@keyframes rwdcur255200 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1ElEQVRYhc2Xz07bQBDGf6AK+9BUEaekqngAjlEprwAncyIX1EicfUJ9B8IZ5QHSQ1DEC/QWqagHEiQcIZkTB6Sq10h1TVhwNT3Yy5/EcdZJUftJq5V3vf4+z87OzixgjlVgA1gH3gPvgCXgDvgOnAGnwBfAz/HdqdgCOmUQF+QzyCXIDcjvpL9Mxl2QMgjQSdbNhRWgUwE5AlEgYtBU8n7lUcjKLOTbFgQHIJEh8WiLQOoglmUFwHYe8p0SSH9G4mdNRPr9vpRKJQF2jP68BOL/JXIN3/e1iExLrFgQmPz5AOQc5GvSD6YI0JZItmOiT3QOphB3QT6CWKCAPvAN6FugPibzaeQa9XpdO+YYtioZDjcEcWKvvgY+Acsj65eT8WvHcWQ4HKYKiKJIKpWKkHJEO0cZ5Bsx+THwKmsPk/n25ubmRBGtVmvMCqvljHPuPJIvTiHXWASOHcdJFaCUknK5LMSRFYA9dwL56aPZp/15miWuu91uqgjXdQXY02rXP0z4SiPuDoEop4AIOGw0GqmTa2trEN8pAFxdTjhqibePOpwplm3bVoPBYMwCvu8LcKVfVDcpAs5j8/dnJNe48DxvTEAYhgIMId6CJStlZRB3v+YU8DMIgrFBy7IAbC3gTqWsLMTd6zkFvCkUCmODSimAW/38T31gETjrpawuAtU449mdUcButVpdKhaLYxO9Xg/iDArIiAPdOeNAr9ebGgfALBK2yRcJ21mRMLmaV58uMrkL2gaWmOkugP/gNgTDfKAGYsen44I4H7iwbVvVajWZtOcaWfkA5MyIPM+Tk5MT8TxP0o7aKEwyIsiTE+aAaU6oYZYVGyJvVvxgCQuCeoZjTsP9/b3s7+/PVBdoPFRGrbQ4MQFKKWm1WtrbO8xYGT3Fs9qwCeL7voRhKFEUSRiG4vu+NJtNcV1Xp1sdDGvDhRxCRqvjt8RX6i3wgxesjl8UfwAqu7T39RbzpAAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur255200 2.1333333333333s linear infinite forwards;
}
