@keyframes rwdcur207719 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGcElEQVRYhdWXXWxUxxXH/3Pux9798q693g26GJMaCiS2I2IIhnZRHUdV0grauFWLlEp96EtUtSLkpQ8gKqoG9UtVGkRDG1V9qKpWpCpugNJEQQQamxSyJsXBJHWMA+v1er2s7bvfu/djpg/E7ta4xk7gofNyR6OZOb/5nzP3nAH+j9vued+P1egugHyiJi9nsoLoXN9CPzS0UQVXoOCzNeN9ywJYlgISsiQVj+lS8ZjO9u4Jai5BbO+eoLv8qi4Vj+kSsvdW0ZCng2RjerMykxayMb1ZLhfVTQPFr6wdzovOC6Wntr8QU5e755KJFUThOCYRc3QAIObo2y7JPtlhG5gAALR49U/ptW66qwASstQ0dGld2wfutY1FDc1JtVTVYKplUdIqDN4ie6B6n6/jc7/7g3bXARREsf33r9X5U9ZnPBXp52uuK78IF7RCcNjwSSSPNEzTS5aKpzjnGxRP3Yru34ws+WB3nKggCglZMtpCLY7KIpLDoJgoBMcq6cS5o8+4b1au5v3Oa5l6G9mAUzKa3brs9XuW6opFARRE8egf/+xrHYy1Cctam1xhH+TCedZ20RuMEReCc8aIu7iaVMuip6yJ57Uif9xsqu96+MA+WgrEggAKotDQTt1Hexvza4Nttm223AyLo8036GmuyTF/2hxlJCE/PlJkRGb9uJkKVlwlfUJ+LhNyvm8xu1n0dG+s85RIQ/uiIDTfaMjTQV6XIa9MDrQUdM/Xc5q1MX2f6A1mRI8iqaPBSdtgkmQzIiNx8nCBkZQCYzlvxrouQ7oRMNh30mHnl1N+sy079uoWYb7Z5HUZ8vpv/Jg0tN92YFYLIBWP6bYl68QcvfWau0Wx2fNGgMOdFz0e7krVj5spMFY49aQv89Gy3QAOza7//F/+1lwKqW1Zj6leWVPtheAA0PPAmFf355gpgUbqZvD3kzs1Pmv3tl8xE/bbQgAftNhoG1Ke82Vx2YVbxhlJYESlhaS00IfXn/xCXEI2gcpZXRR4J5Og+xxXb9nFUQ4Dq8bpa9xxGgGkaxXYPdtle/cEpe/tP0XM0bkt0s1mIL3+fNlmJBEjiTOi3MmdmvE/HYr/3BqvR0Fh+nVdH5PXRWaUrYqJTOHt/m2Z073/Svz1xdlDHJpzgYZ20lyCCkY/AcCnkxpNPLjJNqpD3/U9uJ0qUwluT47yGluHavoLpGRGQVfr4YLRT4+edzdLloigUEqPnX55dOhXT8/ts6AC6ydcGwMZyCrkhPxh6mzfN3eUHAT4UjLdfAU2DWhfZKA1tiIuX37lZ+srBw9MAWLuELcFIVnq+Mq0BAig3qD9DuPvDz1k/gNaV3IBiLkgrDXuq8R0o5DVWxOeraFp+QUSQKbBhqcqP3x+q/bP2g1uC0LirLM+K3WDC3kmyH9Y8AvYBadTrpyFpHUlgeiCSswaf6Q/1kVvOVviq7Ufja/kaJwSLwswuS4nvVn2g89f998A3sdSLo+SCrx0fLS6JtLhy1e/OhkWYAwXFoOYNb7hamyDNOFEbRU/WB1Xfpupt3pzISkV/rBCqhDTlTfOj84HYPMHajec9aNTdJoY4S3hoLPJCaQjR87E3zlwkFvo260gekhClkIzsSZpuny/25TOrUrIL4JoQMrkjp/b1T29WPws+Cu20IcK3uW5koczrSspe6WE4NgWrmgXVg7bT3i7ur/02J+ONwC30nTHxdiW+4fsJxRI53x57LLc9IqaN8/MXB3IVPDuosG7aE14a2GUS1pXMlSI0apr9r50hB+JpO1vu2WlGWC06adHZJj2Q+kw/3UoQ/tdXM5ciG4+u9Rbc8d0bKEPDgLcjmxLkCVSJADFpkfyEbUh6Go9PPhMR6TqQhAAFBMZ30Tl+lKN31GBWohiqR3VejW2Os7PMNC3OBd8y/GB1PvJSiQVYT/RJ+V9TJGHixMj8eVUxkuuXBwE+Ir3SqbpwkjOZ8NUhSkL6lidUL/cYBAUC35fohj3hJuWVeovGeDxE6dVMGaC40bRyyHZyDAhGl1VRgDgqjKTZKVRdnvr7gkAAJsRcUdFX3hK3pW5dEaHZV8vx6+tWzGpPCvbNPNRprw3CpzcqXEIGHUZHtfy/GJ58J0khIiXRq4Mq1UxqpT5RQjkACyYrj8xAACc6vEbjCjFiHK5G+8VGUmDM8OXbgIYZMQSjKhwp3R9N9vc63jHiQrtOFH5WM+yfwPDi/Vdy5hCcgAAAABJRU5ErkJggg==) 15 16, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGzklEQVRYhdVXa2xcxRX+Zubeu3fXa3sfznrtuMFJTAipLWhi7EJWjUOLiGhWTSgpUFWiVYUCQTJSq6hItKkKfUhtqaoItVjQPwi1VSByaewW2qQJyCkETBq5jpUGYznxZn29Xq931/u4r5npD3C0pg7xNumPfn/u3Ktzv/PNOWdmzgD/x+j92PO/Ar0OQq4JSjXGKmKXxw5OQkc7NTEKFVsrvg/97wQw5CiKx6IA4P7oJwH9mb/Suv2/aGy999FbuQI38A9j/NhDrWY1nKQa47BvM80lj24m0n1XEuW2z52pSWTq3a6ZCH+1McW+1DThjDBNTw7EdXulnCuuARUxcG5TL1NbAEChpJk58Ns6IgDAFTRLKRXBXX81k1pxChhy9Oa/n+7STvO7p6NeCClLBKBqWaRrCUEgS2/mwRqNLtivAcislHdFEVARw5af/lrxz4lv6mXyyNpJbfhTMx4/yeRLfldLN84qB3N1vNclfBUIbags1msWoCIGhhxN33/bGq5CN3UJCTnuy3H3+Le33Vd7oTjBHDkLAK6KulKIhT7/8h9Dd74wvqLJfaLRonOYJ5ov1BYbklHnq4orfw5G35NSjNiJMXFizzZjroW9UrtA9hqNbq/F3Ej+hpoNejjSvBIRyxqoiOHTj/TRnpcOBRpTw60bz2qdkpK3FjzutnId62fZ0ovp00MXAYCjXoSPT0wITRmJTtPHuYLfENPdPN/iaWG6r05HB/2klJBKpww5WuNT0fbEjxVvz/Z7HOJGGScduYDYR1yx+1y7Mwy9J8lRLz7acHoBHNzxckanihotRLQ2avHPfrDefbp2gey1mZiYafOc7/5dqqB4azSA2Iruyw7EdbHod8kqCM+90xJK8Pasj0Rkxm2ZD4inmQAaZuljiZs8Z6BvrXR+GYruM6UUwp+yx+dXa4XQrDuaapL9RS9w4xl3/3RnOK9aMHwWM0KzSO48YiYXRSwRsH6MtGXrMFjUOESAIJil31NtpNM3KEeNxs6LyzkHgIG4jp1HTAMMkeAl20CLR3gL5e3RGXWzIvHMAhPIRCTWTrFuKYRCKPUBKCymoHcxG+Enf9bYFt939v0buRmcFfloXjdrPpgfe/PBu7JXcv5x3PVSUkkOHRHGi31Y885bm2rTfMd8WBaYi+TCwOHtdHwqXzQmy8nXny8BOHi5BnR0UN0jaSF7kt5xWvdrFvwslXWHf7nva3NvH15ufz9YMV7mSCa0Y99zzzbv+kY7EdIPQlxSKmcJqEkV1RiI6+Z/RED77oHAlvgTk1LKVpuJMQ/URGDKTHGrnDr+4H2FlUSgspjb//L2Dr0oHwYlEUiZSJ0dKs0ePfyvxOCvSouTWLIKOk8d7SJcnlJtidkwBwj2qqZMaYpn8p+3do4sk4beykh0ff81hNq7QvPratbZsFvCWe1h3ST3CAoIBkjIx1RL/nYgrmcX/1lShBfbpLF+DI9zlazWOL00s4r3AUA4bX0R5ok003uSQGzZWlARQ/iW26NWSL/Dlxft5RD5QVkX0BzFEEQkAJJyNCRVa6nPJS9z4a5Ex6Hjvwehfr7OH43MiN2OhkhitRh0C7xbMU9gOREqYtja97y20KS3qWVxy1yYH6jPsWc9FtEEhcssmQbEKb3Ez4EppWUFOBiCAwjF608J1xXBKUsEOE9Ob/T6CyR3O6E41XyBbV/13nA0fNEyQGjpT7v8UBHDnYf+ULfQWrsJlrspG8SB8Bz7oSrZvGryUQjbAEieUCoIU7IDcX2JgCs2JDuPmHg9/oXLZ0E0oWywvORYZBq7fcJjBC/ZxsgL33mg/aGnnsu11m4sUStaDJD+1QnlSY/LTLXERyHlBKE0AcCu3P2umIJKDMT1j0YxwfSe5Kozw5Giae9NNcn+5kv2HilFylMf8RLK/CVqRVNN6A9nyKOU0qRadDMgmCSUZheX25Vw1Ybkw1zHRPj9oiFatazHoagvsC+LWrrhpj3fenVujSfqeOwIIMEcaehpcxSqZg/GvYmrca9IwKIIKXghtKCFOMShgp8/UJ9Dgfq8DcSyW6w69DVPs/26VDOEWIKAFFbCC1TRE/7t/t15dcGZAIEtCeB4CIUQgmukgVMJJolSn7AECC1UrvPrJsDBEKTrnLc08UahRsBm4iQAKDZSlg7YihyTUiQpY1W15VXdjCR3s5LRkWBe7c68OfAZYjli/o3BLWuntG6fxQxCqKiWsyrjY1/Zla1PWmMBg0+Wh9+dAZDg585ngjMiFZwRKUKZAFC6Gk8lqroZORjCn++tL+DDszzf8fWnJpxi3iGUCgAugMxAXHer4bwWXJfb8b8Bk/Qt5LJxsjEAAAAASUVORK5CYII=) 15 16, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGoklEQVRYhd1Xa2wc1RX+7mN2x7vr9dpr1htjrNSENoTEWMZN7GTlUAgJMqa4IBCpWhVVBUpbWTRqVSl9/QjiRyraKpXagqK2SKiN0pa4xOURq1EeDnGMQ4hxojR2TWxgWU/W3h3va3Zn7r39EezacRy8Cf3Rfn/mztGde75zvzPn3Av8D6Pzsuc1gX4KRK4LvJjJGiKzYxvHoGM1tTAEDRvm2HuLIlDUDjCYlGVermaZl6vJ9qcDultRsv3pwIyNwfzv7mjQ00h102xaFp1W4WhqPc9lXDeOpyI3j6TUTWOpSNDTWDSBJUugIQIhkvS2Ea21JAdwh3yNEDoiqdrKbEBo2Oo88+uB/m3fs4qRYcmMGUzqiZ+q4QKeTImEhBrWs2jgeWURABCK23c1ri5WhiVN1hCB16Nhyk6F4xVih+aQH3OwC8hZUTB2igocsDzqCZZz6r0ebV6yXjcBDREwmDQ91VMtiBOeDEhAqVE9kR88/IMtm11Jq8+hql9CoSRLttz+2vEHGUy6VBJXJdD6q9OUwaR1/xpY4Z9kywHsSyO/brAhf+TglzaMZIf7HOWIpAY2EUjQ3elS+YgjRV1T38n1X/jTX3137R75xADJ5Yb2/RasxEXuKiuvgULY8blalZSfG6u1v04cuWVshXMW+p1RgTJpo7dTQ2TX5v09TcJNH8gzgWwpfuRNkZ2csA+5aR2QjmP84+EvTi2WmLME1v70dQTrm0NQ8BCXe6Xj5Q155kAv0Psh1XpF8ZLlIS/2R5oOfuwcuFSGd2mI4J59r9bky/VWImSLEXS+c8Mk7+IOpOT0sLgw9gdp24WL7xwtnPntk/KKBNq60pXJMK9TSq7UC2wjt1GbCIhN7jyBP0V7FSH9NFd4vqfj3vNzoukEsAu4lCt37+0KyKD/MSnFZyQnnV6LQ1JMSyjDYfIQlfinVsDu7nZ3cmaB2TpAKNWJAr9YIV6sSAIBiyE4yfptTR2UlOR4Xr4jHHt8sa200Qsnl027UiUHCn6tmdvyJUlUuy/FA1zA/2FVfoVukZ8DaABwaOY79nEU64RCi5VJfL4qdOvvuKLDrjzJU0ZPu3JqkAr1PqQceu1Bv3GZ3xNzX0a7fiFveXS7YJYTZZImJCOegluRgluVQ2FvLjZ2S+zYKz7jxP5bAawDcGJWgi17435CaCUp9dURoAIgAWKLwuSZoxunx87FRt/4/YQ1+vZc/XbNGc9rycGWh1x6RZVrzWPP7FEBn4dKVBKhlqNgj6ejo0eOfKvemZsDnTPD4A9/VnXb5m9f5JLcwRxYoPS0liocyU68f+7Yk48XllJiNUTw2W9+ldbc2RE4e0/A/xHMMOUkJBWLip072tSzv0wCajYIMvfDZRM9tXrSGXPnCbxpAl+WdQuq3lYuelyPZfuFlZvu+Uq1M8ffbBLOrMFg0pajJ9vhiIaMV8lzN9s7cjQPAOCarMr5wvNknNeMDF/KuWPY9ziT5HbdIqsS5aJdULRXxskfnaA35J52j9/3t+z43x/wjF4pcgaTrhoaWEVjYmPerbZZbonaKHvqfC2JSsWiiokFzW++wXt3zLun5y/c7T3v+PVmX0r1cYc0J8vFl/WsPCnLuFViOmjrSk+/2uGLX+68sX9gLZlyGlJ+bPNl2B6/ieOZSv6mJ9R8ljGXzGTtBZLNErDRCxuQLm9gWik5ylN5Q6NstdCpy5tWb05WiOeqDPGC0Fmc5ZHUEInb6J11HkwM1JAzTr1RJX8TjtHvUpApbzTVPdC6KSkQkIvlz4Ja3X2/LgmhBmU8CWCQ5eUpRthwlcF2mwH5hIAMWaVs5UzbZTAprEPVE8IMfxSWz4cM+pSm+Acu0+49+OhDUxbeXdT5Qgn+Q6IAIAYgdt8rObhToka4adKXwt6pCvkNSKfH69FgZQn1ejSYaVFNGE7k3Wor5dzQ44ULhenEokVrLhY0oyuhrSsTAiEr0gE0v7fceS7jUQ9nSp2+krKNsZx5OCxzognAPiXRUnbTvf3TWc9Vo74m6FhD3YVkrZYwOrRkXPFJo5nnMi4+aTRrCUNpCaPDXUjW6ljz6Z+IAECgTK7+SU+sftRXt+qCjjUf+NYCAOUkBACEEllSGokKlMmrr3SNBGz0ItS0KVRm0mBpiqI8TpdtGOB+qVgUAKRiUcZcRW99ccdoQgoE5F1vjn0/OXS8mp57zxI7d7QxF27kmhO90n/+SSjqZjQ52Gfc0NjaB0IqEr0H9LN/7s4qDCXFs29FL80oK5rA9eD/43L6bydzFt7Ye3d7AAAAAElFTkSuQmCC) 15 16, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur207719 2.5s linear infinite forwards;
}
