data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiw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socresstreak47,15,186,8,32T,T,F,T,T7,15,184,8,3What is 2+5,what is 3x5?,what is 234-48,what is 72/9,whcih is an odd number? 3 or 10?4000