@keyframes rwdcur104978 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 20 17, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDElEQVRYhe2UbUwTdxzHv3e9dkcpiKUuQJiSTVw1xrEiDh1kZlmykCXODCQEyEzGzNQsvthMnCPGLIszYzKzLDo0JZsYNsdDVQYT6RTCU6GDOkAedDwMKKVQCqWF9mh799+LhQwKC9XIliV8Xv7ud9/73PefO2CN/xt5Oe3SJ5lHP8py0wkDbZSLtQtnsecMrO+eLb9B1q7Tp43oy1aUpVZaKGscylQpFVcYmsLMnBfjVo/w/aBnsg/IOzTmuMTJmFPpKVFH5vfba1voMKn5xw20OWUM4U0S4hYmeXnh5l2vXPT3RRfROTx9hxBCiECI1TJHCCGkZchO9ldPk7PFw3Mj9a7hu5/1LGpBe3tYPtFY8bm7tcBFDGpiaS6fPlvvWtIU4McR9I3YvxmxuQRQgFwhAQCoIoMQSXtxTy6TGAU+MjQ+/BjUBkBtkEBtkNQN2IMNFpXk6tCOD6f4DTdCxFbZe9Ly04/VAAA03jN/RXzgBUImZuZI39A0KdAOFpfdMH47ruPIuI4jDr2X1FRaRg+fMUgBoF3XtGNU/3Nht7Z5p28244+Awe78aTdwbOGMpoDQQAlCAyUQsUxKV69N3++YUROa2tjrcD49bptJzstWOUm2hoFm0ggJl2sXy7seq4FCTe8Hvg0sbUQgtW3mC8vdTz6+fp1ka6zk5M19vtf8+gyDN4dE8wJZMBEAeAG4/w6iKMRtVbx7pejB3kUPP35bCsAOQnHgmf5HFjh9azLFwYgP82ShwO8AOQPgAQABgtcDABCLaElrULD2kHaq9fXSQSUAYI7l3o7Y9Ckhogwq5437vvkr/gcAoLBuKFUZITupenZ9zF+ThwDRANSbALbCUlOF9TFxMDksMJfV4fKeLLg4zuziuFyBF9aJLTZFSfpzR5bL9usIMhI3FnVrTcltA7bKWTcPYAtAHQUQBQBQJLwKo1OEO52liIm4huenjAhg2bAAlv3CNjt7lJ3lzv9Ttl8NzKP5yICHsTJl0gvygzTLqIICGGmPXYjaFvpU5FTHiKGgpC3mtf1qeg/Pop9LAts7g3XVxhMRN8/lPBGB5cissm5LUNBZ0WL36FhavXA/gckdV5rwsrIRB9huBBYzTmioaMqsM62KgC81W0ojrHPet7p3Bn0iy7wlf59vhugiWwlTWDLVU+RcdYF5KsKvxdcfEDUkp35Jx7YJgJb+DR2yqxBEGmqg8o9VFwCA/PiyfH2q+Z2Du77Diy43WCMNVFOT+EWcSJnqu1ZdoP2lipAO3vN1T4wozaY0MnHba5Hh6QV1WdpC/epOpMw6blUF5qnaVKxwefi0hn3s+aT0C8zezmmQcqqGMtCX/hWBeX7YXnL8btZExqnd+XhmDCBL/otrrLHGGv8BfwLOlvFS+o0qqAAAAABJRU5ErkJggg==) 20 17, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTklEQVRYhe2TW0hUWxzGv7Vnzy1nvDVmGaVMmhVajVmReUA8QaSREVJRENmxIiroIaEoegmiggy6UlF0DM45MlKUWtMVtIuZps2Yx8uYl0atbNSZaW7O7L1XDxVFpVtJe5rf438tvu+3WPyBAAFGSP/2GsVo5rFiFzIL6sLT+unEvCCue5cgXX5WLovCaRwdTYlBad1ew5ot9gaH20dtbh+tszjof1VW+7pyV9PS610JYy6w6HyN1j3AUUop5bwC9fh4yvECza+00k1XO42mu7YD+pKu6b/SQcQu1Lb26WOj1Nkq+dffMnW7cKbeifQOB3QC22N570182+d1rM9P8o6k/M7F7nBRgeQCI1u0LNYcrRkX8+2cEyi8Ph6vW2x40OHM6e7lFi6PCE0PUUoNCa9a85Cb5Bsss+DhmwmZ7LODSta9kRETqN4wh6MEzu/nLEOgUrCYlaDB0iTNhcnxiivNLk+en2LH3xGaJUM+yui2ujCuEiB9Yv0AAEuvq46KYPP47YWPLAtyL7/cfbyofe5wcp+XV6uGJdDv9osKUEqpucteO+WyaXihnxH9AgDosA2AF+ig536HHQDwwcHNTY2La9uj78weNQH9kRamqMkb5ecFuH38j+V2Gxw1VRjgBEQabmCmw6bpmRp5JeeW9djOS01LtpyujR0qXyIqcO8EXZuVWzLg8XdKJUSrDpKFMeTT8lAKSBQK8BOmoPzxAyRSPbRt79AUHsf6ZfJFvYRmqNXBqWGZm/lX104Zf5Yvuobf80+xOS06PjTVCnnOzDCJVskLL17srz73lvOdZJKfs/Mim6ElHqj/B3AraB+puHRoqLwRC3xh9SNX9tYwz+b7Lda8Q1kzTNXzb6a8C5Ft7R3PZPToGjV/xZYh9Dbjg2lSFqnMN4y6wGBUJRarOqcqq5wrymasCTZD+pgBrOQJWpWFiM44RfSrhDEVAIBnutKU+tmSMsUfZezs4HZMEwTI6wlwL+QwqTi3d8wFAKAuxZDRppZuex8hpDl19ap1MU+huUOdMMUkkooj7WMu8IWGVEOMWSUrta8sn7WebQQppiY0Yw1pKGz8LQIAUKsrSa5YLFxI//NfxHcJgJFysEhMsDBnf0d/gAABAgzJR3J3peKYftTzAAAAAElFTkSuQmCC) 20 17, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 20 17, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe3Ua0hTYRzH8d85O5tzm5vlXZwXCgpN8drFykoKfVG9iDKkiKAMw0Aq6o0VlL0IxILCjG6vCjKtCCQVScFKJefxMmymaZKm89acbnOXc87TK6E0V+YWBPu8/T/8z/c8Lx7Aw+N/suuBbvfl+11prtxJORtWn2UZdV5kjb9KuhoE6PpqXlmnd/R0i6QarX4k/+PhGKsrYxYore3P5HiBEELIjMlBzDaOjM3YyfG30+RI2UCRK75BOxtOslOdo0ar3s4JUMgZyCQiBCjE2OMnYNJXnpVbqg288bQ/HfdZp3uW5VFZd6rRYjeQH5hsHOkbN5PWPsOspnnCWFiqS3v2crjEbRFDhlktWQTHC+Rx/SCvfzdLskrYwKXu/u3VXbjWTnvTVPhicxFNITZKRfMg8BIzEpcHXPUXaJ6C0tkZK8fBrhZwZn3QRZcHXIOfwsYRTJrti55JiFAiUi3HqJg5cbTWUJ5U1uM0eEkBtJ8sVDNqaReLaHC8sGBumxiHsU0DXiAIf1MPSinfvzYs7PXBh7r0Pwlw+hDNybutDU6IU+VnJ4ecl3kxP0XzViuIiEFDSzvSOu/hNZ2F8sTtsHE8hkbHTL5i5kvw8LeTd3JiGv46YM6VJ7p1mYkBx/x8JDulXozSKsBf7SuVaVqH63T3OtJit1UzSdNWGPShMHKBVmXvVEFARcH1c5dYRdGVRNOyA+Y7XT21OzmIFER4O1hHTtvIhziuMDhGi2jffoQ7BMhYWkCTdAf1/uYv/37ZAfO1xlfuGwyRZ5tXcHvtGzolhxTdENeLB/DJeyvVXDzk9oA5XZuqElujRPWrMqqUqSYToKUtGCeNGFaVUk1Fz90eAACaLTWnWuLtt9RxGqxRjCBilkDcQQEa1QGqsajC7QEA0LK5OlfvI8keCbOvl8a3SbN8+uH1Cu3opVIo9i7n9oA5bELlxo5o7+KYjBeylM82oJaqhAWFFHt38dfNw8PD41/5DuseT2TTAPZdAAAAAElFTkSuQmCC) 20 17, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 20 17, auto;}
}
div.testarea{
animation:rwdcur104978 3.3333333333333s linear infinite forwards;
}
