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1.1\",\"params\":{\"text\":\"<h2><span style=\\\"color:#002395\\\"><strong>Questions sur les données de Process Mining</strong></span></h2>\\n\"},\"subContentId\":\"0315a02d-de08-402a-8269-b79c26583de8\",\"metadata\":{\"contentType\":\"Text\",\"license\":\"U\",\"title\":\"Untitled Text\",\"authors\":[],\"changes\":[]}},\"alwaysDisplayComments\":false,\"backgroundOpacity\":0,\"displayAsButton\":false,\"buttonSize\":\"big\",\"goToSlideType\":\"specified\",\"invisible\":false,\"solution\":\"\"},{\"x\":7.625272331154684,\"y\":23.733289606545213,\"width\":83.87799564270152,\"height\":64.51484840900658,\"action\":{\"library\":\"H5P.SingleChoiceSet 1.11\",\"params\":{\"overallFeedback\":[{\"from\":0,\"to\":99,\"feedback\":\"Réessayer\"},{\"from\":100,\"to\":100,\"feedback\":\"Bien joué 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The task will be marked with its correct solution.\",\"a11yRetry\":\"Retry the task. Reset all responses and start the task over again.\"},\"choices\":[{\"question\":\"<p><strong>Quel attribut sert à identifier de manière unique chaque demande de prêt dans les données pour le process mining ?</strong></p>\\n\",\"answers\":[\"loanID\",\"timestamp\",\"loanAmount\",\"nom de l'activité\"],\"subContentId\":\"747a3b83-f066-47ad-b34c-582166e5a33a\"},{\"question\":\"<p><strong>Pourquoi est-il essentiel d'avoir un identifiant de cas unique (comme loanID) dans le process mining?</strong></p>\\n\",\"answers\":[\"Pour regrouper toutes les activités associées à une instance spécifique du processus.\",\"Pour déterminer l'ordre des événements.\",\"Pour définir le montant du prêt.\",\"Pour identifier le nom de l'activité.\"],\"subContentId\":\"13083f99-54b8-47f2-b7b3-f563b384aa91\"},{\"question\":\"<p><strong>Si nous voulons étudier le chemin suivi par une demande de prêt spécifique tout au long du processus, à quoi faudrait-il se référer ?</strong></p>\\n\",\"answers\":[\"Trace\",\"Variante\",\"CaseID\",\"Nom de l'activité\"],\"subContentId\":\"0b55a57b-237c-4ec9-b3c1-224a7cf7c6c7\"},{\"question\":\"<p><strong>Deux demandes de prêt ont suivi exactement le même chemin à travers le processus, mais ont eu des montants de prêt différents. Comment ces deux demandes seraient-elles classifiées en termes de process mining ?</strong></p>\\n\",\"answers\":[\"Elles sont considérées comme deux cas différents mais la même trace.\",\"<p>Elles sont considérées comme deux traces distinctes.</p>\\n\",\"Elles sont considérées comme deux variantes distinctes.\"],\"subContentId\":\"d4e365e5-6da4-408e-a425-163bda8f2b41\"},{\"question\":\"<p><strong>Quel attribut permettrait de déterminer l'ordre séquentiel des activités pour une demande de prêt spécifique?</strong></p>\\n\",\"answers\":[\"timestamp\",\"loanAmount\",\"nom de l'activité\",\"loanID\"],\"subContentId\":\"fe8cb330-1f3d-4164-860f-46688e66b91b\"}]},\"subContentId\":\"8e18c2c2-0719-436f-ba45-8a94762b3f51\",\"metadata\":{\"contentType\":\"Single Choice Set\",\"license\":\"U\",\"title\":\"Questions sur les données de process mining\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Questions sur les données de process 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performance\",\"Prédiction\",\"Découverte automatique des processus\",\"Analyse de conformité\"],\"subContentId\":\"968ff21b-a08e-4155-9398-cb7debd0b439\"},{\"question\":\"Si vous souhaitez estimer le temps qu'il faudra pour terminer une demande de prêt en cours, basé sur les données historiques, quelle technique de process mining utiliseriez-vous ?\",\"answers\":[\"Prédiction\",\"Découverte automatique des processus\",\"Analyse de conformité\",\"Analyse de performance\"],\"subContentId\":\"73b6297c-8125-4b41-94bd-9e9ac6be7fbf\"},{\"question\":\"Quelle technique de process mining serait la plus utile si une entreprise souhaite s'assurer que ses opérations respectent les réglementations internes et externes ?\",\"answers\":[\"Analyse de conformité\",\"Découverte automatique des processus\",\"Prédiction\",\"Analyse de performance\"],\"subContentId\":\"2466b80e-c2f1-4a69-88b1-17a6c8a1511b\"},{\"question\":\"Dans le contexte de la prédiction en process mining, quelle technique 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1.1\",\"params\":{\"text\":\"<h2><span style=\\\"color:#002395\\\"><strong>Questions sur les techniques de Process Mining (2/2)</strong></span></h2>\\n\"},\"subContentId\":\"69bc1c63-7635-41eb-9cd3-98fdd3f55826\",\"metadata\":{\"contentType\":\"Text\",\"license\":\"U\",\"title\":\"Untitled Text\",\"authors\":[],\"changes\":[]}},\"alwaysDisplayComments\":false,\"backgroundOpacity\":0,\"displayAsButton\":false,\"buttonSize\":\"big\",\"goToSlideType\":\"specified\",\"invisible\":false,\"solution\":\"\"},{\"x\":3.2679738562091503,\"y\":15.103002476892408,\"width\":94.77124183006536,\"height\":82.73618938302077,\"action\":{\"library\":\"H5P.SingleChoiceSet 1.11\",\"params\":{\"overallFeedback\":[{\"from\":0,\"to\":99,\"feedback\":\"Réessayer\"},{\"from\":100,\"to\":100,\"feedback\":\"Bien joué 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The task will be marked with its correct solution.\",\"a11yRetry\":\"Retry the task. Reset all responses and start the task over again.\"},\"choices\":[{\"question\":\"<p><strong>Vous êtes chargé d'utiliser le machine learning dans le cadre du process mining pour prédire le temps restant avant la conclusion d'un cas spécifique. Concernant la préparation de vos données et la mise en œuvre du modèle, quelle affirmation est la plus pertinente ?</strong></p>\\n\",\"answers\":[\"Vous allez entraîner un modèle de régression pour prédire une valeur continue représentant le temps restant, et vous utiliserez des caractéristiques telles que la durée des activités précédentes et le chemin suivi jusqu'à présent.\",\"Vous allez entraîner un modèle de classification pour prédire des étiquettes distinctes représentant différentes tranches de temps restantes.\",\"Vous allez utiliser un modèle de clustering pour regrouper les cas en fonction de leur durée totale et utiliser ce clustering pour prédire le temps restant.\",\"Vous allez utiliser un modèle génératif pour simuler le reste du processus et estimer la durée en fonction de cette simulation.\"],\"subContentId\":\"2fb7b5f6-bf00-4f0c-bc45-83fcaa2b8e71\"}]},\"subContentId\":\"0346fe66-70ea-46a2-a407-30b5342d73f6\",\"metadata\":{\"contentType\":\"Single Choice 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1yF99I5fkcr8iZDXH6ej7XPEMwtvvla+bPe32m+R/7M+T3ze+fPnj/LMFSe8h+R0/K5uVLw5lazSjC/b/u9OksCIAAAAAAzk3EtI1dGtOHqvqNodppgllNybga30bl7GeQyzOVr5srB845no1iYoXAUCW9vNYEwzwfM1YsH7X/IE0aGwwyZnb1m9WO+Xvv7nQUBEAAAAIBnlivsMs5lFMvgl6vkXuncvmEIOwp9ucLu3nZzg+95x71ZyotB8hzADIObey8fPvO8wtGZhbl1OFca5vt3VqsDBUAAAAAAnlpumx1t6x2d3/dyI0PXKPaNtsJmPGy/bgUZ8fL9Ga0WzMCX79HLjeyBw9WBveYylFzt2H7dZyUAAgAAAPCKMmpl0MoVbnmm3csFv4x9uTU2VwRmJMzts+3Xu4ryfchVgqOtw/k+nbRCMEe+vxkDcxt0bhV+nstEBEAAAAAAnmi00i+3te7lltZ2qZoYuaU3A2FeyJHPa78WjYx5+f6Mtgy/3MUo+fV8PG8WzgD7LCFQAAQAAADgJRmYcsVZbl3NoJer1E4a+eU85260ZfVZwhRjucLyWGg94X0fxcCMhnlm4mnfcwEQAAAAgKG1TnP77kkXeYwurcivjy6tyFVsp41QnE6GwIx7GQMnt1qP3v/mdzAYXqIyXBXYmX6NNgEQAAAA4IoarfbL2LTdf/I21AyCudIvt/YKfucrI+ujbvP7yRg4CoGTQTDPE8zf4ZO2XQuAAAAAAFdQhr9c7fdyF3pkdMqwlHPbz+d85crAW1vNBSIn/b6yB2YIfNCdvnRFAAQAAAC4IjIM5Sq+PGfupLP9RhEpw+CTVpNx8UarNvN3dVIMzDMEc5v2ytE5gQIgAAAAQHELR6vH8lKP/kE7FzVbf3MlYM4R/i6P0WUtGQJP6IDRy9uDdwVAAAAAgLJGK8UyBGUgmjw3Lkee7ZcrxUS/yy9/1xu9ZvVfewiAAAAAAMXkeXF3jm6R3W9Fvxx5g+z9HWf7VZPbffNW4Fz115/4tQuAAAAAAEVk0Lu3k6vABsdW++VneebfZm8wDIPt51HP6PbgXP0pAAIAAABccrnya3gW3NFW32H0OwqA+Wee/ZeP58rA9nOpK/9frHYEQAAAAIBLK2/1zbDXPvdttOIvz4TLW3/bz+NqEQABAAAALqG1zYjtvYiD1hF/+ddOr7nR14o/kgAIAAAAcEmMtnTmlt721R6jFX83rfijRQAEAAAAuARyNd/j3ZO3+273nfHHkwmAAAAAAHMsz/m7vxPRb4e/wVH4225WBrafByMCIAAAAMCcyu28w+2+rf2+vf2IBzsRyxvTz4E2ARAAAABgjuRqvrVOxHpv+py/DH8PuxHLtvryFARAAAAAgDmRZ/jd3W7O+cv4Nzha+pd/bu41YdB2X56WAAgAAABwwTL83diM2OkfX/WX/a+732wFFv54VgIgAAAAwAXKSz5yW2/7dt+DwWB4zt915/zxnARAAAAAgAuQK/pub0V0+8fDX64A3OhFrHamnwPPQgAEAAAAOGejVX/91qq//Pu9nWZLcPs58KwEQAAAAIBzkmHv5lZELy/5mDjs7+Dw805P+ONsCIAAAAAA5yC3/D7ePWHV36DZCiz+cVYEQAAAAIAzdmsrYnf/ePjLVX8ZBJdd8sEZEwABAAAAzkiu+ssz/fZbq/5yC/Dd7ebx9nNg1gRAAAAAgDOw0onYad3wuz9obvhdtt2XcyQAAgAAAMzYSVt+86y/u2745QIIgAAAAAAzkuf5Pdo9Hv7ytt+84Xe1Mz0fzoMACAAAADADKxsR2/3mco/RyLP/HnUjlqz64wIJgAAAAADPIbf03t+J6E9c9JGr/rr9iDWr/pgDAiAAAADAM8qVfQ+7zeUek2N9t7kEpD0fLoIACAAAAPCUFg6tbkzf8tvbj7iz3Tzefg5cFAEQAAAA4CnlLb+5xXdy5K2/ueVX/GPeCIAAAAAApzQ672/yoo/89PGuiz6YXwIgAAAAwCnkyr4822/yvL8MgXkG4IL4xxwTAAEAAABeQW7tbZ/3t3cQcWNzei7MGwEQAAAA4GWsdprLPSZHnvcn/nFZCIAAAAAAT5A3+vYPxuEvt/xu9pqzANtzYV4JgAAAAAAnuL3VnPc3GDSH/uWfj1z2wSUkAAIAAABMyAs9MvRN3vSb5/3l7b/tuXAZCIAAAAAAR3Jr74Nus9pvNPqDZivwE2/6fTSIb93vx8Kd3Vi4tzf9OFwwARAAAADgcbO1t7N3PP7lzb8vd9nH0u8txeo//qVY/e43xuprXhur//Q9IiBzRwAEAAAArryljYj13vH4lzf95g3ACyfMHz5n8X6sveOvxuoLb4jVb39drH3P98fSN+9OzYOLJgACAAAAV9ryRsR2/3j829yLWNmYnjuyuLoRq3/77w/D39ALL8bKez88NQ/mgQAIAAAAXFkZ/zZ7E+Uvmm2/+fX23GPP+8znYvXFt4wD4I/9VCx95frUPJgHAiAAAABwJV3faLb5To6NXnMWYHvuMfd6cfPP/nCs/tHXN/Hv8OPKRz49PQ/mhAAIAAAAXDkZ/3Lb7+TY2jtF/Du0+tHfiNVvf+1L8W/trT8Si3d3p+bBvBAAAQAAgCsl49/ewTj85dl/j3cjFk8R/5Z+fyVW/9I7x1t/v+t7Y+VXPzo1D4YeDcbaj50jARAAAAC4MoYr//YiBoPmyo/8s9M7XfxLK+//97H6XW8cB8Af/olY+l9/ODXvtJa+cSuWv3knvvVo+rEK/vf1bnzq8zfji9/YnHqstIcHsbjWGf5+0+LXb8bC2sb0vHMiAAIAAABXQl7s0Z3Y9psN8FH39PFv4cZm3PjBvzA++y/90q881equhdvdWFx6GIt/sBaLX1mO67/8objxA2+L65/8bCzc2pmaP/LNR6+s/ZyL9oWvdeJP/cTH41Vven+8+PaPxEd/a/nY4988fN9G2s+9rBbu7g5/lzd+/Cdj7bu/N9ZeeEOs/bEXY/XQ8s//y2be5KrAc/q3C4AAAABAeRn/cqXfZPzbPOWZfyMr/+E3j8e/jDr/Z2Fq3kkyDK382idi+V1/K1b+yrtj5cd+KlZ+9Cdj9a1vb17zT/6ZuPHz/zwWTnjuV2/uxb/66P+LX/741070K7/+9fjMF27F79/am6sY+Avv/7/x6je/P669+QPxbW/5QPzMP/nd+MOHTfD63Fcex9/7F1+Kv/FzvxM//bOfi//y1fWp519Gy5/+7eHvcmXy/0l6zeuGATB/v6sf+0ys/N2fjZW/8w/i+nv+7TAst19n1gRAAAAAoLTl9Yid1oUf67tPF/8Wlx/F6rv+5rEAuPbTP3OqFVyLq+tx453vPnxuXhpyZDIOjXzHH4+1f/SLsXhz69jzv/C1jXj1978vvu1Pf/DJ3vLB+COHH3/kr//H+Nef+EZ87d7+1M9x3j72n1fjhR/8tXjVmz8Q3/G2D8V7PvzVl+LkJz9/K9744x87fOz98ao3/Wp8+ndvTT3/slm414sbP/QXm/iXXngxVn/0nbH6jr82tPxv/t0wAK793C+89P9o5S+/OxYXH0y91qwJgAAAAEBZGfky9o1Gnv2Xt/8+Tfwbvs5v//dY/b63jWPdCy/G9fd9dGreSVby1uD2irD8+3e+YRj9hn9//Zti9R/+s1j62o3h+XGTz88A+Krve99wJd3LydD26kPf+UMfjl/8wO9deAT8/+3deXwU5f0H8F9tC1aoVRTBs5VL5BC1oOJROcSC1hMRvFARq4JYRVsPPOpFBVstEA6pIpeCgNw3cskhZwC5SfaYmY0hBCIESEIOPr/5PrMzOzuzgaAJCfDZ1+v92mTmmWN39q/P6/s8X6n2e+/Tjbj72bnoNSAZKwOxKc52AKju+9KkkyIADG4IQ6tcLRrmms+3y3PmthCCOzIQTMlAILI/GgC+xgCQiIiIiIiIiKg0yNp+Mu3XavdhveR/qQj0jj2irMOI9HjFCnXsAK9pCwTXpvjHJqC92jsuAIw0vRkh89jg9nSk3fWAqiwMrdjsC/5s7gBQQr76t47BzQ9NdTS/fxIuumEEfl1vkBMGntdsGIbP0nznctuaWYTNGYXYtvvoVYyJSDWfHC+8+7y805K/WvQTAkDX9bznO6os87vddQgpGYeQWsz3nJBUeGZYxx2t2jP4zSpov7YCQKPOlep/7xh/BeAdDACJiIiIiIiIiH4KCf9258SHf3mFVhdg79iSMC5tDL1yLMQL3/EQUnfm+cYlEn73v67qv+pI6/Co0wBCn/LNUQMgdwD4q3qD8M4n32NVMAerQrnKd6kH8PWSdNzdbY4KCGXcaXUG4pl3l/vOJQ03VgYO4rX+yWj/3Dy0fXIWOvacj8FfpyJZz8MOz/gV5rn7fbkVfT7fiD7DNmJlqjU9ef6GH/H3/6zG7U/NVnqZ51u6PX4tu+27i/Dh8E3qWHlfuHEvZq3OVP93e3cZzrrqUycA7PbOMrW9r2n4jFDcfcg9T1+xCz16r8Bt5rVEj97fYcbKTOzYU4Sx8wzr/kwjzGO3ZcYCPnlG4RmLoXf7O7ROXRHu8Dj0Lj1gjJyIYCir2FBPpvOGv02G9rfXEO7YVZEKzfDiZKRKGOgaq81ZjsjAzxF54Q3olc6xAsCLL0dar96IJA1T0gYNN41Amvzd5m4nADQub4a0PknOuND2dN+9lAYGgERERERERER00tmTCxS50j9ZA1D7ieGfPm95bKquOL06jH/1LzY88tKnLzKPs4IhFfpUuxgBfZ9vXHHcAaBU+f175NaEnXNXBA7itEutphu/qJWkAkH3/sWb96HTC/NR2TzHaXXNMXWiU4frWE06Tq8/GB8M24TV4VznGJmqe/51n5vjB6nwcdjUAHp+uAq/qp3knENI4FilwScYOiWoKgvl2M07C1Cl4RB17OmXD0HS+BS8nrTO/AyD1Tb7+iqwrCv3NAi/NK/RsvM0p1nIjFWZaPHwVJz2hwFqvzNerml+1p59VqDdEzOd49uYf3//QwFS9hQiOHcFIhfVc56Z+/nJOozG2RdBHztdhX32503dlY/gjCVIa9TMemb2en428/i0K69HaNZS57hQj16qIYz3N6L+jzLOuhD67y60/vfeiz1OppXPXlbi39WxYABIRERERERERCeVH/bHh3+F5t9atn9ciUiVXvdXoNmBjfhNdYS3GCUOaoJGNvRzf+8cL+fSRk3yjStOSQPAlcEctQagNVU4CZ1fXuTsW7hpH259fLrab1cJekkgJ007HnxxgXPc2IVpqHHtsOg5B6JN56k4o8GQhOeQbXVajcaU5bvUsZvTC3DG5UPUvkqXDUbSuBT0GrBONSuRwNF9Dgn0ZJvsswPAJduy0ajtWLXPHRa6r3dm46E4+8r/Odtad5mhAsDg6u0wrm0d68YrlXnyd5Ua1vdvP8s6TRCaH5uqq42eAr3WFfEhnZfsq30FtC+nqGNC3V/1B3v2uCjjzAsU3xj3OPMc4dlLS/y7OhYMAImIiIiIiIjopJF+ACgoioV/+ebfkf3+cSUVMLKhtesQH9icfbFvnBqbsguhyfMRmjAHgQ3huDX9jPad48/R8g4ESjjdM1EAKAGZhIBC1vBbvDkbXd9Y6gSA5zb9DMNnas5U2lsfm2aFfyp4S8KFzYejVedpuPfZebip02T8rslQFajZ1XyvD1hnnrcoLgC0QrckFdRdfdcE3N1tLlo9Mg3VzWvZYZ7se+qtpdb6gAkCwJmrd6PvyC14tvcKnH11bArws++vUNuF3PcaLQ+3/3WWc165L/lMLR+ehvY95qGled2Lrh9u7a9lVT3GAsB8aB8OdtZsNKqeD33EBPP73onU1ExoY6fDOK+WM1030vU5FbqFVm+Hfn4d5xlpcvw1raDf3wV6xyegN29jVfrZz/CcSxBaH0Bo/mpoQ7+E9vK70CpZ+4w/NILxzn+s7eJ/Yyzm30a79rEgsNF10D8e6owL7tjpe/6lgQEgEREREREREZ0UQvuswM9+HT4M/HDAarzgHVtSoW/XI9KgWVx4Z9S7yj9u+SYY0tCjRi0Y51wCvcXtCH67ztmv/WdofHhUvRa00ZN950nEHQBKOHfdfRPR8YX5jnu6z8PVd41X1XsSiEkVXc++q7AhLV8FgFOW7USleoOtgM9Uq+UojF+crtb8k+m6q0M5eP/Tjbjwus+dMQ3bjsGc5CxfACgh4v3Pf4PFW7JVl+G15jlGzdZQ+bLY+Rvd9pW6bqIAUD6PhIOJugDLdru5x+i5hgr8rNBxIOq0HI2B41PUPcsaf/Iu6x7WbjFahZLuAHCDBIAv/RN6pWoqaEurfYWv8Ufk5beht20Pvd19iDz1PFJ3F0J7NlbpqcK/x7ojuD6IwM5ctZZgYKMG46me0CVQlHHmubWuz1trAmYdRmDmUicAjDS5Xv0m7LUebaoJyPPuJiDRLsD2mATPvzQwACQiIiIiIiKiE54098gtjIV/Mu13V45/3LEKDZtgVZC5AsC0W+6MG5O6MxeRZi1i002j4ZB7XPDb9TDqN3XtPxfGta1KFPq4A0C7Gs5e887mrOdnuvOZ2Zj//V5VHSgB353d5jrVfbKeX6KOuxK89Rm5RVXw2YFdv7E7fFOAWz86HWtcawTax94VbUAiLrhh+BEDQJEoAHSfr+ubS1XYKft/ZX6+SUv9lXEybsLidFxgfiZ3AKgqAKXxiv08zO9aAljp2ixr/CUK24JLv4fR8ForlDMZHR5HIBLf1ETI2o2qGjB6bqPhNSokVvtmuALAK6IBoOd4qwvwa/4A0DOutDEAJCIiIiIiIqITmoQq+/NjHX/lXZqASCdg79hjFeo7BO4GHqpC7L5H4wKk0PogtF+fHRcSqhDo4sudcYFAJrSWd0KLTjtVqtZEaNU23zW93AGgBGyX3ToGNz04xXHjA1NQu9VoVKpnBYFSEdf0ngkYtyhNhWGtHprqNOu45dFpWGfEd7G1bc4oRNVoFaE0+Oj27nJfAPjiR2t8x8l05Ff+u9Zaq88cc9GNI6zz/cQAUDTvMCkWKDYf7jQF8ZJKwNadp3kCwAKEZi+HXrtJbH09WYOvWUto93WB/rde0OcuQyAz9j0EJy9QVZlOONvvM9+1bNqQ0c5zlHX9gqOnqu0MAImIiIiIiIiIyoCEfFl5sco/af6x79DPm/bryDoM7bXe8aGdhEP3PBIfACan+ANAc1zkoa7OGKk80x55JlaVFhV+r5//uh5HWwNQbN8DrArm4Nr2X+MXtaJBXPPhWLhpL264f5ITAHZ6aaHv/G41o9OAJcz7yzNz4wJA2TZuQcR3jFz/9QHJTmOP0ggAJeS0qxab3198w5Qde4rQ4bl5vgBQ1l/UpsyHftWNKvxzmoBEyRRftQ5g735IDWYhMG6OWttRPRdpxrFgta9K0Bae+13sGZpjQ5+MtaYAMwAkIiIiIiIiIip9GQet6b7260C+NR3YO+4nyTqMUPdX4oM9U9r1beLGpabnInJty7iAyWjQFOEFse6yqXsKoT3eIz4AlCCqx2v+63okCgATdQEWfc199jReWa/voy+2ocUDU5wA8I6nZ6tKP+9xtjMbf+KEfV16fesLACcuTvMdUxYB4B/vnuBUANZpPdpZG9BrY3o+bntypj8AlP3mfQXXpiI8eDS0Ls8hclNbGBLyuZ6TXu0SGC++ieCEedDP+UPsuXw+znctW1g6Bduh8G/PR2jERLWdASARERERERERUSmSIEUafLjDv0OFViMQ79ifTALAp16CXjm+as84v66vOiy4yYD+6nvQ7+0MrfvLqnmEe79aO+72jvFhogRN3V72X9fjWALAD0dtddbOk/Ds7x+vxR3PxNbnk+6/Y+b7q/ikovDfo6w1AGVcpfqD0f+r7eUWAHZ9Y0lsDUDzfcryjISfeZx5nouj53EHgNKYQxp3KJmxQDBg7IP29RzozVrEQsCqNRFcsAb65c1iz6b9Y6oDtPd6crzeqYsT4BkNmqn1HdU+BoBERERERERERKVHywZyC2LhX0GRFQh6x/0sWYehvfhWfGgnzjgP4Q0B33gJdwLpOb6OsyK4eB3imoBEab0+8I318gaAH47cim27i1RoZ5Nx0vVXpstKCKcCu1pJ6DtyC4ZODjjh3C/rDsK1901UlXPuKcQSCso6gnZQeMmNIzFpWUaZBYBfLUp3AsDTag3EJ5Piv88h5v+/bWytRyhu6DARs9ZYQZl1z8DGH/LV9l/WtT5vLADMh9H9ZWh3d4Z21yPQ+g3z3bM2dIwK/tQzqFwNIe1H6J2izT1E9UsRee8jpEh4KMGjMJ+r0buf2ucEuHc+hNS0A+qcxxQASpdhufZ1tyCw2fCNK20MAImIiIiIiIjohBLcG9/xV4oA00s7/IsK9U6KTfd0u+shVdXnHZ+IBET67ffHryUoflMd2pxlvvFe7gBQQrjmHSertfxsHV9cgD89OBlVGgyJ6wZcvdlnqmOvhGXXd5zkBHQy5syGQ3D/89/gzQHJaPPYdCdok30SqPXql6yuXVYB4Oy1e9Dgz2Oce63b+gv0HrYZgyYGMHZBGlYGc9DuyZmx+6ptdQO+t8dc/HPgOtz77FynYcn/1U7yBYD6g3+Nfc9VayI8ahJCK7YgsCGE0KK1iHSMVvGdbu4/6yKk7MpH2Nyu16wdC2clyGt0DdJeex9pb36ASJPr456fUaM2wis3O5+pJAGg0PoOUmsHqvOcUQNG56cR+HI6gl9MRSA10ze+NDAAJCIiIiIiIqIThlRQSYffw66pv3vz/ONKS+jTcdCrWJVicWrUhvbf//nGewVCWdD/8baqGow7XsKnulciNSPPd4yXOwC0AzMJ49zskMweU7XRJ/jHx7GOvdNW7EJDaawRHasCvSj7f/u8LR6e6nQKLqsAcK2Wh5semBx3bQn4KtUfghaPTFNVjdNXZeK8pp85waRzj9F3IRWRlc1zxweABQiPmgz9/Lqx77vaJVaAd/2tiNS7Clp0Cq6EsGlPPe9U+Wm9+8M4N7oWYOVo12cJCe3xtnN+D+2dj+K+h5IGgMEl6/2hctWa0MzfWXj2Ut/08tLAAJCIiIiIiIiIThiZOVanX/u1/5BVEegdV1qCq7bBuPqm+LBGhULVVfWW3vNNhBYnI6DtVZ1+Axl5SNX3qePCw79GpMkNznTPONKM4sPBvuslsnizFQDaoVdxZHrv2Vd9iiZ3jMOQianYmhk/FXn5jv1o98RMnPvHT+ODv1pW+CbrAz7fZyXWaLnOMSoAvGaYFbzVGYivFxUTAPaXAHCQGhcXANa3qhIlpHMHgELW/ZNr2sGhHTLe/PBUZ1rz5GUZaN15Gn5z+RB1z+4Q9LeNh6L7O8tw2xMznO+g9ePRNQAzC6B9Ph76ZVerRh0qzKt0TlQ19fykgk975iUEtu+M3dfuAoTGz4Z+9Z9gnHVR3DNTYaBsa3oztHEzrenBrs8TmLEkPgBcttH3XSl7iqA//RIMaToS12G6OgNAIiIiIiIiIjq1SXdfd9MPWfev1Dr+FkNCPf2BJ/0Bnq1KTRiXNYXWtgP0Tua4jl2h3dYRepMbVdWZb3w06NHb3IPA1vjGF8VJ1nLx5Ovf4um3lxXr2fe/w9tDNmDEbB0LNxU/NVmmBI+ao6NLr8VqLcAG7cbi5gen4NV+yRi/KF2tLegev3DTXvTsu1Jd46l/LsWSzXt955QpxmPmRZx7eenfVvfj7ZlFKqCTbc+Y79NXxk9vtdcelH3XtP8a9duORdN7J+C5D1bGuv6a78tTDuDjL7apKcuNbv8Kjf8yTv09YNwOrI8cwoCx251r9xm+GVt2RT+Def7gkg0IJ42A8UBXGK3ugH7jnxG5zXxWr7yH0Pg5xU7jDq7ZAe2zcdZU4eZtLB0eQ9jcFlwTH2TaAutDiPR8A8aLbyHyr/4Ibiv++aYGdkMbPgFG+87Qr7sFWrOWiNx6D0KrtjEAJCIiIiIiIqJTkwR9Zd70oxjh5JTiwzxvsOedKuqhqsgaNkNoe7rvOkfibtiRm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+/*!
+* @license SoundJS
+* Visit http://createjs.com/ for documentation, updates and examples.
+*
+* Copyright (c) 2011-2015 gskinner.com, inc.
+*
+* Distributed under the terms of the MIT license.
+* http://www.opensource.org/licenses/mit-license.html
+*
+* This notice shall be included in all copies or substantial portions of the Software.
+*/
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XHRRequest]"},createjs.XHRRequest=createjs.promote(e,"AbstractRequest")}(),this.createjs=this.createjs||{},function(){"use strict";function e(e,t){this.AbstractMediaLoader_constructor(e,t,createjs.AbstractLoader.SOUND),createjs.RequestUtils.isAudioTag(e)||createjs.RequestUtils.isAudioTag(e.src)?this._tag=e:createjs.RequestUtils.isAudioTag(e.tag)&&(this._tag=createjs.RequestUtils.isAudioTag(e)?e:e.src),null!=this._tag&&(this._preferXHR=!1)}var t=createjs.extend(e,createjs.AbstractMediaLoader);e.canLoadItem=function(e){return e.type==createjs.AbstractLoader.SOUND},t._createTag=function(e){var t=document.createElement("audio");return t.autoplay=!1,t.preload="none",t.src=e,t},createjs.SoundLoader=createjs.promote(e,"AbstractMediaLoader")}(),this.createjs=this.createjs||{},function(){"use strict";function e(){this.interrupt=null,this.delay=null,this.offset=null,this.loop=null,this.volume=null,this.pan=null,this.startTime=null,this.duration=null}var t=e.prototype={},n=e;n.create=function(e){if(e instanceof n||e instanceof Object){var t=new createjs.PlayPropsConfig;return t.set(e),t}throw new Error("Type not recognized.")},t.set=function(e){for(var t in e)this[t]=e[t];return this},t.toString=function(){return"[PlayPropsConfig]"},createjs.PlayPropsConfig=n}(),this.createjs=this.createjs||{},function(){"use strict";function o(){throw"Sound cannot be instantiated"}function s(e,t){this.init(e,t)}var l=o;l.INTERRUPT_ANY="any",l.INTERRUPT_EARLY="early",l.INTERRUPT_LATE="late",l.INTERRUPT_NONE="none",l.PLAY_INITED="playInited",l.PLAY_SUCCEEDED="playSucceeded",l.PLAY_INTERRUPTED="playInterrupted",l.PLAY_FINISHED="playFinished",l.PLAY_FAILED="playFailed",l.SUPPORTED_EXTENSIONS=["mp3","ogg","opus","mpeg","wav","m4a","mp4","aiff","wma","mid"],l.EXTENSION_MAP={m4a:"mp4"},l.FILE_PATTERN=/^(?:(\w+:)\/{2}(\w+(?:\.\w+)*\/?))?([\/.]*?(?:[^?]+)?\/)?((?:[^\/?]+)\.(\w+))(?:\?(\S+)?)?$/,l.defaultInterruptBehavior=l.INTERRUPT_NONE,l.alternateExtensions=[],l.activePlugin=null,l._masterVolume=1,Object.defineProperty(l,"volume",{get:function(){return this._masterVolume},set:function(e){if(null==Number(e))return!1;if(e=Math.max(0,Math.min(1,e)),l._masterVolume=e,!this.activePlugin||!this.activePlugin.setVolume||!this.activePlugin.setVolume(e))for(var t=this._instances,n=0,i=t.length;n<i;n++)t[n].setMasterVolume(e)}}),l._masterMute=!1,Object.defineProperty(l,"muted",{get:function(){return this._masterMute},set:function(e){if(null==e)return!1;if(this._masterMute=e,!this.activePlugin||!this.activePlugin.setMute||!this.activePlugin.setMute(e))for(var t=this._instances,n=0,i=t.length;n<i;n++)t[n].setMasterMute(e);return!0}}),Object.defineProperty(l,"capabilities",{get:function(){return null==l.activePlugin?null:l.activePlugin._capabilities},set:function(){return!1}}),l._pluginsRegistered=!1,l._lastID=0,l._instances=[],l._idHash={},l._preloadHash={},l._defaultPlayPropsHash={},l.addEventListener=null,l.removeEventListener=null,l.removeAllEventListeners=null,l.dispatchEvent=null,l.hasEventListener=null,l._listeners=null,createjs.EventDispatcher.initialize(l),l.getPreloadHandlers=function(){return{callback:createjs.proxy(l.initLoad,l),types:["sound"],extensions:l.SUPPORTED_EXTENSIONS}},l._handleLoadComplete=function(e){var t=e.target.getItem().src;if(l._preloadHash[t])for(var n=0,i=l._preloadHash[t].length;n<i;n++){var r=l._preloadHash[t][n];l._preloadHash[t][n]=!0,l.hasEventListener("fileload")&&((e=new createjs.Event("fileload")).src=r.src,e.id=r.id,e.data=r.data,e.sprite=r.sprite,l.dispatchEvent(e))}},l._handleLoadError=function(e){var t=e.target.getItem().src;if(l._preloadHash[t])for(var n=0,i=l._preloadHash[t].length;n<i;n++){var r=l._preloadHash[t][n];l._preloadHash[t][n]=!1,l.hasEventListener("fileerror")&&((e=new createjs.Event("fileerror")).src=r.src,e.id=r.id,e.data=r.data,e.sprite=r.sprite,l.dispatchEvent(e))}},l._registerPlugin=function(e){return!!e.isSupported()&&(l.activePlugin=new e,!0)},l.registerPlugins=function(e){l._pluginsRegistered=!0;for(var t=0,n=e.length;t<n;t++)if(l._registerPlugin(e[t]))return!0;return!1},l.initializeDefaultPlugins=function(){return null!=l.activePlugin||!l._pluginsRegistered&&!!l.registerPlugins([createjs.WebAudioPlugin,createjs.HTMLAudioPlugin])},l.isReady=function(){return null!=l.activePlugin},l.getCapabilities=function(){return null==l.activePlugin?null:l.activePlugin._capabilities},l.getCapability=function(e){return null==l.activePlugin?null:l.activePlugin._capabilities[e]},l.initLoad=function(e){return l._registerSound(e)},l._registerSound=function(e){if(!l.initializeDefaultPlugins())return!1;if(e.src instanceof Object?(o=l._parseSrc(e.src)).src=e.path+o.src:o=l._parsePath(e.src),null==o)return!1;e.src=o.src,e.type="sound";var t=e.data,n=null;if(null!=t&&(isNaN(t.channels)?isNaN(t)||(n=parseInt(t)):n=parseInt(t.channels),t.audioSprite))for(var i,r=t.audioSprite.length;r--;)i=t.audioSprite[r],l._idHash[i.id]={src:e.src,startTime:parseInt(i.startTime),duration:parseInt(i.duration)},i.defaultPlayProps&&(l._defaultPlayPropsHash[i.id]=createjs.PlayPropsConfig.create(i.defaultPlayProps));null!=e.id&&(l._idHash[e.id]={src:e.src});var o=l.activePlugin.register(e);return s.create(e.src,n),null!=t&&isNaN(t)?e.data.channels=n||s.maxPerChannel():e.data=n||s.maxPerChannel(),o.type&&(e.type=o.type),e.defaultPlayProps&&(l._defaultPlayPropsHash[e.src]=createjs.PlayPropsConfig.create(e.defaultPlayProps)),o},l.registerSound=function(e,t,n,i,r){r={src:e,id:t,data:n,defaultPlayProps:r};e instanceof Object&&e.src&&(i=t,r=e),null==((r=createjs.LoadItem.create(r)).path=i)||r.src instanceof Object||(r.src=i+e);e=l._registerSound(r);if(!e)return!1;if(l._preloadHash[r.src]||(l._preloadHash[r.src]=[]),l._preloadHash[r.src].push(r),1==l._preloadHash[r.src].length)e.on("complete",createjs.proxy(this._handleLoadComplete,this)),e.on("error",createjs.proxy(this._handleLoadError,this)),l.activePlugin.preload(e);else if(1==l._preloadHash[r.src][0])return!0;return r},l.registerSounds=function(e,t){var n=[];e.path&&(t?t+=e.path:t=e.path,e=e.manifest);for(var i=0,r=e.length;i<r;i++)n[i]=createjs.Sound.registerSound(e[i].src,e[i].id,e[i].data,t,e[i].defaultPlayProps);return n},l.removeSound=function(e,t){if(null==l.activePlugin)return!1;var n,i;if(null==(n=(e=e instanceof Object&&e.src?e.src:e)instanceof Object?l._parseSrc(e):(e=l._getSrcById(e).src,l._parsePath(e))))return!1;for(i in e=n.src,null!=t&&(e=t+e),l._idHash)l._idHash[i].src==e&&delete l._idHash[i];return s.removeSrc(e),delete l._preloadHash[e],l.activePlugin.removeSound(e),!0},l.removeSounds=function(e,t){var n=[];e.path&&(t?t+=e.path:t=e.path,e=e.manifest);for(var i=0,r=e.length;i<r;i++)n[i]=createjs.Sound.removeSound(e[i].src,t);return n},l.removeAllSounds=function(){l._idHash={},l._preloadHash={},s.removeAll(),l.activePlugin&&l.activePlugin.removeAllSounds()},l.loadComplete=function(e){if(!l.isReady())return!1;var t=l._parsePath(e);return e=(t?l._getSrcById(t.src):l._getSrcById(e)).src,null!=l._preloadHash[e]&&1==l._preloadHash[e][0]},l._parsePath=function(e){var t=(e="string"!=typeof e?e.toString():e).match(l.FILE_PATTERN);if(null==t)return!1;for(var n=t[4],i=t[5],r=l.capabilities,o=0;!r[i];)if(i=l.alternateExtensions[o++],o>l.alternateExtensions.length)return null;return{name:n,src:e=e.replace("."+t[5],"."+i),extension:i}},l._parseSrc=function(e){var t,n={name:void 0,src:void 0,extension:void 0},i=l.capabilities;for(t in e)if(e.hasOwnProperty(t)&&i[t]){n.src=e[t],n.extension=t;break}if(!n.src)return!1;var r=n.src.lastIndexOf("/");return n.name=-1!=r?n.src.slice(r+1):n.src,n},l.play=function(e,t,n,i,r,o,s,a,c){c=createjs.PlayPropsConfig.create(t instanceof Object||t instanceof createjs.PlayPropsConfig?t:{interrupt:t,delay:n,offset:i,loop:r,volume:o,pan:s,startTime:a,duration:c}),e=l.createInstance(e,c.startTime,c.duration);return l._playInstance(e,c)||e._playFailed(),e},l.createInstance=function(e,t,n){if(!l.initializeDefaultPlugins())return new createjs.DefaultSoundInstance(e,t,n);var i=l._defaultPlayPropsHash[e];e=l._getSrcById(e);var r=l._parsePath(e.src),o=null;return null!=r&&null!=r.src?(s.create(r.src),null==t&&(t=e.startTime),o=l.activePlugin.create(r.src,t,n||e.duration),(i=i||l._defaultPlayPropsHash[r.src])&&o.applyPlayProps(i)):o=new createjs.DefaultSoundInstance(e,t,n),o.uniqueId=l._lastID++,o},l.stop=function(){for(var e=this._instances,t=e.length;t--;)e[t].stop()},l.setVolume=function(e){if(null==Number(e))return!1;if(e=Math.max(0,Math.min(1,e)),l._masterVolume=e,!this.activePlugin||!this.activePlugin.setVolume||!this.activePlugin.setVolume(e))for(var t=this._instances,n=0,i=t.length;n<i;n++)t[n].setMasterVolume(e)},l.getVolume=function(){return this._masterVolume},l.setMute=function(e){if(null==e)return!1;if(this._masterMute=e,!this.activePlugin||!this.activePlugin.setMute||!this.activePlugin.setMute(e))for(var t=this._instances,n=0,i=t.length;n<i;n++)t[n].setMasterMute(e);return!0},l.getMute=function(){return this._masterMute},l.setDefaultPlayProps=function(e,t){e=l._getSrcById(e),l._defaultPlayPropsHash[l._parsePath(e.src).src]=createjs.PlayPropsConfig.create(t)},l.getDefaultPlayProps=function(e){return e=l._getSrcById(e),l._defaultPlayPropsHash[l._parsePath(e.src).src]},l._playInstance=function(e,t){var n=l._defaultPlayPropsHash[e.src]||{};if(null==t.interrupt&&(t.interrupt=n.interrupt||l.defaultInterruptBehavior),null==t.delay&&(t.delay=n.delay||0),null==t.offset&&(t.offset=e.getPosition()),null==t.loop&&(t.loop=e.loop),null==t.volume&&(t.volume=e.volume),null==t.pan&&(t.pan=e.pan),0==t.delay){if(!l._beginPlaying(e,t))return!1}else{n=setTimeout(function(){l._beginPlaying(e,t)},t.delay);e.delayTimeoutId=n}return this._instances.push(e),!0},l._beginPlaying=function(e,t){if(!s.add(e,t.interrupt))return!1;if(e._beginPlaying(t))return!0;e=createjs.indexOf(this._instances,e);return-1<e&&this._instances.splice(e,1),!1},l._getSrcById=function(e){return l._idHash[e]||{src:e}},l._playFinished=function(e){s.remove(e);e=createjs.indexOf(this._instances,e);-1<e&&this._instances.splice(e,1)},createjs.Sound=o,s.channels={},s.create=function(e,t){return null==s.get(e)&&(s.channels[e]=new s(e,t),!0)},s.removeSrc=function(e){var t=s.get(e);return null!=t&&(t._removeAll(),delete s.channels[e],!0)},s.removeAll=function(){for(var e in s.channels)s.channels[e]._removeAll();s.channels={}},s.add=function(e,t){var n=s.get(e.src);return null!=n&&n._add(e,t)},s.remove=function(e){var t=s.get(e.src);return null!=t&&(t._remove(e),!0)},s.maxPerChannel=function(){return e.maxDefault},s.get=function(e){return s.channels[e]};var e=s.prototype;e.constructor=s,e.src=null,e.max=null,e.maxDefault=100,e.length=0,e.init=function(e,t){this.src=e,this.max=t||this.maxDefault,-1==this.max&&(this.max=this.maxDefault),this._instances=[]},e._get=function(e){return this._instances[e]},e._add=function(e,t){return!!this._getSlot(t,e)&&(this._instances.push(e),this.length++,!0)},e._remove=function(e){e=createjs.indexOf(this._instances,e);return-1!=e&&(this._instances.splice(e,1),this.length--,!0)},e._removeAll=function(){for(var e=this.length-1;0<=e;e--)this._instances[e].stop()},e._getSlot=function(e){var t,n;if(e!=o.INTERRUPT_NONE&&null==(n=this._get(0)))return!0;for(var i=0,r=this.max;i<r;i++){if(null==(t=this._get(i)))return!0;if(t.playState==o.PLAY_FINISHED||t.playState==o.PLAY_INTERRUPTED||t.playState==o.PLAY_FAILED){n=t;break}e!=o.INTERRUPT_NONE&&(e==o.INTERRUPT_EARLY&&t.getPosition()<n.getPosition()||e==o.INTERRUPT_LATE&&t.getPosition()>n.getPosition())&&(n=t)}return null!=n&&(n._interrupt(),this._remove(n),!0)},e.toString=function(){return"[Sound SoundChannel]"}}(),this.createjs=this.createjs||{},function(){"use strict";function e(e,t,n,i){this.EventDispatcher_constructor(),this.src=e,this.uniqueId=-1,this.playState=null,this.delayTimeoutId=null,this._volume=1,Object.defineProperty(this,"volume",{get:this.getVolume,set:this.setVolume}),this._pan=0,Object.defineProperty(this,"pan",{get:this.getPan,set:this.setPan}),this._startTime=Math.max(0,t||0),Object.defineProperty(this,"startTime",{get:this.getStartTime,set:this.setStartTime}),this._duration=Math.max(0,n||0),Object.defineProperty(this,"duration",{get:this.getDuration,set:this.setDuration}),this._playbackResource=null,Object.defineProperty(this,"playbackResource",{get:this.getPlaybackResource,set:this.setPlaybackResource}),!1!==i&&!0!==i&&this.setPlaybackResource(i),this._position=0,Object.defineProperty(this,"position",{get:this.getPosition,set:this.setPosition}),this._loop=0,Object.defineProperty(this,"loop",{get:this.getLoop,set:this.setLoop}),this._muted=!1,Object.defineProperty(this,"muted",{get:this.getMuted,set:this.setMuted}),this._paused=!1,Object.defineProperty(this,"paused",{get:this.getPaused,set:this.setPaused})}var t=createjs.extend(e,createjs.EventDispatcher);t.play=function(e,t,n,i,r,o){o=createjs.PlayPropsConfig.create(e instanceof Object||e instanceof createjs.PlayPropsConfig?e:{interrupt:e,delay:t,offset:n,loop:i,volume:r,pan:o});return this.playState==createjs.Sound.PLAY_SUCCEEDED?(this.applyPlayProps(o),void(this._paused&&this.setPaused(!1))):(this._cleanUp(),createjs.Sound._playInstance(this,o),this)},t.stop=function(){return this._position=0,this._paused=!1,this._handleStop(),this._cleanUp(),this.playState=createjs.Sound.PLAY_FINISHED,this},t.destroy=function(){this._cleanUp(),this.src=null,this.playbackResource=null,this.removeAllEventListeners()},t.applyPlayProps=function(e){return null!=e.offset&&this.setPosition(e.offset),null!=e.loop&&this.setLoop(e.loop),null!=e.volume&&this.setVolume(e.volume),null!=e.pan&&this.setPan(e.pan),null!=e.startTime&&(this.setStartTime(e.startTime),this.setDuration(e.duration)),this},t.toString=function(){return"[AbstractSoundInstance]"},t.getPaused=function(){return this._paused},t.setPaused=function(e){return!0!==e&&!1!==e||this._paused==e||1==e&&this.playState!=createjs.Sound.PLAY_SUCCEEDED?void 0:((this._paused=e)?this._pause():this._resume(),clearTimeout(this.delayTimeoutId),this)},t.setVolume=function(e){return e==this._volume||(this._volume=Math.max(0,Math.min(1,e)),this._muted||this._updateVolume()),this},t.getVolume=function(){return this._volume},t.setMuted=function(e){return!0===e||!1===e?(this._muted=e,this._updateVolume(),this):void 0},t.getMuted=function(){return this._muted},t.setPan=function(e){return e==this._pan||(this._pan=Math.max(-1,Math.min(1,e)),this._updatePan()),this},t.getPan=function(){return this._pan},t.getPosition=function(){return this._paused||this.playState!=createjs.Sound.PLAY_SUCCEEDED||(this._position=this._calculateCurrentPosition()),this._position},t.setPosition=function(e){return this._position=Math.max(0,e),this.playState==createjs.Sound.PLAY_SUCCEEDED&&this._updatePosition(),this},t.getStartTime=function(){return this._startTime},t.setStartTime=function(e){return e==this._startTime||(this._startTime=Math.max(0,e||0),this._updateStartTime()),this},t.getDuration=function(){return this._duration},t.setDuration=function(e){return e==this._duration||(this._duration=Math.max(0,e||0),this._updateDuration()),this},t.setPlaybackResource=function(e){return this._playbackResource=e,0==this._duration&&this._setDurationFromSource(),this},t.getPlaybackResource=function(){return this._playbackResource},t.getLoop=function(){return this._loop},t.setLoop=function(e){null!=this._playbackResource&&(0!=this._loop&&0==e?this._removeLooping(e):0==this._loop&&0!=e&&this._addLooping(e)),this._loop=e},t._sendEvent=function(e){e=new createjs.Event(e);this.dispatchEvent(e)},t._cleanUp=function(){clearTimeout(this.delayTimeoutId),this._handleCleanUp(),this._paused=!1,createjs.Sound._playFinished(this)},t._interrupt=function(){this._cleanUp(),this.playState=createjs.Sound.PLAY_INTERRUPTED,this._sendEvent("interrupted")},t._beginPlaying=function(e){return this.setPosition(e.offset),this.setLoop(e.loop),this.setVolume(e.volume),this.setPan(e.pan),null!=e.startTime&&(this.setStartTime(e.startTime),this.setDuration(e.duration)),null!=this._playbackResource&&this._position<this._duration?(this._paused=!1,this._handleSoundReady(),this.playState=createjs.Sound.PLAY_SUCCEEDED,this._sendEvent("succeeded"),!0):(this._playFailed(),!1)},t._playFailed=function(){this._cleanUp(),this.playState=createjs.Sound.PLAY_FAILED,this._sendEvent("failed")},t._handleSoundComplete=function(){return(this._position=0)!=this._loop?(this._loop--,this._handleLoop(),void this._sendEvent("loop")):(this._cleanUp(),this.playState=createjs.Sound.PLAY_FINISHED,void this._sendEvent("complete"))},t._handleSoundReady=function(){},t._updateVolume=function(){},t._updatePan=function(){},t._updateStartTime=function(){},t._updateDuration=function(){},t._setDurationFromSource=function(){},t._calculateCurrentPosition=function(){},t._updatePosition=function(){},t._removeLooping=function(){},t._addLooping=function(){},t._pause=function(){},t._resume=function(){},t._handleStop=function(){},t._handleCleanUp=function(){},t._handleLoop=function(){},createjs.AbstractSoundInstance=createjs.promote(e,"EventDispatcher"),createjs.DefaultSoundInstance=createjs.AbstractSoundInstance}(),this.createjs=this.createjs||{},function(){"use strict";function e(){this._capabilities=null,this._loaders={},this._audioSources={},this._soundInstances={},this._volume=1,this._loaderClass,this._soundInstanceClass}var t=e.prototype;e._capabilities=null,e.isSupported=function(){return!0},t.register=function(e){var t=this._loaders[e.src];return t&&!t.canceled?this._loaders[e.src]:(this._audioSources[e.src]=!0,this._soundInstances[e.src]=[],(t=new this._loaderClass(e)).on("complete",this._handlePreloadComplete,this),this._loaders[e.src]=t)},t.preload=function(e){e.on("error",this._handlePreloadError,this),e.load()},t.isPreloadStarted=function(e){return null!=this._audioSources[e]},t.isPreloadComplete=function(e){return!(null==this._audioSources[e]||1==this._audioSources[e])},t.removeSound=function(e){if(this._soundInstances[e]){for(var t=this._soundInstances[e].length;t--;)this._soundInstances[e][t].destroy();delete this._soundInstances[e],delete this._audioSources[e],this._loaders[e]&&this._loaders[e].destroy(),delete this._loaders[e]}},t.removeAllSounds=function(){for(var e in this._audioSources)this.removeSound(e)},t.create=function(e,t,n){this.isPreloadStarted(e)||this.preload(this.register(e));n=new this._soundInstanceClass(e,t,n,this._audioSources[e]);return this._soundInstances[e].push(n),n},t.setVolume=function(e){return this._volume=e,this._updateVolume(),!0},t.getVolume=function(){return this._volume},t.setMute=function(){return this._updateVolume(),!0},t.toString=function(){return"[AbstractPlugin]"},t._handlePreloadComplete=function(e){var t=e.target.getItem().src;this._audioSources[t]=e.result;for(var n=0,i=this._soundInstances[t].length;n<i;n++)this._soundInstances[t][n].setPlaybackResource(this._audioSources[t])},t._handlePreloadError=function(){},t._updateVolume=function(){},createjs.AbstractPlugin=e}(),this.createjs=this.createjs||{},function(){"use strict";function e(e){this.AbstractLoader_constructor(e,!0,createjs.AbstractLoader.SOUND)}var t=createjs.extend(e,createjs.AbstractLoader);e.context=null,t.toString=function(){return"[WebAudioLoader]"},t._createRequest=function(){this._request=new createjs.XHRRequest(this._item,!1),this._request.setResponseType("arraybuffer")},t._sendComplete=function(){e.context.decodeAudioData(this._rawResult,createjs.proxy(this._handleAudioDecoded,this),createjs.proxy(this._sendError,this))},t._handleAudioDecoded=function(e){this._result=e,this.AbstractLoader__sendComplete()},createjs.WebAudioLoader=createjs.promote(e,"AbstractLoader")}(),this.createjs=this.createjs||{},function(){"use strict";function e(e,t,n,i){this.AbstractSoundInstance_constructor(e,t,n,i),this.gainNode=r.context.createGain(),this.panNode=r.context.createPanner(),this.panNode.panningModel=r._panningModel,this.panNode.connect(this.gainNode),this._updatePan(),this.sourceNode=null,this._soundCompleteTimeout=null,this._sourceNodeNext=null,this._playbackStartTime=0,this._endedHandler=createjs.proxy(this._handleSoundComplete,this)}var t=createjs.extend(e,createjs.AbstractSoundInstance),r=e;r.context=null,r._scratchBuffer=null,r.destinationNode=null,r._panningModel="equalpower",t.destroy=function(){this.AbstractSoundInstance_destroy(),this.panNode.disconnect(0),this.panNode=null,this.gainNode.disconnect(0),this.gainNode=null},t.toString=function(){return"[WebAudioSoundInstance]"},t._updatePan=function(){this.panNode.setPosition(this._pan,0,-.5)},t._removeLooping=function(){this._sourceNodeNext=this._cleanUpAudioNode(this._sourceNodeNext)},t._addLooping=function(){this.playState==createjs.Sound.PLAY_SUCCEEDED&&(this._sourceNodeNext=this._createAndPlayAudioNode(this._playbackStartTime,0))},t._setDurationFromSource=function(){this._duration=1e3*this.playbackResource.duration},t._handleCleanUp=function(){this.sourceNode&&this.playState==createjs.Sound.PLAY_SUCCEEDED&&(this.sourceNode=this._cleanUpAudioNode(this.sourceNode),this._sourceNodeNext=this._cleanUpAudioNode(this._sourceNodeNext)),0!=this.gainNode.numberOfOutputs&&this.gainNode.disconnect(0),clearTimeout(this._soundCompleteTimeout),this._playbackStartTime=0},t._cleanUpAudioNode=function(e){if(e){e.stop(0),e.disconnect(0);try{e.buffer=r._scratchBuffer}catch(e){}e=null}return e},t._handleSoundReady=function(){this.gainNode.connect(r.destinationNode);var e=.001*this._duration,t=.001*this._position;this.sourceNode=this._createAndPlayAudioNode(r.context.currentTime-e,t=e<t?e:t),this._playbackStartTime=this.sourceNode.startTime-t,this._soundCompleteTimeout=setTimeout(this._endedHandler,1e3*(e-t)),0!=this._loop&&(this._sourceNodeNext=this._createAndPlayAudioNode(this._playbackStartTime,0))},t._createAndPlayAudioNode=function(e,t){var n=r.context.createBufferSource();n.buffer=this.playbackResource,n.connect(this.panNode);var i=.001*this._duration;return n.startTime=e+i,n.start(n.startTime,t+.001*this._startTime,i-t),n},t._pause=function(){this._position=1e3*(r.context.currentTime-this._playbackStartTime),this.sourceNode=this._cleanUpAudioNode(this.sourceNode),this._sourceNodeNext=this._cleanUpAudioNode(this._sourceNodeNext),0!=this.gainNode.numberOfOutputs&&this.gainNode.disconnect(0),clearTimeout(this._soundCompleteTimeout)},t._resume=function(){this._handleSoundReady()},t._updateVolume=function(){var e=this._muted?0:this._volume;e!=this.gainNode.gain.value&&(this.gainNode.gain.value=e)},t._calculateCurrentPosition=function(){return 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e(){this.AbstractPlugin_constructor(),this._panningModel=a._panningModel,this.context=a.context,this.dynamicsCompressorNode=this.context.createDynamicsCompressor(),this.dynamicsCompressorNode.connect(this.context.destination),this.gainNode=this.context.createGain(),this.gainNode.connect(this.dynamicsCompressorNode),createjs.WebAudioSoundInstance.destinationNode=this.gainNode,this._capabilities=a._capabilities,this._loaderClass=createjs.WebAudioLoader,this._soundInstanceClass=createjs.WebAudioSoundInstance,this._addPropsToClasses()}var t=createjs.extend(e,createjs.AbstractPlugin),a=e;a._capabilities=null,a._panningModel="equalpower",a.context=null,a._scratchBuffer=null,a._unlocked=!1,a.isSupported=function(){var e=createjs.BrowserDetect.isIOS||createjs.BrowserDetect.isAndroid||createjs.BrowserDetect.isBlackberry;return!("file:"==location.protocol&&!e&&!this._isFileXHRSupported())&&(a._generateCapabilities(),null!=a.context)},a.playEmptySound=function(){var 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e(){throw"HTMLAudioTagPool cannot be instantiated"}function t(){this._tags=[]}var n=e;n._tags={},n._tagPool=new t,n._tagUsed={},n.get=function(e){var t=n._tags[e];return null==t?(t=n._tags[e]=n._tagPool.get()).src=e:n._tagUsed[e]?(t=n._tagPool.get()).src=e:n._tagUsed[e]=!0,t},n.set=function(e,t){t==n._tags[e]?n._tagUsed[e]=!1:n._tagPool.set(t)},n.remove=function(e){var t=n._tags[e];return null!=t&&(n._tagPool.set(t),delete n._tags[e],delete n._tagUsed[e],!0)},n.getDuration=function(e){e=n._tags[e];return null!=e&&e.duration?1e3*e.duration:0},createjs.HTMLAudioTagPool=e;var i=t.prototype;i.constructor=t,i.get=function(){var e=0==this._tags.length?this._createTag():this._tags.pop();return null==e.parentNode&&document.body.appendChild(e),e},i.set=function(e){-1==createjs.indexOf(this._tags,e)&&(this._tags.src=null,this._tags.push(e))},i.toString=function(){return"[TagPool]"},i._createTag=function(){var e=document.createElement("audio");return 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t=createjs.extend(e,createjs.AbstractSoundInstance);t.setMasterVolume=function(){this._updateVolume()},t.setMasterMute=function(){this._updateVolume()},t.toString=function(){return"[HTMLAudioSoundInstance]"},t._removeLooping=function(){null!=this._playbackResource&&(this._playbackResource.loop=!1,this._playbackResource.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1))},t._addLooping=function(){null==this._playbackResource||this._audioSpriteStopTime||(this._playbackResource.addEventListener(createjs.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1),this._playbackResource.loop=!0)},t._handleCleanUp=function(){var e=this._playbackResource;if(null!=e){e.pause(),e.loop=!1,e.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_ENDED,this._endedHandler,!1),e.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_READY,this._readyHandler,!1),e.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_STALLED,this._stalledHandler,!1),e.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1),e.removeEventListener(createjs.HTMLAudioPlugin._TIME_UPDATE,this._audioSpriteEndHandler,!1);try{e.currentTime=this._startTime}catch(e){}createjs.HTMLAudioTagPool.set(this.src,e),this._playbackResource=null}},t._beginPlaying=function(e){return this._playbackResource=createjs.HTMLAudioTagPool.get(this.src),this.AbstractSoundInstance__beginPlaying(e)},t._handleSoundReady=function(){if(4!==this._playbackResource.readyState){var e=this._playbackResource;return e.addEventListener(createjs.HTMLAudioPlugin._AUDIO_READY,this._readyHandler,!1),e.addEventListener(createjs.HTMLAudioPlugin._AUDIO_STALLED,this._stalledHandler,!1),e.preload="auto",void 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e;null==this._playbackResource||(e=this._muted||createjs.Sound._masterMute?0:this._volume*createjs.Sound._masterVolume)!=this._playbackResource.volume&&(this._playbackResource.volume=e)},t._calculateCurrentPosition=function(){return 1e3*this._playbackResource.currentTime-this._startTime},t._updatePosition=function(){this._playbackResource.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1),this._playbackResource.addEventListener(createjs.HTMLAudioPlugin._AUDIO_SEEKED,this._handleSetPositionSeek,!1);try{this._playbackResource.currentTime=.001*(this._position+this._startTime)}catch(e){this._handleSetPositionSeek(null)}},t._handleSetPositionSeek=function(){null!=this._playbackResource&&(this._playbackResource.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_SEEKED,this._handleSetPositionSeek,!1),this._playbackResource.addEventListener(createjs.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1))},t._handleAudioSpriteLoop=function(){this._playbackResource.currentTime<=this._audioSpriteStopTime||(this._playbackResource.pause(),0==this._loop?this._handleSoundComplete(null):(this._position=0,this._loop--,this._playbackResource.currentTime=.001*this._startTime,this._paused||this._playbackResource.play(),this._sendEvent("loop")))},t._handleLoop=function(){0==this._loop&&(this._playbackResource.loop=!1,this._playbackResource.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1))},t._updateStartTime=function(){this._audioSpriteStopTime=.001*(this._startTime+this._duration),this.playState==createjs.Sound.PLAY_SUCCEEDED&&(this._playbackResource.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_ENDED,this._endedHandler,!1),this._playbackResource.addEventListener(createjs.HTMLAudioPlugin._TIME_UPDATE,this._audioSpriteEndHandler,!1))},t._updateDuration=function(){this._audioSpriteStopTime=.001*(this._startTime+this._duration),this.playState==createjs.Sound.PLAY_SUCCEEDED&&(this._playbackResource.removeEventListener(createjs.HTMLAudioPlugin._AUDIO_ENDED,this._endedHandler,!1),this._playbackResource.addEventListener(createjs.HTMLAudioPlugin._TIME_UPDATE,this._audioSpriteEndHandler,!1))},t._setDurationFromSource=function(){this._duration=createjs.HTMLAudioTagPool.getDuration(this.src),this._playbackResource=null},createjs.HTMLAudioSoundInstance=createjs.promote(e,"AbstractSoundInstance")}(),this.createjs=this.createjs||{},function(){"use 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h5p-sc-current-slide":""),css:{left:100*r.index+"%"}});t="single-choice-"+r.id+"-question-"+r.index;this.$choice.append(p("<div>",{id:t,class:"h5p-sc-question",html:this.options.question}));var i=p("<ul>",{class:"h5p-sc-alternatives",role:"radiogroup","aria-labelledby":t});this.alternatives=r.options.answers.map(function(e){return new f(e)});function o(e){var t=e.data.$element,n=e.data.correct,i=e.data.answerIndex;t.parent().hasClass("h5p-sc-selected")||(r.trigger("alternative-selected",{correct:n,index:r.index,answerIndex:i}),H5P.Transition.onTransitionEnd(t.find(".h5p-sc-progressbar"),function(){t.addClass("h5p-sc-drummed"),r.showResult(n,i)},700),t.addClass("h5p-sc-selected").parent().addClass("h5p-sc-selected"),this.setAnswered(!0))}function s(e,t){n=t,r.alternatives.forEach(function(e){e.notTabbable()}),e.tabbable()}function a(){0===n?this.focusOnAlternative(r.alternatives.length-1):this.focusOnAlternative(n-1)}function c(){n===this.alternatives.length-1?this.focusOnAlternative(0):this.focusOnAlternative(n+1)}function l(){this.focusOnAlternative(0)}function u(){this.focusOnAlternative(r.alternatives.length-1)}for(var d=0;d<this.alternatives.length;d++){var h=this.alternatives[d];0===d&&h.tabbable(),h.appendTo(i),h.on("focus",s.bind(this,h,d),this),h.on("alternative-selected",o,this),h.on("previousOption",a,this),h.on("nextOption",c,this),h.on("firstOption",l,this),h.on("lastOption",u,this)}return this.$choice.append(i),e.append(this.$choice),this.$choice},e.prototype.focusOnAlternative=function(e){this.answered||this.alternatives[e].focus()},e.prototype.setAnswered=function(e){this.answered=e},e.prototype.showResult=function(e,t){var n=this,i=n.$choice.find(".h5p-sc-is-correct");H5P.Transition.onTransitionEnd(i,function(){n.trigger("finished",{correct:e,index:n.index,answerIndex:t})},600),n.$choice.find(".h5p-sc-is-wrong").addClass("h5p-sc-reveal-wrong"),i.addClass("h5p-sc-reveal-correct")},e}(H5P.jQuery,H5P.EventDispatcher,H5P.SingleChoiceSet.Alternative),(H5P=H5P||{}).SingleChoiceSet=function(s,a,c,l,u,d,h,r,t){function e(e,t,n){var i=this;this.contentId=t,this.contentData=n,this.userResponses=[],c.call(this,"single-choice-set"),this.options=s.extend(!0,{},{choices:[],overallFeedback:[],behaviour:{autoContinue:!0,timeoutCorrect:2e3,timeoutWrong:3e3,soundEffectsEnabled:!0,enableRetry:!0,enableSolutionsButton:!0,passPercentage:100}},e),n&&void 0!==n.previousState&&(this.currentIndex=n.previousState.progress,this.results=n.previousState.answers,this.userResponses=void 0!==n.previousState.userResponses?n.previousState.userResponses:[]),this.currentIndex=this.currentIndex||0,this.results=this.results||{corrects:0,wrongs:0},this.options.behaviour.autoContinue||(this.options.behaviour.timeoutCorrect=0,this.options.behaviour.timeoutWrong=0),this.stopWatches=[],this.startStopWatch(this.currentIndex),this.muted=!1===this.options.behaviour.soundEffectsEnabled,this.l10n=H5P.jQuery.extend({correctText:"Correct!",incorrectText:"Incorrect! Correct answer was: :text",nextButtonLabel:"Next question",showSolutionButtonLabel:"Show solution",retryButtonLabel:"Retry",closeButtonLabel:"Close",solutionViewTitle:"Solution",slideOfTotal:"Slide :num of :total",muteButtonLabel:"Mute feedback sound",scoreBarLabel:"You got :num out of :total points",solutionListQuestionNumber:"Question :num",a11yShowSolution:"Show the solution. The task will be marked with its correct solution.",a11yRetry:"Retry the task. Reset all responses and start the task over again."},void 0!==e.l10n?e.l10n:{}),this.$container=s("<div>",{class:"h5p-sc-set-wrapper navigatable"+(this.options.behaviour.autoContinue?"":" next-button-mode")}),this.$slides=[],this.choices=[],i.buttonsToBeHidden=[],this.solutionView=new u(t,this.options.choices,this.l10n),this.$choices=s("<div>",{class:"h5p-sc-set h5p-sc-animate"}),this.options.choices=this.options.choices.filter(function(e){return void 0!==e&&!!e.answers});t=this.options.choices.length;i.progressbar=a.createProgressbar(t+1,{progressText:this.l10n.slideOfTotal}),i.progressbar.setProgress(this.currentIndex);for(var r=0;r<this.options.choices.length;r++){var o=new l(this.options.choices[r],r,this.contentId);o.on("finished",this.handleQuestionFinished,this),o.on("alternative-selected",this.handleAlternativeSelected,this),o.appendTo(this.$choices,r===this.currentIndex),this.choices.push(o),this.$slides.push(o.$choice)}this.resultSlide=new d(this.options.choices.length),this.resultSlide.appendTo(this.$choices),this.resultSlide.on("retry",this.resetTask,this),this.resultSlide.on("view-solution",this.handleViewSolution,this),this.$slides.push(this.resultSlide.$resultSlide),this.on("resize",this.resize,this),this.recklessJump(this.currentIndex),this.options.choices.length===this.currentIndex&&(this.resultSlide.$resultSlide.addClass("h5p-sc-current-slide"),this.setScore(this.results.corrects,!0)),this.muted||setTimeout(function(){h.setup(i.getLibraryFilePath(""))},1),this.superHideButton=i.hideButton,this.hideButton=function(e){return i.scoreTimeout?(i.buttonsToBeHidden.push(e),this):i.superHideButton(e)}}((e.prototype=Object.create(c.prototype)).constructor=e).prototype.setTabbable=function(e,t){e&&e.attr("tabindex",t?0:-1)},e.prototype.handleAlternativeSelected=function(e){this.lastAnswerIsCorrect=e.data.correct,this.toggleNextButton(!0),this.results[this.lastAnswerIsCorrect?"corrects":"wrongs"]++,this.triggerXAPI("interacted");e=this.$choices.find(".h5p-sc-is-correct").text(),e=this.lastAnswerIsCorrect?this.l10n.correctText:this.l10n.incorrectText.replace(":text",e);this.read(e),this.muted||h.play(this.lastAnswerIsCorrect?"positive-short":"negative-short",700)},e.prototype.handleQuestionFinished=function(e){var t=e.data.index,n=this.userResponses[t]=e.data.answerIndex,e=this.stopStopWatch(t),e=this.createXApiAnsweredEvent(this.options.choices[t],n,e);this.trigger(e),this.continue()},e.prototype.continue=function(){var e,t,n=this;n.options.behaviour.autoContinue?(e=function(){n.$container.off("click.impatient keydown.impatient"),clearTimeout(t),n.next()},t=setTimeout(function(){e()},n.lastAnswerIsCorrect?n.options.behaviour.timeoutCorrect:n.options.behaviour.timeoutWrong),n.onImpatientUser(e)):n.$nextButton.focus()},e.prototype.onImpatientUser=function(t){this.$container.off("click.impatient keydown.impatient"),this.$container.one("click.impatient",t),this.$container.one("keydown.impatient",function(e){[13,32,39].indexOf(e.which)&&t()})},e.prototype.next=function(){this.move(this.currentIndex+1)},e.prototype.createXApiAnsweredEvent=function(e,t,n){var i=r.interactionTypes,i=r.createDefinition().interactionType(i.CHOICE).description(e.question).correctResponsesPattern(this.getXApiCorrectResponsePattern()).optional(this.getXApiChoices(e.answers)).build(),t=r.createResult().response(t.toString()).duration(n).score(0===t?1:0,1).completion(!0).success(0===t).build();return r.create().verb(r.verbs.ANSWERED).objectDefinition(i).context(this.contentId,this.subContentId).contentId(this.contentId,e.subContentId).result(t).build()},e.prototype.getXApiCorrectResponsePattern=function(){return[r.createCorrectResponsePattern([0..toString()])]},e.prototype.getXApiChoices=function(e){return{choices:e.map(function(e,t){return r.createChoice(t.toString(),e)})}},e.prototype.handleQueuedButtonChanges=function(){var t=this;t.buttonsToBeHidden.length&&t.buttonsToBeHidden.forEach(function(e){t.superHideButton(e)}),t.buttonsToBeHidden=[]},e.prototype.setScore=function(e,t){var n,i=this;i.choices.length&&(n=o(i.options.overallFeedback,e/i.options.choices.length).replace(":numcorrect",e).replace(":maxscore",i.options.choices.length.toString()),i.setFeedback(n,e,i.options.choices.length,i.l10n.scoreBarLabel),e===i.options.choices.length?(i.hideButton("try-again"),i.hideButton("show-solution")):(i.showButton("try-again"),i.showButton("show-solution")),i.handleQueuedButtonChanges(),i.scoreTimeout=void 0,t||i.triggerXAPIScored(e,i.options.choices.length,"completed",!0,100*e/i.options.choices.length>=i.options.behaviour.passPercentage),i.trigger("resize"))},e.prototype.handleViewSolution=function(){var t=this,e=s(".h5p-question-try-again",t.$container),n=s(".h5p-question-show-solution",t.$container),i=[t.$muteButton,e,n];i.forEach(function(e){t.setTabbable(e,!1)}),t.solutionView.on("hide",function(){i.forEach(function(e){t.setTabbable(e,!0)}),t.toggleAriaVisibility(!0),t.focusButton()}),t.solutionView.show(),t.toggleAriaVisibility(!1)},e.prototype.toggleAriaVisibility=function(e){e=e?"":"true";this.$muteButton&&this.$muteButton.attr("aria-hidden",e),this.progressbar.$progressbar.attr("aria-hidden",e),this.$choices.attr("aria-hidden",e)},e.prototype.registerDomElements=function(){this.setContent(this.createQuestion()),this.addButtons(),this.insertSectionAtElement("feedback",this.resultSlide.$feedbackContainer),this.insertSectionAtElement("scorebar",this.resultSlide.$feedbackContainer),this.insertSectionAtElement("buttons",this.resultSlide.$buttonContainer),this.options.choices.length===this.currentIndex&&this.trigger("question-finished"),this.trigger("resize")},e.prototype.addButtons=function(){var e=this;this.options.behaviour.enableRetry&&this.addButton("try-again",this.l10n.retryButtonLabel,function(){e.resetTask()},e.results.corrects!==e.options.choices.length,{"aria-label":this.l10n.a11yRetry}),this.options.behaviour.enableSolutionsButton&&this.addButton("show-solution",this.l10n.showSolutionButtonLabel,function(){e.showSolutions()},e.results.corrects!==e.options.choices.length,{"aria-label":this.l10n.a11yShowSolution})},e.prototype.createQuestion=function(){var t,n=this;function i(e){var t=s(e.target);e.preventDefault(),n.muted=!n.muted,t.attr("aria-pressed",n.muted)}return n.progressbar.appendTo(n.$container),n.$container.append(n.$choices),this.options.behaviour.autoContinue||(n.$nextButton=a.createButton({class:"h5p-ssc-next-button","aria-label":n.l10n.nextButtonLabel,click:t=function(){"true"!==n.$nextButton.attr("aria-disabled")&&n.next()},keydown:function(e){switch(e.which){case 13:case 32:t(),e.preventDefault()}},appendTo:n.$container}),n.toggleNextButton(!1)),n.options.behaviour.soundEffectsEnabled&&(n.$muteButton=s("<div>",{class:"h5p-sc-sound-control",tabindex:0,role:"button","aria-label":n.l10n.muteButtonLabel,"aria-pressed":!1,on:{keydown:function(e){switch(e.which){case 13:case 32:i(e)}}},click:i,prependTo:n.$container})),n.solutionView.appendTo(n.$container),n.resize(),n.$container.addClass("initialized"),n.$container},e.prototype.resize=function(){var t=0;this.choices.forEach(function(e){e=e.$choice.outerHeight();t=t<e?e:t}),this.$choices.css({minHeight:t+"px"})},e.prototype.toggleNextButton=function(e){this.$nextButton&&this.$nextButton.attr("aria-disabled",!e)},e.prototype.recklessJump=function(e){var t="translateX("+100*-e+"%)";this.$choices.css({"-webkit-transform":t,"-moz-transform":t,"-ms-transform":t,transform:t}),this.progressbar.setProgress(e+1)},e.prototype.move=function(e){var t,n,i,r,o=this;e===this.currentIndex||e>o.$slides.length-1||(t=o.$slides[o.currentIndex],n=o.choices[e],i=o.$slides[e],r=e>=o.choices.length,o.toggleNextButton(!1),H5P.Transition.onTransitionEnd(o.$choices,function(){t.removeClass("h5p-sc-current-slide"),r?o.resultSlide.focusScore():n.focusOnAlternative(0)},600),r&&o.setScore(o.results.corrects),o.$container.toggleClass("navigatable",!r),this.startStopWatch(e),i.addClass("h5p-sc-current-slide"),o.recklessJump(e),o.currentIndex=e)},e.prototype.startStopWatch=function(e){this.stopWatches[e]=this.stopWatches[e]||new t,this.stopWatches[e].start()},e.prototype.stopStopWatch=function(e){this.stopWatches[e]&&this.stopWatches[e].stop()},e.prototype.timePassedInStopWatch=function(e){return void 0!==this.stopWatches[e]?this.stopWatches[e].passedTime():0},e.prototype.getTotalPassedTime=function(){return this.stopWatches.filter(function(e){return null!=e}).reduce(function(e,t){return e+t.passedTime()},0)},e.prototype.getScore=function(){return this.results.corrects},e.prototype.getMaxScore=function(){return this.options.choices.length},e.prototype.getAnswerGiven=function(){return 0<this.results.corrects+this.results.wrongs},e.prototype.getTitle=function(){return H5P.createTitle(this.contentData&&this.contentData.metadata&&this.contentData.metadata.title?this.contentData.metadata.title:"Single Choice Set")},e.prototype.getXAPIData=function(){var i=this,e=i.options.choices.map(function(e,t){var n=0<=i.userResponses[t]?i.userResponses[t]:"",t=i.timePassedInStopWatch(t);return{statement:i.createXApiAnsweredEvent(e,n,t).data.statement}}),t=r.createResult().score(i.getScore(),i.getMaxScore()).duration(i.getTotalPassedTime()).build(),n=r.createDefinition().interactionType(r.interactionTypes.COMPOUND).build();return{statement:r.create().verb(r.verbs.ANSWERED).contentId(i.contentId,i.subContentId).context(i.getParentAttribute("contentId"),i.getParentAttribute("subContentId")).objectDefinition(n).result(t).build().data.statement,children:e}},e.prototype.getParentAttribute=function(e){if(void 0!==this.parent)return this.parent[e]},e.prototype.showSolutions=function(){this.handleViewSolution()},e.prototype.resetTask=function(){var e=this;this.solutionView.hide();for(var t=["h5p-sc-reveal-wrong","h5p-sc-reveal-correct","h5p-sc-selected","h5p-sc-drummed","h5p-sc-correct-answer"],n=0;n<t.length;n++)this.$choices.find("."+t[n]).removeClass(t[n]);this.results={corrects:0,wrongs:0},this.choices.forEach(function(e){e.setAnswered(!1)}),this.stopWatches.forEach(function(e){e&&e.reset()}),this.move(0),H5P.Transition.onTransitionEnd(this.$choices,function(){e.removeFeedback()},600)},e.prototype.getCurrentState=function(){return{progress:this.currentIndex,answers:this.results,userResponses:this.userResponses}};var o=function(e,t){t=Math.floor(100*t);for(var n=0;n<e.length;n++){var i=e[n],r=void 0!==i.feedback&&0!==i.feedback.trim().length;if(i.from<=t&&i.to>=t&&r)return i.feedback}return""};return e}(H5P.jQuery,H5P.JoubelUI,H5P.Question,H5P.SingleChoiceSet.SingleChoice,H5P.SingleChoiceSet.SolutionView,H5P.SingleChoiceSet.ResultSlide,H5P.SingleChoiceSet.SoundEffects,H5P.SingleChoiceSet.XApiEventBuilder,H5P.SingleChoiceSet.StopWatch),/*!@license H5P.CoursePresentation-1.24/dist/h5p-course-presentation.js by Joubel licensed under MIT*/(()=>{var n={46:e=>{e.exports=function(e,t){this.index=e,this.parent=t}},575:(e,t,n)=>{const s=n(46),a=H5P.EventDispatcher;function i(i,t){const r=this;a.call(r),r.children=[];function o(t){for(let e=t;e<r.children.length;e++)r.children[e].index=e}if(r.addChild=function(e,t){void 0===t&&(t=r.children.length);var n=new s(t,r);return t===r.children.length?r.children.push(n):(r.children.splice(t,0,n),o(t)),i.call(n,e),n},r.removeChild=function(e){r.children.splice(e,1),o(e)},r.moveChild=function(e,t){var n=r.children.splice(e,1)[0];r.children.splice(t,0,n),o(t<e?t:e)},t)for(let e=0;e<t.length;e++)r.addChild(t[e])}i.prototype=Object.create(a.prototype),e.exports=i.prototype.constructor=i}},i={};function se(e){var t=i[e];if(void 0!==t)return t.exports;t=i[e]={exports:{}};return n[e](t,t.exports,se),t.exports}se.n=e=>{var t=e&&e.__esModule?()=>e.default:()=>e;return se.d(t,{a:t}),t},se.d=(e,t)=>{for(var n in t)se.o(t,n)&&!se.o(e,n)&&Object.defineProperty(e,n,{enumerable:!0,get:t[n]})},se.o=(e,t)=>Object.prototype.hasOwnProperty.call(e,t),(()=>{"use strict";function i(e){return e.concat.apply([],e)}function c(e){return"function"==typeof e}function o(e,t){return-1!==e.indexOf(t)}function r(e,t){return void 0!==e?e:t}function y(e,t,n){e.click(function(e){t.call(n||this,e)}),e.keydown(function(e){o([13,32],e.which)&&(e.preventDefault(),t.call(n||this,e))})}var l,a,e=se(575),s=se.n(e),b=H5P.jQuery,u=H5P.EventDispatcher,d=H5P.JoubelUI,n=null!==navigator.userAgent.match(/iPad/i),h=null!==navigator.userAgent.match(/iPad|iPod|iPhone/i),p=b("<div>");const f=(t.prototype.updateSummarySlide=function(e,t){var n,i,r,o,s=this,a=void 0===this.cp.editor&&void 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t=b(this);t.click(function(e){s.cp.jumpToSlide(parseInt(t.data("slide"),10)-1),e.preventDefault()})})),o=b(".h5p-summary-footer",s.$summarySlide),this.cp.showSummarySlideSolutionButton&&d.createButton({class:"h5p-show-solutions",html:s.cp.l10n.showSolutions,on:{click:function(){s.toggleSolutionMode(!0)}},appendTo:o}),this.cp.showSummarySlideRetryButton&&d.createButton({class:"h5p-cp-retry-button",html:s.cp.l10n.retry,on:{click:function(){s.cp.resetTask()}},appendTo:o}),s.cp.hasAnswerElements&&d.createButton({class:"h5p-eta-export",html:s.cp.l10n.exportAnswers,on:{click:function(){H5P.ExportableTextArea.Exporter.run(s.cp.slides,s.cp.elementInstances)}},appendTo:o}))},t.prototype.outputScoreStats=function(e){if(void 0===e)return this.$summarySlide.addClass("h5p-summary-only-export"),'<div class="h5p-summary-footer"></div>';for(var t=this,n=0,i=0,r="",o=0,s="",a=0;a<e.length;a+=1)s=this.getSlideDescription(e[a]),o=Math.round(e[a].score/e[a].maxScore*100),isNaN(o)&&(o=0),r+='<tr><td class="h5p-td h5p-summary-task-title"><a href="#" class="h5p-slide-link"  aria-label=" '+t.cp.l10n.slide+" "+e[a].slide+": "+s.replace(/(<([^>]+)>)/gi,"")+" "+o+'%" data-slide="'+e[a].slide+'">'+t.cp.l10n.slide+" "+e[a].slide+": "+s.replace(/(<([^>]+)>)/gi,"")+'</a></td><td class="h5p-td h5p-summary-score-bar"><p class="hidden-but-read">'+o+"%</p><p>"+e[a].score+"<span>/</span>"+e[a].maxScore+"</p></td></tr>",n+=e[a].score,i+=e[a].maxScore;this.cp.isSolutionMode||t.cp.triggerXAPICompleted(n,i);var c=t.cp.enableTwitterShare||t.cp.enableFacebookShare||t.cp.enableGoogleShare?'<span class="h5p-show-results-text">'+t.cp.l10n.shareResult+"</span>":"",l=1==t.cp.enableTwitterShare?'<span class="h5p-summary-twitter-message" aria-label="'+t.cp.l10n.shareTwitter+'"></span>':"",u=1==t.cp.enableFacebookShare?'<span class="h5p-summary-facebook-message" aria-label="'+t.cp.l10n.shareFacebook+'"></span>':"",d=1==t.cp.enableGoogleShare?'<span class="h5p-summary-google-message" aria-label="'+t.cp.l10n.shareGoogle+'"></span>':"";return'<div class="h5p-summary-table-holder"><div class="h5p-summary-table-pages"><table class="h5p-score-table"><thead><tr><th class="h5p-summary-table-header slide">'+t.cp.l10n.slide+'</th><th class="h5p-summary-table-header score">'+t.cp.l10n.score+"<span>/</span>"+t.cp.l10n.total.toLowerCase()+"</th></tr></thead><tbody>"+r+'</tbody></table></div><div class="h5p-summary-total-table"><div class="h5p-summary-social">'+c+u+l+d+'</div><div class="h5p-summary-total-score"><p>'+t.cp.l10n.totalScore+'</p></div></div></div><div class="h5p-summary-footer"></div>'},t.prototype.getSlideDescription=function(e){var t,n,i,r=this.cp.slides[e.slide-1].elements;return 1<e.indexes.length?t=this.cp.l10n.summaryMultipleTaskText:void 0!==r[e.indexes[0]]&&r[0]&&(r=r[e.indexes[0]].action,"function"==typeof this.cp.elementInstances[e.slide-1][e.indexes[0]].getTitle?t=this.cp.elementInstances[e.slide-1][e.indexes[0]].getTitle():void 0!==r.library&&r.library&&(n=r.library.split(" ")[0].split(".")[1].split(/(?=[A-Z])/),i="",n.forEach(function(e,t){0!==t&&(e=e.toLowerCase()),i+=e,t<=n.length-1&&(i+=" ")}),t=i)),t},t.prototype.addTwitterScoreLinkTo=function(e,t){var n=this,i=n.cp.twitterShareStatement||"",r=n.cp.twitterShareHashtags||"",o=(o=n.cp.twitterShareUrl||"").replace("@currentpageurl",window.location.href),i=i.replace("@score",t.totalScore).replace("@maxScore",t.totalMaxScore).replace("@percentage",t.totalPercentage+"%").replace("@currentpageurl",window.location.href),r=r.trim().replace(" ","");i=encodeURIComponent(i),r=encodeURIComponent(r),o=encodeURIComponent(o);var s="https://twitter.com/intent/tweet?";s+=0<i.length?"text="+i+"&":"",s+=0<o.length?"url="+o+"&":"",s+=0<r.length?"hashtags="+r:"";var a=window.innerWidth/2,c=window.innerHeight/2;e.attr("tabindex","0").attr("role","button"),y(e,function(){return window.open(s,n.cp.l10n.shareTwitter,"width=800,height=300,left="+a+",top="+c),!1})},t.prototype.addFacebookScoreLinkTo=function(e,t){var n=this,i=n.cp.facebookShareUrl||"",r=n.cp.facebookShareQuote||"",i=i.replace("@currentpageurl",window.location.href),r=r.replace("@currentpageurl",window.location.href).replace("@percentage",t.totalPercentage+"%").replace("@score",t.totalScore).replace("@maxScore",t.totalMaxScore);i=encodeURIComponent(i),r=encodeURIComponent(r);var o="https://www.facebook.com/sharer/sharer.php?";o+=0<i.length?"u="+i+"&":"",o+=0<r.length?"quote="+r:"";var s=window.innerWidth/2,a=window.innerHeight/2;e.attr("tabindex","0").attr("role","button"),y(e,function(){return window.open(o,n.cp.l10n.shareFacebook,"width=800,height=300,left="+s+",top="+a),!1})},t.prototype.addGoogleScoreLinkTo=function(e){var t=this,n=(n=t.cp.googleShareUrl||"").replace("@currentpageurl",window.location.href);n=encodeURIComponent(n);var i="https://plus.google.com/share?";i+=0<n.length?"url="+n:"";var r=window.innerWidth/2,o=window.innerHeight/2;e.attr("tabindex","0").attr("role","button"),y(e,function(){return window.open(i,t.cp.l10n.shareGoogle,"width=401,height=437,left="+r+",top="+o),!1})},t.prototype.totalScores=function(e){if(void 0===e)return{totalScore:0,totalMaxScore:0,totalPercentage:0};for(var t=0,n=0,i=0;i<e.length;i+=1)t+=e[i].score,n+=e[i].maxScore;var r=Math.round(t/n*100);return{totalScore:t,totalMaxScore:n,totalPercentage:r=isNaN(r)?0:r}},t.prototype.toggleSolutionMode=function(e){(this.cp.isSolutionMode=e)?(e=this.cp.showSolutions(),this.cp.setProgressBarFeedback(e),this.cp.$footer.addClass("h5p-footer-solution-mode"),this.setFooterSolutionModeText(this.cp.l10n.solutionModeText)):(this.cp.$footer.removeClass("h5p-footer-solution-mode"),this.setFooterSolutionModeText(),this.cp.setProgressBarFeedback())},t.prototype.setFooterSolutionModeText=function(e){void 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i=this,r=a++,o="h5p-cp-print-dialog-".concat(r,"-title"),r="h5p-cp-print-dialog-".concat(r,"-ingress"),s=l('<div class="h5p-popup-dialog h5p-print-dialog">\n                      <div role="dialog" aria-labelledby="'.concat(o,'" aria-describedby="').concat(r,'" tabindex="-1" class="h5p-inner">\n                        <h2 id="').concat(o,'">').concat(e.printTitle,'</h2>\n                        <div class="h5p-scroll-content"></div>\n                        <div class="h5p-close" role="button" tabindex="0" title="').concat(H5P.t("close"),'">\n                      </div>\n                    </div>')).insertAfter(t).click(function(){i.close()}).children(".h5p-inner").click(function(){return!1}).end();y(s.find(".h5p-close"),function(){return i.close()});t=s.find(".h5p-scroll-content");return 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e.shiftKey||e.ctrlKey}previousElement(e){!1!==this.controls.firesEvent("beforePreviousElement",e)&&(this.controls.firesEvent("previousElement",e),this.controls.firesEvent("afterPreviousElement",e))}nextElement(e){!1!==this.controls.firesEvent("beforeNextElement",e)&&(this.controls.firesEvent("nextElement",e),this.controls.firesEvent("afterNextElement",e))}select(e){this.selectability&&!1!==this.controls.firesEvent("before-select",e)&&(this.controls.firesEvent("select",e),this.controls.firesEvent("after-select",e))}firstElement(e){!1!==this.controls.firesEvent("beforeFirstElement",e)&&(this.controls.firesEvent("firstElement",e),this.controls.firesEvent("afterFirstElement",e))}lastElement(e){!1!==this.controls.firesEvent("beforeLastElement",e)&&(this.controls.firesEvent("lastElement",e),this.controls.firesEvent("afterLastElement",e))}disableSelectability(){this.selectability=!1}enableSelectability(){this.selectability=!0}close(e){!1!==this.controls.firesEvent("before-close",e)&&(this.controls.firesEvent("close",e),this.controls.firesEvent("after-close",e))}}function M(e,t,n){return t in e?Object.defineProperty(e,t,{value:n,enumerable:!0,configurable:!0,writable:!0}):e[t]=n,e}var O,B="not-answered",q="answered",F="has-only-correct",U="has-incorrect";function V(e){this.cp=e,this.answeredLabels=(M(e={},B,this.cp.l10n.containsNotCompleted+"."),M(e,q,this.cp.l10n.containsCompleted+"."),M(e,F,this.cp.l10n.containsOnlyCorrect+"."),M(e,U,this.cp.l10n.containsIncorrectAnswers+"."),M(e,"none",""),e),this.initProgressbar(this.cp.slidesWithSolutions),this.initFooter(),this.initTaskAnsweredListener(),this.toggleNextAndPreviousButtonDisabled(this.cp.getCurrentSlideIndex())}const W=(O=H5P.jQuery,V.prototype.initTaskAnsweredListener=function(){var r=this;this.cp.elementInstances.forEach(function(e,i){e.filter(function(e){return c(e.on)}).forEach(function(e){e.on("xAPI",function(e){var t,n=e.getVerb();o(["interacted","answered","attempted"],n)?(t=r.cp.slideHasAnsweredTask(i),r.setTaskAnswered(i,t)):"completed"===n&&e.setVerb("answered"),void 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i=function(e){e.preventDefault();e=O(this).data("slideNumber");t.progresbarKeyboardControls.setTabbableByIndex(e),t.displaySlide(e),t.cp.focus()},r=0;r<this.cp.slides.length;r+=1){var o=this.cp.slides[r],s=this.createSlideTitle(r),a=O("<div>",{class:"h5p-progressbar-part",id:"progressbar-part-"+r,role:"tab","aria-label":s,"aria-controls":"slide-"+r,"aria-selected":!1}).appendTo(t.cp.$progressbar),s=O("<a>",{href:"#",html:'<span class="h5p-progressbar-part-title 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t.cp.toggleFullScreen()}),this.cp.$fullScreenButton.appendTo(n))),this.cp.$exitSolutionModeText=O("<div/>",{html:"",class:"h5p-footer-exit-solution-mode-text"}).appendTo(this.cp.$exitSolutionModeButton)},V.prototype.openPrintDialog=function(){var t=this,n=O(".h5p-wrapper");v.showDialog(this.cp.l10n,n,function(e){v.print(t.cp,n,e)}).children('[role="dialog"]').focus()},V.prototype.updateProgressBar=function(e,t,n){for(var i=this,r=0;r<i.cp.progressbarParts.length;r+=1)r<e+1?i.cp.progressbarParts[r].addClass("h5p-progressbar-part-show"):i.cp.progressbarParts[r].removeClass("h5p-progressbar-part-show");i.progresbarKeyboardControls.setTabbableByIndex(e),i.cp.progressbarParts[e].addClass("h5p-progressbar-part-selected").attr("aria-selected",!0).siblings().removeClass("h5p-progressbar-part-selected").attr("aria-selected",!1),void 0!==t?n||i.cp.editor:i.cp.progressbarParts.forEach(function(e,t){i.setTaskAnswered(t,!1)})},V.prototype.setTaskAnswered=function(e,t){this.cp.progressbarParts[e].find(".h5p-progressbar-part-has-task").toggleClass("h5p-answered",t),this.updateSlideTitle(e,{state:t?q:B})},V.prototype.updateSlideTitle=function(e){var t=(1<arguments.length&&void 0!==arguments[1]?arguments[1]:{}).state;this.setSlideTitle(e,{state:r(t,this.getAnsweredState(e))})},V.prototype.setSlideTitle=function(e,t){var n=t.state,t=void 0===n?"none":n,n=this.cp.progressbarParts[e].find(".h5p-progressbar-part-title"),e=this.answeredLabels[t].replace("@slideName",this.createSlideTitle(e));n.html("".concat(e))},V.prototype.getAnsweredState=function(e){var t=this.cp.progressbarParts[e],n=this.slideHasInteraction(e),e=this.cp.slideHasAnsweredTask(e);return n?0<t.find(".h5p-is-correct").length?F:0<t.find(".h5p-is-wrong").length?U:e?q:B:"none"},V.prototype.slideHasInteraction=function(e){return 0<this.cp.progressbarParts[e].find(".h5p-progressbar-part-has-task").length},V.prototype.updateFooter=function(e){this.cp.$footerCurrentSlide.html(e+1),this.cp.$footerMaxSlide.html(this.cp.slides.length),this.cp.$footerCounter.html(this.cp.l10n.slideCount.replace("@index",(e+1).toString()).replace("@total",this.cp.slides.length.toString())),this.cp.isSolutionMode&&e===this.cp.slides.length-1?this.cp.$footer.addClass("summary-slide"):this.cp.$footer.removeClass("summary-slide"),this.toggleNextAndPreviousButtonDisabled(e),this.updateFooterKeyword(e)},V.prototype.toggleNextAndPreviousButtonDisabled=function(e){var t=this.cp.slides.length-1;this.cp.$prevSlideButton.attr("aria-disabled",(0===e).toString()),this.cp.$nextSlideButton.attr("aria-disabled",(e===t).toString()),this.cp.$prevSlideButton.attr("tabindex",0===e?"-1":"0"),this.cp.$nextSlideButton.attr("tabindex",e===t?"-1":"0")},V.prototype.updateFooterKeyword=function(e){var t=this.cp.slides[e],n="";t&&t.keywords&&t.keywords[0]&&(n=t.keywords[0].main),!this.cp.isEditor()&&this.cp.showSummarySlide&&e>=this.cp.slides.length-1&&(n=this.cp.l10n.summary),this.cp.$keywordsButton.children(".current-slide-title").html(r(n,""))},V);function z(r){function n(e,t,n){var i=r.$slidesWrapper.children().filter(":not(.h5p-summary-slide)");void 0!==n&&(i=i.eq(n)),e&&""!==e?i.addClass("has-background").css("background-image","").css("background-color",e):t&&t.path&&i.addClass("has-background").css("background-color","").css("background-image","url("+H5P.getPath(t.path,r.contentId)+")")}var e=r.presentation,t=(e=b.extend(!0,{globalBackgroundSelector:{fillGlobalBackground:"",imageGlobalBackground:{}},slides:[{slideBackgroundSelector:{fillSlideBackground:"",imageSlideBackground:{}}}]},e)).globalBackgroundSelector;n(t.fillGlobalBackground,t.imageGlobalBackground),e.slides.forEach(function(e,t){e=e.slideBackgroundSelector;e&&n(e.fillSlideBackground,e.imageSlideBackground,t)})}function Q(e){return parseInt(e.dataset.index)}var X=((e=G.prototype).init=function(e){var t=this;return this.menuItemElements=e.map(function(e){return t.createMenuItemElement(e)}),this.menuItemElements.forEach(function(e){return t.menuElement.appendChild(e)}),this.menuItemElements.forEach(function(e){return t.controls.addElement(e)}),this.setCurrentSlideIndex(this.state.currentIndex),this.menuItemElements},e.on=function(e,t){this.eventDispatcher.on(e,t)},e.getElement=function(){return this.menuElement},e.removeAllMenuItemElements=function(){var t=this;this.menuItemElements.forEach(function(e){t.controls.removeElement(e),t.menuElement.removeChild(e)}),this.menuItemElements=[]},e.createMenuElement=function(){var e=this.menuElement=document.createElement("ol");return e.setAttribute("role","menu"),e.classList.add("list-unstyled"),e},e.createMenuItemElement=function(e){var t=this,n=document.createElement("li");return n.setAttribute("role","menuitem"),n.addEventListener("click",function(e){t.onMenuItemSelect(Q(e.currentTarget))}),this.applyConfigToMenuItemElement(n,e),n},e.applyConfigToMenuItemElement=function(e,t){e.innerHTML='<div class="h5p-keyword-subtitle">'.concat(t.subtitle,'</div><span class="h5p-keyword-title">').concat(t.title,"</span>"),e.dataset.index=t.index},e.onMenuItemSelect=function(e){this.setCurrentSlideIndex(e),this.eventDispatcher.trigger("select",{index:e})},e.setCurrentSlideIndex=function(e){var t=this.getElementByIndex(this.menuItemElements,e);t&&(this.state.currentIndex=e,this.updateCurrentlySelected(this.menuItemElements,this.state),this.controls.setTabbable(t))},e.updateCurrentlySelected=function(e,n){var i=this;e.forEach(function(e){var t=n.currentIndex===Q(e);e.classList.toggle("h5p-current",t),t&&e.appendChild(i.currentSlideMarkerElement)})},e.scrollToKeywords=function(e){var t=this.getFirstElementAfter(e);t&&(t=(e=b(this.menuElement)).scrollTop()+b(t).position().top-8,n?e.scrollTop(t):e.stop().animate({scrollTop:t},250))},e.getFirstElementAfter=function(t){return this.menuItemElements.filter(function(e){return Q(e)>=t})[0]},e.getElementByIndex=function(e,t){return e.filter(function(e){return Q(e)===t})[0]},e.createCurrentSlideMarkerElement=function(){var e=document.createElement("div");return e.classList.add("hidden-but-read"),e.innerHTML=this.l10n.currentSlide,e},G),K=((e=J.prototype).attach=function(e){e.html("").addClass("h5p-go-to-slide").append(this.$element)},e.on=function(e,t){this.eventDispatcher.on(e,t)},J);function J(e,t){var n=this,i=e.title,r=e.goToSlide,o=void 0===r?1:r,s=e.invisible,a=e.goToSlideType,r=void 0===a?"specified":a,c=t.l10n,e=t.currentIndex;this.eventDispatcher=new u;a="h5p-press-to-go",t=0;if(s)i=void 0,t=-1;else{if(!i)switch(r){case"specified":i=c.goToSlide.replace(":num",o.toString());break;case"next":i=c.goToSlide.replace(":num",c.nextSlide);break;case"previous":i=c.goToSlide.replace(":num",c.prevSlide)}a+=" h5p-visible"}var l=o-1;"next"===r?l=e+1:"previous"===r&&(l=e-1),this.$element=b("<a/>",{href:"#",class:a,tabindex:t,title:i}),y(this.$element,function(e){n.eventDispatcher.trigger("navigate",l),e.preventDefault()})}function G(e){var t=this,n=e.l10n,e=e.currentIndex;this.l10n=n,this.state={currentIndex:r(e,0)},this.eventDispatcher=new 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K(e,{l10n:i.parent.parent.l10n,currentIndex:i.parent.index}),i.parent.parent.isEditor()||i.instance.on("navigate",function(e){e=e.data;i.parent.parent.jumpToSlide(e)})):(t=i.parent.parent.isEditor()?H5P.jQuery.extend(!0,{},e.action,i.parent.parent.elementsOverride):H5P.jQuery.extend(!0,e.action,i.parent.parent.elementsOverride),n=i.parent.parent.elementInstances[i.parent.index]?i.parent.parent.elementInstances[i.parent.index].length:0,i.parent.parent.previousState&&i.parent.parent.previousState.answers&&i.parent.parent.previousState.answers[i.parent.index]&&i.parent.parent.previousState.answers[i.parent.index][n]&&(t.userDatas={state:i.parent.parent.previousState.answers[i.parent.index][n]}),t.params=t.params||{},i.instance=H5P.newRunnable(t,i.parent.parent.contentId,void 0,!0,{parent:i.parent.parent}),void 0!==i.instance.preventResize&&(i.instance.preventResize=!0)),void 0===i.parent.parent.elementInstances[i.parent.index]?i.parent.parent.elementInstances[i.parent.index]=[i.instance]:i.parent.parent.elementInstances[i.parent.index].push(i.instance),void 0!==i.instance.showCPComments||i.instance.isTask||void 0===i.instance.isTask&&void 0!==i.instance.showSolutions?(i.instance.coursePresentationIndexOnSlide=i.parent.parent.elementInstances[i.parent.index].length-1,void 0===i.parent.parent.slidesWithSolutions[i.parent.index]&&(i.parent.parent.slidesWithSolutions[i.parent.index]=[]),i.parent.parent.slidesWithSolutions[i.parent.index].push(i.instance)):e.solution&&(void 0===i.parent.parent.showCommentsAfterSolution[i.parent.index]&&(i.parent.parent.showCommentsAfterSolution[i.parent.index]=[]),i.parent.parent.showCommentsAfterSolution[i.parent.index].push(i.instance)),void 0!==i.instance.exportAnswers&&i.instance.exportAnswers&&(i.parent.parent.hasAnswerElements=!0),i.parent.parent.isTask||i.parent.parent.hideSummarySlide||(i.instance.isTask||void 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Symbol&&e.constructor===Symbol&&e!==Symbol.prototype?"symbol":typeof e})(e)}function oe(e,t,n){var i=this;this.presentation=e.presentation,this.slides=this.presentation.slides,this.contentId=t,this.elementInstances=[],this.elementsAttached=[],this.slidesWithSolutions=[],this.showCommentsAfterSolution=[],this.hasAnswerElements=!1,this.ignoreResize=!1,this.isTask=!1,this.standalone=!0,this.isReportingEnabled=!1,this.popups={},n.cpEditor&&(this.editor=n.cpEditor),n&&(this.previousState=n.previousState,this.standalone=n.standalone,this.isReportingEnabled=n.isReportingEnabled||n.isScoringEnabled),this.currentSlideIndex=this.previousState&&this.previousState.progress?this.previousState.progress:0,this.presentation.keywordListEnabled=void 0===e.presentation.keywordListEnabled||e.presentation.keywordListEnabled,this.l10n=b.extend({slide:"Slide",score:"Score",yourScore:"Your score",maxScore:"Max score",total:"Total",totalScore:"Total Score",showSolutions:"Show 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display",containsNotCompleted:"@slideName contains not completed interaction",containsCompleted:"@slideName contains completed interaction",slideCount:"Slide @index of @total",accessibilityCanvasLabel:"Presentation canvas. Use left and right arrow to move between slides.",containsOnlyCorrect:"@slideName only has correct answers",containsIncorrectAnswers:"@slideName has incorrect answers",shareResult:"Share Result",accessibilityTotalScore:"You got @score of @maxScore points in total",accessibilityEnteredFullscreen:"Entered fullscreen",accessibilityExitedFullscreen:"Exited fullscreen",confirmDialogHeader:"Submit your answers",confirmDialogText:"This will submit your results, do you want to continue?",confirmDialogConfirmText:"Submit and see results",slideshowNavigationLabel:"Slideshow navigation"},void 0!==e.l10n?e.l10n:{}),e.override&&(this.activeSurface=!!e.override.activeSurface,this.hideSummarySlide=!!e.override.hideSummarySlide,this.enablePrintButton=!!e.override.enablePrintButton,this.showSummarySlideSolutionButton=void 0===e.override.summarySlideSolutionButton||e.override.summarySlideSolutionButton,this.showSummarySlideRetryButton=void 0===e.override.summarySlideRetryButton||e.override.summarySlideRetryButton,e.override.social&&(this.enableTwitterShare=!!e.override.social.showTwitterShare,this.enableFacebookShare=!!e.override.social.showFacebookShare,this.enableGoogleShare=!!e.override.social.showGoogleShare,this.twitterShareStatement=e.override.social.twitterShare.statement,this.twitterShareHashtags=e.override.social.twitterShare.hashtags,this.twitterShareUrl=e.override.social.twitterShare.url,this.facebookShareUrl=e.override.social.facebookShare.url,this.facebookShareQuote=e.override.social.facebookShare.quote,this.googleShareUrl=e.override.social.googleShareUrl)),this.keywordMenu=new X({l10n:this.l10n,currentIndex:void 0!==this.previousState?this.previousState.progress:0}),this.setElementsOverride(e.override),s().call(this,ne,e.presentation.slides),this.on("resize",this.resize,this),this.on("printing",function(e){i.ignoreResize=!e.data.finished,e.data.finished?i.resize():e.data.allSlides&&i.attachAllElements()})}((oe.prototype=Object.create(s().prototype)).constructor=oe).prototype.getCurrentState=function(){var n=this,e=this.previousState||{};e.progress=this.getCurrentSlideIndex(),e.answers||(e.answers=[]),e.answered=this.elementInstances.map(function(e,t){return n.slideHasAnsweredTask(t)});for(var t=0;t<this.elementInstances.length;t++)if(this.elementInstances[t])for(var i=0;i<this.elementInstances[t].length;i++){var r=this.elementInstances[t][i];(r.getCurrentState instanceof Function||"function"==typeof r.getCurrentState)&&(e.answers[t]||(e.answers[t]=[]),e.answers[t][i]=r.getCurrentState())}return e},oe.prototype.slideHasAnsweredTask=function(e){return(this.slidesWithSolutions[e]||[]).filter(function(e){return c(e.getAnswerGiven)}).some(function(e){return e.getAnswerGiven()})},oe.prototype.attach=function(e){var t=this,o=this;void 0!==this.isRoot&&this.isRoot()&&this.setActivityStarted();var n='<div class="h5p-keymap-explanation hidden-but-read">'+this.l10n.accessibilitySlideNavigationExplanation+'</div><div class="h5p-fullscreen-announcer hidden-but-read" aria-live="polite"></div><div class="h5p-wrapper" tabindex="0" role="region" aria-roledescription="carousel" aria-label="'+this.l10n.accessibilityCanvasLabel+'">  <div class="h5p-current-slide-announcer hidden-but-read" aria-live="polite"></div>  <div tabindex="-1"></div>  <div class="h5p-box-and-nav-wrapper">    <nav class="h5p-cp-navigation" aria-label="'+this.l10n.slideshowNavigationLabel+'">      <div class="h5p-progressbar" role="tablist" aria-label="'+this.l10n.accessibilityProgressBarLabel+'"></div>    </nav>    <div class="h5p-box-wrapper">      <div class="h5p-presentation-wrapper">        <div class="h5p-keywords-wrapper"></div>        <div class="h5p-slides-wrapper"></div>      </div>    </div>  </div>  <div class="h5p-footer"></div></div>';e.attr("role","application").addClass("h5p-course-presentation").html(n),this.$container=e,this.$slideAnnouncer=e.find(".h5p-current-slide-announcer"),this.$fullscreenAnnouncer=e.find(".h5p-fullscreen-announcer"),this.$slideTop=this.$slideAnnouncer.next(),this.$wrapper=e.children(".h5p-wrapper"),this.activeSurface&&this.$wrapper.addClass("h5p-course-presentation-active-surface"),this.$wrapper.focus(function(){o.initKeyEvents()}).blur(function(){void 0!==o.keydown&&(H5P.jQuery("body").unbind("keydown",o.keydown),delete o.keydown)}).click(function(e){var t=H5P.jQuery(e.target),n=o.belongsToTagName(e.target,["input","textarea","a","button"],e.currentTarget),i=-1!==e.target.tabIndex,r=t.closest(".h5p-popup-container"),e=0!==r.length;n||i||o.editor||(e?1===(e=t.closest("[tabindex]")).closest(".h5p-popup-container").length?e:r.find(".h5p-close-popup"):o.$wrapper).focus(),o.presentation.keywordListEnabled&&!o.presentation.keywordListAlwaysShow&&o.presentation.keywordListAutoHide&&!t.is("textarea, .h5p-icon-pencil, span")&&o.hideKeywords()}),this.on("exitFullScreen",function(){t.$footer.removeClass("footer-full-screen"),t.$fullScreenButton.attr("aria-label",t.l10n.fullscreen),t.$fullscreenAnnouncer.html(t.l10n.accessibilityExitedFullscreen)}),this.on("enterFullScreen",function(){t.$fullscreenAnnouncer.html(t.l10n.accessibilityEnteredFullscreen)});e=parseInt(this.$wrapper.css("width"));this.width=0!==e?e:640;e=parseInt(this.$wrapper.css("height"));this.height=0!==e?e:400,this.ratio=16/9,this.fontSize=16,this.$boxWrapper=this.$wrapper.find(".h5p-box-wrapper");var i,e=this.$boxWrapper.children(".h5p-presentation-wrapper");this.$slidesWrapper=e.children(".h5p-slides-wrapper"),this.$keywordsWrapper=e.children(".h5p-keywords-wrapper"),this.$progressbar=this.$wrapper.find(".h5p-progressbar"),this.$footer=this.$wrapper.children(".h5p-footer"),this.initKeywords=void 0===this.presentation.keywordListEnabled||!0===this.presentation.keywordListEnabled||void 0!==this.editor,this.activeSurface&&void 0===this.editor&&(this.initKeywords=!1,this.$boxWrapper.css("height","100%")),this.isSolutionMode=!1,this.createSlides(),this.elementsAttached[this.currentSlideIndex]=!0,this.showSummarySlide=!1,this.hideSummarySlide?this.showSummarySlide=!this.hideSummarySlide:this.slidesWithSolutions.forEach(function(e){o.showSummarySlide=e.length}),void 0===this.editor&&(this.showSummarySlide||this.hasAnswerElements)&&(this.slides.push(r={elements:[],keywords:[]}),(i=H5P.jQuery(ne.createHTML(r)).appendTo(this.$slidesWrapper)).addClass("h5p-summary-slide"),this.isCurrentSlide(this.slides.length-1)&&(this.$current=i));var r=this.getKeywordMenuConfig();0<r.length||this.isEditor()?(this.keywordMenu.init(r),this.keywordMenu.on("select",function(e){return t.keywordClick(e.data.index)}),this.keywordMenu.on("close",function(){return t.hideKeywords()}),this.keywordMenu.on("select",function(){t.$currentKeyword=t.$keywords.children(".h5p-current")}),this.$keywords=b(this.keywordMenu.getElement()).appendTo(this.$keywordsWrapper),this.$currentKeyword=this.$keywords.children(".h5p-current"),void 0!==this.presentation.keywordListOpacity&&this.setKeywordsOpacity(this.presentation.keywordListOpacity),this.presentation.keywordListAlwaysShow&&this.showKeywords()):(this.$keywordsWrapper.remove(),this.initKeywords=!1),void 0===this.editor&&this.activeSurface?(this.$progressbar.add(this.$footer).remove(),H5P.fullscreenSupported&&(this.$fullScreenButton=H5P.jQuery("<div/>",{class:"h5p-toggle-full-screen","aria-label":this.l10n.fullscreen,role:"button",tabindex:0,appendTo:this.$wrapper}),H5P.Tooltip(this.$fullScreenButton.get(0),{position:"left"}),y(this.$fullScreenButton,function(){return o.toggleFullScreen()}))):(this.initTouchEvents(),this.navigationLine=new W(this),this.previousState&&this.previousState.progress||this.setSlideNumberAnnouncer(0,!1),this.summarySlideObject=new f(this,i)),z(this),this.previousState&&this.previousState.progress&&this.jumpToSlide(this.previousState.progress,!1,null,!1,!0)},oe.prototype.belongsToTagName=function(e,t,n){if(!e)return!1;n=n||document.body,t=(t="string"==typeof t?[t]:t).map(function(e){return e.toLowerCase()});var i=e.tagName.toLowerCase();return-1!==t.indexOf(i)||n!==e&&this.belongsToTagName(e.parentNode,t,n)},oe.prototype.updateKeywordMenuFromSlides=function(){this.keywordMenu.removeAllMenuItemElements();var e=this.getKeywordMenuConfig();return b(this.keywordMenu.init(e))},oe.prototype.getKeywordMenuConfig=function(){var n=this;return this.slides.map(function(e,t){return{title:n.createSlideTitle(e),subtitle:"".concat(n.l10n.slide," ").concat(t+1),index:t}}).filter(function(e){return null!==e.title})},oe.prototype.createSlideTitle=function(e){var t=this.isEditor()?this.l10n.noTitle:null;return this.hasKeywords(e)?e.keywords[0].main:t},oe.prototype.isEditor=function(){return void 0!==this.editor},oe.prototype.hasKeywords=function(e){return void 0!==e.keywords&&0<e.keywords.length},oe.prototype.createSlides=function(){for(var e=0;e<this.children.length;e++){var t=e===this.currentSlideIndex;this.children[e].getElement().appendTo(this.$slidesWrapper),t&&this.children[e].setCurrent(),(this.isEditor()||0===e||1===e||t)&&this.children[e].appendElements()}},oe.prototype.hasScoreData=function(e){return"undefined"!==re(e)&&"function"==typeof e.getScore&&"function"==typeof e.getMaxScore},oe.prototype.getScore=function(){var n=this;return i(n.slidesWithSolutions).reduce(function(e,t){return e+(n.hasScoreData(t)?t.getScore():0)},0)},oe.prototype.getMaxScore=function(){var n=this;return i(n.slidesWithSolutions).reduce(function(e,t){return e+(n.hasScoreData(t)?t.getMaxScore():0)},0)},oe.prototype.setProgressBarFeedback=function(e){var i=this;void 0!==e&&e?e.forEach(function(e){var t,n=i.progressbarParts[e.slide-1].find(".h5p-progressbar-part-has-task");n.hasClass("h5p-answered")&&(t=e.score>=e.maxScore,n.addClass(t?"h5p-is-correct":"h5p-is-wrong"),i.navigationLine.updateSlideTitle(e.slide-1))}):this.progressbarParts.forEach(function(e){e.find(".h5p-progressbar-part-has-task").removeClass("h5p-is-correct").removeClass("h5p-is-wrong")})},oe.prototype.toggleKeywords=function(){this[this.$keywordsWrapper.hasClass("h5p-open")?"hideKeywords":"showKeywords"]()},oe.prototype.hideKeywords=function(){this.$keywordsWrapper.hasClass("h5p-open")&&(void 0!==this.$keywordsButton&&(this.$keywordsButton.attr("aria-label",this.l10n.showKeywords),this.$keywordsButton.attr("aria-expanded","false"),this.$keywordsButton.focus()),this.$keywordsWrapper.removeClass("h5p-open"))},oe.prototype.showKeywords=function(){this.$keywordsWrapper.hasClass("h5p-open")||(void 0!==this.$keywordsButton&&(this.$keywordsButton.attr("aria-label",this.l10n.hideKeywords),this.$keywordsButton.attr("aria-expanded","true")),this.$keywordsWrapper.addClass("h5p-open"),this.presentation.keywordListAlwaysShow||this.$keywordsWrapper.find('li[tabindex="0"]').focus())},oe.prototype.setKeywordsOpacity=function(e){var t,n,i;""!==this.$keywordsWrapper.css("background-color")&&(n=this.$keywordsWrapper.css("background-color").match(/\d+/g),i=3,n=(t=function(e){if(Array.isArray(e))return e}(n)||function(e,t){var n=null==e?null:"undefined"!=typeof Symbol&&e[Symbol.iterator]||e["@@iterator"];if(null!=n){var i,r,o=[],s=!0,a=!1;try{for(n=n.call(e);!(s=(i=n.next()).done)&&(o.push(i.value),!t||o.length!==t);s=!0);}catch(e){a=!0,r=e}finally{try{s||null==n.return||n.return()}finally{if(a)throw r}}return o}}(n,i)||function(e,t){if(e){if("string"==typeof e)return ie(e,t);var n=Object.prototype.toString.call(e).slice(8,-1);return"Map"===(n="Object"===n&&e.constructor?e.constructor.name:n)||"Set"===n?Array.from(e):"Arguments"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n)?ie(e,t):void 0}}(n,i)||function(){throw new TypeError("Invalid attempt to destructure non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}())[0],i=t[1],t=t[2],this.$keywordsWrapper.css("background-color","rgba(".concat(n,", ").concat(i,", ").concat(t,", ").concat(e/100,")")))},oe.prototype.fitCT=function(){void 0===this.editor&&this.$current.find(".h5p-ct").each(function(){for(var e=100,t=H5P.jQuery(this),n=t.parent().height();t.outerHeight()>n&&(t.css({fontSize:--e+"%",lineHeight:e+65+"%"}),!(e<0)););})},oe.prototype.resize=function(){var e=this.$container.hasClass("h5p-fullscreen")||this.$container.hasClass("h5p-semi-fullscreen");if(!this.ignoreResize){this.$wrapper.css("width","auto");var t=this.$container.width(),n={};!e||t/(i=this.$container.height())>this.ratio&&(t=i*this.ratio,n.width=t+"px");var i=t/this.width;n.height=t/this.ratio+"px",n.fontSize=this.fontSize*i+"px",void 0!==this.editor&&this.editor.setContainerEm(this.fontSize*i*.75),this.$wrapper.css(n),this.swipeThreshold=100*i;var r=this.elementInstances[this.$current.index()];if(void 0!==r)for(var o=this.slides[this.$current.index()].elements,s=0;s<r.length;s++){var a=r[s];void 0!==a.preventResize&&!1!==a.preventResize||void 0===a.$||o[s].displayAsButton||H5P.trigger(a,"resize")}this.fitCT()}},oe.prototype.toggleFullScreen=function(){H5P.isFullscreen||this.$container.hasClass("h5p-fullscreen")||this.$container.hasClass("h5p-semi-fullscreen")?void 0!==H5P.exitFullScreen&&void 0!==H5P.fullScreenBrowserPrefix?H5P.exitFullScreen():void 0===H5P.fullScreenBrowserPrefix?H5P.jQuery(".h5p-disable-fullscreen").click():""===H5P.fullScreenBrowserPrefix?window.top.document.exitFullScreen():"ms"===H5P.fullScreenBrowserPrefix?window.top.document.msExitFullscreen():window.top.document[H5P.fullScreenBrowserPrefix+"CancelFullScreen"]():(this.$footer.addClass("footer-full-screen"),this.$fullScreenButton.attr("aria-label",this.l10n.exitFullscreen),H5P.fullScreen(this.$container,this),void 0===H5P.fullScreenBrowserPrefix&&H5P.jQuery(".h5p-disable-fullscreen").hide())},oe.prototype.focus=function(){this.$wrapper.focus()},oe.prototype.keywordClick=function(e){this.shouldHideKeywordsAfterSelect()&&this.hideKeywords(),this.jumpToSlide(e,!0)},oe.prototype.shouldHideKeywordsAfterSelect=function(){return this.presentation.keywordListEnabled&&!this.presentation.keywordListAlwaysShow&&this.presentation.keywordListAutoHide&&void 0===this.editor},oe.prototype.setElementsOverride=function(e){this.elementsOverride={params:{}},e&&(this.elementsOverride.params.behaviour={},e.showSolutionButton&&(this.elementsOverride.params.behaviour.enableSolutionsButton="on"===e.showSolutionButton),e.retryButton&&(this.elementsOverride.params.behaviour.enableRetry="on"===e.retryButton))},oe.prototype.attachElements=function(e,t){if(void 0===this.elementsAttached[t]){var n=this.slides[t],i=this.elementInstances[t];if(void 0!==n.elements)for(var r=0;r<n.elements.length;r++)this.attachElement(n.elements[r],i[r],e,t);this.trigger("domChanged",{$target:e,library:"CoursePresentation",key:"newSlide"},{bubbles:!0,external:!0}),this.elementsAttached[t]=!0}},oe.prototype.attachElement=function(e,t,n,i){var r=void 0!==e.displayAsButton&&e.displayAsButton,o=void 0!==e.buttonSize?"h5p-element-button-"+e.buttonSize:"",s=H5P.jQuery("<div>",{class:"h5p-element"+(r?" h5p-element-button-wrapper":"")+(o.length?" 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0!==t.controls?r():t.on("controls",r)),this.setOverflowTabIndex()),void 0!==this.editor?this.editor.processElement(e,s,i,t):(e.solution&&this.addElementSolutionButton(e,t,s),this.hasAnswerElements=this.hasAnswerElements||void 0!==t.exportAnswers),s},oe.prototype.disableTabIndexes=function(){var n=this.$container.find(".h5p-popup-container");this.$tabbables=this.$container.find("a[href], area[href], input:not([disabled]), select:not([disabled]), textarea:not([disabled]), button:not([disabled]), iframe, object, embed, *[tabindex], *[contenteditable]").filter(function(){var e=b(this),t=b.contains(n.get(0),e.get(0));if(e.data("tabindex"))return!0;if(t)return!1;t=e.attr("tabindex");return e.data("tabindex",t),e.attr("tabindex","-1"),!0})},oe.prototype.restoreTabIndexes=function(){this.$tabbables&&this.$tabbables.each(function(){var e=b(this),t=e.data("tabindex");e.hasClass("ui-slider-handle")?(e.attr("tabindex",0),e.removeData("tabindex")):void 0!==t?(e.attr("tabindex",t),e.removeData("tabindex")):e.removeAttr("tabindex")})},oe.prototype.createInteractionButton=function(e,t){var n=this,i=e.action.metadata?e.action.metadata.title:"";""===i&&(i=e.action.params&&e.action.params.contentName||e.action.library.split(" ")[0].split(".")[1]);var r=this.getLibraryTypePmz(e.action.library),o=b("<div>",{role:"button",tabindex:0,"aria-label":i,"aria-popup":!0,"aria-expanded":!1,class:"h5p-element-button h5p-element-button-".concat(e.buttonSize," ").concat(r,"-button")}),s=b('<div class="h5p-button-element"></div>');t.attach(s);var a="h5p-advancedtext"===r?{x:e.x,y:e.y}:null;return y(o,function(){var e;o.attr("aria-expanded","true"),n.showInteractionPopup(t,o,s,r,(e=o,function(){return e.attr("aria-expanded","false")}),a)}),void 0!==e.action&&"H5P.InteractiveVideo"===e.action.library.substr(0,20)&&t.on("controls",function(){t.controls.$fullscreen&&t.controls.$fullscreen.remove()}),o},oe.prototype.showInteractionPopup=function(e,t,n,i,r){function o(){e.trigger("resize")}var s=this,a=5<arguments.length&&void 0!==arguments[5]?arguments[5]:null;this.isEditor()||(this.on("exitFullScreen",o),this.showPopup({popupContent:n,$focusOnClose:t,parentPosition:a,remove:function(){0<arguments.length&&void 0!==arguments[0]&&arguments[0]||n.detach(),s.off("exitFullScreen",o),r()},classes:i,instance:e,keepInDOM:"h5p-interactivevideo"===i}),H5P.trigger(e,"resize"),"h5p-image"===i&&this.resizePopupImage(n),setTimeout(function(){var e=n.find(":input").add(n.find("[tabindex]"));e.length?e[0].focus():(n.attr("tabindex",0),n.focus())},200),c(e.setActivityStarted)&&c(e.getScore)&&e.setActivityStarted())},oe.prototype.getLibraryTypePmz=function(e){return e.split(" ")[0].replace(/[\W]/g,"-").toLowerCase()},oe.prototype.resizePopupImage=function(n){function e(e,t){t/i<18.5||(e=e/t,n.css({width:(t=18.5*i)*e,height:t}))}var i=Number(n.css("fontSize").replace("px","")),t=n.find("img");t.height()?e(t.width(),t.height()):t.one("load",function(){e(this.width,this.height)})},oe.prototype.addElementSolutionButton=function(i,e,r){var o=this;e.showCPComments=function(){var t,n,e;0===r.children(".h5p-element-solution").length&&(e=i.solution,0<p.html(e).text().trim().length)&&(t=b("<div/>",{role:"button",tabindex:0,title:o.l10n.solutionsButtonTitle,"aria-haspopup":"dialog","aria-expanded":!1,class:"h5p-element-solution"}).append('<span class="joubel-icon-comment-normal"><span class="h5p-icon-shadow"></span><span class="h5p-icon-speech-bubble"></span><span class="h5p-icon-question"></span></span>').appendTo(r),n={x:i.x,y:i.y},i.displayAsButton||(n.x+=i.width-4,n.y+=i.height-12),y(t,function(e){o.showPopup({popupContent:i.solution,$focusOnClose:t,parentPosition:n,updateAriaExpanded:!0}),t.attr("aria-expanded",!0),e.stopPropagation()}))},void 0!==i.alwaysDisplayComments&&i.alwaysDisplayComments&&e.showCPComments()},oe.prototype.showPopup=function(e){var t,n=this,i=e.popupContent,r=e.$focusOnClose,o=e.parentPosition,s=void 0===o?null:o,a=e.remove,c=e.classes,l=void 0===c?"h5p-popup-comment-field":c,u=e.instance,o=e.keepInDOM,d=void 0!==o&&o,h=e.updateAriaExpanded,p=this;this.popupId=void 0===this.popupId?0:this.popupId+1;function f(e){t?t=!1:(p.restoreTabIndexes(),r.focus(),h&&r.attr("aria-expanded",!1),void 0!==a&&setTimeout(function(){a(d)},100),e.preventDefault(),m.addClass("h5p-animate"),m.find(".h5p-popup-container").addClass("h5p-animate"),setTimeout(function(){d?m.hide():m.remove()},100))}var m,g;void 0===(m=d&&u&&p.popups[u.subContentId]?p.popups[u.subContentId]:m)&&(v=(m=b('<div class="h5p-popup-overlay '+l+'"><div class="h5p-popup-container" role="dialog"aria-modal="true" aria-live="true" aria-labelledby="popup-title-'+this.popupId+'"> <div role="button" tabindex="0" class="h5p-close-popup" title="'+this.l10n.close+'"></div><div class="h5p-popup-wrapper" role="document"></div></div></div>')).find(".h5p-popup-wrapper"),i instanceof H5P.jQuery?v.append(i):v.html(i),g="",v.children().each(function(e,t){t.setAttribute("id","popup-content-"+n.popupId+"-"+e),g+="popup-content-"+n.popupId+"-"+e+" "}),m.find(".h5p-popup-container").attr("aria-describedby",g),u&&u.subContentId&&(p.popups[u.subContentId]=m));var v,c=m.find(".h5p-popup-container");return o=m,e=c,(l=s)&&(e.css({visibility:"hidden"}),o.prependTo(n.$wrapper),i=e.height(),v=e.width(),s=i*(100/(u=o.height())),50<(i=v*(100/o.width()))&&50<s?o.detach():(s<i&&s<45&&(i=Math.sqrt(i*s),e.css({width:i+"%"})),90<i?i=90:i<22&&(i=22),v=l.x,l.x>(i=100-i-5)?v=i:l.x<5&&(v=5),u=100-(s=e.height()*(100/u))-10,s=l.y,l.y>u?s=u:l.y<10&&(s=10),o.detach(),e.css({left:v+"%",top:s+"%"}))),m.addClass("h5p-animate"),c.css({visibility:""}).addClass("h5p-animate"),0===m.parent().length?m.prependTo(this.$wrapper):m.show(),m.removeClass("h5p-animate").click(f).find(".h5p-popup-container").removeClass("h5p-animate").click(function(){t=!0}).keydown(function(e){27===e.which&&f(e)}).find(".h5p-close-popup").focus(),this.disableTabIndexes(),y(m.find(".h5p-close-popup"),f),m},oe.prototype.checkForSolutions=function(e){return void 0!==e.showSolutions||void 0!==e.showCPComments},oe.prototype.initKeyEvents=function(){var t,n;void 0!==this.keydown||this.activeSurface||(n=!1,(t=this).keydown=function(e){n||((37!==e.keyCode&&33!==e.keyCode||!t.previousSlide(void 0,!1))&&(39!==e.keyCode&&34!==e.keyCode||!t.nextSlide(void 0,!1))||(e.preventDefault(),n=!0),n&&setTimeout(function(){n=!1},300))},H5P.jQuery("body").keydown(this.keydown))},oe.prototype.initTouchEvents=function(){function i(e){return{"-webkit-transform":e,"-moz-transform":e,"-ms-transform":e,transform:e}}var r,o,s,a,c,l,u=this,d=!1,h=!1,t=i("");this.$slidesWrapper.bind("touchstart",function(e){h=!1,s=r=e.originalEvent.touches[0].pageX,o=e.originalEvent.touches[0].pageY;e=u.$slidesWrapper.width();a=0===u.currentSlideIndex?0:-e,c=u.currentSlideIndex+1>=u.slides.length?0:e,d=!(l=null)}).bind("touchmove",function(e){var t=e.originalEvent.touches;d&&(u.$current.prev().addClass("h5p-touch-move"),u.$current.next().addClass("h5p-touch-move"),d=!1),s=t[0].pageX;var n=r-s;null===l&&(l=Math.abs(o-e.originalEvent.touches[0].pageY)>Math.abs(n)),1!==t.length||l||(e.preventDefault(),h||(n<0?u.$current.prev().css(i("translateX("+(a-n)+"px")):u.$current.next().css(i("translateX("+(c-n)+"px)")),u.$current.css(i("translateX("+-n+"px)"))))}).bind("touchend",function(){if(!l){var e=r-s;if(e>u.swipeThreshold&&u.nextSlide(void 0,!1)||e<-u.swipeThreshold&&u.previousSlide(void 0,!1))return}u.$slidesWrapper.children().css(t).removeClass("h5p-touch-move")})},oe.prototype.updateTouchPopup=function(e,t,n,i){var r;arguments.length<=0?void 0!==this.touchPopup&&this.touchPopup.remove():(r="",void 0!==this.$keywords&&void 0!==this.$keywords.children(":eq("+t+")").find("span").html()?r+=this.$keywords.children(":eq("+t+")").find("span").html():r+=this.l10n.slide+" "+(t+1),void 0===this.editor&&t>=this.slides.length-1&&(r=this.l10n.showSolutions),void 0===this.touchPopup?this.touchPopup=H5P.jQuery("<div/>",{class:"h5p-touch-popup"}).insertAfter(e):this.touchPopup.insertAfter(e),i-.15*e.parent().height()<0?i=0:i-=.15*e.parent().height(),this.touchPopup.css({"max-width":e.width()-n,left:n,top:i}),this.touchPopup.html(r))},oe.prototype.previousSlide=function(e){var t=!(1<arguments.length&&void 0!==arguments[1])||arguments[1],n=this.$current.prev();return!!n.length&&(t?this.processJumpToSlide(n.index(),e,!1):this.jumpToSlide(n.index(),e,null,!1))},oe.prototype.nextSlide=function(e){var t=!(1<arguments.length&&void 0!==arguments[1])||arguments[1],n=this.$current.next();return!!n.length&&(t?this.processJumpToSlide(n.index(),e,!1):this.jumpToSlide(n.index(),e,null,!1))},oe.prototype.isCurrentSlide=function(e){return this.currentSlideIndex===e},oe.prototype.getCurrentSlideIndex=function(){return this.currentSlideIndex},oe.prototype.attachAllElements=function(){for(var e=this.$slidesWrapper.children(),t=0;t<this.slides.length;t++)this.attachElements(e.eq(t),t);void 0!==this.summarySlideObject&&this.summarySlideObject.updateSummarySlide(this.slides.length-1,!0)},oe.prototype.processJumpToSlide=function(e,t,n){var i=this;if(void 0===this.editor&&this.contentId&&((c=this.createXAPIEventTemplate("progressed")).data.statement.object.definition.extensions["http://id.tincanapi.com/extension/ending-point"]=e+1,this.trigger(c)),!this.$current.hasClass("h5p-animate")){var r=this.$current.addClass("h5p-animate"),o=i.$slidesWrapper.children(),s=o.filter(":lt("+e+")");this.$current=o.eq(e).addClass("h5p-animate");var a=this.currentSlideIndex;this.currentSlideIndex=e,this.attachElements(this.$current,e);var c=this.$current.next();return c.length&&this.attachElements(c,e+1),this.setOverflowTabIndex(),setTimeout(function(){r.removeClass("h5p-current"),o.css({"-webkit-transform":"","-moz-transform":"","-ms-transform":"",transform:""}).removeClass("h5p-touch-move").removeClass("h5p-previous"),s.addClass("h5p-previous"),i.$current.addClass("h5p-current"),i.trigger("changedSlide",i.$current.index())},1),setTimeout(function(){if(i.$slidesWrapper.children().removeClass("h5p-animate"),void 0===i.editor){var e=i.elementInstances[i.currentSlideIndex],t=i.slides[i.currentSlideIndex].elements;if(void 0!==e)for(var n=0;n<e.length;n++)t[n].displayAsButton||"function"!=typeof e[n].setActivityStarted||"function"!=typeof e[n].getScore||e[n].setActivityStarted()}},250),void 0!==this.$keywords&&(this.keywordMenu.setCurrentSlideIndex(e),this.$currentKeyword=this.$keywords.find(".h5p-current"),t||this.keywordMenu.scrollToKeywords(e)),i.presentation.keywordListEnabled&&i.presentation.keywordListAlwaysShow&&i.showKeywords(),i.navigationLine&&(i.navigationLine.updateProgressBar(e,a,this.isSolutionMode),i.navigationLine.updateFooter(e),this.setSlideNumberAnnouncer(e,n)),i.summarySlideObject&&i.summarySlideObject.updateSummarySlide(e,!0),void 0!==this.editor&&void 0!==this.editor.dnb&&(this.editor.dnb.setContainer(this.$current),this.editor.dnb.blurAll()),this.trigger("resize"),this.fitCT(),!0}},oe.prototype.jumpToSlide=function(e){var t=this,n=1<arguments.length&&void 0!==arguments[1]&&arguments[1],i=2<arguments.length&&void 0!==arguments[2]?arguments[2]:null,r=3<arguments.length&&void 0!==arguments[3]&&arguments[3];if(this.standalone&&this.showSummarySlide&&e===this.slides.length-1&&!this.isSolutionMode&&this.isReportingEnabled&&!(4<arguments.length&&void 0!==arguments[4]&&arguments[4])){if(this.currentSlideIndex===this.slides.length-1)return!1;var o=function(e){e=new H5P.ConfirmationDialog(e).appendTo(document.body);return e.getElement().classList.add("h5p-cp-confirmation-dialog"),e.show(),e}({headerText:this.l10n.confirmDialogHeader,dialogText:this.l10n.confirmDialogText,confirmText:this.l10n.confirmDialogConfirmationText});o.on("canceled",function(){return!1}),o.on("confirmed",function(){t.processJumpToSlide(e,n,r),i&&i()})}else this.processJumpToSlide(e,n,r),i&&i()},oe.prototype.setOverflowTabIndex=function(){void 0!==this.$current&&this.$current.find(".h5p-element-inner").each(function(){var e,t=b(this);this.classList.contains("h5p-table")&&(e=t.find(".h5p-table").outerHeight());var n=t.closest(".h5p-element-outer").innerHeight();void 0!==e&&null!==n&&n<e&&t.attr("tabindex",0)})},oe.prototype.setSlideNumberAnnouncer=function(e){var t=1<arguments.length&&void 0!==arguments[1]&&arguments[1],n="";if(!this.navigationLine)return n;var i=this.slides[e];i.keywords&&0<i.keywords.length&&!this.navigationLine.isSummarySlide(e)&&(n+=this.l10n.slide+" "+(e+1)+": "),n+=this.navigationLine.createSlideTitle(e),this.$slideAnnouncer.html(n),t&&this.$slideTop.focus()},oe.prototype.resetTask=function(){this.summarySlideObject.toggleSolutionMode(!1);for(var e=0;e<this.slidesWithSolutions.length;e++)if(void 0!==this.slidesWithSolutions[e])for(var t=0;t<this.slidesWithSolutions[e].length;t++){var n=this.slidesWithSolutions[e][t];n.resetTask&&n.resetTask()}this.navigationLine.updateProgressBar(0),this.jumpToSlide(0,!1),this.$container.find(".h5p-popup-overlay").remove()},oe.prototype.showSolutions=function(){for(var e=!1,t=[],n=!1,i=0;i<this.slidesWithSolutions.length;i++){if(void 0!==this.slidesWithSolutions[i]){this.elementsAttached[i]||this.attachElements(this.$slidesWrapper.children(":eq("+i+")"),i),e||(this.jumpToSlide(i,!1),e=!0);for(var r=0,o=0,s=[],a=0;a<this.slidesWithSolutions[i].length;a++){var c=this.slidesWithSolutions[i][a];void 0!==c.addSolutionButton&&c.addSolutionButton(),c.showSolutions&&c.showSolutions(),c.showCPComments&&c.showCPComments(),void 0!==c.getMaxScore&&(o+=c.getMaxScore(),r+=c.getScore(),n=!0,s.push(c.coursePresentationIndexOnSlide))}t.push({indexes:s,slide:i+1,score:r,maxScore:o})}if(this.showCommentsAfterSolution[i])for(var l=0;l<this.showCommentsAfterSolution[i].length;l++)"function"==typeof this.showCommentsAfterSolution[i][l].showCPComments&&this.showCommentsAfterSolution[i][l].showCPComments()}if(n)return t},oe.prototype.getSlideScores=function(e){for(var t=!0===e,n=[],i=!1,r=0;r<this.slidesWithSolutions.length;r++)if(void 0!==this.slidesWithSolutions[r]){this.elementsAttached[r]||this.attachElements(this.$slidesWrapper.children(":eq("+r+")"),r),t||(this.jumpToSlide(r,!1),t=!0);for(var o=0,s=0,a=[],c=0;c<this.slidesWithSolutions[r].length;c++){var l=this.slidesWithSolutions[r][c];void 0!==l.getMaxScore&&(s+=l.getMaxScore(),o+=l.getScore(),i=!0,a.push(l.coursePresentationIndexOnSlide))}n.push({indexes:a,slide:r+1,score:o,maxScore:s})}if(i)return n},oe.prototype.getCopyrights=function(){var e,t,n=new H5P.ContentCopyrights;this.presentation&&this.presentation.globalBackgroundSelector&&this.presentation.globalBackgroundSelector.imageGlobalBackground&&(e=this.presentation.globalBackgroundSelector.imageGlobalBackground,(t=new H5P.MediaCopyright(e.copyright)).setThumbnail(new H5P.Thumbnail(H5P.getPath(e.path,this.contentId),e.width,e.height)),n.addMedia(t));for(var i=0;i<this.slides.length;i++){var r,o,s=new H5P.ContentCopyrights;if(s.setLabel(this.l10n.slide+" "+(i+1)),this.slides[i]&&this.slides[i].slideBackgroundSelector&&this.slides[i].slideBackgroundSelector.imageSlideBackground&&(r=this.slides[i].slideBackgroundSelector.imageSlideBackground,(o=new H5P.MediaCopyright(r.copyright)).setThumbnail(new H5P.Thumbnail(H5P.getPath(r.path,this.contentId),r.width,r.height)),s.addMedia(o)),void 0!==this.elementInstances[i])for(var a=0;a<this.elementInstances[i].length;a++){var c,l,u,d=this.elementInstances[i][a];this.slides[i].elements[a].action&&(c=this.slides[i].elements[a].action.params,u=this.slides[i].elements[a].action.metadata,(l=void 0)===(l=void 0!==d.getCopyrights?d.getCopyrights():l)&&(l=new H5P.ContentCopyrights,H5P.findCopyrights(l,c,this.contentId,{metadata:u,machineName:d.libraryInfo.machineName})),u=a+1,void 0!==c.contentName?u+=": "+c.contentName:void 0!==d.getTitle?u+=": "+d.getTitle():c.l10n&&c.l10n.name&&(u+=": "+c.l10n.name),l.setLabel(u),s.addContent(l))}n.addContent(s)}return n},oe.prototype.getXAPIData=function(){var e=this.createXAPIEventTemplate("answered"),t=e.getVerifiedStatementValue(["object","definition"]);H5P.jQuery.extend(t,{interactionType:"compound",type:"http://adlnet.gov/expapi/activities/cmi.interaction"});var n=this.getScore(),t=this.getMaxScore();e.setScoredResult(n,t,this,!0,n===t);t=i(this.slidesWithSolutions).map(function(e){if(e&&e.getXAPIData)return e.getXAPIData()}).filter(function(e){return!!e});return{statement:e.data.statement,children:t}},oe.prototype.getContext=function(){return{type:"slide",value:this.currentSlideIndex+1}};e=oe;(H5P=H5P||{}).Tooltip=H5P.Tooltip||function(){},H5P.CoursePresentation=e})()})();const realH5PGetPath=H5P.getPath;H5P.getPath=function(e,t){return e.startsWith("data:")?e:realH5PGetPath(e,t)}; var 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+/*!@license FontAwesome-4.5/h5p-font-awesome.min.css by Dave Gandy licensed under MIT*//*!
+ *  Font Awesome 4.5.0 by @davegandy - http://fontawesome.io - @fontawesome
+ *  License - http://fontawesome.io/license (Font: SIL OFL 1.1, CSS: MIT License)
+ 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