@keyframes rwdcur239035 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADM0lEQVRYhe3XT2hcVRQG8F/GJo5iUq1aQ2JdmFoVS6VWS0vV2BT8tw0GF27UUQRrFsWuBDeN6ELxTymITtuFYIRUSqEuKiRxY9KMCUpsSUmL4MKYShltazCdZBwXr4Mvb95MZkbFhX4wMJx77jkf9373nPP4r6Ohzn2tWIcm5DCN2X+awBY6XqSzizvbuANJDOAszs4wPUR2H47/nQTWs20/L2zmCVwZWd4b+r+Ab/Blhu+exYnlgl9Rebn5ZV4d4MM1bMSKGJ9MJFw77mtnxfN8P0d+tE4C177GwB6eTlTmmYmxJbA2wZpHONHE4lCNBJp3MdDHw2W2nRNc8yS+ElxLU4zfjbj5ASbnyI/ERYrTwHr6vuaVmPMeRzrLx2kuDuMCWkhuZ1OKrau4JSbksUU+26gKTWDbGLkChcjv3TwNOwXSj0MSO+nO815h6e/tAreOVZHcFj4ql7ynmgDoiSfxVAGbo84RDXS8zr4NS9U+ju5eCgerJHCSqV+46zFWhsyrMX4Vvx0OOyeW7u3sKn3n6SyFdJXJi/iA0exSUyNu64o6hgm0BhUujHP4JI35GgnMM3GAXyPm1rYgTzyBdUF5DWMS54drTF7kMMhMxLYa1pYj0FQq8IsET60eXOBSxNRIJEmYQK70pJuhpU4CLaV6WiCSJExgmlORDRuwcnt9+ZM7iEjKT3CmHIFZpiKXdgOeTClffMpmZ9MzXBMxz86IzA2RZ/jFUOm9pVbRkKqRwOWyHMYCTpc0pUgh+vlHbk8FR19EG657lGOncLKK5D10p7k70mcmMPYcfghbIyfgOO9nLoslhN4E7/TT0Gv5XtBPZyRuHiMZMb27xm44IaiM/Qc4P+jPbrgjuPPau2GZkax5F4feqjwPfIt+wVNrUyq4Iqawfze5N+NWywwkuVGOJrnnfjpi1q/GUdyE68UPI8XkB9/g0p4yDpVmrflBjsyR72JrzFgWN4oVsYjPFzm0m1xfBcflhtLcCMOHGbqXxvagVxSlEUdgQaCTTzNkHuf3I5Xj1/5d8BIPPhR0zdOC2r4gqHCzM8E7z+4tw+4vEwijVdDVkoLafkadX0b/41/HHwph7/4XjLEKAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhe3XT2hcVRQG8N9ETWfRpNKoDYMItqU0EBclUGMjVNuFgstKxaVtoIJtFqFdukqKFhUaQxeCdmEWEdy4rZioC9tmolS00BJLFkKH1JpA0wpjJuG5eJOS3LmT+VPFhX5w359zzznfd9899773+K8j02RcJ3ahFUuYwdw/LaCXHW+x/wBdOXYjiyKu41qBbyaZPYfLzYiphm76phhLKCYkG7Rikvr1TaVxD4y2kwyXWKpBHLalhKESbYMPQP7oaS40SBy2C0map/GRD25MfjthIuGL8vl2DRFtJxth704feyzZdMKxedrO4GXsS89bzqT26Soihkrqr4m+qficj6yQOS4t/Riyaf/ISrwm+qbqYe9NqzhKfri+AWQOx0V8mmBvjeAdY5VLbTopj7wBZAb4PrJEt4/VCOy9yYdB4LF51R97NWR5c77yKbxxM3RsWXPdybZcejlabu/gs4+l210jKDJ+nt8Dc1cu5YkL2MW2IKCAO183SF7GnQl+Dmy7YWc1Aa08EgQUYbE5ARa5G5iy9w8xAUuUYgHtTQpopy0wFe8fYgJmuBUE5JB9sTn+LQd5JrBdhxvVBMxxq7A+YDN6+jW1Cl4/wmOB+VpB8N3Qst5hZrJyGp7biv7G+DP99G9dbyvi28nQMxCwcI4fA5encGgEDeyEZ0foCeyfY3a0hgCX+S7PSmDe38KhcQyo+S44O85AkLeEj/LIV8iNJOrmlSu89HBl16+4tMAP5ylOSJdoO9mD9BxJp+u9SMrhZd7eg6v1CEDrIEc/oCve7Z50k/oTm6SrZXO570Tg+yVePcXd92OZHooTrFziapYnn+fxmEB0SHfOjvL9KvJ4dg35a++yOFRlJNUEwPIEP/1BcoCnWyrLZSNcxFfLHD/FveGNPOv5LO9m+yfs28seldv1WpRwBRfzzB4VmfNmBKyil44T7HyBzhxPlMWU8BvmCvwyycKoSLX/HQLWolP6Vlv9M7mhyT+j//Gv4y9iLHamlPeAsQAAAABJRU5ErkJggg==) 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,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) 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:rwdcur239035 2.1333333333333s linear infinite forwards;
}
