@keyframes rwdcur30683 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+UlEQVRYheWWaWxUZRSGn860w5SWYclYBlpalhKwQKExAmFHGmVpAEPTFkQJEIMBjKBEjTFBxZWqLKJBNtuCshSEPxakwZZCLZQCLQhCbGdKN1mny9B2OnO/e/wxoMYE27HQP77Jl+/m3tz7Pjn3nO8c+L/L+LdrK9AXCAGaANWhAH0ibLGnCnIPNTe7hpwv/uUu0HAPRDoCBCB265aNF0WUZGUddI0eFfclMAbo1lEAFqu1+6uVFXYREXG7G2XTF59WhoeHrQKGAp07AiJmxStLzojocl/VVQ55fdXLZw0GwzwgEgh8lABmIOlUwXGvz/4vkMLTJ7zPzp52AJgKhD1KiMiEGfGZuvKKrmvyW8lJcTe5fDi6JpmZu+rjRsSsA0YCoY8CIBCI37M7rVZE5GZlmex9bblcLTopSvkC03i3Tj5LXePoagldCgwGTA8bwjokZuAnrganiIjk7dkh3yQny/cfvi01jit//hqH/YosX7ooH0gEIvgP+WF8wP2mW7ecDd0s5sljx03qYY2M5PKxbFz2aq4cyeaO20lYVF969opi+oyZfeKnjJ19/ffK8NLScidQDzS3FwCgvrCwqDkxcdYMW+8o6BpMRX4hSiluX7xK8ZEspKuZsD5R9Os/yDh3bvKwQQMjppWVldbfuHHHATS2F8DT4vG6vJ7GEQkJsyKt4RFcLT5F0/U76LqO1tSCI6+Ai0UnsETYsNpsxA4fHhI9IHLUzl37fgCq2wJgaOW5ffPX6RuO5x71BAYFM27hYjSl0DTNtyuF80Ipe5aspKQgD9CprqkJxI9DqzUAD3BqzZr39nm9bvrFjCBq6ng0pVCahtI0dKVQSmEODgZ0amvrmvD1kPuyAaPvLds/PVsDALh+7Keft3/3bdrtgAAjE+c9j24MQCmF0nXfrhSdu4QCitpapxtfWYYBI/r1DV+WfWRX9uGs7YdHPjnsXSAFmISv85r+LQfuSwcaSkqKjfPnp0y09gynxaxTnl+ErhT6PYgJC5MJsYSStmOXua6urtv4MXHTY4cPWfDRB2+kTI4fa4oeGGle8MKsJ8aNiZuzcuWiRF3zGs6d/7WorXXrdJRXH9y0aV3S6nfeHzx2RgKiArBYexAcGkJwiJkeYVZAZ8u2z82dTIFJBATgGykUoAGCqZOJZ6ZNAPTQiAjbYMAc0EYAgFCTKSip+Hze1sdjhhp8gXnQUui6wmAAEC6UXKKqssZz21nrqXXWN7mb3TVnz15KzzxwNMMPfwCiX1ycsvvypXxvbs4hdWD/9ubNX33s2rB+teh6jWjaNZkzO17y8w6Irl8TEbukp611GQyGt4AE4Cl8M0YMvgnM75PTBEQDTwMz8XXGlPgpo8+LVEtz01X5MStDRCpExC4Z6an1RqNxPtDDXyN/FL30pecKRCrE4ykTkWt+mbelDFtTmMXSpTfoBAUZAI2dGfsbFi56c5lSKgtwPgSPB6p3VGSv1LzcvSJiF5EyyUhb6+qIsAPQ1RI6/UTOvhaRchEplcNZ28RoNKzwx7xd852ImPtHhweCFxCulVfVKaWfw4+wtysHGlyNV1JTN5/z1b5w67azDrjrzzfam4T29Rt37nbYKwCdutr6BsDdkQBuoPwxa3cQweVqvI6fEWhLM2pNQd27dRlQ7qhqyck5nW53VJ8BWtr6sj+94EHqjK/Pm4Gb+BJQb+vLfwB0EIsxdb30DQAAAABJRU5ErkJggg==) 3 3, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7ElEQVRYheWWa2yTZRTHf2230V0obJRZ2BUYYW5cPwgIYkAXdTC5LhOEkAgYFSQSQ4whMYjwQZnKRTTIJdkGOmEsYKIFIbCxgYzruCqXrd3Yhdtot5W1Xdv3PX4oIDGZtA72xX/yJG+eN8/7/+W85zznwP9dukeejUAyEAk4AaVLARLiTUMrjpXucbkc6ZVnL94DWu+DSFeAAAzdvGn9BRFFzObdjtGjRnwLjAF6dhWAwWiM/rDuukVERNzuNtnwzZd1cXGxS4HBQERXQKQt+eCdkyKqPFBDvVU+Wrr4tFarfRNIBEKeJoAeyKk4dtjrt/8b5MTxcu+0qZnFwGtA7NOESMyalFGkKl5RVZ9cO1subqfDj6P6pKhoe8uI4WlrgJFA1NMACAEyfirMs4uI3K6rkl1L3pMrp8pFUfyBabvXLF/lrrT2MEQtBFKBsCcNYUxPG/iFo9UmIiJHCrfItmnT5OdVy6TRevnhr7FaLsv7C+cdBbKBeP5Dfug62HfeuWNr7WnQTxj7wviYXolJ/HlwP/eu1XHVvI+77XZ6JyfzTJ8kJk6anJDx8tipN2/UxVVV1diAFsDVWQCAlhMnTrmys6dMMvVNQtMzgrryClRFoen8Zc6Zf0GiI4hNSKJf/0G6WbPeGDJoYHxmdXVVy61bd61AW2cBPO0er8PraRuelTUlsVd8AlcrK3DeaEJVFHxON7WlR7l46giGeBNGk4mhw4ZFpgxIHLVt+85fgYZAALSPeW/Z+H3+usOl+z0hoeE8v2ABPkXB5/PhUxQURaG58gpF8xdz/lgZoNLQ2BhCEJfW4wA8QMXKlZ/t9Hrd9EsbQULWBL/5IxCKoqAPDwdU7PZmJ/4e8kAmYPT9Zfqn5+MAAG4ePPT71h9/yGvSaHSMmz0XNUTz0PjBiugeBSjY7TY3/rKMBYb3S45bdGDf9gN7zVv3jnxuyApgJjAef+cNuHxj+iXHrWi60yAiPjlQuElWDBsmy4cMkU/S02VZaqrcqr8gIk0yd850V1Jinx1ZmeN2ZM/IPHn40A4RqRWRaml3X5R95s1y+tRux4J503MBY6B1a7PWNOzesGFNzvJPV6WOyXodVA2GXjHou0eijwwnJtYIqGza8rW+W1hIDhoN/pFCAXyAENYtjFczXwTUqPh4Uyqg1wQaAiAqLCw052xl2eZn0wZrQaXjpaCqClotgHD+3CXq6xo9TTa7x25rcbpd7sbTpy/lFxXvLwjCH4CUt+fPLPzj0lFvackepXjXVtfG7z53rFu7XFS1UXy+WpkxNUOOlhWLqtaKiEXy81Y7tFrtMiALeAn/jJGGfwIL+uYMA1KAV4DJ+DvjzIyXR1eKNIjLeUV+MxeIyHURsUhBfm6LTqebA8QEaxSMUha+O/uYyHXxeKrvJ1zg5oGU4eMUazB07wsqoaFawMe2gl2tb837eJGiKGbA9gQ8OlTfpMQ+uWWlO0TEIiLVUpC32tEVYQeghyFqYnnJznaRGhGpkr3mLaLTaZcEY96p+U5E9P1T4kLACwi1NfXNiqKeIYiwdyoHWh1tl3NzN57x175wp8nWDNwL5hudTULL2vXbCq2W64BKs72lFXB3JYAbqOltjAYRHI62mwQZgX8bSAJVaHTP7gNqrPXtJSXH8y3WhpNAe6CHg+kFHSkCf5/XA7fxJ6Aa6OG/AH2JmTlI/x52AAAAAElFTkSuQmCC) 3 3, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur30683 1.6666666666667s linear infinite forwards;
}
