@keyframes rwdcur76497 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeUlEQVRYhe2XXWxURRTHf7e2s1vig0jgRRISQUNsXxBeiCRATBQlkSqokGgQRCsf3dZStjUaRCNo+WgitaWVrxRR0sZC2/ShItIV29JaWwLStRVIgDSmafhoCB/bS9Pjw7Rz97IfXfDBBz3JzZ0558yZ//zn3DNz4b8u1gONKvIJthdCXrjrBdsLg14YVLp9R8GQF26P9AeV9g2N6O94YUjBLS/JCU9alSHYqTqIHRrb/w4wLoo+BKSO2K9PshID0DBfsO86/VUVFsDJkvUyu+BTC6CpOFfmXJ6cOIiL0yxgDAY604WQB2xb919qdG3Zo1POm7bFQ7AtV9t9pRIXRPvTJk5SXABqCLyDMK/ZYkGjVZtdLFdPpZngV3unGtdJj3dzeN1+bdu5xjo2sRtUCFJtSA7BOFv3PXbcKR3pnSicnyIAzSXvSzSXCw3PG/3PRfmmfb3rCcc/c4+w4qCwtEpYUie82OCKFZ2BG0pQQzDtkgUwYfIlYwp87peWkjwBmLrgB2dLhvWrfd9qGZ92ztGXr7IimIgHwCOWoGzw3jK66YsOW921r0hD7naZ98FWS6XeBOD0t8sFoPPASpmbV2gBjNoAgkcypKU0V/DY7u2IJ2oY8YglAAPBJ6NSH0u6ql83/j11i91jfaVitiNMIrdgCES0zyNP/Wm1lq+TM4feiADStnu10XXsy5T2vWslbXGlof5CYLbxrc0uFjwjCajiMKBuIyqEAFSv3e2aNHx1o9JU7I/LUGCbtpsvZ0ORuD5R7mVgWD+NW/Ml/YV6TuwokNHsTltcabWVZQlA4DMdeE7W1pilvGP/aklK0eEnzOjSfioEnngMDCDqJhGr6qjIFIAz373lsjUV++XHDetdul/3rInNyqaNwodbYtvVNUQNRAKIJsc3OfT/slOz1Lorx+hOH3pTQNeKtrIs6alZJHzhFzZtjAPgCqKuId01GdJakiPn6hcKwKlv3jaDRmtAoLDA6E7sKEgINEU+DSImgH5EXYnNwG/73nPZfvp4g4SvOtznVMU7kXFK3xWKfC69+zAajpy0ZZdPlMdm1soya9bKMlfSPfvJNtM/mp8nzxVut4YGvQDMWL7bCmzxC8Pw2Mwu/upKZ67qi7U2R1Qfovoxh87xzfE/teav1kfYgzVLXLoj2fuFqgzh4LKxtyqlF1F9SF3OLuN87KM8d6aX+6SjYoXRRcv83yuXSVv5Wkdft1CDGBPAZSSl150HwWpnRcHq1+6rPA8Ep2n/hvlC3cLExo6COPFlngSPOKjPVi017c4Dq3SyHdRMtO/VteKoP0+6vn/VPVHLTCHwTOLAUy4i0Zho+3qkEu6IzIuTZdkSKHT0PfWLdPvsdKEzXWiZeV/MRYAwVOJOzPBLSbg0FfvFXGrOTr+/yaOBUH0jh1TWXlOgwGEF9KFTn1MqhBBuKKF/vAbxTyUchOpHGjc7168/al42bWUj5j4RSqykJ/xjknIZIQmsZPQZGv7cq0sGOymx2A/0Z6T6NJiISR9+wD+t/+XflL8BacpASkDUrUYAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEr0lEQVRYhe2WW2yUVRDHf4fLsqEqEKLpg3deBcFbQAktrYhBEaOoiREMFkTutZUG3kg0iIgLCC2YXTXQkpJGZGnLthVKd9m6La0VAojiJVZsQiWGwNLC59rd8eG77H7d7XarDz7oJJv9zpw585+ZMzNn4L9OykVYrqJxgwhhNG6gcY0IPWj0EqEXjTARrqPRY/DJisDNGmRpMDoC450w1gHeIjVkAwBK6JJ/DD7eCWMcMM4J4xyw8sWMjBkGsJnb1ZDAu4uUL/9WtvgPUDP/IniLVEPuT3HwMU7w1UvGETDpCUKSDjzQ0IkaHmXGtA9SetfYWij5U7cpfPXCaAWOKDij8MDcAaMxLHExEHhT6Bz0Llc50zersPMKta5CAXB35snhHWsEoPz8XAmHorqiOU+qd+5fqYM7hpAWk6mXe6mWbKrkJioEPHI8sM4Wyoa25YOGtu7r1+MyP3qFrs8GPGOLQFLYWaxm5GxSx1rWiPf0QgGY/UiZqvz2eQGoPblIABo+LRbzG0Abec3SGewOgUMgvG/wnEj0nKyypANNrYU2XlPorSSZjy/kSZJ8eJ+glYuSvemN6A/u61gq3jMLkg1ptgM3tq8SgCMnVtn4h04ttNZK9gqxPUm6RiQubKXWC3Me/EgBeH7NkcV3BBRAXftSmfnwFhUMlUhUhNzH3lcxpSffqGtZcSNbC2Xm5G1WBooI9MXSBgCyyoRsl/T3xFQYPL5eAPwtxUn7geYSAaj/6g3b3tH2FeLrWCL+lmJB+0S47klzDdkuYcJGAaj4/hkBqO5YZDsQMO79i/YV8bv2rhWAQJt+5wHj7qu+eUkAarbopcp1j9DjTmPAhI3CxA32svMUW575Opbod12RHAHToGCoZGCAHrdwZXcaAyZuEHI3CUCdOxkkkRoNrwH8J960vo+EVutRaC6RQydfFQDPhVx9/8pu4fIum15bH7AeFuC3x08Deq03hYospaboiNui1rHYxZHW96xHP1QAOdM3q3lT9iiA7M8nG4Ki/wakZ11CQXL9mxQ0DDjattqSCbTqxh2t0nOjrn2Z+Nr0TthQ3i+Kv5cJl0rTWFBQJhTpWXrwPb0SKr97TlKBH9kfV272Af+Xa23KazoK9Hfih6d0/qVSoXvHIB3x7QphZ5XUdBSIr81eUmYSpirDY4ZhwePrpcmIio0yAgfYWSWUV9sEj7XEk6w5uM4ow2UCRn/wrzfehgJLzvNLvh2se4fQtT19JwT0YWK8w1oePP2K5E3aanW0P4ZHAPgzpne1mVP1btcYKpL8KS5LbvFdjerA2ZflFm0ssx4qU/TFBknARPI3CCGf5aHJdv+cn6Qh0O9BSoyWRV3bhQvbUqIPS8W0JpmztWJ6uP/MC7LknkYFUH3qNTm8Swe6OvoyAJXn5gtA3rStyntmgViGd20XvfwGewf609laSRwmMhpE2pfaZUzPO12ZDSQ2uu9phbPPGiZmT5pmbVWen6f3+NI14u7Uu5z33dUSxfDSTDjT87sHHtczG9i0clGjJP6kOhalPnepVIjFsBLuzsJB9Wc+Mcb2iKU4Zvz3RePt1eQPAXxoBiRSj1tSgmev+nv6/qd/k/4CQkzvL+xolfYAAAAASUVORK5CYII=) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur76497 0.53333333333333s linear infinite forwards;
}
