@keyframes rwdcur129486 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIpklEQVRYhcVXa3BU5Rl+zncue092k83mspuQIRDCTS6CjYTaAgbUqiXQTimSQYZxgFF0qC6O0/aH4w9HVss42qk0pRkHajMdISBFZCKi4dJUAqIhIQRYYbObZJdls/fLOXu+rz80MV0Wwf7p++vM83zf+zznO+d9z3s4CK2XoGZeA7LdYMY+4Mks8oQLWAyjcTEzGH4MjisCIQDHAYwBlAKMhbho9ARSqZNO4GS+HPmCA/nzTfD0JEfkdpaVuqBOugI8PG7CBaxkNtvzHKVTsuXlA5dXrHi+z24P5yaa4fOZpx08+AYXi9WCsQHO79/pBA7cyYBAJJh5fbaek3jKVF7KxhNZljrndmH+FGaz7VIqKgauLlv2fInHU23p7n4znzgA9Nnt4bpksvbG0qVbQ+XlnppjxzbuGBraygUCW5zAwG0NcIJExEJFLxSodUxlUM0Z8oLvVTBL5YahFY2/75o92w0AcDhCqzo7jdOGhsyXKiryngAYM55YuPA8APSuX++q7+mZXHH06B5XJOJyxuPv5zNAeC0HsYDqdRWpKkNVom6d9twmrjLx9NFVL704Lv5tULP5fE1X11P5EtUcP74pa7Odm4h1zZ7tPr1p0wa1vHyDy2LZnNcAJxKI5izRFmekJfqvq4uM16b8Y8GjV64F9QtSfqN54uJYXV2LZmjo0XyJRL//kejUqbtz8RGTSe546qltqtX6mMto/EUuL9CUBkRgqNWHhbnH9wufrl4fJ3J6lhDjkLguUalA+pDXyVkA8NfU9JtPnbI27dy5m5NlCYwBHAem0chcMmkNVlb25zOXEEUaaGh4q3zfvnYX0OcE+sY4jjfsY2XL+/Fk+BjidgvK//0FrjY8mD4jTvWmwqZ+lReO1swIf/LAB21bRI9nPhcI/A3AXicQHUviAgoArGM22xNKVVX3ydWr/zSq1Y5X0s/272/WDAy8INfUvCdduTJ5eyCwbNwAcJj98pEjKDeN4Nx91SjNJHFv26dIFTuyH1ct9VC/Zeix3r1WKTL85r7463/9UmOj6dSi2/UKwGLZTE2mJy6sXbs1ZDKlH2htfReqWu1tbPz1menTPY+/+65TPH/+yFiJcsBh9tt7/4BTD84DZ6PQigoECtzz8UVqvOQjadGe7out6D8uV7yZSenOUxXXEolVeUtxgpGlzOF4DYpSqzgcJw81Nz8HxgAAM73eoml797q2+/0/AQCyGDFk9AakeAKBUUig0EDBQMMUEp9STuM2k+CtzZqNRnW9XpepV7M2+n3iAOAEPuFCoU/VkpLOQ+vWjYsDQK/DEaKFhSEXUAsApJa/Dl+JHTxl4BmFSClEUOgyFFIiTi5PqiYmfbTMVhyolQR1PU/cD97JAAA4k0knHwgUzRocLMrlkpMnd6CgYCUAEKv5GgYNBSCUQYIKESp4RYDVHaF+2yw5GSlOxiO2bCats6oqygBtM+F2L78bE1wg8MdJXV0/z8V9M2d2M53um0cg8THEeB48ZRBVBk6WgLRIje4I3Ok5gXCwsjt0w/FxPG5pkxXNR4zRMxzYhrsxAOCfks+3KBfsdThC4LgiABDAcYDKQLIMidBs3PDPkR0V7wskQUgIVdHwjdKuWES4yuFmSFWVZFZVPITXvw21zaiyNfHvU3cC0R2ZjDYvSQgAQDCmzmJNZxcADSCfAVibxOmDoCIHQ6GmLJCSwFHiUdRit0oFr0aTIJmMNkuIXVbVOx8BR2nVqh07vrgFj8cJAAhx3Tzsn70Q4cj8tKFa3ahECudYafjZx33btCXGrqLeWNM6nqcH00mLV9Jqs1rDvGwszt1Z+dtghHj2b9/enIuvcrn2IBYDAVMRCjvShmrfxuL55z8vW/JZiy8sQFGKIGR6UWxMmkduRqsJuykoyTI6PHz34i6ggGk06bwk/aaaSZZxybllXz9XPH/k8zGO1/o+8Uv1tDCYgKPgS6NZy15UlKxVhHDHHpATj8p2++lccKbXWwTGQgBAijOHX74vfoxMXGCYdKPlnLYuXRIMQoMziKfEeySUe0czd3/3AMBstqev19cfzMXtvb0LuFTqMwAgiEY/0LvdKyYusMxSL/jE5FBSN49W91XJehLrjKo1efv/7cKl07locXHwQmVlKJfTu92NiEYPAABxAv0kHLbO8Pm++/ZzHLbG/3KlJHJcrqj46Nrv6COv/CBxYCmzWn9KYrEHVra0vAXuu5Ob6fUWkUikaGxM4wFgeSIxak4mf3Vp7tzTCy9erP7Re+8dIbKc7ty84aFEXcWBksHBHSsI0SxPp7s7vl8Yyy2WzbS09NkLa9duudjQsKuqr2/tzI4OZ2Fh4TGvzRa+v739Gf7q1T0dQD8AjFvbYbMdk2tqrklu95rMtGmvH25q2jPGWdJpYfG+fVtEj2fB/zIPPPThh836r756QbHb20SvtzpnHhhPMgMm09nh1aubTs+ZcyXfHc4aHCyq3f3BqURkTVBAQAaULCAKCkolLS5a3b+pasj3zAGgvqdnir2trR3J5L0TJyJh7MIJ9LkYa7adOrXVMGPGtoQo3lJyVo+nTuYXZF/GK2W53Et4I13qPll3obLylrIzKAopO3FiKwhpnigOAP9Vfs54/H0+GDzU2NKysywWk3ITGS+HtvhC6/L29st4WDJ8pWzKxctiMamxpWUnHwweyjeak1zAOTr6Dj883Lpo167W+p6eyRM50R+eewLLcrcAALpRS9hgwfyJWH1Pz+RFu3a18sPDrc7R0Xfy7ePzgR2y3Lc8Fus0+XyvTnW7pwtWa39df/90zSVj09/TTwj59oRBcD8dyE4qOPMvA8fJ97e3P1N49uzj3MjIRqcsn8jrGhNewtuFC1jJSku3gdPVjo48ZzuETeQCdLesm4UUluAIdZhfC3Ca63f9b3jXvdUFLFbQ1KjC/BBAyij0wjcfdUoJklmAjvAY/UjEgY4f8nf8f4//AJOr4t4BYxZMAAAAAElFTkSuQmCC) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIZ0lEQVRYhcVXa1CU1xl+ztlv77uwLMtyRwIKKFIN1RYviVGLGmtUtE4TI7WOddRJTOLomum0/ZH2RyZsMo6jbaTUoqN1nE4UjdFoGDSiUqpITRAEAhtcdrmssCx7v33f6Y9EQpYPNf3T9+fznvM8zznfvu++h4Cr7gAfeg+INoFp2oBfRyESZmAhNJqFTK1+DoToQSlACMAYIAgAY07idl9HIHDDBNwQ4xALAvrXYUiEG4SGa1hU1gh+Shfw4pgJM7CWGY17iCBMjaamdn61fPmetvR0VyzRDLtdl3/u3AfE48kDY51kcHC/CTj7JAMclUEnUUVLiEwiMF4ii3p9URZotphRPJUZjZWRtLTO7qVL9yRZrdkJTU0HxMQBoC093VXg9+c9XLJklzM11ZpbV7e1oq9vF3E4dpqAzkkNEE5GpfERFRfHFzCegdeF6F77u2AJmVv6lpf+obGoyAIAyMhwrquv1+T39ek60tJEbwCMaa7PnXsXAFo3bzaXtLTkpF2+fNw8Omo2eb0fiRmgEgWBNE5QKdMCWeosX8EmRfN2kul77fK63749Jv5tCDrd3dzGxm1iRLlXr26PGo3N47HGoiJLw/btW/jU1C3mhIQdogaIlEKqi1JFYki2WPV1tl7TM/Wfc1Z19Qyp5gQGNbrxiz0FBVXyvr5VYkTSwcGV7mnTjsTiA1ptuHbbtt28wfCSWaP5RWyeEwJyUI4hT+XiZtd9wn2+4RUvDQdnch4C3wOZIIuTXZQow1EAGMzNbdfdvGko27//CAmHZWAMIARMLg8Tv98wlJnZLmbOJ5UKjgULDqaePl1jBtpMQNujHJGoT7OUZe3YbO+C61YZsrLeQfeSOcHb0qm2gEvbzku4y7kzXFee//jUTqnVWkwcjn8AOGEC3I9IzEAcgE3MaHw1kpXVdGP9+g9HFIqxSvr5mTPl8s7OveHc3JOyrq6cfQ7H0jEDwAW24cXPkNSxAH+xbMACOLEycwsCzxCh7pl5PcJgQt9LrScMstH+A6e97//9C7lRCAbmT9YrgISEHYJW++q9jRt3ObXa4PPV1cfA89m20tJXbk+fbl197JhJevfup49KlAAX2O8KzuBc+0Hcg3KMzJR6GHrlUQQV2mCbZ3n71XDagVBAeVfg0ePzrRMtxXFGlrCMjPcQieRFMjJunC8vfxOMAQAKbTZ9/okT5n2Dg4sAgC6EB0Ff0ffEAcDcvwPDwc3wGhM5W15Up9Hwm1XKUAkfNQqPEwcAE3CFOJ2f80lJ9ec3bRoTB4DWjAynEB/vNAN5AEDz0Iee3mUTSIrghzr5X/hqShrVqtwpxkRHnozjN0uo5WdPMgAAJr/fJHE49DN7e/WxOX9OTi3i4tYCADXAgQ5kTyCYm/ZvPMxRhv2jiX7vqDEaCioNPI8UQFFOyZGJjkWCOBx/ntLYuCYWtxcWNjGlchEAcDKEJ1w/AKQqr+JOqNDhcum6vMMqVyQUcYcjUj9jfC8B2wLgs6fw8InMbt8GoHo82JqR4cwnRA8AHMCJ7pSwEThdxW7Xw+RGzyjXTTDs5PmIP8pHrFSiOgT+lIZnL3sfp24C3BWhkEI0SSkAgFOhDX/U/uYbwMsBDEBiBIR3Qc3JUxwBGYhArRE+0cILnE0u99FQSBGlND3M80++AiIIWesqKv4zAfd6KQBw/uR4nJlbBNdocVCdzW+NjMbPMgiuN1bbdyuSNI36Vk/ZJolEOBf0J9hkCkVUoX426vGSJyt/G4xS65l9+8pj8XVm83F4PKBgPJyujKA62741sfjurZTF16rsLg6RiB5cqBWJGr9uYNidTdkwF/GnCP39Ty9uBuKYXB4UTQrfVDONMuKfnfL1m4nFA7ce5SQK+5VBWYkQP+RDRtwXGp2CvR2JRA1ScE/sATGxKpye3hALFtpsejDmBACaGLrwzk+8dXT8AvWUh1XNioJg0tAQ5LgNb0D6IxlSbSOhpz89ADCj8bUHJSXnYvH01tY5JBC4BgAUbvfHKotl+fgFCTP5e3apv8+vfFbIbssKq6in3s3nivb/ycKsVJqFxMShe5mZzticymIphdt9FgCoCWinLpdhht3+3X8/Idjl/VtX0ujVcFrapZ7fCyv/9IPEgSXMYHiBejzPr62qOgjy3c0V2mx6OjqqfzSmSQBgmc83ovP7f9kxe3bD3Pv3s3968uSnNBwO1u/YssJXkHY2qbe3Yjml8mXBYFPt44WxLCFhh5Cc/Ma9jRt33l+woDKrrW1jYW2tKT4+vs5mNLrm1dS8LunuPl4LtAPAmLUKo7EunJvbI7NYXg7l579/oazs+KNcQjDILTx9eqfUap3zv8wDKy5eLFd9+eXeSHr6KanNlh0zD4yRzIBWe6d//fqyhlmzusROOLO3V59/9Oh1QattIKGQCowJIIQymcxPA4H5HeXlz4l9cwAoaWmZmn7qVA38/h+Pn4jG+rAJaDMzVm68eXOXesaM3T6pdELJGazWAqZSOWreemvCYFp26NC1ZIul4F5m5oSyU0ciNOX69V2gtHy8OAB8r/xMXu9HkqGh86VVVftTPB5ZLFFcV9e2SHLyRbEThlJTL2rv398ai6d4PLLSqqr9kqGh82KjOY0FTCMjhyX9/dXzKyurS1pacsbnOIdjdvfixVViBrrnzaukLlfxeKykpSVnfmVltaS/v9o0MnJYbJ9EDKwNh9uWeTz1Wrv93WkWy3TOYGgvaG+frn7wYGn9ihUfiu0Z1mqDBc3Nv0rh+WY1IeF5NTWvx9+5s5oMDGw1hcPXxfYA436Ek4UZWMuSk3eDkDym1XZ2rFkz6dtw2qVLH3ADA3lMInnqt+FT91YzsBBK5XwWF7do0texz3cNXm/DD3kd/9/jv19YyHufS8DhAAAAAElFTkSuQmCC) 15 15, auto;}
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}
div.testarea{
animation:rwdcur129486 2s linear infinite forwards;
}
