@keyframes rwdcur53204 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 11 14, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGtUlEQVRYhb2XS2xcVxnHf9/jnHvnjj127IkfSeo+EhL3QR+0KipUSNCyIQhFICSkZsWiYhtQRSVWLBCCLtgCQkVCYYMQYoEEKi2tSgVSXykVNBGiUROnqV8dO5PxZHznzr0s7EQJaWO7IM7mSvfx/X/f/zvnO+cKOxhTR5+qFk8+H8DvELXMPeaYn1p/6ZfdncS5euhOP6iKcgKKrCoHFNUgUlVTH1V8RwCTR39YNe97lOb+B96tilJhsElUlv8XAPrrrC/PQTWAqsqhgsGgA5z/bwBkOy9NHX2qmnzoCGXRh7Jg8dU/sHTy+UNiaeoh6ZiFFuar3Rd+vmOArR24/TMTVVkAcP9Nw2isUV5qA3yrqsqvAl8C7gUOjjz6+P8YYPbhuPvQpxd2HfrklVtVOSCbuoUybTwuovuAIVRSxPaBNncK4Dd8euqlnLs/j9dHuW86BeATe+s880qLmhi52edQO49YEUzH3Pyu5uFjLyNeaogq5sXCr7+bf3QAwGKG1YY58V6P+6ZTXjuzwtrcSUoUF5sxs5ng4bNu0cXDHOJNDfG0mM+LezF19PsFpKvzx4994GrZcg7MH39CFv76WwBef3eNst/DslGKfO3vWMCSoaMu/nXxkOIx15hkYn5APN2Dp45njofGh8Xf1jKcP/6EzP/lN1T9dRZf+T2r8/98TMzHzAPREsRChscxtaDiSVM8beI+iidTWBgiJHH6Gz/7QK0tS3BlFOv0L74Pgz6I7zMLTyM2SzU4iCfRQrqI+rREX4O0ixt44uI2ZBpzTBW4rgzbb0QhxdI6VCXiwU1tLpifEI+va0yeFfdMog8g7eFhFU+iuLl5TAnWRN33HfvVdQlvywG56xEo+lyaf5u818HV38IcN0fdC/GkjXtrI/PghAQ3T3FTzBQNPTyoiMWZb//Oz/7gi72dOaAyRTWg9/45KEsQLVS9EA+vo/6CqL8B6Vk8tAhJz81LQuhgMeJZR0K6qhoQCai73vKdZ64kvqUDcvejCpKVZUV9bC+9lSXMfdnUQLwlnoB7jlsHDxNuvkgIKeqOJ4WYdUVCV1028lUD8yuJb8MBccRQM5LdM1hSA/SAm8+q24yoF+BtzHP3uIhbjjqb4oVKaKlLgQYkJIg5gmwfoHrzj7mYFAAaa5tfeVfEOqh3cCIeSjQ4aiVmLVQXUZZVwrK45KIRNUcR3BQ3ubIatrcMRRZBqIo+AME0w0Mmak3ws3houzmYgoYSD5iGUlx6phEzx0wAuexAcTm0bUd/8pHH+5MPHaEqckKjSb/T/jLVYMWS9E5ifRqLz2sMgoWIxdQtmHosgyXEYEV0IzUnDU6imp948sHBtgD0/i948+Gjg8kHDzO4dJFDjZL35hfxNKNca99jQ1OzlWnfY/Ymbst4rXIPuXos0hCrmiqNNNZGktqgkSZlIyS9P33z3sHVGjcugYQi77ToLc9x554GK+/O0SxWeWdpCd87S9VpIyEewPQxPPuJmZ0zj9RC9KEkxPFa1mtkaTlcC5p6xE0i0LtGYkv7v/a9qvGxB8hXzrN25hSSZqR7D5FMHWB95TzVpS6Yvugx+5F7fLUek3w0jdmexjA3jY/0JsYa5a7GcNHIpKcASvGVO+TKFr3lJFw999b+/nr37dH99zI+XONibQIZapJM7ieMz5C3l+kv/CuzGL3mSdxVq+nNYyM6u293efCmXeXBm2G6jtY2xQYbl+0DmMe2hQRLMoq9H0eX5vC0Roljw6Nk47u52Dr7gFkyVI9xaPfwUHnb5Bj3HNzV/dSt6MjGBnTNJlRVFSIb5m/ZB4KHdrkyf2v79N9IRifp97oU+Tr50hmKzhLFahvRuByDx3otnR0fzuLeyXG//VbiCKSbYa45FV0W3xbAhWd/mouFRUTRWENdSXdNg0JxYZne2ROo+dNqoeUaNYlpp5ZKnm64exngageKq+NvWYLm4WOOeFZduji99MZz74kkP27/48UjXqufllrjNkvqvyAmr1VqeQGr/bLq9HJivhG7/ACNa9zYuhOKNzYPmGMqULk9J25/Rv0WEV3GvIdJt4Sij527VJRFu1sUCxdcZ0aIbLhcAqWIXHdAvSHAxJEnHTEXc8TTPRXyGOaZaSxRfRmsLcgE0Kmwd/KK7oX1PgsXOpxfHi3bI/QakItI78M0bjwH1Dd6tzu4L+KxREOG0sYD6lIiMg9aDkDzshq9mPeHlju5nlkoeasF/Efj2ZEDolZsigM+j4WWmDQw2yNigBaAV5BVkParSteKKr7fXc/mWp3VkXONdr3ODf8L/g2u2yp8wyCWkwAAAABJRU5ErkJggg==) 11 14, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGMUlEQVRYha2XTYxVZxnHf8/H+75nDhdmuExmhunIVylYlFI1pNZETZMuGpOqXbiSxq0L40bRGF3oGjduXLpQEk00MSamaNSkNi7UQknpRwgFSgYKl2EYhsvlzrlnzj3HBZBIINyZlGd7nvyf//t/Pg+sw2YOHWnW478W08cNuF7ztTrOHDrSTD//dYCmc/Sw/P+3/IuvgpqrBU0W6ut/+2X12AkA1FUJgBx4qSVuu0Rj7h67w6buGFbc89vy0nejeCwW//zzehTmmlJw7/XD3g227P8Sm3ccuAXNbmAWeMZEn0Vkk6m0UM3EDJBs6pUfj8ReVw08u73NypWzDLqLAJ8BHJEclX2IzYC2EJ1ArK1uikj82ARmDh1ppj7/NerhKis3rzMc9GlNPsFYvvknmB1EbQq0FUzVzREzMIuot0RtJP6aFFi9cYUd1SU8Zjw9N0mx3GGluI17+r6Z7VcL7uJRPEQ8ohYQT5l49vFroAGqoseZZVAPnFksoBlShzFAQGOWLLwrFiIeJ9WCiyckuuKja3wkgatHD0v33EnS1HbeXRhQ1xU3i4LU1O+b6dlgOou54zFTC7l4akt0h6zsHD1cjsIfTXHfC/HqO//YiuiVqee+yu3501g1+BUWlxDb4eJz4nFGQ8xErZLoQNbH7fJI7JEEPvVCBHaLqNbDinpwG9QQZMnUplR9Viy8gVku5ohny+CKWxdPa6qvRxIQ0Tag6J3BV5cFw7rC1N7G/FvJwiQePqsWfi/uFe4dPC3gKbrH1tx3fl0iWqNSXfrFNx9akI9mqaKoAgZA09zZRWahVPU+5jVmLVGLuEc8dvGk4jaBW7zbjo6GbO7wHx86E0bIZMugIAICYo6pg1o0tVNidkYt/OtOu2U9LEyI24x5dMwcDTkx5RKyTDVk23547IF4jyTQnPprH5EL4tpVMZq7uwD10s2v4/G0ePoAd8UDaJgxjxNYnMHzeC+wSIjqnqlba50KQPP2X3r1idfmEUU8oh4JpsdF7O+q/p6oRzxWeMg9pAnM9uApFzMVCai7q1uGBpeQ4s6f/vO+mGvfBfWQquixWvZx8Rk81GJ+HvcCbFncCkwLNCyKmauESoMhGtGQMAvRTXHT+wp/TevYDr7SqoerrN5cgLoG812Y/Rf1CL6IhwXzqKhvwkPbJNQSk7sZgmCmqAoq9sCj16RAe/uBWxt37OfaO6/Tfvp5fGL6N2qhJdH7eOiJW41ZjafSNSssWpGZ9ceCsymLjKdIO2X15ixVm7N0XzuOVGD60JFm4yf2Ui5dYe8nn+HmasnEUwdZPnviBPjLeOiYxzYaCjVTi7Y0ZmlpQ4p1K2WMuZGFUIWkZbjTztUb6yEggOfjTK9eo9V+kpmY8eFKRFVoPOaIVpgt4SG3kC0ki73xsdRt5zlTm8aYyMfYkAWyEGt36//gxU3rUwAgtmdZjhlTG4ecOnuJYVXemQ3YLg9pCQ2la3BX1TxYbzIfq7e1N1Y7t07qeGuDTo5LHYzeV3bLA8tpJIHO0cPS0DTtvc/RNM5wuMrKlXNIys/g4RuYvoqGf4O9mcwXJlKKT0xsnN+3Y2v51Fwqp7dQT22gnBZ56Che21HaNAyuf8TpegbPWkjcgLXn9mSzu6kHA4Yry/ss2J4s+J8mN7Tq7VOby3070/yXZ6U7CnokgfEXv63V4sUtt5vmej67hxun/8PYk58jTe8h7dpOcf482ouEwcoX8rH8eHtj3p2bnvC9W+k2TbMsIo880Ue2YfDkEjIQQWJCTSkunT6+cuEk1Y2SOLkdsYSadpKnD1PKGG9RTMMkMPIoHZ0Cj6puFYP+9OKbx642ot/D04F6cOty9+Rrn/ZsbIeE/H1i+m0NZa10V2v65Z3oI/FHOmiItZhXqFeIgKcFcXPMplBeB11E5YPGtCqxol823WvLVB1gGxQj8Uc53A2ORC8afDPmmwxbBDuuGnqoHaNhaVjTKYfDxe6gLK91+/HsZboiD7bduglc/cPPalGvwMGtRsMCbu+hehHsIuZ91M+iWg0aqptFVSzc7F+aX+DCu0XzeP4LOr/7UYnHAnPEpIOooqEHzN/FyJvhsLM6XH3r9mr11kKvmJ+/1ufcR6NT/D9hvPAYU70v9AAAAABJRU5ErkJggg==) 11 14, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
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96%,99.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
}
div.testarea{
animation:rwdcur53204 2.0833333333333s linear infinite forwards;
}
