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1datamapmany1data 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CAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==one banana,two pineapples,five apples