvursPP+pM5A6zjUeC2JEkkIj6nsXfhWXyqegGpP+TrRrHwWw1ky5x9I2KAPPr5POCuiJibObQVrHokjcZdu6ekY+TjcNKYuwKHPCp996R5a2qL1gon11OBXjklGJJt5mRLwVNxtesI3AzzDB6Oklt7T/p+O0XEjalqMAyYErY/bMCWadvj+zTbaHfZ1WYUHoa0A/6O7wZexFXZ53LFtioktcXWXrNzy1hqpO/5NPziNBD3WfTGycxfgf9W5N6sj/NMHGcfXJF9Evg0MgwYWhVVXeMlbYh95Y/BLiLH4mmEG+FBNFNyS9Zguc/0qfh07x3swPQWdg9qgx1PsvcCrSTOE9J/r8DxtooK2No22devBIiIgUlLvg3wfO4Kdg3Zp/ufuLdqekRcU/e7S7BO+6Bc0pvclCR7NUk6rjciYrikVultrRLUEsP074uxZnMBbi7JfpSEu8wbsBPCzWE/5N2Bn0fE0LRwvIfHbC/MGO5ykvzis4j4PFWONo+I8yoQVyusHd0QX8tpktrjpGBRRIyu/9sq3KdJS9gJVwa3xQ3Xx4SnElaWqly/eiRtjqtCr2K7wZ7AbhFxctbAmtAkzpvxEJKueE2q5KZT8TV+D7xeDpF0Mm5yHBB5JwqvgGzZ9hP8PV+Gm3GXhvuBKsNK4jwAvwTcnjOupjTZ138HdMfN9n0ic5Nj2oeGRsSFdZ9tjfemaRFxjTwZdWvg7Sq8/OeiyEW+hDpt0SR8dNO2Sosv+Hi7Ls7Z+FjxvNwJduIanPAPx/rbLunz94CP1WiL1qYqCTa4MSsl2EdizeaE3DElJuPrOQjYR7ZtW4pfZJrqXatyn74OHIqHORyOm8gqnWBDpa7fctIzPRJLRYZjf9zLswa1EprEOQLHeVkVE+yWsMZjicM6skPHccDgKiXYABHxbtg29HzshnI+lq5VipXEeQHVjLN+X38C2BRPpKyCi8gU3As2tvZBuK/qFKxtvw64CJj7dU6woVSyVxt51G/riFiQO5ZVITtJtM4pEaiLpQ0+gn0w/XwoNp8fKOl72FnkFWyLVolJifUkbV5/LGvIftSVqgddIuLp9PM0rM19Cg/u2RvrXidGGu5RFSR1rB0XqyLTyFo6kjbAx9s5G6+/lBYUZ6XXeHna7GZYslZpd4Z0UrmwCuvmqmhBcVZmXweQtENEvCxpJJZ9nlL3u4HYuu/g+Jo1Oa6MkmQX1iop0f4MN0LsBJwbEf2SVvd04I4qaMa/iAoeG9drxk/ClnM9sTPLXCqod62n/gi0UCgUCi2PVfSCbYplQs9UoVegCpQku9BsSGqNG+Bexo0xvSpy9NXiaKIZPxfYrAqa8UKhUCh89VlJL1gPLAPtExFLcsZWJcrEx0KzkLRlDdht4G2qM6GqRRJpmEfSjB+BLdIKhUKhUFjr1DTjKdGejSeQHl8S7BUplexCsyLpAuD2qmvgWgJV04wXCoVC4etH1TTjVaIk2YVmpTS9rVmqphkvFAqFQqFgSpJdKBQKhUKhUCisYYpPdqFQKBQKhUKhsIYpSXahUCgUCoVCobCGKUl2oVAoFAqFQqGwhilJdqFQKBQKhUKhsIYpSXahUCgUCoVCobCGKUl2oVAoFAqFQqGwhvk/tvgkXMR6NdIAAAAASUVORK5CYII=\n" }, "metadata": { "needs_background": "light" @@ -800,10 +768,8 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n" }, "metadata": { "needs_background": "light" @@ -812,7 +778,7 @@ } ], "source": [ - ".# Experimental semivariogram\n", + "# Experimental semivariogram\n", "\n", "search_radius = step_sizes[1]\n", "max_range = maximum_range\n", @@ -854,10 +820,8 @@ "outputs": [ { "data": { - "image/png": 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MRwwW2phhw+cGWmsfaq09prV2SoY26eQMOwBWcmqGdueqRfodNL1aa1/MsANmtW3S9d93vj3PMuutCSvNezsz7Al+TVVdWlW/scT7HNS+j23j9c/Xup6sqg1V9dSq+tg4/CfGXvOvOZx151p8NgdvG8ybD6OLTcvDcSht6FLjYqE3J3lAVd0hw9Gplya5X1WdlmEv/3snaliq/Vyshjsm+bOJ4T+fYRtwuXl3ra9f7fbOksvROE++JAdv/7xwoobl2pmF2y+TbetqTb5+Yfs8/56H8p0XWnYbd4X16ZLbDKNVbxtPWmFbbjXbhis67IuKqurnMxy2uyLDNQ6TblNVN594/g3jcJ/NMDHuMRGKbt1amxwxkxuKh+uyDOl0MoTdvLX21FW8drE6/nDsfs/W2q2S/ESGhW/lN2vtXa21szKc5nF+DoS+y5L8wYIab9Zae/Fq3ncFr01yUlXdK8OC/KKJfi/KsDfx1NbarTOcOrDwuyw1La5Icts6+KLib8hwTm4yHOY+ZaLfqYu8x/XvXVV3zHAK0y9kOKy6OcNh21WN2xWsVOtqbKmqyVrm5+d5k+PpsiRvXjA9b9Fa+7mx/5LjvbV2bWvtd1trd89wzuwPZNjbufAzFnNZhkPFi1nNtF7r+670PVdT80HDVNVNMhxh/JMMe7k3Zzj/uxYOu6COhyyo46attT0rjM9pWU0buKjW2oeTnJfktxb0uiLDimzecvPnYs9XclmGvfST4/iWrbWHjv2fkeF6iNPHdvE3MzF/tdb+vLX2bRmO6tw1w2mJi9Wx0uccSu2TPpXkGyaX5aq6WYY2ecWNlHH8Py/DCnkll2VodzYv0u+g6TWuK2+XoU2a3/F3s4nhJzdoVyxzmX7LznuttWtaa09orX1jkocl+dWqeuAi7/PpTLTp4/icbONXWk8urPG/ZTi16EEZNq5Pm3/rsa5DXXeudV55XYbTXxZ6eJK3jWHxS5mYNjVcWD+582Etn7nmNnSZcZEFw12SYaPz8RmOWn4hwwbp4zIcAfraRA2Ltp9L1HBZhj3ok8Nvaq29dZnvebivX8pyy1GSvDjJj4zbF9+eYd0yX8Ny7cxB83eG9nStJr/zwvZ5/j3Xsg2ylCW3cVexPl1um+GQrGJbbjXbhis6rABTVXfNcB3CT2Q4PPbr40bypN+tqhtX1QMybDi8bFxonp3kaVX1deN7bamq7YdTzzL+LskPVtX2cS/PTWu4hegpK75yuE7iaxnOj5x3ywyn1V1dVVtyYEW8rHE8/HhV3bq1dm2GC6bmG5BnJ/nZcS95VdXNq+r76wjccWj8rJdl2LN22wyBZvK7fL619p9VdZ8MK5HVvu9lGU7Neco4Tr8lwyHr+dtHvjTJuVV1m3E8rXT3uptnWOD3JklVPTar20g4ErWuxtcl+cWq2lhVP5rhtJJXLTHsPya5a1U9ahx+Y1X9l6q629h/yfFeVd9TVfccV4pfyLBXeH4++Y8cPC8u9MIkD6qqh1fVCVV1u4ll8pCndZK/TvL7VXX6OH9+S1XdbhXf81DcOMNOkb1Jrquqh2S4vmnefyS5XVXdeqLbM5P8wdhwpqpOqqqzxsfLjc8jaaVpc70j0Ab+boZz5jdPdHtxkt8ev/uJGY7ULDd/LzYel/POJNdU1ROratPYln5zHbid8C0zjN8vVtU3ZbguI0kyzhPfXsORry9luM5mqXl6pc85XO8YP/83xrbg5hnOd78wiwSYqvqmqnrC/Pqiqk7NsCPo7St9UGvt0xlOl/nLsR3cWFXfNfZ+cZLHVtW9xo2MP0zyjtbaJ1prezNs2PzE+P1/KmvbyFhyXlxp3quqH6iqu4yB5OoMe+IXW17+Kck9quqHajhC94s5OGSttJ5cWOMtM1zr8LkM4eAP53sc5rpz1cvl6HeTfGdV/UFV3baqbllVj8+w0+OJ4zAfyXBk8vvHefq3M7RZk9/ttFrdnafW1IauMC4W8+YM6943j8/ftOB5skz7uYRnZli332Mc/tbjOnG1Dvf1k5ZcjpKktXZRhtD+10l2tdb2ja9bqZ2Z3H45JUMIPByvyjCd/9u4bv6xDDtz/vEw3zdZfht3pfXpczKMvwdW1Y3GtuCbDrOelbblXprkl8bP2pwDy9WarDbA/L86+HdgXjE2WH+X4Vzsf2+tfTTDHre/HWeiZEj6V2VIni9M8rPj3quMBV+S5O01HC5+XYYLhI+4ceP1rLG+vRkS546s4vuPe1v+IMm/1XAo7L4ZGrh7Z2jc/ynD3tDVelSST4zf+WczHCpOa+3CDOdnPj3DOLskw3myR8qLMuzZelk7+JSW/5Hk96rqmgwbPIvuyVnGIzPsKbsiw60mn9Rae93Y7/cynBP98QzT9+VZ5tajrbUPZjjv820ZVgD3zHD3iyNluVpX4x0ZriH6bIZ54kdaa59bbMA2nKr2fUkeMX7eZ3LgAupk+fH+9RnG1RcyHMp/c4bToJLkzzLsTbqqqv58kc/9VIbDw0/IcFj+vRkuuF/pM1fyf8bhXzPW9ZwMN15Y6Xuu2fievzh+3lUZgtYFE/0/nGGldem4TJ6cYbxckOG0l2sybFx++/iS5cbnkfTkJM8fa3r4KoY/5DawtfbxDN9h8gj3/8qwEf6+DDdceM/Yban3WGw8LveZ+zPshLpXhmV6fqNgPgD9WoZpdU2Gjcq/n3j5rcZuV2UICZ/LsEMlGealu481nL+KzzksrbWvZLio9cwM7dOlGU5peHhrwymiVfWbVfXq8SXXZJiX3lFVX8owb70/wzKWGn5k+YvLfOSjMoTmD2e4BuqXxzpel+Ga0H/IsEfyzhmWo3k/k2E99bkMFwKvZe/0su1Elp/3Th+ffzFDW/yXrbU3LnyD1tpnMxypeOpY4+k5uL1eaT35lAyBe19V/VqGi5Q/mSG4fTA3DIiHuu5c+DkZt2MesMh4ybgtc/8M7eYnMkybH85wPee/jcNcnaE9/escOGJ2+cTbvGz8/7mqes9inzPxeYfShi46Lpbw5gzh8C1LPE+Wbz8Xq/kVY40vGWt4f4YbXKzK4b5+wXuttBwlB7Z/XjTxupXamd/NMD9+PMN677DWGeO2wg9kaDc+l+GMpR8Yl6PDstw27irWp+/MsDPsaRmW1TfnhkeK1lrPSttyz84wTt+X4c6or8pwau/+JKmqZ1bVM1f6nPk7MxxxVXVmhovYVnOUg+NAVf1chovCv3vatQAAMF3jUaFnttbWFJwO+xoYWEpV3aGq7jceltyaYc/DK6ZdFwAAx954yt5Dx1PptiR5Ug5h21CA4Wi6cYZb9F2T4bZ5r8zwOywAABx/KsMpeldlOIXsQxlOa1/bmxytU8gAAACONEdgAACAbqzlB9mOWyeeeGI77bTTpl0GAADr3Lvf/e7PttZW88PGxy0BZhVOO+20XHjhhdMuAwCAda6qVvxR3eOdU8gAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBunDDtAgAAYFacf9Ge7Ny1O1fsm8vJmzdlx/atOfuMLdMuiwkCDAAAZAgv5553ceau3Z8k2bNvLueed3GSCDEzpPtTyKrquVV1ZVW9f0H3x1fVh6vqA1X1xxPdz62qS6pqd1VtP/YVAwAwi3bu2n19eJk3d+3+7Ny1e0oVsZj1cATmeUmenuQF8x2q6nuSnJXkW1trX6mqrxu73z3JI5LcI8nJSV5XVXdtre2/wbsCAHBcuWLf3Jq6Mx3dH4Fprb0lyecXdP65JE9trX1lHObKsftZSV7SWvtKa+3jSS5Jcp9jViwAADPr5M2b1tSd6eg+wCzhrkkeUFXvqKo3V9V/GbtvSXLZxHCXj91uoKoeV1UXVtWFe/fuPcrlAgAwbTu2b82mjRsO6rZp44bs2L51ShWxmPUaYE5Ictsk902yI8lLq6rW8gattWe11ra11raddNJJR6NGAABmyNlnbMlTfuie2bJ5UyrJls2b8pQfuqcL+GfMergGZjGXJzmvtdaSvLOqvpbkxCR7kpw6MdwpYzcAAMjZZ2wRWGbcej0Cc36S70mSqrprkhsn+WySC5I8oqpuUlV3SnJ6kndOq0gAAGBtuj8CU1UvTnJmkhOr6vIkT0ry3CTPHW+t/NUkjx6Pxnygql6a5INJrkvy8+5ABgAA/ahhu57lbNu2rV144YXTLgMAgHWuqt7dWts27Tpm2Xo9hQwAAFiHBBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB044RpFwAAyzn/oj3ZuWt3rtg3l5M3b8qO7Vtz9hlbpl0WAFMiwAAws86/aE/OPe/izF27P0myZ99czj3v4iQRYgCOU04hA2Bm7dy1+/rwMm/u2v3ZuWv3lCoCYNoEGABm1hX75tbUHYD1T4ABYGadvHnTmroDsP4JMADMrB3bt2bTxg0Hddu0cUN2bN86pYoAmDYX8QMws+Yv1HcXMgDmCTAAzLSzz9gisABwPaeQAQAA3VgXAaaqnltVV1bV+xfp94SqalV14vi8qurPq+qSqnpfVd372FcMAAAcinURYJI8L8mDF3asqlOTfF+ST010fkiS08e/xyV5xjGoDwAAOALWRYBprb0lyecX6fW0JL+epE10OyvJC9rg7Uk2V9UdjkGZAADAYVoXAWYxVXVWkj2ttX9f0GtLkssmnl8+dlv4+sdV1YVVdeHevXuPYqUAAMBqrcsAU1U3S/KbSX7nUN+jtfas1tq21tq2k0466cgVBwAAHLL1ehvlOye5U5J/r6okOSXJe6rqPkn2JDl1YthTxm4AAMCMW5dHYFprF7fWvq61dlpr7bQMp4ndu7X2mSQXJPnJ8W5k901ydWvt09OsFwAAWJ11EWCq6sVJ3pZka1VdXlXnLDP4q5JcmuSSJM9O8j+OQYkAAMARsC5OIWutPXKF/qdNPG5Jfv5o1wQAABx56+IIDAAAcHwQYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbpww7QIAoHfnX7QnO3ftzhX75nLy5k3ZsX1rzj5jy7TLAliXBBgAOAznX7Qn5553ceau3Z8k2bNvLueed3GSCDEAR4FTyADgMOzctfv68DJv7tr92blr95QqAljfBBgAOAxX7JtbU3cADo8AAwCH4eTNm9bUHYDDI8AAwGHYsX1rNm3ccFC3TRs3ZMf2rVOqCGB9cxE/wHHOHbQOz/y4Mg4Bjg0BBuA45g5aR8bZZ2wxvgCOEaeQARzH3EELgN4IMADHMXfQAqA3AgzAccwdtADojQADcBxzBy0AeuMifoDjmDtoAdAbAQbgOOcOWgD0xClkAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAunHCtAsAOBznX7QnO3ftzhX75nLy5k3ZsX1rzj5jy7TLAgCOEgEG6Nb5F+3JueddnLlr9ydJ9uyby7nnXZwkQgwArFNOIQO6tXPX7uvDy7y5a/dn567dU6oIADjaBBigW1fsm1tTdwCgfwIM0K2TN29aU3cAoH8CDNCtHdu3ZtPGDQd127RxQ3Zs3zqligCAo81F/EC35i/UdxcyADh+CDBA184+Y4vAAgDHke5PIauq51bVlVX1/oluO6vqw1X1vqp6RVVtnuh3blVdUlW7q2r7VIoGAAAOSfcBJsnzkjx4QbfXJvnm1tq3JPlIknOTpKrunuQRSe4xvuYvq2pDAACALnQfYFprb0ny+QXdXtNau258+vYkp4yPz0ryktbaV1prH09ySZL7HLNiAQCAw9J9gFmFn0ry6vHxliSXTfS7fOx2A1X1uKq6sKou3Lt371EuEQAAWI11HWCq6reSXJfkhWt9bWvtWa21ba21bSeddNKRLw4AAFizdXsXsqp6TJIfSPLA1lobO+9JcurEYKeM3QAAgA6syyMwVfXgJL+e5GGttS9P9LogySOq6iZVdackpyd55zRqBAAA1q77IzBV9eIkZyY5saouT/KkDHcdu0mS11ZVkry9tfazrbUPVNVLk3www6llP99a2z+dyoHjwfkX7fFDmwBwBNWBs6tYyrZt29qFF1447TKAzpx/0Z6ce97Fmbv2wH6STRs35Ck/dE8hBoBFVdW7W2vbpl3HLFuXp5ABzIKdu3YfFF6SZO7a/dm5a/eUKgKA/gkwAEfJFfvm1tQdAFiZAANwlJy8edOaugMAKxNgAI6SHdu3ZtPGDQd127RxQ3Zs3zqligCgf93fhQxgVs1fqO8uZMwCd8QD1gsBBuAoOvuMLTYSmbqFd8Tbs28u5553cZKYP4HuOIUMANY5d8QD1hMBBgDWOXfEA9YTAQYA1jl3xAPWEwEGANY5d8QD1hMX8QPAOueOeMB6IsAAS3LbVVg/3BEPWC8EGGBRbrsKAMwi18AAi3LbVQBgFgkwwKLcdhUAmEUCDLAot10FAGaRAAMsym1XAYBZ5CJ+YFFuuwoAzCIBBliS264CALPGKWQAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6MYJ0y4AAOD8i/Zk567duWLfXE7evCk7tm/N2WdsmXZZwAwSYACAqTr/oj0597yLM3ft/iTJnn1zOfe8i5NEiAFuwClkAMBU7dy1+/rwMm/u2v3ZuWv3lCoCZpkAAwBM1RX75tbUHTi+CTAAwFSdvHnTmroDxzcBBgCYqh3bt2bTxg0Hddu0cUN2bN86pYqAWeYifgBgquYv1HcXMmA1BBgAYOrOPmOLwAKsilPIAACAbggwAABAN5xCBlPkl6cBANZGgIEp8cvTAH2x0wlmg1PIYEr88jRAP+Z3Ou3ZN5eWAzudzr9oz7RLg+OOAANT4penAfphpxPMDgEGpsQvTwP0w04nmB0CDEyJX54G6IedTjA7BBiYkrPP2JKn/NA9s2XzplSSLZs35Sk/dE8XhALMIDudYHa4CxlMkV+eBujDfFvtLmQwfQIMAMAq2OkEs8EpZAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGydMuwA4Ws6/aE927tqdK/bN5eTNm7Jj+9acfcaWaZcFAMBhEGBYl86/aE/OPe/izF27P0myZ99czj3v4iQRYgAAOuYUMtalnbt2Xx9e5s1duz87d+2eUkUAABwJAgzr0hX75tbUHQCAPggwrEsnb960pu4AAPRBgGFd2rF9azZt3HBQt00bN2TH9q1TqggAgCPBRfysS/MX6rsLGQDA+iLAsG6dfcYWgQUAYJ1xChkAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6Ma6CDBV9dyqurKq3j/R7bZV9dqq+uj4/zZj96qqP6+qS6rqfVV17+lVDgAArMW6CDBJnpfkwQu6/UaS17fWTk/y+vF5kjwkyenj3+OSPOMY1QgAABymdRFgWmtvSfL5BZ3PSvL88fHzk5w90f0FbfD2JJur6g7HpFAAAOCwrIsAs4Tbt9Y+PT7+TJLbj4+3JLlsYrjLx24AAMCMW88B5nqttZakreU1VfW4qrqwqi7cu3fvUaoMAABYi5kLMFV1/6p67Pj4pKq60yG+1X/Mnxo2/r9y7L4nyakTw50ydjtIa+1ZrbVtrbVtJ5100iGWAAAAHEkzFWCq6klJnpjk3LHTxiR/d4hvd0GSR4+PH53klRPdf3K8G9l9k1w9caoZAAAww06YdgEL/H9JzkjyniRprV1RVbdc6UVV9eIkZyY5saouT/KkJE9N8tKqOifJJ5M8fBz8VUkemuSSJF9O8tgj/B0AAICjZNYCzFdba62qWpJU1c1X86LW2iOX6PXARYZtSX7+0EsEAACmZaZOIctwxOSvMtza+GeSvC7Js6dcEwAAMCNm6ghMa+1Pquq/JvlCkq1Jfqe19toplwUAAMyImQow4x3H/mU+tFTVpqo6rbX2ielWBgAAzIJZO4XsZUm+NvF8/9gNAABg5gLMCa21r84/GR/feIr1AAAAM2TWAszeqnrY/JOqOivJZ6dYDwAAMENm6hqYJD+b5IVV9fQkleSyJD853ZIAAIBZMVMBprX2sST3rapbjM+/OOWSAACAGTJTAaaqbpLkh5OcluSEqkqStNZ+b4plAQAAM2KmAkySVya5Osm7k3xlyrUAAAAzZtYCzCmttQdPuwgAAGA2zdpdyN5aVfecdhEAAMBsmrUjMPdP8piq+niGU8gqSWutfct0ywIAAGbBrAWYh0y7AAAAYHbNVIBprX0ySarq65LcdMrlAAAAM2amroGpqodV1UeTfDzJm5N8Ismrp1oUAAAwM2YqwCT5/ST3TfKR1tqdkjwwydunWxIAADArZi3AXNta+1ySG1XVjVprb0yybdpFAQAAs2GmroFJsq+qbpHkLUleWFVXJvnSlGsCAJh551+0Jzt37c4V++Zy8uZN2bF9a84+Y8u0y4IjbtaOwJyVZC7JryT55yQfS/KDU60IAGDGnX/Rnpx73sXZs28uLcmefXM597yLc/5Fe6ZdGhxxMxVgWmtfaq3tb61d11p7fmvtz8dTygAAWMLOXbszd+3+g7rNXbs/O3ftnlJFcPTMxClkVfWvrbX7V9U1Sdpkrww/ZHmrKZUGADDzrtg3t6bu0LOZCDCttfuP/2857VoAAHpz8uZN2bNIWDl586YpVANH18ycQlZVG6rqw9OuAwCgNzu2b82mjRsO6rZp44bs2L51ShXB0TMTR2CSpLW2v6p2V9U3tNY+Ne16AAB6MX+3MXch43gwMwFmdJskH6iqd2bi9smttYdNryQAgNl39hlbBBaOC7MWYP7ntAsAAABm10wFmNbam6ddAwAAMLtm5iL+JKmq+1bVu6rqi1X11araX1VfmHZdAADAbJipAJPk6UkemeSjSTYl+ekkfzHVigAAgJkxawEmrbVLkmxore1vrf1NkgdPuyYAAGA2zNQ1MEm+XFU3TvLeqvrjJJ/ODIYsAABgOmYtHDwqQ02/kOE2yqcm+eGpVgQAAMyMWTsC821J/qm19oUkvzvtYgAAgNkya0dgfjDJR6rqb6vqB6pq1gIWAAAwRTMVYFprj01ylyQvy3A3so9V1V9PtyoAAGBWzNwRjtbatVX16iQtw62Uz85wO2UAAOA4N1NHYKrqIVX1vAy/A/PDSf46yddPtSgAAGBmzNoRmJ9M8vdJ/ntr7SvTLgYAAJgtMxVgWmuPnHYNAADA7JqJU8iq6l/H/9dU1RcW/p92fQAAwGyYiSMwrbX7j/9vOe1aAACA2TUTAWZSVd0myamZqK219p7pVQQAAMyKmQowVfX7SR6T5NIkXxs7tyTfO62aAACA2TFTASbJw5PcubX21WkXAgAAzJ6ZuIh/wvuTbJ52EQAAwGyatSMwT0lyUVW9P8n1vwPTWnvY9EoCAABmxawFmOcn+aMkF+fANTAAAABJZi/AfLm19ufTLgIAAJhNsxZg/qWqnpLkghx8CpnbKAMAADMXYM4Y/993opvbKAMAAElmLMC01r5n2jWwOudftCc7d+3OFfvmcvLmTdmxfWvOPmPLtMsCAGCdm6nbKFfV7avqOVX16vH53avqnGnXxcHOv2hPzj3v4uzZN5eWZM++uZx73sU5/6I90y4NAIB1bqYCTJLnJdmV5OTx+UeS/PK0imFxO3ftzty1+w/qNnft/uzctXtKFQEAcLyYtQBzYmvtpRlvodxauy7J/uVfwrF2xb65NXUHAIAjZdYCzJeq6nYZLtxPVd03ydXTLYmFTt68aU3dAQDgSJm1APOrGW6hfOeq+rckL0jy+OmWxEI7tm/Npo0bDuq2aeOG7Ni+dUoVAQBwvJiJAFNV/6Wqvn78vZfvTvKbGX4H5jVJLp9qcdzA2WdsyVN+6J7ZsnlTKsmWzZvylB+6p7uQAQBw1FVrbdo1pKrek+RBrbXPV9V3JXlJhiMv90pyt9baj0yzvm3btrULL7xwmiUAAHAcqKp3t9a2TbuOWTYrvwOzobX2+fHxjyV5VmvtH5L8Q1W9d3plAQAAs2QmTiFLsqGq5sPUA5O8YaLfrIQsAABgymYlHLw4yZur6rNJ5pL8S5JU1V3iLmQAAMBoJgJMa+0Pqur1Se6Q5DXtwIU5N4q7kAEAAKOZCDBJ0lp7+yLdPjKNWgAAgNk0K9fAAAAArEiAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANCNdR1gqupXquoDVfX+qnpxVd20qu5UVe+oqkuq6u+r6sbTrhMAAFiddRtgqmpLkl9Msq219s1JNiR5RJI/SvK01tpdklyV5JzpVQkAAKzFug0woxOSbKqqE5LcLMmnk3xvkpeP/Z+f5OzplAYAAKzVug0wrbU9Sf4kyacyBJerk7w7yb7W2nXjYJcn2bLY66vqcVV1YVVduHfv3mNRMgAAsIJ1G2Cq6jZJzkpypyQnJ7l5kgev9vWttWe11ra11raddNJJR6lKAABgLdZtgEnyoCQfb63tba1dm+S8JPdLsnk8pSxJTkmyZ1oFAgAAa7OeA8ynkty3qm5WVZXkgUk+mOSNSX5kHObRSV45pfoAAIA1WrcBprX2jgwX678nycUZvuuzkjwxya9W1SVJbpfkOVMrEgAAWJMTVh6kX621JyV50oLOlya5zxTKAQAADtO6PQIDAACsPwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdWNcBpqo2V9XLq+rDVfWhqvqOqrptVb22qj46/r/NtOsEAABWZ10HmCR/luSfW2vflORbk3woyW8keX1r7fQkrx+fAwAAHVi3Aaaqbp3ku5I8J0laa19tre1LclaS54+DPT/J2dOoDwAAWLt1G2CS3CnJ3iR/U1UXVdVfV9XNk9y+tfbpcZjPJLn9Yi+uqsdV1YVVdeHevXuPUckAAMBy1nOAOSHJvZM8o7V2RpIvZcHpYq21lqQt9uLW2rNaa9taa9tOOumko14sAACwsvUcYC5Pcnlr7R3j85dnCDT/UVV3SJLx/5VTqg8AAFijdRtgWmufSXJZVW0dOz0wyQeTXJDk0WO3Ryd55RTKAwAADsEJ0y7gKHt8khdW1Y2TXJrksRlC20ur6pwkn0zy8CnWBwAArMG6DjCttfcm2bZIrwce41IAAIAjYN2eQgYAAKw/AgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB044RpFwAAwPHh/Iv2ZOeu3bli31xO3rwpO7ZvzdlnbJl2WXRGgAEA4Kg7/6I9Ofe8izN37f4kyZ59czn3vIuTRIhhTZxCBgDAUbdz1+7rw8u8uWv3Z+eu3VOqiF4JMAAAHHVX7JtbU3dYigADAMBRd/LmTWvqDksRYAAAOOp2bN+aTRs3HNRt08YN2bF965Qqolcu4gcA4Kibv1DfXcg4XAIMAADHxNlnbBFYOGxOIQMAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN1Y9wGmqjZU1UVV9Y/j8ztV1Tuq6pKq+vuquvG0awQAAFZn3QeYJL+U5EMTz/8oydNaa3dJclWSc6ZSFQAAsGbrOsBU1SlJvj/JX4/PK8n3Jnn5OMjzk5w9leIAAIA1W9cBJsmfJvn1JF8bn98uyb7W2nXj88uTbJlCXQAAwCFYtwGmqn4gyZWttXcf4usfV1UXVtWFe/fuPcLVAQAAh2LdBpgk90vysKr6RJKXZDh17M+SbK6qE8ZhTkmyZ7EXt9ae1Vrb1lrbdtJJJx2LegEAgBWs2wDTWju3tXZKa+20JI9I8obW2o8neWOSHxkHe3SSV06pRAAAYI3WbYBZxhOT/GpVXZLhmpjnTLkeAABglU5YeZD+tdbelORN4+NLk9xnmvUAAACH5ng8AgMAAHRKgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3RBgAACAbggwAABANwQYAACgGwIMAADQDQEGAADohgADAAB0Q4ABAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAAKAbAgwAANANAQYAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3Thh2gWwuPMv2pOdu3bnin1zOXnzpuzYvjVnn7Fl2mUBAMBUCTAz6PyL9uTc8y7O3LX7kyR79s3l3PMuThIhBgCA45pTyGbQzl27rw8v8+au3Z+du3ZPqSIAAJgNAswMumLf3Jq6AwDA8UKAmUEnb960pu4AAHC8EGBm0I7tW7Np44aDum3auCE7tm+dUkUAADAbXMQ/g+Yv1HcXMgAAOJgAM6POPmOLwAIAAAs4hQwAAOiGAAMAAHRDgAEAALohwAAAAN0QYAAAgG4IMAAAQDcEGAAAoBsCDAAA0A0BBgAA6IYAAwAAdEOAAQAAuiHAAAAA3Vi3AaaqTq2qN1bVB6vqA1X1S2P321bVa6vqo+P/20y7VgAAYHXWbYBJcl2SJ7TW7p7kvkl+vqrunuQ3kry+tXZ6ktePzwEAgA6s2wDTWvt0a+094+NrknwoyZYkZyV5/jjY85OcPZUCAQCANVu3AWZSVZ2W5Iwk70hy+9bap8den0ly+yVe87iqurCqLty7d++xKRQAAFjWug8wVXWLJP+Q5Jdba1+Y7Ndaa0naYq9rrT2rtbattbbtpJNOOgaVAgAAK1nXAaaqNmYILy9srZ03dv6PqrrD2P8OSa6cVn0AAMDarNsAU1WV5DlJPtRa+z8TvS5I8ujx8aOTvPJY1wYAAByaE6ZdwFF0vySPSnJxVb137PabSZ6a5KVVdU6STyZ5+HTKAwAA1mrdBpjW2r8mqSV6P/BY1gIAABwZ6/YUMgAAYP0RYAAAgG4IMAAAQDcEGAAAoBs1/JYjy6mqvRnuWDYNJyb57JQ+m7UzvfphWvXF9OqL6dUX02u23LG15lfUlyHAzLiqurC1tm3adbA6plc/TKu+mF59Mb36YnrRG6eQAQAA3RBgAACAbggws+9Z0y6ANTG9+mFa9cX06ovp1RfTi664BgYAAOiGIzAAAEA3BBgAAKAbAsyMqKoHV9Xuqrqkqn5jkf43qaq/H/u/o6pOm0KZZFXT6ler6oNV9b6qen1V3XEadTJYaXpNDPfDVdWqyq1Ep2g106uqHj4uYx+oqhcd6xo5YBXt4TdU1Rur6qKxTXzoNOokqarnVtWVVfX+JfpXVf35OC3fV1X3PtY1wmoJMDOgqjYk+YskD0ly9ySPrKq7LxjsnCRXtdbukuRpSf7o2FZJsuppdVGSba21b0ny8iR/fGyrZN4qp1eq6pZJfinJO45thUxazfSqqtOTnJvkfq21eyT55WNdJ4NVLl+/neSlrbUzkjwiyV8e2yqZ8LwkD16m/0OSnD7+PS7JM45BTXBIBJjZcJ8kl7TWLm2tfTXJS5KctWCYs5I8f3z88iQPrKo6hjUyWHFatdbe2Fr78vj07UlOOcY1csBqlq0k+f0MOwX+81gWxw2sZnr9TJK/aK1dlSSttSuPcY0csJrp1ZLcanx86yRXHMP6mNBae0uSzy8zyFlJXtAGb0+yuarucGyqg7URYGbDliSXTTy/fOy26DCtteuSXJ3kdsekOiatZlpNOifJq49qRSxnxek1niZxamvtn45lYSxqNcvXXZPctar+rareXlXL7VHm6FrN9Hpykp+oqsuTvCrJ449NaRyCta7fYGpOmHYBsF5V1U8k2Zbku6ddC4urqhsl+T9JHjPlUli9EzKc4nJmhqObb6mqe7bW9k2zKJb0yCTPa63976r6jiR/W1Xf3Fr72rQLA/rlCMxs2JPk1Innp4zdFh2mqk7IcCj+c8ekOiatZlqlqh6U5LeSPKy19pVjVBs3tNL0umWSb07ypqr6RJL7JrnAhfxTs5rl6/IkF7TWrm2tfTzJRzIEGo691Uyvc5K8NElaa29LctMkJx6T6lirVa3fYBYIMLPhXUlOr6o7VdWNM1zoeMGCYS5I8ujx8Y8keUPzK6TTsOK0qqozkvxVhvDi/PzpWnZ6tdaubq2d2Fo7rbV2WoZrlh7WWrtwOuUe91bTFp6f4ehLqurEDKeUXXoMa+SA1UyvTyV5YJJU1d0yBJi9x7RKVuuCJD853o3svkmubq19etpFwWKcQjYDWmvXVdUvJNmVZEOS57bWPlBVv5fkwtbaBUmek+HQ+yUZLsJ7xPQqPn6tclrtTHKLJC8b77Pwqdbaw6ZW9HFsldOLGbHK6bUryfdV1QeT7E+yo7XmaPQUrHJ6PSHJs6vqVzJc0P8YO9+mo6penCH8nzhek/SkJBuTpLX2zAzXKD00ySVJvpzksdOpFFZW2hEAAKAXTiEDAAC6IcAAAADdEGAAAIBuCDAAAEA3BBgAADhMVfXcqrqyqt6/yuEfXlUfrKoPVNWLjnZ964m7kAF0pKr2J7k4w23wP57kUbP2K/RV9bNJvtxae8Ex+rwzk3y1tfbWY/F5AIupqu9K8sUkL2itffMKw56e4Udev7e1dlVVfZ3fjls9R2AA+jLXWrvXuHL8fJKfn3ZBC7XWnnmswsvozCTfuZYXVJXfQQOOqNbaWzK0y9erqjtX1T9X1bur6l+q6pvGXj+T5C9aa1eNrxVe1kCAAejX25JsSZKquk9Vva2qLqqqt1bV1rH7Y6rqvHEF+tGq+uP5F1fVOVX1kap6Z1U9u6qePnY/qar+oareNf7dby1FVdWTq+rXxsdvqqo/Gj/jI1X1gEWGP7Oq3lxVr6yqS6vqqVX14+NrLq6qOy9VV1WdluRnk/xKVb23qh6wVP1jXX9bVf+W4YeB7zF+xnur6n3jHlGAI+lZSR7fWvu2JL+W5C/H7ndNcteq+reqentVPXhqFXbIHiiADlXVhiQPTPKcsdOHkzxg/HX0ByX5wyQ/PPa7V5Izknwlye6q+r8ZfsX+fya5d5Jrkrwhyb+Pw/9Zkqe11v61qr4hwy+t3+0wyj2htXafqnpohl//ftAiw3zr+BmfT3Jpkr8eX/NLSR6f5JcXq6u1dreqemaSL7bW/mQcNy9apv67J7l/a21uHA9/1lp7YVXdOMOvyQMcEVV1iwxHh19WVfOdbzL+PyHJ6RmOIJ+S5C1Vdc9ZOyV4VgkwAH3ZVFXvzXDk5UNJXjt2v3WS549HEVqSjROveX1r7eokqaoPJrljkhOTvLm19vmx+8sy7BFMhoBx94kV7q2q6hattS8eYs3njf/fneS0JYZ5V2vt02MtH0vymrH7xUm+Z7m6Fnmv5Ya7oLU2Nz5+W5LfqqpTkpzXWvvomr4VwPJulGRfa+1ei/S7PMk7WmvXJvl4VX0kQ6B51zGsr1tOIQPoy9y4MrxjksqBa2B+P8kbx2tjfjDJTSde85WJx/uz8s6rGyW573itzb1aa1sWhpeq+pvx1KtXraLm+c9f7rMna/zaxPOvTbxmxbpWMdyX5gdqrb0oycOSzCV5VVV97yq+C8CqtNa+kCGc/GiS1OBbx97nZzj6kqo6McMOpEunUGaXBBiADrXWvpzkF5M8Ybwg/dZJ9oy9H7OKt3hXku+uqtuMr//hiX6vyXDaVpKkqu61yOc/dgwHDz20b3BIlqrrmiS3XMVwB6mqb0xyaWvtz5O8Msm3HNlygeNJVb04w5HdrVV1eVWdk+THk5xTVf+e5ANJzhoH35Xkc+NR8Tcm2dFa+9w06u6RU8gAOtVau6iq3pfkkUn+OMMpZL+d5J9W8do9VfWHSd6Z4bqTDye5euz9i0n+YnzvE5K8JcOF8tO2VF3/L8nLq+qsDMFltfU/PMmjquraJJ/JcN0QwCFprT1yiV43uEC/Db9j8qvjH2vkd2AAjlPz17WMR2BekeS5rbVXTLsuAFiOU8gAjl9PHm8I8P4MP4p5/lSrAYBVcAQGAADohiMwAABANwQYAACgGwIMAADQDQEGAADohgADAAB04/8H7iqSBAdrl1sAAAAASUVORK5CYII=\n", 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za)h5a!zFI=fakmk{Ow_kVKSewfaR>=E52nnhxn0G{K|Fi@swA53`~w{Pde9zCE=PGx2%x}C8{MksxGmSYcW+m&`%y#y1loOogGPiih3*H8%gfo^Y%wi!c zSj#51v4_JP=QJ0&!F`_bI`HS72<`vpqM5`@=Ch2|Y-B6DILHtD!Ue8zmnZzrhrrYy zGJ)yLWeKZT&lYyDpJSZl99Ou_BVO_@@OMNoj;YLM5ufuVU-KP%Il@nz;Sx7_z;oUN zriC$v$$Z8Fma~Sh_?F!q;zv&LE7!TlQ(o~g@aLnL$PDJOlrPx8H|*p9-}5u)xyl_L z^BeC2(<2$rH0H3Fm8@ek+u6raPH>jX+~OfGcpLZ&;f!SpvslOq*0PCh?BOuSIn70G daGz(q4h)?qwEv7~CNY!wEMqkr*~+ev{~zFhx?=zU diff --git a/tutorials/output/regularized_model.csv b/tutorials/output/regularized_model.csv deleted file mode 100644 index bab2f3fe..00000000 --- a/tutorials/output/regularized_model.csv +++ /dev/null @@ -1,2 +0,0 @@ -name,nugget,sill,range,model_error -spherical,15.052376027934582,171.27273206056609,136666.6666666667,2.8868309968918786 diff --git a/tutorials/output/semivariogram_calculation_model.csv b/tutorials/output/semivariogram_calculation_model.csv deleted file mode 100644 index c4b76398..00000000 --- a/tutorials/output/semivariogram_calculation_model.csv +++ /dev/null @@ -1,2 +0,0 @@ -name,nugget,sill,range,model_error -linear,12.244640305041026,490.4940934242805,0.08741935483870968,48.50681249727663 From a1dab459b1e9436cc854f8cee2832e0dc7b2c17c Mon Sep 17 00:00:00 2001 From: scottgallacher-3 <61019982+scottgallacher-3@users.noreply.github.com> Date: Thu, 14 Oct 2021 01:53:29 +0100 Subject: [PATCH 13/15] Added cubic_model, power_model, circular_model Added three new methods to TheoreticalSemivariogram class for new model types. --- .../semivariogram_fit/fit_semivariance.py | 111 +++++++++++++++++- 1 file changed, 110 insertions(+), 1 deletion(-) diff --git a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py index 680a6b47..1fb8ba92 100755 --- a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py +++ b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py @@ -156,7 +156,7 @@ def linear_model(lags, nugget, sill, semivar_range): def gaussian_model(lags, nugget, sill, semivar_range): """ - gamma = nugget + sill*[1 - exp(lag**2 / range**2)], lag > 0 + gamma = nugget + sill*[1 - exp(-1*(lag**2 / range**2))], lag > 0 gamma = 0, lag == 0 INPUT: @@ -176,6 +176,115 @@ def gaussian_model(lags, nugget, sill, semivar_range): gamma[0] = 0 return gamma + + @staticmethod + def power_model(lags, nugget, sill, semivar_range): + """ + + gamma = nugget + sill*[1 - exp(lag**2 / range**2)], lag > 0 + gamma = 0, lag == 0 + + INPUT: + + :param lags: array of ranges from empirical semivariance, + :param nugget: scalar, + :param sill: scalar, + :param semivar_range: optimal range calculated by fit_semivariance method. + + OUTPUT: + + :return: an array of modeled values for given range. Values are calculated based on the power model. + """ + + gamma = nugget + sill * (1 - np.exp((lags ** 2 / semivar_range ** 2))) + + if lags[0] == 0: + gamma[0] = 0 + + return gamma + + @staticmethod + def cubic_model(lags, nugget, sill, semivar_range): + """ + + gamma = nugget + sill*[7*(a**2) - 8.75*(a**3) + 3.5*(a**5) - 0.75*(a**7)], lag < range + gamma = nugget + sill, lag > range + gamma = 0, lag == 0 + + where: + + a = lag / range + + INPUT: + + :param lags: array of lags from empirical semivariance, + :param nugget: scalar, + :param sill: scalar, + :param semivar_range: optimal range calculated by fit_semivariance method. + + OUTPUT: + + :return: an array of modeled values for given range. Values are calculated based on the cubic model. + """ + + a = lags / semivar_range + a1 = 7 * a ** 2 + a2 = -8.75 * a ** 3 + a3 = 3.5 * a ** 5 + a4 = -0.75 * a ** 7 + + gamma = np.where((lags < semivar_range), nugget + sill * (a1 + a2 + a3 + a4), nugget + sill) + + if lags[0] == 0: + gamma[0] = 0 + + + return gamma + + @staticmethod + def circular_model(lags, nugget, sill, semivar_range): + ##### NOTE: found two competing model formulae for the circular model + ##### 1st one doesn't seem to work with the test data; but 2nd one does + ##### (DELETE AFTER REVIEW) + """ + + gamma = nugget + sill*[1 - (2/np.pi * np.arccos(a)) + np.sqrt(1 - (lag ** 2)/ (range ** 2) )], 0 < lag <= range + OR gamma = nugget + (2/np.pi)*sill*[a * np.sqrt(1 - a ** 2) + np.arcsin(a)], 0 < lag <= range + gamma = 0, lag == 0 + + where: + + a = lag / range + + INPUT: + + :param lags: array of ranges from empirical semivariance, + :param nugget: scalar, + :param sill: scalar, + :param semivar_range: optimal range calculated by fit_semivariance method. + + OUTPUT: + + :return: an array of modeled values for given range. Values are calculated based on the circular model. + """ + #check conditions: + #apparently, even using np.where uncovers invalid values in the arccos and square root + #but as long as lag <= range this shouldn't happen + #use np.clip on the arrays to be passed + a = lags / semivar_range + + #use np.clip to limit range of values passed into np.arccos and np.sqrt + gamma = np.where((lags <= semivar_range), + (nugget + sill*(1 - 2/np.pi * np.arccos(np.clip(a, -1, 1)) * np.sqrt(1 - np.clip(a**2, -1, 1))) ), + (nugget + sill)) + + #second formula found which seems to fit better, and looks as expected + gamma = nugget + (2/np.pi) * sill*(a * np.sqrt(1 - np.clip(a**2, -1, 1)) + np.arcsin(np.clip(a, -1, 1))) + + if lags[0] == 0: + gamma[0] = 0 + + return gamma def fit_semivariance(self, model_type, number_of_ranges=16): """ From 9aaae270572549316af3b49cfaf0b6f00ee618fb Mon Sep 17 00:00:00 2001 From: scottgallacher-3 <61019982+scottgallacher-3@users.noreply.github.com> Date: Fri, 15 Oct 2021 00:03:59 +0100 Subject: [PATCH 14/15] Sources for competing circular_model formulae Two different formulas found; comparison needed --- .../semivariance/semivariogram_fit/fit_semivariance.py | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py index 1fb8ba92..3073c840 100755 --- a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py +++ b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py @@ -245,6 +245,7 @@ def cubic_model(lags, nugget, sill, semivar_range): def circular_model(lags, nugget, sill, semivar_range): ##### NOTE: found two competing model formulae for the circular model ##### 1st one doesn't seem to work with the test data; but 2nd one does + ##### Sources added in docstring, further comparison may be needed ##### (DELETE AFTER REVIEW) """ @@ -255,6 +256,9 @@ def circular_model(lags, nugget, sill, semivar_range): where: a = lag / range + + (Model 1 Source: https://desktop.arcgis.com/en/arcmap/10.3/tools/spatial-analyst-toolbox/how-kriging-works.htm#GUID-94A34A70-DBCF-4B23-A198-BB50FB955DC0) + (Model 2 Source: https://pro.arcgis.com/en/pro-app/latest/tool-reference/spatial-analyst/how-kriging-works.htm#GUID-94A34A70-DBCF-4B23-A198-BB50FB955DC0) INPUT: From 4b9bd6569279891479d24222f58a1b5847582e6d Mon Sep 17 00:00:00 2001 From: Szymon Date: Sun, 17 Oct 2021 15:01:07 +0200 Subject: [PATCH 15/15] updated semivariogram class models --- changelog.rst | 1 + .../code_documentation/semivariance.ipynb | 5 +- .../semivariogram_fit/fit_semivariance.py | 29 ++-- ...Kriging interpolation (Intermediate).ipynb | 18 ++- ... test it with IDW algorithm (Basic).ipynb | 26 ++-- .../Ordinary and Simple Kriging (Basic).ipynb | 42 +++--- ...ce on the Final Model (Intermediate).ipynb | 130 +++++++++--------- ...on Kriging - Area to Area (Advanced).ipynb | 14 +- ...n Kriging - Area to Point (Advanced).ipynb | 10 +- ... Kriging - Centroid Based (Advanced).ipynb | 10 +- .../Semivariogram Estimation (Basic).ipynb | 42 +++--- ...iogram Regularization (Intermediate).ipynb | 58 ++++---- tutorials/Variogram Point Cloud (Basic).ipynb | 40 +++--- tutorials/output/regularized_model.csv | 2 + .../semivariogram_calculation_model.csv | 2 + 15 files changed, 224 insertions(+), 205 deletions(-) create mode 100644 tutorials/output/regularized_model.csv create mode 100644 tutorials/output/semivariogram_calculation_model.csv diff --git a/changelog.rst b/changelog.rst index 6322311a..43ba6149 100755 --- a/changelog.rst +++ b/changelog.rst @@ -13,6 +13,7 @@ Changes by date * `self.points_values` chenged to `self.points_array` in `TheoreticalSemivariogram` class, * `NaN` values are tested and checked in `calc_semivariance_from_pt_cloud()` function, +* new semivariogram models included in the package: **cubic**, **circular**, **power**, 2021-08-23 diff --git a/docs/source/code_documentation/semivariance.ipynb b/docs/source/code_documentation/semivariance.ipynb index f29bc347..fecaa0dc 100755 --- a/docs/source/code_documentation/semivariance.ipynb +++ b/docs/source/code_documentation/semivariance.ipynb @@ -707,6 +707,9 @@ " - gaussian_model(distance, nugget, sill, semivar_range)\n", " - exponential_model(distance, nugget, sill, semivar_range)\n", " - linear_model(distance, nugget, sill, semivar_range)\n", + " - cubic_model(distance, nugget, sill, semivar_range)\n", + " - circular_model(distance, nugget, sill, semivar_range)\n", + " - power_model(distance, nugget, sill, semivar_range)\n", "\n", "\n", "INITIALIZATION PARAMS:\n", @@ -851,4 +854,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py index 48ea572f..febb327d 100755 --- a/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py +++ b/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py @@ -1,6 +1,7 @@ """ Authors: +Scott Gallacher | @scottgallacher-3 Szymon Molinski | @szymon-datalions Contributors: @@ -249,7 +250,6 @@ def cubic_model(lags, nugget, sill, semivar_range): if lags[0] == 0: gamma[0] = 0 - return gamma @@ -269,8 +269,10 @@ def circular_model(lags, nugget, sill, semivar_range): a = lag / range - (Model 1 Source: https://desktop.arcgis.com/en/arcmap/10.3/tools/spatial-analyst-toolbox/how-kriging-works.htm#GUID-94A34A70-DBCF-4B23-A198-BB50FB955DC0) - (Model 2 Source: https://pro.arcgis.com/en/pro-app/latest/tool-reference/spatial-analyst/how-kriging-works.htm#GUID-94A34A70-DBCF-4B23-A198-BB50FB955DC0) + (Model 1 Source: + https://desktop.arcgis.com/en/arcmap/10.3/tools/spatial-analyst-toolbox/how-kriging-works.htm#GUID-94A34A70-DBCF-4B23-A198-BB50FB955DC0) + (Model 2 Source: + https://pro.arcgis.com/en/pro-app/latest/tool-reference/spatial-analyst/how-kriging-works.htm#GUID-94A34A70-DBCF-4B23-A198-BB50FB955DC0) INPUT: @@ -283,18 +285,19 @@ def circular_model(lags, nugget, sill, semivar_range): :return: an array of modeled values for given range. Values are calculated based on the circular model. """ - #check conditions: - #apparently, even using np.where uncovers invalid values in the arccos and square root - #but as long as lag <= range this shouldn't happen - #use np.clip on the arrays to be passed + # TODO: check conditions: + # apparently, even using np.where uncovers invalid values in the arccos and square root + # but as long as lag <= range this shouldn't happen + # use np.clip on the arrays to be passed a = lags / semivar_range - #use np.clip to limit range of values passed into np.arccos and np.sqrt - gamma = np.where((lags <= semivar_range), - (nugget + sill*(1 - 2/np.pi * np.arccos(np.clip(a, -1, 1)) * np.sqrt(1 - np.clip(a**2, -1, 1))) ), - (nugget + sill)) + # use np.clip to limit range of values passed into np.arccos and np.sqrt + # gamma = np.where((lags <= semivar_range), + # (nugget + sill*(1 - 2/np.pi * np.arccos(np.clip(a, -1, 1)) * + # np.sqrt(1 - np.clip(a**2, -1, 1))) ), + # (nugget + sill)) - #second formula found which seems to fit better, and looks as expected + # second formula found which seems to fit better, and looks as expected gamma = nugget + (2/np.pi) * sill*(a * np.sqrt(1 - np.clip(a**2, -1, 1)) + np.arcsin(np.clip(a, -1, 1))) if lags[0] == 0: @@ -322,7 +325,7 @@ def fit_semivariance(self, model_type, number_of_ranges=16): 'spherical': self.spherical_model, 'exponential': self.exponential_model, 'linear': self.linear_model, - 'gaussian': self.gaussian_model, + 'gaussian': self.gaussian_model } model = models[model_type] self.chosen_model_name = model_type diff --git a/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).ipynb b/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).ipynb index 47ed1416..7981328b 100755 --- a/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).ipynb +++ b/tutorials/Blocks to points Ordinary Kriging interpolation (Intermediate).ipynb @@ -105,7 +105,7 @@ "outputs": [ { "data": { - "text/plain": "array([25019,\n ,\n 2132629.599151873, 557971.1559491967, 192.2], dtype=object)" + "text/plain": "array([25019,\n ,\n 2132629.599151873, 557971.1559491967, 192.2], dtype=object)" }, "execution_count": 2, "metadata": {}, @@ -448,11 +448,11 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/szymonmolinski/miniconda3/envs/pyintpk/lib/python3.7/site-packages/numpy/core/fromnumeric.py:3420: RuntimeWarning: Mean of empty slice.\n", + "/home/szymon/miniconda3/envs/pyintpk/lib/python3.7/site-packages/numpy/core/fromnumeric.py:3420: RuntimeWarning: Mean of empty slice.\n", " out=out, **kwargs)\n", - "/Users/szymonmolinski/miniconda3/envs/pyintpk/lib/python3.7/site-packages/numpy/core/_methods.py:190: RuntimeWarning: invalid value encountered in long_scalars\n", + "/home/szymon/miniconda3/envs/pyintpk/lib/python3.7/site-packages/numpy/core/_methods.py:190: RuntimeWarning: invalid value encountered in long_scalars\n", " ret = ret / rcount\n", - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py:313: UserWarning: WARNING: linear model fitted to the experimental variogram is better than the core models!\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/semivariance/semivariogram_fit/fit_semivariance.py:426: UserWarning: WARNING: linear model fitted to the experimental variogram is better than the core models!\n", " warnings.warn(warning_msg)\n" ] } @@ -627,7 +627,15 @@ "execution_count": 12, "id": "04d61d71", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "CPLE_NotSupported in driver ESRI Shapefile does not support creation option ENCODING\n" + ] + } + ], "source": [ "# Save interpolation results\n", "\n", diff --git a/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb b/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb index 781216b8..10d3a98e 100644 --- a/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb +++ b/tutorials/How good is our Kriging model - test it with IDW algorithm (Basic).ipynb @@ -191,7 +191,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Root Mean Squared Error of prediction with IDW is 5.18890200693789\n" + "Root Mean Squared Error of prediction with IDW is 5.0986158636148105\n" ] } ], @@ -243,10 +243,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6498\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.6746\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.1889\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 1.8857\n" + "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.3557\n", + "Root Mean Squared Error of prediction with IDW of power 1 is 14.4157\n", + "Root Mean Squared Error of prediction with IDW of power 2 is 5.0986\n", + "Root Mean Squared Error of prediction with IDW of power 4 is 1.7951\n" ] } ], @@ -308,7 +308,7 @@ { "data": { "text/plain": "

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\n" + "image/png": 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\n" }, "metadata": { "needs_background": "light" @@ -367,7 +367,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Root Mean Squared Error of prediction with Kriging is 1.678055199450228\n" + "Root Mean Squared Error of prediction with Kriging is 1.6052280543924127\n" ] } ], @@ -453,7 +453,7 @@ { "data": { "text/plain": "
    ", - "image/png": 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\n" 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\n" }, "metadata": { "needs_background": "light" @@ -506,11 +506,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6895\n", - "Root Mean Squared Error of prediction with IDW of power 1 is 14.6979\n", - "Root Mean Squared Error of prediction with IDW of power 2 is 5.4637\n", - "Root Mean Squared Error of prediction with IDW of power 4 is 2.1450\n", - "Root Mean Squared Error of prediction with Kriging is 1.9494\n" + "Root Mean Squared Error of prediction with IDW of power 0.5 is 17.6249\n", + "Root Mean Squared Error of prediction with IDW of power 1 is 14.6243\n", + "Root Mean Squared Error of prediction with IDW of power 2 is 5.5124\n", + "Root Mean Squared Error of prediction with IDW of power 4 is 2.1361\n", + "Root Mean Squared Error of prediction with Kriging is 1.9431\n" ] } ], diff --git a/tutorials/Ordinary and Simple Kriging (Basic).ipynb b/tutorials/Ordinary and Simple Kriging (Basic).ipynb index 4f057789..f215ff52 100755 --- a/tutorials/Ordinary and Simple Kriging (Basic).ipynb +++ b/tutorials/Ordinary and Simple Kriging (Basic).ipynb @@ -157,7 +157,7 @@ { "data": { "text/plain": "
    ", - "image/png": 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\n" + "image/png": 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\n" }, "metadata": { "needs_background": "light" @@ -230,7 +230,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "[ 15.11563642 52.75044908 106.60320282]\n" + "[15.11563642 52.70449669 48.72597885]\n" ] } ], @@ -259,20 +259,20 @@ "text": [ "Ordinary Kriging:\n", "\n", - "(106.60320281982425, 3.4042696093578075, -1.176376262433194e-15, array([ 1.00000000e+00, -2.64280961e-17, -7.37848415e-17, -3.57420204e-17,\n", - " 8.59492062e-17, -2.20407111e-16, 3.61837185e-17, 3.29547142e-16,\n", - " 2.18232838e-16, -3.03230206e-16, 1.37756847e-16, -1.76539647e-16,\n", - " -1.61605858e-17, 6.94841848e-17, -1.20441459e-17, -3.38265771e-17,\n", - " -1.17637626e-15]))\n", + "(48.725978851318374, 3.497478855001699, -9.639358681966829e-18, array([ 1.00000000e+00, 2.95664955e-16, -7.49972388e-17, -4.54891853e-16,\n", + " 1.76060833e-16, 5.44833290e-16, -1.20732883e-17, -5.14069537e-16,\n", + " 1.26650511e-16, 2.94456047e-16, -6.59167542e-17, 2.70570406e-17,\n", + " -6.85548740e-16, -1.88454830e-16, 4.67210123e-17, 5.57680357e-16,\n", + " -9.63935868e-18]))\n", "\n", "========== ========== ========== ========== ==========\n", "\n", "Simple Kriging:\n", "\n", - "(106.60320281982422, 3.404269609357807, 40.9509380348875, array([ 1.00000000e+00, -7.54965648e-18, -2.64428032e-18, -1.97660275e-16,\n", - " 1.18394709e-17, -3.87801962e-17, -3.93187909e-18, 5.14985333e-16,\n", - " 2.58275839e-17, -3.12445788e-16, 3.53167538e-18, 9.51964780e-19,\n", - " 1.60171897e-16, -1.87223465e-16, -8.27949455e-19, 1.94654607e-17]))\n" + "(48.72597885131836, 3.4974788550016975, 40.9509380348875, array([ 1.00000000e+00, -1.24153614e-17, 1.10029784e-15, -1.40886591e-15,\n", + " 1.83929730e-18, 7.41658556e-16, 4.40756190e-18, -6.64383363e-16,\n", + " -1.28205784e-17, 1.46797439e-16, -1.02207961e-17, 1.97184048e-17,\n", + " -3.59681602e-18, -6.87715921e-18, 9.23204705e-17, -4.68686743e-18]))\n" ] } ], @@ -395,19 +395,19 @@ "output_type": "stream", "text": [ "Number of neighbors: 4\n", - "RMSE: 5.837429630274379\n", + "RMSE: 1.2489704792055214\n", "\n", "Number of neighbors: 8\n", - "RMSE: 3.2601651311190736\n", + "RMSE: 0.5887253613663042\n", "\n", "Number of neighbors: 16\n", - "RMSE: 3.854779542231995\n", + "RMSE: 0.7389281711279025\n", "\n", "Number of neighbors: 32\n", - "RMSE: 3.8086391991251674\n", + "RMSE: 1.1442029265395686\n", "\n", "Number of neighbors: 64\n", - "RMSE: 3.611898124944858\n", + "RMSE: 1.0984599299626367\n", "\n" ] } @@ -475,19 +475,19 @@ "output_type": "stream", "text": [ "Number of neighbors: 4\n", - "RMSE: 6.410000905012637\n", + "RMSE: 4.121157532246357\n", "\n", "Number of neighbors: 8\n", - "RMSE: 3.496644406245302\n", + "RMSE: 1.3474821181646384\n", "\n", "Number of neighbors: 16\n", - "RMSE: 4.104749334353407\n", + "RMSE: 0.08351377094726331\n", "\n", "Number of neighbors: 32\n", - "RMSE: 3.931222705594905\n", + "RMSE: 1.0370794269128396\n", "\n", "Number of neighbors: 64\n", - "RMSE: 3.652664325598778\n", + "RMSE: 1.0764198405890077\n", "\n" ] } diff --git a/tutorials/Outliers and Their Influence on the Final Model (Intermediate).ipynb b/tutorials/Outliers and Their Influence on the Final Model (Intermediate).ipynb index fd13204c..83250350 100644 --- a/tutorials/Outliers and Their Influence on the Final Model (Intermediate).ipynb +++ b/tutorials/Outliers and Their Influence on the Final Model (Intermediate).ipynb @@ -112,7 +112,7 @@ "outputs": [ { "data": { - "text/plain": "array([[15.32170123, 52.74216937, 71.84545135],\n [15.16468063, 52.63991495, 18.02781487],\n [15.18287446, 52.57988705, 52.78007126],\n ...,\n [15.26593321, 52.74154839, 68.79608917],\n [15.18287446, 52.6070031 , 35.32443619],\n [15.22005314, 52.71049948, 17.67155838]])" + "text/plain": "array([[15.36955889, 52.60037933, 48.18722153],\n [15.19829965, 52.65895828, 19.28455162],\n [15.18920274, 52.7040827 , 17.36100006],\n ...,\n [15.16468063, 52.63991495, 18.02781487],\n [15.20976967, 52.62873734, 20.32839584],\n [15.31774605, 52.64281285, 33.88368225]])" }, "execution_count": 5, "metadata": {}, @@ -140,7 +140,7 @@ { "data": { "text/plain": "
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\n" + "image/png": 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\n" 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hwgoAYIiwAgAYIqwAAIb8L2sDWRPJ01UDAAAAAElFTkSuQmCC\n" }, "metadata": { "needs_background": "light" @@ -240,7 +240,7 @@ "output_type": "stream", "text": [ "Length of the full training set is 689 records\n", - "Length of the pre-processed training set is 684 records\n" + "Length of the pre-processed training set is 670 records\n" ] } ], @@ -257,7 +257,7 @@ { "data": { "text/plain": "
    ", - "image/png": 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NtrIHG8AWmNklZvYWMzsY3j6k4JD+r4dPmZB00Mw6Sl7Wr6DnMG1mz5H0X0oe23AdGn7/nxuuW5IK1s/ltvsflvTbZnaRBa4ws92bTPNx7j6qYF39PjPrMrMrFKw7t9L+rp4XG9nS+k/ltb/9CnYSTklqM7PfUnCIabV9StI7zWzYzA4o2PG8pvWWR9gb+eeSPmhme8PnHjCzHwxfumk76e6PKGjPf1JBqF8MX/cabdz+bmW5fUHBcvsvZtZmZj+hIEB/Pnz8LgWnprSb2RFJry157abbEAra398Itz32KBiDY+Uz+F1JzzSzqyw4fefGNf6XcreN/1rSD5vZD4bbfl0WXLLm4FpPNrN9ZnatmfUqOL83IdrfbSF41tbfm9mSgj0tvy7p9xWcWL+WixQMEJOQ9DVJf+zuXw4fe5+CL+a8mb11C+//UQV7a8cVDB7wS5Lk7guS/ruChmtMwcqw9HpRfxv+njGztc4p+4tw2l9RMNJXWtIvbqGuUr8Yvv8xBXvrPhZOf1Ph3uiPSzoWzpsND88Ig+6rFJy7cFzBHscPKzg0Zy0fUXB+3byZ/d91pnm/gvNSv6ZgJfg9CkZFq7Y/VzCYz90KRlT8goIGeK3ruHYqOAd0WsFnYa+C8xilYETAWxUc4r2kYAPrudLjofJ3JP1HOA+et04tdyg4ZPqbJbf7tc75ndtYblkFQfOV4f/wx5J+KpyOFAzQkFUw/29RcH5KqRsl3RK+1+vWeIt1P88V+K6U/h9Lkn5AwTk8ZxQsiw/oyUF2tTdJOmFmiwrC/Bs3eg8AO7KkYP33DTNLKlgf3qtg0BpJ+lcFo2qPm9l0eN9/l/SecP35Wyo5KqGMdeiAgnX5nIJDDGcUnHYjbd7+/H74Xl9UsFPqIwoGwtlomqu9QcEAMGckfVbSu9z9X9Z57mprzYt1bWP99wcKxhuYM7P1zqH8ZwWHpz6s4H9Na/NTkCrhPQrageMKtts+rfUvubPR8ni7glOsvh6u4/9F4fmpW2gn71Bw2bnRktsmab32aKvLbUbBdtNbwtrfJulV7r7y2t9U0PM+p+D8zI+VvLacbYj3KjjX8m4Fp+t8J7xP7v6wgnn9LwrGzlh9tOCm22gltYxKulbB6VVTCj4n/1Pr56IWBR0hZxScHvdiSev1zmMDK6OkAmggZvZKSX/q7qsPiQEAAFViZj8v6fXuXu6gUkDToMcTaADhocLXhIe+HJD0LgV7rAEAQJWY2blm9gIzazGzixX0BtL+AmugxxNoABact3uHgiHalxVc+PnN4TkeAACgCsIxEf5B0gWS5hWMN/DO8LQQACUIngAAAACAquJQWwAAAABAVRE8AQAAAABV1VbLN9uzZ4+ff/75tXxLAEAD+/a3vz3t7iNR1xFntM0AgEpar22uafA8//zzdfTo0Vq+JQCggZnZyahriDvaZgBAJa3XNnOoLQAAAACgqgieAAAAAICqIngCAAAAAKqK4AkAAAAAqCqCJwAAAACgqgieAAAAAICqIngCAAAAAKqK4AkAAAAAqCqCJwAAAACgqgieAAAAAICqIngCAAAAAKqqLeoCEA8/8Wdfi7oEoGo++d+eH3UJAAAADY3gCVRYvlBUrujbfv1jkwlJ0tP39m3r9Sapq7112+8PAEAjMrNI3999+9sGQCMgeKIs9AiVJ50r6OvHZpQvbL9x+X//+UFJ0i+95KJtT+NpI7162sj2gisAAI1op8HPzAiPwA5wjidQQQ+OL+0odFbK8emkltK5qMsAAAAAJBE8gYo5M7+s6aVM1GVIktyl+84sqriDQ34BAACASikreJrZm83sXjO7z8x+Obxvl5l9ycweCX8PV7VSoI6lcwU9NLEUdRlPkkjndWw6GXUZAKqEthkAECebBk8zu1zSf5X0HElXSnqVmV0o6R2SbnP3iyTdFt4Gmo67674ziyrUwSG2q52cSWohxSG3QKOhbQYAxE05PZ6XSvqGu6fcPS/pDkk/JulaSbeEz7lF0qurUiFQ507PLWsumY26jDUFh9wuqMAht0CjoW0GAMRKOcHzXkkvMrPdZtYj6RpJhyTtc/ez4XPGJe2rUo1A3Upm8npksr4OsV0tlS3UfY0Atoy2GQAQK5teTsXdHzCzD0j6oqSkpLskFVY9x81szS4VM7tB0g2SdPjw4Z3WC9SNYtF179iCisWoK9nc6dll7enr1J6+zqhLAVABtM0AgLgpa3Ahd/+Iu3+vu3+/pDlJD0uaMLNzJSn8PbnOa29y9yPufmRkZKRSdQOROz6T1FI6H3UZZbv/zKKy+RikZABloW0GAMRJuaPa7g1/H1ZwDsnHJN0q6brwKddJ+lw1CgTq0UIqpxMxGzE2my/qoXEOuQUaBW0zACBONj3UNvR3ZrZbUk7SL7j7vJm9X9KnzOx6SSclva5aRQL1pFB03XdmQR7D8XomFtMaWejUOYNdUZcCYOdomwEAsVFW8HT3F61x34ykl1a8IqDOPTqZUCpb2PyJderB8UUN9bSrq7016lIA7ABtMwAgTso61BZAYDaZ1ehsKuoydiRfcD1wdjHqMgAAANBECJ5AmfKFou4/0xiBbSaR1dj8ctRlAAAAoEkQPIEyPTyRUDoX30NsV3t4Yqmh/h8AAADUL4InUIaZREZnGqyHsFBw3c8htwAAAKgBgiewiXyhqAcb9DIks4lswwVqAAAA1B+CJ7CJx6aSWo7xKLab4ZBbAAAAVBvBE9jAwnIu9qPYbiZfcD0ykYi6DAAAADQwgiewjmKxeS47MrGY1tRSJuoyAAAA0KAInsA6Ts2mlEjnoy6jZh4aX1K+UIy6DAAAADQggiewhnSuoOPTyajLqKl0rqATM831PwMAAKA2CJ7AGh6eWFKh6FGXUXMnZ1JKZpqnlxcAAAC1QfAEVplJZDS52JznO7pLD0005qVjAAAAEB2CJ1DC3fVwk4/wOpvIMtAQAAAAKorgCZQYm1/mUFNJj0wsqdiEhxoDAACgOgieQChXKOqxKQbXkaRUtqDTc8tRlwEAAIAGQfAEQidnUsrluZzIimPTCeW4vAoAAAAqgOAJKLiUyOhsKuoy6kq+4Do5wzwBAADAzhE8AUnHp5NNefmUzZyaTSqdK0RdBgAAAGKO4Imml8rmdWae8xnXUixKJ2Y47xUAAAA7Q/BE0zs2lZTT2bmuM/PL9HoCAABgRwieaGrJTF4Ti+moy6hrxWIQzgEAAIDtIniiqR2fprezHGcXlrWcpdcTAAAA20PwRNNKZentLJc753oCAABg+wieaFr0dm7N2QXO9QQAAMD2EDzRlJazBY0v0Nu5FcWiuK4nAAAAtoXgiaZ0cpbezu0Ym08pk6fXEwAAAFtD8ETTSecKXLdzm4pFaXSWXk8AAABsDcETTWd0NqViMeoq4mt0blm5AjMQAAAA5SN4oqnkCkWdprdzRwoF1+k55iEAAADKR/BEUxmdTalQ4OTOnTo1m1KhyHwEAABAecoKnmb2K2Z2n5nda2YfN7MuM7vAzL5hZo+a2SfNrKPaxQI7kS8UdYrzEysily9qjF5PIFK0zQCAONk0eJrZAUm/JOmIu18uqVXS6yV9QNIH3f1CSXOSrq9mocBOjc0vK09vZ8WcnE2qSK8nEAnaZgBA3JR7qG2bpG4za5PUI+mspJdI+nT4+C2SXl3x6oAKKRSda1BWWCZX1JkFej2BCNE2AwBiY9Pg6e5jkn5P0ikFjdqCpG9Lmnf3fPi005IOrPV6M7vBzI6a2dGpqanKVA1s0Zn5ZWXzjMRaaSdnUvR6AhGgbQYAxE05h9oOS7pW0gWS9kvqlfSKct/A3W9y9yPufmRkZGTbhQLbVSy6Tswkoy6jIS1nCxpfTEddBtB0aJsBAHFTzqG2L5N03N2n3D0n6TOSXiBpKDy8R5IOShqrUo3AjozNLyuTo7ezWk5MJ+VOrydQY7TNAIBYKSd4npL0PDPrMTOT9FJJ90v6sqTXhs+5TtLnqlMisH30dlZfKlvQ2QV6PYEao20GAMRKOed4fkPBQAXfkXRP+JqbJL1d0q+a2aOSdkv6SBXrBLaF3s7aOD7NCLdALdE2AwDipm3zp0ju/i5J71p19zFJz6l4RUCFFOjtrJnlbEFnF9M6MNQddSlA06BtBgDESbmXUwFi5/Rcit7OGjo2laDXEwAAAGsieKIh5QtFneC6nTWVyRV1eo7regIAAOCpCJ5oSCdnU8px3c6aOz6TVL7AfAcAAMCTETzRcDL5gk7R2xmJXL6ok7PMewAAADwZwRMN5/h0UgXONYzMqZmUMvlC1GUAAACgjhA80VBS2bzGOM8wUoWi69gUowkDAADgCQRPNJRHJhJyOjsjd2Z+WYlMPuoyAAAAUCcInmgYc8msppYyUZcBSe7SIxNLUZcBAACAOkHwRENwdz1M0KkrM4msZhLsCAAAAADBEw1ifDGtpTSHdtabRyYTco59BgAAaHoET8Reoeh6dDIRdRlYQyKd15mFdNRlAAAAIGIET8TeyZmkMrli1GVgHY9NJpQvsHwAAACaGcETsZbOFXRyJhV1GdhANl/UCZYRAABAUyN4ItYem0qoUOQcwnp3ajapdK4QdRkAAACICMETsbWYzunsPOcPxkGxKM7DBQAAaGIET8TWIxMEmTgZX0hrYTkXdRkAAACIAMETsTSdyGgumY26DGzRo5NcaxUAAKAZETwRO+5cPiWu5pI5TS1loi4DAAAANUbwROxMLGaUSOejLgPb9NhUQu4MCAUAANBMCJ6IlWLRdWyK3s44S6TzmqTXEwAAoKkQPBErZxfTSmW5LEfc0esJAADQXAieiA1318npZNRloAJSmQK9ngAAAE2E4InYmFjM0NvZQI6zEwEAAKBpEDwRGydmCCqNJJHOazpBrycAAEAzIHgiFuaSWUaybUCjs6moSwAAAEANEDwRC6NzBJRGNJPIKpVlhwIAAECjI3ii7qVzBU0xEE3DOj23HHUJAAAAqDKCJ+rexGJaXHmjcY0vpLm0CgAAQIMjeKLunV1IR10CqiibL2ommY26DAAAAFTRpsHTzC42s7tKfhbN7JfNbJeZfcnMHgl/D9eiYDSXRCbPoEJNYJydC8CW0DYDAOJm0+Dp7g+5+1XufpWk75WUkvRZSe+QdJu7XyTptvA2UFHTnNvZFGaSWQ63BbaAthkAEDdbPdT2pZIec/eTkq6VdEt4/y2SXl3BugBJ0kyS4NkMcvmiFpfp2Qa2ibYZAFD3tho8Xy/p4+Hf+9z9bPj3uKR9FasKkJQvFDWfykVdBmqEnQzAttE2AwDqXtnB08w6JP2IpL9d/ZgHx8iteZycmd1gZkfN7OjU1NS2C0XzWUrnGc22iSwss5MB2CraZgBAXGylx/OVkr7j7hPh7QkzO1eSwt+Ta73I3W9y9yPufmRkZGRn1aKpEESaC8sb2BbaZgBALGwleL5BTxzKI0m3Srou/Ps6SZ+rVFGAFPR4onnkC67lbCHqMoC4oW0GAMRCWcHTzHolvVzSZ0rufr+kl5vZI5JeFt4GKiaZJXg2mxTLHCgbbTMAIE7aynmSuycl7V5134yCkfSAqqD3q/mksoUnr2gArIu2GQAQJ1sd1RaoiUy+oEKRkYWazXKOnQ0AAACNiOCJupQrEDqbUTZfjLoEAAAAVAHBE3UpRwBpSrkCyx0AAKARETxRl3JFAkgzynN4NQAAQEMieKIuOfmjKRUJngAAAA2J4Im6VCR5NiVyJwAAQGMieKIukTubk4sFDwAA0IgInqhLZlFXgCiYWPAAAACNiOCJukQAaU7scAAAAGhMBE/UJQJIc2KxAwAANCaCJ+pSC8mzKbW2sNwBAAAaEcETdYn80ZyMHQ4AAAANieCJukSPZ3NihwMAAEBjIniiLhE8mxPLHQAAoDERPFGXWvhkNiXO8QQAAGhMbN6jLnGuHwAAANA4CJ4AAAAAgKoieAIAAAAAqorgibrk7lGXAAAAAKBCCJ6oS4UiwbMZ5VnuAAAADYngibpEAGlOhWIx6hIAAABQBQRP1KVcgQDSjLJ5djgAAAA0IoIn6lI6R/BsRul8IeoSAAAAUAUET9Sl5SwBpBkVCq5snp0OAAAAjYbgibqUyuajLgERYdkDAAA0HoIn6k6x6FpKEz6a1eIyyx4AAKDREDxRdxLZPJdTaWILy7moSwAAAECFETxRd+aTBI9mNpfKyp0dDwAAAI2E4Im6M7mUjroERCibL9LrCQAA0GAInqgr6VxB8ylCR7ObXMpEXQIAAAAqqKzgaWZDZvZpM3vQzB4ws+eb2S4z+5KZPRL+Hq52sWh8E4v0diL4HBQ5zxfYEG0zACBOyu3x/ANJ/+Tul0i6UtIDkt4h6TZ3v0jSbeFtYNvcXaOzy1GXgTqQyRXp9QQ2R9sMAIiNTYOnmQ1K+n5JH5Ekd8+6+7ykayXdEj7tFkmvrk6JaBaTSxmlc4Woy0CdODmTjLoEoG7RNgMA4qacHs8LJE1J+kszu9PMPmxmvZL2ufvZ8Dnjkvat9WIzu8HMjprZ0ampqcpUjYbj7jo+TdDAE5bSeU0n6PUE1kHbDACIlXKCZ5ukZ0v6E3d/lqSkVh2648G1D9Y8Icvdb3L3I+5+ZGRkZKf1okGdXUgrkc5HXQbqzCMTCS6tAqyNthkAECvlBM/Tkk67+zfC259W0NhNmNm5khT+nqxOiWh0+UJRj04moi4DdSiZyev0HOf9AmugbQYAxMqmwdPdxyWNmtnF4V0vlXS/pFslXRfed52kz1WlQjS849NJZfPFqMtAnTo2nVQmz7m/QCnaZgBA3LSV+bxflPQ3ZtYh6Zikn1EQWj9lZtdLOinpddUpEY1sLpnVyZlU1GWgjuXyRT1wdklXHRqKuhSg3tA2AwBio6zg6e53STqyxkMvrWg1aCr5QlH3nVmMugzEwPRSRmPzyzow1B11KUDdoG0GAMRJudfxBCruwfElLp+Csj08saREhgGoAAAA4ojgiUicnElqfCEddRmIkULBdffovHIFzgcGAACIG4Inam4mkWEUW2xLKlvQvWMLXGIFAAAgZgieqKlEJq97xhZEbsB2zSSyeniCHRcAAABxQvBEzaRzBd15ak75AqkTOzM6m9Lx6WTUZQAAAKBMBE/URDZf1HdOzSmT4/w8VMZjkwmNzS9HXQYAAADKQPBE1eUKRd15ak6pDCPYorIePLuoiUUGqQIAAKh3BE9UVa5Q1HdOzmkpzWUwUHnu0r1jC4RPAACAOkfwRNUQOlELhE8AAID61xZ1AWhM2XxweC2hE7WwEj6L7jp3sDvqcgAAVbJr1y7Nzc1F9v5mVvP3HB4e1uzsbM3fF6g0gicqLp0r6Duc04kac5fuG1tUvuA6tKsn6nIAAFUwNzfXdNdyjiLsAtXAobaoqFQ2r6MnCJ2IzkPjSzo2xXU+AQAA6gk9nqiYxXROd52aVzbPJVMQrWNTSeUKrmfs62NPMQAAQB0geKIiZhIZ3T22oEKhuQ5/Qf0anU0pmy/qmfsH1NJC+AQAAIgSwRM7Nr6Q1n1nFtRkp1wgBiYW08oWirry4KDaWjmzAAAAICpsiWFHTs4kde8YoRP1ay6Z1dGTc0rnOO8YAAAgKgRPbIu766HxJT0ywSAuqH+JdDDoVSLD5X0AAACiQPDElhWLrnvGFjQ6m4q6FKBs6VxBR0/Maj6VjboUAACApkPwxJbkCkV959ScJhczUZcCbFm+4OHnNx11KQAAAE2F4ImyBT1Gc5pP5aIuBdi2YlG6+zQ99gAAALXEqLYoSyKT152n5pTJcY1ONIaHxpeUyRd14d6+qEsBAABoeARPbGohldOdo3PKc41ONJgT00ll80Vdem6/zLjWJwAAQLUQPLGhmURGd59eUKFI6ERjOjO/rELR9cz9A2ppIXwCAABUA+d4Yl2TS2l99/Q8oRMNb2KRzzoAAEA1ETyxponFtO45vaAip3SiScwksrprdI7wCQAAUAUETzzFxGJa944tyNn+RpOZS+Z01yg9nwAAAJVG8MSTTBI60eTmklnCJwAAQIURPPG46URG9xA6Ac0ls7r79LyKhE8AAICKIHhCkrSYzume04ROYMVMIqsHx5eiLgMAAKAhlHU5FTM7IWlJUkFS3t2PmNkuSZ+UdL6kE5Je5+5z1SkT1bScLeiuUxxaCKx2Zn5ZXe0tetpIX9SlAE9B2wwAiJOt9Hj+Z3e/yt2PhLffIek2d79I0m3hbcRMvlDUXaPzyuYZvhZYy7GppMYX0lGXAayHthkAEAs7OdT2Wkm3hH/fIunVO64GNffg+JKSmXzUZQB17YHxRb4niAvaZgBAXSo3eLqkL5rZt83shvC+fe5+Nvx7XNK+ileHqhqbX6YnByhDoeC6Z2yBw9FRb2ibAQCxUdY5npJe6O5jZrZX0pfM7MHSB93dzWzNLbKwMbxBkg4fPryjYlE5y9mCHmbgFKBsiXRej00l9Ix9/VGXAqygbQYAxEZZPZ7uPhb+npT0WUnPkTRhZudKUvh7cp3X3uTuR9z9yMjISGWqxo49NLFE7w2wRaOzKS2lc1GXAUiibQYAxMumwdPMes2sf+VvST8g6V5Jt0q6LnzadZI+V60iUVlTSxlNL2WiLgOIHXfpIY4UQB2gbQYAxE05h9ruk/RZM1t5/sfc/Z/M7FuSPmVm10s6Kel11SsTleLuemSSDWdgu+ZTOU0upbW3vyvqUtDcaJsBALGyafB092OSrlzj/hlJL61GUaiemWRWqUwh6jKAWBudTRE8ESnaZgBA3OzkciqIoVOzqahLAGJvLpnTIud6AgAAlI3g2UTSuYJmE9moywAawtl5LkUEAABQLoJnE5lLETqBSplN8n0CAAAoF8GzibChDFROMpNXNl+MugwAAIBYIHg2kaV0PuoSgIbCNT0BAADKQ/BsIrkCvTNAJeUKHnUJAAAAsUDwbCJ5NpKBimJnDgAAQHkInk3ERfAEKsn5SgEAAJSF4NlEOlpboy4BaCid7axCAQAAysFWUxPpYiMZqKjONr5TAAAA5WCrqYn0dLRFXQLQUPhOAQAAlIfg2UR293VEXQLQMAa629VBjycAAEBZ2GpqIrt6O2QWdRVAY9jVy44cAACAchE8m0h7a4uG2VgGKmLfQGfUJQAAAMQGwbPJHN7VE3UJQOwN97arv6s96jIAAABig+DZZHb3dqing8uqADtxiB04AAAAW0LwbDJmpgtGeqMuA4itvq42jfRxmC0AAMBWEDyb0DkDXRro5jBBYDuesa9fxihdAAAAW0LwbEJmpov39UddBhA7I/2djGYLAACwDQTPJjXY0679Q91RlwHERmur6RnssAEAANgWgmcTe8a+PnUz0BBQlov39fN9AQAA2CaCZxNra23RM/cPiNPVgI2N9HdyhAAAAMAOEDyb3FBPhy7Ywyi3wHq62lt16bkDUZcBAAAQawRP6II9vdrTz+UhgNVaWqQrDg2qo41VJQAAwE6wNQWZmZ65f0A9nL8GPMkl5wxooItLDwEAAOwUwROSpPbWFl15aEhtrZzwCUjS4d09nNcJAABQIQRPPK63s01XHBxisCE0vZH+Tl20ty/qMgAAABoGwRNPsqu3g4FU0NT6u9p0+YFBGXtgAAAAKobgiafYP9StC0YY6RbNp7ujVVceGlJrC6ETAACgkgieWNPTR/p0YJjz29A82tta9KzDQ+pqZ5AtAACASis7eJpZq5ndaWafD29fYGbfMLNHzeyTZtZRvTIRhUvO6dfeAS6zgsbX2mp61uEh9XS0RV0KsCW0zQCAuNhKj+ebJT1QcvsDkj7o7hdKmpN0fSULQ/TMTJfvH9RwL9staFwtLdKVB4e4bAriirYZABALZQVPMzso6YckfTi8bZJeIunT4VNukfTqKtSHiLW0mK48OKiBbjbK0XjMpMsPDGoXO1cQQ7TNAIA4KbfH80OS3iapGN7eLWne3fPh7dOSDqz1QjO7wcyOmtnRqampndSKiLS1tuiqQ0Pq6eTcNzSWS84d0N7+rqjLALbrQ6JtBgDExKbB08xeJWnS3b+9nTdw95vc/Yi7HxkZGdnOJFAHOtpa9OzDwwy8goZx0b4+HRhiAC3EE20zACBuyhlJ4wWSfsTMrpHUJWlA0h9IGjKztnDP6kFJY9UrE/Wgq71Vzz5vSEdPzCmbL27+AqBOnb+nV+ft5pJBiDXaZgBArGwaPN39nZLeKUlmdrWkt7r7G83sbyW9VtInJF0n6XPVKxP1oqejTc86PKSjJ+dUKHjU5QBbdmC4Wxfu7Yu6DGBHaJvRrPxdA9KNg1GXUVP+roGoSwAqYifXDni7pE+Y2Xsl3SnpI5UpCfWuv6tdVx0c0p2jcyrS8YkY2TfQpUvO6Y+6DKCaaJvR0Ozdi3Jvrh3fZia/MeoqgJ3bUvB099sl3R7+fUzScypfEuJguLdDlx8Y1D2nF9Rk63/E1HBvh565f0DBwJ9A46BtBgDEwVau4wk8yd7+Ll1M7xFioK+rTVccHFRLC6ETAAAgCgRP7MjB4R6dv4dBWlC/OtuDywG1t7K6AwAAiApbYtixp4/0at8A10JE/WltNV11aIjLAAEAAESM4IkdMzNdtn9Agz3tUZcCPM5Munz/oPq7+FwCAABEjeCJimhtMV1xcFCd7XykUB8u3Nunkf7OqMsAAACACJ6ooM62Vn3PgUExaCiitnegU+ft5txjAACAekHwREUN9XToor2MdIvo9HS06tJzudg2AABAPSF4ouIO7+7R7r6OqMtAEzKTLj84yAi2AAAAdYatM1TFpecOqK2VY25RW+fv6dUAgwkBAADUHYInqqKrvVXP2Mcht6idvq42XcB5nQAAAHWJ4Imq2T/UrSEusYIaueScfrW00MsOAABQjwieqKqnj/RFXQKawJ7+Tg31cF4xAABAvSJ4oqqGezsYaAhV9/QRDrEFAACoZwRPVB3XU0Q17errUD8DCgEAANQ1gieqbrinXZ3tfNRQHecMdEVdAgAAADZBGkDVmZn2EQ5QBS0t0kh/Z9RlAAAAYBMET9QEo9uiGga62tXeymoMAACg3rHFhprobm+NugQ0oC4+VwAAALFA8ERNEDxRDQRPAACAeCB4oibMLOoS0IBa+FgBAADEAsETNZHOFaIuAQ1omc8VAABALBA8UROpLAEBlbfM5woAACAWCJ6oiblUNuoS0ICW0nnlCsWoywAAAMAmCJ6ounyhqLH55ajLQAMqFF1jc3y2AAAA6h3BE1V3Zj6tQsGjLgMNanQupWKRzxcAAEA9I3iiqtK5go7PJKMuAw0skyvqBJ8xAACAukbwRNUUi667Ty8ol+ccPFTXsamkphOZqMsAAADAOgieqJoHx5e0uJyLugw0iXvHFpTK5qMuAwAAAGsgeKLi3F0PTyzpDAMKoYbyBdedp+aVzBA+AQAA6g3BExVVCA+vPTWTiroUNKHlbEHfOjGr2SSX7wEAAKgnmwZPM+sys2+a2XfN7D4ze3d4/wVm9g0ze9TMPmlmHdUvF/UsnSvo6IlZTS1xrh2iE/R8znEJHzQ02mYAQNyU0+OZkfQSd79S0lWSXmFmz5P0AUkfdPcLJc1Jur5qVaLuTSym9c3js1pKc5gjoucuPXBmUfeOLSjL4FZoTLTNAIBY2TR4eiAR3mwPf1zSSyR9Orz/FkmvrkaBqG/pXEF3nprTPafZwEf9GV9I62vHZjjfGA2HthkAEDdlneNpZq1mdpekSUlfkvSYpHl3X+neOi3pwDqvvcHMjprZ0ampqQqUjHrg7jo1k9LXHpvRTILz6VC/cvmi7j+zqG+fnGPUWzQU2mYAQJyUFTzdveDuV0k6KOk5ki4p9w3c/SZ3P+LuR0ZGRrZXJeqGu2tiMa2vH5vVwxNLKhQ96pKAsswls/r6sRk9NL6kdK4QdTnAjtE2AwDipG0rT3b3eTP7sqTnSxoys7Zwz+pBSWPVKBD1wd01uZTRsakkl6tAbBWL0uhsSmPzKR0Y6tF5u3vU1d4adVnAjtA2AwDioJxRbUfMbCj8u1vSyyU9IOnLkl4bPu06SZ+rUo2IUGkP5z2nFwidaAgrAfSrj03r4Ql6QBE/tM0AgLgpp8fzXEm3mFmrgqD6KXf/vJndL+kTZvZeSXdK+kgV60SN5QpFnZ1P6/RcSqksG+VoTMWidGompdNzKe3t79KhXT0a7G6PuiygHLTNAIBY2TR4uvvdkp61xv3HFJxTggaylM5pdHZZE4tpzt9E0ygWgxFwxxfSGuhu18Hhbu0b6FJri0VdGrAm2mYAQNxs6RxPNKZiMTh/8/RcSvOpXNTlAJFaXM7p/uWcHp5Y0oGhbh0Y7lZPB6tKAACAnWBrqoktLOeCXp7FtHJcgxN4knzBdXImpZMzKQ33duicwS7t6+9UW2tZg4EDAACgBMGzySxnCzq7sKzxhTTnbgJlmktmNZfM6qEWaaSvS+cMdml3b4daOBQXAACgLATPJpDNFzW5FJy/xqG0wPYVi9LEYloTi2m1t7XonIEunTPQpcEeBiQCAADYCMGzQWXzRU0lMppcTGsulVWRI2mBisrlixqdTWl0NqXujlbt7e/U3n5CKAAAwFoIng0knStoaimjyaWM5lNZOYPSAjWxnC08fj5oZ3uL9vZ3aW9/p4Z62mXG4bgAAAAEz5hL5wqaXMxoconDaIF6kMk90RPa0daikf5O7e3v1HAP54QCAIDmRfCMocV0TlNLGU0vZbSUzkddDoB1ZPNFjc0ta2xuWW2tpj19nRrp79Su3g61MzouAABoIgTPGCgUXbPJrKYTGU0nMsrkOGETiJt8wYPLFy2kZSYN9XRoJAyi3R2tUZcHAABQVQTPOpXJFzSdyGp6KaPZZFaFIidsAo3C/YlLtDw8saTezjaN9HdoT1+nBrs5LxQAADQegmedcHctpvOaTmQ0k8hqcZnzNYFmkczklczkdWI6pfa2Fu3uDULo7j4OyQUAAI2B4BmhXKH4+CG0M4mssnkOoQWaXS5ffNIhuYPd7Y+H0P4uLtUCAADiieBZY4lMXjPhuZrzqRyXPAGwLndpPpXTfCqnRyelrvZW7e4LekN39XaolVFyAQBATBA8q6xYdM2mnujVXM4Woi4JQEylc4XHR8ltaZGGe4IQuqePAYoAAEB9I3hWQTpXCEegDQYPYWAgAJVWLEoziaxmElk9pCX1dLZqJAyhg93tXDMUAADUFYJnBbi7FpZzwSi0iYwSXFsTQI2lMgWdzKR0cialtlbT7t5O7env0O7eTnW0MUARAACIFsFzm/LhwECTSxnNJLPKMTAQgDqRL7gmFtOaWExLkgZ72h+/ZmhvJ6t9AABQe2yBbMHKIbRTSxnNpbIqkjUBxMBCKqeFVE6PTibU09Gqkf4ghHLNUAAAUCsEz00kMnlNLQVhk2trAoi7VLagkzPBIbntbS3a09ehkf5O7e7tZJRcAABQNQTPNSQyeY0vpDW5mFaKUWgBNKhcvqiz82mdnU+rpUXa09epfQNd2tNHCAUAAJVF8AwlM/nwnKiMkhkGBwLQXIpFaXIxo8nFjFpbTCP9ndo70Kk9vZ2MkAsAAHasqYPncrag8XAADkaiBYBAoegaX0hrfCGt1lbTSNgTuru3gxAKAAC2pemCZ7HomlzK6PRcSvMpztkEgI0UCk+E0Pa2Fu0f7NKB4W71dDRd8wEAAHagabYckpm8xuaXdXYhzaVPAGAbcvni4wMTDfd26OBwt0b6OBQXAABsrqGD50rv5th8SnNJejcBoFLmklnNJbPqaGvR/qEuHRjqUXdHa9RlAQCAOtWQwdPddWYhrWNTCWVy9G4CQLVk80WdmE7pxHRK5wx26ekjfQRQAADwFA0VPN2DHs7HJhNcBgUAamx8IRis7cBwt87f3auudgIoAAAINEzwnElk9OhkQkuMTgsAkXGXTs8u6+x8Wod29ei83T1qb22JuiwAABCx2AfPYtH14PiSzswvR10KACBUKLpOTCd1dmFZVx4a0kBXe9QlAQCACG26G9rMDpnZl83sfjO7z8zeHN6/y8y+ZGaPhL+Hq1/uk+UKRd05Ok/oBIA6lckV9e0Tc5pcSkddSkOp57YZAIC1lHP8U17SW9z9MknPk/QLZnaZpHdIus3dL5J0W3i7ZlLZvL51YlZzyWwt3xYAsEWFouvu0QWdnElGXUojqcu2GQCA9WwaPN39rLt/J/x7SdIDkg5IulbSLeHTbpH06irVuKb7zywqlWEAIQCIi0cmEppPsbOwEuq1bQYAYD1bOsfTzM6X9CxJ35C0z93Phg+NS9pX2dLWl8zkNZ/iupwAEDdj88sa6umIuoyGUi9tM1ArZhZ1CTU1PMwR82gMZQdPM+uT9HeSftndF0u/9O7uZubrvO4GSTdI0uHDh3dWbYhzOgEgniYXM7p4X1FtjHRbEfXUNgO14L7mR7omzCzS9wfirqyW38zaFTRsf+PunwnvnjCzc8PHz5U0udZr3f0mdz/i7kdGRkYqUbNaWpprTxcANAqz5uutqJZ6a5sBANhIOaPamqSPSHrA3X+/5KFbJV0X/n2dpM9Vvry1HRzuVgs7ywEgdg4O96iVnYc7Vo9tMwAAGyknvr1A0pskvcTM7gp/rpH0fkkvN7NHJL0svF0TnW2tOnewu1ZvBwCogJYW6dAu1t0VUndtMwAAG9n0HE93/3dJ6+2efmllyynfRXv7lCsUNbmYiaoEAECZ2ttadPn+AXW2tUZdSkOo17YZAID1xPaA1bbWFl1xcEjP2NcvThcCgPo12NOu516wS7v7OqMuBQAARGRLl1OpR4d392igu033jC0okytGXQ4AoMTh3T26cKSPQeEAAGhysQ+ekjTU06HnP223xuaXdWo2RQAFgIjtHejUebt7NdjdHnUpAACgDjRE8JSCQ2/P292rQ8M9OrOwrFMzKaWyhajLAoCmYSadM9il83f3qrezYZoXAABQAQ23ZdDSYjo43KMDQ92aWMzoxExSiXQ+6rIAoGG1tpj2D3XrvN096mpn8CAAAPBUDRc8V5iZzhns0jmDXVpYzmliMa3xhbSyeQ7DBYCdMpOGezt0zkCXRvo71d4a27HqAABADTRs8Cw12N2uwe52XbS3T3OpnMYX0ppcSitf8KhLA4BYGexp1zkDXdo70MmlUQAAQNmaIniuMDPt6u3Qrt4OXVLs13Qyo4mFjKYSaRXpCAWANfV2tgVHkAx0qbuDsAkAALauqYJnqZYW097+Lu3t71KhOKDZZFYzyYxmElktMygRgCbW0hKMFj7S16ndfR3q6WjapgIAAFQIWxMKBsYY6e/USH9wcfNkJq+ZRFbTyYzmU1l6QwE0vO6OVu3u69Cevk4N93SoletuAgCACiJ4rqG3s029nW06vLtH+UJRs6msZhLBTzpHbyiA+Fvp1dzTG/RqcvkTAABQTWxpbKKtteXxQ3IlKZXNay6V01wyq7lUVpkc3aEA6l9LizTQ1a7h3g4N93RosLudXk0AAFAzBM8t6uloU09Hmw4MdUsiiAKoTytBc6gnGFCNoAkAAKJE8NyhzYJortAYQfQD//hg1CU0jdHZlCTpf/0z87xW3v7KS6IuYcdMpv6uNoImAACoSwTPClsdRBvFn91xLOoSmsZQT0fUJTSdl1yyL+oSAABVZrbznXE7mYY7149HcyN4oiyf/G/Pj7oEAACAbSP4AdFqiboAAAAAAEBjI3gCAAAAAKqK4AkAAAAAqCqCJwAAAACgqgieAAAAAICqIngCAAAAAKqK4AkAAAAAqCqCJwAAAACgqgieAAAAAICqIngCAAAAAKqK4AkAAAAAqCqCJwAAAACgqgieAAAAAICqMnev3ZuZTUk6WbM3rK09kqajLiIGmE/lYT6Vh/m0uUafR+e5+0jURcRZg7fNQCU1+voUqJQ12+aaBs9GZmZH3f1I1HXUO+ZTeZhP5WE+bY55BACVwfoU2BkOtQUAAAAAVBXBEwAAAABQVQTPyrkp6gJigvlUHuZTeZhPm2MeAUBlsD4FdoBzPAEAAAAAVUWPJwAAAACgqgieW2RmrzCzh8zsUTN7xxqPHzazL5vZnWZ2t5ldE0WdUStjPp1nZreF8+h2MzsYRZ1RMrO/MLNJM7t3ncfNzP4wnId3m9mza11jPShjPl1iZl8zs4yZvbXW9dWDMubRG8PP0D1m9lUzu7LWNQJAXG22jgVQHoLnFphZq6T/I+mVki6T9AYzu2zV035D0qfc/VmSXi/pj2tbZfTKnE+/J+mv3P0KSe+R9L7aVlkXbpb0ig0ef6Wki8KfGyT9SQ1qqkc3a+P5NCvplxR8pprVzdp4Hh2X9GJ3/x5Jvy3OUwKArbhZG69jAZSB4Lk1z5H0qLsfc/espE9IunbVc1zSQPj3oKQzNayvXpQzny6T9K/h319e4/GG5+5fURCa1nOtgnDu7v51SUNmdm5tqqsfm80nd590929JytWuqvpSxjz6qrvPhTe/LqnpjjAAgO0qo70GUAaC59YckDRacvt0eF+pGyX9pJmdlvQFSb9Ym9LqSjnz6buSfiz8+0cl9ZvZ7hrUFiflzEdgq66X9I9RFwEAAJoLwbPy3iDpZnc/KOkaSR81M+bzU71V0ovN7E5JL5Y0JqkQbUlAYzOz/6wgeL496loAAEBzaYu6gJgZk3So5PbB8L5S1ys8D8Ddv2ZmXZL2SJqsSYX1YdP55O5nFPZ4mlmfpNe4+3ytCoyJcj5vQFnM7ApJH5b0SnefiboeAADQXOiJ25pvSbrIzC4wsw4Fgwfduuo5pyS9VJLM7FJJXZKmalpl9DadT2a2p6Qn+J2S/qLGNcbBrZJ+Khzd9nmSFtz9bNRFIX7M7LCkz0h6k7s/HHU9AACg+Zi7R11DrISXR/mQpFZJf+Huv2Nm75F01N1vDUdv/XNJfQoGGnqbu38xsoIjUsZ8eq2CkWxd0lck/YK7ZyIrOAJm9nFJVyvoEZ+Q9C5J7ZLk7n9qZibpjxT0oKck/Yy7H42m2uiUMZ/OkXRUwaBeRUkJSZe5+2IkBUegjHn0YUmvkXQyfEne3Y9EUCoAxM5a61h3/0ikRQExRPAEAAAAAFQVh9oCAAAAAKqK4AkAAAAAqCqCJwAAAACgqgieAAAAAICqIngCAAAAAKqK4AkAAAAAqCqCJwAAAACgqgieAAAAAICq+v8B5aZ5fQTAxFwAAAAASUVORK5CYII=\n" 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\n" 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\n" 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\n" 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\n" 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\n" }, "metadata": { "needs_background": "light" @@ -382,84 +382,84 @@ "output_type": "stream", "text": [ "Lag 0.00\n", - "Standard Deviation raw dataset: 128\n", - "Standard Deviation processed dataset: 128\n", + "Standard Deviation raw dataset: 73\n", + "Standard Deviation processed dataset: 73\n", "Symmetric Mean Absolute Percentage Error of Variances: 0.00\n", "\n", "Lag 0.02\n", - "Standard Deviation raw dataset: 287\n", - "Standard Deviation processed dataset: 287\n", - "Symmetric Mean Absolute Percentage Error of Variances: 0.00\n", + "Standard Deviation raw dataset: 260\n", + "Standard Deviation processed dataset: 238\n", + "Symmetric Mean Absolute Percentage Error of Variances: 8.84\n", "\n", "Lag 0.04\n", - "Standard Deviation raw dataset: 474\n", - "Standard Deviation processed dataset: 460\n", - "Symmetric Mean Absolute Percentage Error of Variances: 3.00\n", + "Standard Deviation raw dataset: 458\n", + "Standard Deviation processed dataset: 409\n", + "Symmetric Mean Absolute Percentage Error of Variances: 11.30\n", "\n", "Lag 0.06\n", - "Standard Deviation raw dataset: 582\n", - "Standard Deviation processed dataset: 566\n", - "Symmetric Mean Absolute Percentage Error of Variances: 2.79\n", + "Standard Deviation raw dataset: 583\n", + "Standard Deviation processed dataset: 501\n", + "Symmetric Mean Absolute Percentage Error of Variances: 15.13\n", "\n", "Lag 0.08\n", - "Standard Deviation raw dataset: 646\n", - "Standard Deviation processed dataset: 617\n", - "Symmetric Mean Absolute Percentage Error of Variances: 4.59\n", + "Standard Deviation raw dataset: 636\n", + "Standard Deviation processed dataset: 543\n", + "Symmetric Mean Absolute Percentage Error of Variances: 15.78\n", "\n", "Lag 0.10\n", - "Standard Deviation raw dataset: 663\n", - "Standard Deviation processed dataset: 629\n", - "Symmetric Mean Absolute Percentage Error of Variances: 5.26\n", + "Standard Deviation raw dataset: 668\n", + "Standard Deviation processed dataset: 569\n", + "Symmetric Mean Absolute Percentage Error of Variances: 16.01\n", "\n", "Lag 0.12\n", - "Standard Deviation raw dataset: 621\n", - "Standard Deviation processed dataset: 588\n", - "Symmetric Mean Absolute Percentage Error of Variances: 5.46\n", + "Standard Deviation raw dataset: 667\n", + "Standard Deviation processed dataset: 558\n", + "Symmetric Mean Absolute Percentage Error of Variances: 17.80\n", "\n", "Lag 0.14\n", - "Standard Deviation raw dataset: 602\n", - "Standard Deviation processed dataset: 570\n", - "Symmetric Mean Absolute Percentage Error of Variances: 5.46\n", + "Standard Deviation raw dataset: 647\n", + "Standard Deviation processed dataset: 540\n", + "Symmetric Mean Absolute Percentage Error of Variances: 18.03\n", "\n", "Lag 0.16\n", - "Standard Deviation raw dataset: 594\n", - "Standard Deviation processed dataset: 563\n", - "Symmetric Mean Absolute Percentage Error of Variances: 5.36\n", + "Standard Deviation raw dataset: 627\n", + "Standard Deviation processed dataset: 509\n", + "Symmetric Mean Absolute Percentage Error of Variances: 20.77\n", "\n", "Lag 0.18\n", - "Standard Deviation raw dataset: 600\n", - "Standard Deviation processed dataset: 566\n", - "Symmetric Mean Absolute Percentage Error of Variances: 5.83\n", + "Standard Deviation raw dataset: 621\n", + "Standard Deviation processed dataset: 506\n", + "Symmetric Mean Absolute Percentage Error of Variances: 20.41\n", "\n", - "Lag 0.21\n", - "Standard Deviation raw dataset: 603\n", - "Standard Deviation processed dataset: 574\n", - "Symmetric Mean Absolute Percentage Error of Variances: 4.93\n", + "Lag 0.20\n", + "Standard Deviation raw dataset: 613\n", + "Standard Deviation processed dataset: 519\n", + "Symmetric Mean Absolute Percentage Error of Variances: 16.61\n", "\n", - "Lag 0.23\n", - "Standard Deviation raw dataset: 634\n", - "Standard Deviation processed dataset: 597\n", - "Symmetric Mean Absolute Percentage Error of Variances: 6.01\n", + "Lag 0.22\n", + "Standard Deviation raw dataset: 630\n", + "Standard Deviation processed dataset: 512\n", + "Symmetric Mean Absolute Percentage Error of Variances: 20.67\n", "\n", - "Lag 0.25\n", - "Standard Deviation raw dataset: 632\n", - "Standard Deviation processed dataset: 585\n", - "Symmetric Mean Absolute Percentage Error of Variances: 7.72\n", + "Lag 0.24\n", + "Standard Deviation raw dataset: 644\n", + "Standard Deviation processed dataset: 517\n", + "Symmetric Mean Absolute Percentage Error of Variances: 21.88\n", "\n", - "Lag 0.27\n", - "Standard Deviation raw dataset: 549\n", - "Standard Deviation processed dataset: 536\n", - "Symmetric Mean Absolute Percentage Error of Variances: 2.40\n", + "Lag 0.26\n", + "Standard Deviation raw dataset: 577\n", + "Standard Deviation processed dataset: 523\n", + "Symmetric Mean Absolute Percentage Error of Variances: 9.82\n", "\n", - "Lag 0.29\n", - "Standard Deviation raw dataset: 462\n", - "Standard Deviation processed dataset: 461\n", - "Symmetric Mean Absolute Percentage Error of Variances: 0.22\n", + "Lag 0.28\n", + "Standard Deviation raw dataset: 466\n", + "Standard Deviation processed dataset: 451\n", + "Symmetric Mean Absolute Percentage Error of Variances: 3.27\n", "\n", - "Lag 0.31\n", - "Standard Deviation raw dataset: 376\n", - "Standard Deviation processed dataset: 379\n", - "Symmetric Mean Absolute Percentage Error of Variances: 0.79\n", + "Lag 0.30\n", + "Standard Deviation raw dataset: 394\n", + "Standard Deviation processed dataset: 358\n", + "Symmetric Mean Absolute Percentage Error of Variances: 9.57\n", "\n" ] } @@ -528,7 +528,7 @@ { "data": { "text/plain": "
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09xDd6jiZqEl5Ub2Fj3UKchPAzE4ws7YQWBJ2wO8lausPUZv+S81sdvj8EDP7u+GnNjoeNaX6BVEnT39y9w3howOImkDsAHrN7ByiewyKNYloJ7gDwKJu2F9d8BcvlWkrUZPra81siplNMLNs5dsFNJvZaRaZZGbnmtlBZna8mb0lBOg9vNRBU0EWDTHweqKDh91Ey2Lod04JeU4gqhB7cqa9nei+ilK93sz+2qLmKZ8kqpyy68ADwPvCGf6zGdyEbDvwcss/ZMXNwLlm9tZQ3rYw7VGdJNkP24FZIYAvxteBd5rZWWG+Gy3q0n9Gkb//T+DtZvYailv/7iaqOLPNEn8x5H1BBdabg4g643jWzI7gpZMhWUPXl4OI/p+dRAdaHTl5HGBRC4xDPGqW9hwvrXd5t4U8+Ygk3X+ifUAp+4CDiOrJZ8ysiZym3nkMnd6twHFm9oFQT08IdeWJI0yn0DRHUvTxkbv/hKi/ku+Z2exQr8wnqmuuc/c/hK8+QNRUdIKZzSPqKyNrB9HyHrGM4cRIF/B5Mzs0lO8IMzsr32/M7B1mdkw4Gf0s0ZXBYo5bmszs/UStyzpD89WtRLeVLTWzg81snJkdbWbZ44ftwAwzO6DI8t4AfCQcS4wLn52QM61hl4lHzYZvBq4Mx2ZHAa1Ey71UozmW3ER0y9MVYTt6I/DOYjN29xeJmll/NiSliebpqFCWaWZ2XrHTG+Im4F/N7JUWnSTrILqnvzd8fjtREPzvIT27ThxEFAzvAMab2WeJrjongoLcZHieqKOI1WbWTRTYPEgUjODuPyC6Avkti5oQPUh0j2pcvkl0BnmgqXJoLvHPRDuq3URnmlcWO0F3f4ho5/Brop3hHKLeGYv1AaIzgb8nus/qk2G6a4g6GFgRyvUoUccDEAXlVxGdRdxGdNa70HASl1h0L9dOok4S7gfeMKRpS9bBRJXBbqJmJTuJmhlBVBGcZFETlh+WMI+3EN0/uzvM71+HgxiIOjh4J1FnA+8nOogCBq783wQ8FvIc1DTN3R8munKwnGhZvJNomI0XSyhbOXwnPO80s98U/Cbg7k8QnZVuJ9qBP0F0cFjUfi+csPka8Nki17+7iSqMX+Z5n89I680VwOuIDlhuI+pQItfngH8L/93FYRqbiM5yP8RLJzqyPgBsDPuCZqL1YaRtYbh8RBJN+4CS9wH/SdRfw9Mhzx+PMN//RXQP4m4z+0I4TjiTqFnlk0T1brZTpWINmuZIX96P46O/IboK9mOiEw9fJ6qzW3K+8/8RXbHcTfTf5R4L7SG6V/mesBxHut95MdH/sCqU7ycUvl/y2PCdF4jW1Wvd/ecFvv87M3sh5PFRovtpP5vz+QeJLlI8FObnu7zUZPtnRKMubDOzbFPtvOV193uJOhX7PNG6fDcvXX0c6X9rIbog8BhR78ffBG4sMF/DKsOx5PuIjrd3EZ3E+VqJRbgRmGlm7ySa55VETcufJ9pmTitxernT/W+ifc2fiC6cDKyT4Ury9xlybE7Um/iPiTry2hR+t7+3BIw52d7CRERERERERGqeruSKiIiIiIhIYijIFRERERERkcRQkCsiIiIiIiKJoSBXREREREREEkNBroiIiIiIiCTG+GoXIA5Tp071WbNmVbsYIiKSEPfff//T7j6t2uWoZaqbRUSknArVzYkMcmfNmsWaNWuqXQwREUkIM9tU7TLUOtXNIiJSToXqZjVXFhERERERkcRQkCsiIiIiIiKJoSBXREREREREEkNBroiIiIiIiCSGglwRERERERFJDAW5IiIiIiIikhgKckVERERERCQxFOSKiIiIiIhIYijIFRERERERkcRQkCsiIiIiIiKJEVuQa2aNZnavmf3OzNab2RUh/Stm9iczeyA8Tg7pZmZfMLNHzWytmb0uZ1ofMrM/hMeH4iqzSLm1tLTQ2NiImdHY2EhLS0u1iyQiIjJmqd4UkXKI80puBniLu78GOBk428zmh88+5e4nh8cDIe0c4NjwuBC4DsDMmoDLgNOAU4HLzGxKjOUWKYuWlhbS6TQdHR10d3fT0dFBOp1WhS0iIjKMlpYWVqxYQSaTASCTybBixQrVmyJSstiCXI+8EN5OCA8v8JPzgK+F360CJpvZYcBZwF3uvsvddwN3AWfHVW6Rcunq6qKzs5PW1lYmTpxIa2srnZ2ddHV1VbtoIiIiY86KFStKShcRySfWe3LNrMHMHgCeIgpUV4ePrgxNkj9vZqmQdgTwRM7PN4e0fOkiY1omk6G5uXlQWnNz88AZahERERERKb9Yg1x373P3k4EZwKlm9mrgUuAE4BSgCVhcjrzM7EIzW2Nma3bs2FGOSYqMSiqVIp1OD0pLp9OkUqk8vxARERERkdGqSO/K7v4M8HPgbHffGpokZ4AvE91nC7AFODLnZzNCWr70oXlc7+7z3H3etGnTYpgLkdIsWrSIiy++mPHjx2NmjB8/nosvvphFixZVu2giIiIiIokVZ+/K08xscnj9MuDtwO/DfbaYmQHvAh4MP1kJfDD0sjwfeNbdtwJ3AGea2ZTQ4dSZIU1kzHN3+vr6AOjr68O90G3pIiIiIiIyWnFeyT0M+LmZrQXuI7on91bgG2a2DlgHTAX+T/j+7cBjwKNAF/BxAHffBfxHmMZ9wL+HNJFRiXuYguuuuw4zY+nSpXR3d7N06VLMjOuuu66s+YiIiIiIyEvGxzVhd18LvHaY9Lfk+b4Dn8jz2Y3AjWUtoNS17PA+nZ2dNDc3k06nWbw4uj18+fLlZcmjr6+Pz33uc7S2tgLQ2trKiy++yKWXXlqW6YuIiIiIyL4qck+uJEdSBmnv6uritNNOo729nUmTJtHe3s5pp52m4X1ERERERGqcglwpWktLC9dcc82ge0yvueaamgx0M5kMq1evpqOjg+7ubjo6Oli9enVZh/cZN24cn/nMZ1i2bBl79uxh2bJlfOYzn2HcOG12IiIi1WJm+zxEyiUpF4RqnY62pWjXXnstZkZnZyfd3d10dnZiZlx77bVlz6sSO4gFCxbQ2trKxIkTaW1tZcGCBWWd/sc//nH6+/tpa2tj0qRJtLW10d/fz8c//vGy5gPaoYqIiBQjX0CrQFfKoaWlhRUrVgxcNMlkMqxYsULHZVVgSeztdd68eb5mzZpqFyNxzIzPfe5zfPrTnx5Iu+qqq7j00kvL2mtw9orxuHHj6Ovro6Ghgf7+fj7xiU+U7X7ZQpVZuealsbFx2CvDqVSKnp6esuQB+e8vbm5uLtvyEql3Zna/u8+rdjlqmepmGUkl6uZK5CH1q1Lrl9bjSKG6WVdyZczJ9j68ZMkSuru7WbJkyaD0csruJOI4g5vJZJg+fTruPvCYPn16WZtEg+4vFpHimdmNZvaUmT2Yk/ZtM3sgPDaa2QMhfZaZ/Tnns3TOb15vZuvM7FEz+4LpMpiISMXkHlsO914U5EoJGhoauPTSS5kwYQJmxoQJE7j00ktpaGgoaz59fX0ceuihg5r5HnrooQP3ApdT7s4hDm9729sGNSN+29veVvY8MpkMq1atGnR/8apVq8oeTItIInwFODs3wd3/3t1PdveTge8B38/5+I/Zz9y9OSf9OmARcGx4DJqmiIhINSnIlaKddNJJAPT29g56zqaX0/bt21m4cCE7duxg4cKFbN++vex5VMI3vvGNQcvrG9/4Riz5HHnkkYOu5B555JGx5CMitc3dfwkMO9Z8uBr7HuCmQtMws8OAg919VRj+72vAu8pcVBERqaLhOmirpY7aFORK0R566CGAgSu32edsermtXLmSadOmsXLlylimDzB79mw2bdrE7NmzY8sjtzfquGzcuJG9e/cCsHfvXjZu3BhbXiKSWG8Ctrv7H3LSXmlmvzWzu83sTSHtCGBzznc2hzQREUmIWm8SrSBXitbX18f8+fMZP348AOPHj2f+/PmxBm9xW79+PUcddRTr16+vdlFGrb+/f9CziEiJ3svgq7hbgZnu/lqgFfimmR1cygTN7EIzW2Nma3bs2FHGooqIiOSnIFdKMty9nzI25DbvjkMlhinSUEgi1WFm44G/Br6dTXP3jLvvDK/vB/4IHAdsAWbk/HxGSNuHu1/v7vPcfd60adPiKr6IiMggCnKlZJdccgmTJk3ikksuqXZRJEeczbuzwzrl3l98zTXXlDUIzQ6FlHsSJZ1OK9AVqYy3Ab9394FmyGY2zcwawutXEXUw9Zi7bwWeM7P54T7eDwK3VKPQIiIiw1GQKyWLu0diGXuuvfZazGzQsE5mxrXXXlu2PLq6uujs7KS1tZWJEyfS2tpKZ2enhkISKSMzuwn4NXC8mW02swvCR+ezb4dTfwmsDUMKfRdodvdsp1UfB74EPEp0hfdHcZddRESkWJbEQEUDzsfDzDjooIN4/vnnB9Ky72ttgOuk5JGbj5nh7gPP5czHzJg/fz6//e1vyWQypFIpXvva17Jq1aqy5tHd3c3EiRMH0vbs2cOkSZN0QkWqrtCA81Ic1c0ykiTVzVKfqrF+5R73xaUSeeyPQnWzruRKSZ5//vlBQVVuwCvVNW7cuEHP5XbvvfcOakp87733lnX6qVSKdDo9KC2dTpNKpcqaj4iIiIgk2/hqF0Bqz7hx4+jr6xt4lrEh7qGK+vv7aWtro62tLZbpL1q0iMWLFwPQ3NxMOp1m8eLFNDc3x5KfiIiIiCSTglwRGROWL18OQHt7O21tbaRSKZqbmwfSRURERESKoebKCVKp4VfivmIoY9OUKVMGmg6nUimmTJlS9jyWL19OT08P7k5PT48CXBEREREpmYLchKjk8CvTp09nw4YNTJ8+vezTlv0zYcKEgu/LYffu3WQyGQAymQy7d+8uex4aJ1dERERERktBbkJUcviVnTt3cuKJJ7Jz586yT1v2z969ewu+rwUaJ1dEREREykFDCCVEJYZfMTNe//rX8+CDDw4MI/PqV7+a+++/X0MIVSmPSuWTzWP69On84he/4IwzzmD79u1lzaOxsZF58+axZs2agfUr+76np6cseYjsLw0hNHr1WDdLaZJUN0t90hBClaUhhOpApYZfuf/++wc1Wb3//vvLOn0ZuyZOnMj27ds58cQT2b59+6ATKuWQyWT49a9/PehK7q9//euB9U1ERKSWmNk+DxGpDPWunBCVGH5l3Lhx9Pf3D5suyffnP/+54PtymDlz5qDelWfOnMnGjRvLno+IiEic8gW0Y/WKmEjSKDpJiOXLl9Pc3Ex7ezuTJk2ivb297MOvDBfgFkqXZBlaKcdRSW/cuJGzzjqLHTt2cNZZZynAFREREZGSKciVkjU0NAx6FimXWbNmcccddzBt2jTuuOMOZs2aFUs+SenFOSnzISIiIlJOCnITQj3TShJs3Lhx0D3fcVzJTcq20tLSwooVKwYtrxUrVtTcfIiIiIiUm3pXTohK9EybxN6Caz2PSuWTlDwg2lY6OjpobW0dSFu2bBnt7e011YtzdnktXLiQG264gQsuuICVK1cC6iE0DupdefTqsW6W0iSprlEvzvVJvStXVqG6WUFuQmQ3qvHjx9Pb2zvwDKoYkpxHpfJJSh7ZfOIebqsSzIwFCxZw2223DaSde+653H777TU1H7VCQe7o1WPdLKVJWl1TrXxUB1SPgtzK0hBCdSQb2Gaf46B7ciVO2QoirqEWUqkURx999KAhHY4++uiyD7dVCaeddlrB9yIiMthFF11UUvpYVqgHZ5F6pyBXStbX1zfoWaRccs8UunssFfWkSZPYtm0bs2fPZtOmTcyePZtt27YxadKksucVt8suu4xly5axZ88eli1bxmWXXVbtIomIjGnLly/noosuGjixmUqluOiii8o6GoWIVJ+aKydENhhoaGigr69v4BnK38QnO15u7ri5tdbEJyl5VCqfSuZx4IEHcvfdd/PmN7+ZF154oax5ZPOZNWsWW7duHbh//bDDDmPjxo1jsilOPnPnzmXdunUDJwayz3PmzGHt2rXVLl7iqLny6NVj3SylqXRTzzibYCalbpbSqLlyZam5spRVNrDV+LgShxdeeIHXv/71AwFuHO677z56enpwd3p6erjvvvvKnkfcw/usXbuWOXPmDLryrQBXREREBMZXuwBSXmpKLDKyU045ZZ8rueXU0tLCNddcw7hx0XnE3t5errnmGoCyNolTQCsiIiKyL13JlZJlD9yzzyK1pKmpadjxeJuamsqWx3XXXYe7Dzrp5O5cd911ZctDRERERIanKEVKpubKUst27dpVUvr+yAa3Q3uKVgsLERERkfgpyBWRujN58uRBPWtOnjw5lnyuvvpquru7ufrqq2OZvoiIiNQGDe1UWQpyEybuMUZFkuCZZ54ZNKb0M888E0s+bW1tTJo0iba2tlimH3fnViIiIlK87An04dLHYu/ESRZbkGtmjWZ2r5n9zszWm9kVIf2VZrbazB41s2+b2QEhPRXePxo+n5UzrUtD+sNmdlZcZU6C3J5WRSS/c889lx07dnDuuedWuyj7paWlhXQ6TUdHB93d3XR0dJBOpxXoioiIVElPT88+gW4qlaKnp6dKJapfsY2Ta9GlxEnu/oKZTQD+F/gXoBX4vrt/y8zSwO/c/Toz+zgw192bzex84N3u/vdmdhJwE3AqcDjwE+A4d897c1s9jsVnZowfP37g6hQw8L7WxmNLythyWl5jL49K5VOJPBobG5k3bx5r1qwZ6CU6+16VaflpnNzRq8e6WUqjcXLHXh6y/yo1tqzGya3wOLkeyQ50OSE8HHgL8N2Q/lXgXeH1eeE94fO3hkD5POBb7p5x9z8BjxIFvDJEboA73HsRSY5MJsOvfvWrQc2uf/WrXw30Gi0iIiKDZW/xyT4aGxurXSSJSaz35JpZg5k9ADwF3AX8EXjG3bPR12bgiPD6COAJgPD5s8DLc9OH+Y2ISN0abpgiERER2VdjY+M+J4IzmYwC3YSKNch19z53PxmYQXT19YS48jKzC81sjZmt2bFjR1zZjHkNDQ2DnkVkeJXopG369Ols2LCB6dOnx5aHiIiIjCxfSye1gEqmivSu7O7PAD8H/gKYbGbjw0czgC3h9RbgSIDw+SHAztz0YX6Tm8f17j7P3edNmzYtjtkY86ZOnTroqs7UqVOrXCKRsamhoWFQJ21xnBRqaGhg+/btnHjiiWzfvl0nnkRERpCvNYpaqYhIqeLsXXmamU0Or18GvB3YQBTs/m342oeAW8LrleE94fOfebRXWwmcH3pffiVwLHBvXOWuZU8//TTjxkV/6bhx43j66aerXCKRsSl7Mijf+1rJAypzRVpDFYlIpbj7oJOQCnBFZH/EeSX3MODnZrYWuA+4y91vBRYDrWb2KNE9tzeE798AvDyktwKfBnD39cDNwEPAj4FPFOpZud719/cPehaR4Y0bN46f/OQnAyeG4jB79mw2bdrE7NmzY8sj7mHDNFSRiIiI1JrYhhCqpnocpsDMaGhoGHS1KPu+1rqqT0q3+1peYy+PSuWTzWPcuHH09/cPPMeRx3DKubwaGxvp6OigtbV1IG3ZsmW0t7fX1VBFGkJo9Oqxbpb9V8vDoozUsqbW6oGkSNIQVZXOR0MISVX19fUN6ngqruaRIjKyqVOnDmpZUav3yGcyGZqbmwelNTc3q6MOEZE8xmIwIFJvFOQmzLnnnsuOHTs499xzq10Ukbo29J74Wr1HPpVKkU6nB6Wl02lSqVSVSiQiIiJSmILchLntttuYNm0at912W7WLIlK38t3nG+f9v3FZtGgRixcvZtmyZezZs4dly5axePFiFi1aVO2iyX4wsxvN7CkzezAn7XIz22JmD4THgpzPLjWzR83sYTM7Kyf97JD2qJl9utLzITLWqadokeoaP/JXpFZMnz6d7du3A1HT5dz3IlI5+Tp+q8UO4ZYvXw5Ae3s7bW1tpFIpmpubB9Kl5nwFWAF8bUj659396twEMzsJOB+YDRwO/MTMjgsfX0M0asJm4D4zW+nuD8VZcJFakw1ox+r9jMUa7l7WWp4fqQ+1d1lB8tq+fTsLFy5kx44dLFy4UAGuiJTF8uXL6enpwd3p6elRgFvD3P2XwK4iv34e8C13z7j7n4BHgVPD41F3f8zdXwS+Fb4rIgmTr7OmOIetEykHBbkJke1w6vbbb2fatGncfvvtg9JFpPKmT5/Ohg0bmD59erWLIjKSi8xsbWjOPCWkHQE8kfOdzSEtX7oknJnt8xARGYsU5CZEX18fU6ZMobe3F4De3l6mTJmiHpZFqmj79u2ceOKJalUhY911wNHAycBWYGm5JmxmF5rZGjNbs2PHjnJNVqpAV/REpJYoyE0IM2P37t0Dlc3Q9yKSTEuXLqW7u5ulS8sWl0idcfft7t7n7v1AF1FzZIAtwJE5X50R0vKlDzft6919nrvPmzZtWvkLLyIiMgwFuQmhXvxE6lNbWxuTJk2ira0ttjxaWlpobGzEzGhsbKSlpSW2vKTyzOywnLfvBrI9L68EzjezlJm9EjgWuBe4DzjWzF5pZgcQdU61spJlFhGR2jfcLRDluh1CvSsnzLhx4+jr6xt4FhEZjZaWFq655pqB4Y96e3u55pprANQBVQ0ys5uAM4CpZrYZuAw4w8xOBhzYCHwMwN3Xm9nNwENAL/AJd+8L07kIuANoAG509/WVnRMREal1Qy/GlbMncl3JTZATTjiB3t5e3J3e3l5OOOGEahdJRGrctddei5mxZMkSuru7WbJkCWbGtddeW+2iyX5w9/e6+2HuPsHdZ7j7De7+AXef4+5z3X2hu2/N+f6V7n60ux/v7j/KSb/d3Y8Ln11ZnbkREREZnoLcBPn9738/6BL/73//+2oXSURqXH9/P6eeeirt7e1MmjSJ9vZ2Tj311Joc81dEJEl0q5pIfgpyRUSkoNWrV9PR0UF3dzcdHR2sXr262kUSERGigDYb1Oa+Fql3CnJFRGpYJcbiHXrQpIMoERERGcvU8ZSISA3LjsUbJzPjkksuoa2tjYaGhrJ2DCEiIgLDj7msukb2l67kJkxDQ8OgZxGR0UilUrzhDW9g/PjonOj48eN5wxveQCqVqnLJREQkKfINFzPaYWSkfinITZjssEEaPkhEymHRokXD3pO7aNGiahdNREREZFiWxGYA8+bN8zVr1lS7GBVV6ExXuf7jSuRRqXySkkel8klKHpXKJyl5ZM2dO5d169YNvJ8zZw5r164tax5jnZnd7+7zql2OWlaPdXOSVHKfk80v7mPUSt16Ucvzorp5dPlp/Yo3n0J1s67kJkx2A1bzDhEph5aWFjZs2MDSpUvp7u5m6dKlbNiwgZaWlmoXTURERGRYCnITJrcbeRGR0erq6qKzs5PW1lYmTpxIa2srnZ2ddHV1VbtoIiIiIsNSkCsiInllMhkefvhhGhsbMTMaGxt5+OGHyWQy1S6aiIiIyLAU5IqISF4NDQ186UtfGtTx1Je+9CX14C4iIiJjloJcERHJK9+tD7olQkRERMYqBbkJo3FyRaSc+vv7+ehHP0p7ezuTJk2ivb2dj370o/T391e7aCIiIiLDUpCbIGbGkiVL6O7uZsmSJephWURGLZVKcfzxx9PT04O709PTw/HHH08qlap20URERESGNb7aBZDycXfa2tpoa2urdlFEJCEWLVrE4sWLAWhubiadTrN48WKam5urXDIRERGR4VkS76uqxwHnkzSIdlLmRctr7OVRqXySkkfW3LlzWbdu3cD7OXPmsHbt2rLmMdYVGnBeilOPdXOSVHKfk80v7mPUSuRRqXziykN18+jy0/oVbz6F6mY1VxYRkbxaWloGBbgA69ato6WlpUolEhERESlMQW7CqOMpkfqydOlSuru7Wbp0aSzTv+aaawBYuHAhO3bsYOHChYPSRURERMYaBbkV0NLSQmNjI2ZGY2NjbFdAZsyYwfjx0W3W48ePZ8aMGbHkIyJjR1tbG5MmTYrtXnx3Z8GCBdxyyy1MnTqVW265hQULFmgIIRERqSkaEq++KMiNWUtLC9dccw19fX0A9PX1cc0118QS6G7evJm9e/cCsHfvXjZv3lz2PESk/px22mkF34uIiNQCdx8IanNfS/IoyI3Ztddei5nR2dlJd3c3nZ2dmBnXXnttLPllx67UGJYiUi6XX345y5YtY8+ePSxbtozLL7+82kUSERERyUtBbsz6+/u58soraW1tZeLEibS2tnLllVcqCBWRmjBnzpyB4cmyzaLdnTlz5lS7aCIiIiLDUpArIiJ5bdmypaR0ERERkWpTkBuzhoYGLr30UiZMmICZMWHCBC699FL1fiwiNWHXrl0AjBs3btBzNl1ERERkrFGQG7OTTjoJgN7e3kHP2XQRkVpgZoOeRURERMaq2IJcMzvSzH5uZg+Z2Xoz+5eQfrmZbTGzB8JjQc5vLjWzR83sYTM7Kyf97JD2qJl9Oq4yx+Ghhx4C9h2/NpsuIiIiIiIi5RPnldxeoM3dTwLmA58ws+zly8+7+8nhcTtA+Ox8YDZwNnCtmTWYWQNwDXAOcBLw3pzpjHl9fX3Mnz9/0Pi18+fPHxhSSESkFkydOpUNGzYwderUWKZfqfHERUREJPliC3Ldfau7/ya8fh7YABxR4CfnAd9y94y7/wl4FDg1PB5198fc/UXgW+G7NWPVqlWDmiuvWrWqyiUSESnN9u3bOfHEE9m+fXvZp93S0kI6naajo4Pu7m46OjpIp9MKdEVERGS/VOSeXDObBbwWWB2SLjKztWZ2o5lNCWlHAE/k/GxzSMuXPjSPC81sjZmt2bFjR7lnYdTOPfdcduzYwbnnnlvtooiIjCldXV10dnYOGmqts7OTrq6uahdNREREalDsQa6ZHQh8D/ikuz8HXAccDZwMbAWWliMfd7/e3ee5+7xp06aVY5JltXLlSqZNm8bKlSurXRQRkTElk8nQ3Nw8KK25uZlMJlOlEomIiEgtizXINbMJRAHuN9z9+wDuvt3d+9y9H+giao4MsAU4MufnM0JavnQREUmAVCpFOp0elJZOp0mlUlUqkYiIiNSyOHtXNuAGYIO7L8tJPyzna+8GHgyvVwLnm1nKzF4JHAvcC9wHHGtmrzSzA4g6p6q5y6ELFy5kx44dLFy4sNpFEREpWW7neeW2aNEiFi9ezLJly9izZw/Lli1j8eLFLFq0qOx5iYiISPKV/2jlJacDHwDWmdkDIa2dqHfkkwEHNgIfA3D39WZ2M/AQUc/Mn3D3PgAzuwi4A2gAbnT39TGWOxa33XYb06ZNGxhCSESklrj7oOdyWr58OQDt7e20tbWRSqVobm4eSBcREREphcVxwFJt8+bN8zVr1lS7GACYGYceeihPPfXUQFr2fTmXfXThfHjlyqcSeVQqn6TkUal8kpJHpfJJSh65+ZgZ7j7wXO58xjozu9/d51W7HLVsLNXNUrpK7XNy84t7H1OJPCqVT1x5FPrfofbqtNz8avU/qUY+Y3VeCtXNFelduZ6ZGU899dSg5spPPfXUiDsNEZGxJNsKRa1RalsY1eApM3swJ+3/mtnvw6gHPzCzySF9lpn92cweCI90zm9eb2brzOxRM/uCqVITqTv1dKJTao+C3Jhl6/2hvSvreEBEakk9Xr1NqK8AZw9Juwt4tbvPBR4BLs357I/ufnJ45HaBfR2wiKj/jGOHmaaIiEjVKMiNWX9/f0npIiJjSSqV4vTTTx/U8dTpp5+uno9rlLv/Etg1JO1Od+8Nb1cRjWKQV+hA8mB3X+XRWY+vAe+KobgiUmX5TmzqhKeMdQpyK2Tp0qV0d3ezdGlZhgUWEamIRYsWcc899wyMWZvJZLjnnnvU83Fy/SPwo5z3rzSz35rZ3Wb2ppB2BLA55zubQ5qIJJC7D2rNowBXakGcvStLjsWLF9PW1hbL8BsiInG5++67ARg3bhz9/f0Dz9l0SQ4z+wzR6AbfCElbgZnuvtPMXg/80MxmlzjNC4ELAWbOnFnO4oqIiOSlK7kVovvZRKQWrVu3joMOOmjgFov+/n4OOugg1q1bV+WSSTmZ2YeBdwDvD02QcfeMu+8Mr+8H/ggcB2xhcJPmGSFtH+5+vbvPc/d506ZNi3EOREREXqIgt0JOOOEENm3axAknnFDtooiIlOT5558f1EP8888/X+0iSRmZ2dnAJcBCd9+Tkz7NzBrC61cRdTD1mLtvBZ4zs/mhV+UPArdUoegiIiLDUpBbIevXr+eoo45i/fr11S6KiEhJpk+fzi233MLUqVO55ZZbmD59etnzaGlpobGxETOjsbGRlpaWsuchYGY3Ab8GjjezzWZ2AbACOAi4a8hQQX8JrDWzB4DvAs3unu206uPAl4BHia7w5t7HKyIiUlW6QTRmqVSKKVOmsG3btoG0V7ziFezevbuKpRIRKd727ds577zzuOGGG7jgggvYvn17Waff0tJCOp2ms7OT5uZm0uk0ixcvBmD58uVlzaveuft7h0m+Ic93vwd8L89na4BXl7FoIiIiZaMruTE77rjj2LZt26Cmftu2beO4446rdtFERIoyYcKEQWN9T5gwoazT7+rqorOzk9bWViZOnEhrayudnZ10dXWVNR8RERGpDwpyY/bII49w+umnc8cddzBt2jTuuOMOTj/9dB555JFqF01EZERNTU3s3bt3UNrevXtpamoqWx6ZTIbm5uZBac3NzQPDFomIiIiUQkFuzDKZDLNnDx5xYfbs2Tp4E5GasGvXrpLS90cqlSKdTg9KS6fTpFKpsuUhIiIi9UP35MasoaGB66+/noaGBgB6e3sHvRcRqQUNDQ309fUNPJfTokWLBu7Bzb0nd+jVXREREZFiWBLHbZ03b56vWbOm2sUAIBpdIXp294FnKO+Yudl8hlOufCqRR6XySUoelconKXlUKp+k5JGbz3BBbjnzmTt37qCxd+fMmcPatWvLNv3RMrP73X1etctRy8ZS3Sylq9Q+Jze/uI9RK5FHpfKp9Ty0fo3tfMbqvBSqm0dsrmxmx5nZT83swfB+rpn9W9G5C0Asga2ISKXEuQ9raWnhwQcfHGjh0tDQwIMPPqhhhApQ3SyVVCgAEREZi4q5J7cLuBTYC+Dua4Hz4yxUEuX2riwiUmv6+/sHPZfTddddB8CSJUvo7u5myZIlg9JlWKqbpWJ0gl7ilq8zw3J2cij1pZh7cie6+71DzuL1xlSexLr99tuZNm0a48frNmgRkVx9fX187nOfo7W1FYDW1lZefPFFLr300iqXbExT3SwiibFz505e/vKXD+rUsKmpiZ07d1axVFLLirmS+7SZHQ04gJn9LbA11lJVUEtLC42NjZgZjY2NsTWP6+3tHfQsIiIvueWWWwbti2+55ZZqF2msS3TdLGNPvqu5usor5bJz585Bt8YowJXRKCbI/QTwReAEM9sCfBL4pzgLVSktLS2k02k6Ojro7u6mo6ODdDqt+8BERIbIvV82DqtWrRoYWi2TybBq1apY8kmQxNbNMna5+6AgRAGuiIxVI7addffHgLeZ2SRgnLs/H3+xKqOrq4vOzs5BTeQA2tvbWb58eTWLJiIikleS62YREZHRGjHINbPPDnkPgLv/e0xlqphMJrPPOIzNzc20tbVVqUQiImNTdtigco+RmzVz5ky2b99OJpMhlUoxffp0Hn/88VjySoIk180iIiKjVUxz5e6cRx9wDjArxjJVTCqV4swzzxx0H9iZZ55JKpWqdtFERMaESvV4ecEFF9DT04O709PTwwUXXFDW6SdQYutmERGR0SqmufLS3PdmdjVwR2wlqqDjjjuOe+65h4ULF3LDDTdwwQUXsHLlSubMmVPtoomIjAm5PV0Wk76/LrvsMg488ECam5tJp9NcdtllZZ1+0iS5bhYRERmtYq7kDjURmFHuglTDI488wumnn84dd9zBtGnTuOOOOzj99NN55JFHql00EZEx44QTThjoZMbdOeGEE8o6/eyJxYsvvphJkyZx8cUXD0qXoiSmbhYRERmtEYNcM1tnZmvDYz3wMPCfsZesAjKZDHfeeeegJnJ33nnnQA+fIiICf/M3f1Pw/WitXbuWOXPmDOq1dc6cOaxdu7as+SRJkutmERGR0RqxuTLwjpzXvcB2d0/EYK+pVIp0Oj3QqzJAOp3WPbkiIjmuvPJKmpqaBpoSX3nllWXPQwFtyRJbN4uIiIxW3iDXzLK9igwdluBgM8Pdy3tDVhUsWrSIxYsXAwwcvC1evHifHpdFROpVU1MTu3btoq2tbVDP8+XueEqKUw91s4iIyGgVupJ7P+CADfOZA6+KpUQVlB0Lt729nba2NlKpFM3NzRojV0QkeN/73seKFSuGTZeqSHzdLCIiMlqWvQcqSebNm+dr1qypdjGAl8YuHE45l30l8tG8jL08KpVPUvKoVD5JyQOgsbGRKVOmsG3btoG0V7ziFezevZuenp6y5dPS0kJXV9fAOLmLFi0aUycczex+d59X7XLUsrFUN8vohFYDymMM5ZOUPCqVT1LyqFQ+Y3VeCtXNxdyTi5lNAY4FGrNp7v7LoksgIiI1KZPJsG3btoGKx8wGBbzl0NLSQjqdprOzc9CtI8CYCnTHGtXNIiIiwyumd+WPAr8kGn/vivB8ebzFEhGRseTqq6+mu7ubq6++uuzT7urqorOzk9bWViZOnEhrayudnZ10dXWVPa+kUN0sIiKSXzHj5P4LcAqwyd3/Cngt8EychRIRkbHlkksuYdKkSVxyySVln3Ymk9mnw7/m5mYN51aY6mYREZE8iglye9y9B8DMUu7+e+D4eIslIiJjSV9f36DncsoO55ZLw7mNSHWziIhIHsXck7vZzCYDPwTuMrPdwKY4CyUiIvVDw7ntF9XNIiIieZTUu7KZvRk4BPixu78YW6lGaSz14KgeY8dmPknJo1L5JCWPSuWTlDwqmc/cuXNZt27dwPs5c+awdu3ask1/tMZy78qqm6XSktKb61jtMbae86hUPknJo1L5jNV5KVQ3F9Px1BfM7A0A7n63u68cy5WoiIiU1/jx4wu+H62WlhY2bNjA0qVL6e7uZunSpWzYsIGWlpay5pMkqptFRETyK+ae3PuBfzOzP5rZ1WZW1JlsMzvSzH5uZg+Z2Xoz+5eQ3mRmd5nZH8LzlJBuodJ+1MzWmtnrcqb1ofD9P5jZh/ZnRkVEZP/09vYWfD9a6l15v+xX3SwiIlIPRgxy3f2r7r6AqBfHh4FOM/tDEdPuBdrc/SRgPvAJMzsJ+DTwU3c/FvhpeA9wDtF4f8cCFwLXQRQUA5cBpwGnApdlA2MREal96l25dKOom0VERBKvmCu5WccAJwBHAb8f6cvuvtXdfxNePw9sAI4AzgO+Gr72VeBd4fV5wNc8sgqYbGaHAWcBd7n7LnffDdwFnF1CuUVEZAxLpVIcffTRmNnA4+ijj1bvysUpqW4WERGpB8Xck7sknB3+d2AdMM/d31lKJmY2i2gMv9XAdHffGj7aBkwPr48Ansj52eaQli99aB4XmtkaM1uzY8eOUoonIiJVNGnSJLZt2zYobdu2bUyaNKlKJRr7ylE3i4iIJFUxV3L/CPyFu5/t7l9x92dKycDMDgS+B3zS3Z/L/cyj7rPK0lWXu1/v7vPcfd60adOK/l1LSwuNjY2YGY2NjWXv6GTOnDklpUtl5Ou5rRI9x4nIYLt27QJe6sk5+5xNl2GNqm4WERFJsmLuyf2iuz+9PxM3swlEAe433P37IXl7aIZMeH4qpG8Bjsz5+YyQli991FpaWkin03R0dNDd3U1HRwfpdFo9etYJdx8IanNfi0jlnXXWWfT39+Pu9Pf3c9ZZZ1W7SGPaaOpmERGRpCvlntySWHQq/gZgg7svy/loJZDtIflDwC056R8MvSzPB54NzZrvAM40symhw6kzQ9qoVaJHz+y4jwsXLmTHjh0sXLhwULqISC3IDhtU7uGDRGT0si3Sso/GxsZqF0lEpKpiC3KB04EPAG8xswfCYwFwFfD2cC/R28J7gNuBx4BHgS7g4wDuvgv4D+C+8Pj3kDZqlerR88wzz+SWW25h6tSp3HLLLZx55pllnb6ISK5sc99yyg4bVO7hg7LuuOMOzjvvPJ5++mnOO+887rijLOcyZQgzu9HMnjKzB3PSNLRfDWtsbNznuCWTySjQFZG6VlSQa2ZvNLOPhNfTzOyVI/3G3f/X3c3d57r7yeFxu7vvdPe3uvux7v62bMAaelX+hLsf7e5z3H1NzrRudPdjwuPL+zuzQ6VSKdLp9KC0dDpd9h49N2zYMOi+3w0bNpR1+iJSf8aNi3bfDQ0Ng57HjRtXc03vs30UrFy5kmnTprFy5cpB6TK8/ambga+w7wgFGtqvhuU7Ma8huESknhXTu/JlwGLg0pA0Afh6nIWqlEWLFrF48WKWLVvGnj17WLZsGYsXL2bRokVlzeeJJ57gmGOOYdOmTRxzzDE88cQTI/9Ial5TU1NJ6SKl+PjHP77PFVsz4+Mf/3hZ87noootKSt8fa9eu3SegnTNnDmvXri1bHkmzv3Wzu/8SGNoaSkP7iYhIohRzc9W7iYb/yY55+6SZHRRrqSpk+fLlALS3t9PW1kYqlaK5uXkgvZzWr1/PUUcdVfbpyti1c+dOXv7ylw/qIbapqYmdO3dWsVSSFNn9VFdXF319fYwfP55FixaVff+Vm08mkyGVSsWSjwLakpWzbo5laD8REZFqKSbIfdHd3cwcwMwSNXDh8uXLYwlqRYCBgNbMaq4JqYx92f2XmdHT01Pz+UhJYqmbc6dZDmZ2IVFTZ2bOnFmuyYqIiBRUzD25N5vZF4maKS0CfkLUMZQUycxYunQp3d3dLF26NJZOYUREpK6Us26ObWi//R3DXkREZDSKGSf3auC7ROPdHg981t116bMEw903JyIisr/KXDePmaH9REREymHE5sqht8b/cfe7wvuXmdksd98Yd+GS4pRTThl03+8pp5zC6tWrq10sERGpUftbN5vZTcAZwFQz20zUS/JVRFeGLwA2Ae8JX78dWEA0tN8e4CMQDe1nZtmh/aCMQ/uJiIiUQzH35H4HeEPO+76QdkosJUqYhoaGQQFtJpNh9erVA8N9iIiI7If9qpvd/b15PnrrMN914BN5pnMjcGNRJRUREamwYu7JHe/uL2bfhNcHxFekZBk/fvjzCPnSRUREiqC6WUREJI9igtwdZrYw+8bMzgOejq9IyZLJZJgyZQqpVAqAVCrFlClTNEi7iIiMhupmERGRPIq5nNgMfMPMVgBGNDbeB2MtVcI88MADg4ZOePzxxzVmroiIjIbqZhERkTxGDHLd/Y/AfDM7MLx/IfZSJcyCBQt48MEHB70XERHZX6qbRURE8iumd+UU8DfALGB8dvgbd//3WEuWEE1NTaxfv36fYYOampqqVCIREal1qptFRETyK+ae3FuA84BeoDvnIUV43/veV1K6SKmiDlCLTxeRRFDdLCIikkcx9+TOcPezYy9JQnV1dXH66aezZs0aMpkMqVSKefPm0dXVxfLly6tdPEmIbEBrZgpuReqD6mYREZE8irmS+yszmxN7SRIqk8lwzz33DPSmPPS9iIjIflDdLCIikkcxV3LfCHzYzP4EZIh6cXR3nxtryURkzHD3fe4rz6aLSFWobhYREcmjmCD3nNhLUQcWLlzIDTfcwAUXXMDKlSurXRyRkqlJtMRluBMoWVrX8lLdLCIikkcxQwhtAjCzQ4HG2EuUQIcffjh33HEH06ZNI5VKcfjhh/Pkk09Wu1giImNCbiCrkyjFUd0sIiKS34j35JrZQjP7A/An4G5gI/CjmMuVKE8++SS9vb0A9Pb2KsAVEZFRUd0sIiKSXzEdT/0HMB94xN1fCbwVWBVrqRKor69v0LOIiMgoqG4WERHJo5ggd6+77wTGmdk4d/85MC/mcomIiEh+qptFRETyKKbjqWfM7EDgl8A3zOwpNOB8SWbOnMn27dsHxsmdPn06jz/+eLWLJSIitUt1s4iISB7FXMk9D/gz8K/Aj4E/Au+Ms1BJs2XLlkHj5G7ZsqXKJRKROOXrOEkdKkkZqW4WERHJo5jelXPPDH81xrIk1tD7cHVfrkjyacgliZPqZhERKbempiZ279497Gf5hvubMmUKu3btirNY+yVvkGtm/+vubzSz54HcI7TsgPMHx146ERERGaC6WURE4rJ79+6ST8wXGuu+mvIGue7+xvB8UOWKIyKyL10NFYmobhYRERlZwXtyzazBzH5fqcKIjNWzQVJdCnBFXqK6WUREpLCCQa679wEPm9nMCpVH6pyCGRGRwlQ3i4iIFFbMEEJTgPVmdi85wxO4+8LYSiUidcfdh72SrxMfIsNS3SwiIpJHMUHu/xd7KURyKNipX+qRWKRoqptFRETyKGYIobsrURCRXAp2RETyU90sIiKSX8F7cgHMbL6Z3WdmL5jZi2bWZ2bPVaJwIiIisi/VzSIiIvmNGOQCK4D3An8AXgZ8FLgmzkKJiIhIQaqbRUTqSFNTE2a2zwMYNr2pqanKJR5evvko97wUE+Ti7o8CDe7e5+5fBs4uOScREREpG9XNIiL1Y/fu3bh70Y/du3dXu8jDKnU+9ndeiul4ao+ZHQA8YGZLgK0UGRyLiIw16thMEkJ1s4iISB7FVIgfCN+7iGiYgiOBv4mzUCIiccqeGRz6WqSGqG4WERHJo5gg9/WAu/tz7n6Fu7eGJlIFmdmNZvaUmT2Yk3a5mW0xswfCY0HOZ5ea2aNm9rCZnZWTfnZIe9TMPl3qDIqIiCTQftXNIiIi9aCYIPedwCNm9t9m9g4zK6aJM8BXGP7+oM+7+8nhcTuAmZ0EnA/MDr+51swazKyBqCONc4CTgPeG74qIiNSz/a2bRUREEm/EINfdPwIcA3yHqCfHP5rZl4r43S+BXUWW4zzgW+6ecfc/AY8Cp4bHo+7+mLu/CHwrfFdERKRu7W/dLCIiUg+K7V15L/AjoiDzfuBdo8jzIjNbG5ozTwlpRwBP5Hxnc0jLl74PM7vQzNaY2ZodO3aMongiIiJjX5nrZhERkcQYMcg1s3PM7CtEY/H9DfAl4BX7md91wNHAyUQ9QS7dz+nsw92vd/d57j5v2rRp5ZqsiIgkQL4x+XLH5qslZa6bRUREEqWYe3g+CHwb+Ji7Z0aTmbtvz742sy7g1vB2C1HPkFkzQhoF0kVERIoytAdtM6v1XrXLVjcDmNnxYXpZrwI+C0wGFgHZJlLtOf1pXApcAPQB/+zud4y2HCIiIuUwYpDr7u8tV2Zmdpi7bw1v3w1ke15eCXzTzJYBhwPHAvcCBhxrZq8kCm7PB95XrvKIiIjUonLWzWF6DxO1siJ0+rgF+AHwEaIOI6/O/f6QDiMPB35iZse5e185yyUiIrI/8ga5Zva/7v5GM3secKKAc+DZ3Q8uNGEzuwk4A5hqZpuBy4AzzOzkMJ2NwMeIJrbezG4GHgJ6gU9kK0ozuwi4A2gAbnT39fs9tyIiIjVstHVzkd4K/NHdNxVoyj3QYSTwJzPLdhj56zLkLyIiMip5g1x3f2N4Pmh/JpznLPMNBb5/JXDlMOm3A7fvTxlERESSZLR1c5HOB27KeX+RmX0QWAO0uftuok4gV+V8J2/HkCIiIpVWVO/KZjbFzOaa2euyj7gLJiIiIvnFUTeb2QHAQqKhiWCUHUZq5AMREamGEe/JNbP/AD4MPAb0h2QH3hJfsURERCSfGOvmc4DfZDuK3M8OIwe4+/XA9QDz5s2r6Z6+RESkdhTTu/J7gKPd/cW4CyMiIiJFiatufi85TZX3o8NIERGRqismyH2QaAiBp+ItioiIiBSp7HWzmU0C3k7oFDJYUmqHkSIiItVWTJD7OeC3ZvYgMDAWn7svjK1UFdTS0kJXVxeZTIZUKsWiRYtYvnx5tYslIiJSSNnrZnfvBl4+JO0DBb4/bIeRIiIi1VZMkPtVoBNYx0v3/SRCS0sL6XSazs5OmpubSafTLF68GECBroiIjGWJrZtFRERGy9wL9wNhZve5+ykVKk9ZzJs3z9esWTPi9xobG5k3bx5r1qwZuJKbfd/T01OWshQYY5CRlv1Yy6dS8zI0z7imnbQ8KpVPUvKoVD5JyaNS+YzVeTGz+919XoxFKkmS62YpjermsZ1HpfJJSh6VyqcW89iPeqvk/Cvxm3LmUahuLmYIof8xs8+Z2V8kbQihTCbD6tWr6ejooLu7m46ODlavXk0mkxn5xyIiItWT2LpZpNyampows30ewLDpZkZTU1OVSy0io1FMc+XXhuf5OWmJGUJowYIFtLa2AtDa2srdd9/NypUrq1wqERGRghJdN4uU0+7du/frypGI1K4Rg1x3/6tKFKRabrvtNpYtWzZwT+5tt91W7SKJiIgUlPS6WUSkVjQ1NbF79+5hP8t3smTKlCns2rUrzmLVvRGbK5vZdDO7wcx+FN6fZGYXxF+0+KVSKebPn097ezuTJk2ivb2d+fPnk0qlql00ERGRvJJcN4uI1JJsS4FSHvmCYimfYu7J/QpwB9Fg7wCPAJ+MqTwVtWjRomHvyV20aFG1iyYiIlLIV0ho3SwiIjJaxdyTO9XdbzazSwHcvdfMEjHge3aYoPb2dtra2kilUjQ3N2v4IBERGesSWzeLiIiMVjFXcrvN7OVEHVpgZvOBZ2MtVQUtX76cnp4e3J2enh4FuCIiUgsSXTdL8S666KKS0kVE6kExV3JbgZXA0WZ2DzAN+NtYSyUiIiKFqG4W4KVWaV1dXWQyGVKpFIsWLdJJexGpa8X0rvwbM3szcDxgwMPuvjf2komIiMiwVDdLruXLl7N8+XLMjJ6enmoXpy4V6mEXhu9lVz3sisQnb3NlMzvFzF4B0b0+wOuBK4GlZqYRskVERCpMdbMkTVNTE2a2zwMYNr2paWyu5uphV2RsKXRP7heBFwHM7C+Bq4CvEd3zc338RRMREZEhVDdLopQaHCowFJFiFGqu3ODu2TYUfw9c7+7fA75nZg/EXjIREREZSnWziIjICApdyW0ws2wQ/FbgZzmfFdNhlYiIiJSX6mYREZERFKoQbwLuNrOngT8D/wNgZsegYQpERESqQXWzSB0r1MGVOrcSeUneK7nufiXQBnwFeKO7e85vWuIvWmW0tLTQ2NiImdHY2EhLS2JmTUREEqZe6mYRGZ7uYRYpTsGmTe6+api0R+IrTmW1tLSQTqfp7OykubmZdDrN4sWLATS+nIiIjElJr5tFRERGq9A9uYnX1dVFZ2cnra2tTJw4kdbWVjo7O+nq6qp20URERERERGQ/1HWQm8lkaG5uHpTW3NxMJpOpUolERERERERkNOo6yE2lUqTT6UFp6XSaVCpVpRKJiIiIiIjIaNT1cAOLFi0auAc3957coVd3RUREREREpDbUdZCb7Vyqvb2dtrY2UqkUzc3N6nRKRERERESkRtV1kAtRoKugVkREREQkWTSu8Njjlx0Mlx9S+m9KVPdBroiIiIiIJE92XOFiDRf4SnnZFc+V9J9A9L/45aXlU9cdT4mIiIiIiEiyKMiVouU761Lq2RgREREREZG4qLmylCQb0JqZglsRERERERlzdCVXREREREREEkNBroiIiIiIiCSGglwRERERERFJjNiCXDO70cyeMrMHc9KazOwuM/tDeJ4S0s3MvmBmj5rZWjN7Xc5vPhS+/wcz+1Bc5RURERERqXdNTU2Y2T4PYNh0M6OpqanKpRYZLM4ruV8Bzh6S9mngp+5+LPDT8B7gHODY8LgQuA6ioBi4DDgNOBW4LBsYi4iIiIhIeWXHli3lsXv37moXW2SQ2IJcd/8lsGtI8nnAV8PrrwLvykn/mkdWAZPN7DDgLOAud9/l7ruBu9g3cB6VlpYWGhsbMTMaGxtpaWkp5+RFRERERESkgip9T+50d98aXm8DpofXRwBP5Hxvc0jLl74PM7vQzNaY2ZodO3YUVZiWlhbS6TQdHR10d3fT0dFBOp1WoCsiInXHzDaa2Toze8DM1oS0km8zEhERqbaqdTzl0SCrZRto1d2vd/d57j5v2rRpRf2mq6uLzs5OWltbmThxIq2trXR2dtLV1VWuYomIiNSSv3L3k919Xnhf0m1Gsq+5c+cOundx7ty51S6SiEjiVTrI3R6aIROenwrpW4Ajc743I6TlSy+LTCZDc3PzoLTm5mYymUy5shAREallpd5mJDnmzp3LunXrBqWtW7dOga6ISMzGVzi/lcCHgKvC8y056ReZ2beIOpl61t23mtkdQEdOZ1NnApeWqzCpVIp0Ok1ra+tAWjqdJpVKlSsLERGRWuHAnWbmwBfd/XpKv81oKzJgaIA7UrpIvWhqairYWVW2N+dcU6ZMYdeuod39SDn5ZQfD5YeU/psxKLYg18xuAs4ApprZZqJekq8CbjazC4BNwHvC128HFgCPAnuAjwC4+y4z+w/gvvC9f3f3sq3dixYtYvHixUB0BTedTrN48eJ9ru6KiIjUgTe6+xYzOxS4y8x+n/uhu3sIgItmZhcSNWdm5syZ5SupiNS0bA/OpRgu8JXysiue26//xS+PpzyjEVuQ6+7vzfPRW4f5rgOfyDOdG4Eby1i0AcuXLwegvb2dtrY2UqkUzc3NA+kiIiL1wt23hOenzOwHREP3bTezw0LrqmJuMxo6zeuB6wHmzZtXtn44RERECqlax1NjxfLly+np6cHd6enpUYArIiJ1x8wmmdlB2ddEtwc9yEu3GcG+txl9MPSyPJ9wm1GFiy0iIjKsSt+TKyIiImPPdOAHoTngeOCb7v5jM7uPEm4zkuTQPZMiUssU5IqIiNQ5d38MeM0w6Tsp8TYjSQbdMykitazumyuLiIiIiIhIcijIFRGRimtqasLM9nkAw6abGU1NTVUutYiIiNQCNVcWEZGKU1NIERERiYuu5IqIyCClXmXVFVYREREZS3QlV0REBin1KquusIqIiMhYoiBX6kah4RDKNRRCqXnsbz5Sn7R+iYiI1Ce/7GC4/JDSvl/HFORK3ajE1SndZyhx0volIiJSn+yK50o+jvXL4yvPWFf39+S2tLTQ2NiImdHY2EhLS0u1iyQiImWQ795i3V8sIiKSbHUd5La0tJBOp+no6KC7u5uOjg7S6bQCXRGRBMhe+S7lka85uIiIiNSOug5yu7q6OO2002hvb2fSpEm0t7dz2mmn0dXVVe2iiYiIiIiIyH6o6yA3k8mwevXqQVdyV69eTSaTqXbRRPJSE0wRERERkfzqOsgFWLBgAa2trUycOJHW1lYWLFhQ7SKJFKQmmCIiIiIi+dV9kHvrrbeybNky9uzZw7Jly7j11lurXSSRMSHfFWPQ1WIRERERGbvqegihVCrFlClTaGtro62tDYBXvOIVuuolQmWGXBIRERERKbe6vpJ73HHHsW3bNhYuXMiOHTtYuHAh27Zt47jjjqt20URERERERGQ/1PWV3EceeYRXvOIVrFy5kmnTpgHRldxHHnmkyiUTkVrT1NSUtxXIcFe5p0yZwq5du+IuloiIiEjdqesruZlMhqeffpqlS5fS3d3N0qVLefrpp9W7soiUrNQOwXRbhIiIiEg86jrIBTjiiCMGjZN7xBFHVLtIIiIiIiIisp/qPsjdtGnTwJXbTCbDpk2bqlwikfpRag/O6sVZREREREZS1/fkikh1ldqDM6gXZxEREREpTEEusHDhQm644QYuuOACVq5cWe3i1J1CHfaAOu0RERGR/eeXHQyXH1L6b0SkZtV9kDtjxgzuuOMOpk2bRiqVYsaMGWzevLnaxaoruponcdJJFBGR+mZXPLdfxxl+eTzlEZH41f09uZs3b6ajo4Pu7m46OjoU4IokTKm9HqvnYxEREZHaVvdXcgEuvvhi2tradHVQRERERESKpubwY1NdB7kXXXQRK1asGGjCkn2+6KKLqlksEREREakhCnTql5rDj011HeRCtJKNGzeOvr4+Ghoa6O/vr3aRRERERKSGKNARGVvq+p7crq4urr76anp7e3F3ent7ufrqq+nq6qp20URERERERGQ/1HWQm8lkaG5uHpTW3NxMJpOpUolERERERERkNOq6uXIqlSKdTtPa2jqQlk6nSaVSVSyViIiUg+6RExERqU91HeQuWrSIxYsXA9EV3HQ6zeLFi/e5uisiIrVH98iJjH2lnozSiSgRKUZdB7nLly8HoL29nba2NlKpFM3NzQPpIiIiIhKfUk9G1fuJKJ0UEClOXQe5EAW6CmpFREREZKzTSQGR4lSl4ykz22hm68zsATNbE9KazOwuM/tDeJ4S0s3MvmBmj5rZWjN7XTXKLCIiIlKKfH18qO8PEZF4VbN35b9y95PdfV54/2ngp+5+LPDT8B7gHODY8LgQuK6chWhpaaGxsREzo7GxkZaWlnJOXkREROpUT0/PPgFtKpWip6dnVNNtamrCzPZ5AMOmmxlNTU2jylNEpJaMpSGEzgO+Gl5/FXhXTvrXPLIKmGxmh5Ujw5aWFtLpNB0dHXR3d9PR0UE6na7JQDdf05VSO10REZH6Y2ZHmtnPzewhM1tvZv8S0i83sy2h5dUDZrYg5zeXhlZWD5vZWdUr/djW09MzUBe7+6gDXIDdu3fj7iU9du/ePep8RURqhVUjCDKzPwG7AQe+6O7Xm9kz7j45fG7AbnefbGa3Ale5+/+Gz34KLHb3NfmmP2/ePF+zJu/HAxobG5k3bx5r1qwhk8mQSqUG3pejEgrlzftZXMvezGIPbsuZx/5MqxK/UblUrnos1/78Zr/2ByUO7fPS754t+qvlnHczuz+n5VHihJPHh7n7b8zsIOB+opPN7wFecPerh3z/JOAm4FTgcOAnwHHu3pcvj2Lr5qSqtXozSfsblUvlGkt5VOo39VCuQnVztTqeeqO7bzGzQ4G7zOz3uR+6u5tZSXNvZhcSNWdm5syZRf0mk8mwevVqOjs7Bw0h1NvbW0rWIiJSIg3vM7a4+1Zga3j9vJltAI4o8JPzgG+5ewb4k5k9ShTw/jr2woqIFEm9UdevqgS57r4lPD9lZj8gqhi3m9lh7r41nFF+Knx9C3Bkzs9nhLSh07weuB6is8XFlmXBggW0trYC0Nrayt13383KlSv3Y65ERERqn5nNAl4LrAZOBy4ysw8Ca4A2d99NFACvyvnZZgoHxSIiFafeqMemQi1dhzNlypSS86j4PblmNik0hcLMJgFnAg8CK4EPha99CLglvF4JfDD0sjwfeDaccS6L2267jWXLlrFnzx6WLVvGbbfdVq5Ji4iI1BQzOxD4HvBJd3+OqLPHo4GTia70Li1xehea2RozW7Njx45yF1dERGpMob4D8n2+a9eukvOpxpXc6cAPQgQ/Hvimu//YzO4DbjazC4BNRPcBAdwOLAAeBfYAHylXQVKpFFOmTKGtrY22tjYAXvGKV6hzBhGpa2reVZ/MbAJRgPsNd/8+gLtvz/m8C7g1vI21lZWIiMhoVDzIdffHgNcMk74TeOsw6Q58Io6yHHfccaxbt25Q2rZt25gzZ04c2dWkpqamvEF/vqYGU6ZM2a8zLiIyNqh5V/0JHT7eAGxw92U56YfltJ56N1HLK4haWX3TzJYRdTx1LHBvBYssIiKSV7U6nhoTHnwwqqvHjRtHf3//wHM2XV4apqAUpbazFxGRqjsd+ACwzsweCGntwHvN7GSi0RA2Ah8DcPf1ZnYz8BDQC3yiUM/KIlI7Sm3NM/AbkTGkroNcd2fmzJls376dTCbDhAkTmD59Oo8//ni1iyYiIlIxYZi+4c5Q3l7gN1cCV8ZWKBGpCvV+L0lQ10EuwOOPP05DQwMAvb29CnBFRERERERqWMV7Vx6L+vr6Bj2LiIiIiIhIbVKQKyIiIiIiIolR982VDzjgAF588cW870VKoc4aJE5av0REJAlUn0nc6j7I7e3tZenSpTQ3N5NOp/nUpz5V7SJJDVNnDRInrV8iIpIEqs8kbnUf5Pb397N48WLa2toYP348/f391S6SSEE6+ykiInFTXSMitayug9w5c+awbt06ent7AQae58yZU81iiRSks58iIhI31TUiUsvqOsiV+lLqWel6PyOt5SUiSWa277DApQZ1IiJJM9y+sZApU6bEVJLRqesgd926dUyYMIG9e/cOpE2YMIF169ZVsVQSl1LPStf7GWktLxFJqnwHcWamQFdE6la+/V8t7hvrOsgFBgW4w70XESmGrnyLiIiIjA11H+QCNDQ00NfXN/AsIlIqXfkWERERGRvGVbsAY8EJJ5zApk2bOOGEE6pdFBERERERERmFur+SO27cONavX89RRx018F7DCImIiIiIiNSmug9y+/v7mT17NrfffjsLFixg/fr11S6SSN3QOIwiIiIiUm51HeRmr9rmXsnNpotI/DQOo4iIiEhxShneZ6wO7VMpdR3kTp48mV27dg2bLiLJoKvF9S0p4/2JiEh9S9LwPpVQ10HucAFuoXSJh4IQiZOuFtevQv+7DgpERESSq66DXBkbFISIiEhSNDU1sXv37mE/G65lwZQpU3RyXUSkzBTk1jBVpCIiImPL7t27Sx4zW0REyktBbg1TRSoiIiIiIjKYuhEWERERERGRxNCVXBERqQr1fCwiIiJxUJBbRerdU0TqlYZCEBGRpNBJ27FHQW4V6UBORERERKR26aTt2KQgN2bjxo2jv79/2HQREREZW3RgKvtLV/NExg4FuTHr6+ujoaFhUKA7btw4+vr6qlgqEZHCSjlY04GaJEktBLh+2cFw+SGl/6aOxR2AFlpvdOJEpPIU5FZANqDVTk5EaoGaXomMbXbFcyVvi2aGXx5Peca6pO3TdBJSZGQKcqUgnS0WEZGkcfdhA4VaDHikviQtYBeJi4JcKUhni0VEJImydZuCA5Fk05Xv+qQgV6TMKtHxhDq3qF/670VERIqjK9/1S0GuSBlVYmeqzi3qlyprERGpBJ1QlVqnIDcGTU1N7N69e9jP8u00pkyZwq5du+IslkjJ1MSnNFpeIiKl075zbKnUCVUF0hInBbkx2L17937dxyoyluiqYWm0vETKJ45OoXQCemzSvrM+qVWaxE1BrtQVnS0ee3QPs4jkyre9jvbAVyegRUTqR80EuWZ2NvBfQAPwJXe/qspFqrpSh/ep96F9dLZ47NE9zCK1TXXzvlQ3i4hUX00EuWbWAFwDvB3YDNxnZivd/aHqlqy6Sh3eR0P7iIhIuVSibj7llFO47777yjW5ilDdLCJSfTUR5AKnAo+6+2MAZvYt4DygroPcJFFzUhGRmhNr3ZwbKKrZcHWobhaRWlUrQe4RwBM57zcDp+3PhAp1PJEru2Pfn04nSm2qNPCbMSruSk7NSUVEalKsdfNwdY/q5peobhYRya9WgtwRmdmFwIUAM2fOzPu9Xf/cB5RSafWVXpYrniv5N1OmTGHX5SX/LPaOlIo9k16uyq7QQU2c+dRqHpXKp9p5VCqfpORRqXxqOY+48pHBVDcXl0epVDfXVh6Vykd1zdjOo1L51HIe5cynVoLcLcCROe9nhLQB7n49cD3AvHnz8i+Ry58d9DaOYQoqdbBU6YOySuSXpGWneRl7eVQqn6TkUal8kpJHHYqlbo4raEvSNlPp/JK07JKSR6Xy0byMvTwqlU+t5zEutimX133AsWb2SjM7ADgfWFmOCbv7Pg8REREZUSx1c756WPWziIgUqyau5Lp7r5ldBNxBNEzBje6+vsrFEhERqVtx1s0KaEVEZDRqIsgFcPfbgdurXQ4RERGJqG4WEZGxqFaaK4uIiIiIiIiMSEGuiIiIiIiIJIaCXBEREREREUkMBbkiIiIiIiKSGApyRUREREREJDEU5IqIiIiIiEhiKMgVERERERGRxFCQKyIiIiIiIomhIFdEREREREQSQ0GuiIiIiIiIJIaCXBEREREREUkMc/dql6HszGwHsKnEn00Fno6hOJXOo1L5aF7GXh6VyicpeVQqn6TkUal8xuq8HOXu0+IqTD1Q3ax5qdM8KpVPUvKoVD5JyaNS+YzVeclbNycyyN0fZrbG3efVeh6VykfzMvbyqFQ+ScmjUvkkJY9K5ZOkeZHR0zo39vKoVD5JyaNS+SQlj0rlk5Q8KpVPLc6LmiuLiIiIiIhIYijIFRERERERkcRQkPuS6xOSR6Xy0byMvTwqlU9S8qhUPknJo1L5JGleZPS0zo29PCqVT1LyqFQ+ScmjUvkkJY9K5VNz86J7ckVERERERCQxdCVXREREREREEqPug1wzu9HMnjKzB2PM40gz+7mZPWRm683sX2LIo9HM7jWz34U8rih3HkPyazCz35rZrTFNf6OZrTOzB8xsTRx5hHwmm9l3zez3ZrbBzP6izNM/PsxD9vGcmX2ynHmEfP41/O8PmtlNZtYYQx7/Eqa/vpzzMNw2aGZNZnaXmf0hPE+JKZ+/C/PTb2aj7s0vTx7/N6xfa83sB2Y2OYY8/iNM/wEzu9PMDh9NHvnyyfmszczczKaWOw8zu9zMtuRsMwvKnUdIbwn/y3ozWzKaPKT8VDfvd341XzfHXS+HPFQ3jzxd1c2jz0N1cwl5hPTy1c3uXtcP4C+B1wEPxpjHYcDrwuuDgEeAk8qchwEHhtcTgNXA/BjnqRX4JnBrTNPfCEytwP//VeCj4fUBwOQY82oAthGN6VXO6R4B/Al4WXh/M/DhMufxauBBYCIwHvgJcEyZpr3PNggsAT4dXn8a6IwpnxOB44FfAPNiyuNMYHx43TnaecmTx8E5r/8ZSMcxLyH9SOAOovFOR7WN5pmXy4GLy7FuFcjjr8I6nArvDy1XfnrE97/FkIfq5tKnH3vdXMl6OeShunn4aatuHn0eqptLy6OsdXPdX8l1918Cu2LOY6u7/ya8fh7YQLTzK2ce7u4vhLcTwiOWG67NbAZwLvClOKZfKWZ2CNFGdgOAu7/o7s/EmOVbgT+6+6YYpj0eeJmZjSeq7J4s8/RPBFa7+x537wXuBv66HBPOsw2eR3SgQ3h+Vxz5uPsGd394tNMeIY87wzIDWAXMiCGP53LeTqIM236BfePngUtizqNs8uTxT8BV7p4J33kqzjJI6VQ3ly4JdXMV6mVQ3Tws1c1lyUN1c2l5lLVurvsgt9LMbBbwWqKzueWedoOZPQA8Bdzl7mXPI/hPog2pP6bpQ7SR3mlm95vZhTHl8UpgB/Dl0LzrS2Y2Kaa8AM4Hbir3RN19C3A18DiwFXjW3e8sczYPAm8ys5eb2URgAdFZw7hMd/et4fU2YHqMeVXSPwI/imPCZnalmT0BvB/4bEx5nAdscfffxTH9HBeFJl43lqM53DCOI1qfV5vZ3WZ2Sgx5SA1R3Vy0uOvmStfLoLq5FKqbS6S6uSRlrZsV5FaQmR0IfA/45JCzO2Xh7n3ufjLR2ahTzezV5c7DzN4BPOXu95d72kO80d1fB5wDfMLM/jKGPMYTNZW4zt1fC3QTNb8pOzM7AFgIfCeGaU8hOrv6SuBwYJKZ/UM583D3DUTNee4Efgw8APSVM48CeTsxXfmoJDP7DNALfCOO6bv7Z9z9yDD9i8o9/XAA1U5MlXSO64CjgZOJDgyXxpDHeKAJmA98CrjZzCyGfKQGqG4uSdx1c8XqZVDdPMq8VTcXQXVzScpaNyvIrRAzm0BUiX7D3b8fZ16hac/PgbNjmPzpwEIz2wh8C3iLmX293JmEM6DZpgo/AE4tdx7AZmBzzln17xJVrnE4B/iNu2+PYdpvA/7k7jvcfS/wfeAN5c7E3W9w99e7+18Cu4nuX4vLdjM7DCA813RzUjP7MPAO4P3hwCBO3wD+JobpHk10sPa7sP3PAH5jZq8oZybuvj0EBf1AF/Ft+98PTUnvJbryNaqOOqQ2qW4uTQXq5krWy6C6uVSqm/ef6uaRlbVuVpBbAeEsxA3ABndfFlMe07I9w5nZy4C3A78vdz7ufqm7z3D3WURNfH7m7mU9M2lmk8zsoOxros4Byt7DprtvA54ws+ND0luBh8qdT/BeYmgOFTwOzDeziWFdeyvRvWVlZWaHhueZRPf8fLPceeRYCXwovP4QcEuMecXKzM4makK40N33xJTHsTlvzyOebX+dux/q7rPC9r+ZqNOebeXMJ3sAFbybGLZ94IdEHVxgZscRdW7zdAz5yBimurk0laibK1wvg+rmUqluLi0P1c2l+SHlrJu9TL1k1eqDaOe2FdhLtGJcEEMebyRq0rGWqCnJA8CCMucxF/htyONB4LMVWHZnEEMPjsCrgN+Fx3rgMzHOw8nAmrDcfghMiSGPScBO4JAY5+MKop3ng8B/E3qmK3Me/0N0sPE74K1lnO4+2yDwcuCnwB+Ietpriimfd4fXGWA7cEcMeTwKPJGz7Y+qd8U8eXwv/Pdrgf8HHBHH8hry+UZG34PjcPPy38C6MC8rgcNiyOMA4Othmf0GeEu51mc9yvMYaf0rUx6qm0ubbkXqZipQL4d8VDcXnq7q5tHnobq5tDzKWjdbyEhERERERESk5qm5soiIiIiIiCSGglwRERERERFJDAW5IiIiIiIikhgKckVERERERCQxFOSKiIiIiIhIYijIFRkjzOyFapehWGb2FTP722qXQ0REJE6qm0Vqk4JcEakoMxtf7TKIiIjIS1Q3S9IoyBUZw8zsnWa22sx+a2Y/MbPpIX2amd1lZuvN7EtmtsnMpg7z+xfM7Eoz+52Zrcr5/aCzvdkz1WZ2hpndbWa3mNljZnaVmb3fzO41s3VmdnTO5N9mZmvM7BEze0f4fYOZ/V8zu8/M1prZx3Km+z9mtpJo0HoREZGapLpZZOxTkCsytv0vMN/dXwt8C7gkpF8G/MzdZwPfBWbm+f0kYJW7vwb4JbCoiDxfAzQDJwIfAI5z91OBLwEtOd+bBZwKnAukzawRuAB41t1PAU4BFpnZK8P3Xwf8i7sfV0QZRERExirVzSJjnJomiIxtM4Bvm9lhwAHAn0L6G4F3A7j7j81sd57fvwjcGl7fD7y9iDzvc/etAGb2R+DOkL4O+Kuc793s7v3AH8zsMeAE4Exgbs6Z6EOAY0M57nX3PyEiIlLbVDeLjHG6kisyti0HVrj7HOBjQGOJv9/r7h5e9/HSia1ewvZvZuOIKumsTM7r/pz3/Qw+MeYM5oABLe5+cni80t2zFXF3iWUXEREZi1Q3i4xxCnJFxrZDgC3h9Ydy0u8B3gNgZmcCU0qc7kbg9eH1QmDCfpTt78xsXLgX6FXAw8AdwD+Z2YRQtuPMbNJ+TFtERGSsUt0sMsapubLI2DHRzDbnvF8GXA58JzR5+hmQvYfmCuAmM/sA8GtgG/B8CXl1AbeY2e+AH7N/Z3IfB+4FDgaa3b3HzL5EdD/Qb8zMgB3Au/Zj2iIiImOB6maRGmQvtZYQkVphZimgz917zewvgOvc/eQqF0tERKRuqW4WGTt0JVekNs0Ebg737LxIcT0zioiISHxUN4uMEbqSKyIiIiIiIomhjqdEREREREQkMRTkioiIiIiISGIoyBUREREREZHEUJArIiIiIiIiiaEgV0RERERERBJDQa6IiIiIiIgkhoJcERERERERSQwFuSIiIiIiIpIYCnJFREREREQkMRTkioiIiIiISGIoyBUREREREZHEUJArIiIiIiIiiaEgV0RERERERBJDQa6IiIiIiIgkhoJcERERERERSQwFuSIiIiIiIpIYCnJFREREREQkMRTkioiIiIiISGIoyBUREREREZHEUJArIiIiIiIiiaEgV0RERERERBJDQW4NM7M3mdnDScurEszs/WZ2Zxmnt97MzgivLzezr5dx2u1m9qVyTS9nuuVeBr8ws4+Wa3oyOmb2FTP7P9Uuh4hUnrb/iEW+bGa7zezeCuY7putDM5tlZm5m48P7H5nZh6pdrmqrheVgZmeY2eZqlyMu5Zw/BbkxMLM3mtmvzOxZM9tlZveY2Snlzsfd/8fdjy/3dKud12iFyv1FM3s+PB40s8+Z2SHZ77j7N9z9zCKnNeKBgrvPdvdfjLLow27c7t7h7mWvLItdBsMpdyA/zPQ3mtmfzewFM9se/ocD48qv3pjZh82sLyzfF8zsT+FA8LgSplGRg2gdrNcfbf/xqrPt/43A24EZ7n5qHHVX3PVhyOPDZrbOzPaY2TYzu87MJpfw+41m9rZ8n7v7Oe7+1bIUtnA5fmFmPeHY7Dkzu9/MPm1mqSJ/Pyg4H2VZ9vnfKrUc4hSWT3fYtreY2TIza6h2uapBQW6ZmdnBwK3AcqAJOAK4AshUs1yjUY6dSRUscfeDgGnAR4D5wD1mNqmcmdTosqkV73T3A4HXAfOAfxv6hbiXf8L/31+H5XsI8Dbgz8D9Zvbq6hZLBND2H7d62f6PAja6e3c5JlaNdcLM2oBO4FNE/9d8ovm6y8wOqHR5hpRtf5bHReH47DCgDTgfuN3MrKyFq2+vCdv3m4G/B/6xyuWpDnfXo4wPosr4mRG+84/ABmA3cAdwVM5nDnwc+APwPPAfwNHAr4DngJuBA8J3zwA258ljMfDdIWn/BXwhvP5IKMPzwGPAx3K+dwawOUxjG/DfQ/MCPg38Mfz+IeDdOZ99GPhf4Oowj38Czsn5vAn4MvBk+PyHOZ+9A3gAeCbM89wh87Ql5Pkw8NY88/4V4P8MSTsI2Eq0cx0oY3htwOeBp8IyXge8GrgQ2Au8CLwA/L/w/Y2hLGuJTl6MD2lvC59fDnwX+HYo62+Idji5//ExQ8sLTCI60OgP+b0AHB6m9/Wc7y8E1odl9AvgxJzPNgIXh7I9G8rQmGc5DSyDnHI1E617zwDXADbM784Oy2RvKOPvQvoviNbXe8J83wlMzfnd/PCfPgP8DjijwDYysDzD+/8L3JpTzk+Ecv5ppPVmmGmP9P8M9/8WWuZHAt8HdgA7gRUjbevkWefCZwuItqnnidb3i4vcPl4b5uX5MG/fYsh2kO+/z0m/lZz9BvAdon3As8AvgdkhPd+2UWi/cAxwd5jW08C3cz47AbgL2EW0bb+nUD56JPuh7V/bf6F8hin3fwFPhGV5P/CmkH4B0AP0hd+vZvi66xDgBqJjhC1E9XFDzrK6J/xfO4cuU2KuD4GDw3TfMyT9QKJ17h/D+6/klo2cYzaiY7h+ouOLF4BLgFlE29L4nPJ+dKR1d7htkALr8zDzMyifkDYT2AO8I7wfx0vr0k6i496m8NnjIf/sMdJfFFHe2by0fm0H2kf43z6aU45/AzaFefsacEj4LLv8PhTK9DTwmQL7nXOB34bl8wRwec5nBacFvCz8v7uJtqtPkefYP+f/yT3GvBm4psj9yMYw/bVAN9F2MR34EdF6/BNgSs73h903UoYYJN/8lfKoemWWtAfRDmkn8FXgnNyVIXx+HvAocCJR5flvwK+GrJy3hOnMJqpkfwq8imhH/BDwoZFWBKKzfHuAg8L7BqId+Pzw/lyi4NmIzvTsAV6XM91eojOHqbCBDcoL+DuiAGwc0VmibuCw8NmHiXYci0K+/0QU0Fr4/DaiSngKMAF4c0h/LdGO5LTwuw+FDS4FHE+0Yzg8fHcWcHSeef8Kw1TuRDuob+eUMRvknkVUMU4Oy+PEnHnZZ1qhTA8QHdy8LCctN8jdC/xtmL+LiSqCCTn/8T5Bbr7/lJwgFzguLOu3h2lfQrQ+HZBTjnvDf9NEtBNpzrOcBpZBTrluDcthJlEFenae3w6UKSftF0SV0nFE68wvgKvCZ0cQbRcLiNaZt4f30/JMP3d5Hkm0E/2PnHLeFebvZRRYbwqUvdD/M+j/LbTMQ36/I6rgJwGNwBtH2tYpvM5t5aWDtCm8tF0W2j4OIKqI/zWU8W/DPJZ6kPuPwPYh7w8Kefwn8ECh7YzC+4WbgM+Ez3KX0ySibfsjYTm9lqiSP6nQ9qxHch9o+9f2X8L2D/wD8PLw+zaiwLxxuHll+LrrB8AXQ1kOJapDP5bz+16gJUz/ZXnWqVjqQ6JgrJcQjA757KvATcMtJ/Y9ZtvI4BNHs8gT5FLccWruNph3fR6mzAP5DEn/JdAZXv8LsAqYQbTufTFnPgeVu4htLXuBo41ovTsIOG2E/y27HP4xTPdVRCcVvg/895BydIVl8Bqi4/UT88z3GcCc8H/PJQq231XMtICrgP8Jy/tI4EGKDHKJTiBtBf51pP1IznqyiiiwPSJ89zfhd43Az4DLwncL7RuPYnQxSFmCXDVXLjN3f47oHpDsCrvDzFaa2fTwlWbgc+6+wd17gQ7gZDM7KmcyS9z9OXdfT7Qy3+nuj7n7s0RnU15bRDk2Ea2Y7w5JbwH2uPuq8Plt7v5Hj9xNdJbxTTmT6CdakTPu/udhpv8dd3/S3fvd/dtEZ/ROzfnKJnfvcvc+oh3xYcB0MzuMKPhvdvfd7r435A/RWdsvuvtqd+/z6L6IDNEZzz6ind1JZjbB3Te6+x9HWg5DPEm0kxhqL9GO7wSiQHyDu28dYVpfcPcnhls2wf3u/l133wssI9o5zC+xvMP5e+A2d78rTPtqop3iG4aU7Ul33wX8P+DkEqZ/lbs/4+6PAz8v8bcAX3b3R8JyuTnn9/8A3O7ut4d15i5gDVEln88PzewZolYBdxNtK1mfc/ddIZ9C600+I/0/uf9voWV+KtFB3afcvdvde9z9f8M0Cm3rhda5vUTr+cFhG/lNSC80n/OJKpn/DNvUd4H7Csx/PoO2EXe/0d2fd/cM0QHBa3LvbR9qhP3CXqKK7/Ahy+kdRM0Jv+zuve7+W+B7RAfMUr+0/Wv7L4q7f93dd4bfL+WlE+MjCsdmC4BPhv/wKaKTFufnfO1Jd18epp+vzh9OOerDqcDTYR0aamv4vNyKOU7N3Qb35xhqqNx1r5noSubmnHXvbws0jS5U3ncA29x9aVjvnnf31UWW6f3AMo+Ov18ALgXOH1KOK9z9z+7+O6ITXq8ZbkLu/gt3Xxf+77VEJ33ePORr+ab1HuDKsLyfAL5QRNl/Y2bdRBc6fgFcG9KL2V8ud/ft7r6FKLhe7e6/dfceohNC2Rgk777RRx+DlIWC3BiEDe3D7j6DqNnr4URnQSHayf+XmT0TKvBdRGcyjsiZxPac138e5v0+HXBY1FNuthOJH4XkbwLvDa/fF95nv3+Oma0KHWM9Q7Rzzd1Z7ggr9LDM7INm9kDOfLx6yO+35SyPPeHlgURnoXa5++5hJnsU0JadZpjukUSV4qPAJ4l2dk+Z2bfM7PB85cvjCKLlPYi7/wxYQdQ89ykzuz7cW13IE8V+7u79RM2/Sy3vcA4nOmOfO+0nGLz+bMt5vYdh1pcCRvPbQr8/Cvi7If/tG4lOfuTzLnef7O5HufvHhxxc5C7/vOtNnu1i0O/z/D+50y+0zI8kOqEz3AFI3m19hHXub4i2x01mdreZ/cVI8xkeW9yj06DBJko3sI2YWYOZXWVmfzSz54jO8EKBg6oR9guXhPm/16LeyLP3CB0FnDZkvt4PvGI/yi/Joe1f239RzOxiM9tgUWefzxC1eis2+DuK6ATB1pz8v0h0RTdrpPo+n3LUh08DU/MEeIeFz8utmOPU3G1of46hhso9PjsK+EFO/huILnRMz/PbQuU9kuiK+v4YtO2H1+OHlKOoYyYzO83Mfm5mO8zsWaLAfOg6mm9ahzN4HSxm235d+P3fE121zfZHU2g/klVsDDLS8ehoYpCyUJAbM3f/PVEzkmxnDk8QNYOZnPN4mbv/apT5fMPdDwyPc0Lyd4AzzGwG0dmUbwJY1Ivd94jOukx398nA7UQ7hYFJ5ssrnB3rAi4CXh5+/+CQ3+fzBNBkw/cK+ATR2arcZTPR3W8K8/hNd38j0UbqRM2pi2JRz5xvIzortQ93/4K7vx44iagJxqeyH+WZZN7lExyZk/c4omY3T4akPcDEnO/mVuYjTfdJovnPTttCXltG+F25jVTOoZ4gauaT+99OcverypB/3vUmz3YBhf+fodMvtMyfAGbmOQApuK3nW+fc/T53P4/oIOuHRFcACs4n0Rn9I0LZsmYWWoB5vJuXtpH3ETUDexvRQeOs7CIIz4PWgZH2C+6+zd0XufvhwMeAa83smDBfdw+ZrwPd/Z+Gy0cEbf/a/l/K901EAfR7iG4Pm0x032++45Gh03uC6ErW1Jz8D3b32QV+M9I0R1JKffjrUL6/zk0MxzTnEN3OBlGz0XzHFaWWsZjj1EHTK3AMNSIzOxJ4PS+te08Q9eOSm3+jR1cWh5uPQuV9gqi58XBKOt4i2qZ6GRz0FeubwErgSHc/BEhT3DEzRNv3kTnvi9q2PXIz0Tr02ZBc8Di7RCMdj44mBikLBbllZmYnmFlb+FOzG+97idq4Q7RiX2pms8Pnh5hZLM3y3H0HUTOFLxN10LEhfHQAUXOeHUCvmZ0DlDKUzCSincMOADP7CC8F8SOVaStRk+trzWyKmU0ws78MH3cBzeGMl5nZJDM718wOMrPjzewtYePo4aUOmgoys5SZvZ7oYGE30bIY+p1TQp4TiCqKnpxpbyf/DrKQ15vZX4eDn08SVVLZdeAB4H3hTPnZDG6ysh14ueVvEnYzcK6ZvTWUty1Me1QnSfbDdmBWOEAsxteBd5rZWWG+G80su/MbrbzrTYHfFPp/hiq0zO8lqoCuCvk2mtnp4Xd5t/V865yZHWDR1adDPGr+8xwvrYuF5vPXRJXvP4dt6q8ZfPtAXuH/eKWZLSe6F+aK8NFBYT53Eh08dQz56dBto+B+wcz+Luf/3h2+2090H/hxZvaBUPYJYfmcmCcfkVza/ut7+z8ozPsOYLyZfZaoT5N8BtVd4ZjkTmCpmR1sZuPM7GgzG9qUtJDY6kOPblO7AlhuZmeH5TOLaL3cTNSpFETHFQvMrMnMXkG0Xg8tY7H70ZKOU0c4hsrLzCaG5XwL0bZ0e07+V1poHm1m08zsvPDZjjDt3HkpVN5bgcPM7JMWHQ8eZGanhc9G+t9uAv41bB8HEm0D3/bhW26M5CCiVow9ZnYq0UmkYt1MNH9TwjrSUmLeVwGLwnqxP/vLQuXKezwaYwxSNAW55fc8UdOA1Ra1h19FdDazDcDdf0B0BfJbFjUBepDobFxcvkl0JnagmYC7Pw/8M9EKuptoY1tZ7ATd/SFgKVHFup3oZvp7SijTB4ju4fg90U3tnwzTXUPUWdWKUK5HiTp9gGiDuIqoac42orPclxbI4xIze56ogv4aUacIb/DhhxE4mGjD303U9GInUW+eEPUsd5JFzTp+WMI83kLUTGR3mN+/DgctEHWq8E6i3ujeTxSAAwNX/m8CHgt5Dmri7O4PE93Ps5xoWbyTaKiNF0soWzl8JzzvNLPfFPwm4NF9JOcR9Wq4g+hs4qcowz5ohPUmn0L/z9Dp513mHt1z/k6inkMfJzro+Pvwu0LbeqF17gPAxvCbZqJ1pOB8hv//r8P7XaEM3x9hGfyFmb1AdCD9i1CmU9x9Xfj8a6FsW4g6vBsaBAzaNorYL5xCtF98gWh/8y8e3ev0PFEFdz7RmeFtvNTp3T75jDBPUme0/df99n8H8GPgkVDeHgo3Lx6u7vog0YH3Q0TL9rsUvpWmmGnmVWp96O5LwnevJvq/VoffvNWje1YhCnZ/R9Ss/E6izj1zfQ74t7AcLx6hfKUepxZan4ezIhyfbSe6le97RJ1cZgPj/yJaR+4M31tFdFydvf3tSqIhIZ8xs/mFyhvWr7cTbafbiO4T/6uQz0j/241Ey/WXRJ3T9VB6gJn1ceDfw/x8lpdaaBTjCqLl+iei//a/C399sLBN/5Ko74D92V/mm24xx6Nlj0FKke3tVkSkLpjZ5UQ9D/5DtcsiIpWl7V9EpD7oSq6IiIiIiIgkhoJcERERERERSQw1VxYREREREZHE0JVcERERERERSQwFuSIiIiIiIpIYww1gXvOmTp3qs2bNqnYxREQkIe6///6n3X1atctRy1Q3i4hIORWqmxMZ5M6aNYs1a9ZUuxgiIpIQZrap2mWodaqbRUSknArVzWquLCIiIiIiIomhIFdEREREREQSQ0GuiIiIiIiIJIaCXBEREREREUkMBbkiIiIiIiKSGApyRUREREREJDFiC3LNrNHM7jWz35nZejO7IqS/0sxWm9mjZvZtMzsgpKfC+0fD57NypnVpSH/YzM6Kq8wiIiIiIiJS2+K8kpsB3uLurwFOBs42s/lAJ/B5dz8G2A1cEL5/AbA7pH8+fA8zOwk4H5gNnA1ca2YNMZZbREREREREalRsQa5HXghvJ4SHA28BvhvSvwq8K7w+L7wnfP5WM7OQ/i13z7j7n4BHgVPjKreIiIiIiIjUrljvyTWzBjN7AHgKuAv4I/CMu/eGr2wGjgivjwCeAAifPwu8PDd9mN/k5nWhma0xszU7duyIYW5ERERERERkrIs1yHX3Pnc/GZhBdPX1hBjzut7d57n7vGnTpsWVjYiIiIiIiIxhFeld2d2fAX4O/AUw2czGh49mAFvC6y3AkQDh80OAnbnpw/xGZExraWmhsbERM6OxsZGWlpZqF0lERGTMMrN9HiIipYqzd+VpZjY5vH4Z8HZgA1Gw+7fhax8CbgmvV4b3hM9/5u4e0s8PvS+/EjgWuDeucouUS0tLC+l0mo6ODrq7u+no6CCdTivQFZGqMbMbzewpM3swJ+3bZvZAeGwMtxlhZrPM7M85n6VzfvN6M1sXRj74gikSkTLItxpp9RKRUlkUR8YwYbO5RB1JNRAF0ze7+7+b2auAbwFNwG+Bf3D3jJk1Av8NvBbYBZzv7o+FaX0G+EegF/iku/+oUN7z5s3zNWvWxDJfIsVqbGxk3rx5rFmzhkwmQyqVGnjf09NT7eKJSAnM7H53n1ftcoyWmf0l8ALwNXd/9TCfLwWeDfX1LODWPN+7F/hnYDVwO/AF1c0yWoWC2biOV0WkdhWqm+PsXXmtu7/W3ee6+6vd/d9D+mPufqq7H+Puf+fumZDeE94fEz5/LGdaV7r70e5+/EiVqEix4m5KnMlkWLVq1aAruatWrSKTyZQ1HxGRYrn7L4lOJO8jXI19D3BToWmY2WHAwe6+KrS4+hovjZQgIiJSdRW5J1dkrKlUU+KJEyfS1tbGpEmTaGtrY+LEiWWdvohIGb0J2O7uf8hJe6WZ/dbM7jazN4W0I4hGOsgadtQDERGRahk/8ldEkqerq4vOzk5aW1sBBp7b29tZvnx52fJ5/vnnC74XERlD3svgq7hbgZnuvtPMXg/80MxmlzJBM7sQuBBg5syZZSuoyGg0NjYOalWVSqV0G5FIwuhKrtSlTCZDc3PzoLTm5mY1JRaRuhRGNfhr4NvZNHfPuPvO8Pp+orHujyMa4WBGzs/zjnqg4f1krBka4EJ0TNDY2FilEolIHBTkSl1KpVKk0+lBael0mlQqVaUSiYhU1duA37v7QDPkMEpCQ3j9KqLRDR5z963Ac2Y2P9zH+0FeGilBZEzLdzJbJ7lFkkVBrpQkKeO+Llq0iLa2tkHj8LW1tbFo0aKy59XQ0DDoWUSkWszsJuDXwPFmttnMLggfnc++HU79JbA2DCn0XaDZ3bOdVn0c+BLwKNEVXnUKKSIiY4buyZWiZTtr6uzspLm5mXQ6zeLFiwHKeh9rJdx9990lpY9Gf3//oGcRkWpx9/fmSf/wMGnfA76X5/trgH2GFhIRERkLdCVXitbV1cVpp51Ge3s7kyZNor29ndNOO42urq6y5xX3FeN169YBMHv2bDZt2sTs2bMHpZdTdmw/jfEnIiIiIhI/BblStEwmw69+9St6e3sB6O3t5Ve/+lXZ72NpaWnhmmuuGZTPNddcU/ZAd8KECaxfv56jjjqK9evXM2HChLJOv5Lmzp07qOn13Llzq10kEREREZGqUJCbIJUIdNydJUuW0N3dzZIlS2K5OnnttdfuM11359prry1rPnv37i34vlbMnTuXdevWsXDhQnbs2MHChQtZt26dAl0RERERqUuWxCaU8+bN8zVr1lS7GBWVDXTMDHcfeJ4zZw5r164tSx5RJ5pRB0p9fX0Dz1DepriVyCebx3BqKY9sPrNmzWLr1q1kMhlSqRSHHXYYGzduVBNpkTIxs/vdfV61y1HL6rFultIkqW4WkfgVqpt1JTchsveSXn311XR3d3P11VcPSi+nbMCZfY5LpfJJgk2bNtHR0UF3dzcdHR1s2rSp2kUSEREREakKBbkJcsUVV9Da2srEiRNpbW3liiuuqHaRpEImT548qEOwyZMnV7tIIiIiIiJVoSGEEmT16tUF30ty7d69e+B1JpPRoPYiIiIiUrd0JTdBbr/9ds477zyefvppzjvvPG6//fZqF0kSJO5hnURERERkZLkdzQ59SERBbkJcdNFFAKxcuZJp06axcuXKQekio9HS0kI6nR503286nS57oKtAWkRERKQwdx94DPdeFOSKSBG6uro47bTTBt33e9ppp9HV1VW2PCoVSIuIiIhIsmkIoYQYP378oOF2cp97e3vLkkclh8SJO5+k5FGpfCqRR2NjIx0dHbS2tg6kLVu2jPb2dnp6esqSh8j+0hBCo1ePdbOUJin1mUglZYcNrUcaQqgO5BtmR8PvSK3IZDI0NzcPSmtublYnWiIiIiJSEgW5CbNkyRK6u7tZsmRJtYsiUpJUKkU6nR6Ulk6nSaVSVSqRiIiIiNQiDSGUMJdccgltbW00NDRUuyiSQNkmMXE0jVm0aBGLFy8Goiu46XSaxYsX73N1V0RERESkEAW5CZPby5pIucW5fi1fvhyA9vZ22traSKVSNDc3D6SLiIiIiBRDzZUTpr+/f9CzSC1Zvnw5PT09uDs9PT0KcEegIZdERERE9qUgN2GyvQZqMGiRZNOQSyIiY5uZ7fOQ5NMJ6LFBQW6CzJo1iwMOOACAAw44gFmzZlW3QCJjVBIqoK6uLjo7O2ltbWXixIm0trbS2dlZ1rGLRURk/+QLaBXoJltLSwsrVqwYGBkik8mwYsWKmjzOqHUKchPk8ccfH3RV5/HHH692kUTGnKRcAdWQSyIiImPLihUrSkqX+CjITYhUKsWhhx5KW1sbkyZNoq2tjUMPPfT/b+/u4+O6yzvvfy9JZoQVIFZsnJAHm0KcB+M0gJqkkC1QihNMqsBNtze0N6QlKKibzMJKoSLqbmPgFYOMrd43cppplHgJWx42LaUWwSUE2oWSbAIKDXbsPBmwSbK2o9gqJjKeRNJ1/zFnlJGtkWakc87MnPm8X695zcxvZs51jR7mN9c5v/P7sfwKakocR1iTcgQ0ziWXknDkGwCk4hMnMmEnkCwUuQmxatUqHThwYNo5uQcOHNCqVasqnBlQmriG+CTlCGhHR4euv/56NTU1yczU1NSk66+/Xh0dHaHGScqRbwDIc/dpqwVQ4ALJQ5GbELt375Z04hIv+Xag2t18882SpPb2do2MjKi9vX1ae1jiPAKaBEk58g0AAOoHRW5CTExMqKGhQZs3b9bY2Jg2b96shoYGTUxMVDo1oCTurpaWFg0NDWnZsmUaGhpSS0tL6HvY4zoCGrXBwUFt2rRJ4+PjcneNj49r06ZNoRefSTnyDQAA6gdFboJcfvnl0462XH755ZVOCSjL2NiYGhpyH0sNDQ0aGxurcEbVK5vNauvWrdOWpti6dWvoxSdHvgEAQK2hyE2Q7du3Tzs6tX379kqnBJTtiiuu0MjIiK644opItj84OKg3velNampqkiQ1NTXpTW96U80NvzUz7dq1a9pOgV27doW+PEVHR4d6enrU39+vo0ePqr+/Xz09PTV35BsAkoi1eIGZWRJPtm9ra/Ph4eFKpxGrwgmn3H3qWgpvxsDZPjjD/DuKI05SYsQVJykxCuM0NjZqYmJi6jrsOOl0WoODg8pms0qlUuro6NDAwEBo24/r5yVF/15qgZk96O5tlc6jltVj34zyxPm5lo8X1ffgJPWbKF0lfidR/R3Xwt/XbH1zU9zJIBr5L+rHF7aNjY2VTAuoS+l0WjfffPPUUdbx8fGpCbTqrTgEAAC1p7CQjXKHUFQYrpwQxSaYYuIpYGaTk5PTrsN0yy23yN2n/v/yO6BuueWW0GPld2RFtUMrrqWdAAAAwkKRmzCFsysDKC7s4fyF4tzpdO6552rfvn0699xzQ9+2FN/STgAAAGHhnNyEiOM8Q84xrb4YccVJSoy44iQlRj7OunXr9M1vfnOq7V3vepe2b99ec0OXFoJzcheuHvtmlIdzcqsvBsqTpHNy444xH7P1zRzJjUE6nVZzc7PMTM3NzZEO8yscHgkAYbj44otnvQ8AAFBNKHIjlp+AprD4vPnmmyMrdI8fUljLGhoa9J3vfGdq8h4AlbF+/fppSwitX7++0ikBAAAUxXDliOUng/nc5z6nzs5OZTIZffzjH5cU7tFWhivXZ4y44iQlRlxx4ozR0NCgycnJqeswY0jSBRdcoJ07d57QvmbNGu3YsSO0ONWO4coLV019M6oTw5WrLwbKw3DleDFcuYImJyd10003qaurS4sXL1ZXV5duuummSGZ0Xb58+bQjxsuXLw89BoDqEuUs0ZL0lre8pax2AACASqPITZCDBw/Oeh9A8ixatEg/+MEPtGjRoki2v2XLlrLaAQAAKo0iN2KNjY264YYbtGjRIpmZFi1apBtuuCGyNS0B1JcXXnhBl156qV544YVI4+TPjecceQBRKTYcshqHSc5mtiGrAOLBt5WInX/++ZKk8fHxadf59rDlP1j5gAUQJj5bksHMtprZM2b2cEHbejN72sweCi7rCh67wcz2mNljZnZZQfvlQdseM/tE3O8DyeXu09Yxr7UCV6q9ohxIIorciO3evVvSixNQ5a/z7WFqamqa1jE0NTWFHgNAfSr8bEFN+4Kky2do/yt3vzC4bJckMztf0vskrQ5e89dm1mhmjZJulvROSedLen/wXABAEewkjldkRa6ZnWlm/2Jmu81sl5l9NGivqz3GExMT+sxnPqPx8XG5u8bHx/WZz3wmknVs80eJi90HgPmKeoIrxMPdvy/pcIlPv1LSV9096+4/l7RH0kXBZY+7/8zdn5f01eC5AAJJGXqN8PC7j1eUR3LHJXW7+/mSLpF0bcGe3rraY7xt2zY1NzfLzNTc3Kxt27ZVOiUAqCrpdHra52RUa4mjqOvMbEcwnHlJ0Ha6pCcLnvNU0FasHUCBJAy9ThozO+ESptbW1rLaEZ3Iilx33+/uPw5u/0rSI5q9E0zsHuP7779fzz//vCTp+eef1/3331/hjAAkRXt7u0ZGRtTe3l7pVOYtnU4rk8low4YNGhsb04YNG5TJZCh043OLpNdIulDSfkmbw9qwmV1jZsNmNjwyMhLWZgGgbMUK2jAL3UOHDp1Q0La2turQoUOhxUBpYjkn18xWSnq9pAeCptD3GFd7R8qkLQCiMDQ0pGXLlmloaCiS7cfxpWBwcFB9fX3T1hPv6+vT4OBgaDFQnLsfdPcJd5+UNKjczmVJelrSmQVPPSNoK9Y+07Zvdfc2d29btmxZ+MkDQJU5dOjQtCP4FLiVEXmRa2YnSfqapI+5+xFFtMe4mjvS5cuXTzufbfny5RXOCABKE8d5ZdlsVp2dndPaOjs7lc1mQ4uB4szstIK775GUn3l5SNL7zCxlZq+WdLakH0r6kaSzzezVZvYS5U41imYvCwAgsWYaPh7WUPJIi1wzW6Rcgfsld/8HKdo9xtVqZGREmzdv1tjYmDZv3qxqPNIMALPJz9YexaztqVRKmUxmWlsmk1EqlQo9Vr0zs69I+t+SzjGzp8zsakkbzWynme2Q9DZJ/0WS3H2XpDsl7Zb0LUnXBv33uKTrJN2t3KlIdwbPBQCgZPlz1Wc6f32hO9MjW2PGcuX37ZIecff+gvbT3H1/cPf4PcZfNrN+Sa/Si3uMTcEeY+WK2/dJ+qOo8o7C5OSkenp61N3draamJmYnBVBTzjrrLB08eFDj4+NqbGzUq171Kv3iF78IbfsdHR3q6emRlDuCm8lk1NPTc8LRXSycu79/hubbZ3n+TZJumqF9u6TtIaYGAEBoolxI9c2SPiBpp5k9FLT1Kjc78oWSXNJeSR+RcnuMzSy/x3hcwR5jSTKz/B7jRklba3GPcX7JoCiWDgKAKP3iF79Qe3u7br/9dl199dWhn/87MDAgSert7VV3d7dSqZQ6Ozun2gEAAMphSZzOvK2tzYeHhyudhqTcWPOVK1dq//79ymazSqVSOu2007R3795Qz2mbbdx6WHHiiBFXnKTEiCtOUmLEFScpMeKMU+3M7EF3b6t0HrWsmvpmVD8zi/wzJo4YUcbh87k8cf+8av3vK+4Y84kzW98cy+zK9W7v3r0aHx+XJI2Pj2vv3r2VTQgAytTQ0DDtGkD9YT1rALWCbysRa2xslHTiEkL5dgCoditXrtSiRYskSYsWLdLKlSsrmxCA2KXTaW3ZsmVq1vNsNqstW7ZQ6AKoShS5EXN3NTQ0qK+vT2NjY+rr61NDQwPDSADUjCeffFIbNmzQ2NiYNmzYoCeffHLuFwFIlC1btpTVDgCVxDm5ETMzpVKpaes95u/X2nlzSToHMCkx4oqTlBhxxUlKDElqbm5WW1ubhoeHp+YVyN8/duxYaHGqHefkLlw19c0oXxLPZ6zW8wzL3fbxwo4VR4w4JPFvOK441fpeOCe3wgoL3JnuA0C16ujo0AMPPDDtSO4DDzygjo6OSqcGAHVvpvVFw1SsMJytYASqAUVuTNrb2zUyMqL29vZKpwIAJRsYGNB5552n7u5utbS0qLu7W+eddx7L+wAAgKpFkRuDpUuXamhoSMuWLdPQ0JCWLl1a6ZQAoCTpdFqPPPKINm/erLGxMW3evFmPPPIIk80AAICqRZEbg2effXbaF8Rnn3220ikBQEkGBwe1dOnSaUdyly5dqsHBwUqnBgAAMCOK3Jhs3bpVzz77rLZu3VrpVACgZNlsVgcOHJh2ysWBAweYWwAAAFQtityY7Nq1SytWrNCuXbsqnQoAlGX16tXatm2bli5dqm3btmn16tWhx0in02pubpaZqbm5meHQAABg3ihyI5ZKpfTmN79ZqVRqxvsAUO0effRR9ff36+jRo+rv79ejjz4a6vbT6bQymcy0GZwzmQyFLgAAmBeK3Ih1dHTovvvu0/j4uCRpfHxc9913H8tvAKgZZ555pnp7e9XS0qLe3l6deeaZoW5/cHBQfX196urq0uLFi9XV1aW+vj7O+wWAOsKIHoSJIhcAUNSaNWu0d+9ePf/885Kk559/Xnv37tWaNWtCi5HNZtXZ2TmtrbOzk/N+AaBOpNNpbdmyZepzP5vNasuWLRS6mDeK3IgNDg5q06ZNGh8fl7trfHxcmzZt4ggFgJrwlre8RZLk7tOu8+1hSKVSymQy09oymQyndQBAndiyZUtZ7cBcKHIjxhEKALUsji8eHR0d6unpmXbeb09PD6d1AACAeaHIjVgqldLatWunnWOwdu1ajlAAqCnLly/XI488ouXLl4e+7YGBAXV2dk4777ezs1MDAwOhxwIAAMnXVOkEkm7VqlW69957p+5ns1nde++9oZ7PBgBRamho0L//+7/rvPPOUyqVUkNDgyYnJ0ONMTAwQFELAABCwZHciO3cuVNS7kti4XW+HQCq3eTk5LTJQMIucCVm1QQAAOGhyI3BSSedNPWlcHJyUieddFKFMwKA6pFOp3XzzTdPW2rt5ptvptAFAADzQpEbg+eee07t7e0aGRlRe3u7nnvuuUqnBABV45ZbbpEkbdy4UWNjY9q4ceO0dgAAgHJwTm5Mtm/frmXLlqmpiR85ABSamJjQZz7zGXV1dUmSurq69Pzzz+uGG26ocGYAAKAWcSQ3JoXD8ACg1hSORonCtm3bpp2Tu23btkjiAACA5Kv7IpfJTgBgbt/4xje0bNkyfeMb34hk+/fff78uu+wyjYyM6LLLLtP9998fSRwAAJB8dV3kptNpZTIZbdiwQWNjY9qwYYMymQyFLgAUOOmkk+TukiR3D33yvMbGRknS0NCQli1bpqGhoWntAAAA5ajrIndwcFB9fX3q6urS4sWL1dXVpb6+Pg0ODlY6NQCoCmam5557TmY24/0wTExMTG278DrfDgAAUI66LnKz2aw6OzuntXV2dk6tBwkA9e51r3udJE07klvYHpbVq1drcnJS7q7JyUmtXr061O0DAOrbddddV1Y7altdF7mpVEqZTGZaWyaTUSqVqlBGAFBdHn/8cb30pS+d1vbSl75Ujz/+eKhxdu/erf7+fh09elT9/f3avXt3qNsHANS3gYEBXXfddVPf81OplK677joNDAxUODNEoa6L3I6ODl1//fVqamqSmampqUnXX3+9Ojo6Kp0aAFSFbDarX//619NmV/71r38d+oiXFStWqLe3Vy0tLert7dWKFStC3T4AAAMDAzp27Jgk6dixYxS4CVbXRS4AYG6rV6/Wtm3btHTpUm3bti30ocRr1qzR3r17p82uvHfvXq1ZsybUOAAAoD7UdZE7ODioTZs2aXx8XO6u8fFxbdq0iYmnAKDAo48+Om0o8aOPPhrq9nfs2KE1a9ZMm115zZo12rFjR6hxAABAfbD8JCJJ0tbW5sPDw3M+z8w0NjamxYsXT7UdPXpULS0tCuvnMtsMpGH+7OOIw3upvhhxxUlKjLjiJCVGPs7KlSu1f/9+ZbNZpVIpnXbaadq7d2+ocaqdmT3o7m2VzqOWldo3ozrF9ZlTGC/qz5g4YsQVJ6oYSeqbj49Xq7+TSsSp1vcyW99c10dymXgKAGbHUGIAAFBrmiqdQCV1dHSop6dHUm7poEwmo56enhOWFQKAerVjxw6dcsopU0OJJam1tZWhxAAAoGrV9ZHcgYEBdXZ2TpvRs7Ozk5nWACCQTqd15MgRbd68WWNjY9q8ebOOHDmidDpd6dQAAABmVNdFrvTiVOLuzlTiAHCcwcFBXXzxxdN2Bl588cWhT9CXTqfV3NwsM1NzczNFdETMbKuZPWNmDxe0fc7MHjWzHWb2dTM7OWhfaWa/NrOHgkum4DVvNLOdZrbHzD5vs51QBwBAzOq+yAUAFJfNZnXvvfdqfHxckjQ+Pq5777031HVy0+m0MpmMNmzYoLGxMW3YsEGZTIZCNxpfkHT5cW33SHqdu18g6XFJNxQ89lN3vzC4FJ7Lc4ukDklnB5fjtwkAQMVQ5AIAKmpwcFB9fX3q6urS4sWL1dXVpb6+PpZzi4C7f1/S4ePavu3u48Hd+yWdMds2zOw0SS939/s9Nw3mFyW9O4J0AQCYF4pcAMCc3vWud2lkZETvete7Qt92Nps9YcK/zs7OUI8Wo2QfkvRPBfdfbWb/ZmbfM7P/ELSdLumpguc8FbSdwMyuMbNhMxseGRmJJmMAAI5DkQsAmNVJJ500Nbvy0NCQTjrppFC3z3Ju1cHM/kLSuKQvBU37JZ3l7q+X1CXpy2b28nK26e63unubu7flZ+cGACBqdb2EEABgbs8999zUAu1mpueeey7U7bOcW+WZ2Z9IukLS24MhyHL3rKRscPtBM/uppFWSntb0Ic1nBG0AAFQFilwAQEXlZ7Xv7e1Vd3e3UqkUy7nFyMwul/Tnkt7i7kcL2pdJOuzuE2b2G8pNMPUzdz9sZkfM7BJJD0j6oCR+WQCAqkGRCwCYU3Bwb+o6bAMDAxS1MTCzr0h6q6SlZvaUpBuVm005JemeYCWg+4OZlH9H0qfM7AVJk5I63T0/adV/Um6m5pcqdw5v4Xm8AABUFEUuAGBOjY2NmpiYmLoOWzqd1uDgoLLZrFKplDo6Oih6I+Du75+h+fYiz/2apK8VeWxY0utCTA1AjcmfxgJUIyaeAgDMKV/YRlXgsk4uANQWClxUs8iKXDM708z+xcx2m9kuM/to0N5qZveY2RPB9ZKg3czs82a2x8x2mNkbCrZ1VfD8J8zsqqhyjlIwBGzqGgCQwzq5AFCdis1yz+z3qHZRHskdl9Tt7udLukTStWZ2vqRPSPquu58t6bvBfUl6p3KTWpwt6RpJt0i5oli5c4YulnSRpBvzhXEtifp8NgD166677oo8RmNj47TrMLFOLgBUp2PHjp1Q0KZSKR07dqxCGQGliazIdff97v7j4PavJD2i3GLxV0q6I3jaHZLeHdy+UtIXPed+SSeb2WmSLpN0j7sfdvdRSfdIujyqvAGg1lxxxRWVTmFBUqmU1q5dq+bmZpmZmpubtXbtWo4UAEAVOHbs2LSDNRS4qAWxnJNrZislvV65pQaWu/v+4KEDkpYHt0+X9GTBy54K2oq1Hx/jGjMbNrPhkZGRcN/AArS2tpbVDgDVKMpzcletWqV777136shtNpvVvffeq1WrVoUeCwAAJF/kRa6ZnaTc7Iwfc/cjhY8FC86HMn7X3W919zZ3b1u2bFnJr0un09OOHoQ90cmhQ4dOKGhbW1t16NChUOMAQK3auXNnWe0AAACzibTINbNFyhW4X3L3fwiaDwbDkBVcPxO0Py3pzIKXnxG0FWtfsLhm9Dz99NNnvQ8A9e7cc8+Vu09dzj333EqnBAAAalSUsyubcmvvPeLu/QUPDUnKz5B8laRtBe0fDGZZvkTSL4NhzXdLWmtmS4IJp9YGbQsWx4yeF1xwwQlHI3bu3KkLLrggtBgAUOve+973znofAACgVFEeyX2zpA9I+l0zeyi4rJP0WUnvMLMnJP1ecF+Stkv6maQ9kgYl/SdJcvfDkj4t6UfB5VNB24LFMaNnvsBtb2/XyMiI2tvbp7UDQC04/jMsbDfddJP6+/t19OhR9ff366abbookDgAASD5L4pI2bW1tPjw8POfzmpubtWHDBnV1dU219ff3q7e3N7SZ48xMa9eu1d13v3jw+bLLLtO3v/3tUJcTmm393bDixBEjrjhJiRFXnKTEiCtOUmLEFeeUU07R4cMn7ruspvkLzOxBd2+rdB61rNS+GdVnts8BKZrlEc0s8mUX44gRV5xajxFXn1YYr5Z/XnHHqdb3Mlvf3BRaVjWoo6NDPT09knJHcDOZjHp6ek44urtQjzzyiJqbm5XNZpVKpfTKV74y1O0DQC07dOjQCYVuNRW4QL1z9zkLXQCoJrEsIVStBgYG1NnZqd7eXrW0tKi3t1ednZ0aGBgINc6TTz6p1772tdq3b59e+9rX6sknn5z7RQBQRw4dOjRt4ikKXKC6XHfddWW1A0Al1fWRXClX6IZd1M5k165dWrFiReRxUJpie6WTOHwfCENTU5PGx8enrgHUl/x3pcHBwamRaR0dHbF8hwKAcs15JNfMVpnZd83s4eD+BWb2X6NPDYhW/ojR8bcBvCiVSunUU0+dKmzHx8d16qmnKpVKVTiz+kbfjEoYGBiYmrPk2LFjFLgAqlYpw5UHJd0g6QVJcvcdkt4XZVJJ097ePm0YXlSzkwJA2FatWqUDBw5Maztw4IBWrVpVoYwQoG8GAKCIUoYrL3b3Hx43tJOxamX4xje+oaamJk1MTKixsVGTk5OVTgkASlJsuTOWQas4+mYAidHa2lp0ln1gPko5kvusmb1GkkuSmf2BpP2RZpUgDQ0NJwyDdXc1NNT1nF8AakzU6+SibPTNABLj0KFDJxS0zLKPhSil0rpW0t9IOtfMnpb0MUl/FmVSSWJmMjNt3LhRY2Nj2rhx41Qbkq3YOb6c+4tac84552jbtm1aunSptm3bpnPOOafSKYG+GUDC5GfZl8Qs+1iwOYtcd/+Zu/+epGWSznX3S919b+SZJcTExITOP/98dXd3q6WlRd3d3Tr//PM1MTFR6dQQAya3QhI89thj6u/v19GjR9Xf36/HHnus0inVPfpmAACKm/OcXDP7y+PuS5Lc/VMR5ZQojY2N2rVr17S2Xbt2qbGxsUIZAUD5rr/+enV3dzMKpUrQNwMAUFwpw5XHCi4Tkt4paWWEOSVK/ojt6tWrtW/fPq1evXpaOwBUszVr1kjStBEJhe2oGPpmAACKmPNIrrtvLrxvZpsk3R1ZRgm0YsUK7dmzRytWrFAqldKKFSu0b9++SqcFAHNiduXqRN8MAEBx85nid7GkM8JOJMk+9KEP6dixY3J3HTt2TB/60IcqnRIAlKRwje+Z7qNq0DcDABAo5ZzcnQqWKJDUqNwkF5zzU4b169frpJNOUmdnpzKZjNavX1/plAAANYy+GQCA4uYsciVdUXB7XNJBd2fB+RKtWbNGO3fu1Mc//nF1d3dPrZvL+WwAgAWgbwYAoIiiRa6Z5Vdk/tVxD73czOTuh6NLKzl27NihU045RYcP535ck5OTam1t1Y4dOyqcGQCg1tA3AwAwt9nOyX1Q0nBwffxlOPrUkiGdTuvIkSPavHmzxsbGtHnzZh05ckTpdLrSqQEAag99MwAAc7AkTh7S1tbmw8PV0dc3Nzerra1Nw8PDymazSqVSU/ePHTsWWpzZ1q4M63ccR4w44xTGi/r/IMoYSfndJ+nvKykxZoqZxD6jFGb2oLu3VTqPWlZNfTMWptb7zThjxBUnKTHiipOUGHHFqdb3MlvfXMo5uTKzJZLOltScb3P375ecQR3LZrO69957i94HgLDVczFaT+ibAQCY2ZxLCJnZhyV9X7n19z4ZXK+PNq3kWb16tfbt26fVq1dXOhUACdDQMPPHd35yOyQbfTMAAMWVsk7uRyX9lqR97v42Sa+X9O9RJpVEH/rQh7R06VLWyEXoihU0FDrJNjExcUKh29DQoImJiQplNH9mVvSCouibAQAoopQi95i7H5MkM0u5+6OSzok2rWR54xvfqN7eXrW0tKi3t1dvfOMbK50SEsbdp4rawttItomJiWm/91oscKUX/2aP/xvm73hW9M0AABRRSpH7lJmdLOkfJd1jZtsk7YsyqaR58MEHtWHDBo2NjWnDhg168MEHK50SAKC20TcDAFBEWbMrm9lbJL1C0rfc/fnIslqgaprBsXCN3EKtra06dOhQaHGSNJsrsytXXxz+vqovxvHxavnvK+4Y81HNsyvTNyNuSfks4LOz+mLEFScpMeKKU63vZba+uZSJpz5vZm+SJHf/nrsPVXMnWm3+6I/+qKx2AADmQt8MAEBxpQxXflDSfzWzn5rZJjOryj3Z1eqv//qvJUmNjY3TrvPtQC1gciug6syrbzazrWb2jJk9XNDWamb3mNkTwfWSoN2CYnqPme0wszcUvOaq4PlPmNlVob87AAAWYM4i193vcPd1ys3i+JikPjN7IvLMEmJyclINDQ3auHGjxsbGtHHjRjU0NGhycrLSqQFlYXIroHosoG/+gqTLj2v7hKTvuvvZkr4b3Jekdyq3Du/Zkq6RdIuUK4ol3SjpYkkXSboxXxijMpiZHACmK+VIbt5rJZ0raYWkR6NJJ5kWL16s7u5utbS0qLu7W4sXL650SgCAZCirb3b370s6fqKIKyXdEdy+Q9K7C9q/6Dn3SzrZzE6TdJmke9z9sLuPSrpHJxbOiEmxgpZCF0A9K+Wc3I3B3uFPSdopqc3dfz/yzBLkueeem/U+AADlCLlvXu7u+4PbByQtD26fLunJguc9FbQVawcAoCo0lfCcn0r6bXd/NupkAABASSLpm93dzSy0cxHM7BrlhjrrrLPOCmuzAADMqpRzcv+GAhcAgOoRct98MBiGrOD6maD9aUlnFjzvjKCtWPtMed7q7m3u3rZs2bKQ0gUAYHblnJOLBTh+dmUAAKrEkKT8DMlXSdpW0P7BYJblSyT9MhjWfLektWa2JJhwam3QBgBAVShluDJCkJ9NmVmVAQCVYmZfkfRWSUvN7CnlZkn+rKQ7zexqSfsk/WHw9O2S1knaI+mopD+VJHc/bGaflvSj4HmfcvfjJ7MCAKBiSipyzexSSWe7+383s2WSTnL3n0ebWrIULr0CAMBCzadvdvf3F3no7TM81yVdW2Q7WyVtLTNlAABiUcrsyjdK6pF0Q9C0SNLfRpkUAAAojr4ZAIDiSjkn9z2S2iWNSZK7/x9JL4syKQCoZcVGbDCSAyGibwYAoIhSitzngyFLLklm1hJtSgBQ+9x92mkKFLgIGX0zAABFlFLk3mlmfyPpZDPrkPQdSYPRpoV6ZWaVTgEAagF9MwAARcw58ZS7bzKzd0g6IukcSX/p7vdEnhnqkrtT6ALAHOibAQAobs4i18xeLelf852nmb3UzFa6+96okwMAKXeEn+G+wIvomwEAKK6U4cp/J6lwcdeJoA2IBJP24Hj87oET0DcDAFBEKUVuk7s/n78T3H5JdCkBTNoDAHOgbwYAoIhSitwRM2vP3zGzKyU9G11KAOoRR/CBstA3AwBQxJzn5ErqlPQlM9siySQ9KemDkWYFoC7lC1rOwQXmRN8MAEARcx7Jdfefuvslks6XdJ67v8nd98z1OjPbambPmNnDBW3rzexpM3souKwreOwGM9tjZo+Z2WUF7ZcHbXvM7BPlv0UAAJJlvn0zAAD1oJTZlVOS3itppaSm/PIu7v6pOV76BUlbJH3xuPa/cvdNx8U4X9L7JK2W9CpJ3zGzVcHDN0t6h6SnJP3IzIbcffdceQMAkFQL6JsBAEi8UoYrb5P0S0kPSsqWumF3/76ZrSzx6VdK+qq7ZyX93Mz2SLooeGyPu/9Mkszsq8FzKXIBAPVsXn0zAAD1oJQi9wx3vzzEmNeZ2QclDUvqdvdRSadLur/gOU8FbVLuPKPC9otDzAUAgFoUdt8MAEBilDK78n1mtiakeLdIeo2kCyXtl7Q5pO3KzK4xs2EzGx4ZGQlrswAShlmckRBh9s0AACRKKUdyL5X0J2b2c+WGRJkkd/cLyg3m7gfzt81sUNJdwd2nJZ1Z8NQzgjbN0n78tm+VdKsktbW18W0VQFHM4lx/8uesFlODfweh9c0AACRNKUXuO8MKZmanufv+4O57JOVnXh6S9GUz61du4qmzJf1QuU77bDN7tXLF7fsk/VFY+QAA6sPxRWwCdnCE1jcDAJA0cxa57r5PkszslZKaS92wmX1F0lslLTWzpyTdKOmtZnahJJe0V9JHghi7zOxO5SaUGpd0rbtPBNu5TtLdkholbXX3XaXmAABAEs23bwYAoB6UsoRQu3Lnzr5K0jOSVkh6RLnlfopy9/fP0Hz7LM+/SdJNM7Rvl7R9rjwBAKgX8+2bAQCoB6VMPPVpSZdIetzdXy3p7Zo+EzIAAIgXfTMAAEWUUuS+4O6HJDWYWYO7/4uktojzAgAAxdE3AwBQRCkTT/27mZ0k6fuSvmRmz0gaizYtAAAwC/pmAACKKOVI7pWSfi3pv0j6lqSfSvr9KJMCAACzom8GAKCIUmZXLtwzfEeEuQAAgBLQNwMAUFzRItfMfuDul5rZr5Rb8mfqIeUWnH955NkBAIAp9M0AAMyt6HBld780uH6Zu7+84PKyJHWi6XRazc3NMjM1NzcrnU5XOiUAAGZUL30zAAALMes5uWbWaGaPxpVM3NLptDKZjDZs2KCxsTFt2LBBmUyGQhcAULWS3jcDALBQsxa57j4h6TEzOyumfGI1ODiovr4+dXV1afHixerq6lJfX58GBwcrnRoAADNKet8MAEiu1tZWmdmMF0kztre2tpYdp5QlhJZI2mVmP1TB8gTu3l52tCqTzWb12GOPqbm5WdlsVqlUSldddZWy2WylUwMAYDaJ7ZsBAMk1Ojoqd5/7iQXyBXA5Sily/1vZW60RDQ0Nuu222/S5z31OnZ2dymQy+vjHP66GhlJWVgIAoGIS2zcDACqjtbVVo6OjMz5WrNBcsmSJDh8+HGVa81LKEkLfiyORSjCzGfckzGdvAQAAcUly3wwAqIy4jrLGYc5DlmZ2iZn9yMyeM7PnzWzCzI7EkVzUJiYm9OEPf1i9vb1qaWlRb2+vPvzhD2tiYqLSqQEAUFSS+2YAABaqlHG5WyS9X9ITkl4q6cOSbo4yqbikUimdc845OnbsmNxdx44d0znnnKNUKlXp1AAAmE1i+2YAABaqpJNP3X2PpEZ3n3D3/y7p8mjTikdHR4d6enrU39+vo0ePqr+/Xz09Pero6Kh0agAAzCqpfTMAAAtVysRTR83sJZIeMrONkvarxOK42g0MDEiSent71d3drVQqpc7Ozql2AACqVGL7ZgAAFqqUDvEDwfOuU26ZgjMlvTfKpOI0MDAwbbgyBS4AoAYkum8GAGAhSjmS+0ZJ33T3I5I+GXE+AABgbqH2zWZ2jqT/WdD0G5L+UtLJkjokjQTtve6+PXjNDZKuljQh6T+7+90LzQMAgDCUciT39yU9bmb/w8yuMLNSCmMAABCdUPtmd3/M3S909wuVK6CPSvp68PBf5R8rKHDPl/Q+SauVOxf4r82scSE5AAAQljmLXHf/U0mvlfR3ys3k+FMzuy3qxAAAwMwi7pvfLumn7r5vludcKemr7p51959L2iPpopDiAwCO09raKjM74SJpxvbW1tYKZ1xZpc6u/IKkf5L0VUkPSnp3hDkBAIA5RNg3v0/SVwruX2dmO8xsq5ktCdpOl/RkwXOeCtqmMbNrzGzYzIZHRkaOfxgAUKLR0VG5e8mX0dHRSqdcUXMWuWb2TjP7gnJr8b1X0m2STo04LwAAUERUfXMwY3O7ckeIJekWSa+RdKFyMzhvLmd77n6ru7e5e9uyZcsWmh4AACUp5RyeDyo3GcVH3D0bcT4AAGBuUfXN75T0Y3c/KEn5a0kys0FJdwV3n1ZuRue8M4I2AAAqbs4i193fH0ciAACgNBH2ze9XwVBlMzvN3fcHd98j6eHg9pCkL5tZv6RXSTpb0g8jygkAgLIULXLN7AfufqmZ/UqSS7LCa3d/eUw5AgAARds3m1mLpHdI+khB80YzuzCIsTf/mLvvMrM7Je2WNC7pWnefmG9sAADCVLTIdfdLg+uXxZcOAAAoJsq+2d3HJJ1yXNsHZnn+TZJuCjsPAAAWqqTZlc1siZldYGZvyF+iTiwu6XRazc3NMjM1NzcrnU5XOiUAAOaU5L4ZAICFmPOcXDP7tKQ/kfQzSZNBs0v63ejSikc6nVYmk1FfX586OzuVyWTU09MjSRoYGKhwdgAAzCzJfTMAAAtVyuzKfyjpNe7+fNTJxG1wcFB9fX3q6uqSpKnr3t5eilwAQDVLbN8MAMBClTJc+WFJJ0ecR0Vks1l1dnZOa+vs7FQ2y0pJAICqlti+GQCAhSqlyP2MpH8zs7vNbCh/iTqxOKRSKWUymWltmUxGqVSqQhkBAFCSxPbNQNhaW1tlZidcJM3YbmZqbW2tcNYAFqKU4cp3SOqTtFMvnveTCB0dHVPn4Baek3v80V0AAKpMYvtmIGyjo6Ny97Jeky+CAdSmUorco+7++cgzqYD8ebe9vb3q7u5WKpVSZ2cn5+MCAKpdYvtmAAAWqpQi91/N7DOShiRNnazq7j+OLKsYDQwMUNQCAGpNovtmAAAWopQi9/XB9SUFbSxTAABA5dA3AwBQxJxFrru/LY5EAABAaeibkefuM54/Wu45qACQJHPOrmxmy83sdjP7p+D++WZ2dfSpAQCAmdA3o5C7TxW1hbcBoF6VsoTQFyTdLelVwf3HJX0sonwAAMDcviD6ZqBqFFumaLalilimKBlYoqo6lVLkLnX3OxUsUeDu45ImIs0KVamhYeY/l2LtAIDI0DcDVSS/TFE5l9HR0UqnjRDwu69OpVQnY2Z2inITWsjMLpH0y0izQlWamJg4oaBtaGjQxATfqwAgZvTNAAAUUcrsyl3KLVHwGjO7V9IySX8QaVaoWvmC1sw45wcAKoe+GYnQ2tpa9KjWTBNqLVmyRIcPH446LQA1rpTZlX9sZm+RdI4kk/SYu78QeWYAAGBG9M1IivxQz1LNVPgCwPGKDlc2s98ys1OlqXN93ijpJkmbzYyzpQEAiBl9MwAAc5vtnNy/kfS8JJnZ70j6rKQvKnfOz63RpwYAAI5D3wzUsXJn8mUWX9Sr2YrcRnfPn/Twf0u61d2/5u7/TdJr59qwmW01s2fM7OGCtlYzu8fMngiulwTtZmafN7M9ZrbDzN5Q8Jqrguc/YWZXze9tAgCQCAvqmwHUtnJn8mUWX9SrWYtcM8ufs/t2Sf9c8FgpE1Z9QdLlx7V9QtJ33f1sSd8N7kvSOyWdHVyukXSLlCuKJd0o6WJJF0m6MV8YAwBQhxbaNwMAkHizFblfkfQ9M9sm6deS/lWSzOy1KmGZAnf/vqTjp7+7UtIdwe07JL27oP2LnnO/pJPN7DRJl0m6x90Pu/uopHt0YuEMAEC9WFDfDABAPSha5Lr7TZK6lTsie6m/OPVdg6T0POMtd/f9we0DkpYHt0+X9GTB854K2oq1hyadTqu5uVlmpubmZqXT831rAABEK6K+GQCARJl1aFNwVPX4tsfDCOzubmahLbRqZtcoN9RZZ511VkmvSafTymQy6uvrU2dnpzKZjHp6eiRJAwMDYaUGAEBoouybAQBIgtmGK0fhYDAMWcH1M0H705LOLHjeGUFbsfYTuPut7t7m7m3Lli0rKZnBwUH19fWpq6tLixcvVldXl/r6+jQ4OFjeuwIAAAAAVIW4J6kYknSVckseXCVpW0H7dWb2VeUmmfqlu+83s7slbSiYbGqtpBvCSiabzaqzs3NaW2dnp7q7u8MKAQAAAACQ5De+XFr/ivJfU6bIilwz+4qkt0paamZPKTdL8mcl3WlmV0vaJ+kPg6dvl7RO0h5JRyX9qSS5+2Ez+7SkHwXP+1TB0gkLlkqllMlk1NXVNdWWyWSUSqXCCgEAAAAAkGSfPKIXp5Mo8TVm8vXlxYmsyHX39xd56O0zPNclXVtkO1slbQ0xtSkdHR1T5+AWnpN7/NFdAAAAAEBtqOs19fKTS/X29qq7u1upVEqdnZ1MOgUAAADUuNbWVo2Ojs74mJmd0LZkyRIdPhzaoFFUUF0XuVKu0KWoBQAAAJJldHS0rKGxMxW+qE1xz64MAAAAAEBkKHIBAAAAAIlBkQsAAAAASAyKXAAAAABAYlDkAgAAAAASgyIXAAAAAJAYFLkAAEBmttfMdprZQ2Y2HLS1mtk9ZvZEcL0kaDcz+7yZ7TGzHWb2hspmDwDAiyhyAQBA3tvc/UJ3bwvuf0LSd939bEnfDe5L0jslnR1crpF0S+yZAohEa2urzOyEi6QZ281Mra2tFc4amI4iFwAAFHOlpDuC23dIendB+xc9535JJ5vZaRXID0DIRkdH5e5lXUZHRyudNjANRS4AAJAkl/RtM3vQzK4J2pa7+/7g9gFJy4Pbp0t6suC1TwVtAABUXFOlEwAA1J/W1taie/7zw+KOt2TJEh0+fDjKtOrdpe7+tJm9UtI9ZvZo4YPu7mbm5WwwKJavkaSzzjorvEwBAJgFR3IBALFjOFz1cfeng+tnJH1d0kWSDuaHIQfXzwRPf1rSmQUvPyNoO36bt7p7m7u3LVu2LMr0q1axcxsBANGp+yI3nU6rublZZqbm5mal0+lKp4SIlDuRwnwmUWCyBiRBHP8rcSj2PmrxvUTNzFrM7GX525LWSnpY0pCkq4KnXSVpW3B7SNIHg1mWL5H0y4JhzQgUK2gpdAEgWnU9XDmdTiuTyaivr0+dnZ3KZDLq6emRJA0MDFQ4O4Qtf+SoVPP5ElJujPnGAaIUx/9KHPh/LMtySV8P3n+TpC+7+7fM7EeS7jSzqyXtk/SHwfO3S1onaY+ko5L+NP6UAdSq2U5ZkWb+LOaUFZTDyv0CUAva2tp8eHh4zuc1Nzerra1Nw8PDymazSqVSU/ePHTsWSi6zfWEK82cfV5zCeHH87YQZp9xtzSd2XK+JY1tJjxFXnFqMkZT/lTBjmNmDBcvqYB5K7ZuTpJb75rmKkJnMpwjh84a8quk11ZrXfF5TD3nN1jfX9XDlbDarBx54QBs2bNDY2Jg2bNigBx54QNlsttKpAQAAVAznzQOoZXVd5ErSunXr1NXVpcWLF6urq0vr1q2rdEoAAAAAgHmq+yL3rrvuUn9/v44ePar+/n7dddddlU4JmBWT6dQvJjYDAACYW11PPJU/B7e3t1fd3d1KpVL67d/+bdXbOUOoLUymU7/43QMAAMytrovcjo4O3XzzzWpoyB3QHh8f13333adrr722wpkBAAAAQHz8xpdL619R/muqUF0XuQCKm21mTab2BwAASBb75JH5zXy8Ppp8FqKuz8kdHBzUpk2bND4+LnfX+Pi4Nm3apMHBwUqnBlRcuTNrMqsmAAAAqkFdF7nZbFaPPfaYmpubZWZqbm7WY489xhJCAAAAAFCj6rrIbWho0G233TZtndzbbrtt6hxdAAAAAEBtqetzcs1MExMT+vM//3N1d3ersbFRk5OTamxsrHRqAAAAAIB5qOtDlhMTE7NeA0Cpyl3DlvVrAQAAolHXRW5ee3u7RkZG1N7eXulUANQoJuoCAACoDnU9XDlv+/btWrZsmZqa+HEAAAAAqC7lrmFbrevXxoWqTppaD6rcdaEAAAAAIGrlrmFbrevXxoXhypI2btyosbExbdy4sdKpAHWl3PNYOZcVAAAAc+FIrqTrr79e3d3dU1+uEa/W1tZZz0+c6feyZMkSHT58OMq0EIP8eazl4P8UAAAAs6nrI7mpVEqnnnrqtOHKp556qlKpVIUzqy/lTtjDpD0oR7Gjxcx8DAAAkEx1XeR2dHTo4MGDUxNONTU16eDBg+ro6KhwZgDCwk4UAACA+lLXRW4eE08BAAAAQDLUdZE7ODioTZs2aXx8XO6u8fFxbdq0SYODg5VODQAAAAAwD3Vd5GazWXV2dk5r6+zsVDabrVBGAAAAAICFqOsiN5VKKZPJTGvLZDJMPAUAAAAANaqulxDq6OhQT0+PpNwR3Ewmo56enhOO7gIAao/f+HJp/SvKfw2AROGzAKg/dV3kDgwMSJJ6e3vV3d2tVCqlzs7OqXYAQO2yTx6Z1zrMvj6afABUBp8FQP2p6yJXyhW6FLUAAAAAkAx1X+QCAAAAC8GQaKC6UOQCAAAAC8CQaKC6VGR2ZTPba2Y7zewhMxsO2lrN7B4zeyK4XhK0m5l93sz2mNkOM3tDJXIGAAAAAFS/Sh7JfZu7P1tw/xOSvuvunzWzTwT3eyS9U9LZweViSbcE16FIp9MaHBxUNptVKpVSR0cH5+gCAAAAmBND1atTNQ1XvlLSW4Pbd0j6X8oVuVdK+qLnxoDcb2Ynm9lp7r5/oQHT6bQymYz6+vqmLSEkiUIXAAAAwKwYql6dKjJcWZJL+raZPWhm1wRtywsK1wOSlge3T5f0ZMFrnwraFmxwcFAXX3yxent71dLSot7eXl188cUaHBwMY/OxKvbPVe4/HQAAAADUskodyb3U3Z82s1dKusfMHi180N3dzMqqzoJi+RpJOuuss0p6TTab1QMPPHDCkdzx8fFyQleNfEFrZhS3AACg6pU71JNhngBKUZEi192fDq6fMbOvS7pI0sH8MGQzO03SM8HTn5Z0ZsHLzwjajt/mrZJulaS2traSK7x169apq6tLktTV1aXvfe97Ghoamse7AgAAQDnKHepZ78M82SkAlCb2ItfMWiQ1uPuvgttrJX1K0pCkqyR9NrjeFrxkSNJ1ZvZV5Sac+mUY5+PmffOb31R/f//UkdxvfvObYW0aAFAEE3UAQPnYKQCUphJHcpdL+rqZ5eN/2d2/ZWY/knSnmV0taZ+kPwyev13SOkl7JB2V9KdhJZJKpdTW1qbe3l51d3crlUrpkksu0fDwcFghAAAzYKIOAAAQldiLXHf/maTfnKH9kKS3z9Dukq6NIpeOjg7dfPPNamjIzb81Pj6u++67T9deG0k4AABQRxoaGjQ5OTlj+0K0trZqdHR0xseCgwgnWLJkiQ4fPryguABQKyo1u3LVcHdNTExIkiYmJpiw6Titra0ysxMukmZsNzO1trZWOGsAQDnM7Ewz+xcz221mu8zso0H7ejN72sweCi7rCl5zg5ntMbPHzOyyymVfvSYmJk4oaBsaGqa+d8zX6Oio3L2sS7GiGACSqK6L3FtuuUWS1NjYOO063w46UgCoE+OSut39fEmXSLrWzM4PHvsrd78wuGyXpOCx90laLelySX9tZo2VSLzaFe5AL9yxDgCITl0XufmOZuPGjRobG9PGjRuntQMAUA/cfb+7/zi4/StJj2j2NemvlPRVd8+6+8+VmzfjougzBQBgbpVaJ7dqtLS0qLu7W93d3VP3x8bGKpwVAFQOS1TUNzNbKen1kh6Q9GblVjj4oKRh5Y72jipXAN9f8LKnNENRPJ817AEAWKi6L3LHxsa0evVqbd++XevWrdOuXbsqnRIAVBRLVNQvMztJ0tckfczdj5jZLZI+LcmD682SPlTq9ua7hj0AhIGdtvWr7otcSdq1a5dWrFhR6TQAAKgYM1ukXIH7JXf/B0ly94MFjw9Kuiu4+7SkMwtefkbQBgBVg5221anYLPDFLFmypOwYdX1Obl7hbMEAANQby3WAt0t6xN37C9pPK3jaeyQ9HNwekvQ+M0uZ2aslnS3ph3HlCwCoTbNNXlvs8fksf1b3R3Kbm5vl7spms3rJS14iM9OxY8cqnRYAAHF6s6QPSNppZg8Fbb2S3m9mFyo3XHmvpI9IkrvvMrM7Je1Wbmbma92dWRsBAFWh7ovcY8eOqb29XbfffruuvvpqDQ0NVTol1LByz/2Yeg0AVJC7/0DSTMOZts/ympsk3RRZUgAAzFPdF7kve9nLNDQ0pGXLlk3d/9WvflXhrFCryj33Qyr//A8K6frF7x4AEDX6GiRBXRe5a9as0c6dO084krtmzZpKpwYUFUchjerE7x4AEDX6GiRBXRe5O3bsUHNz87QjualUSjt27KhwZgAAAACA+ajrIveCCy5QNps94UjuBRdcQKGbQKyVBgAAACRfXRe5O3fu1KJFi6YdyV20aJF27txZ4cwQBdZKKw87BQAAQBQ47xdRq+siV5JeeOGFWe8D9YqdAgAAIAqc94uo1X2RK0mbN29WZ2enMpmMuru7K50OgBrEkW8AScKRNgC1zMrdi1IL2trafHh4eM7nmdnUtbtPXUsqe+/SXDFmEtXPvvB9VGJb5b4mjhjkRV7kFd1r6iEvM3vQ3dvK2himKbVvjstM/XOU34nom8mLvMgrztdUa15hbmu2vrkhlIxqXNiFLQAAqF7FdkDPtmMaAFA7KHIlrV69Wvv27dPq1asrnQoAAAAAYAE4J1fSrl27tGLFikqnAdQdzvkCAABA2Oq6yE2lUlqyZIkOHDgw1XbqqadqdHS0glkB9YPZFQEAAKpHuadtLFmyJKJMFqauhyuvWrVKBw4cmDYB1YEDB7Rq1aoKZwYAAAAA8XH3GS+zPXb48OEKZz2zuj6Su3v3bkknTjyVb0c8GLKKKPH3BQAAUF/qusidmJgoqx3RYMgqosTfV31LyrArAABQuroucgEAyTXbzo0w1/UDAADVpa7Pya11ra2tMrMTLpJmbG9tba1wxgAAAAAQLY7k1rDR0dGyjkSwyD0AAACApONILgAAQEgYZQUgKjN9hhS71PscExzJBQAACAmjrABEodjnCnNMzIwjuRVExwYAAAAA4aLIrSD2ugAAAABAuBiuDACoCNawBQAAUaDIjZi7z/hFjqO4AOoZ5xYBAICoUOTGIP+FjS9vAAAAQLIwMqn6UOQCAE5QTodNZ40kYYc05otCpz4xMqk6UeRiVn7jy6X1ryj/NQBqFh026lkt/I3TN5cv6gJ0tr8bPjuB+FHkYlb2ySNlfzCbmXx9NPkAAFDv6JvLk7Qdd4y0AeZGkQsAAOoKk0KiViWtYAeiQpELhCyOc3I476d+8bsHwsGkkACQXBS5QIji2MPKeT/1iz34AACUh+Hd9YkiNwKtra0aHR2d8bFi/2hLlizR4cOHo0wLKBsdAwAAqFXsHK5fFLkRGB0dndeEEEA1oWMoHzsFAKB8fHZWH069Qq2jyEVdoSOtPknp5NgpAIQnikmhGGVVnfjsrD6ceoUkoMhF3aAjrT5x/U6SUkgD9aDY/+tCPxcYZQUA9YMit4aVuxh8vS8Ej/rE3mIAAID6UjNFrpldLun/k9Qo6TZ3/2yFU6q4cheDr+eF4AEA4Yu6b165cqX27t0b5iYjxw5oAKi8mihyzaxR0s2S3iHpKUk/MrMhd99d2cwQFoaTAkBtibpvLtyJW0vDhpO0A5q+GUCtqokiV9JFkva4+88kycy+KulKSWV3pLNNPFEo/8E+n0knyt2LO/WaKhV1J8dwUgCoSaH1zTMJu7Clb6ZvBlA/aqXIPV3SkwX3n5J0ceETzOwaSddI0llnnVV0Q4f/84SkcjqtiTKeG+TyySNlv2bJkiU6vL7sl0U+W3Cpe9LD6uxmilHYFlWcWo0RV5xKx4grTlJixBWnlmNEFafOhNY3FxafsxaWhUXq+l+WkSp980LQNy8sRlxx6GuqO0ZccWo5RphxaqXInZO73yrpVklqa2sr/hM5rlOMYpmCuL4sxf2lLI54SfrZ8V6qL0ZccZISI644SYmBE82nb46qaEvS/0zc8ZL0s0tKjLji8F6qL0ZccWo9Rq0UuU9LOrPg/hlB24LxxQcAgHmJpG9290h2QAMA6kdDpRMo0Y8knW1mrzazl0h6n6ShCucEAEA9i6xvdvcTLgAAlKomjuS6+7iZXSfpbuWWKdjq7rsqnBYAAHWLvhkAUK1qosiVJHffLml7pfMAAAA59M0AgGpUK8OVAQAAAACYE0UuAAAAACAxKHIBAAAAAIlBkQsAAAAASAyKXAAAAABAYlDkAgAAAAASgyIXAAAAAJAYFLkAAAAAgMSgyAUAAAAAJAZFLgAAAAAgMczdK51D6MxsRNK+Ml+2VNKzEaQTd4y44vBeqi9GXHGSEiOuOEmJEVecan0vK9x9WVTJ1AP6Zt5LncaIK05SYsQVJykx4opTre+laN+cyCJ3Psxs2N3baj1GXHF4L9UXI644SYkRV5ykxIgrTpLeCxaOv7nqixFXnKTEiCtOUmLEFScpMeKKU4vvheHKAAAAAIDEoMgFAAAAACQGRe6Lbk1IjLji8F6qL0ZccZISI644SYkRV5wkvRcsHH9z1RcjrjhJiRFXnKTEiCtOUmLEFafm3gvn5AIAAAAAEoMjuQAAAACAxKj7ItfMtprZM2b2cIQxzjSzfzGz3Wa2y8w+GkGMZjP7oZn9JIjxybBjHBev0cz+zczuimj7e81sp5k9ZGbDUcQI4pxsZn9vZo+a2SNm9tshb/+c4D3kL0fM7GNhxgji/Jfg9/6wmX3FzJojiPHRYPu7wnwPM/0Pmlmrmd1jZk8E10siivMfg/czaWYLns2vSIzPBX9fO8zs62Z2cgQxPh1s/yEz+7aZvWohMYrFKXis28zczJaGHcPM1pvZ0wX/M+vCjhG0p4Pfyy4z27iQGAgfffO849V83xx1vxzEoG+ee7v0zQuPQd9cRoygPby+2d3r+iLpdyS9QdLDEcY4TdIbgtsvk/S4pPNDjmGSTgpuL5L0gKRLInxPXZK+LOmuiLa/V9LSGH7/d0j6cHD7JZJOjjBWo6QDyq3pFeZ2T5f0c0kvDe7fKelPQo7xOkkPS1osqUnSdyS9NqRtn/A/KGmjpE8Etz8hqS+iOOdJOkfS/5LUFlGMtZKagtt9C30vRWK8vOD2f5aUieK9BO1nSrpbufVOF/Q/WuS9rJd0fRh/W7PEeFvwN5wK7r8yrHhcovu9RRCDvrn87UfeN8fZLwcx6Jtn3jZ988Jj0DeXFyPUvrnuj+S6+/clHY44xn53/3Fw+1eSHlHuwy/MGO7uzwV3FwWXSE64NrMzJL1L0m1RbD8uZvYK5f7Jbpckd3/e3f89wpBvl/RTd98XwbabJL3UzJqU6+z+T8jbP0/SA+5+1N3HJX1P0v8VxoaL/A9eqdwXHQXX744ijrs/4u6PLXTbc8T4dvAzk6T7JZ0RQYwjBXdbFML//iyfjX8l6c8jjhGaIjH+TNJn3T0bPOeZKHNA+eiby5eEvrkC/bJE3zwj+uZQYtA3lxcj1L657ovcuJnZSkmvV25vbtjbbjSzhyQ9I+kedw89RuD/Ve4faTKi7Uu5f9Jvm9mDZnZNRDFeLWlE0n8PhnfdZmYtEcWSpPdJ+krYG3X3pyVtkvQLSfsl/dLdvx1ymIcl/QczO8XMFktap9xew6gsd/f9we0DkpZHGCtOH5L0T1Fs2MxuMrMnJf2xpL+MKMaVkp52959Esf0C1wVDvLaGMRxuBquU+3t+wMy+Z2a/FUEM1BD65pJF3TfH3S9L9M3loG8uE31zWULtmylyY2RmJ0n6mqSPHbd3JxTuPuHuFyq3N+oiM3td2DHM7ApJz7j7g2Fv+ziXuvsbJL1T0rVm9jsRxGhSbqjELe7+ekljyg2/CZ2ZvURSu6S/i2DbS5Tbu/pqSa+S1GJm/0+YMdz9EeWG83xb0rckPSRpIswYs8R2RXTkI05m9heSxiV9KYrtu/tfuPuZwfavC3v7wReoXkXUSRe4RdJrJF2o3BfDzRHEaJLUKukSSR+XdKeZWQRxUAPom8sSdd8cW78s0TcvMDZ9cwnom8sSat9MkRsTM1ukXCf6JXf/hyhjBUN7/kXS5RFs/s2S2s1sr6SvSvpdM/vbsIMEe0DzQxW+LumisGNIekrSUwV71f9euc41Cu+U9GN3PxjBtn9P0s/dfcTdX5D0D5LeFHYQd7/d3d/o7r8jaVS589eictDMTpOk4Lqmh5Oa2Z9IukLSHwdfDKL0JUnvjWC7r1Huy9pPgv//MyT92MxODTOIux8MioJJSYOK7n//H4KhpD9U7sjXgibqQG2iby5PDH1znP2yRN9cLvrm+aNvnluofTNFbgyCvRC3S3rE3fsjirEsPzOcmb1U0jskPRp2HHe/wd3PcPeVyg3x+Wd3D3XPpJm1mNnL8reVmxwg9Bk23f2ApCfN7Jyg6e2SdocdJ/B+RTAcKvALSZeY2eLgb+3typ1bFioze2VwfZZy5/x8OewYBYYkXRXcvkrStghjRcrMLlduCGG7ux+NKMbZBXevVDT/+zvd/ZXuvjL4/39KuUl7DoQZJ/8FKvAeRfC/L+kflZvgQma2SrnJbZ6NIA6qGH1zeeLom2PulyX65nLRN5cXg765PP+oMPtmD2mWrFq9KPfhtl/SC8r9YVwdQYxLlRvSsUO5oSQPSVoXcowLJP1bEONhSX8Zw8/urYpgBkdJvyHpJ8Fll6S/iPA9XChpOPi5/aOkJRHEaJF0SNIrInwfn1Tuw/NhSf9Dwcx0Icf4V+W+bPxE0ttD3O4J/4OSTpH0XUlPKDfTXmtEcd4T3M5KOijp7ghi7JH0ZMH//oJmVywS42vB736HpG9IOj2Kn9dxj+/VwmdwnOm9/A9JO4P3MiTptAhivETS3wY/sx9L+t2w/p65hHOZ6+8vpBj0zeVtN5a+WTH0y0Ec+ubZt0vfvPAY9M3lxQi1b7YgEAAAAAAANY/hygAAAACAxKDIBQAAAAAkBkUuAAAAACAxKHIBAAAAAIlBkQsAAAAASAyKXKBKmNlzlc6hVGb2BTP7g0rnAQBAlOibgdpEkQsgVmbWVOkcAADAi+ibkTQUuUAVM7PfN7MHzOzfzOw7ZrY8aF9mZveY2S4zu83M9pnZ0hle/5yZ3WRmPzGz+wteP21vb35PtZm91cy+Z2bbzOxnZvZZM/tjM/uhme00s9cUbP73zGzYzB43syuC1zea2efM7EdmtsPMPlKw3X81syHlFq0HAKAm0TcD1Y8iF6huP5B0ibu/XtJXJf150H6jpH9299WS/l7SWUVe3yLpfnf/TUnfl9RRQszflNQp6TxJH5C0yt0vknSbpHTB81ZKukjSuyRlzKxZ0tWSfunuvyXptyR1mNmrg+e/QdJH3X1VCTkAAFCt6JuBKsfQBKC6nSHpf5rZaZJeIunnQfulkt4jSe7+LTMbLfL65yXdFdx+UNI7Soj5I3ffL0lm9lNJ3w7ad0p6W8Hz7nT3SUlPmNnPJJ0raa2kCwr2RL9C0tlBHj90958LAIDaRt8MVDmO5ALVbUDSFndfI+kjkprLfP0L7u7B7Qm9uGNrXMH/v5k1KNdJ52ULbk8W3J/U9B1jrulckklKu/uFweXV7p7viMfKzB0AgGpE3wxUOYpcoLq9QtLTwe2rCtrvlfSHkmRmayUtKXO7eyW9MbjdLmnRPHL7j2bWEJwL9BuSHpN0t6Q/M7NFQW6rzKxlHtsGAKBa0TcDVY7hykD1WGxmTxXc75e0XtLfBUOe/llS/hyaT0r6ipl9QNL/lnRA0q/KiDUoaZuZ/UTStzS/Pbm/kPRDSS+X1Onux8zsNuXOB/qxmZmkEUnvnse2AQCoBvTNQA2yF0dLAKgVZpaSNOHu42b225JucfcLK5wWAAB1i74ZqB4cyQVq01mS7gzO2Xlepc3MCAAAokPfDFQJjuQCAAAAABKDiacAAAAAAIlBkQsAAAAASAyKXAAAAABAYlDkAgAAAAASgyIXAAAAAJAYFLkAAAAAgMT4/wEfce8eZT7bXAAAAABJRU5ErkJggg==\n" 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\n" 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\n" + "image/png": 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\n" 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d8WQA+cwC5bcK1dTUaNeuXRoYGNCuXbtYG4RgkE2EavHixeOyuXjx4qxHAkaRz3Sx7KHKjPxmOPFg2JL48wgyRTYRqnw+r3vuuUe33HKL9u7dq2KxqBtuuEGf/exnR5fmAFkhn5XD0R7mieXLl+uCCy7Qzp07NTw8rN7eXl155ZV67rnnsh4NkSObCFWxWNQ555yjPXv2jG7r6upSsVjMcCqgjHymj/JbZdrb27VhwwYdO3ZMknTs2DF961vf0rZt2zKeDLEjmwhVe3u7Lr/8cvX3949uq62tJZsIAvlMH2t+q8w999yj/v7+cQvj+/v7dc8992Q7GKJHNhGqkWyORTYRCvKZPtb8VhkzU6FQkFR+Q4GxlzmcFLJENhGqkcPw/cRP/MToevQf/ehHkjgMH7JHPiuHQ53NI6VSSTfffLP6+vp08803syAewSCbCFVdXZ22b9+u/v5+bd++XXV1dVmPBIwin+mads+vmS2V9L8lnSnJJd3p7n9oZvWS/kLSMkn7JP2Ku/e+332x53f2zEwf/OAHtWDBgtFXhR47dkzPP/88vyEiU2QToTIzrVixQoODg6PZLBQKevLJJ8kmMkc+K2eqPb8zKb9nSTrL3R83s1Ml7ZZ0laTPSnrL3W82sy9KqnP3G97vvii/szfy55FFixbpyJEjo+cSfx5BtsgmQkU2ETLyWTknvOzB3V9398eTy4cl7ZV0tqQrJd2b3OxelQsxUjLyxBg5B0JBNhGakXIxMZsj24Eskc/0HdeaXzNbJmmlpH+SdKa7v5586EcqL4uY7HOuNbMeM+s5ePDgbGbFGCPrgVgXhNCQTYRmZO/Z2CORjN0OZIl8pm/G5dfMFkn6mqQvuPuhsR/z8ndo0u+Su9/p7s3u3tzQ0DCrYVG2Zs0aHT16VJJ09OhRrVmzJuOJgDKyiVBdfPHFKhaLyuVyKhaLuvjii7MeCRhFPtM1o/JrZgWVi+997v5XyeY3kvXAI+uCD1RmREz0wgsvaOfOnRoYGNDOnTv1wgsvZD0SIIlsIlzPPvusbr/9dvX39+v222/Xs88+m/VIwCjyma6ZvODNVF7T+5a7f2HM9q9I+vGYF7zVu/t/fb/74gVvs7d06VIdPnxYdXV1evnll3Xuueeqt7dXp556ql555ZWsx0PEyCZCVSgUtGDBAjU0NIxm8+DBgzp27JgGBwezHg+RI5+VM5vj/H5U0q9KutjMnkxOl0u6WdIlZvacpI8n11Fhmzdv1vDwsF599dVx55s3b856NESObCJUGzduVF9fn/bt26fh4WHt27dPfX192rhxY9ajAeQzAzXT3cDduyVN9ZLDX5rbcQAAAIDK4e2Nq8zSpUtVKpV03333ae3ateru7tZnPvMZ5fN5/rSMTJFNhKpQKOi0007T/fffP5rNq6++WocOHeLPysgc+awc3t54nti/f7/Wr1+vtrY21dbWqq2tTevXr9f+/fuzHg2RI5sI1dDQkFpbW8dls7W1VUNDQ1mPBpDPDLDnt8qYmU477TTV19ePLox/6623dOjQIY4JiEyRTYTKzHTKKadoyZIlo9k8cOCAjh49SjaROfJZOSf89sZzifI7ezU1NSqVSu/Zns/n+S0RmSKbCFUul5u0RJiZhoeHM5gIeBf5rByWPcwTI+Vi0aJF484nKx1AmsgmQjVSLEbeLnbknL1qCAH5TB/ltwqtXLlS5513nnK5nM477zytXLky65EASWQT4Vq5cqWWL1+uXC6n5cuXk00EhXymi2UPVcbMZGbjfiMcuc5vicgS2USozEw1NTXjlt+MXCebyBr5rByWPcwjE58MPDkQCrKJUE1cd846dISEfKaL8lul8vn8uHMgFGQTABAyym8Vqq+vH30F6PDwsOrr6zOeCCgjmwjVyIuIproOZIl8povyW4VWr16t4eFhubuGh4e1evXqrEcCJJFNhOvSSy8dXX/u7rr00kuzHgkYRT7TxQveqszIb4O5XE7Dw8Oj5xLrK5EtsolQkU2EjHxWDi94mydG/ow89k/LY7cDWSGbCFVNTY2k92ZzZDuQJfKZPspvlTl06JByufHftlwup0OHDmU0EVBGNhGqqfaesVcNISCf6aP8VpmhoSE98MAD49YGPfDAAxwWBZkjmwhVqVTS9ddfr8bGRuVyOTU2Nur666/n3QcRBPKZPspvFdqzZ8/7XgeyQjYRqoaGBu3Zs0elUkl79uxRQ0ND1iMBo8hnulhQUmXq6+v1pS99Sfl8Xhs3btTWrVv1pS99iXWVyBzZRKjIJkJGPtPH0R6qTEdHhz7/+c+rv79fg4ODKhQKqq2t1Ve/+lW1tLRkPR4iRjYRKrKJkJHPyuFoD/NES0uL1q9fP/rColwup/Xr1/MEQebIJkLV0tKiCy+8cHT9+dDQkC688EKyiSCQz/RRfqtMR0eHHnzwQe3cuVMDAwPauXOnHnzwQXV0dGQ9GiJHNhGqtrY2fec739GSJUskSUuWLNF3vvMdtbW1ZTwZQD6zwLKHKtPU1KSTTz5Zu3fvlrvLzLRq1Sq98847vLgImSKbCFWhUFA+n9fw8PDon5VzuZxKpZIGBwezHg+RI5+VM9WyB8pvlRl5J5i6ujr19vaOnkscExDZIpsIlZnJzEYLxUjRGDkkH5Al8lk5rPmdR/L5vI4cOSJJOnLkiPL5fMYTAWVkE6FydzU0NCiXy6mhoYFSgaCQz3RxqLMqVCqVRp8YpVJp9K0QgayRTYTswIEDGh4e1oEDB7IeBXgP8pke9vxWqYnvAQ6EgmwiVGQTISOf6aH8Vqna2tpx50AoyCYAIGSU3yrV398/7hwIBdkEAISM8lul6urqZGaqq6vLehRgHLKJUI28AJMXYiJE5DM9lN8qdejQIbm7Dh06lPUowDhkEwAQMspvlSqVSuPOgVCQTYSKbCJk5DM9lN8qU19ff1zbgbSQTYRq5A1YZrodSBP5TB/lt8ocO3ZM0nvXVY5sB7JCNhGqkWNP53K5cee8kQBCQD7TR/mtMn19fVqzZo2OHj0qd9fRo0e1Zs0a9fX1ZT0aIkc2EbLly5erUChIkgqFgpYvX57xRMC7yGe6LM3fLJqbm72npye1x5uPzEw1NTUaGhoa3TZynd8SkSWyiVC935+PySayRj4rx8x2u3vzxO3s+a1CY8vFZNeBrJBNAEDoKL9VinfRQqjIJkJFNhEy8pkeym8VWrhw4bh30Vq4cGHGEwFlZBOhIpsIGflMF+W3CvX19Y17VSgvKEIoyCZCRTYRMvKZLspvlRoeHh53DoSCbCJUZBMhI5/pofwCAAAgGpRfAAAARIPyW6WuuOIKHTx4UFdccUXWowDjkE2Eas2aNXrttde0Zs2arEcB3oN8poc3uagyHAwboSKbCBXZRMjIZ+XwJhfzzMiT5f2eNEAWyCYAIGSU3yo18tsgvxUiNGQTABAyyi8AAACiQfkFAABANCi/VYp1lQgV2QQAhIzyW6VYV4lQkU2EauzbxwKhIZ/p4StcpXiSIFRkE6Hi7WMRMvKZnmn/dzKzbWZ2wMz2jNn2ZTN71cyeTE6XV3ZMTMSTBKEimwCAkM1k18w9ki6dZPsfuPuK5PTNuR0LAAAAmHvTll93f0TSWynMAgAAAFTUbBbl/YaZPZ0si6ib6kZmdq2Z9ZhZz8GDB2fxcAAAAMDsnGj5/V+SfkrSCkmvS9oy1Q3d/U53b3b35oaGhhN8OEzE4aQQKrKJUC1atGjcORAS8pmeEyq/7v6Gu5fcfVjSn0r6yNyOhelwOCmEimwiVEeOHBl3DoSEfKbnhMqvmZ015uqnJO2Z6rYAAABAKGqmu4GZdUi6SNIZZrZf0n+XdJGZrZDkkvZJ+nzlRsRkzEzuPnoOhIJsAgBCNm35dfeWSTbfXYFZcBxyuZxKpdLoORAKsolQ5fN5lUql0XMgJOQzPbwFU5UaeWLwBEFoyCZCRTYRMvKZHsovAAAAokH5BQAAQDQovwAAAIgG5RcAAADRoPwCAAAgGpRfAAAARIPyCwAAgGhQfgEAABANyi8AAACiQfkFAABANCi/AAAAiAblt0qZ2bhzIBRkE6EimwgZ+UwP5bdKufu4cyAUZBOholwgZOQzPZRfAEAUhoeHx50DISGf6aH8AgAAIBqU3ypVV1cnM1NdXV3WowDjkE0AQMhqsh4AJ6a3t3fcORAKsgkACBl7fgEAABANyi8AAACiQfkFAABANCi/AAAAiAblFwAAANGg/AIAACAalF8AAABEg/ILAACAaFB+AQAAEA3KLwAAAKJB+QUAAEA0KL8AAACIBuUXAAAA0aD8AgAAIBqUXwAAAESD8gsAAIBoUH4BAAAQDcovAAAAokH5BQAAQDQovwAAAIgG5RcAAADRoPwCAAAgGpRfAAAARIPyCwAAgGhQfgEAABANyi8AAACiQfkFAABANCi/AAAAiAblFwAAANGg/AIAACAalF8AAABEg/ILAACAaExbfs1sm5kdMLM9Y7bVm9lDZvZccl5X2TEBAACA2ZvJnt97JF06YdsXJT3s7hdIeji5DgAAAARt2vLr7o9IemvC5isl3ZtcvlfSVXM7FgAAADD3TnTN75nu/npy+UeSzpzqhmZ2rZn1mFnPwYMHT/DhAAAAgNmb9Qve3N0l+ft8/E53b3b35oaGhtk+HAAAAHDCTrT8vmFmZ0lScn5g7kYCAAAAKuNEy+/fSFqfXF4v6a/nZhwAAACgcmZyqLMOSd+T9CEz229mrZJulnSJmT0n6ePJdQAAACBoNdPdwN1bpvjQL83xLAAAAEBF8Q5vAAAAiAblFwAAANGg/AIAACAalF8AAABEY9oXvAEAkDUzC/J+y+/zhJhVKptzcd/kc3KU35SF+iThCYJQsymRT8wuA7lcbtLPNzMNDw/PZixg1j+fyGf6WPaQMnef1alS9w2Emk3yidm67777jms7kCbymT7Kb5WZqghQEJA1solQtbS0aPv27WpsbJQkNTY2avv27Wppmeow9kB6yGf6LM3/mJqbm72npye1x5vvzIxigSCRTYSKbCJk5HNumdlud2+euJ09vwAAAIgG5RcAAADRoPwCAAAgGpRfAAAARIPyCwAAgGhQfgEAABANyi8AAACiQfkFAABANCi/AAAAiAblFwAAANGg/AIAACAalF8AAABEg/ILAACAaFB+AQAAEA3KLwAAAKJB+QUAAEA0KL8AAACIBuUXAAAA0aD8AgAAIBqUXwAAAESD8gsAAIBoUH4BAAAQDcovAAAAokH5BQAAQDQovwAAAIgG5RcAAADRoPwCAAAgGpRfAAAARIPyCwAAgGhQfgEAABANyi8AAACiQfkFAABANCi/AAAAiAblFwAAANGg/AIAACAalF8AAABEg/ILAACAaFB+AQAAEA3KLwAAAKJB+QUAAEA0KL8AAACIRs1sPtnM9kk6LKkkacjdm+diKAAAAKASZlV+E+vc/c05uB8AAACgolj2AAAAgGjMtvy6pG+b2W4zu3ayG5jZtWbWY2Y9Bw8enOXDAQAAACdutuV3rbv/nKTLJP26mX1s4g3c/U53b3b35oaGhlk+HAAAAHDiZlV+3f3V5PyApK9L+shcDAUAAABUwgmXXzNbaGanjlyW9AlJe+ZqMAAAAGCuzeZoD2dK+rqZjdzPdnf/1pxMBQAAAFTACZdfd39B0s/O4SwAAABARXGoMwAAAESD8gsAAIBoUH4BAAAQDcovAAAAokH5BQAAQDQovwAAAIjGbI7zG436+nr19vZmPcakkuMsB6Ourk5vvfVW1mNEg2weH/KZrlDzSTYRajYl8pkGyu8M9Pb2yt2zHqMqhPiknc/I5vEhn+kinzNHNtNFNo/PfMsnyx4AAAAQDcovAAAAokH5BQAAQDQovwAAAIgG5RcAAADRoPwCAAAgGpRfAAAARIPyCwAAgGhQfgEAABANyi8AAACiQfkFAABANCi/AAAAiAblFwAAANGg/AIAACAalF8AAABEg/ILAACAaFB+AQAAEA3KLwAAAKJB+QUAAEA0KL8AAACIBuUXAAAA0aD8AgAAIBqUXwAAAESD8gsAAIBoUH4BAAAQDcovAAAAokH5BQAAQDTM3VN7sObmZu/p6Unt8ebMl0/PeoLq8uV/yXqCeJDN40c+00M+jw/ZTA/ZPH5VmE8z2+3uze/ZTvmdnpkpza9TNeNrlS6+3seHr1e6+HrPHF+rdPH1Pj7V+vWaqvyy7AEAAADRoPwCAAAgGpRfAAAARIPyCwAAgGhQfgEAABANyi8AAACiQfkFAABANCi/AAAAiAblFwAAANGoyXqAamFmWY9QFerq6rIeITpkc+bIZ/rI58yQzfSRzZmbb/mk/M5AqG/pV61vN4i5E+r3n2xCCjOfZBNSmNmUyGdaWPYAAACAaFB+AQAAEI1ZlV8zu9TMfmhmz5vZF+dqKAAAAKASTrj8mlle0p9IukzSckktZrZ8rgYDAAAA5tps9vx+RNLz7v6Cuw9I+nNJV87NWAAAAMDcm035PVvSK2Ou70+2AQAAAEGq+KHOzOxaSddK0rnnnlvphwveXB9XcK7uj0OrINRsSuQTc5snsom5xM/O6jOb8vuqpKVjrp+TbBvH3e+UdKckNTc3R/9dIIgIFdlEyMgnQkU2q89slj08JukCMzvfzE6S9O8k/c3cjAUAAADMvRPe8+vuQ2b2G5J2ScpL2ubuz8zZZAAAAMAcm9WaX3f/pqRvztEsAAAAQEXxDm8AAACIBuUXAAAA0aD8AgAAIBqUXwAAAESD8gsAAIBoUH4BAAAQDcovAAAAokH5BQAAQDQovwAAAIgG5RcAAADRoPwCAAAgGpRfAAAARMPcPb0HMzso6aXUHnD+O0PSm1kPAUyCbCJUZBMhI59z6zx3b5i4MdXyi7llZj3u3pz1HMBEZBOhIpsIGflMB8seAAAAEA3KLwAAAKJB+a1ud2Y9ADAFsolQkU2EjHymgDW/AAAAiAZ7fgEAABANyi8AAACiQfkNkJmVzOxJM9tjZn9rZouzngnVJ6scmdmRNB5nisfeZ2ZnZPX4mN6EXO4ws1OyniktZnaRmT2Q9RzzATmaeY6yzJ2ZLTOzPVk89vuh/IbpHXdf4e5Nkt6S9OtZD4SqRI4QorG5HJC0cewHzaxmtg9gZvnZ3geCR45wwii/4fuepLMlycw+YmbfM7MnzOxRM/tQsv1BM/uZ5PITZva7yeX/YWafy2xyhGTOc2RmZ5rZ183sqeS0ZpLbXG9mj5nZ02Z245jt3zCz3Wb2jJldO2b7ETPblNzfP5rZmcn2BjP7WnJfj5nZR5PtHzCzbyf3c5ckm8svGiruu5I+mOyZ+q6Z/Y2kZ80sb2ZfGZOdz0uje7AeSbL6QzPbama55GNHzGyLmT0l6UIz+y/JXsE9ZvaFkQc0s19L7vMpM/uzZNtU+frFZO/ik8lz4lQzOyuZYWSv4y8kt/1E8rx6PNkTuSjZfqmZ/bOZPS7pl1P82saEHL0712or/1x/ysy+b2anTvj4QjPblnzsCTO7Mtm+LPnaPZ6c1oz5Wv2dmd2fPP59ZmbJx1aZ2d9b+Wf5LjM7a8z2p5KvYZg7XdydU2AnSUeS87ykHZIuTa6fJqkmufxxSV9LLn9R5YCdLukxSbuS7V2SPpT1v4fT/MyRpL+Q9IUxj3H6hMf9hMqH7TGVf9F+QNLHko/VJ+cnS9oj6QPJdZf0b5LLmyX9t+Tydklrk8vnStqbXP4jSb+bXP5XyeefkfXXntOMclkj6a8lXSfpIkl9ks5PPnbtmO/9Akk9ks5Pbtcv6SeTzD0k6eox2fmV5PIqST+QtFDSIknPSFopqVHS/x3JyJgcTpWvv5X00eTyomTm35bUPib3p6r8lrSPSFqYbL9B0u9KqpX0iqQLkufBX0p6IOvvwXw4kaP35kjSSZJekLQ6uX5a8lgXjdxe0k2S/kNyeXHy71go6RRJtcn2CyT1JJcvkvQvks5R+ef49yStlVSQ9KikhuR2n5a0Lbn8tN79Wf8VSXuyzsvE06z/LICKONnMnlR5T91elZ+YUrmU3GtmF6j8BC0k278r6TclvSjpQUmXWHn90/nu/sM0B0dQKp2jiyX9miS5e0nlH5BjfSI5PZFcX6TyD9VHJP2mmX0q2b402f5jlf98ObI2bbekS5LLH5e0PNnhIEmnJXtEPqZkL4i7P2hmvdN+VZC1kVxK5czdLWmNpO+7+4vJ9k9I+hkzuzq5frrKGRlIbveCJJlZh8r/Ed8vqSTpa8nt10r6urv3Jbf7K0m/oHLed7j7m5Lk7m8lt58qX/8g6TYzu0/SX7n7fjN7TNI2MytI+oa7P2lmvyhpuaR/SO7jJJVLwoclvejuzyVz/B+VCxlmjxy914ckve7ujyVzHUpuP/Y2n5B0hZn9TnK9VuWi/pqkPzazFcnX4KfHfM733X1/cl9PSlom6W1JTZIeSu4/L+l1K7+2ZLG7P5J87p9JumySWTNF+Q3TO+6+Iikeu1TeG/dHkn5PUpe7f8rMlkn6u+T2j0lqVvk3vodU/u3xcyqXB8RrTnNkZptU3rsqd18xg8c3Sb/v7l8dt9HsIpX/k7jQ3Y+a2d+p/ANYkgY92V2g8g/gkZ9ROUk/7+79E+5rBmMgMO9MzE/yfewbu0lSm7vvmnC7i1QuHmONXO9Pfgk7EZPmS9LNZvagpMtVLiSfdPdHzOxjKj8X7jGz2yT1SnrI3VsmzLviBOfB9MhR+WO7JJ2p8l7tP5zBjCbp307coWFmX5b0hqSfTf4dY/8Nx8ZcHvm5bJKecfcLJ9zP4hnMkDnW/AbM3Y+qvCfut628eP90Sa8mH/7smNsNqPwnkWtU/i3xu5J+R+U9bIjcXOXI3du9/AKTFcmnPKzynxpl5bV1p0946F2SNoxZs3a2mS1JHr83Kb4flvTzM/hnfFtS28iVMf8ZPCLp3yfbLpNUN4P7Qvh2Sbou2SsmM/tpM1uYfOwjZna+lddoflpS9ySf/11JV5nZKcnnfSrZ1inpGjP7QHK/9cntJ82Xmf2Uu//A3W9R+ZfDD5vZeZLecPc/lXSXpJ+T9I+SPmpmH0w+b6GZ/bSkf5a0zMx+KrnrcaUGFTfvc+Tun0x+Lv8nST+UdJaZrU4+/1R77wv/dklqG7Nud2Wy/XSV9xoPS/pVlffkvp8fSmowswuT+ymYWaO7vy3pbTNbm9zuM9PcTyYov4Fz9ydUXj/TovIayN83syf03r3235V0wN3fSS6fk5wDlcrRb0laZ2Y/UHnv8PIJj/ltldfAfS+5zf0qr2v7lqQaM9sr6WaVf+BP5zclNVv5BSbP6t1Xdt8o6WNm9ozKyx9ensF9IXx3SXpW0uNWPkzSV/VuVh+T9McqL+V5UdLXJ36yuz8u6R5J35f0T5Lucvcn3P0ZSZsk/b2VX4xzW/IpU+XrC1Z+MdLTkgYl7VR5DeRTyfPn05L+0N0PqvyLZEdy2+9J+nCyB/BaSQ9a+YVKB+bii4MZiypHyQ6MT0u6PZnrIb37V7URv6fyUrenk5+bv5dsv0PS+uTzPqzxe9CneqyrJd2SfM6TKi87kaT/KOlPkiUSQf55jrc3BgBUheTP1b/j7v8641FQxcgR2PMLAACAaLDnFwAAANFgzy8AAACiQfkFAABANCi/AAAAiAblFwAAANGg/AIAACAa/x8Iiop/OShgrQAAAABJRU5ErkJggg==\n" + "image/png": 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    max43.50134943.50134944.22172844.169113
    \n
    " }, "execution_count": 30, "metadata": {}, diff --git a/tutorials/Poisson Kriging - Area to Area (Advanced).ipynb b/tutorials/Poisson Kriging - Area to Area (Advanced).ipynb index 8e04e16d..9579a049 100755 --- a/tutorials/Poisson Kriging - Area to Area (Advanced).ipynb +++ b/tutorials/Poisson Kriging - Area to Area (Advanced).ipynb @@ -80,7 +80,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " return np.array(output_points_within_area)\n" ] } @@ -279,9 +279,9 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:207: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:207: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " output_data = np.array(points_vals)\n", - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:246: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:246: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " return np.array(all_distances_list)\n" ] } @@ -343,7 +343,7 @@ { "data": { "text/plain": "
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yjyTH7F0GHg/sXPlVU+FDwLOH5WcD/zLBLCvaW5SDpzFF+zdJgDcB11XVK5c8NHX7d7ms07p/k8wlOXZYPgp4HKPzBlcATx+eNhX7FpbN+5Ul/9CH0fmCNe/fmf4k63CZ1qu581YIL59souUlOZnRUTuMbhHxrmnLm+TdwGMY3Wb1e8DLgA8yuhphHvgW8IyqmvjJzWWyPobR9EExumLpeUvmtycqyaOAfwe+BPx02PwSRnPbU7V/V8j6LKZw/yZ5CKOTqBsYHbReXFV/N/ydew+j6Y7PA+cOR8cTtULeTwJzjK6y2QH8yZKTsasba5YLXpK0vFmeopEkrcCCl6ROWfCS1CkLXpI6ZcFLUqcseEnqlAUvSZ36f02f7zt87df0AAAAAElFTkSuQmCC\n" 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}, "metadata": { "needs_background": "light" @@ -392,8 +392,8 @@ "outputs": [ { "data": { - "text/plain": " predicted real forecast bias rmse\ncount 22.000000 22.000000 22.000000 22.000000\nmean 130.590909 132.513636 1.922727 9.304545\nstd 11.533219 11.514682 12.655168 8.563237\nmin 113.000000 112.900000 -23.300000 0.100000\n25% 123.250000 122.050000 -5.050000 4.450000\n50% 130.500000 132.650000 -0.550000 6.950000\n75% 136.750000 141.725000 7.200000 12.375000\nmax 155.000000 152.900000 35.000000 35.000000", - "text/html": "
    \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    predictedrealforecast biasrmse
    count22.00000022.00000022.00000022.000000
    mean130.590909132.5136361.9227279.304545
    std11.53321911.51468212.6551688.563237
    min113.000000112.900000-23.3000000.100000
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    50%130.500000132.650000-0.5500006.950000
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    " + "text/plain": " predicted real forecast bias rmse\ncount 22.000000 22.000000 22.000000 22.000000\nmean 132.590909 131.018182 -1.572727 9.927273\nstd 9.184143 16.422332 12.819895 7.981060\nmin 108.000000 100.600000 -25.400000 1.000000\n25% 126.500000 118.475000 -6.500000 3.725000\n50% 135.000000 134.200000 -1.100000 7.150000\n75% 139.000000 141.850000 6.625000 16.050000\nmax 146.000000 166.800000 26.800000 26.800000", + "text/html": "
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    predictedrealforecast biasrmse
    count22.00000022.00000022.00000022.000000
    mean132.590909131.018182-1.5727279.927273
    std9.18414316.42233212.8198957.981060
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    25%126.500000118.475000-6.5000003.725000
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    " }, "execution_count": 11, "metadata": {}, diff --git a/tutorials/Poisson Kriging - Area to Point (Advanced).ipynb b/tutorials/Poisson Kriging - Area to Point (Advanced).ipynb index 5c786dd5..8d45b9c4 100755 --- a/tutorials/Poisson Kriging - Area to Point (Advanced).ipynb +++ b/tutorials/Poisson Kriging - Area to Point (Advanced).ipynb @@ -73,7 +73,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " return np.array(output_points_within_area)\n" ] } @@ -199,13 +199,13 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:285: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:285: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " output_arr = np.array([unknown_point_val, otp])\n", - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:380: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:380: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " output_data = np.array(points_vals)\n", - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:246: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/transform/prepare_kriging_data.py:246: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " return np.array(all_distances_list)\n", - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/kriging/areal_poisson_kriging/area_to_point/atp_poisson_kriging.py:238: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/kriging/areal_poisson_kriging/area_to_point/atp_poisson_kriging.py:238: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " return np.array(predicted) # return list of lists: [zhat, sigma, mean, weights, point coordinates]\n" ] } diff --git a/tutorials/Poisson Kriging - Centroid Based (Advanced).ipynb b/tutorials/Poisson Kriging - Centroid Based (Advanced).ipynb index 60b6be60..17d8aa6b 100755 --- a/tutorials/Poisson Kriging - Centroid Based (Advanced).ipynb +++ b/tutorials/Poisson Kriging - Centroid Based (Advanced).ipynb @@ -80,7 +80,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " return np.array(output_points_within_area)\n" ] } @@ -324,7 +324,7 @@ { "data": { "text/plain": "
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\n" 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}, "metadata": { "needs_background": "light" @@ -373,8 +373,8 @@ "outputs": [ { "data": { - "text/plain": " predicted real forecast bias rmse\ncount 21.000000 22.000000 21.000000 21.000000\nmean 114.142857 130.090909 16.309524 26.471429\nstd 32.518127 10.486949 33.469104 25.762534\nmin 40.000000 112.900000 -44.800000 0.200000\n25% 103.000000 122.425000 -9.600000 10.700000\n50% 126.000000 127.700000 12.400000 14.600000\n75% 130.000000 135.975000 27.000000 40.600000\nmax 189.000000 150.000000 97.200000 97.200000", - "text/html": "
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    predictedrealforecast biasrmse
    count21.00000022.00000021.00000021.000000
    mean114.142857130.09090916.30952426.471429
    std32.51812710.48694933.46910425.762534
    min40.000000112.900000-44.8000000.200000
    25%103.000000122.425000-9.60000010.700000
    50%126.000000127.70000012.40000014.600000
    75%130.000000135.97500027.00000040.600000
    max189.000000150.00000097.20000097.200000
    \n
    " + "text/plain": " predicted real forecast bias rmse\ncount 21.000000 22.000000 21.000000 21.000000\nmean 154.619048 132.168182 -22.614286 37.938095\nstd 80.077760 16.584197 68.817471 61.331529\nmin 85.000000 111.400000 -277.800000 0.600000\n25% 121.000000 122.350000 -17.900000 10.000000\n50% 139.000000 127.550000 -10.000000 17.600000\n75% 149.000000 138.950000 6.500000 31.800000\nmax 470.000000 192.200000 54.700000 277.800000", + "text/html": "
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    predictedrealforecast biasrmse
    count21.00000022.00000021.00000021.000000
    mean154.619048132.168182-22.61428637.938095
    std80.07776016.58419768.81747161.331529
    min85.000000111.400000-277.8000000.600000
    25%121.000000122.350000-17.90000010.000000
    50%139.000000127.550000-10.00000017.600000
    75%149.000000138.9500006.50000031.800000
    max470.000000192.20000054.700000277.800000
    \n
    " }, "execution_count": 10, "metadata": {}, diff --git a/tutorials/Semivariogram Estimation (Basic).ipynb b/tutorials/Semivariogram Estimation (Basic).ipynb index 86b7b51a..d5b5d1a9 100755 --- a/tutorials/Semivariogram Estimation (Basic).ipynb +++ b/tutorials/Semivariogram Estimation (Basic).ipynb @@ -46,7 +46,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -68,7 +68,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 17, "metadata": {}, "outputs": [], "source": [ @@ -77,14 +77,14 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": "array([[15.1152409 , 52.76514556, 91.27559662],\n [15.1152409 , 52.74279035, 96.54829407],\n [15.1152409 , 52.71070647, 51.25455093],\n [15.1152409 , 52.70884354, 48.95828247],\n [15.1152409 , 52.67137785, 16.81786346],\n [15.1152409 , 52.6498506 , 16.29390526],\n [15.1152409 , 52.62770238, 16.54066277],\n [15.1152409 , 52.60596814, 19.45093346],\n [15.1152409 , 52.60493317, 19.24267578],\n [15.1152409 , 52.57823111, 45.66201019]])" }, - "execution_count": 3, + "execution_count": 18, "metadata": {}, "output_type": "execute_result" } @@ -104,7 +104,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 19, "metadata": {}, "outputs": [], "source": [ @@ -118,7 +118,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 20, "metadata": {}, "outputs": [ { @@ -160,7 +160,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 21, "metadata": {}, "outputs": [ { @@ -194,7 +194,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 22, "metadata": {}, "outputs": [], "source": [ @@ -218,7 +218,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 23, "metadata": {}, "outputs": [], "source": [ @@ -229,7 +229,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 24, "metadata": {}, "outputs": [ { @@ -249,14 +249,14 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": "51.581179602829174" }, - "execution_count": 10, + "execution_count": 25, "metadata": {}, "output_type": "execute_result" } @@ -267,7 +267,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 26, "metadata": {}, "outputs": [ { @@ -290,7 +290,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 27, "metadata": {}, "outputs": [ { @@ -313,7 +313,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 28, "metadata": {}, "outputs": [ { @@ -356,7 +356,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 29, "metadata": {}, "outputs": [], "source": [ @@ -385,7 +385,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 30, "metadata": {}, "outputs": [], "source": [ @@ -408,7 +408,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 31, "metadata": {}, "outputs": [], "source": [ @@ -420,7 +420,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 32, "metadata": {}, "outputs": [ { @@ -441,14 +441,14 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "text/plain": "'linear'" }, - "execution_count": 18, + "execution_count": 33, "metadata": {}, "output_type": "execute_result" } diff --git a/tutorials/Semivariogram Regularization (Intermediate).ipynb b/tutorials/Semivariogram Regularization (Intermediate).ipynb index 021ef1db..b66e3b2b 100755 --- a/tutorials/Semivariogram Regularization (Intermediate).ipynb +++ b/tutorials/Semivariogram Regularization (Intermediate).ipynb @@ -48,7 +48,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -71,14 +71,14 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": "True" }, - "execution_count": 2, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -97,7 +97,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -105,7 +105,7 @@ "text/plain": " rate FIPS rate_float geometry\n0 192.2 25019 192.2 MULTIPOLYGON (((2115688.816 556471.240, 211569...\n1 166.8 36121 166.8 POLYGON ((1419423.430 564830.379, 1419729.721 ...\n2 157.4 33001 157.4 MULTIPOLYGON (((1937530.728 779787.978, 193751...\n3 156.7 25007 156.7 MULTIPOLYGON (((2074073.532 539159.504, 207411...\n4 155.3 25001 155.3 MULTIPOLYGON (((2095343.207 637424.961, 209528...", "text/html": "
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    rateFIPSrate_floatgeometry
    0192.225019192.2MULTIPOLYGON (((2115688.816 556471.240, 211569...
    1166.836121166.8POLYGON ((1419423.430 564830.379, 1419729.721 ...
    2157.433001157.4MULTIPOLYGON (((1937530.728 779787.978, 193751...
    3156.725007156.7MULTIPOLYGON (((2074073.532 539159.504, 207411...
    4155.325001155.3MULTIPOLYGON (((2095343.207 637424.961, 209528...
    \n
    " }, - "execution_count": 3, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -131,7 +131,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -139,7 +139,7 @@ "text/plain": " id left top right bottom POP10 \\\n0 81.0 1.271504e+06 446124.5068 1.283051e+06 436124.5068 1866.0 \n1 82.0 1.271504e+06 436124.5068 1.283051e+06 426124.5068 2093.0 \n2 83.0 1.271504e+06 426124.5068 1.283051e+06 416124.5068 590.0 \n3 84.0 1.271504e+06 416124.5068 1.283051e+06 406124.5068 636.0 \n4 85.0 1.271504e+06 406124.5068 1.283051e+06 396124.5068 582.0 \n\n geometry \n0 POINT (1277277.671 441124.507) \n1 POINT (1277277.671 431124.507) \n2 POINT (1277277.671 421124.507) \n3 POINT (1277277.671 411124.507) \n4 POINT (1277277.671 401124.507) ", "text/html": "
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    idlefttoprightbottomPOP10geometry
    081.01.271504e+06446124.50681.283051e+06436124.50681866.0POINT (1277277.671 441124.507)
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If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/io_ops/get_points_within_area.py:111: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " return np.array(output_points_within_area)\n" ] } @@ -225,14 +225,14 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": "array([42049.0,\n array([[1277277.6705919 , 441124.50679998, 1866. ],\n [1277277.6705919 , 431124.50679999, 2093. ],\n [1285937.92462974, 446124.50679999, 10191. ],\n [1285937.92462974, 436124.50679999, 3271. ],\n [1285937.92462974, 426124.50679999, 5400. ],\n [1294598.17866759, 451124.50679998, 23133. ],\n [1294598.17866759, 441124.50679999, 2616. ],\n [1294598.17866759, 431124.50679999, 1610. ],\n [1303258.43270543, 456124.50679999, 110912. ],\n [1303258.43270543, 446124.50679999, 6793. ],\n [1303258.43270543, 436124.50679999, 8493. ],\n [1311918.68674328, 461124.50679999, 44605. ],\n [1311918.68674328, 451124.50679999, 5710. ],\n [1311918.68674328, 441124.50679999, 4700. ],\n [1311918.68674328, 431124.50679999, 2483. ],\n [1320578.94078112, 466124.50679999, 3372. ],\n [1320578.94078112, 456124.50679999, 3226. ],\n [1320578.94078112, 446124.50679998, 1664. ],\n [1320578.94078112, 436124.50679999, 1956. ],\n [1329239.19481896, 461124.50679999, 1441. ],\n [1329239.19481897, 451124.50679998, 1712. ],\n [1329239.19481896, 441124.50679999, 4814. ],\n [1337899.44885681, 446124.50679999, 1933. ],\n [1337899.44885681, 436124.50679998, 1370. ],\n [1346559.70289465, 441124.50679999, 7430. ]])],\n dtype=object)" }, - "execution_count": 8, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -267,7 +267,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 10, "metadata": {}, "outputs": [ { @@ -303,7 +303,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -383,7 +383,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -392,14 +392,14 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "/Users/szymonmolinski/Documents/OpenSource/pyinterpolate-environment/pyinterpolate/pyinterpolate/semivariance/areal_semivariance/block_to_block_semivariance/calculate_block_to_block_semivariance.py:113: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", + "/home/szymon/Documents/a01_repos/pyinterpolate-environment/pyinterpolate/pyinterpolate/semivariance/areal_semivariance/block_to_block_semivariance/calculate_block_to_block_semivariance.py:113: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n", " output_array = np.array([block_to_block_semivariance, blocks_ids])\n" ] } @@ -412,7 +412,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -453,7 +453,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 15, "metadata": { "pycharm": { "name": "#%%\n" @@ -465,9 +465,9 @@ "name": "stderr", "output_type": "stream", "text": [ - " 0%| | 0/25 [00:00

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18:55:57 +0200 Subject: [PATCH 12/15] updated TheoreticalSemivariogram class and calc semivar from pt cloud function #2 --- .../interpolation_results_areal_to_point.cpg | 1 - .../interpolation_results_areal_to_point.dbf | Bin 916069 -> 0 bytes .../interpolation_results_areal_to_point.prj | 1 - .../interpolation_results_areal_to_point.shp | Bin 151832 -> 0 bytes .../interpolation_results_areal_to_point.shx | Bin 43452 -> 0 bytes .../interpolation_results_areal_to_point.cpg | 1 - .../interpolation_results_areal_to_point.dbf | Bin 916069 -> 0 bytes .../interpolation_results_areal_to_point.prj | 1 - .../interpolation_results_areal_to_point.shp | Bin 151832 -> 0 bytes .../interpolation_results_areal_to_point.shx | Bin 43452 -> 0 bytes tutorials/output/regularized_model.csv | 2 -- .../output/semivariogram_calculation_model.csv | 2 -- 12 files changed, 8 deletions(-) delete mode 100644 tutorials/interpolation_results_areal_to_point.cpg delete mode 100644 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