data:image/png;base64,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

badDet21badDet21

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==The results are in! You were You can expect to find under the Christmas tree.6 a new iPhone 13 , $200 , a new bike , a $30 gift card to your favorite store or resturaunt , a bar of fancy soap, coal , nothing PERFECT! , an angel! , nice , naughty , .....let's just say you should try harder next year. 227 a new bike 23 an angel! 2