@keyframes rwdcur49865 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 47 49, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 47 49, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 47 49, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 47 49, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 47 49, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 47 49, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 47 49, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 47 49, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG0UlEQVRoge2afWwVVRbAf3f6+kE1tRao2GDztp2Z1KKsQQQXXaHQIaKYbGJ01QXcXZNdd8X9A2OC0ZjoP5oYjFlj/IrZVFey4mesBnXoVlwxyhoju0LIzKtAVYJISXGh1vL6jn/cGfr22Y8pvHnvSfpLJpl7594758y999xzzx2Y4vRGRS0o0AAkgUMKvNgkihljEmWTwFzgeoGWeMSJnzEVFqgRaMrKGgDOBQaBGXELFhdjDmmBl4ErgbOARqAWqAIqgC8VpAoiYaHIwOU7oOMdMAQ6BboFZotW+LTDmA8dnmMK8LcM/EVgw+mqLH+CW4+2zJQjF54rnmMJ8GSxZYqV76HuAHz1vznniOeYodKPFluufDCqla6Ew9Pg/BU7v94Y2jW/3VxLhGEtUC3QKtAk+Zc3dgzgBc+x5ODCRulZZkoHdIxXIVB2SXCV3PI1keORAX5ju/5r/TWVDBuKRe3mGuDeceoMZt0PnLKERSIBdHqOJeEFrB+toOhrhsCZBZUwBiqAzTlKryu2UHFTBXTlKL222ELFTTWwdU9bc7bSfyi2UHFzJrAtp6d/W2SZYqcG+ChUuGdps7wO9xVbqLipvQZ2pJaZ2T19/USVBK4SWCX6oxWUyQQARqO/E9rMrtRnYYbnWC8AvxqrQuCMLAQWAzfIqcswKfLxssNAm+36u8IMz7FeBVaOUf4Q4APLgTnA/DzIEJl8fd1DaKVPxLo8x+pEK/V/BBGHfwCPAf1MwhsL/PQ1pRRiagB6sq33Nlgn0CNwQXZBgSqB+sk0LrA8CESc9M4t3/NnP7DYdv29YUbjL5MbhiANDOWUHQK+nWT724HNwHOnImQcJIEvepaZEjooLbAofCg6bLRW4J6cQGEkBObLKNMlCnFZyL3A4t93pQ6Ighl9x/h368xtD8LS4Hk1UAeUA7OiNiqw4FmoTuv5/3zepc4DNvD1t3POkQGzTva0NcsGuCIwPi2i76uyKwjMElg0ynLVeC3s29PWLGvhC4F5JyNQ5JOHU6A11W7uNIaFdMKg+rvjdL2/t+1meHe0wgJPAyZwp4KPw/wdUFfdbvaJ0iLbrl8JDAVRlQr1YxsxKoVY9HeZW1I/H04oEsMZBqaV8wvH6gZaxyjfDexCTwtAH/PMhbv/tSV1sDydCbPNYBRcih4RjVGEKZSX8x/LTV2cLht53TXQ/QBclFtQwUYFtym9tofUAJ2/g/rzPjsAwBK9FicZmRKRwkmFdOs+sV1/YZjY4Fj1d8GbRLPSvUBjH+w/0ngWhggPwWp0rzagh/OXUYQoqB8LbLdd/7Iw4TlWw6Ww9R5t3MbDAHrfh5cGzqhg+jfHmK/99SbgKNq9HRy3hayGCs0HtusvDhPPtZuz34K3gdljVVBaqf7psC9dVsaRs6fxqXZydqPjbbOI6G4WQ2GA92zXXwYgSrHRsZLAVvTwBEAgEZxp3QCg4NNH4ZXjCYOhcoMzHLMB+BA4GFQpGSs9Fv+0XX9FmPAcqwltoUP/ugq91jYBCFRsCix3eVqoHMqgtDH7BO26/mSipCtzQkU7ybK4wSbjPgEJNg3//Xxps+xd0iTAgqDMq8GmYkIDWMweDnnDdv1rw4TnWK1AF9r1BG2Jk8F9K+BlDEV5OsONIzuwt9E9vX+il5WCwgCv2K7/6zDhOdZcwEUP2c+BF4GbgauB3RkFw2UGdXAhgIInFNyhIljqUlEYYJPt+qvDhOdY8wBXQZWCNxQ8C9z0CPRVD6YxhjNcBPNE/5kQmZJRONgybrJd/5Ywz3OsBejhWi162XpmNVxM4EAP6LxJHdIXYvMwIYFP3IEewjcqWOU51olDeNv13wNWCMxzofdn7ea+8nQGUYpj3T1lF+hDv0iUTA+jeyqBlukp2/VvDx94jnUF0Kng4+XQK0pRe/g7GnoOcec4DktJI1AhOjCQzbqcJWsz+sNs++aS2XKsZaYwElSIRMn0sIIh9eMI5sO2698VJjzHuhJ4+UUYrBw8DsOwXod7klGD+iWj8Dg8aLv+/WHCc6yV10G9YEAZHIRmtKeVjtJYQY1WYFzXAFtUBCchhwc8x1pfns5wPGEAghKwtqTeAlZMVDmk0D3cgrbGf8x9EPw5kAjuZ4n+rzN8NkPgedv1H9bKAiiCcM+kgvKJk5X8ZFCwW8BBx5cN9LyrBWofh6Z67Ub2t0LtTJgO3ALUng+1DdrVrAEY6WXwHCtpu34FEXdLBVUYQMF2z7GOjPX/cZT/kkd6+QR/Bh6J8v5iGK2j+WzMdv2/A3+NWr7gPUyOV2S7fi/6UG20q2+cZ0eBVWgfu+Sp4aexJE4xxRRTTDFFnPwAYIBTtjlWidwAAAAASUVORK5CYII=) 47 49, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG1ElEQVRoge2ab2wcRxXAf3O+nC/OYVwr2GCF5HK+XaI0hMhUSRTcpOd4RVvCB0pBVGorhEQrEAFURZSqFR9AKAgBChQ+NKVUJUgVEum/IKJq1Rj3T1BSWtKUJmjXcY3rJpFFjBM7cXy98+PD7Nabiy++O/tuXeGftPLN7MzOe/Pezrx9Y1hkkf8PBDoFOsKWoyYILBfoEbAFYgJdAt8TWB+2bHMlWqR+BHgeGFWQFdgALAPWAcdrJVw1iBSpTwkcvRtyXpu/ACeBv9ZKsJohEJuCh16Df7zbuUqAx8OWaT65ysIKsm/A6mRH24ZcXR1vZ9q/CjxSa8FqTgaecCxDHMuQvu60fB0eFUgImGHLVi0iwD7HMmTgppSc3bxS3oGTAnmBRNjCVYsI8Eff0oNbk3IE7LCFqjZR4GlfaccyBPhB2EJVmyhwoEDp74ctVLWJAQeDSm+AXWELVW3iwAuOZUjf9rS8c2NSgG+FLVS1aQB6C9z7HoGIgCnFw9UrED15NadYaHktLgGfM233sF/hWMYjSbgbHYrOisANwOYw9vRKFAYYB24xbfcoQHwyj22lH1ewRc2itGfZBLAG2CGwvEIZKqJShQEuAJ81bfdYLqoAhWMZ+4AvX6uTgsvoCWsGhoHkHGQoGzUPz2hGv9Pr/ArTdr8APFOsg+iJ3oxe+YcU9JUykNcvBZxVetLKZj4UBu2WvY5lrPUrTNv9PPBnga8AwwoOBTt4wjeUI7jAVmA7cB7Yo2CqXEHn4tJB/gNkTNt1/ArHMg7shTuBe4H7pWAsBVOVWmkuzJeFfdqAlxzLSOmioOy+PWnoUfBcsKHAWvTrMKBgqJSHB10aaERnZC7No/wVsQJ4u7+rXfLNyEhHm/wTHhKdHgJAoEHgJu/aUu4AAkkv5/ZEuX3ny6WDDAGZrx06dXqi5SNEcsLKT7b+6Azs9N3as4rvzsPBzqKvlGjrB+sToicTr+8IMFCucPPt0kFSwCsD21IfTYxnydbX0Xb435sEOoFBBX8SiCnIBjt5mdEvAu8BP/O2MUS78PJRaLgOLohe3UNbtGaiH9iW7O0fHmmOM74shmMZR4CfA7tBp5NKeZBA4newYhW8MJppfxPorURZqK7CAA6QAcWyiSxKhP7taXbCHcU6KJ0Gfgz4tW9doPEu2Pj6DSuS+TqFYxlJ9B5eNtVWGOCEabufurg0hihFPqL4tmW8CqwV2DFTB6VdfjRQPr0Ebpz4+9Dl+OT7kWu6EmFqoTDAcdN2P11Q19OlPaBUfvkaOBP1UWLZPEfgrsK9fSGyseCz8t2DehErlYf7M+1y4fpW+S+c8r66yqLWM3TUtN3P+AW3O93mwn6KfEAI7BJ4LJAlPZmLRhhritOnXf5EuQKE4RKHTdvdBiBKcbNltAA9TO+xQTaht7flAs1PwjgIFxtiPKpD09CjrHLoKnDvU+jQ9H0EWgTWeH9/MwYPD25NyuVUswiI9zHhR167BG6fbdAwX/pDpu3e4he8+Lvnb7BBvDqlo7BBdDCSTkALRKi7OAnAsekozQQ+hF75K9quasmOAku/RSALItDoxdw7BG4F3hzetFIE5JiXQBRoEri9kkUsLG4rUPoNArG0QJuXIIwD+/u603J6yyrp1Hm0slgo+9hTT9nuN+qzeUBwLGM9+kinEXTgofSefecxaF7y3hTZWB0vwyfKHWhBKCyQuB9a8r39z8QndYjsWEYHWumE1yYKfMmEVDSXJxeN0KUTgWWxIBRGZzpzq+H48y/2P+hXOpaxEf2vFw1eNvSBt2D3xNIlfGzoPHuh+4OwSM2IlxRo8Yr3FLzTvegDAIAmtzstY2tbZez6VjlTYuLfZ6FYGAWX1PQ2s9e03Z3+PccytgIH0IvWqALGmuKMfTjOfp0s6BDY/UGIrWfjvgJLHwRi98KrF9a1yrmONnkF7vOUFZk5WruChT4jvzBt9wG/4FjGzRl4+jk4MbGsHlHwsnb1B4GPl5IMrKnCoqOoZwVum6VdLHDY9hPTdn8IoETY15m89Qx0nG+sZ6S5gXOw2kv5lpT5rLWFV6L31qsO0bzTx/Weom1eW//ej5+13d+KgktLlzB9yqH4aUH8PRvVTOJdhRcjrwH6Zjp0Ey382cJ8lbcHr9gM33ky0/7duilhMlYHgGm7A8DqUmUoa0mfK97s/ssrRtDWbvIvFfgNXFdYn4YmFExFpu3kWEbStN0YJSYEa6qwR6NjGeeL3YzmpvBPI2eiyFnsN4E9pQwehsLXPE/KRctbVkzb/QPwq1Lbh6HwFe+nabuD6HTNTNe5a9wbRx/W/b5Wgs+FRhZ+DLDIIossssgi1eZ/ZNx34/nCxo4AAAAASUVORK5CYII=) 47 49, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 47 49, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 47 49, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 47 49, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 47 49, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHrUlEQVRoge2aa2wcVxXHf3d2vVlqYkzqxImVGGPvDKkVTGSqUJySh5PhmSKFR9sPNIUgIl5SIVRV+wEqChISIhIQoagIhEpSoRZEEBGUdJqUJjRqK6iSNERhxnZC0jjBJI7zwHFs7xw+3DvxZu3d7Dr27oL8l0a7986ZO+fMOfecc8+9ihwQSAIPA1XAIaDf3BpQcDDXc5UOle+mQBMwHzgCtAEJoAvoUzA87dyVEwKWQFLgUYHdAovLzdNkYBVKqCBUMATMRms6OW1cVQoEWgWaBeqy+uMCdVLEB6woCOwSeCSrb57AiwJ/EIhn9CPQIbBKYGnJmS0S4zRitDQPmAtsyKDpR3vnVxWMZjySYOwD3DZ9rE4vrM3wzPHVLfIgPB11CtQIdJj/PxH4jPnfINAmMKdcDN8qNviuLd1rUhKsTQnwZHTDeOq4wGmBn5eRxynHL3zXlugCtgqsE9gmsFC0Kf9fwQK2RwKfWNUsZ6HbOK4Plpu5ySJfGAmBBx0veBZguCrGfzpbmp+GN4G9+Qb9nw1PBnFgZ5Z5fysXsUCjwIpKDVGFaGIU+PT9XvDHWCgAnFzR/G3g0Rz0DWbcWoG3TgmXU4hCTW/0Xlj/qT1dzwOkYwrftb8HbJ6Athc9HQYUXJkiPsuGJLAny7y/mk2UPYdNGFsqOqEpK4p1LkPAPY4X7Is6fNfeCmzKJFJaw5m4G1gPbIzSUoGECW8lzc4m400HgY85XnAg6vBd+0ngs9mEJklJMmbaQ4ylpUuAFNBeSq+etwBwE9QAXuCmlokZyvGCB4AdACbNbENr+whaswNR4UBgGVq7IfBKqQoKt/JlLwEf+pnXdTQxoi3Yd+3twL3mfm3GO2rU+CrJMeAscBQYNea9cLq1fauDD5yCD6z4c8+RqMN37We2wEa09gbMVSdZBQMFlxQcU3AOHcpS5pqf62Wm6uKYdfmkChC3YtKZqANe8l27FWBRz3ni3f39VXC7YXQhcDZrWXkd5n7KNH2lQ9tEdA2AY5q9CvxiGZ0q8zkHrHa8wAc4v6CGcx3vmIPJuRW8mSnsBGbbi2Y+MvNcGDS/tWgHWDSmcr70oYXuGXxLFZerE/iuvRvozCQSaAQ2CBhnd71e1qu0FWSHtOtQenoArAY+PBkmp9pB9AIrHS84EXX4rr0HWJFB8xDwOeALjDm2YpBEC15bSYuUJuBUVkYWVUoeERBz1eQaIJcwAh81z94/LZzfApqBM5HA3Z0tsgnuNhnWU4bp7RM9KDBHYLPAl7MLDQPQNgz7Zcx5FYXpNIketHn3AaRjFg+79v5vwp3Aj4C/oDOxidAIvA2oZ6wk3Agc73PtQwnt1btMyXhxMSFqqsJSPrT6rv33qBFLh6i93d94J7wb+I7SH+YGGK2uAgaV/jAcgjlvX9F0HmVxrcpi9gtdi+rHQlnBIaoUk/6o4wXviRrpmMVtdzVuQeferRM9oGBYwfORsABtUPebfSfOWumQxEjIc1rjEQoOUaXycocdL3iv/isMJ+I8Dv1FJg4DSThZNRISH01zSDvG14HDwMkp53iKsMx3benpbBHfTQlwGu3cCsJ62BZWI1fumCtk7YwUilLHsdccL1g+GrMAhe/aDcBLaG3dFDvhjX8vaeRCXTXAHZNhoByB+4DjBStj6RBLBN+1FwIvoj3vzeBfrJnF1WQVVGBYyod9LXu714RKBwnftZvQmm7I9YBA08swlLyWJpYO8V27YzIvLmdqttfxgo9EDd+1m9GaHlf3EmgHjnfA1tkXr1I1mo5uFZ2aljsX/ZPjBfdEDd+1HbTQdVl0x4AfAEtrD51BAUqExyu09l0IPuG7tnStSUn3mpSgD9GM24kUaNoJr/puSi631ssAvCFFarncGo7wW8cL7gstRdpS+K7dBnj79C5GEnRBUMGJ9fACQBiDKj3nLxSzkKgUgQGeNUVAAHzXbn8Afv1xXdNeCzxmNvH+AYq++tn0jB2lKjhEVZLAADscL/h81PBce9ku2D2kc+YkOl4fAxAF/9JbOU8AXqEvKMXiYTLYZGrdAJz2gp5VOiP7pIK93Z0tF6oHRwgtxbwD/3xXDLryVUoyUWkajvDT+7zgoajR+r7GZoA0LBcYTIykGY1bhJZik15oFCQsVKDAphT7xdch+ZQXPAEwPMuiv72BV2DdPkjs2H/iMIAVCsvhrmLGL7nA5vhTPA9JLbAAqP4uPOd4wWNXZ8W5PDvJgs4WZyX8ajscvJaIcTUZ52BhKel1lFRgs198CtiWi0Zpz7sLeBld1djR63X9Lh23SMcsfNdedxTa0zFt0lthUTE8lFRgs1/8fXLUsjLo/oo+VrEY2LgS6o7v6fo9wPwzl7jcOneJFQrJa6MwyUVExcKc/9pv6tlbBtoWyEh9tQRrUxLoNfXxYsYrZ1iy0GXa2q/APBsavqb7a4Ha98Ptd8L8rbq+VRtdJgu7AY4XzKLA3cdyCFzju/bFzI5YKMRGQ4YTsRsIlQhWKKRj+Wee4wVfB35YyMvzecvpwrhzH2lLkc4SFkCUIh3LrxPHC3YAPy705eUQ+IYkwfGCk4xtqw58CYb+Bn2vaW99PvNe1nUFfdbzlyXkfdKooQKTnhnMYAYzmMEMSoz/AllOpl4m6CNHAAAAAElFTkSuQmCC) 47 49, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 47 49, auto;}
}
div.testarea{
animation:rwdcur49865 2.6666666666667s linear infinite forwards;
}
