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6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 22, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 22, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 22, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 22, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 22, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 22, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 22, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACB1BMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAuLi6AgIC9vb3y8vI/Pz+5ubmwsLBGRka0tLTIyMg9PT3m5uYwMDCbm5vT09P4+PgnJydhYWF1dXV4eHh9fX2CgoKLi4uUlJSmpqbg4OB/f3/h4eHt7e3u7u739/f09PTCwsL7+/uTk5Pw8PCDg4M1NTWPj4+WlpYzMzO8vLxHR0fz8/P5+flbW1u/v7/f399cXFyamprOzs67u7tISEg0NDS2traJiYn29vaXl5f9/f3p6en////+/v4mJiaQkJDs7Oz6+vrS0tJwcHAAAAAAAAD79ni8AAAAZ3RSTlMACC5ieABQeoECQBpSSjRqDFa75/vzyZl+SMn965N824nznan5o+NoOE5UQo/ZpyQkdJO90VzXLIWzMr39w7+D793fofdOpwIyszTH4QTn2Tqx1fHdtbGtNu1+PBZMDuVwBkgEZkIKj3QqaAAAAAlwSFlzAAAPYQAAD2EBqD+naQAAA1lJREFUWIXtlvdX2lAUx0VFBcUZLBo7XaC4WtGWKsa9Wlvb2m333q1272G14ASxoAhiZOb+kX1BCCsHknj6S0/vDzkn9/D98H3v3ndfUlIShCg1LT09LVWU6DeJQpyRmYUiM0MsTC+RZgVDKuEtzpbmyHLzQoC8XFmONJuHPL+gsAiTF+8KARQK+lGSzxlQUIoDAFW2Oysy9pRw9l+I+31ej9u1d18UQcF1FdIi8G2R5KZ//4EoQJaUIyAHAy9Jks4NvDwakMMRIJODBwEc9orKgHMGIOOml+QWU+5Np2PdVlWtVKmUNSGCIpdTP4hr1XW4y79ht1H1DXSisYlWHzzUXKyu5dCTIk0LXUOgKqrqW7dTrU2Kw0cwlMNbNMnPhfYotbZqtdja2qsbQrnGmkq5zWJdXaN02qSADuL3CqqAGTqV4aSyC8xOklxZJjqSAroxtwmVwAg9qnCytweMKGlyY91/H7DjJWh11NJi7CZWt7ctWKyLS1w2ka2MfVUVFHAtY6iR5sON1EfZ7PN+F17H2kj9A4MEMTjUH84wrbyAWrm3V1ldZVt3ODfnqGHWVh5ops01D0Skwoepvaunp6u9wu5Arx6Qsx6mQZg1GGbhmOo4k2KOM9VGw9uoeVQB0gsY63EmwKDXrwIiMClmoIDNbDSaF8C/SZJbPhhhHSgAv2ZI0zREeAiOtDkXWNBfOy3gmvN4fX68kHWkBQDkz+lID8GhioMVWSetgNNFxEsL2PRBQLQHNNZHMPnwCVilAYtQNyzHRgoL2Md6EBDjIXCxqPG1FZNpZQlXJ7pYQoCYfUAhqW2hlt3uZaqlNtEoYwAxHlCINToCwwidJuEgCwPiPYi0Hd3dHdrE/R8BiPfAJSIB8R74AoR4iAYI8BAD4O8hFsDbQxyAr4d4AE8PLAB+HtgAvDywArY9nNwBgDQtzsLoTgCk3gCEQMDMlFH/4/u3r4IApi/mz58+fnj/7u2b1/yX8Orl5ASE49RAcnUU4MXk84Dw9JlS3djZc+Xn+5OrIwCmZxNAXRi7eOkyJ1k84OkTgLHxKzzVDGDqMcDVa/zVDODRQ5CPXxcEoC/XB/cBOm8Ikm9f7/fuoqv7pkDAUOADo+yWQDn6xBkaJYjR23cEA/7HvxB/ACamSw3MMrhxAAAAAElFTkSuQmCC) 2 22, auto;}
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div.testarea{
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}