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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2WMWgbVxjHf0/ph46rzRPiBQ5qiNzJpIvGoExVp7qbuxm6OFuKh1Ky1HgKmYynYmcI8agl4E7xFo9up9Cp9WZNtQZX3EPJ5YmH8jrc2ZYSW3YT2V36hwPdPXTf733v+/7fARCMiYLWFf4DlQJUgA1gIxhTv3aCYEwlaH0YjHkTtP41aH2tECW8z395HwF14HHQ+k6A6HoARvU7MAc8xphGiOMrhxgGSBH5AdgFani/DjSvGmIYwOF9G/gR2AFqiKwjcqUQo0cggrK2Tb+/AmwDCbCByHzQ+koghgGi44JUzrWBFaBF3qbrwEIwZuIQJUQAHPkRnCwoazvAQ2CrgHiE94uFb0wQ4FQRN2+OLCprO1i7hsjmCYTWiyGKJgZRIstO716/fi/FCjrAWnEBrFIuL4U4ngjEuz5wptTRUQpsAj8Xjx4gcn8SxzEKYO35ENameL9JnokIWEbrxscCfDJyF8djIcgyh9Zt8qKFS9h1mJlJcK6C945+3ynnOucDXCRjGnj/qAi8jfe7Y4NrvUCv9y3QRAREdsLU1HN1dLR9NkC/f+6OgjFJETwBdun3Hyrn0rHBRVbxvo5ICqTAEtAMWqfK2l2AEtUqHKe0XI6CMVGoVqNh+w25Sc2TD6p9YKUwq3H6iny6bpJlX5Nl98izVkOkfvwBNJyBCJFlIGUwgDj+O8TxLlm2z9u3AN8AIPKMLBsbPMRxDZFF8gH3Qln7G0AQmQMaeP8d/X4rB+h2QeQvIMH7hZO35K64jMge8BS4XazsqSxzjJNIB3gJNADCzEyFbjcCPkOkgvfblPIGVAAhiu5QLjcQYciOvwCanPZ6BLSBLwubpthVwo0b4Jwjjp3KMhcgQutV4D758baK/y8h4vD+e2Vt6wQAIMzOjhbg4WHE1FSC9w+A+SKda2RZS2WZK4qyCSwzPV2h1wORJ3i/o6zdD3GcIPILUBvaRArsKGvvHYdRXKAAFYzJJ6W1qQIXqtWIwWCJfErC9HRKr1cpBtsW3q8pa9vBmEpRvHeLTLxAZK9w1g9X0LoWtD4IWr8JWv8UZmeToPVSMObPcOvWYdB67p1NROfZ9qVmwXsSuY1IBdjH+y11cNChWm3h/ctioC0Mf9QqcCpP/4QA8i5wQEIc58+63QT4vABM1aldj9W/s+JjifyB9x2gjvdPg9bPgbuI1IE21m5f8IYTXViEZylAhDFNvN8gt+YIcIi0gSfA1mUL7YMAoGjbXi/B+0VEPgXg1asnDAap8v7jqvx/Xaf+Ab01gpO/ER5AAAAAAElFTkSuQmCC) 1 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADq0lEQVRYhe2WP2gcRxSHvxV63LCcmEUZwxkOLCWNcBqRylypUunURSGNIU1ARRJUCVdC1aEqSC6CUqoJuLO6XGm5iyr7mpArRHSCzWWXs9Z7DNZLsSvpTvGfKDnJjX+wsLOzzPv2vXm/WQDUOaPWRrwHTShEwBawpc7N3ziBOheptUfq3Eu1dl+tvVGICbwv7rw3wDzwUK29p2BuBmBUB8Ac8BDnGhqG1w4xDJAg8i3QAmbwfhNYuG6IYYAc7zvA98AeMIPIJiLXCjFaAhGCNO0wGKwBj4AasIXIolp7LRDDAOZsQwZ53gHWgF2KNt0EltS5sUNMIAKQU5TgfCJI0y6wDvxUQmzg/XLpG2MEuJDh1q2RySBNu6RpE5Htcwhrl9WYsUFMkGUXo5OTf6Q4gC7QLC+AB1Qq9zUMxwJx2QdeqyCOE2Ab+KF8tIrIN+MoxyhAmr4ZIk0TvN+myIQBVrC2MV6AMHz721mWAx2KTQtjsOt/VYJzOdcANsrAe3jf+r8AkyOjweCNX6TO1fB+g8KcWgwG60GeJ+8KoGEYITJTDqcReRbEcfcCYHoa+v0ipZWK0WrVcHoKeU5QpBwtTGqR4qBqA2ulWb09uHMG7+8j8hUwh/c50FJjtoI8b13OgEFkBUh49QrC8E8NwxZZ1ub0FOBzAER+Jss6ZYCIqamcfj8ijpPgYm+gIgbvHyDyHZCU4BGwRKVyV6vVL4I4Ppik1wORP4Aa3i+d4xSuuILIE2AHuFvOPAmyLFdr5/H+a3q9OSDB2l9UZLdsWQhDw9TUEv2+AZpk2S7WRuUp28D7RZ2dbU8GWZaoMWtUKg1EGLLjT4GFocsAHbzvqnOLFNY8V2YFYAHvP9F6vRkcHnbxPiIMIQzbHB7uBd539cWLnGr1oCznRxwfFyUI8vyp3r59MFLAoyNDtVrD+1VgEegi0iTLEoojex7YQ2QH72cQWUFkmX7/NwrTMvR6BogQ+Vjr9S7Hx3kJXZw9Iu9uY4VInauptTUFo2E4p3fuPNfZ2edq7T0AtTZSazfVWlXnNs7+H9TaHXXupTp3pNY+Vmt/VWtVrd1X5+7B5TZ8jQJIiONhIDg5mSm/og2FS6q1UJyopixXDjTLnb8MfFZmo4P360EcPy3Xv5q0Xjf0+/sUJdgFHpcLr5bB10jT3bOOUOci0rRBGNYQSciyZ0GWta8adxTC2qWhdP5epvkvtXbzqn/TV87AMATwJRft+SPwKEjTzn9d84M+6L3ob6nGjzOqN6QVAAAAAElFTkSuQmCC) 1 1, auto;}
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}
div.testarea{
animation:rwdcur155942 1.2s linear infinite forwards;
}
