@keyframes rwdcur86316 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHE0lEQVRYhdWXW2wU1xnH/3Pd3dmZ2fviC971FSgY5DrgUBcUlUtEqVo1hFR9SNuX9CFRaRIRCfFSKQ+R+lCpqlClSghoG0VtkzSh0EISGkJcyj1cjHGNbYy9Xq/37vF4ZndmduZMH4qKzNVQ8tBPGmk0R3P+P/3Pd77vHOD/No66T2Qa6pH/mLSBy3kRU5NBMFQFvafKWPEaMADgzHkZfIhG2xsavn7QfvIAn86xKJYWdxT0bXVV/pslCZcHw55/wLEtMCzbOln+WqhUjV5KeP5GGhr7sDyuoP3BEuxdX87mgRpFgw0QrOXnj2Wngj252g+fbkzsqF/kC+evVXs2ZZ3vuYQQB6AZxh+MLaeE1tHU2hPa9V0FxjgOwFo4wDGNjvYPNIgwm8eFRXl8NJcB/1YFG35OAACGLjTYoac6k0I0EmGQVkWZEMgELlwXoDgKq1tdkIq45MpEpr2gmn0PA5jvz8Gc/Jw+8uK3m7idKZMdH9D5Tw9p/BHLHxpDXUxDaUpITM2s6zDlV0NScPWsOTfk0LUBEGITluG5OdIlzVjRId/MkfE6/68rnS3DWCORhTtgakFJ4L+RdI3WVpE090Q8azt1avMH6dwf+lPVT7CkMZMSIn2pidH80lypSw9wo+mlnQOgQOCCXXTuVGdNrnnLybYBtMWz6PY8UPxuB94Z6dopKXu/EzRXMywDhmHh94vIMaJ2Imf0vZ229qTE0Dk01yvI9tJgThFspm6L/H0xDWEl0Hv0ocL3dICh3HAdZcserw/TukFYHrZI83y7jxObO4Rnm6W5hkMThbcPj9jvo/HzLEzM32qb0gRIL1T7DoB/srx401oiU1xYEIIYU1TlHcV/8UeW2roxITQ3RWR2m+TvSvqphPMvpePjUf2wQ9Nj+EhNY7mkIfHoJQUAmP++bS+E1qdqL1diydWj3iClln1uRnPPfmKwB8qlPBolpqklKvHNIdm3iKNXqWXflljO3OiW8pw6a2Xx01+qOPDmI5fH2w7oulwV2Oaa7KObBBtTTbLQccOzJV/NX/s9HX8vfVXBTtPZGorWe087MZ5PIl4XDMbdK+kEM5kVxzluP1IkgwT9GABHXEAZY22KEaK0iY1cEVdrPKy2cPy5idjugbLWT1FR+cCID5RKwWApEGJDm72J3MX98Vyp/Co2PE+DZX6DEbaIDvsRk3ArBfw5ZXjLtpK3OLyviFAcBusDc8glEEzXx9ZRoFHjaNp2atDT48idOYapEx8id/44mp55IZog4R25aUUbNcfexVBTBsuoBUHc9isSVyzHHEhoir1E9KGhrOGzzwo4W6JBeIYmHpomNEAsE+N/2Yere3Yhd/pjgBA0bn4edWt6oh1U/c62cmU7rpeCGFpYOtxOwldyjmqtib6etNZ9d2W9PyDUjN0ztZPZ/swol56VWR8vMH4vaJ5HaFk34BCUh75AeFk3lrz4BmhRBOfzSFHV0zWr51St5o7gJ21V7PvrAh3o2WtXQef1GqkAQFAU6C6vMzS8vGn3oOC8OXw9ddEzXCCMQ8DLIbRsewnJrT+AlFwK1uMFRQPEB3jqxPh6M74jmZ95Fsp2eeFLAKDm8lq5ahsA4OUY9qtexCGGM9Px8JkVK8Kpl7pZe8OtKf31SbS/8AoAwHXd/5RUGrAkiuYaQu3dWvB1ulxch2Nr7mipDwAAhUrBsAxCCGQPS3fGhVUoZtb9LOa8/IunY1t6W2W+V1IRyM0BEwb8TAuJtm8luSuX7OpUgbDlOaBmQg8BWBzp3jQb2IX0b1fhpHp3278Vdw5UchVLM00LPp8XibC/YaOs//j7KyI9Md719l25Zhy7URqbTMdGayZjmxSxzHhSmzZmDHXohhhh+AbDy7Y3saE6Y5Hs9QZDPU+li1u/kPLDANSHAzCcWjadrKZX4PN5sSIiel9bRnoX+yjhg1MX1LduOPsH/c1/wsrGcXh4GwABDRsOSNEFi8qciNL04gtmsbN1JLN+ue6PE9FMgxbuuyXnA3hlTbO54ZmqRWIALXs4elMiIJy/OljZO6K9eyPwlT1orEthved+5z0FnzsZ2NrlsaB2aMwxvICooiVaWRhAQDJ0zXtTpWgbAA8AijKLD4emL58QWvahvT6F1fyDD5vPMASAcet5aMxPwhprFRh+XDHtMnFduK6LwxeuZt/Tpb0I1/c/VPwxYj6ACTLJSKmbijlqOg6yxQL542T1ZDrYeBLLpPva+OQAvkVhxuMtn1asUVXX7UtTJes4Gz8KKZBB2+P1+0cDAACW006W7PMTpdnKlFItghMH4Q8saD2fDEBIsEaq1OC1gpKdVcoZ+IQipIV1ticDsJYn4Lmxoalc35yuX4QgK+j6cuwH7nUzAoB4JD883P87ATUeCfGeFezLBWjTjIPZpnNwLRp1v3rgzeZ/jX8D1QoprbMg5lcAAAAASUVORK5CYII=) 4 5, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur86316 0.4s linear infinite forwards;
}
