@keyframes rwdcur183307 {
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5%,9.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMn0lEQVRoge2Ze6wc1X3HP+cxszOzj9m9vlwbYwabgMMzLYYSElFDAsoDEEJFooSqSSpFoVIfSpU/2iaQlKZNlFatVLWBwB9IVUBpUoVSmiAlUguhEEECtTGQGuyAvRj7+nrvvTv7mJ2dxzn9Y+91Ln4S4JL+kZ92NLMzu2e+n/P7nXN+5xzBL9H+zsELShpItBQUhwKkNSzc3id7o2WI1RR4LLvLZcox3CIs78VyDhowpGWFdCzRuaRTwFPG8nBheem2PsWJynvHAO7SaAk3KMsd3umcF5wG0+9mUG2RmJxOvwvjIbJ7ALmwH4Y9ksLyaFly96ljdn5q/EsE+LpDpCx/qyvcsPFjuBfdAEqAGZPkCb1xQmdxP8UoRqsxbtGDgweRe16B7gI9A98sBff+5TwLR5at3gHxv67hgWATV77/c6j3XAtBCKaAYkSeDRnlA/qjPumgixRjhDLImoOYaYHU+P2Ei0vDpq0+jzw2In/HAL7usEULHpz+IGd9+HY49TyQS28sUhjH2HSBJO2yOIwZ9hdxZIYSY4TJkLaAoIJQLqI/pGUMzasrPPVISrn8Drla4v+miVQOn62+i+g3fx8a617/3JaQDWC0iBnOkiZz9HrzZFkPk48weYoZjmCUYZo+ndNn6ErBRYVi68pyVs0DW6u8yyiu8lPOOvgCOlNQbYIbTJ6PY5jfie28SC/ew/7BHLPzXcKKwClzdH+EHOfkRckBa+n7FTq5YHE0onWFx7M/HJGuGsDta9DALU6D+swGns9iFuaeoLH7UYJeAn4ISQf+97uw/8cs9Pbxs36HPd0Ra0clfpKixjnD0vKaNcxLwX4ESSVjs7/IjbUxF1wj+PfvGUq9GgASzrSWq2ZCpFLM0eSn4yo/TheJdv0z7991Hxv9s5CDn1AYy6MWvpkr5sYakkU+KBXdRo1Zz9INHHoA8hAfUoYtm65H7vlXfquQrAPaqwIgLFsdj/WtGikWNzd0sXRynxd7lkdEl2l/G+cLybduzXkYAAMssuOLa/g3k3N1dwgtSVIZc7bsc0twHjOXfhrq0/Dq95Gqx3XAnYcBzjjjDA1caq19st1umzcr/sunQGb4QDVgynExZUkqCwJjCAqDO8ohU+zs17nzCx0GR/7/jnm2/0WLDiVbnHlulIKbNtyEd/GNUG1BmUN4AYyf4FxY0Qvt3bu3AL4K3B1F0fSbBQgTpDA0p+tQdZEVReBo1mnJRko225xzMbjHEr9sapF96/r8drXBx3/jNrzLPzkRDyAE+FMgDeteBwBgrd0thPgk8EwURTdFUfQLh9iiwJVgVAWcCibwKMIAU/PRFYcpY9mMJDhRGbcDsuDSqV+D0zZPRC+bkOBMYGpfORIAeA7QUsoIuB/4RhRF638RAG0xchLRRrugPIz2KXyfouGTuYJUWU5aMQJmx7NkB7dD/wBkQ7B2AuOGYMFNjgGw3VpLrVqlVq1qATcD26Io+tQb9UahMFrQKwFVxUgfjItJFVlsSALFvjUJyZ0cH+IfFE1h6TCinczRHc6SpV1M2oUsgXIEwhJ86RgALwODoiyp1+tsqLtUhZkB7gK+E0XR5pMB3NajkIb94z7GehhRhbxCYQLS6Rk6G6bp+JaLHbjua87RmcBXamhXskUF7PFr7C5z9qcxC1mXQT4gTeYxs/8FVrCDIwGEEB1gX5Ik5EWBrbY4y8s4XaVawPXAE1EU/eFJvWF5LpmFUkDpk1VamPVnMFgfoVuncV5tE5dL+GrFcPc9msOV8oU1bMgcPter8olymlolZE4q2rZgNhvQKVOSuZ0M0nl61vI9OGIkjuM4C8PwGmvt2ePxGL9awzo+a4s5WiJjjBOMrfwIcEUYhs/GcTx7LP0fqpDoko+6M3gzmyibUwy8gLobMOO1WB9Mcao6hZks4RIz5NpLmjy51ed9En5Paa6catFymkwZn1B5KK9GogMwJdnLT2Lnn2ZXKfjr71rGR6USYRheKIS4PE1TtNYov4qjHMLyIE05xhFKDKzeaOHmMAxtGIbPxHH8ulnTVS7doGAdlnM2Xor0m9Rcn6ZbZ8oLCcMzqK47HzlzCbz6n4TDKo8IzUavwsZmjXWnrsFpNXAqAY5xqBSCAINIFmHXg6TFkHtuNfzoqBBasm1L4cT8/Dx5UbDgNhHVtdS9nKgyz4VulylZNJmMGz+MouiylQX8WR9jMu5JX2DQfoaaV2PGa9IMZmiEG/GmzoZTL4JTzgLlIFseZ041qK9poMMq2nNxAw+36uLVFZ5rcLMh7vaH0KMFns4U9y2/61geyIE/stZSFAXGGPygSqYDZnSCq8Z4KmdKjamgGBh9Wom4OQzDIAzDbXEcpwAPW4bXKWS/zUeCjQSnbCZwqigvBMcHBFhg14OgAl6sBFjHYdp3aHkebsVFaAccFyUkcs9zyM6LxGPF3//xiJeW9R7LAy8DA7E0evT7fZIkIcHhkF5P1RdUfUvdz9lYXeDiWpcZXdSA25a8cThfLyX3lQMe2nEvXnsbslIHuaL5SwneOnAVTc9BVxRSOxgECIGUoLMx7NwB7edIU/jHFB5dKfYoD8RxbMIwvF4IsaEoJqE9Go2o1WqMpMeUqwndGK1AK6ionBl3RFVK+qVem1vxO2EYrm02mz+5fyHufVjzfZHwngMvsDkeImprwKtPRlQsvLoDskVecwK6jqSlHKpa42uJWEywz7+AWHyNg6bkyz3Lt7/Yw54QYCmMLhNCbCnLEmst1k7+4wcBPeMTBSM8naKWILSyNJyUGbekMFoNjLrUWq4Pw/BnT9TDXe/rxw+ZhBfj/+GCPU/TimOEV5+AzO6B5BV6OuA1KWiVhqCb4L92CF55hXyc8JgxfP7PY/77sWOsTBwP4HTg2pXix+MxnueBrlASENViHJWjlJhAaKjonBkvIVSSXq6nMytuBjY9Xg8fv38x/tHVivtszMLiNjbs/g9ar2xHDhdgcR/z+1L2HlykcaCD7CygB0NesIa/Uhn/9Pk+B4+lE46zrLIUx4+UZSnzPD/sBdd1Wb9+PY5WvLc1z5nV3eQl5AXkhVw6Q1HAIPd4KW7wcuJSWvYAfwo88JkD7cIRNBzYquAKJOfEHt8ZSFIEBZYegpesYPaOzmTaeCI7HkAEbDPGTK0EsNbSbDZZs2YNrjRcf3qbuj74OuGHQUrIcsHBpMG2hSpxIQvgASHEn+zdu3f/yYS9UTteCA2BTwDT1lrEinw2TVN830dql34e8O41Qyo6OxxGWtkVh6DujomqYxy0nB+r843ld8Mw3B/H8XOrBrDUE10thDhn+d5KiCzLqFar9EuHwKkQhSOkcpBy6VAOSmrk0uFqwSnBmLWeYWHsVEel+GgYhj+I4/gte+JESdk24AYhxGHxUkqMMWRZRhzHTE1N8dRcjWcOnYsUdtK/WZDCwuSDZHLf2km81pol8aGeVxpzDfD0agJsh0nNLwtfCdHr9ajX6zhKMyokFhArumiBRTCZgAgsUliEsKSFxVgrge5bFX8ygOcBI4SQK4UvXwdBgOM4FIVBF30kBiF+LlQKixQTD0gBCIgTy3y3xFrmgAdWFUAIMWet3SeEiIQQGGMOQwghaDQaAJh8skIrBEghlsSz4juUBjpDGIwtwA7g1na7vW9VAay1CZO8KDqyHVQqFVzXxRpDlvTBFJNQE6wQPzmnpaSbCkpDCtwL3N5ut49aJn/bAdrttomi6Hlr7ZVSyteFUK1WQwhBOuyTjtKjRMvl2peQlVAaBfDtdrv9B2+X8JMCLNm25YvlxqyUolKpYMqSeHEebIFkUvtCgmCSRgoxSXWFKJHCw1hxWRRFut1un3DL6O0G+ClQAHo5hKrVKkIIev0eozQ9Kt6Xa3/5vhACIQ0INQVMA8echq4WwE4gARpSSoQQeJ5HURQsdDoUpVmq5eXucmUILXtBQMUuJy1vesnyeHbCDY52u90F9i2nE77vI4QgjmPSLKM0UFoxORswFszSdWGgKKGwYCc98RzQeUcBlmz7chdaqVQoioJOp4Ox4Ho+Qb2Bleqw6NJyGKi0gPaXZi98660sGr8VgGcBHMdBSkm3OxlAG40Gvu+jlKJaqyOUprQ/hzAIlBugnApMQvHOt1s8nLwNADwOFGVZ6izLGAwG1Ov15XHhX4D9UsrP1Op1ubwIIKVAKY2UEmAf8LF2u/22hw+8gS2mMAwPAhcWRXF2kiRSa40Q4mXg0+12+0thGP4A2C6E2KSUamitK0qpTAixF/gG8PF2u717NcTDG9zojqKoCXwW2MIkyftau93ef8RvXGAdUAMyoLPUCfzKfmX/n+3/ADRymAjbQ9VKAAAAAElFTkSuQmCC) 3 12, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
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}
div.testarea{
animation:rwdcur183307 0.66666666666667s linear infinite forwards;
}
