@keyframes rwdcur193400 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGgUlEQVRYhc2XTWxcVxXHf/e+55nxm/HEHo8dx6b+rB0TJS8Z0srUlfKBBCogUVhUoFI1kLKrYNGd1VI2FVnQRRCKFDYpCKSGBaGLpCiELpBq1dBKkz5qFCepvzLx+Cv22J55npk3cy+LeTHj4JRxBBJnec+9//M/53/uO/cJajQ7aUcAEziCYBhBP5oSkEdTQjCK5jqClHPEydeKK2vdCIBgAIGNoAXodifdHwAxQCLII7HQxO2kHfhfEJBoHkcjUdxd++vaCe+ex8pfVp5HkgRW0IBAArFaSexIwE7a0k7aDy6XEDQC5trf1n4WsSPntaeJPhH9ydLlpbfQhADlyyKBaC0ExAOBQ/5BE1BAHlj33Rbwtcxo5nfRJ6MXCvOF7xgRwwq2BVFF9Q93wj0QHgx3+QQqyJpln4wCSk7CUQ8l4JcsvgPFIhoXgYkkhuZLm9Obvxiyhqz0vjSr4VW8VU8JQ/wQzTu+DCYaE1h8AK3oJJxi9UK1BA8rWSPQiiaCIgQcbe5stgY7BxkQA9Rn6+nOdUs0y2gCfuaNQARoB1r96gEE7KRtPozANodvIf+wRaXbDwKlFreF2fIsMTPGc8ZzWAULBI0IFJqofy5fhXufEMC25qwOWtpyVoS5HzQEZIA4glY035gOTzPLLAPeAMWNIh8tf+SGW8IhNFkfI7NDMlEELnr7YjUBFwj4+nUiGUATo6LjJAZR4MtAtxk1QUF6M82gHsRoMFygGcFBNNInnwfm/cQqVumLbR+pLQmchOMiWKei2SCaONAEdCL4OvBjNN/c6mkD+mQfrnApZ8tFNBHgqwhsH9cCOtkus0JUEaqugJ20Y37GcaAIZH05XpYh2SmDErPJpOyWQUJdUx0fz35MT6AHIYX05Vr3KzHpl9r0JXT9/oijwU7aClh3Es6y9IO3+oGt9NvpP1Lp3giC/dKSncIUKE+hSgqjwaAuXoeoE4iAYMFYwIyZlk86ACygySOQSCwEXwAGp85M3fKrIX1iMTtpx4SdtCXQC8jpN6cn9j2/79vZ8ey5E4kT8fGucXRRgwAZlCAg0BVAIFCuwlvxOLx0mA/ufVAqZUqLALmbuUxhrlBsONTQe3LvyahRMnj35ruLDQcbvj9/cf5Kz0jP/ioF8qbPRk6dmZpoebbl+NKVpbdPHTsVP9p3lKcLT3Mje4N0IM1KeYUluURhuoD2NNKSFNNFDjUeomOzw4wEIu1KKYJNwfY9+T3IksTusaEeoqlo64XfX/hly7Mtx6fOTE30jPQM+XJJARD+VljLun/1ytWzV0kX0pjCZLW0ionJml4jq7NcNC7Ske/gjr6DUorifJHXul7jlneL44HjKK1QWtElu9BlTUmXSKs0L156kdwnOQAaEg3En4kPAbclQN/rffW6rOkZ6dkv6kTq8pXLdNR1sLG5wfT8NDNzM6zPrTO1MkW5UCZlpejVveT+nuONx97gTuoO9fP1OJMOV9NXGU2NMnp9lPX1dcq6zKXRS+iiXm7+SvNTWmviz8T7gUkn4axUzwLGXxjXkaFI/9qltWuv/vTV7oX2Bd7LvJd1P3VnvTWvGDsWawu0BaK6rEMveS/J4Z5hPrz1IedK50rZT7KTqqBUcG/QwoD0W+nQK8deadVac3bs7Fz0yejJpTeXJuykbVQPpW3T0Dd9f90fUCG/u0vAF4EDmbHMyyNdI72H+w/z/tT7nL93PhUZjPwWmAFS/t4xJ+FkdsKttp2+/1ub/Mm1Nb3spH0DWN78dPMUn6NyG1AIU0gEMZ/oNJpU9bnPSHaXT7JKZkoVlPIMj7zKo5WGMqDJ+rNgkcpHzK0FcKcKfJatA61WvxWZjExieAbRfJTcRC4T3h+eAub9WbDoJJyaAHdLoIggALRumBvUi3q8kod7040Df6IyJSpDrcYK7FYCBVjDfcPRoBWkrMu0dbdx+sjp1io/7CKxR+mByUKgQFAG8bRHNpilEC5U++HfG/ChtisJnISj9pzeY6ab0/N7P7+3LfdEjmt3rzG2OrYYvh3uth63Vqhcw2ytmDtejf9k9nX74Nxv5q7Vd9e3iTqRDz0W+m6oPRSh8oPyZ+eIk6oVa7cSAGg0y+0vtI8oV9E41PhUqD30zszPZ34NpNA7Psf+u9Z4ulHbSftE84+atZ20D8CDL73a7dEkSNoH7v7q7rgRMsjdzJH7Q+6RcODRJAC43fG9joTZZNL3el/dowb/v7B/AgeJnD4i+4fBAAAAAElFTkSuQmCC) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGkElEQVRYhdWXXWwU1xXHf/fO7OyHt2PHrM1iG2oMGIRgykI+aEUrHiIVpVIUJVEFUaMqVSueeUJRpEqVipSoiipeEA9tHspDGyVV2qemD5X6obTQGK87pjYmhBhjrdfL2uwXuzuzs/f2YceOsSCxK/rQ8zKzs3PP+Z3/3HvPuYJNmJN1BoA0cBiDrwM2igDNe0CAoIQmDxSBkptx1Zf5NDcDANgITGC7iIgfWGmLoBTQrrQVMIRgGcU/0PwCkMCXAshNAgRoHDQD0pJoXxPpiyCi4hVgFM0okEHwNBDbiMPNAhSB/vqn9R9qX6OaClVbTVIBPlBDMACYTtZZ9e9knYc6FJuJ7mQdmX833+5/sf83wHdlXErlKSWi4qbZbY6277X/jOYmgndRXA6hAjqfegUmAJpuxoWVh07WeSThugzs9Mn0N6vZ6omD1YNyj9hDZikj69P1dLvUHgfmgb+hGQ+HJQGLB5U2gcSqAk7WSax5QQG+m3GD9ZkD/cBxBP3HZo+df+HIC1xrXsPUJlduXWEyPfk6mlkkLoq5MFAMqD0iJ9/NuL5cRyeBmJN11q+OISCFYAewd+krS0xVpxgwB6gFNbyoBxIfSRFNL2CHAGqd7/VKPHIZrpI7Wac3/G0BFYAJf8JP1pPWklzisneZeTkfRHTkGWALgitoSsAygjp6VYm1KjfpzIUHACQwimAETc6ZcKbcQ+4yK8tJYKEpIvhUt7W6Y9xhTI2BBKPLAEE/Ovzeglk0AZokAtAPKGECvUDFyTq1tQBDCJ4DDATDgO9kHXf1X00KwTMIHBmX0tY2eZXH2mahC9qkzTCQA+bR2MAcYKMBqIcK7g+DLyO4hUauBegHjPDeCq92ODgJ7EewGxg1kobZF/RhRA1myjMoT/nSlBWgH00vgifRSOAWEEMQQ3Mcwd7Q13KoSu3zSSG4Bdwr/b30Y+A6urNegRJgIugGToiIGDZ7TBnIgGk9jYgKotuiFpBDECApAjaSYQQKyQ7g+cZs45dIjgLPAs8DLyFIrihgo9lX/LD4c/sp+0d3Ltw5f+bAmQGzZvLGxTfy3Se6c6lvpwYSexMxFLSWW6qaqEphCnRTE+gAYYgTftGvtKvtV8weM1GdrAbHho7ZzViTicWJSvJAchz4FpCnU1N60ew3gTqCkdyl3B+3PLvlVOF3hbfP7jo7cPrV0xTLRQafHkw3RCM9F5tjujXNrsYuTGHKJ+JPMFmapKerBzRIJH3JPjvTzqA8BaOgUoq8zHO0ftQez4/viw/HaZVbaSNqXEdSQCMFQOI7CR3fFQfAv+szd2EOrTWloESlVQEN5XaZ+dY8M60Z5vU8V8VVvAUPGZGcTJ3EUx4H5AG6RBee8kiS5J66R1mXkVryZvZNotuiKE+hA018Z/wMmn9KgN0/3S1qkzUGXxscrP2pNnvx4kW01vg1n6tTVxmfGmdueo7GzQaFcoExPUZsewwhBEe7j3KjdoOPvY8ZuzvGzK0ZPpv9jE9ufILRNBgRI3w09RGqoUrA9+/P3Cc+HH8NzRiC6+uLkQa+Cvzl3Llzw1prLhgXSuUr5ZuNfzX8+KG4ZR+xk9HB6Mj2w9utxrZGZ1Cgadxu1IO7Qb08Vi7en7rflDE5dOr4qVR8Oc47k+/kt7689fTtt2//ft/5fXHWFKOHVUO99rmTdUw34wZhMUoC+yoTld8e/NrBHQt7FkBDcDdA1dSHaN5DMxbuARLoCa/N3KXcnYFXB/rcjFtcG2yz5dgEDnuL3h8SexK9XSNdKBSt5RbevPc6Che4RmebLayAr2T7MNtsQ6KQDJndZkLGJEErwCt4VCeqFTRNOuV4pZKawBcG/28AQDOCRGqlaRVbtAot2tV2E/FA8A7sBmxTAGGXmxdSmDIiCaoBwhBEtkR60TzF541G4GZc/7EDOFnHAmRKpaTyFWbSRMYkdtxeKbkpOiosb9TnhgHCvuAQEHiGh4h05q9ua6y2BYIKghxQXN9RfZFt6FwQZp4CEv6Sn6zla5VkJGkbtgEBFL2iLwKRMBJGfSOHkbW2UQVWenxlbbEKyf3Jn3gLXtPLeTTnmoGMyveNhLFI2DH9LwBWJlQl/+v8B4AZ3Rr9a3AvwOq3LkpLZhffX3yLzrnh8QO4GbdJp0esp0+mj5SulN4CCjrQAP/O/Sr3s60vb922WflhEzthuBX30NmOn8xdyn2ABm/BY+fZndGNLrvHYk7WGXKyzjfs79l67fHr/9L+A28H2YEZiuBBAAAAAElFTkSuQmCC) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur193400 2.6666666666667s linear infinite forwards;
}
