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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGyklEQVRYha2XbWxT5xXHf8+919cvsU1iTJpESXhZEjJDU6AlvBQ109YOOlDpmmkiaBNFMDGJvbUTK+LDJpUP01ahpRNodJ1GtYLo1HUVL2GAJiQCg5YEwiAESFhgJiEhi40dbvzu++yDiQdRSJyyv3Ql616fc346/+ecawsA8+0PJONI+fnrYrznj5PsG9hBIPQmdtsJZpVtwH/nHe4Pf4sprr1/PH5kw4YNGxLCfPsDKdZ/e9xEnRdamb36hZwhpJQaw5E35acnf0kkpghNgVrfJc511EihIBQJ31jWyDTPW1o2qKvnsQmrjrq5fqBZjgchpZwH1AA3gAb+/tkPIqULcKRvI1UFTl+qoWo6+GYiewYQR07/hHWvtGiPSzgZyWjMx5m2Q/j7vZQXhTAiRVg0xJCB1FKIKQ7wfQlUBfqDcDcALrsBDCkTJRcfRyYmSKV2pM7eLk27ptpkLFUki6ZByTQs3V2kojrEE5niAKaJOH8Nvr70tBDi8JgA4uNI9gLoXDE07hkQLufL6gsV3cmUCzMiEX0DQ8wqW6e9WHnRNFXMnjBEopA2oaMbVtR2o2mbAR5rQeeKoeznXA6gWOhbbW252mQOiHKWzPuhmOL6k5Sy2ab865PYueQCS889lPsBxCKfn9qa1UKI7nEBRhfeuXOnc9WqVbXDw8N6PB7XhRBKPB4nGo0ihEgIIS62fPZ5Q03dnHLVmfcRgBDilkyl6mxwMn5FW2Cd89Q15vtWjhQfE2AMz5X+/v5VwPNOp/NnXq83+yCVSpFMJonFYoljx45tX7h40RHg+IO8KQChaYaUst5q73mfmaU/frg4gAC4fqBZVh11Z2+O8lwPBoP7dV1/DUD7dx9qdx+m20Hy2Wq0Tj/xYg8RZCgQCFy6cOHCnt27d7eeOXPGD0RGQCA7qjOAfiBfCHE02+LrB5qz23CU545AILDfhnjF8nkHyYXV6M3/ROkPkXquEjEcQ716m/TMpxiqrcYwjFAymby1a9eutxobGzuAASAhI1EfbVebuBvwUugJMRx1sPiZzdpjij5igZRSAYHWegPpcRNfvuiRL+imiXTYsNlsAPmxWGzepk2bflNUVPSrrVu3NgM9ROO/S53rnaFUTEWkpBOvB3G7b/8XXkSWtk6QmaYl51chrTrACASAr6amZiXgBwaw6m+oC8sPxYPWEn04jBIPDrHw6TdyAhBCmNKiEf/OVzGdjgzA6SuQTAOg3rpLenohyWerAbBarQAYhlEEzAI6hNNxQUr5Tf0flw/JkFLI8ws2C6dj74SbEEhs3LhxezKZGpC6BVQF69/OZosDKLcGsJy6guXyjRFgVFVlyZIly/bt2/cSUAG4hRCtyoLK5epX5nyXPPteeDAFE0gBSm52XHu39ErPa2ZZIagKlmPnwcxYkJ4/C2mzkJ5eRLpkWjYwGo0SjUbNlpaWxvr6+g/JvKiM0cknkgkEDxw/uidRN490WSHJL8/I7vbUoioSy2pILHn6keIAuq6jaZoye/bsV4G5QOHomrkAAMQKCgr60zY9Zk5xZm68vpzY914mWetDWsY+SqqqoigKLper/MSJEw11dXU+IL+3tzd7UifzS8fT1NS0ZvHixb+wWq2Fk4gjFAoBcOrUqd83NDS8D3SQWVL/64CU0iOlnCWl9Eopy8fIE1m5cmXz4OBg82SKQ8YKgIqKimVr1qzxAZ6R2hpAWVmZg65bf2YgOI8Cdyf3h0ullPVCiNaH8sSAnra2tv1Tp059zmazzcgVwG63A1BcXOxzu91zgGtAkAddQN4f3pd+9xOZ/utJaR4/K83WK1JeuhaQUtpG5VKAkvXr1786ODjYZxiGzPUKBoOyt7dXdnV1/WfLli0/AqoAPWOBIj6VleUkbMWgaoj+Qch3HykoKEiNAjCBwT179lw8fPjwjlw7ANmJwG63e9euXbvuAUC+AiDyHH9Rv/ZMvc69UCpgQu3c31JWvD4UCo0GAEgAd8Lh8Jn29vY/hMNh/2RAAJLJpJPMhvQ8MgXyXngtRmQ5pUWbhBCxCfJ4gKqbN29u93q9Lwox8UCZpolhGMTj8cT58+ePbNu27b0v9IfjgRTADVT7/f53PB7PslyCpJQYhkE6nebgwYO/Vp8AQJKxI97X13dj6dKl1Q6Ho2SiICEEmqaRTqfRdd3+JAAjEPH29nYjPz//TmVl5Yy8vLwJIRRFwTRNXC5X8ZNY8LA0oKSjo+OnpaWl31cURZ8oYMSKXN8FEykF9Pt8vvf8fv9HpmmONT2PSAiBxWKZ1LsgF3mAueFwuElVVWcuAf+vDowoBNy4fPlyY64B/wVR+u+tyqBcgAAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur184823 1.6s linear infinite forwards;
}
