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1.1111111111111%,2.1222222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
2.2222222222222%,3.2333333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
3.3333333333333%,4.3444444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4.4444444444444%,5.4555555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoklEQVRYheWXzWtcVRjGf+859zqdZsgH0dqpFl25c6UQMPUjjZWgYERLixaqhbYUia1pNVSiYnQjFYUuNFQTsinoyo9VdaMYLeJShCL+AW5EhUIzmZl7zutiMpN7Z+Zk7rR25buZe+eec56Pe573zMD/vSR1rTnH3TwC91/9BOsirMaIQuQb19/ueOamEcsQGPtnpQPceIvxinUFjDdYpfFdEvH5PRM3TCxD4IG/L7bAjY+wGgXBjTcYL1gnGB9h/MbnumNlfCw3iQyB8b8udlV+affjmUn7f/s+CC5OMWsJS1N7crmRIfDwn59llH9TfgoRQacFvvSbk0R49tcfguCm5pGKw1Q9i4cntyRi0jdW44ztIt3Jqyqf3vtgT3DjDTPLq5xavAyNlHUkrR1BH/vji5btOp16nHIg7cSRyz8HwcVZbM0i3mISg3jL+7P3ZbCj9kWbGy4E2kEiAP7hC8GEtMQC0kGgudvzVhr8wsFN0EePzOHqDupgxRKZbcQSE5sCI4NDlLaXOP/eITXtCzaj9vTv3wX3ADTsP/r1jxnwvSfmUFUeef40GIOxBjWKV48nwWuCc3Uq65XWOl0c2Mz5gSurjRSoBsE/fvKhhuIXz4KHvcdeAZ+gGiORpWgjtKZYEWIjGBUcSqVaDxBoazKHfvmpw4k0+MTJ19BqHZ94bGyxEjNYGsCoYXhwmKV3Xg66CN2zqQeurG7ZZJrgk6fmkcThvcc5xSjcvWsnKwtnemG0qsMBIBf4vtNvoNU6RAbjYPfOUcojI7x78mhP0J4EenU4gNjEuKLB1ercVb6d5fnZlmKdFpWvNBeJAIEw+IWDE+ybmcdXE2wh4s5dt7J89qWM6rzg0NaKMw4EwKdm3wTncd7hqwl3jI625um09NFBtiIQ6O0Alz5YoFAogPeUR4d4+9hzsKG+m/Jzks1w+303ArIyPta1vQLsf/UcxcIA5R23sfLWGdh45yGFc5rNcPt9VwcAWZra09Hbn5hZYL2yTnWtyvZtpc3BOZSHKkSg8TB1qgGUCiVuiSOcr2Pc1gdVu9LrISCLhydbRypAMS4yWBhmaGCEj14/AV3ynld5s7rGMF3WNc5zAKuCF6GUsr+98ipv1pavAJDzx8cxycYwBxbBdB6i1109HQBaDvg6iAMxfcc9WHmkSPNnVOValaTm8fXw4P98D6SrtlajVq3ha+EE9LsH8hIQQOOosfbatbV+MHou3E+123vD/w3/BT3r/xOxyULLAAAAAElFTkSuQmCC) 2 2, auto;}
5.5555555555556%,6.5666666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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8.8888888888889%,9.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADn0lEQVRYheWXT2gcVRjAf997s9nsdps/xBpDu2wOVbxbCFippLH+oQdBsWjagIUoGhBsC60hKFRBqxAhB60JKfHkUVDRHIRe2oMeRESsShF68tCCgrS72Zl573nY7GY2Ozsza+jJ7zTs7rzf7/veN++bhf97SOTaZfzd3RM48M8vaKPQzkOcw7Ma7TSX7x2/a2JtAhN//9oBV1ahrEUHGhVYtHOowKKqIZ8feGDHYm0CD/91vQVXVm0KtMO/2F/h2R+uNyRCiw4Mqt64Vr5F1UPWpicyS6g2m0jmUfh6pczX+yt8ef84IpIIF+OYXbkKjZ5K6qvOCjx664+OzNcrZZxrX0dEeOHyz7FwVQtRoUU2DCqwXDw3FceKFzh880bbnsfBoxIzX/2YCFdWIYFGB5qldw7Gimy3co//eSMVHpU4+dn3qXAxGhUqxGgWFx9qY3vbF202XNboBv9ofjLtVgdIh0Cz27NGFL58egv62DNnMYGBALRoPPrp93IUcnlGhgfZXSrx3tJx11mBzefcOYeIJPbA7MrVNvjh589ifR+MAlEo7TCh4dtv3ueJowuEVgiMolqrsbtUAmK2oHnIPPfd7xy7ci1WIgpfmTvUyHj6DbDgtMaZAOdyiNYUih5PPT1PztN4SlBK8I2jVgu6CFTDtuf8+PpPiLT3ahQ+OTOP8wNsaNE5jZYcAwO7UFYxNDDE6tLriVsY92y6Y1eudT1kmnu+MneIqZkFxBqstRjjUA7Gy/ex9uGZNEYrOioAZIIfOfkmzg/AUygD5b0jjI0Mc2F+NhWaKpB2wgHkVA7TrzB+QGXfKJcunMqUcTaBBPjy6UmOnFjA1kN03mNf+R4uvftaz+AWK/bDBPiTL74FxmKcwdZD9u4Z+S/cFIEuZztAsa9IPp8HaxkbHeTtU9OwgxeTOAFZm56IPV4BxAqF/C7GRvewtnhmR/BuAgCy+vIjHWf70RPn2ahuUL9Tp5gv9QRyqxJ7pHYTaHwZmWoApb4SfX0exgUol31gAcisi61UkoBcPDfVGqkAhb4CA/khBovDfPzBK5Ch/N0yzyIAgDaNeQ6gnfDpJ3OUitnLH5f5b7I1XNIEZOn8QVS4+TMDL7263GrIpEjK/EG3NVzSV4JWBcSA8xsvIan3pGTei4A0X6PqtToutIjJcFdMRDPvRaAV1vep3b6Nf6fWEzgu82bEzoKYEMDlco0EatVqTwJxmUcX7iW2Z7Lj/4b/AnyPK2acE6GNAAAAAElFTkSuQmCC) 2 2, auto;}
11.111111111111%,12.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjElEQVRYheWXT2gcVRzHP++9nZ3sdps/pKYJTdCTBy8eFAKmBNJaEQyIQWqr9mAtGKGCoVIisWrtoVUpGKlKatqcPAk9CUVBheLFkzeF3hTRUlBBSDY7M+/9PEwn7uzOzs669OQPFnZm33uf7+/3fu/3ewv/d1NN36XguLsn4OG/f8FYjZESSoSS0xir+GZ87K4JSwmY/uvXNrgOHFocZtOiQ4dB0KFDb0Vcm72/b2EpAY/8eWsHriMwoXSE68jF7yKLbji0dbHYRsTG8enCIlICZv74PdPz6w9MpSaJCM989VMmXDlBb0esn9xfKBq6+SHxvBUuIqmPUioXrkPHSxe+5eVzX0Oc3B0TPBWBA7duZ8IzJyrFsc9/yISrRrxl2mlUaDChYfXdmcyItIZHHvv5t67wZhEvXP2+K1xZQ8lpPGU4f/GhFLvUumiScEWtE/yjt+a6TRVAtQlIsr2oNcPXlv+FPvrkaWxgIQKDwTcDDHgeVc9ndGSI3bUa51afk/YI3DlqCzduopTKzYETl75LwQ88fRoXBmA1oNFGsNbinOOL62d5av5tQqvZrNfZXasBGVvQfM6TjG8V0Qy/vDQbe3x4GRyIMYgNEfFQxlCplpBAmJ9/gwHPQ2lFaIV6PYzXauHLwo2bbUXms4UHU4Oa4XNHX0fCEO00xjOIEwarZbRohgeHWb/0au4WZhUJOfzlj13P+eWlWQ4eXUFJHGIbCVrgvqlxNj481Y2xY21bABSCHzp2BglDMBqtYGrfKBN7RriwcqIrtKuAPLhqWAA87WF9jQ1D7p3cy5X3lwp5XExADnxteY5DR1ZwQYQpl5ic3MOV917pGbzDynyZA3/8+TfBOqyzuCBi39jof+F2EdChtgNU/Sq+74NzTOwd4p3XnoU+LiZZAtTG8enM8gqgrKLi72Ji/B42PjjVF7yTAAC1fnJ/W21/4shZtre2aWw2qPq1frhdBcQ/NnU1gJpfo1wuYSVES/GGlZhcU211PU+A+uTMwZ2WClDxKgz6wwztGuHji4vQY/jVgrSNz40AgLFxPwcwotBKU6v0Fv4sz4sKUKvnZyjdSUANXP10cSchi1qW57dV3OEKreSpOALaweKLa4XvC3mej4lSRQWo5BoV1BtI5NAF8y/P88QyS3Enc0FAPQjQrvcTkFjieWJFNzO+QHqKsqeob231DG71PLVwD9a6SN//Df8Bfpg4jXgL1FUAAAAASUVORK5CYII=) 2 2, auto;}
12.222222222222%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhUlEQVRYheWWT2gcVRjAf997O7vZ7bJJSG0b7GpP3ouFgC1KTFsEPWipKaSCCIWIKDYEQ6WtmAoiaClFbYim5O7BQ3sIiHgQPXj1UNS7XmIVPOxm5817z8N2153d2ZnJhp78YGF2duf9ft83788H//eQnmuf838PT+DYP9toq9BWEO8phA5tPN8dOfDQxGICM3/fH4Ar41DOoRsWZRyaB/eaEV+ffGLPYjGBp/78qwtXoUNHfihcGYeKHDqyqLB9rYxDtSI2F2dyS8QEjm/fT8x862g99tDZrV+GwsV51E7ExtKJXNWICTzz+/ZA5ltH63gfn58igveeV776ORGuIoe02lVbW51LFVG9X7TxmXAA7z0ikglXTvHmpe95e/lHaK+ygcH6rfzpX/9IhfdX4rX1n4bCxWi00YjVjClFUTTXrj8ZYxf6B+1MuLwxDP75B7NZj3pABgQ6sz1v9MLXr/wHPfnCCtZYMFBQmrHCGOUgoByUmJocp1at8v7N836wAg+W2plvf+tOtsTMRbhw44cY/NkzK7gwBKtAFEp7rLVY5zAu4s6dVc6/+CGNZpNatQokvILedT5/916iRC/8i3eebmd89hJY8FrjncH7ANGacqWADz2BFs69tEpRFzHW02iaIQJ9m0xnxvdGL3x2/l28MTjj0EWNdgG12j6UV0zUJti4dTH1FSatTT9/917qJtOBz527jDiLcw5rPcrBkccOsfnZchajGwMVAHLBTy1cxRsDWqEE6oenmN4/yUdXL2RCMwXS4NKyAAQqwJYU1hgerx/k9vWlXBnnE0iBr1+Z5dT8ZVwYoYsFDtf3c/uTt3YN7rISb6bAn1t4DyKHdRYXRjx6YGoUbobAkL0doFKsUCqVwDmmD45zbWUB9tCYJAnI5uJM4vYKIFYol/YxfegRNj9d3hN8mACAbCydGNjbn395lZ3mDq1Gi0qpuhdupkD7x55TDaBaqlIsFrDeoMh/YI0qIGurc90jFaAclKkVJxivTHLrxuswQvn9NxLb11MrAKBt+zwHCJSgRFGtjF5+Oe1j0lkCcvPj44yp9t80EGhB+0zvgejPPK8AAEVpV0A5WP9ykSB5rNTozxygIT5XKtJpo8JmizdeXUPtYv4Nyxyg4mWwI0oLF4Y0whBxu2jZhmRe8ZLcEw4bB/CFQCgAO41GboGk6MBHCd/32VU0ZLC/+xdyTzvVlmpIvwAAAABJRU5ErkJggg==) 2 2, auto;}
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14.444444444444%,15.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15.555555555556%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.666666666667%,17.677777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
17.777777777778%,18.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.888888888889%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,21.011111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
21.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYheWWXWscVRiAn/ecmd1uMvmyJDTapr3yDygEm6CmaUIxUVFCQKsXQikWCSqpIWmJ0hasaSwYahMaU/IHxAuh9CLglfhxJSIU8Qf0QrGFXmS7u3PO8SK7k53Zz+bjyvdqdvbsPs/7nnfeM/B/Dym7dk2u2z+B5795hC4YtHEIDs9YtHH8MN2zb2Ixgf7lh/xyrpPBrx9EcGUsCovOGZSxaFW8lw/57uqzuxaLCRy/8SDKXIUWbV1NuDIWZS3aGVS4da1CizIh66v9TUvEBAZu/Fs187vzR2I/mpj5syZcrCNNyMraYFPViAm89NU/FZnfnT+Cc/H+FBHemv6jJjylLCkxHFCWKyvDdUViAieu/12ReRJeLvHu1G914SmlSIumVWs+WBqoKpK0cqPX7jeEl0u8d/bXhvCUaDJKkRLN5PXnYmwv+aelhkvGz6jo+gW2v68Fn785VFeerbkjFQKlbq8Wx8Xxk4sXrRy+eGsbOnFyBozBB3ytafEOkPF9Wvw0T3V10BYEnF067SorUHzU3pz7CxGJbUM5XEQ4d+bHGHz8xAzO5vFQCAqUIzQGZS15G+JZIW8Um9ksbUEAVNmC8ud88vy9SCJW9jL40uqLALx2chYFhE5jXQHnfEQ06YyH5xxaC+ILKCE0jly2UEMgMWROf/g7IvGyl8NPDc0hrsDsxgILo7No7dPW3oqvFAc7O/ly7aOq2xklU+Wemzx/r+6QKcHHhi+ixPD9xlVeeXkGT0HfsUPcXJ9uxIiiogJAU/DxkXnEFZjbWGB8BA4f6+Hp3i4ufXGmIbShQKMJB5D2fb69c5lXRxR9R7tZuf1xlLGTRSfuk0gi+bmxQB344q0hXh+5yPSdz5gYg76jvSzfnoplnYTVggNl0yVZgRrwN059isJybfQCyoYcfuZg9Dsni/VHZ9MCNWY7QHtLC+l0GsHS3dvBhctvQzH7epk+iYCsr/ZXHa8AvghBppVDvd0sb3W77CTzegIAsrI2WDHb3xm7RO7xY0wuR3tLsL14B5k3EgCInWoAXUGAn/LImwJaVR5Yey0gV1aGoyMVIMhk6GnvpLuji8+X34c9eCmtWwGATPE8B0hpwVOK9iCIrdmPHiiFTC0NkCk2oAY8LVFDRot20QNVB1EyShXQFpSAJztOuCIabgEgpdeoQjYHoUXvTf8BTVagFCafp5DPo+zeGTQrIIBTvqCA7Obmngk8afMkN3/Xj+F/HMHfuiiafhEAAAAASUVORK5CYII=) 2 2, auto;}
22.222222222222%,23.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYheWW3WscVRjGf+85M/uRTD6rxVqid/4DCgFTLEnaIDTQam1RSxFjasUiLRRqY40hGtoG04utaKmm5NarXhmKFsSL3nghIkKR/gFeVFQQ7HZn95zjxWa2O7uzs7ttcuV7tTPM7PN7nnnPew7830vqfrsOn9s6gOcu/YOuGLRxCA7PWrRxfL+wfcvAYgCjy383iStjUWLRJYOyFi0OZS0qrHC98Mwjg8UAnj//F4Lj1twwE4t30da1FFfWVu85g6pYlLMoY/FchWtrox1DxADGzv+Z6PzGxZHYS6+891tLcU8cOVWhsLqrozRiALuX/kBVbMz5jYsjOBfvTxHhtXd/bSmeUZasGLLKMn9lMhUkBjCxeLfJeaN4PcTRYz+nimeUIiuaQGtmC2OJII1Ubmrh9ybxdVTtgX3YGMRbb/7YVjwjmpxSZERz4NKzMW2v0VnUcI01LY5vXHOKrcTf/3w8Mbl6s4A0AUTd3lhJ4kBMfOnqA9FX95zBGYMP+FrT6+XI+T69fpbhoQH6goCZwhHXnMDGUnv55B1EBOdcLPaoRISTs7di4vsnzoAN8VAICpTDmGqioa3gWSE0in+LRfqCoJpgUgLROj984nYNopX4p1++AMBLe86igbLTGFfGOR8RTTbvoZ1DaUF8ASVUjKNULLcAaBgyR97+BZF4/PXi0+Nz4Mpcv3mBg1Mf4GmfoL+XjFIMDw6yvHoq8dPVzCTcc4dP3E4dMpH4/slziBistTjjOP7DCt/NrHB57XQ7jVo1JQB0JH5g7zy4MhaFKHhyZBs/zX3F5bXZtqJtAdpNOICs71M2CmfKHLu5zPSDldPVDqkSb6aIL10d5+Dec3y9Po+vNU89vSMSl3pxJ3Oxzm28TgdIET/04kcoLIemPuTo+gI7d25LdCbugqRdpwK0mu0A/T09ZLNZBMu3Myuc/fj1yH2q01aVBCDX1kYTxyuAJ0KQ7+WJHY/zWbXbO3LaDQCAFFZ3Nc32N/YtEt6/jymV6O8JYi9067wdAEBsVwMYCgL8jEdoyigVH8/dOu8EQOavTNa2VIC+fJ7t/YM8NjDEJ1+8A5twKE1NACC/sZ8DZLSglWIgCNq8tXkAcrwwRm6jARXga6k1ZH09bA8kTsLGihLQFhASzwtb0QO1/46OUeViCSq2CrJJ1VECUdkwpBiGiUe2rQYQwClfUEDx3r1NA+j2uzV+/Edehv8B993a1mMLng4AAAAASUVORK5CYII=) 2 2, auto;}
23.333333333333%,24.344444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
24.444444444444%,25.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25.555555555556%,26.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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27.777777777778%,28.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpklEQVRYheWWwWscZRTAf+99MzvZzSZpWo2NbdCT92IhYIqSphFRaTRKQUttgylJlGIlobTUFNQqemghB1MjKcF/wINIc+vJi6cgQhFvvXiwqCCSZHdnvs9Ddqc7u7OzG21PPlgYZueb3++9782bgf97SN2x6/C6hydw+LW/MDbCWIeIw3MW4xy3vx14aGIJgeFX/2yCq7WoWkwlIqcWNY6cWro05OtvnvrPYgmBZyb+iOFqqwJV+K1bB5mcuBvDfbV4avFNRFA9zqnF15DFteGOJRICI6/8npr5+vpQYtH06z+3hBtxBBoyv3qko2okBJ6buNeU+fr6EM4l+1NEOPfGTy3hnlpyEuGrZfrGWKZIQuDo8d+aMm+E10tcPLWRCc+pkhdDtzG8uDSSKtJo5Z4//mtbeL3Ex1M/tIUHYuhSJRDD4WtPJ9he401rDScNarNofPwl9v71LeBvfTGaKc/O3JEmgZxaJifupq5YEceMS5rVw+dW7kNnjl2AKMIDcsbQ7XUR+IbAN/T191AsFji5dNY1CdSe89OTvyAiiW2oh4sI16a/T8BPH72AtWV8FEVZvv05c6PzRNZStiHGgkawtbVNsVgAUrag/jmfPXEnlqgvez38va+eBWDq2EUMUHaG0FXIOZ93xi+Rywd4ziFGwFdEFRcJla0wXaBxyCyc/BFpaIh6+KnRSzhXQazFGoNvfAq93fiq7N2zhw9Wz6duZ5xMyjk3e+JO5pCpwc+MXQaJsNbiIoencODJ/Vxdm2/HiKOpAkBH8KnxRZyr4FBEYf/QPgYG+1n4bLottK1AuwkHEPg+lUiJogqPP/EYn958v6OMOxLIgs+tjPL2+GXEhvjGY/DgI1y9eW7X4EyBLPjZF65AVCGMdhYPHtj3b7hxaNrJVrMdoLdQIAgCwLJ3sI93P3oTMrKfcZI5z9MEZHFtOHW8Avgi9OS7GRh8lE92uj2z9CviMv9PrQAg86tHmmb7+Zc+pLS9TVgq0VcoZt23bebtBAASbzWA/mKR699doRRVULVZS1Mzd4eSUu6QuCwBmb4xFr9SAXryea6fWWagr5+F5VlIKX9W5rKRlJINJ5kVAMhX3+cAvhGMKr3F1uXvJPP6aCcgLy+N0FVtQAU8I3FDdhqNme9GACCugFqLZx2ms/7KzHw3AlL7jCptbWLDELXZDRgvzMi8FqmTsFWUy5uUyyWsLe9m2QMREMCJr4Bjc/PvByaw23ANv+yLO+iBfwBN3bb0EFLr3wAAAABJRU5ErkJggg==) 2 2, auto;}
28.888888888889%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,31.011111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.111111111111%,32.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
32.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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34.444444444444%,35.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
35.555555555556%,36.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36.666666666667%,37.677777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.777777777778%,38.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38.888888888889%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,41.011111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
41.111111111111%,42.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42.222222222222%,43.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44.444444444444%,45.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45.555555555556%,46.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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47.777777777778%,48.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
48.888888888889%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,51.011111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
51.111111111111%,52.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52.222222222222%,53.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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55.555555555556%,56.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.666666666667%,57.677777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
57.777777777778%,58.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
58.888888888889%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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62.222222222222%,63.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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64.444444444444%,65.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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67.777777777778%,68.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.888888888889%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,71.011111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
71.111111111111%,72.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
72.222222222222%,73.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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74.444444444444%,75.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75.555555555556%,76.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
76.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
77.777777777778%,78.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYheWWz2scVRzAP9/3Znay221+0Ng22FUP4j9gIGBKJU0rhZ7UWIjFg1CIPRSUQKMU448iSCFKwBpaUnIQPIn0INSTl3rxJCIWES9eVJSqCM125817z0O7y87u7M5sNj35hYFhmNnP5/v2+77fB//3kLZ7X/C9Byfw7z/TGK8xXuO9ELsA4zWP7//qgYmlBG7/PdMFN07hnKJu7917r0mcYjtRnHji86HFUgK///VUCx47ReJ1T3ji7l9WEzuFdYrYKeJEcXZmq7BESuC327OZmU/XbqQ++uLHhZ5w64VGolg+vFloNVICv/z5dFfm07UbeJ+uTxHhs+8Xe8ITp2hYwTjFxfmNviIpgZ//ONqVeSe8XeKTb1/qC3dKYbRgtObD2fVMkU4r/8Ovz+TC2yU2vnk5F+61RqkRRJdYe/LtFDvo/NFmwRWNXvD35i7nfeoB6RJoVnvRaIevzl1pPT95/hjGWgygdUgwMkIYlgmjMhNjk1Sre1k//ZbvEmhutS9/eg4R6VsD3nsu3VxqwZ89f5Q4dlgFKNBekViLcxaXJDixWJVQr9+hWt0LZPwF7fv8+q1TmRIiwtrXZ7h0c4mVI1cBeP71Y1hAa48zHh96lBYqQZnEg5aAUDRKBOsNdVPPFuhsMp9+dxqRdK02M185cpUX3pjDGI9xjpLW2FAzumcUrxSj4+NsvLrZiUgnk/HMX791qm+TSZy6B78wj7eCc47EWzyKRw4+xuXlrTxGK7pWACgEX3zzOMZ4tAJBcWhfjcmJKVbPvJ8LzRXI63AAKgyJlMUYS+3Ao3zw2rVCGRcS6AdfnbvCwoXjxImjFGhqk4dYO3dtYHAzMjtOP/ji6gmsA2ctceLYv+/hnXBzBHr0doBSpUIURTgHB8amWHnxXRjiYJIlIGdntjLbK4AVIdpT5uBDU3y0XHzuDyIAIMuHN7t6+8I7J6nfvcudRoOoWhmGmysAkJpqAFG1ShiUwFj8AANrpwJycX6jNVIBwnKZaHyUysQY6698DLtwKM3chu1h789zAC0RTgylajQstxV56yhrs+soNdJ6XUsJUeGuCeSuAIDoEgAOhQDSPcV3HEUqSZrHqHojJnEeV+izYjFQKnHsiONt3C7tgEEEBPChBEDA9nZ91wQG3Uad57OhtuGSeP8fYVglfdv6TKUAAAAASUVORK5CYII=) 2 2, auto;}
78.888888888889%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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81.111111111111%,82.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
82.222222222222%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
83.333333333333%,84.344444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
84.444444444444%,85.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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87.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
88.888888888889%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpUlEQVRYheWXzWtcVRiHn/ece2cmkztN05rW0UZd+Q8oBExR0ljxYyE1Wqm1QdOIghUsIWlNa/ygiERUQk1rNGX+g66EbsSVG1ciQhE33blQVBDsdO7ce46LyR3nztyvGLry3czMmXvO7/m95/C+58L/PaTnuy343O0DePevBwlCjbEarGCMQ2g1H+375raBxQDO/zkxIB4ahRiFH2qMUSjb+fQDxZf3X90xWAxg+Y+HuuKBURirY+Kf3fMVp24cwQ8U1iiMURBqAtP5rUwZFZRpTKwXhogD/D6Z6Pzi+LXYpPmfnk0VF6tRQYXNg6uFshEDOPvbIwPOL45fw9r4+RQR5n48liquTAkJSyhT5vL0mUyQGMDir4cGnPeL90Kc+P5EprhSJUSX0dpjbXI2EaSfyi788liueC/Ey9+9nisuuoRSFUSX+fiBJ2LaTv+i0YErGmni61On86ZaQAYAotO+nrRlKux5UHeGesQ3pla6fz+69CJhaAEXrV2cShXXHcItDzM6sgfPq7F2fNYOACirOXXjCK/8/AwiMngArYOVABFh/tulmPihpRmMb0E5oEBZ4evVBtOLJzGBjxGHUPk0m3/jeTUgYQuiImONYu760QEIKwFina74Fw9f6Dg++xygsbqNbYdY1yJaeHJ5npLjoEXjiqAEQhvQbLeSAfqLzOwPxxGJb0ev+NRbT2PbgjGC1gbtanYN11DKZffuPWy++cHgVvZmNGHMzl0/mllkIvHpczNIKBhjCK1F4XDfneM0Fj7J0+jGQAaAQuKH357BtgWUQSGM761TH63z4fz5XNFcgLwKB+C6FULlE7aFe/cf4MrptUKOCwFkiW9MrXD43POYQNBOiQN37OPKG59uWzgTIEv88ZVjhG0ICQCHu/fe9V90/9VKHEyp7QDVao1yuQxGqI+M8f4Li7CDi0kSgDQm1hPLK4CIy9CwR31sP42FYqm3EqQ2lbSiL5sHVwdq+1PvneTWrRatVkjV21XA39Zi1kmFzOw6vV0NwPNGKTkuYbuF2uoFWZHlvAiAXJ4+022pAENDNa4uX2JkdIxLr70DebedBOfyary55PZdrauI7uy/Fpe5zy/geSOZc7Kc2414Xc8DkLXJl1CqEuGgxekeyNRJBZxHkVyK+ydvnQGDRtCIzd///uh3HkWRq49E16hmq01gOiBFI815FIUyEIXvG3y/ua0rW5rz7QIIYF1RgOLmzWZhgCILbyf607njd8N/AKupwfqnOrQDAAAAAElFTkSuQmCC) 2 2, auto;}
90%,91.011111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
91.111111111111%,92.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
92.222222222222%,93.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.333333333333%,94.344444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
94.444444444444%,95.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
95.555555555556%,96.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
96.666666666667%,97.677777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
97.777777777778%,98.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
98.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur74066 3s linear infinite forwards;
}