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[[preprinted]]191[[/preprinted]] Grouping of H. P. Resid, Class A, according to H.P. [[table]] |B|4.0|4.5|5.0|5.5|6.0| |[[underlined]]5[[/underlined]] ([[underlined]]12[[/underlined]]) [[underlined]]4[[/underlined]]|[[underlined]]5[[/underlined]] [[underlined]]1[[/underlined]] [[underlined]]1[[/underlined]]|[[underlined]]5[[/underlined]]| |0|1| |[[underlined]]3[[/underlined]] [[underlined]]4[[/underlined]] [[underlined]]2[[/underlined]]|[[underlined]]3[[/underlined]] [[underlined]]1[[/underlined]] 0|0| |[[underlined]]1[[/underlined]]|0| |[[underlined]]9[[/underlined]] [[underlined]]1[[/underlined]] [[underlined]]5[[/underlined]]|[[underlined]]2[[/underlined]] 0 [[underlined]]9[[/underlined]]| | |[[underlined]]1[[/underlined]]|1| |[[underlined]]4[[/underlined]] [[underlined]]3[[/underlined]] [[underlined]]3[[/underlined]]|[[underlined]]4[[/underlined]] [[underlined]]1[[/underlined]] [[underlined]]3[[/underlined]]| | |0|0| |[[underlined]]9[[/underlined]] [[underlined]]3[[/underlined]] [[underlined]]2[[/underlined]]|[[underlined]]5[[/underlined]] [[underlined]]2[[/underlined]] 1| | | |2| |[[underlined]]9[[/underlined]] [[underlined]]5[[/underlined]] [[underlined]]4[[/underlined]]|[[underlined]]7[[/underlined]] 0 2| | | |2| |[[underlined]]3[[/underlined]] [[underlined]]3[[/underlined]] [[underlined]]5[[/underlined]]|[[underlined]]6[[/underlined]] 1 [[underlined]]2[[/underlined]]| | | |3| |[[underlined]]8[[/underlined]] [[underlined]]5[[/underlined]] [[underlined]]2[[/underlined]]|[[underlined]]6[[/underlined]] [[underlined]]2[[/underlined]] 2| | | |2| |[[underlined]]2[[/underlined]] [[underlined]]4[[/underlined]] [[underlined]]4[[/underlined]]|[[underlined]]2[[/underlined]] [[underlined]]2[[/underlined]] [[underlined]]5[[/underlined]]| | | |0| |[[underlined]]7[[/underlined]] [[underlined]]3[[/underlined]]|[[underlined]]4[[/underlined]] [[underlined]]2[[/underlined]] [[underlined]]4[[/underlined]]| | | | | |[[underlined]]3[[/underlined]] [[underlined]]4[[/underlined]]|[[underlined]]2[[/underlined]] [[underlined]]3[[/underlined]] 0| | | | | |[[underlined]]2[[/underlined]] [[underlined]]3[[/underlined]]|[[underlined]]2[[/underlined]] [[underlined]]2[[/underlined]] 0| | | | | |[[underlined]]4[[/underlined]] [[underlined]]4[[/underlined]]|[[underlined]]2[[/underlined]] [[underlined]]4[[/underlined]] [[underlined]]1[[/underlined]]| | | | | |[[underlined]]3[[/underlined]] [[underlined]]2[[/underlined]]|[[underlined]]2[[/underlined]] 0 [[underlined]]3[[/underlined]]| | | | | |[[underlined]]3[[/underlined]] [[underlined]]3[[/underlined]]|[[underlined]]3[[/underlined]] 1 [[underlined]]1[[/underlined]]| | | | | |([[underlined]]14[[/underlined]]) [[underlined]]8[[/underlined]]|[[underlined]]5[[/underlined]] 0| | | | | |[[underlined]]8[[/underlined]] [[underlined]]9[[/underlined]]|[[underlined]]5[[/underlined]] [[underlined]]6[[/underlined]]| | | | | |[[underlined]]2[[/underlined]] [[underlined]]5[[/underlined]]|1 [[underlined]]1[[/underlined]]| | | | | |[[underlined]]5[[/underlined]] [[underlined]]4[[/underlined]]|[[underlined]]7[[/underlined]] [[underlined]]1[[/underlined]]| | | | | |[[underlined]]4[[/underlined]] [[underlined]]3[[/underlined]]|[[underlined]]1[[/underlined]] [[underlined]]5[[/underlined]]| | | | | |[[underlined]]5[[/underlined]] [[underlined]]4[[/underlined]]|0 [[underlined]]1[[/underlined]]| | | | | |[[underlined]]3[[/underlined]] [[underlined]]7[[/underlined]]|[[underlined]]1[[/underlined]] [[underlined]]2[[/underlined]]| | | | | |1 [[underlined]]3[[/underlined]]|[[underlined]]1[[/underlined]] 1| | | | | |[[underlined]]3[[/underlined]] [[underlined]]3[[/underlined]]|[[underlined]]5[[/underlined]] 0| | | | | |[[underlined]][[underlined]]2[[/underlined]] [[underlined]]2[[/underlined]][[/underlined]]|[[underlined]][[underlined]]8[[/underlined]] [[underlined]]2[[/underlined]][[/underlined]]| | | | | [[/table]] [[table]] |1|11| |-258|153| |-257|-142| |59|65| |-.44|-.22| [[/table]]
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