@keyframes rwdcur19404 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClUlEQVRYhe2RTUiTYQDHf3v34dyH1oa6j5xmouIHxtxBUFAsLMEuGRQVUR2CICIqi4KySxF4CUTq4qGTeEkS/EhDxSg0BCFEBTMFZ6WvqQO3vds7XYeBeLAZFgTx/uDhufz5/388DygoKCgo/GNUuwVaIMeRkvLamJh4QPT5euZ8voZbMLFT9hGkuqDenpZWiSxLP1ZW7p6HD38k0Ge3T1fU1mZrnU5kUeTL6GhkeHy84aLf/2R7rgkuePLymgtKSkxGl4uoJDE5OLg2MDbmvA6BX/Vr4o3fAcehoqJsbVUVOBxow2Fy3W5NSm/v47b+/qIBUTz3AjafQ+OxiorbmTU1qAoLwWoFSSID9hnGxjzA0J4EgrCmTk+HrKxYqUYDTieW1FSOm0xn1B0dmsOi6K2trr7hPHkS3G6w20GnA1lGyMlBgrV4G3EFmiBwVRBGMZk86PWg14PZDAYDSTod1YJwan1+HntdHXg84HSC0QiCAOEwKxsby9fg054FAEJ+/zKCECtVq2PHbAabjcT8fNRaLdhskJwMCQmxVwIQBCLB4Pfd+uMKXAKdxWqtJBSCSISt2+sl0tfHx9bWqeXV1eWjklRuiESgoAAslq0v2J+UVNgIjnr4uieBg2DTLi3pWViAjQ1QqWBxEXloiOH29qmRqamKVVjf7Ox8c0SWy82BAOTmxl5DktAsLJAE2cQRUMcTcEMwMxqtd5hMGnw+mJxktbub993db/tnZk48gKV3IFv9/jbJ6821iGK+ORRCtb4Oc3N86+qKjM/O3u8Bf7yduLyEyyNZWcGJ4uLoUEbGdAtcOQ3CTtlmONvvcs3OlpVFP5eWRl8ZjQ/3PLydm2C4B6m/m38K7meQ81fGFRQUFP57fgI3ZOLcyweCegAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxUlEQVRYhe2UX0hTURzHP5vXe7vtbo4r2abXVs7I6B/ViFJzFi0NQh97DnqIqIcigiJ6KQjC6CXoD0QgRERChg8ZCjmNZGqpGIws0JaKZM4Vrq2u8/awgggvFREU3A+cp/P9/r7fczgcsLCwsLD4VzkP6v28vO5ev99oLyx8eR0OHQD7r3gboO6eqj7o1LSRVlVtuwolZlqb2UaTw3Fldyh00LlhA4auMxONEunt7Xs2NlZ/GiYW8hwD12ZVvVWxfv3eoo0bEdxu9PFxIq2t7dtjsdBCHsGswDJNCzgrKmDdOmyiiBoIEFq9OpDX0vL0wtBQ8AQMf68/CQXbNC28s6amzFFdDT4fiCK5k5N437ypJBZbMMe0gJyf/w6/HwoKwOEATUPweNjqdnuE27fDDf39weNfS5yCgkqfL7yzrq5M2rMHSktBUbKDnE4kn2/MLMe0wOTMTNcaWa61iSJIUnYpCnZZJiBJHrsohi9FIsEpSFSVloar6+vLpNpaWLUKXC4QBJibA13nw/v3HWY5po8qreuzumGAzQZ2e3agJIHLhc3rRSksVBSHw62A4nS73UJ+fjZ40SLIzYWcHLDZmDMMkqnU7G/fQElRUUicn4dMJnuSVAoSCYyeHqKNjbOPOjtrDkMPwLm+vmAmmQyXp9OenFAIVqwAWQbDQNB1lnq9u367QCoeL+P16+ygZBKSSeYHB3ne1DTb2d1dcwSefNOehuGz0Wgwc+dOuCKV8uRWVUFxMYgiTEyQGR/3mOXkmG3UffpU7pPltcLnzzA6SrKjg0hz82jXwEDoKPT9qH8E08XT03fTsdiOJfG4R06nIR7HGBjgRVvbsxuJxE2zrAW5DMseqmr/05UrjcfLl480wpnjsPhnvv0gXoNTXSUlU6+2bDEifv/UTdhkpjf9iP6UfWDfBNpbeHcRPv6tHAsLC4v/ny9YjujpXl4Z2wAAAABJRU5ErkJggg==) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuklEQVRYhe2QXUhTYRjHf+drbjubZ+raDHPTDAVvTHNmEkU3QdIKhEDptqAPyqAML4uoiIpKyIsgKiJoF1LJNCItigiF3aReZEQF04JW2NLT1DNnFyOoaVoERXB+l+/7/D+eB0xMTExM/jHCfI8hOOnz+Q4lBWEi+uHD1SFdP3kC3v+O8UGwlMCBYq93mypJ7rF4PDyq6817ILVggcuwcUNV1b3i9evBbicxOsqzSORT/9DQ9gPQ/SvhR6Bmtd8fqqmuLnKVliKKIvHBQR51du7dCu3fz8qZYreq1i4LBCAQAJcLm2FQW1Hhcnd13RF7epr3ZxhkchQa6isrr1UGgw5p1SrIzQXDQMvPxz88HGB4+If5OQWACbm4GDwe0DSw2aCggBUejxy0Wi8K4bC8D9rmCz8GDfU1NaHKxkZZWLMGli4FUYSpKTAMZKdzIlMzp8BbXe/5oiioigKKAlYrZGeDqlJksxG0Wi/Id++yW9d/KHEcGjatXRta2dQkC3V1UFCQ1qdSIIqkLBai0ej9zDxxvgskUikQhHR7SQKLBRwO8Hiw+/1k5+QUZoocqprvdLtlIS8vPZuVBbKc9hAEJpNJ9MnJxS+wTNM250kSzMyk2xsGJBLw+jWxUIjOjo7zO3S9JVPXrOvt07dvy1vGxy+UJhJQXQ1LlqQ/k0nsksRyvz/IwMCDBQtYwDU7MoJQWJgu8PEjjIzwLhymq7v7zM55wr/RAm2zvb0EDeNs2efPslBRATk56SVevUKYnnYteoFYPP48FongVRRwOjFiMV70908+6etr3gWXfhb+jcPQJjx+/GZsbOxG1bp1jqyyMlAUvjx9ymg0OriYnlYQb6nqlf6iIqOvpGS8Q9Oun4Lliwrn+vhuatqVSHm58TIQmH3g9T48B/bf9fljWsF+Gnx/PdjExMTkv+ErwuLe4q9VDiwAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur19404 1.3333333333333s linear infinite forwards;
}
