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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEz0lEQVRYhcWXXYhWRRjHfzPvOfvu6ub3Z5qJ5rtI2qcJpUEFqUGBBq5kSIlEkEpdhAhBN0HX3Vh3KUQXG9WKBSIWBIWF4IWyu+m65a6uFrrb6rtF7s6e83Qxc/adM3veVSlo4OGZM2fm+f+f/3ycOXCbxQgVM8J+c5pLphcxfyEmcb4XMae5ZEbYb4TK7cYEULcEHmMzHbSzENRxUCdBdQPLQJ4DdRT4FaQCshbkWeA34EG2xIrDd0ImDyxUTAfDpgtJ9iDpSkRaPPsAMWK9tCCywfp0pe1vuhDTybAR7psMRxeCj9LKEOf01zTrKqiNoNKg0xcQvWo98yBpA7bZfmoT6CqUjtDMEOfNKK23TcAMs4dB2ko7QR8EWQiyoGDkVeAn6+V1kBm1VzIfWADqEJR2AoO0mWH2FBHIrQEzSiuDtJVeBnXZNc4BBurxtyX5zpKMWoEzE8fJIkg+BWaxNS7zeSEBI1QY4lxpJ6izkwPmynYYexeUgdIDrq1gYqUCycfATFbEip6sPRrv0cUp/dUdgkeQbnb1G0ATtZQyL+6xD/QhSDdyCpiehdDgtpqimacgOYaVbxJQyg7sEUhXOYDrQKNnZWeNwFxIDgNPABHTjJDRdmJ10K4/BDUA6hoT51wBcRC8EWQHNbmHgAZn5cBGXOw/QH8CdNI+no8RKlwF9a07aMKMY5d1BJScaatA+rjHccCBZ4SDovd7D2/ZNRcrujWjvKiOF+zzKJCywfMNINtBmr3+1xzZBs9nda9dRaBOAMZOg+Ysu9XJADyUMQwWgzyTH6J+z78fV81/dnXVAVxgt81zOotVtyddQzCo5Lx2VgLWQrokIN3nxmRx/CKeF1BXgLtYYgnMBZYBm4AjwHAA7psjkb4QZG+AQWqbuh6BJmAd0A+4kzOi0X7Vkuch6gC6PLm0R8RXoBwAVF2/8AwIScyHsV2gv6nFiLhpV3/UC1yheNX7BDSoi8D9tdj6x4CAT0K8tusQHQK5DKzPCAw44FMBeLjtPBLql1rM0glQX7r3qk72WTHA91YJbjjy/Em/VMgvOL/u+6z+s81Md4I6WEA6KmjzTJYAf3PREljBAVlTMCgc6LeNgD4J+qOJwQsXb5CArAQWcwBAGaHCIOdKO0DpOkGCKUA7qTMfWlYU+S3oXPIeMJ2WWNEdxYpu0wWyDlhjLxP6/f+AQLAI012gBkF6gCGIZ9AN2aekwpb0JZA5ILOBKbcA10yUuc6ZQQloAplpb03pRmApW3yRADA9DOsfaNZH6wQrInGrKfCLgDwJyUNU43tq94HahWQ5D6dzOa/OguqvA575TP4iErm0PPwFkDwNTOVRv3388hQrepjCtuRtd6nMgjcVKFDngMq9a6zVZRYkrwBltvrXsRwBgDjmM6ayN3kH5F77NtkH6RsFQJOsh3Q7JK858LtdvczeOM5fSOuIBcbQyk3a9DFgOagqqPYg40ZgJvbjZchNg2wAmQb0Q7reZR5NBJ+gQE6JZlrSx6imc+zWkVDu1TD2Jvab4KkgEUg/pLMhXU2VKayoB15XgZwawmZ6aWcWqE5QF0BdBaaCrALVBYyCzANZCtKCPecX/ct/wwIiFWPYZy7RZwYQcxMxKWJGEDOImMv0mTH23enf8f9e/gFKqpyMYpSNQwAAAABJRU5ErkJggg==) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEv0lEQVRYhcXXT4xfVRUH8M99v/eYaTuW/rWFViQ0/TUKBIjoQsFgFIvGRUtC/cNCm8aFAulCbUiMWxfuXKAbo90YU6MOIpGQ6g6NIVRDUibTocHWTvlTOlamJbZz5/eui/d+zPu9/n7TKRtPcnPeu+/e+z3ne+695zxWKDHpxiuejC87E09J8V0p9mp9SoovOxOveDIm3ZWuCeGawIv2OG7STYSjhBcJM7iN9AXCc3iN1CV9gvQg3sBd9hbB0+/bgJh0veKYzET2E8KfCWVjwLdYPEj+Y/x0qTtlpM9SfhvJJR91TxGcHIWTDQVfsM8FJ7JnTWTzhN0tcPgt+TcqPeBRSXiIbJ7OMyZc8GpcsG/FBsSLHjfnSGc/2S9IN5G2Dpl5Dn+rdUvSFmwlHKazH3OOxIseH2bAQAjign3mHOk8Sjhbd27C+VH2LyONeWkbvV9ig0eKMb8ZakBMui440dlPmH4fgM3VhgQ2den9HOvtbO6J/L0RU45lf7hO8LwGzeoWGkb0dapfT5MdptztGG7sL5FRH7VgwgP0nlfRtxzoGFbVenxEG2t830zvaXwSubUx2TPIwHGT2c+q3avj6piHemSn1ln93Pe66X2Thb5cIZwn/JvsWcqvmOyPCjHpOudE54EhRw2KGrRvQB+4Sfso+puSllTvV9hoVxHMZBY8HI4OAc8NUnlDQ/db0dBF6705ZgcexOcIOeGviFUYctMeCy+2wPsT2563ve97vq0CSTdjM2kT1pHWYS2p3urhHTpThOOkXR7Dj3I32h5mGtQ1PWrHvRH7dIDy/hqgGEJ5Q8JbZC8Qfo93Ca/jA26pGNiM2/AQnsHFFvgQ79P36N23PKiSbJrsqOrGpDo5X8RsxVBlwHiV1XpfIj+OqRq8qAH7hmQYp/wB5R3LeHuJ7CXCH/Fm3Vmodt8WFg+Q/Um1n5C7XKXZ/BRet2zsy4OUtw8Hzs4Q/lJlTYuWjm5qDPoP+WHSWdQMhnha6nyH8EYN3o95+9j19RrcRdpJugULNc3Tht8BTUlVS1voHaTYKuQumU1d28PbQ8Dbl06GiL8T/kFo3gH9a9kQI1JDp9rw//oXZHZ6Kt3bAG62ZghG9bU36rX6ctJHsN1TlQGF36VPk264jgVX2oYYnHLS3circi0vgpk4RfoU7q3ik/2wNbEdhuVywIhsWB4gzJFO4gLFOjP0M3fX3vKr1Q2WNmL1NcAz1/a+OW4VaX11M5a7cau9WnaKJ13MXjCRPTdisWFGLMdAWxLpfnp3my8+tFQPLBUkO9xTbvZqmCbMjgBvp+BhRgy41cDfSu8zWONjzf73iqciOGm1L/e+WxeV/cVXDWFgueTU7x9fek4b6H0dYx5pl+gD1VtR+LU1nuh9n/Th6mvvUF3jD6N/xH4ov0bvmzX4zfXzmCeKYrAgHUEWMdrnsiPZ89hBmCdMtjwex3pV8ooGwpA+T1qLWcr7as/zq8GvYmCAiQm7yo+bLzdVRye16b6z+jNy+yALKSfNUm6kvNO81XaOAh/JwAAbyR6nTNpAeIXwT8I5rCHdQZjCAumDpFtJu/AOtq3s33DFEpNujA7FM07H81K8LMVSilekOCfFs07HRYeu9+/4/y7/A6bsfR9MaI3CAAAAAElFTkSuQmCC) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhcXXXYgeVxkH8N+Z932zu8m2ab5M2qa2ac1GW0uN1gqtQq20iYKQCInfaCheaFtyUQkVLwW91YvqjWgRa4lfW2ohlNA7P9pihEIS8oXJmqSVkDW4aaS7Z2eOFzOTnXfyvsm2CD5weM7MnHn+//N/zpzzDIu0mEzEWU/F152Op6R4SYp55U9J8XWn46ynYjKx2JgQrgk8b5uDJt1I2E94jXAMt5M+TdiHv5MmSPeRHsabuMf2XvD8uyYQkwmHHJAZz35MeJlQNAZ8k/nddH+EnyzcThnpUxTfQvKWO23uBSeG4WQDwefsdMHR7EXj2QxhSwscfkf366Xvm1FB2Eo2Q+cF4y44HufsXDSBeNHjpu3t7CL7OelG0roBb57DK5VvWVqLdYRn6OzCtL3xoscHEehLQZyz07S9nS8TzlY3V+P8MP5XscZ76WbyZ7HSjt6I3w4kEJMJFxzt7CIceReAzWgDEpsmyH+GFTY210T38ojDDmR/eIfg3Qo0q1pokKh9qi6nyJ6h2OIAltchMqpPLRj3IPlLSvmuBjqCscqPDmkjjedryJ/H/ei6Pibb+hU4aDL7abl6dVyZ81CN7FQ+q/r1rJuzb6pQ2yzhPOFfZC9SfMFkPSrEZMI5RzsPDvjUoFeB1gRq4Kbsw+RvWlpw+XNYZVMvOJaZ87mwfwB4V7+USxq+br2G77Wul7SeVf3QJfwZsUxD5ojHwmst8BqsCd4GGgTebLVqzeuqHw7ipMfKeS63PhxrSLek9VIz7w+TbsN1pHEswyzZL/HPq6QgNXwivIHrvLcksAa3YytewMUWeLPNUWwj9VrxN5O9THgO81chMIYHcAY3lLcyo+WpNr+7ItKUqy3hX+n8ohGwjj9C/hnyH+IhC/J3W7HWMv8o6QFlahHiJanzHcJG7MMlV6761spPXyH/rKGWHSf7FaZaZEfxMdJZ8ifpjQkhTkmdJwlvVkzrnLc/uzaJXRT3VWthgIWc7C+E3+A/tVRlS2vJd9NbJ4R4yOnsWeuzP7VkG7TptDeggAnSPaT3kW4p09FH5C2yfWU9URMoPkyx1T96G9zatdHT6V4/8OoAAs3ZD9uAThJOEerru0h3kjaQbioVyneQ3V8e794gfQDrPU29E0472vkqoQYblP9r7YCDtuElFaH3l+qEv2E/+fewvNwJA8TDUvZ7wr1lfrLv/w8ItE7D4lHCNOkExUP0NpQjypN7wvbii6TVpFVYeg3wZlqGtea4MdIK0g0UW3Cb7ZfXSN2JJ1zM/mg82zck2CAS10pB0xLpE+QfMtO7ZaEeWChI7rC5WON4OEI4MwS8fQQPItE3rQb+OvJPYpmPNO9fLp56wQlLfT7/dlVU1sHHBigwZIPqeza60E8ryb+GETvaJXpf9dbr+bVlnsi/S7q1fJrvqWr8QfIPWQ/Fl8i/UYHfVPVHPNHr9RekQ8QiRju9bW/2Eu4gzBAmWzMexQrl4RX1pSE9QroeZyg+Xs28eyX4FQr0KTFuU/FRM8Xq8tNJbbnvrg6wu/pVSF3SGYpVFHebsdTGYeBDFehTI9nmlEkrCYcIJwnnsIz0QcJhzJHeU9YKaRP+jZsX92+4aIvJRIz2xNOm4nkpvi3FQoqzUpyW4llTcd6ed/p3/H+3/wJe64x1oMBw3gAAAABJRU5ErkJggg==) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzElEQVRYhcXXW4xdVRkH8N9a55xOLyO1LbXFIihNT701giAhohExCr6QatJ6i5dqfODS8KIVY3wy8d1ELjFeGhNjatTB0kgI8UkwSNIYklLbMpHWDkiajpVpCTOzZ+/lw96H2XvPOcOAD65k5Vt73f7/9f/W5dusMGVJP5tzX/aMs9lpKXtFyvLKnpayZ5zN5tyXJf2VzgnhdYEX7HbMhCsIjxOeJpzCNaRPEx7FP0h90o2kT+Jf+IDP9IKH3zSBLOl71lHReHyA8CdCUetwJwv30v0RHlysTpH0CYq7kFzyXtf1gslROHEo+Ly9LjgZjxiPM4TbWuDwO7pfK21jRQXhduIMncPGXfBcNm/viglkF91j2qHOPuIvSFeQtg4ZeQ5PVbaV0hZsJRyksw/TDmUX3TOMQMMF2by9ph3qfInwQlV5Oc6P4r9Mqo1L28h/hY329Mb8diiBLOm74GRnH+HEmwCszzbEsalP/nNssKO+J7qv9TjuaHzkDYJ3K9BY5VAjMbCp+jxDPEhxm6NYP5giUh21YNwt5I8p5VsOdAxrKrt6RB6rtW8mfxgfRtdlWbK7qcAxE/Gn5e7VsdTnoerZqWysyoNV11dfV2GQ5gjnCf8mHqH4vIlBr5Alfeec7Nwy5KhBrwIdEBgA12UfJX89pUWT/xqb7OwFp6J5nw2PDwHvakq5qmYHuVezvdb3qlZbVQ5dwl+QlW6ITrg7PN0CH4DVwdtAw8DreaBa/bsqh2N43t3lOte7MpyqSbeqNaju91vJv0KYxRxmCS8TfomZZVyQajYRXsRbXFUS2IxrcDsO42ILvJ6fJOymeHdz/rCLzgM4/joE1uBmTOGtZVW0unzVFu6tiNTlakvYJT5YKVCffxP5d0h3LPZr5MH4LSx8g3Sz0rWIZstntvtjvGipz9qTvUT8gyUprSL/AsX+avL2yeniP3QPEv6K+XJc1/kK+OgQwPqxqx2/cIR4Nel6Uq9JpLixvPs7D5VkGynDn0slvDxQ4JKp1NfccPVy3dba40/ofJvOH8tLpqHGNvLv4iZD91K6Cq/6Z0lgh/vTDUOkbg8cVvcq4TCd79N9iPh3Ql6RWMvC10l7li4gvQdXup/BTTjtZOfLhGjpioe4YNkreAPpYxQfJA12+iTxZ3ilugl/gPXlTRggOy7F3xNuKIOJ+MP/gUD9Sb6W4iaK7YRLxL+RJilupfeu6i2geg3PmIgXSG8rJbWwDHibyHIPEWypLrCXKDZh22LAuhiQTLoYnzAeH126aZYlsRICkEgfJb/WTO8di/HAYkCy3XXFZs+FE4SpEeDtJ3gYicayavhbyT+Oda6v178WPPWCSWt9Lv9WFVQOJl8zRIG2OnFI2+rFctpI/lWM2dMO0RvRW6/nN9bZn3+PdHXZmh+oYvxRe6BNqEPxRfJvVuBvr8pj9vd6zYB0hFhkmb1mHYqPYTthhjDRWvFqbFA+XpmGG9KnSJdhiuIj1cq7S8GXKNBQYtzO4kNmisvLo5Pacu+qHrD3NVVIXdJUuduLXWastWMU+EgFGmoku502YSPhWcLzhHNYR3o/4Tjmy+Ob3knaqbznt63s33DFKUv6WeZAdtaZ7LyUzUpZIWVzUjYtZS84ky048Eb/jv/v6b/yXIQuv30HCAAAAABJRU5ErkJggg==) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyklEQVRYhcXXXYxeRRkH8N+cc97dFralLdRSqYQP+xIaEm1KjLFoMMQUL0xaCVX0QhoSE6CGGyV44a33BNEYiTYxRmvUbYBokKgXJsYgvcCUhi4N9BNi06WwbW27s+87XpxzumfPnv2AGyeZPDNzZub/fz7OzDMss8SkH694Kr7mZDwmxYtSHFTymBRfczJe8VRM+svdE8KSwDN2OmTcRsLLhFcIE7iN9GXCn/AWqU/6DOlLeBefsqsXHPjIBGLS97qDMmPZjwl/IQwbEx5l5gmKp/GT2eGUke5j+BiSC7bY2guOLoSTdYJP2+2cI9mLxrIpwo4WOPye4uFSztFoSLifbIr8eWPOeTNO271sAvG8vSbtz/eQ/YK0kXRjx8oz+GclWyVtwI2EfeR7MGl/PG9vF4E5LojTdpu0P/8m4XQ1eAPOLsR/kdJYl25i8Cus82Bv1O86CcSk75wj+R7CGx8BsLlbh2NTn8HPsdbmZkwUV2ccdjB74UOCFxVoVtXQIFHLVHWPk+1juMNBXFdvkVH9asGYexm8pDTfYqCjWFnJFQvU0cb39QwO4HMorI7JzrkWOGQ8e66MXrn5Pg/VzLySWdWutW5q37RCXa4QzhLeI3uR4deN17NCTPrOOJLf2/GrQa8CrQnUwE2zL2T+ZkmzYvBrXO+OXjCRmfbV8HIHeGGuKUca8iu4ryI3Usleqz/S+la1Q0H4B2LphswbHg+vtMBrsCZ4Y7N0K4Pv44EWeLPWVmv2q3Y4hLc9Xup5nU1homG6kdaipt9r368i9Zj5NvkGwi+XcEFqyER4B6vcXBJYj9twP57H+RZ4s1Yk0tgs0GAn+RjhuWUQWIntOIU15VBmRXmrzTxREWmaq23Cun/t3P2Hn21876r1+g3MPELarnQtCpfLa7Y4hnd0R3078qdbCo5hC95sDLYOIvA+xT7SadxTW+BsBfwb/HcBDfK5/ey3hDaJra15+fx1Iv6Oi/igJnDBqdTvAMo7ZN1+j+xvLQKbu8l2xVK6GZecKAls9my6exHN25pU/XCgPNmuEvjEwoBtBdKd2OTZkkDPH9IXSCPLWNysifyFBoFR3LXE2oJUkD6NokzXil4wEQ9XkXl3mUxkP2wtbJ79zSP4VbLtDD9ZkdhS5YvMC8LhI4RJ0lGco7fGBPXN3bdr+BDpBtL1uGYJ8Gz2ezZOGFRYt7bW1fNWktaS1jDcgVvsqi2XQa9wQHLBIfLvKaM1a4F3uSHHf8herQh8XHl/tOcMyJ8mnEAy1cyWZ3OX220d7qq0aAJ2kWhZIvyRcJGU485uomkTgy9ik20a5SqBXnDUNb42+G6VVNYAKzvc0I6PSPbXygr9arxhibSOwbcw6sF2ij7v5o6X7HXJM/kz5aUx+AHhfbKfmR8HrXxg+CgplPPTGvKflsoMvoFR3+mt8KM2XufDJEa7XbY/ewm3E6YI4y0rrMBa5eUVq53WVxZYRVqNUwzvqTQv5mbDixKgypJP+JfM6uzPhMOEpubbmHmAYhz/nrVCykoSw89jaMpG2xZ7GS39Nkx2OmbcOsLrhLcJZ3At6a6SmGnSx0i3kO5QnvM3Le9tuOwSk36MnownHY9npXhZikMpXpHipBRPOx5nPPlhX8f/9/I/+kB9PCGVNtgAAAAASUVORK5CYII=) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEz0lEQVRYhcXXX4wdVR0H8M+ZO7NL6VraQqUFggjhEo1GSZFEQYMxpmp8aDUtqA/aoA8IxMRoJfHNB95JBF+M9oWQGnUbJTFYjQ+mYDAbg1madttA/2JSu7ZsS2x39s7xYebunju993bhxZOc/GbOnN/5/n7f3++c8xtW2cqoW17xVPmaU+VxsXxHLHuNPC6WrzlVXvFUGXVXuyaEawIv2W7WtC2EA4RXCXO4k/hFwh/wBrFLvJ/4efwLH7OjCPa/ZwPKqOt1MzJT2XOEPxOqZMJjLH2P/Bn8bGU4ZsTPUX0X0SUfdm8RHBuFkw0FX7TLeUeyF01lC4RtLXD4Dfm3ajngUUX4AtkCnd+Zct7RctGuVRtQXvSEefs6u8l+SdxC3DxE8yz+1shWizdjM2Evnd2Yt6+86IlhBgyEoFy0y7x9nW8QzjSDN+HcKPvHtEQv3krveWy0s5j066EGlFHXeUc6uwmH3wNgutqQwMYuvV9gg7vTnMiXZxwyk/3+XYLnDWjW9JAY0ZexeT1Btpdqmxnc0F8io9lqwZSH6L2kpm8c6CTWNPK6EX0y+b6J3n58Crl1ZbR9kIFZ09nP6+zVcXXMQzOz08isee57nXqfstBvVwjnCP8he5HqEdP9WaGMus460nloyFaDogHtG9AHTmkfRX/a4orovYAb3VMEc5lFXwkHhoDnBqmcSGS/T1H9pDGy3ycSOXH1eMgJL6Osw5A57PHwagu8D5aCT7SACqqnqR7Ahqu/LbOWvjfPYRZverz28wa3hbmEuomWUhr3JPbxR1QfbfQ+gYNjQhATGQlv4X1urxnYhDvxGG5peT3Eejnx2/QeTNa/J/F4XF+HL6l32fpaN3ddfav1vkw+i0MJYJawkDBQJeAQP1DH9ppJeDNLj5L9qXESucv1NZsfx1uGZ30789e1Fi+tHEr91jqIwAXyvcQzeLBvwLkGeKYF3t52fbmZWAziZwea78POgLahf62Z8Haj65LTsWsw4dLnVHbwwRb4aRwdojfMkabH2/FfJ2sD7vZsvG+IUluxGYtbBg0ILw+Z1xkzlhM/hNs8WxtQ+G38DHFiFcodA/dEeIdwcIjOKN2cmBM/jrwu1/IimCsPER/AfXUxkT3dUkz3/8aE/n+okyyN/4jbsHqUME88hvMU683Rv7m7dlRfI95EvBHXDweXWd6/KsJfxnifHlxriBuI66m24Q47lp2AIrdfdMksnR+qs7V18i0nULMFs6O4MMaAtPfoPEM4iWghrZZXCpK73FttcjQcJpwewUDH8hmQHUyMHEV/0uJmep/FWlvT8eXiqQiOud7DvR80RWV/8TUJ+CZih/BvHG5RnTLWUd+kfdY20vsmJu1sl+gD1VtR+JW1nuz9uD5eZfT2NDV+pr4rkM2MAG169XV632nAb2meJz1ZFIMFKWkI+kas8dOydLb3ffuyl2pvw8IKreEi4ZXGww24qM6ZJAzhAiqqTzb3xqSdRX41OGMOzjLqOunvMuuyPxIOETJM4TK2svRV8mn803IuxKyugKtPo7Jgi63j/oyu/W8YbXfctI2E1wlvEs5iLfEjtWEWie8n3tFczW/j1tX9G666lVG3LO0pTzlRnhPLy2JZieUVsZwXyzNOlEv2vNu/4/97+x8+3nW8xaS3DwAAAABJRU5ErkJggg==) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur153352 2.4s linear infinite forwards;
}
