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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 7, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGNElEQVRYhe2XbWwUxxnHf7NvvvPZxi+kHAG/xE1DUExE2gBtoyZS2qSBqi2JSRM1VdUoUsWpqkRLFUFaRaoUSqI2oq0KW5V8aKIoUIe6RmpLRFAkErAIcuzYIXaNX+6Mj+M4zq6xz+fz3e5MP9xxPl9NYqg/dqTRjnZ25/+bZ/4zz65gCYrjOHVXUmr34JS2va5McCGhqDUSrZOXRvYPDAx0AJPNzc0Lviv+V/GJGWeHruv7WoZcWoZcHq7UOD4h2dao88TtOrFLkde6O87sAULNzc3pJQWYmHF2RFNi36EuyTfqNe5/J5PvywjBt5cLfvWAjoqP/LO3p+vnQG8xhHaz4o7j1Gm6vu+5ky4vDbmsqBD8aZ1Oia4oNSSVhsu7Vx2eP51hdf1tW6qqqp4CGorHuWmAKym1+y+DLkfjCkMo3h7I8N0NBttXgafExVPiUmK5nJ7K0DaS4TN1jd8DPr9kAINT2vYjwy7lmqTUkvxhxCHtwK6vlPCFcolpuVi5eiwyS6JilR+47xMBZmdnb00kEt8KhUJfDAQCpYFA4LqAdWWCR2rAY7lYpuTfhsPZcJpKr+DxegPTcjFy9UuVglqfBnBn8ThGgfiuy1PmL/sipuVfVssLe/aeHx4aOOjz+d6Ynp6O2bbtFL54cVpyKuFiGhI9V3/RP80LusRjKgzTzVu8c9ZhU8oFqFwQIJVKfTkYN/dsaUWLoECTPHGL745n7ln/62efW7Pz0mjwz7W1tQdHR0fDtm2nAVYZydatDZ7HPphMY+QAxjTJjwYmqdDBsGReZPOtJiWxEMDEggBSykff6kWLCAmaQuiKlknFm6ckD1WY/kDT2l3PBD77w/HoaEtTU9P+c+fODV6NhPZvvbPpsbcvCd6fygJohkTTJEldoQsFwMYyky1+L+99NJQE/lUMoOXCbylNIgyJMHNXQ4KhOJFyae6aZdtJVf0xDdubn3r6/Z07d77a3d0to+HRN56/x8d9NRqa4aIbLro5d91UpbN7TRV9Pd0kk8ke4PT1lmCsxlcOhkJoEvRsFNBVLiKSLqV4+rxDQ0iV/qze/50Hv7lt61QkeMYND539/b2f23gsluTEWJL1pRofZTJ8tbqUR2rK6O3u4UJw+DzwD6BzQYBMJhOr9KnsrHOCeQhNFbQlI0Lx44sz1ESV9dMV/vsfrMjI/u6u8NqKZWWNdasqV3oMNqUz6JFRTnYMpWZmZj7Mif8dCBUDCIBgMLh11F39t81n0v8leC0SczAy3xa6olRz2VEmeaAkLWeiF2Oxy5fDmqZpQogJoDcX9k6ukwsMgHQ6HS33MTd4gUCxYOGyoCtmdNibEbwoLe3AHev8d1VXRw8cOPAT4Kxt28liwQVNmEwmo74SEIYCo9iMKusNQxb1zb+HIXl24irVtXV367q+GVj9aeJ5gHg8HvOayqFQUC8Q1OV8iHzffAhpSKSSmpSyCfAvGqC1tTXl0WXCmDejgsELoiF0NW/WWYjss3uqyhnu6UEptegcowHYti1NISdWWCp/BsxBFAmaMn/PY0ge9xr8saaC0yv93HUhTFtbWwzoAaKLAcjnAiHdeKOXhqgz3/3oClHg/rtNwaPlXu4t91CrJPFQkN5TH8vX+/vH4/F4CGgHjgHhGwJQ0h1v8EL7jJwnWOj+l6pL+brh0vthJ2f7+pKHh4ejjuOEye7vAWCQ7NYLLWYHzANwHGd8pVcgMnKe6LWT8Qc+i6/JFC/v/U0qnU53AB1AP3CBbLhjwDiQsm1bLqj2SQCu68Zu8ZiIpCw6jBRrTdixvJxXf/dbmU6n3wEO5QBiwGRxqr6RUhiBy1VWSUEeyC6F0BUv+5dz8mgbkUikA/grcNy27djNil4PIFrpEVm3F0C8uKwc7Xw/7e3tIbJn+ikgvhTiUPBJFgwG25vKrPTt1tz+b/YYPKwkhw8dmgSOA2+RNdii1/jTin6t4fV6E2vqapd9v7F+4zpTF9t8Xp60LF4/+IocGxs7ARwGOhbr7hsG2LBhg9PZ2TkwHh5NLp+8umK6t08cPXLkSjwefxdoAd6zbXtsKcWh6M8oEAhYZJPIerI/EQ7Zz6hzQHQpQ78gQA5CAzxAGSCBBNm9vdTa/y8A/AeZbyG1SzxhlQAAAABJRU5ErkJggg==) 2 7, auto;}
}
div.testarea{
animation:rwdcur140823 2s linear infinite forwards;
}
