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  font-style: normal;
  font-weight: bold;
}
.cs-InvalidPromptSlide .cs-6nGm9YlShLr-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-6nGm9YlShLr-InvalidPromptSlide-btn0 .cs-html {
  color: rgba(68, 68, 68, 1);
}
.cs-InvalidPromptSlide .cs-6nGm9YlShLr-InvalidPromptSlide-btn0 .cs-slide {
  border-color: rgba(85, 85, 85, 1);
}
.cs-InvalidPromptSlide .cs-6nGm9YlShLr-InvalidPromptSlide-btn0:hover {
  background: linear-gradient(180deg, rgba(242, 242, 242, 1) 0%, rgba(175, 175, 175, 1) 100%);
}
.cs-InvalidPromptSlide .cs-6nGm9YlShLr-InvalidPromptSlide-btn0:active {
  background: linear-gradient(180deg, rgba(199, 199, 199, 1) 0%, rgba(244, 244, 244, 1) 100%);
}
.cs-PrintPromptSlide .cs-6nGm9YlShLr-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%);
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}
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}
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}
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}
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}
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}
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}
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}
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}
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  background: linear-gradient(180deg, rgba(199, 199, 199, 1) 0%, rgba(244, 244, 244, 1) 100%);
}