@keyframes rwdcur255794 {
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2.5%,4.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGoElEQVR4nO3bbYxUVxkH8N+5O7sUaFdURCw2QZsaGo3WxhAisYkvtLwU+FCNFkmD0hqWbRqjNY0a4ycT01oNEktMrIj9YBSVAIXExmol0vJSaG0NIXRDKaWALULLm7Ds3uOHM7O7sDuzs7szLEv2n0w2s/fec/7P/zznuc85c57gGwoafVE0DrlaI4BM5ikrHarqmQc0yd0pmiDWgVPiVdDomYIG0/E7TXXphAtowFF3UaUAr2v2AY9qMFVDsZ1YY14dOO/hgqAgw1Rco3Y+UMCbOI5/+YGn/bnqZ9c5Fm4KX42z4zrjTTIFWY24lYw/iJMKha4LjbiuBh2QjH8DJ/Ci7/qbHw+0ifhKfDbEsDDeETdqNNFNhi5CySNPXky12GPxhrFK83ZwKOAAXpeM//vAje+i1Ba3BWFenBU3ajDJx6TpNFgRktv3otujR0nlcYPsoBGvYD9e8JBnPDzIlroptcUdIQ/z4x1xvQaTfcrgROiURv6SWFLodWNJhPEDaDxIxr+MPdjtIf8YuvFdlPbHHeEvYWG8Pa5XMNlnJOadVXJrx6m+L/cWgG4Rxhb/NlbRyS68iF2+Y4ufVEFtQIj7447wVJgfZ8VNCiaZVeRXyRM6JZc/X/6WvgUgidAgCbBHCh59xYYMb+Ml7PZtW/y0oiVDQNwfnw9PhTkxjxvlrnej8l6Q4wb9TufyAlB6f/OkXLBP0N7HXZlGBQesssXP+zNiqIivxt1ha1gYx8SV9mmWQltvnDfVDM1uq9xeZQFInlBwWmahx+yzvI+UqUluUxkidUDcE583y0yFMvwf0+5emwRz+0ug+heg2+3buxq/ErBCTkUuVQ1IVhs2IxejAgw3geHGqAAVrwaKy9FsSOuD4UFa5fYzxOUvh+LnAIKz8isk+leLRqe9hTPSIJZB3wKUcvtt2IkXfN8qh2tOso4Im8IPHXDA09LLMtPnpkpvAYKUHezCTnnYHpZ6zq/qyrYOiAfj3rA5zNFmv626d6YuwcUClOb8v/Gy3Hb3xW3x1/WnWx/EN+LesDnM85o2u3V7Qg90fy0Zvw/75La5z3Yj1vgS4uG4N2wK8x3SZq+UH/YI6BcLcAAH5bZZejUYX0JRhDmOaPOqi0RIAgQcwVEd4dnwNdv9Znio1g/xcGwLT4Y53rLPUWkZHdJ+fVo7n9Lhn5bGHfG3w0u1fohHYlvYEOY5YW9pfyPT7rQG5zxnqZ2uWuNLiEdjW9gQ5jvvkNy5gnYvaXSj7SPrPT8UxCOxzTs+Ydzl28MYxShGMYpRjGIUoxjFlYZgsQmaLRD80S+cHW5Clw33m+2MYw1mulVmI6aYbqOdNT2OdGWixVcE6zQ4nckUijvAS0SPa63i98KRjBaLBE+UtoKyrsMQU9BoifwqFqHFYqwxUaF0uCLpEDEBN6PJPTqt1nqV/WqUjF9tioL3d/+728hOvBufxBiLdXriqvGEZe4RrTFVwQ3SgBcj3cWj3IH3YSausUiHNVpGuAjLLMHjpsncJG3/9Qjzvd38Aibj8xhnkU5rtNblIG39sawY2D+u4GZpgC95x/U9z9vxQcxDs0XFwDiysNwimdWmy9yq7Gmy8oGuHR+SPCG3QDS19izriAvu9hHMkLy6THZTOdJ34Np+77oyEXUfkauQ2vVv2iVBYwQhr4b7SBzbmmJUgOEmMNyoToAgL86oqw6Vs7xSrU6uoMMtvm4CvZKiTC43xh6/vIz7CfeaJtes7zd8u9x7qgnelQWIUh3RWNfKrS97UqwDnTZodfdl2VRpcT9WVsxPL6iq8KOyAKW1wRLlz+VneAebLXDC77X6cl1FWOYB0QqfpSu9LYfxOGcIeUBebGCMVJzQ12cMrsdcvMudOqzVOuiim8po8U2scJu0am2swGustMLNpKM/ZUTo2wOCZPyZAZC7Tkqb/2quU9YWPeH0AFqojGT8z8zANKkirZoErXTqrYwIvQUIknKDoX4NPo2t5jpjrVZfqokILb6FR90i1TceN7DsNOj2hEtQ6HVjJ0OawU2Se+4229kaiNDiQcEjpknbdm8PgVupBKiHeN0ClKLBuSF0UEITPoo9ZvufP2l116BEWO5BmUd8WNqjONnfA1Vy61EE1i3ASam6qlYLnwa8F4fdLlpf9ITjVT+/3PfwIxOKbVVXddw/SvGt+FYryB0THPeaJrWuHk/b7Rk+J/oC/lDVcy0mCu5DuxPO+W9NWSVkmmX+k1Kb5SYJdRCgJ3JvWjWAQ0nLTRRqWs7dF6fj/wcCQ/RmKzGyLwAAAABJRU5ErkJggg==) 31 31, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGi0lEQVR4nO3bb4gcdx3H8dfMzW4217ONsYppL/VMa4Q0hFqL+KAF8U+ktpUixRLyoIpN93KijwTxsQ8Kitb+ub3LH/RRGg0lrcF4D4SCtJSgBmNJQ7GhhMTWmCZpDPaa3O7O+mBmcne53b3du91sEu4Nw97u/X6/+X4/853fzHx/3wnAg+5yuxXKYp0mAKETjtjnVEt9vq5gtbsUFMRdsSlUU3HOochWNwu9ompAX8d3RIwaBv0YP2up3x3W4s9q8qK0f6eJ8VFbIoE8Cm5FvoM768Mk/g3+oKbUct9Rr/u+n6j5hRvxMVQ7ZFcg8fFfmFKIUodj/bipQzvqw//wHmL7BB415kJbY4z6pRGxs55yA25BZZF2Zc5PXvolji79WcOy1PjFnHURzuEoLnpJaJPRNp3PKPmVEbETnpbHpyQHaCFRmjn/4ez+0axGmQg5CxMhj9M4jIv2Cm1esPMZJc8YETvqWXmslURCOyLMPPKX9YvmNM5EiLR3OuRxCn/FBXv12WTUVBsjNKbkOSNiR4zK406UtSZCkH5eduQz5gogbbicS1eFvhkD1aMPJ/AqJr0gsrljzmeUlIzg76kI95g/Sqvp9mHjJvUFYLYI7+CC+iKE6Q5exQf2iDzWceczEhFifzEGbtU4SgN8coZ9DWgsgBmdX8JFZwUN5uGagtA+kS2LPufno2TciIoDnkwPSP04KFtpo8j65sM1F4DpWbdqk7wDAv1129WcNrroC1VrlOw0Ym96DzObQJxOdq+IrW166mpFgCDdyk7Z6TzOL8TmjlNytun/v2vq0uzfhLDlHQZttL0aaNHea8upLrAkQK8N6DXzC5C1mH+6vPoINb+BM58AOckTXRXHu5CY6CZlsTOSu4QmV4PGAizDW/gj+HVwMDjUYRO7y5QnvaHiNUn0NoiE+gLkcQwTmLRTaEvtTDfSMl3kd54XesxBUw5q+DwzV4CcJFvyMi7aLlL07DUW/hnPpCIcNuUNdUWI5nw7iX+gbLtxxStjaRcZ81sjYv+0y5TIKrNEmI6APkky4xDKxo1dB85nlOwR2OyYKcdN397LBAglaaw3UVES2tobS7vImD36bPauC05O/xylOfIwzd4+Z8wPemRi9xn1Qppo3S2QFwhDVVMCoUBJ6Tp2PqNkr8Cm9Fsl8B2hfncLHO56MuNqYqsNat7ttRlLLLHEEkssscQSS/SKwPcU5P1IxfN2eLvXBl0RnpDHD+W8HMq7WZ+fynlR0WCvbbsi9HlKzs9xbyjJm1bkbBDYr+iWHpvXXYaNioykmZA4+aiJrcYKGzBx3UbCsFE5I1ZJcp+1aQGSTPA6rLRBzX5Ft/XO0g5TRNGYnBG3S6rh0jTvdE4wlqwFfB4fT0UYvg5ESDKb2ywz7E6sNKuqZHZavCoR4V6ssl7VxDUdCYnzOyzzhHvwCXNqDeeuC1QltUFfwaB1qiYMG+qupV2gKFSzQ8Hj7pPUC5XnNqu/MlTBAB7Cp61T83tbreietV0g8LQBj/saVmtYZdp4bbCMj2AjcjYoW9N5K7vIlC+7G3fQrGat+epwVbJaFKobPlc1NS1VvM5fH5Ctic6zzn7VkS2Jd6xI6jplSYBeG9Br2hHgylSBdopaazUNzUufsomkgpxvGLZGrW55aoTXjDvWtqELoahfYKOagsvn+UBy9SpboWreybu5ADEKWIXJS8XJswkk19nzjhl2v3FvtubFAimK8BvLfNuAxrN8bNZDTyOaC5DdFj8quQ9oJEAZE4a8ZULRA7Y50ny3C6QoL7bLTR7xoOTANCuXz95dakLjOSCQhP55yasmFYmjl29T6ShfxRpDYvsV5ytSXwBFBTW73OgRGyUPNhca2JTZVecVmcupHwHZUW3n7i/CfYgNOW6/YQ8Yd7iNERpTVMAuA77lS5JH2vdb7DtPseRcAbIjP0/o1KVP8ipL1W3eMZHOCYsToSiP3fo97Iu4AWfaHCMwqy5oJnMFqJr5Xl37hFiPqkH/MZFGwusLGquoILDbcg/7nGQ++u8ibGsqQCg5Xz5YxA5mjvUZ1Aw6bb+ih2zTXqVpUb/Qbst902clDzbnFmlXNjHOmPmSZ71A5H2J850qCA0ll9CcQRV/UnS/bf7WUt9h/UIvCmw0IHG83bBvRHaKJ5fHKFJzFgecrJcw6sDOkm2F0BdoUYDAkMAQjjqt4r2OWgWhUB5vJ2fFsHz6Q/dKYisu2N7G+FsVuv6aTtXk/wFeY8INn0adVQAAAABJRU5ErkJggg==) 31 31, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGUElEQVR4nO3bb4xUVxnH8c+9M7sgpUhJJa2NQmNLoLZgpBBNNTYErVjJhqQRtMUXRtNlp63/EmOMMTGmMX1h0hfO0DdKCDEm/kOtlFhTo4JIaElNWjASJCUhqLAulC67dHZ2xhdn7s7CzuzM7s7ssGS+yd2dOffcc57nd5577p17nxOBjG4s0EpKhuTkG6rbJxZZ1GJ78nKG0uWvu5RsVDLU9I5isAgvYHuDR30Rz+CiEkpNtimSFhnQa1MQoOget1hqEYpN6yRs5zGsgP0NH1tyUOSilOWWIt1Eu2IMo99tUpakyx2GE+DdmqN2VO7oDQzLizwq6xcNH7/TcRkfV7DfZXdZoTkiRCgIg1ImPfapVK4wv/x/Jp3E+CfOuCLlUVm/mnI7WSdlbHLBPiessBrzMDoD2wq44ioh01dVKAnGLzA9ERLnX8NpQ1K2T8v5hCDCwwY877iV1mOhqYsQYQSXJu5KTywSnLhpGp2kcAQnxkb+11NsZSJBhM3Oed4rVvqYMKWOTMGuPN6uvru6ANdGQrJN1gkcwDFXpG2V89sGTaxPEgn/ts8BK23CEvUjoagS9jXmtrjmwSVhRG9Cd7mxWlsJf8OrhprufELWKV0edsZxLzJ2wa5lUyzMZ3UmzuoRkJCIsF+Y0WvVLmHQkC5b5fyuvjfTJOuUjM3O+I2fuleX6iNbxDvwafU8rLM7EsLsf3jLj6XtUf2OMS12StbrdZ2YKUGEhwz7oOGq45tXdK9hP3BF7ObJm6ujT5kUYq/Z6U9TtbclZJ3F2Zr7+wxIjZ0Ik1K3wjTrtpuGbZ1LTrWEjgDtNqDd1Beg3k3Q9UwDwzt5lVi4puYbbe46oig2IlzBJqG2UynhJuMPOO+i9HVyCWyMEwqO+DMuoKt2xeoCJKUv4e8uim2R9UqTjWwdOZfEepx1xIt4S807nokCJCUHcdyALlvk5tToB3LO6dKj32EHcVklqscRT/hWwlGcnMPOJ+T8R1qPCw47KjwKuyYSKgJEgvOv47QBaT2y/jJ71raInHNSNrvksGOCCOOGPXyMhNn+JM7qLzt/cPatbRE5/WKbDTrklHBVK1/a47G//Tjv3A3nfEIQocewg85VipNgSCsYFNki61BbDJwNcvpFthh1SElaKblNuN/bIs/K3cDOJ7xsyDovGPVfI/7YbnM6dOjQoUOHDh06tItwK/wle3zYKi870GZ7ZoeMjdbbba3fhx9D86xW8rRe32izaa0n40Ele/ERKUuCAEVFC5D2jF7fbKuBrSRjg5K95lsoUiD5OVzCLbgTse/fkCJkbDDql5ZYbGmluCJAEbdjpSDC477VBjNbQ5+NCva63WLLymXlh6NXPxQdxTJ8AClPe9y3Z9HM1pCx0ai9lllkRbls3JPhqwUoCclH78OHkPK9OS1CxieM2OsuC91HtazT6i9G8liFByUifKelhraCPp804ufusdBaVZ1nsldjeazGQ+j2XX0+0xpLW8AOyxXttsYiHy2X1UiWmjxLLI/78C6MWt5UI1tJZKkut1qj8oK3BvXf+FZy8Qozt2zWKIoUx1L4JmFuvfKeKg0kft/YAjRAR4B2G9BuGheg2LQ1G62n0LitjWWKjiDvs77gbiF1+mqKug151VLP+mGjXc+A7T6laKv58lUmuoKC2+TDu796NJYsvRpLrJeyvma90z5vyHvw9frdzoAdHhH7iTt1m6d2svQCLFZ3XUH9CChgHTVcD6SEVSL7fE2v2HO+Wrfd6dBrm1G7rdNtg0pGSy3yeHPyJmsLkCRNDAn5NfVYho14yVfsENvpyw0c1Ti9tina7X7d1guO1TvTk1Usk6TKVRcgSZMfnIKBg8KqswfwV0/pxXNNEmGHbYr2WCNtNS5qfHVbIkKN6b66AEWNjfq1DOJWrMVRT5Uj4clptFSh1+eU7LZK2gpTcz4hEjytcsqkJ1ScrvPjeSfej2Oe0IfIk7LTaKfXYyK7LJf2XiHsZ7KuMTkdxrVRESDJEhueQQfjuRl346QnFMTITOn4Xo9J2eUOaXcI0TXTRZ2RkDU6LnM0CBALKaXDTehkPLGgeEGfjKJsg6fDDo+I7BEL0fiPJtqVrB4tEwQo+JFhD7jsSpO6qRAjMl/Jv6ZwzCX8TNGQAa1aPN3vTW80ueW5x/8BZuG7DhWCq1oAAAAASUVORK5CYII=) 31 31, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGaklEQVR4nO3b749UVxkH8M/cGaYLWbd0a2mlWGpTKrbRWoIb5EXVatR0gw1BQjbGNLGayt1EUxPjK1/0L6j6YmtimkAaGRGx4hTSqEFKjE1/JFraIGprbAO4tBTosszC7vzwxZ3LLuyd2bu7M2wX9ptssvfOc875Pt/7nHufc+5zWcC1jczF/0Lr0Kem3KaRAlWnjfiJ7YYSbR7WYbEfyLpZtW088mp2e9IByE34YYus77muxQMGKOMCag7L+llD25xAxkYZay3GIlRbzGcU5y3hcgGq6MTKFg4aYAxHUXbEkF47nGlo/5SSPhtcb68Oa3wE+RbyqdW5jAjiU7lJRkvqxGuzHCwQqf02hhx2Vq8d/jtlu4JBfXrV7HXcGquwGJVZ8qmiJPbroqSTBVAfMGvmImRFIf8PnPK6YRtSOR9jXISiN611Lz7EjO8Klzp/CSYLEBstrv863fDLYQQv412HnLPBDm9Ps5dYhA2q9jikx2dxg2hKpUVGxP/chOMEuo0x3RtRDsN4CSe87pxeBUdTtp6MWASKXtTjC+iWPhIqxp1vQrk5Fovmc/zXCAHex/M45pCRWTofo+AdfTY4oeh5PXpxo6kvyqgpnSeNANCFt/CaaH4nIcAxHPV3JQ+1xPkYsQj/s8de69ymsQAV3IUVWiRArW71b7xgUIcDkmMhhzNKHleYwZyfCpEIGw163KAPS54IZRfcr2KF29J1my4CaqIrn3fIL/SlpNx6FAzi0aY237ZL1tfTdtlsVl8TWBBgrgnMNRYEmGsCbUFCxtcI6QTI1i0zKZ8ac4manIzG+cplaC5ATZQKD4rygMDx2bG7Asg57i1RUrZoavPmAuRxCrtxzF+d9f3ZM2wzLviRd/3JXpwUZTpNVrWNBYjyOvbhuL/U09tTLSXbDmwzbMwm7/mD/SIfFmkoQrIAWQzhzzjhoJKNCk62hXA7sN2Qss1Oe84LokVag0iYLEBOtIh4EScdrF/5+eN8jG2GjNlsyHNexVmJN8Zg0tE5HMIpBw17SKHJHt4HHdsMG7XJWfv8S7QrdNklHz/MiLax3sAZBwzb6Ffz2PkY25RcsEXJs46K9gkm5AnjAuREApy1v+78B/+GlxbbDTtvixHP1gW46Pe4AG84hv3et2leh30jbFcyYouyfSpJ+xWfEXhkHmR6s8XDcr51lS4BFrCABSxgATPGd62w1eq5ptF2POJO33F7fDj+PAw8JvCq0Pq54HVFEPq0Dn+T8+P41MS1QIC8muJVKUJoDfbK6FRNSoXjCpGbdKsqCt1/5Vm2CaE1qoq6LLcEtfE3i5emhBncgeW6VTxzVYgQWquq6EbLrTBpx/hSAWp1g7uxUrfyPBch1KOi6GbL3SWx9GfyoiAOjjVYpVtZUejz7WXaBoR6lBWtcItPGq8WuQzJq6JqvcF63KPLmGeEHmgf2xYjtM6Yojss02O83inhhUmyALFaAR7AfZaq2K1/HkRCvx4Ve6y2zOdEPjSpMGu+Li6LxOjFakuN+mHrmLYJYx6z0jJfEV35OJoboLkAGZF6edyEqnyreLYNFXnduE6q2sJ0OyPVi521unC19cioqkpd43jNbw0tCDDXBOYa17wA6bfBa6jJe1QnOhJtMkb9vMHHEK1CqFOlwfiUlHVMp8g7nQAZ8dvV9TLelBw5gZrzQlsN+H16CtNAvy8pe0pGp+QnUlXV0um83UhnOipaG9wiL2NZok1WVEXysp226vOk36WnkQL9vmzMLvfp8gmNn/E1Uc6Ssqp8agEyovL3LD42hd2tqOnwikJLRYidv1eXL5qy6kNF9J4zBaYW4ALOp+tMBmsxqsNrCkLfMOC3KVsnI6w7f7cu60SFG2nSsZSVYs0FmI7zEwe+B2M6HFEQ6puxCP2+qmyXVTp9SlTpMZ1cNIUIkwWIG83E+RgB7sSYvP/4pdA3DfjNtPro96CKnW7X6eOiCo+ZJOITRUj1yUxGdNNLOYeaDvxRUSQc9bRQYMCvU7Xt96CqnW7VaaXI+dl8xBWLkPDsyl1iVDVzpRsNfD1KOpz2tFDOgB1N2/T7mpqCpZa4Ae+Z/RdsMZfKxb4SPpurKhnBkRYMljR4Rh5PCB0w0KDgMrQUP5WxxDD+qTXOT+QBNaX41LgAFU/I+mPbFrzRe4dhZe80tBk1JGezQJdym5gEAhWH29L3AuYh/g+1i9AQW8/apQAAAABJRU5ErkJggg==) 31 31, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGSElEQVR4nO3ba4ic1R3H8c8zMxvNzVxMVrutqd0u64KhbK2VBqxNQ1NQk1dSkF5SJRPcZCtSivgihIJIXxSpITTuLLGXN6UUKSEsSxBTpGCpYOhFSWuaxtZqo63QVG2yu7Ozz/TF2cnO7s7lmd2ZbLLuFxb2medc/v/f/M95znPmf1jiw0106b8+3xK5V9FoS3pJudaYVzzjsarlviJjnae06RTLKzbdkmBH0S8M+Clkym7cZ7mtltPUjtO4gBG0eatm2WcV7HOjonusxApMNNGWaNKWMReZKUBRbDVuRtykDjP4D/4Lcor669aJfU2koOB+G3Gd5ogQYQxvUB7jmWmFipMFV5Zdz5UM3sXrGJfDXrkE9XLy+nzDKP7qfrdiPQrzsKXkfMEsnzIVioewnc9QaMM5/ElwPmdvQ/VzCpMixE75qs9iI8bnYEvJ+ZHKtysLUDQlQuk6KdcIYfY7jHtaLkHYVyKI8E2jYid93Z34qOBMUsqdr+JDZQFMVsiYEiEJ1+AMfoO8Hxr0cAO1ZxNEeNBFsRftsh0fRz5B3ZnOR5WLVReA6SKk6nSYxp/xK+QdMuiRBGbWZ0oETthlBz6p9sQY4eLkXw3nqSdAiWV4Wfh2a9X4p+Y6XyIn1udBF8SGPaBD9WFZwC3oSdZ0fQEi4bF4Bqe9JO2EyLKKbWWckfJMsq4bJIiw1wV/9JqbVHouFOVN2KFNr1uSNZssAkol25xwxIHEdZpNzigO1iyzx3ppvUmbrDeypxM1INhCETXmU2MCLEKWBFhoAxaaxSdAnef+TJIJkFZ67l75gkUyl5byCajtUCQsgl7BW0g5PT/rLgNpp7yBvwhL8zrUFmAZXsVxjHlCzo/nb2GLGXDQiEOex1kuLdmqrByrC9CG03gBBY8bXMAFUKMMekTeIS/iTWERV2VeqCxABn/DbzHhcYO+2xJDW0kQ4aCTeFvVNe9sATLCeP89YgfkrkLnSwz6tnE/cErYnaowMaZmXb2D1wTnBzzReitbzKDvKHjSWZw36yufuozwnhD6sf1yi8D5EjmPKnjS28IGSdl8UC5Axigm7Dfge5fbxpYTRPi+MdNemKamhthLUp739CJ0vsSAx+yTEntvoU1ZYoklllhiiSuKXdo97LqFNqPlPGStPhtKl1MrwRV+JDakfxGLsNsGaS9Iear00ZQAaasU3aXo2UUpwm7t2gyJ9IqsKH08JUBRbA2W+7LYLxeVCFntMoas9DkrTMuAKReAa9GNFb5kwtFFIUJWu7Qhq93hJmGnq4zpb8exkB7Ti1W2KTim39rLZGrz2a1dyrA17tAt7A/OyH+avSM0gVXYgjW2Kjiq3/rWW9tksjqkDFvvdr1CdFfIKai8J1gQsrO2YZ2txq8yEbI6RIa0u90WIcFjQsWN0eq7wgUhO2sHNrpLwTF9V4EID7hRZNhH3GabkGtY0OCucIk8rsd9WOdORfuaamwrWOZR7Xrdg9VqOk+Sn7rGsUFIUwuplFc6q7RjrURpdfUFiITxEyNqWg5pK4nFEmeXXvk/draYJQEW2oCF5kMvwNyyvqpl/x6euyFN7L+hL7W+AKWUkxgjsnbbYbRiJxl9Xpe2x+E6ByPmSlaXlCNGdaiUKLlbbMTHJp9YiUgeAV9Atw1SU7sp04jwB93edEy/nQ47l7jtJGR1Ycgn9Nis+qGOmJqptDNIJsAYbphsuBopbMJRtzlnWL+7HfZOMjPqkNWJYTfrtlNY5NRakUyQ9ORTbQEiIdAKwlmbJK1tx3N6/ctx/e6ddyRkdYkct0mX7YLj/05QLxJyhFJqRkN1AUrOf1C7gYotfh6/1utdw5PDYW5zQla3lCEdumwRlrZVTn5UJCVsgNQQobIApeXvBw10NrPVz+Blvc5fEuEfDbWxR4+UITfo8mnB+bkc6IvUFGG2ACXn/zeHzspJ4Va86lPeN2yvuw0kjISsbmnDrtepR3grnc9pxnIRZlAuQLid19i5nFqkhGN4Z212wXF77HTE32vWyerRZthqnTYJIZ9k/qlHpGK8lx+czDuP95vQ2cyOY6Rtxk/wxaplH7JM2s+kdMoLaXrNPMRZmteiqTVE+cHJ/Ub83PxO6NXqPCNVZwgU5EUOKNhgrEWv3pGMtJMtaXuJq5D/A2l0lQ5y9odHAAAAAElFTkSuQmCC) 31 31, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGOklEQVR4nO3bb4xUVxnH8c+9c3eBleBCCRKFZlNprUKsrYm2GKNNk5oGCW5oNY1REtPKzq7tCxOr8U8TYnzRNyZNs+yuqS+Mb0wLJQQJqUHESpvGPxVJS6ilWHXdIo3Iv+XvzlxfnBnKLvN3d4Zl1/km82LunDn3eX7nueee+9znRPrcK3WP1EWNJkIkkfqbzX5S8/96LRPZCNLCp9HE8lI/TfCwNvdra/AJIozhIvJ2U4cAoxaZ75siHeY12C6CoBeQejuRF1uI5QWDG0EG5/AWUvuM+VJd//+ZA7K6RbbqMN+yKwyfKhHO4wgukCAvRTvmITfFEyQYFZwf9QK6Pe143f0M+JUe6x3zrIwFVhSO56dgWzEqz7ksZjKuwZzCkcmKkOA0DuGMveg25MQke2OwIMKIrTIWWFU4PhkRIlwqfCaYPJ52xbiojwQnsR+n7cU6Q07VbehEBu3Wo9s/bZNY4OOF4/XaV8J5JgpQvMbmFX4ZE5SrRjv+g5dx0h6R9Q1xvsigPXp0O2KrRKdPFeyqNVLLOE+pCCCoOwcdwoSWqdB5jBH8BifsFnlgSmFfjkF7bNTtddskOt0jCF9pYrwkTHgVbvClBSjyHrwhTGjlRIjwJo7bLW7wyE9kyF4bdTtom4s63aD8pRBhpTCQFagsQIoDeM1bEgdLtk8lMo7I+JbBJjpfZMhePdY65AdlLs882qXu9F4dbqncXWUBCCPf5hlP+3b91jaJQfvwubK/f918sT+JqrkfruDqRDUIdT3RJpbW5lttAjRjLX6dUJsAs5iWANNtwHRTWYCM4kpwJgoVi1W1vPzPbRjG28h4p4GGNZ+c8zjusLASrLCSLS3AHGF5ux0nPYcfN9rGpjLoooysN4z4tfDMkFHybna1AG04iudxynMiXzbkfFMNbgab/VG7td404kXhwa5EJIwXIME7+C1O2yLy4Ix0vki/V7Rb4x+OekWIhAlD/u7XBP/F7zFqS2HkG58ovdb026/NfUYMe1UQ4YpniCBABifwF5z1DLPE+SL99kusdcyww8LjUkGEWIQzeB3n/AJfmVXOFwkirHHcsGGXJ8RYJHEGF2ax80X6HZBxn7OGC9muJJYawRZ5Gww1LDF+/dLvVZE1OCQ1HOnRLsLALB75UvTpMDaD73AtWrRo0aJFixYtpkjG16yy2gJ/mEQVx0ymz2qrjMbm2ST1O1m3TrdN14xePXjRPF8ICZHIUuzU+38gQnB+oJAQmRvLy1uEhW6St2tWi5AtOL9YSP6m8rFUyAd+CIt1ydkl6yPTaWdTyOrFgOVYYlxGKOTIEtyGpbrk7JS9XJM188n6BvqtwAeExOhlAYoURfgEluuSs0PvLBAh61E8ZSW6XFVYNT5LnhNE+DS6dLlkl74ZLEJw/km342Ylq8qufjOUFyaIe3GzZXJ22jAD54SHPSr2pDuFYqky2c7S7wZzQgnaGix1ozk2NMfKJtFrvlifO3C7UC5Xpsql/NvhHOZiAfIzrEYoKrwYX6hquX3lt+fNqtW/VtRQTjsTCx8aSkuA6TZguqlVgKlsU5gO8mq0uXqtcIpIpz6LhfrxUu3O2HwN8wlZsdhSpe0fQ6dQL1yVygLEQu1AzlflfFHpiEmkjur1oM1ern7KhvAdY74nqjDKeR213LzLN0mFtcBncZt2kfaS7WL8WZfX7JC11kCTRdjocbFN7sZS5TdNxLhB2B1WgcoanSu0eF+FNhHuxpjF/mqHrHUGvFT5tJOkp+D8Z/BR1XeMFOOjwq6X8gKcq8OwDO5C3mKHbZfVbcC+OnqoTo9NMh53F24StujUQpViyfECRELo1+P8lSf6mBAJf7dNr26bGyRCjx/K+L478H61Oz/RvhJcvWnqgskvf2N8WBDhX7brtW7KIvT4kYzvWilkcia7Gykq2DfhckgKt7nwmYrzRWJ8EHmL/Nt2j+j2lBcm1Ve24PwKLBK25U2FSLhcr4iGRCQ2JijbqOVOJBh81iLnbfeA9Z61p64+HvGEvMcsEfITxxpo27vFQHEictYJkw+taidLder0hM/7pF/WKPH9Vks9JhIqVxvl/JWEyD8VecgSsRs1a7kbi4064ecO1/yfh8yVc6s5Evmm2BWLjRlz8H/nbKOCK7AkMQAAAABJRU5ErkJggg==) 31 31, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur255794 1.3333333333333s linear infinite forwards;
}
