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5%,9.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJGklEQVR4nO2aaWxU1xWAv5nBJmGxHWMcYxzjUHACNqggq0psjAOiUpzGJFXzo1QIhSWIRqhRU6lBDVCsJn+CmzapSxJVFgotKhFN4xRaQAY70WRivMUhZLwMi228YbyM7Rkvs7w5/fHexAs2sc08mzbzSU+j93TmnnOu7j33vHMeBAkSJEiQIEGCBPluYpppA0YxC3gOyABqAdfMmnP3RAH7gAagAtgB3DeO7G6gDRDt6gPemgYbdeUjQFatWtX84IMP2lEd+/UYcmFAX3JycltBQYG1orysLisr65om/4NptDegxAHK3r17K0VEvF6vkpyc3Iy6GoyjZF8E5Ivy8gbxKSLuQenquOVfCe/raeRoQwLJSsCYlpbmBjCZTMa0tLRbqBMTOUp2DcBDcYvjcXTBrQbCH1hAXFxcL7BaRxt1xQg0xMfHtxcVFVWePHmyxGAwKMCHY8imAHL48OHLiqKIiEhR4YU61BXw4nQaHWi2Av69L0AdqrNjUQHI8uXLO9PT0xs1eQcwb5RcGLAZ2AUs1cPoQHMfsA14kjtvuXnAHsAKNAPZQOwomT2AwtCECnCG8U8WXZmF6lgxcJzARuuxJmobIKmpqdfMZnOF1WqtfvXVV8sYmoRpZwcg4eHhDs2IASBCR30V8fHx7f2OHhHFKzLYJyIi+/fv90/CMh11j0lJZGRkj9vtVkpLSy9rRvxCJ10RgBw4cKBERET55G+inHhNZMAp1dVVtZruPVMZeNZdGHWjq6srxWq11hQVFQ1qz+rvYrw74QT6W1tbQwEMCxMQnw9CZmO3d/drMrd00j0u61BzdX8wqkbfvOKMyWRy2WprronGgNMhGRkZVzT9em6/cYkCXgaeRV/nQU2s2kwmk2v37t2V2dnZJUuXLvW/O+zVWfc9w0rgHGrAFeASajD+zhHK7en0lLjX6gETRUFdBaBOxAbtmX3GLJoBEoASRmaFdahp8v89CUCDwWDwHDx4sKSwsLDiyJEjxUuWLGkHPOg4CaGoKelR4Am9lEyAjw0Gg/JlZaVVhmFva5HExMRW1GrS3eQ44/IyI5fcSj2UfAtGwLFt27ZLIiK+6s9F+fvvRPnkuIiI5Ofn+7fFuokONhl+EhIS4j5//nyNdv/sJP8fCJYB89LT0/sB5Go5+BRovgJ93axalRylyY332j2CyU7Ahx6PJ3TTpk2Pavf5k/x/ILgKOM1m8xwAw7IUMJpg8XKYG8Hly193aHLleigPRS1y3OsxwIFOMeBeIQHtFDhw4EBJYWFhRW5u7rScAn5mAc+jroRi1PT0LeAxvRUPI0HTPe15wJOopW0BJDExsTkqKmp43e8MEK2zDTFAImoMiwSeYprqg08DnpiYmPbTp09bPB73N/uvu7NjIDs728LQq7Eek7AHtV44vHv0VwL0XvBtxAADDz/8cKu9o12tR3XeFLFVilz/WmSwX0RECgsL/efwvwOs/yNAkpKSGnNycixHjx61bNmypVLT1Ya6JXTlT4DYbLZqEREpPSvK8UPfXL4Tr4s0XxcRkYMHD/pXQqAKpbsB2bdvX7HH7R4e+KW8vOwS6ovQp1MZ2DAJ2bZNmzZ1FRQUPEqdFV/xP24fzBSC4dlfYnc4nZELo+cBbwK/mopho2hYsWKF8dKXlXEhA734Sv8F/Q4MyesxfG8tb7/99ucvvfRSKpAGfD6ZgSeaCEUA0Rs3blSTjPqvxhQSxQOt9TwQtXBeWFiYE3h0TMHJEQXEb9++/UZI6Gx8ZaegvQn6epDS09DXwzNZWTGa7ISyv+FMNFmYBxAWFgaAeAbHl/S6AViwYIGzt7c3BvgNkAQMojY9TgAtd9AVhtrouDXsnogIreQ32DckKQKuPubeP9sfBCddF5zoCmgC+isrK+8DMMTcoQQfFYuzt5e6uroYYC3wOvBT1NLV71HP6sOjdM8C9gNXgB7UoNYM/AXoApznzp0LAzAkrQeDtnMXL4fIWL78usqmjfPFBP2ZEueMRqOrt6vTI64B8Z06MiIIKscPiZQXiMvlkszMTAcgW7ZsudLc2NDs9XrFPTgoNdVV1s2bN/t7CMe1SYgFKgFZs2ZN3aFDhyw5OTmWzMxMqybXCpwCxGKxVIiISH+vSFeriIg47R0SGxvbrsmF6TkBqYDs2LGjzOfzibgGRL4yi6/gfZFPPhCprxIRkffeOeICZP369QNa7Vp8dZdEblSJeD0iIvLKK6/4M7gdqImTnDx50iKjqKgovzR//nwHauLVjNpBtly7erX2ZktT29mzZ4sXLVrUqY31tJ7O+3kHkO3bt5f1dHW6Rht88eLFWkBCQ0OV+vp6kcYaUU68NrRK/pkj0n1LPG6XxMfHt6F9EvPGG2+ozrdcFaUgT5Qz74qvtkRERMxms7/19WeggJGpr3+FTNn5yRyDwydhj9Fo9G7duvWrtWvX9nd3dxsvXLgQZTabEwHy8/OvP/Ojp5b68t8E96iAuTAO4w93kpeX99muXbvWATi7u5iLF99/3gXxDRmX+mMMCat55JFHWmw22w3gcdTcIgU14H0BfIbaOZoSU3ll/Dnwvs/n++2xY8fWHTt2zN+/bwIuAo89kfpYLPbW250H9QjzKaxcuTIUICYmpntu+AMRUvXZCOcBpLEaQ8JqMjIyWmw22/e1x6XaFRCm2s25CGQC84FF2u9DwAcAzkH3TWbPHfufIbPBaMJut3sB2tvb54gI3D//NlGD9qypqWkOOvX+AtHOusnQEqwCsBQXNxG2ABbfflwaVjwOwKlTp2YBKIoSWltdZTMkrILo+CHBOeEYktLps3dw/vz5peh8xAUKI3AlOjq6s8/eKeJ1i6/8jCj5fxTldK74qotFRKT++lX/J3AfAT1JSUmNA85eNZK2XhNprBHxuEVRFNm5c2eFJrtxJh2bDJsBSUlJudZ5s8U++qSoram2hoeH96CWrZahFlYkISGhzWKxVDi6OmSgzylVVVbrhg0b/L3/d2bOnanxPKrhygsvvFCWl5dnzs3N/TQrK8ufBDkYWT16Dmjn9iPOhfqlqd6dZ11YDXzMyG8IHKjn+eiPn0AtavwM+ANqCryb/5GvwL4NI+pSH8vpIEGCBAkSJEiQGeO/rIasV4Ip9cIAAAAASUVORK5CYII=) 31 31, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
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}
