@keyframes rwdcur137139 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxUlEQVRoge2YzW8bVRTFfzMeO/5O7MZuCG1V0oIKTQoCFgWkripBhVRWCIrEggWIPwBkwaobkLJhidhXQogFgoqKBSCgbIrUitKUquoXbZpGSZzmw3HG4/F4hsV9r+MkTYvUSSMkH2mk5/GM3zn3nnvfezYYPjLN9hfeYd+Rs8AB4GXABZLqugJUgVlgAZgihANMMlqaY5Ng3fTd8uLSrRPD7dYVYvGdwDiQBWaAPnWdA9JAGagDNuAjAotUqjVGS96mCHCTfQy/9AHE4rsxYmAwRKwHPKeM15wDhpQoHygATwETSDZsRGwSEbYJAnrynHn7OM8dO8yuoMnVfFnoNOJQd4sQOMAeJCMusASY6v0kIsQCoFK17owF3kZnxvKNGFasBcBVw4QiYpYm4OWh3RqEYJBWo4ZEvg6UFNFriMUsKtV0h7A7v0+lCuBslBDLICBuufIp0y+GSCl6xTjU42AAbjpP43YeeAKJ+jBirQn19DiSJfsu8ySpVDdEhHV58HkWLw3Kp5YDzaRkwEJi24OYpm1Asm8bzsIgGCYENrATuADcUsSLwCQrO1WnCJvRkh+lADMwTGKm+k2/FfaYZSQTAVK+ACkLiv0myTxg6K5kAU+rsQkMKiF3QyJK8gBmuXaLhKUy67eFfBPIIXbKEVoqrsZmHAhcwsLOAiNAXonoZ2Uxa9zt3gPBytmzXJvpV596IIPYpoVkI6ZEpNW9JtBcBDivyOo1IY1E3gc8HlJrtTwrwaOFRWAbJFJC3kM6vq8oZoBFJANLQLt1TpFzkaijCN9WbziIXRLqV/QVvYBq7w4mFxQHQ03vKwp6nFDfNYGlpiaro5wEauqpFPAkYqlx9QyEWXGiFmBe2PI4318agFhcDFBEuo+DRL2GxNVGOb4ObddHIq+L1QPmWNm/OgvWRGekUl29VjyYgJlEnpOxR6C/V5piAYlpW10xJeDGMizNQk+Ot7zmHgJ/SAnwkAjbhDlbILSWhk+4SYwMVs1KCEndMvVUaUVeJ72tFrtmjS9TBUj1FTGAljuA50DbrQPfAJeRtaCz42iBACaVaoLRkhuFAHO3fVuKM4v0/ilFuoVkQDfJoQKUVLcKlFIDyCYglYf0liywHzGalq2jrjuVRmTt1HxmekyKs4VEHCWkhXQcA8lGDlmqyv2QL4DnQGNJngMwDAi9rmuirsSs7kCR1YGVbcxBfR5qBREQdEyZUWMdr4waO0BTtfhaE3ryEPgg3td2qUVF8p4Crpb38mrO5kSrEPZ6jXlF2FBXGynBOZ+jizdJtV0upbcw6Tn8YCWvAWeRk9skkgVd1KsR2Zpg1RIZTixnw8jawLINXgviKcglhDiIKVqAW+No7/ZTiugsYpsFYAw4Rdj/LaQGViOyXam5d2qMz/ZdgWVXpmp44NRn31uehmZN6gNFQwvxPVcRnUDK/m9gmpWLF6zv9Ug6EICZceY5sPccNGu8O3MZFm58jWl+vtNZlCf06twIZNoAMK0Eckr7A/gL2RedVuTv12EcRktR8ZfJMskaP138joPl4Y8o7poAyh+n+49jWoepza4qRwMIZhTZLGIjIRZuPDq3EHSMncjPA8WZ8yRf/5ODbe81iru+BS4CF+jJnXmzMb/mhUNeA4KgDylnbQVbjT01tgkrylXEIz/MgIRTUKlmkYyk1ZVleWb45LVfjh0YeWPFS19Mj/H+1pEPCY8/FwmjPq7Iu1GttvdCp18dwp2lDSyQKU8+9s/PoAT8PvYV9Z5eDg0++ymhsZLANuA6YeS9h0EeOjMAUKnqPXyI3z7ZPzV5+seB3a9U2PHiHFtHxpETV5IwAC5SxOOA/TD/5DLW3JHtbpK1LbAPGCAsVF0HINn4dSM8fj+sFaAh/+doEZr08DpPzzFauh4lsf+K9Xu29OrOiLpUqhOI31lxXxa0TcH6GVgP0q2KiHg5p22Cdbrooosuuuiiiy666KKLLv73+BdJzQ+lbUhe6gAAAABJRU5ErkJggg==) 1 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdklEQVRoge2Y32scVRTHPzM7O7ObbH5n0zSNtpb+CK02UPyBFRSFUn88FBEfpKV/QKEPihAEX4Q+GBAfSxGfqsVHFaFYS/F3KNgWGmp/pdb+SGOy2aTJZrPdmczO+nDOdDehNAk6+7RfGGbvzb0333PO95x77xjsPzFP++ZvSLZmgA1AJ3ARuANkgBTQDOT0ua7vDOADJlAECoDPYDqghjCO7/uuDLCvu/8MVvJpYAxoAK4AAXANyOvvu0p0XPt97fd0jAd4DKa9mhlwau/n5d19ezng5jgWb8wQi3dhpyBui2/dIrj5ISU4o8TngF+A6aq1AiQqQS2NMLtmbvH1nrMcc5rBtLpItoOj5G2gNQGWswvYiUisC2gEtiDSMsO1gFbCmQOT5tJ/FgWs0c6tDN/ulVZjBziApTRMoAQ4TeC7FtCDRCIFTGk7i8jK0xkJbdtIbkRrwLfrnuGzW1skdcOUBIjpUwYMGQv0Ivr3lWgC8TpINApqUFHHRw6zZJhC1AHSiN9spdWGpHMTkGxNEU+iPb4STCFS6tYZnUhUuhEZRW6Atb44Kx7OIenXqO+4PuuAeaDJAs+Cf+LbcHPtamYDMIrEbUxnJrS/U1f1IzXg1RunSb0M7w1vglSL1JcGwEVEUVZ6Ke1bb8NsZzezC924eSiXiojXfwLO6ewikivtSGWKDKZnJXhx+zCUFoSohfiwCYkALK4zjv7NiYPTDDE7gVSnDcAOXcEmXG1g0o7SAKtsGMwXG6WVQ/LBQnyX0DZIeoZJHVOKpRgEDgR+L+Vgp870kZ18nEoxjmxPsCZTaxm//Vilx0BkFO6vHpVKlEDKqoXIyQDKDpRcKHldVGIUIPtFpPoHMPN2IxO5FFiOEDIR7eeRiMwDs0ASkU4zsEAlyWOAnUJnejojbEduhNXi5vhopBdam4RcsxKr3ppsFkempLNDuXklqMjEqyId+V5gTTR0QhBUvBnSaNHfJSVf0Len4wKk1gRIAZCWz2K9zxDxjmzds1NQDoScq/9+AfGdo6PKVDQf+tfVcQvAQgE18aq+LX3nqdSwaAyYsFPQ1iERCAlbSDVPVY3MAPeUeFGNKXjsmc9w0jBvYMaHgFEMY0yJh9GINAfMT9uekD3TQYLdhuSBTWUf8BEp5aoMyBXBzXHSSnA0e3UjhvErhhFedgIWX3Yig0XJg3yDGOAowThSeUK9F5Czpwv4ZfDmoBywz52j18uzLXMJ1jx1qWpdT4l7DKYjjYBx8NCV8pHereL1FkQ+96kY5CDSGQlgfnIGM1ZELjJj+lxALjcBld3DVwOyDKYLURpgvjA9wpvBqHg8TNJppD2n77vA/WnevT/VqmS/B34EjgNDyBE6h2i/gFSfaTUoUphbJi5y4Lk/4V5WLot3gFwgxG8Dl4sw5wKwe+wcTF3PItXmJqLxaSU8rk94waEmBmz84yjP9v3G0IUvYfLSEWayAxSmP2bi7vlPbp4BNy+aB17f/Bo/ZC8fRM7+NpW7WxdSCpZuXJHfiy1j9hbJnsO80vj48/TvP6tkurCc09unrp2iY9OiCUUrCZNX1pLuO494PPSyjRiRJcyBwXTU/PWyuBRyIW9g+KvusZETIz1vfbHoz1d+PkzfSx/28/AS6QFjNfsq8dBe+TiVZ8c7o7Fi7kH3X6c+4O+T79O3pn8PovulGvepwQm0Gg+PQBVids+uTLz8e8fWNw6xduc1nnz74grWzTGYzv8P/JbFsgY8wMBkM4sPF49CnsF0bvlh/x2rOWitpiTWTEarMWClO2p40K4JVm5AmNjLI1/LL9SrO6uLrh8ViXytkjfEypO4GvKppIHKzusDhVp+Vq+jjjrqqKOOOuqoo446/jP+BccP3UzrUIpwAAAAAElFTkSuQmCC) 1 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur137139 2.6666666666667s linear infinite forwards;
}
