@keyframes rwdcur53830 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8UlEQVRYhe2WX0xbVRzHv79zb1v6h7IVLFXCGGyaIGSQTMMDFFhM2GIMxMRsEWXGJUtMDDEuMInCXLLJEmI0GB8ki3swaOJ8WqNRtmxI0Qcf3NDIcBPomEPqXFtKS3t7/5zjw6iSma5FiA+Gz9s953d+38+95+TeC2yyyQYhhBAAbADktaxjGxxaBMCxajwrGW3rAp1dSiDSl7q1xPRw8iyIuqdfOR9eXUNEdiHEMhEVrwzZhBBzK9dOAIlsAhmfgFxgedVR43E6aj0OS2nBIaHxqbLjja33lKkrYawZfWmpHSt9ebZwAKBME97l10Ykm6VFAkEJxZGajyF+eQHJuegnks3UOXv0Yihd2yR6/1r3NU783ZwoY/80mc8AoyEBju0ohHWrje/eVY2iZyqxpXFbO8lsquRI3QEA5QCqxuhkJQCM0ckmIqojokoiqswWfl8BkpiPq0YwgAiUZIpdTc77JZsJjXvq4d7/qDu/tvjT0p76wYGBgUkAvO9iMwAoQojvAKjIYf/vK+A39+sw+BkBDhgCSmBRMZa1tgllLmgpceKhjhp0utpaP8BI2P1c9b6VZXEi2iGEmAGgrEvg7iyd5lzHi869UG5EWxLXQj8Kg1dpi8lhLaVhtFtFcXu1y7W3YhAArA+73AD09MHMRSDrIfEqPSMmi7UlNDaN+OVg/8yRC28AQH2kq5VkNiQ7LB5AIDJ6A/GJ32/rS6nDc8f9vlzCkZOlwBCHDkeVG1zRD+0cbJEB4Nutb/uY1VRlqPowQPhiz4coanvEnVfqPFd2zPtxxcATrg0RIIn5uGYEm4tqkVe+xaNFlKfSc375rfC45VQHgbV14FSwvWIfCp/cCXu1u12ofKrsmPfe98Y/kLIVzJ0Y59ter3fNy0teMAF1Ie4KfzUzvPvK4S7PC7tGSl5+vJdM1MBs8uQsbquyw/KAVGgBJLLrEeXZ/LoSLeq/OZ7xBrMJAIBX6dnOTFLgMVaG81+Owlxsr5Fd1iuSzcSYRQKzynCYrXgXnfgJv+B9fA7ltyhi3y8gcfVOcLbn0oPrEgAAb7JnRM6ztiRvhcFT+llzsX2/bDNDDSVAMgPLkwCJAToHTxnQ7iSQuB7iejjZ/fNB3zuZ+mbdgjRlvQ0JkulAgTMfmtDLSWam5HQYys2l9yDES0IX4zyhX+NxNWLEVMmIqbowxJuTT3+WMRxYw7ebJOYzUlowYZE81kK7bXk+isT1MIx46sIPTR9NAJjItddqcv4f8Jv7dXBxRsAAB4P6RwJGVOHE6Jt/E7xmgbvVdNpIaVBjCWjhJCez1D31/LnF9QismYbY0a66QOevNWMHu/7T4E022eR/y58ySpUkQ/9gsAAAAABJRU5ErkJggg==) 6 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur53830 0.66666666666667s linear infinite forwards;
}
