@keyframes rwdcur150735 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXUlEQVRYhe2Xa2gcVRTHfzOz2ddssttYNw9LDVFDlVSasmux9EOqIlSjUB90EUEUKSj0QxEpQouIgVpFamkJ0YCF+ppuK2KaSsVHSiVFu7ENmjRgSxq32zTrJpPsZifJbmZn/JCHm5U8Nkk/CJ4vw73/e+75zeHOuWcEVtCa63BWed0vSaL08PCIanjcxckCUTpR0RhrmctHWInAb4K4bQebnZU0uX2sK1olY67SsHWWoKrjxsDVuJKJ8JrvK/pvCcDPO9ji3cK37s04Uyqo50EfAEcVFPvANKAvyEVLHw9WnyCd7SsuN3hzHU7XXTSVe8qcw7+iRprYPdzNHZZ+bMPnqLlxnJPaLzIlm+SNo3YOmDn+y87AhR08X/oMn1g8EGli9wNBPsjW23dimRhiAhEEA/QUhVuaSU7ry86AwyY/vtooYfg8pEWCubrvI3SByeAALglntr5sAFHEIwDpAfBkGMjVzZynnhNz2QAG9I4VjuOoAg3uW9BhAn1FAcY17ehgb9y4rQZsa3ijfSeWbL39WXwm4N0k47ybC0U6iWx9wUMYCmBaJCiUi88OJdTX/QrtuWsu7eKztdvl51IpjeQpd3i1Sw5e6+v70LTymKOCt8ueoGioA33gDC9sOs7neQPYrTIupw01rmLCj6bJfr/C9zNvuZ1Sy1pOe7ex0eaGdAwyGZAKweqBsYuy3h/S9p1q4t23wMgX4EvgqfV7ZGwtXpAErvQMktDiHXarfHAspX3qW1exOtKXSNwcU/cX+ahzeFkjWrDq4yRGLvPHWA+HvjmOkht8sQA+IFRdD8KIG2FcQgrbCLemcFgL6B+M9lSWl3fabZZ91vrwb21P4nJJOHUQmUAv0klUnZld/fICmIL4AXjo/gNg6CCkQdDcCKMSsWABA/Ekuq79ZZgcBBr8yuyDNp8tFuAR4LsNh4CkjNBVhFE+immCKYF0w44QshOOjjAYV5NAI/C+X/n35bMkgCmIS8CGmgZAlSHmxLSlyXjimDoUdJZh2g06jkWnXdLAMWC3X/mn9OZaPnVgP4BoA8GrQUUMSuOIdpB0Gb36Jvo9UdbvkamuB8AKvAy8Ot+m+QCcBHq6XpERI8VI7kkY0Q7C7RqWcAniuMxwTOPaF7P85j0PiwbwKxjAgYyhgSsDAoimjGQH04Se36N0Hda4/jFoXTNuR4A5uyHI8zoOBbAC1wGv7yjQUQIOgyttMeI/zSy7DLwHBP0Kowvtmddd4FdIAwdnJlZNYLrSJDsnh6VPA5MXUu9igucNMGUNQLL9ReBOlaF4nMzQFE8NVO4CoDUUoPaWAEwVmcbpcezcjPRO916wePKDWFJLFgpQCvzJ5Kc2bQ7gUeDre+shFYWewwBs9SucnWuvJfUDUxXuWNbUEcDlV2gGtnbvBVvJ4jKx5KY0FMDFZJFJAC1+hUiWVgu05pOJFbdQgNpQADN5FXOwDTMUILcjB1box2Q+CKAVwK/c2lj/23/X/gZBUqSu9pYQPwAAAABJRU5ErkJggg==) 8 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRYhe2XXUybZRTHf+9Hv0tbaigIBNGYEZVkg7Qu08QwoyYoWaKiVhMv1GUxJlwYLwwJfmVTRGMMcSGLJmYu0b04pgGmMZkTnaLbypxxDCZg3RwaKrO0pe2Avu3rRYEUBEahXJj4v+rznvOc88uT85znVCCH6qrD7DLSKIoUCwIOSccoKgerFU4st0fIReKXQKx9hNskG53ocJrKofhu0AIWgv5YKjqIkhzlOfenjG0IgO9R7jCVcXTyV/QAxnIQpsG0CZxuMASc+HuCP8p/sq3yEDOZe8X1Ju+qw2xyWDrtsUI9gCCwPzZKiTyGIXScqj/a6YgagrhqqY4badHWm3CxTtaz82wz2g/1aCfq+WCxvW8X8ukn+eXySbTzrQx/twNrpn3dJyCIbMurAPONoMo0Lra730W1m5y7uWjH5KLUKmHOLYCAw3Y9aDFwJLm8lI9RlEa0BIgyenVRznUDpAT8icl0wcXg5qV8xmLjt6qFYdQpIiRQcwogJjkU6SfldIOhlMa+XciZ9lMP4y64zt6cFy9gcoAhm0ok037Va+jzMle4nwDNHoW+xT5nGviwxMtjagTGDzMylaBBTjKi6bnXVM7ustudtsQ5XWq4N/D41nY+WivAnL6aBfly7kPf/RTJZXzmqqXaaLZwJRpDmwYpD/QOCJ9FDX7PC93v8cYrkMoW4DDwQOWe9HrwRdA0SGn8BDQDHR6FVP9D6ONGWmxu6kwuSkUZvTpFZHKAoSt+Wj9vR1mcfLUAbsBX+SqggTxQiDApMXwsRjQeBvADLcB+t8JM7w6sVgmzCiIJVJtKZNMXC7tfVgCzEMeAOzc/b0fX7WDmvhApaxgk6G+ad/sLeBto8ygLC20lrRbgLuDollYQLjjRZiSSJeMQtyCEDKSKgvMgkkQ0mWQf8JZH+ffjsyaAWYgzwJaqViBiR0sAIQkNSLqC6WAqTLQVEggGSKjMAAeAZz0K0eXiZtMHmgFEKwg6kE7lIQoSgi2JlLQgiKDJkP90gIqXAdADO4FnVgqaDUAH4D/9FIgWFaEiAbeMIxSHkb+5Bt35axFkCI3CbwcX7FuxHlYN4FFIka52sMZgcwBRB9LvBSS3Rgn/nGLgNbj0PsTOzW/bCxxZKW5WA4nPix64BLjcrRawxWDczkh3mNC3824DwJvAxx6F+NViZvUWeBRmSF+1dHJAyw8z2Z+2Fz0IpB+kC6tJnjXArNqAaN8T6cXEECQn0r/zq+CGBgB6fF5qNgRgtsnsm1uPH583vT7YBLIjO4g1DaU+L0XARdJXbU4m4B6g86Y9MB0A/zsAbPcofL1crDXNA7Md7kDGp72A1aPQBWwfbAJD4epOYs1juc+LlXSTiQBHPAqjGbYaoCebk8i5fF5qfF606Aja371oS8wVQI7+mKwEAfQAeJSNzfW//rv6By7Zf72N7dhLAAAAAElFTkSuQmCC) 8 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 9, auto;}
}
div.testarea{
animation:rwdcur150735 1.3333333333333s linear infinite forwards;
}
