data:image/png;base64,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data:image/png;base64,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

Your Score Is: 2

Are You A Good Person?,NoIs It Ok To Take Candy From Babies?,YesIs It Ever Ok To Lie?,YesIs Tax Fraud Ok?,YesIs Majority Rule Morally Correct?,No2