data:image/png;base64,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

5no

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg== is 2Well would you look at thatyesno211,0,1,0,0,0,1,0,0007falsewere numbers invented by one person?,no,onepersonwhere did the earliest known number system come from?,Mesopotamia,mesopotamiaWho also invented a number system,Egyptians and Babylonians,babyWhere did the concept of 0 originate,India,indiawho brought numbers to europe,Islamic scholars,islamtrue3