data:image/png;base64,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

AnswerThey all add up to2

sumlengthAnswerThe aveage is 2

a1b1List is on a incline

2131415161

a1All negative are now Postive2

a1a1Odds are now gone2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==4.66666666666666706,3,8,0,4,704.6666666666666671217,15,3,0,0,01