@keyframes rwdcur58930 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABcklEQVRoge2YPUoEQRBGH/QpNDD0AoJn0kRcjA08g2cQjBbBuDEWE9kLLILjHGFdhrEMrHZre+dnI6db+sHEU4+vfobBwaED7+CUHHHglyAqkZ9ISGAJUuUq4sC/gnyCiD5ZiYQUapVofyQaI5KFhPcg9SaJtcBKYJ2FxAEcOfCLbYlGJVZZSDjw9yALHWgj0Qi0yUuEWbhViToa7CxmIpZ4/6cS2bVTG0k0+24n91cF97x8KIk2ixU7IrG1nfRJTyhup7doJuw3VJXqkMdJmDshN5rMDOR5I/RkJSadhUBXO11HK/ZCJT46JJLASpxHScQScTvJ1MUHTuC472J/jUgkwz4X+1Il6kwk4mP3K/HSM9hJELdTl8QMWpNEehL7fDuFJEI7TV3zDmPtVIFcqUSSArDbTvZiPxqJZAWg+2LPVeLBrNWp6xzESpxp389NEskLQL9EkvegDytxl1vxAfPzOL/iC4VCoVAoFAqFQqEwwDdP76WIpTNxxgAAAABJRU5ErkJggg==) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8ElEQVRoge2YvUscQRiHH2bzP4gpLG0thFQW+UcCwSJ6IkGREFKksArWNmkjHKQKgpXCGUwTgkg+NIFUopx3elk/UnnH3d5YzI43N9m7XLHxZsI8MLDVzjz83nff3UVE3BcRJRHxAB8REaW9Q2Qq4Z+ITmDvELl/4qmIiCjtfEGW68hYquWViE7hoKokThNkLGkaIs5KCIB2QgXg5w+4uoRWE4A2UK+1mAJeuSwBwMgoYyKi9OEbUieRpnAdS65dTULoi7Mqx6BSuPgFl+dQb3AP1Kq1eIjrSeheWFlFWknYze2PxNfy/ymR+CaRWBLNWNIYREJEd3Xi7M37JZEMKjFU/iLRNMspXe4J2eX0+ai7J8x3KOPaaQm5f9KReL6skiksIjc/3Qq9NyWG2guarHJaetn9iH3yVEl8r/wp4QSmxHShOwlbwi6nWA779CkTk4z3mti1dn8JZxhkYs8sKImDqh8S9rC7ldjazW5sJ7DLKUuisEhiJOGexCDvTjoJXU657Z3HTdIvukcvFtj+uAO/L2ifx1BvdPaZfwbrb6FSzmPHf4RdTubELm6oPphbyjeB3Mma2G/eKYm19c5jddjn7Isp8XhW1b2WKG54IAC9JZycB70wJV4XPTu8xvh57N/hA4FAIBAIBAKBQCDQhxtsTCyku3SdrQAAAABJRU5ErkJggg==) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC10lEQVRoge2YT0gUYRiHn29mKww6aGkhImxUUBDUpUMGiUbXIIko8ZCnvISGER6kLv0DYYsuXSsMjVyiLkHtptAEdeiQUNBFkl2ltRJTTHN33g7j7H+3TUedhXlgYHYY5vue/b3fvB+DQq9W6CGFfohSRKGH6BuRRYnSE7EToG9ECEZLTkQTEmMA/JmCLVsRI94gRrwBuFEyIskUBsaFl3NCKCEYsoAh4nYJDSCZwsgn+DUJ5gKACcyJET+ClYYrJTT7RKqqzqnO42FmJiyJ2fmNgA8wxYgfxqUSSQFi46OAlcLMBEz/gNl5H5aET4x4PS6U0LJ+t6irzWGGhywBKwlbQktb3K6RULkX9GrgoXTebmD/USirgPJtsHlT6p46XxjoEhLv13CueclOwF7QLaqn3Uri90+Y/A6z86l7XFROOQKQV8LMkjCLfTspdGdnnPP8woMXKicTiKs63xvWsZzyJmDzj3LSsBZ2PYtJLB7ua3zJTt15V7j/McGTr1bHNsQ60vZQaedrIlFkgcq0Qnul3r44yK69OynfYV3WNsIGH/QHoOuBH930U1kLrVf8qj+wW6F9BomCvRZklTSKJCsJ4XFEaO1OJWGIcOqCcO+d8GxMFPprd5dTU5sQjGaWU7pEdjkZzidQcBHnQ0iMyZ4DbaqnPYx/X3rHtm6IC7TfgVAvxCJIcDTVvesKvvSWxbKfWEzHJtABx85AZS2qqWZVuveK/pIsCZOyCi2vRGMzbK9GnawdBC47KfHfJZRORjkND2n5th10BGDokUksggxE6oFbTi5sR4qyiHIyCXRoNDZDVQ2qqSYsJBqdGHtFCdgUsXfSOHsJBvsgFnFiyCSOCMAS5TT1LSXx5QOcvmhJuJmcZheMCteDVn+49jTZG9Z7ngXJkDhxXhgYT0ncfO5+AVhawpW71aXIkOjuLa3J26R9PC69yXt4eHh4eHh4eHh4eHgU4C9+P6O8SDozyAAAAABJRU5ErkJggg==) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur58930 1.6s linear infinite forwards;
}
