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["Z = # of Standard Deviations"]
["Distribution had a bell (Normal) shape",null,null,null,"SD",1,2,3]
["Pop. Stats Test Mean",83,"Mew",null,"Lower",{"$f":"$B$3-$B$4*F$2","v":78},{"$f":"$B$3-$B$4*G$2","v":73},{"$f":"$B$3-$B$4*H$2","v":68}]
["Pop. Standard Deviation",5,"Sigma",null,"Upper",{"$f":"$B$3+$B$4*F$2","v":88},{"$f":"$B$3+$B$4*G$2","v":93},{"$f":"$B$3+$B$4*H$2","v":98}]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[null,"Upper",{"$f":"$B$3-$B$4*C$16","v":68},{"$f":"$B$3-$B$4*D$16","v":73},{"$f":"$B$3-$B$4*E$16","v":78},83]
[null,"Lower",{"$f":"$B$3+$B$4*C$16","v":98},{"$f":"$B$3+$B$4*D$16","v":93},{"$f":"$B$3+$B$4*E$16","v":88},83]
[null,null,3,2,1,0]
[null,null,0.99,0.95,0.68]
["X","All Area Under Curve = 100%",{"$f":"\"within about \"&C16&\" SD = \"&TEXT(C17,\"0%\")&\" of the values in a bell shaped distribution will lie between a score of \"&C14&\" and \"&C15","v":"within about 3 SD = 99% of the values in a bell shaped distribution will lie between a score of 68 and 98"},{"$f":"\"within about \"&D16&\" SD = \"&TEXT(D17,\"0%\")&\" of the values in a bell shaped distribution will lie between a score of \"&D14&\" and \"&D15","v":"within about 2 SD = 95% of the values in a bell shaped distribution will lie between a score of 73 and 93"},"within about 1 SD = 68% of the values in a bell shaped distribution will lie between a score of 78 and 88",{"$f":"B3&\" is mean and has a z-score of 0\"","v":"83 is mean and has a z-score of 0"}]
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