@keyframes rwdcur45713 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe2WX4hNWxzHP+vP3uecdbZ9xhiTzGCGoWmMKHKvaYh40Tx4uje55YUHJU8TbxJSPKAonsSTUpRX5IFE8icZEZq4uiHmzphpnBln9pzlYa9hHjj7+JfofOvX2ru9f7/vb631W9/fggoqqOAnQ3ylnwS0G8dQBCI3/jBoYD1wDvgfsG68AGwCqgHj/vvumAN0OVKL0hay9sN7bA+ANqAK8MsJWu4WNIO5BXnDrBambujELPiDkVcvGH7YhZqQ4/mx/dB9HzDDkF8N3AUGgUKpwKoMcg1chJG6sGMt03Yewa9vQCjFUNcNjBBMb1/FjI6/KPT1MPjojgbagbOOvGRdyM99GId1QCuzWqjdsgOhFDVSMFNLzL0bTFHQ4Csa0ylWde4m1zQXoAn4GwhI2IqkBCTwD8DUDZ1M8jRNWjLDk9SODNF9+gShFNR6klpPMSWTYuXmrWO+HUAIpEvxJFWrBhahNLMX/slkLQmVICsl/S+eARAoQbWnPjBMWLKUs1pTjKJm4hPhuzifrIWkBCRQTTpLfSZDqASBkmSUYOBNDwBhOkWVlggR17P1MhRTWYj6q9zs/W9ZAYBeMfy2OrQRE70URknSUjC7pZXW9hUsWraCrKeQ7jyNFAqod28ZhYFSxONnmITbdjSi7851AiUJlCTUivq6Ojbu2EdNLiTwJIFWBFrx5OZVRqMI4BFlqGJSAkXgDMClo3sxwpLVEqMFWS1pbGwk0I7ck2REkZMH9oz5XgaGiff+s4kk6YAFuoE1gz2va/K9PSxevhLjazJaklbOtEQVixzavo1rF88DPAMOEst0P5B3sb4KBmjDmCHANrTMs7uOn7LnHr+0V/7rs1eevraHT56xzfPmW8AaY94BG4HFQL3z/yZoYm1fDjx2M7FKa5vN5azWenwv+NeRtxGLURUJhV5uL/CJVa2GWOE6gGZHMEBccJeJu+QboNdZYi/4kvuAT7ycAbHCGT6qXJG44PIuoUH3XJL8SxOAeDl9PgrMeJ0vOBur/KicgL/cjaiCCn4/vAeen8xAKldJDwAAAABJRU5ErkJggg==) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFElEQVRYhe2WTWgUSRTHf11V3TNTM05iHKNoRKOJzEaDu/gdVALxohH0JLKCFxcRRHCJehBEVl3wsi64oEcPguBB8KqSgyIRDwY/DkpEMeohmK9Vktlk7HR5qJpVYZ2Z+IG4zB+K13T3e/9XVa/+r6CCCir4xvA+0U8AytkCIiB09qtBATuAy8AgYJy9CuwGagDt/vviWAjcd6QGqQzJKmsL7+AB0AJUA0E5Qcvdgizo25DTLGhi1s4O9I8r8fyAaHyMvj8OMdr7GJ48APQY5DYA94ARIF8ssCyDXAGd8GZ2un0bc347TVA3D09aV/XwLgnfZ/H+4+SHBxjpuaOANcAlR160LsTHPryHn4HFLGiidu8RPCnJCI/5SpCdyDN47hSNPzRTH4+xvuMYVQ2LABqArUCKEltRKgEBbAeYtbODab6iQQnm+oLZviDXdZX+7pvU18+n1pfMTMRo23Og4NsOpIF4MZ5S1aqAZUhF49JVTFeCtPRICkE4+JLOo7/S1LaRutrafxmmrF7LJaWIwjCLPRGBi/OftVAqAQHUEE9Sl0iQlh4pKUhIj+e9PQAsWdtGtRJ4nq1n4yeIYkkIX1W72QefswIAQ97YaE3ahEz1Y2gpiAuPqVNSbNy1j3WbtqB9iXDn6U0+jxwfZQJeFyOeTALdZiJcP3znFnPWtKKlsEk0LuSnpcuJBT7SA+FOdHdXFxNhCNBDGapYKsMIuAhw7cwJtGdIKoFWHjMyGdLxgJQSpJQk5QsSXsT5k78XfK8DY9i9/2gipXTAAI+BzSMD/Znc0AArWtvQgSKhBHHphhLIKOLU4YPc7LwC8Az4EyvTr4Cci/VJ0EALWv8DmHlNzebo2Qvm8qM+c+PFsLnxtN/8df6iyTYvMYDRWo8DvwArgDrn/1lQWG1vBR65mRiplElWVRmlPugFvY68BStG1ZSos3J7QYBVtQxW4dqBrCN4jS2469gu+Tcw5EbJXjCZ+0CAXc4UVuE071QuwhZcziU04p6Lkk82AbDLGfBOYN7X+bwbhcoPywn43d2IKqjg/4e3tNPR6LZ5EuYAAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe2WS0iUURTHf/cxo3NnmrHJJu2BlRaDFAW9VAqM2oRBuwiKNgkV0SpqEUQPCNpUVFCbol3QImjRxsQgM6pFJQYVadCLsCytsMns87stvjtl0KhpIcT84XIu37nnnP+999xzPsgjjzzGGWKUdhLQTmbhA56T/wwa2Aw0AO8B62QjsA1IAsat++uYCzxwQS1KW6KJQGa/wSOgBigCwiNxOtIrSIO5CxlDeSVTt+zCLFyGCIWx3/rJtN7h9bmj8PQhYPogswZoA3qB/rES0MB9YF68bgOpnfsRSv1QJoSgUIDwPdpPHKDzykWADqAOeOtIeLmcq1yKQdgEbKW8khkHTyOUolgKSpRkmpKktCCpJUmtmVVVy/Ob1/ja3ZV0wR8SnMC3XM5lLsUg/UaAqVt2MSmkqdCSspBkWkhSEpKkQoqUkyWRAlbt2J21rQPiQOFQcYbLVg0sRmnmLKpispbElSAqJd77N/R0PKJocopE2WwiJgrAhOoVXNYa3/PSBC8i7Pz8NheGIyCBJIVRpkcixJUgpiR9nS9pPLKXjtvNPxau3FjPnCXVlFak8b0CwCtyuw+P5QQAukXf52TcekwMFWCUZErZTLYfP0vH7Rv4Xj9KCKSUYAfoetwGfAb4NFTgPyFwzw54q3ta7zBjeS1GSYyShBNxStesRUuBEiDdg7rX3JS1e8IIquJwDH3gEsD1M0cwwhLVEqMFUS2JaklMS2JaEQtJIsLnwrHDWdtmoI/g7nMSGe4ZWuApsK73XVdxpvsdS2tXYcKaiJYUKje0RPk+J/ft4VbTVYAXwHGCMv0RyDhfo4IBajDmC2BnVs63h85ftA3tnbblVY9tedZlT124ZNPzF1jAGmO+AvXAUmC6sx8TNEFtrwXa3U6s0tpGEwmr9S+94LkLXgNUOLsh82ykvSAMxIBiYD1BkUm7AJ8IEq6ZoEt+ALrd+Cu9YDAJ44jE3Txb5XyChMs4Qr1uPmTwPyUAwXGG+VlgBrfcfjeymZ+zAY2FQBbj9keURx7/H74Dw7DTSKRuy3EAAAAASUVORK5CYII=) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe2WXWhcRRTHf/Oxd3dnk03dpDE2aYwklhANKVhiGqJEkpcSUVAp1rY+NIVWxKegfRK1T75IaQuWQkvxRclD0IdWiB+lLRUJRQ0KEUxTTKkmJmm+SLab9HrHhztbI7hJmlQKsn8YznDPPef8Z+bMOQN55JHHfYZYo50EtJNZBIDv5H8GDbwK9AI3Aevkl8BBIAUY9989xxbgJxfUorQlURTK7Df4GWgGNgDeapyu9ghqwXwHaUN1HZs6uzBbn0REPOztRdL9ffx++gMYGgBMBtI7gB+BOWBxvQQ08APweLLjZUrfeAeh1B1lkRDEBIjAZ/Dou4ye7Qa4CnQAY46En8u5yqVYgj3AAarr2PzehwilKJGCMiUpV5JSLUhpSUprHmlqZfib8yxMjqdc8AHCHbidy7nMpVii3w2wqbOL4oimRksejkjKI5KyiKQ0oih1siwepe31N7O2HUASiC0XZ6Vs1cA2lObRJ5rYqCVJJfAWMiyOjzD9x29srKwiVVmFdKdZuP0pPtOawPdrCW+E5/z8ay6sREACKWIJKuJxkkpQoCRkfC50n+LKp58A0PLSXhqffZHKxxrQJk4QTYA/s8Gt3lvPDgBMisx8Kml9HohEMUoSK06x69Bhtm5/mqmRG4wNX+P0odcoefAh2l/ZB/MzALPLBb4bAt/bP/32qf4+Nre0YpTEKIkXLeSZ515AS4ESIALLrfl5+r76PGv3C6uoiisxDIAegIsn3scIS0JLjBYktCShJQVaUqAVhVFNcTLBuY9OZm0vARnCs89JZKVraIEh4Pm5ifGS9OQEja1tGE8T15KYckNLVBBw7O23+PbrLwCuA0cIy/QMkHa+1gQDNGPMLcBW1dXbw2e6be/gqL18Y8pe/nXcHv+4x9bWN1jAGmMWgP1AI1Dh7NcFTVjbW4FBtxKrtLaJoiKr9T96wbAL3gzUOLtl82y1vcADCoASYCdhkal1AWYJE+4SYZecBibduCe9YCkJ44gk3Txb5QLChEs7QnNuvmzwuyUA4XZ6/F1glrbcRTeymZ+zAa2HQBb37UWURx7/P/wFMD3YfQWgvLwAAAAASUVORK5CYII=) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYhe2WW4hNURjHf3td5pyz9nFmZs8527iFBk0TUeQypZQnzTuKvFAUniQPkkuJF0qKJ3lTFE9eJIpQalxyZ8itGLehMY6ZM2fO8rDXYTycme2W6Pxr9a32t771/fda32VBFVVU8Zfh/aSdAJSTZZSAopN/DApYAZwC3gHWydPAGiAAjFv32zEFuOmcWqSy+LWRLH+Du0ArUAfUxNk07hU0g7kCeUNTC6NXbsDMmIOna7D9BfLXL/Pi0B54dAcwvZBfBNwAeoDCrxJQwDVgaqZtKeH6rXhSflXWeh5JD7xSkY592+g8eRTgIdAGvHYkipU2l5UUg7AcWE1TC+O2H8CTkqzwaJSCMVIQKo9ACQKlmDh3AU8vnqWv603gnN8hOoH+SpuLSopB+mUAo1duoEErJinBeC0YowWp188JtSTUglBLGlMJFq7dWLZtAzJAcig/wxFQwCykYvLMuYxTglFakFMS/3MPZ7asw/R+JNCSQAsCLZg+bz5CKYBmooyoYYisiHMCAUmfsakUOSVoUJJ6Lfhwq51X92/x9kY7dUpQqyW1WtJgUpQSPkSZkHQEKvqJk69dXu+nIGOL1OsERgqSwqPONwDUp9OM0BLhwrm/UED2fWIAumP84PALgKt2oMj765dJS0FaCjJKEoYhACPDHGktSCtJWkket19ioFgEeECMqjgcgRJwHODcwd0Yz+IrgVEeI7NZABpz2ci5FqS8Ekf27izbngd6ibKgIpHhCBSBY8C9l/duc2LXZhKUSClBLggACIMAXwsSWA5u3cSj2zcBnhGV67wjULEOxIEBWjHmM2AntEyzOw4ftac6Om3bkmX2wpM3dv+R47Z52nQLWGNMH7AKmA2Mdfa/BEUU0QuADlzdl0pZfN8q9V0veOqctwKTnN2QgR63F9QAaSALLCYqMs3OQTdRwJ0nOvYPQJcbv6UXDCZhHJGMm5erXIko4PKOUA/f7n9I/OiDRDki5QIzuOUW3ChHfqzA++deRFVU8f/hC4hoxjiwCAdmAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRYhe2WTWhUVxTHf/fjvUzum2aSaZKmiZIWv+LQVCXiR7A0YjeSRXcqtLix0IK4CropxbbQ0k0rbUFX6k7IQujCjUoFJbW4MIa2RHC0OEWLbXSsEsdk8vJuF+9OTMGZiUmKIPOHy7m8c885/3vvuec8qKGGGp4zxDztJKCdLCECQif/N2hgN3AauAdYJ88CHwFpwLh1i46VwK8uqEVpS5CKZekbXAV6gUbAn4vTuV5BF5jLUDAsy9C+ZwCzdiPC87FTRQojl/jz6NdwYxQwE1DYDvwCjAPFhRLQwBXgjYb+XbTuO4hQakaZEoKEABGFZL/9lDunBgGuA/3A345EWM65KqeYhfeBD1mWYelnhxFK0SwFbUrSoSStWpDWkrTWvL6pj9xP55jMj6Vd8FHiE5gq51yWU8zSvwfQvmeAlz3Nci3p9CQdnqTNk7R6ilYn2+rr2LZ3f8m2H2gAEpXiVMtWDaxHaVb0bKJFSxqUwJso8Ph2jkJ+jI5VGZpeeXUmwkub3+IHrYnCsIv4RfjOz1NzoRoBCaSZriN17y/Gc1l+H7nE8OCxmQWre7ey8+MvaVnaCYD16onqAggfNLrd+ws5AYA8PEpPZH8j8BQr1vaQWdeDByTqEnRveZsgSCJdOk8Vi6jJR0zDw0qBn4XAMPBOurGJN7f0YZTEKImvBL4UaClQAqR7UMMXLzIdhgDXmENVrMYwAk4CnD/yFUZYAi0xWhBoSaAlSS1JakXSk9SLiBPffFGyvQBMEN99WSLVnqEFbgDvjt8day7k77KhbxvG19RrSUK5oSUqivjukwP8/OMZgD+AQ8Rl+gFQcL7mBQP0YsxjwL6W6bafHx+0p7N37NCt+3bo5pj9/sRJ29W9xgLWGDMJfABsAJY4+wVBE9f2PiDrdmKV1jZIpazW/+kFORe8F1ju7Crm2Vx7gQ8kgWZgB3GR6XIBHhIn3AXiLvkPkHdjUXrBbBLGEWlw81KVi4gTruAIjbt5xeDPSgDi4/R5UmBmt9yiG6XML9uAFkKghOf2R1RDDS8e/gU0ENEhkkbJQwAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJUlEQVRYhe2WS2hUSRSGv3p021332olNCGoS8DFqFMUwSBxDGBocmZEgLgRxMbhR0I0ICrPzCcLMYl66cKXuBBcyLlwYhxnU8YELoyhENAkYCb4SWyNJT7pzc8vFrdYMQyetUQTpH4pT3HtPnb+q/nPOhQoqqOATQ7ynnwS0s0WEQODsR4MGNgPtwHPAOvsnsB1IA8Z998GxELjjglqUtnhVkS0+g7tAC1ANxMtZtNwraARzA3KG+UuYvWU3pmklIhbHjhbI3brOo2M/Q08nYEYgtxa4DQwBhakS0MBNYGmqbRO1O/YhlHrzskoIEgJEGND1+36enD0F0A20Ac8ciaDU4qrUi3H4HtjGvMU0HDyKUIoaKZipJHVKUqsFaS1Ja83crzL0XvmbfLY/7YJ3Ep3A6PsSkMBPwHyvaRWJwQFqbcgsk6TW96hWkpSWTFcCX0n8mGbGrNncbT8DkRjbgREgT6SR/2GyK4gDj1E6/fXZm8juTu6d+I3HHddYkPmORa2rWf7tOpLGe5OPo6MFDrQuIgyCl8AaoA/IUkILk6WLBNIkPBo8j9SXzTQtPU7vP+f5Y+9Oui6co/C0j7btu9CxGAA2liSc5kEwWA0k3CZkqQDl5GtWjAynUzZgRmwaJuFTv24DK1a18qznPt50H50fJmXS0QkUCqj8MGPwaqLA70Kgw44F37y4dZ2G1gxGSYySxOvqmNtQj5YCJUC62+y4epWxIAC4TxlVcTKGIXAa4OLRHzHC4mmJ0QJPSzwt8bXE1wo/JkmKkJO/HCr6XiISYGEiIpNlgQV6gPVDA/01uewAzZnVmLgmqSUJ5YaWqDDk8J4fuPbXeYCHwK9EZXoQyFEiC8qBAVow5l/AzlmyzB48ccq2dz2xl/te2MsP+u2Rk6dt47LlFrDGmDywFWgG6p3/lKCJansG6HI7sUpr61VVWa3/0wt6XfAW4AvnN6HOyu0FccAHaoCNRGW20QV4RSS4S0SF5yVR3mf5QL1gPAnjiKTcPEEk5JBIcDlHaMjNJwz+rgQgOs44bwvM+JZbcKOo/JINaCoEivhkf0QVVPD54TXEMOqrkJ25bwAAAABJRU5ErkJggg==) 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;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur45713 1.6s linear infinite forwards;
}
