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0%,2.6777777777778%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
2.7777777777778%,5.4555555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhbWX8UscRxTHPzO3PS/n3rkx9jhsEWkaMIigtsV4AS3G/lKs9D8I/cv6Y5BQKBRKKsXQ0gqGUKU0VFqahCAmyPW052ZvvVtn+sPO5LZW3T3TPhjmjnkz7/vevDf7fYIeRItxCUjAMbMVBUSAEvqR6uVM0aNhCeSBgpmlMd4GQjOrXoCkAjjhdRFwgbKZ88aoDzTNHNBDNJwsKI2eC3hABagiZZVC3yDhUQOlXgAvgD2jHxhgmQ4+U4z31nMPGAZGKbtT+pP5SXFtdFD//rQhvvpui6a/aXSt10qL8SgtCmcCSIQ+bwAMASN45Rn92ac1Mf/BMNGxFJNjVV254onPv8xz0LT5YIfSYpzzQMizFhLreeI7r+AWJ/Tt5Zq4dWNEt0JHf/ODr1uhI27dGNG3l2u4xQniKyrTTdJUA2nrDlBAygqLs5Pi5nRVv2wpsXLvQNz5uilW7h3oly0lbk5XWZydRMoh4io5WaqnSloSdivAyRX0gFug01GA1P0FRxQvObq/4BBFUoNiwC0IJ1ekrbImdyoAZUZIu1MX9x881lKUmXt/mOUFjz//UiwveAStkO8f7on7Dx7T7tSJ34RMkhYim1Q+sMez55vi7uo22098vJLUb1528EqS7Se+uLu6zbPnm8Sl6NN9lC4GwGRuZA4KgAOggR/sUt8PxbFSODnEsVLU90P8YBeoGz37DqSWYWqSnADRBAKUiuLdZnv8P6D7ErbNvlQ5F4BBn4xEGzhC6X96JaUCjhI6mZ/iLBEgASICFFJYw2frZLj/rACSh8W/lQal4gEQHWexdWEAp+wSsWUbgTgiPfGA1wMQHcf3Ll99zdUZ8/8EALrht4AuKFkAyH8NpUDpLpAYTJKqZXbsXMUTbChvRvcjozSmJK2Ok9Qx+y8OIKFjOYEL9J/YJ5FSAiWzXkyAyHT4qXIKISkDQxT6KnjlAvYqAAYHChQvVYhJi5cAkRqFtAjYkLrAEEOXr7M0PyauX3X1oa/E/qHSh74S10ZdlubHqFyZMCAsYU2NQvYrcByP2uS7LMwM61Ixz9qGz8NfAlbXm7pUzOuPZqvMvfcOjuORkQ1ZD7OIIopC/CDUfXlwctDuKIIwot1ROLkY6MFhSBSF9PAOZCEkETHBaLC+tclblSpLH47y8ZyrvRLUplykjFjb2GF962egYfTtN+G1AbSJP8N1wqPfxBfflrSTg8XZEWpTeSBk9ccdsXJvnaD1KzEhaZKRkJzbGZ3ZFxT6xlmYmdZX3x4Uf+w0WNv4ifDoEfAU2KVLSlIJSdbWLFmKcWcEFfJvlGl3msRe286oaYy3/8vWzDIemxM+sEu74yTWbG9o7z+T9NIdW8C2O7ZPcjJRX1GxrN3x36mKuM6OWQw9AAAAAElFTkSuQmCC) 15 16, auto;}
5.5555555555556%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8.3333333333333%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 16, auto;}
11.111111111111%,13.788888888889% {cursor:url(data:image/png;base64,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) 15 16, auto;}
13.888888888889%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16.666666666667%,19.344444444444% {cursor:url(data:image/png;base64,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) 15 16, auto;}
19.444444444444%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 16, auto;}
22.222222222222%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 16, auto;}
27.777777777778%,30.455555555556% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30.555555555556%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,36.011111111111% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36.111111111111%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 16, auto;}
38.888888888889%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 16, auto;}
44.444444444444%,47.122222222222% {cursor:url(data:image/png;base64,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) 15 16, auto;}
47.222222222222%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,52.677777777778% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52.777777777778%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhb2XwWsbRxTGf2+0UeXVWhbGFcIFE9oGnEPA7aXgQAqJeylu/oXSP6z0GEzoqbccHOjBp1CXQqloaSghmNaoqiOt15vNal4PO2Mvqu1d2W0fDCN735v55ntvZr4R5jDRgQEMELjemwVywKqs27nGnHNiAzSBluuNmzwDUtfbeYBUAphZdQhEQMf1TTdpDIxdnzAHG0EdlM4vArpAD+gb6LeQ5RQdWfidoh06/8QBqzXwheZW71feBVaBmx3MB59pe+OWNJd/0Wz0jRx/P8buO1+/ais6yKtYuBBAifqmA7ACrHUxH32hS5sfS7iao2ZDWv2eBt2v5FXzCOvrwTcrOuAyEFUp8AA6QC/C3PlclzYfSLg2Ucsuyfg+YeeBhGtW4Ut5FcfYMUU9+DRcyoC57CNnxdcy0Nsi3LgrC/1jtXZHJkePZDLekcnRsVp7Vxb6W4QbpmCqxT+36pUZMEAQIK0lNa03qAVMWyUIRYK2SpCDQdUuYVqBSJihdYu7EoB1Lc3Q4VNJnhulc49w9SFR90+sfUjUTdD0W5LDp5I8z9AhxZlQy6oo8kUVA4cvyPcfSzwYkMVdGuZtbQRdGmZAFj+WePCCfJ9iK8bUyP+lAFzl5m6gBDgCRjH2YMg0nQo2AKaCHTJNY+wBMHR+vgArt2FlkcyAGAOJRfMiuDhI3d8JZydh5uIq7VIADn2ZiQx4bWeoNYgFXpd8ah/FdRigBCIHrA8yl/hQI/91AZQHs1AcdxY9/WeO1pnrygDOC7LlYHMG7v8BkFPkvRRsL+j/GwDFDGe01yr3awAws62c/+K3er+g5Hd9ADNqqOna6SXjqtOWfIKyj4u/OoCSj9cEEdCeiTMGMcCi+x6WQNQa/Fw7R5B0gJUW0uvSaAHGp2GZRitEehRXcbcEopKFKgY8pRGwskLj9jbR+m1pRhO19i+Z2olae0tuRNtE6z0adxwIL1grWaidggC6myy8f59wdVFNc5ckfkaaPOF4vKim+YmG/XuE7wYFA16yV1pd4WBzSGNs+pYKAUKG2gTNM9QGxaVkjpimeaEFap8DdQRJTjHoaI+T/XcI+tu0b35KO+qqYZOFyEC+y8nLPU5+AEbO398J1waQUVzDwxT9+WuZLAYKW7TXNlloAukTkpc7MtlL0J8oBMmYmoLkQgAq61Z0AGdaYAg0E9Q8kkn2B9MP39Mby7/Km9EuyXcp+iPwm/M7VcRVV3Ldp1l5K/aAPtBrIp0MHVOs2r+MTiX5v/k084rH10QMHDj167/5t6HPfy2b53XsAfvXsT+Sy4V6KsXqvo7/BjPmu4vXrEdyAAAAAElFTkSuQmCC) 15 16, auto;}
55.555555555556%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58.333333333333%,61.011111111111% {cursor:url(data:image/png;base64,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) 15 16, auto;}
61.111111111111%,63.788888888889% {cursor:url(data:image/png;base64,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) 15 16, auto;}
63.888888888889%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhbWXUWsbRxDHf7u6yId8Uq7CEcItTkgbmlCMLdNWoLRuSNyX4vorhH6yPgYT+tI+xaQOBOoWXOKmEGpaGtxgjDGqqspn6Xw67fbh9qyzsX0npxlxDGJnd/4zO7v7H8EIInRNAhKwjI5FASGgtNhQI605omMJ5AHbaGmcB4BvtBoFSCqAE1EXAAcoGZ03Tj2gY3SXEbJhZUFp7BzABSpAVSKrNvmyT9BSqF1gF9gz9l0DLNPCZ4qJPo7cBSaBayXGa1/q+dkb4mr5D/1X6zvx9JcOBxvGNo5aCV0L07JwJoBE6vMGwAQw5VKsf6WXGp+JDydDBnJWvF+t6LL7tfg232Y/rof4U0LXOA+EPGsgMZ4n2vOKQ2H6vl5s3BP1qZ72rUf6B6+nfeueqE/d14sNh8I00RaVGBZpqoO0cQuwJbKyQH32tqhVD3RPLYuV9gPxqLMsVtoHuqdui1p1gfqsRE4QnZKTR/VUSSvCoxNgkbMva8fu01eAHNe2VRC2Na5tKySUaNRlHNsSuUKAylrcqQCU+fyAfvOJWH8ptSjNMze5xB33b/5VS9xxu/T8pzzbeyLWXwb0m0R3QiZJS1FcVB6w94rdjYfi8eYmW55LUV7Rb1kuRbnJlvdQPN58xe4G0VH0GF5KFwNgKjc0C3WBNtDy6O40afsDoZRFjoFQqknb9+juAE1jF98DqccwtUhOgOgAXYUKo8nRdPO/y/AmDMy8VDkXgEGfzEQAHCr0sagkUgGHCZvMV3GWDJAAEQJKmidEHn9KjtmQYf+zAkgupgCl0CgUCg1AyCCLrwsDOGWSUEaT0CPxgNcCEDJAIpUcTldn6DcDIPIw9PGmt0Ce/JL7r8yP41Qtc2DnGp5gQ3nzHT0yBohK2FhJGzP/4gASNjEncIDxE/OkREqgaMYLCRCZFj9VTiEkJWDCZqziUrQBGW9DmZJdwK4QkRY3ASI1C2kZiFPqABMTuLcW+fTmLXHd2dee+kfsq33tqRviqrPI/M0K5WkDIiasqVnIvAUWObfBzHt3+XiyqAv5Vda9n3nRXeGnTlEX8p/renWeuesWOZeMbCiOMIuokIHv0fPH9CUscgT0VRc/DOgrixyAbLPvhwx8RrgHshCSkIhgtNZ4vvE2V6qLzF/7gk8cVxdpMONIZLjK+vYaz38FWsY+fhNeG0BA9Aw3fQ5//0Z8X7R0jgXqUw1m8oC/wo/by2JlrYv/GxEh6ZCRkJzbGZ3VF9iMfXCXj+be1e+U/xTbrVXWn/kcvgC2gB2GpCSVkGRtzZJHsQJUgUqeS6WAfoco6rgz6hjnwf/ZmsWMJ64JD9gJ6FuJsbg3jPc/k4zSHceA4+44vpKThXpExbJ2x/8B2Hy4z2C42qYAAAAASUVORK5CYII=) 15 16, auto;}
66.666666666667%,69.344444444444% {cursor:url(data:image/png;base64,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) 15 16, auto;}
69.444444444444%,72.122222222222% {cursor:url(data:image/png;base64,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) 15 16, auto;}
72.222222222222%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 16, auto;}
77.777777777778%,80.455555555556% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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83.333333333333%,86.011111111111% {cursor:url(data:image/png;base64,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) 15 16, auto;}
86.111111111111%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 16, auto;}
88.888888888889%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
91.666666666667%,94.344444444444% {cursor:url(data:image/png;base64,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) 15 16, auto;}
94.444444444444%,97.122222222222% {cursor:url(data:image/png;base64,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) 15 16, auto;}
97.222222222222%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur214194 6s linear infinite forwards;
}
