@keyframes rwdcur86864 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 6 9, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIG0lEQVRoge2YXUxb5xnHf+fYPsbnHMAGFxIgxK0dYqSCJnOTSl3ERRomLWFNpUmdFinqFnVX2262u2mTdlXtsh1Sh9KLqmkv1pUpqRrRrq2yNaMhCdAmBFzbRLaDMdiHD39x7OOPs4sorE0DITTrLspPsmSd9znv+/+f53nf5+jALrvssssu32WEzQZOnTrVBjgB7fXXX099e5Iejk0NBAKBIeB0oVBYsFgs8ZaWFkRRpFqtUqvV0DStZrPZFlVVXWxoaJiz2+1BVVUX7HZ7XhTF1JkzZ4r/VwOtra3mwYMH8Xg8mKbJ4uIiTU1N+P1+2tvbyefzABQKBWw2G2tra6yurmrZbHZF1/VQpVJZ03WdYrFIqVSiUChk3W53uKWlZaa+vn5GUZT80NDQ2jc1YN1swOVyGR0dHVJ/fz9ut5tYLIYsyzz55JP4/X4KhQKGYaBpGuVymVQqxfLyslvXdbdpml0AtVqNarVKqVQil8tRrVYxTZNSqXT5iy++mHc4HKG2tracIAgvRyKR9UdqYM+ePS9PT0//ZnBwkKeffprDhw+j6zrlchlBEKivrwegubl5455KpQKAxWJBEP6bXF3XSaVSRKNRgsEgsVjsUCaTYe/evYiiiCAII0BoJwbEzQZ8Pt9f1tfXicfjpFIpLBYLqqricrm+Iu7LWK1WrFbrV8bL5TKGYQBQrVaJRCJEIhEkSaKzsxNZlqmrqzN2Ih7AstnA5OTkiq7rv5ckSfB4PHg8nh0tMD8/z8jICC+99BJXrlzB4XDg8XiQZZlwOIzf739h7969Yzdu3KjuZP5NSwigqamJSCTC6uoqlUoFq3XL8PsiyzKtra243W4ymcxGNp1OJ8vLy1y6dOlvyWRyxxnYUlFDQ8NirVZrEwRhR+IB3G43x48f58iRI8RiMV577TXGxsZwOBy0t7cDVJLJ5I7mhi1KCKC7u/ugYRh9Pp+P/fv3oyjKzhaxWJAkiebmZvr7+xkcHGRpaYl4PI7FYvldf3//P44ePZr49NNPzUdqoK+vr5LNZk8qikJHRwdtbW33jSsWi2QyGURR/NoJdPe/IAiIoojNZkNRFAKBACdOnMButzM1NfXzUCj0h66urqmjR4+GJyYmtm1kSwOHDh0qzs/P/woQDxw4wIEDB+4bd+nSJc6fP08qlaK1tRVZljc9qQBEUcThcKAoCp2dnTzzzDPIssz8/PxPNE07FQgExmdmZua3Y2DLwpYkaaFUKqXS6XRboVDYuG6adx5QqVRibGyMa9euEY1GCYVCrKysMDg4uGm2TNNEEISN390+cuzYMQzD4OOPP/aEQqETwOVvbGB4eLjW1dVllEqljSYFdzpsKpVidHSUW7duUVdXh8/nQ9M0rl69Srlc5vDhw/h8vq/tm3szI4p3WlEwGGRubo5SqYSiKOHtiIctGtmXxQqCgKZpJJNJTNMkm81y/vx5xsbGqKur22hU+/bto7Ozk8nJSc6dO8f4+Diapm05v2EYfPjhh1y4cIHx8XFWVlb+1dTUNLpdA1vuAQC32/0zp9PZarfbUVUVp9PJRx99xPvvv09XVxcWi4VcLoeu6zgcDhoaGpBlmdu3bxOPx6lWq9TX19PY2PiVeU3TRNd1Ll68yHvvvUc8HscwDGq12h8/+eSTfz4yA52dnd93Op09hmGQyWTQdZ13330Xn8+HzWYjmUxis9k2XtokSaKxsRFFUdA0jWAwSLFYRFEUVFXFarVSrVbRNI3Lly9z9uxZmpqaSCQSCILwmdPp/NOtW7dWH5mB7u7uFkmSjhWLRcLhMKlUCq/Xi8PhIJFIcPv2bVwuV7RQKDitViuGYWC321EUBVmWKZVKfP7556TTaVRVxWazkc/nuXjxIm+99RYdHR2YpkkikSCdTv92YmJi208fHrCJAVpaWq6k02lyuRxut5snnnhio0TC4TC5XA6n0/nTaDT6756eHkRRJJVK4XK5UFWVxx9/HFmWCYVCLC4u8tRTTyFJEiMjI/h8Pux2O7Ozs1gsFlwu10O/kT5wE7vd7mgulwvl83lkWUZVVRYWFjbEA4533nlnzOv1vjAzM0O5XMY0TTRNY21tDYfDwb59+/D5fKyvrzM0NMTbb7+N1+ulrq6OeDxOLBbDZrP9KBAITD6sgQeW0NWrV3VJkn5smuZ+VVWRJIloNEo8Hmd2dlZYWlqqANy8efOznp6etoWFhb7HHnsMu91OPp+nUqls1L9pmqyuruL3+7HZbNy8eZOpqSl6e3t/6PV6R1999dXKg/TcywMzAGCz2fKCIJDJZEgmk4RCIZ599tnGe+NGR0d/oSjK2Rs3blAul6mvryeTyZBIJKhWq7hcrrvv/4TDYYLBIH19fe0jIyMXhoaGHlo8bCMDAH6/f48oigMrKyuk02mOHDnS/corryTuFzs3N/d3v9/vSSQS33O73TQ3N5PNZonFYkQiEUzTJJPJMD09zcDAQOObb765daN4ANvKgNfr/atpmtdrtRqBQOCXw8PDwa3iP/jggxdkWf7zxMQES0tL3P2iEY1GWV9fZ2ZmhoGBgcbh4eHsNxEP2ziFAN544435kydPHgc8hmH8a5tz/7qlpWV2enp6aH19HZfLRTabxW6309vb2/4oxMMWn1Xu5fTp0wDimTNnatu957nnnpPK5fIPlpeXz62trZHL5XC5XPuvX78e34nY+7FtAzvl+eefl9LpdK+u672GYUSuXbu23Qxui/+5AYAXX3wR7pRrZXh4+NtYcpdddtlll1122eU7wX8AZnCO9CYESZ8AAAAASUVORK5CYII=) 6 9, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIAUlEQVRoge2XW2gbZxbHfzMjWdJoZN3sJF1f5dhxmiYxKSHxlt5icKG0sJTtQx/KBpbFXZrHpbuUZbfLvqS75Klg6OqhgRL60EAwKUmXxLSOsROnbWJHoa4sS9ZKjixFFoqiuzQezT7Zu23Xl7jevlR/mIeZ78yZ/2/OnPMxUFddddVV109ZwnoLJ0+e/BngABBFsWg0GpNer7f4oznbogzrLdy5c+ePgiD8BkBV1Xw2m70HZOx2O83NzezevRubzYau62QyGURRrFWr1XKtVsvabLZ/WSyWZavVmlQUJWgyme4JgpD2er35nQZYtwK7du3SBwYGaG1tJZ1OMzMzw9zcHPv27ePpp5/m8OHDSJIEwMrKCrVaDVVVyWazaJqGJElUq1XK5TK5XM4fi8XuqaqaKJVKSJJEMpmsSZKUb2homAbO3bx5s7wdgHUr4HK5OHjwIP39/QAcPXqUVCqFIAicOHGCvr6+b8WvrKxQqVRIp9Pkcjk0TSOfz5PNZsnn8/vz+fz+Wq1GNpslFApRLBYpFouUy2WAK0B0RwFsNtvs3NzcgePHj9Pf38/x48cpFouk02laW1u/n8hgwGAwYLVav7emadpqJUgmk0iSRLFYJBwOk0ql0HVd3o75DQEsFst4LBY7UCgU0HUdQRCQZRlZfrRnVSoVlpeX+frrr/n000+JRqM0NzfjdrtJp9MIgoCu69lwOLyzAGaz+WahUPjtqvmNtFHMN998g9frZXFxkT179tDT00O5XEZVVQKBAP39/X12u33piy++2BaAuN5CU1OTP5/PU6vVNk2yal7X9W9d13Wdvr4+3n77bV588UWWl5cJBoM0NDTg8XiQJIkvv/xywev1bss8bFCB/2VoM61XhdbWVt544w1ef/11pqenOXv2LJ9//jl2ux1g8ze0gdatgNFoRFXVNYitwvx3nCAIa4ckSdhsNp566inee+89zp49y+OPP46u64XXXntt6M033zTvKICiKIF8/j/7zkZ9MDk5SalUWotbD1YQBIxGIzabjf379/Puu+/y/vvvI8vyP2ZmZkovv/zy70+dOqU8CoC03sJzzz1Xmpyc/Muzzz5Le3s7ZrP5W82q6zqFQoHR0VEuXLhAIBCgvb0dRVEQRXHDxl6tiMViwW63c+zYMZ544gkWFxcHw+Hwr48cOXJjdnZ28QcBXL9+nWq1+udjx44JnZ2dOByONUOqqhIOhxkbG8Pn81GtVgkGg8TjcRRFQVEUGhoaNp1ewNre0dTUxP379wmFQko0Gn1w//79q1sBWPcTApAkiWg0SjKZXJtGqqoSiUQ4f/48d+7cwWAw4PF4OHToEMFgkJGREa5evUo8Ht/SBFvV7du38fv9VCoVrFbr3Fbv2xDA4XAQj8fJ5XIAlEolZmdnuXTpEgsLCzgcDsrlMoVCAZfLxYEDB8hkMly5cmUtRtO0DQ1Uq1VGR0f55JNPmJqa4sGDB+Mul+ufWwVY9xMCaGlpeUcUReHo0aO0tbURDAa5fPkykUiEtra2Nah8Po/RaMThcNDY2EipVOLu3buUSiVEUcRsNn9vB9d1nVKpxNjYGJcuXSIajaKqKrVa7a/j4+PXdgSgubn5nVqtJvT09CBJEteuXWNhYYHOzk40TWNxcXFt+lQqFURRRFEUrFYrBoMBv99PJBJB0zQsFguNjY2IooimaaRSKaampjh37hwul4tYLIYoijNOp/PvoVDowY4AuFyut2w2W4MgCESjUcLhMG1tbei6vnaeSCQwGAwoirIGI8syjY2NWCwWUqkUPp+PfD6/1twPHz5kbGyMjz76iNbWVnRdJxaLkUwm3/rqq6+2/PY3BWhpafmVLMtN2WwWVVXxeDwALC4uEolEKBQKdHd3u/1+/x92796N2WymUCigaRqyLKMoChaLBYDZ2VlCoRCiKLKwsMCFCxfo7u5GlmVCoRCVSgWTyfS3paWl2KMAbNjEZrM5mM/nEUWR5uZmBEFgaWmJSCRCNptlZmZGOH/+fHpgYKDn1q1blMtlTCYTuVyORCJBuVzG6XTS0dFBV1cXiUSC06dP8/HHH7N3717MZjPRaJRIJILRaPzFkSNHbj+K+U0BFEWZXB2FlUqFeDxOKpUiHo/j8/nWhvzw8HDw+eef77lx4waVSgVZlikWi9y7d4+HDx8iyzLt7e10dHRgt9vxeDyIoojP52Nqaoqurq6Xent7L3u93pUdBXjsscdGVFUll8uRTqdJJBLMz88zMDBg+27s8PBw8MSJEz0TExPkcjlMJhO6rpNMJlleXkYURdxuN7IsY7FYCAQC+P1+nnnmmbaLFy9uyzxs8E+8KqPRGH7yySc7HQ4HgUCAwcFB20Y/56dOner+7LPP5vft28fevXuRJIlMJkOhUCCdTqNpGmazmbt37/LCCy/YvV5vdjvGtwzgdDpDBoOhy+l0Mjg42Ds8PBzY7J6hoSF5fHy8sGvXLvr6+mhsbGR+fh6fz4fb7SaRSPDKK684z5w5k/kh5mGTKQRw8ODBjj179ng8Hs/JDz/8cGIrSW/duqU2NTWdNpvNP4/FYl0mk4mmpiamp6cxGo309va2fPDBB8s/1Dxs0gMAgiD8SRTFQwaD4eKjJPb7/VXgl263+3ehUIjR0VEkSULX9Y6RkZGlbTv+rr+dSrSeXn31VSWTyRwul8sHgODExMTYTub/vwMADA0NIUmSwWq1rpw5c+bHeGRdddVVV1111VXXT0L/BrNin6iJqmtuAAAAAElFTkSuQmCC) 6 9, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
}
div.testarea{
animation:rwdcur86864 1s linear infinite forwards;
}
