@keyframes rwdcur214435 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwElEQVRYhe2Wa2wUVRTHf/Pax8x2u27LdpdUWgrxUYsaEgK6STHGCFGpWF9RIK1GjVoSPomviG4iUWJio8bgI6YlBsEW4iMKPogtasXaEC0kRosEiI22lkK33ZnZ7s70+mFbsNGVtB80mv19mWTO/Z/zn5N77h0oUKDAf4Dyf1g3jRagezbCFRVSz60Xym+ea538d8VXL5IbH1qq6TMtLhKx4PIqj149V13bUKNsn42Blto4jc887qW+xgjP1ACgBr2yWt8k4Y+JO8l1Mr8BkYipIhGLjj9RFpwqvmc3pKI2w5abyScWiZgvT8izIKz55mS8PP+6RG2cxnwm1MlnuRAi/Oo3o0+uqqVuRxsYBgjgxa6U2lpnbP5l1DEf6xw/BdC0WNVXXazP/+SIyeEHwpEh0z21s9f88bVeJ72jPlDRN5SpVmSCiivhN73s3WWx5T6tMWgroaZlxWv8Tw9aUwYkAPepaOXLB5IvpHxu3YZXMuiBXPB0v8K+rR4u8ftQgK9Ni6uKDDrHTKKayvJgAF/Iw2/DNt1jNntNkxWGTrlHwyNJXHSpjFblgALpUJrmjXB6QLQ91529fZqBmhAt8SVyY3OrwB8UuYgrwXEDkgpEM6AJSMuQkcFwYESD4x7QAH0CYhmIpGHYC7YCc8YhqUGRA+FxGNVI27DuXoddnaIVuGvKwOrLI7zz6QEotQyoNM9aG/QBAsIZUAUcKYJyC2QB75fCKHBtKldwTIEFFnwXAFuGK0bB6+ZydZyXy7c4xZCcpqIa7DQ3Ae8qJx+O/LSoTLm6b782r+JGE81D7stDWdAmwHBzxQFKpjqhwJdFUKbDmAtLRqA0A6YKIQcusHJdshXo94MjQWCCjAN3r89y6CitwBYAtURXJq5ZqG/9uM+auOU2atvbwag0wVJJDsgc264zmHV4byx1ZudqkkNjyMKTtDlk2XzxIVwf8KPLMqok8XbSpkiReGQ9FKcU8AvScy0e3eCye//Z9p/ZAyIRk38eyTKv+eQbUyNoSCo/HJRpf5aBr05kN390Qjh/HJ+XVvojJX7Z3590xjZ+lpuOhhrF51Ukls3zlMiSdH/8Hrd04dIstgUr17p83sW04vloqY0jzF8RvfsUcUOV/G2+hSIRU//qnUjErjz8YHhwaFtIjB/URds6Q1xXee5j+U8mOvYggJ6ZCCdNRD64o+jY9zv94q01huhoKO7KbIrO+ERtuWw+ou3mwNGZCifpqTgfEY9K28Y3lQVnmWP2t+GkLu8dMBP+1f+BAgUK/P/5HY3cXnH4udpfAAAAAElFTkSuQmCC) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2UlEQVRYhe2TbWhWVQDHf+fe5977vO2lbW67a87AheSGjspoGY4yiGlaRmTiUAuiUGJ9KCi2WE8y9kEqyyhKaNagD8ZgiswPZY2F1Zo2pMJpYtBob+7l2bNne17uy+nD3cRpw7agPrTflwvnnP/5/87hHlhiiSX+Y9T5JmTE1Ourwrk46YLO353xRexdDMRutkiZpzwspSz/4PuJw6rg2CLKAVo33aa0JF8rCC9IQEbMYpBbL45YLeWmtnXH2owiGTEX3G4aKM9WBmvO/pE6tTABKQs7Lif2TUt3dcU6jV+G01HRMPC3i2XEDMqIuelAdSi7dJtN22D8HqB5Zu6GPt/1A4+3DNduWWfcV1Mr6OuTfPmrFb8mHAbiomHAnacckCUg7rw9TwuHNMn+Jo1Jy91TKvVsKWVERsxLomEgPp9A81ihW7P9YAI9BGMxeL+HbOD5j89M3BrwCV806SaA4dnA7nLVv7MitHIo7sS++W06rz/mRLMDwp+w0POlwMhyOPiOxluvuo+9992Esq8y6wXgqoCQEVNP2q4e2D90aMN69rS3QsgvYNQgmrKpf9sGCeW6jl8RSKA7mSJPVchVvBu9w+/H1HwU6Rrt0Ul8AtYGAxQ/NU1mngS/QzImONZgELSVrzauDG4ONQ4lZwQKdtmuOPxy1xW9sdkhGAYmNRg2IOBAUcJTTSnQcQtoEqrGYSAAvQG4axJcAUM65KfBcCFkQ1oBvzPnetMXQpw8JDjdmzp6oMvaDqCWhGXlmf7ko3ubIDML8EkYDEBCBTPpFbrAqN8rKrQh6ECGDTkzBcMGrJ70xg0X+kKQm/Kkp33gCNAkaqZD/hqHZxrtsoTFOaBX2VGR8Wna5viHr0MiKcFSwBbQr8GlECRV77RTKtjAsOaNaS7orie8Kj7npJRMed8RA37MgHOZYAumLJdtz9mMTnMEaAMQ3t9b+OTPg+m6F38aW3P8cwi6Gkz5iFoWHR9plBp+LqZSbM7OYNR2GLMcjk5MMOL85WMAQBHwxiuCHE2DtMJ0KEn1E9B5miPA09e9AvFtWYG+u3Y8483uBvHg/dU+1GUOQxMOZtyI1bZG61YtU/UrZizrodLg3QEUer7g5InL2PMJ3Fsg6sa2GMU5K3ykfBYv7VXpPO3MKb8Bq6Ewr+kBo/WznUE5NYDsOaXIdx8OnJ+dlxETGTFzZMQMzrvJDLvK1J4LJwyZ+iEsz9fmyI3LxSc3y1xL84b1yK/bvVe3kOAsZdmc7W7zyfpHNFlVtLDyqxIrli9eAOieyTcvMu9JAF2LzHb90/JZiv/l3BJLLPE/409/j4To9wJjQgAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYhe2WXWgcVRiGnzM7Ozu7m3SzaZNsEhttCm21or2wGruyFi9sG1tEGsQ2mKZaUQQFERQvNA25UFDJCmruXEurVaQtrZoSKQS0RWJEq4LRGmubStLUzf/u7OzszBwvNmlUEmsiKOI+cOAM53u/9z1wzsxAgQIF/gNc9Q/rZolGxL66CtG7GO26Unpf2+x/326JRP6sTplvoeU27b343aGm+LZQ1ULNZWulWr9G0ytCnq0Xp+xPFxzg9iqxz7eUhsAdWU4PZlMLNL8OuCFrS1Y32LT3jV8DJBYSICFXyKYn2l3EEoeT5yzjCobI1kp9eq4DOoDuFWTKTFoTNrEozfOFUP9oHovS3HkI9IBNegAOfEsp8Mhc4ogGic8nqnVVqMfuK9Y/6EsxMG6PrSnTKlaE1YgiLYJB6DwE9dtpNn8QStcDZQ+FX7hkzfQQsrVynZTSVPZefDoWpfn4YQg4XnAEY4bNsy+5uBI0AU0lIY5OTjHmuET9fhwkU66LADYEAwzmbL4xTVZqGkFFYf0ek5IaGwBjUhB/1EtRRjn28C2hRr1tODUdINLhuOzZ9cmw+saLfrSVGUj6wOuC5kJRvgGnQ1DsgO5AhQnngyDIz5M++NoPN6dgWRYMFSwFSrP5GoCsgjmi0v4U/DzgvvP6l/YOAM+mWrXuxI/Gxsc6ciypyUHam2+Q1CCcy4c4FwAvELQhZIPu5kcoB4P+vNmNKQhbcHwZeAQsN2AwACMauAoEHFSvYO2tkufi9vXJDF8B3wmAndd63sqUuzv3vysJOl4wPHBeh1IbfDK/63ITbAGWB7rCcM8vl3eGFPkagJwCrgBFwkAAzvqgNgsRkzQ29dvh41O8CeyeOQMlIO/tOmM0do8Zsb0vK+gjfsgopAIWXxxWmHRchnI5toSK+WgiRQ7JGcsiI2cP5F1FQT5MpS8/KwLanvQQLlbAVjC0LFsafm8+cwtMEMamVYGE76xQrf3aBl+1QETTjPYL3KQy3tOffb5/xDFX19lr/RPqqA6cPJW78Nkl6c406mDWfJpndjU6NeurHYwp5jQHUEXLkClbKw+A0DbW+pMXxu1Xfuqza1dtNXE8PkYNMdp259K4aBmyDu4IAJQAZuORtDnX1fwNDwI15rCX7+NFVI1Mvg3O7itoINcSKX/8JvVgLIrs7kSGPCzqWwD0dncit8WQr272Hz1x/5IFN0hcvRwJiw8wrZ/3NfyXQgA9i9T2/F3zGf69/4ECBQr8L/gV8WZxTrMAfuwAAAAASUVORK5CYII=) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhe2WXUjdZRzHP8//vPu34zz4dtRmk1rOIJZNJBYmQ8oMwhyuglqOdlEsEmExBsGZDBZsLLrxoqJ0tItkc3bTeqGWSLtw4hYJCtmaM9rxhNtRz4vn/N+eLv56WqmhC4rofO+e//P7vjw/fs/DH7LIIov/AMr/YZ6NmTcKncd3eQb23K+M3gm/Y4frytuN3gEjVPKXQZS1Nt6/tNBXWehqeXqbz79Rc9kV9Bbfpbi3FrtabiXN4fEDgTV91troGRNa67ZWk7GIltpoABEKp+JpadXWOzkzFSut7r71wUb4PfU7kfEZ5KVBJDCyHpLsCiK7gpl1noORkUFbp34nEuhZjedcxbz9fD+oauZbEfDKsQZP4N4CV96es/FrAM9VOdyjv5jGZAyrqUI4T40uBBUBB2qcNx8qdedPRY3ykogHtdDkfH+S5t20D10EYN/thkJ2BRtBGg3vRvZ1NKp7Hz8ez5jPzsKRYyAlvBUsIqzp9EbnCCgONjkUanJ8zOgG05rGfR4P1zUNTUoUIRBA22sm+eUmAIkEfHpQ5dnTid7bQwjZVXJyclZvjmhGVd1eC9eDsZV9ms6BYRUei4HPFsQUIIFrPvCbMOeEAh3iChTq8LMXHliqF4C0QzTvhqGLZEIo4xHN/V04XVXdEce1NWmLGwISTkg7YNYDA7mgC3BbkFZg3gVOyw6RZ9r1FYvgkDCab3Or4rDogGnVrjcFqgpnPgKfl3agBUCpDLgODf2U+nj/qxYJc+l0827QFJjx2qLPJKBpzjadyIEBP+QaEHXbJyxLQVEaypLQ9CsUp8ASoCugAz+ooCkkEtD2Iiym6AU+WZ6Baiml99TlhaNhoTcf7PTh8gCqSfKmQv85jQXTYovbjVMIxlMpYpZF2LRQgCdUlYihU5Pj48PoPFbmFggOve5gk+oAl0VSGDzZJv/Q/swtEELQ/rC/7+sfE355wfeoWZfG4Te5EdN5ROQm37u8ECrdrBSrPsX/xaA59vl1aSwLdJOgs9aVW1hpBbv7mPx9cOTh1ueNzbVlJotRB0+9sNJ8uQNuIGBfN7l9PmWdnIimC7Z3LjJ1FQZOiPHDDYE6EQrHV07n2rgnh5FvTqs7SrdIPntHYfSqdvbot1rbn+sUEQprIhSeAb4H8WWeV3npq4nUuZb9GnOGyZUburZRc4CpJEx5E5w4YqCkxYU3d+W/vFGNnoq71/8SroKRJf6qL+C6QwDDd8gd/rvmy/h3/geyyCKL/w1+A8hxfJ+ep7cEAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur214435 2.6666666666667s linear infinite forwards;
}
