@keyframes rwdcur98421 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeklEQVRYhcXXb0wbdRgH8OfaX/9ACmvLtddeu2spbVfKUaxDhjgJOjazmG2aaBY1WcxezJfLNo2J7gWJb5w6wU2zLYtxcTEbRvxLVIybZiHTEdeWthS4QikFSlegssJYe3e985UmS3zTW1K+75/v83nxy5P8ACRk1959Oz/+/MpHOn2dBgBAZzAbDx0/dYG0uZxS+soOaaWMiTXuztCt0aFd+w7uP/Hhl7dPnvthTKWuUlYEgBCS/XwrfG1ZFEvf/zV/773+kdKrb7x/WUqXTMoQz/MCE4tGBQCeY4u8KIpCdiEZrBgAACASDPy3UBAEdm4qFqooIBoKRFkWCoDJZIWN9dV0Ks5UFDDNTEytLOUzCCFlPreUyueWMhUFZDPp1dRMIqFQqpSZ+USMY4t8RQEAABNjkbBcroD0zORtqR0PBRgbDQRLpRK/kGTCmwIYj4QmVleW5pcWklObAkgm4ql4LHRz7W5uWWqHvPnRdrtWp9dv3Ftf4zlOKGeYYzlOoVTx8bFgrNzF6mqN2mJ3OTDa3+Z4850zp3GCsMfCocBEJBCMhW+HUwmGySykshzHloX6v6jUVUhvJEmr3e2mnI0+q8Pjt7no1pnJyDAGAOBtafWcvzr0kx7XU4IAAssK7Fr+7nJ6LplMxGNRZmw0yIyFosmp8URuJZvjWJYHANjRubu97ekDB7+6dPbcYnKSAQBQq6uQDieMpM3psLtpn93V5LfYXPSWOgOlqtJoAcOUAJgsPTsVevf4y3uxf5WvHHn9yOGjJ88WCvcLgggAGIbkcqRESIkwmRzYYoG9k5lPMpHA8M3rg1dGbgxd7/3su4HGx5567vzpnr6Bi6dOPLHn+f07up49aHPRbTXaOgqTyRHHscCxRZbjOFYQSoIgiIAUKnS5760X//z12x8RAABOWEzNHc+8lkpnZaIoVgOAUCwWNtZWc6nsYmpqfoYJJZlocDE1PZFbWszcv5fP8xwnXLrQd7FjZg5Gfhvs59iiMDz09WDg5rVhvdFiJawOD1m/zW+mnD6tweys1mwxypFCLYoiiAVW5u86cCwy8vsNzEw5yUNHe3rr3XTnQjIenp+ZDM/GY6Oz0+PhbHo2ubaayz/sG6jR1ulxE+UgHR7abHNtJygXbSDtXib0x1Wg27rolse7O3S4CS+3WKFUoj0vvNRd7pwcKUBnIE1N7d07y519IAajUdvzwZleDJNJvicPdYiMhBmnrE5aU7tFuykAdyPt1hNWJ06Q1KYAmnytPplCrbXa3d5NATg9dAtbEmWk3b294gCtDteQVIOb5XjeYLF7kUIhqUsywNbgtmtxgmR5QaitMztqdQZjRQGuRh+NlFWakgigrK4x4mZK0q9IMsDZ6PMLgCERMITJFdUmm8tXMYBcjqDB0/yICICQqqpaBAxZ6r2SHqIkgN5A4I5tzb4EMxEe+PT0sfX83ymCamhVqNRISl/ZaXtyd/uZL37pJ7fWkwAAZL3Hc/jtT74htjY4KgLw7+j0GkyWB86viXJZLQ3esgH/AEsB1KPAbuNuAAAAAElFTkSuQmCC) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiElEQVRYhcXUfWgbZRwH8N/dPXdJu65LL2+X9+s1SdPumi3rls21yOa7bjhFZKAg4mD+N1GngoiKomzC2NhQJ1WqDHS+bCpsyoZO3ErVwtI0SdP02uZtXdqmXWjTrUvukjv/EhT8JzdIv38+8Ps+H57n4QFQkfse2r3to/4vD7e06JsAAHR6k+nZA28etTnbODV9Ncdqd5gyi9LExcHw9/c+8sTuVz/ov/LOh9/+pdE2UHUBIITwi39EzhcUZen8UGru6OkrS/sOvt+npgtXM1SpVOTxsViiqgBIUgVkwPG53LVo3QAAAJHh0AgAIBnDUFVW5MzUWKyugNhIKFYWQQScoFZWVoq5zKRQV8CUkEjeWCjmCQJRS4WF6WJhfraugPxsbjGbSiZJSkPNTifjkliu1BUAAJAYjUYIgoRcavyq2o47AoyOhIar1WrlelqIrApgLBpOLN6Yn56/np5cFUA6OZGdiIcHl5cKC2o7iK5N21hdC02v3Lq5XJEkuZZhSZQkktJUJkaH47VurG1s0tpYD4fxgSD32rvHjxjMZjYeCYcS0dBwPHI1kk0Kwuz1bF6SxJpQ/xeNtgHRJqvVznq9TneH3875Ai4Pvzk1Hh3AAAA6N2z2nTx94WfaQDtlGWRRlMXl4tJC7lo6nZyIx4TRkWFhNBxLT44lCzfyBUkUKwAAW+++f1vwnj17v/v8xMcz6XEBAECrbUAtBrPJ6nJzrJf3s571AZvLw6/TG52ahiYdYBgFgOG5zGT40EtPPYz9o3x6/8H9z73wxolS6XZJVgAAwxBBIAohCmE4AWK5JM7NTqeFaGhg8NK5r4YuX7h0tP/HMx1bdj528sjbx870HX6554HHH926Y9del4cPrtXpnRhOIEkSQRLLoiRJoixXZVlWAJEadOrY60/++csPPyEAAANjZ/w9Dz6fzeVxRVEaAUAul0sry4uFbH4mOzmdEsJpITY8k51KFOZnZm/fKhYrkiR/8cmxvrtS12Dot3NfS2JZHrhw9lxo8NcB2mSzm+2cz9raHrA43X6d0eJubFpnIhCpVRQFlJKIB3bseTE69PtlzGxjrc8ceOsI59uwI5edikynxiOZifhIZmosks9l0suLheKdvoG1Oj1tYJyclfPxFpen2+x08wbG2ZkIDZyGdn+Q57t7t+v0JkOtxSRJoa07d91d6xyBSNAZGMa7cXtvrbP/icHE6F459GkfhuOq/5M7+ojMFjvj7gz0rmluoVcF4O3c0EkbLZyecbCrAli/MdhNIJKytfr8qwJo8/G8VJHAynq76w7Q0cZmq4Pzlkulip5x8QiRqrpUA9o6OjjWY3Y2m2jwbOn10RYHU1dAV9d63kiUcYOuWnJwzY22Vs6tpgepBTAmhz2Zns8K0dHSzNy8VtewhgWAy3UBEASCtvbOLsApLdmwFmHkTWRrbe9S06XqCmiDkea8Xf5kKil8c6rvvaXi8oLZ0baJpDSqT7SmBHt2bj7ef/Yzq93FAABYnG3efQcPnTLbWLYugECwx2c0W3T/XjPbW+22Vm/NgL8Bg+DVv6Rg+04AAAAASUVORK5CYII=) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiUlEQVRYhcXXbWwTdRwH8N/d/fuwMaDPd33g+rC268pRqIMNYRKQoCEE0BeGRBNMeIHvNIDEREw08Q3ETBF8gKDxgRjBiEok6ohgIJPAHF3pwzZua9d2pdvKKKPboL3/7c5XJpr4pkfSfV9e8vveJ//88k/+AAqyeev2zo++/vZDvcHYBACgN1stu/cfOWlz+rxK+mqOzcFa0jN4svvGre7N23ftOPD+dzcPffJzUqNtUNcFgBAif7sRuzQly/Pn+/JzR878Nf/ywfdOK+kilQyJoiiNpRLpxQAkzdJa95oQKUhCvG4AAIDo9d4/cWV+am58tDibvTmRil7pU9KDlAIikf6+WQEKlVKZvJscmR2NxwaU9Cg+gfQIn7tXul9G2kVN5bmHxenp+1N1BUxOjJcz2WyeUjc23cmPpbFQFesKAAAYTCZ4Emm0Y9lUUmnHYwGS8WhclGRxLJNKLAhgIBHlS6V7hclCNrMggGxqOM8PxvpmHihbQAAAasUTa106vcHwcG52RsRYqmVYwBgjlVocTvYP1vpjbWOT1u7yeQgu3O55491jXSaadg3EopGheKR/IHYzlkvz/MSdXBFjoSbU/0WjbUAGi83mcPn9rLc15PAEwk4ft3r0dryHAAAIrlwdOHHm4q8Gk56VJJAEQRJmyg+mCmOZTHp4IMEnb/XzyWgiMzKYLt0rlrAgiAAAHRu2rG1/eueu7788/ul45jYPAKDVNiC9ibbYnF6Py8+FXL7lYbvTxy01mllNQ5MOCEINQJCF7Ej08P4XtxL/KF/a+/rePa+9dbxSeVSRZAAgCERRSI2QGhEkBUK1IkxO5DN8PNJz7fKFb3uvdl/+4Ivz51rXbHruRNc7R8+dOnJg/TPP7+jYuG2X08e1L9YZWYKkEMYCYKEqYIwFSZqXJEkGpNKg00fffOH67z/9ggAATIyDCa1/9pVcoUjKstwIAFK1Wnk4M13KFcdzI/lRPprhE/3judRQ6e74xKO5clnEWPrq5NFTT46OQe8fF85ioSr1dP9wIXLtUo/BYnfQDk/A5m4JW1lvSGe2ehublloopNLKsgxyRSDDG3fui/deuUrQdpdt96tvd3kCKzcWcqlYfvR2LDs8cCubGowVC9nMzHSp/Lg7sFhnNJgY1mPzBDir09dGs17OxLDBoUjPGWgJtXNcW+c6ndFiqrVYpVKjjk3bNtQ6RyEV6EwM41+1rrPW2f/EZGF0Bw9/doogScX3yWNdRLTVwXiD4c5FS/SGBQH4gyuDBrPVY2SWuRYEsHxVexuFVGq7OxBaEEBzgOOwiMHm8rfVHaAzmJfYWY8fV6ui2e7mkEqlqEsxwNnc4tIZzQzGgrDUQLuW6C2WugJ8rSEOqahGSZJETUOjyWRl/XUFeAMrwrIEpCzLQJCUmnH6FC2iIgBFIWgOcCFJBkBqjRYASLu7NVw3gMFMmzwtK0Jpfih27vOufbPl+zmabV6t0mgVvzNqSvtTW9Ye++biWdsytw0AwOYOBPYc+vhHelmzpy6AcMeGoJmx6/79jWF9DntzsGbA33Uy2kIsddq7AAAAAElFTkSuQmCC) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeUlEQVRYhcXUX2xTVRwH8N+99/S2m7D1f+9u//9ZV7qubAwZgbGQEIiEoA8++IBRAg8+oA9oeBF48EUyCSYalIASg+gIRiT+SXQYElSUbYH96drSdVs32rXr2CjQ/aE95/ZcnzQan1pM9308ye97Pjn55QBUkB2793ae/vzSBxqtbg0AgMbQYHzlze6zor3RU0lf2REtNmNikcz19o/07tj70vNvvf/VnWNnvo8oVTV8VQAIIfan/tD1BVkufXd7Zvm9ywOl/UdOXqyki61kSJIkGo+GwxRAIrgoybJM76enh6oGAAAYHRr8+0JKKU5NRIerCggPD4YxhgIwLFtYWXqUSY7HqwqYjMcmHsznswghPp+bT+Zz89mqAu5nM4+SU4mEglfy2ZlElOCiVFUAAEAsMhriOAVkpsbuVNrxVIDIyOCQJElSejoeWhVALDIUw6VCdmE2NbEqgHuT45mFdHRgafHhQqUdXLB1g02t0dY/WVleJoTQcoYJxsVifjE3Fg2Nl3uxqqaWF612OxMItjqOvtN93NQgWsKh4VA0HIqEQ8Ox5NREYjaTvk8ILrf7P1EqVUirNxpFm9Njc3h8Zpuz2ebyBpOJ+G0GAMDf0uo53/PtJZ3eKJZKJYoxxov5/KP0zL3k5PhYfCw6OjJ2dzQ2NTmezD2YzxGMKQBAx9btG9o7d774Tc/5z7KpxAQAgFJVg7Q6g1a0Ohx2d1PA4W5qFi0OX51Ga1GqautkAMQAw2YzyWj30UP7mL+U+w68vv+1w2+fKDxZKVAqAzAMy3GI5xDiGYZjMS4W5mbT02ORkYHfb/Re6fv155unzvZcWP9s18ufnD75bs+5U8e37tjzXEfXrhfs7qaNa+s1FoZheUIIxbiICSG4VCpRSmVQ8Dz64uMTB/tu/HgNAQDojaLQunXXwdTsPC9TGckAUCwUVvKPc8m5TCoxMz0xmohHwrOpqXhuYS67sry4JBFCL3x65uK2VBb1/dJ7lRBMb17/4dpg/299OoMgmswOr2j3rBesLr9aZ3LVrqkzskhRK1MKMi6wbV17Do3eufUHYxJtwqtvHOtuXBfckk4mwqmpeHR6/O7IvclYdC6TSi4+zuWfdgfW1mvVesHiEh2NfsHmaTNZXH69YPXFhm99DU0tG/0t7Vs2a3RGbbnFCgWPOrbv7ix3jkMKUOtMRm+wY0u5s/+K3iioj5w4d5Zh2Ir/k6f6iEwNFsHT3N75TL2m7Nf7XwBe/3q/1tDg0QlWx6oAmls3tXNIwZudvuCqANy+QIBIBESHt73qALXWUGe2ubykWJQMZmcAKRQVdVUMsLubHGqdQSAE43qtyVGnMRqrCmhcFwwgBVdLKZWUNbV6fYPNW1WAx9fSJlNgZVkGhuV4wd5Y0SJWBOA4BG5fIEhlAMQrVQDAmp3r2qoG0BpMeldTSzARj4WunD91eCn/MGmyuTcqlCpUSV/Z2bRt5+YPv7x2WbQ6RQAA0enzHTj60VWT1e2qCqCto8tvEMzqf54JtkaL2e0vG/Anq6ffArUHI20AAAAASUVORK5CYII=) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfUlEQVRYhcXUXUxbZRgH8Od89BRwhfa0Paf0lLa0pZRCgXYTysZcDCoxEW9NNNmmN37dqItmicZkF7sYBrIZcdnUZRHJsiXLNr3ZHC5xKtsYFCi0tKW0rC1d+RiUwoCec3qOVxqNVy2m/C/f5Pm/v7x58gIUkI6Xu9q/+v7SGQWp3AMAoFBXUoc/OnVOa6ixFNKXd7Q6PRVZ5xZuPZi41dH12qvHeq+Mfnb2J5+0pJQoCgDHcfTmA+8vy6KY+3Ek8bT78nDu6Mdf9BfShRYyxPO8EPJPTQkAPMdmeVEUhcX5ubGiAQAAJsc8f18oCAIbD/vHiwqYGvdMsSxsA4Ki25sb6WRsJlRUwGwoEH6ylEnhOE5kVpZimZWlVFEBi6lkOhaNRCSElEglIn6OzfJFBQAABHyTXgyTQDIaHC20Y0cA34RnLJfL8fNzIe+uAKYnxwPpJ0uJpfm58K4A5iIzsRn/+ND62spyoR2Yq63NQiqVqs3Nzaccy+a1SBzLcaUymRD0jvjyvVimUJSZ6h1mxOl2W7t7es9QShU1Nj7h8YyOTHgePhyJRSORx8n5RY7j8u3+T6RSKU4q1VRVtdlkdzn32ZuanPam5ubgbHgcAQCw1ztMFwau9qvVlIbP5QSWZdn1TCadSMQSszOhUGDa5wtOTwWis+HYyspymmNZAQCgZf9Bl6v10CvXr/T/kJp/FAEAkJaU4CSpIrU6g95gqrEbTZa6SkZvrZArdNKS0nIRARxEBE0l44FTnx87gvylfOPNdw6/98HxE1tbW9uiKAAAgqIYRmCYhEBQBGWz2e1UKhkL+iZH/vj19rV7v90Z6um7+I2ztf31b78+3d1//vSJA893vtR6sKPLYLI2y8rlOgRBCI7jBJbNsizHsblcThByAkgIAh843/vu/bu3B3EAABWloVz7XzgSTy0ToiDiIoiQ3d7eXEuvJhYeJyLxubAvMjM9lYzPhVeWFxc3N9Y3eJ4TLl44dymaSOH37g7e4DhW+P3OzcGx4aFhUk1raUZv0erNDRqdsV5OUsbSPTIVhuFlggAgcizqPND59uTY8H2E1lZpjr5//GStvdGdiEX98eiMPxoOTD6aDfoXkvFEZm01s9MdkFUo5EqaMTIGi01TZWqiGaNdSTO2oHf4OtQ2uOwOV1uLQqkm8y2WSAjUfaizPd85DMdBrqQoq+NZd76z/4pKTcs/OXm2D0HQgv+THX1EtFansdS72p+pUOT9ev8LwGpvspEUY1HSVcZdAdQ3t+xFJUQZY7I17grAbHM0czwPWqN1b9EBclJdzuhNFi6b5dVMdQMukRTUVTDAYK41ypVqDcexbAVJG8sVFFVUQE1dYwMuwcoEQeClpWUqVaXeWlSAxeZwigKgoigCgmKExlBT0CIWBMAwHMy2hkZBBMAJaQkAoEx1nbNoAFJNq0y1jsZIKOC9+l3PhxuZ1RitN++TSEvwQvryTsvBF91fDvx8WVtVrQUA0FbbbG992neNrjKbigJwtj5nV2sY+T/PNPoaHWO25w34E6eL3lskAcw1AAAAAElFTkSuQmCC) 16 15, auto;}
}
div.testarea{
animation:rwdcur98421 1.0666666666667s linear infinite forwards;
}
