@keyframes rwdcur232188 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcklEQVRYhe2WsW8SYRjGf2BtmnIa/wIljVMHNVGpLSDW0EENhnTxDyBMTG2McANx6HB3DhoHJ9LE9QaNsWknIrQHXHXQyuBM/A9UrqmN4RzuI14McHekW3mSy/fx5eF9nhzv97zABBOcdoSCkE1ys8BDYGGRzbVORNaBu8B34ADYBnailnJ04gZMcqvABjAvjlqLbMY7EXkXuO2itqOWctVv3bAP4bBJTgPeuMQBlkxyRtRSUkDddX4FwJbUki2pnvU9CcATYB3oAj+BQ6AnnoRJrha1lGWgIfjHYt0AFB/1Tw6diGx2IrINYEvqL1tSbVtSV0d9Z2gPvOPRDPAR55UeA9NAK4se9zDRjFpK3JbUH8B54BtwM9QtHQ7ij/oJ7gtxhPi+lzhA1FL6nCmxzuPcnIEYZeCBa9/Ioi96if+HGdd+YRwD18Raz6InA4q70Qp1S2vjGLgI7GXRlytkamMIh4FGqFuKF4jp4xj4kEVPVcgYwJ0xDNRD3VKyQGwXJy0HYmQSVsg0gSWgl2frTFAHBWI1HPOfX/Hp+iDO1KBDIf5CiI+FAjEDSIiPB8N4Qw3gZEAfvoeLEDeBW66j7WHcUT3wHidEAP4AaKSbPsSbQrwfyW1gZxjfqwdWcYZQN8/WOY20DewXqQbNhKHwHMcVMhqwnmfrrEb6N04qNopUkzLJfpP1BP0I522FcYKorGCoo+r7mYYyUBb7abEmNNI1BaM/BcPimcXJfwl4DjzzKh7oH5FG+iv/5gPAXpFqSibZv67g9E1ZwXjrp2agu73C3GvgC2ABNnB5hbkbT6nfS3LpAvASeKxgtIPUnWCC042/ASmqXfOytdkAAAAASUVORK5CYII=) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232188 0.53333333333333s linear infinite forwards;
}
