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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOElEQVRYhd2XX0hTcRTHP9rqRbSWulJKWlwGZohpJaSNEAwzKaNiUQ8pSAVRUOlDwggs8GFR4EtUlJMeamlKUFMSJC4qLKSHMKrrhcEcE/+E0pCgUbeHca/ezTVTc9B5uXe/+/vdc36f+z2/c5Z0ducWBWB0Zpb51uefTmIVLHk1nPzJDOpNb88b3YPyioMK/HsShvhTFm/m/DxloXHvh48xNxEVQKCzDZgjshgSquPmRjsANpsNl8uFJEnIsgygxApk2QTM+XnK/oIiBEHgwvMu1pSWcfHuA37292lzjhQUqbdKZBDaDzUbHj/rAuZIZG0yAXDw5l1AT0J1Ph4I4ElLJ9Tfu2CQa0vLKf72lRKrldYOl47EkrPAnJ+n1J6wxXQ+W93EbHUTAKH+Xjxp6QyIIs2Ndp1WtE/QNuwPR3Xq2IIk3tivqCTC3xOwWCy0drgIfXivd249T+51G58a7mhjof5epM1ZURtZ1jkgSRLNjXZMES/OdVxlUh4hRbyvjZk2Z9HcaEeSJN3cmMqOpwljvYN9xcWUWK0AyLLMi55X5Hi+MCmP8P1Mlfau4xVVCIIAwIAoMujxEAwGk2CZWeBJSwdRZFN2NoIghB09uRdOvYq5AARBQJZlTS/zLWYA8TQBYJSHGaq5zG53O+OBALV1ddoZAGi4B0QRgKHKkxidLUwtJoB4Nn27AWO9gwxnC76XbwFw37iG2+3WzRsPBBiqPAlAmrOFKa9Pww9/0ECkqZp4dOkcAGPjEwDscLSRYc7BYsrC9/Cpbs1EVycAu93tSBNjUc5hBU5ClcSU10fG0QNYTHMZkQNIE2MMen0A7FlvoC+oX//XlS6ShPN1WBs1h49hrHcsuGbPekPMWrKi1XD6doN2ZG/dkAJENzqRtuRaH0nilrMVAG8wpJunBhCLQMI7omV3O2VbjArA6cJtAPgnZwAQR8PXeB1VwgksWYSqBvZvz9SNqxqwFKYCEEj+oQB89s3+JxpQd25OXQtEq16tIYf2ZioAB3ZtBKC12w9Ek0g4gSVrQN25VjUjrPvdpDoeJlEQLsPZv9bpWveEE1iV/38QrR31nEg4gRUtRouxyKxJOIHfWcFgcE632+8AAAAASUVORK5CYII=) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLklEQVRYhd2XbUhTURjHf5oFEWpLXU5MWlwWZIi9mJAlIihWUkmJUR9SkAiiILIvwgoq2AcNQfpUlPND1HqzoKYoSFxUWEgfxCgvg8G0iS+lNCRI6vZhnat3L87UHPSHsbuzc+7znN/9n/OcG3d2Z6YKMDw9w3x1j0zFsQqKX40gCylBXHR1dOr+KCkrVeHfk0iI3mXxMudkq+HaPQMfIk4iJAHfi1ZgjshiSIjAtnorAFVVVTgcDhRFwe12A6iRElk2AXNOtnowdw+SJHH+SRtrDhRzoekuP3u6tT5Hc/eISzU4Ce2HWA0PHrcBcyRMm40AlN5sAvQkRPAxnw9XUgqzPV1hk1x7oIT8b18oKCyk5ZlDR2LJq8Cck63WnKzSgptu3yHLNaR95mu2pwtXUgq9soyt3qrzivYIWgdHAlmdqghLotN6WZAIPE/AYrHQ8szB7MB7vPnbtYDrH74myzXER5uDDS+vaUko6aaQiSxrH1AUBVu9FWPQjb+fKQ8k9PUzM8dvAGBMN2Grt6Ioiq5vRGdH84ShroH9+fkUFBYC4Ha7ed7xOuy9TpSVI0kSAL2yTJ/Lhd/vj4NlrgJXUgrIMpszMpAkSQv0Z+lpEm3CL/MVMYFongAwuAfpr77EXudTxnw+amprtT0A0HD3yjIA/YcrMdibmVxMAtE01XgVQ10DqfZmvK/eAuC8fgWn06nrN+bz0X+4EoAkezOTHq+GHxbwQLCEJ+5fPAfA6Ng4ADsaWkk1Z2ExmvDee6QbM972AoC9zqco46MhwWEFdkJBYtLjJfVYERbj3IrIApTxUfo8XgDykhPo9uvH/3WlCyZhfxPwRvWRCgx1DWHH5CUnRKwlK1oNpxqvalv2lo0bgNCDTrCWXOuDSdyytwDg8c/q+okEIhGI+Ylo2aed4kyDCnB691YARiamAZCHA9/RTlQxJ7BkEwoPHNyWpmsXHrDsTgTAF/9DBfjknflPPCBmbk5cC4S6XtSQQ/vSVICiXZsAaGkfAUJJxJzAkj0gZq5VzSC1v5sQ7QESuYEynPFrne7oHnMCq/L+B6HeEftEzAmsaDFajIJXTcwJ/AboN13bfblF+QAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIElEQVRYhd2XXUhTYRjHf5Z2I2pLnR+YtDgsyBDzIyE/EMEwi0pKFt2kIBFEQaQ3wgoq8EJJ8K6inFe1Mi2oGQkSBxUW0oUY1WEwmDLxI5SGN0mdLtZ79Jw5Z2oO+t/s7N17zvO8v/N/3uddzMVDWSrAxMIiKzU4OR/DNmjHdgRZS7HiYuDtO90PVdXHVPj3JGIjT1m/LLk56mrj3rFPYRcRkoC/txtYJrIeEiJwa4sdAJvNhtPpRFEUPB4PgBoukU0TsOTmqGV5BUiSxOVnfewsreRKxwN+Dg1qc07lFYhL1ZiE9kVUw+OnfcAyiYw0MwDH7nQAehIi+LTfjzsxmaWhAV1y2e6v+IoPEFdaRfH3b5SUl9PV49SR2HAVWHJz1IZztjWDCy0NDeBOTGZYlmltseu8or2C7vHJYFbna1cl8c5+XZAIvk/AarXS1eNkaeyjLvjimdsAfG6+R/yKJJT0jJCFbGofUBSF1hY7ZsOD41/eDAaX72tj5vQMWlvsKIqimxvW2ZE8YWpq42hxMSXl5QB4PB5evH296rPOVp9EkiQAhmWZEbebQCAQA5usAndiMsgyaZmZSJKkBfpTeprEmPDLSoVNIJInAEyecUbrr1Hoes60309DY6O2BwAa7mFZBmC0pg6To5O59SQQSfPtzZia2khxdOJ79R4A160buFwu3bxpv5/RmjoAEh2dzHl9Gn5YwwNGCU88unoJgKnpGQAOtnWTYsnGas7A9/CJ7p6Zvl4ACl3PUWamQoLDFuyEgsSc10fK6Qqs5uWKyAaUmSlGvD4AipJiGQzo7//rTmck4XgT9Eb9iVpMTW2r3lOUFBu2l2xpN5xvb9a27L27g1uQ8aBj1IZ7vZHEXUcXAN7Akm6eSCAcgaifiDZ92qnMMqkAF/L3ATA5uwCAPBH8jHSiijqBDZtQeKBsf6puXHjAmp8AgH/HDxXgi2/xP/GAWLklIQ4Idb3oIcePpKoAFYf3ANDVPwmEkog6gQ17QKxc65oG9X+YFeNBEnnBNpz5a5fu6B51Atvy/w9CvSP2iagT2NJmtB4ZqybqBH4DhwZYpmV0KwIAAAAASUVORK5CYII=) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJ0lEQVRYhd2XXUhTYRjHf9bsJtKWtlRMWhwWZYiVJmSKCEofUkrFoi4yiCiiItKLhBFo4MUCwcuinFe1LCWoJQoSBxUW0kUY5GkwmGviRxkNCZI6Xaz36NmHMzUH/W929ux93+d5/+f/fCzp3O5sFWD06wzz0eefTmIVsGY1nCwEg3jo7e7R/VBxqFKFf8+EIf6SxcOcl6tGs3vfvY95iYgAAp3twBwji2FCOG5usAFgtVpxOp0oioLH4wFQYwWybAbMeblqSf4+JEni0pMu1h4s50rLPX7292lrjuXvE49qeBDaF5ENDx93AXNMZG4xAVDZ1ALomRDOxwMB3ClpzPb3Rg0y+WAFRd8+U1xaSttTp46JJWeBOS9XPX/SuqDzHPcIOe4RDJev405JY0CWaW6w6bSivYL2YX8oqtM1UZnosd0AoLKpJfQ+AYvFQttTJ7Pv3uocz1Q3svOWlUnPR76frdLsSkZmRJDLqgOKotDcYMM07+CZ6kb48glf0Q6dc1NGJs0NNhRF0Z0RU9nxNGGss3OgqIji0lIAPB4Pz7pfRD3rxKEqJEkCYECWGXS7CQaDSbDMLHCnpIEssyUrC0mSNEd/Uk+DsAm9zEfMAOJpAsDoGWao9hoFrg7GAwHOX7ig1QBAo3tAlgEYOnIKo6OVqcUEEA/Td+sx1tlJd7Tie/4aANftm7hcLt268UCAoSOnAEhxtDLl9Wn0wwIaCIfQxIOrFwEYG58AYJe9nXRzDhZTJr77j3R7Jro6AShwdaBMjEU4hxWohIKJKa+P9ONlWExzGZEDKBNjDHp9ABSmGugL6vf/dacLZ8LxMqSN2qM1GOvsUfcUphpi9pIV7YbTd+u1kr1143ogctAJx5J7fTgTdxxtAHiDs7p1IoBYDCR8Ilr2tFOebVQBzuzdBoB/8isA8mjoM95ElXAGlixCoYGS7Zt1dqEBy94NAATW/FABPvhm/hMNiJubNyQDkaoXPeTw/s0qQNmeTQC0vfIDkUwknIEla0DcXOuaYXj1ZlLYQ0zkh9pw1q91utE94Qysyv8/iNSOqBMJZ2BFm9FiEJ41CWfgN40GWKGD9+eAAAAAAElFTkSuQmCC) 0 0, auto;}
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71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADM0lEQVRYhd2XXUhTYRjHf5p2I1pLmx+VtDgsyhDzo0EfQ4LELCopWXRTQVQQBZFeKKwgAy+MBO8qynlVS9OCWqIgcdBgIV1IUZ0GgyUTP0JpeNOo08V6j559OFNz0P/mvHvP+77P8/7P//lY0ukdG1WAr9MzzEX/yFQSK4DklTAyH1LEoK+nV/fiQGWFCv+eiZT4SxYOU2GBGm3eO/wh5iUiHPB3tQOzjCyECWG4qcEOgM1mw+l0oigKHo8HQI3lyJIZMBUWqPuKSpAkiYtPulm1dz+XWu7xc6BfW3OkqEQM1XAntB8iGh4+7gZmmcjNNgJQ0dgC6JkQxsf8ftwZmQQH+qI6mbr3AJbv39hjtdLW6dQxsegoMBUWqGdP2GIanzl2UxsHB/pwZ2QyKMs0Ndh1WtE+Qfv7kZBXJ6ujMtFrvwpARWNL6HsCZrOZtk4nweF3s4atF2DdBrbV26DeBoDPspXgQB9KTm7ERZaUBxRFoanBjnHOwWnyXdKeXedj3R18lq1MeL6Q7/6MMSeXpgY7iqLozoip7HiaMNQ2s9tiYY/VCoDH4+Fpz4uoZx2vPIwkSQAMyjJv3G4CgUASLDEK3BmZIMtk5+UhSZJm6E/oaRBzQi9zEdOBeJoAMHjeM3TmCqWuDsb8fs6eO6flAECje1CWARiqqsHgaGVyIQ7Ew9TtOgy1zWQ5WvE9fw2A68Y1XC6Xbt2Y389QVQ0AGY5WJr0+jX6YRwPhEJp4cPk8AKNj4wBsb24ny5SP2ZiL7/4j3Z7x7i4ASl0dKOOjEcZhGTKhYGLS6yPraDlm42xE5APK+ChvvD4Aytak0B/Q7//rShfOhONlSBtnDlVjqG2OuqdsTUrMWrKs1XDqdp2WsjetTQMiG51wLLrWhzNxy9EGgDcQ1K0TDsRiIOEd0ZK7nf0bDSrAqeLNAIxMTAMgfw0943VUCWdg0SIUGti3Zb1uXmjAXJwOgD/5hwrwyTfzn2hA3NyUngpEql7UkIO71qsA5TvXAdD2agSIZCLhDCxaA+LmWtUMw6u3E2I+xERRqAzn/Vqta90TzsCK/P+DSO2IPJFwBpa1GC0E4VGTcAZ+A0EaXHPfEjVbAAAAAElFTkSuQmCC) 0 0, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLElEQVRYhd2XXUhTYRjHf5p2I82WtprYaHFYkCFmH4PUIUFiH5RSYnSTQVQQBZHdCCuwwAsFwbuKcl7V0rSglihIHFRYSBdSkKfBYMrEj1Aau0nqdLHeY2cfztQc9Nycs/c873me93f+z/u8S7uwN18FGJ8P86cNTMylsQ6Wvh5BlrIMcdPf26d7cLSyQoV/TyIjucvyzVpYoMYb949+SriImASC3R3AIpHlkBCBmxqcANTW1uJ2u1EUBZ/PB6AmSmTVBKyFBWpZ0X4kSeLq8x42lB7hWutDfgwOaD6nivaLWzU6Ce2HqIYnz3qARRLmbSYAKu61AnoSIvhUMIjXkMPCYH/cJDNLj2L/9pUSh4P2LreOxIqrwFpYoF48WxsTPOy4QriqUee7MNiP15DDkCzT1ODUaUX7BB0fJyJZnauOS6LPeVOQiHxPwGaz0d7lZmH0gxYsS35AuKoRi3cMgIB9t5aEst0cs5BV7QOKotDU4MQU9eKsl3cI2Hcz4/uCxTuGxTuGabuZpgYniqLofBMqO5kmjPXNHLbbKXE4APD5fLzofR33XWcqTyJJEgBDssyw10soFEqDVVaB15ADssy2vDwkSdIC/S49zcSY0MufljCBZJoAMPo+MlJ3gwOeTqaCQS5euqTtAYCGe0iWARg5XoPR1cbschJIZnMttzHWN5PraiPw6h0Anru38Hg8Or+pYJCR4zUAGFxtzPoDGn5YQgPRJjTx+PplACanpgHY09xBrtWCzWQm8Oipbs50TzcABzydKNOTMcFhDXZCQWLWHyD3dDk202JFWABlepJhfwCAg9kZDIT08/+600WTcL2JaKPuRDXG+ua4cw5mZyTsJWvaDedabmtb9o7NWUDsQSfaVtzro0ncd7UD4A8t6PxEAokIpPxEtOrTzpF8owpwvngnABMz8wDI45FrshNVygmsWIRCA2W7turGhQZsxZsACKZ/VwE+B8L/iQbEyq2bMoFY1YsecuzQVhWgfN8WANrfTgCxJFJOYMUaECvXumaUvX0/I8YjJIoibTjv50bd0T3lBNbl/x/EakfsEyknsKbNaDkWXTUpJ/ALHENd6mAqC+cAAAAASUVORK5CYII=) 0 0, auto;}
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}
div.testarea{
animation:rwdcur235039 1.6s linear infinite forwards;
}
