@keyframes rwdcur87206 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIO0lEQVRYheVXe1BU1x3+9u69u3ffDxZ2WWB5CQjlsYCsiiCYaKoxChqNlqRVdGxifbVqmnTUsWbGITamjpm2k9hp63OssYgKPhEVFEUDyktBQEAERFhg2Te79+72D+kMSUSxmU5n2m/mzJ2553fP953f73y/Owf4fwf3FWJpNRDjBDhewA7AO45viHHGvRwBJHSfhtNPv86UP9qi4uyRAnoA9HfCeHwgEADUQMh7obzPRXyO8GUKx4UuBh2WGOUMUia+tNjoXXEeKP8jcFwNZAOQAgCXgCZBTMwHADFAZ6roX+YoiLQXrTuuEoT7Unqry2uvbbS4Ah+YM6uBy4HArWYgg0fjg7XZ/tMVtLdBSlO+EX48Bdvr4oDP4c2Z6jvPx48yFzbZS35QBsKcDJHNeHcKAOUcYOFaYOvvAPlOINkQJV2WnOY/ccXbunNgPJvsLo951QLt8W25uh1WJdUYnqqeAoD8QQKKLd5aEihNB969BezoA5xarfYdBsDHNebDZ/Lb1nQNQu4rlWSaXR5hcqw8JDRYFtYz5LwjEpDxAh5HPNbaLysBzzBBkLgiQ/aRIUm+fFKd1fAPoL4MKOpNSLg13NFhcZEccWm7476bjhfHBsjU1qGn1ekJmjmMQHT1Sk13oSFGuUIpdJ8pu2fveB7BWKkho4P4kUtSZeumJQXnBEdPJrxu1BIt58k1jDS3s65OeU0iQbxevyA4wcycKu52yVrKCnTpmkwvkHivN3CLAz0HL1ZZiZ/OZJwRatEkwHh9PNmGEghZDOQVbI192nRita3h1Pa9+3ZkB+JZuWgKiN2sUuW/npq6dOQdOU3Ozbv8ebx7baZfzm9l3Kr1AmLzyJx2/+oJfflrw3YBEMYSMKiIZ455bgb0gOEtieSIIXO6ThUZd3ZfYUk5O9TqeXTfGgigd2EI751Ur/+GpIEBeuDGjTwATQDuRKXIPLZhWL+61ns6g0dUvMHnnEty4GBIMD+N2zWsqrWwkT9P89/FNzqaixpN1caxBPgD4qS5c4s6TKa/VV4+sGZphnaX3BNKPJ7O7TT9vmbdzLnBm87kD8w7aLGY5MARADsBLOjsIyNLbrvK3CzslxweE98BM4eDtJCAoGUh6bMq80+UFgz2d98vbTK1AGAyKKS53ei+AbR+6xC2AG3H6usvnG1p6cvK1PpEhidRHvWk+rpuqiiCfbJazud++WlZ55WngKsLOK9UqcLtdntNnFbGj2q0/cFJ2KJm/Ei8W+YfneHL9Ug1Gia24FrlF4F8myFFRmw36IRBEpb1rOGyX4c70HAGqPmeC/yAwPSJojlmG6s6UlT38ED+tUdqgXPR1IxZ3oLbdz3uHufiKLd3fjtgstvt5QDmNz6x9FqEw+x7C1IKl86aqQ6DaltV/e22jGhFVEWHBctTNatCaZ2owWovnv1o8NdJXEXPCYfzo0rA9T0XKAFngELYo9BoWkKD+ne8nhr2pskmvP5+3oEtuVlTTsVpAs+bzTaTsaEhrLGx0cUF4kBAcbuXOcteuR+x58Rd58NBl3OxD5nT22WtJ4X8UrV8Cl097C72Lb25bKpCIf/GMTz3S8D6QjdEBdGRp/LihqqO/uTC5p9FS6f583LCfajPRqYJAGEApoho+s1EffxrNI+jD1WSG8WADoB0eaTo0PbJqpyReOG6IGrvgbdj2ELDhIVjumA0EmlkqmietPhCxabdB9vMcQBv8Fk8oQJmMhLJX9wWyzqb09nSUF07MSZM0JQ9yTdXKxd8aO8wNZpdpH13WfdJAMosYHmSQ/wLtUq2e3b+zZOjecZqxUSYiEwEi87t+9s6AMQ/BjoI4C0ABoKiduklkqs24DQJZLqBlXdaHT3F94am8Vh8GBGipxuczNHcN3z27n8/uGRJeNBnmpSo03uqmrYB8IwmGqsV8xdFSTe297qelD4wU14u5+8swWHlBDeQ5fPT3S5XEsdiWdIPGClAxwc+cAF/7egbtva67FRMvO+yaVNTljB8GslR/lpCGVq068jF3EvdDud3iThjCPD7Tbz07tHHzrPtg67XwjXSMBXt/aTLLpjZ299/gMOyUQCkw8AOALwQX99bUoWimgtmIGv2hPhJ+tCT+UcLh4w9ptYhN3cgQsXLIlhvX2mz5WCT0d0+mui5ZyAC0NxuMPt1sajR6/WL5DJJWVVF+TeE17aIJJFgZ7GJAraIgRKSA6vL672o02oLGIelu/Juc/3dyorp67OCCwVGER6Rnor9Z3ve1VE0OTFIKmwy9o+x51GYBSzcx4U7FAhTq9XxFEUl8SjieGSQiNUoeYdGwng6NW9+gJi7Nzoioo0P5OOZMwgAwhXzdHlX/vTjrsaCVV2fLNYaxuJ6bglmcJCUHRW0aUPj42UAeADyAHwlpLl5qfGyKTdqTdPcjJfQ+VFVEhF59V6z/VComv7zotl+A8PDjiLS6zENDLEE44JQSBPkmSqra3Iwv//pIHv4avO3f8tjnQGM7MQDQCMWCCKtDkcZyeXETo5TlA5ZXPcfdto2TE9SlfspuWTtg6H0YI30V1vXp02w2LwharmEHjJ6mNZOO+PrL2RsTi7z2OjtyT98bOW1dmf1eAU8F1IxlW2IlR3rG3CeSEtU8hKiAxZeLGua0drpzLrTZNsyIvpf9vaMejL4jgWBV7sXAACGXZ4mu52xJEfLN5673lfk6xf4RfmdrhIxB8leD1oswx4jAPfIYEYGizHuB68sAIDX6mArVXLKJzRAsMZh6T1+vcZcR/GoNlokcwwM2Wz/xpqvDi4B4YwU5fGPV8bdxAta+n8aPJWcr/pvkf9v4J8vuk6fxIHLmwAAAABJRU5ErkJggg==) 16 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur87206 0.26666666666667s linear infinite forwards;
}
