@keyframes rwdcur69625 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwUlEQVRYhe2WW2wUVRjHfzM7u91dhu1S2tJiqYpVWwJNKRfLrZDYNCAhREwgQlBjfNDERIO3xBcvhMuDt4R4IxpCIwlUUpsKLWzquoFCL6mIrVBaWzBcaq1l2Zbtdnd29owPwwaB7VJQfOo/mUxy5vvO7z/fOXO+gXGN63/SoQbhqj0q7DePK/cApAiD6UChEMy+dp8ZCpMzEGAWcOY/NeA5LrL0GIuFYIEeY24oTBHgij8XAvouQ0s74ax0zt6cf1cGvM3iAWHwiq5TpkWZoceQdR2EcWOcEDAQgEMNIAy6KrbK2r824G0WLwA7gBvWU5ah65wJzX/QHOsdgGovhDVw2mlLNN+YDXibhQrsBtYAyBLYrKAoJlQIKMqH2qNQ6YHpOeAfNC89BnYb7XdtwNss1CuDUl3dMWNxXQMoFlhYBE8+DulukC2AxYxdvUwi3W3w7tY95BdvwGYFmwz2lMQVkG4HrzticDXE2198a/R5fS1BIr+tg9gaHHPANp1NzzlYsUhCCNB0g+ER0KLwzQFo6wKXahrOyyW7Zofcd8cGPMeNucCz0ShvrVwqhQCYJT5ERDY5nSlkZ0DPmSMQ/AHU5cydv4C15WZutdfchE47F0/ul6clml9OBvc2C7diMQ76A7zsH7we+/QKtpUtTNGXFEPGJCDUDMMNcGE9rXtl3ny/Dv+QuSdUJ6hOTo7GSGogJqTnhZAygyGQJPT4+KqlDJXOQV80GyQJsOaCoxgmlAqmbO4n6A1t//QUYJZfsdA4GiPpJoxGeUqSzLW1Wq+bzZwslTrt2CMaVNUbJtxe2O2aXLCxfCEtTjv5Z85xqm/AjFedHL9jA4cbDHc4wnxhmGUcHsEFhOobjRJZMna5VIhEJBQF0qc8LGbmscG3S27Z3wRbdoq+tFTz7f2DhNJSaRqNM+oSDIeNkhHNUH7pMpjkgvsyaa/2iguhsHEsrJETi0n0XDJQHVBcQP8TS2iN52ZnoKWqELgKYY36iq1y+I4NBEMsCobgcgA+qoChYdJ1nZz4sRvWDIIhKHwEivJR3S6c8VyHTZJtVjj2M8Ri7BqNkdSAEBQDzC6AEx3w4mbwNEIwBBaLebwC5EyBqRmossSr8dyBQcNW3wQdZ/WaiROoSWYg4TlQe1Rw/g/+1GNk5mbBvsOwp6oTpBSQ7KD1QPQSz2xcS3GB2QfsKQjVQaU9hTpJIuvXbuQtO9ke/inph5bYwN46MdU/yCUA90TImCTx2T6D7+pH4Mpu8H8J0fMQC8BDTSwrnUderhnb+xf09lOZlsqGqk9kPdH8/1TCryAcoTDeWoeGwekwWLccOn93cLqhE/T+a6kG9DyGrwd8E5aCWq7hXv9BVvb97/T5bg8f1YCmUxjv7zU/gufA56jTXqKsBDLTPsbX+Dr4vzIrICmgZEFKvubKXrl6qEk+1Nc5FnQSA7LELJvVbK2eqtcg0k2ww0P1aR2QTaikgKyCkhnAmuNBSX9vqEk+PXZ0sgpEmXngCNRWvgHRiyDJJtiSDrKzF9nZisXdiC3Ph1rWSkfGmMqdSLdswu99wrbnIIN7K7bJxALdyM42JFs7FtcJnCVtdM/rvVvYmLT9a6E8ukoUMePKLb/Q4xrXvdDf+7Tgj/pc8WoAAAAASUVORK5CYII=) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur69625 0.8s linear infinite forwards;
}
