@keyframes rwdcur240917 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJMUlEQVRYhcWXe1TUZRrHPzMMMA4j/obbiMNtBgEHQUEgU3AUu1iRrpc2y2u7betlt9xtyzqWHcXd3KzdU5urW9opczO2TbeLFraliJAZirLKXYfLOMLADPMbGAZkgN/+wTpoUtb+03PO75z3PO/ze7+f87zPed/nhR/ZZD8k+LaMeCk9Mob5s6J8PsWEcIxBA/SrDQC8uH0ff9xz8nuv+70CV8/KkkICO9HHaVmc/+TQjwodVSdOApA4bRYKepD6rVSXXUKinuSsXObM/BknauzfqfGtkznTp0grU9UApM7NRBWqQ6dQoHCbea/gDJ1iJ0vujUcVFYXn0iUAgu58CIAjR8/jFdvJW/Esm9YtYduuwm/VGXEie1qKtHhyJLWnLWw9+CLeZjNfHjhE4WdnSLt9Nj9ZsQQ/TyP1tiYStLH4xxiQKXT0mY9Tb2siOSt3WECho/hYIXkLN4yopRjJGe6wUHrGy66DL3Hs5Vc5Ud7EvEfzWJ6dQqyziYHytwmMiqK/poM+ZxMKtxmv2oDCbUYVGkOvfRBlmBxvs5kB1SDePhmdto+lYO3cGyBucDyYY5DGKEL5w4vLOLB7P2fL28jfsQaF20xV4WGCFuTz6/XbKS4u9v1jMpmYNWsWWRnxTB8nAjCgimPU2Gj6zMex9vfjcVhJ0MYSmrXuOs0bAXKN0msF29j12EaO1LWwcctSpOOfcDH5lyxb+bgvbrxRT7pBS2WdhdRJE7Daeigp+RKAjz/cgym4nH61geMXPcyIV+EfY8DbbGb9n9/ljXe/ko0I8GCuUdq+bTXvv/8hR4qs7Ni+ln1bnqc9bRX5+fmMT0wmyDCRGH8HS+/SMDpCS7MtFmeXyElbAF31X2Cua6Kx3sJzzz3Hev8GPAvvw8/TSF9NMep7nkHqt3LtVvhdHWTEh0rpCUqyp9/C9uePsGP3Wr48cIiutBWsf/oZIsbpMN6ahVopI3xcIqfEaD7fH0Vl32VqK+5AFWGhq3U5wTFu9JExvP3WLhQz5pPR9znKKbn4X7Hj7e6irq6buSb9poKDX2++rgiVCjfj0+7jwO79CHECfTXF9MamsHb1Ewjh4aSZcrB5xwBga3EzpiUGWVIz/ZfuImxi6XAaO5cy4Ad5eWry8/NJ2LOHeVWfc9Q2llzMNFgiCWqu84UrACLDNVJOWiKpqUG8WViJMGE8jecr+ekL+xHCw5kzO4QG0QVBY4aLJ6kZgLCJpUyOiCZSo4WkK7Q4bVS0WbBbAkiZNIXlK1fSsncRNef78JNf5I6FBuqjU0iMPiPVWdplcgBDhIoFy7MxBg2AMoy5CYnY0lcCkJCiBATUXs11xSrVxvjGkRotA4G9DAT2AmCvzIbOpXTJAwD4pDOFR+6bQHh2Cgq3GYN+JvNyUgCQAwQMyjEGDfBewRky09Lway+jvKoHADXQ4NLgEEZfByBLakYYc73vKszVLYlLnw5Ak01C4TaToI1l99+OMWpsNEnBA8MAiTEq+tUGTtVUYhdF7PIYioqKiNNHkpg4Dgdu2h3OG8REVxcALU4bfleUvvG1Zpo9l6KiIoo/qwYg0RCB1G9lbIhyGACg+tgpQpVhiKKIJlRLT08PQSGjEUSQOQdvFO90+yAq2iwU1p6irdU1tP+V2SiiCgGorP0PxcXFaEK11NuaADj8r6O0dvQOA4iigGJC+HUCZWVldLQ5QYAQTTCqHusNWbgWAqCizYLo6sKvu8oXow6P9I1VoToGL4rMzoj1+eQAggDGoAEq2kTGC4H4tZdhMpnw99MwVjlEKmmGkjUShNjpRnR1+UBkSc1ItTGInW7c7S2YTCZf/EmXiwDDDJoargwDXO64THW3H6vvmgxCJG0NwaxZs4aAAAWFNWPRSBIy5yCjlC0jQlwH8r/PFVkF3U4c1iam3ZpKakYIHoeV2DQdUr+VIL0wDEBAMP017ZjuNLL7rSLk8QLusx9woa6K0hoLTtnQyXkziG+zTEMg1d1+bNn4DpNnpFFVdpSDJeeB/x3FdZb2zaUVtZtu1RsQAjx8esbOvDgb6syllJ8+RZ/Xi3+gEkkjR+YcxOsfDICnpxdPTy9BqlEjCnfXniZlopGZwR18XdGOxttL+j257N9WwL4TDbLhDABpQhx7y+qYmpWKIEBcykSUrZ/SbW9lgEBCNMHECzokjRxVj5VRyhZUPVailF20O5y0O5xo/V0AaP1ddNWUcqGuiruNo5i+MI/uBhF9nJbaCiuOayB9AKREoTC7MM7MRGHv4INLCn5zbypPrZqKrbqcXofIpNEe/vLwJBalRSNzDiJp5HQ4OwGIUnYhii4mhLVQXVKMubKSjb99hBkJERw53cS/K86yOP9JlE3n+ai8zSfruw0rqxs236IL2+Ts8fLY2mn87om/o0xORtnbyqy0XPZ9VIhcFQayQNavmAYeBfLebq7IlPR32bksDuLpaKX+nIVW6yW2rnqA9NGtiBF63n76dZ7fswZhQGLnGwUUVXXceB0DlF22b267cGFT5t1TyQxTkb/1MDn35vBASj+9zXYCDZPY+fo/+KrWg0bw56LFQXvnAG2NDch7O2kz1/PwimWkq8zMnTaB0VP05G/+K+tWzCAtK4s/PbuDl7+wfHcnPtGol6ZqA6VD/1wrtexdJCUFBko7ty6WXEfXSR/ef4v0zOJYaefOp6TsaRnSL36+XIrTR0uzb8uRPijYKm2YkyS9Ok8rOcpekUpeWi5N1QZKJS8tlxxlr0h56VopI14nfVNvRJrFi26TGktKeOWNX2EMGmDJ4wUAqCPiWDZlDKY7jZw73YHj61pa9WrGyRVMX5hHva2JN/eWcqmuEdEj8sIj92OcmcmGJ/I5b1dSWmm9eVN61ZITdJJe3c/8++ez8PZk+mqK+f3LQ41o46CcqIihg0QUIV4Al72DxkE5cR1uHnx04VAxu81sWH+Y9y5YaXd2jah105fRqjlJUrgk4NXDgrlDPcO50x0AVNc34Va6yIqexDlvH+mpOlShOg699RlnzzYiCPDa4dr/72X0Tcs1Rkt9g208NHMB4bMn0370U+zCKBAhTBAQ9Dqio2DLxndQBwicaeukrqHlpuv/oMcpQObEeClS1ce4EBXuDg8CQbgkGZLMzdnLHiqtjh+85o9q/wWbY+XRs528rAAAAABJRU5ErkJggg==) 14 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJPUlEQVRYhcWXe3TT5RnHP0nTJk1C++s1lPSSpLSQXqClLVhaSotOp1gG6ECRi5tzXDZlc4oeFAdlk4luR48MvOBBZGrnhOEEBXVQCghSaKnSK5A0LaFNk6ZJm6alSfvbH9VCpXjZPz7n/M55z/s+7/P9/J73Oe8FfmST/BDnm7MSxcyYeOYWxg73ySZGYVQN4FcbAHhuy9v8Zefn3zvu93JcUZgjhsu70Os0LCx5bGiiTEvtic8BSM4tREYvot9KXcUlRM6TklPEbTN/wYl6x7dq3HAwf/oUcVm6GoD04myUEVq0Mhkyj4l3S6vocnWx6M5ElLGxeC9dAkB16/0AHDp8Dp/LzuylT7F+9SI2v3bghjqjDuTlpokLJ8fQcKaFTfuew9ds4rM9+znwcRUZt8ziZ0sXEeBt4rzNQpImgcB4AxKZln7TUc7bLKTkFF0VkGkpP3KA2fPXjqolG60zqqOF41U+Xtv3PEdeeIkTlRbmPDSbJXlpJHRaGKh8E3lsLP56J/2dFmQeEz61AZnHhDIinj7HIIpIKb5mEwPKQXz9ErpsH4ghmuLrIK7ruDffIIbKIvjzc4vZs303ZyvbKdm6EpnHRO2Bg6jmlfDbNVsoLy8fnlNQUEBhYSE5WYlMH+cCYECpI3hsHP2mo1j9frwdVpI0CUTkrB6heT1AkVF8pXQzrz28jkONrazbeB/i0Q+5mPJrFi97ZNgvXpfM+NRoTLUWUlPicbtFjh37DIAP3t9JQUglfrWBoxe9zEhUEhhvwNdsYs3f3uH1d05KRgW4t8gobtm8gvfee59DZVa2blnF2xufwZ6xnJKSEsYb9agSsvF4e8mblEyMwosuUWSu2oEyNpZNb5zkvVPtXKgz8/TTT7Mm0Ix3/t0EeJvory9HfceTiH4r1y5FwNeNrMQIMTNJQd70qWx55hBbt6/isz376c5YyponniQuNobkqdNRKySoovUYQ7y4ZG6CkOMLv4K5JwlpUirygUDG6jVsf3kHshlzyer/FMWUIgKvOPD1dNPY2ENxgX596b5TG0YUoULmYXzG3ezZvhtBJ9BfX05fQhqrVjxKVFQU0/PiEUKbAIH6fi0nO5SAknobnLKNBfpw1OQBGUSmHuf2OWGUlJSQtHMnc2o/5bBtLEWYMLfEoGpuHM66DCAmKkzMz0gmPV3FjgM1CBPH03Suhp8/uxshKoopswwIDBWXgDCiZoTQMUyOjiMmTAMTrtDaaaO6HboClaRNmsKSZcto3XUX9ef6CZBe5CfzDZyPSyM5rkpsbLFLpACGaCXzluRhVA2AIpLipGRsmcsAGKvTEeg1fyUPVW4BV5dnBERMmIYBeR8D8j6AoUx03YcveAwAH3al8eDdE4nKS0PmMWHQz2ROfhoAUoCgQSlG1QDvllaRnZFBgL2CytreoeDqNiaNCyNRANBh84WO+PtrTRU2BBOZenwIPiULAItNROYxkaRJYPvLRwgeG8eEkIGrAMnxSvxqA6fra3C4XDik8ZSVlRE9TktuspJiQcIYtcBJR8IIQZe7G4DWThsBVxT0dA61r7WCWcWUlZVR/nEdAMmGaES/lbHhiqsAAHVHThOhiMTlchEWoaG3txdJqIaLLoEvhATwjFz7r5fB5e6mur2FAw2naW9zU93egqMmD1nsAQBqGr6gvLycsAgN520WAA7++zBtzr6rAC6XgGxi1AiBiooK+pw2zjQF4G1rA7ULeU/zDSEAqttbcLm7CeipBUBsiEcdFTPsr4zQMnjRxaysq5mUAggCGFUDVLe7GC/ICbBXUFBQQGiwCjFMysk2BeEyFQD2js7rIFxdHlzu7mEQyYRmxIZ43DG1eOytFBQUDPt/7nYTZJiBxXzlKsBl52XqegJY8dPJIMTQbg5h5cqVBAXJwBzKmaYATK4ewkRxVIgRIF99Q+KX6bBayL0pnfSscLwdVhIytIh+Kyq9cE0NBIXgr7dTcKuR7W+UIU0U8Jzdy4XGWmx9ZgDKmqBTIiFY0XpDiBtZtkFOXU8AG9e9xeQZGdRWHGbfsXPAV1txY4t9w/HqhvU36Q0IQV4+qnIwR2dDnX0flWdOEyCT4heD8Qb7kHQO4gsMAcDb24e3tw+VMnhUYZ+pmrRUIzNDnJyqthPm6yPzjiJ2by7l7RNmydUMABmCjl0VjUzLSUcQQJeWiqLtI3ocbQwgJzwshERBS3hYCMpeK8GKVpS9VmIV3dg7OkdkxN7RSVvtaS401nK7MZjp82fTY3ah12loqLbScQ3kMABpschMbowzs5E5nOy9JON3d6bz+PJp2OoqCXTbmTTGyx8fMPBAYRwRqBHDpDg7u0YIy3uacZ87iq2uknW/f5AZSdEcOmPhk+qzLCx5DIXlHP+pbB+eM3wa1tSZN0zVRq7v7PXx8Kpc/vDoP1CkpKDoa6Mwo4gdez9BqowEiZyHF+SiHPRRZ+nFG+wjqLsLn/MS9Nixt1zGbbOyafk9ZI5pwxWt580nXuWZnSsRBkS2vV5KWa3z+uMYoOKyY0P7hQvrs2+fRnakkpJNB8m/M5970vz0NTuQGyax7dV/crLBi18ixdzUTm/XIM5LzUj7+2gzX+SBpYvJVJoozp3ImCl6Sjb8ndVLZ5CRk8Nfn9rKC/9t+fabeKpRL07TyMX9/1oltu66S5wgl4vbNi0U3YdXi+8vmCo+uTBB3LbtcTEvN0v81S+XiDp9nDjr5nxxb+kmce1tE8SX5mjEjooXxWPPLxGnaeTiseeXiB0VL4qzMzViVqJW/KbeqDQL77pZbDp2jBdf/w1G1QCLHikFQB2tY/GUUApuNfLlGScdpxpo06sZJ5Uxff5sztss7Nh1nEuNTbi8Lp59cAHGmdmsfbSEcw4Fx2us330p/dpSkrSiXu1n7oK5zL8lhf76cv70wtBFtGlQSmz00EbickGiAG6Hk6ZBKTqnh3sfmj9UzB4Ta9cc5N0LVuyd3aNqfefLaPltE8QoUcCnh3nFQ3eGL884Aag7b8GjcJMTN4kvff1kpmtRRmjZ/8bHnD3bhCDAKwcb/r+X0TetyBgn9g+2c//MeUTNmoz98Ec4hGBwQaQgIOi1xMXCxnVvoQ4SqGrvotHc+p3xf9DjFCA7NVGMUfYzLlyJx+lFQIVblCBKPJy97KXG2vGDY/6o9j905ePCSu92vQAAAABJRU5ErkJggg==) 14 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJY0lEQVRYhcWXa1iUZRrHfwMDDDMIL8cBh4GZIZFBEBBIEUWwo5qW1Gaah9bdSu3gbmtul2WXjpWbuV125epWdpVZybZqWplau4oonpBTKUcdhsPIcYZhHA4yM7z7gYJUOu2X7i/P+97P/dz//3u//+e57gd+Y5P8muDbUmPElIgo7suOHPJJ40LRK9y4/HQAvLb1Y/628+wvzvuLApdlp4tBPna0GiXzDM8OLpSqqDh9FoDYjGyk9CK6zFQWNSFSS3x6DndN+z2nqzp+EuNHJ6dMniAuSfQDIHF2GvJgFSqpFKnDyCd5pdhtdhbcE4M8MpKepiYAFHc+AsDRYxdw2tqZtfgF1q1cwKZ3Dv8ozogTmRkJ4rykCKqLG9n4xWs4G4yc2neQw1+Vknz7dO5dvADPHhO1rfWMUUbjFaVDIlXRbzxBbWs98ek5wwBSFQXHDzMrd82IWNKRnKGWRgpLnbzzxWaOb3mT0yX1zHlqFosyE4jurMdd8gE+kZG4qqz0d9YjdRhx+umQOozIg6Po6xhAFuKBs8GIWz6As1+CvfVz0V85+yYSNznmT9GJAdJgXn5tIft27KWspA3DtuVIHUYqDh9BMdfAk6u3UlBQMLQmKyuL7Oxs0lNjmDzaBoBbrsE3XE2/8QRml4sei5kxymiC01deh3kzgRy9+FbeJt55ei1Ha5pZu+FhxBNfcjn+MRYueWYoLjVFj0YbzzfflBA7JoYO61XOnh0U5ecHdpLlX4LLT8eJyz1MjZHjFaXD2WBk9eu7eXf3GcmIBObn6MWtm5axZ88Bjuab2bZ1BR9veIX25McxGAykpuhY+HIGADLjePKKW68j31JRTG9rMw2mGl588UVWe9XRk/sAnj0m+qsK8Jv5PKLLzA9/hcfQF8UEi1FhbgCO7h8EP7XvIJ53PIvBYCAzScXR12ez1DeEpb4hNNuDEaujAHA13Y0QMIoQ/+dRp2aQNX02BoOBTU4t7pIP8IrSIY+MpN94gsqiJg7880nxe9whEcqkDm5JfoB9O/YiaAT6qwroi05gxbJVqNWhrH4uk7wzVQAUmsdR312BZOwgeMi4wuEy2B8mcHwhM/xkGAwGxuzcyZyK/3CsNZwcjNQ1RqBoqOE6AhGhgeKU5FgSExW8d/giQtwtmC5c5Hev7kUIDWXmTB0v77RzTRH93TIHgv/gGREyrpCkMDURgUoYe43mzlbK2yA0LJqU5PEsWrKE5l33U3WhH0+Py9yRq6NWnUCsulSsaWyXeADowuTMXZSJXuEGWQizx8TSmrIEgKmTQjCZBJr6Rt2oV4SAUSSFqQkLDyAyNpzI2HC0+gCSwtR0+Sno8QkE4Et7Ao8+EEdoZgJShxGddhpzpiQMV8B7wAO9ws0neaWkJSfj2V5EiV0LQLgvlDtHPsjuHtvCaKESAJVM+90IQX11lLfpicvIRukjUt8qInUYGaPUsWPzezy2bQlj/d3DBGKj5Lj8dJyv+hBNnC8dQVHk5+ej0apJS4mi/PiI+JSV2ZHNOj/40jA4GH37kNn6uFXZgt0ioSpCSX5+PulOGZNzdcTqwhBdZsKDZMAPdkHl8fMEy0Kw2WwEBivp7e0lOCgAbM4RwW12BzYcBHWnDfmsivPImvvo6bJRbVZwxiLn5MlzFBQUEBispLa1HoAjnx6jxdo3TMBmE5DGhV4HUFRURGNzJyU2Lyw4kPeaabd0XhdT1RHBqW/qCepOIzs8ghm+1wDoFwPpkg5qJiRSMxQvD1YxcNnG9NToIZ8HgCCAXuGmvM3GLYIPnu1FZGVlIfNWUFovQdI5gBg4WKwbSdisAr1WN72uPZztyMR0WceZ1kl0nhsUYEeTiaysrKH4s11deOumUl93bZjAFesVKrs9WXZ3EggRtNX5s3z5coAh9Us6B/CVNd9EwoY3vkGeiC2TqCwL5oxFjq3rKl0RFdiaG7GY68mYlEhiahA9FjPRySpElxmFVhgmgLc/rqp2su7Us+P9fDxiBBxl+2kw1WCvuzgEdiOJdksn2OQEm304bodDbb6D2rA7rqtSms6Hym5PNqz9iKSpyVQUHeOLkxcA8ASoaWxfX1hevW6SVofg3cOh0g7maFrxS3uYkuLzeEo98PKRIQZ6IOkcwOnlP5Tcf5SEkFALp6v9uNR5/Xbtri4mYZyeaf5WzpW3E+jsI2VmDns35fHx6TrJcAWAZEHDrqIaJqYnIgigSRiHrOUQ3R0tuPEhVaMmLUCFGOiBvNdMpOwq8l4zMaKNoyZvai8NA7dbOmmpOM+lmgpm6H2ZnDuL7jobWo2S6nIzlh+QHG5IEiKRGs3oV6Uh3X2Y/U1S/nRPIgiBvPrWWRyaIB67N475QjK7Py1DEDwoBb422enxVQEu+E4b3ZWn6Go1s/bPjzJV1cfR4nq+Li/j6117OL7lTT4raRuC9fz+4WJl3fpbVSHrOnudPL0ig7+s+hBZfDyyvhayk3PYnvcZTVYXHp5unliaToJa5ExNG1aJC++rdhyOPqRXrFyzVNPZ3MjGxx8iZVQLtjAtHzz3Nq/sXI7gFtn+bh75FVbJTQQAiq50rG+7dGld2oyJpIXIMWw8wpR7pvBQgou+hg58Yiaw/e1/cbG2D3Obi8qqdnrtA1ibGvDqtdJiruQPixeSIjcyOyOOURO0GNb/g5WLp5Kcns7fX9jGlv82/nQnPk6vFScqfcSD/14hNu+6Xxzr4yNu3zhP7Dq2Ujzw4K3i8/Oixe3b/ypmZqSKf1y6SNRo1eL026aI+/M2imvuGiu+OUcpWoreEE9uXiROVPqIJzcvEi1Fb4izUpRiaoxKvBFvRDbz7r9NNJ08yRvvPoFe4WbBM3kA+IVpWDghgKw79XxbbMVyrpoWrR+jPaRMzp1FbWs97+0qpKnGhK3HxquPPoh+WhprVhm40CGj8KL555vS7y1+jErU+rm478H7yL09nv6qAl7aMtiImgY8iAwbPEhsNogRoKvDimnAA43VwfynctFPS0PqMLJm9RE+uWSmvfPqiFg/ezN6/K6xYqgo4NTC3NmDPcO3xVYAKmvrcci6SFeP51tnPymJKuTBKg6+/xVlZSYEAd46Uv3/3YxutBy9WuwfaOORaXMJnZ5E+7FDdAi+YIMQQUDQqlBHwoa1H+HnLVDaZqemrvln8/+qyylA2rgYMULez+ggOQ5rDwIKukQJosRB2ZUeLpotvzrnb2r/A3Tx3h92zhbeAAAAAElFTkSuQmCC) 14 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur240917 1.6s linear infinite forwards;
}
