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5%,7.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGQElEQVRYhe2Wa1BU5xnHf7sse19ckIWFLhsFBeWyThyjmJqMGjGbAoagaTJpxrRmzHTMbdppx05sOk07kzRtbTuGtmFssPFDM6QlKXEVdFAyaoQmrdyvZlcuCyyr4N7YPSzLnn6AjhlGbrbT9kP+387MOc//d573ef/vC1/qf6yYf+NbJaAHtIAITP03AeJYz1ae46fsYC9hvDhxA6G7rLcsyTCwObky+Vaxu1gsuVkimm3mSSwUMdOVZRZbvuRsZlfWxiz9bsNupEgJWoLygQ0DxbRyGRD+0wBxQBKgBnxAgBARlVRFMklIiUEpVYJAZPYdLTOzEQZuAh4gOl9x6aLmBexJeCehfu3Ha1vifx5fTSK5tOEIeoNIkCJBgt/rh8+xE4s57sdx76XXpbcY3jVcopRvzsLcdQeS9Pv0bzzy+COmbF02XRs6LTVi7e/HDo+96mpzOX33ek0yZLjt7gBNDOhe0f3C+vzD2/ISLVwL9ibVKGpfu1F9o45pxu+2A2qtSWsya8zkkM3X9IVs/8b2dRRRPFg7eHlIGGY4PMJQ3VAj+WzZ+ezObXsSHyWHHNJUZlYY47Rks2ohn8UAfJ6rntY2VxsuRjFgoCC1gLwDeUXCB8L51o7W8a7+LsFT6TmVdTCrxLraSjLJ3OAG7e52Rpvdw7TRzQIzMF8OyJjZUmK4NXx1VD6aH/iKP1Gj15IiTUGSLFE1NTQ191/pf3ewefB8YCQw/eTPnnwmV5tLb7SX09dP0/B+g9P7lvcFPNhnAcQ7gdwJII4k8tjJU9zDBtxMTtom6+12u9AX05cWNUZVppUm+sf7b42UjZwNNAVcxmeM1oLSgk3NY81U1VYFGn/daAu9FfoV00zxADvI5atMIeEWPuaElWSOuZL1bDP+xPjn7E3Zep1Mx4R3AleHy9n3Ud/lwF8C58knLcOaYXkoFFR+77Fsi1yhlL1d9ferH2r0Ecc5R/tU3dQ1VYlqa/pj6btS81LNKr1K6p/209vSKwz9ZuhZPuYjIDAfQCKHOV7wckGJNcWKGTNyYgkSYmRqmJbu1vHqV6uf91R7nJ2fPli5/r5vp0Iso46KoDGjplCzVaPce6z0+CbLJlOy3IgSJQIC/fRzwX2B2uO1jfyQvcDwF9f6i5IiRT4VmWKCCfz4UaJkEoFposQqZWpdik7rwRORy5HNdFNAFhORARGFQS6XKmK0wWgIv+gnLJlkkjBBgkSiEZAiZ87gz+2Ams3sTvxuYmWGJUOulqsJT4QZc4wFXPWuRk+l5xQ6hLS9afc+oZ5a9f2nMx+MkSEr/1P35XcEbZ+j2vEPHEQ0j2sKUwpStiesSYhTx6kIRkL09fRF3cfdL3OGk8wk6h0BABLI4X4sFBMmggM7TQyQz5Z1B9eVWIseXpNpyKL8d+W2lhdajgIR0w9M3zry+pEDQ94hbHU2Z3N5s4066skigRxyUCLnc+r5lAvMxPO82/L2MM5EaCqx5Ote0V0qsheJ5dG3xTPiGfGw97CoKFS8obhPYTV+3biHXA4dGjkk1ohnxAqxQtzn3CeufH1lG/HsAkyztZZ9UgKYND/SXHrUtUesECvEc+I5sSxaJlpOWfzIOLD/b/sHX+p56RZ6nkuvSB88On1UPCueFU+IJ8TSm6Xiil+u6AHWLGSwWBLq9Vv0968xrEWKlF56qRmoofVk67nYwtiteZY8U25Gjl7/tL7QcdJhs/Xa6KILkSirE1YTvzE+k/VkLuSz2GEU9g37bvaMdycJ8QKOUQcNVQ1Oqqi85w/mNw1KAypUmK3m7Z4yz8HP3vtsW8yBmNxM01qcviG8Lq/AIC4WWPPFANz+0/43L8Zcek2b0qT1d/mH/WX+F9EQXZmbaJYhQ4IEQ4YhjmwSAscC3/lE8clvOzd2ZgbGAoKv1neMAM6FDBYD8PFX/ug75avzrfOtooNuwMcO9qv0SmmQIAICMo0McsihE1voSKgwlBXKZAjXrPm8R/FSAKLAONOM00H77LMaNTJ/OMB1riNBgk/wgQI5MxHrpAcHS9hqSwGYCwMQpoMr/e39wkXtRaVEIsHebo9yjXpu3weXZA53DqKlKIEHsPIQLyJFzhVOUMv7gHu5he4WAG5fPuFfl9Vl/PmX+r/RPwES5YsRotZeTAAAAABJRU5ErkJggg==) 16 16, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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60%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur24698 3.3333333333333s linear infinite forwards;
}
