@keyframes rwdcur234462 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 18 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 18 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6UlEQVRYhe2XW2hcRRyHv7mcs+ecnKS7m0u3l8QmxhprrdXapIqXgkgFUYOgoJaKIFKplwefxAcvLz4KVkEQBNEnfVBECiqKF7SmWm2bVGOVWDXa2m42yWa752QvMz7s1kusTbeRPPmDgTlnZv6/by5nZo5gYdLAcqAXMMAh4Gg9f0ZS85S7QAJwAAFU55RngNuAR4DNwCTwIxCdKYCup8oc0yS1nq2sm3hAFhij1sM8tV6uAW5fmvLW3rqhndTSoOe9L7Njn34z8VEjAKvrpgBB3fhi4FJgTeDKVYGnEdYWo5IZKcxW9wG/ACXgAuCyG6/q5rb+JOd2L2vrah/b0hDAyjZ/dRWRPpItBvWAVzQl1PpUoOlb5tPbEdAWOrSGTjCWne0/+Euhf+x4xFSxgrXgu5LKbIxIOGRjwXTVP3im5gB6eatvepLuwImVTT35uNwlLL3LUy6rlwYs8RW+q9BSUKpauloTpEOHTb0pZqISBvCVYP/4NLv2OviJLB9/m9/VEMBEPi7s+TY31OIpvSRwMp2tHqkml3xcIUwoShUDWmKMQQrwHYmjQEmXarWKowSr2n3aQhffkwfe/Wx8qiGActmG7UmvrSvpZJoSyovLprT/pxlvedIlcBWpJgdTtlhrkYCjBBKLlQYjBAjJdEXQ3uKSzc+ua8QcQPta5Aa6m5cJQeAq4aWbXK2UQAuDoxVRGbSsmSslkFIihAXAWEvVwq+/FZiM0pQNnzYMILQ0r31+bC+gmwOHQBNnlrgdnWkvPLfDypYgQRmDluBJjbAWYQ1KCRygYgUXrgxpa9IUJB0NA4yOFwrrultaupp1cs2KMBN6KjTGVspVk7PWyqliWXpaJB0lQFhcLdBS4EiQUlEslhg+UuT8iZgIkWkY4LqL2/LdHcH3njVTCS0+KVWMiUvVrJKidOi3aN+s1hkblzOOEmsTjrrknFbv6mVLnIwU4GnBCSlMAiNTKY8oF73aMMC7+7OHgcN/eSepbVBQ22zG6/m3AG+gL71qfcbb1JxQybhivMPHoxuChL5SC4uC6xsGmPMcAuuAtUAB+LIOV6mneGg0Nzo0yvdP3dWXPH6kIN86kCt0tvu9m49FGaPVyDx+GWB93edrYGwuQC+wA7gjFTqlqFzdFc+a3UCxPhp/nHKPvDR6Mnvtz8ejTN95SV798OgUcM9pAC4BbgHSwIvAzrkAbcCmwU0Z7ru5zy3G0eCOnfvXzkTlGGAmqkJtik7q5IGENZZfc9FmaqP3b1oD8PpjAwSev/3Z900sTlFhxzP3XrT9gYcH5RuvvI2j/17F2NOEP0NVq5bBrVt4+aXhf6yBw8BzI8cq7P1geNtEvpQb+WH67qZQaV+rdKlidefGO9N/BjJyz1fD1wx/8cEVT2zt69g32/9ke2tq4tSmRk7lZ1omp6Zb+7sSDw4PHaXn6q1fLLQzEri/2dffvfn4gH3h6ScenK/B5Remk3MDLESGOYtzPu0+mPvbYbVQAAAzE1VKZ9v4vwD468a16ACS2nVOyrnf0yIBuEAQ+so72wALBVgFbLCWLoDCiWKwmAAutZvzTaFXWwK5yenUYgIAhK4jvecfWk+5Ylkxu3vbYgJUgJF06LwZeD6DW7ewcV1Pw1Mw36/Z6WSByUJcPdCZdtJjI2Odh7Lxo+8Mje9ZQMz/tfj6HZAyuheXLwIuAAAAAElFTkSuQmCC) 18 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0ElEQVRYhe2XW2wUZRTHf983l53dnd1ut9vSGy0tpZJaSUGgBeSiL2i8bXjwAQmJCVEMER+MD0YT8fJuYjUxMTEx+AQPGmIwYiBGEwhFmpQWTPpQitZSGrrdbpe9znzjw5ZQK7SsaJ/8J5PMfHPm/H85M985GcGDSQfqgTZAAcPAxNz5fUlbIrkOiEUS1gIvAG8Bu4Bp4BqQvV8A/S5rYaARaAJswAGSwOTckZ6Li8yZvhKr8LXHt9ZRF/W1nu6/OXL216mfygGoASwgSqmcncAWoDNoaVFACSEm01lnGLgCXJ97rgXoAdrjO1vZvznC6pa6WFP1yO5yAeqBGNABPA48ETBleHt7hOYqC78h8CCWzLodQ2O34mPTeWYyRQCitkFHfRCKWYSvmps5wYzrv3y/5gD6tjWResuQXclM8aGwpXU1x6zw2lo/Yb8BgBSgPMg5HqtrAkzOFig6ipClEzAkAVNwcnCab8MWtn+KkxeunywL4PeZgpMvuClDoKbSIuEoGpVCrw45RIMaFX4dhEQXHj5dErNNlAcohQJcDzY0B6kJ6fgteenc5USyLACUshQiEAxodsjUrFxROROpou4oRdDnJ++ClCA8gSY9/IbEUeAqcF0PD8mNAqy3TRLp/LpyzAF0SxPJ7pZQnU8Xja7ywgGfJm1Lx6+DoQmKLhhzu1AKkBpIPPJKgQTlefwxkSGRzlNUnC0bwGcZzvELk+eBXNjS1sZCZlPI0mobKn01bSsCepUtcZTElB6GBlLTAIXhSVyvlKSzIciKiI901qkpG2DwWiqzsS0SbgrrkVUxK1bh12JZx3MyeTWuCc9OZV3b1D3TMyW6LtEECAnoEgOYzTpcHM+wpjlHFlFbNkC8pzbVHNJHLUMmfBrfJTPOSM7xVNFR6uqsyuRuFVZFAvqO+krfzsaotaEqoEWlAENCOu8m0znX1Bw3UBHykU3ljpUN8MymFYkDvQOn5q1J7nTIAvAb8BPwIWBvbq9s294S3KFLCtMZN9d/bfZZR9P2WKZAgyfLBjjQOzB/29jAOkrdMA30A6OU2rEDpPuGp4d2tgbHdm2sd576oC8N2A0x/9bxG5lapWtDS/jVAl1zPleAEbEgoAt4E9hbaRuFbNE9mcurc0Bmrhp3G0pPA/ETR7o5/vONY0dPj/6wCMB6YA+ltv8F0LtwGMWAnnhPLa8+v9bM5LLxQ70DnbPZYg5gNutC6RXdlqLUwhFSMJ7I7qJUvXupA+Drd7sJWP6Dn5xRuYUV6AAOffzyIwdfeyMuv/nqewz9ryHKu3d2IcBb5P5tua5HfN9ujn45+LdxPAp8OjTpcPHHwf1TqUJi6OrMS0Fb0/26Fi04nr5y04vRO4aCvv7BbQN9Zx57Z++a+sFCz/vVVZVTdzdVMpmaDU8nZ6o2N/kOD56foHXHvl+Wxl1aB4DBE0e6vc8/eu/wUsFbHo5G5l/LewX+V1o4rJYdYKH+DYD5jWvZASRgAlIu3E/LBGACAduvWf80wYMCrAIe9TyaANK3MoHlBDCBDcBztlX6BBLTM5XLCQBgm4a0Pnu9i6Lj0ZA/t385ARxgKGobJwKWn/i+3Wxa11r2K1js12wpecB0OudeWhk1oiNDIyuHb+bePnV+rO8Bcv6v5defRTu1MH0hn9cAAAAASUVORK5CYII=) 18 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4UlEQVRYhe2XS2hcVRjHf+fcc18zk0lmMs2jSWozHdsaa6yttVXQVl1UXGgQcaFVEESU+kBciQsfGxcuBB8gCIIoCLrwsSi+kGqhVdH6SHxViG1Na1rbSSaTzJ3M3HOOi0kx1mozRrLyD5dz7+V83/e73zn3++4VLE4KWA4UAAMcAMbnzhckZ5EAXcBNwEPANmACOAREC3WgznAvAaQBD6jNHdNz43y77FzQnblWP3/j5d10tAb5D/b/Nrr3+5MfNwPgzY05IA8MAGuA1FzgX4GDNFJbBQIaab8IuArID23Nc/Mlbazq7871LRvd3izAamAlsB7YCmxLeFINLE8CMFXVzMzq6eJMfSyqmek5sDzg9WZ8BnuTBKKG8F1OVAUlHX670OAAqqPVL8TarKtre2FPmzewub9FFTpDult9YmOp1C1jxVpqfGp27W/lOpVZTUvg0J/z6c+FuA689VWRltAh9E+w58epXU0BCGu9C3pTa3oy3qASBL6SRmsrY2OJDUigs9Ujk1T05zR1bXEdQegKtDFIIVnbFdCd9tHwzfufjE02BeA5wnz0w8S+thav4mEH06HakAwc75z2gHM7QrJJB8/z8B0AByU1CIm2oI1BCIvnKtIJl+L07GAzwQFUb3vApee2bYy1zSd9sTLhK29ZSpEOFFKAkAIhLNYR+FikkBgrMEYTa5BSMHJkhlWFDHXD3qYBitO18UPF2T2+K6aqVT3pOmJdR9ovbFzZQtIXdKV9hCORWKSAwJVobYmsBAzGaFZ3JujMeJRKtY6mAX4cj8zybKByCVXr7UnG3W1+ra7tUSnJhp4KotjiWoMnLcqRKGmpA3UDRsLMrOZwucbRXytEiK6mAS4utFU39ISkA6ds4YtyVb8xOaOVkKw5Xq6vaA3c9Z2t7upM6HhqDsJYgyMs2lAtV7U5cqySyFwREBWj15oGuLLQMpbtTB4OPDd+4IXhSRob/1SFlNvWZpaXIncgl1SFXItaJRBSOSJRiuKfSlFc2X+ovFX5asiT4MA1TQM8+c4vx+ddp4BBYB2NKrh/9w8TB4HDQHzK5qFr+9oy7Yn4qVcPTANxTy7ccvRYpctx1chZ4nXRKHgp4Dtg9PReUAB2AjdnUm4tqutd1VmzD6jQ6AUG4Ildv8y3ufrIiahrzapWXt9zbBK44x8ALgJuoNFHXgSeOR0gB2wZ2tLF3dev9SrVaGjnM1+vK0f1KkA50tBYolMyNHoHAEeL0TYa2fs7DQC88chmEkF417Mfmqo4w4SdT995wV33Pjgk33zlXVz15ynG/oP7BUpry9CO7bz80vBf2vFB4LmR4zFf7B6+7eRUrTjyc+n2ZMpRoXKytdiqvk23ZP9wZORnXw5vHf5892WP3Xpex1fVTY8va8+cPHNQIyenyumJyVL7JSv8+4Y/HSd/xY7PF/swErinJVQ/vf3oZvvCU4/ddzaDS8/Ptp3uYDEyzNucC9G+b4t/alaLBQAw5SiunX3amfVfAMwvXEsOIGl80kl5+vu0RAAekEiFTvBvHSwWYCWw0VpWAEzPVBJLCeABG4DrUkFjCxQnSpmlBABIea4Mnr9/PfXY0jO777alBIiBkWzKfTsRhAzt2M6mwXzTS7CYXzMLTExX9Td9WTc7OjLad+BE9eH3Ph37bBE+/9fS63cokryhn92SZwAAAABJRU5ErkJggg==) 18 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 18 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 18 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 18 16, auto;}
}
div.testarea{
animation:rwdcur234462 0.8s linear infinite forwards;
}
