@keyframes rwdcur101543 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 42, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 42, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 42, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 42, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACcAAAAwCAYAAACScGMWAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGkUlEQVRYhe2YXWxT5xnH/+fYfm0fO47jfNghWVInITHULSGFkm4MKpFoHYzuJtlFOw1oNTRVRKrQRKfuctWkXiAu2kpTpSnTJnqxBK2gMgYKhTAmQknzUdzEpHFCvvyZj2Ps+OOc8553F1umLATsRNhIVX83R+fVe97z83Oe533OMfAd30K4tQMT8z7iD4daistK+3melwKBUIvDXtHjKqkW8y3Hrx1YFB+4VY7XLi0nn5eYzibDYpvyL//8ylcjx/Mtl5HBUNDdOzbBPh8Ze21lbDzsIxORQXeu7/3QY11LJDVB4vF4Dc/pFquLt4UB4Mvh+SYpbnIAQKFzsX/7lopwLuS0mSaUGmokAN7VY5RSYrEYvKmU6otEIu3j85ELdSWl0pOWeyjnsuHFJntfTDNWqZh9EASha2Zmpu1JiwFZRO5RyLJs5TgOqqxAp9PlpJI3LNfv9TfJ1GiLxTmH1VoIqoy0lhVYb+RCLmNBrHB76PY+ykwEGjMoMwl6Q0l4aUncVVerfFxb+uTzDdhA5HTmkkXIsg1qFEZ9LLizrtQDoC8XUiusG7lBn88dW16uYYwRojOIL21v6MmlxKN4qFo9Y2JlIilUPUhwLmKyiBqzHH8aYsCayA0MTbpjSdUlFFu7EnKsff+zz3Q/LTFgTc7xJKnoeTmsJBMo1Lo9vV/E2lSyQCilpLy8oker1cYbyrR5ewF4KOcG73ndiUS6SklWC0QwdqlkAZIkQa83Ip1Ov67RhOL7ntt94anIrfDN3KKgajgSmB9rUVWVmLV7zvI8h6gYOmYt4L+qcMY8DqE2J1tIRrnV+KJ+4p8oekVRlPNER6Hjk+ANY+276vfnNCez6q21hVukIpthQBAMMGgtoClLK8+RnOde1pvwwkK0GUwDwulACFls2vrSQC7FgA3IGYXgLAcDVInbryP6vFRsVjl3fehfbUa9LSylOWuZrfxGQ1VhXuQyRq5vMLKP5/hZqsyabTb9QL7EgCwKQlEUM4BbAPBslWs250areKzcvelJK8+KJZ7ZwNGynO5p6/FYuYYqp6jRaCQAWDnmk4w5p9IEAePB83I+fP6PjHKMMVBKQWXZnA+h1WTuEBoRGhLbLxSKwc3c4I+/+RVjY//5AGd3ejf0lZZNtQqEkMXGukbPZuRisRje7ei4+9GRdnbirbe6bpztvLiZddblZv/MwVt3Qy2bvX7qXOfFM+WlzIMi5i+qZYPGMsZOnmJsrreNKd6yx12bVeOnlJLNylXt3dtut9vBwDC3NAdVVXGtsxMdR450Xe7uDk1+ead5ZW73rb+f+ef1yydWzjO2r0se/9uEEPFAfcmfNiI1mI64fd8E31RGkwKW4scrKhyIz02jr+fPSN3uRY0YgktRUKQABQUEC5KAsNYE7+k3cPLY7zggi2o1mUwT6XTaka3U1WD/0cnJydeHh4cTPApeTYhR/GTvy7h69Qp+cfQQvv98Ce6fr8C2pIjhs38BH08hnZZQYLHjhcNtOPhfsazkLJw6lgLN2E9vD1w5EQwGW8sf0NP79hxs0UIAUoDfKuPe1yMo0DL0/fUzWKaGYRmfQOLGNWxJMqSNeixpKaIX3/FW7HjlBfzhzP/WzCgnSZKVUvrIPe7StU/fN2h1Cw6H48Lunbs/APhXKQNkSUXE/wB+fxSjo6NAKobx6XHovH14Y0cDLAcOQDx3DlTDo+nUSSR27Dlm4uoSq9fOmHNfxKaaQ6FQy+G6F99bGRu629ciiqLbbLZ6du1s7llmjAkyQOMqOI7H+LgP3ZO3IMkxWExKuKm28pO+Y79+u8Y7hx8yAeXbnBATQXydiOAfrx3He7//aF2PjHJX/Z6jkiRZHYKxJzg53UKSCnE6nZ84HI4ZAzEjCQ2WpTTUuSi8njFMT896dTqdGG8olKqq7V0/cjZ+CADszuUT13725gdV9yOQWBqaEi22/KARBef7H+mQUU669Lf3R0dHT7l27Yb2e5Vgz1SCQg8ZHBaiIrxTAwgGgxeWlqJua2Gxx+XafrrZuXPdf538QR8JBsL7OKqS8tKy647qrYn15mUt92nHL1kgEEBFgwuHf/suUgYgEI5iaHgE0/65CaEYYafT2dn6XOvHmdbaKBkLQvAHsF2vx/2RcUh3R/H5YuDDSf/8y/ZK5/VDB3/6zla7/bG/Pqdy9fX1uHnzJuTCUng8nr6yxm29h37c1pErodVkfKxeOuyilAo0bRAFrWW2zliZ95fO7/hW8W/WasLXmsQx0wAAAABJRU5ErkJggg==) 8 42, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACcAAAAwCAYAAACScGMWAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGPklEQVRYhe2Xe2xUVR7Hv/c1r3amt7TM9E0fdPqwQAtYd6VIWSQYrUlNFBM1srobNEb2D/5Assa/NDGaEP8wm6wmuyRrTAyBgJF1t0QsFBJaCnaqfQ59DLPMcJmBzkxn5s7MfZyz/2xNEeTWsVOSDZ//zs15fO75nd/55QAPeMADfj2emWH3D1dHqnO5BpPNoB+mblVLc9HfCYIwJ/BE3rKu+tRyiwFZygHApKSKkiR1UpJGvkXwbW6u9iynGPAr5Ba4fCXYmk4knYRmTFs3tpxcDqkF+GwGXQlftYXmIh1KmhFTqVSUEmIqKi66uJxiQBY75xmbcysZRiSMZYBhmK0sH1QElkZbm+q891XO8/11dzyluG3Wwq/A2dqSyWTFY+0FyxpKQzmPz+e+cVPqtFj50LaHNp9Y+D4TGqm+dTPmJoSBc3XJtzWuWi1XYneVG/JONctqpoIVGOW37uYzuVzcCHZx4/JYoDUS51t0FPYQpsh0v6QWuC1bNU3L5zhOMZvNmE/OV5wd93crqeiqPAsz43QWnF9bXJXTMP6UO8J6cXSoXVVVkTKA1WoNkXjLECEAAbbzPOS4Gqu25MdDjzZXnllxucVcmvy+VYmsE3keMstjQJYBwa5AZ6RdKeZKxc6HHv/7fZNbwDM94o7PZ9xmfvVXRK8AIQSUU3dpZN62rc11wniG7GCNuwCtdS3egoKCEULIVp7/8X96CCE5TZolyQHA+tq1Pk0jNjk+B7uNBcvEtlvMciiXckuqreP+a85w+Fa7yWQK5dlXIRy++QxjVsRtm+tyFlJgCWfu4ndqOwCoNDUgmAhkWXqmwMF625rcY7kUAwx2rn+kv5OkiQbgHMMy21VVNVVWVn5bV5a3IvfdPeUE3hbVzMl8QggUIomdbS05DeNPuWdCbGpc71FV1UYIAcuyK1odgCUkBDFFTAyjA2xkJXxuw/AqsVqtIUEQVsLlDgzleD4/AeRDJ7xtJYQWYyhHCDHpuo5cV4O7YSwHaqIMAE7NaoG/HXydUu9QMwDQwbPdyyrHcVyC47jtLMsq2cjF43H8ed++0b/seY6++cYbx/s+P3w8m3nuysC14Y5zM4Nd2Y6/euzw8Y9KV9MRFNJgYR0dsjop3X+A0sDZbqpNOO81dkmFX9f1rN63AFDV0fGiy+UCBUUgEgAhBL2HD2Pfnj3He44eDcxeHmxf6Hv0wtcfnDvTs3ehbVhbz0jXuzOZjHPXmupPf4nUUCbcPH1F2qONp2yIJN4sLy9BIuBH/zf/QHrgLGqjN9CoaSjUALvdhFuKDSE+DxOHXsX+V95lgCVcwpRS0y/J1NPSpZdmZ2efHx4ellnYd8vRGLo6OnH69Cm8/Pun8Oj6Yvi+LEdTKorhzz8Dm0gjk1Fgd7iw6eln8eT/xJYk59DyvLzCyEb9Br47tVeSpB2l8/rHjz3yZBcPG5AGgqKKydEx2HmK/iMn4bg6DMfUDOS+XpSlKDJWMyK8jtg/3/KUb3hiC/760Y9zGsopiiJqmvazF/C/ek+8a+GFSElJycmH2x7+BGB36xRQFYJwcB7BYAzj4+NAOo4p/xSEiX68uqEBjh07ED12DDrHYuOB/ZA3PPJaHrP2tk0wlnMkRJlNVCz+dmHw9EtKRrOJYvHFDS2b3klSSm0qDukRAoZhMTM1jaOzF6CocTjyNN/GpyuO9L/y9oHaiQC2UhscWgJRWcK1Ug7/fmEv3jv4IYODH96xtmFC9N6Y3q0oiljI8J6I39/KkXR+3ZrqL8rLKgM8a0EKHJJKBiQQw8SIF37/NY8gCNFEQ4FStcZ1bFdN66cAQAd79vbu/sMnVb4wFJoBV8yjbEsr7F9e+lkHQzna+/X+oN9/yFFRinx3LbTSGhAuDxRAeH4eY75+SJJ0JBKJtYgFRSONjc0f/6am7fzd5gpK07x0PdTB6MRUutp5vmRN/T3PsqHcF398kcZiMZQ11qPr7bcAs4jpYAijY16MTk5Ei6tMnpqams92rtu57G9YwzPnisZRabLA6x1H7PIlDES09yb/E+6qrG84+dyzL7xfX7LKMJNzJtfQ0IC+vj7oLgcmJyd9RU3tA3/q6n4nV0KLMQzrdMIrJjVFZCwceJ6Xm/j6nL5VH/B/z38B5baogKu+VyMAAAAASUVORK5CYII=) 8 42, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 42, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 42, auto;}
}
div.testarea{
animation:rwdcur101543 1.3333333333333s linear infinite forwards;
}
