@keyframes rwdcur45036 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZ0lEQVRYhe3VX2iVdRzH8dfZTLxwGw2iOU86kk5mjtC5/gyjEnIZY4iJ0UUXQml/BC8MdmEQXmR4113EKrpIiv5cSFAXEVSwMNOrBkFLKrvQpheuOdwi+HRxDjJTo+ecuTB8w3Pz/L7f7+fzPM/3+324RmnVZ8SgeMAIWudX/n7xofhFfCEelXpLNdWRU1HGcpTRjZW1+/Nk4A/ncBqncBZTYHpWTNm9ftIrHhKdthST6NBli+OeFg87eMn5WlOGxCHxqthgctZpu9XiHTEmRsUjRU1sctwxMSHeExVb/xax0Aqv6zNjpdew8MJJq112i6Pi99o1KjYU6ZMBcUR2ZEd8Lzb6/F/n3uZj+8TXsjmbqw/xg7i7iIE1DnpRfCqeFM2FGmxAv3i3asKx2ue4x1iBGrjFVvf5rKA4NLnVd/rFPrFH3CXoLFinIZowoOKQNs+hfT7FL6FUKlHdE6vVN/oN0Gy9Sm0fbBQrxAIDlw++SZd2HXMoX7ZcvK86TSfEYXGnqL6NWWzyirfE26LfM3Mi32HY7prouJgWp2saa3xzcfCzpoxLT3rihaIjcwVW+c1+MSKdE51pS1ucqY1nT3UvNF8IXqzFhPUnD5/kK3v97GjDBkpud6O1ljCZSTPnZ6r/jhF864hxb5QuSmjR5U/TzjvVsHiVspv9aifuQAsm8BJ+1I3ROdL5R/osEd1inVgqmq80BVeXClaZ9z1w7fKEQS/7qPRgadl/Y2BYtmd77PdBvSW2fbKtgWZ73puGxeMG6y/yv+Yxyw6cOPBl71O9DfXIgrozb7BoaGyow4xFjRi4znX+AlZI1N/NvJ2+AAAAAElFTkSuQmCC) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClElEQVRYhe3XzWuVRxQG8F9iGvJVSdqQ1Go1vSVXbUJiNZUiQepC5VrRlbVGQQyhDTG2guAHiCL9B6SgqxZaKhhw4UJciCKiKIIFdwUR3SQoIrbph4LE9ri4r1TjG/DG67WCz3LmnPM8c2bOzBleYWQsdACZ0lO322lAOC1sFxbYXloBy4VLwj/CHaFHTDZU+aS8xnAbw/gND1JsGnxhscuy9qG+cGEf67feeS3mPzX7vl454VthjdCm94n5Did9LZwVfhaWiMJEdOo3JPwl7BKoSbGq16wvJXCTpcIF4Xfhj0REPhMpK01Ds41aydXl6ESDeSlWo275HqPjxrMacY/WKa38i/fQbMXEK35awHw9wn5hY8EHrMqHwg/CqSQTW4SpPi8wjhq1FhXqBN62UpuwTlgmzHNiUnGeE5VYhMaXQf6/QoW5DusQOoROJ6RX1QtCu2FbhcvC1eRgdwtUPGnYJus7Yb8x73irSPRZ3cIZYUS4K9wUegUW8/g90GaXDeQ25yp8or9IArrMxH3KK8uV1ZQ94mKapeO1zrFH2GtMUxEz0CUcSu6DK8lW9PyXgbIiEU2M2YYtMMNnqMUFnMYv3pD+jBUdFbIOmytkhWzpqqAe3WgpBdnjqDTTEdOFnNAlLBRK1rrNcMQq4aJwLSm/H5P0U/XsgVrV1a6tLeAJRb5HCMeEX4U/hb+FG8Imgb7xDhO3ZN/4aWBo4HjjusaVBQhoN0u+B5jCjjd3UC1fax8ha/Wzh/rKpw46KqOuAAEtMknKzyXpv5FkY5tQY/d4h+LfAy3CMvlrpkl+10cxgBEf4HrRuAZPDW5IGc5oThrRwaSjeldo8GXRiB+heqh6og9JFfpMd0yl3V7K7+k1XhU8BG/CyGsKs/0FAAAAAElFTkSuQmCC) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTUlEQVRYhe3WX2jVdRjH8RfbiMGGDB1zbvMIXdTBknDIWEgHBFk51i7CQEXwupvQXUwSu5MiEuy+Kwkp6CJKghGVl11tRaMwWmU2GRkDmX/Coj5dnElxztnwHNeZiG/4we/7e57v83l+v+/3930eHnIfU8Re9KzkMDE9saLtbmmr8azPoCu6UMAMbnvPdw5WOm6+tfnGvSZQzQ7xppgVl8XP4rDoc2LtxaopGhKfLgv/Ka6Jb8QTUm+wnad3jvW/0N+5mk9LxbigC7fwF8fbjvO38kL9Ua88pZHS+a3DW0v1zOlREG+LT8TX4kvxvthV/xe4G1orxjd1KPrFkwbwO+ZwCrOexvz/kUQ13U7aJgbEdsFwc4TXmZIhFwz5ELuaK73NpH3iA/Gx2Cf6HWiWfIsd4jMxL5bEj2L3Gu/6V53xundqmR6zV0yJ32Qwg3FJjAg2rIl4hw2bpjal/fv2KNr+X1Mb5sxjAReZ2TjDEq6hfHfv3LS0OLX4lg7dLvq22mGLScPiNXFGPCN6m7cH7lBSdEFxPf6Ch1TSq2RM7BfPW8CqJXWt6bRHTIsF8YUY92vdUQ54w2kx6QfVZX9VRhwrl+KzOVtOYn8Dh9IrciiH4ivxlPF6phaMio+W+4FpMbZiAisvzWE/OS8mRXu9B1rROaPiqNgjelV2Nd2OLAd/SbCxRpQWjxv3SOOnaQEjar3lbu/6XHpu98SceM65RkVqteV3uLx81aLLda4uXi33j626Gk2gMVoMeFa8LF4Urfqam8C/PLpewg8O/wDrG8PkTGDCswAAAABJRU5ErkJggg==) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjUlEQVRYhe3WzWtUZxTH8Y+JDYmZykRhIDYNMY5QhYw1TWNRaX1JA2qRIhVa/wCDIgrZJJVIV3aluFG6cVOC2Fq0tHXnRijN+EIUrbppKgaFbqwV+2ZM0tPFTFHj0PbGcVZ+V5fnPvd3fvee89xzmB7d3jCpWVhpHN3T1JkGDXq1CUeEq8JJoUPI2FmJ8GnzhC+LwX8WbgvfC60Cs5MKViXc32ER6jCL1JwULyKN10BneQzM12+p0C6sEsgV70yYwO+4R+NvjfyKPzAGHiQ18CTN+q0XzgvXhTPC6wKtSGkU9gsnhCHhnPC10CyQenoDrxQFfxD+LOb5U2GRQ+AFW7wkbBcOCgPF/Nd6f6rUtr5tSVOMrHBMuCb6o79QZKeElUYf2ZXT4qyskHXWwxQ9xuCtwb279uxKaGKx8HHxK1wQhoVeIW1H8rf5b2aUWMuZ75J3sBBXcBHn1eH+szBRilZNPtHmpno7UVupwBWn+pHrGryFRvyEvyphYEbRRrNlRq1V+DUN4ZS5uFMJE6zwixPCDeGOcFp403flDJHpyXRU91avmrpeOKOT0mpQR64hRwvqLS+ngQWbFxzNbM58M3V9Jhh314i0Wi43XOZH3DVUTgP5wfwH6p/8VRdqoEqTxW5aqlCK15CvZA0UqMEaLJe8TT+n7NR61YBNRjVVcuD8h9WGHRNuCR8JTboSa3Rrt09ez3S66IZCKz4chwsmNj02C/w/9sj3RV/4TEhc1G8LXxXngc+FJQYSG3jPDgeFD32b+FnzdOoyaYOw2rBS7XidA3Yb864D/6L01Me5tMDL2h0S2YlsOC60aC9vgIeUbslVUsYZuT3CJGrKMQ0npcsXtgobHa988OeUkb8Bt4zSGD3mUukAAAAASUVORK5CYII=) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur45036 2s linear infinite forwards;
}
