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33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIR0lEQVRYhb2We3BU5RmHn2/37G72ks3mfr8tCeSKkAtoCEIQBEqkFkFrC15mWtFepzNlnE5r2+loO05brFNbZ7TVtlocxcYydZRqYpBCNBBCMCH3BAy5bTa72ex9N7vn9A8wBU00Wsf3n/OdM+/v+z3n/d755oUlxP49FY8ff6JMOfp41dyOrVs2LkWz1FB9UsI9d99dtPtG7XesmTpqyrVSjtl12xcKMHOpY2duUlhlsWjxeILk5hVWfaEAm6rid2RlxDAXlkEBOer9PP0/GSArMaoKBRW8/hDxFj3y3OcLIH34w6OP/Ep74nRbWv22LaP7779fViJugkGJxAQjchSC3tn53F8+/HBWckrKAY1Gaw6HQz+4b/9+1/8F8N1vPFCzvnb94S11mzNa2lsb6m/eus9gmsUSr0aWFewOL4XZhgyAu/btTbtxw4ZzFasqEuaiEQ48eOBN4NCnBVBf/fKLRx7uyJrSpsw1jlK9a2PxiGMiM884lJCZJHIczgBJiUYCoVBcdunuwxtu2va7yoyiVRd/ewwkBX1OgvLS4cOHP3MFfvrQQ1ar1WoJv9yP7I8w/dxZtq7beNfJN0+7Lw1OoZtKJurREJaMtI60vnj77ntLxp47gxyK4n/fiXm5ZeWnNb8GoLen16TT61VynI7gBTtnL/Qhx1tUttFky4amPDKFGVBQENQqobJze3+Dt8RKZWoJumQTQvlszTkPIEejg+FAIDxq9mkDtySyZ+MuTCYTsixz/NjbnPzJ89T0JQAKRqGlZiqNGZuTdwuOsqL2Nuz2zwYw3wPdvT1zWVmZ2wsrSrPrNm1Cp9MhhEClUpGXn0e0MpfBhmZSwwbEFY1eSBTMGAge7WKi53xcdnpqQVZ1ib+3v3/oUwPUb//Sqm3btz24sa5OJ4S4JkkIQWpaGu+lBtG9PoQRzTyEAGLRYXWZVDe4Uq4zTPv36baVHTnffX5yKQDzF9H1NTc8evPWrWZFlvF5PB9JFEKwY9dXaD9gZYgZZBQEAgWIKFHG8dAYP0pDXnBq3bp1waVWQADccue9NQ99/76TqyurOPKXZ5h48Qky6+9Ba7GQVVzCyuq18wK/38+ff/g9AsfawG0hlBKkyVqJNyMXXXIaQqVibvi8N3ai55BFLz3W8EpD78cBqAG+vuuWJ27bc/uKc82NSB1/Z2VgmPKcEHllejr+2Uhi+fUYrjRk46HnUY48TnV+iE31BtbcoGPMoWc0azVCkkCoUCekaucylle651Tfqs5O6O7t6+teFOCuvfvMG+rqDiZaLPpQx1+5rqoAiyaIxDhqtRrJ1c9FXyq5peX0tbVSoD3LqnwLKSYfselq1GkZxDp7OdY6jk9rQorRI9QahCQRlWXh7jn9n/Gx0VOLAUjvj4xUFRcXJwx2djL5tyO0BwXmWAW/X0af0Yl3Oogl+ibK7jvpefUVKo3DeMtXYrAYUSY7sJ0bxzsdpsg9TKSnGGf7MK5YUEVlFN/AG3Fx5j9+3BFIJUUrdqSnp+Po7aJ4vZWQc4xwjJbindejJBQy5xyku9WF3+cjMjvFW41t+A+1s6xYwVqVzMQlJ8u3rqVEHeD0oJ+cuAJyAFTgMSRvHvf0/qO2pmbfiZaWBS8KSRFC0uv15FdUM9bsJqm6itQ1RfjcDhT7OYwZWWgLN2A0mchav4m8Cj+yPIQ+ORnTslKsX0vEMzJM7VfvIHZojLeePUNifD4AJp1Fla9efasv6cKLJ1padiwEoLJarWs0kob0rByi2x+h4ZnT/Hrvk7z27DvYbIK+8zrK6uoBKN+yk1O9Bo43z9Jz0cCrvz+Bd0pmYKKE8hs3k5+by/19UXRDbdicAzi8E9i943IwFFr0TpD0ev3llS/CmrV1pD75L7pOt2DRRZAz8rGWVRAbFwcKGGPNbDxwkLcbXsY2cJzk1esZtJVQtn4zmqgaS3ISGvR82x6Hf3oOu+KnYe3MsLaw4GeLAiiygqIoICugQO6yAnKLlhP1BwmMO5nrnMDu6CfiDiJCUTBoWJdRhVR5E7r0BLSJZkRIhohC4YoVHF0bofqUDgMackQc+1sNBX+ydf0B+PKCAIFQ0K0IUBkllKhM0DGLv3uMcN8kRORrkhWAUITwTIDwgA2/EIh4AzElmcSWZKNGzaF0PSajk2JvPAiIERrMITlm0QqcbT/bHgoGb5YUFe53+5jrmkBRALGY5IMQl4lm/ARODBAcmEC1JpfxlHx+vk+i7lwXRWemsC1TemeKs3/EIvehpJHUJy8NXsB81o7sCiAQSzC/qirKlafNS7Cxh5xImDFLIsdra2mu8CAcEwW60Z5vAg8spFeVlpa2db7whl9xBS+bXxW+cIBQJLxkmLlZP6qeIWSXA4GC2mBClb1c0qTlbF5Mo25savImmS3F1dlFKzXqy/PJBxj9UyMIBLExhnmBAN4Z7iTdkoRKXDvVD9nHuTCmkDrhQ3NpBMVlR2XrmdK5RrcN9PfaFwQAyE5P+7dXDt5RmpKXcPWmKbEJ15h/EGlxiWhUH5no6bePMDIt0Kg0mNCTFI7B4FYbQ2LG0zfY07QQgArgleNNfmV5yp7n2t54z+FzXfnTDw0lV62vNheAJ+SjaeDM8OvO/h/bA+//78wUkNQSbofftpD5fAUAGhubJk25KU/1BienHW5XUcDvjzPoYoRGrb48mimCy4OSIKJEcfrcDDrH/CcvdjW/Nt158NTU4L0vvHTo7aKKnBanZzpOUWNyhx3dLnHpMVd48rGxsbEFARbt9z07b7XOut312TEJ+flpGebE5OQSRZHx2d0dw+Ep94RntjklPfXUU08/7Vxsj6XEfwHcM2q9A8nh/gAAAABJRU5ErkJggg==) 3 6, auto;}
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}
div.testarea{
animation:rwdcur133132 1.2s linear infinite forwards;
}
