@keyframes rwdcur29806 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 32, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJ0lEQVRYhb3Wb2wTdRzH8c/ver1ttd26rtsu3R/K6DYYw+kYw0B1RYUMNPxLgGlMxELEapQQssc+VEMwQUIIiRiJRIEZLEoEEcwgVSZs0rit7G+3ue5Pu7Id7ba2d737+WBsxiAIrNvvyT267+t93+QuR2w2G+bjKBRIZqFJYqk2IhFBlCEyBGDnC9eoKV/E05pUVlqhNabd6hyIO5u9YtecBygU0LBKboFR3pOTKttXVRWYrNtf2jDaO5D+9t6rHzHzgmfGHfmG+O7Vaywm6/YaADa9wZxbnqFX6edsA9P4QmPcYTYq9tVrivlVWzcCWATgtvLTwBX4yieZOdnADJ4hORbxsFetXcyv2loNIB9Ai3ix7uvLdUmeAN0UNyd8A9O42SA6CnNZe9XaxXx59fMAeADN4rkjP5/97sLg4eA2WqE2KskJDZjGF6SLjsULOfvL65fyS20VANIBtETrPr3mvBAIHA18LEU1UAnRNrU3YQHTeL5edJQWaewbNj3NF1SWAtAAEy3Rr8/+/mP98jt1d6wSy6loVqQ1uSHyiToxr+E0npcac5SVaO1bdyzn+aXFAAjC/mbRGbnlbtgxdnWEo4IcYATRqfZKxxkBmgR8iBQKpLBKbo4u5lheprO/9uZzfKrZAiAKX99tXM7ydDRlh8719TMu8QrnlZwkBD9RoJm6f3YBYUCdJ+eatDHHyoJ0+853rbw6swCAgLaWZrgsHV1uVeRY13n1t+JXqoDSTRSiA5D8z4gnDqAUQDrltFsimwtfSdq5O6OKJygC4McfvzSKN5/t6W1h40fbj6lPSp8xAjEBRHf/nCcKoHTqqhXFytKcpC1rMopNBBoAg7h+plG8cbe/vuPFcU+Pm7skHWEFYnrwrMcOmMFJzLqyLKl2X5HNqkUmunAbbnijfeOR71v98gl/GBrpOjtIsh8+77ECKAVApvDKUq72g/0vVGvzFnGYHIaL6fY0JgcvBYWUEyNGeTyFQzkNQPy/mY8cMI3rGNFavoSrfef91dVp+Qs5jA/g1OcNrpuuyYMd2Sn18ZuMoP5QtiCkGlZ6SDQhARRTeKpKspYVsbVv7V5RnVWYzynBAXxz4obrt8a7BzrGyEUpSESSDCjtqoA4xoToAFFmHUDvPb2OlZ4pLSD7t9UsqzYvM3GhXh+cp92uBnf4QGeAXJRkiIQAUAHyD0xIBkKP8nAPDZjGNSrZUpxH9qx/tXBdUVEW52sdxKXzHldj88S/8Sc4DwyYwVnZUmxS9tlseTXmBRma7nY/fq3vdrnborPGHx5AgRSVbLZky3srK4yv55hS9X95R0R306CrpVs81JUA/IEBCgWSVNRgzlTeWFaiq8nO1Or9A4LY2jrqbO2JH+4fIw1xGfHZ4v8ZcO8P1mA2yvYlBcm7jIYU42hwQvR6w87WPuVA/xgaASAR+H0BlAJJLNWajfJOSy7zniFNbQ4LkXHfUOx8Wz8O+oQpPJFnJoBSgGUol5Mmb8zPwq40LWuemJBG+4fjX3YO4XggTDyJxmcCKAVUDOVy9PJmc7ayP02rLolGlVHfiPJF+yA5MjpJepkErfy+AEoBQsDwOnnDgky5Nl3LlMditHdoFCc7h8nxsTnEAYBFFEjLUEpyDfIe/VOoiElMly+IQ90BnArHSHAucQBgSSplNZtkWwqRK6Mt6j+H7pCj3QHm1IQIYa5xAGCZdYolbIvneAdxRm4i54LD5Fo0jsn5wAGApZQick19eqKJ6aUeRqAMMF84APwNb9ddDnIwEdYAAAAASUVORK5CYII=) 1 32, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKUlEQVRYhb3W+09TZxzH8c9zejilpeNSuRxplYolgCBWBsiUcVFUpsZLls1LNkPqpulMZhbDXPYPbAkxmTEL2w8uuGiiwzi8wBDQgVZTNxSKCqNABblf7Mql0J6259kPUPaD06kUn1/OT+f7ej9P8pwckpubizexvCIQJIVczhHFpIvapwUIEgZg3xQeKgOfGivZEy6n6axC0fjA6ipvsDg7FjxgBqdqnYY5FMcTfcba2Oi4/He3TPf3hBUe/v2bBQ3wikCYjKpXxRBDvEqiX5sTxy/L3gEgIVQWXZ8aoWRDFyzAh6cshSExhtNnb4jnVWsKAMQCaBVvizfQm+NgmIXEVy6BYaVWpt+4LZlXrdkIQAXggXD7+rnaMubhMP3YrfH7CfjwZDU1rE5U6N/boePlyzMBRABoFupKay6er+w9ObzBm8YRSaBfA3x4kooa0lNC9Dv3pfMIXw0gCIDZWf1Dffll22BJX4nLqYDE7vg7wOq3AB++YrFoWJsWrt/2aRYPNgkABdDorKgwVdbmDZUNxrtYGRDpeBpomjgW4J9r6KUzVy0hymPIWcfrCz7J54FEAJOAp1G4Shqabm0drR+Ax+4FY58oC7C6vmXsJNgPHyJx9p7HR3gM+Xkq/cbCrTyQAGAEbuEOfuOaLSbYLllAjdNXpFZXKRlHHxFJ8Mz78wqgA4AsQ1RrwzyGLboYfV7hrtmd92B8rB7XQx52/IGJH5vvMRemv5MMi81EJEoAsn9nvHYApQBiKRd1xLUz/e1FhXn4gAdWAejEaHu1UBfX2nUf0yWNZcwZ50HGTnQAUT4757UCKJ15hjvcGevUYbv2Yk00EAygE4OmCqFmtK2uJc7e0jomqXZ+xtmJ7vmzXjlgDmddWds3RRTtj9qbBagB3MVd3HM+GrFdbhwSTg/AK3fekPaT5BfPe6WAOTxAyNqWH160/8vdBcAqDujEdfzZUovu6v4h6emBSM9kMJDqfQLh/2a+dAClAAgQybmzNucoiwqPvV8AJHFAO+5cuGi89uvIcTPP1bluEHvQz9BSSAZFC3H6JcCH8zJP1vrMkKIDX28tAOI5oB3G81eMl6t6i83DYpWzjxEYBeC5LxmeGmTGxb+IOO8ASgGRApGBXl12WtDRg1+tLwCWc4AFdWerjZW1A8XmXrHK5YbAkJmJQikzDmD8ZTb3wgAfHib1ajNTAg/pD2ZuAreEAzpQU3rTWFM/XGzuEatcHgiEvAz3CgE+XCkTtZmJ0i8+3J28J1DNy+F4jMqzDcY6k23e+AsDRAqEBoqatDj2yObNy/YtXbYodLKzR6iuaDWamsZOmJ/MH39ugFcEFBxVpmjYj9a9w+9RqUJCu9qGhFv13eWmB5MnLUOiye2BZ774fwbM/sEqUzQSfYYu7EBUpCK8r9smNDYNld99OF1sGRIbAMAf+DMBIgUUUihSYphCXYL8cMSiQM3I4NhkW/vY1YY24Xj7LO7PNRcgUkAqARcfTbbHa6QHQoOlGtvTKVub1VFq7nSfemKjLf7G5wJ8eKIKO5M07NGwYHbFxIRgs3RP/3S/w/P94Di6GD8d+TMBlAISAkbLY0viUrZIGcymOhyeLmu/50yT1XNqIXEAYGEHorRYEbeYOaR8i0mbctKO9l73ieYu7znbFEYXEgcAlqgpG/I5zZWLJGPSSJsf97pLzF3ec2NO2BcaBwA2QC9q7dlu1SMb+cV1jbvUYyU3HQKm3gQOACy8FPZ69vzINaZLvEXslAXeFA4A/wCMBEy//Y4ZNwAAAABJRU5ErkJggg==) 1 32, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5UlEQVRYhb3W3W8UVRzG8eecM3NmZ9+6bbdlaQtsm0JINYYAFkOK1KikwQSrMQYNIWQxko0ag9C/wAtjGi4IIYQLDBguEIhpQQkCIuJqiBJRlPJWSpXt2/ZlZ3dnZ7azO3O8KG1CkNdue+7P7/M95ySTIc3NzZiNJQTAmXAzCq9lQ7MdYhECSLOCA2DECVV6rPW8YDxfURe81DeKju6+QjcLh8MzjlNh1wS4EfU6qQ9fXVu/cuunrY0rlpQVforFf6WzgZfIRtRPUu+tXrOw6p2PNgB4KVC9qGZpwM8CM/YEk7hfzkYDLB1Z9fLC0MZP3gawCMBV58jPZxAPG3RGAqZwKRstk/XIC011oUjbOgB1AP62Du3qPHd0/rUEVnnCRQ+4B1f0yLIV80Pvb18DYB6AK9b+z099/e2JxC5tN1suc8dV1IBJ3Cdlo+VqNvLckqrQxs1NAA8B5tXc3vbzHWfjY3u07U5OqaeaHZN7ihYwhbNsNOgZjzQ0zA2te2s5fNXlSMVv5L48/NuJXxZoR1JvOpLkEZWFH9QL+QNyd1ECBAAi7Bov06MV3lxk4aLy0OpXFmNOpR83L9+yjg9e/uP3FzM/poJUE/1Uy3fKPc4JqoEX4UM0hdNstNKbi9TVlYaWNdaiNODGnzd7cZ533/hrgdGZ+FeOOWfkHjtG0kgSB3xi//QCbACkUOPhRnSOakXCtaWhxc9UwaMquP5PHy6Vxbu7nPzeodOuo/b3LIEB4kAFJvFpBwgquF2dbVVXZjbVjAVDYU8FFEVCb3zIul473NsNsmfguOugOE01+ACo98946gABgDpWo6/KfCPwGqlyl0kg3znovzJm3c7r53qeHe8avqWecs5SjfgePOepAgQAaueaShW9rW7Y01Te74IZNtDzei6nX1OO9dwhB0Y05iZXpH7ifvisJw4QAIg93hTgmbbaGrklNNfH5WOAJsa74tX2KT1PDmhlQqceLIUJ61HznihgCpf1tgVVUktF0MtRsJHQ7FjfZ64dAxX0nHODaqQ1X08MNugMkFzRAibxEllvmzeXtgTLPRy2g9G0E7szIrX3G+ykfZtYRAJIgiVQoGlkiFOUgAncWuKXMttqKmlLeanKYTtI6iIWH5PbB9LspC0m/nBAAHGRpgWQfpzZjwwQAIhTqPfJxpaqcrGmNKBw4jhIZRHrT/L2gYx00hawyONoTxowiXuZvjUUyK8P+BU3FQIZHbF+TWkfzLBp4Q8NuIuHvVT/uNKfezfgUwKMECuTpbHBNN85lLl77dPAHxggAFA4ZR4ptyHoGV8f8PEAo8xKZaWOwRTfNWayC7ZAYbr4/wYIAAxOmVcyI6WqubnEy4KMMSttyh0DKd6eNNlFACgGfl/AxMmF1ysZm0pd+gd+Nw0zxnTdlL8ZzPAdk3gx11SAAEAguEpz6/zc2OxVSZhSeSxluPYndL4vY7GuYuP3BBAIrpJcawnPbPOpooExeSydc30xlFF2Z/O0lxTrzh8QQDnG1/p5ps2v2ksJVXqTpnpwJKvsM2YQnwgQACP5Bp+U3eJ32csJU7rHDPfOUZMfsmw6MpM4AEhCCEkKFppd7kKjyPLLSdO9Z9RUDuVtos00PhFQ6dSbdageddTDUrfSaRr8fMEhxmzgACBBFsCw/JWZVHpJkmqCALOFA8B/2UczOaj1PnYAAAAASUVORK5CYII=) 1 32, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKUlEQVRYhb3W+09TZxzH8c9zejilpeNSuRxplYolgCBWBsiUcVFUpsZLls1LNkPqpulMZhbDXPYPbAkxmTEL2w8uuGiiwzi8wBDQgVZTNxSKCqNABblf7Mql0J6259kPUPaD06kUn1/OT+f7ej9P8pwckpubizexvCIQJIVczhHFpIvapwUIEgZg3xQeKgOfGivZEy6n6axC0fjA6ipvsDg7FjxgBqdqnYY5FMcTfcba2Oi4/He3TPf3hBUe/v2bBQ3wikCYjKpXxRBDvEqiX5sTxy/L3gEgIVQWXZ8aoWRDFyzAh6cshSExhtNnb4jnVWsKAMQCaBVvizfQm+NgmIXEVy6BYaVWpt+4LZlXrdkIQAXggXD7+rnaMubhMP3YrfH7CfjwZDU1rE5U6N/boePlyzMBRABoFupKay6er+w9ObzBm8YRSaBfA3x4kooa0lNC9Dv3pfMIXw0gCIDZWf1Dffll22BJX4nLqYDE7vg7wOq3AB++YrFoWJsWrt/2aRYPNgkABdDorKgwVdbmDZUNxrtYGRDpeBpomjgW4J9r6KUzVy0hymPIWcfrCz7J54FEAJOAp1G4Shqabm0drR+Ax+4FY58oC7C6vmXsJNgPHyJx9p7HR3gM+Xkq/cbCrTyQAGAEbuEOfuOaLSbYLllAjdNXpFZXKRlHHxFJ8Mz78wqgA4AsQ1RrwzyGLboYfV7hrtmd92B8rB7XQx52/IGJH5vvMRemv5MMi81EJEoAsn9nvHYApQBiKRd1xLUz/e1FhXn4gAdWAejEaHu1UBfX2nUf0yWNZcwZ50HGTnQAUT4757UCKJ15hjvcGevUYbv2Yk00EAygE4OmCqFmtK2uJc7e0jomqXZ+xtmJ7vmzXjlgDmddWds3RRTtj9qbBagB3MVd3HM+GrFdbhwSTg/AK3fekPaT5BfPe6WAOTxAyNqWH160/8vdBcAqDujEdfzZUovu6v4h6emBSM9kMJDqfQLh/2a+dAClAAgQybmzNucoiwqPvV8AJHFAO+5cuGi89uvIcTPP1bluEHvQz9BSSAZFC3H6JcCH8zJP1vrMkKIDX28tAOI5oB3G81eMl6t6i83DYpWzjxEYBeC5LxmeGmTGxb+IOO8ASgGRApGBXl12WtDRg1+tLwCWc4AFdWerjZW1A8XmXrHK5YbAkJmJQikzDmD8ZTb3wgAfHib1ajNTAg/pD2ZuAreEAzpQU3rTWFM/XGzuEatcHgiEvAz3CgE+XCkTtZmJ0i8+3J28J1DNy+F4jMqzDcY6k23e+AsDRAqEBoqatDj2yObNy/YtXbYodLKzR6iuaDWamsZOmJ/MH39ugFcEFBxVpmjYj9a9w+9RqUJCu9qGhFv13eWmB5MnLUOiye2BZ774fwbM/sEqUzQSfYYu7EBUpCK8r9smNDYNld99OF1sGRIbAMAf+DMBIgUUUihSYphCXYL8cMSiQM3I4NhkW/vY1YY24Xj7LO7PNRcgUkAqARcfTbbHa6QHQoOlGtvTKVub1VFq7nSfemKjLf7G5wJ8eKIKO5M07NGwYHbFxIRgs3RP/3S/w/P94Di6GD8d+TMBlAISAkbLY0viUrZIGcymOhyeLmu/50yT1XNqIXEAYGEHorRYEbeYOaR8i0mbctKO9l73ieYu7znbFEYXEgcAlqgpG/I5zZWLJGPSSJsf97pLzF3ec2NO2BcaBwA2QC9q7dlu1SMb+cV1jbvUYyU3HQKm3gQOACy8FPZ69vzINaZLvEXslAXeFA4A/wCMBEy//Y4ZNwAAAABJRU5ErkJggg==) 1 32, auto;}
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62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
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77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
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85%,87.4% {cursor:url(data:image/png;base64,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) 1 32, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
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92.5%,94.9% {cursor:url(data:image/png;base64,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) 1 32, auto;}
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}
div.testarea{
animation:rwdcur29806 3.3333333333333s linear infinite forwards;
}
