@keyframes rwdcur215170 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRYhe2WXWiVdRzHP+fZ2dnZ2dk5z85mbLXZ3KQkZYWNMNHsYhhhCNpSCOtCqcBQusiILrwLBhl5N2F2EeGFF97UhWSxEjxYDQUNarY2hkiiay+e416O7uzbxe95do61ufMsgy76wp/znP/b7/t7/8Py4fyDs/MoW8aZGLAKWA3EgRlgFgh5Q/8mAQdYAxwA3gSeBjLABNDwF1J3SrkwHJBAGGgDOm+lqEuOsR6IemMLsAEYBj4DvvPIPVDEgfeBfH6Fo/4aBEwDXwLjt1IIc8FpYD0lxMlSGxZarwQcp6ySyBxg2r8EuFHBgAvARmAdFi8RbywoazEXxIBGIAVMAdcwcxb2z0wSc+BsNWzJ2lTETVAxkSk+/xRQD8wBQ8Cv3n33JeAALcDbniZjwFdAL+bfHMCcA4nyMOG5WQDyD5XBmjZy58/5924GtgFPYEH5BfAR8NsiSs8jAuwErk+tcHyf5oA08C7QAyifQtrzir5PmN+1d68yDRX+/vkxmUI3LVYuAM9QQlxEgE5gVO1PKteS1OUkxUSygOQipdO66K3l21s14hYE36xB2Vo0Wpg7haXwknCwCD4NSGtXS2/s05UkOltdEKC6CqmrS9dcmy8iqbv1FdLWZ3W1Zn6uz7NqvBQCAAnvQB8graiUens10lSlHxNFgmpNy59dlE6iSy4aTyFte67YGn3ALiygAyGFueIH07hc6twhHT+uqzXoShL97iJtblN2lauhJOr35im462tPkUWFh5YgEQeeB94CtgIRNdYyNzXKdasBOMAIEBJEHFgzDkA/Vg17ve9lVcQw4GKp+AHwk6eZsp7pcxsf15lqdCpxT+RfAV4H6rCAXlLIQohh+bsJ2IHVfxdgxIWZPNRVRZmanGT271JiwEqgGSs+GaxbBsJjwKfALUC5Vle3H6lUviUppUKSG5IGBjTgom8TaCiJxhqiGrrX/+eB94B2j1TJCGP+HlR7q6bbmiztBgelw4elREhKIr3YoctJ9I2Xmtr1snTihCbXPlxMJOspsjoIgQjwqq+9jh6Vurs10VpTqAG1VgcG3QKB+bXdu6VDhzRR5/h14L4VcLEYiAJhvdAB4+OMHuui7kausKpyiJZTOZujsXDDOYDQyZPtQFTN1bjDWbD+kcEaUskW2Alc1/79vmbTwFmsH0gHDii/tl6AJpriAvKYv9uAg1j+/4KV3+0EqIBgploHdAOXsE54EEutC4A0PKzpR+Nm8te2+yQ/9ATFsQza6P0GEu4jhmXCBqyBpIA9QFY7OqR9nQWf9/T43+exHuI75YG8mv1LYsA7wF0dOaKRhmiBQDrtR30Ws9KSxWchAYvBD5xZ4A8gw7FPiN6ZKewYGKAqHAIL3BTBH7olwcGeV58DN4BRYBC4q5YGZWuRN7eHgBZYqhkVI47FRbMnJIY9uTZ562eAj4HLBEi5IATALOGbOIZVuJXe/2Hs0Xk7yIVBCdyP0CwBNP8f/xn8CVcp3XF9SNqDAAAAAElFTkSuQmCC) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur215170 0.66666666666667s linear infinite forwards;
}
