@keyframes rwdcur119377 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHE0lEQVRYhcWXa4xVVxXH/3vv87jnnHvPnPseZpiZOwPMMMOrFBAKtjQoH2haEFBECdRoDGJS+6X90A/ENKY21fpIaKoWE5RoG6MhRkmhUesDJEEoQmkK3BmYJ2WGmblzn+fe89rbL46pluEOTBP/H3fO+q9f1lr7ZG2Cj0Gd6Uw4Ecc3JyZxKDs2MDTTd9956mtfT0e17RKjkGUJuXz5MJ1r8rXrF+42uqUr3CeDd0sOAMs3bsoSM304MJKHa0R/wHf9VjKX5OseWpDywrRXzXFTqeAXf7l6fe9sY3/+0rcHR/uuHJpTBYIQ/ZLkwNzQkcKuxxbuOHrw8Y5ZxQVeTEiyVSpVMScATrFzY1sSbW1hyCGqKyHp0qvPPvaZWYTmiCynK673/ftuwbr1CztDMru8bWmLwolAg6XCMkMAAC/A0WLOfnr/d0/m6/ncVwU6mzLgMvanpJBSKDhoaQpDlSjKJQeaqYGJYF+6xeo9cvCJHfW8GAB0pjPK9o3xFSq35rUno9Ghyfz43YLmx6OrSYod0RxAcRgS6RAkRjFyqwy74sLQZLiOpxcFdlZqwaOWFpkYyxV6ZwSIhy1R9fEAt+hepUH+SaYxtjsebVBiurVpYSL6ji5bLZOV/BQArFjU1qik6SGusgVJX4ZXCzA+UUPL/DAoAzgBCn4An1BYlk63bOpqX7Ug+spv/nhl5E4AH5mB5/dsHHR50NqbK+KmVwFyfLQ0JVCroat5UeDzsvStgiBfDscka7USQxAI1DwfYUtGU5uBRFRDseRAJhTz2uNQZYqaExzd8Y03nrwTwEdmIF+tDSk6QUJSEK+oYAnWGMpI5hNbmh9Fjf2hLEiPbFErVZFRsB0Uqg4YJbB9FxIATaFwnQBGWEI0GYbv+YDvL5+pnf8FsGZZW0el7I9GDAU9i2NY0hZFkugwTKqfv3a7p1TGAa2RPig0ChgUUSOElKkjV6lh1dIU9JAMQgg4BFyXI38rD0VTUKv6y5/Zsj5RF+Dc5cEbnRnrR+AAowTd3VF0JSPY1tmKRJI8L0dYSAuTzfGwuDgpORgpl1F2PFi6iuvDBQgICC6ghSQILuBUHHCfg4HTlevi9SsAAKPD1dMLFyff44qMfMXFos4YuCfQ1RxTpAZypPq+n83Z5GElLH5YNG1+nuSRdUso5j1IsgRKCbgvoGkSAIAHHKqhQpbvfOPZ/x6c6RsOdm3u/n08Zbb2DuR6KAh0haFqB7herSRdmWwlE8EHuf4gY8aJHY2S9ilbIKzJUAKg4nNICoXjCXh+AFWmYIxe3PnssR/MCgAAfvXW+8W+gfyv2xJmor3VWj2Vt4mkEvRPFOC7SAs32EWIWJsbI+00QuF7wG3iY01TFIwQhE0VBcFBGIHnBoAXXDj25+zrs2rBtP5xeRAvHj31FCHYlorrnAuBqgskdA69gUAKKNKLGOQQgR+iaHUUfDBkI2apCEsUDVwgqsoYytv42cmrtDOdydwTwLS++Nyx477LXzUVFZrP4TCKkMnA2iUk0gQkADQPWKCbSKd0aKqEsu1BYRSUEKzpbsozT9o5k79UDwAA+rLFl8q8tq/GiGmoBGUHCPscuTwBcRnWhmJgjCAaV9A7kEfLvAhkicL3gomJoanNJ89dsQEM3DfA+dLNra5LTKZSEAKEygGWppKwDAWKLGNizEb3MguaxkCIAQLAdYO/BYH4/FdefHP0bt51AbZ9asHWik9e0EzALwl4OY5PdKSxenkavs/hOAHePjsMj3E0Rw3YpeBdAAftsn/85RNneD3/ugA1gxyRAcsXwLKOGIb7a7nesVIsMRpBc8qA63qIJ3T8vZKHfDvneiP+3guDA+/W853WXYdw5eK2xRnZMvdsWIFdq5bgwcZ03tCJOShq+N2JXgSM/bhSE2ifZ6A9JUAMopAInfVeWBcgzKktKywbBOS4TOhrVwbHt7tGxWUB4EXoyNk/9X3v1o1SrloJwChgGAAFYvcCUK8FiUvv3N7wyhtn8wCw+8lFPQLQTSJypsvDk7cKvfEVBjRJxTgF1EmOJl/o9wJw1wqcyvZfOJXt/89e1+HSG6wkDkQcrGlrZS/oETLiBOIL89OGLUoSYg5BiMG8F4A7/opnUsiIpCQfr0cFvlqZ4psLRTz3079ePvrJrtY+lpM+51Ud3KwEmjYv9svx21OV2Xje81a8bH7GtHQiyUw8MpLDm9mxARcA9j+8ZKyYt1P9giAAfluc4HuujQ7YnelMIwAohtgnKzjzz6uDp+cEMJMef6h93PPpQFcq2XNpeFK3EeT8qnhbFuLT4AQ+hEVC4nQQ4MDFa4PvTcfN+W04rewN0fzWuetrFE63rWyMTyxPRGNN0dBnGyKypRqUc0m85lTxNIC+D8d9bBX4sJ7Zst4E8AiA1L+Pjr184kzdR8r/Rf8C2Xrej8mkVBIAAAAASUVORK5CYII=) 31 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG3UlEQVRYhbWXa2wU1xmG33PmtjOzc9ld78VmMb5hOwgDDUkwtUlKE6q2SSs1VdrSJIoUqVFTRaFSiiqkVP2BEloVKYr4Ean8qJB6k0gbElWAoFyaUBdCETGXAsaOLxjj265nvbuzs3M7/VEVVYqN7Zi+v+f73kfvnPnmOwT3Sds6m7s9O3xhbILt6JsYsud65levvvyjlCF9i+c5CAKPvFXaT++H+SNbWnYXJPKR70CczxwAOh7d2gc9sz9QkvsdomzwXb+eLNd88yPNUU+jU12xWKSpzrg0PeZ07X73o9JCdQd++ebw+M1r+5adgC+Tzg41Gul6sBaSTNc1tel7FqoJAi/OeMEslirglwvAMfJ8e8bEZM4GQBA3xVd+/dMn0XdpZsfeIz3hPGV5Ighp2/XcZQF0djbXiZQ+7XsMosBBkXmAALGY8Er7BvMOjuDNOaE5AQAcAFjWKwgi9I24IEYvXpmCKHAQBQ7juQrA80ikoz/f9+OvPr1QD+7zGD/35ZasIBo7wzj3aqMnQxEFOJ6PZI2MglVB2fZAwpBL15ubskzb39N/y1sQ4KVvNsfr9Fg6HTXNVYnY7EjOYnMVrFnV8FDA2C5Ppc9SkcpahSAIGARKoeg8VFOGz4By1UdUi5iB6/YfuzD4yYIA8ai5cZaj+5jGvUVUur0mZaZbGvSBOIkVddnkcmUr/HpXQ7cUoaFNyS+gcsa6QENaVyGLPPSkgJghQZN5+F6ImoyBsYKNvoGp9pUx5cL10ZnRuQDunoHjFwbP/P3cwGMdkvHhg3q8tT2pvk44OpxO0F4AewAgb4e8VQoPMoOLMg7g6H/GyHSxgvaWGESB4uaQBcNUoAoUGzuy+FJ3y9ihfwycnS+BzxzCRDpicSqQkhWsFHRYKllr1HPf2dLaGDl7ceQ0skJXJonDEAn6chYKlSpMRcLl69OQRB7ZTBRT+TIkVcLMaB5+1Z/Pe26AO2NlN51UsGFtAm31BrK8jGStVB+kuF0AcPH4zVFDZd+Oy+xoVQcmqw4cz4ehyeAFityMA+KGYIyBMQZNE/52L4DPfAWPr2k6l6lTnnQDltA0ATFZQld7GlY4+5gUMzJNktH7l79+mteyifcaV+DhKYTNFBRJMQKXAyghSMRlSBEB1aKDUtk/duj09TOLTmDvkZ6RmkTkC0aNNlmshsjUqrgzVUZSNEAl8kNnBX9+8/rGPcGA+4f+y4GtRxjGyjZuezbSpgSXJ/BAUCnYCEMGu1D555ISAICDJ254HStqVtgVv7MahEiZEeiqgOvTFkI7jFIu6PYqaPNA2qsCByYSTFSriHkcauMKJos2DFVCGISlqxetnT39t5xFJ/BfHf1keLdMhGfaW5NnGCEoOx7sKkMiysBLHESJYkUzB00BQgo0VSJgPsBToLUxid7BHAoF97d7j/RY90pgXoBzvcP51w+cfDewnccFQk4LAYeoHcDjKWSDgs/ySCQIeDBkqyKyWhQxU0Kh5MKtBpBlMX/g6I0T9zIHFjGKD564EXCOeDxXtl+bIAFUjcD2CWQ3RNkH9DCCVtlA7UoFHgkQNyREFaF/dtLt7LmYo9Ml69a9+i/qb1iKV35mBQSKRmHbDFwuxMbVGSR0CbIkYmDQQiwuwvdDjI9W+lVZ2LrznWOjAOacfksCeOorzW85hLwoqkDoMXgzIZ5YXx+2tsRo1Q3h2B6uDuVxe6aMpoThBA77xq7fvL+g8aIAWtMNSsDjxQZDFWc9H20r07glFMdPXb2jVzxfacqaCAOG2mQUV2gZI5MT1Bv1xcWaAwvsA3qK1aw2kuK2TQ/gu91rUR+Vz07YRd3iAuVUz22IUfG13HQVmRoZjSkGohKRaPT5+wYgV+lDXhgeKlvOjpGbM898ODjyrJoKQAnga3T05KG+D3LjTt62fXAUUFWAAvGlACxpK/7eC6vXuC67OjvG8no+pBKD2bq+Drws4FpwG9ZACGEy/OP71we3L7bnklayJpd+yhXZy1oVD6+q595QNDI6NlnZmo7L46zII14liHDQl9JzSStZRNVSvI/fxxh+UJ4JtxVmset3H1/7c3dbfS+X55/zKlUyXAlWprTYn8Ysa3oxPZd8MenINuimQniBY4+O5nG4b2LIBYCXuh+4Wiw4awY5Ar/CLjkltuXK7aHZ1nRDBkCo1bAU5RCevzT8r2UBzKenNjdOBQE31harWTdULOJOqZJ3HXaSB54IQpQIY6lQYB/zArafvzx8d058rq14Tnnm201x/R1TEcN4JLIpwnG6KGANo4jwIRUrLDjllMjbvkcGpwrW3fvjfUvgf/WTr32xBcD3AawGcArA4b1Hesb/H17L1r8BOIfMz3JxPYwAAAAASUVORK5CYII=) 31 0, auto;}
}
div.testarea{
animation:rwdcur119377 1.1666666666667s linear infinite forwards;
}
