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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,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) 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;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH10lEQVRYha2Xa2wU1xXHf/PY9Xq9u16Gje34EWzXJIQQQmoMKmkTRZFIUtGK/RCpCpQoolLbD1VViSDUKpDSSv2SSkSWWvURQoOoEinJEmKBcFMToClgcIspEIIN+I0f6/F6d7073p2d6Ye5Y68NRFTqka7mec/5n/859z93pE+npuyQLPOQx0POtpGBoCzTkc1KUU3jfiym6yGgSVzKwAYg3NUx9UvVIxFcopKYyJOIm8wkC+x/baXkzlVLJIn2U6e40d3NWH8/gXCYc0eP0n/lyn0FB6j1eKqG8nlZBA/3diXfQpW5cdkgUC5TWpbDtm0KpsK0XqBpY5fd294sAagPKAojN25wrbOTnQcOKFFNs+47spO918KuF5eR613JQ5NjJrJik5u1+PYrDz4C5AATaPro97dPrFnrZeXjl+wjv10tSVPZrP2drVv5x4cfSoscq4BXZGUBZlTTcouDAxoQASIX2iZOpAyJ2UyBF7ZVPgsMicA5IAxUAYmTsXhXOKLyxLfCT6gyoCgKMV2PiICGGHJRLBnwi1q7z0wgIM51wDc4bOIPeGhZU+bOS4rhmg/gmWhke/fpxNvv7RvpViUgUlODyEIGVOF8SGSOAOYTR794LgMVQMZ1XFKqkM+ZLF0daBHzXIDjQFzEUIFL1y9mOH3SQP57Nvv41tdff0o49olJESBUlL23aKjFrACNYp5fwkJRZATdxewFRPmuCzCjL/2kumQ8a6OKyQYQOPTm6MkSn4ysFEgmCsxmbUr9HrbtqmoWzkzBSqMIUg30CR+iZBICWFq87zJIVNMMwSwA6rrzyMAoIHefTp5UPRaWZQMSoXIvkSoVrRLOHde7gI0i8GbgReAZYD3Q7AaXJBuwOfbu2MfiXkgEd4FQFNw2O1skFUj8cc/twbKgBShs2VHZ4tLb8cHECX9AoXypyrULyd+sWBvaJ56tE0y4zk8DmfKAh0TKosQvce64/vn657WfAb3A2cUAXJNiuh7Y/WpfKhCQ2Nm6rA6nqcLACqAWeGp80NimeiSmJ/M0PBbYD6wVgY3xnsyGjrYpEpMSvlLwlUnUNHiobvSheiSWrSjbAvwrqmnX7gbAbSh2ti4LMt9oJvMdr1XU+Q6P9mc3qx4JnLVcC5i3rqQrrnXNYGUtfvTruhrhyuw6Eh/OGZZq5iVOHY4fenpzJBrT9T7AWCzv7noGp5F8Rfdu4nSsAfiyKYv0tAWQnOzLatcupCr+eSzNi9sqa17+eZ3n+VBwAxDfFAr5m78bee7RltArE0M5ZAWO/Hk0JkAHhMDNA4hqmrH3nfrSYjaY14GEALCyYVXZWbCIj8x+TwkoZFImW3ZUBaOaNhLVNLNUkTuimpZrSyZHRSKRqkqV6ckCqUQBwSaAL6brcyInFwVMi2GIa1dkBoARYLXPr6CP5kiM5/n3qRmimpZ2HR2emk7EdD0MrARWAZmm9eU/DC1RkRyRL5bxuWTnkDSVeMIITRfjIRydnxLHtJEpcLtvlnN/S7F9T63izhUZ1QrQFTj9UwfIkgyid/S7AXBPrN7ZfLHKuR+iRhkylrOUQjPThQrbhvhonkVfzQDOmrcEi+OCRWaSBfp6bASbrs3NdRnwNnk9EZw6BdyMAd2CGuBmYiL3zdrlfmxbQsnkASjY+dUxXQ8ItiIie4t57R+41DlLOl1gsYkvKaqo24reXL5KoPQLZ3HBxBdA7eTtHAUTus8YnDy4VgI4MpXqxdEMo8i3F6d5h4DxVFJi7zt1wSJmNWDD+U/1gzFdL1eB1TgS2wCcFyByODqfuXhcPzg4lMMf9GCZNksiC7YNbme79IZFABVob31taLg0YBfT3ohTquXGTAEgrIoyyMBs+1/HPplJWoQ0BZ9fpvExP0MjOSwLSnwQqS7BWyoR03Wf+LC4PdMkSucHngW639oxeOvsZROjs1mKHpqj3QV8fnLMBBhScQQnAsQ3vlz5jY9+d/vMbNbGti0ebPA/t6nBbwGrei6mWn1+hWzackvnCpZWKksVWcs2gGRXx9TWmWRh60/frCv9zAFZbANAPaB3fW7wl12aJRUhq2a+KWVR1wyO9K7obJ98/8uLOXqumuw9MFdTcJZfEwutL6ppl7mLCSU0X3rhhm12tkhS0QO/qI8KpKOalhD3I0D4cOtwzxdXbbKGhSxZvLG/PhiUZVKWZeF8nNwNTBLoLALnBeJRTRt3Y6nrztsACwDcA63GfJOqHR9M/KHn0iyjwwX2vL3MZcHYFA5+vS2RGhDgdZwmXslCee+LapruAjA7W5xt+VcEl3F6o9F9r+5rPipqvNy6aoDTcBlAbkukLrFwq+ZqgtsnacGQ7mZP0cv3MlcZ58Rq+ZPB97w+GY9X5uKp6THxXEX84CyaW4/TVxXi3Pzxrv/MUX8/AAwcKhPiOgekH34yuMeyLD77OMEvvt8/5fqYtecSk3G04GYRGOOTfcODf+owFgQHsYO8l4n/gGqgKSjLVSnLGsBZSvFf/eDWhKdEpuXpAKePp3hjf73bEz4caQag/dB4l23DQI/B0dY1d8T7SgAChLszcpem+5dkxnT94WPvjnx55kQBbAskG0mSWf6ojCQpgI2Rsdi+u/YRnJU18j8DuA+AAfd896v9KYDIAzJLKxS27KhuZn57PhK9U5j+LwDcf4vF5rKWA5JRTbtjaw7wX4RwMOMDedC0AAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur58782 2.6666666666667s linear infinite forwards;
}
