@keyframes rwdcur49862 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 27 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhUlEQVRoge3aTYgcVRDA8V/P9m5UQrIkIUiQGDQxMZolii7rOogHhaAXFRUUkYB68BMNIiiCN8WD4AfoUVRy8CAignhSiDF+IGhERSGihCSYg2KIomz3dHnonslm3c2uZqY76P5hdqd7ql9V9XuvXtXrpiaCNFgT3FCXzkYJRoJnggjWNm3PQHmDde+xI1i9m6dxWtM29Y3gjGB7sHTa6Z3Z5SJrp5G107ib14NzGjOynwQ3VsP2ZniIGzobRbFBZJdVn0nxIA8ssL1lwbrgjMFa/i+oAtNIcE0wgqXPcri6AZFvFfmlotvb2DpPe62gHVwZjPfDxlY/GoFqiL6NHQnvJEw9wgv3TlpdbKbYSJxOLElJUnAnb2G0DvsG0eBSZTBaGZz3G+8/udV2gYRiJYbS4y54qZ2uxWtzNZiQ4yvsr/6fWgSrg/QPrjrA750LRH5RNZwvPha0cF33e3X8SHX95mqtngzGmvVmgQTrd/FmfnEZnLLLxWdcOcNBeCZrp5GPl3LKebq0igEHg0+a9GPBHOSxzibR2dILTPfBLA6n+KB7U3AYZ0IwEVzYiAP/kNYT7O1sEfm4wEeqODHd4WB9sPU11uNwZ4vonC/wgfJGDM7APrd3z+PtdKxYnoqRFO5A0fu1yCVTOZyF0dtYs49Xk59JjpK10zae6rNNx3FSDodeZrX2Q9rZhBe6vw3vzp/AN8eEc62jyHDsJoyfyyXfH7Krc3Z5ImunD+O6k7FrYAQrgvFg9HU+72zsBaCvlYlHj260juWiypxGq+t3dMqI/HbWTstAV7axvgmf5qWKQLd2xqrlp5y7EzPlsonS2WKDiNmTjVH8MC2w7TWAIuOk53DCqqyd7iyWpfJJ0k89j4//Jpim8gsoRufU+yuu7x5k7XQML52sfTPpR9B6rvtleI/9eHRubalYkkr4ZQ6JL4Z353d1D7J2ul1VhJwqbJuxvm6bS3CWdfhEvFLJvewUq51XYWdl3M4TCfYcnrAQh08zoJ5N+tTONnxq7qEqmxQKtBje0ze9/5h+ZTXvzieQ5ChI/tAtoBqh7/XmbETvD1HOyIGmjyeiFocTxHCpLUZ6dW4j1NbDQ/sZ+k5vLAdjwWNRVUh1UYvDaCUHcIRkqnfuJlyNK2qyoV6Ks8rUs7ssVfn07cGyOu2oJVgGOuPCFMmftL51esKfdeieSX1Ba4jWb+WyhE116J2NuuYwQ6liRbV7yZe16Z1BrethjKSMkMiL+aUHQ3093CUaW4JRt8NFLpnq7ZSMzH9B/6nX4aoexhrHP12sz4QmlOIWvLGQOrHf1JvEF3lZNZW5dLOTedB0Nle7luXnf7AOd4472leb3hnUNqSLVcRyImV4z3+8PARJ9filsZSjpP4oPUSUm3+NULvDrSMo3/tYV7duGnA4yndxXsShunVT8zqcZLlISbi/Tr3TGXgPxzQdkaLV2IYlBuxwsBlHui+pdV9XapJB9/Av2IUfB6xnwQz0lif8hGvpPvhvnqaqpcao3+H8/7TjAWnzgWuRRRZZZJFFFlmkFv4CMqS5OTjKIO0AAAAASUVORK5CYII=) 27 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 27 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 27 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 27 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLUlEQVRoge2ab2hWVRjAf+fd2VhrrtGGLhkmMmo6mWY6nXsJF1SjT9IHA6mQCoqIoP9CYEQfpL5JUB8iVh8kLCrQLwaBQZImIkOcEoQpVDSLKWvm2j3vffpwzvvu7G5r+XbvuULvD17ue88595znOf/u8zznKgIgsAVodLcngCmgXcGlRLm1QLu7PZvMT4NC2hUuwBV3nQamFMQLKDPurgaYCCJZ2gjcOwbbX4aHxHbwDtxoC6wSeEmg0yvfKKDzkvc/IdAscGQMxqJ+JNqKREUtwLDLf0HgiMDToWRKZUoLtAqsF1jppyuY/B5Ot69jKWITAKKi3gU8DnwCfAx87upZKzAk0JyGXPOhqn1QoBWYVGAENjIj5AkFf7r/zcC5qKg756uj/qi5Cxhx9TUAu4E64BsFX1Ur2z9R1QgL3AGsB7YI9AKvYdMMdgcG4CAciLvoVJGZpxLDg/AFtuNQdkO7APzlrplQ1QgLbABagCbgeff/EPC2gmmBVgXdpR6OqUmI20Ca3D4kBhUBEVAHb5zk6zdh0KtbK9txmVDtGj6PfW3cB3QAk8C7bpSYsqM/HN8C8TLoOsXh8oMqgrETHCyMAzG83sc24JVKfobKQpUKK7ii4BSwHzgOvKpm3qHcBINRUXdT0EiD5gI8VXk4huUwcvEiZyiA1EE0wFu/wacCy/123Ga4T2BVVdoFYk1U1FL+Ac8C+GkCt/4ILR/CaFTUYu5GfoboGrzvVyRQFBCBXTno8a8oAN95yh5zaSQ6oUwH7h1dWo18AKMkjI7kqKchYJo8ExV1n3f/BBADIMb+ZvMr8DB1mrhN81hRrwH2+gUU/JKyjKmxIhpAov6KNbXHzzSbkVJvJQ+BJm+odydmwHZXZrnAznAqXB9fRlsR04dgp2aDnxkNzJiWAr0Ce8RaW2UORf1INFDplC6BvW4Nd6UlZFpTemdU1PeXd2XsVJ6e09gfoCYN2HVZB3R4jsKj9ce4gKos4c/OwTvAAwp+SEnOVGhPTMd9yQICrWYDEt+OxCsRgRaBbUnbG1ifqGs4hALXy35PwItY62sWAgWzya5hswmZW8UsnkwovSMLoatlKCHckJ/pfNtugb5SD2I2ImbzogoDfOSNcONihUPSjhthrNU1C+fubRPYbjY4hfsQ3+FfgEYyGtmq3cMEQ9hY1bif6HbXTgCzhSMo26L+ltuUfQcHJ61QyuEF0stOxhR6pimFyUVZyDh2pKyVdQmsNwhAKVNn6MZAoKN0JxKvQJwh8UhesoSKDq5SV0H9VLk/H6jdOYRS+Hi8FFQzUAeFUX4P1O4cgiisII6aNOjK+s3NVAwa8HZ2NgoTi7XI1rqsM16kM1NCHbXMx1Ks0k3YQEAQ8lR4HBuwi0kYLFkSbEqXY9NSX57WTIgNAGYeqfQJpnBZUZ+QipbJXGHn4HfeKPZViBEuAE3lEwfJc9cgwKalYFrBWWXsje9E5EGw/pZ6jWigZHABvGKotn3CdXfJoEqg7NniINAGHA3WviOIwgIt8WWgwZ4lAe8BJ0O0nQsC9whI3GXjznnKEmoNj8Tr7DlxWV2B5wQOpH12tBhBFFYwES/R1vgoVFZRD9aebl/4yfQJtYYPxBOGeAl4JwsvAh2hTxUyH2H3bVavugbKO3xR9oOY4H5xCMMjVrC6tEwjDYuXz5pw72ExqKtAQ75WdUD3EAqXgfpQLc5POPdQg9wMkvNJUbgpXdDELSbfGAuhv1qteEr5reOc+zs8/zuFa9SoUaNGjRo1gvE3Y57nlTgXA+8AAAAASUVORK5CYII=) 27 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 27 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 27 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 27 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 27 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 27 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 27 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 27 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 27 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 27 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 27 3, auto;}
}
div.testarea{
animation:rwdcur49862 2.6666666666667s linear infinite forwards;
}
