@keyframes rwdcur231951 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2UT2gUVxzHv/NektHN5Gk2JnVSqDmlhRbRBD3koIgVWygsiKUNPQgFbbtrEQ/i5lRy2nhRwmqyi6CHQEPVi1CIB6XitlNrSVByyMZAK6tmmkgru3GXnU3e/HrILEzWGGd015NfmD/v937v9/3we4+nwKcOn8Lg+ZM4Fh5QkwCOADAAXAfQPxS1bL/1FB/GcQBHneHE+ZPoDg+oYwA+KecMRS3P9cpiHs0XXOYA0HX4FMaHotanAO67cxNGYMEvxGsrPKBa4QGVHABKGIG417V1a0329oEBkO7YaOz5bRuKWmoZwNFRAN97AXjZFvzg+i+tZu6CWDGXMAKD1QD42PneH41B9VLQ0cS3PYVj1QDoAXBtNIb3fZp3J4xA0lN2cL1uCq7vXG2utw9JAAhFMO4DAAkjMJYwAvTyTIAxTqxti31mNYjRGL5xzLt8mE9j+W4wPAEoDLhh/Nyz+/NishIiFMGgT3MLQKczvO4JAADa3mnFmfiFbaFI4aIb4uo5rDhIKdJe2Fan5Q2uUL8n6tamzXNFekw5uk3p/85SOKbNuCFCEcRDEVAZIEWa5amwV23SNs9Z9IQKlKandI3uZaN0ItH4dwXEgguAUqRNA8CVB43jVx40UsXj6ypmtlRsjnooCIChGe1iK7786lDHkXjupzLE1XNoqljXmSJt7GBHvhvAhCt+9mBHvjJ3bW2s101JBSrREyrQDGXpV5q3R+hu9jidGF7ZiRRpLEVaf4q035xOJJ1OeLr1VtWGunZTUokW6RlZNEc5OUX/Lt0ks3SJfn/69XMQ1RYjIgAcDA1Q7HXgtgCTLWCyDe3qLnxx4LuO8HD2cq0g2PKLwbYVkF0PkuugyA1gS0HwxS0Iql04sL/vvd6+ZyO1gGAAYNs2YANSAiQ57MUG0FITlMUglNK7EOpHONR7unP7vtJwtQHqygBSSpAkzD6cR2trM2xZj+2d+2+p622Wneel5fSGtWq9mgTXzWKxSPl8nqbTMyS4nv9x5BI9nn1Egus3BNc/q75rBYDbXHB9p+D6ZCaToT9u/0mC65O19GcA8OjhLHZ8uKsAYE9OmncAZO6OTyLYshEAMjXtgtPmvPuEO12YSqfTdPOXWyS4fq9W/nU5ae6tDOakeUdw/a9/zPkPWjY1A8BSrQBeKMH1dsH1KcH1i4Lr2944wFu91ZvS/7WojAfCyZU1AAAAAElFTkSuQmCC) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlElEQVRYhe2UQWgcZRTHfzPfZDfb3Yxrk6aZGMGCJNVUKQkp7UIKVdEIQhW8VMlJ0EAjQXpJDiL1sjmIkMaAEcTDYoslsuaUFistDURNSbBGSLqCbDdN1miwMcluN5ud+TxkFiZxY2dxt6f+LzPf+968/483j6dQpE71MXAhTE9nr2cYeBuYAK4AZyP9WavYekoRxoNAt32cvhCmtbPXMwZ05HMi/VnX9fJSXZqvOcwBWk71MRXpz74MxJy54ahvrViI/63OXs9GZ69H2gAyHPUNuv1W+6/Lk6dRAdMZGx3692+L9Ge9eQBb3cC7bgDu9ws+cLxnC5k7ILbdhaO+gVIAvGA/Y6NDeN0UtDXd99q9nlIAhIBLo0M0FWneGo76hl1lV/vrlnRhHCl0d/I0wwDjMjBVBADhqG8sHPXJ+2eCKlQ48GxuoBDE6BDv2OYtRZjfYms3TLgCUDSL6KWLR9/oTUV2QozLwECR5htAo3284goABWprq3nvTLixe3D1KydEu7K+bZBG4v5d22q33OMInXVFvT9Yt5SSMbksv5G/rPbIjy97t83EuAwMjsuAzAOMxP0brgq7lLJPr1tK/H2jdoM7ZLjJ7czX/Dx7beVMW81Lq2Zy0oZYa1fWqxwdiL3+RKrp04k9heZjvSuUrnILoFomCLxo6AgM9lceo6n5meBHk8uX851oV9Z3FmwcifvHukLpVmDaEf+kGHMA1dxULBUfAh0vj+HnEA0VHRx6+ug2CFsC+JCtCe8YifuHbYhzXaG00hVKu1q/2/SIVp80ZUZuyrsyLePyL/N7uZj7Ut7e7JdXM83ys6mKu7vtiVJIlVKioqHiQ7ECaNY+KszH0cwD1PMqzU8+Fzw3tfxtuSDsVSzAUlGtShSzCmHWIXINVG4epkY9QaPxpt53fiVaDggVwLIsLEtBmgqK6UHJBWCzGiXbgNh4iqB6jOMt79e/+Na9z0sNoOUBTNPENGFh/k9qaoMo5h7aDrZf31uraAsxkdlK9wErpSXQhZHMZDIylUrJW3O/Sl0YqfORi3JhcV7qwvhOF8YrpXUsAOA014VxRBfGTCKRkD/+cEPqwpgpp78KcGd+kbbm42nghL39Ej9NzbC3OgiQKGsX7DannBNud2F2bm5OXrt6XerCuFkuf23VTD6/M7hqJid1Yfz2e/KPg9U1jwLkygWwq3Rh1OvCmNWF8YUujMMPHOChHupB6R/0KGZJ/kOZWwAAAABJRU5ErkJggg==) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur231951 0.53333333333333s linear infinite forwards;
}
