@keyframes rwdcur205663 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAQA0lEQVR4nO2beXAb133HP4tdnAuCIAiSICiRFEUdlHUwkixbbtrSjh2zicZ1xk7q1GkmVhzVjukc9VgzadNp2qZNo44Tt3YnqeooasPWuWYSZ2RXTpqJlNjxKTuRZF2keZ8AiGOBxe4Ce/QPUrasSJZEEkwnzWcGg2Pe+73f74vd937727fCLf/wCWdzpITstj/64F179/F/gK7urmXAaSAAfPDQwUPfrNRYrn7dxbNJL5Oq9OCefbvuqdRAl0tXd9dm4FuAbynGk85YAopo41PFtabNx/bs22Xv3rl372IPFOza8efUyA143WwvZVhTfPb8Jt86TqcEfBq4brHHvxgSwNXVBgICadu1WSpK9+/ZtysLfHv3zoXrEOzaEQI+sF1U7m+rLsUSVoAJTSTh3YAkOKyveR3JpVHUiEbSqiuNfOvl2n54/8PbgI3A1Kc+8qkD8/FPAlgVNmiUS0zm/Ayk/ev9kvjlkNua2LNv1yu7d+4tzsfwOcSAf+uMjLOsCjz5ZvRwhGXNy3BjsUKcwI3G4Bh/HEjrpJHf1tjD+x8G6Gxf1+7LpDKfVPPqHZqqHf3s5z6b+vznPv/8lTrnOvtha1Tj3S056sMah1OeuOkIP7McYeOefbukKzV6Ida1w2szzXw9HeXGjSI93TnuvklB9pffrlsBMAEe3v+wtPc7e4Or1q+KSJL0Pcd2nmtqabqjrrEOs2RudGznufn49ZbgWqs0bmuxKdk2T0yE+IMG43uy2/ko8NR8jF+M8eEir9knwHEo6+rbNX0/8NO5z+8GviIHZdZuWhufGJlgbGgMLa8xMzHD1MTUvHx5QwDHARc2Mb/G7U02VtnhaC4YWyVbf7tn367Q7p1757UULc+mAMhE34dXz3F3eox10TWU1nRz+N//me0dKsdyW3nNE2WiyUUpXaBGy57tPnXrHbd+/N7d914fiUZiakFtHjozBEBqPEVqOkVeyVPWyydM03xg3gI4gGM7OLaDG4umgMktcYunx2FC9282Hem+Pft2cTki9HSHPw60AD959GD24M3vvXY2koKLmbSKN5thaDRFMRbid26Mc6KvheftOE1qmTXpDAVVo1/20LK8hZtuv+nTXp93q2EY62YSM5SNMuMD4xQKBTRFQ1O1A6qqHgbGevf3Hpy/AA7YtoNt2di2g+jYtAcV1KjDM9NRkob/naIgSXv27VJ279x7wdOhpzvsA26NN/BALk+bWmTdXd1roqlEKt6+tp3+E/2MvT7ClvUm9csHqC4M0trq5uuv1PFiUOaT+RFWvPRLclE/6sZVbL5uMy6X68MODpqqkZhIoGQUCqkChmFQLBYxTfMnvft7vzSfwN8qwNy/b1s2jmVjWxa2abMumMEsW/w0Wc+QKl/rF10P7dm3aww4sXvnXvNcQ143YeBfV6+pDY1P6kyMqztErB3j2RR6cRmCJCD6JLas97Nlgw9dNTj9ch+iGqbGW0XBFsgFq9HdZRoDJi1rmhkdHEPJKlimhZpXmRyaxO1zE62PYk/bFPKFhcR+jgDO3L9vOVhz77Y9K0RHYAZqTJ5MxXgmVbP25kb9OWDDnn27Bs7mCT3dYWqr3R5JEljZ2YYYSOMXR0HIUW3LXH/7zZw+epqXPC8weuYI3swxAATgKu0QaqKLH1gSNLeywlWks6Bw6ugpXKLI5MgkqYkUsiyzrHkZ4cYwjuOQy+dM8pgXC+yKBMCZC9i25oSYe5mzIrS4M7wnZPFUxuKpyTrfjQ36j7yi8yfAz+fsbBtJVz1+MrQ5+Mp/u8kXI2jGSqJWnmZvltPHTvPCMy+wQTqOU0pw5DhUBWHNCtjUAVcJx3EcARwLK+eg/TJKaiJLVSxMvCVObHkMQRAQXSKO4zBwYoBioXgv8N1FEcB2wLYcCiWBYaWao8labFPEtueODgcypotBw82g6XJVp7xt2+pKX/zqf979hXvufOyp1+TfC1gObSdzFkdy9hvGm0QvGdvPyOFf0D80Qziosf2aRtrWSxx/ro++YWhbBs5wHis7m5IEalxEblAYfv0Icu07cQcCAJiGiZJSyOayZrFQvN/QjB/07u/NXiCmKxfAsR2UskCmGOKFZIT+okyzz0EQ32zodcM1friGEgCi4AwAieAdH9r6kmndhVEG3eC2d7Sysn05U8kM//GzE4y7JSjq4PHTHfDilHT0koWmg5aH1iaQGySCHfV4qwIYJYNEcpzaviOIm7dTKpYoqkXUvIqaVVEUBeCHvft7EwsN/g0BiqZAX04mXZQ5XpAn2vw8s7qmhPD2fR+6587Hjgbf90f3YFofDqgGK2SJ5lgtbSvieL1u2oN99MteqAqAWsLxBBnsz6IpM5Stc5wICPhq3PhDHsyMTfa0RetKL+O5BCVfhLJuohZUFEXJAgeZzRAXBQlgVPNyOh/Aa3vSjR5+sPdTj9x72RYyahoYCohCa0u1B2syzRR95PIFYvVV9FcFYWQGMgUeSVTxHm+U9uAM4SDoFggCKGdsCscyuHx5AOrDEao2aJw88jieDTupWx7HG/SipJWx3v29H1ys4N8Q4HC2iusDNrUeez9wRRlV4dCBbwe7dqQM2/7x9EyCa189SkgpMl3XxM9Xt4AcgKTyRvva4OzppFuwae3cb9tFYu2NVNWEANB1k6e/+SoFxSSyOHFeFAnghoBNUHL+Ctj7jQceuSIDXd1dt9uoX5RNhxuHp5hYuwqtcy1GwcA+MQ45DTpb4MwkFEs8n4sgC9toqzbYxC8BKChFhk8MM1laycvZBkwLhgq/S95Q2XDkFeSaYQxv+IfAfYsuwGeadLIl199ky67ebzzwyBVdUXR1d31Y9sv3V4eq2xqCVVSNTJJpjKOLPkqWxgqzyOCMC0QXBLzgddMHUDKJO2+uFpZp0ZdbxwtGI0/r3rllSQVZwqVkqS3mvl8Tdf9j7/7e/kWOH6mpqvz3TfC1e+58bGQe/bfURGu2tra14hfdDMejCHKAXCZHOpEghEGLBsPTb+30rqDBO6JvrmDDhXW8TANP2wHiVpmVtsWqVBKX7XDC4+ew5QoxlK1fWKgXRrrnzsf+YiEG5KBMOBLGERx+VlNFc1Elk82QzWWp9vuQbSirs5N2m6dEU41DZ1uJq5pLOM5ytNwMxyYbeAo3W8oF2pMZ6twQ94mYioIjCth4bnge0sD3FyPoc1lwsUPNqSgpBTki4/f5eX3wdQAikQi10VpcogvndB+mZbIpNMH6NoUVa+LUNjVi2w4TZ3REwYEZlTVKls6pcZz6Oqa2byMzPk7TwBBOscjz/tCCg70QCxZAURSmJ6apN+vpWN3ByVMnERBYsWoFHZ0d1DbUkvtKjsRMgqQCL7+q09c/RKR6DMd2GE+anCkUwLLoC/kRt19NtL4ex+WiY3CE0VAVp8M+yOiLEe+vsFABHtIMTR8dH92dmJlNzPJqnupgNUbBIDmWRM2rCMJsSuU4YFkO5ZKFplqkclAyZy/FcRzaUlnWTY1BXZTE5k30NS+jfmSUdl3lWc/b1wrni3jpJhdnqH8o19zWPFY2y0d0XX9C1/UnbNve6DhODTaUjTLpmTSTE5NEywkCThYXJbxu8EiQncvnAoKEx/Gi2RKOJGHJbqLpDIFkimTRZtoRD5yR3P9UOlsOWkQuke1eOV3dXZ8AWmJ+aVssJL6zJmhx4vU0ESYR0fB7oEoGyQUTM2/2S9stDJtRZqQgqwMSa4cnEGyHIb/81JM+/yOFQwfmVfG5FIsuwFl6usMfqI/ymVgdnZNJ0FSwbQgGZjPBogEzubf2ydjN9Jn1qRO275Vzfv5C4dCBQ5Xys2ICAPzpzc23VAXtJ65eVyCZBMOYnQdUHZLnXcha+AGhIFI88OjB7KLm+2+H69JN5s+PSut5tbCWiQmIRMDvv3jbUbONw8bG/wI+VkmfzmdBk+ClKLeuSQYFjk4XG26LShq2qeM4UDZnSwRnGTCvYtKWvzTguL/8zP8cnb64xcWnoqcAQLBrx2rg9HtjFt4aGTwSRrGMkshDYfau26AdZMyR7i0cOvDVSvtzPoty2+tyeNKqAU8Y/B6wDXB7wPIs1fAXpeIC/J5fA+CkFSDpOBdss9pVwovFvG7uLZCKC3BDwxEAhORWClIIt89NybQpiBaGaKPbsFEaJeia/M0U4CzvX3+KNde6CNXKZBN5TosDTLhNJtIg2NpSufErVHQZnGMMuElVCmNuVxnZUybgLuET03hEBY+gIFB+EJjXBoeFUvFV4Cx3fejmkzuuUdfGIiWUTJGBE2OMJXycstdTcsTrn/ze04eWypdzWbJT4DtmHdEhP3UJA02tJpkJMa2UedUfJiUsxYF4YZZMgOtcGk9aMUbKPigbUM7iKeVpM3PUAy8ulSPnsWQCvNvzY16VbiEgeTElB02wkVwWW9yncAv533wBAO6+epLahgLZRIHTLw8x6Skxkyli2ZfuWymWVADZYxLylbC8OrKUwCfN3hn6dbJkApwyr2bluIalJ8llimRzkFXdjJbbKNku+LWkQUsowDfNBmoHFeqndbSiTCItM5Urc8SsJeX8P1gFAP7FXAZlD5RmVwHK+aUc/oIsifQ93WG8XLj44AFCwq/vEKhoQQSgpzvcCjzbFVRWuo2AOOSa2wRe0GnUdT4SG6RDGPj9LSukyRf79dcq7c/5VFSAnu7w1poa8aGrt8rbO6+Ni+mch5emBdDLkC0SFy1u25IgUl0MI9grO2K+0ov9+i8q6dP5VEyAnu7wdfG4+xOrVle9r2PTcqKxakJBga5Gi3fVqVwrz/COuE5rTEX2O7hcTqMg2LGOmE97sV8/Vim/zqciAvR0hzfH4+77m1tDd3asr6cmVovgEoiGoSVmE6sqEBZGaQzncblsJLeIzyvgwllmmvbKq+K+4W3tvoEX+/ULV1AWkUWffHq6w8vCYfEvG2PSh1a2VRGqC19WP49XorbWTWMdnW6JrwkC63u6wxWvmVVi9n18XYfvloZagdT4FInBscvqpKkGqWmNXBYaaogDLwHrKuDfW6hEHuARwCUAJcMgOZ5CyZYIhjxEl8coR7op1/mo47skBgfJZzVSMzZa0aZcApw30uMlqZhWNBFybIeyoVM2dEpFD4bhYAWOI3q8eI0cI8M6RrGMWnSwFrzpdX4sWSZY0kuUJseBcXx+L4bbQ3LKWKrhL0pFBFDyNoLjYJfAcwUHsmVB2QLbRmf2SRHlUn0WSiUEmDp2XBupDhKKRQnX1s5uEnO5Ln7pa9uzD22oBoW0QhqYAP7w0YPZymwLOYdKCPBBwJVX+bNCkb8enYJYBOJxkC4y2owC2uwE2As8CLAUwUNl9wfEgWZJpFUSedzvh5oqqI1Aba0XR/Rw+KezV4OWzX1lk1eAqUcPZocq5dOFqHg9pqc7HAI+ABD0c58s0ykHRUS3NNTXZ/zdXLMDjx7Mzu+xrwWypAWpnu7wTmDT3NfhRw9mF/S8z2/5LQvnfwHkKzLsme+pmgAAAABJRU5ErkJggg==) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur205663 0.53333333333333s linear infinite forwards;
}
