@font-face {
  font-family: 'Articulate LightBolBoldA5862FC2';
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');
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  font-weight: normal;
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Xdh6V2N5pmlQm7hXCcxMz4itNwT+44Uj/7egezgwYfW97z/RAt/rCBGajOZbFWUZ2Kdk5PxQDjqEzLV8NCxuWI8PaK86rS6YyML2cb6aFhcvH1P+/blvMWf9WXboqtz+gPy+PlbRtNzd6jcNABPj0BdE8QiR5vFWEezLMMaNTUHQgBTESEV0UMHx3j+cVzYmFU+MbsHBxcwT96rvP/Xzz5LLkE7hNguAUO8DiuxwOsiGmz7bTikxwE7ZugA8FyCMtEMx1Eh2t2juufF3VyntiOuX+Ui5lUg1RLXPuyVNQ91/enEyExCnly/jQd3I8dWAiPF4HpmeqP+8OfExWas0Z2b+la+4jcoP2vjR0M5v/mXpoCkvFqby/PkEpfuDI2uWIjlEGRWHXKlDrmSRN62JYp1bmzVsVYmQLH0DqElboxkj3O3Il2pCqRuzYgit3L+ULF48IN77blc2kLHVmPdM1OJ+NStE8VlL203mvRU6ciH9i48eLRCMay+zQ3kl8+NjZ1bGrRam2oMADmyDsiZkUfVQ3ps12GnnXVCb3DSA2/XQxoovczs40P4wfmT9VMjY79zoNwdPPb4mXu/ePODq0m8sXRbJ3D9a749d+yd/8BhiVwqHXpAVTtr8PRV2NGEYm2nESMdNtCUWtaYMdC0qny0ku5zksRBD1Qf8LqG15SfYUq5jgPkUvPNpvJfapedh/X+GNYzomAbpgOoU6wHVxkYEXotvLcYCGTQqjEuBgt95OrVLp4j74MlvgIrqVa1ISb3QkyyKN12p3GKDmPKhQcodoDxUQYaZTJUku4njoqGqEYI//YIAUSqQObIva0zQ/s+uJ6XDp9f4IeHi3ZD9mZxz7umk4mpW8etmWzS/Kl/D3m5ytEHF/deuFmi9QPGtmAZXLq90zm3lCOM0fDLpvKnYOFNEKk9Gm5goR4T2sRSUC46mD1UNkNGljJqFmoeawUEoIG/ACFcWFH+pNvFx7p4WnVa+S4uq7Wj4Yc+oikhUJ8UC5PMtvoEjcPNd7Uiw+gI7L9PqzHIWpYlrIGhGazTUTS9tSXsiLUNsWTE+FfKF2HDxrryRXw7Pqx8Gjb9Nq4rX1Ee7WUBFYPVLBA1u4XVsyrSRvDECFnXnxF7K3IxKobVuIGaBjz/hSgjym9I98wmRsfJ3dcf1q5L1z9OTm77QxY0nHxt2xZGKjZE5Xxx21BtSVXGcfg/wbjufnycdMn69T/bXkztHlfIE5AV/x/TAtkfaKy3WuuNgB+4cXS94e8m5++ch/9kav7Oubk751P4cO3svlJp39la9ey+cnnf2dbSQxuVysZDS1MPHKvXjz2gVqxaP5f7XBdr8zrMQdE4HVCyHJSPkzb1KW4r7aGl3Fi04DYIyo91u++uV6bzzm60ubd4pPv5U+/Bv27NKD+1xcrR4sywV/keuXQL7KfmnVVjiAxMh4IeO0FICBmWZwVGpQmBDuzsuLXlDpGm8lR/zx19LzjwY778aHRhKiIPBQsb1kA47hrtPp2YbsT4dD1udzs40z2EyRTd+jctwSEl+KN4xkGreWvLTFSDlWxARyijPehWfqHqQ5j+vg5RysE0xMVwQJ1FAkyScoPM4ehduu5tcwjdC05f0ELkaPx1sbOczC9B25nJic0kV5jaO1WINpcKkx2Td09kakn74JkK0LrNMulyuNOSL1bKiaVOIbOn4BVki7ldjQ+LmfKUmo0sPP0E0NOrVUNhHQIBAhMeDMW7uF7FB4YKHge6z+FXyPuun9f0K0bLkH+zcLdbzT47uCUwJsYM3QwJAuXa4iN52zfINsjnXotQ35FZaf6mePHgZK5rFyfK+453ryycqPO+1rEJ/G2lGhmvxU/djL+lNGAvI1Tkn8NeVuRsszoWQUdiGYbZrkMoQ3hIjv6DvLT3r8iXVr4z+QVyceUvyVMdcvb6Y1A6j2mvZ1XfzZA56lxrULt7jy+2/JZ7TmPJB819tatcX3rhxVmcVv4Jp/FHlM/jfer9aPOD+Mrml4GZ2DYNso1WTwd4Facr9w8Po57qwn9NWGCRMhLb3gTKGZErjDDtYstsDlSej0bRIRLdRqrf87XxhemrrLIAupbaHnBGcFmbfvTl/lDKgejH59xrRzy+crncCuoZwsZzQ67yWHJATJw/6Km2UnOx1Ep4aE/GDuSJvR5fPjuUqrWEl1bcMbc5mJP4rpjweyZGHULLznmL3ZyimPJO8GAaPLhK3gDUE6BbvAOIp1CEZ72s3xCh3X6D3098WwPa832a3TWj7QgCLf6pGK/S7/ZUNjOfG4lauEQ9PT/T9ZYXy7cXiCwTx/5SfUkSNo/dlZVnw+n5ZuLujcbGVObwMnlDuZSrpCeOaSc0YNsnAN2ImrtBRDmR2g9pD/TD3TrlBm16QxOsCvgT0VZ0/PCIN7XnUMXbjuh8dXd+asgrFLr5eoNhTPri3JGCfLybMJqaZkuovlBMzTUTwkjvrOYKfhWwcUBlAzZW5NOhhI/NsaIhQTuzLBWmUVYk2d1d7525mN+JcM9MjfY/Y4s3Mtl63KYClG3ErWQglim48/PVkEdarDRWHETGKD47moqOLIiDC/VwRp59adkbdxlj4yfGmhsTyVoWT1y3g60qVt8FrEygIPJtH4e8LIt0KI5QlvaycToDRcuazSBBd6lPVfXvGKuP6LZaB3+jtAhgfMEaGoqGKxkBY7fyOp+Vs5ZEKmlNLgdG99e9kcZCvjo/5IK72kNBX3EsUUlNVkI61mJs28ypiePNFkCcnVgfikJcHRDcJvkN8gKqHguyschGkDDA2mgDLRgG7Ca9ntjpG/NNM1RLuADuySj1+K+PJq65vELIrr/zTvnUKWtESti9FvKMyRZIudcrSg1/pzJSmi7wtK4X1TRElUUcqqPhdiAIOyOYwIuCOckW6RptrxkokUbVGqm+NbBvS/tRIryF02PMDZoMZkKI8+y8WI9Z1ZOh7Eick931Q3vCc4O65FysNRk3kvxt9eWSB0Je9YnJKEfkzdtOJ5pz6cx0NRxvTF2Ubp7IDlhkB5eZPFo5IU4dGh6B0OusfldDEQHPRcDzJchTN4q3eRrZ3SzLDhjstHFggJhpQTvy3vZCVTR9F7hdtcpz+MlWM9uI2aA+hdVysZOx49JNU/HaeET5DyjLZ/NSsLokKc+pGMKO6BFyWZtq3W0zqLbeSEx2RuKeelPn2kXYF9QfIRfUiXjztc20dq8duaCr2MxIZ+Zojrc6Ec8TZ+/+3lAN0+7WoZR2AlDuL/iIwT2Y5HjObGezHlh8xjOc8RKqSlFSmnSvf5U8Dxv1cXkFcNlRjLTOAIqR3KAYKQ2GqqTH+PevyfJry29iATMg8d5Q5H/4ofJafyWw+Y1tjWron7b3vVyUyRtQhRjNAji/gtwqoGI7aEXAD+ECCBWW9dEZOkw7iUAbISR5LSR9idmnjN1R2f0uJfFCL0TCdqjIV4brQSnhlEeKISnulAlpkeDSsDAY9+gIv1YXWykOr9YnfcU9aeWHeHmy6SuOp5VX8adsw941PJIe8KX9Uj1UHPErT6Ce3ZBBLPKhcNtBI94HJttoXjPWS7bl8NvtBOt2JVBdBhazaeYIi3K+k3XixuRKuDweV36MP+koeg+WhwOlaVF5tn9iQcOeW9oWeXRI1bb0O2jbxP92Ev51XpSzWVnkBVFOp2VR6IZaB+r1A63QlthVcguNaLSxkFN5NFxfKEDDSaenNhqlozO53MxRrRfmoRey0Avj270w6jPzbICO0p6AIRAg/nfuhfgdemEypSl8vdQ7QH16djZTT3Aq1c/Md/2VBam+IEAzpIlvsXHiNoyO3ZlszqWSc63ku0+1jk8mi5LyffL84VL5Qo+18hprOYDftV6kopU1q3hlaGdaxQylMyT99l70Vuw8+C3HOT2OUntRph7XDEyDoUSYa5YWSz5PaaHSnPUAKcXnRlORxnwuv1CPgKnKGs4MD6kItja6yXJ25Xqxn0kjRJ0N3O0Bgh1G1kI7aD3pHS3Iu2l8d/64BB6P8J7ksN8E6SMTV0dkOQ5/g0k1pyLX8Bf4hHujXCd0R83WKPS647BHT2+jAFAIhChJ/s96G2RCcktvHw9L7XBkLsLExwOudNgRr8rVuD/fDAvdKFOv1cuJ2lgt8aFUNWZjLaN2i9kVFYLpkD9WTCTLUSs7UHVnRXfY70/XVNucYFudPAq9LdsWXGAPshqRlWKttIm2WwwDFjKw09m2e0o/IFpPq2rHBNoRKOiXujPBpwbd+hMn5LvuCqYsXo4mer07WwvjRuU+1x9WlIvhIZ2+pLEU7P0KVpBHm2kBFA8LJUyrrMoS41YRqzXcO0hNamK9p0G1dwL+DPEsNffvl2vtfiUfrBZvOYbHle9MrYZL43Fo/gcGJAH19DpWz0b1yNJmMKunCY22lLqm0DGa+Yvuh8ljHSD/SfyMeo8eqb/GKbs0Ps3SDP1bNf7BuYfJw3Of6V4gj8w9RD4s42dgJW21rRUN8PQlWNGEuLbBBBxvpHX0FrWn9DFHShKA2x345IVHpy9+auHe+6aefOoHP8CWn3/taz/Xpjcj6AHVD6e6Aosos5O20v2pRtBg6h9AyxgsqzqkHwmjg9aIg+E4cyLJWb7cfRR/tLO3M07pKjqqVCsSGkoDf1a1LgxPT8DaRuhAA+A8g2CO2DrMtW3/SKb9dIAjfBhLyj/jdyt/j+Gzj1Yqyjntl94p/DJ6Tjshsbb1iDBU74DkB8UhR6wqPVAfmcUvX1bnFfQL6nWcvnFeacG61Ou/qFRUFsniP8IntXP5GFhkMyGeplCIYYiXBgmmZUh/ZH/Hn1/6ZCvVpWKDC6RcrlSAkzzZRiTayLrd2UY0XM95yKBYr2VdSb/N5k/YQ+W0IGQq4VAlLbhStf8B4xX3tgB42r3XaW7bMBAFYMIih7NwkWxnuf/5eoi+kWw5TegABQzNj8KsNcz7QopSQghzCOGPSAppCv9WSvhnmiZ8g0p74X9CCpkSUYqZToECU8YEKVEQj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');
  font-style: normal;
  font-weight: normal;
}
.cs-InvalidPromptSlide .cs-650t5uvP46T-InvalidPromptSlide-btn0 {
  color: rgba(53, 53, 53, 1);
  border-color: rgba(177, 177, 177, 1);
  background: linear-gradient(180deg, rgba(245, 245, 245, 1) 0%, rgba(199, 199, 199, 1) 100%);
  text-shadow: 0 1px 0 rgba(240, 240, 240, 1);
}
.cs-InvalidPromptSlide .cs-650t5uvP46T-InvalidPromptSlide-btn0 .cs-html {
  color: rgba(68, 68, 68, 1);
}
.cs-InvalidPromptSlide .cs-650t5uvP46T-InvalidPromptSlide-btn0 .cs-slide {
  border-color: rgba(85, 85, 85, 1);
}
.cs-InvalidPromptSlide .cs-650t5uvP46T-InvalidPromptSlide-btn0:hover {
  background: linear-gradient(180deg, rgba(242, 242, 242, 1) 0%, rgba(175, 175, 175, 1) 100%);
}
.cs-InvalidPromptSlide .cs-650t5uvP46T-InvalidPromptSlide-btn0:active {
  background: linear-gradient(180deg, rgba(199, 199, 199, 1) 0%, rgba(244, 244, 244, 1) 100%);
}
.cs-PrintPromptSlide .cs-650t5uvP46T-PrintPromptSlide-btn0 {
  color: rgba(53, 53, 53, 1);
  border-color: rgba(177, 177, 177, 1);
  background: linear-gradient(180deg, rgba(245, 245, 245, 1) 0%, rgba(199, 199, 199, 1) 100%);
  text-shadow: 0 1px 0 rgba(240, 240, 240, 1);
}
.cs-PrintPromptSlide .cs-650t5uvP46T-PrintPromptSlide-btn0 .cs-html {
  color: rgba(68, 68, 68, 1);
}
.cs-PrintPromptSlide .cs-650t5uvP46T-PrintPromptSlide-btn0 .cs-slide {
  border-color: rgba(85, 85, 85, 1);
}
.cs-PrintPromptSlide .cs-650t5uvP46T-PrintPromptSlide-btn0:hover {
  background: linear-gradient(180deg, rgba(242, 242, 242, 1) 0%, rgba(175, 175, 175, 1) 100%);
}
.cs-PrintPromptSlide .cs-650t5uvP46T-PrintPromptSlide-btn0:active {
  background: linear-gradient(180deg, rgba(199, 199, 199, 1) 0%, rgba(244, 244, 244, 1) 100%);
}
.cs-ScrollPromptSlide .cs-650t5uvP46T-ScrollPromptSlide-btn0 {
  color: rgba(53, 53, 53, 1);
  border-color: rgba(177, 177, 177, 1);
  background: linear-gradient(180deg, rgba(245, 245, 245, 1) 0%, rgba(199, 199, 199, 1) 100%);
  text-shadow: 0 1px 0 rgba(240, 240, 240, 1);
}
.cs-ScrollPromptSlide .cs-650t5uvP46T-ScrollPromptSlide-btn0 .cs-html {
  color: rgba(68, 68, 68, 1);
}
.cs-ScrollPromptSlide .cs-650t5uvP46T-ScrollPromptSlide-btn0 .cs-slide {
  border-color: rgba(85, 85, 85, 1);
}
.cs-ScrollPromptSlide .cs-650t5uvP46T-ScrollPromptSlide-btn0:hover {
  background: linear-gradient(180deg, rgba(242, 242, 242, 1) 0%, rgba(175, 175, 175, 1) 100%);
}
.cs-ScrollPromptSlide .cs-650t5uvP46T-ScrollPromptSlide-btn0:active {
  background: linear-gradient(180deg, rgba(199, 199, 199, 1) 0%, rgba(244, 244, 244, 1) 100%);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn0 {
  color: rgba(53, 53, 53, 1);
  border-color: rgba(177, 177, 177, 1);
  background: linear-gradient(180deg, rgba(245, 245, 245, 1) 0%, rgba(199, 199, 199, 1) 100%);
  text-shadow: 0 1px 0 rgba(240, 240, 240, 1);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn0 .cs-html {
  color: rgba(68, 68, 68, 1);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn0 .cs-slide {
  border-color: rgba(85, 85, 85, 1);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn0:hover {
  background: linear-gradient(180deg, rgba(242, 242, 242, 1) 0%, rgba(175, 175, 175, 1) 100%);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn0:active {
  background: linear-gradient(180deg, rgba(199, 199, 199, 1) 0%, rgba(244, 244, 244, 1) 100%);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn1 {
  color: rgba(53, 53, 53, 1);
  border-color: rgba(177, 177, 177, 1);
  background: linear-gradient(180deg, rgba(245, 245, 245, 1) 0%, rgba(199, 199, 199, 1) 100%);
  text-shadow: 0 1px 0 rgba(240, 240, 240, 1);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn1 .cs-html {
  color: rgba(68, 68, 68, 1);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn1 .cs-slide {
  border-color: rgba(85, 85, 85, 1);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn1:hover {
  background: linear-gradient(180deg, rgba(242, 242, 242, 1) 0%, rgba(175, 175, 175, 1) 100%);
}
.cs-ResumePromptSlide .cs-650t5uvP46T-ResumePromptSlide-btn1:active {
  background: linear-gradient(180deg, rgba(199, 199, 199, 1) 0%, rgba(244, 244, 244, 1) 100%);
}
.cs-ExternalInterfaceErrorSlide .cs-buttonOK {
  color: rgba(53, 53, 53, 1);
  border-color: rgba(177, 177, 177, 1);
  background: linear-gradient(180deg, rgba(245, 245, 245, 1) 0%, rgba(199, 199, 199, 1) 100%);
  text-shadow: 0 1px 0 rgba(240, 240, 240, 1);
}
.cs-ExternalInterfaceErrorSlide .cs-buttonOK .cs-html {
  color: rgba(68, 68, 68, 1);
}
.cs-ExternalInterfaceErrorSlide .cs-buttonOK .cs-slide {
  border-color: rgba(85, 85, 85, 1);
}
.cs-ExternalInterfaceErrorSlide .cs-buttonOK:hover {
  background: linear-gradient(180deg, rgba(242, 242, 242, 1) 0%, rgba(175, 175, 175, 1) 100%);
}
.cs-ExternalInterfaceErrorSlide .cs-buttonOK:active {
  background: linear-gradient(180deg, rgba(199, 199, 199, 1) 0%, rgba(244, 244, 244, 1) 100%);
}