@keyframes rwdcur83408 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH20lEQVRYhbWXXWwU1xXH/zM7O7sej2dnvR+2d9efeG0DxoBlEdsJEIKrQCEENQ5SlbSKWlWK1LRKjNQ8oChto0pNHoA+RGpLlFSVqrQERKpENEAoyE0xNZgaF9uLP7C99prd9X6MZ2dnZ2dn7/Qh5SEVSb1uex6v7v2f3zlH955zKazD+vtPI1FjZTY+KfLsuIP84tVOeT06AECv51DameWi0/PbqBv3f6jKN1745Z8j69JZNwDEPYKVlp+z8uy3LCz1bGJpkVsvRMmH9j73HvObt+q97o1NR57u66re3bvVl0nbAonFMLceAEtJuwcG4MvZ3H+fMw96fQ2HmgSWLWRlSqF117ae3uEa65bM0NBpsxTJkjIw0H2UTmbpJ1KL03taWwX74sQkI0VS/M6tvsMHm+ETt7cxJQVUKkByeopprjWfdguW3sRYErNhA0qhnKl3OvjfD0f2L0mSbyAS+f8A7H3lXSaXSXOVIr+pwhUUBm+kMblMY/Y+QxcMk7Wsqu3dHf7eo/CVFNSaU0bncvYiaLe3uspNhCr7netDsHl8kHM0wpNREErr2uyqnL8YjZwGQNasu9aNrY1BniLGsWwB9lU1B64nCKGhAlFC8NJPP0Zspei+OXJr19/O33L3v3LGvlbdL83Azz6IsBa/j3u1B5UASAp47I2fv9/HOtycSgEbGkxANmDKBcQpFnnazsLiDCR14ciLP+kK9R2K3bt8VtJNayQVoVLa0PF+42F+qH9fOHMmQnONXnpmPiTmH2lvcU6FnuVJss/v9PoEQRTnVCAcz9KSnEAmlkCuUICWc4MTrXA5eBL02/TwzJJyb3oiXrTWnUomw+ctgjdqd9SrVU3V5Ph1EBz3fxFgIBLBltsmk8gmBXdTW1fs7siTflHd5xVEkWMs9nN/nGYXYjlmLgp2+64asGV2LRpZUYs2RmQZFqKNMlrqKtkcseKDv0RQ42E0p9Uk1bypgS6oqrQizyfI9QLLXMqnpEHKVZd4kBHm2K+H+Z6sr/LAfnjHEv7Oz66N7IQiPxZs76g2CMOmkzo9npCwlJCQzudRzGmq1UZUA1SittolVJTb6VwirdAgbD6bZ4sujz3B2Lg0bOAsFO/hrYQrV3RZGXYTm91tD3bVuYMNn7a8NZZKxcZS1OtjZm/x0/ff2Ne3o90rCKJZBLMYitHXQysYvCFj9I4OSfeDclUQ9+OV+O4WjDVUpJQzF+aV77/06OOgaeb0R7OjPjNmV501jNS2oeXcNdDZuzqYa+OodCpoqwI6d3rA+TzQOMqQZlPy+NDZkJrvOcpMnb8rUMlVcShs2nkuTycX7tNSOIbpOROxnABVtMNsaIK9nqa3bGdJUQ61RHMaLfhttLeMZTg7jQMdjo6EYiamogWkIybMqQyo+QysZQU0BhgEfQS1TBZ1ooiq6nIsVzlpPt8B/6MHBYYhUWlV1W6NDA2ynJUXjCLFF9QinycsXaTzTBnHAy4DAsfCYhqgbTRrLbKEoTQUCSEwAIrRjKJpYQp5g04tKqCUFZQVVDTVmAj6WDRv4A2uLEuUVERRVUNeyRSiLKOPaZIsU8Dnr5whF3k5lmyzuyzHtu3a3dvT6uYNsExkSac/mYxj4b6CoqzimZ1uqdZplYZnubHDu619lIUx4mn3xfE7QztCc2lx8spdgQaD2noPTry+C76Am1ittJHIyMqFW/NXZxZ3v9nRPj2xGEppJ452G59fw4EIukmY0Rc2CR3bJ3hno0vMpVZ3KPH4Vgultdg4rsvu8vCZLNi6gMXgaEO16PloXsu5YdLGQiwn1dZ7qzkbxzkdDkaTVzUluaJWusunygT+jr9+4+3dzbgJIH70V6MJ051XT/R3Gw99BwCgeyBCC9qfBCZX2dzYVOws5/S9IJYd9cHOwEIiCUIog9I1NVfQiZGnsKzq6GyrERtrRFJRzKq6lgrbOcsdg+Vv21q2Xhs9dzmUIh7ZfKpDPxn4osuHAjywl5dMUH84y+Qh8G8PfK3zys175wZeu8ClNAujNzTg8d5aiB4blHgGQY8TK7OTqflI7p1trVVv13vE+IaejfoeHwhFfbmbr2xG/6I1Xj4+pABQFU2St7c46bFYOT8+TONSlQg+ziI3O4vGAy7iriDqP+LylRs/Oqyp5rL2Pf9Xxgdgjc3o5ECPoQBxGpiprbGTBp8I5ArIRBnEYya0VRNZNavrmiw7q8pGzdfekY/7/f9ZeK0AAJAHjOms49LX9wX1H3wziGrHMvhIGFxoHtuqKGTCIU3NGRMuwSFtqtivrVV3zTNhdfuPi4UyS4TL3z/CORy8kszQRr6AMr6Apw40YWlp/laxSD7JZMj1d092/+/nAVDLWlGei86Fl+PyqqL1PRFAnUtBLRMn/hqGmCY7fHt44TO/2f3QtvtfAwz0+42WgFfJeIPvjd2LjLa3ViPgysNRaRCZFPTNj3zjsrO2deLkyUAp/ksbSrsDPiPj2Xy1vrHxKmODXtcRJM6aCu3D33209MIhzCxEkmuu/boAAgEKzoW74Wd21v01o+WUmg1VOu+yK+Hx9Klvf+dMYub8i2uu/boAAOD5/lZ1NIHQx5dHJsJRWVmV0krztqbfarSklKq1LoAARWE2oUr+lq5TI4MXhqML4UGwnASHQ18PQMk/GQCYm6aUTFr60BCfv6kyrHHxTUfJtX9g/wQ3A6z/OdHNHQAAAABJRU5ErkJggg==) 15 16, auto;}
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}
div.testarea{
animation:rwdcur83408 0.66666666666667s linear infinite forwards;
}
