@keyframes rwdcur9016 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKVklEQVRYhZ2XaZBc11XHf/e+pV/vPfu0NONZtI2l0UjqVmx5ictgJXGEccpZzB6qyIdQJECKFFVUUfkAxJUCxymJfElSQAwm5bhMCoJjCDZlEoeSbVkztseydmsZaaZHmu6enul+r996Lx+EqahkBMr5eu/5n3/9zz3n3CP4GWz37t3Drut9J+M4hXJfz9Mr7c7B2dlZ9bNgmbfqUK1WzdXV1edsKfd+7APT3FO5fe/J5dVPAJ+YnZ1dvlU8easOWql9Odva+3Blintnxujty3J/dfvdv/SR+77y0/cqlYrzW5/+jY8D/OJHH+z9tU99cvN7Z+Njm+3xsc0SwLhVAiPl4c9ODRQ/+MCuSXoGe8nkerCdDH09vdvnzy/+Q61Wq1erVefefXce+qMv/N5fNNfWu33F4vi2ibHPZvOFS9l83ut2AwQkk5vGM7ecAkPK1cFCmtB1ib0uqhQjBKSdtA1kqtVq5o9//3PP7Jza9lCxkOfQY3/65/7aKv2lAou1pU/OHTtx+mtPPv0Zz3NfjSL1+HUpGBvf5GzaPDVyMwIR4u8Eoqm1IokCBArTMDhx7vw8cAyY2ju97aHxjUNk0ylyuTz9g/0gYePwMNPbd2zde8+Bn4xNbPm+MFKPXkdACDnjup17/w8RHANlB7EiwUJpScfzef7lI4eA+4ENi0vLTaQJ0gDThFQaDBNhGrSaTa7W27heeCBfHOq9LgUXzp85AhwB2LRp8ytSysNnzpz+4k/fGU6bnwn9KPfs0TP0nb5Cb+kEk6Mj/Nz0tm9+6bd/08wWelQQJ6AVwrBAGNeeummjQ49iIc3K4lmiBAbLI+9fhrt27R5u1Bvbu763b2bnTubffvuLlUqFkVz6DwzUo+821lHCwHEy2BgcmT9J2w/Mo8dOsf+uqqxWd+M161heByuVRmsFKiaJQkq5PMq7Qrur6XaaF24gUK1WzWaz+ZzX9QqGKbGT8Av337n3DduynC19uSeE1hRHhwkjTSZfpNBTpDzgsnDhIguXFvje1Rprtcs8+MjD5PMldOCC1riux1vvnObY2Ut0/RAwQeuT76fATBgle4UQCKBgW/L2gcJTfaUCxVyOIIg5W2uw0FhjxTuHH8WYZoqUTOgzNXds2kAhbdFeXcE0DLRO03XbPPeDF3jtxEX6h4ZorLaIlaZY6Hvw/QgsSyHWlVKFbDrNUDHHYC7DYE+BbD6HsB0udkJWl1qseQnV6SnuvnsfL//wn6g12sSpLCmhWa/XGRrbhmFZvHHkDV44epyF+hpyYZEojgkCH9/3bmxEtVqtPTo6Wu/63QPlYl5u6S9RyjkUC3kKpSLlsXFmdtzO7eMbQUtWuw5tPYLTu4nJrTvZtn0LG0eHiQKP8sRWmn7CK2dbtOtXWWn7dLoB0jAIAx87ZbVuUGB6x47dYRjsyDhOnBLCjEIfP3QIwxDDMDBMi2yhwN49A+yZ2UGztU43MknlivT0lijmHdorl2nVQgK3Q7ZUZuPgRvw9D9E1fsQbb71OGIYgBKZpzl+nQLVazfnt9n94nXYKrcd6nJSRMQVCKRzToJDPky2WSGeyZLJZioUiwxuGGbutzIbhPvp78lhS466topTGNG2GRseY6E8xPZHnypXLzJ96lzAMEIDWeuw6BWQc/3omk/lP4viXtU7slCmIkoSOF9BYbTG03ibyOqhCCZUkGKbESTkYpok0LQQCL/RRSpEkEVHgA5DOZkjZBpl0CiEkoNFaY1v20f/phNPTOz/vB+Efjo+NDVumYfemU5gClNYEUUS77dJYuUq31SQKXJRSaC1AgxACoTVht4Pvtgn9DqG3Rhx6JF0PLQTSMBECwjAArVE6QWm1QQJUKpV+1/W+nhjGd9889o4dBAEITaI1SaIATRjHXK03aCwt4bUaBO4aQdfF9zpEbgd3tc6VxUssL5wlCnwit43WCh1HiDhGoPGDgETFKHXt7xJFUf97KfCklHMC3tHoj4dKgRZofU0BNERxwprrUVu+Ql9/D/ligTiTJZaQdBO8IOTMm3MEzRp945uJ/YAoiAjjGCOdQXRbNFqrJFGElBKNoFgsPGL8d+lFExPjfxPH0UfiOHpEJYmZTZmkTRNLChzDAAFaaSSavGNRKBVIZTKYpoEwTDyvSxIrLp48w9FXZzl++gJx8yqWiBGRjyHhW8/8I0tX66Rs6yiCQiaT/rIJMDU1daDRaB6KwnCzbRpIAUppBCAANEihSRKN2/VxOy6R28F317BTDhIJhkVPuczehz/GyLlz1M+9S1//AH2DQyTdFm8uLXLszHkMQy49/sQTz/pdvzw0XL7NBBBCrqfTTqxUQhJHGALiJCHRmjABbYLWAkMKEgVRHKNUjEpC2u0m3W6IncmRzhXpKQwwMr4VY79EKIW7voK3Vufxv/oOfhBSLBafHB4ql6MorggpBk2ATCZ9odFoxjpJcAyJShRBnBDFERnHRmmFFALQCAlBGOG7HsI0SBLJS//8IhkhsA2L3kKB4fJGhiYmsQo50v05nvqXHzN78jy5fL5jpwenvvTl70opRUtrnTN37do1XqvVfpLL5ea0iqdNIVAqIlEaN4hISYEtBBKBlgKBZt0LaNXXGQpjSuVeDvzKp1i7tEJKWdiFAtJKEUYRxb4e5k+d4JkXXwEh8X0/Y1nLr7z4g69+FWDrps1vGaVSz37bti6ePn36d0ZHRq5Y6LtThk6jNVGsQCsMBIYBUhhYpoFtGpgGZLNprEyWKHDpug3cZoN8Os/AyAg9fX2X6+vN45//ytdG2m6A1hrQQin14cnJyW/XarW1xmrzG0ajUT/eaDReBri6snJ0dGRj0SH5oGMamEAYx0RKYwiJZRlYhsS2JOl0mlzWwTAFpm2hlaS+vs7a1Uu4jSusR+7lQ9/7/rbj5xYsNCQqQUqBlDJOp9MHa7XaOrzfXqDVZmFYpC2bfNbxio5NkiSsej4tL2A9iGh6IWtulyiMCbwuQkjSA2V+fG75G+vliSW9aZv/2LPPPX7y0tIjlmV6hmEgxbVQmUxmLo7j8L1wN4zj8vDQ72rLfk2b9tuWISeKhnBMKYmjmDCKiROF1pooTsg6NmnbRlg2f//vrx2+Z9+dH/3wA/t7Xnr19Sf/8lt//WeLi4vvjoyMHIkT9WnTtlEqwfO8jUmiPjQ5OfG3tVotvmEca9P+hSNzc517qrsfdTG/nbP0v2WlwDQEXjcg8gNWw4g4innzxAXqjRbq1ELzyNkrD8Ra3nd47u0NK83mC+/hWZb1I8tShw3TdLSKh8Mw2HDbbaMjBw8eNPfs2XOtz9zMPlSd+deCCh8MNFhJguv66CSmkM1w1x27OXr2Ii0vrP9wbn7gf8OoVCrO3NycPzMzs8H3/adB37dly9aB559/vn7TzahSqeyOhfr5lrCP+kJ+PaOjz+Xz8o68ZWGVise9XHHh1HqXMNZP3Qxnbm7OB5ifn1+qVqsPRFG0f3l5uQ7cXIEPVCqPpYT61S7GXbOzs8vVarU0njVf1NJ8adkL/+Twkde9m/n/f+y/ACru+FcmNgkTAAAAAElFTkSuQmCC) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur9016 0.33333333333333s linear infinite forwards;
}
