@keyframes rwdcur139436 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKklEQVRYhe2Wf0zUZRzHX/dwwHEc58mP24lASQqIisjmQhQMy2lNNlq4rLXWav3TZi7+0Nba2rJo/dEP86+y5h8uq7E2G7rGqrVhzTJMjQQChPMO8Ly7zoMOOK4vz7c/vt8LBM68O+fW5nt79n2+v573+/n8fOAu4ofQhuGOEt7Kszsu4rYg5RaIVX0AqWaQ64DNQD4IE6h/AXL2m/hwE0fmAT6ACqARVj3Izn1lZC+zk2sDfwCO7+4EngNcQDARAcYYzwX4JPAO1voX2bPfiN0KaWlgUGVxXhaD7x0LkX5vJ9P+Egj5ExVwo28LdkdnEtiGtb6Zhr0Cn0fi9kpjigFcftG4sVTgumRi2umAUASIJEK+UMBw65wb8wFWVkm6T8N1j6DQLjLSU+H895ztH5FPtH2bBlQDJmJb8j8RIwjzbeRVv01WjpmhiwYyl8IVJxH/OMxIXJ8eMYQrN8nAmsez+OHoBNAD/AnMxCtALD4fLaZwjQ2bHSaD0N0BA2dhuE97bbEx0NlPnsMGUAQ4AHO85PMFzEUxBSWCZSslwgjhXyESgaAXvIOQaZUoqvC90TxJztrhRIijmO87gRaANgwGeajlUfbd46CwKBf36/vB64T0TElGluCzFsnUmd8BJ+BhNhCjm5LJCGvCUqsufbdLBcZy3u9SH2nzqtQdVHE0qMAU8DNwCNgF2PX/qoAmwEqCLonCDrQCbcBR4Bw7D6usemYacAOngLd08iKgEviSjS9Ps+cLFfgKWAu8oq9TDFgWI4pVCdP0hcvRTDoJ1APZQAjoB34DBoE6MH2IY4eNonJZ0/wCUxEpzj9d5d1xotfe/uxTEGhvAY6huSs8lyhWL5jRSa8CQ8AIWqpdBrqAi8AVYCu5D7di32BielJybVC4vz5p8KzYAPc3ZT65tVR2DIRV+k6GgD5mY+XfvnGzAhKepzYEjKIFl2T181ZEymE2N8CZdonJIlAi4HfBm7WQsp6D7gPwd0ToFjXr1xsQT5tVdEERQKHnSOOKvS/lM6NIJq4L8kvAaoc0M1i2gDDCNafgar/UrTm3XIsFkzghgOBQt4vK2gqIhCEyCUVlUFYD5VvAkq3VjaFzCktK/bqIMFELJikAyOvgg+2dy3MtounjjySKwvKHaqDuATBZ4L4KiarC+I9Bxv4IAuNoVlywk0QgwRcCXju1q27cnJ4qWFfNyIgfLo9KCkol5bWCntOgBZ8bCJK9PTx/oYS7GBAmZb2fmsfCF1xey5LVBQJgTEUw4ILjryrQ60RL114gQOCbBdUx2aPtdzR+sg2TFcY8Cq4LYS59HoIJD1rOD0LGLzD1E1oKLrBAsgJKgG3AJjRrBtB87UNL2WG045p/MfLbIcAC5KO1Y6NOMo4W8SF9aGkbA8kKEDqxUZ8r+oj6OqmOmIiYu/j/4R9ptW3MPvOOZAAAAABJRU5ErkJggg==) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAETUlEQVRYhcXXa2xUZR7H8c+cDu1QhlJ7S63AKiLFKigkrlgFF9R4CaxdxXh7aXypRl94i77R1WRfeM9mEy/RaNbVGBONGGPUaESDsuh6RYUCdSq1TMeh1Fqm43COL84AZalGp2P8JU/OOf9znuf55v/8/8/zPzUOKkB08HFaPeEinI4OghTR9wgP/W5qSsSXVgzBYvRw3FnOu26hpiPbtDSSy/P0JZtwFTIYrhZAEgFDIe7RsPJal92Y1NZAbS2JKJzXOtP2+54aVXf0JuO5BYzmYoCEajgiELt0lYaVN1hzTWBoMNSfDZM1CTK5oOeUzkDm85TxvnZGiyjGXauzCkF8qb/J/KWhzevZPRiY0xZMr5vG/960cevO8PKXXq/FMtQe7FMd1dDRqHXZP8xsrrfj44QZR/B1n2JuhH2hzL8fSRROPi3Mn3DpTO88PobP8J3YczSuDBT6KnZHwMDR5pzQqLGNsWE2v03vRr7ZEn+RbtS7aavW9kaYjQ7UHxhh+M2w0snLAOaZvSBw5PxQkKTwIcUiw1my25nRECpFwdDfbxjTvGjA4UswpSVJolEiET5w999c96d2c+a26L/jRrJ91M0ITZ8Z+M/dob0bPkMfBh0IRCakcMW6SHp5dMS9n0bY03z/p9EFL2UjK+6MtK+JsBfv4wGsRsskY1TshQTa8E+kkMNi5z201LYPirY+kcUn5bYBHyLrEA8cAKgoFhLi1JqLrrJtDCvRhFFsKwP0infAQydvOof8axVDlLdiKXFkhyiJ3dxevs8iXwabZIK6gPGKMyHxM/ZAHKDhhPZrtT8eppSelepgMF75fDDBlvwjYCbqN2dJckKnCZ1rkjRXB+lXKJgc4o93Z1mtVTkVKx+ka+0vRfnEcZdiLRrE6V4V/RL4/nddeN4pN4+77NkIL+JE3IrnMA/pqQBMBrHf1kNqt/YLI3++ZV/3M/37ljz5dUTzrnNfGIo0nRvhLiysqRAgojPBd/9fiET4q5bzX9C2JGV8LLRre9D/yrrE4DFLOHXtjCvO7Azf7i1EtqwbxZYpRPRXh8fA8Vc3CWr+5fQ1bHg1lEoHSkVyGe5aTs1J7uy/iR+LgfgMqp9CJLcebvrikZ5jrrm+w75S6IfdgY4FNLRRW0/6DIIku/oC324NxWdLsXKA9u7JrPkdmzNOXr6YYoHiGHMXsrCbrjNIN8WV1o4PSmZ15jBWOcDgi5MYW9/y4DmbjmpJB2sffThUKjnq7G5W/IVUmmMXh6KIkXeH7flqGCNVLbEZKuD2l1evGKmvmxZYtMzOnTm2DYRmd4a6lge+WA9b0I98tbfVgpqT8rovLnyUyaZnHT87gD2RQG+Gp28r8WWfuMD5Evmfqwemojf0PLZKqoE9gyWZjwo+f2aUHwbFRe12pv+Xve9h4PcAWIBVOE18cOUxIi6dB/CN+Ac3h8LvAZAW/7y0lwEKZYDRCa2oXDH9BGAIbw+YN1TdAAAAAElFTkSuQmCC) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYUlEQVRYhe2WXUybVRjHfz2UUqCwUkvpBmMbMsZQUPwaY7CPwM0kY0xItmR6Y+KdH9HEmUwvdHEzXphlUW6ccRcL2QVxRpkajckMZNFtTKcThqODUj5WWKGFtKV05bxevG/lwzLxHTFe7J+cvCfnvOd5/s9zno8D9/HvIdSR9J8qXAzzSgm/mxkCULRhhhQTzJYC2wAHGM0gQ9q+1EvAkHg5BxgFKAMaYFMNda8UY1vtwG4F3wScbuwEXiBruwd/+4ReAsYEawJGJfABWTUvc+CQEUcmwmTCYFBkQXYGvcdPB0nd0Mn0eBH+dh+gm0Ci+5VALVk1r7HnJcFtr2RwTCYnGZj1+ETDkxsFni4z0/1OmIoCMb3K/05g3X5tYnmdwsck3R3g9wrWOkRqSjL8cp5Lvbfks23fm4AKwAT2REYsGwuDcLILyLPirHifjAfS6P/VQHoWDLiJ+KZgVjLQctIw8+hWOV56IIOOT0MQ7gb86PREAvZDBax9yIrVAeEAdLeD6xIM3VC3LVb+6OzF6bQC5ANrgDQ9yhcTiM8LyCsSrC6UCCOEfoZoFAJjMNYH6ZmSmCK8774axl46QmZ5/FyigP5HJDpkxWCQHx3by4vrnKzPt+M+cgjG3JCSLknNEJw5Jgle+B1wQ4oXuOdgBNUDRqCJVTsU+4kuBZh0fNil7Pnap7DrqELuXgWYBi4CJ4B6wJFAzj0FpgNoBdqAU8AV6poVip+fAQaBr4D3NOV5LCzLc4qfO2uct7bk9SSqhGbU4CrRDgeBXYBNm98EfgNcQACIaP/Fy/FT2vnvUK8mApi0/WVfUyaqJ2zaKASqIKkKbAXavmmR1SUgPqPi8AwHWxXgC+Bh4DCqRwsAy3IJxAXHhZtRUy1tnuL5yp+BND+5+xS2vjlb3To8+0TLoALZo0+3jStk71aAoyrJhSl7t24Y74Sguu6ONmbVpRwBIQk0kFN3Fme5mZmwZLRPeL45ZxjZUA4VTekHd2yUP7hmFHragkAv4EUNZEBn7gJQ2iRRYnaEaGZbPfz4rcRsEcSi4PPAkWowPcLbg2/AnahA9ZxF+xo1o3QTEFxrlkB94cneNa7LPZKQX7C+TC1YUz5YVQUz0zDqFvhvSSDMXL2IzQnSDxMQcHV7eLy6DKIRiIYhvxiKK6GkCiw2lVD/lRjW4ol5JOZZog8Sw+YY5LRzvKYz124R+z/5WBKLkV9bCdt3gtkCD5ZJFAX8FwIEegJYt0yxKBX1e0C5LmE0DLzz5e7qYFpKsqC0As+wD26OSPI2SUqqBdc7AHkDGCRw0Yfqhb+gPwjVZ1sYU7mPysbwVc9Ymm1zngCYUBC4PNDyVgzZ7UYtXD0keDkt8SZcBnL3wfDnAOdpPLUTcyZMemMMXI1w7UwQgl7ADfRB+mUI/QSMsCgG9BOYQxFQC2xB9WgAmAJuawqHNCI+1LK8ACtBwILalJyomRHRCATnfZds1ytBIN7t4iU6xqJcv4//Nf4EBbiCLlQppD0AAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur139436 1.6666666666667s linear infinite forwards;
}
