@keyframes rwdcur35532 {
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6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF3klEQVRYhe2XTWxcVxXHf+++j3nz4Tf2+COO64SJcV07bVNRRYCiqC2tRJUWqoosALGgu3ZRiUUlJBZIs2PDBlZIZQkrJDaIRStA0KpBLUUkaYkVY5zxeOw4L2OPZ+a98fu8l8WMS9V4PE4jseJIV096H/f83v+ce+65GkNMVcoWMNofOSAC2oCrVarRsO+HmTbEOcAUMA+UPvWoAdSAXa1SDR4EQAx5bkepmk6kmohSZSRS2alSQik1QU8RQ1XKxoMAHPlxvZ0YY1lRtoT2IpCLJduiF4KbQlO7pq7V+nMknxfgSAWu3YlJJOW9UH8llTzrR6rUjdVoLNWj7UhFri/FsDmG2UAFVKUsaq1kzgslRTuxsg9lZvTb0XdcP/2TnrD9kRvjZITtRbr3IABH0Zezhii3QkmtlcC0iVXUcwVLPLXZSZ1OJBeVYmFlJ7aHzHP/AP3EmhMaTiIpuH4KmxEYGqNPFhzb0C56YfqEF8vFU0X9y798qVT4vBCDQuAAlgKKGXHGNgD1FfCuQJRSHsvO3HDjF8ZscTpriPrcmLn7s0ulG99ayjHrGAASiLRKdWhy3gOgKmXRnyBRCsM2KaVKQP4DOGnDtEVBhpgbM2drrS2hFNKxxVPPzdklJyOCKFVtS9cioKEq5a5WqbaPAjhMtoNltX1ww9KBrA4TJsQSGjHPXH6d9ejUoqFz8ZRjfm/MFpeBS8AzqVLngLPAtKqUp/oF7dgAsn+td2PpppJoMq/DvwK4FUAnRZkXGBmf4ruv/hDdGJ0NEnnaEOK80LgAPCclc2mvWEEvnM4ggMNy4CBu0d1u6uZMrd4KJUsv/QTl7UJzm/SRx2CnTsmwEV/7AbU//Lz0yKiXKzyctTGAevRCGshfham6kdG1ALDp7R/DFdAqVehVu6mpvD7diVTrVjNFdRooewQ5OY/STbS2i0pjRrI2Zx99moIlbBZsGNPhhAnw1ShRM0GiBik9UAHobTyWUsggloGugZo8gxQG+E3otkmLJ0mdE2Su/gZ94u9gmTBlQl6HJEJbD6c6kZwVGvWsKeQAP4euAoACIL1ItnUhjLwF3L4J+XHwm5jum+CliNHn0fN/g0kLuhLms7AaQhzQCZW7H8uHXV99vNEO6/ejwCdySYV0MlrREEBrE/32NYg9iFN4yMIYfQciA05YYGngRrARwkZIM5C5xr6yf7vcTn56xT/YM+5R4rAckEAAIDTEiCVKqQQ0A81bhdAlmfgm7CXwBRsmTShnYKkI9Qiq+8R7Cbda+sS71e7dRhe7/6OH5sGgHNgCZhRIXWCFqSJeeBrhzEDtCmbn93DSgPUQ5mwQAkiglbJ7M0j2Arm7ttN9Z7mR7BasT370+AB9FepvXMjz4kLho04oeTzaxwtjlldX+NJkSlYq6Ca9jG/G8N4efBxw109qW530+norfc/JsJUq2vRW1aGJqA9QAIC/bsT21+dyszv76cuLs1+kee3X3Gk1WWtKPOdZRhYuoV3fQb9eI1qL2GgkW3c8+YEfq/cncuKWUqr6z7ud7eUG+0AMqPsCALJ+1LXPzxS+P9JdY8T0o0ZXxrapRNxxtcK5b0BmnM2ai+fvJEVbxAq11o7Uu2dGje2CpW/86I9+8ygFhvVz8q1/0744X9xtrLhXcyZyPKc7paxw0kSd3qyu5iaXnqS7r8E/3jT2Pb9tCMTJgm6NZYX72JR1IP9AGwYQAXs/fmv128AsYL92Pp97ebHweM70g7UP3z43vvCEMGfnWf+Lj2MpdEEQJkhLlzBytPPjArTpteB7gPjFhz4n8saqk2G5lvpzI3/+XWGtvim0dj6atPZcobEVpuyauhEcpx848lxAb+nYgNUfB3Es0FPkom3bl8+VArE0mW+MZamO54z3cwZX33i7tQIM7ReHARxAfLaS2cAEMNcfE/y3h1ihf2hhSPxheAjoO/1sBgd9B9ALTaH/jkfv1ORxzLPCcRQYZAb3hifpw0X/C4AD+3SJHbjt/t8G2X8AGcWdfUHbmw8AAAAASUVORK5CYII=) 1 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGHUlEQVRYhe2Xz29bWRXHP/e+Z/v52bEdN3HTxEndpoS0pVVnRAbxox0kBgZNpZFGICHBBoktqwEWbMDs+AeQEAKxYDOLYQmIgTKdMoVRyXQAFZpmmsRpmtj57V+x/X7dy+I5TTVNnLSw5EhPT3r3vXM/93vOPfc8wT6mi4UUkAHGgAHAAiTQBOrAGrAFVIBod0wBviiW1H4+DzK5z+QAdncs+djkEsh3gfJACsh2Aczu3dbFQvRpAMwDnslHDrWeAAY1pIQgCvgC6iD+CswC80Dnse+julg4shL7ATz6UGk9oTT9Ak4LwZjS+EBFQE4IbQuED7iEYdkC/F2Ij0AdaE+EoEveAkylIdBkHjTMzzsBWaVIeQF2oEBrckrrHGGYsoQ5Yx/k9yDbTwGAKhB1AioCntPKsWtuwoob7Q0pGBBSYEBGQ11pbUohKoTKuYQ50zoqwL6kolhCFEtrc1ve9GYruL/SCLBf/L4st5IDbY+cEOSVRipFXsOFrhIThGqY7IXi2QAAdLFgzm15rX+vewtrOz6p2iKF578qN53kQNvXptYkpeScIcQ3heB7WuvzQKGrxJEBDgoBQPTsYGSo1tEDAwkJs7/EigrGz13FefA7O2IrOG+DBrHkDKt173mt9Y4U4g57deHZFQCiMVOmjtlidChpgAEkP0PUECRSp+BsHCwJtgFAoEgFmnjb1xaQOmo96AWgDIEZM6Rt7r7l1qFTQyZKkI/BGSv0sO3T9nXHCxgOlJ7wlb4ETOhi4dDd0OsFt+mqaqDxF7YDyJhg34Xan6GloNSBsgvTDR5u+1vA6bansx2fybavTV/pHGG1fGaAzvRKZ6VU9e41XQXpr8FGHIw8aGDZg5sNqie+xVw9nb234Zk1R2W8QF3YbKls29dm01V2D/+9AUSxxM/e32ot1dTGWNpAWyn08BfCyYMcVCFIvUwClzNXX2fTPzbWcNVk1VFD5UaQW236ybcX2q1DFonRa/DbL6SzV05aryj47KCVQKy+BZkWpNoE9kt4Y1M4oxcx+nNEClM0Z272nckEo0rr2D/XvLuvvbFeISxOASH60QF0scBoOnJZCH0+lzCnbPEQTkbhog0CZGkGp/AKfiwBvgfHx8gKi0zjAzNuipHRdOTi1y8k/J9ON2a7EPvWhp7bMG7KrCmlmbUlTMahYIXZ/8kUXEoQWb6DUhoV+PjCwDt7mfWRb1BuxSwNuf64/PSVk2TZO9KfsAMLkSiW3KXX8/WIQZKhCKx74Gk4FYORBLwgMH7+Lr9+8ycs1QJul2tI4MVTaT6RszCkZbu+V7qxiM3eEf9EceoVAjm37fUZgsmEw5Ts+yJibRaSBhw34UYNV19me6PCcMJjLB2j5kh+/G6jstbcmV7b8a//4vb2++stKoTHtUOYC0dWQJW/mz9dd5Tf9DTH3Gtopw9xqwHLHv5iHj2cYPxjU5zYuY4UFrmEURlNm3//wdu16T/M7ywAD7qTu/ut/jAFrJqj8vWOHjyeNK5ExuMIv0Nt3WN72cM1BknX/0Qimce2V4jkIqRc3Tk7GGtKEfz2vYfeDFAGakAb8NhnJ/QsRG5As+Hq1XdKHTZvu9z7sNWRoBxfkQpmwRBYrb+Ao6DmkYkbdn9cJr9yLkV39RXC3qLz1Ar86HqVT43E/IhB5r3VvpduLqy/85vZ9p35qrfqKxp9lnUsbp2QUiTBCxDKJ/B1ECg2m666lrGMf91ccnboUQMARA8FIGwwhgjP+TxgXTmJ+aXx9MiXz9ivGrGhyVOXrsrITpnl+79HKbXy4WbwpmlwTQpuvfyr1coh/nv2A7DXcD4glFLeWIRyo5Y0JJujA94PW3Nzdn1rRS6uxt1Wa3MmarA+no0QNY7WF/YsxYTSKcIYNgk73+2tNjvX5p36rYW1xUZ1afBzQ3VmVqv/cJWez8ZlKRs3Vv+23Jn/47zj/C8AAsIMdgizuUO3tNY9Wh+UnfuJqJ7PWLLcbxmLmbhRWtj2737nreoW++z7j9phOXCQmYQteLZ7JT+eRT03nOi8cWdnN/NbHKEte1aAXQiL8Cckyl4z+kihozj5bwB27fFke6of0/8bwH8AwmK8gs+Nx8gAAAAASUVORK5CYII=) 1 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur35532 2.6666666666667s linear infinite forwards;
}
