@keyframes rwdcur171032 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADi0lEQVRYhe2Wz4uWVRTHP+fe53net/HHVAgptbIpNw0M9Q9E5GJGgiAIonYi9sOFJrMKIQTFkmphm4zatC4KVNIQhFy1iEhBa5EoESMGQTP5/njuPd8W7zjj+M6vd7SVfZ/dwzn3+z3fe+65F/7H/Q5bbeC2iQPq+gyuLokupgw4tXcIiGgNQmhy7fQnq14TIKw2sLAGpZWYRcwKADSnX7Pf4Cju/HF85+cKFrky1QKcc83H8DzNI4deoe01M1NXSWqT1SGrxjetIyCqkRHWhQaNlx9SGTdw6cQ7q3KiT0DyacwqkINFmjRph4wHqChphA0gA+/VHQh0gAoIZj1PvLt2B878eI0Yhtg1vpUiNLn8wnYCkP6EJPHH5Mdkn6br03R9BvwfQPz16BbKsI4r3x4bqAf6BGR1MRlZHfD5JrEAZTYacSNdi2ARATXgZKJVGOUg3IsL+K16kGAln07sJgA2LCR4fN9hQHz1w4HFK7wwMPfiAmolItBWTWUlYJiJpHptDCtgrpptT08KxLYvjhJMtG60MYsUb+1FiOfGNmEErl5PRCv48PTBgfZ6Kcw5IDJOTbCe5UmJEiOpC8okbwFGloOqe8F9p4AaA1pT13GL/L7/KAC/XPysd7J4VQA7J7YSrcR5W2Ac++6Du3JivgeUMYsABGWEY7fNtuxtwHBvIaupfRrrb6G1C8hKBGWc3tFz0gIBZy99OVvpSwJ4duxhzIw3n9+jRhjmozOH1uTEnICkDoGCm+rQtArDkXJfQlYHw5DXEMBlJHXWwr1QQPYWsgZx0zAFERB5EQHnLp+wXvx2hdBg18QIVVxPFQ+qjBs5cnLv2iahk5CgUIub9gDJO0i+ZKLj4F2yujgJdyNbexDuhQIg4YjGE1toANk7OP0O3ML5X88agFmhRvE3E888SbTI5PgRmUXePzU52G1oErLenW5AUhstI2A+z5EcV40RyF4TZ0/TatCncvPoiwKYuvD1QHu5Y/QNBQI7d2wF4PufZijCet47tX/ZdVb9IloJvV7IuLdBiew1rpXfBQYDv6SWrWj8qV0KFtk+tpkYhrh2A0ob4vDJPYvmFSstOCiEk+VkMqYEgszSTtxT8tuxY/R1hdBk9/gIMTQ5/3OXMm7k3W9eW8B598N8CUgOymQSpoTkSKkv7j8TcOri8dk5sU+lVRRxmCr0t9s9OwVL4RalJMTSk/X+xb/c7ZMx+ufmoQAAAABJRU5ErkJggg==) 4 24, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 4 24, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 3 24, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 3 25, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 3 28, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 30, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 30, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 5 23, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 4 22, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmElEQVRYhe2WT2hcVRTGf+fc++Zl0hqsbSBSrFDjRsQ/FReu3LRYmo0u1GpRtF1VkcH+gVAV3bWCSiNkUSwVCl3UjSCKhdiajcvGLiwWNEiRhFQtVsSkk/fePS7emzdpZxJn4rhRv83jPs495zvfPfeeA//jvw7p1PD2rc+a034qOoBHCaTUsdJJjCeIZ/rztzv2CaCdGnqNUYlxEhHEg1SIEQSIEExcseoO/uYfrz31hAUyLs/NE0Kdr/qHAdh05BBO1xCu1pEic2wRN3grGcra4UEAoidjU61y8dPRjti0EDBC/rWw5J9goqhEOIEFAt4SnHgCHkdU2qp4VDoWtpXA5IVfMUvZvX2IjIzpkRdINSb7+RqZgysHj2KAWUZmCQY4lMrGjZg4Ln32Rlfn0KpAWAQMCHmg4lxFPB5PVmbqcI1N4kAjvHUTehkCP1SHcJZwbGQ/ainx4DpUIja/OkpFB/hy6mT7DKe6Dw7L3QIz1FIA6uQqCIJI91X+V2h4tDvu20VmCZtOHqZiCQtX5vJqf2UfTqo8tmUz3g9weW4BgA/OftgTNg0FxOFRcZhEpHhMXMFQAc0VsN4rUNaAiUctkP3yOxKuM3PgCJkFfvr+vADEbp1FUmfPjjuLHS+a4jh29vjfYlUSCCIoDhCQCMTjaJa1iseWrMWAHtRESSBCycSzBuUPUYwIk2bAc99+LABedlkg49EH1qPieGnryybiGZ8YWxWb8haoRCiKSYSgKIpv3vQSmUAgYMUt6aKftUXzHRDF4XAbNtDPAoq0dT5x8ZTkYXeaimP3jrtQjfCMmndV3j3zZnfdcGxszHKHCuKoIKR4nFSIpLLCTofgyF9NKepjFd2wVqsVGcUIdXT4FgagKMTWI2hg4ptTxRu9xxTPtgeH8FpldOSo9bn1vPXJcx2xadaARgiO7cffz9fL9PeGYmUGUsGJR8QjoggOXYH4zZCG04YSd2/ZZ8HqTH89vlwGbbV+/P79plpl78g9xO42vpiaZT6Z5Z0zr6+ohAesVqs1HPPd1HtLA7Uj3NahSoRKhJArYZaQ2eJKsUuHPcXzD4+b07U8cm/KfDLLpZkfWcyucWLyo/bEe01ApQ9FASNYillKICxr3/vuUuDphw7bfDLDM9v6SLLfOHfhKo6IE5Onb4jZcwWauLFWFVfOm0vRMhH1CqfPHxKA6+lOC6EOBIJlLXb/GIEmFCSfKdRWMTT+6/EnLJghoUu0X2UAAAAASUVORK5CYII=) 4 22, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 4 22, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 4 22, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 4 22, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 4 22, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 4 22, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 4 22, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 4 22, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhe2WS2hdVRSGv7X3PufkJmkl1NRJxVbxVVRsdS60RYhKVSoOBAtasOKDWqiviQOhD610IujAgYKICKkoPiJ0IqWggrTqrBVxUBHTpCUmubmPs/daDpJcG/Lw3iY6qf/ocPjP/v/177PW3vA/LndIu8SHdg6bSA4IXnJEhOAKBKEWLzDe+IVq+Tsnjj7Q9poAoX2qAwQngdxXWm9FwEuOlwrBVRb/fBHMc/veE4PmpODssALwTfcNBN/DNa+vIziII4IAuYdKAN8PYw3DrYVJjJ92fIxqjW8/2dlWEvMSSFoHB5GII2BWolZSj0JXMABsxsBsBV7AM51RcL1EaT/Yecxjp86SuW4eH1iPk8CZ7bcSBJojUCKMvfQruV/FmOvBS4GhTMXzNPsTtXiO44MDy/sHok4BQtI6KoFmgjDDMsDM+Lt2MFMMw4nHSd6J9sIGzoQKmavw9r0P4xz4NYrPHNfuGSJ3Xew7tqWjCjs2ULcqphGNIA4wmIqGWp2obiW1gYu6YMPtuy24ChvfP0LCKEcjFZdT7DlA7lexbdPVBNfDHyMFRVjDMx/dsiJJtBLw4oHEOEqGEK0KajidAISoVUQ8yQS1ciW05xpw0oXgyIZHEYyz+w7ipJvTPxwSAJGDVvg+nrzvNnqzPt4Jv5laZPeH65eVRGtTTTJAKF0GgGBgsUUsdZKoUySrUeoUak1KnVyONnBRAioBQzEcUTIEP4d49NR+AfDylnVnEwzcuZFS6xx48HOLOs4rnz5ySUm0DBiCiaeQgiYlkJMWmGjJGkSr0dQxYqoSdWJmdlwaWgpBmySX0bwyp5uC5DIy5rfdB9/vFQAng9aIF3j07tVEDbyQ3rBMKuz/4ulLm4SC4SwhwBRGhpvpjIVRpglK/ZNmMqLViGkC89qJ9lwDRokz6LvOU3gYBsISp/W73z0mAJPlcxZTlS2briJ3yvMDr5mXnENf7u3sNDQrQYxaArXpud9OPWWaIOokpfYASplApWhHG1jgPnD95mdNyDhz8khHe7n15h0WXDe77tmAl4ITPzYIrofDQy8uuU5gutgWfj755uyjzWMvcYUzi0StEbWKSpNSG20ZX9GTDWDrTfebIWzbvI7M9XLu/BVUwlpe/WzXglod3AnbQyQiCElrCI6kOaVWF+WveAKzuOvGActcL09tv4PcrebrU6OIZBweenmO5oonMAub6aPpM2OcRhrHSTaP968ZOH76KwEoQr+ZTRuR/9LAxVBrkqyOI/4z+bLDX+4Dg9PqHAiVAAAAAElFTkSuQmCC) 4 22, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 4 22, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 4 22, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 4 22, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYhe2WTWhcVRTHf+fe997MZECCTXVhLYIYI6h00VVRaYoLaySooFToyviFm4IfCxF0IS4KioKIH0Fru6moCxFFBBNshW4MtIJi6ca2IMaGQCRp5uPde46LN50kZqIz6biy/7d53HffPf/zP18XruD/Dul2464HP7FSsoWyHyLXJRphnqDLmDVAUryr4l2J45/e0/WZAEn3VFM8nkgk6jK5LhL0IsHqpDKAICixF9udCRzc/7wlUuL8HyDimKkME13G9oPjeCfYvNAIUM+Vhi6RbR0gE0/1psJxefio4Suc+Oz+rpRw61bMMBTQwivxiCsBkHnBAAMiAdVl8lDjogZqsVjPdQnC0uYVmD41i5MKT4zdiJMS5+7bR5ZAnAdLYfbZr1hsnmUpzBLiPLk18SSUr9uGSMLPX75weTmgFhCJmCmIFaK0vgmgpkAhnZmBKUECUWv0kNMbE/i1dDVeKrw3doDElSltMSQ1bn3mKKkf5ND3452tnOrZNtAxByJKIFjALGCAAogUqvQZbW+275gwh3DzkTdp+jI2t0gmZaoHXiJzg+zdOYKXAU7/dpZ6foHXv3m5d707oK2AIW1PV1YiagFFMSJqdaLWiNboh21gVQ54zTGXks8tkJBw/rnXEJdx+sc3BGDAv2NKYN/dFeqxSi0+bkbg/alDl6XEShKKIAgORxSPITj8qq1G0GWCJgSroVrH2vXRBwIGeIqYRBEQwa8qq8M/PC0AfzafsjwucMdtKSIJj43uN3EJk1MfbUqJFQLiMXEIRfRBEOnUKJtEqxMsIqRFZcTeZ8A6Ah6Hx5Nfu5VBHL/jkA5V+vVPHwpAI+42R8qj915fhI2HzOH54LuPN9cJHQ7EUUEKBaRQYSMYipGjBBSIVsck68X2WgIiCYLHbnBUUhAcIn7DH0+cOS4Awm5TlD07rgFxTIw+YmU/xNvfvtXbNHSS4cioJuAFvPi/VUFnRLQ9HTHFWk+3WMdyeOeL5nH8MvNKT7HcNXyXATw5dgvlZIhjJxdQa/Lu1OQ/npPAWrpnZl699NrJjX8h1fpsRrQm2kXH7Es/X43RkXHL/FXceXsV0ybnLjQRSZicPtzRVvd3wi7hJAGkqBJr5YU1N9zfdwUuYc/IAxaszsTebYAxfXIOwzhy7Is1NvuuwAqsPVm1NVU74T8jMH3685anY4Y2CeS0rjZrsL7X9hneWtf1DsavAOAvQgV6OmcI3WAAAAAASUVORK5CYII=) 4 22, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 4 22, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 4 22, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADg0lEQVRYhe2WS2hcVRjHf985Z+5MjSgxWjBmVwWhUsUHdGNREOlD20XRhQ3YiijiY+MDQXdKwLUbKQpaDIIgWvGBj6AJFAUximKlYEVKxZpIiI9kmrn3nL+LmUzT3GnNTJqF6P9u7r18z//3ne878D/+67CVCl6/a7/mi1+pxxlEjvAEAg4Dc3ir4lyNw+88tWKbAGGlggUFSQUQcYoU5mhQYIBX06dXpRvfnQN4bvgJZVbl+FQgC/180beJejHN+md383ucZ/7EUbxSW76+foALMWpXDAFQvWtA4Jg8+MCKmHClH+YxPGYOZ56EiCqIElKBk9qykcS6tMC88lP/FJEavTMw/vUs3tW4f/uVVH0/R26/iQsa4q+pWRpxmh8eG8ELPJCbsJbz3waHCL6fI+8901UPlBgwq+DxOKvgXIYBCZHISaRlSoZrfUWzZkN2iRIDx2pDBMt4aec+zMAGEtYwLn/oSRbiDJ99c7Czl2+79g10YMBbhrkqZuAcIFqHVSS0XHzVaGdzzQ0jMquw4dVHCU7EGUfmoLhvhLn8OJs3Rhpplp9OzAFwYOLd7vnugCUlEGYB55pZelukp5W1GTLASqSdmwByCjJFNO0oHMw+/gEiMTb5tAGcjHeqUcxy9/ZLASHtUCIxOvH+qphopxOVk4ikdsIekU4TNgsEMpr9bshWX4U2A0mRpBxTMyqTSEsm3seHXzeAYLtUKGfL1X2AGN6yQ8EyXh5/s6doThVUkURECZwgEik0X9awgLcKzlVaBgxnK14pJbQ1jYgQ8RJRCaLQAnmaKymMff9G61DepqicfdsGCa6PWnhQSTkvjO3vdRKqTT9AQU6R6mdWtCrBqnjLCLYOMw89zIkl3BkgzttgnB/EsVQndWBgEYtMmO1WxZ3klmsvI0/GvTfvEUq8+Olr3W5Dhy3p6qgGuRb+2YBlOKviqbS2aOhqVpSivG7z86r5izh0aE9Xtdy56RE14p/s3XoxUQWffDVFnuZ4Zfyts9oJLCvcl58/vPjaqaBnD8oMcHgLmHmsvGq6NNgDtl51j0DcuKlGkeb48Zc/EIkD42939NX7AT4jmn7MPI6As0ppopal1wC3bhxWTHX2bhtEioxN/kyhOqMTH57mcw0YaEKti4S3CgnX3LQdbs1rFsBH34025wR3CKDQAimVL6vndrl3gFqPw4P5tXb3L8TfPUtgNPW2MpIAAAAASUVORK5CYII=) 4 22, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeUlEQVRYhe2XS2hdVRSGv7XPfTWQNkjASRWkhdZXnTjxQREfpQ+d+EBEUKJUWtCJdaZ0YqE4FRGRgCgEByKoECcakw4qKljUIhEndlALTUoJTWruPefs9Ts4916T3Jv03iSdqP/kHM7eZ6+1/rXWv/eG//Ffh/U68bZDJ1SPlzEtklsJk4gWyYAKUKLGlmSYX8df73lNgNDrRCkDIgBOQGaUVUSQA4YA9WMbgNLKD28/f1KJVblwaQuVZJCvSgMsZH9yw4kRGj4HM7P/OIVgeCsA23btKOh82uReZ/rLN3tiooOBYBVCqBGsjICoiMhxIhFfNjclByBaqekQuCKZsp6ihy4MTP2yQMUiLx26FbOEn/cdYD67QjZ7iRDnOXfsZJt2SDECRpm57TupJINMjx/fWA0klAihShJqgBMp8psB0UK7at1a+RYBMEv6sdtGBwPnajdSToYYfexhUodkm6hlg9z88lGyeIXvz453j/Dsuux36QKJhEAw8CVVjoSF6vqsrIF2NLvvPq6BMMjOsVdJEqM2Z8xn4EfeoJ7NcM+dIM/54+ICrowPT33WV65XQzsFUkZOjmQgyL2oailHOJBgFkgo9yFffTgAQsrwWSMvwYXXPmcxn+GHn94ygDQ+KRAjB7bjynAel5Tz0akvNuTOsiI0mr0M5Fok97+WjKroDisjnBIV3HoW0l4dMMwKR6IvkvrV9tjE9KcGIH9KwnngriEADj/4nMphK+9+/c66mFgWgjBa3Zz7IlH1jh+0Qg2DVUls/d2xhAFDGAw7pQCuDKnR8UOLCXhCRuDwo7uphkHgmDKf572J99enhEYgWNKucFeDuIamuzKEN9NWokhg/zXRZsAsEEgY2kFzE0q7MtDC5G9F9VeSIdWSq9y/Z4Dc4ehDRyS8ZyaWMWBWbiqgEdXAlV9zAcnJlTV3DSeEKsHKvdhu2l2Be+8bUyNe5sfvXukrl/vveEFIjBy8CRATZ87jsc7o1MdrrlNixTHm29PPtl67HW9WXcy9DmYUKiIgYEntmo5voqgW2Hf7MxKwd09xUjp/MSUqZXRyrKutju14o4ieAoJm/aglr6tg0xloYe+u/UqszIsHb0E4k2dmEOKDqU+W2dx0BlqISgEneqN4knXVievmwOnfvyn2Dj2iVg7MOs1dNwdaiKQU94lAov7vDf9+/A1PTHIvgtYNHAAAAABJRU5ErkJggg==) 4 22, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 4 22, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 4 22, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 4 22, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
}
div.testarea{
animation:rwdcur171032 1.0666666666667s linear infinite forwards;
}
