data:image/png;base64,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data:image/png;base64,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 with more specifications.counts to 10counts to 30 by 2sclassic squiralsquiral outside to instar pattern squiralsnailshell pattern pretty open.snailshell pattern more closedsimilar to snailshell pattern open but more smooth because it's a smaller anglelength x .2 is the same as length / 5length / 15 is the same as length x .067last things I need to do for this lab take it further page 6 and then page 7most smooth because is is a smaller distance before it turns

00