@keyframes rwdcur214926 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD30lEQVRYhe1WXWhbZRh+TnJy0ixNXX6a1mRtk2NtsWqrVxudyJcp/rENKUzccAycujH8YeCVhbaIBFS8EGYnDLoLRacOnaWOTUZz6oxWaedo69pkNZ7WJKdZ89c2Oc1Ofo4XDrwwSZOjMIQ+cK6+533eh/d9v/O9wCY2cZuh/jfBvv6T1sXoH5RvOSIp1VApDSQs++rwL1dOrWXSa4Rl3+aGhmQlOpTC5DSA7PDRQWjVDM5cuYjTP36RAXCICwQ+r0ZLUQscRuPp47sOd917JwuVikKn/W7suW8XHVqJ71NDPOAwGi/xiUS0Eq2qK3DE9URdKCIsn3vxfaZYtD+yiL6RE4imo19SwEFPICCW06t6BthtLSaNlhnl40LR87aGZpw5/A7eePxYj4bR+k6+cNxWTq+qFrhcLtV6VtK0NzYlO82t+4xbDCW5TosNvqUgM5cIntvasi3pdDolnuf/wauqArIsIyiu5pLplDQVvp4qx/VHFvHDwmSSz2dyAJj+/v6it6TqFqgpStTqdPOD331UI+VyJXl9IyeA+vqPATAACoSQovNGV5K0J2eU4492Ue/u2FubzkmmkZmfH7vf2XGWj4WfbWtoBmQAFDAdmsc4PwONRhON5lM3wFhDAFJutzvR3d1d1EBFt8C950D3QjzyJGtuoZdW4kdbTLatz+/YC7VKhU8mLkKnrRFH+cmokI5JpvrGq1Cp4sL66mxBlscBzHEclyylvaEBwrIdFr3l1/d6XofVYAJFAbT678L9thzEh3PnL/lXolNSIZ8A4M8W8hKARQA3OI4LltOvpAVfv7n7ZdiN1qKH+UIBQiQcrzMYJoX1tTkASQApAOKtryzKDiFh2Wd23rW9ta2huSTHYbYhIgR76jRaHkAAwBKAOACR47iCYgMNgiCTB3dKh7bvLj3qABiaxrGHn8uos/lG/FVRaWBgIOt2u/MbJS9r4J79+/X+mLD00qd90invV5By2ZIiXfa2WpPeQNt0BhWAgizLKDX1FRvgOE4MIzePpqZXPvN5vn1q8AhGfRNFudeEAL6f/ulgeH1tCwDa5XJV/MaU/RXzPC86HI5p6HQp1NVdv3zNaz1/dczSaW+HufYOAIAoZfDa2bcAu/0DUNQsgFWe5zfsfUUGbpko8Dw/62TZaej1aZGWf/9m8kLrfCSke8DejqHxYfhvxkZQUzMBYIHjuESlyQEFzzEhpAPA00ilupib2YcMJvNUjCpcBnCBoqgZj8dT1XqmaCPyer1yb2/vIxTQoVVrkpl8NgjAz3FcWImeYhBCGEJIMyHEMjY2pmgn/K+M3Lbcm/j/409QJ4ZPRH5tKQAAAABJRU5ErkJggg==) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe1WbWxTVRh+em9713YdrOWu3bq1dHdLO1jRaZY6tzhO/bFEmcYYXUwwIQaNuuAPFBL/qAtxNSHyS4JfkQW/WAxOERYmMfSUxAFxhJAlAmOWsswVNrzW9WPN7b29/vADcXdbC2hCsufnOc953ifnfd/zHmAZy7iTEAwGQSlVb6emrhgyIcQCgAOQD4VCv7a2thZ1/pYMvPvsVuepS+fcMSUr/2kiBWCCUpr4zw0EBcFs4EouNNfczQ9fPp1ARcWn4LifAZwEMAlgilKavxkDTCEkFfhkW3BzzY7OF4x7nnitkk/K2zA9/Ryj07UAsAMwE0KY4eHhoutjSQNEEBr4Uv7xB33NAACvw43+zTvxdNMGe5VpxRoAbgBmAIwkSQiHw0WZ0BfAObijc8u8xVwuxyOftxkYlsvlFQuAVE9PjwFAnhDCAchTSuWlxBe9ASIIXa1CwOt1uOfttXj8EGeuNAHwAijHH4VZ7jSV8QCcAJyEEHcwGORuygDdu1cFsG9rcKPm/rrqelSVruI4hrVWmcoafCv4tWtN1vY6i5UgHn8HqvoYgHZVVf2EEGckEtFMDbuQgdjoqPmZ+59cH/A0ahNUIJ2dM0iMJM2Kv6yeiI7t7GrseKSjNrCxzub2njwbeQgAB6PRCCBDKd3u8XgysVjsBhnNNny08S5LMptODnV/CJZdOEt9Jw6hvf4eyIqCWr4anP56SWWkLD74/iucSFwcSuvZz7JK7jildKKgG/imu6c8rxh9TS6fz8DOr1NJlvHTzCQeqGtCRZkVvKUcLHOjUQOrh8/uwf4fBs2SkRsBEInFYkpBBnZHBtO5XILfPzL4sM28Cl67GzExDjGTBL14OvXyQIiZnJvpJ7XN6wz6hRvpraN9iMm/HQHHDVFKx7U4i76ERBD0AD6yGMueMpRwx/z1a/oS6ZRUYjKNIz3XUWOq3LVlfZfm2bGrE+j+8k0RTueu3t7e3ra2Ns1Yi7YhjUZlGo1uqnZUVbT4733xUjpBRzPi8TPi1HinPzBwWZxKyIp2q79+eDfA858D+Hqh4EBhDxHeDw/NApglhDAAoKhqvlTPiZUrbe+pKl79N//YhRFcU1LnwdnPUUp/XEy7IAN/4Z8DZzsw68ux8nRSRLXV/jdHkmWEvt0DuFwHdDrdF0tpFjSMtGD77qy62uY48srA2xi7er279p06DFgsR6HTnQmHw9eW0rnlDwURhAYAB1uFgHfTfZ3y8/1vSHC5XgLwcSGzoKgUaIFGo+cB+AB0cSsNktNVe2UK8nghwW87HPG4Sggx/++Bl7GMOxq/Ay6DXwJI/WzcAAAAAElFTkSuQmCC) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur214926 2s linear infinite forwards;
}