From 0ad510ed0cf91bc86781a6025c1b9803be2d85d4 Mon Sep 17 00:00:00 2001 From: Tim Thompson Date: Wed, 19 Jul 2023 19:01:07 -0700 Subject: [PATCH] work on sounds for c4nm --- data_omnisphere/config/default.bidule | 54 +++++++------- .../saved/quad/Alternate_Dimensions.json | 60 +++++++++++++++- .../quad/Blue Purple_Cartoon Clouds.json | 58 ++++++++++++++- .../saved/quad/Colored_Echoes.json | 58 ++++++++++++++- .../saved/quad/Fluorescent_Borealis.json | 58 ++++++++++++++- .../saved/quad/Ghostly_Shapes.json | 60 +++++++++++++++- .../saved/quad/Infinite_Layers.json | 62 +++++++++++++++- .../saved/quad/Layered_Elevations.json | 58 ++++++++++++++- .../saved/quad/Linear_Dancing.json | 58 ++++++++++++++- data_omnisphere/saved/quad/Perky_Clouds.json | 72 ++++++++++++++++--- .../saved/quad/Planetary_Layers.json | 62 +++++++++++++++- data_omnisphere/saved/quad/Pretty_Pulses.json | 56 +++++++++++++++ .../saved/quad/Psychonaut_Outlines.json | 70 ++++++++++++++++-- .../saved/quad/Quick Scat_Circles.json | 2 +- data_omnisphere/saved/quad/Smokey_Trails.json | 58 ++++++++++++++- .../saved/quad/Too Many_Triangles.json | 68 ++++++++++++++++-- .../saved/quad/Vocal_Linescape.json | 58 ++++++++++++++- .../saved/quad/World Wide_Webs.json | 64 +++++++++++++++-- 18 files changed, 966 insertions(+), 70 deletions(-) diff --git a/data_omnisphere/config/default.bidule b/data_omnisphere/config/default.bidule index 7fb52f7a..af600991 100644 --- a/data_omnisphere/config/default.bidule +++ b/data_omnisphere/config/default.bidule @@ -3,7 +3,7 @@ - + 0 1.0 1 @@ -1453,7 +1453,7 @@ Works only in 0.5001 or higher 0.0 - + @@ -4576,11 +4576,11 @@ Works only in 0.5001 or higher 0.0 0.904545 0.791667 - 0.816667 + 0.971212 0.750373 0.852459 0.783333 - 0.533333 + 0.633333 0.741667 0.500000 0.500000 @@ -7672,9 +7672,9 @@ Works only in 0.5001 or higher 0.500000 0.500000 0.0 - 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 + -18449 + 381869 @@ -10789,17 +10789,17 @@ Works only in 0.5001 or higher 381763 - + 1.0 1 0.0 0.0 - 0.808333 - 0.696212 + 0.881061 + 0.814394 0.674242 0.796212 0.886364 @@ -13896,8 +13896,8 @@ Works only in 0.5001 or higher 0.500000 0.500000 0.0 - 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 + -6787 384192 @@ -17013,7 +17013,7 @@ Works only in 0.5001 or higher 418541 - + @@ -32576,7 +32576,7 @@ Works only in 0.5001 or higher 1.0 1 @@ -32588,7 +32588,7 @@ Works only in 0.5001 or higher 0.731061 0.836364 0.583333 - 0.543182 + 0.679545 0.450000 0.500000 0.500000 @@ -35680,8 +35680,8 @@ Works only in 0.5001 or higher 0.500000 0.500000 0.0 - eJzsvdt227q6oFl90Tf1FBreY+yb3omFA0/lctVwbDnTa9mxlqV4zlU3GTxANmtSlEJKdrwv1oP0G/V1P1A3AIIAflB25MjxTOakNUaCA4H/Bwh+BH7i8P/9P//3wX/hf//Hf2n+/vv/+382/08eytXtRVyvWDUY3LGqPtzDb8O33mxv8D/+638ffZhe/fNkNDm+GgzKeM4O92aLdXWz+ITQ3mBQ5EkVVw+Hex9rVnH/0XR6dfbu0/XR+cfRp5Oj6dHh3tF6dbuoDqf5fDC9XcyX9aI8eM/Kih0u44KtVuxg+rA0njr/T3boE+x7IY38A6nDvlHif/zXga3wqLzJSzaOq3j+rlikv4ur7Zh3cW3HDuqUi/kgizHh4vLyph6cN2XYH1esZqt6f7ouefjgNC/Y/q9M5FXujz6v42IwZfMl45mxcvV2tS55eX/5dVktZvzKw729pvLyRXm4J6omL8/ZHSsO98iMDsUfD7uJ81IEkFmAwpAHzKWuF/kXERq2l8Xr1eI8G8er9PZwTwQs4zJPGyeXe324R0mWqouX47gciuTDoR1ykWf5OYur8oTd5SnjV6DA70SenZTruYjrpju+jcuSFUOlAY9DHSnoKSnocSlogxSk4nBHCn5KCn5cCt4gBas40pFCnpJCHpdCNkghKo52pNCnpNDHpdANUqiK8zpSvKekeI9L8TZI8VSc35HiPyXFf1yKv0FKmyzoSAmekhI8LiXYICUQcfKxHILnUoU9KsmJbmUFG+Kcx2ZjxvxBQo/mizanVPny2DdIR8snkoQx8lITtqEU/oZYXWEb4kwh3myKNqUIHs0Z2dXTyRnZcuUTTxL+Z0rx+DPvRHfvxaOP/caM4b3AnUJsSrnxXpCmFNhPYxP25L3oQoVsiNt4L9yMnXtBnrgXnZyRLVcSy/NRwjIT9vS96FIr2BDnYGtjxvBe0E4hNqXceC8kEZEn/kzYk/eiC8VNKTfeCzdj5154T9yLTs7IltsQNxlmM5Pb48x1orv34lHsbswY3gu/U4hNcRvvhSA6Y774M2FP3osu1IMNcRvvhZuxcy+CJ+5FJ2cdK/phmufCg2wPtj3E9lDb49ke3/YEyjOt8psbVg2hF0Evhl4CvRR6Pej1obeVO1nXo6YHqTugTRjaEIY3hJENYXRDmLchzN8QFsCwi/WKtZUi3MhyY8tNLDe13J7l9i23Lv+iWAwtN7Lc2HITy00tt2e5fcvd5v/+iI9r3ApuAtGmQLwpkGwKpJsCvU2B/qZAp56HR+svkzJrq0J5EfRi6G3rBMG0CKZFMC2CaTFMi2FaDNNimJbAtASmJTAtgWkpTEthWgrTUpjWg2k9mNaDaT2Y1odpfZjWh2l9mDaAaQOYNoBpA5B2sV4NtQtpF9Yucx3VLk+7fO1S7Tq9lePO1ql6dMKJm16TcJKmbyGctHl/C6fXvOWE02/eJMIZNLyd36hc5zeodeDWQVoHbR1e6/Bbh9KvXpaqd8tdSLuwdhHtotrlaZevXUHjSqrFfc0+LpvcG99J2fguk//N0tVkxXhsYh6p07zgo3sRrIpkApAbgN0A4gY0RRYGjtFsdhU3xo7R6enF5cnH89FgIM0oex8WAx7NteFpx0rsWEkbKyFjlfdY1eJYVeJY1eFYVeE4VP9HbT46wzZH1GaJ2jyRyvQoXeV3rNV5XysqLDi91r3WT2u93zZy4TlS7uHGFj/6X2+uWZWo0lhvtLF8vWKmup6ibIQFMUM0VEUkbEj8KJ2pktqx8DU6li9QEok/VXwyozicyYG3qAX7Yl4ZJEtCDzHW1glJxd8Mt1VD2EyICtoaAmoTx+/Ul4n7CW/2T638n0frff1M2Q8Y2viAvRtfDE5YET889ogZLzTejp2GLB6xLPBS/ty0jxiLqHjmnKITFovHZ+bUAEljnn4YP14R/LEaimv0Y5Rhk6KxbbTy+gbZa/1yjxGyHyP8c/TM+pbfa717y8d2yyc/R8v/89yGXus/oMmTZoTy6DwDGf3ELAURf1Yu16uLeLkUsy4KLvOyvJzNPt0pzUTIyTouYGi94tJhUPqQ/l44iefx8mKRNaUYxNndZFnkK3V5CrpRMsPzOBHzFLQAYf9ua2AiAq7i+bIeDCZlvKxvF6sP63lzdTORorlOiOAlXPG65P828e/iqnGcs9nKuER2je8qv7nlEQiHrUfHidrXmcpZH64E1EpA30sCbiXg7yWBtBLIC0nYNzdMCszny4INBqsqv1FtY7GYtU1BuGwLsBtQLpyAelXctdnEsCWlaaxmqCy1q3QvKr+oAi4rdtdek83BNctUBpiO+8XZyVk7Eaa+BUOIpWNV10Zj9b829ar/W1N9a6ZXxFgsWJmZ+pR1JmpPPIDiVvT1By9zPjE4HxfgZwVYt22NtrUrW/Ofq3qHm+vV9jpfeJxvO93K/nqb1XUpKvacvzsm7POQXxy3XwridsZFrKzzy1jZ5pexsswvY2WXX8bKKr+MG5u8kNBmaglA30OAHEjtW29H4Rd1XIhPs/JK7dOTASfrpHnHyleRCDHeo6sxf61X6o0oEMo9x+I13GjFfeesBHXOgyb3eamaJPdds0LN0RtGw1Ra9XjoL+17sHFfty/RxjsVt+Nkcd/J+jJd6evke1v7xre8G6F9p4wV76vFQnUNOhryt/F08b7Ks83RywzYYkT2xYPO/ErMddS+yTKWaupGLfNfvq/uVg9uxo1K1qufV/Bk9A/Mu3Kji/Elr1Q8ay+fnh3/fTIeXf3j49HVdHQl3mEq/GI0OXv/4eNFcw+U/2T04bIJEbfx/Ox4xDOeTEf8Br4bvT/70Og7+nDCdZL5HP+ivv7Li88+nIx+4w1LxFyPzoU0YQiaTK8mY2Easke7du6yGW2S1giR8vxt5Pl4J3G+ERdtIy7aTVxkxKnb8hV5mO4kTwlpBHqvcf+UlNeUGBqJGG0jkZCdBCohjUC6jcAw2k0gtQQGr1GnSkr72G/zHHq7PvZG4FagiXYUaIGGbEWaHR9FYqGGbMWanVFq0YZuRRs0DHeSSPGzJe5YRmrhhoZbSdztNlKLNt5WtNm1iJ6FG28r3EjXDgIt3Hhb4WbHt6Jn0cbfijZot4fft2jjv0q3xievLtHijb8Vb/Bubynfwk2w1cMf7dZOA4s2wat0NQKLNsFWtJGzIHYQaNEm3Io2Oz6KoQWbcCvYoN2qNLRgE75K3ya0aBNtR5vhbu+MyMJNtN3Dv6NAizbRVp0bb7dHMbJg86i0N/gbbuG+GurKL15X49PR6Jx7txr4UiQfhm0Gvvsm61aoLOs/P0x/GX14z9Vu1mgKQiaVtDTphUwJVfaYpEJOBGojsBOB2wjiRJA2gjoRtI3wnAivjfCdCL+NCJwIZc36vFAzKT/P9YeLz7O4ddbret4YuwYVW/6eF8rSks2XhbJirOq0ALbN4vz0kt/RZsJWcTEq77gvCMTNrm/jSuW8XN7VwE6yXKZLGLAQZhPbApik65W4o3HYXpKsl8AmuEyyEgTcpcJ6xJKZ78vJJ3epyDObhRmW60Dv0hsg9C5NgL9gN3NgiFnX7JwpAxWPPCtX8LtOWa2qG2hILBgMUItR2QzjVK72mc9m1WdwyXzWVvt89llVeZ3H2pW0rjj5osxYd3mNtAsaOnkAXHbJA6gb4LkBcN1hnZYny9UtNPumpbTOKfektcMtF9XqGst6DnCK20uP9JUXx8qWWiWTlXaelUdzWZ2WEVuETmDYJGUlO17Ml4uSlavhE3HoiTj8RBy0C+dVzcosXn9pDa7rL1UBrkgelnFdq8dhXS5jUU9S+/zmPE8ak93lvMzr5S2rWLvwWV0hlxs314gl21x+ng6mVR6XNwW/lsWiiRyv69Vi/klBRvkQ8GHgI8BHgc8DPh/4AuALgS+C0h1loDYIqoOgPggqhKBGCKqEoE4IKoWgVhhqhZ06glphqBWGWmGoFYZaYagVhlphqBWBWhGoFXFuHdSKQK0I1IpArQjUikCtCNSKQq0o1IpCrajToqBWFGpFoVYUakWhVhRq5UGtPKiVB7XyoFae09ChVh7UyoNaeVArD2rlQ618qJUPtfKhVj7UyneeP6iVD7XyoVY+1CqAWgVQqwBqFUCtAqhVALUKHCxArQKoVQC1CqFWIdQqhFqFUKsQahVCrUKoVejQCmoVQq0iqFUEtYqgVhHUKoJaRVCrCGoVQa0iB6IuRR2MDh2ODh2QDh2SDh2UDh2WDh2YDh2aDh2cDh39Oph39HNB75LeRb3Lehf2Lu1d3Du8Rw7wEXbfQ45+DvORA33kUB852Ect99O6/fh8PJ6k+s0s3MhyY8tNLDe13J7l9i13I2njXjCP9xS23xlmVPHkY7F1SnlzIDo/BfuSrx4Om3kYaq+YyyLjvaPbxaJQAe/ioogz5RkVLF1VizJPm81kjsq4WNwMjgveH8rTugkUig3kx2EVcMGKRcZl22G/LIpicT+Iy2wwXlfs4Fpt6WJ1m1DbcTq4WCyyww+LehUXN1y09E4W84RVByesTqt8uRJp3/PwwZzJjAuhxGxRDa7Kd/8x+Fglcfkfg9O1kCGF3vAOYBUXg3pRLMQuNHW7S829lP2wWA9KxrJBPLhtNK0Xa55sdRuvBvd8XDSoV+JfPkLhYdVifXPLL11Vcfr728EFV+PXW8YK3q3mBVgtBnkt9qx5GLAvy4rxqrpjbw/+zh7uF1VWH96ht/jt8ODj1fnh7Wq1/G/7+/f392/rpajquBaVXb8t2Wo/5bcsLh/242qV16ta/f92ebv8n3n2r+jgsk6bWX6yngeXZfHQ7PIz3Li7z8XlyaeLI95YfhuIwlVydTgfy4lh0yqubpjoax+JDi47zUvxKT5js+shHC61C3pvcxgxN2uJs3jeLsvjTUm5GoHIEcj971yBzWY4OI6b1t6uGr7NUUcgMgKRFohsgfzplDdGS8SNBoNaTENQEtuZge2i5NscDh7mZj20EIW1KGyLIq4oIgo3q9hnJaYZos34MFoOnNtlz7c56RSMGGlESyO2NOpKo+LeWdKoI4220uRyrFj8JUoaNdKolkZtaRxgi9lMy9JeIQjOWdKrtm9zr1MszwjytCDPFuRDQb4tyHcE+a0gvyPIN4J8Lci3BQVQUGALChxBQSso6AgKjKBACwpsQSEUFNqCQkdQ2AoKO4JCIyjUgkJbUAQFRbagyBEUtYKijqDICIq0oAg8xEMoyfjl4zt0ZCFNDNRFBrKYgQw0EKQGcgQiIBC5Ag0xNiDDZoYFDUAN0eUBAjEQiF2BmhsIdwVa5EAGHQiwQ/SpgEACBBJXoEYH6rIDWfBAhh4I4EN02oBACgRSV6CmB6JdgRY/kAEIAgRBDkIQYAhyIYI0RVAXI8jiCDIgQYAkyEEJAixBLkyQpgnq4gRZPEEGKAgQBTlIQYApyIUK0lRBXawgiyvIgAUBsiAHLQiwBblwQZouqIsXZPEFGcAgQBjkIAYBxiAXMkhTBnUxgyzOIAMaBEiDHdJgQBrskgZr0uAuabBFGmxIgwFpsEMaDEiDXdJgTRrcJQ22SIMNaTDsnzikwYA02CUNNj2ULmmw3UexOimANNghDQakwS5psCYN7pIGW6TBhjQYkAY7pMGANNglDdakwV3SYIs02JAGA9JghzQYkAa7pMGaNLhLGmyRBhvSYEAa7JAGA9JglzRYkwZ3SYMt0mBDGgxIgx3SYEAa7JIGa9LgLmmwRRpsSIMBabBDGgxIg13SYE0a3CUNtkiDDWkwIA12SIMBabBLGqxJg7ukwRZpsCENBqQhDmkIIA1xSUM0aUiXNMQiDTGkIYA0xCENAaQhLmmIJg3pkoZYpCGGNASQhjikIYA0xCUN0aQhXdIQizTEkIbA8ZBDGgJIQ1zSEDMc2jAesgdE1ogIkIY4pCGANMQlDdGkIV3SEIs0xJCGANIQhzQEkIa4pCGaNKRLGmKRhhjSEEAa4pCGANIQlzREk4Z0SUMs0hBDGgJIQxzSEEAa4pKGaNKQLmmIRRpiSEMAaYhDGgJIQ1zSEE0a0iUNsUhDDGkIIA1xSEMAaYhLGqJJQ7qkIRZpiCENAaShDmkoIA11SUM1aWiXNNQiDTWkoYA01CENBaShLmmoJg3tkoZapKGGNBSQhjqkoYA01CUN1aShXdJQizTUkIYC0lCHNBSQhrqkoZo0tEsaapGGGtJQaHxxSEMBaahLGmpsL13SUNv6YplfAGmoQxoKSENd0lBNGtolDbVIQw1pKCANdUhDAWmoSxqqSUO7pKEWaaghDQWkoQ5pKCANdUlDNWlolzTUIg01pKHa3L5vTKHCMHp9eXY8aj78txMcuDNfqgVzPMHp2fl0dMVzSeFUhWVcqTkbSVwAPYQlDljg6mUF1w1VTM0o+J09aEde3mn3HE59YeVd5k7QUGE6VfPtQJY3dWZHrB6WDHVURK5KMGDp7k3Os1WPnshPOUVG2M0IuxnBgCyvV+NFrSaHsM/GLWZKTFbV4d75+HQwXtyzaoBpljTfSf6BMFhKrrbN0dmOobobt80xXvg0juGzMoYteQzb2Ri+b8aRo4arlqOXYyhqttRhIUqz0Nszq+alEZ+XWS7t/8eGordlbgvblrItXluutkBtSdoitLprpbW2Wk2t37CjmNTr5Gwy3XRPzO5EsuwEsaQpm6VmZw8juZlXpm+GR8XP0d1OtKkIhMmdipCpd89sXfRUgURJ5MTA5nEXzl+PrkeTX47G+uFvm77ixKIGz6h6QLNQ/Imnvj2XwPDJOZFgtShVXolaPFtXVaac85tq9oAsN3Yfc/2wrMtVvirEbDNREqO2KMTl5LhV2prJ9nuulrkOPhft/2pXgc9VBZT8DL3igw0oVPsFB+KFB0zE1EG5eDVjil1DlmRUVM3yPs8cnC1SZ7Idm+fifs701MP24AcbLNC/kKv/zcQ0EXDkYHu1VOidFeLkiaL1uEs7Z8X5YrEESeeLLG/msA2tIFM6nVStYJ3Nf4eyZ/P7WRslZ1Y2zmWmXfet61ZpeXSxQaoM7MqNldzYlRtrubGRG2u5sZYba7k3VVO5elZpyUPy0sTmchtShsTmfXEbRK1o2DGRQZCqQsREvRnt68rxSV4ZLcZHadquCRZ+91wPETb6sjy0phnLsGmlZnKy/LQ6X6RWjgurkNfqGVunpXrE182TLJ33mXZmyzbDddNWzaO/zqp2k4n1Xdu+bqusLpXUit+r1JlfubyNZXXI3RFFQFyKgEygUrbeeFXB6al1zSByRMADCLmbKz3u5qpzktb1bWbtbPHL0dWFRLbT+b8r4NzmzuufP+gwoJ43n2Ul3MU87Pp26VzxMJ+7IU4m97P2bIaj1Jm3yVXCrkrYVUkGoPb9wlXCABpcJdxRyQ1xcuUqYa2SelVwXYirC3F1IW71yCcksHQhHV3cECcTrgvRulCtC3V1oa4u1NWFuvVCO7q4IU4mXBelAaePcqj1++oS8foR7Uu8eKaXH0a//jIanfM3Y3UPbzoPwG4AcQOoG9COXap7X7sC7Qq1S/UHlixzOrQsg1Iny0s1Qf5aO8xM+XE7e35cL9qnezyL267q+DauFJUmy98Vr46LXOyAIJxmH4MbleFvq7hQkeeL+9migOQbR47fnVo+znLAA1HbupZ1h8X0AUTQ6YUJVG65zsIKPjLB+7y3IFONPlxzchyqnSZUPfznYiHks3QYEoal/CVvjapfpDowamWLSMv4+JZFzYX7S5Fvc7n9Mu6mypiHUMS6qVgyDDPCmlQkCSIvG3ZEJkNM0bCTWMni3YuIUtqmCttUQUTSLLNS7YsaaGtifHR1dDHhPFZcVw1NkV29OFcrdWtvm/vKhhnJ5NErGZPLEkxAvRZtyCpPxQrBdRbR2MOJfFzVJkWF+p8/i20P0emmrKqbC9hueC+pZmUNey43HBpwScb8Jq2cVRr8vafeGbe1fnuKCey17iab+mg2qHuqnSSE0CHaop3MEJ7N4me2E8YQ8kn4lVQkDREK/c4dT0ng424j+0qqbjs5Uu3kyGoni87OIc9rOeEsCTGxWo4OUC3HZNy0nOGLNZkXbStHoK2MTk+vjo7/3m9l+P20NqOnn1D5n7TKWZSFUco2bWyoWrx0SzNjb2/s7Y2tt7c3bv2w9fbGhhOP2BujIYkSocAPZ280y4a/l72xnSn+iL3RsLO1N7I4iIZUVF9vb+ztjXt/OXujdPWGxt7Q2BsadUBvaOwNjb2hUVVQb2jstq7e0PjihkbQPl7d3ng2j2/k+umvj+jl/wSMFJpD7ZIYs1CeU2cNeW2IyhO3Zu1uRn9lG1lvlnz1Kv/OZsnmgq/YI+UAQx439xV7pBXxKmZJ5iNxXt3ej2+WfBfXeTpAOEtET05sRNWbJv+CpknqzSKcOrr/aKZJ2aR/eJvkLMhimohn/w+ZAylrSxkjhdu17Cgr5IyIc27FHddWSHsQDrnyqBVSqvYjmR+tgv4RVkhLfG+MfNoYKV7eGZUWHGWTtIR+d9OkdXO3Nk2a/nlvmuxNk71psnnV/EVNk/w+8R7Qv96ty6xgR1V6yztl9T4avGl3Lxv8Gt+x2aKa1/uTdTK4rNP9v63LxcAfDrjfdr+tV/w9Im89eqEsJ/G9lSt+qVw/r+OKtRl/d+MsyyJM2KsbZzMWkChTqUg680KEOyK/YpzNyCxNWZvquxpnU58geQhCa2LTAcrEZsrzZzXOUhJj/4cyzurEXzXOejHexoj/hHFWVt6zmsyzrbIk8wLeaMgLNpnhizeZfjJob3X901d5b3Xtra691fW7P3C91bVBwc9jdTUw+ZGtrhvmfvZW197q+texuvqzxBPDnN7q2ltde6urCeitrj/GhNDe5igbmkK6en/2Nsfe5tjbHDc1md7m2Nsc//RV/lyb48XH8+nZ5OhiLAp1Hj+wani9gGPdJtRdyNiEXqinrvGdFpYPbcwHbcwHgXwQyAdvzAdvzAeDfDDIh2zMh2zMh4B8SJsPh52bCe/Lnd91gk5/g+Ol6ktzzi4wTRZX6wLuw7fK50nlWDUScTqsdQ3HY11WWiExjqsYfN3UdcXulknbRb6p8pla5l/Xwkg7Kt3em9UK+kbRN4q+UfwsjaJvDX1r+AFaw1Od6Wm8ZINJEc/neo1V202ybQpYjiLikNG208SrRn87kUYjxPwo1h9kMhaKgZ3Tk/raB5lnd6hAsZ/uDZ7yQrLBSV6vFpU4lHLvJT8/+ToWlNZ/srTf9Pnpm8p+fLuo1vVglN4u2mJnBCOfEl1s3G5tKu81S7Xm0jqZ8bEu9trSW5Uh77W2XT7VayYsDoVhUZfeWqTnHA238aMn8mdJNByGu9bFDzcq2KS1PRw4+vhbPxzutf6Ta71vmrnwnp9efpqMpuI67rS/pKesXLEK8EGeEateofFKDrRnhP8J1lRltoLfpqu4zCp9OXezOxC/XBfiG/OX5grpa3KVotK4aJ0P5oOdOKRYGez0DBzhSZaLIobil7dxrXJYl3mWVy6+eHlVDWxXbFC0pvRYkJb8JKV/uWIT+feXK7b+0NsXuy92X+y+2D9GsffVO1waJC5P2o+A8kiRzkfAWZAlmfURcPNXPTFUSt33Jfiqh4MAeyoVSWTtbZ2YxWiIorBNHG9MjMIZTZJHPwkmcu4E3VokFiJTlTiV+m6fOKV+FujEVAxJ/e1rCkdZGrSJ5RAu3LKwfKDqY+JryXJct71k+OVVVnOb2HyhRyjxnvjyGkfIj7+ear9peH0T7Jvgd22CYRShIUViGssg1SDsm2DfBF+xCYaBT4K2CRIvijEO+pbYt8TXbok0CrfFYNhtfMOvtbrhMwtk5kE/P228Q1ozi/bZabMddM5ku0u/LW2wg86hPtHg62l1ou0quG88feN5ucaz/UxdkjE6i7Cgspp9aQLU7EsT8OjsSz/IqC/ZaM++tL/wyhG4HfDIXExrBcdu03etVI9PybRrS9XeJx6AP+G+7raoO1VXfc31NfcT1BzzRb0wU3MmoJ1nLgNmT9Rcc0Xm1pypsiTkvyiJHq8yeQX/2VVmpWqrzK4rXUk/Z+0kPv8FSWAqiTS/JyqJJp74gUoyqZ6sJJ5W/p5RV8e8QIv5SbyKsYy1/PL9Ovnnh+kvow/vG89DubodlTd5yYx/sk5MEAwROVpphPfoajwYHFXLC7nISjQF7jkuFmLNFG185wxMehJBE/MRmPuuWaEWgg6jYcpYE2pWW0n3NSts7zS/uV2dLO47WV+2S4WF2yzb4L6xMYJz3yljxftqsbhjl53dvoWGZbycLt5XebY52rnZIvviQWd+JYzz2jdRa5x1X0/mv3xf3a0e3IwblT7IFeF7qoIncpOA6ehifMkrFc/ay6dnx3+fjEdX//h4dDUdXfEhIFbhF6PJ2fsPHy+ae6D8vINw2YSI23h+djziGU+mI34D343en31o9B19OOE6yXyOfznceyOGpPLisw8no98O9+TCm+vRuZAmnoPJ9GoyPrQW7IpWZ+cum9EmaY0QKc/fRp6PdxLnG3HRNuKi3cRFRpy6LV+Rh+lO8pSQRqD3GvdPSXlNiaGRiNE2EuUMg28XqIQ0Auk2AsNoN4HUEhi8Rp0qKe1jv81z6O362BuBW4Em2lGgBRqyFWl2fBSJhRqyFWt2RqlFG7oVbZCcnPntEil+tsQdy0gt3NBwK4m73UZq0cbbija7FtGzcONthRvp2kGghRtvK9zs+Fb0LNr4W9EG7fbw+xZt/Ffp1vjk1SVavPG34g3e7S3lW7gJtnr4o93aaWDRJniVrkZg0SbYijbSCrGDQIs24Va02fFRDC3YhFvBBu1WpaEFm/BV+jahRZtoO9oMd3tnRBZuou0e/h0FWrSJturceLs9ipEFm5e9hftqqCvXUVyNT0ejc+7dauCrZnNsM/DdN1m3QmVZlV2Eq82qWhEyqeSiI72uLKFqAn1SIScCtRHYicBtBHEiSBtBnQjaRnhOhNdG+E6E30YEToRaCPC53ffms9kL53OzHk4463U9by1pbPl7XihLSzZfFsqKsVI7junPRsX56SW/o1Ek6qm4GJV33BcE0jJ2G7dL6JZLx0C6XKZLGLAo4HZXyyRdr8QdjcP2kmQN981cJlkJAu5SaT2i7Tqvu8bKZ/lvgNC7NAH+gt0oW9O6ZudMWaZ46FnpfBwsq1UFJ38ui/b6dnNAMpvNxHyMwXw2qz5DK/Ksrej57LOq5DqPtStpXXHyRRmu7vIaaRfcTYsHEFiuvKZugOcGwI3b6rQ8cfcg5WEX7VRU7p60ljexE9811uEXR8Z53DgXVTJZaedZeTQvoXlVhk5g2CRlJTtezJeLkpWr4RNx6Ik4/EQcXBSYVzUrs3jdTrblrgp+5UwexN6kquWvy2UsKkhqn9+c50ljnbucl3m9vGUVG/CwKq4e1BVjYZ9trhnxxhGXq8E4T3/PyxuBS2mP/aQ4onwI+DDwEeCjwOcBnw98AfCFwBdB6Y4yUBsE1UFQHwQVQlAjBFVCUCcElUJQKwy1wk4dQa0w1ApDrTDUCkOtMNQKQ60w1IpArQjUiji3DmpFoFYEakWgVgRqRaBWBGpFoVYUakWhVtRpUVArCrWiUCsKtaJQKwq18qBWHtTKg1p5UCvPaehQKw9q5UGtPKiVB7XyoVY+1MqHWvlQKx9q5TvPH9TKh1r5UCsfahVArQKoVQC1CqBWAdQqgFoFDhagVgHUKoBahVCrEGoVQq1CqFUItQqhViHUKnRoBbUKoVYR1CqCWkVQqwhqFUGtIqhVBLWKoFaRA1GXog5Ghw5Hhw5Ihw5Jhw5Khw5Lhw5Mhw5Nhw5Oh45+Hcw7+rmgd0nvot5lvQt7l/Yu7h3eIwf4CLvvIUc/h/nIgT5yqI8c7KOW+2mdqq/Jx+NJqt/Mwo0sN7bcxHJTy+1Zbt9yN5LEgvAP06t/nowmx1ftrs/dHkLRdCYO9z7WcpuHo+n06uzdp+uj84+jTydHU97rOlqvbhfV4SRdrFaD0youf5+tq9WB6O8U7Eu+ejic5MJ5cMLuDu/QW3zwnpW8T340T3LeHVK+d3FRxJnynObFXDmnVZzlYteFuDgQn3WLw+OCxeWAq5quqjw9kCuV36/zVVzVg1/j+pbVMEzu2cGyAzGU4vkcWl0l1HaWDi7rtFnzPImFroPLsnjgCtdplS+F9MOpTJDXg3hQi+LkKS/ZYLUYrG7ZgI8xlnWe8mrI3hT572ywbCpwsJjxeJ6oXqzLbPBmkKxXg3z17/9GooN6cMMLMhdXrSqWcJmf13EhMuXXL2YrVg6yfDbL03WxEnLi9Jbld2xwn/Pq5tncsNVKJOay69u3g6kQw/uXg/tF9TvPu2LxapCwNOaDCKnjLC9WrBIppD5caFzWSz44KldvD/7OHni6rJb35+3w4OPV+eH9/f3beilqOa4XZZ7Wb0u22o+rVV6v6v1a3O5Ze7ffLm+XB3X+n+wQD8OAYi/wD9RSbd3I2skTF0e8Cf02EHVSpYy38Ku4zBZz3rj47eKl4iFHcs//PTFFYnYt++BInJQotq4sFuqZuM3lRhgEBYyKiPl6xVSU2I5YOXmrUq5GHOqI4yHvxGRQJQ1u6VosUCsNRghpyEhDWhqypfHHlI9MkZaFhSyraHLDjEBs3RFKYbgVJiOGIf+LlDBshGEtDNvCOAd+vWWs0NJII12uCFQC5ZYc8tTJWAokrUDSKR0xAokWSGyBHDaL2UyL014hCG72USxoK4h2BFEjiGpB1BbkQUGeLchzBHmtIK8jyDOCPC3IswX5UJBvC/IdQX4ryO8I8o0gXwvybUEBFBTYggJHUNAKCjqCAiMo0IICW1AIBYW2oNARFLaCwo6g0AgKtaDQFhRBQZEtKHIERa2gqCMoMoIiLSgCT/AQSjJ++fgOHVlI48I5L0M+wRYwkCEGgshAjkAEBCJXoCHGBmTYzLCgAagh+j5AIAYCsStQU8PZ/EYKtLiBDDgQIIfoXAGBBAgkrkBNDdTFBrK4gQw4ECAHctCBADuQCw+k6YG6+EAWP5ABCAIEQQ5CEGAIciGCNEVQFyPI4ggyIEGAJMhBCQIsQS5MkKYJ6uIEWTxBBigIEAU5SEGAKciFCtJUQV2sIIsryIAFAbIgBy0IsAW5cEGaLqiLF2TxBRnAIEAY5CAGAcYgFzJIUwZ1MYMsziADGgRIgx3SYEAa7JIGa9LgLmmwRRpsSIMBabBDGgxIg13SYE0a3CUNtkiDDWkw7J84pMGANNglDTb9ky5psN1DsboogDTYIQ0GpMEuabAmDe6SBlukwYY0GJAGO6TBgDTYJQ3WpMFd0mCLNNiQBgPSYIc0GJAGu6TBmjS4SxpskQYb0mBAGuyQBgPSYJc0WJMGd0mDLdJgQxoMSIMd0mBAGuySBmvS4C5psEUabEiDAWmwQxoMSINd0mBNGtwlDbZIgw1pMCANdkiDAWmwSxqsSYO7pMEWabAhDQakIQ5pCCANcUlDNGlIlzTEIg0xpCGANMQhDQGkIS5piCYN6ZKGWKQhhjQEkIY4pCGANMQlDdGkIV3SEIs0xJCGwNGQQxoCSENc0hAzEtowFLLHQtZgCJCGOKQhgDTEJQ3RpCFd0hCLNMSQhgDSEIc0BJCGuKQhmjSkSxpikYYY0hBAGuKQhgDSEJc0RJOGdElDLNIQQxoCSEMc0hBAGuKShmjSkC5piEUaYkhDAGmIQxoCSENc0hBNGtIlDbFIQwxpCCANcUhDAGmISxqiSUO6pCEWaYghDQGkoQ5pKCANdUlDNWlolzTUIg01pKGANNQhDQWkoS5pqCYN7ZKGWqShhjQUkIY6pKGANNQlDdWkoV3SUIs01JCGAtJQhzQUkIa6pKGaNLRLGmqRhhrSUGh3cQ0v0PLSMb0Y28sG44ttfbHML4A01CENBaShLmmoJg3tkoZapKGGNBSQhjqkoYA01CUN1aShXdJQizTUkIYC0lCHNBSQhrqkoZo0tEsaapGGGtJQbXffN1ZQYRN95vGw9myPr50Sa8ymm0+JJTPcntYqD4sd7m19Suxw75uOh53pjYt/9ONhLxZZPsvVoZf9obD9obAg0Y9wKKz1WLYHS4btJ4Mf7mxYsS0QyoRqzdmwYkbkH382rNl44tGzYXGQRD7ae+xs2Nb1Yx4K2zhf/zTYxtkfA/unOgZWxPXnv2KAif7811YX6tYL7ejihvTnvzaO/vxXqXR//mtDctXQFMvVi7M//7XTTlLeUFi4RTt5vfNfzR1HCGXk8V0P2TBkwy3ayRPnv9r9r2e1nOcfA8uCAKdyP8iXajke8jzPf8mWs/0xsOOryzfXrBIPghwxMhYlGWmOB5IjxnZCVjOK56//gMnzjeTrFjNEAxnbvPH0xaI/yltk1KxCakbxYvWNNCPJ8SObiQ6VzKoZxYvXpTzGSI7isS/+9vQoXvqb0aPQq5m3JbV25oCoUXwizmH6851y1B83+/pV/tzjZr+jDdPMj9xswxSO5xoveR5O2HNsmKaX29swtbe3YW79mPU2zIYQj9gwoyGJEqFAb8P8Nhtm0LFheiH1o9leb8PsbZgvbMPkPc4ZHopHordh7vU2zN6G2dswexumGrsn+KVsmCRJYx+HncQpjvEGaySHfDyLpWVBUjeNoszrJP6KKZMR3/d8taH/y5syxZmbM8xE5Sm71AxnDMmep7JLmQBllzLFUnapGUYRTeUxK38Gi+YMR0GEtrF8v7BFEzHmyaNuZC1jGjF9gsy2Fk3ejjOi7eWva9Gc+aKDG1stRwe0Fk1dwtaimSbDMJ29YMvxCR1myUu2nO0tmhtOabfOYW+Mh6IfJI9QxzBWvn/hKe1W7Hc8pZ3NcBzHjT2T/IlPae/tl69f5d/Zftlc8BXDZSb620gi5mnDpRWxtf1SP0vfYr/020mfP7r98l1c5+kA4SwRvUGxDVZvyewtmb0l033Uv8WSGdNEzvuWlkyRyR9vyTTGmsaSOZNfPMWN15ZMezwP8dJbMk1Eb8n86WZj6pu3rSXTPiKqN2ge9gbN3qC599c1aPL7xPs8/3q3LrOCHVXpLe+G1fto8IZrx7vNvBf9a3zHZotqXu9P1sngsk73/7YuFwN/OOB+2/22XvEXiLz16IWynMT3Vq74pXL9vI4r1mbcT0sd9tNSfwAjLksoicUZ2j/QtFTzwYAEPn7iMO7QizHdop08YcSVlfesJvP8+aiZF/BGQ16wyQxfvMlsb7394cxnw5/T6NfbWV+9yns7a29n7e2s3/2B6+2sDQp+Ojur0fVHtrNuWPXe21kNiHs7qxX2s9tZnz1jtLez9nZWV5fezvpXtbP2VsZhb2XsrYx7vZWxtzL+NU1evZXx1av8uVbGi4/n07PJ0cVYFEoe/zS8XsBhbRN65CxGb0Iv1FPX+E4Ly4c25oM25oNAPgjkgzfmgzfmg0E+GORDNuZDNuZDQD6kzYfDzs2E9+XO7zpBp7/B8VL1pTm0Fxgji6t1AZ6SwSqfJ5VjwEjEwbPWNRyPdVlphcQ4rmLwdVPXFbtbJm0X+abKZ2o5X10Ls+yodHpvUx4olBmIo7HKcXOtcF4b59WVOGRb+7j2V40BRXjPrSQ8Ji5vzBPUZi5b2+TT2cWnYWsnmt6z4o4NJit51lZzCNngw9WedZba8cI+plXuCNvkIZux1Xr7xvyjNmYWhcNUrjB5ucZMktQX2f54bfpv4zfhYML7PCwb/MJHZvI4uL5F/5la9KtxuW8NfWt4vDU8uW9XXHEaiUM/B+TNu7jMBqN/7KnvX2wo9saS366aLXr0N6jGhtlOJN/0TZJR+R1sr/0MZmxCm75JYiFIrlL7Dt8kbb/bC37GGrgN6wHTkAUh8dsKmuFA7BbWVpC7HpCP67MgaSvIqpGfbz3gdJ2IV9M8X8kDbDd9LWVRmvgzUxli6XbWthbdTGZe+1Gm2eqNYlG+r9SCbgq6DegC67u+8+3+8UZsjytvj9iOPv7WWyx6rf/kWu+bZi6856eXnyajqbiOO+3pDSkrOaPAW6C+54NIaJuMV3L8oQ/xrcpsVTmXlFlrLZRudgfil+tCfPj/0lwhfU2uUmIaF63zwXxardlqpUyr4AiQZLkoYih+eRvXKod1mWd55fKAF1tVxDeXXqKX/CSlf7liE/n3lyu2/iTfF7svdl/svtg/RrH31atcWjEuT9rPtWIzvO7nWrF3ZGZ9rt38/VXY6VL3fQm+v+IgwJ5KRRJZe1snZjEaoihsE8cbE6NwRpPk0Y+3iZzlQrcWiYXIVCVOpb7bJ06pnwU6sRym+9vXFI6yNGgTyzFruGVh+VjPx8TXkuVAdnvJ8Bu5rOY2sZlLgVDiPfGNPI6QH3891X7T8Pom2DfB79oEwyhCQ4rEhKNBqkHYN8G+Cb5iEwwDnwRtEyReFGMc9C2xb4mv3RJpFG6LwbDb+IZfa3XDZxbIzFh/ftp4h7RmvvOz02Y76JzpzzXfkDbYQWfZ6qLt0upE21Vw33j6xvNyjecZu/BmjM4iLKis5smaADVP1gQ8Ok/WDzIqDy4C82Ttz8JyBG4HPDJr1lprs9tEayvV45Nn7dpStfeJB+BPuK+7LepO1VVfc33N/QQ1x3xRL8zUnAloVwTIgNkTNddckbk1Z6osCfkvSqLHq0xeEcoJJLrKrFRtldl1pSvp56ydxOe/IAlMJZHm90Ql0cQTP1BJJtWTlcTTyt8z6uqYF2gxP4lXMZaxll++Xyf//DD9ZfThfeN5KFe3o/ImL5nxT9aJCYIhIkcrjfAeXY0Hg6NqeSGXw4nxLPccFwuxuo02vnMGZkqJoEljQ1e+a1aoJbtDNPTl3t081KyLk+5rVtjeaX5zuzpZ3HeyvmyXcQu3WWDDfWNjBOe+U8aK99VicccuOzu2Cw3LeDldvK/ybHO0c7NF9sWDzvxKGOe1b9IsPDeAkfkv31d3qwc340alD3Kq6p6q4IncwGE6uhhf8krFs/by6dnx3yfj0dU/Ph5dTUdiaixW4Rejydn7Dx8vmnug/LyDcNmEiNt4fnY84hlPpiN+A9+N3p99aPQdfTjhOsl8jn853HsjhqTy4rMPJ6PfDvfkEqnr0bmQJp6DyfRqMj60llaLVmfnLpvRk9J6Wb2sXlYvq5fVy+pl9bJ6Wb2sXlYv6y8oqxl4PS3tDf4GaftqHCnXKlyNT0ejc+7dalSppkpsM6rcN1m3QmVRldGBq82q+nBPfjxIKrl8Ra/0SqiapJ5UyIlAbQR2InAbQZwI0kZQJ4K2EZ4T4bURvhPhtxGBE6Em239ut//5bLYE+tysUBPOel3PWzMVW/6eF8qMkc2XhTIRrOSOa9Y3meL89JLf0SgS9VRcjMo77gsCaXa6jdtFbculY31cLtMlDFgUcNevZZKuV+KOxmF7SbKGG4Yuk6wEAXcp2LqJ+x8c/43jT4C/YDdwd7J1zc6Zsv7wyLPS+QBXVqvW0rUs2gvb7RCDlGVIfPOaz2bVZ2iinbUVPZ99VpVc57F2Ja0rTr4oq9BdXiPtgpuK8QC4io0HUDfAcwPgKrs6LU/czVd52EU7z5O7J61ZS2xBeI11+MWRcR43zkWVTFbaeVYezUtou5ShExg2SVnJjhfz5aJk5Wr4RBx6Ig4/EUdAXF7VrMzidTuTlbsq+AkxeRCbsqqWvy6XsaggqX1+c54njelrslysCmHiG7wZjE4uVPRYWD7VBWW8XD4M3vHn6WFwFT8MrvNqLdZxNwbPT4olyoeADwMfAT4KfB7w+cAXAF8IfBGU7igDtUFQHQT1QVAhBDVCUCUEdUJQKQS1wlAr7NQR1ApDrTDUCkOtMNQKQ60w1ApDrQjUikCtiHProFYEakWgVgRqRaBWBGpFoFYUakWhVhRqRZ0WBbWiUCsKtaJQKwq1olArD2rlQa08qJUHtfKchg618qBWHtTKg1p5UCsfauVDrXyolQ+18qFWvvP8Qa18qJUPtfKhVgHUKoBaBVCrAGoVQK0CqFXgYAFqFUCtAqhVCLUKoVYh1CqEWoVQqxBqFUKtQodWUKsQahVBrSKoVQS1iqBWEdQqglpFUKsIahU5EHUp6mB06HB06IB06JB06KB06LB06MB06NB06OB06OjXwbyjnwt6l/Qu6l3Wu7B3ae/i3uE9coCPsPsecvRzmI8c6COH+sjBPmq5n9ap+lx7PJ6k+s0s3MhyY8tNLDe13J7l9i13I0ksvP4wvfrnyWhyfNXu9/JoR0Fv+PKxlqvpj6bTq7N3n66Pzj+OPp0cTXkH7Gi9ul1Uh+NifXO7vrlh1cF7VvLu96hg6aoSO8eogPFiqVwncZky5f4lX775hceIQU/ORwmX8zKvl7esYgPc7jBzIFf/ylQD+Wm1bkIuWLHI8hSEjVmVrus6v9OXXiwW2eG56Cc1zo/LhMWrA9E3K9iXfPVwOMmF8+CUB68rlg0uq4xVh2io/rAXvG1cByesTqt8uRKaTm/zuqmoN3lZL3ORsl6sy2zAw5O45t5FOYjFtq4i28FiNqjj+9VisbodiM0sanmc0eA+vmNv//3fEDmQ/1wssnURCwGD+1vGisFiycp6sLplg1lerFj19uDj1fnh/f3926Wu8rfpYn5wWafNMmlZ7sFlWTwc1Pl/ssPhgVqlrO97O2Hg4ojfzt8GQu0qZbzR/SpE8vu8iqsbJnrCR/IIgj0xK2B2rVplsVCO21xuxSH2yAjlcGO9YipKbJKsnHFRKFcjBrlikBDT7OysBMlNGmi7WX2xQK08GaFHXUIeMvKQlodsefyZWcxmWpr2CkHOHskL3AqCm3UIQdgIwloQtgURKIjYgogjiLSCSEcQMYKIFkRsQRQKorYg6giirSDaEUSNIKoFUVuQBwV5tiDPEeS1gryOIM8I8rQgzxbkQ0G+Lch3BPmtIL8jyDeCfC3ItwUFUFBgCwocQUErKOgICoygQAsKbEEhFBTagkJHUNgKCjuCQiMo1IJCW1AEBUW2oMgRFLWCoo6gyAiKtKAIPLdDKMn45SM7dGQhDQlnZxz51FqYQIYTCIICOQIREIhcgYYSqCvQ5oQFCkAK5KACAVYgFxZI0wJ1cYEsXiADDASIgRxkIMAM5EIDaWqgLjaQxQ1kwIEAOZCDDgTYgVx4IE0P1MUHsviBDEAQIAhyEIIAQ5ALEaQpgroYQRZHkAEJAiRBDkoQYAlyYYI0TVAXJ8jiCTJAQYAoyEEKAkxBLlSQpgrqYgVZXEEGLAiQBTloQYAtyIUL0nRBXbwgiy/IAAYBwiAHMQgwBrmQQZoyqIsZZHEGGdAgQBrskAYD0mCXNFiTBndJgy3SYEMaDEiDHdJgQBrskgZr0uAuabBFGmxIg2GfxO2UwF5Jp1ti+iUbOiZ2z8TqmgDSYIc0GJAGu6TBmjS4SxpskQYb0mBAGuyQBgPSYJc0WJMGd0mDLdJgQxoMSIMd0mBAGuySBmvS4C5psEUabEiDAWmwQxoMSINd0mBNGtwlDbZIgw1pMCANdkiDAWmwSxqsSYO7pMEWabAhDQakwQ5pMCANdkmDNWlwlzTYIg02pMGANNghDQakwS5psCYN7pIGW6TBhjQYkIY4pCGANMQlDdGkIV3SEIs0xJCGANIQhzQEkIa4pCGaNKRLGmKRhhjSEEAa4pCGANIQlzREk4Z0SUMs0hBDGgJHQe4wCI6DOgMhMxLaMBSyx0LWYAiQhjikIYA0xCUN0aQhXdIQizTEkIYA0hCHNASQhrikIZo0pEsaYpGGGNIQQBrikIYA0hCXNESThnRJQyzSEEMaAkhDHNIQQBrikoZo0pAuaYhFGmJIQwBpiEMaAkhDXNIQTRrSJQ2xSEMMaQggDXFIQwBpiEsaoklDuqQhFmmIIQ0BpKEOaSggDXVJQzVpaJc01CINNaShgDTUIQ0FpKEuaagmDe2ShlqkoYY0FJCGOqShgDTUJQ3VpKFd0lCLNNSQhgLSUIc0FJCGuqShmjS0SxpqkYYa0lBod3ENL9Dy0jG9GNvLBuOLbX2xzC+ANNQhDQWkoS5pqCYN7ZKGWqShhjQUkIY6pKGANNQlDdWkoV3SUIs01JCGAtJQhzQUkIa6pKGaNLRLGmqRhhrSUG343jc2T2EBfebhtJYiXzujVpavP5y2P5x2b9uNoPvDaf8sh9OG4k/MSfvhDqedBVlME4GAP+RwWsLSGQvketH2jFqS6hMwHjmqdkbandzbo2oZ80IqT+Loj6rtj6q1w3Y+qpbhIBpSefjsyx1Va33I7E+s7U+sdXRxQ/oTa9sA6gb0J9ZudWItv0+8I/Svd+syK9hRld7yvlm9jwZvuHa8L8271r/Gd2y2qOb1/kTNR9mX01gG3DuRk1Jc/yB+W6/4K0W2AvRCuU+rPC5vCtZmrTsvoizf46jdrY9Q/aajdvXOWm6qLMx451bv+pemNAg7Ir9y1G4a+iTQB69+16N2CU3j5pFT+4DogPaoXV0evQ+IHzNPvpBe6NxUIoaqou/41I4ybBaHWSR3LHnho3Y9OqTJFu3kRzxqN0RhuEU7eeKoXbsb+ayW8w0n7oYev/blWs7wK03G2YTo6SbzEx+1C18SP9mZKr3yf5jyzz1495kW1OaCp02nJBN9eSQ7qb0Ftbegtk24t6D+ZSyo0ZBEiVDgR7SgJigTxt3Ggiq6Za9oQZWVpkynwv2IzdQM81ubKbAVQLz0NlMT0dtMv8FmiugMD8Uj8YI20+ZN+F2MpSKut5L2VtLeStpQ/y9qJf3uxkaWRZiw72VszJiHUNS1A/GIgESZSiV23Q8R7oj8irExI7M0ZW2q72psTH2CInmhMhnpgNbYqMvTGhsjGns42Xs5Y6PpubyU5ehZxsZtjdI/orHRizHdop08YWyUlfesJvMNVkYv4I2GvGCTGb54k/mJjY3Dn9PWpT+a/4TK/6RV3psXe/Nib1787g9cb15sUNAaMH4Ku+IfOTNT1tbX7YrduZg/t13RKuEfYV60xPdWxq9YGflbO6PSJvOHWBn1PeynZPbGxt7YqAN6Y+PLT8lcJ4PLOt3/27pcDPzhgPtt9zfNw3w6y0l8b+WKXypXOdXz1eZ29uZW+aipl5rqQfTm1t7c2ptbNzWZ3tzam1v/9FXem1t7c2tvbv3uD1xvbm1Q8POYWw1MfmRz659tGmdvbh1aQb25VeXXr4Dvza29ubU3t76cubU3Ng57Y2NvbNzrjY29sfGvafnqjY2vXuXPNTZefDyfnk2OLsaiUOfxA6uG1ws4yG1Cj5y9N5vQC/XUNb7TwvKhjfmgjfkgkA8C+eCN+eCN+WCQDwb5kI35kI35EJAPafPhsHMz4X2587tO0OlvcLxUfWkO2QU2yeJqXYCnZLDK50nlmDOS9qBYzsW6rLQmYgBXMfieqeuK3S2Ttm98U+WzBt8ZQziUFwjr7Kh0e29WK+gbxc/SKKxrvrltDB9vFFMeKJThrOOucXOtcF4b59UV75UMtY9rf9XY2IT33ErCY+LyxmC1zVzCqG99P37re7Vm17eGvjU83hqe6rVf5+UqvmED8uadONdx9I899d0n09Ym9S0uFAF76lucKYD8/MMica2/BztsZEZ0Hps+wnmB+J6z91K9uGfsXnQVZ/licMKK+KEtbzrk48Y0bcvLZHGjtryWHWfD5y7zPdbup1rGQ1leJjeG8/faj46W7UjEygnqSVt68N2ttYRlsf/ydTH6X2+uWZXo+56xKMmIvu+e+FLQ1oOuAJaKstC2AmZI33/4/aC570TnIe87xaJyH6mHTHxzZ0zXg/ySOMO6HthMCNYfAUE9Obdml1oZVyzNxaGuA3HWasXqelG1VdS0Y6SbChPPQtI2FT6Y4B1HqpuKKa2sKSIafdtUSMZCYWjZe96X0Rd8NOwBztHH3/oBfq/1n1zrfdPMhff89PLTZDQV13GnPSkgZeWKVeC9Vd/nJTTrV/GKaXqL57gqs1XlXFJmrXFNutkdiF+uC/HV/EtzhfQ1uUqJaVy0zgfzJbJmq5WyROo5RcKTLBdFDMUvb+Na5bAu80x9oxXVwsurauCbiy3ZRv5yxSby7y9XbP3pui92X+y+2H2xf4xi76t3uLR8XJ60nzXFgKP7WVNsg5hZnzU3f6cUnfvU7TiD75Q4CLCnUpFE1t7WiVmMhijSu6rHGxOjcEaT5NGPnIkcn9OtRWIhMlWJm/3et0+cUj8LdGJ5Joi/fU3hKEuDNrEcE4dbFpYPP31MfC1ZDsq3lwy/JctqbhObOQcIJd4T35LjCPnx11PtNw2vb4J9E/yuTTCMIjSkSEzMGaQahH0T7JvgKzbBMPBJ0DZB4kUxxkHfEvuW+NotkUbhthgMu41v+LVWN3xmgczM7uenjXdIa+YFPztttoPOmWx36belDXbQWX+a2SKtTrRdBfeNp288L9d4tp97TDJGZxEWVFbzSU2Amk9qAh6dT+oHGfUlG+35pPanZDkCtwMemV1qrUnZbUKylerxSaZ2bana+8QD8Cfc190Wdafqqq+5vuZ+gppjvqgXZmrOBLQz52XA7Imaa67I3JozVZaE/Bcl0eNVJq/gP7vKrFRtldl1pSvp56ydxOe/IAlMJZHm90Ql0cQTP1BJJtWTlcTTyt8z6uqYF2gxP4lXMZaxll++Xyf//DD9ZfThfeN5KFe3o/ImL5nxT9aJCYIhIkcrjfAeXY0Hg6NqeSGXjYmmwD3HxUKsAqON75yB2VUiaNLY0JXvmhVqaeswGqZy4goPNevHpPuaFbZ3mt/crk4W952sL9vFz8JtFqJw39gYwbnvlLHifbVY3LHLzrmHQsMyXk4X76s82xzt3GyRffGgM78Sxnntm6jl2rqvJ/Nfvq/uVg9uxo1KH+Ti9j1VwRO538F0dDG+5JWKZ+3l07Pjv0/Go6t/fDy6mo7EDFiswi9Gk7P3Hz5eNPdA+XkH4bIJEbfx/Ox4xDOeTEf8Br4bvT/70Og7+nDCdZL5HP9yuPdGDEnlxWcfTka/He7JpUTXo3MhTTwHk+nVZHxoLUEWrc7OXTajTdIaIVKev408H+8kzjfiom3ERbuJi4w4dVu+Ik/Od/p2eUpII9B7jfunpLymxNBIxGgbiXKGwbcLVEIagXQbgWG0m0BqCQxeo06VlPax3+Y59HZ97I3ArUAT7SjQAg3ZijQ7PorEQg3ZijU7o9SiDd2KNmgY7iSR4mdL3LGM1MINDbeSuNttpBZtvK1os2sRPQs33la4ka4dBFq48bbCzY5vRc+ijb8VbdBuD79v0cZ/lW6NT15dosUbfyve4N3eUr6Fm2Crhz/arZ0GFm2CV+lqBBZtgq1oI60QOwi0aBNuRZsdH8XQgk24FWzQblUaWrAJX6VvE1q0ibajzXC3d0Zk4Sba7uHfUaBFm2irzo2326MYWbB52Vu4r4a6ch3F1fh0NDrn3q0Gvmo2xzYD332TdStUllXZRbjarKoVIZNKrlXRC9gSqibQJxVyIlAbgZ0I3EYQJ4K0EdSJoG2E50R4bYTvRPhtROBEqIUAn9udfD6b3X0+NwvvhLNe1+1i74otf88LZWnJ5stCWTFWag81/dmoOD+95He0WZNUXIzKO+4LAmkZu43btXrLpWMgXS7TJQxYFHADr2WSrlfijsZhe0myhluALpOsBAF3qbQe0XbHxLvGymf5b4DQuzQB/oLdKFvTumbnTFmmeOhZ6XwcLKtVBSd/Lov2+nafQ48E1JcG0Nms+gytyLO2ouezz6qS6zzWrqR1xckXZbi6y2ukXXC1Fg8gsFx5Td0Azw2AywjrtDxxt1PlYRftVFTunrSWN7G34DXW4RdHxnncOBdVMllp51l5NC+heVWGTmDYJGUlE0vEFiUrV8Mn4tATcfiJOLioLa9qVmbxup1sy10V/MqZPIhtVlXLX5fLWFSQ1D6/Oc+Txjp3tJov6uUtq9iAh1Vx9aCuGAv7bHPNCatZtRqcFusVqwUspTX2k6KI8iHgw8BHgI8Cnwd8PvAFwBcCXwSlO8pAbRBUB0F9EFQIQY0QVAlBnRBUCkGtMNQKO3UEtcJQKwy1wlArDLXCUCsMtcJQKwK1IlAr4tw6qBWBWhGoFYFaEagVgVoRqBWFWlGoFYVaUadFQa0o1IpCrSjUikKtKNTKg1p5UCsPauVBrTynoUOtPKiVB7XyoFYe1MqHWvlQKx9q5UOtfKiV7zx/UCsfauVDrXyoVQC1CqBWAdQqgFoFUKsAahU4WIBaBVCrAGoVQq1CqFUItQqhViHUKoRahVCr0KEV1CqEWkVQqwhqFUGtIqhVBLWKoFYR1CqCWkUORF2KOhgdOhwdOiAdOiQdOigdOiwdOjAdOjQdOjgdOvp1MO/o54LeJb2Lepf1Luxd2ru4d3iPHOAj7L6HHP0c5iMH+sihPnKwj1rup3WqviUfjyepfjMLN7Lc2HITy00tt2e5fcvdSBLLwT9Mr/55MpocX7XbV7v9g6LpSBzufeTh3H80nV6dvft0fXT+cfTp5GjKe1xH69XtojocVXk6GPOhSl7eHLxnJe9xH82TnHd2lO9dXBRxdsAlpFW+XOV8CDC9zeuB7J3Ifkpe8kseBvFyyXiHPRvk5WCyZOmqiutFmaf14N//jdAD082R3rcHf2cP94sqqw/v0NvhW/wfPMes3m/K8CA9B3Ipswo4XhSLqj74eHV+eLtaLf/b/v79/f3b2hb0tmSr/ZR31uLyYT+uVnm9qtX/b5e3y/+ZZ/+KeEHupMQD0asr2Jd89XA4yYXz4LJOm9XTk1j4B5dl8XAghnGi0JfzMlfdNNR21A7q/D/ZYRR4yA8C/0CtcNZ3p51zcHHEa/833sFdrKuU8aZxVIhl2au4umGin3okZjTuiVkFs2u4yX2xgN3Y2xzGz3nVqKYmtiZWTn47lKuRiKBE7n1nSUSORNVcb3PUEYWMKKRFIVsUb9+/3jJWaGFYFE+caKCkyW0ZOIUyudNCscCtNAxGXkIaNtKwloZtacSVRoS0Sj4CQph6wooFaaWQTpmIkUK0FGJL4c/mYjbTMrRXSKDg9hQL2gqiHUHUCKJaELUFeVCQZwvyHEFeK8jrCPKMIE8L8mxBPhTk24J8R5DfCvI7gnwjyNeCfFtQAAUFtqDAERS0goKOoMAICrSgwBYUQkGhLSh0BIWtoLAjKDSCQi0otAVFUFBkC4ocQVErKOoIioygSAuKwEM7hJKMXz60Q0dW+17mj20XEchiBDKQQJASyBGIgEDkCjSc2AAKmxQWKgArRFcBCMRAIHYFalQ4J31IgRYskKEFArgQfREgkACBxBWoqYG62EAWN5ABBwLkQA46EGAHcuGBND1QFx/I4gcyAEGAIMhBCAIMQS5EkKYI6mIEWRxBBiQIkAQ5KEGAJciFCdI0QV2cIIsnyAAFAaIgBykIMAW5UEGaKqiLFWRxBRmwIEAW5KAFAbYgFy5I0wV18YIsviADGAQIgxzEIMAY5EIGacqgLmaQxRlkQIMAabBDGgxIg13SYE0a3CUNtkiDDWkwIA12SIMBabBLGqxJg7ukwRZpsCENhr0ShzQYkAa7pMGmU9IlDba7JVa/BJAGO6TBgDTYJQ3WpMFd0mCLNNiQBgPSYIc0GJAGu6TBmjS4SxpskQYb0mBAGuyQBgPSYJc0WJMGd0mDLdJgQxoMSIMd0mBAGuySBmvS4C5psEUabEiDAWmwQxoMSINd0mBNGtwlDbZIgw1pMCANdkiDAWmwSxqsSYO7pMEWabAhDQakwQ5pMCANdkmDNWlwlzTYIg02pMGANMQhDQGkIS5piCYN6ZKGWKQhhjQEkIY4pCGANMQlDdGkIV3SEIs0xJCGANIQhzQEkIa4pCGaNKRLGmKRhhjSEDgEckhDAGmISxpiRkIbhkL2WMgaDAHSEIc0BJCGuKQhmjSkSxpikYYY0hBAGuKQhgDSEJc0RJOGdElDLNIQQxoCSEMc0hBAGuKShmjSkC5piEUaYkhDAGmIQxoCSENc0hBNGtIlDbFIQwxpCCANcUhDAGmISxqiSUO6pCEWaYghDQGkIQ5pCCANcUlDNGlIlzTEIg0xpCGANNQhDQWkoS5pqCYN7ZKGWqShhjQUkIY6pKGANNQlDdWkoV3SUIs01JCGAtJQhzQUkIa6pKGaNLRLGmqRhhrSUEAa6pCGAtJQlzRUk4Z2SUMt0lBDGgrtLq7hBVpeOqYXY3vZYHyxrS+W+QWQhjqkoYA01CUN1aShXdJQizTUkIYC0lCHNBSQhrqkoZo0tEsaapGGGtJQQBrqkIYC0lCXNFSThnZJQy3SUEMaqs3U+8b2KSyhzzwW1p4a8bXTYY1B8Wunw7JUhKO9/nTYxq3PvDwfnw4+Xp8NmlOm+kNh/2KHwto3w9yF0L4LnSK89qGw1uPZni8Zij8xReqHOxtW7KWDMqFaczasmEb4c5wN69FE7n3+M54N2zhf/1DYxvn102Blo9p0DKx2U8vtWW7YFzAHv7a+bz3x1ZT2mSe+Wrn9/Ae/irj+xFcMiNCf+NrqQt16oR1d3JD+xNfG0Z/4KpVWW+zNxFblAbX2q5JNTtELnOQZh1n81TM5M5wM8axNrE/XjHHsZfRbEwdeRrqJ21T8mQyGUSfVSx38ShiLGJNLS5pNN+SFcrcNKXO9eZuNWcDirNm072WO72Sxx//ESqw/4sTXGSKBh8Kvt5PZkAU49L+6s1iUpdmwc9MiMoyS7FsToxDHj+/BmPHBgReFbqpnHfxq97i2aDmi4YRmG6AtWw5OMaGzl2s5M8pi/veSLac/+PWVte4Pfn39Kn/uwa/f05wYRWEiz7n6ujmxfU1sbU5EiUrRmxN7c+JrP269ObEhxSPmxGhIokQo0JsTX8qc6MUJlVtv9ObE3pxo5fgscyJDdIaHovX35sS93pzYmxN7c2JvThT1FxIUpluYExlDw/TrZiI+nCFpm/iZ5sRHEkc0Rgw/sZ27R1DSSfVy5sQUB5Q82yg0xDSV46yXMgp5+KWNQs8wJ7IZm8Vil+AXMifGkZ+xbzUnPpb4K+bEYBaTbdrJi5kTsyjxMnn49vNaThbzB+EFWw6KXtoQ3ZsTe3Pin77Kv7M5sbngK3bETPSFkezkfcWOaCL6aYnCre0j7+I6TwcIZ4noqYndlHqD4l/RoOjNIpw6uvcGxd0MijFNBAIag6LI5MczKM4IBygTN97MT7RwAvHSGxRNxDcaFK3q3WhXJAxF/C/e22xehCZBZWUcWkHKyuiYDr/V2MhA2DOMjcL9w01a1DdvWyujfdJQb2w87I2NvbFx769rbOT3ifd5/vVuXWYFO6rSW94Nq/fR4A3XjnebeS/61/iOzRbVvN6frJPBZZ3u/21dLgb+cMD9tvttveIvEHnr0QtlOYnvrVzxS+X6eR1XrM34e5tbGcsiTNg25lZKWdQ1ekJLmJsqYx5CUfe4XR4RkChTqcQpoSHCHZHJEFM0fNx+RmZpytpUL25nldHqkLTUJ0hOEG0PSdMBymhmytMekhbR2MPJ3ssZzUwX7o8wtyaUxNjfZpYvwrNZ/Mx2whhCPvnq3OA0RCj0O4lTEvj4iTOdQy/GdIt28oSdVVbes5pMOEtCTKwmowMePa/RC3ijIS/YZIYv3mR6O2tvZ/3TV3lvZ+3trL2d9bs/cL2dtUHBT2dnNbr+yHbWTevALZxAvPR2VhPR21l/Ojvrs2dz9nbW3s7q6tLbWf+qdtbeyjjsrYy9lXGvtzL2Vsa/psmrtzK+epU/18p48fF8ejY5uhiLQp3HD6waXi/gsLYJPXLWhjehF+qpa3ynheVDG/NBG/NBIB8E8sEb88Eb88EgHwzyIRvzIRvzISAf0ubDYedmwvty53edoNPf4Hip+tKc/QqMkcXVugBPyWCVz5PKMWAk4vxS6xqOx7qstEJiHFcx+Lqp64rdLZO2i3xT5bN2Mn4tzLKj0um9TXmgUIY3a+4aN9cK57VxXl2Js5q1j2t/1RhQhPfcSsJj4vLGPEFt5rK1TT6dXXwatnaiX1m9YlU5+DUvs/qesaU8gksfyXW8sE/6lPukNullE7Zabt+Q+4b8xzZk3oBZpk6VG8R9I/4zNeJXa719a+hbw+Ot4akByzRessGkiOdz+QZ9qivKK0N/g5KmOMT8KNYftjIWiuHy3vM+bD27mwoK+nQf+/h2Ua3rwSi9Xaii8fEvzViU7rVf8HAQMzmkll9Vm53LdXlZxkfR2GvLa5VElldbRZ/qjxMWh8Jk2ZbXuvVj57y35gMqm4llrElbCcifJdFwGO5aF9d5uYpv2AC/eReX2WD0j7ZGsjTW8mCp7FvPvHYTpubWB6Aq2FAUMXJvPWO6qK9963+44dUmre1x1dHH33q7Qq/1n1zrfdPMhff89PLTZDQV13GnPQkhZSUf34FXa32fl/BrQhWvpOFCLmASmKnKbFU5l5RZa9OTbnYH4pfrQnye/9JcIX1NrlJiGhet88F8AK3ZaqUMoHoOk/Aky0URQ/HL27hWOazLPFOfhkW18PKqGvjmYmPxYiF/uWIT+feXK7b+Yt4Xuy92X+y+2D9GsffVO1xaHS5P2q+pYizQ/ZoqdljMrK+pmz+PigFm6nb3wedRHATYU6lIImtv68QsRkMkN82WieONiVE4o8njO+UkchIK3VokFiJTlTiV+m6fOKV+FujEVEwm9bevKRxladAmlmO7cMvCkpnnY+JryXIYu71k+AlbVnOb2Ex1QCjxnviEHUfIj7+ear9peH0T7Jvgd22CYRShIUViPtAg1SDsm2DfBF+xCYaBT4K2CRIvijEO+pbYt8TXbok0CrfFYNhtfMOvtbrhMwtkJpQ/P228Q1ozHfnZabMddM5ku0u/LW2wg85ha+nfIq1OtF0F942nbzwv13iesYFtxugswmYDWytATWM1AY9OY/WDjPqSjfY0VvszrhyB2wGPTGq1lsLsNg/aSvX43Fa7tlTtfeIB+BPu626LulN11ddcX3M/Qc0xX9QLMzVnAtoJ+zJg9kTNNVdkbs2ZKktC/ouS6PEqk1fwn11lVqq2yuy60pX0c9ZO4vNfkASmkkjze6KSaOKJH6gkk+rJSuJp5e8ZdXXMC7SYn8SrGMtYyy/fr5N/fpj+MvrwvvE8lKvbUXmTl8z4J+vEBMEQkaOVRniPrsaDwVG1vJCr1URT4J7jYiEWn9HGd87AzCYRNGls6Mp3zQq1onYYDVPGmlCzbE26r1lhe6f5ze3qZHHfyfqyXWUt3Gb9C/eNjRGc+04ZK95Xi8Udu+zseS40LOPldPG+yrPN0c7NFtkXDzrzK2Gc176JWheu+3oy/+X76m714GbcqPRBTirdUxU8kfsrTEcX40teqXjWXj49O/77ZDy6+sfHo6vpSExixSr8YjQ5e//h40VzD5SfdxAumxBxG8/Pjkc848l0xG/gu9H7sw+NvqMPJ1wnmc/xL4d7b8SQVF589uFk9NvhnlzBdD06F9LEczCZXk3Gh9bKZ9Hq7NxlM9okrREi5fnbyPPxTuJ8Iy7aRly0m7jIiFO35SvyMN1JnhLSCPRe4/4pKa8pMTQSMdpGopxh8O0ClZBGIN1GYBjtJpBaAoPXqFMlpX3st3kOvV0feyNwK9BEOwq0QEO2Is2OjyKxUEO2Ys3OKLVoQ7eiDZJzUb9dIsXPlrhjGamFGxpuJXG320gt2nhb0WbXInoWbrytcCNdOwi0cONthZsd34qeRRt/K9qg3R5+36KN/yrdGp+8ukSLN/5WvMG7vaV8CzfBVg9/tFs7DSzaBK/S1Qgs2gRb0UZaIXYQaNEm3Io2Oz6KoQWbcCvYoN2qNLRgE75K3ya0aBNtR5vhbu+MyMJNtN3Dv6NAizbRVp0bb7dHMbJg87K3cF8NdeU6iqvx6Wh0zr1bDXzVbI5tBr77JutWqCyrsotwtVlVK0ImldwuUC8eS6iaQJ9UyIlAbQR2InAbQZwI0kZQJ4K2EZ4T4bURvhPhtxGBE6EWAnxuNxD6bDYV+twsehPOel3PW0saW/6eF8rSks2XhbJirOSebdZno+L89JLf0SgS9VRcjMo77gsCaRm7jdt1csulYyBdLlN49u1yUcB9w5ZJul6JOxqH7SXJGm45ukyyEgTcpcJ6xLzAI2IiBPdLKx8Oglg+z3fpDRB6lybAX7AbZWta1+ycKcsUDz0rnY+DZbWq4OTPZdFe326oGCCWiJ1/BvPZrPoMrciztqLns8+qkus81q6kdcXJF2W4ustrpF1wWzIeQGC58pq6AZ4bAHfAq9PyxN2+lYddtFNRuXvSWt7EJobXWIdfHBnnceNcVMlkpZ1n5dG8hOZVGTqBYZOUlex4MV8uSlauhk/EoSfi8BNxBMTlVc3KLF63k225q4JfOZMHsa2ravnrchmLCpLa5zfnedJY5y7nZV4vb5m9ulteMRb22eaa8WI5OGVzNPi/xH94cHlbC2RKm+wnxRLlQ8CHgY8AHwU+D/h84AuALwS+CEp3lIHaIKgOgvogqBCCGiGoEoI6IagUglphqBV26ghqhaFWGGqFoVYYaoWhVhhqhaFWBGpFoFbEuXVQKwK1IlArArUiUCsCtSJQKwq1olArCrWiTouCWlGoFYVaUagVhVpRqJUHtfKgVh7UyoNaeU5Dh1p5UCsPauVBrTyolQ+18qFWPtTKh1r5UCvfef6gVj7Uyoda+VCrAGoVQK0CqFUAtQqgVgHUKnCwALUKoFYB1CqEWoVQqxBqFUKtQqhVCLUKoVahQyuoVQi1iqBWEdQqglpFUKsIahVBrSKoVQS1ihyIuhR1MDp0ODp0QDp0SDp0UDp0WDp0YDp0aDp0cDp09Otg3tHPBb1Lehf1Lutd2Lu0d3Hv8B45wEfYfQ85+jnMRw70kUN95GAftdxP61R9UT4eT1L9ZhZuZLmx5SaWm1puz3L7lruRJBaFf5he/fNkNDm+ajeP2dxL0BvIfKzlng5H0+nV2btP10fnH0efTo6mvPd1tF7dLqrDUZWngzEftuTlzcF73rdh1SHPKC6Y8PG++LSKs3yVL8q4UCGneTFXzndxUcTZwZSlt2X+ec0OufgDuRhZ6DVZxenv9cEJq9MqX4o8Di/WxSpfVTxc7Hgj5QyuF2lc1P8xuM9Xt4PV/WKQ5bMZ7xqVq4HQius2WJSDuBC7Pf3/7Z3dV9y4lujvn1KXWWte7iRYH/4aFjOLQCXNORA4FKH73Ieb5Q8ZanVhV+wqaObh/O1Xkm1JWy6gSBEaOgoPkWRLe0ve/pW0JUvJgqeIkwSa96PjKh/9esXYbJRV5aKuZs1occXETD4vfiS2OKjZjCUNE9tvsGZUVLXolyeLSl5sZtUtq0dJvZhmy1ki1OOFnl9Nm9GkWpZ5Uy3rjMle2ZRXfnY3SuZzxocn+WhatpKybJbwovPRZM4yXqumKqdZM2oSPvhh/UMY/fu/EbozubueX1Xl3agqeIWnGWtk8vudv7O726rOm90b9N57T/5jNDm52PlydrR7e3v7vjHLfV+yxXZb6JQ1201X4o0s7f38ai6zXS0W8//c3l6dO+O92qS82xaVbhZN97/I+9/T/F/xjuj1ztgf08Xd7mQqgjtiRCsenNFjRX2fVV3kw54ku9s5abL2S/RJ2wAn5exup5n+D9slYvvKOMY73Qfhyoz7JRrHe9xAf+PjAdno/B2SD5Zb7iKpL5no2O+N9q7nfKi4t/h9SyzGKC5kbz8MsYeE92xWwd7/1bS9nsUBEfHr5YJ176bYSLoL8ufahVrJyJaMtOSzWdNJbnf+L7AfyTMzK2RJhjv2CslIS0ZKMjIlY1syFpLF7tmd0HZnkL46s6oDylW7V7T8V3TSsJaGlTRsSuMEqopCyVJRIQiOeGYV6QWRQbWIFkSUIGIKolAQNQVRSxDtBdGBIKoFUSWImoJ8KMg3BfmWIL8X5A8E+VqQrwT5pqAACgpMQYElKOgFBQNBgRYUKEGBKSiEgkJTUGgJCntB4UBQqAWFSlBoCoqgoMgUFFmCol5QNBAUaUGREhSZgmIoKDYFxZaguBcUDwTFWlCsBMXgNfagJB2Xr69nyeq7NvzN9YavrkENpLGBIDeQJRABgcgWiJTAFawwYWHQAuBC9LaAQAwEYlugooV1RIsUaPACaWAgQAxkIQMBZiAbGkhRAw2xgQxuIA0OBMiBLHQgwA5kwwMpeqAhPpDBD6QBggBBkIUQBBiCbIggRRE0xAgyOII0SBAgCbJQggBLkA0TpGiChjhBBk+QBgoCREEWUhBgCrKhghRV0BAryOAK0mBBgCzIQgsCbEE2XJCiCxriBRl8QRowCBAGWYhBgDHIhgxSlEFDzCCDM0iDBgHSYIs0GJAG26TBijR4SBpskAZr0mBAGmyRBgPSYJs0WJEGD0mDDdJgTRoMOyYWaTAgDbZJg3W/ZEgabPZMjK4JIA22SIMBabBNGqxIg4ekwQZpsCYNBqTBFmkwIA22SYMVafCQNNggDdakwYA02CINBqTBNmmwIg0ekgYbpMGaNBiQBlukwYA02CYNVqTBQ9JggzRYkwYD0mCLNBiQBtukwYo0eEgabJAGa9JgQBpskQYD0mCbNFiRBg9Jgw3SYE0aDEiDLdJgQBpskwYr0uAhabBBGqxJgwFpiEUaAkhDbNIQRRoyJA0xSEM0aQggDbFIQwBpiE0aokhDhqQhBmmIJg0BpCEWaQggDbFJQxRpyJA0xCAN0aQhcBRkD4PgOGgwENIjoRVDIXMsZAyGAGmIRRoCSENs0hBFGjIkDTFIQzRpCCANsUhDAGmITRqiSEOGpCEGaYgmDQGkIRZpCCANsUlDFGnIkDTEIA3RpCGANMQiDQGkITZpiCINGZKGGKQhmjQEkIZYpCGANMQmDVGkIUPSEIM0RJOGANIQizQEkIbYpCGKNGRIGmKQhmjSEEAaapGGAtJQmzRUkYYOSUMN0lBNGgpIQy3SUEAaapOGKtLQIWmoQRqqSUMBaahFGgpIQ23SUEUaOiQNNUhDNWkoIA21SEMBaahNGqpIQ4ekoQZpqCYNhX4X2/ECPS8D14v2vaxwvpjeF8P9AkhDLdJQQBpqk4Yq0tAhaahBGqpJQwFpqEUaCkhDbdJQRRo6JA01SEM1aSggDbVIQwFpqE0aqkhDh6ShBmmoJg1Vnv5t7RUVPlJ3nq/WzJ3nC6LuPF93nu93nucbiX9iEd6rO89XbEuEcqFae56vWIn3Js7z9blxpB1OIF7ceb76wnee5yuNatVBvipMjbBvhGFvQB/d28e+98xeXdsnntlrlPbaj+7Vk473Hd0rrrkzezEggjuzt9eF2u1CB7rYKe7M3jbgzuyVSrsze1uSd4bWsbz7jXRn9tp2UmBMGcZr2MlaZ/aSjKVpMnzi9x7dq/qAsrGzMCmSyH7wCf/lyOi95sJwgCnOHjeXB47uNXtcskvdL5Ua2JGxmKnfByfDhBaxtqoCBQglibYqndDvg6Oq3VkV/3FMwnYPoGeyKj8XRxA9p1W5Y31fWGt3rO/LN/lTj/V1zkatmXM2Omfjmi+ccza2KLjH2Rh7JE6FAs7Z+FzORnMcDvHinI36gnM2PuhsZIgW2BPW/xqcjca9ztmoVXLORudsdM5G52x0zsY+5bU4G5k48VwcwvI8zsahdd3nZYQuykh8YTnInJEwwA+c5hL5CaZr2MkDXkbZeE8ymahII0wMk1EJ9+7U7ofcaMgzmoz37CbjPInOk/iXb3LnSXSeROdJ/OEvnPMktijo/RhvwoWY0FS8+60LURTy+lyIBeHkZHLPir+EC9Go4Z/hSTTEr+NQNBp7pV+RMBTzf8nWavcidAl2XkbPSOq8jJbr8HudjQykPcHZKMKvbkmjeobrehnNI52cs3HXORuds3Hr53U28ufEuz7/+rAs8xnbq7Mr3htrttHoHdeO9555Z/rX5IYVVX3dbE+W6eikybb/tiyrUeCNeNwMv28W/HdEPnr0TEVOklujVPxcpX5bJjXrC3buVs+5W527dcu5W5279ef0/Tl364s3uXO3Onerc7f+8BfOuVtbFLwdd6uGyWt2t/7VVmw6d6tnJDl3a1fecyzqdO5W5261dXHu1p/V3eqcjZ5zNjpn45ZzNjpn48/p+XLOxhdv8qc6G4+/HJ0fTvaOT0WljpI7VnsXFRzktqlyMGu8qm3qcffWtbGPMyOGVpaDVpaDQDkIlINXloNXloNBORiUQ1aWQ1aWQ0A5pC+Hw84uhPfljm4GSR9/g+Ol+o/2rF3gk5ydLWfgLREnXKW15c5IxXmxxj0cj01ZK4XEOK5m8OemaWp2M0/7LvJlPS26L+6aRnhnx6XVezvniUKZkTg4qzxt7xXBCx08OxNnY6sY1/6sdaeI6JGRhV9Jykv9BvWFS2ubfD08/uqteezZfmWerCq3U23zSxM2LNcZsjPklzVkZ31vwPpezOycNThruN8aHhppXEzLRXLJRvjdB3Ga5fgfW7AjaagKJqkYSvg/MURfNWPIPOFfE5sBgEkqxlRZz9LXBJV+uKO8f1XVy2Y0zq6qroYkJxgFlPQVLXCYMDkuljOkLPK7XcLa+uZ8KIx9Vd8I1DdXrs2HOtWEJZFol76+ZttaZ7u1k6GswH0ji0ZAQZHGnhdt2havb9CQeQThoHiTyq9qcnOos/flNzfUd1r/xbXe1mYuokcfT75OxufiPh40lwdkrFywGvxkNLfTEjr462QhfQnyQyPBx7rMF7V1S5n3bjYZZjfg+nw5E/Pnf7R3yFhbqpSYJbM+eKfnJBu2WHQ+SbW6SETSeTVLoPj5VdJ0JSzLad7N1opm4fXtWuC7q43FzwT56apN5L+frtpqEttV21XbVdtV+3VUe7v7DZf+hJODfoJTDOoGE5xZmoVhbExwrp6xFE6uzB6rgBlLHIbY73KRVLbe2plZgjwUR33mZGVmFBU0Te+d7kzluhC6tkgsRGZd5kzqu37mjAZ5qDJTscwzWL+lcJxnYZ9Zjj+jNStLCj/AJFCS5aB0fclwVlk2c59Zrz5AKPUfmFXOaZTSx3Ntt4a3jgmmYvvN3JmgM8E1TTCJUZB0uaI4Rh5FYonOKFMgdCboTPAFTTAKAxL2Jkj8OME4dJboLPGlLZHG0boYjIbG5z1mdd4TK6TXeD89b7JBXr1C+Ml58w10zqXdZd+XN9xA56ifslkjr8q0XgM743HG83zGs/4qZJIzWsRYULlbWaoTupWlOuG+laWMeFHuD1aWmhO0cgRuJtyzztT4OmWzpclGrvuXm5qt1bXeV56Av+IXa7s8CHMaBG+y7bq2ci3nWu4NtBwLRLsw3XI6oV9DLxOKh0gn78jtltNNlkb8L27PYlvdZPIO/mc2mZGrbzKzrVQjvc3WSQP+F6ahbiTS/j3QSDT1xR9oJJ3rwUbieeXfE9pqn1eouj5IFgmWV424/H2d/PPz+S/jz5/ayF25uBqXl9OS6fhkmeokmCJKNPKI6N7Z6Wi0V8+P5QdkwhR4ZH9Wie/BaBs7YmDNkkiatD70LnbBZt1Hrl7sZYy1qfpLMhm+YDMzej69vFocVLeDok/6z6BFWH+SwmOn2gnOYx8Zm32qq+qGnQyOPhQalsn8vPpUT/PVl62HLYqf3anCz4RzXsUm3Yfbqq8ny59/qm8Wd3bBrUqf5YLlra6BJ3Lng/Px8ekJb1Rc9LefH+7/fXI6PvvHl72z87FYV4q79OPx5PDT5y/H7TPo4ryDcNKmiMd4dLg/5gVPzsf8AX4Yfzr83Oo7/nzAdZLl7P+yu/VODEnlzYefD8a/7W7Jj4ouxkdCmngPJudnk9Nd42NkYXVm6dKMVklrhUh5wTryAryRuECLi9cRF28mLtbiusfyiDxMN5LXCWkF+i/x/DopLykx0hIxWkeiXGHw/QI7Ia1Auo7AKN5MIDUEhi/Rpp2U/rVf5z30N33ttcC1QBNvKNAADVmLNBu+isRADVmLNRuj1KANXYs2SK4s/X6JFD9Z4oZ1pAZuaLSWxM0eIzVo469Fm02r6Bu48dfCjQxtINDAjb8Wbjb8VfQN2gRr0QZt9vIHBm2CF+nWBOTFJRq8CdbiDd7sVyowcBOu9fLHm9lpaNAmfJGuRmjQJlyLNtILsYFAgzbRWrTZ8FWMDNhEa8EGbdakkQGb6EX6NpFBm3g92nib/WbEBm7i9V7+DQUatInX6tz4m72KsQGb532E291QV35HcXb6cTw+4tG1Br7dao51Br7buuheqKxr5xfharO66QiZ1nIjP/VZWEq7BfRpjawLqL+ArQu4v0CsC6S/QK0LtL/gWxf8/kJgXQj6C6F1ofsQ4Fu/p883vc/Pt/ZzNhFsls1170lj89+ns87Tkl/PZ50XY9HtpqamjWZHH0/4E41j0U6z43F5w2NhKD1jV0n/Bdx8bjlI5/MMnko7r2ZwK695mi0X4okmUX9LuoSbgc7TvAQJN5nwHjE/9IlYCMHj0suHwzCR7/NNdgmE3mQpiM/YZedrWjbsiHWeKZ56WFqTg2W9qOHiz/msv7/f8dBP/DwXb8R1UdTfoBe56Bv6uvjWNXIzTVQo7UNJ+kfnuLqZNkiF4E5hPIHAek0baif4dgLclK7JygN7Y1WedtwvReXhSe95E7sMXmCVfryng/ttsKrTyUIFD8u96xK6V2XqBKZNMlay/ep6XpWsXHgPXEMPXMMPXCPg2rRuWJkny36xLQ/VcJYzvRMbrnaWvyzniWggqf308miatt65k+ty2syvmLlrgLzjVPhn23u6DfST2WhSzeukrEbjq3cnVwKb0i/7teNJF0MghkGMgBgFMR/EAhALQSwCsRhKt5SB2iCoDoL6IKgQghohqBKCOiGoFIJaYagVttoIaoWhVhhqhaFWGGqFoVYYaoWhVgRqRaBWxHp0UCsCtSJQKwK1IlArArUiUCsKtaJQKwq1opZFQa0o1IpCrSjUikKtKNTKh1r5UCsfauVDrXzL0KFWPtTKh1r5UCsfahVArQKoVQC1CqBWAdQqsN4/qFUAtQqgVgHUKoRahVCrEGoVQq1CqFUItQotLECtQqhVCLWKoFYR1CqCWkVQqwhqFUGtIqhVZNEKahVBrWKoVQy1iqFWMdQqhlrFUKsYahVDrWILojZFLYx6Fkc9C6SeRVLPQqlnsdSzYOpZNPUsnHqWfgPMW/rZoLdJb6PeZr0Ne5v2Nu4t3iML+Ajbv0OWfhbzkQV9ZFEfWdhHPfezJutmlfdPJ5n6ZRZhZISxESZGmBph3wgHRriVJD4M/3x+9s+D8WT/rN+c6P6egtqg6EvDah7fOz8/O/zw9WLv6Mv468HeOe+F7S0XV1W9O66n2eiUD1+m5eXOJ97HYfXuR3adzJiI8T75eZ3k08W0KpNZl/JxOrveOWfZVTn9tmS7x9UNzzu6qG7ZrDHSL4QOi2pHfqNsqjqrps2i2TlgTVZP56Lo3WFNhD6i2Gk5Wlyx0YekWdzVoy/l9Ebourgb7V8lczYT139Nmit+66Iq3//7vyGyc1zlo1+vGL+YVeWirmaNLCJZLJLs95HYxKJmM5Y0TGy8wZpRUdWi3851lRebGa9JPUrqxTRbzhKhX/Ne7LfTcOWWZd5Uyzpjstc25Y0yuxsl8znjw5e8VzbJslnCi85HkznLFnXSVOU0a0ZNwgdHrH84o3//N0J3JnfX86uqvBtVBW/CacYamfx+5+/s7raq82b3Br333pP/GE1OLna+nB3t3t7evm/Mct+XbLHdFjplzXbTlXgjS3s/v5rLbFeLxfw/t7dX5854rzcp77ZFpfmz6f4Xef97mv8r3hG94hn7g7f77mQqgjtixCuenNGjRX2fVl3kw6Iku9s5abL2S/VJ2wAn5exup5n+D9v1icfZFHk73QfjysT7JRzHe9xwf+PjBdno/P2SD5Zb9CKpL5no+O+N9q7nfCi5t/h9SyzWKC7kaCDEfpTKQWcFRwdX0/Z6FgdExK+XC9a9t2Lv5y7In2sXaiUjWzLSks9mTSe53bOfsgilUjKyJMNNdoVkpCUjJRmZkrEtGQvJYsPrTii2qtvB5kpu75z7SUg91knDWhpW0rApjdOpKgolS0WFIDgimlWkF0QG1SJaEFGCiCmIQkHUFEQtQbQXRAeCqBZElSBqCvKhIN8U5FuC/F6QPxDka0G+EuSbggIoKDAFBZagoBcUDAQFWlCgBAWmoBAKCk1BoSUo7AWFA0GhFhQqQaEpKIKCIlNQZAmKekHRQFCkBUVKUGQKiqGg2BQUW4LiXlA8EBRrQbESFIPX2IOSdFy+vp4lq+/28DfXG766BjWQxgaC3ECWQAQEIlsgUgJXsMKEhUELgAvREwMCMRCIbYGKFtbhKlKgwQukgYEAMZCFDASYgWxoIEUNNMQGMriBNDgQIAey0IEAO5AND6TogYb4QAY/kAYIAgRBFkIQYAiyIYIURdAQI8jgCNIgQYAkyEIJAixBNkyQogka4gQZPEEaKAgQBVlIQYApyIYKUlRBQ6wggytIgwUBsiALLQiwBdlwQYouaIgXZPAFacAgQBhkIQYBxiAbMkhRBg0xgwzOIA0aBEiDLdJgQBpskwYr0uAhabBBGqxJgwFpsEUaDEiDbdJgRRo8JA02SIM1aTDsmFikwYA02CYN1v2SIWmw2TMxuiaANNgiDQakwTZpsCINHpIGG6TBmjQYkAZbpMGANNgmDVakwUPSYIM0WJMGA9JgizQYkAbbpMGKNHhIGmyQBmvSYEAabJEGA9JgmzRYkQYPSYMN0mBNGgxIgy3SYEAabJMGK9LgIWmwQRqsSYMBabBFGgxIg23SYEUaPCQNNkiDNWkwIA22SIMBabBNGqxIg4ekwQZpsCYNBqQhFmkIIA2xSUMUaciQNMQgDdGkIYA0xCINAaQhNmmIIg0ZkoYYpCGaNASQhlikIYA0xCYNUaQhQ9IQgzREk4bAUZA9DILjoMFASI+EVgyFzLGQMRgCpCEWaQggDbFJQxRpyJA0xCAN0aQhgDTEIg0BpCE2aYgiDRmShhikIZo0BJCGWKQhgDTEJg1RpCFD0hCDNESThgDSEIs0BJCG2KQhijRkSBpikIZo0hBAGmKRhgDSEJs0RJGGDElDDNIQTRoCSEMs0hBAGmKThijSkCFpiEEaoklDAGmoRRoKSENt0lBFGjokDTVIQzVpKCANtUhDAWmoTRqqSEOHpKEGaagmDQWkoRZpKCANtUlDFWnokDTUIA3VpKGANNQiDQWkoTZpqCINHZKGGqShmjQU+l1sxwv0vAxcL9r3ssL5YnpfDPcLIA21SEMBaahNGqpIQ4ekoQZpqCYNBaShFmkoIA21SUMVaeiQNNQgDdWkoYA01CINBaShNmmoIg0dkoYapKGaNFTNAmxrr6jwkbqTeLVm7iReEHUn8bqTeNc5idd4T/tDPSPxTyzSe3UH8opti1AuVGsP5BUr9d7Egbw+N460wwnEyxs4kLcNvvxJvG3w8SN4pVGtOntXhakR9o0w7A3o03b72Hces9tHnnC+rlHMqz9mV8023nfMrsjtztfFAAXufN1eF2q3Cx3oYqe483XbgDtfVyrtztdtSd4ZWsfy7sfRna9r20mB0qQ/APcZztclWVLk+szbx4/ZFRuECTNtH3wapX46ePAJ/+XI6L3mwrwMrcj1pGN2za4W+Bkf2JGxiqnfICcJ01h+xd9ZVYEChJJEW5VO6DfIUdXurYpL7PatfCarCvvjj9wRvHpc+7bOinFH8L58kz/1CF7nZdSaOS+j8zKu+cI5L2OLgnu8jLFH4lQo4LyMz+VlNMfhEC/Oy6gvOC+jSBp6GRmiBfaE2b8KL6O+13kZtUrOy+i8jM7L6LyMzsvYp7wWLyNLKUmEe+t5vIxD67rPvQh9kxFCUTDInJEwwA+c7xL5ifZofp97UTbek0wmKtIIE8NkVMK9e7f7ITeawVkLG5iM9+wm41yIzoX4l29y50J0LkTnQvzhL5xzIbYo6P0Yb8J3mNBUvPut71AU8vp8hwXh5GTiif81fIdGDf8MF6Ihfh1PotHYKx2KhKGY/0u2VvsVoS+wcy96RlLnXrR8ht/pZdQbsD7V2SjCr24to3qG63oZzUOenLNx1zkbnbNx6+d1NvLnxLs+//qwLPMZ26uzK94ba7bR6N2o28Ns9Gtyw4qqvm62J8t0dNJk239bltUo8EY8bobfNwv+OyIfPXqmIifJrVEqfq5Svy2TmvUFO3er59ytzt265dytzt36c/r+nLv1xZvcuVudu9W5W3/4C+fcrS0K3o67VcPkNbtb/2pLNZ271TOSnLu1K+85FnU6d6tzt9q6OHfrz+pudc5GzzkbnbNxyzkbnbPx5/R8OWfjizf5U52Nx1+Ozg8ne8enolJHyR2rvYsKDnLbVDmYNV7VNvW4e+va2MeZEUMry0Ery0GgHATKwSvLwSvLwaAcDMohK8shK8shoBzSl8NhZxfC+3JHN4Okj7/B8VL9R3v6LvBJzs6WM/CWiDOt0tpyZ6TiBFnjHo7HpqyVQmIcVzP4c9M0NbuZp30X+bKeFt0Xd00jvLPj0uq9nfNEocxIHJVVnrb3iuCFDp6didOyVYxrf9a6U0T0yMjCryTlpX6D+sKltU2+Hh5/9Z5wCNp+ZZ63KjdRbcuQZmxYrzNmZ8wva8zO+t6A9b2Y2TlrcNZwvzU8NNo4PTt5d8FqMd5eOXWIhKtM7LzVTh1iHvPlBJT06qU+/yevUuikgd7vduqQFAWWLt120ookXpCLoWg7dUgZoqFUQ04dUiEHb6mpQ5Tw6zKznMKSM8pyGfqpdTTZqXVy2LCXCprqrXWx37TymUcQDoo3qfyqJjdHNXtffnOjeqf1X1zrbW3mInr08eTrZHwu7uNBcyVAxsoFq8EPSnM7LaEvv04W0m0gvykSv4Z1mS9q65Yy7z1qMsxuwPX5ciamyv9o75CxtlQpkY/u+uCdnn5s2GLRuR/VQiIRSefVLIHi51dJ05WwLKd5NzErmoXXt2uB7662/C0lP121ifz301VbzVe7artqu2q7ar+Oam93v+HSbXBy0M9lis3cBnOZWZqFYWzMZa6enBS+rMweq4DJSRyG2O9ykVS23tqZWYI8FEd95mRlZhQVNE3vndlM5RIQurZILERmXeZM6rt+5owGeagyU7GiM1i/pXCcZ2GfWa6iidasLCn8AJNASZYj6vUlwwlk2cx9Zr3QAKHUf2ACOadRSh/Ptd0a3jommIotNnNngs4E1zTBJEZB0uWK4hh5FInVOKNMgdCZoDPBFzTBKAxI2Jsg8eME49BZorPEl7ZEGkfrYjAaGp/3mNV5T6yQXs799LzJBnn1YuAn58030DmXdpd9X95wA52l1cXr5VWZ1mtgZzzOeJ7PeNZfcExyRosYCyp3i0h1QreIVCfct4iUiUOH/MEiUnMeVo7AzYR7lpQaH6JstgrZyHX/ylKztbrW+8oT8Ff8Ym2XB2FOg8H5TG+i7bq2ci3nWu4NtBwLRLsw3XI6oV8uLxOKh0gn78jtltNNlkb8L07j+5tM3sH/zCYzcvVNZraVaqS32TppwP/CNNSNRNq/BxqJpr74A42kcz3YSDyv/HtCW+3zClXXB8kiwfKqEZe/r5N/fj7/Zfz5Uxu5KxdX4/JyWjIdnyxTnQRTRIlGHhHdOzsdjfbq+bH8VkyYAo/szyrx6RdtY0cMLE0SSZPWh97FLtis+57Vi72MsTZVfzQmwxdsZkbPp5dXi4PqdlD0Sf/Fswjrr0947FQ7wXnsI2OzT3VV3bCTwfGGQsMymZ9Xn+ppvvqy9bBF8bM7VfiZcM6r2KT7Rlv19WT580/1zeLOLrhV6bNcm7zVNfBEbnJwPj4+PeGNiov+9vPD/b9PTsdn//iyd3Y+FstHcZd+PJ4cfvr85bh9Bl2cdxBO2hTxGI8O98e84Mn5mD/AD+NPh59bfcefD7hOspz9X3a33okhqbz58PPB+LfdLfn90MX4SEgT78Hk/Gxyumt8dyyszixdmtEqaa0QKS9YR16ANxIXaHHxOuLizcTFWlz3WB6Rh+lG8johrUD/JZ5fJ+UlJUZaIkbrSJQrDL5fYCekFUjXERjFmwmkhsDwJdq0k9K/9uu8h/6mr70WuBZo4g0FGqAha5Fmw1eRGKgha7FmY5QatKFr0QZ50UYSKX6yxA3rSA3c0GgtiZs9RmrQxl+LNptW0Tdw46+FGxnaQKCBG38t3Gz4q+gbtAnWog3a7OUPDNoEL9KtCciLSzR4E6zFG7zZr1Rg4CZc6+WPN7PT0KBN+CJdjdCgTbgWbaQXYgOBBm2itWiz4asYGbCJ1oIN2qxJIwM20Yv0bSKDNvF6tPE2+82IDdzE6738Gwo0aBOv1bnxN3sVYwM290p7h7/jEW53Q135HcXZ6cfx+IhH1xr4dqs51hn4buuie6Gyrp1fhKvN6qYjZFrLr47U118p7RbQpzWyLqD+ArYu4P4CsS6Q/gK1LtD+gm9d8PsLgXUh6C+E1oXuQ4Bv/fY93/SWPt/ar9ZEsFk2170njc1/n846T0t+PZ91XoxFt3GamjaaHX084U80jkU7zY7H5Q2PhaH0jF0l/Ydu87nlIJ3PszlMqGZw1655mi0X4okmUX9LuoT7fs7TvAQJN5nwHrG0CAKGZFx6j4sob+flb7JLIPQmS0F8xi47X9OyYUes80zx1MPSmhws60UNF3/OZ/39/eaGpCgKsR5jdF0U9TfoRS76hr4uvnWN3EwTFUr7UJL+0TmubqYNUiG4ZxNPIHYCtRN8OwHuP9dk5YG9hypPO+6XovLwpPe8iQ0FL7BKP97Twf02WNXpZKGCh+XedQndqzJ1AtMmGSvZfnU9r0pWLrwHrqEHruEHrsFvAad1w8o8WfaLbXmohrOc6Z3YW7Wz/GU5T0QDSe2nl0fTtPXOnVyX02Z+xczNAeQdp8I/297zqU7K5SypRx/YbCYMqHXHfu0w0sUQiGEQIyBGQcwHsQDEQhCLQCyG0i1loDYIqoOgPggqhKBGCKqEoE4IKoWgVhhqha02glphqBWGWmGoFYZaYagVhlphqBWBWhGoFbEeHdSKQK0I1IpArQjUikCtCNSKQq0o1IpCrahlUVArCrWiUCsKtaJQKwq18qFWPtTKh1r5UCvfMnSolQ+18qFWPtTKh1oFUKsAahVArQKoVQC1Cqz3D2oVQK0CqFUAtQqhViHUKoRahVCrEGoVQq1CCwtQqxBqFUKtIqhVBLWKoFYR1CqCWkVQqwhqFVm0glpFUKsYahVDrWKoVQy1iqFWMdQqhlrFUKvYgqhNUQujnsVRzwKpZ5HUs1DqWSz1LJh6Fk09C6eepd8A85Z+Nuht0tuot1lvw96mvY17i/fIAj7C9u+QpZ/FfGRBH1nURxb2Uc/9rMm6yeT900mmfplFGBlhbISJEaZG2DfCgRFuJYnvwT+fn/3zYDzZP+u3Hxp0ENSuQ18aVvP43vn52eGHrxd7R1/GXw/2znmfa2+5uKrq3UlWLRajj7yA34tlvdgRvZ0Z+2O6uNudTEVw5xMreUd87zqd8j5QF/s4nV13wQ8JF5nvyO+Ohfhm1N9qJB1Xi2lVminn7I/Fsk5mO2KgxK/tGh0h1HeFdo6rKt89EpO0bfDjrEoW0/Kyu1CJCeTLnQPWZPV0LkTsdk2xYPko5YJGTbUs89HiKlmMbqv692Z0WTMRvmIl73Qnd/y+pBk1vJgZG5XVgjUifiuy8v8z3kR58563Kx/ecM0WFU9i2e+jarnghTI588877LwUKeh/j8554nGVj369YmwmtnWVyjQj9Yj4YICVDW/f9zt/Z3e3ovzdG/Tee+/tfDk72r29vX3fzFm2qJOmKqdZ875ki+2kXkybRbPdiKdV9A/r/fxqvnPSZO1H33JK/f9MEvnQmun/sF2MooiGAQp2uq+vleH06yGO97hd/DYSytcZ41Z7wWYVt5dFUl8y0Yne63Yc2RKrHooLuQN8iL2YytFb1dn51RRu93G9XLDuktgouQtyQ+lCrThkiUNCXLcnSSdPdNXzNMEskqdEVrDrfjVFA7FIi0VKLDLF8nfwLCnz6loJxkLwPCk7oXB4NKtwX0k8kIa1NKykYVMaf8ulKShhPOFDvwN4J1AOLAhlEUqlQNILJLvmbsdCINECiRJITIEcJVVRKHEqKgTBjVVmFe0F0UHNqBZElSBqCvKhIN8U5FuC/F6QPxDka0G+EuSbggIoKDAFBZagoBcUDAQFWlCgBAWmoBAKCk1BoSUo7AWFA0GhFhQqQaEpKIKCIlNQZAmKekHRQFCkBUVKUGQKiqGg2BQUW4LiXlA8EBRrQbESFIN32YOSdFy+xp4lCylwoCE5kIEOpNmBIDyQJRABgcgWiJTAFcwwoWFQA2BD9GyAQAwEYlugogYaYgMZ3EAaHAiQQ3SdgEACBBJboKIGIkOBBjeQBgcC5EAWOhBgB7LhgRQ90BAfyOAH0gBBgCDIQggCDEE2RJCiCBpiBBkcQRokCJAEWShBgCXIhglSNEFDnCCDJ0gDBQGiIAspCDAF2VBBiipoiBVkcAVpsCBAFmShBQG2IBsuSNEFDfGCDL4gDRgECIMsxCDAGGRDBinKoCFmkMEZpEGDAGmwRRoMSINt0mBFGjwkDTZIgzVpMCANtkiDAWmwTRqsSIOHpMEGabAmDYYdFIs0GJAG26TBun+yooNi9lCMLgogDbZIgwFpsE0arEiDh6TBBmmwJg0GpMEWaTAgDbZJgxVp8JA02CAN1qTBgDTYIg0GpME2abAiDR6SBhukwZo0GJAGW6TBgDTYJg1WpMFD0mCDNFiTBgPSYIs0GJAG26TBijR4SBpskAZr0mBAGmyRBgPSYJs0WJEGD0mDDdJgTRoMSIMt0mBAGmyTBivS4CFpsEEarEmDAWmIRRoCSENs0hBFGjIkDTFIQzRpCCANsUhDAGmITRqiSEOGpCEGaYgmDQGkIRZpCCANsUlDFGnIkDTEIA3RpCFwNGSRhgDSEJs0RI+EhqQh5ljIGAwB0hCLNASQhtikIYo0ZEgaYpCGaNIQQBpikYYA0hCbNESRhgxJQwzSEE0aAkhDLNIQQBpik4Yo0pAhaYhBGqJJQwBpiEUaAkhDbNIQRRoyJA0xSEM0aQggDbFIQwBpiE0aokhDhqQhBmmIJg0BpCEWaQggDbFJQxRpyJA0xCAN0aQhgDTUIg0FpKE2aagiDR2ShhqkoZo0FJCGWqShgDTUJg1VpKFD0lCDNFSThgLSUIs0FJCG2qShijR0SBpqkIZq0lBAGmqRhgLSUJs0VJGGDklDDdJQTRoK/S624wV6XgauF+17WeF8Mb0vhvsFkIZapKGANNQmDVWkoUPSUIM0VJOGAtJQizQUkIbapKGKNHRIGmqQhmrSUEAaapGGAtJQmzRUkYYOSUMN0lBNGqq86tvaHyq8o088u9ZcyiGPsDWWe9xzkq3xoXl3cp86dM06yZbJotiWO8m2DbuTbN1Jtm/uJFvjPX39B9qKvYBQLhbltQfaimWQb+FAWxb4EQ3ULiFgheCPPNA2C+QGOMaJsizCPslE4voH2rbBlz/Jtg26I2wfPMI2Y0GG5UfUz3iErdgDikWp3O3z8ZNs5TO55whbY3Vpe4StuPYnnF0LDkTthwDtobVtsOxCz3JMrSm9TfDFD0grHWvpKlhiJR0r6cSWTmzpxJZObOltgtrS5qqfnu1OpO2kEyWdKOndW/L9Z9DqL8LbM2h7sSrYv4jWcbP8Delby/q9ET8O7tTZNviXPXVWtp/YQe6/fsipsywogjgOh7n4T5Wfoy4Xyb0cBXSQ+Z5TZ/kFFnoB7TNHKIyTfs+8H3r4bC6GRGJ5Rr/5h0roD59V1eo3/+ADPFpIGjzTSaJYnGoj6r7BnihPOG62wF5G2ToG8qTjZtVjymkc+ysMhD/8KBfHIbfPmKUBUs943eNmGWJ5FFJb5JOOmzW7TE+xlYJi5MkNKDtb0Qmdrega9rbCRL+V3m8r5u/7U0wm7I9c2sBk3HGzL6y1O2725Zv8qcfNPtE/2N7gHINbfXnOMegcg84x6ByDfcIPdgwWfpD6El3OMfgDHIO5anDlGDRWtCv/YOFF/F+8dY9/MPOTkMqfM+0fBE68Z/UPQtfjE/yDpuPvjbkJ+5DpHzS/gBduQnPj0Qe8heJ66ybUv/bdy9z7+qRHUIae5grsisaqaKyKxqporIp+ip+vK5qoookqmqiiiSr6+5x4XdFUFU1V0VQV/QRHnQK/51xzP4VrjuUpJgl90645kPl1uebad/Ft+uRQxFvwjfrkPBQX0Rre2lfikwtDnMmzVJ7XJ9fOurDNTOYN++QgXd+an8i55l68yV/MNSdC9/jkcuF9QHJauxuDqDssn5y+4HxyIux8cs4n9+Z8ctKk34IzLqGyJ9E640Qhr88ZVxDR4ZH7N/TOOHONyws643TS0Cm2vjPOqOGf4ZMzxLs1e4+s2eO/2jmVbslndMa1P4iPeuHMh3vPmj3jVWl9cubpQS+/dK+QOBc7oLb+OvOO1m0HUqxCnmU9n5ro7NbzgdWEeKCSnWKVer/z73tW9+mNWFrHoKWLnWIV8rxL/kC70IEudopVyH3uRX2L8zK+Ai8jf0686/OvD8syn7G9OrvivbFmG43ece1475l3pn9NblhR1dfN9mSZjk6abPtvy7IaBd6Ix83w+2bBf0fko0fPVOQkuTVKxc9V6rdlUrO+4B/uZ2V5jAn7UX7WnPkIxUOHGL8QkjjvcomTPyOEByLv8bP2uXJSZBnrc/1QB2sWECS33u8drCqhd7Cq+vS+s5gmPpYu2Gfys+oO3fpH6MlfzefwurKUkkQcr/y8XldtXQgFJHr0hNgIoSgYZH7E65pFfoLXccQ/4HWVjfckk4mKNMLEMBmVcO8ZjH7IjWZwZuoGJuM9u8m8Ya+r9zZ9f87d+uJN7tytzt3q3K0//IVz7tYWBW/H3aph8prdrSvWPjp3q3O3/gTu1qBIfTG+ce5W52517lad4Nytr2NRp3M2SkPrkN79fjpno3M2OmfjKpNxzkbnbPzLN/lTnY3HX47ODyd7x6eiUkfJHau9iwoOctvUPWtXxjb1uHvr2tjHmRFDK8tBK8tBoBwEysEry8Ery8GgHAzKISvLISvLIaAc0pfDYWcXwvtyRzeDpI+/wfFS/Ud7rCvwSc7OljPwlnRHA+2aRwItUnE0qXEPx2NT1kohMY6rGfy5aZqa3czTvossz//ZNc/9aRrhpB2XVifunCcKnbh189Bpm18EL3Tw7EycxqxivBJnrVdFRI+MLPxKUl7qF6kvXBrd5Ovh8Vevdx6JA6zkjPYiSbl0UZo6b2u/Mg/ylNuKtpmlGRvW64z5lRqz96xW7L0+8z244/9Ps9F+fdfwkdXoE0+dJeXo/zk7dnb8HXbsrMFZw/3W8NC45TSpOXsWNYcRfvchKfPR+B9b3eSX3AQHtTN5oJbdhGTA/8n5KOn/QglDVAw35RwYS/rZ43YOTM3ZrpiQ7LuyhCnvMJwKM2fhVk5BGtef45O307OTdxesTvuGYEb5sqr9avq2IYioGuobgmHeDmGoGiKSs4F9QzBRQWI0hKhxvNXPCVIcFX6m2iMl/J+/1c/MUq2GbBZfFEZVszC5yj/9Yc2yf1XVy2Y0zq6qvmXyuJ9KaVsGi5agfcuwTCnQukizkARF3zIF7bfqlC2TK2fzKdx1YtVoh9uXaCis2kK/UafWwXMrZ6lRUKSx50WbNsn5MhW/0dfThTzj1RzQEeZ7zA+QaowwL0gabMHhHX+IqgWlfWgLeKkhqjnK2/vym/NyOK3/4lpvazMX0aOPJ18n43NxHw+aKyMyVvIXG+CjuZ2WcG6jThZM0VfuD1Pmi9q6pcx7D6MMsxtwfb6ciaUD7fYibawtVUrMklkfvNPTsQ1bLDp3rFpYJSLpvJolUPz8Kmm6EpblNO8mqkWz8Pp2LfDd1Za8Ij9dtYn899NVW/XQXLVdtV21XbVfR7W3u99w6fw4OejndsXgYji3KzZQzI253dWTtaLjntmjATBZi8MQ+10uksrWWzszS5CH5L6EMnOyMjOKCpqm9870pnJJDF1bJBYisy5zu8Pt+pkzGuShykzFmDZYv6VwnGdhn1kO9KI1Kyu2jcQkUJLlsG99yXBCXTZzn1kvvEAo9R+YUE9iFCSP59puDc+ZoDPBH2qCURwjjyKxOmmUKRA6E3Qm+IImGIUBCXsTJH6cYBw6S3SW+NKWSONoXQxGQ+PzHrM674kV0svbn5432SCvXhz95Lz5BjrntJ/c+I684QY6R+qUr8fzqkzrNbAzHmc8z2c86y/AJjmjRYwFlbtFtTqhW1SrE+5dVBuEOQ0kG81FteZscrtvqpFwzxJb48OcB1Zlt2Fr31TjvvvX1prt07XXV56Av2LXWitbq2sd11aurV5JW7FAtATTbaUT+s8AZELxQFu1d+R2W+lGSiP+F6fx/Y0k74jkIZqqkYxcG2zx/FpbJw34X5iGupFI+/dAI9HUF3+gkXSuBxuJ55V/T2irfV6h6vogWSRYXjXi8ndy8s/P57+MP39qI3fl4mpcXk5LpuOTZaqTYIoo0cgjontnp6PRXj0/lt/ACVPgkf1ZJT5po23siIGFUiJp0vrCu9gFm3Xf6XqxlzHWpuqP4WT4gs3M6Pn08mpxUN0Oij7pv+QWYf1VDY+damc2j31kbPaprqobdjLYXl1oWCbz8+pTPc1XX7Yetih+dqcKPxNOdhWbtN+e676TLH/+qb5Z3NkFtyp9lqtVt7oGnsjNG87Hx6cnvFFx0d9+frj/98np+OwfX/bOzsdidSzu0o/Hk8NPn78ct8+gi/Of/ZM2RTzGo8P9MS94cj7mD/DD+NPh51bf8ecDrpMsZ/+X3a13Ymgpbz78fDD+bXdLfhd1MT4S0sR7MDk/m5zuGmu1hNWZpUszWiWtFSLlBevIC/BG4gItLl5HXLyZOCXsBVrSyXKynCwny8lyspwsJ8vJcrKcrLcrK/Yel/YOf4e07W40KT85ODv9OB4f8ehaY8tu4cM6Y8ttXXQvVFa1cz1wtVnd7G7JqYC0ll/UqC9sUtqtNU9rZF1A/QVsXcD9BWJdIP0Fal2g/QXfuuD3FwLrQtBfCK0L3Zr5b/3OP9/0bkDf2s/URLBZNte9s4rNf5/OOmdGfj2fdY6CRbfnmvISzI4+nvAnGseinWbH4/KGx0L5hVNzlfRfts3n1vYa83kGj3idVzO44dc8zZYL8USTqL8lXcItQ+dpXoKEm0w4aFhaBIH85OqmdckWUd5OYd9kl0DoTZaC+Ixddu6cZcOOWOf84amHpTWPVtaL3tE1n/U39hsikqIoxJqF0XVR1GK3VMb8uMjkiXJF38LXxbeudZtpokJpH0rSPzqn0M20QSoEv9ziCQRWaNpQO8G3E+A3dk1WHtj7rvK04365Jg9Peq+W2ITwQqiQRznJ5RnJ4tY9defxfhus6nSyUMHDcu+6hB5MmTqBaZOMlWy/up5XJSsX3gPX0APX8APXCLg2rRtW5slS2kyY5YH8PkPsjVvDecH0TuzO2r0Ay3KeiOaSlZheHk3T1g82mVeLmfD3jd6NxgfH3eVT4Qbtbjg8GE2q2TQffeClyV0JWr/n1w4mXQyBGAYxAmIUxHwQC0AsBLEIxGIo3VIGaoOgOgjqg6BCCGqEoEoI6oSgUghqhaFW2GojqBWGWmGoFYZaYagVhlphqBWGWhGoFYFaEevRQa0I1IpArQjUikCtCNSKQK0o1IpCrSjUiloWBbWiUCsKtaJQKwq1olArH2rlQ618qJUPtfItQ4da+VArH2rlQ618qFUAtQqgVgHUKoBaBVCrwHr/oFYB1CqAWgVQqxBqFUKtQqhVCLUKoVYh1Cq0sAC1CqFWIdQqglpFUKsIahVBrSKoVQS1iqBWkUUrqFUEtYqhVjHUKoZaxVCrGGoVQ61iqFUMtYotiNoUtTDqWRz1LJB6Fkk9C6WexVLPgqln0dSzcOpZ+g0wb+lng94mvY16m/U27G3a27i3eI8s4CNs/w5Z+lnMRxb0kUV9ZGEf9dzPmqybtd0/nWTql1mEkRHGRpgYYWqEfSMcGOFWkviA+vP52T8PxpP9s37nlxVdBLXhy5dGfkS+d35+dvjh68Xe0Zfx14O9c9732lsurqp697yaXSajT8t6Pi2Tekd0embsj+nibncyFcGdT6zk/fHxjGWLuiqnWZdwWs270EFSZv1tv0zn737hV46rKucX6t/b0Jd5ypJFGz6tblldLGc78uNemXkkJ16bNmWcX96NvpQ5qy/ralnm3X2MzUfnvDvW3XXK6mzZNNMblVkMvKZ8pHJyXU6b+RWr2Qj3W93sfOTilzXLRyc1L3gXed0/HJP3bWjngDVZPZ0vRBmySNmarOHjoml5OVpcsdFVxTv4o7y6LUeLSqY0y3RUzKqqHoltLnhdeJPKC7Pq9h3vJo6m5eiuWtZiZ9j3o+OkvBtVhbiBlzMXnTxe/m1V/z66FZtPFTzzdVVWYgKey59NeXVFCaLA62lei62ARkkjb/4PKbGprtlies1vYzesFNcSPvBI8vc7J03Wfj4t6/J/Jol8mM30f9guJsQnUYh3us+YlUH1CxKO97i1/Ma75lzzjHFrPuOyqmtuR4ukvmSik/2h3zVkS6w8KC7aXf1p4gVi5n9Wda/A1VTudcH6nTqulwvWXRKbMHfBZDbrQq1E/s7w8SFW8nh8T+6o3gmD+3XMKtQL6zeG51KQloKUFGRK4W/jBZtVSgoWtRKbTHdSrN2XKxi/mrb7dORZKvfaEDKxlomVTGzK5G/939mdEklExQyR7bCsiIgch84qYomEwzYhkmiRRIkkpkgOl1+vGJspoVQIhU9Pjv6CNG9Xf88q2jdoOyxEKWVRJ5BqgVQJpKZA3xboC4Hd53idwHZ0KT7zzqVAvxcod+1Qi0eFQF8L9JVA3xTIMVkVhRKnokJQYD3EoBcUDJoy0IICJSgwBYVQUGgKCi1BYS8oHAgKtaBQCQpNQREUFJmCIktQ1AuKBoIiLShSgiJTUAwFxaag2BIU94LigaBYC4qVoBi80h6UpOPyhfYsWUjxwzovRL7aBkGQRgiCDEGWQAQEIlugZggaCjRhYtAE4ET0fYBADATaNOm7SlwgHgo0SII0ShBgiehcAYEECCS2QKIEDjGCDI4gDRIESCJ6b0AgBQKpLVBRBNGhQIMjSIMEAZKI7iEQ6AOBvi1QUQT5Q4EGR5AGCQIkQRZKEGAJsmGCFE3QECfI4AnSQEGAKMhCCgJMQTZUkKIKGmIFGVxBGiwIkAVZaEGALciGC1J0QUO8IIMvSAMGAcIgCzEIMAbZkEGKMmiIGWRwBmnQIEAabJEGA9JgmzRYkQYPSYMN0mBNGgxIgy3SYEAabJMGK9LgIWmwQRqsSYNhx8UiDQakwYN+iyINHpIGm30Wo9MCSIMt0mBAGmyTBivS4CFpsEEarEmDAWmwRRoMSINt0mBFGjwkDTZIgzVpMCANtkiDAWmwTRqsSIOHpMEGabAmDQakwRZpMCANtkmDFWnwkDTYIA3WpMGANNgiDQakwTZpsCINHpIGG6TBmjQYkAZbpMGANNgmDVakwUPSYIM0WJMGA9JgizQYkAbbpMGKNHhIGmyQBmvSYEAaYpGGANIQmzREkYYMSUMM0hBNGgJIQyzSEEAaYpOGKNKQIWmIQRqiSUMAaYhFGgJIQ2zSEEUaMiQNMUhDNGkIHB9ZpCGANMQmDVGkISuGRubYyBgcAdIQizQEkIbYpCGKNGRIGmKQhmjSEEAaYpGGANIQmzREkYYMSUMM0hBNGgJIQyzSEEAaYpOGKNKQIWmIQRqiSUMAaYhFGgJIQ2zSEEUaMiQNMUhDNGkIIA2xSEMAaYhNGqJIQ4akIQZpiCYNAaQhFmkIIA2xSUMUaciQNMQgDdGkIYA01CINBaShNmmoIg0dkoYapKGaNBSQhlqkoYA01CYNVaShQ9JQgzRUk4YC0lCLNBSQhtqkoYo0dEgaapCGatJQQBpqkYYC0lCbNFSRhg5JQw3SUE0aCv0wFmkoIA21SUO1D2ZIGmp6YQw3DCANtUhDAWmoTRqqSEOHpKEGaagmDQWkoRZpKCANtUlDFWnokDTUIA3VpKGANNQiDQWkoTZpqCINHZKGGqShmjRU+d23tWdU+EmfeDyuocjjp+QW8p+o5iOn5LK43yZ47VNyldPtO07JLTyxF3C09fpPyT2u8mkx7c7+dGfjurNxQaYXPxvXepc6XlQNeEn70zYj8U9MKXQLw5iq3p99Uq7YVAflQrX2pFyxSPLPPylXb9tw/0m5QcxYsHXfSbnGwrTXe2BuG3z5k3LboDsi9y0dkaumEO87IlfkdmfjYkALdzZurwu124UOdLFT3Nm4bcCdjSuVVmfjsjgSK0L+60XPxu1uJ1nEuyzRQNZjh+JSLGaRulw/9FDcGNECGdvA6IR28472F6DdtSNLvSiT7+PzHG3a/hybm5mYfZUffxpuGvjiK5lHLeNZT8NVlhHGfk4HuR47BjdO82TDY3DNrtaTbEV2Uc2NXlTC0FY8finNntNWxI8mek5bWf8Y3L0ymVWXo/akoK1uoMi7tPxhCMtqz8URRwSF8tyf9kddHRy1YlhrctIcIbYHD8lCzGOBzGOAVo51uTg9VCSgu3XaLn3wezfN95wH9OqOP3EH6r58kz/1QN0f6Z5k/TFsj7gnu8BafklZJvtOvyRTJ8G9dr/kh6SZZiOE81T068T3Yc5D6TyUr8BD2Zt/x4p7XJOxR+JUKNB/s6o7Ac41uYZrsiD9KY/aNcm79Tndcq5JzWPnmjTSNnZN8o5wgeUnCq/CNanvda5JrZJzTTrXpHNNvqxrMo8xYS/tmuQXQhLnXS6xT36E8EDkYx5KUmQZ63P9UA9lFhAUyxs7r5NK6LYX1vXpnU8xTXycbj2X80m+oH+ChzL1SEiEz+t5PJQkImnUIcnMnBQYix2U73nUcRgHK3I94qhMaBFTbw0DeS5HJclC3ssoDMvJChaxItCWoxMG/srcD7nRkGczGWAmL+6vfHXOI+9turycl/HFm/wHexnbG57LvWhcWHv1o2KF8zJ6W87L+Ce9cM7L2KKgd2C8CfdiQlPx7rfuRVHIn+9e1K6T+92LBkcgV96Oe9Go6J/hZTTEO2fj614HqZ7hus5G8ywk53PcdT5H53Pc+nl9jvw58R7Qvz4sy3zG9ursinfKmm00ese1451o3qf+NblhRVVfN9uTZTo6abLtvy3LahR4Ix43w++bBf8dkY8ePVORk+TWKBU/V6nflknN+oKd19VzXtd7DgR8SecrSylJxBHQL7s81HLZZhFCUTDI/Ngq0chP8IarRGXjPclkoiKNMDFMRiXce6Kk87o6F6Dzuv7pWjuv65bzujqv6w9/4ZzXtUXB2/G6api8Zq/rqu/NDY5Arjiva4t753XVaW/d6/rkJZ7O6+q8rrYuzuv6s3pdnc/Rcz5H53Pccj5H53P8OR1gzuf44k3+VJ/j8Zej88PJ3vGpqNRRcsdq76KCY902dc/6nLxNPe7eujb2cWbE0Mpy0MpyECgHgXLwynLwynIwKAeDcsjKcsjKcggoh/TlcNjZhfC+3NHNIOnjb3C8VP/RHqsLXJOzs+UMvCWjxfQ6rdvbUOiJn4XRIr3OwT0cj01ZK4XEOK5m8OemaWp2M0/7LrI8EEjcoA4Cahrhqx2XVifunCcKnbh189Bpm18EL3Tw7Iz/Dnkqxitx1jpXRPTIyMKviGOt1IvUFy6NbvL18PirZ55zdvrr8Wgyq263jDPO9qua9Sd9dVu1thmlCRuW6wz59Rqy+rF/RkNW55G9QkP+XE0b5qz4r2TFz2u+3v1266zBWcP91vDQiOVTncyvptkofPdBHB85/sdWP/WF9HzTrukj7fbTElf7/bQem44Eu2vxq/3M8uPTkao/+13zYd+1u9ZkscynldESLBfzzbhviTwSPshMt0TvkTT769xwRHqsmsBXd5mTgMZOYq+i7q9vWPKWlV+ltTmY2vvy20Ov5sAQrRUCxjsoDTETW8rR/pU0tpxb9Uoi8WFI2r+STG5Hh3uzNPL+yWb5Zbaok3ajv/443y2hZttC8qq1D+CgkUiBfdVIBcoRaivaNlLC/6V9Ixn1XsMuwOoAe7XAyqUSxvXnMPjx/33HGyVVNbcWK3iB+KfMIzR3QOTD/VA8rL7mxtVVxCZqH0RJbCqOjMiUeUSmeZBcbtzGVKvI1RAFVq3SbsUY3tcqIL5B4xxeJ5fypOsVVnEfEQhLE8yizDIAU6XhL9aPZNy2RoSIHn08+ToZn4v7eHDFqoiMlQtWAxWb22kJZ2HqZCEdPvLbMJGrLvNFbd1S5r0vVIbZDbg+X87EWoc/2jtkrC1VSsySWR+80xPHDVssOsexWgkmIum8miVQ/PwqaboSluU076bURevwancNoWuvpicfqH0mbpIboHa1b08uiV+g9sDn3TXC6h0PgwiltNi8SbwnW4L899Yt4cnVVs/AVdtV21XbVft1VHu7+5mXjpyTg36GWvxWDWeoxTaXuTFDvXrKWfTRwU/RYMoZhyH2u1wkla23dmaWIA/FUZ85WZkZRQVN03vnq1M5jKZri8RCZNZlzqS+62fOaNDOZ8jMVHRQg/VbCsd5FvaZZecjWrOyfIQUYBIoydKTsL5kuCxANnOfWS8fQSj1H1gWkMQoSB7Ptd0anjNBZ4I/1ASjOEYeRWKN1ShTIHQm6EzwBU0wCgMS9iZI/DjBOHzcEoOVlhj7UV6YlsiQnydR9DRL7BVN+CON1jfBPGE5VfabJCszP2KCCX8apF2K/ARF5buicqnnELPA8/L7n4N49AQ99emJM06Lx3OtfmzR8LF5j5HDe6JR6uXtT8+bbJBXL45+ct58A51zyY7s+/KGG+gc9XMsa+RVmdZrYGc8zniez3jWX4BNckaLGItf1m5RrU7oFtXqhHsX1QZhTqXrHyyqNeeUbdfkfUtsjQ9zNluVbeS6f6Wt2Vpd633lCfgrdm23Rtt1beVa7iVbLuDtkidGy6kEtQg+I2HbOx7sc6zufXKTMRIx+jabjIlay0Wq/XcDKqFvMplQPGBs7R253XK6ydKI/8VyhuceK5N3RPL0etVkRq6+ycy2Uo30NlsnDfhfmIa6kUj790Aj0dQXf6CRdK4HG4nnlX9PaKt9XqHq+iBZJFheNeLyh3Xyz8/nv4w/f2ojd+XialxeTkum45NlaicdJ82C1Tz+v8S//w9hMB3J 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 + -32075 381784 diff --git a/data_omnisphere/saved/quad/Alternate_Dimensions.json b/data_omnisphere/saved/quad/Alternate_Dimensions.json index 88a11720..79a9d80d 100644 --- a/data_omnisphere/saved/quad/Alternate_Dimensions.json +++ b/data_omnisphere/saved/quad/Alternate_Dimensions.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -848,15 +876,29 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", "C-sound.pitchmax":"80", "C-sound.pitchmin":"33", "C-sound.pitchset":"", - "C-sound.synth":"P_02_C_02", + "C-sound.synth":"P_03_C_03", "C-sound.velocitymax":"127", - "C-sound.velocitymin":"1", + "C-sound.velocitymin":"13", "C-sound.xcontroller":"3", "C-sound.ycontroller":"2", "C-sound.zcontroller":"1", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Blue Purple_Cartoon Clouds.json b/data_omnisphere/saved/quad/Blue Purple_Cartoon Clouds.json index 72eb795d..ba480913 100644 --- a/data_omnisphere/saved/quad/Blue Purple_Cartoon Clouds.json +++ b/data_omnisphere/saved/quad/Blue Purple_Cartoon Clouds.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -848,13 +876,27 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", "C-sound.pitchmax":"80", "C-sound.pitchmin":"33", "C-sound.pitchset":"", - "C-sound.synth":"P_02_C_03", + "C-sound.synth":"P_02_C_07", "C-sound.velocitymax":"127", "C-sound.velocitymin":"56", "C-sound.xcontroller":"3", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Colored_Echoes.json b/data_omnisphere/saved/quad/Colored_Echoes.json index 2fa2bb3d..b6eb56be 100644 --- a/data_omnisphere/saved/quad/Colored_Echoes.json +++ b/data_omnisphere/saved/quad/Colored_Echoes.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -848,13 +876,27 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", "C-sound.pitchmax":"90", "C-sound.pitchmin":"33", "C-sound.pitchset":"", - "C-sound.synth":"P_01_C_07", + "C-sound.synth":"P_11_C_07", "C-sound.velocitymax":"126", "C-sound.velocitymin":"48", "C-sound.xcontroller":"3", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Fluorescent_Borealis.json b/data_omnisphere/saved/quad/Fluorescent_Borealis.json index e1fa4ffd..53b7540e 100644 --- a/data_omnisphere/saved/quad/Fluorescent_Borealis.json +++ b/data_omnisphere/saved/quad/Fluorescent_Borealis.json @@ -248,13 +248,27 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", "A-sound.pitchmax":"80", "A-sound.pitchmin":"33", "A-sound.pitchset":"", - "A-sound.synth":"P_06_C_05", + "A-sound.synth":"P_06_C_07", "A-sound.velocitymax":"127", "A-sound.velocitymin":"1", "A-sound.xcontroller":"3", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Ghostly_Shapes.json b/data_omnisphere/saved/quad/Ghostly_Shapes.json index 25728e95..fe04c69c 100644 --- a/data_omnisphere/saved/quad/Ghostly_Shapes.json +++ b/data_omnisphere/saved/quad/Ghostly_Shapes.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -256,7 +270,7 @@ "A-sound.pitchset":"", "A-sound.synth":"P_06_C_06", "A-sound.velocitymax":"127", - "A-sound.velocitymin":"1", + "A-sound.velocitymin":"37", "A-sound.xcontroller":"3", "A-sound.ycontroller":"2", "A-sound.zcontroller":"1", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -856,7 +898,7 @@ "C-sound.pitchset":"", "C-sound.synth":"P_04_C_08", "C-sound.velocitymax":"127", - "C-sound.velocitymin":"1", + "C-sound.velocitymin":"61", "C-sound.xcontroller":"3", "C-sound.ycontroller":"2", "C-sound.zcontroller":"1", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Infinite_Layers.json b/data_omnisphere/saved/quad/Infinite_Layers.json index e9b0048a..74238ec5 100644 --- a/data_omnisphere/saved/quad/Infinite_Layers.json +++ b/data_omnisphere/saved/quad/Infinite_Layers.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,15 +562,29 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", - "B-sound.pitchmax":"88", - "B-sound.pitchmin":"42", + "B-sound.pitchmax":"76", + "B-sound.pitchmin":"44", "B-sound.pitchset":"", "B-sound.synth":"P_06_C_06", "B-sound.velocitymax":"127", - "B-sound.velocitymin":"37", + "B-sound.velocitymin":"49", "B-sound.xcontroller":"3", "B-sound.ycontroller":"2", "B-sound.zcontroller":"1", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Layered_Elevations.json b/data_omnisphere/saved/quad/Layered_Elevations.json index 16818c47..f582e869 100644 --- a/data_omnisphere/saved/quad/Layered_Elevations.json +++ b/data_omnisphere/saved/quad/Layered_Elevations.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -856,7 +898,7 @@ "C-sound.pitchset":"", "C-sound.synth":"P_04_C_02", "C-sound.velocitymax":"127", - "C-sound.velocitymin":"48", + "C-sound.velocitymin":"72", "C-sound.xcontroller":"3", "C-sound.ycontroller":"2", "C-sound.zcontroller":"1", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Linear_Dancing.json b/data_omnisphere/saved/quad/Linear_Dancing.json index 34131ef5..b2dc99b3 100644 --- a/data_omnisphere/saved/quad/Linear_Dancing.json +++ b/data_omnisphere/saved/quad/Linear_Dancing.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", @@ -1156,7 +1212,7 @@ "D-sound.pitchset":"", "D-sound.synth":"P_04_C_07", "D-sound.velocitymax":"127", - "D-sound.velocitymin":"36", + "D-sound.velocitymin":"60", "D-sound.xcontroller":"3", "D-sound.ycontroller":"2", "D-sound.zcontroller":"1", diff --git a/data_omnisphere/saved/quad/Perky_Clouds.json b/data_omnisphere/saved/quad/Perky_Clouds.json index d1197857..5d548ef9 100644 --- a/data_omnisphere/saved/quad/Perky_Clouds.json +++ b/data_omnisphere/saved/quad/Perky_Clouds.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -256,7 +270,7 @@ "A-sound.pitchset":"", "A-sound.synth":"P_10_C_04", "A-sound.velocitymax":"127", - "A-sound.velocitymin":"1", + "A-sound.velocitymin":"37", "A-sound.xcontroller":"1", "A-sound.ycontroller":"1", "A-sound.zcontroller":"1", @@ -279,7 +293,7 @@ "A-visual.lifetime":"7.998000", "A-visual.luminance":"0.600000", "A-visual.mirrortype":"none", - "A-visual.movedir":"random", + "A-visual.movedir":"leftright", "A-visual.noisevertex":"0.000000", "A-visual.noisevertexx":"0.000000", "A-visual.noisevertexy":"0.000000", @@ -293,7 +307,7 @@ "A-visual.shape":"circle", "A-visual.sizefinal":"1.800000", "A-visual.sizeinitial":"0.202000", - "A-visual.sizetime":"1.360000", + "A-visual.sizetime":"0.261000", "A-visual.smoothxyz":"3", "A-visual.speed":"0.100000", "A-visual.spritesource":"cursor", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -593,7 +621,7 @@ "B-visual.shape":"circle", "B-visual.sizefinal":"1.800000", "B-visual.sizeinitial":"0.202000", - "B-visual.sizetime":"1.360000", + "B-visual.sizetime":"0.261000", "B-visual.smoothxyz":"4", "B-visual.speed":"0.110000", "B-visual.spritesource":"cursor", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -879,7 +921,7 @@ "C-visual.lifetime":"10.000000", "C-visual.luminance":"0.500000", "C-visual.mirrortype":"none", - "C-visual.movedir":"cursor", + "C-visual.movedir":"leftright", "C-visual.noisevertex":"0.000000", "C-visual.noisevertexx":"0.000000", "C-visual.noisevertexy":"0.000000", @@ -893,7 +935,7 @@ "C-visual.shape":"circle", "C-visual.sizefinal":"1.800000", "C-visual.sizeinitial":"0.202000", - "C-visual.sizetime":"1.360000", + "C-visual.sizetime":"0.261000", "C-visual.smoothxyz":"3", "C-visual.speed":"0.100000", "C-visual.spritesource":"cursor", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", @@ -1179,7 +1235,7 @@ "D-visual.lifetime":"6.000000", "D-visual.luminance":"0.500000", "D-visual.mirrortype":"none", - "D-visual.movedir":"cursor", + "D-visual.movedir":"leftright", "D-visual.noisevertex":"0.000000", "D-visual.noisevertexx":"0.000000", "D-visual.noisevertexy":"0.000000", @@ -1193,7 +1249,7 @@ "D-visual.shape":"circle", "D-visual.sizefinal":"1.800000", "D-visual.sizeinitial":"0.202000", - "D-visual.sizetime":"1.360000", + "D-visual.sizetime":"0.261000", "D-visual.smoothxyz":"0", "D-visual.speed":"0.100000", "D-visual.spritesource":"cursor", diff --git a/data_omnisphere/saved/quad/Planetary_Layers.json b/data_omnisphere/saved/quad/Planetary_Layers.json index c77c6507..c7ba6f05 100644 --- a/data_omnisphere/saved/quad/Planetary_Layers.json +++ b/data_omnisphere/saved/quad/Planetary_Layers.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,13 +562,27 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", "B-sound.pitchmax":"88", "B-sound.pitchmin":"39", "B-sound.pitchset":"", - "B-sound.synth":"P_06_C_08", + "B-sound.synth":"P_05_C_04", "B-sound.velocitymax":"127", "B-sound.velocitymin":"33", "B-sound.xcontroller":"3", @@ -848,15 +876,29 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", "C-sound.pitchmax":"80", "C-sound.pitchmin":"33", "C-sound.pitchset":"", - "C-sound.synth":"P_05_C_08", + "C-sound.synth":"P_02_C_06", "C-sound.velocitymax":"127", - "C-sound.velocitymin":"61", + "C-sound.velocitymin":"25", "C-sound.xcontroller":"3", "C-sound.ycontroller":"2", "C-sound.zcontroller":"1", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Pretty_Pulses.json b/data_omnisphere/saved/quad/Pretty_Pulses.json index 9e80bd6a..9d62e4e4 100644 --- a/data_omnisphere/saved/quad/Pretty_Pulses.json +++ b/data_omnisphere/saved/quad/Pretty_Pulses.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Psychonaut_Outlines.json b/data_omnisphere/saved/quad/Psychonaut_Outlines.json index 60fadb16..d12a7cb8 100644 --- a/data_omnisphere/saved/quad/Psychonaut_Outlines.json +++ b/data_omnisphere/saved/quad/Psychonaut_Outlines.json @@ -248,10 +248,24 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", - "A-sound.pitchmax":"80", + "A-sound.pitchmax":"92", "A-sound.pitchmin":"33", "A-sound.pitchset":"", "A-sound.synth":"P_03_C_01", @@ -548,15 +562,29 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", - "B-sound.pitchmax":"80", - "B-sound.pitchmin":"33", + "B-sound.pitchmax":"74", + "B-sound.pitchmin":"21", "B-sound.pitchset":"", "B-sound.synth":"P_03_C_01", "B-sound.velocitymax":"127", - "B-sound.velocitymin":"39", + "B-sound.velocitymin":"15", "B-sound.xcontroller":"3", "B-sound.ycontroller":"2", "B-sound.zcontroller":"1", @@ -848,15 +876,29 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", - "C-sound.pitchmax":"87", - "C-sound.pitchmin":"45", + "C-sound.pitchmax":"93", + "C-sound.pitchmin":"46", "C-sound.pitchset":"", "C-sound.synth":"P_01_C_05", "C-sound.velocitymax":"127", - "C-sound.velocitymin":"34", + "C-sound.velocitymin":"70", "C-sound.xcontroller":"3", "C-sound.ycontroller":"2", "C-sound.zcontroller":"1", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Quick Scat_Circles.json b/data_omnisphere/saved/quad/Quick Scat_Circles.json index 26db8297..6e5e71b9 100644 --- a/data_omnisphere/saved/quad/Quick Scat_Circles.json +++ b/data_omnisphere/saved/quad/Quick Scat_Circles.json @@ -584,7 +584,7 @@ "B-sound.pitchset":"", "B-sound.synth":"P_08_C_06", "B-sound.velocitymax":"127", - "B-sound.velocitymin":"72", + "B-sound.velocitymin":"33", "B-sound.xcontroller":"1", "B-sound.ycontroller":"1", "B-sound.zcontroller":"1", diff --git a/data_omnisphere/saved/quad/Smokey_Trails.json b/data_omnisphere/saved/quad/Smokey_Trails.json index 663991ed..65d72cb9 100644 --- a/data_omnisphere/saved/quad/Smokey_Trails.json +++ b/data_omnisphere/saved/quad/Smokey_Trails.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,13 +562,27 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", "B-sound.pitchmax":"80", "B-sound.pitchmin":"33", "B-sound.pitchset":"", - "B-sound.synth":"P_06_C_01", + "B-sound.synth":"P_06_C_03", "B-sound.velocitymax":"91", "B-sound.velocitymin":"31", "B-sound.xcontroller":"3", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/Too Many_Triangles.json b/data_omnisphere/saved/quad/Too Many_Triangles.json index bd7e2062..3f83dc7d 100644 --- a/data_omnisphere/saved/quad/Too Many_Triangles.json +++ b/data_omnisphere/saved/quad/Too Many_Triangles.json @@ -248,15 +248,29 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", "A-sound.pitchmax":"67", "A-sound.pitchmin":"35", "A-sound.pitchset":"", - "A-sound.synth":"P_03_C_02", + "A-sound.synth":"P_10_C_04", "A-sound.velocitymax":"127", - "A-sound.velocitymin":"1", + "A-sound.velocitymin":"37", "A-sound.xcontroller":"3", "A-sound.ycontroller":"2", "A-sound.zcontroller":"1", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", @@ -1156,12 +1212,12 @@ "D-sound.pitchset":"", "D-sound.synth":"P_01_C_03", "D-sound.velocitymax":"127", - "D-sound.velocitymin":"1", + "D-sound.velocitymin":"13", "D-sound.xcontroller":"3", "D-sound.ycontroller":"2", "D-sound.zcontroller":"1", "D-visual.alphafinal":"0.000000", - "D-visual.alphainitial":"0.700000", + "D-visual.alphainitial":"0.900000", "D-visual.alphatime":"2.297000", "D-visual.aspect":"0.500000", "D-visual.bounce":"false", @@ -1191,9 +1247,9 @@ "D-visual.rotauto":"true", "D-visual.saturation":"1.000000", "D-visual.shape":"triangle", - "D-visual.sizefinal":"0.000000", + "D-visual.sizefinal":"1.000000", "D-visual.sizeinitial":"2.000000", - "D-visual.sizetime":"0.809000", + "D-visual.sizetime":"2.807000", "D-visual.smoothxyz":"3", "D-visual.speed":"0.210000", "D-visual.spritesource":"cursor", diff --git a/data_omnisphere/saved/quad/Vocal_Linescape.json b/data_omnisphere/saved/quad/Vocal_Linescape.json index 1cf79247..ac7532df 100644 --- a/data_omnisphere/saved/quad/Vocal_Linescape.json +++ b/data_omnisphere/saved/quad/Vocal_Linescape.json @@ -248,6 +248,20 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"1.000000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.080000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.200000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.300000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.600000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.900000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", @@ -548,10 +562,24 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", - "B-sound.pitchmax":"78", + "B-sound.pitchmax":"84", "B-sound.pitchmin":"38", "B-sound.pitchset":"", "B-sound.synth":"P_11_C_05", @@ -848,6 +876,20 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach", diff --git a/data_omnisphere/saved/quad/World Wide_Webs.json b/data_omnisphere/saved/quad/World Wide_Webs.json index 07650158..dbcb1721 100644 --- a/data_omnisphere/saved/quad/World Wide_Webs.json +++ b/data_omnisphere/saved/quad/World Wide_Webs.json @@ -248,13 +248,27 @@ "A-misc.scale":"newage", "A-misc.transposable":"true", "A-misc.volstyle":"pressure", + "A-sound._controllerzmax":"0.900000", + "A-sound._controllerzmin":"0.001000", + "A-sound._deltaytrig":"0.100000", + "A-sound._deltaztrigcontroller":"0.020000", + "A-sound._deltaztrignote":"0.050000", + "A-sound._inputport":"", + "A-sound._timefret1q":"1.000000", + "A-sound._timefret1y":"0.150000", + "A-sound._timefret2q":"0.500000", + "A-sound._timefret2y":"0.500000", + "A-sound._timefret3q":"0.250000", + "A-sound._timefret3y":"0.800000", + "A-sound._timefret4q":"0.125000", + "A-sound._timefret4y":"1.000000", "A-sound.chromatic":"false", "A-sound.controllerstyle":"modulationonly", "A-sound.midifile":"jsbach", "A-sound.pitchmax":"80", "A-sound.pitchmin":"33", "A-sound.pitchset":"", - "A-sound.synth":"P_06_C_06", + "A-sound.synth":"P_03_C_07", "A-sound.velocitymax":"127", "A-sound.velocitymin":"1", "A-sound.xcontroller":"3", @@ -548,6 +562,20 @@ "B-misc.scale":"newage", "B-misc.transposable":"true", "B-misc.volstyle":"pressure", + "B-sound._controllerzmax":"1.000000", + "B-sound._controllerzmin":"0.001000", + "B-sound._deltaytrig":"0.080000", + "B-sound._deltaztrigcontroller":"0.020000", + "B-sound._deltaztrignote":"0.200000", + "B-sound._inputport":"", + "B-sound._timefret1q":"1.000000", + "B-sound._timefret1y":"0.300000", + "B-sound._timefret2q":"0.500000", + "B-sound._timefret2y":"0.600000", + "B-sound._timefret3q":"0.250000", + "B-sound._timefret3y":"0.900000", + "B-sound._timefret4q":"0.125000", + "B-sound._timefret4y":"1.000000", "B-sound.chromatic":"false", "B-sound.controllerstyle":"modulationonly", "B-sound.midifile":"jsbach", @@ -556,7 +584,7 @@ "B-sound.pitchset":"", "B-sound.synth":"P_02_C_03", "B-sound.velocitymax":"127", - "B-sound.velocitymin":"1", + "B-sound.velocitymin":"49", "B-sound.xcontroller":"3", "B-sound.ycontroller":"2", "B-sound.zcontroller":"1", @@ -848,15 +876,29 @@ "C-misc.scale":"newage", "C-misc.transposable":"true", "C-misc.volstyle":"pressure", + "C-sound._controllerzmax":"1.000000", + "C-sound._controllerzmin":"0.001000", + "C-sound._deltaytrig":"0.080000", + "C-sound._deltaztrigcontroller":"0.020000", + "C-sound._deltaztrignote":"0.200000", + "C-sound._inputport":"", + "C-sound._timefret1q":"1.000000", + "C-sound._timefret1y":"0.300000", + "C-sound._timefret2q":"0.500000", + "C-sound._timefret2y":"0.600000", + "C-sound._timefret3q":"0.250000", + "C-sound._timefret3y":"0.900000", + "C-sound._timefret4q":"0.125000", + "C-sound._timefret4y":"1.000000", "C-sound.chromatic":"false", "C-sound.controllerstyle":"modulationonly", "C-sound.midifile":"jsbach", "C-sound.pitchmax":"80", "C-sound.pitchmin":"33", "C-sound.pitchset":"", - "C-sound.synth":"P_02_C_03", + "C-sound.synth":"P_04_C_02", "C-sound.velocitymax":"127", - "C-sound.velocitymin":"1", + "C-sound.velocitymin":"25", "C-sound.xcontroller":"3", "C-sound.ycontroller":"2", "C-sound.zcontroller":"1", @@ -1148,6 +1190,20 @@ "D-misc.scale":"newage", "D-misc.transposable":"true", "D-misc.volstyle":"pressure", + "D-sound._controllerzmax":"1.000000", + "D-sound._controllerzmin":"0.001000", + "D-sound._deltaytrig":"0.080000", + "D-sound._deltaztrigcontroller":"0.020000", + "D-sound._deltaztrignote":"0.200000", + "D-sound._inputport":"", + "D-sound._timefret1q":"1.000000", + "D-sound._timefret1y":"0.300000", + "D-sound._timefret2q":"0.500000", + "D-sound._timefret2y":"0.600000", + "D-sound._timefret3q":"0.250000", + "D-sound._timefret3y":"0.900000", + "D-sound._timefret4q":"0.125000", + "D-sound._timefret4y":"1.000000", "D-sound.chromatic":"false", "D-sound.controllerstyle":"modulationonly", "D-sound.midifile":"jsbach",