@keyframes rwdcur60128 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEH0lEQVRYhd2WbWxTVRjH/+fetts67ba2lnYvZS9uQCujHY6OrSuuEMIEcQiRCEZMqqiZgsZEp3GGD5pgFJAQRZJBAmoEDY74ATKJiszgZmCOsU1xcwPnZvfC2IZt19vbc/zQbSymvVTXacI/ubkfnuc8/9+595znHOA213wAS6QS+Nl0f3qt+Vj/dR8Z8wj1kXK42TJXJSo2ba0wO7esmlcmlTdbAMlvbyvZlW1MwoIsdTEA2X8KsG55zptryrL0REaQY0xSQmIdRCSLUumrl2d/uMJujCcMAANHGLhCk67gTlUcmEgxN02F1LsSHX2DnnPhCsx0EY4lqRSaqkqby1mckb7YrEsrMOlS52iUBAQACOQyDpZcrSPToFrW9PNASkCkgwCuxwoAff2e74VA0OJYmj5fLudByLTgBIRRfwdvzzdku9aYysttxu08xz18sXPIDeCnmGzDCy39pwy6xI33LtKngCAsBAGBzy+i4ZL7932ftewQRHpsKhwjrThf9+hpc64GTGRAkIGJDCzI4PeK+Kahx7v3o+Z36pv63gLgnRw000U4pUKrvjgzMxmED82J4ebsTpzpGnK9enoxgN/+Pi5WALJnXNanVElxodmDAaBTELycE8KZA7HrAxWl9oxU8AQBRnG+xY3eAQ+IjAORESjieGWkgVIAMgCZUZirX3+lpFKtjsepr7q8TzxfV2N/4JOFrhfqqn9sH6DgOcgVkQEk9dgG06jNaqhC+F9lvN9m3A+gceOGBT2WfF0VAPX0BGWCrOJ4zdobnx98kEWoIa3D767qudrwJNv5cmkbAMek8Xpnzv7aneX+xgPrGYBnb1H8HrstrRuAKlxQkmrsT8Gt0yjTn9tiMZVYDd+eqOs867CkFhWZ9Yo4EJysv+IFcAiAKFGm9bvG3kIAwj8GGBz2ucEBhCMoMOtgzdM6aICBCRRMoDjb8sdJTNvTEhqKFJDcBb9eGRkAAW4+BIQAhBD0DXvxQW3r8SjMJRURQKtJ2LRude5DhJAp86k3B1x13wCA5pkChDsLVI9vXnjowK6VO4oL0+JBGUABUAbGQm9QBn2KEkqF7L4zTb0fA/DHCsD+3p6VX760bUmpYU7iZEMLmbIJEMbAaOjT5WdrdIJAbT+09x8FEJwpQMHSorTdZcvmZoyO+ePHfSJAgTgFH+rpEyABgWJ8XAQLMih4DtYcbdbgsC/rUtdw7b8BiHQaagHkAcjb+4azeuvm/GwWoGABit01Te3Ve84dBKCUy7iERXdrlWKQKps7hg4DCHvrmZHM8zSvXWuvZL6O7ayh9hEGwBnL+rc8jNouX/u09fIQAkGKI7XtXwD4OpYA0fTnXy609Dd7PAHT+0cuvhhLcyDKO2F3z2hKR/dIW2f3yNFYA0QrI4Dk/8v89tZfG49owOe7QCIAAAAASUVORK5CYII=) 16 15, auto;}
}
div.testarea{
animation:rwdcur60128 0.8s linear infinite forwards;
}
