@keyframes rwdcur160319 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8klEQVRYhe3XzW+cdxEH8I+ffby214vXXm/W8WscMHaiOE1IKCUFNVAlQAhQJAoSFzhw4AgSh/wNe+DACQkJgZC4BTigqhRMC+IApG1w39IoclLbTdaxvXE36/Xbevcxh8RgJ2sLp1KFBHN6DvPMfH/fme+Mhv91a3jfEXLi97+qLoj2+nvsfSYPHNWn20dNiDlv1ZjqBwfgrAbXdTrmS3ocVrXkSUVj1j8YAGM2nBFoNaLbOVUJkSmftuisBmfv+zwygJzAWbFdA31B1ZKEXl8UOKSk0YZm7bq1SDkmct6Gs2r1YuwMICfQJalXl31afcyqMbU6LNR8VlqnL8s6qdUpPR6XdUxKrz7Nsir+YtE/Hi5NsMv7Q+0GpTwl4QQSu/gGImn70a1ZXEZVINKsQcaGNv31c4W7AggMCJ20YQaXUXzIKycQ2K9dxgretWDGz+X9Va+MpFBZpKW+RHdjILAiIfJhDU5qNLBF81utXdZxKaFJc6b90LQfq7oiY792I5q0UR9AfQZyQhVtKvo0Oq5JUo8Ft5XkTLhgdYv3fv2eUFGUd9Gki5os63BCo1OoKKv+5wByQp16tPqMpHMS+nSh5ltiQkt+KecySgi1GrRPjxmvWPJHbeJSvqLLd7Q6pGRcXon6A2q7CnICJSnDPmnAV2UNi7As1CGmXT+yapYkrKpodtBprXpd8zeRUKdv6PVdI0a0aDYrUnFVwS3nrTwoxdi25GntDhqWMeyuvDf9zlsumvaCO24IRbKyOnSLa3RdxaiPm1cRk3TY5ww5pUObNTHrqtrUpKQ0W1CUN7atfFuWUU7cUSc0+oQZC2aNi0xi2b1mzaoZljBqn8MGJU17SbOkfU5rkLCqZFbenClriiKBAz5i0JDATZf9zKIbqGwurq09EJmx7KgjEnqEDnvXq1hFQousrAP26ZOUUVGSlDZrUlrBvLgZb1hx2YZrKAhwXcaGx6QMGXBcg9CbrqKyvQRjIp9SE0jKOm3AGX2+bsA3HfGsUWd0O6Rq3ZxpZUUZoddcklF1wAkDTup0UmTAslYbPiQmpSwt5aAu/dbcMuvW5tZ8UAULXvOiJQlZ3zNiSAbzmJI37/fuelUo44gnzHtJTN4tBQVlWc8Y8LR+ZyyoKioILWgTaVBQ8II/m9Txb0VsV8GYDeeV3LUk67hmQ25bd9XzCn5k1nPiQn0+r1231/1KzRWr7ii7qeamRTENRvRLGdCObu/Jm/ecaX8QmHLhHv31GOCCSE4kpWLZFTP+5LafWjGt1aBOX9PvKXNeUTa9ZSgV5Vyy5LYVM9b9wAHtila94zfe8WtJNx8YYjuM4rviYsqWjHvD81aUBYZ0+LZez2qSNmUc+QfAr1pxQ94v5P1EwRwmlF2W3Ab2X1ZvEgY6VVRNa9DsMT2SRsU9LuFp3RKKKma8JVCqw2BVTl7Bb/UbFaBF2Ur9SfgwAxdE3rag6m0bprSIi+sWk7CmaE5kXVGgXJe9TRAr8iKvi1yztLNv/WWUVVIxbk3CmtC6aWv+bllah3MOGNQp7Y4EOwYvqnlZTVzcnO/vZRuy6j0TKgKzAptMVSQ1KVnzjEEHBXrub8d6wcsWXVITWLSwEwN7uwtyQml9ujypy6A5L7pivF5z3fe/B3yXe2Hvh0lOqEXaoB5JFS+b2KrrvdqjXUb3XrZZvke6iP5v/zX2T3HrvSTdL5pMAAAAAElFTkSuQmCC) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4UlEQVRYhe3XTWycdxHH8c8+u16v31brjeNu7MR23NQ1TklT00YlQagF0UogKkFv3EDiyNknxHnFkUNvIIRQVUFFgaJKJFHTUqAFESLHTYJrbxxnYzZbx6/r9eP1es3BboiNndhtxQVG+p8ePf/5zswzv5mH/3WLfOIbsuJoRg1lQyqfLkBWDPHNU0NoSEVWgDYtjul3QkzRgne9r2BIba8AsQc4DzwuLarLqh5VaUUFWWNWVPX6os94UahgxqtuCPfqeG8AEArUa1av30HP6tTmjrwbCo45bV3FbWcVXbGktJ/oIXrfp+esO4GEmFV1qlpFPeIhTzlo0AFtrnnT3/3Yuon91h+CPSHWa5ZQNu4Vea+ZV9OHNeS9p0Xu4zjfG8C8pBaDWp00b8qwl016Rxkh5k3z8Zw/GCAr5mEZUU+JekJMUtKEZWcVVEWFqO1a9++J+aWU1yQ3u2YfAFlxFW0iBgQG1RmU9jQSakbMGBMTSgp2vDwrsCatWZ9Gx5DYyU1sywt5gcNqSOhyTMJpMV/X5ISUQJdvi8gbNyVlWJeU9V2DaPSMfjGDIgqYQHl3ABK+qktOWVXVIY9p8nkxGXXKAs269Vv3XRE/M29SREkDVgVslmEjGwkNerV4XkKPJW/tluh7ARq1Oq1H6EMTlkwretUNr6jTrt0ZXZ50WK+Yr5lQUJIXVzYnJivQpFncYTEnNHpe0pPW5U3Ls7NI3QtQsygu5ctCOePesOwiFqwI3HTOjAGHPOuIxzysyx0jahYc1aemS5OTks5IO6VD2jLGFV03p071QQAlFwz7hhf1OiVw0qS31BRRRWBGwqpZs3K6NVtxVVTVcS+o9zlN+tTJiEgKbEyah3SoGJQzhuJ2gK3DKKtdh28aMCStR/Vu4kJ1m4ey0JQZ77jsDRkZEX0KWFJWEaoTCDTq8KhuvQI5V72kaHi7YG2fBdOue9uKM57Q4xGsoCDutrw5wxaNWHLZspyUpFZ91nTq1uGmK245b9GImpIPZdQ7JSXjiLSihKyae7RjK8CQmiy6pdSrGlGT9ydL3rRu2KIxUVOWlLQIRDwj5bP+6rKopKNekPIFky647jxybnpXSYeIuAP6HBG6ZOyj3G4FyIpr0yMtY96om37jml9okLPRw9W7qrchNDH1OkS8Z8KvlMV0e067Uzp9y5QLllxVL6HNAc3Klv0Rud1KkHBAu1UF88aM+LkWo7sOmlkxEW1SHnXb2275qYiUo54zoNcRvUJz1kxadMUdf3DJhOi/O2K7igWahJb9WeisFpO7Oh9S06IRGQd9SYMesy7K+5GcS5ZtSFNB2S0XFf3OuHOiWyfn9gxU1IwJTVm9m/adLStuUUpcyiEp//QVoVGzhtX8RJvvCzSbc8EVL0kYRcnQVj3YDhBaNurXAm3KfrizeMgKLMg47jhqKgKHPS1t2qLzrhoVGtGgQ4OchAlD5na66j+7gIVdo/7IeVHKaSe16zLtmtsKWoWadKkzoNOEqjErFqy57j77woN3wu12REy/dk3SAqMm/dYHhnVq1q5DXEnUgoh/qBi3ZNh9Srl/gNcFvqOqZtTr/iKlIKqkIFDYnPlJSetSKso+kPODTzMDj6v4m0nkpVS3fVQbwv17rBrxspLj9y/pJ/8z2sk2doKNHWGfa/r/7b9u/wIIVsPR1/XftgAAAABJRU5ErkJggg==) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBklEQVRYhdXXzW9U9xXG8Y+v74wnM8Pg17FjnPCWDNRxYmIUaGhDqzZU7qaLZhV11y666tqr/gGzzqqqKrXLLiJVFYLSQJSgiKaUl4Ac6hCwqTETMMPYHsbjYeyZ6cIoAYMdj6qm6pGu7l3cc89X53densv/2Fqa9sgKvnweU//mAX4vJWlAXmhBAXljKt8MQFYgoc+QUVv80D23nfNHrcZRR+rhBSUUUdkoU61NAZzU8LIWWyXxqueMSsiYsqjhOcPe8qJRuwx53ha95p214Oz6AGFTAKvnX3XJVXuc0mafHUZVjOhWlhQoumrOdctmrCgZ2LhONp+BrEBB0qDtXtLpE5Ma+ux2UL8Uutw1Ie9dp52wZELBgjG1jT77eAayAjvEzFvxS9U170aN2CvtkLrb4t5303mLeAFXlUz7g7v+LK1g7An/TQAsiuuzV1ReVs5qYcUQRxpvinvdlHdR1VBWw33knTblfUmzzbTn4wARKRFDAjMo6hXXbVDEkGUvecZ3xSTNO/HQo65VWU6o4sNmgz8JEBXTsEegU17eHqGUjIhhLYbE7bJFqN1r5h2VQKjkCzfUXKD5ebC2C0KBfu32eQ2LzmFc2YzQdV1CoYwB+0zZq1UoULTgnAmTuq00C/B4FxzRZqsR3Q5r2KUg74oJFdfM+9Siz9Qk9OnRsOi+ZS/Y45rjFn3s1x48EeFXQgcF682CtQA1RVE9RvX4lojD4l4U0yEusOSOqpxATK9+80p6BKa9p27SyTVBsuKGbZPRI6Piwyc7Y+0RBBpCBTHPY6e4BaNmvWnOpIJxRdP+pSAQ6pdw1ymTcgKh7GMAcUkZWx2SVJdx1Op4XgcgK6omY6+37dSuhmt4oK5NVZ+0bQ5p8YqynHkTll132SeG9FmRMSXUIWZJXFLabsM6xCx4zy3lpx3Boxnott9bBgy6Zdykjyy4pKSkIZASKmILOlTVFTXU7TEiYadOgw7qF9GnRbdWcSVFt/zJhI+sLqZ1ALICSWkdBsw4447jck6Lymt7mNaq1ZG0LHBVaJuMYT9R1mNF0lkX8Xc99utyWK+4+1bkfe6B2fUmY/jlfYe4ZZfcN2HKx2Lm1xkqdVmBiOe1e8OEC4YN2CnqhuNyzrjnuDlHdOnXr82tR0TMOgB1RddUzZpT2CD4qpXF9BoUt0PZKbdck/FTNe1m/E7eSSsmxP1Aq5LE+lt3tQ1PqjtgyT1zljYWELICPXbp9LZeGVf8xQMXtfuOtBErnrVsyrxJaWWBeStmHFR2UmO9DDSj71JaHdDl+xpSqupqxk05Zp8hO/xIQ0rNb+XcEJM3K4qUrKo1CqkZPRB1xFYdhvX7hZ1eFRGa9g9Vf7PonoQ3bJfWbkCbgyK6tEjp9qzteg3gsoIzX2mEzQH8TOB70vqNSPuxrV62KIFloZKKcRWz6rbpd0A7GpKiOiV0idqCJRU33TD7KMDmJFmnQKtQRFSrBSUf+MKxh7UQ13DAfaflfKqsqizqjpwW40I5Vf+05LI7ptcurM0BvGMFs153wUVXdKugbk7aoG9LqFoR1aKCWfeU3PQbd31gdfyWrQ6i8tpa27wofUfFgJxuXxVsVt5509JiPhP1ipSa2x64rOKvmPi64m7+x+Rpln24mvb7uYjd7jjhc8eMmf861+Zk+UbWKRBz26xxBec8ZfP9dwE6FJ131F1lzygZa14d/WeWFTz24/r/Yv8GQ/DM4IpPWqUAAAAASUVORK5CYII=) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur160319 4s linear infinite forwards;
}
