@keyframes rwdcur8030 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 29 2, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
95%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3UlEQVRYhe2WPU7DQBCF3yLq0KahsqAJlXMIqJBzA3pwgZSCE1AhkJILRGkpDDR0lFCFKulwAxeAEwyFPZv1en+DkgLlSVZsx9lv3tvZdYD/KCIi07nr3saUpaAshSxgZ9Pg4mUu760tCR6YiIjB9PlI9D1vuF+rSFUN/xgt41/Zve+H0vHruRWuancVOBGREELwJ4MBoLg+ATpJdXw9AZ0E5fTIOqaIKUCF87UEXx0swcrB8OEEeHhv86ISAICW4xkB94cV8PgZWNy14M7xYgtoggUAt3PA7h6ISIDBN2f1DRO8dwn8LIC9XrAhbwItMICkCzO8VjleDqu61/sHcCRgAlvhnUQ6V+EsButwwJJAloIajnNCORZNODdcHbup4YaTulcYZigg6F1QjgWSnNBwzt2uzXn1nOKwhprggCOBYkYyzsagbxfWblfl6nxV1gQkvItqnevw/dOgda5v3fq1cwoasevODc3GUt3r0evX1gKkc88m81c5EvDvcEC76ZKcgubeX0Cgc30qBv243d36dJaCiultcOxJThj0RZR7ZwFERK73OW9OfC4HtKz3qALUpeLqdr2gWDhgeRfwvx11PtWNyaTYuZes0Ad9/2Zj594q384V+t1WW4XqF2nDL6JQJ6/qAAAAAElFTkSuQmCC) 29 2, auto;}
}
div.testarea{
animation:rwdcur8030 3.3333333333333s linear infinite forwards;
}