In this notebook we search for QA surgeries on the SnapPy census knots. We try to classify all exceptional QA surgeries. And then try to identify hyperbolic QA slopes for those census knots which do not yet have an exceptional QA slope.

import snappy
import pandas
import time

#The list of the census L-space knots with their braid words
Lspace_words=[['m016', [-1, -1, -1, -2, -1, -2, -2, -2, -2, -1, -2, -2]], ['m071', [1, 2, 2, 3, 2, 4, 3, 3, 2, 1, 3, 4, 3, 2, 1, 3, 2, 3, 4, 3, 3, 2, 1, 2, 3, 4]], ['m082', [1, 2, 2, 1, 2, 2, 2, 1, 1, 2, 1, 1, 2, 1, 1, 1, 1, 1]], ['m103', [-1, -2, -3, -2, -1, -2, -3, -3, -4, -3, -2, -2, -2, -2, -3, -2, -2, -3, -2, -1, -2, -3, -3, -2, -4, -3, -2, -2, -3, -2, -4, -1, -2, -1]], ['m118', [1, 2, 2, 1, 3, 3, 3, 2, 1, 3, 3, 2, 1, 3, 2, 3, 2, 2, 1, 3, 3, 2, 3]], ['m144', [-1, -2, -1, -2, -1, -2, -1, -2, -1, -1, -2, -2, -1, -2, -2, -1, -1, -1, -2, -1, -2, -2, -2, -1]], ['m194', [-1, -2, -2, -2, -3, -2, -4, -2, -3, -2, -3, -2, -1, -2, -3, -2, -3, -4, -3, -2, -1, -3, -2, -4, -1, -2, -2, -3, -2, -3]], ['m198', [1, 2, 3, 2, 3, 4, 3, 2, 4, 1, 2, 3, 2, 4, 1, 4, 2, 2, 2, 2, 3, 2, 4, 2, 4, 1, 3, 2, 4, 3]], ['m211', [-1, -2, -1, -3, -2, -1, -2, -1, -1, -2, -1, -3, -2, -3, -2, -1, -1, -2, -3, -2, -1]], ['m223', [-1, -2, -1, -2, -2, -2, -1, -2, -1, -2, -1, -2, -1, -1]], ['m239', [-1, -1, -2, -2, -1, -3, -2, -1, -3, -2, -3, -2, -3, -2, -2, -1, -3, -3, -2, -1, -2, -3, -2, -2, -3]], ['m240', [-1, -2, -1, -1, -2, -3, -2, -1, -1, -2, -1, -1, -1, -2, -2, -3, -2, -1, -1, -2, -1, -3, -2, -2, -2, -1, -1]], ['m270', [-1, -2, -1, -3, -3, -2, -2, -3, -2, -2, -2, -2, -2, -1, -3, -2, -3, -2, -4, -2, -1, -3, -2, -4, -1, -3, -2, -4, -2, -2, -1, -2, -2, -3, -4, -3]], ['m276', [-1, -1, -2, -3, -2, -4, -1, -4, -4, -3, -2, -1, -3, -2, -3, -4, -3, -2, -4, -2, -3, -4, -3, -2, -1, -2, -3, -2, -2, -3, -3, -2, -3, -2, -2, -1, -2, -1, -3, -2]], ['m281', [-1, -1, -2, -2, -1, -1, -2, -1, -1, -2, -1, -2, -2, -1, -2, -1, -2, -3, -2, -3, -3, -2, -1, -2, -2, -3, -3, -2, -1, -2, -1, -3, -2, -3, -3]], ['s042', [-1, -2, -1, -2, -2, -3, -2, -4, -3, -2, -3, -2, -4, -1, -2, -1, -3, -1, -2, -3, -4, -3, -2, -2, -2, -3, -2, -1, -2, -1, -3, -2, -2, -3, -2, -1, -3, -4, -3, -2, -2, -1, -1, -2, -3, -4]], ['s068', [-1, -2, -3, -4, -3, -2, -1, -3, -4, -4, -4, -3, -2, -2, -1, -2, -2, -3, -2, -4, -1, -3, -1, -2, -1, -1, -2, -3, -3, -3, -4, -3, -2, -1, -3, -3, -4, -3, -2, -3, -2, -1, -2, -2, -3, -2, -4, -3, -2, -2, -3, -3, -2, -4]], ['s086', [-1, -2, -1, -1, -1, -2, -1, -1, -1, -2, -1, -2, -1, -1, -2, -2, -1, -1, -2, -1, -1, -2, -1, -2, -1, -2, -1, -2, -1, -1]], ['s104', [-1, -2, -3, -3, -2, -3, -4, -3, -5, -4, -6, -3, -2, -4, -3, -5, -2, -5, -1, -4, -3, -5, -2, -4, -3, -4, -3, -3, -4, -3, -2, -3, -2, -4, -5, -6, -5, -4, -3, -5, -2, -4, -2, -1, -2, -3, -2, -4, -5, -4, -3, -2, -4, -3, -5, -2, -6, -2]], ['s114', [1, 2, 3, 4, 3, 2, 4, 3, 5, 2, 4, 6, 1, 3, 6, 3, 4, 3, 5, 3, 4, 3, 5, 2, 1, 3, 4, 5, 6, 5, 4, 3, 4, 3, 2, 4, 2, 1, 2, 3, 2, 1, 3, 4, 5, 4, 6, 3, 2, 4, 1, 3, 5, 3, 6, 2, 3, 2, 4, 3, 5, 2, 4, 2, 2, 2, 3, 2]], ['s294', [1, 2, 1, 3, 2, 1, 2, 1, 3, 2, 4, 1, 3, 2, 4, 1, 3, 3, 2, 2, 2, 2, 3, 2, 4, 1, 3, 3, 2, 4, 1, 3, 1, 4, 2, 1, 3, 4]], ['s301', [-1, -2, -3, -3, -4, -3, -3, -3, -4, -3, -3, -2, -1, -3, -2, -4, -3, -4, -3, -2, -3, -2, -4, -3, -3, -2, -3, -2, -2, -1, -2, -3, -2, -1, -3, -1, -2, -3, -3, -3, -4, -3, -2, -3, -2, -4, -2, -3, -2, -4]], ['s308', [-1, -2, -3, -2, -3, -3, -2, -4, -1, -2, -3, -2, -2, -1, -2, -2, -2, -2, -3, -2, -4, -2, -3, -2, -1, -1, -2, -3, -4, -3, -3, -2, -1, -1, -2, -3, -3, -2, -1, -3, -2, -3, -4, -3, -2, -4, -4, -3, -3, -2]], ['s336', [-1, -2, -2, -2, -1, -3, -2, -1, -1, -1, -2, -2, -1, -2, -2, -3, -3, -2, -1, -3, -2, -3, -2, -3, -2, -3, -2, -3, -3, -3, -2, -1, -1, -1, -2, -3, -2]], ['s344', [-1, -2, -1, -3, -2, -4, -1, -3, -1, -3, -2, -3, -3, -2, -1, -2, -1, -3, -3, -4, -3, -5, -4, -4, -3, -3, -2, -1, -3, -4, -3, -2, -3, -3, -2, -4, -1, -3, -5, -2, -1, -2, -3, -2, -4, -2, -1, -2, -1, -3, -2, -4, -1]], ['s346', [-1, -2, -3, -2, -4, -5, -4, -6, -5, -4, -4, -3, -2, -1, -2, -3, -4, -3, -2, -1, -2, -1, -3, -4, -5, -6, -5, -4, -5, -5, -4, -6, -3, -3, -4, -3, -5, -2, -6, -3, -4, -3, -5, -2, -5, -4, -3, -5, -5, -6, -5, -4, -3, -2, -1, -3, -2, -3, -4, -3, -5, -4]], ['s367', [-1, -1, -2, -1, -1, -1, -2, -1, -1, -2, -1, -3, -1, -2, -1, -2, -1, -2, -1, -2, -1, -2, -3, -2, -1, -3, -2, -1, -2, -3, -3, -2, -3, -2, -1, -2, -2, -3, -2, -1, -1, -2, -1, -3, -3, -2, -3]], ['s369', [-1, -2, -1, -3, -1, -3, -2, -2, -3, -3, -4, -3, -2, -1, -3, -4, -5, -4, -3, -3, -2, -4, -1, -3, -2, -4, -4, -5, -4, -3, -2, -3, -2, -3, -4, -3, -2, -1, -1, -2, -2, -1, -3, -2, -3, -3, -3, -3, -4, -5, -4, -3, -4, -3, -3, -2, -3, -3, -2]], ['s384', [-1, -1, -2, -2, -1, -2, -2, -1, -2, -1, -2, -2, -2, -2, -1, -1]], ['s407', [1, 2, 3, 4, 5, 5, 4, 6, 5, 5, 4, 5, 6, 5, 4, 6, 3, 2, 4, 1, 5, 2, 4, 5, 3, 6, 2, 4, 1, 5, 4, 6, 3, 2, 4, 3, 2, 1, 2, 1, 2, 3, 4, 5, 4, 6, 4, 4, 3, 4, 4, 5, 4, 3, 2, 3, 2, 4, 5, 5, 4, 3, 4, 5]], ['s560', [-1, -1, -1, -2, -2, -2, -1, -2, -2, -1, -2, -3, -2, -1, -3, -2, -2, -1, -2, -3, -2, -1, -3, -3, -2, -1, -2, -3, -2, -2, -3, -3, -2]], ['s582', [1, 2, 3, 2, 3, 2, 1, 2, 3, 3, 3, 2, 3, 3, 3, 2, 1, 3, 2, 1, 2, 3, 2, 2, 2, 1, 3, 2, 3, 2, 3, 2, 3, 3, 2, 2, 3, 2, 1]], ['s652', [-1, -2, -2, -1, -2, -1, -2, -2, -2, -1, -1, -2, -1, -2, -2, -2, -1, -2, -2, -2]], ['s665', [1, 2, 1, 3, 2, 1, 1, 2, 2, 2, 3, 2, 4, 3, 2, 2, 1, 3, 1, 4, 2, 3, 2, 1, 3, 2, 3, 3, 2, 4, 4, 3, 2, 4, 1, 3, 2, 2, 2, 1, 2, 2, 3, 2, 4, 3, 2, 1, 3, 2, 1, 3, 4, 3, 3, 2, 3, 3, 3, 4]], ['s682', [1, 2, 1, 3, 1, 3, 2, 2, 1, 2, 1, 2, 2, 2, 3, 2, 1, 3, 2, 3, 3]], ['s684', [1, 2, 3, 2, 3, 4, 3, 2, 3, 3, 3, 4, 3, 2, 4, 1, 3, 2, 4, 2, 4, 3, 4, 3, 3, 4, 3, 2, 1, 3, 2, 4, 3, 4, 3, 2, 4, 2, 3, 4, 3, 2, 4, 3]], ['s769', [1, 1, 2, 3, 2, 4, 1, 3, 5, 2, 1, 1, 1, 2, 1, 3, 2, 1, 2, 3, 4, 3, 4, 4, 3, 5, 2, 4, 3, 2, 4, 2, 1, 3, 1, 4, 1, 4, 2, 3, 2, 4, 1, 3, 5, 4, 3, 2, 1, 1, 2, 3, 2, 4, 3, 2, 1, 2, 1, 3, 2, 4, 5]], ['s800', [-1, -2, -2, -3, -2, -2, -1, -2, -2, -2, -3, -4, -3, -2, -1, -2, -1, -3, -2, -1, -3, -2, -2, -3, -4, -3, -3, -2, -1, -3, -3, -2, -3, -2, -4, -1, -2, -2, -1, -3, -1, -2, -1, -2, -3, -4, -3, -2, -2, -1, -3, -2, -4, -1, -4, -2]], ['s849', [-1, -2, -3, -2, -1, -3, -2, -1, -3, -2, -3, -3, -2, -1, -2, -1, -3, -2, -3, -2, -2, -3, -2, -2, -1, -3, -3, -2, -2]], ['v0082', [-1, -2, -3, -4, -3, -2, -4, -1, -2, -1, -3, -1, -3, -1, -1, -2, -1, -3, -2, -1, -2, -1, -3, -2, -4, -3, -2, -1, -2, -1, -2, -2, -1, -3, -2, -4, -1, -3, -3, -2, -4, -1, -3, -4, -3, -4, -3, -3, -2, -1, -2, -3, -2, -4, -1, -3, -3, -2, -1, -2, -1, -2, -3, -2, -2, -3]], ['v0114', [1, 2, 2, 3, 2, 2, 3, 2, 4, 4, 3, 2, 1, 2, 2, 1, 2, 1, 3, 2, 2, 1, 3, 4, 3, 2, 1, 3, 2, 4, 2, 4, 4, 3, 2, 4, 3, 2, 1, 1, 2, 3, 4, 4, 3, 2, 4, 1, 2, 3, 2, 3, 2, 1, 3, 3, 2, 4, 3, 2, 4, 1, 2, 1, 1, 2, 1, 3, 1, 4, 4, 3, 2, 3]], ['v0165', [1, 2, 1, 2, 2, 1, 2, 1, 2, 1, 1, 1, 1, 2, 1, 2, 2, 1, 2, 2, 1, 1, 2, 1, 2, 1, 1, 1, 1, 2, 1, 1, 1, 2, 1, 2]], ['v0220', [1, 1, 2, 3, 4, 3, 3, 4, 5, 4, 3, 4, 3, 5, 2, 1, 3, 2, 3, 4, 5, 5, 4, 6, 3, 2, 4, 4, 5, 4, 3, 2, 4, 3, 5, 2, 4, 6, 1, 5, 2, 4, 4, 3, 2, 3, 4, 3, 3, 2, 1, 2, 3, 4, 3, 2, 3, 4, 3, 4, 5, 4, 3, 4, 3, 5, 2, 5, 1, 3, 6, 2, 4, 3, 4, 5, 6, 5, 4, 3, 5, 2, 4, 1, 3, 4, 3, 2, 3, 3, 3, 4, 3, 5, 6, 5, 4, 4, 5, 4]], ['v0223', [-1, -2, -3, -4, -5, -5, -4, -6, -5, -4, -3, -3, -2, -3, -4, -3, -2, -1, -2, -1, -2, -1, -3, -2, -3, -2, -4, -3, -5, -2, -4, -6, -5, -4, -3, -3, -4, -3, -3, -2, -1, -3, -2, -3, -4, -3, -3, -2, -4, -3, -2, -4, -1, -5, -2, -3, -2, -1, -3, -3, -4, -3, -5, -2, -6, -1, -3, -5, -4, -3, -5, -2, -3, -4, -3, -5, -3, -6, -2, -4, -5, -4, -5, -4, -6, -3, -4, -4, -3, -4, -5, -4, -6, -3, -2, -3, -4, -5, -4, -6, -3, -3, -2, -4, -3, -2, -2, -2, -3, -4]], ['v0249', [1, 2, 3, 2, 4, 3, 5, 2, 5, 1, 4, 4, 3, 4, 4, 5, 4, 3, 2, 1, 3, 4, 3, 5, 2, 3, 4, 3, 5, 2, 4, 3, 5, 2, 4, 1, 3]], ['v0319', [1, 2, 3, 2, 3, 2, 4, 3, 4, 3, 2, 3, 4, 3, 5, 4, 3, 2, 4, 2, 1, 2, 2, 3, 4, 5, 4, 3, 2, 3, 2, 4, 4, 3, 5, 2, 4, 2, 4, 1, 5, 1, 2, 3, 4, 5, 4, 4, 3, 2, 3, 4, 3]], ['v0330', [-1, -2, -3, -4, -4, -3, -4, -5, -4, -6, -3, -5, -3, -6, -3, -2, -4, -3, -5, -2, -2, -2, -3, -2, -1, -2, -3, -4, -3, -2, -4, -1, -5, -6, -5, -4, -3, -5, -2, -5, -3, -4, -5, -4, -3, -2, -3, -4, -3, -3, -4, -5]], ['v0398', [1, 2, 3, 4, 3, 2, 4, 4, 5, 4, 6, 3, 2, 1, 3, 3, 2, 2, 3, 2, 4, 3, 5, 2, 4, 6, 3, 5, 2, 4, 4, 3, 5, 2, 6, 1, 3, 2, 3, 4, 3, 2, 4, 3, 5, 5, 4, 6, 5, 4, 6, 3, 2, 1, 3, 4, 3, 5, 4, 4, 3, 2, 1, 3, 2, 4, 1, 5, 2, 5, 3, 6, 3, 6]], ['v0407', [1, 2, 1, 2, 3, 4, 3, 2, 4, 1, 3, 2, 3, 3, 4, 5, 6, 5, 7, 4, 5, 4, 6, 3, 2, 4, 3, 2, 1, 3, 4, 5, 4, 6, 3, 7, 4, 3, 5, 2, 4, 3, 2, 4, 2, 5, 1, 6, 2, 7, 3, 7, 6, 5, 5, 4, 3, 5, 2, 4, 6, 1, 5, 4, 6, 3, 6, 5, 7, 6, 5, 4, 5, 4, 6, 3, 2, 4, 3]], ['v0424', [1, 2, 3, 2, 4, 3, 2, 1, 2, 3, 3, 4, 3, 5, 4, 6, 3, 7, 4, 5, 4, 6, 4, 7, 5, 4, 3, 2, 4, 3, 5, 4, 6, 4, 4, 3, 5, 2, 4, 3, 5, 2, 4, 2, 5, 1, 5, 2, 6, 2, 3, 2, 3, 2, 4, 3, 5, 2, 4, 3, 5, 2, 6, 3, 5, 7, 6, 5, 4, 3, 5, 2, 4]], ['v0434', [1, 2, 3, 4, 3, 2, 4, 1, 5, 2, 4, 2, 4, 3, 4, 5, 6, 5, 7, 4, 3, 5, 3, 5, 2, 3, 4, 5, 5, 4, 6, 4, 5, 4, 6, 5, 7, 6, 5, 5, 4, 6, 3, 6, 5, 4, 3, 5, 3, 5, 6, 5, 7, 5, 4, 6, 3, 2, 4, 1, 3, 4, 5, 4, 3, 5, 2, 1, 1, 2, 3, 2, 4, 5, 6, 5, 7, 4, 6, 3, 2, 4, 3, 5, 4, 6, 6, 5, 5]], ['v0497', [-1, -2, -1, -3, -2, -3, -4, -3, -5, -4, -6, -5, -4, -6, -3, -7, -2, -4, -6, -3, -6, -5, -4, -6, -3, -5, -2, -4, 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-3, -3, -2, -4, -1, -2, -3, -2, -3, -3, -4, -3, -3, -4, -3, -2, -1, -2, -2, -3, -2, -4, -1, -1, -2, -1, -1, -2, -2, -2]], ['o9_39162', [-1, -1, -2, -1, -3, -2, -4, -1, -3, -5, -2, -1, -3, -4, -3, -5, -4, -4, -3, -2, -4, -1, -3, -4, -4, -3, -5, -2, -3, -2, -4, -1, -5, -2, -1, -3, -2, -4, -1, -3, -2, -4, -3, -5, -2, -2, -3, -4, -3, -2, -3, -2, -3]], ['o9_39394', [1, 2, 3, 4, 5, 4, 6, 7, 6, 5, 4, 6, 5, 4, 3, 4, 4, 5, 4, 6, 3, 3, 2, 1, 2, 1, 3, 2, 3, 4, 4, 3, 5, 2, 4, 3, 2, 4, 5, 4, 6, 5, 4, 4, 3, 4, 5, 4, 6, 3, 3, 2, 1, 2, 2, 3, 2, 2, 3, 4, 3, 5, 2, 6, 1, 7, 6, 5, 4, 5, 5, 4, 6, 3, 2, 3, 4, 5, 4, 6, 3, 2, 4, 1, 5, 2, 4, 4, 3, 4, 5, 4, 3, 5, 2, 4, 6, 1, 3, 5, 7, 6, 5, 5, 5, 6, 7, 6, 5, 4, 3, 5, 2, 4, 6, 5, 4, 4, 3, 4, 5]], ['o9_39451', [1, 2, 3, 4, 5, 4, 6, 6, 5, 4, 6, 3, 2, 3, 3, 4, 3, 5, 4, 6, 5, 5, 4, 3, 2, 4, 1, 5, 2, 3, 2, 4, 3, 5, 2, 5, 1, 4, 1, 5, 6, 5, 4, 3, 5, 4, 2, 3, 2, 1, 2, 3, 4, 5, 4, 3, 2, 4, 2, 4, 1, 2, 3, 2, 4, 5, 4, 6, 3, 5, 5, 4, 6, 5, 4, 3, 2, 4, 2, 5, 3, 2, 1, 2, 3, 4, 5, 6]], ['o9_39521', [-1, -2, -2, -3, -2, -2, -3, -4, -3, -2, -2, -2, -3, -2, -4, -2, -4, -3, -4, -4, -3, -5, -2, -4, -3, -2, -4, -1, -3, -2, -1, -2, -1, -2, -3, -2, -1, -3, -4, -3, -5, -2, -1, -3, -2, -1, -3, -2, -4, -3, -2, -2, -1, -3, -2, -3, -3, -3, -4, -5, -4, -3, -2, -4, -1, -2, -3, -2, -1, -2, -1, -2, -3, -2, -3, -4, -3, -5, -2, -3, -4, -3, -5, -3, -4, -3, -5, -2, -1, -3, -2, -3, -4, -3, -2, -4, -2, -5, -4, -4, -3, -5, -2, -1, -3, -4, -3, -2, -2]], ['o9_39606', [-1, -2, -2, -1, -3, -2, -1, -3, -1, -2, -3, -2, -1, -2, -3, -2, -1, -1, -2, -3, -2, -1, -2, -2, -1, -3, -3, -3, -2, -2, -3, -3, -3, -2, -3, -3, -3, -3, -2, -3, -3, -3, -3, -2, -3, -3, -2, -3, -2]], ['o9_39608', [1, 2, 1, 2, 1, 2, 1, 2, 1, 2, 1, 2, 1, 2, 1, 2, 1, 2, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4]], ['o9_39859', [1, 2, 3, 4, 3, 5, 2, 6, 3, 4, 3, 3, 2, 4, 1, 5, 4, 6, 3, 2, 3, 4, 5, 4, 6, 3, 2, 4, 5, 4, 3, 5, 4, 6, 3, 3, 2, 1, 2, 3, 4, 5, 4, 4, 3, 2, 4, 4, 3, 2, 2, 3, 4, 3, 5, 3, 6, 2]], ['o9_39879', [1, 2, 3, 2, 4, 1, 3, 2, 3, 2, 4, 3, 2, 1, 2, 3, 2, 3, 3, 3, 4, 3, 2, 4, 1, 3, 1, 4, 4, 3, 2, 4, 3, 2, 4, 1, 3, 3, 2, 3, 2, 2, 1, 2, 1, 1]], ['o9_39981', [1, 2, 3, 4, 3, 4, 3, 3, 2, 1, 3, 2, 4, 3, 2, 3, 4, 3, 3, 2, 4, 4, 3, 4, 4, 3, 3, 2, 1, 2, 2, 2, 3, 2, 4, 1, 2, 3, 2, 4, 3, 3]], ['o9_40026', [1, 2, 3, 2, 3, 2, 4, 2, 3, 4, 4, 4, 4, 3, 4, 3, 4, 4, 3, 2, 1, 2, 3, 2, 4, 2, 3, 2, 2, 2, 1, 2, 3, 2, 4, 1, 3, 4, 3, 2, 3, 3]], ['o9_40052', [1, 2, 3, 4, 4, 3, 2, 1, 2, 3, 4, 3, 3, 2, 4, 1, 5, 2, 3, 4, 3, 5, 2, 1, 3, 2, 3, 2, 4, 1, 5, 4, 3, 2, 4, 1, 3, 4, 4, 5, 4, 3, 2, 4, 1, 4, 3, 4, 4, 5, 4, 3, 5, 4, 3, 3, 4, 3, 5, 2, 1, 2, 3, 2, 4, 1, 3, 5, 4, 3, 5, 2, 5, 4, 3, 4, 5]], ['o9_40075', [1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, 3, 1, 2, 3, 1, 2, 3, 1, 2, 3, 1, 2, 3, 1, 2, 3, 1, 2, 3, 1, 2, 3]], ['o9_40179', [1, 2, 3, 2, 4, 1, 5, 2, 6, 2, 7, 3, 6, 5, 6, 7, 4, 6, 5, 6, 5, 7, 4, 3, 2, 4, 1, 5, 4, 3, 4, 3, 5, 2, 5, 3, 6, 3, 7, 6, 5, 4, 3, 5, 2, 4, 6, 5, 7, 4, 4, 3, 5, 4, 3, 5, 2, 6, 1, 5, 4, 3, 2, 1, 3, 1, 4, 3, 5, 4, 6, 5, 7, 4, 6, 3, 7, 2, 1, 3, 4, 5, 4, 6, 3, 7, 2, 4, 5, 4, 6, 3, 5, 5, 4, 5, 5, 4, 6, 3, 5, 7, 2, 4, 6, 3, 5, 6, 5, 5, 5, 5, 4, 5, 6]], ['o9_40363', [1, 2, 1, 3, 4, 3, 5, 2, 4, 2, 5, 3, 6, 2, 3, 4, 3, 5, 2, 4, 4, 3, 2, 4, 1, 5, 5, 6, 5, 4, 3, 2, 4, 1, 5, 4, 3, 5, 4, 5, 5, 6, 5, 4, 5, 4, 3, 2, 1, 2, 3, 4, 4, 5, 6, 5, 4, 6, 3, 4, 5, 4, 3, 2, 3, 2, 4, 5, 5, 4, 6, 3]], ['o9_40487', [-1, -2, -2, -1, -2, -2, -3, -2, -4, -2, -1, -3, -2, -2, -2, -3, -2, -1, -2, -1, -3, -3, -4, -4, -3, -2, -3, -4, -4, -3, -2, -2]], ['o9_40504', [1, 2, 2, 3, 4, 3, 2, 4, 5, 4, 3, 4, 3, 2, 2, 3, 2, 1, 2, 1, 3, 3, 4, 3, 5, 4, 3, 2, 3, 3, 4, 3, 2, 1, 2, 3, 2, 4, 4, 5, 4, 3, 4, 3, 5, 2, 4]], ['o9_40582', [-1, -2, -3, -4, -3, -3, -2, -4, -2, -3, -4, -4, -3, -2, -1, -3, -3, -3, -4, -3, -3, -2, -4, -3, -4, -3, -4, -3, -3, -2, -1, -2, -3, -4, -3, -2]], ['o9_41372', [-1, -2, -3, -4, -3, -5, -2, -3, -3, -4, -5, -4, -3, -2, -4, -3, -2, -4, -5, -5, -5, -4, -3, -5, -2, -1, -3, -4, -5, -4, -3, -2, -3, -4, -3, -2, -4, -1, -5, -4, -3, -2, -4, -1, -3, -5, -2, -3, -4, -5, -4, -3, -4, -4, -3, -5, -2, -1, -3, -2, -3, -4, -3, -2, -4, -3, -4, -3, -5, -4, -3, -3, -4]], ['o9_42224', [-1, -1, -2, -3, -4, -3, -2, -2, -3, -2, -2, -2, -1, -3, -2, -3, -3, -4, -3, -4, -3, -2, -1, -3, -4, -3, -2, -2, -3, -2, -1, -2, -3, -4, -3, -2, -1, -2, -2, -1, -3, -2, -2, -1, -2, -2, -3, -2, -4, -3, -2, -4, -2, -1, -2, -2, -2, -2, -1, -2, -2, -1, -2, -1]], ['o9_42493', [1, 2, 3, 3, 4, 3, 5, 2, 4, 6, 3, 5, 2, 2, 1, 2, 3, 2, 3, 4, 5, 4, 6, 3, 5, 4, 4, 3, 4, 5, 4, 3, 2, 4, 3, 2, 4, 1, 5, 4, 3, 4, 5, 6, 5, 4, 5, 4, 3, 2, 1, 3, 1, 4, 3, 2, 1, 3, 4, 5, 4, 6, 5, 4, 5, 4, 4, 3, 5, 6]], ['o9_42675', [-1, -2, -3, -4, -3, -3, -2, -1, -1, -2, -3, -4, -3, -2, -1, -2, -1, -3, -2, -3, -4, -3, -2, -1, -3, -2, -3, -2, -2, -3, -2, -1, -3, -2, -2, -3]], ['o9_42961', [-1, -2, -1, -3, -2, -3, -3, -4, -3, -2, -3, -4, -5, -4, -3, -5, -2, -3, -4, -3, -2, -1, -3, -4, -4, -3, -5, -2, -3, -4, -3, -4, -5, -5, -4, -5, -5, -4, -5, -4, -3, -2, -3, -4, -3, -2, -4]], ['o9_43001', [1, 1, 2, 3, 2, 4, 1, 5, 2, 6, 5, 7, 4, 5, 3, 5, 2, 4, 1, 3, 5, 1, 6, 2, 5, 1, 4, 5, 3, 6, 2, 5, 1, 4, 3, 5, 6, 7, 6, 5, 4, 6, 3, 2, 1, 2, 3, 2, 4, 5, 4, 6, 4, 3, 4, 5, 4, 3, 2, 3, 2, 4, 1, 2, 3, 4, 3, 5, 4, 3, 5, 2, 6, 5, 7, 4, 6, 3, 2, 4, 1, 3, 4, 5, 4, 6, 3, 5, 7, 3, 6, 2, 5, 3, 4, 5, 4, 3, 4]], ['o9_43679', [-1, -2, -1, -3, -2, -4, -1, -3, -5, -3, -4, -3, -2, -3, -2, -4, -2, -4, -1, -2, -2, -3, -2, -4, -1, -5, -2, -3, -2, -1, -3, -4, -3, -5, -6, -5, -4, -4, -5, -4, -3, -2, -1, -3, -2, -2, -3, -4, -5, -4, -6, -3, -2, -4, -1, -3, -5, -3, -4, -3, -2, -1, -3, -4, -5, -4, -3, -5, -2, -2, -1, -3, -2, -4, -1, -3, -5, -2, -6, -1, -5, -4, -3, -5, -2, -6, -1, -5, -4, -3, -5, -2, -6, -5, -4, -3, -2, -4, -2, -1, -2, -3, -4, -4, -5, -4, -6, -3, -5, -4, -3, -3, -2, -4, -3, -5, -4, -3, -5, -2, -6, -3]], ['o9_43750', [1, 2, 3, 2, 4, 3, 3, 3, 4, 3, 5, 4, 6, 3, 5, 2, 4, 3, 4, 3, 5, 2, 1, 2, 3, 2, 4, 2, 1, 2, 2, 3, 2, 4, 1, 4, 5, 4, 3, 4, 4, 3, 5, 4, 3, 5, 6, 5, 4, 3, 3, 2, 4, 3, 2, 4, 5, 6, 6, 6, 5, 4, 3, 5, 6, 6]], ['o9_43857', [-1, -1, -2, -3, -4, -3, -2, -4, -5, -6, -5, -4, -3, -4, -5, -4, -6, -3, -6, -4, -6, -3, -3, -4, -3, -2, -4, -1, -3, -3, -3, -4, -3, -2, -3, -2, -4, -3, -4, -3, -5, -4, -6, -3, -2, -3, -2, -2, -1, -2, -3, -2, -4, -1, -5, -4, -3, -2, -4, -5]], ['o9_43953', [-1, -2, -1, -3, -2, -4, -1, -5, -4, -3, -4, -5, -6, -5, -7, -4, -8, -3, -7, -9, -4, -7, -10, -3, -6, -8, -4, -7, -6, -8, -9, -5, -4, -6, -3, -7, -2, -8, -3, -7, -9, -4, -8, -5, -4, -3, -6, -2, -7, -2, -1, -3, -2, -4, -3, -2, -5, -4, -3, -5, -6, -5, -4, -3, -2, -3, -3, -4, -5, -6, -7, -8, -7, -9, -6, -10, -5, -6, -7, -8, -7, -9, -7, -10, -8, -7, -9, -6, -7, -8, -7, -6, -5, -4, -3, -5, -2, -6, -2, -7, -6, -8, -5, -9, -4, -10]], ['o9_44054', [1, 2, 3, 2, 1, 2, 1, 3, 2, 3, 4, 3, 5, 4, 6, 3, 5, 7, 2, 4, 6, 8, 1, 6, 7, 6, 6, 5, 4, 3, 5, 2, 4, 1, 3, 4, 3, 5, 6, 5, 7, 4, 6, 3, 5, 4, 3, 2, 3, 2, 3, 4, 5, 6, 7, 6, 8, 6, 5, 4, 6, 5, 5, 4, 3, 4, 3, 5, 2, 6, 1, 3, 4, 5, 5, 6, 7, 6, 5, 6, 5, 7, 4, 8, 5, 4, 6, 3, 5, 7, 2, 4, 6, 8, 5, 4, 6, 3, 7, 4, 3, 5, 2, 5, 3, 6, 5, 7, 5, 5, 4, 6]]]
len(Lspace_words)

632

We first build a list of all exceptional surgeries.

exceptional_filllings = pandas.read_csv("exceptional_fillings.csv") 
# We load Dunfield's list from of all exceptional surgeries along the SnapPy CensusKnots.

def read_off_exceptional_slopes(knot):
    '''
    Uses Dunfield's data to reaturn the exceptional slopes (minus the S3 slopes).
    '''
    exceptional_slopes_strings=exceptional_filllings.loc[(exceptional_filllings['cusped'] == knot) & (exceptional_filllings['kind'] != 'S3') ]['slope'].tolist()
    exceptional_slopes=[]
    for string in exceptional_slopes_strings:
        string_without_brackets=string[1:-1]
        exceptional_slopes.append(tuple(map(int, string_without_brackets.split(', '))))
    return exceptional_slopes

start_time = time.time()
exceptional_slopes=[]

for (knot,word) in Lspace_words:
    exc=read_off_exceptional_slopes(knot)
    for s in exc:
        exceptional_slopes.append([knot,s])

print('Total time taken: %s minutes ---' % ((time.time() - start_time)/60))

Total time taken: 0.16654560963312784 minutes ---

len(exceptional_slopes)

1733

exceptional_slopes

[['m016', (-1, 1)],
 ['m016', (0, 1)],
 ['m016', (1, 1)],
 ['m016', (-2, 1)],
 ['m016', (2, 1)],
 ['m016', (-1, 2)],
 ['m071', (-1, 1)],
 ['m071', (0, 1)],
 ['m071', (1, 1)],
 ['m071', (2, 1)],
 ['m071', (-1, 2)],
 ['m082', (0, 1)],
 ['m082', (1, 1)],
 ['m082', (-1, 1)],
 ['m082', (2, 1)],
 ['m082', (-2, 1)],
 ['m103', (-1, 1)],
 ['m103', (0, 1)],
 ['m103', (1, 1)],
 ['m103', (2, 1)],
 ['m103', (-1, 2)],
 ['m118', (-1, 1)],
 ['m118', (0, 1)],
 ['m118', (1, 1)],
 ['m118', (-2, 1)],
 ['m118', (-1, 2)],
 ['m144', (-1, 1)],
 ['m144', (0, 1)],
 ['m144', (1, 1)],
 ['m144', (-2, 1)],
 ['m144', (2, 1)],
 ['m194', (0, 1)],
 ['m194', (1, 1)],
 ['m194', (-1, 1)],
 ['m194', (-2, 1)],
 ['m198', (0, 1)],
 ['m198', (1, 1)],
 ['m198', (-1, 1)],
 ['m198', (-2, 1)],
 ['m211', (-1, 1)],
 ['m211', (0, 1)],
 ['m211', (1, 1)],
 ['m211', (2, 1)],
 ['m223', (0, 1)],
 ['m223', (1, 1)],
 ['m223', (-1, 1)],
 ['m239', (0, 1)],
 ['m239', (1, 1)],
 ['m239', (-1, 1)],
 ['m239', (2, 1)],
 ['m240', (-1, 1)],
 ['m240', (1, 0)],
 ['m240', (1, 1)],
 ['m240', (-2, 1)],
 ['m270', (1, 0)],
 ['m270', (1, 1)],
 ['m270', (-1, 1)],
 ['m270', (2, 1)],
 ['m276', (1, 0)],
 ['m276', (1, 1)],
 ['m276', (-1, 1)],
 ['m276', (2, 1)],
 ['m281', (0, 1)],
 ['m281', (1, 1)],
 ['m281', (-1, 1)],
 ['m281', (2, 1)],
 ['s042', (0, 1)],
 ['s042', (1, 1)],
 ['s042', (-1, 1)],
 ['s042', (-2, 1)],
 ['s042', (1, 2)],
 ['s068', (-1, 1)],
 ['s068', (0, 1)],
 ['s068', (1, 1)],
 ['s068', (2, 1)],
 ['s068', (-1, 2)],
 ['s086', (0, 1)],
 ['s086', (-1, 1)],
 ['s086', (1, 1)],
 ['s086', (-2, 1)],
 ['s086', (2, 1)],
 ['s104', (-1, 1)],
 ['s104', (0, 1)],
 ['s104', (1, 1)],
 ['s104', (-2, 1)],
 ['s104', (-1, 2)],
 ['s114', (-1, 1)],
 ['s114', (0, 1)],
 ['s114', (1, 1)],
 ['s114', (-2, 1)],
 ['s114', (-1, 2)],
 ['s294', (0, 1)],
 ['s294', (1, 1)],
 ['s294', (-1, 1)],
 ['s294', (2, 1)],
 ['s301', (0, 1)],
 ['s301', (-1, 1)],
 ['s301', (1, 1)],
 ['s301', (-2, 1)],
 ['s308', (-1, 1)],
 ['s308', (0, 1)],
 ['s308', (1, 1)],
 ['s308', (2, 1)],
 ['s336', (-1, 1)],
 ['s336', (0, 1)],
 ['s336', (1, 1)],
 ['s336', (-2, 1)],
 ['s344', (1, 0)],
 ['s344', (1, 1)],
 ['s344', (-1, 1)],
 ['s344', (2, 1)],
 ['s346', (0, 1)],
 ['s346', (1, 1)],
 ['s346', (-1, 1)],
 ['s346', (2, 1)],
 ['s367', (1, 1)],
 ['s367', (0, 1)],
 ['s367', (-1, 1)],
 ['s367', (2, 1)],
 ['s369', (-1, 1)],
 ['s369', (1, 0)],
 ['s369', (1, 1)],
 ['s369', (-2, 1)],
 ['s384', (0, 1)],
 ['s384', (1, 1)],
 ['s384', (-1, 1)],
 ['s407', (0, 1)],
 ['s407', (-1, 1)],
 ['s407', (1, 1)],
 ['s407', (-2, 1)],
 ['s560', (-1, 1)],
 ['s560', (0, 1)],
 ['s560', (1, 1)],
 ['s582', (-1, 1)],
 ['s582', (0, 1)],
 ['s582', (1, 1)],
 ['s652', (0, 1)],
 ['s652', (1, 1)],
 ['s652', (-1, 1)],
 ['s665', (0, 1)],
 ['s665', (1, 1)],
 ['s665', (-1, 1)],
 ['s682', (0, 1)],
 ['s682', (-1, 1)],
 ['s684', (0, 1)],
 ['s684', (1, 1)],
 ['s684', (-1, 1)],
 ['s769', (1, 0)],
 ['s769', (0, 1)],
 ['s769', (1, 1)],
 ['s800', (0, 1)],
 ['s800', (-1, 1)],
 ['s800', (1, 1)],
 ['s849', (0, 1)],
 ['s849', (1, 1)],
 ['v0082', (0, 1)],
 ['v0082', (1, 1)],
 ['v0082', (-1, 1)],
 ['v0082', (-2, 1)],
 ['v0082', (1, 2)],
 ['v0114', (0, 1)],
 ['v0114', (1, 1)],
 ['v0114', (-1, 1)],
 ['v0114', (-2, 1)],
 ['v0114', (1, 2)],
 ['v0165', (0, 1)],
 ['v0165', (1, 1)],
 ['v0165', (-1, 1)],
 ['v0165', (2, 1)],
 ['v0165', (-2, 1)],
 ['v0220', (0, 1)],
 ['v0220', (1, 1)],
 ['v0220', (-1, 1)],
 ['v0220', (2, 1)],
 ['v0220', (1, 2)],
 ['v0223', (0, 1)],
 ['v0223', (1, 1)],
 ['v0223', (-1, 1)],
 ['v0223', (2, 1)],
 ['v0223', (1, 2)],
 ['v0249', (0, 1)],
 ['v0249', (1, 1)],
 ['v0249', (-1, 1)],
 ['v0249', (2, 1)],
 ['v0319', (0, 1)],
 ['v0319', (-1, 1)],
 ['v0319', (1, 1)],
 ['v0319', (-2, 1)],
 ['v0330', (1, 1)],
 ['v0330', (0, 1)],
 ['v0330', (-1, 1)],
 ['v0330', (-2, 1)],
 ['v0398', (1, 1)],
 ['v0398', (0, 1)],
 ['v0398', (-1, 1)],
 ['v0398', (-2, 1)],
 ['v0407', (0, 1)],
 ['v0407', (-1, 1)],
 ['v0407', (1, 1)],
 ['v0407', (-2, 1)],
 ['v0424', (1, 0)],
 ['v0424', (1, 1)],
 ['v0424', (-1, 1)],
 ['v0424', (2, 1)],
 ['v0434', (0, 1)],
 ['v0434', (1, 1)],
 ['v0434', (-1, 1)],
 ['v0434', (2, 1)],
 ['v0497', (1, 0)],
 ['v0497', (1, 1)],
 ['v0497', (-1, 1)],
 ['v0497', (2, 1)],
 ['v0545', (0, 1)],
 ['v0545', (1, 1)],
 ['v0545', (-1, 1)],
 ['v0545', (2, 1)],
 ['v0554', (1, 1)],
 ['v0554', (0, 1)],
 ['v0554', (-1, 1)],
 ['v0554', (-2, 1)],
 ['v0570', (0, 1)],
 ['v0570', (-1, 1)],
 ['v0570', (1, 1)],
 ['v0570', (-2, 1)],
 ['v0573', (0, 1)],
 ['v0573', (1, 1)],
 ['v0573', (-1, 1)],
 ['v0573', (2, 1)],
 ['v0707', (-1, 1)],
 ['v0707', (0, 1)],
 ['v0707', (1, 1)],
 ['v0707', (-2, 1)],
 ['v0709', (1, 0)],
 ['v0709', (1, 1)],
 ['v0709', (-1, 1)],
 ['v0709', (2, 1)],
 ['v0715', (1, 0)],
 ['v0715', (-1, 1)],
 ['v0715', (1, 1)],
 ['v0715', (-2, 1)],
 ['v0740', (1, 1)],
 ['v0740', (0, 1)],
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 ['o9_21496', (-1, 1)],
 ['o9_21513', (0, 1)],
 ['o9_21513', (-1, 1)],
 ['o9_21620', (0, 1)],
 ['o9_21620', (1, 1)],
 ['o9_21893', (1, 0)],
 ['o9_21893', (-1, 1)],
 ['o9_21918', (0, 1)],
 ['o9_21918', (-1, 1)],
 ['o9_22129', (0, 1)],
 ['o9_22129', (-1, 1)],
 ['o9_22252', (0, 1)],
 ['o9_22252', (-1, 1)],
 ['o9_22477', (0, 1)],
 ['o9_22477', (-1, 1)],
 ['o9_22607', (0, 1)],
 ['o9_22607', (1, 1)],
 ['o9_22663', (0, 1)],
 ['o9_22663', (-1, 1)],
 ['o9_22698', (0, 1)],
 ['o9_22698', (-1, 1)],
 ['o9_22698', (1, 1)],
 ['o9_22925', (0, 1)],
 ['o9_22925', (-1, 1)],
 ['o9_23023', (0, 1)],
 ['o9_23023', (-1, 1)],
 ['o9_23023', (1, 1)],
 ['o9_23032', (0, 1)],
 ['o9_23032', (1, 1)],
 ['o9_23179', (0, 1)],
 ['o9_23179', (1, 1)],
 ['o9_23263', (0, 1)],
 ['o9_23263', (1, 1)],
 ['o9_23461', (0, 1)],
 ['o9_23461', (-1, 1)],
 ['o9_23660', (0, 1)],
 ['o9_23660', (1, 1)],
 ['o9_23723', (0, 1)],
 ['o9_23723', (-1, 1)],
 ['o9_23955', (0, 1)],
 ['o9_23955', (-1, 1)],
 ['o9_23961', (0, 1)],
 ['o9_23961', (1, 1)],
 ['o9_23971', (0, 1)],
 ['o9_23971', (1, 1)],
 ['o9_23977', (0, 1)],
 ['o9_23977', (-1, 1)],
 ['o9_24069', (0, 1)],
 ['o9_24069', (1, 1)],
 ['o9_24126', (1, 0)],
 ['o9_24126', (-1, 1)],
 ['o9_24149', (0, 1)],
 ['o9_24149', (-1, 1)],
 ['o9_24183', (1, 0)],
 ['o9_24183', (1, 1)],
 ['o9_24290', (0, 1)],
 ['o9_24401', (0, 1)],
 ['o9_24407', (0, 1)],
 ['o9_24407', (1, 1)],
 ['o9_24534', (1, 0)],
 ['o9_24534', (-1, 1)],
 ['o9_24592', (0, 1)],
 ['o9_24592', (-1, 1)],
 ['o9_24779', (0, 1)],
 ['o9_24779', (-1, 1)],
 ['o9_24886', (0, 1)],
 ['o9_24886', (-1, 1)],
 ['o9_24889', (0, 1)],
 ['o9_24889', (1, 1)],
 ['o9_24946', (0, 1)],
 ['o9_25110', (0, 1)],
 ['o9_25110', (-1, 1)],
 ['o9_25199', (0, 1)],
 ['o9_25199', (-1, 1)],
 ['o9_25341', (0, 1)],
 ['o9_25444', (0, 1)],
 ['o9_25444', (1, 1)],
 ['o9_25595', (0, 1)],
 ['o9_25595', (-1, 1)],
 ['o9_25709', (0, 1)],
 ['o9_25832', (0, 1)],
 ['o9_26141', (0, 1)],
 ['o9_26141', (-1, 1)],
 ['o9_26471', (0, 1)],
 ['o9_26471', (1, 1)],
 ['o9_26570', (0, 1)],
 ['o9_26570', (1, 1)],
 ['o9_26604', (0, 1)],
 ['o9_26604', (1, 1)],
 ['o9_26767', (0, 1)],
 ['o9_26791', (0, 1)],
 ['o9_26791', (1, 1)],
 ['o9_27107', (0, 1)],
 ['o9_27107', (-1, 1)],
 ['o9_27155', (0, 1)],
 ['o9_27155', (-1, 1)],
 ['o9_27261', (0, 1)],
 ['o9_27261', (1, 1)],
 ['o9_27371', (0, 1)],
 ['o9_27371', (1, 1)],
 ['o9_27392', (0, 1)],
 ['o9_27392', (-1, 1)],
 ['o9_27429', (0, 1)],
 ['o9_27429', (-1, 1)],
 ['o9_27480', (0, 1)],
 ['o9_27480', (1, 1)],
 ['o9_27737', (0, 1)],
 ['o9_27737', (1, 1)],
 ['o9_27767', (0, 1)],
 ['o9_27767', (-1, 1)],
 ['o9_28113', (0, 1)],
 ['o9_28113', (1, 1)],
 ['o9_28153', (0, 1)],
 ['o9_28153', (-1, 1)],
 ['o9_28284', (0, 1)],
 ['o9_28284', (1, 1)],
 ['o9_28529', (1, 0)],
 ['o9_28529', (-1, 1)],
 ['o9_28592', (0, 1)],
 ['o9_28592', (-1, 1)],
 ['o9_28746', (0, 1)],
 ['o9_28746', (1, 1)],
 ['o9_28751', (1, 0)],
 ['o9_28751', (1, 1)],
 ['o9_28810', (0, 1)],
 ['o9_28810', (-1, 1)],
 ['o9_29048', (0, 1)],
 ['o9_29246', (0, 1)],
 ['o9_29246', (-1, 1)],
 ['o9_29436', (0, 1)],
 ['o9_29436', (1, 1)],
 ['o9_29529', (0, 1)],
 ['o9_29529', (1, 1)],
 ['o9_29551', (0, 1)],
 ['o9_29551', (-1, 1)],
 ['o9_29648', (0, 1)],
 ['o9_29648', (1, 1)],
 ['o9_29751', (0, 1)],
 ['o9_29751', (1, 1)],
 ['o9_29766', (0, 1)],
 ['o9_29766', (1, 1)],
 ['o9_30142', (0, 1)],
 ['o9_30142', (-1, 1)],
 ['o9_30150', (-2, 1)],
 ['o9_30375', (0, 1)],
 ['o9_30375', (-1, 1)],
 ['o9_30634', (0, 1)],
 ['o9_30650', (0, 1)],
 ['o9_30650', (-1, 1)],
 ['o9_30721', (0, 1)],
 ['o9_30721', (1, 1)],
 ['o9_30790', (0, 1)],
 ['o9_30790', (1, 1)],
 ['o9_31165', (0, 1)],
 ['o9_31165', (1, 1)],
 ['o9_31267', (0, 1)],
 ['o9_31267', (-1, 1)],
 ['o9_31321', (-1, 1)],
 ['o9_31440', (-2, 1)],
 ['o9_31481', (0, 1)],
 ['o9_32044', (0, 1)],
 ['o9_32065', (0, 1)],
 ['o9_32132', (1, 1)],
 ['o9_32150', (0, 1)],
 ['o9_32257', (0, 1)],
 ['o9_32314', (0, 1)],
 ['o9_32314', (-1, 1)],
 ['o9_32471', (0, 1)],
 ['o9_32471', (-1, 1)],
 ['o9_32588', (1, 1)],
 ['o9_32964', (0, 1)],
 ['o9_32964', (-1, 1)],
 ['o9_33189', (1, 1)],
 ['o9_33284', (0, 1)],
 ['o9_33284', (1, 1)],
 ['o9_33380', (0, 1)],
 ['o9_33430', (1, 1)],
 ['o9_33486', (0, 1)],
 ['o9_33526', (0, 1)],
 ['o9_33585', (0, 1)],
 ['o9_33585', (-1, 1)],
 ['o9_33801', (0, 1)],
 ['o9_33944', (0, 1)],
 ['o9_33959', (0, 1)],
 ['o9_33959', (-1, 1)],
 ['o9_34000', (0, 1)],
 ['o9_34000', (-1, 1)],
 ['o9_34403', (0, 1)],
 ['o9_34409', (0, 1)],
 ['o9_34689', (1, 1)],
 ['o9_35320', (-1, 1)],
 ['o9_35549', (0, 1)],
 ['o9_35549', (1, 1)],
 ['o9_35666', (0, 1)],
 ['o9_35666', (1, 1)],
 ['o9_35682', (0, 1)],
 ['o9_35720', (1, 1)],
 ['o9_35736', (0, 1)],
 ['o9_35736', (1, 1)],
 ['o9_35772', (0, 1)],
 ['o9_35928', (0, 1)],
 ['o9_36114', (0, 1)],
 ['o9_36250', (0, 1)],
 ['o9_36380', (0, 1)],
 ['o9_36380', (1, 1)],
 ['o9_36544', (1, 1)],
 ['o9_36809', (-1, 1)],
 ['o9_36958', (0, 1)],
 ['o9_37050', (0, 1)],
 ['o9_37291', (0, 1)],
 ['o9_37291', (1, 1)],
 ['o9_37482', (2, 1)],
 ['o9_37551', (1, 1)],
 ['o9_37685', (0, 1)],
 ['o9_37751', (0, 1)],
 ['o9_37754', (-1, 1)],
 ['o9_37851', (2, 1)],
 ['o9_37941', (0, 1)],
 ['o9_38287', (2, 1)],
 ['o9_38679', (0, 1)],
 ['o9_38811', (-1, 1)],
 ['o9_38989', (0, 1)],
 ['o9_39162', (0, 1)],
 ['o9_39394', (0, 1)],
 ['o9_39451', (-1, 1)],
 ['o9_39521', (0, 1)],
 ['o9_39521', (1, 1)],
 ['o9_39606', (-1, 1)],
 ['o9_39608', (0, 1)],
 ['o9_39859', (0, 1)],
 ['o9_39879', (0, 1)],
 ['o9_39981', (0, 1)],
 ['o9_40026', (0, 1)],
 ['o9_40052', (0, 1)],
 ['o9_40075', (0, 1)],
 ['o9_40179', (0, 1)],
 ['o9_40179', (-1, 1)],
 ['o9_40363', (0, 1)],
 ['o9_41372', (0, 1)],
 ['o9_42224', (0, 1)],
 ['o9_43001', (1, 1)],
 ['o9_43679', (-1, 1)]]

We remove the alternating slopes (since they are QA).

ALT=[['m016', (-1, 1), 'L(19,7)'], ['m016', (0, 1), 'L(18,5)'], ['m071', (-1, 1), 'L(31,11)'], ['m071', (0, 1), 'L(32,7)'], ['m082', (0, 1), 'L(27,8)'], ['m082', (1, 1), 'SFS [S2: (2,1) (2,1) (5,2)]', 'L8a3'], ['m103', (-1, 1), 'SFS [S2: (2,1) (2,1) (3,8)]', 'L9a16'], ['m103', (0, 1), 'L(43,12)'], ['m118', (-1, 1), 'L(30,11)'], ['m118', (0, 1), 'L(31,12)'], ['m144', (-1, 1), 'SFS [S2: (2,1) (3,1) (5,2)]', 'K9a9'], ['m144', (0, 1), 'L(36,11)'], ['m194', (0, 1), 'L(37,10)'], ['m194', (1, 1), 'SFS [S2: (2,1) (2,1) (7,2)]', 'L9a7'], ['m198', (0, 1), 'SFS [S2: (2,1) (3,1) (4,3)]', 'L9a24'], ['m198', (1, 1), 'L(39,16)'], ['m239', (0, 1), 'L(34,13)'], ['m240', (-1, 1), 'SFS [S2: (2,1) (2,1) (5,4)]', 'L9a12'], ['m240', (1, 0), 'L(37,10)'], ['m270', (1, 0), 'L(45,19)'], ['m270', (1, 1), 'SFS [S2: (2,1) (3,2) (4,3)]', 'L9a23'], ['m276', (1, 0), 'L(50,19)'], ['m276', (1, 1), 'SFS [S2: (2,1) (3,2) (3,5)]', 'K9a5'], ['m281', (0, 1), 'SFS [S2: (2,1) (3,2) (5,2)]', 'K9a4'], ['m281', (1, 1), 'L(46,17)'], ['o9_00133', (-1, 1), 'SFS [S2: (2,1) (3,2) (5,16)]', 'K13a633'], ['o9_00133', (0, 1), 'L(132,25)'], ['o9_00168', (0, 1), 'L(143,25)'], ['o9_00168', (1, 1), 'SFS [S2: (2,1) (3,2) (6,17)]', 'L13a2992'], ['o9_00644', (-1, 1), 'SFS [S2: (2,1) (5,2) (7,1)]', 'K13a646'], ['o9_00644', (0, 1), 'L(72,23)'], ['o9_00797', (-1, 1), 'L(215,49)'], ['o9_00797', (0, 1), 'L(214,49)'], ['o9_00815', (-1, 1), 'L(226,49)'], ['o9_00815', (0, 1), 'L(227,49)'], ['o9_01436', (0, 1), 'SFS [S2: (2,1) (3,1) (16,13)]', 'L13a4220'], ['o9_01436', (1, 1), 'SFS [S2: (2,1) (3,1) (5,22)]', 'K13a666'], ['o9_01496', (-1, 1), 'SFS [S2: (2,1) (4,3) (5,17)]', 'L13a1884'], ['o9_01496', (0, 1), 'SFS [S2: (2,1) (3,1) (19,15)]', 'K13a3215'], ['o9_01584', (0, 1), 'L(219,64)'], ['o9_01621', (0, 1), 'L(229,64)'], ['o9_01680', (1, 0), 'L(211,64)'], ['o9_01680', (1, 1), 'SFS [S2: (2,1) (4,3) (13,10)]', 'L13a2083'], ['o9_01765', (-1, 1), 'SFS [S2: (2,1) (4,3) (15,11)]', 'L13a1850'], ['o9_01765', (1, 0), 'L(237,64)'], ['o9_01953', (0, 1), 'SFS [S2: (3,1) (4,3) (5,6)]', 'K13a4562'], ['o9_01953', (1, 1), 'SFS [S2: (2,1) (6,5) (7,2)]', 'L13a2843'], ['o9_01955', (0, 1), 'SFS [S2: (3,1) (4,3) (6,5)]', 'L13a4298'], ['o9_01955', (1, 1), 'SFS [S2: (2,1) (5,1) (7,9)]', 'K13a1536'], ['o9_02255', (0, 1), 'L(227,84)'], ['o9_02255', (1, 1), 'SFS [S2: (2,1) (2,1) (41,16)]', 'L13a597'], ['o9_02340', (-1, 1), 'SFS [S2: (2,1) (2,1) (33,26)]', 'L13a957'], ['o9_02340', (1, 0), 'L(237,64)'], ['o9_02350', (0, 1), 'L(273,100)'], ['o9_02350', (1, 1), 'SFS [S2: (2,1) (2,1) (49,19)]', 'L13a949'], ['o9_02386', (-1, 1), 'SFS [S2: (2,1) (2,1) (37,29)]', 'L13a500'], ['o9_02386', (1, 0), 'L(263,71)'], ['o9_02655', (0, 1), 'L(196,75)'], ['o9_02696', (0, 1), 'L(209,80)'], ['o9_02706', (-1, 1), 'SFS [S2: (3,2) (3,2) (10,17)]', 'K13a2041'], ['o9_02706', (1, 0), 'L(274,81)'], ['o9_02735', (1, 0), 'L(293,81)'], ['o9_02735', (1, 1), 'SFS [S2: (3,2) (3,2) (11,18)]', 'L13a4183'], ['o9_02772', (-1, 1), 'L(95,41)'], ['o9_02772', (0, 1), 'SFS [S2: (3,1) (3,1) (7,6)]', 'L13a5041'], ['o9_02786', (-1, 1), 'L(98,37)'], ['o9_02794', (0, 1), 'SFS [S2: (3,2) (5,2) (6,1)]', 'K13a2427'], ['o9_02794', (1, 1), 'L(110,41)'], ['o9_03032', (-1, 1), 'SFS [S2: (2,1) (2,1) (7,30)]', 'L13a1210'], ['o9_03032', (0, 1), 'SFS [S2: (3,1) (3,1) (11,9)]', 'K13a3004'], ['o9_03108', (-1, 1), 'L(103,46)'], ['o9_03108', (0, 1), 'SFS [S2: (3,1) (4,1) (6,5)]', 'L13a4297'], ['o9_03118', (-1, 1), 'SFS [S2: (2,1) (3,2) (17,29)]', 'K13a299'], ['o9_03118', (1, 0), 'L(292,111)'], ['o9_03133', (0, 1), 'L(157,36)'], ['o9_03149', (1, 0), 'L(313,119)'], ['o9_03149', (1, 1), 'SFS [S2: (2,1) (3,2) (18,31)]', 'L13a2812'], ['o9_03162', (0, 1), 'L(288,119)'], ['o9_03162', (1, 1), 'SFS [S2: (2,1) (3,2) (31,12)]', 'K13a296'], ['o9_03188', (0, 1), 'L(317,121)'], ['o9_03188', (1, 1), 'SFS [S2: (2,1) (3,2) (34,13)]', 'L13a2823'], ['o9_03288', (1, 0), 'L(158,37)'], ['o9_03288', (1, 1), 'SFS [S2: (2,1) (5,4) (9,4)]', 'K13a3453'], ['o9_03313', (0, 1), 'L(206,63)'], ['o9_03412', (1, 0), 'L(205,61)'], ['o9_03412', (1, 1), 'SFS [S2: (2,1) (5,4) (12,5)]', 'L13a2528'], ['o9_03526', (-1, 1), 'SFS [S2: (2,1) (4,1) (7,6)]', 'L13a2127'], ['o9_03526', (1, 0), 'L(91,16)'], ['o9_03586', (-1, 1), 'SFS [S2: (2,1) (3,1) (9,20)]', 'K13a1584'], ['o9_03586', (0, 1), 'SFS [S2: (3,1) (5,4) (7,3)]', 'L13a5059'], ['o9_03622', (-1, 1), 'SFS [S2: (2,1) (4,3) (9,11)]', 'L13a1604'], ['o9_03622', (0, 1), 'SFS [S2: (3,1) (5,4) (7,4)]', 'K13a4311'], ['o9_03802', (0, 1), 'L(151,45)'], ['o9_03833', (-1, 1), 'SFS [S2: (2,1) (2,1) (11,24)]', 'L13a768'], ['o9_03833', (0, 1), 'SFS [S2: (3,1) (5,2) (6,5)]', 'K13a2317'], ['o9_03932', (1, 0), 'L(135,31)'], ['o9_03932', (1, 1), 'SFS [S2: (2,1) (6,5) (7,2)]', 'L13a2843'], ['o9_04106', (0, 1), 'SFS [S2: (3,1) (3,2) (13,10)]', 'K13a2807'], ['o9_04205', (0, 1), 'SFS [S2: (3,1) (3,2) (14,11)]', 'K13a2110'], ['o9_04245', (0, 1), 'SFS [S2: (2,1) (3,1) (15,26)]', 'K13a2857'], ['o9_04269', (-1, 1), 'SFS [S2: (2,1) (4,1) (11,7)]', 'L12a634'], 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'L(99,29)'], ['v2024', (0, 1), 'SFS [S2: (2,1) (5,3) (7,3)]', 'K11a10'], ['v2024', (1, 1), 'SFS [S2: (2,1) (4,3) (5,7)]', 'L11a155'], ['v2090', (-1, 1), 'SFS [S2: (3,2) (3,2) (5,7)]', 'K11a78'], ['v2090', (0, 1), 'SFS [S2: (2,1) (5,2) (8,5)]', 'L11a157'], ['v2215', (0, 1), 'L(80,31)'], ['v2325', (0, 1), 'L(95,39)'], ['v2759', (0, 1), 'SFS [S2: (2,1) (3,1) (9,4)]', 'K11a260'], ['v2759', (1, 1), 'SFS [S2: (2,1) (3,1) (10,3)]', 'L11a259'], ['v2930', (0, 1), 'L(79,23)'], ['v3354', (1, 1), 'SFS [S2: (3,2) (3,2) (7,3)]', 'K11a202'], ['m239', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ -1,1 | 0,1 ]', 'K8a15'], ['o9_01584', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 0,-1 | 1,2 ]', 'L13a339'], ['o9_01621', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 0,-1 | 1,2 ]', 'L13a337'], ['o9_02655', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,5)], m = [ -1,1 | 0,1 ]', 'K12a527'], ['o9_02696', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (18,5)], m = [ -1,1 | 0,1 ]', 'L12a920'], ['o9_02786', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (6,1)], m = [ -1,1 | 0,1 ]', 'K12a1095'], ['o9_03133', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 0,-1 | 1,2 ]', 'L13a1959'], ['o9_03313', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 0,-1 | 1,2 ]', 'K13a587'], ['o9_03802', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 2,1 | -1,0 ]', 'L13a1665'], ['o9_04106', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,1)], m = [ -1,-1 | 4,3 ]', 'L13a380'], ['o9_04205', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,-1 | 4,3 ]', 'L13a365'], ['o9_04245', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 0,-1 | 1,2 ]', 'L13a1869'], ['o9_04269', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,4)], m = [ -1,1 | 0,1 ]', 'K12a1011'], ['o9_04438', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 0,-1 | 1,2 ]', 'K13a60'], ['o9_05021', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 2,1 | -1,0 ]', 'L13a765'], ['o9_05177', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 2,1 | -1,0 ]', 'L13a763'], ['o9_05229', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,1)], m = [ -3,-1 | 4,1 ]', 'L13a841'], ['o9_05357', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 2,1 | -1,0 ]', 'K13a427'], ['o9_05562', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 2,1 | -1,0 ]', 'L13a1595'], ['o9_05618', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ -3,-1 | 4,1 ]', 'L13a790'], ['o9_05970', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 2,1 | -1,0 ]', 'K13a18'], ['o9_06060', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (7,2)], m = [ -1,1 | 0,1 ]', 'K12a318'], ['o9_06154', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,3) (7,2)], m = [ -1,1 | 0,1 ]', 'L12a835'], ['o9_07893', (-1, 1), 'SFS [RP2/n2: (2,1) (25,-18)]', 'L12a29'], ['o9_07945', (-1, 1), 'SFS [RP2/n2: (2,1) (29,-21)]', 'L12a26'], ['o9_08647', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (7,4)], m = [ 0,-1 | 1,1 ]', 'L13a947'], ['o9_08771', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (8,5)], m = [ 0,-1 | 1,1 ]', 'L13a574'], ['o9_08828', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,7)], m = [ 0,-1 | 1,0 ]', 'L13a2834'], ['o9_08875', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,8)], m = [ 0,-1 | 1,0 ]', 'K13a803'], ['o9_09213', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 1,1 | -1,0 ]', 'K13a176'], ['o9_11999', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (5,2)], m = [ 0,-1 | 1,1 ]', 'L13a572'], ['o9_12459', (-1, 1), 'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 0,1 ]', 'K12a440'], ['o9_12519', (-1, 1), 'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 0,1 ]', 'K12a365'], ['o9_12757', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (5,1)], m = [ 0,-1 | 1,0 ]', 'L13a4367'], ['o9_12873', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ 0,-1 | 1,1 ]', 'L13a3024'], ['o9_12971', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (4,1) (5,3)], m = [ -1,1 | 0,1 ]', 'L12a558'], ['o9_13052', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,2)], m = [ 0,-1 | 1,0 ]', 'K13a1413'], ['o9_13125', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (14,11)], m = [ -1,1 | 0,1 ]', 'L12a841'], ['o9_13188', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (7,2)], m = [ 0,-1 | 1,0 ]', 'L13a674'], ['o9_13433', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (18,5)], m = [ -1,1 | 0,1 ]', 'L12a920'], ['o9_13639', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 0,1 ]', 'L12a689'], ['o9_13666', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,3)], m = [ 0,-1 | 1,0 ]', 'L13a1663'], ['o9_13720', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,-1 | 1,1 ]', 'L13a318'], ['o9_13952', (1, 1), 'SFS [D: (2,1) (7,5)] U/m SFS [D: (3,1) (3,1)], m = [ 0,-1 | 1,0 ]', 'L13a3554'], ['o9_14364', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | 0,-1 ]', 'L12a62'], ['o9_14376', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (11,3)], m = [ 0,-1 | 1,0 ]', 'L13a1116'], ['o9_14495', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,-1 | 2,3 ]', 'L12a66'], ['o9_14716', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ 0,-1 | 1,1 ]', 'K13a3243'], ['o9_14831', (0, 1), 'SFS [RP2/n2: (4,1) (5,-1)]', 'L11a51'], ['o9_14974', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | -1,0 ]', 'K13a1545'], ['o9_15506', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ -2,-1 | 3,2 ]', 'L12a176'], ['o9_15633', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (18,13)], m = [ -1,1 | 0,1 ]', 'L12a921'], ['o9_15997', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ -1,-1 | 2,1 ]', 'L13a707'], ['o9_16065', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ 0,-1 | 1,1 ]', 'L13a2968'], ['o9_16141', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,5)], m = [ 0,-1 | 1,1 ]', 'K13a148'], ['o9_16157', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,-1 | 1,1 ]', 'L13a1842'], ['o9_16181', (1, 1), 'SFS [D: (2,1) (7,5)] U/m SFS [D: (3,1) (3,2)], m = [ 0,-1 | 1,0 ]', 'K13a811'], ['o9_16319', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (3,2)], m = [ -1,-1 | 2,1 ]', 'K13a719'], ['o9_16356', (1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,1)], m = [ 0,-1 | 1,1 ]', 'L13a2089'], ['o9_16527', (1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (4,3)], m = [ 0,-1 | 1,0 ]', 'L13a1858'], ['o9_16642', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,-1 | 2,1 ]', 'L13a354'], ['o9_16748', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (11,8)], m = [ -1,1 | 0,1 ]', 'L12a473'], ['o9_16920', (0, 1), 'SFS [RP2/n2: (4,1) (7,-2)]', 'L11a54'], ['o9_18007', (-1, 1), 'SFS [D: (2,1) (9,2)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 0,1 ]', 'L12a536'], ['o9_18209', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (4,1)], m = [ 0,-1 | 1,0 ]', 'K13a575'], ['o9_18633', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 0,-1 ]', 'L12a184'], ['o9_18813', (1, 1), 'SFS [D: (2,1) (8,3)] U/m SFS [D: (3,1) (3,1)], m = [ -1,1 | 0,1 ]', 'L11a198'], ['o9_19130', (1, 1), 'SFS [RP2/n2: (3,1) (10,-7)]', 'L11a102'], ['o9_20219', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (15,11)], m = [ -1,1 | 0,1 ]', 'K12a849'], ['o9_21893', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,4)], m = [ -1,1 | 0,1 ]', 'L11a282'], ['o9_21918', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'L11a173'], ['o9_22129', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,1)], m = [ 0,-1 | 1,0 ]', 'L13a1662'], ['o9_22477', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,3)], m = [ -1,1 | 0,1 ]', 'L11a255'], ['o9_22663', (0, 1), 'SFS [RP2/n2: (5,2) (7,-5)]', 'L11a104'], ['o9_22698', (1, 1), 'SFS [D: (2,1) (7,2)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 0,1 ]', 'K12a353'], ['o9_22925', (-1, 1), 'SFS [D: (3,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ -1,1 | 0,1 ]', 'K11a232'], ['o9_23023', (1, 1), 'SFS [D: (2,1) (7,2)] U/m SFS [D: (2,1) (8,3)], m = [ -1,1 | 0,1 ]', 'L12a456'], ['o9_23263', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,1)], m = [ 0,-1 | 1,2 ]', 'L13a4177'], ['o9_23660', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 0,-1 | 1,2 ]', 'K13a1744'], ['o9_23955', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,1)], m = [ 0,-1 | 1,1 ]', 'K13a3269'], ['o9_23961', (0, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ 0,-1 | 1,0 ]', 'L13a1655'], ['o9_24149', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,3)], m = [ 0,-1 | 1,0 ]', 'L13a3083'], ['o9_24183', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (8,5)], m = [ 0,-1 | 1,0 ]', 'K13a888'], ['o9_24534', (-1, 1), 'SFS [D: (2,1) (5,1)] U/m SFS [D: (3,1) (3,1)], m = [ 0,-1 | 1,0 ]', 'L13a3661'], ['o9_24592', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,3)], m = [ -1,1 | 0,1 ]', 'L11a255'], ['o9_24886', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (13,5)], m = [ 1,1 | -1,0 ]', 'L13a353'], ['o9_24889', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,3)], m = [ 0,-1 | 1,0 ]', 'L13a2793'], ['o9_25595', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,1)], m = [ 0,-1 | 1,0 ]', 'L13a1946'], ['o9_26604', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (12,5)], m = [ -1,1 | 0,1 ]', 'L11a182'], ['o9_26604', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 0,1 ]', 'K11a27'], ['o9_27392', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,1)], m = [ 1,1 | -1,0 ]', 'L13a3545'], ['o9_27480', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,1)], m = [ 2,1 | -1,0 ]', 'L13a3645'], ['o9_27737', (0, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,-1 | 1,0 ]', 'L13a1963'], ['o9_28113', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (5,2)], m = [ 1,1 | -1,0 ]', 'L13a803'], ['o9_28529', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ 0,-1 | 1,1 ]', 'K13a780'], ['o9_28592', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,1 | -1,0 ]', 'K13a1156'], ['o9_29246', (-1, 1), 'SFS [D: (3,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ 0,-1 | 1,0 ]', 'K13a1903'], ['o9_29436', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | -1,0 ]', 'L13a1612'], ['o9_29529', (0, 1), 'SFS [RP2/n2: (2,1) (19,-11)]', 'L11a3'], ['o9_29529', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,5)], m = [ -1,1 | 0,1 ]', 'K11a72'], ['o9_30721', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,3)], m = [ 0,-1 | 1,0 ]', 'L11a69'], ['o9_30721', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,2)], m = [ -1,1 | 0,1 ]', 'K11a157'], ['o9_30790', (0, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,2)], m = [ 0,-1 | 1,0 ]', 'K13a9'], ['o9_31165', (0, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | -1,0 ]', 'L13a1668'], ['o9_31165', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 2,1 | -1,0 ]', 'K13a912'], ['o9_33526', (0, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 0,1 ]', 'L10a69'], ['o9_33585', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (5,2)], m = [ -1,1 | 0,1 ]', 'K11a130'], ['o9_33585', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 0,-1 | 1,1 ]', 'L11a30'], ['o9_34403', (0, 1), 'SFS [RP2/n2: (4,1) (7,-4)]', 'L11a50'], ['o9_35320', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 0,1 ]', 'L11a149'], ['o9_35549', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ -1,-1 | 2,1 ]', 'K13a164'], ['o9_35549', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ 0,-1 | 1,0 ]', 'L13a4597'], ['o9_35736', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ 1,1 | -1,0 ]', 'L13a2540'], ['o9_35736', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ 1,1 | -1,0 ]', 'K13a914'], ['o9_37941', (0, 1), 'SFS [RP2/n2: (3,1) (10,-7)]', 'L11a102'], ['o9_39394', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 0,-1 | 1,0 ]', 'L11a220'], ['o9_40179', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 0,1 ]', 'K11a298'], ['s294', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ -1,1 | 0,1 ]', 'L9a22'], ['s336', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,1)], m = [ -1,1 | 0,1 ]', 'K9a31'], ['s665', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,1 ]', 'L10a13'], ['s684', (1, 1), 'SFS [RP2/n2: (2,1) (7,-5)]', 'L9a3'], ['s800', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ]', 'K10a8'], ['t00826', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 0,-1 | 1,2 ]', 'L12a100'], ['t00855', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 0,-1 | 1,2 ]', 'L12a97'], ['t01318', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,3)], m = [ -1,1 | 0,1 ]', 'L11a257'], ['t01368', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,3)], m = [ -1,1 | 0,1 ]', 'K11a81'], ['t01422', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,1)], m = [ -1,1 | 0,1 ]', 'K11a323'], ['t02099', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,3)], m = [ -1,1 | 0,1 ]', 'L11a255'], ['t02104', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,2)], m = [ -1,1 | 0,1 ]', 'L11a234'], ['t02238', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 2,1 | -1,0 ]', 'L12a240'], ['t02398', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 2,1 | -1,0 ]', 'L12a239'], ['t02404', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,2)], m = [ -1,1 | 0,1 ]', 'K11a150'], ['t03979', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 0,1 ]', 'L11a144'], ['t04180', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,1)], m = [ 1,1 | -1,0 ]', 'L12a524'], ['t04244', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,-1 | 1,1 ]', 'L12a93'], ['t04382', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,-1 | 1,0 ]', 'L12a90'], ['t04721', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (4,3)], m = [ 0,-1 | 1,1 ]', 'L12a250'], ['t05425', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (5,3)], m = [ -1,1 | 0,1 ]', 'L11a212'], ['t05538', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 0,1 ]', 'L11a148'], ['t05564', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (7,2)], m = [ 0,-1 | 1,0 ]', 'L12a202'], ['t05658', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,7)], m = [ -1,1 | 0,1 ]', 'K11a167'], ['t05695', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,1)], m = [ 0,-1 | 1,0 ]', 'K12a93'], ['t06001', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ 0,-1 | 1,0 ]', 'L12a523'], ['t06440', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | -1,0 ]', 'L12a497'], ['t06463', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 0,-1 | 1,1 ]', 'K12a79'], ['t06525', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,8)], m = [ -1,1 | 0,1 ]', 'K11a80'], ['t06570', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,2)], m = [ 0,-1 | 1,0 ]', 'L12a602'], ['t06605', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (3,2)], m = [ -1,-1 | 2,1 ]', 'L12a342'], ['t07348', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,1)], m = [ -1,1 | 0,1 ]', 'K10a12'], ['t08111', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'K10a106'], ['t08201', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ -1,1 | 0,1 ]', 'L10a84'], ['t08267', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,8)], m = [ -1,1 | 0,1 ]', 'K11a80'], ['t08403', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 0,1 ]', 'L11a148'], ['t09016', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 0,1 ]', 'K11a52'], ['t09267', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 0,-1 | 1,1 ]', 'L12a529'], ['t09313', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 0,-1 | 1,1 ]', 'K12a129'], ['t09455', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,-1 | 1,0 ]', 'K12a355'], ['t09704', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ 0,-1 | 1,0 ]', 'K12a271'], ['t09852', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'K10a106'], ['t09954', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 0,1 ]', 'L10a55'], ['t09954', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,3)], m = [ -1,1 | 0,1 ]', 'K10a87'], ['t10188', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ -1,1 | 0,1 ]', 'K9a6'], ['t10643', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,2)], m = [ 1,1 | -1,0 ]', 'L12a363'], ['t10681', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ 0,-1 | 1,0 ]', 'K12a271'], ['t10985', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | -1,0 ]', 'K12a57'], ['t11852', (0, 1), 'SFS [RP2/n2: (3,1) (7,-4)]', 'L10a49'], ['t12753', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 0,1 ]', 'L10a85'], ['v0407', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,1)], m = [ 0,-1 | 1,2 ]', 'L11a36'], ['v0434', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,2 ]', 'L11a35'], ['v0707', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,1)], m = [ -1,1 | 0,1 ]', 'K10a101'], ['v0759', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,1)], m = [ 2,1 | -1,0 ]', 'L11a85'], ['v0939', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 0,1 ]', 'K10a91'], ['v0945', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 2,1 | -1,0 ]', 'L11a84'], ['v1709', (-1, 1), 'SFS [RP2/n2: (2,1) (11,-8)]', 'L10a4'], ['v1810', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,1 ]', 'K11a22'], ['v1832', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 0,1 ]', 'L10a55'], ['v1839', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (3,2)], m = [ 0,-1 | 1,1 ]', 'L11a57'], ['v1921', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 0,-1 | 1,0 ]', 'L11a153'], ['v1980', (-1, 1), 'SFS [RP2/n2: (3,1) (4,-1)]', 'L9a9'], ['v1986', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,2)], m = [ 0,-1 | 1,0 ]', 'L11a26'], ['v2215', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 0,1 ]', 'K10a39'], ['v2325', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,1)], m = [ 0,-1 | 1,0 ]', 'L11a315'], ['v2930', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 0,-1 | 1,0 ]', 'L11a164'], ['v3354', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | -1,0 ]', 'L11a39'], ['m016', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,1 | 0,1 ]', 'K8a14'], ['m071', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,4)], m = [ -1,1 | 0,1 ]', 'K10a83'], ['m103', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 0,1 ]', 'K10a50'], ['m118', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 0,1 ]', 'K9a11'], ['m240', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'K10a106'], ['m270', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 0,1 ]', 'K10a47'], ['m276', (2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 0,1 ]', 'K10a11'], ['o9_00133', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (21,16)], m = [ -1,1 | 0,1 ]', 'K14a13432'], ['o9_00168', (1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (23,17)], m = [ -1,1 | 0,1 ]', 'K14a13417'], ['o9_00797', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (35,22)], m = [ -1,1 | 0,1 ]', 'K14a13298'], ['o9_00815', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (37,23)], m = [ -1,1 | 0,1 ]', 'K14a13403'], ['o9_01680', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (23,10)], m = [ -1,1 | 0,1 ]', 'K14a14297'], ['o9_01765', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (26,11)], m = [ -1,1 | 0,1 ]', 'K14a13889'], ['o9_02340', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (26,19)], m = [ -1,1 | 0,1 ]', 'K14a7439'], ['o9_02386', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (29,21)], m = [ -1,1 | 0,1 ]', 'K14a6987'], ['o9_02706', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (27,17)], m = [ -1,1 | 0,1 ]', 'K14a2247'], ['o9_02735', (2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (29,18)], m = [ -1,1 | 0,1 ]', 'K14a2615'], ['o9_03118', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (29,17)], m = [ -1,1 | 0,1 ]', 'K14a1536'], ['o9_03149', (2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (31,18)], m = [ -1,1 | 0,1 ]', 'K14a2613'], ['o9_03288', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (13,4)], m = [ -1,1 | 0,1 ]', 'K14a14831'], ['o9_03412', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (17,5)], m = [ -1,1 | 0,1 ]', 'K14a10105'], ['o9_03526', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,1) (6,5)], m = [ -1,1 | 0,1 ]', 'K14a16396'], ['o9_03932', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,4) (9,2)], m = [ -1,1 | 0,1 ]', 'K14a11193'], ['o9_04313', (2, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (2,1) (17,10)], m = [ -1,1 | 0,1 ]', 'K14a14819'], ['o9_04431', (2, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (2,1) (19,11)], m = [ -1,1 | 0,1 ]', 'K14a5832'], ['o9_04435', (2, 1), 'SFS [D: (2,1) (9,4)] U/m SFS [D: (2,1) (9,5)], m = [ -1,1 | 0,1 ]', 'K14a14873'], ['o9_07943', (-1, 1), 'SFS [D: (2,1) (13,3)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'K14a18265'], ['o9_08042', (1, 1), 'SFS [D: (2,1) (15,4)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'K14a14990'], ['o9_08776', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (18,7)], m = [ -1,1 | 0,1 ]', 'K14a2564'], ['o9_08852', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (21,8)], m = [ -1,1 | 0,1 ]', 'K14a2653'], ['o9_10696', (-1, 1), 'SFS [D: (2,1) (5,1)] U/m SFS [D: (4,1) (5,4)], m = [ -1,1 | 0,1 ]', 'K14a18376'], ['o9_11467', (-1, 1), 'SFS [D: (2,1) (19,7)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 0,1 ]', 'K14a3771'], ['o9_11560', (-1, 1), 'SFS [D: (2,1) (21,8)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 0,1 ]', 'K14a3245'], ['o9_12144', (1, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,1) (10,7)], m = [ -1,1 | 0,1 ]', 'K14a17264'], ['o9_12230', (-1, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,2) (11,4)], m = [ -1,1 | 0,1 ]', 'K14a15078'], ['o9_12736', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (4,1) (9,7)], m = [ -1,1 | 0,1 ]', 'K14a771'], ['o9_13056', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (4,3) (11,3)], m = [ -1,1 | 0,1 ]', 'K14a1548'], ['o9_13508', (1, 1), 'SFS [D: (2,1) (11,4)] U/m SFS [D: (3,1) (7,5)], m = [ -1,1 | 0,1 ]', 'K14a5545'], ['o9_14018', (1, 1), 'SFS [D: (2,1) (13,5)] U/m SFS [D: (3,1) (7,5)], m = [ -1,1 | 0,1 ]', 'K14a3045'], ['o9_14136', (-1, 1), 'SFS [D: (2,1) (7,2)] U/m SFS [D: (4,1) (5,4)], m = [ -1,1 | 0,1 ]', 'K14a5717'], ['s042', (1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,7)], m = [ -1,1 | 0,1 ]', 'K11a167'], ['s068', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,8)], m = [ -1,1 | 0,1 ]', 'K11a80'], ['s104', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,7)], m = [ -1,1 | 0,1 ]', 'K11a264'], ['s114', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,8)], m = [ -1,1 | 0,1 ]', 'K11a71'], ['s344', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,5)], m = [ -1,1 | 0,1 ]', 'K11a149'], ['s369', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 0,1 ]', 'K11a69'], ['s769', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 0,1 ]', 'K11a70'], ['t00110', (1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,13)], m = [ -1,1 | 0,1 ]', 'K13a3353'], ['t00146', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (19,14)], m = [ -1,1 | 0,1 ]', 'K13a3362'], ['t00423', (-1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (27,17)], m = [ -1,1 | 0,1 ]', 'K13a3384'], ['t00434', (1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (29,18)], m = [ -1,1 | 0,1 ]', 'K13a3361'], ['t00873', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (16,7)], m = [ -1,1 | 0,1 ]', 'K13a2071'], ['t00932', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (19,8)], m = [ -1,1 | 0,1 ]', 'K13a1907'], ['t01216', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (15,11)], m = [ -1,1 | 0,1 ]', 'K13a3907'], ['t01292', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (18,13)], m = [ -1,1 | 0,1 ]', 'K13a1805'], ['t01409', (2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (19,12)], m = [ -1,1 | 0,1 ]', 'K13a615'], ['t01424', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (21,13)], m = [ -1,1 | 0,1 ]', 'K13a439'], ['t01598', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (17,10)], m = [ -1,1 | 0,1 ]', 'K13a680'], ['t01646', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (19,11)], m = [ -1,1 | 0,1 ]', 'K13a442'], ['t01850', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (9,7)], m = [ -1,1 | 0,1 ]', 'K13a2519'], ['t01949', (2, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (2,1) (9,5)], m = [ -1,1 | 0,1 ]', 'K13a3826'], ['t03566', (1, 1), 'SFS [D: (2,1) (9,2)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'K13a1285'], ['t03709', (-1, 1), 'SFS [D: (2,1) (11,3)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'K13a806'], ['t04228', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (10,7)], m = [ -1,1 | 0,1 ]', 'K13a221'], ['t05239', (-1, 1), 'SFS [D: (2,1) (11,4)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 0,1 ]', 'K13a1364'], ['t05426', (-1, 1), 'SFS [D: (2,1) (13,5)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 0,1 ]', 'K13a821'], ['t05578', (1, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 0,1 ]', 'K13a715'], ['t05663', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (4,3) (7,2)], m = [ -1,1 | 0,1 ]', 'K13a607'], ['v0082', (1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,10)], m = [ -1,1 | 0,1 ]', 'K12a851'], ['v0114', (1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (15,11)], m = [ -1,1 | 0,1 ]', 'K12a849'], ['v0220', (1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (19,12)], m = [ -1,1 | 0,1 ]', 'K12a282'], ['v0223', (1, 2), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (21,13)], m = [ -1,1 | 0,1 ]', 'K12a214'], ['v0424', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (9,4)], m = [ -1,1 | 0,1 ]', 'K12a944'], ['v0497', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (12,5)], m = [ -1,1 | 0,1 ]', 'K12a509'], ['v0709', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,4)], m = [ -1,1 | 0,1 ]', 'K12a1011'], ['v0715', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (11,7)], m = [ -1,1 | 0,1 ]', 'K12a138'], ['v0741', (2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (13,8)], m = [ -1,1 | 0,1 ]', 'K12a191'], ['v0847', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (7,2)], m = [ -1,1 | 0,1 ]', 'K12a606'], ['v0912', (2, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 0,1 ]', 'K12a1008'], ['v1300', (-1, 1), 'SFS [D: (2,1) (5,1)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'K12a1219'], ['v1628', (-1, 1), 'SFS [D: (2,1) (7,2)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 0,1 ]', 'K12a290'], ['v1940', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (7,5)], m = [ -1,1 | 0,1 ]', 'K12a73'], ['v1966', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 0,1 ]', 'K12a184']]
len(ALT)

798

exceptional_slopes=[x for x in exceptional_slopes if x not in [[y[0],y[1]] for y in ALT]]
len(exceptional_slopes)

935

We go on with checking small SFS. This is easy since the QA Montesinos knots are classified by work of Issa.

#The following code reads off the SFS surgeries from Dunfields data and returns the branching sets.

def read_off_invariants(regina_name):
    """
    Takes the regina_name of a small Seifert fibered space and returns a list with its Seifert invariants.
    For example: read_off_invariants('SFS [S2: (2,1) (3,1) (5,22)]') = [2, 1, 3, 1, 5, 22]
    """
    set=[]
    invariants=[]
    set.append([regina_name.split()[2],regina_name.split()[3],regina_name.split()[4][:-1]])
    for z in set[0]:
        y=z[1:-1]
        y=y.replace(',',' ')
        for n in y.split():
            invariants.append(int(n))
    return invariants

def branching_set_of_small_SFS(invariants):
    """
    Takes as input the Seifert invariants of a small Seifert fibered space and identify the branching set of its quotient under the Z2-action.
    Example: The Seifert fibered space (in Regina's notation) 'SFS [S2: (2,1) (3,1) (5,22)]') is the double branched cover over
    branching_set_of_small_SFS([2, 1, 3, 1, 5, 22]) = K13a666(0,0)
    """
    T= snappy.RationalTangle(invariants[0],invariants[1])*snappy.RationalTangle(invariants[2],invariants[3])*snappy.RationalTangle(invariants[4],invariants[5])
    L=T.denominator_closure()
    B=L.exterior()
    if B.identify()!=[]:
        return B.identify()[-1].name()
    else:
        return []

def has_SFS_surgery(knot,all=False,alternating=False):
    """
    Searches for (small Seifert fibered space) SFS surgeries along the knot. If there exists no SFS surgery it returns False. 
    Otherwise it returns a SFS space surgery slope together with the corresponding SFS and the branching set.
    If all=True it returns all SFS surgery slopes together with the SFS and the branching sets.
    If alternating is True it returns only SFS surgeries where SnapPy can confirm the branching set to be alternating (Warning: This might not be all).
    """
    SFS_surgeries=[]
    slopes=exceptional_filllings.loc[(exceptional_filllings['cusped'] == knot)]['slope'].tolist()
    kinds=exceptional_filllings.loc[(exceptional_filllings['cusped'] == knot)]['kind'].tolist()
    regina_names=exceptional_filllings.loc[(exceptional_filllings['cusped'] == knot)]['regina_name'].tolist()
    for i in range(0,len(kinds)):
        if kinds[i]=='finite' or kinds[i]=='seifert_ator':
            B=branching_set_of_small_SFS(read_off_invariants(regina_names[i]))
            SFS_surgeries.append([knot,tuple(map(int, slopes[i][1:-1].split(', '))),regina_names[i],B])         
    if alternating:
        SFS_surgeries=[]
        for i in range(0,len(kinds)):
            if kinds[i]=='finite' or kinds[i]=='seifert_ator':
                B=branching_set_of_small_SFS(read_off_invariants(regina_names[i]))
                if B!=[]:
                    if snappy.Manifold(B).link().is_alternating()==True:
                        SFS_surgeries.append([knot,tuple(map(int, slopes[i][1:-1].split(', '))),regina_names[i],B])
    if SFS_surgeries==[]:
        return []
    if all:
        return SFS_surgeries
    return [SFS_surgeries[0]]

#The following two functions transform the regina notation of the SFS to the notations of Issa (for the Montesinos links) 
#and to the notation of Lisca and Stipsicz.

def Seifert_invariants_regina_to_Issa(e,p1,q1,p2,q2,p3,q3):
    '''
    Takes (small) Seifert invariants in regina's description and returns the invariants in Issa's form.
    '''
    if p1/q1<0:
        #perform positive RT.
        e=e+1 
        q1=q1+p1
        return Seifert_invariants_regina_to_Issa(e,p1,q1,p2,q2,p3,q3)
    if p1/q1>=0 and p1/q1<1:
        #perform negative RT.
        e=e-1
        q1=q1-p1
        return Seifert_invariants_regina_to_Issa(e,p1,q1,p2,q2,p3,q3)
    if p2/q2<0:
        #perform positive RT.
        e=e+1
        q2=q2+p2
        return Seifert_invariants_regina_to_Issa(e,p1,q1,p2,q2,p3,q3)
    if p2/q2>=0 and p2/q2<1:
        #perform negative RT.
        e=e-1
        q2=q2-p2
        return Seifert_invariants_regina_to_Issa(e,p1,q1,p2,q2,p3,q3)
    if p3/q3<0:
        #perform positive RT.
        e=e+1
        q3=q3+p3
        return Seifert_invariants_regina_to_Issa(e,p1,q1,p2,q2,p3,q3)
    if p3/q3>=0 and p3/q3<1:
        #perform negative RT.
        e=e-1
        q3=q3-p3
        return Seifert_invariants_regina_to_Issa(e,p1,q1,p2,q2,p3,q3)
    return (e,p1,q1,p2,q2,p3,q3)

def Seifert_invariants_regina_to_Lisca_Stipsicz(e,p1,q1,p2,q2,p3,q3):
    '''
    Takes (small) Seifert invariants in regina's description and returns the invariants in the Lisca-Stipsicz form.
    '''
    if q1/p1>0:
        #perform RT.
        e=e-1
        q1=q1-p1
        return Seifert_invariants_regina_to_Lisca_Stipsicz(e,p1,q1,p2,q2,p3,q3)
    if q1/p1<-1:
        #perform RT.
        e=e+1
        q1=q1+p1
        return Seifert_invariants_regina_to_Lisca_Stipsicz(e,p1,q1,p2,q2,p3,q3)
    if q2/p2>0:
        #perform RT.
        e=e-1
        q2=q2-p2
        return Seifert_invariants_regina_to_Lisca_Stipsicz(e,p1,q1,p2,q2,p3,q3)
    if q2/p2<-1:
        #perform RT.
        e=e+1
        q2=q2+p2
        return Seifert_invariants_regina_to_Lisca_Stipsicz(e,p1,q1,p2,q2,p3,q3)
    if q3/p3>0:
        #perform RT.
        e=e-1
        q3=q3-p3
        return Seifert_invariants_regina_to_Lisca_Stipsicz(e,p1,q1,p2,q2,p3,q3)
    if q3/p3<-1:
        #perform RT.
        e=e+1
        q3=q3+p3
        return Seifert_invariants_regina_to_Lisca_Stipsicz(e,p1,q1,p2,q2,p3,q3)
    return [e,(q1,p1),(q2,p2),(q3,p3)]
    

# This code checks wether a SFS is an L-space.

def gcd(p,q):
    while q != 0:
        p, q = q, p%q
    return p

def is_coprime(x, y):
    return gcd(x, y) == 1

def is_Lspace(e,r1,r2,r3):
    '''
    Takes the Seifert invariants of a small SFS in Lisca-Stipsicz notation and returns wether it is an L-space or not.
    '''
    #We check if M has a positive transverse contact structure.
    contact=False
    (p1,q1)=r1
    (p2,q2)=r2
    (p3,q3)=r3
    if e>=0:
        #Has no positive transverse contact structure.
        return True
    if e==-1:
        m_max=ceil(q3/p3)
        a_max=ceil(m_max*(1-p2/q2))
        for m in range(1,m_max):
            for a in range(1,a_max):
                if is_coprime(m,a):
                    if m*p1/q1<a and a<m*(1-p2/q2):
                        #Has a positive transverse contact structure.
                        contact=True
                        break
        if contact==False:
            return True
    #M has a positive contact structure. Next, we check the same for -M.
    e=-e-3
    (p1,q1)=(q1-p1,q1)
    (p2,q2)=(q2-p2,q2)
    (p3,q3)=(q3-p3,q3)
    contact=False
    if e>=0:
        #Has no positive transverse contact structure.
        return True
    if e==-1:
        (p1,q1)=r1
        (p2,q2)=r2
        (p3,q3)=r3
        m_max=ceil(q3/p3)
        a_max=ceil(m_max*(1-p2/q2))
        for m in range(1,m_max):
            for a in range(1,a_max):
                if is_coprime(m,a):
                    if m*p1/q1<a and a<m*(1-p2/q2):
                        #Has a positive transverse contact structure.
                        contact=True
                        break
        if contact==False:
            return True
    return False

# We verify again that the SFS surgeries all yield L-spaces.

start_time = time.time()
for (knot,word) in Lspace_words:
    SFSsurgeries=has_SFS_surgery(knot,all=True,alternating=False)
    for x in SFSsurgeries:
        (e,p1,q1,p2,q2,p3,q3)=[0]+read_off_invariants(x[2])
        inv=Seifert_invariants_regina_to_Lisca_Stipsicz(e,p1,q1,p2,q2,p3,q3)
        (e,r1,r2,r3)=inv
        w=is_Lspace(e,r1,r2,r3)
        if w==False:
            print(x,inv,w)
print('Total time taken: %s minutes ---' % ((time.time() - start_time)/60))

Total time taken: 1.2879125436147054 minutes ---

Since nothing gets printed all SFS are actually L-spaces. We continue by checking which Montesinos links are QA.

def Montesinos_is_QA(e,p1,q1,p2,q2,p3,q3):
    '''
    Takes the invariants of a (small) Montesinos link (in the notation of Issa's paper) and returns whether it is QA or not.
    '''
    if e<1:
        return True
    if e>2:
        return True
    if e==1:
        if p1/(p1-q1)>p2/q2:
            return True
        if p1/(p1-q1)>p3/q3:
            return True
        if p2/(p2-q2)>p1/q1:
            return True
        if p2/(p2-q2)>p3/q3:
            return True
        if p3/(p3-q3)>p1/q1:
            return True
        if p3/(p3-q3)>p2/q2:
            return True
    if e==2:
        if p1/(p1-q1)<p2/q2:
            return True
        if p1/(p1-q1)<p3/q3:
            return True
        if p2/(p2-q2)<p1/q1:
            return True
        if p2/(p2-q2)<p3/q3:
            return True
        if p3/(p3-q3)<p1/q1:
            return True
        if p3/(p3-q3)<p2/q2:
            return True
    return False

start_time = time.time()
QA_SFS_slopes=[]
unclear_SFS_slopes=[]

for (knot,word) in Lspace_words:
    SFSsurgeries=has_SFS_surgery(knot,all=True,alternating=False)
    for x in SFSsurgeries:
        (e,p1,q1,p2,q2,p3,q3)=[0]+read_off_invariants(x[2])
        inv=Seifert_invariants_regina_to_Issa(e,p1,q1,p2,q2,p3,q3)
        (e,p1,q1,p2,q2,p3,q3)=inv
        w=Montesinos_is_QA(e,p1,q1,p2,q2,p3,q3)
        if w==True:
            QA_SFS_slopes.append(x)
        if w==False:
            unclear_SFS_slopes.append(x)

print('Total time taken: %s minutes ---' % ((time.time() - start_time)/60))

Total time taken: 1.3914590756098428 minutes ---

len(unclear_SFS_slopes)

8

unclear_SFS_slopes

[['v2871', (0, 1), 'SFS [S2: (2,1) (5,2) (7,-4)]', 'K11n20'],
 ['v2871', (-1, 1), 'SFS [S2: (2,1) (5,2) (8,-5)]', 'L11n127'],
 ['t09847', (0, 1), 'SFS [S2: (2,1) (7,2) (8,-5)]', 'L12n612'],
 ['t09882', (0, 1), 'SFS [S2: (3,1) (5,3) (7,-5)]', 'K12n322'],
 ['o9_30634', (0, 1), 'SFS [S2: (2,1) (8,3) (9,-7)]', 'L13n2575'],
 ['o9_32044', (0, 1), 'SFS [S2: (2,1) (5,2) (12,-7)]', 'L12n799'],
 ['o9_32964', (0, 1), 'SFS [S2: (2,1) (7,3) (11,-7)]', 'K13n2557'],
 ['o9_32964', (-1, 1), 'SFS [S2: (2,1) (8,3) (9,-5)]', 'L13n2596']]

len(QA_SFS_slopes)

657

QA_SFS_slopes

[['m016', (1, 1), 'SFS [S2: (2,1) (3,2) (5,-3)]', 'K9n1'],
 ['m071', (1, 1), 'SFS [S2: (2,1) (3,2) (9,-5)]', 'K11n62'],
 ['m082', (1, 1), 'SFS [S2: (2,1) (2,1) (5,2)]', 'L8a3'],
 ['m082', (-1, 1), 'SFS [S2: (2,1) (4,3) (5,-3)]', 'L10n48'],
 ['m103', (-1, 1), 'SFS [S2: (2,1) (2,1) (3,8)]', 'L9a16'],
 ['m103', (1, 1), 'SFS [S2: (2,1) (3,2) (12,-7)]', 'L11n185'],
 ['m144', (-1, 1), 'SFS [S2: (2,1) (3,1) (5,2)]', 'K9a9'],
 ['m144', (1, 1), 'SFS [S2: (2,1) (5,2) (5,-1)]', 'K11n15'],
 ['m194', (1, 1), 'SFS [S2: (2,1) (2,1) (7,2)]', 'L9a7'],
 ['m194', (-1, 1), 'SFS [S2: (2,1) (4,3) (7,-4)]', 'L11n144'],
 ['m198', (0, 1), 'SFS [S2: (2,1) (3,1) (4,3)]', 'L9a24'],
 ['m198', (-1, 1), 'SFS [S2: (2,1) (5,3) (7,-4)]', 'K11n16'],
 ['m211', (-1, 1), 'SFS [S2: (2,1) (3,2) (5,-1)]', 'K10n16'],
 ['m211', (0, 1), 'SFS [S2: (2,1) (2,1) (11,-4)]', 'L8a5'],
 ['m211', (1, 1), 'SFS [S2: (3,1) (3,2) (7,-4)]', 'K11n122'],
 ['m223', (0, 1), 'SFS [S2: (2,1) (3,2) (5,-2)]', 'K9n2'],
 ['m223', (1, 1), 'SFS [S2: (2,1) (3,2) (4,-1)]', 'L9n17'],
 ['m239', (1, 1), 'SFS [S2: (3,2) (3,2) (5,-3)]', 'K10n23'],
 ['m240', (-1, 1), 'SFS [S2: (2,1) (2,1) (5,4)]', 'L9a12'],
 ['m270', (1, 1), 'SFS [S2: (2,1) (3,2) (4,3)]', 'L9a23'],
 ['m276', (1, 1), 'SFS [S2: (2,1) (3,2) (3,5)]', 'K9a5'],
 ['m281', (0, 1), 'SFS [S2: (2,1) (3,2) (5,2)]', 'K9a4'],
 ['s042', (1, 1), 'SFS [S2: (2,1) (2,1) (3,11)]', 'L10a41'],
 ['s042', (-1, 1), 'SFS [S2: (2,1) (3,2) (16,-9)]', 'L12n884'],
 ['s068', (-1, 1), 'SFS [S2: (2,1) (3,2) (3,8)]', 'K10a17'],
 ['s068', (1, 1), 'SFS [S2: (2,1) (3,2) (19,-11)]', 'K12n165'],
 ['s086', (-1, 1), 'SFS [S2: (2,1) (4,1) (5,2)]', 'L10a67'],
 ['s086', (1, 1), 'SFS [S2: (2,1) (5,2) (6,-1)]', 'L12n1038'],
 ['s294', (1, 1), 'SFS [S2: (3,2) (3,2) (7,-4)]', 'L11n216'],
 ['s301', (0, 1), 'SFS [S2: (2,1) (3,1) (4,7)]', 'L10a72'],
 ['s301', (-1, 1), 'SFS [S2: (2,1) (7,3) (7,-2)]', 'K12n308'],
 ['s301', (1, 1), 'SFS [S2: (2,1) (3,2) (7,2)]', 'K10a9'],
 ['s308', (-1, 1), 'SFS [S2: (2,1) (2,1) (7,9)]', 'L10a19'],
 ['s308', (0, 1), 'SFS [S2: (3,1) (3,2) (4,3)]', 'K10a42'],
 ['s308', (1, 1), 'SFS [S2: (2,1) (7,3) (8,-3)]', 'L12n622'],
 ['s336', (0, 1), 'SFS [S2: (3,2) (4,3) (5,-3)]', 'K11n83'],
 ['s344', (1, 1), 'SFS [S2: (2,1) (2,1) (9,7)]', 'L10a10'],
 ['s346', (1, 1), 'SFS [S2: (2,1) (2,1) (13,5)]', 'L10a29'],
 ['s367', (0, 1), 'SFS [S2: (3,1) (3,2) (5,2)]', 'K10a37'],
 ['s369', (-1, 1), 'SFS [S2: (2,1) (3,2) (4,7)]', 'L10a59'],
 ['s384', (0, 1), 'SFS [S2: (3,1) (3,2) (5,-2)]', 'K10n24'],
 ['s384', (1, 1), 'SFS [S2: (2,1) (4,3) (5,-3)]', 'L10n48'],
 ['s407', (-1, 1), 'SFS [S2: (2,1) (3,2) (8,3)]', 'L10a60'],
 ['s560', (-1, 1), 'SFS [S2: (2,1) (2,1) (15,-4)]', 'L9a13'],
 ['s560', (0, 1), 'SFS [S2: (3,1) (4,3) (7,-4)]', 'K12n477'],
 ['s582', (-1, 1), 'SFS [S2: (2,1) (2,1) (9,4)]', 'L10a40'],
 ['s582', (0, 1), 'SFS [S2: (2,1) (3,1) (7,3)]', 'K10a82'],
 ['s682', (0, 1), 'SFS [S2: (3,1) (3,2) (4,-1)]', 'K10n26'],
 ['s682', (-1, 1), 'SFS [S2: (2,1) (3,2) (8,-5)]', 'L10n41'],
 ['s769', (1, 0), 'SFS [S2: (2,1) (2,1) (7,12)]', 'L10a30'],
 ['s769', (0, 1), 'SFS [S2: (3,2) (3,2) (4,3)]', 'K10a40'],
 ['s849', (1, 1), 'SFS [S2: (3,2) (3,2) (4,-1)]', 'K10n28'],
 ['v0082', (1, 1), 'SFS [S2: (2,1) (3,1) (3,11)]', 'K11a58'],
 ['v0082', (-1, 1), 'SFS [S2: (2,1) (3,2) (23,-13)]', 'K13n1190'],
 ['v0114', (1, 1), 'SFS [S2: (2,1) (3,2) (4,11)]', 'L11a190'],
 ['v0114', (-1, 1), 'SFS [S2: (2,1) (3,2) (26,-15)]', 'L13n4911'],
 ['v0165', (1, 1), 'SFS [S2: (2,1) (5,1) (5,2)]', 'K11a62'],
 ['v0165', (-1, 1), 'SFS [S2: (2,1) (5,2) (7,-1)]', 'K13n183'],
 ['v0249', (0, 1), 'SFS [S2: (2,1) (2,1) (17,-6)]', 'L10a44'],
 ['v0249', (1, 1), 'SFS [S2: (3,1) (3,2) (11,-6)]', 'K13n2580'],
 ['v0249', (-1, 1), 'SFS [S2: (2,1) (3,2) (7,-1)]', 'K12n234'],
 ['v0319', (0, 1), 'SFS [S2: (2,1) (2,1) (25,-9)]', 'L10a19'],
 ['v0319', (-1, 1), 'SFS [S2: (3,1) (3,2) (16,-9)]', 'K13n1979'],
 ['v0319', (1, 1), 'SFS [S2: (2,1) (3,2) (11,-2)]', 'K12n78'],
 ['v0330', (0, 1), 'SFS [S2: (2,1) (3,1) (6,5)]', 'L11a274'],
 ['v0330', (-1, 1), 'SFS [S2: (2,1) (5,3) (11,-6)]', 'K13n200'],
 ['v0398', (1, 1), 'SFS [S2: (2,1) (2,1) (5,17)]', 'L11a94'],
 ['v0398', (0, 1), 'SFS [S2: (2,1) (3,1) (9,7)]', 'K11a118'],
 ['v0398', (-1, 1), 'SFS [S2: (2,1) (5,3) (16,-9)]', 'L13n3438'],
 ['v0407', (-1, 1), 'SFS [S2: (2,1) (4,3) (17,-10)]', 'L13n2676'],
 ['v0424', (1, 1), 'SFS [S2: (2,1) (4,3) (5,4)]', 'L11a186'],
 ['v0434', (1, 1), 'SFS [S2: (2,1) (4,3) (19,-11)]', 'L13n2713'],
 ['v0497', (1, 1), 'SFS [S2: (2,1) (4,3) (7,5)]', 'L11a151'],
 ['v0545', (0, 1), 'SFS [S2: (2,1) (3,1) (14,-5)]', 'L12n1081'],
 ['v0545', (1, 1), 'SFS [S2: (3,2) (4,1) (9,-5)]', 'K13n2370'],
 ['v0545', (-1, 1), 'SFS [S2: (2,1) (3,2) (11,-6)]', 'K12n250'],
 ['v0554', (0, 1), 'SFS [S2: (3,1) (3,1) (5,4)]', 'L11a383'],
 ['v0554', (-1, 1), 'SFS [S2: (2,1) (7,4) (9,-5)]', 'K13n2703'],
 ['v0570', (0, 1), 'SFS [S2: (3,1) (3,1) (4,7)]', 'K11a340'],
 ['v0570', (-1, 1), 'SFS [S2: (2,1) (7,3) (10,-3)]', 'L13n4357'],
 ['v0570', (1, 1), 'SFS [S2: (2,1) (4,3) (7,2)]', 'L11a154'],
 ['v0573', (0, 1), 'SFS [S2: (3,1) (4,3) (4,3)]', 'L11a296'],
 ['v0573', (1, 1), 'SFS [S2: (2,1) (7,3) (11,-4)]', 'K13n2558'],
 ['v0573', (-1, 1), 'SFS [S2: (2,1) (3,1) (7,9)]', 'K11a153'],
 ['v0707', (0, 1), 'SFS [S2: (3,2) (5,2) (5,-1)]', 'K12n278'],
 ['v0709', (1, 1), 'SFS [S2: (2,1) (3,1) (6,5)]', 'L11a274'],
 ['v0715', (-1, 1), 'SFS [S2: (3,2) (3,2) (4,7)]', 'K11a107'],
 ['v0740', (0, 1), 'SFS [S2: (3,2) (4,1) (5,2)]', 'K11a133'],
 ['v0741', (1, 1), 'SFS [S2: (3,2) (3,2) (5,8)]', 'L11a268'],
 ['v0759', (1, 1), 'SFS [S2: (2,1) (5,4) (12,-7)]', 'L13n3387'],
 ['v0765', (-1, 1), 'SFS [S2: (2,1) (2,1) (9,11)]', 'L11a43'],
 ['v0765', (0, 1), 'SFS [S2: (3,1) (3,2) (5,4)]', 'K11a201'],
 ['v0765', (1, 1), 'SFS [S2: (2,1) (8,5) (9,-5)]', 'L13n2598'],
 ['v0830', (0, 1), 'SFS [S2: (2,1) (3,2) (11,-4)]', 'K11n59'],
 ['v0830', (1, 1), 'SFS [S2: (3,2) (5,2) (7,-4)]', 'L12n1062'],
 ['v0847', (-1, 1), 'SFS [S2: (2,1) (5,2) (5,4)]', 'K11a60'],
 ['v0912', (1, 1), 'SFS [S2: (3,1) (3,2) (4,7)]', 'K11a139'],
 ['v0939', (0, 1), 'SFS [S2: (2,1) (2,1) (11,7)]', 'L10a28'],
 ['v0939', (1, 1), 'SFS [S2: (3,2) (5,3) (7,-4)]', 'K12n447'],
 ['v0945', (0, 1), 'SFS [S2: (2,1) (3,1) (7,12)]', 'K11a94'],
 ['v0945', (-1, 1), 'SFS [S2: (2,1) (7,5) (12,-7)]', 'L13n3414'],
 ['v0959', (0, 1), 'SFS [S2: (3,2) (4,1) (5,-2)]', 'K11n91'],
 ['v0959', (1, 1), 'SFS [S2: (2,1) (4,3) (7,-5)]', 'L11n150'],
 ['v1077', (0, 1), 'SFS [S2: (2,1) (3,2) (8,11)]', 'L11a160'],
 ['v1077', (1, 1), 'SFS [S2: (2,1) (3,2) (13,5)]', 'K11a35'],
 ['v1109', (-1, 1), 'SFS [S2: (2,1) (2,1) (13,18)]', 'L11a113'],
 ['v1109', (0, 1), 'SFS [S2: (3,2) (3,2) (8,3)]', 'K11a134'],
 ['v1269', (-1, 1), 'SFS [S2: (2,1) (2,1) (19,-5)]', 'L10a31'],
 ['v1269', (0, 1), 'SFS [S2: (3,1) (4,3) (9,-5)]', 'K13n2176'],
 ['v1300', (1, 0), 'SFS [S2: (2,1) (4,1) (5,4)]', 'L11a200'],
 ['v1359', (0, 1), 'SFS [S2: (2,1) (5,3) (8,-3)]', 'L11n126'],
 ['v1359', (-1, 1), 'SFS [S2: (2,1) (3,2) (11,-3)]', 'K11n52'],
 ['v1392', (0, 1), 'SFS [S2: (3,2) (5,2) (5,-1)]', 'K12n278'],
 ['v1423', (0, 1), 'SFS [S2: (3,1) (5,3) (9,-5)]', 'K13n2005'],
 ['v1425', (0, 1), 'SFS [S2: (2,1) (4,3) (7,-3)]', 'L11n153'],
 ['v1425', (-1, 1), 'SFS [S2: (2,1) (5,3) (5,-1)]', 'K11n14'],
 ['v1547', (0, 1), 'SFS [S2: (4,3) (4,3) (5,-3)]', 'L12n1091'],
 ['v1565', (-1, 1), 'SFS [S2: (2,1) (2,1) (19,-4)]', 'L10a33'],
 ['v1565', (0, 1), 'SFS [S2: (3,1) (5,4) (7,-4)]', 'K13n3144'],
 ['v1620', (1, 1), 'SFS [S2: (2,1) (2,1) (13,4)]', 'L11a75'],
 ['v1620', (0, 1), 'SFS [S2: (3,1) (3,1) (7,3)]', 'K11a361'],
 ['v1628', (0, 1), 'SFS [S2: (2,1) (3,1) (4,11)]', 'L11a191'],
 ['v1628', (1, 0), 'SFS [S2: (2,1) (5,2) (5,4)]', 'K11a60'],
 ['v1690', (-1, 1), 'SFS [S2: (2,1) (3,2) (5,8)]', 'K10a3'],
 ['v1690', (0, 1), 'SFS [S2: (3,2) (5,2) (7,-2)]', 'L12n978'],
 ['v1716', (1, 1), 'SFS [S2: (2,1) (2,1) (11,8)]', 'L10a25'],
 ['v1716', (0, 1), 'SFS [S2: (4,3) (5,2) (5,-2)]', 'K12n144'],
 ['v1718', (0, 1), 'SFS [S2: (2,1) (5,2) (7,3)]', 'K11a63'],
 ['v1718', (-1, 1), 'SFS [S2: (2,1) (4,3) (7,3)]', 'L11a189'],
 ['v1728', (0, 1), 'SFS [S2: (3,2) (5,3) (7,-4)]', 'K12n447'],
 ['v1728', (1, 1), 'SFS [S2: (2,1) (4,3) (5,3)]', 'L10a57'],
 ['v1940', (1, 0), 'SFS [S2: (2,1) (3,2) (9,7)]', 'K11a16'],
 ['v1940', (0, 1), 'SFS [S2: (2,1) (4,3) (5,7)]', 'L11a155'],
 ['v1966', (1, 0), 'SFS [S2: (2,1) (2,1) (11,19)]', 'L11a77'],
 ['v1966', (0, 1), 'SFS [S2: (3,2) (4,3) (5,3)]', 'K11a87'],
 ['v2024', (0, 1), 'SFS [S2: (2,1) (5,3) (7,3)]', 'K11a10'],
 ['v2024', (1, 1), 'SFS [S2: (2,1) (4,3) (5,7)]', 'L11a155'],
 ['v2090', (0, 1), 'SFS [S2: (2,1) (5,2) (8,5)]', 'L11a157'],
 ['v2090', (-1, 1), 'SFS [S2: (3,2) (3,2) (5,7)]', 'K11a78'],
 ['v2217', (0, 1), 'SFS [S2: (2,1) (3,2) (10,-7)]', 'L11n198'],
 ['v2217', (-1, 1), 'SFS [S2: (2,1) (5,3) (7,-5)]', 'K11n1'],
 ['v2290', (0, 1), 'SFS [S2: (2,1) (3,2) (11,-4)]', 'K11n59'],
 ['v2759', (0, 1), 'SFS [S2: (2,1) (3,1) (9,4)]', 'K11a260'],
 ['v2759', (1, 1), 'SFS [S2: (2,1) (3,1) (10,3)]', 'L11a259'],
 ['v2900', (1, 1), 'SFS [S2: (3,2) (4,3) (5,-2)]', 'K11n89'],
 ['v2925', (0, 1), 'SFS [S2: (2,1) (3,2) (8,-3)]', 'L10n43'],
 ['v3070', (0, 1), 'SFS [S2: (3,2) (3,2) (8,-3)]', 'K11n105'],
 ['v3234', (0, 1), 'SFS [S2: (2,1) (3,2) (12,-7)]', 'L11n185'],
 ['v3354', (1, 1), 'SFS [S2: (3,2) (3,2) (7,3)]', 'K11a202'],
 ['t00110', (1, 1), 'SFS [S2: (2,1) (3,2) (4,13)]', 'L12a647'],
 ['t00110', (-1, 1), 'SFS [S2: (2,1) (3,2) (30,-17)]', 'L14n27308'],
 ['t00146', (-1, 1), 'SFS [S2: (2,1) (3,2) (5,14)]', 'K12a158'],
 ['t00146', (1, 1), 'SFS [S2: (2,1) (3,2) (33,-19)]', 'K14n4815'],
 ['t00324', (-1, 1), 'SFS [S2: (2,1) (5,2) (6,1)]', 'L12a896'],
 ['t00324', (1, 1), 'SFS [S2: (2,1) (5,2) (8,-1)]', 'L14n32858'],
 ['t00550', (0, 1), 'SFS [S2: (2,1) (2,1) (31,-11)]', 'L11a43'],
 ['t00550', (1, 1), 'SFS [S2: (3,1) (3,2) (20,-11)]', 'K14n8966'],
 ['t00550', (-1, 1), 'SFS [S2: (2,1) (3,2) (13,-2)]', 'K13n281'],
 ['t00621', (0, 1), 'SFS [S2: (2,1) (2,1) (39,-14)]', 'L11a105'],
 ['t00621', (-1, 1), 'SFS [S2: (3,1) (3,2) (25,-14)]', 'K14n11840'],
 ['t00621', (1, 1), 'SFS [S2: (2,1) (3,2) (17,-3)]', 'K13n1136'],
 ['t00729', (-1, 1), 'SFS [S2: (2,1) (2,1) (5,22)]', 'L12a410'],
 ['t00729', (0, 1), 'SFS [S2: (2,1) (3,1) (11,9)]', 'K12a591'],
 ['t00729', (1, 1), 'SFS [S2: (2,1) (5,3) (20,-11)]', 'L14n19571'],
 ['t00787', (1, 1), 'SFS [S2: (2,1) (3,2) (5,17)]', 'K12a118'],
 ['t00787', (0, 1), 'SFS [S2: (2,1) (3,1) (14,11)]', 'L12a872'],
 ['t00787', (-1, 1), 'SFS [S2: (2,1) (5,3) (25,-14)]', 'K14n1041'],
 ['t00826', (-1, 1), 'SFS [S2: (2,1) (4,3) (29,-17)]', 'L14n13490'],
 ['t00855', (1, 1), 'SFS [S2: (2,1) (4,3) (31,-18)]', 'L14n13388'],
 ['t00873', (1, 1), 'SFS [S2: (2,1) (4,3) (9,7)]', 'L12a492'],
 ['t00932', (-1, 1), 'SFS [S2: (2,1) (4,3) (11,8)]', 'L12a595'],
 ['t01033', (0, 1), 'SFS [S2: (3,1) (4,1) (4,7)]', 'L12a1058'],
 ['t01033', (-1, 1), 'SFS [S2: (2,1) (7,3) (13,-4)]', 'K14n11667'],
 ['t01033', (1, 1), 'SFS [S2: (2,1) (5,4) (7,2)]', 'K12a420'],
 ['t01037', (0, 1), 'SFS [S2: (3,1) (4,3) (5,4)]', 'K12a1028'],
 ['t01037', (1, 1), 'SFS [S2: (2,1) (7,3) (14,-5)]', 'L14n26041'],
 ['t01037', (-1, 1), 'SFS [S2: (2,1) (4,1) (7,9)]', 'L12a530'],
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 ['o9_14136', (0, 1), 'SFS [S2: (3,1) (5,2) (6,5)]', 'K13a2317'],
 ['o9_14359', (0, 1), 'SFS [S2: (3,2) (5,3) (11,-4)]', 'K13n2973'],
 ['o9_14364', (0, 1), 'SFS [S2: (5,3) (5,3) (9,-5)]', 'K14n8724'],
 ['o9_14376', (0, 1), 'SFS [S2: (2,1) (3,1) (19,27)]', 'K13a1572'],
 ['o9_14495', (0, 1), 'SFS [S2: (5,2) (5,3) (9,-2)]', 'K14n2467'],
 ['o9_14599', (0, 1), 'SFS [S2: (2,1) (7,3) (12,7)]', 'L13a2383'],
 ['o9_14599', (-1, 1), 'SFS [S2: (4,3) (5,2) (5,7)]', 'K13a1248'],
 ['o9_14974', (0, 1), 'SFS [S2: (3,2) (5,2) (9,4)]', 'L13a3322'],
 ['o9_15506', (0, 1), 'SFS [S2: (5,2) (7,5) (7,-2)]', 'K14n2475'],
 ['o9_15633', (0, 1), 'SFS [S2: (2,1) (5,3) (13,8)]', 'K12a17'],
 ['o9_15808', (0, 1), 'SFS [S2: (3,2) (4,3) (7,-4)]', 'K12n471'],
 ['o9_15997', (0, 1), 'SFS [S2: (3,2) (5,2) (11,7)]', 'K13a2033'],
 ['o9_16065', (0, 1), 'SFS [S2: (2,1) (5,2) (13,21)]', 'K13a581'],
 ['o9_16141', (0, 1), 'SFS [S2: (2,1) (5,3) (12,17)]', 'L13a2527'],
 ['o9_16157', (0, 1), 'SFS [S2: (3,1) (5,2) (8,13)]', 'K13a1470'],
 ['o9_16181', (0, 1), 'SFS [S2: (2,1) (5,2) (12,17)]', 'L13a2226'],
 ['o9_16319', (0, 1), 'SFS [S2: (4,3) (5,2) (8,5)]', 'L13a3098'],
 ['o9_16356', (0, 1), 'SFS [S2: (4,3) (5,2) (7,3)]', 'K13a1469'],
 ['o9_16431', (0, 1), 'SFS [S2: (4,3) (5,3) (8,-3)]', 'L13n4571'],
 ['o9_16514', (0, 1), 'SFS [S2: (3,2) (4,3) (8,-5)]', 'L12n1019'],
 ['o9_16527', (0, 1), 'SFS [S2: (3,1) (5,2) (7,10)]', 'K13a3098'],
 ['o9_16642', (0, 1), 'SFS [S2: (3,2) (5,3) (12,5)]', 'K13a769'],
 ['o9_16748', (0, 1), 'SFS [S2: (3,1) (5,3) (8,5)]', 'K12a220'],
 ['o9_16920', (-1, 1), 'SFS [S2: (2,1) (3,2) (5,13)]', 'K11a11'],
 ['o9_17382', (0, 1), 'SFS [S2: (5,2) (7,3) (7,-2)]', 'K14n2506'],
 ['o9_17450', (0, 1), 'SFS [S2: (4,3) (7,3) (8,-3)]', 'L14n24803'],
 ['o9_17450', (-1, 1), 'SFS [S2: (3,2) (4,3) (7,5)]', 'K12a275'],
 ['o9_18633', (0, 1), 'SFS [S2: (5,3) (7,3) (8,-3)]', 'K14n7251'],
 ['o9_18813', (0, 1), 'SFS [S2: (2,1) (3,2) (13,8)]', 'K11a32'],
 ['o9_19130', (0, 1), 'SFS [S2: (2,1) (3,2) (11,7)]', 'K11a34'],
 ['o9_19396', (1, 1), 'SFS [S2: (3,2) (3,2) (10,-7)]', 'K12n573'],
 ['o9_19645', (0, 1), 'SFS [S2: (2,1) (7,4) (11,-4)]', 'K13n3994'],
 ['o9_19724', (-1, 1), 'SFS [S2: (3,2) (4,3) (11,-4)]', 'K13n2356'],
 ['o9_20029', (-1, 1), 'SFS [S2: (3,2) (4,3) (13,-5)]', 'K13n2367'],
 ['o9_20219', (0, 1), 'SFS [S2: (2,1) (2,1) (29,18)]', 'L12a331'],
 ['o9_20305', (0, 1), 'SFS [S2: (3,1) (3,2) (14,-5)]', 'K13n3058'],
 ['o9_20364', (0, 1), 'SFS [S2: (2,1) (7,5) (11,-4)]', 'K13n1578'],
 ['o9_20472', (0, 1), 'SFS [S2: (2,1) (8,5) (11,-4)]', 'L13n2591'],
 ['o9_21195', (0, 1), 'SFS [S2: (2,1) (4,3) (19,-7)]', 'L13n2720'],
 ['o9_21496', (0, 1), 'SFS [S2: (3,2) (4,3) (8,-5)]', 'L12n1019'],
 ['o9_21513', (0, 1), 'SFS [S2: (3,2) (5,4) (8,-3)]', 'K13n2394'],
 ['o9_21620', (0, 1), 'SFS [S2: (2,1) (3,2) (24,-7)]', 'L13n5907'],
 ['o9_21918', (0, 1), 'SFS [S2: (3,1) (3,2) (8,3)]', 'K11a108'],
 ['o9_22252', (0, 1), 'SFS [S2: (3,2) (7,5) (8,-3)]', 'K13n1574'],
 ['o9_22607', (0, 1), 'SFS [S2: (2,1) (4,1) (13,4)]', 'L13a1949'],
 ['o9_22607', (1, 1), 'SFS [S2: (3,1) (3,1) (11,5)]', 'K13a4839'],
 ['o9_22663', (-1, 1), 'SFS [S2: (3,2) (3,2) (8,5)]', 'K11a100'],
 ['o9_22698', (0, 1), 'SFS [S2: (2,1) (2,1) (13,34)]', 'L12a367'],
 ['o9_22925', (0, 1), 'SFS [S2: (2,1) (5,2) (8,5)]', 'L11a157'],
 ['o9_23023', (0, 1), 'SFS [S2: (2,1) (3,2) (13,21)]', 'K12a99'],
 ['o9_23032', (0, 1), 'SFS [S2: (4,3) (5,2) (5,-3)]', 'K12n274'],
 ['o9_23179', (1, 1), 'SFS [S2: (3,2) (4,3) (8,-3)]', 'L12n1094'],
 ['o9_23263', (0, 1), 'SFS [S2: (2,1) (7,3) (9,4)]', 'K13a3593'],
 ['o9_23461', (0, 1), 'SFS [S2: (3,2) (5,3) (7,-2)]', 'K12n337'],
 ['o9_23660', (0, 1), 'SFS [S2: (2,1) (8,3) (9,4)]', 'L13a1894'],
 ['o9_23723', (0, 1), 'SFS [S2: (2,1) (8,5) (9,-2)]', 'L13n2574'],
 ['o9_23955', (0, 1), 'SFS [S2: (3,1) (4,3) (10,3)]', 'L13a4275'],
 ['o9_23961', (1, 1), 'SFS [S2: (2,1) (3,1) (7,24)]', 'K13a3136'],
 ['o9_23971', (0, 1), 'SFS [S2: (3,2) (5,2) (7,-2)]', 'L12n978'],
 ['o9_23977', (0, 1), 'SFS [S2: (2,1) (7,3) (8,5)]', 'L12a626'],
 ['o9_24069', (0, 1), 'SFS [S2: (2,1) (3,2) (26,-7)]', 'L13n5005'],
 ['o9_24126', (-1, 1), 'SFS [S2: (3,2) (7,5) (7,-2)]', 'K13n2273'],
 ['o9_24149', (0, 1), 'SFS [S2: (3,1) (3,1) (10,13)]', 'K13a4830'],
 ['o9_24183', (1, 0), 'SFS [S2: (2,1) (2,1) (31,44)]', 'L13a1362'],
 ['o9_24407', (0, 1), 'SFS [S2: (3,2) (5,2) (11,-4)]', 'L13n4954'],
 ['o9_24592', (0, 1), 'SFS [S2: (2,1) (3,2) (11,3)]', 'K11a33'],
 ['o9_24886', (-1, 1), 'SFS [S2: (3,2) (7,3) (8,5)]', 'K13a1227'],
 ['o9_24889', (0, 1), 'SFS [S2: (2,1) (7,3) (7,10)]', 'K13a3134'],
 ['o9_25341', (0, 1), 'SFS [S2: (2,1) (3,2) (16,-7)]', 'L12n882'],
 ['o9_25709', (0, 1), 'SFS [S2: (2,1) (5,2) (8,-3)]', 'L11n129'],
 ['o9_25832', (0, 1), 'SFS [S2: (2,1) (3,2) (20,-11)]', 'L13n3759'],
 ['o9_26141', (0, 1), 'SFS [S2: (2,1) (5,3) (15,-4)]', 'K13n111'],
 ['o9_26767', (0, 1), 'SFS [S2: (3,1) (5,2) (7,-2)]', 'K12n146'],
 ['o9_27107', (-1, 1), 'SFS [S2: (3,2) (4,3) (7,-5)]', 'K12n343'],
 ['o9_27261', (0, 1), 'SFS [S2: (2,1) (2,1) (29,21)]', 'L12a188'],
 ['o9_27371', (1, 1), 'SFS [S2: (3,2) (3,2) (14,-3)]', 'K13n2678'],
 ['o9_27392', (0, 1), 'SFS [S2: (2,1) (3,2) (23,7)]', 'K13a238'],
 ['o9_27429', (-1, 1), 'SFS [S2: (3,2) (4,3) (11,-3)]', 'K13n2360'],
 ['o9_27480', (0, 1), 'SFS [S2: (2,1) (5,2) (13,4)]', 'K13a578'],
 ['o9_27737', (1, 1), 'SFS [S2: (2,1) (3,1) (13,16)]', 'K13a3111'],
 ['o9_27767', (0, 1), 'SFS [S2: (4,3) (5,3) (8,-3)]', 'L13n4571'],
 ['o9_28113', (1, 1), 'SFS [S2: (3,2) (3,2) (13,3)]', 'K13a2882'],
 ['o9_28153', (0, 1), 'SFS [S2: (2,1) (5,3) (7,12)]', 'K12a21'],
 ['o9_28529', (1, 0), 'SFS [S2: (2,1) (5,3) (16,7)]', 'L13a2219'],
 ['o9_28592', (-1, 1), 'SFS [S2: (3,2) (5,2) (9,4)]', 'L13a3322'],
 ['o9_28746', (0, 1), 'SFS [S2: (2,1) (3,2) (17,12)]', 'K12a82'],
 ['o9_28751', (1, 0), 'SFS [S2: (2,1) (7,5) (9,-2)]', 'K13n1491'],
 ['o9_28810', (0, 1), 'SFS [S2: (3,2) (5,3) (7,5)]', 'L12a1072'],
 ['o9_29246', (0, 1), 'SFS [S2: (2,1) (2,1) (27,35)]', 'L13a710'],
 ['o9_29436', (1, 1), 'SFS [S2: (4,3) (5,3) (7,3)]', 'K13a842'],
 ['o9_30375', (0, 1), 'SFS [S2: (2,1) (5,2) (8,13)]', 'L12a516'],
 ['o9_30650', (0, 1), 'SFS [S2: (2,1) (7,4) (10,-7)]', 'L13n4356'],
 ['o9_30650', (-1, 1), 'SFS [S2: (2,1) (5,3) (13,-9)]', 'K13n109'],
 ['o9_30790', (1, 1), 'SFS [S2: (3,2) (5,2) (7,10)]', 'L13a4191'],
 ['o9_32257', (0, 1), 'SFS [S2: (2,1) (3,1) (11,7)]', 'K11a257'],
 ['o9_35682', (0, 1), 'SFS [S2: (2,1) (2,1) (19,8)]', 'L11a89'],
 ['o9_35772', (0, 1), 'SFS [S2: (2,1) (2,1) (17,10)]', 'L11a109'],
 ['o9_37685', (0, 1), 'SFS [S2: (2,1) (7,3) (7,-2)]', 'K12n308'],
 ['o9_39162', (0, 1), 'SFS [S2: (3,2) (5,2) (5,-1)]', 'K12n278'],
 ['o9_39608', (0, 1), 'SFS [S2: (3,1) (5,3) (8,-3)]', 'K12n301'],
 ['o9_40052', (0, 1), 'SFS [S2: (2,1) (4,3) (17,-10)]', 'L13n2676'],
 ['o9_40363', (0, 1), 'SFS [S2: (3,2) (4,3) (7,-3)]', 'K12n479'],
 ['o9_41372', (0, 1), 'SFS [S2: (2,1) (4,3) (13,-5)]', 'L12n666']]

Remark: For the 8 SFS slopes where the Montesinos links are known to be not QA we can use Motegi's work to check if they admit other descriptions as DBC.

We remove the SFS slopes from the exceptional slopes.

exceptional_slopes=[x for x in exceptional_slopes if x not in [[y[0],y[1]] for y in QA_SFS_slopes+unclear_SFS_slopes]]
len(exceptional_slopes)

623

The remaining slopes are slopes to SFS over RP2 or graph manifolds. We use Dunfield's code to find explicit branching sets for all of them and then we try to identify the branching set as QA.

#### This is Dunfield's util.py from his exceptional census

####  for a snappy manifold M descibed as a single filling of a cusp (so do filled_triangulation() as needed) 
####  the command regina_name(M) gives what regina identifies M as

"""

This file provides functions for working with Regina (with a little
help from SnapPy) to:

1. Give a standard name ("identify") manifolds, especially Seifert and
   graph manifolds.

2. Find essential tori.

3. Try to compute the JSJ decomposition.

"""

import regina
import snappy
import re
import networkx as nx

def appears_hyperbolic(M):
    acceptable = ['all tetrahedra positively oriented',
                  'contains negatively oriented tetrahedra']
    return M.solution_type() in acceptable and M.volume() > 0

def children(packet):
    child = packet.firstChild()
    while child:
        yield child
        child = child.nextSibling()

def to_regina(data):
    if hasattr(data, '_to_string'):
        data = data._to_string()
    if isinstance(data, str):
        if data.find('(') > -1:
            data = closed_isosigs(data)[0]
        return regina.Triangulation3(data)
    assert isinstance(data, regina.Triangulation3)
    return data

def extract_vector(surface):
    """
    Extract the raw vector of the (almost) normal surface in Regina's
    NS_STANDARD coordinate system.
    """
    S = surface
    T = S.triangulation()
    n = T.countTetrahedra()
    ans = []
    for i in range(n):
        for j in range(4):
            ans.append(S.triangles(i, j))
        for j in range(3):
            ans.append(S.quads(i, j))
    A = regina.NormalSurface(T, regina.NS_STANDARD, ans)
    assert A.sameSurface(S)
    return ans

def haken_sum(S1, S2):
    T = S1.triangulation()
    assert S1.locallyCompatible(S2)
    v1, v2 = extract_vector(S1), extract_vector(S2)
    sum_vec = [x1 + x2 for x1, x2 in zip(v1, v2)]
    A = regina.NormalSurface(T, regina.NS_STANDARD, sum_vec)
    assert S1.locallyCompatible(A) and S2.locallyCompatible(A)
    assert S1.eulerChar() + S2.eulerChar() == A.eulerChar()
    return A


def census_lookup(regina_tri):
    """
    Should the input triangulation be in Regina's census, return the
    name of the manifold, dropping the triangulation number.
    """
    hits = regina.Census.lookup(regina_tri)
    hit = hits.first()
    if hit is not None:
        name = hit.name()
        match = re.search('(.*) : #\d+$', name)
        if match:
            return match.group(1)
        else:
            return match

def standard_lookup(regina_tri):
    match = regina.StandardTriangulation.isStandardTriangulation(regina_tri)
    if match:
        return match.manifold()

def closed_isosigs(snappy_manifold, trys=20, max_tets=50):
    """
    Generate a slew of 1-vertex triangulations of a closed manifold
    using SnapPy.
    
    >>> M = snappy.Manifold('m004(1,2)')
    >>> len(closed_isosigs(M, trys=5)) > 0
    True
    """
    M = snappy.Manifold(snappy_manifold)
    assert M.cusp_info('complete?') == [False]
    surgery_descriptions = [M.copy()]

    try:
        for curve in M.dual_curves():
            N = M.drill(curve)
            N.dehn_fill((1,0), 1)
            surgery_descriptions.append(N.filled_triangulation([0]))
    except snappy.SnapPeaFatalError:
        pass

    if len(surgery_descriptions) == 1:
        # Try again, but unfill the cusp first to try to find more
        # dual curves.
        try:
            filling = M.cusp_info(0).filling
            N = M.copy()
            N.dehn_fill((0, 0), 0)
            N.randomize()
            for curve in N.dual_curves():
                D = N.drill(curve)
                D.dehn_fill([filling, (1,0)])
                surgery_descriptions.append(D.filled_triangulation([0]))
        except snappy.SnapPeaFatalError:
            pass

    ans = set()
    for N in surgery_descriptions:
        for i in range(trys):
            T = N.filled_triangulation()
            if T._num_fake_cusps() == 1:
                n = T.num_tetrahedra()
                if n <= max_tets:
                    ans.add((n, T.triangulation_isosig(decorated=False)))
            N.randomize()

    return [iso for n, iso in sorted(ans)]

def best_match(matches):
    """
    Prioritize the most concise description that Regina provides to
    try to avoid things like the Seifert fibered space of a node being
    a solid torus or having several nodes that can be condensed into a
    single Seifert fibered piece.
    """
    
    def score(m):
        if isinstance(m, regina.SFSpace):
            s = 0
        elif isinstance(m, regina.GraphLoop):
            s = 1
        elif isinstance(m, regina.GraphPair):
            s = 2
        elif isinstance(m, regina.GraphTriple):
            s = 3
        elif m is None:
            s = 10000
        else:
            s = 4
        return (s, str(m))
    return min(matches, key=score)

def identify_with_torus_boundary(regina_tri):
    """
    Use the combined power of Regina and SnapPy to try to give a name
    to the input manifold.
    """
    
    kind, name = None, None
    
    P = regina_tri.clone()
    P.finiteToIdeal()
    P.intelligentSimplify()
    M = snappy.Manifold(P.isoSig())
    M.simplify()
    if appears_hyperbolic(M):
        for i in range(100):
            if M.solution_type() == 'all tetrahedra positively oriented':
                break
            M.randomize()
        
        if not M.verify_hyperbolicity(bits_prec=100):
            raise RuntimeError('Cannot prove hyperbolicity for ' +
                               M.triangulation_isosig())
        kind = 'hyperbolic'
        ids = M.identify()
        if ids:
            name = ids[0].name()
    else:
        match = standard_lookup(regina_tri)
        if match is None:
            Q = P.clone()
            Q.idealToFinite()
            Q.intelligentSimplify()
            match = standard_lookup(Q)
        if match is not None:
            kind = match.__class__.__name__
            name = str(match)
        else:
            name = P.isoSig()
    return kind, name
            
    
    

def is_toroidal(regina_tri):
    """
    Checks for essential tori and returns the pieces of the
    associated partial JSJ decomposition.
    
    >>> T = to_regina('hLALAkbccfefgglpkusufk')  # m004(4,1)
    >>> is_toroidal(T)[0]
    True
    >>> T = to_regina('hvLAQkcdfegfggjwajpmpw')  # m004(0,1)
    >>> is_toroidal(T)[0]
    True
    >>> T = to_regina('nLLLLMLPQkcdgfihjlmmlkmlhshnrvaqtpsfnf')  # 5_2(10,1)
    >>> T.isHaken()
    True
    >>> is_toroidal(T)[0]
    False

    Note: currently checks all fundamental normal tori; possibly
    the theory lets one just check *vertex* normal tori.
    """
    T = regina_tri
    assert T.isZeroEfficient()
    surfaces = regina.NNormalSurfaceList.enumerate(T,
                          regina.NS_QUAD, regina.NS_FUNDAMENTAL)
    for i in range(surfaces.size()):
        S = surfaces.surface(i)
        if S.eulerChar() == 0:
            if not S.isOrientable():
                S = S.doubleSurface()
            assert S.isOrientable()
            X = S.cutAlong()
            X.intelligentSimplify()
            X.splitIntoComponents()
            pieces = list(children(X))
            if all(not C.hasCompressingDisc() for C in pieces):
                ids = [identify_with_torus_boundary(C) for C in pieces]
                return (True, sorted(ids))
                
    return (False, None)


def decompose_along_tori(regina_tri):
    """
    First, finds all essential normal tori in the manifold associated
    with fundamental normal surfaces.  Then takes a maximal disjoint
    collection of these tori, namely the one with the fewest tori
    involved, and cuts the manifold open along it.  It tries to
    identify the pieces, removing any (torus x I) components. 

    Returns: (has essential torus, list of pieces)

    Note: This may fail to be the true JSJ decomposition because there
    could be (torus x I)'s in the list of pieces and it might well be
    possible to amalgamate some of the pieces into a single SFS.
    """
    
    T = regina_tri
    assert T.isZeroEfficient()
    essential_tori = []
    surfaces = regina.NNormalSurfaceList.enumerate(T,
                          regina.NS_QUAD, regina.NS_FUNDAMENTAL)
    for i in range(surfaces.size()):
        S = surfaces.surface(i)
        if S.eulerChar() == 0:
            if not S.isOrientable():
                S = S.doubleSurface()
            assert S.isOrientable()
            X = S.cutAlong()
            X.intelligentSimplify()
            X.splitIntoComponents()
            pieces = list(children(X))
            if all(not C.hasCompressingDisc() for C in pieces):
                essential_tori.append(S)

    if len(essential_tori) == 0:
        return False, None
    
    D = nx.Graph()
    for a, A in enumerate(essential_tori):
        for b, B in enumerate(essential_tori):
            if a < b:
                if A.disjoint(B):
                    D.add_edge(a, b)

    cliques = list(nx.find_cliques(D))
    if len(cliques) == 0:
        clique = [0]
    else:
        clique = min(cliques, key=len)
    clique = [essential_tori[c] for c in clique]
    A = clique[0]
    for B in clique[1:]:
        A = haken_sum(A, B)

    X = A.cutAlong()
    X.intelligentSimplify()
    X.splitIntoComponents()
    ids = [identify_with_torus_boundary(C) for C in list(children(X))]
    # Remove products
    ids = [i for i in ids if i[1] not in ('SFS [A: (1,1)]', 'A x S1')]
    return (True, sorted(ids))

def regina_name(closed_snappy_manifold, trys=100):
    """
    >>> regina_name('m004(1,0)')
    'S3'
    >>> regina_name('s006(-2, 1)')
    'SFS [A: (5,1)] / [ 0,-1 | -1,0 ]'
    >>> regina_name('m010(-1, 1)')
    'L(3,1) # RP3'
    >>> regina_name('m022(-1,1)')
    'SFS [S2: (3,2) (3,2) (4,-3)]'
    >>> regina_name('v0004(0, 1)')
    'SFS [S2: (2,1) (4,1) (15,-13)]'
    >>> regina_name('m305(1, 0)')
    'L(3,1) # RP3'
    """
    M = snappy.Manifold(closed_snappy_manifold)
    isosigs = closed_isosigs(M, trys=trys, max_tets=25)
    if len(isosigs) == 0:
        return
    T = to_regina(isosigs[0])
    if T.isIrreducible():
        if T.countTetrahedra() <= 11:
            for i in range(3):
                T.simplifyExhaustive(i)
                name = census_lookup(T)
                if name is not None:
                    return name
            
        matches = [standard_lookup(to_regina(iso)) for iso in isosigs]
        match = best_match(matches)
        if match is not None:
            return str(match)
    else:
        T.connectedSumDecomposition()
        pieces = [regina_name(P) for P in children(T)]
        if None not in pieces:
            return ' # '.join(sorted(pieces))

if __name__ == '__main__':
    import doctest
    print(doctest.testmod())

<>:84: DeprecationWarning: invalid escape sequence \d
<>:84: DeprecationWarning: invalid escape sequence \d
<ipython-input-20-4bef5675ef00>:84: DeprecationWarning: invalid escape sequence \d
  match = re.search('(.*) : #\d+$', name)
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing absolute_igusa_invariants_kohel from here is deprecated. If you need to use it, please import it directly from sage.schemes.hyperelliptic_curves.invariants
See https://trac.sagemath.org/28064 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing absolute_igusa_invariants_wamelen from here is deprecated. If you need to use it, please import it directly from sage.schemes.hyperelliptic_curves.invariants
See https://trac.sagemath.org/28064 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: this is being removed from the global namespace
See https://trac.sagemath.org/25785 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing all_max_clique from here is deprecated. If you need to use it, please import it directly from sage.graphs.cliquer
See https://trac.sagemath.org/26200 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing backtrack_all from here is deprecated. If you need to use it, please import it directly from sage.games.sudoku_backtrack
See https://trac.sagemath.org/27066 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing berlekamp_massey from here is deprecated. If you need to use it, please import it directly from sage.matrix.berlekamp_massey
See https://trac.sagemath.org/27066 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: this is being removed from the global namespace
See https://trac.sagemath.org/25785 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing buzzard_tpslopes from here is deprecated. If you need to use it, please import it directly from sage.modular.buzzard
See https://trac.sagemath.org/27066 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing clebsch_invariants from here is deprecated. If you need to use it, please import it directly from sage.schemes.hyperelliptic_curves.invariants
See https://trac.sagemath.org/28064 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing clique_number from here is deprecated. If you need to use it, please import it directly from sage.graphs.cliquer
See https://trac.sagemath.org/26200 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing convergents from here is deprecated. If you need to use it, please import it directly from sage.rings.continued_fraction
See https://trac.sagemath.org/27066 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:511: DeprecationWarning: sage.interacts.debugger is deprecated because it is meant for the deprecated Sage Notebook
See https://trac.sagemath.org/27531 for details.
  return hasattr(f, '__wrapped__')
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing designs_from_XML from here is deprecated. If you need to use it, please import it directly from sage.combinat.designs.ext_rep
See https://trac.sagemath.org/27066 for details.
  while _is_wrapper(func):
/usr/lib/python3.8/inspect.py:520: DeprecationWarning: 
Importing designs_from_XML_url from here is deprecated. If you need to use it, please import it directly from sage.combinat.designs.ext_rep
See https://trac.sagemath.org/27066 for details.
  while _is_wrapper(func):

---------------------------------------------------------------------------
ModuleNotFoundError                       Traceback (most recent call last)
<ipython-input-20-4bef5675ef00> in <module>
    350 if __name__ == '__main__':
    351     import doctest
--> 352     print(doctest.testmod())

/usr/lib/python3.8/doctest.py in testmod(m, name, globs, verbose, report, optionflags, extraglobs, raise_on_error, exclude_empty)
   1953         runner = DocTestRunner(verbose=verbose, optionflags=optionflags)
   1954 
-> 1955     for test in finder.find(m, name, globs=globs, extraglobs=extraglobs):
   1956         runner.run(test)
   1957 

/usr/lib/python3.8/doctest.py in find(self, obj, name, module, globs, extraglobs)
    937         # Recursively explore `obj`, extracting DocTests.
    938         tests = []
--> 939         self._find(tests, obj, name, module, source_lines, globs, {})
    940         # Sort the tests by alpha order of names, for consistency in
    941         # verbose-mode output.  This was a feature of doctest in Pythons

/usr/lib/python3.8/doctest.py in _find(self, tests, obj, name, module, source_lines, globs, seen)
    996                 valname = '%s.%s' % (name, valname)
    997                 # Recurse to functions & classes.
--> 998                 if ((inspect.isroutine(inspect.unwrap(val))
    999                      or inspect.isclass(val)) and
   1000                     self._from_module(module, val)):

/usr/lib/python3.8/inspect.py in unwrap(func, stop)
    518     memo = {id(f): f}
    519     recursion_limit = sys.getrecursionlimit()
--> 520     while _is_wrapper(func):
    521         func = func.__wrapped__
    522         id_func = id(func)

/usr/lib/python3.8/inspect.py in _is_wrapper(f)
    509     if stop is None:
    510         def _is_wrapper(f):
--> 511             return hasattr(f, '__wrapped__')
    512     else:
    513         def _is_wrapper(f):

/usr/lib/python3/dist-packages/sage/misc/lazy_import.pyx in sage.misc.lazy_import.LazyImport.__getattr__ (build/cythonized/sage/misc/lazy_import.c:3536)()
    319             True
    320         """
--> 321         return getattr(self.get_object(), attr)
    322 
    323     # We need to wrap all the slot methods, as they are not forwarded

/usr/lib/python3/dist-packages/sage/misc/lazy_import.pyx in sage.misc.lazy_import.LazyImport.get_object (build/cythonized/sage/misc/lazy_import.c:2347)()
    186         if likely(self._object is not None):
    187             return self._object
--> 188         return self._get_object()
    189 
    190     cpdef _get_object(self):

/usr/lib/python3/dist-packages/sage/misc/lazy_import.pyx in sage.misc.lazy_import.LazyImport._get_object (build/cythonized/sage/misc/lazy_import.c:2586)()
    218         elif self._at_startup and not startup_guard:
    219             print('Option ``at_startup=True`` for lazy import {0} not needed anymore'.format(self._name))
--> 220         self._object = getattr(__import__(self._module, {}, {}, [self._name]), self._name)
    221         name = self._as_name
    222         if self._deprecation is not None:

ModuleNotFoundError: No module named 'sagenb'

def fill_triangulation(M):
    '''
    Fills all cusps but one.
    '''
    if M.num_cusps()==1:
        return M
    M=M.filled_triangulation([0])
    M=fill_triangulation(M)
    return M

DBChomologies = pandas.read_csv("DBChomologies_non_alternating.csv") # We load a list of all non alternating links in the HTLinkExteriors together with their homologies (if the homology is cyclic) and their crossing numbers.
### REMARK: To build the list we need to run the code in the file Build_DBChomologies which takes around 60 minutes. Here we just load it.

def double_branched_cover(link):
    """
    Returns the double branched cover of the link.
    """
    L=link.copy()
    for i in range(L.num_cusps()):
        L.dehn_fill((2,0),i)
    for cov in L.covers(2):
        if (2.0, 0.0) not in cov.cusp_info('filling'):
            return cov

def better_is_isometric_to(X,Y,index):
    """
    Returns True if X and Y are isometric.
    Returns False if X and Y have different homologies. TO DO: Use volume to rigorously distinguish X and Y.
    Returns 'unclear' if SnapPy cannot verify it.
    The higher the index the harder SnapPy tries.
    """     
    w='unclear'
    if X.homology()!=Y.homology():
        w=False
    if w=='unclear':
        for i in (0,index):
            try:
                w=X.is_isometric_to(Y)
            except RuntimeError:
                pass
            except snappy.SnapPeaFatalError:
                pass
            if w==True:
                break
            if w==False:
                w='unclear'
            X.randomize()
            Y.randomize()
            i=i+1
    return w

def possible_DBC(homologies,max_crossings=15):
    """
    Takes a list of orders of homologies and returns a list consisting of all DBC of alternating links in the HT link table with that homologies together with the link names.
    """
    DBCList=[]
    LINKS=[]
    for order in homologies:
        LINKS=LINKS+DBChomologies.loc[(DBChomologies['homology']==order) & (DBChomologies['crossings']<=max_crossings)]['knot'].tolist()
    for link in LINKS:
        L=snappy.Manifold(link)
        D=double_branched_cover(L)
        DBCList.append([D,link])
    return DBCList

### The following two functions are written by Dunfield and search for positive triangulations.

def all_positive(manifold):
    return manifold.solution_type() == 'all tetrahedra positively oriented'

def find_positive_triangulation(manifold, tries=100):
    M = manifold.copy()
    for i in range(tries):
        if all_positive(M):
            return M
        M.randomize()
    for d in M.dual_curves():
        X = M.drill(d)
        X = X.filled_triangulation()
        X.dehn_fill((1,0))
        for i in range(tries):
            if all_positive(X):
                return X
            X.randomize()

    # In the closed case, here is another trick.
    if all(not c for c in M.cusp_info('is_complete')):
        for i in range(tries):
            # Drills out a random edge
            X = M.__class__(M.filled_triangulation())
            if all_positive(X):
                return X
            M.randomize()
            
def better_find_positive_triangulation(M,tries=1):
    '''
    Search for a positive triangulation, but ignores errors.
    '''
    RandomizeCount=0
    while RandomizeCount<tries:
        try:
            X=find_positive_triangulation(M)
            return X
        except snappy.SnapPeaFatalError:
            M.randomize()
            RandomizeCount=RandomizeCount+1
    return None

def is_dbc_slope(knot,slope,try_hard=False,index=10,tries=1,max_cro=15):
    '''
    Checks if the slope is a dbc slope.
    '''
    K=snappy.Manifold(knot)
    K.dehn_fill(slope)
    DBC=possible_DBC([K.homology().order()],max_crossings=max_cro) 
    for D in DBC:
        w=better_is_isometric_to(D[0],K,index)
        if w==True:
            return [slope,D[1]]
    if try_hard:
        X=better_find_positive_triangulation(K,tries)
        if X is not None:
            for D in DBC:
                Y=better_find_positive_triangulation(D[0],tries)
                if Y is not None:
                    w=better_is_isometric_to(X,Y,index)
                    if w==True:
                        return [slope,D[1]]
    return False

start_time = time.time()

other_NON_HYPERBOLIC_DBC_slopes=[]
UNCLEAR=[]

for [knot,slope] in exceptional_slopes:
    print(knot,slope)
    K=snappy.Manifold(knot)
    K.dehn_fill(slope)
    K_reg=regina_name(K)
    DBC=possible_DBC([K.homology().order()],max_crossings=15)
    has_alter=False
    for D in DBC:
        DF=fill_triangulation(D[0])
        if regina_name(DF)==K_reg:
            other_NON_HYPERBOLIC_DBC_slopes.append([knot,slope,K_reg,D[1]])
            print([knot,slope,K_reg,D[1]])
            has_alter=True
            break
    if has_alter==False:
        UNCLEAR.append([knot,slope])
        print('unclear')
        
print("--- Time taken: %s hours ---" % ((time.time() - start_time)/3600))

m016 (-2, 1)
['m016', (-2, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]', 'L9n11']
m016 (2, 1)
['m016', (2, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,1 | 0,1 ]', 'L10n24']
m071 (2, 1)
['m071', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,-1 | 0,1 ]', 'L12n763']
m082 (2, 1)
['m082', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]', 'K10n9']
m082 (-2, 1)
['m082', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,1 | 0,1 ]', 'K11n37']
m103 (2, 1)
['m103', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,-1 | 0,1 ]', 'K12n97']
m118 (1, 1)
['m118', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]', 'L10n21']
m118 (-2, 1)
['m118', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]', 'K10n9']
m144 (-2, 1)
['m144', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ -1,1 | 1,0 ]', 'L11n164']
m144 (2, 1)
['m144', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,-1 | 0,1 ]', 'L12n763']
m194 (-2, 1)
['m194', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]', 'K12n245']
m198 (-2, 1)
['m198', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]', 'L12n1067']
m211 (2, 1)
['m211', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,1 | 0,1 ]', 'L12n652']
m223 (-1, 1)
['m223', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'L10n34']
m239 (2, 1)
['m239', (2, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]', 'L11n53']
m240 (1, 1)
['m240', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,1 ]', 'L11n131']
m270 (-1, 1)
['m270', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]', 'L11n56']
m276 (-1, 1)
['m276', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]', 'K11n21']
m281 (-1, 1)
['m281', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]', 'L11n50']
m281 (2, 1)
['m281', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]', 'K11n69']
s042 (-2, 1)
['s042', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]', 'K13n340']
s068 (2, 1)
['s068', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]', 'L13n2949']
s086 (-2, 1)
['s086', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ -1,1 | 1,0 ]', 'K12n103']
s086 (2, 1)
['s086', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]', 'K13n463']
s104 (1, 1)
['s104', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,-1 | 0,1 ]', 'L12n736']
s104 (-2, 1)
['s104', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]', 'K12n108']
s114 (1, 1)
['s114', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,-1 | 0,1 ]', 'K12n4']
s114 (-2, 1)
['s114', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ -1,1 | 1,0 ]', 'L12n758']
s294 (2, 1)
['s294', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]', 'K12n24']
s301 (-2, 1)
['s301', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ 1,-1 | 0,1 ]', 'L13n4791']
s308 (2, 1)
['s308', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]', 'K13n1172']
s336 (1, 1)
['s336', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]', 'L12n239']
s344 (-1, 1)
['s344', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ]', 'L12n644']
s346 (-1, 1)
['s346', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 0,1 ]', 'L12n667']
s346 (2, 1)
['s346', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]', 'K12n182']
s367 (-1, 1)
['s367', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]', 'L12n235']
s367 (2, 1)
['s367', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]', 'K12n215']
s369 (1, 1)
['s369', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]', 'L12n1066']
s384 (-1, 1)
['s384', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]', 'L11n100']
s407 (1, 1)
['s407', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ -1,1 | 1,0 ]', 'L12n1016']
s407 (-2, 1)
['s407', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]', 'K12n3']
s560 (1, 1)
['s560', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]', 'L13n2741']
s582 (1, 1)
['s582', (1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]', 'L12n775']
s652 (0, 1)
['s652', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 1,0 ]', 'L10n22']
s652 (1, 1)
['s652', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]', 'K10n12']
s652 (-1, 1)
['s652', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'K11n65']
s665 (-1, 1)
['s665', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 0,1 ]', 'L12n667']
s684 (-1, 1)
['s684', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]', 'L11n146']
s800 (1, 1)
['s800', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]', 'K12n290']
s849 (0, 1)
['s849', (0, 1), 'SFS [RP2/n2: (2,1) (5,3)]', 'L10n12']
v0082 (-2, 1)
['v0082', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,3)], m = [ 1,-1 | 0,1 ]', 'L14n24670']
v0114 (-2, 1)
['v0114', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,4)], m = [ 1,-1 | 0,1 ]', 'K14n1863']
v0165 (2, 1)
['v0165', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (6,5)], m = [ -1,1 | 1,0 ]', 'L13n4597']
v0165 (-2, 1)
['v0165', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (6,1)], m = [ 1,-1 | 0,1 ]', 'L14n24959']
v0220 (-1, 1)
['v0220', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,5)], m = [ 1,-1 | 0,1 ]', 'K13n220']
v0220 (2, 1)
['v0220', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (12,7)], m = [ -1,1 | 1,0 ]', 'L13n3828']
v0223 (-1, 1)
['v0223', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]', 'L13n2950']
v0223 (2, 1)
['v0223', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,8)], m = [ -1,1 | 1,0 ]', 'K13n381']
v0249 (2, 1)
['v0249', (2, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]', 'L14n13520']
v0319 (-2, 1)
['v0319', (-2, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]', 'L14n13245']
v0330 (-2, 1)
['v0330', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,-1 | 0,1 ]', 'L14n33049']
v0398 (-2, 1)
['v0398', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,2)], m = [ 1,-1 | 0,1 ]', 'K14n2581']
v0407 (-2, 1)
['v0407', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,3)], m = [ 1,-1 | 0,1 ]', 'K14n6028']
v0424 (-1, 1)
['v0424', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (13,9)], m = [ 0,1 | 1,1 ]', 'L13n925']
v0434 (2, 1)
['v0434', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (8,3)], m = [ 1,-1 | 0,1 ]', 'K14n3982']
v0497 (-1, 1)
['v0497', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (17,12)], m = [ 0,1 | 1,1 ]', 'L13n907']
v0545 (2, 1)
['v0545', (2, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,1 | 0,1 ]', 'L14n14773']
v0554 (-2, 1)
['v0554', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,3)], m = [ 1,-1 | 0,1 ]', 'L14n26943']
v0570 (-2, 1)
['v0570', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,3)], m = [ 1,-1 | 0,1 ]', 'K14n6028']
v0573 (2, 1)
['v0573', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,-1 | 0,1 ]', 'L14n32946']
v0707 (1, 1)
['v0707', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,4)], m = [ 1,1 | 0,1 ]', 'L13n768']
v0709 (-1, 1)
['v0709', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,1 ]', 'L13n2992']
v0715 (1, 1)
['v0715', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ 1,-1 | 0,1 ]', 'K13n262']
v0740 (-1, 1)
['v0740', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,5)], m = [ 1,1 | 0,1 ]', 'L13n749']
v0740 (2, 1)
['v0740', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,1)], m = [ -1,1 | 1,0 ]', 'K13n1267']
v0741 (-1, 1)
['v0741', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]', 'L13n2950']
v0759 (2, 1)
['v0759', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,2)], m = [ 1,-1 | 0,1 ]', 'K14n3026']
v0765 (2, 1)
['v0765', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,3)], m = [ 1,-1 | 0,1 ]', 'K14n3974']
v0830 (-1, 1)
['v0830', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ -1,1 | 1,0 ]', 'L11n167']
v0830 (2, 1)
['v0830', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,1 | 0,1 ]', 'K13n1465']
v0847 (1, 1)
['v0847', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,7)], m = [ 0,1 | 1,1 ]', 'K13n1985']
v0912 (-1, 1)
['v0912', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]', 'K13n678']
v0939 (2, 1)
['v0939', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]', 'L13n2570']
v0945 (-2, 1)
['v0945', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,2)], m = [ 1,-1 | 0,1 ]', 'K14n2719']
v0959 (-1, 1)
['v0959', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]', 'L12n558']
v1077 (-1, 1)
['v1077', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]', 'K13n221']
v1077 (2, 1)
['v1077', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (5,3)], m = [ -1,1 | 1,0 ]', 'L13n4390']
v1109 (1, 1)
['v1109', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]', 'L13n2562']
v1109 (-2, 1)
['v1109', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,2) (5,3)], m = [ -1,1 | 1,0 ]', 'K13n749']
v1269 (1, 1)
['v1269', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]', 'L14n13847']
v1359 (1, 1)
['v1359', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'K12n53']
v1392 (1, 1)
['v1392', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]', 'L13n2975']
v1423 (1, 1)
['v1423', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-1 ]', 'L12n216']
v1423 (-1, 1)
['v1423', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]', 'L14n14133']
v1423 (2, 1)
['v1423', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ -1,1 | 1,0 ]', 'K12n113']
v1425 (1, 1)
['v1425', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]', 'K12n454']
v1547 (1, 1)
['v1547', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]', 'K13n1472']
v1565 (1, 1)
['v1565', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]', 'L14n13847']
v1620 (-1, 1)
['v1620', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 1,0 ]', 'L13n3022']
v1690 (1, 1)
['v1690', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]', 'K13n37']
v1709 (1, 1)
['v1709', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]', 'L12n627']
v1716 (-1, 1)
['v1716', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]', 'L13n2570']
v1718 (1, 1)
['v1718', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]', 'L13n4362']
v1728 (-1, 1)
['v1728', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]', 'L13n4565']
v1810 (1, 1)
['v1810', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | 0,1 ]', 'K13n257']
v1832 (-1, 1)
['v1832', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]', 'L12n397']
v1839 (1, 1)
['v1839', (1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,-1 | 0,1 ]', 'L13n2723']
v1915 (0, 1)
['v1915', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 1,0 ]', 'K11n26']
v1915 (1, 1)
['v1915', (1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'L12n890']
v1921 (1, 1)
['v1921', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]', 'L13n4342']
v1986 (1, 1)
['v1986', (1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (5,2)], m = [ -1,1 | 1,0 ]', 'L13n3033']
v2024 (-1, 1)
['v2024', (-1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]', 'L13n4566']
v2090 (1, 1)
['v2090', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]', 'K13n3']
v2215 (-1, 1)
['v2215', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]', 'K12n189']
v2290 (-1, 1)
['v2290', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]', 'L11n69']
v2290 (1, 1)
['v2290', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]', 'L12n651']
v2325 (1, 1)
['v2325', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]', 'L13n2978']
v2384 (0, 1)
['v2384', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]', 'L11n90']
v2384 (1, 1)
['v2384', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]', 'K12n196']
v2900 (0, 1)
['v2900', (0, 1), 'SFS [RP2/n2: (3,2) (5,3)]', 'L11n79']
v3070 (1, 1)
['v3070', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,1 | 0,1 ]', 'L12n427']
v3105 (0, 1)
['v3105', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,1 | 1,0 ]', 'K10n8']
v3105 (1, 1)
['v3105', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'L10n30']
v3335 (-2, 1)
['v3335', (-2, 1), None, 'L12n109']
v3482 (0, 1)
['v3482', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]', 'L11n37']
v3482 (-1, 1)
['v3482', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]', 'K11n11']
t00110 (-2, 1)
['t00110', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,4)], m = [ 1,-1 | 0,1 ]', 'K15n7774']
t00146 (2, 1)
unclear
t00324 (-2, 1)
['t00324', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,6)], m = [ -1,1 | 1,0 ]', 'K14n1953']
t00324 (2, 1)
['t00324', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,1)], m = [ 1,-1 | 0,1 ]', 'K15n9223']
t00423 (1, 1)
['t00423', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 1,-1 | 0,1 ]', 'L14n24835']
t00423 (-2, 1)
['t00423', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (17,10)], m = [ -1,1 | 1,0 ]', 'K14n1963']
t00434 (-1, 1)
['t00434', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,7)], m = [ 1,-1 | 0,1 ]', 'K14n1349']
t00434 (2, 1)
['t00434', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (18,11)], m = [ -1,1 | 1,0 ]', 'L14n24714']
t00550 (2, 1)
unclear
t00621 (-2, 1)
unclear
t00729 (2, 1)
['t00729', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (9,2)], m = [ 1,-1 | 0,1 ]', 'K15n11977']
t00787 (-2, 1)
unclear
t00826 (-2, 1)
['t00826', (-2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (12,5)], m = [ 1,-1 | 0,1 ]', 'K15n19313']
t00855 (2, 1)
['t00855', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (13,5)], m = [ 1,-1 | 0,1 ]', 'K15n30341']
t00873 (-1, 1)
['t00873', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (23,16)], m = [ 0,1 | 1,1 ]', 'L14n3912']
t00932 (1, 1)
['t00932', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (27,19)], m = [ 0,1 | 1,1 ]', 'L14n3977']
t01033 (-2, 1)
unclear
t01037 (2, 1)
['t01037', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (9,5)], m = [ 1,-1 | 0,1 ]', 'K15n30344']
t01125 (-1, 1)
['t01125', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,4)], m = [ 1,-1 | 0,1 ]', 'L14n13638']
t01125 (2, 1)
['t01125', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (9,5)], m = [ -1,1 | 1,0 ]', 'K14n5010']
t01216 (-1, 1)
['t01216', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]', 'L14n13479']
t01268 (-1, 1)
['t01268', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,-1 | 0,1 ]', 'L14n13634']
t01268 (2, 1)
['t01268', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (12,7)], m = [ -1,1 | 1,0 ]', 'K14n3124']
t01292 (-1, 1)
['t01292', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (13,5)], m = [ -1,1 | 1,0 ]', 'L14n13354']
t01318 (-2, 1)
['t01318', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,3)], m = [ 1,-1 | 0,1 ]', 'K14n277']
t01368 (-2, 1)
['t01368', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]', 'L14n14714']
t01409 (-1, 1)
['t01409', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (12,7)], m = [ 1,-1 | 0,1 ]', 'L14n20308']
t01422 (1, 1)
['t01422', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,5)], m = [ 1,1 | 0,1 ]', 'L14n3340']
t01424 (1, 1)
['t01424', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,8)], m = [ 1,-1 | 0,1 ]', 'K14n1339']
t01440 (-1, 1)
['t01440', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,6)], m = [ 1,1 | 0,1 ]', 'L14n3337']
t01440 (2, 1)
['t01440', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,1)], m = [ -1,1 | 1,0 ]', 'K14n5488']
t01598 (1, 1)
['t01598', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (7,3)], m = [ 1,-1 | 0,1 ]', 'L14n32959']
t01636 (-1, 1)
['t01636', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (11,7)], m = [ -1,1 | 1,0 ]', 'L14n32800']
t01636 (2, 1)
['t01636', (2, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,4)], m = [ 1,-1 | 0,1 ]', 'K14n51']
t01646 (1, 1)
['t01646', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ 1,-1 | 0,1 ]', 'K14n2644']
t01690 (-1, 1)
['t01690', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (13,8)], m = [ -1,1 | 1,0 ]', 'K14n4920']
t01690 (2, 1)
['t01690', (2, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]', 'L14n14715']
t01757 (2, 1)
['t01757', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (7,5)], m = [ 1,-1 | 0,1 ]', 'K15n18050']
t01815 (-1, 1)
['t01815', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,1)], m = [ -1,1 | 1,0 ]', 'K12n114']
t01815 (2, 1)
['t01815', (2, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,1 | 0,1 ]', 'L14n14766']
t01834 (2, 1)
unclear
t01850 (-1, 1)
['t01850', (-1, 1), 'SFS [D: (2,1) (5,4)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 1,0 ]', 'K14n9960']
t01863 (-1, 1)
['t01863', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | 0,1 ]', 'L14n14455']
t01863 (2, 1)
['t01863', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,3) (7,4)], m = [ -1,1 | 1,0 ]', 'K14n3583']
t01949 (-1, 1)
['t01949', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (4,3)], m = [ 1,-1 | 0,1 ]', 'L14n26940']
t01966 (-1, 1)
['t01966', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,1)], m = [ -1,1 | 1,0 ]', 'K12n191']
t01966 (2, 1)
['t01966', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,3)], m = [ 1,1 | 0,1 ]', 'L14n23765']
t02099 (1, 1)
['t02099', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,4)], m = [ 1,1 | 0,1 ]', 'K14n6615']
t02104 (2, 1)
['t02104', (2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]', 'K14n4532']
t02238 (2, 1)
['t02238', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (7,2)], m = [ 1,-1 | 0,1 ]', 'K15n12497']
t02276 (-1, 1)
['t02276', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ]', 'L13n2154']
t02378 (1, 1)
['t02378', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (8,5)], m = [ -1,1 | 1,0 ]', 'L14n27033']
t02378 (-2, 1)
['t02378', (-2, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]', 'K14n52']
t02398 (2, 1)
['t02398', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (8,3)], m = [ 1,-1 | 0,1 ]', 'K15n14098']
t02404 (2, 1)
['t02404', (2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]', 'L14n13040']
t02470 (-1, 1)
['t02470', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]', 'L14n14443']
t02470 (2, 1)
['t02470', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,4)], m = [ -1,1 | 1,0 ]', 'K14n4982']
t02537 (1, 1)
['t02537', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 1,1 | 0,1 ]', 'L14n24272']
t02537 (-2, 1)
['t02537', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,4)], m = [ -1,1 | 1,0 ]', 'K14n4982']
t02567 (1, 1)
['t02567', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 0,1 ]', 'K14n1350']
t02567 (-2, 1)
['t02567', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,3)], m = [ -1,1 | 1,0 ]', 'L14n32781']
t02639 (-1, 1)
['t02639', (-1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]', 'L14n13052']
t02639 (2, 1)
['t02639', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,2) (8,5)], m = [ -1,1 | 1,0 ]', 'K14n3023']
t03106 (1, 1)
['t03106', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (10,7)], m = [ 0,1 | 1,1 ]', 'L13n2130']
t03607 (-1, 1)
['t03607', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 1,0 ]', 'L14n14999']
t03710 (1, 1)
unclear
t03713 (1, 1)
['t03713', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]', 'K14n148']
t03781 (-1, 1)
['t03781', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (5,4)], m = [ -1,1 | 1,0 ]', 'L14n15010']
t03843 (1, 1)
['t03843', (1, 1), 'SFS [D: (2,1) (5,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]', 'K15n125712']
t03864 (-1, 1)
['t03864', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]', 'L14n14714']
t03956 (1, 1)
['t03956', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]', 'K14n618']
t03979 (1, 1)
['t03979', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (10,7)], m = [ 0,1 | 1,1 ]', 'L13n2125']
t04003 (1, 1)
['t04003', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (12,5)], m = [ 1,1 | 0,1 ]', 'L14n16459']
t04019 (1, 1)
['t04019', (1, 1), 'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]', 'K14n10299']
t04102 (-1, 1)
['t04102', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,5)], m = [ 1,1 | 0,1 ]', 'K14n6432']
t04180 (1, 1)
['t04180', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (6,5)], m = [ 1,1 | 0,1 ]', 'L14n24264']
t04244 (-1, 1)
['t04244', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]', 'L14n13702']
t04382 (-1, 1)
['t04382', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (8,3)], m = [ -1,1 | 1,0 ]', 'L14n14968']
t04449 (-1, 1)
['t04449', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ]', 'L13n4880']
t04557 (0, 1)
['t04557', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,1)], m = [ 0,1 | 1,-1 ]', 'L12n761']
t04557 (-1, 1)
['t04557', (-1, 1), 'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'K13n1659']
t04721 (-1, 1)
['t04721', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]', 'L14n13835']
t04756 (-1, 1)
['t04756', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-2 ]', 'L13n550']
t04756 (1, 1)
unclear
t04927 (-1, 1)
['t04927', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,-1 ]', 'L13n347']
t04927 (1, 1)
unclear
t05118 (1, 1)
['t05118', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]', 'K14n464']
t05390 (1, 1)
['t05390', (1, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]', 'L14n25292']
t05425 (-1, 1)
['t05425', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (7,5)], m = [ 0,1 | 1,1 ]', 'L13n1361']
t05538 (1, 1)
['t05538', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,1)], m = [ 0,1 | 1,1 ]', 'L13n4453']
t05564 (1, 1)
['t05564', (1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (4,1) (5,2)], m = [ -1,1 | 1,0 ]', 'L14n14987']
t05658 (-1, 1)
['t05658', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,1 ]', 'K13n1342']
t05674 (1, 1)
['t05674', (1, 1), 'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]', 'L14n25954']
t05695 (1, 1)
['t05695', (1, 1), 'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]', 'K14n6684']
t06001 (1, 1)
['t06001', (1, 1), 'SFS [D: (2,1) (9,7)] U/m SFS [D: (3,1) (3,1)], m = [ -1,1 | 1,0 ]', 'L14n24075']
t06246 (1, 1)
['t06246', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,1 | 1,1 ]', 'L12n281']
t06246 (-1, 1)
['t06246', (-1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]', 'L13n3230']
t06440 (1, 1)
['t06440', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]', 'L14n23735']
t06463 (-1, 1)
['t06463', (-1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]', 'K14n4']
t06525 (-1, 1)
['t06525', (-1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]', 'K13n122']
t06570 (1, 1)
['t06570', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]', 'L14n23755']
t06573 (0, 1)
['t06573', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]', 'L12n373']
t06573 (-1, 1)
['t06573', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]', 'K13n1233']
t06605 (-1, 1)
['t06605', (-1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]', 'L14n13052']
t06637 (-1, 1)
['t06637', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,2)], m = [ 0,1 | 1,1 ]', 'L12n251']
t06637 (1, 1)
['t06637', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]', 'L13n2615']
t06715 (0, 1)
['t06715', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]', 'K11n25']
t06715 (-1, 1)
['t06715', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]', 'L11n50']
t06957 (0, 1)
['t06957', (0, 1), 'SFS [RP2/n2: (2,1) (13,8)]', 'L12n122']
t07070 (0, 1)
['t07070', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]', 'K11n4']
t07104 (0, 1)
['t07104', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]', 'K12n331']
t07104 (-1, 1)
['t07104', (-1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]', 'L13n3542']
t07412 (1, 1)
['t07412', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 0,1 | 1,1 ]', 'K11n7']
t07670 (1, 1)
['t07670', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]', 'L11n97']
t08114 (0, 1)
['t08114', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 1,0 ]', 'L11n52']
t08184 (-1, 1)
['t08184', (-1, 1), 'SFS [D: (3,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'K13n3172']
t08267 (-1, 1)
['t08267', (-1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]', 'K13n1468']
t08403 (1, 1)
['t08403', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]', 'L13n4483']
t08532 (0, 1)
['t08532', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 1,0 ]', 'L12n674']
t08532 (1, 1)
['t08532', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]', 'K13n2374']
t08532 (-1, 1)
['t08532', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]', 'K12n215']
t08576 (0, 1)
['t08576', (0, 1), 'SFS [RP2/n2: (3,1) (8,5)]', 'L12n329']
t08936 (0, 1)
['t08936', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,1)], m = [ 0,1 | 1,1 ]', 'L11n157']
t09016 (1, 1)
['t09016', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]', 'K13n2573']
t09126 (0, 1)
['t09126', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,-1 ]', 'L12n737']
t09126 (1, 1)
['t09126', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]', 'K13n1641']
t09284 (0, 1)
['t09284', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,3 | -1,2 ]', 'L12n8']
t09450 (1, 1)
['t09450', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-2 | 0,1 ]', 'L12n88']
t09580 (1, 1)
['t09580', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]', 'K13n2379']
t09633 (0, 1)
['t09633', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,2 | 0,1 ]', 'L12n879']
t09690 (1, 1)
['t09690', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,1 | 0,1 ]', 'K13n1393']
t09847 (-1, 1)
['t09847', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 2,1 | 1,1 ]', 'K12n120']
t10177 (1, 1)
['t10177', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (5,2)], m = [ 1,1 | 0,1 ]', 'L13n1274']
t10188 (-1, 1)
['t10188', (-1, 1), None, 'L10n63']
t10215 (0, 1)
['t10215', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]', 'L11n73']
t10215 (1, 1)
['t10215', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]', 'K11n8']
t10292 (0, 1)
['t10292', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]', 'K11n68']
t10462 (1, 1)
['t10462', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]', 'L13n6085']
t10496 (0, 1)
['t10496', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]', 'L12n83']
t10832 (1, 1)
['t10832', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'K11n41']
t11198 (0, 1)
['t11198', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]', 'K11n5']
t11198 (-1, 1)
['t11198', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [M/n2: (2,1)], m = [ 0,1 | 1,0 ]', 'L11n35']
t11376 (1, 1)
['t11376', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'L11n77']
t11548 (0, 1)
['t11548', (0, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]', 'L12n82']
t11556 (1, 1)
['t11556', (1, 1), None, 'L11n221']
t11887 (1, 1)
['t11887', (1, 1), None, 'K11n157']
t12288 (0, 1)
['t12288', (0, 1), 'SFS [RP2/n2: (3,2) (8,3)]', 'L12n338']
t12753 (1, 1)
['t12753', (1, 1), None, 'K11n178']
o9_00133 (2, 1)
unclear
o9_00168 (-2, 1)
unclear
o9_00644 (-2, 1)
unclear
o9_00644 (2, 1)
unclear
o9_00797 (1, 1)
['o9_00797', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,9)], m = [ 1,-1 | 0,1 ]', 'K15n5455']
o9_00797 (-2, 1)
unclear
o9_00815 (1, 1)
unclear
o9_00815 (-2, 1)
['o9_00815', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (23,14)], m = [ -1,1 | 1,0 ]', 'K15n8391']
o9_01079 (-2, 1)
unclear
o9_01175 (2, 1)
unclear
o9_01436 (-2, 1)
unclear
o9_01496 (2, 1)
unclear
o9_01584 (2, 1)
unclear
o9_01621 (-2, 1)
unclear
o9_01680 (-1, 1)
unclear
o9_01765 (1, 1)
unclear
o9_01936 (2, 1)
unclear
o9_01953 (-2, 1)
unclear
o9_01955 (-2, 1)
unclear
o9_02255 (-1, 1)
unclear
o9_02255 (2, 1)
['o9_02255', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (16,9)], m = [ -1,1 | 1,0 ]', 'K15n14640']
o9_02340 (1, 1)
unclear
o9_02350 (-1, 1)
unclear
o9_02350 (2, 1)
['o9_02350', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (19,11)], m = [ -1,1 | 1,0 ]', 'K15n23969']
o9_02383 (2, 1)
unclear
o9_02386 (1, 1)
unclear
o9_02655 (2, 1)
unclear
o9_02696 (2, 1)
['o9_02696', (2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (13,5)], m = [ 1,-1 | 0,1 ]', 'K15n860']
o9_02706 (1, 1)
['o9_02706', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (17,10)], m = [ 1,-1 | 0,1 ]', 'K15n5747']
o9_02735 (-1, 1)
unclear
o9_02772 (2, 1)
unclear
o9_02786 (1, 1)
unclear
o9_02794 (-1, 1)
unclear
o9_02794 (2, 1)
['o9_02794', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (7,1)], m = [ -1,1 | 1,0 ]', 'K15n31445']
o9_02909 (2, 1)
unclear
o9_03032 (2, 1)
unclear
o9_03108 (2, 1)
unclear
o9_03118 (1, 1)
['o9_03118', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (12,5)], m = [ 1,-1 | 0,1 ]', 'K15n12384']
o9_03133 (-2, 1)
unclear
o9_03149 (-1, 1)
unclear
o9_03162 (-1, 1)
['o9_03162', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (19,12)], m = [ -1,1 | 1,0 ]', 'K15n23670']
o9_03162 (2, 1)
unclear
o9_03188 (-1, 1)
unclear
o9_03188 (2, 1)
['o9_03188', (2, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,8)], m = [ 1,-1 | 0,1 ]', 'K15n123']
o9_03288 (-1, 1)
['o9_03288', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,13)], m = [ 0,1 | 1,1 ]', 'K15n118029']
o9_03313 (-2, 1)
unclear
o9_03412 (-1, 1)
unclear
o9_03526 (1, 1)
unclear
o9_03586 (2, 1)
unclear
o9_03622 (2, 1)
unclear
o9_03802 (2, 1)
unclear
o9_03833 (2, 1)
unclear
o9_03932 (-1, 1)
unclear
o9_04054 (1, 1)
['o9_04054', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]', 'K13n268']
o9_04054 (-2, 1)
unclear
o9_04060 (-1, 1)
['o9_04060', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,4)], m = [ 1,1 | 0,1 ]', 'K15n34719']
o9_04060 (2, 1)
['o9_04060', (2, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,1)], m = [ -1,1 | 1,0 ]', 'L13n4919']
o9_04106 (-2, 1)
unclear
o9_04205 (-2, 1)
unclear
o9_04245 (2, 1)
unclear
o9_04269 (1, 1)
unclear
o9_04313 (-1, 1)
['o9_04313', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (10,7)], m = [ 1,-1 | 0,1 ]', 'K15n22821']
o9_04431 (-1, 1)
unclear
o9_04435 (-1, 1)
['o9_04435', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (5,4)], m = [ 1,-1 | 0,1 ]', 'K15n12889']
o9_04438 (2, 1)
unclear
o9_04938 (1, 1)
['o9_04938', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,1)], m = [ -1,1 | 1,0 ]', 'K13n1268']
o9_04938 (-2, 1)
unclear
o9_05021 (2, 1)
unclear
o9_05177 (2, 1)
unclear
o9_05229 (2, 1)
unclear
o9_05287 (-1, 1)
['o9_05287', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (7,6)], m = [ 0,1 | 1,1 ]', 'L14n12115']
o9_05357 (2, 1)
unclear
o9_05426 (1, 1)
['o9_05426', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,9)], m = [ 1,1 | 0,1 ]', 'K15n5456']
o9_05426 (-2, 1)
unclear
o9_05483 (1, 1)
unclear
o9_05483 (-2, 1)
['o9_05483', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (9,4)], m = [ -1,1 | 1,0 ]', 'K15n23871']
o9_05562 (2, 1)
unclear
o9_05618 (2, 1)
unclear
o9_05860 (1, 1)
unclear
o9_05860 (-2, 1)
['o9_05860', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,4) (7,5)], m = [ -1,1 | 1,0 ]', 'K15n24289']
o9_05970 (2, 1)
unclear
o9_06060 (-2, 1)
unclear
o9_06128 (1, 1)
unclear
o9_06128 (-2, 1)
['o9_06128', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,4) (8,5)], m = [ -1,1 | 1,0 ]', 'K15n16392']
o9_06154 (-2, 1)
['o9_06154', (-2, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (13,5)], m = [ 1,1 | 0,1 ]', 'K15n21416']
o9_06248 (1, 1)
unclear
o9_06248 (-2, 1)
['o9_06248', (-2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,2) (8,5)], m = [ -1,1 | 1,0 ]', 'K15n14042']
o9_06301 (1, 1)
['o9_06301', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,8)], m = [ 1,1 | 0,1 ]', 'K15n124']
o9_06301 (-2, 1)
unclear
o9_06956 (1, 1)
['o9_06956', (1, 1), 'SFS [D: (2,1) (9,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'K14n7610']
o9_07044 (1, 1)
['o9_07044', (1, 1), 'SFS [D: (2,1) (12,7)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'L14n21477']
o9_07152 (-1, 1)
unclear
o9_07167 (1, 1)
['o9_07167', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,6)], m = [ 0,1 | 1,-1 ]', 'L14n3072']
o9_07167 (-1, 1)
unclear
o9_07167 (2, 1)
['o9_07167', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,1)], m = [ -1,1 | 1,0 ]', 'K14n1968']
o9_07195 (-1, 1)
unclear
o9_07401 (1, 1)
['o9_07401', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,9)], m = [ 0,1 | 1,-1 ]', 'L14n2083']
o9_07401 (-1, 1)
unclear
o9_07401 (2, 1)
['o9_07401', (2, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,2)], m = [ -1,1 | 1,0 ]', 'K14n1618']
o9_07790 (1, 1)
unclear
o9_07893 (1, 1)
['o9_07893', (1, 1), 'SFS [D: (2,1) (11,7)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]', 'L14n13345']
o9_07945 (1, 1)
['o9_07945', (1, 1), 'SFS [D: (2,1) (13,8)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]', 'L14n13462']
o9_08006 (1, 1)
['o9_08006', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (23,16)], m = [ 0,1 | 1,1 ]', 'K15n7121']
o9_08224 (-1, 1)
unclear
o9_08302 (-1, 1)
['o9_08302', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (11,4)], m = [ 1,-1 | 0,1 ]', 'K15n715']
o9_08402 (-1, 1)
unclear
o9_08477 (-1, 1)
unclear
o9_08497 (-1, 1)
unclear
o9_08647 (-1, 1)
unclear
o9_08765 (1, 1)
['o9_08765', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,7)], m = [ 1,1 | 0,1 ]', 'K15n34742']
o9_08771 (-1, 1)
unclear
o9_08828 (1, 1)
unclear
o9_08831 (1, 1)
unclear
o9_08875 (1, 1)
['o9_08875', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (27,19)], m = [ 0,1 | 1,1 ]', 'K15n72774']
o9_09052 (-1, 1)
['o9_09052', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]', 'L14n19917']
o9_09213 (-1, 1)
['o9_09213', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,6)], m = [ 1,1 | 0,1 ]', 'K15n5736']
o9_09271 (1, 1)
['o9_09271', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (6,5)], m = [ 0,1 | 1,-1 ]', 'L14n1809']
o9_09271 (-1, 1)
unclear
o9_09372 (-1, 1)
unclear
o9_09465 (1, 1)
['o9_09465', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (9,5)], m = [ 1,-1 | 0,1 ]', 'K15n146']
o9_09731 (1, 1)
['o9_09731', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (6,5)], m = [ 0,1 | 1,-1 ]', 'L14n24853']
o9_09731 (-1, 1)
unclear
o9_09808 (1, 1)
unclear
o9_10020 (0, 1)
['o9_10020', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,-1 ]', 'K13n267']
o9_10020 (-1, 1)
['o9_10020', (-1, 1), 'SFS [D: (2,1) (6,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'L14n25999']
o9_10192 (1, 1)
['o9_10192', (1, 1), 'SFS [D: (2,1) (8,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]', 'L14n18448']
o9_10213 (1, 1)
['o9_10213', (1, 1), 'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]', 'K14n10300']
o9_11002 (1, 1)
['o9_11002', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,-1 ]', 'L14n1848']
o9_11002 (-1, 1)
unclear
o9_11100 (1, 1)
unclear
o9_11248 (-1, 1)
['o9_11248', (-1, 1), 'SFS [D: (2,1) (13,10)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]', 'K15n39716']
o9_11537 (1, 1)
['o9_11537', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,4)], m = [ 0,1 | 1,-2 ]', 'L14n2419']
o9_11537 (-1, 1)
unclear
o9_11541 (1, 1)
['o9_11541', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (5,4)], m = [ 0,1 | 1,1 ]', 'K14n20444']
o9_11556 (1, 1)
['o9_11556', (1, 1), 'SFS [D: (2,1) (11,3)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]', 'K15n34453']
o9_11570 (-1, 1)
unclear
o9_11658 (1, 1)
['o9_11658', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (5,4)], m = [ 0,1 | 1,-1 ]', 'L14n2758']
o9_11658 (-1, 1)
unclear
o9_11685 (-1, 1)
unclear
o9_11795 (1, 1)
unclear
o9_11845 (1, 1)
unclear
o9_11999 (-1, 1)
unclear
o9_12079 (1, 1)
['o9_12079', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,7)], m = [ 0,1 | 1,-2 ]', 'L14n2233']
o9_12079 (-1, 1)
unclear
o9_12253 (-1, 1)
unclear
o9_12412 (-1, 1)
unclear
o9_12459 (1, 1)
['o9_12459', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (9,7)], m = [ 0,1 | 1,1 ]', 'K14n10197']
o9_12477 (-1, 1)
['o9_12477', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,3) (10,7)], m = [ 0,1 | 1,1 ]', 'L14n9707']
o9_12477 (1, 1)
['o9_12477', (1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]', 'L13n2748']
o9_12519 (1, 1)
['o9_12519', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,1)], m = [ 0,1 | 1,1 ]', 'K14n5026']
o9_12693 (1, 1)
unclear
o9_12757 (1, 1)
unclear
o9_12873 (1, 1)
unclear
o9_12892 (1, 1)
['o9_12892', (1, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]', 'K15n50004']
o9_12919 (1, 1)
unclear
o9_12971 (1, 1)
['o9_12971', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,1) (7,5)], m = [ 0,1 | 1,1 ]', 'L14n10442']
o9_13052 (1, 1)
['o9_13052', (1, 1), 'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,1) (7,2)], m = [ -1,1 | 1,0 ]', 'K15n84356']
o9_13054 (1, 1)
['o9_13054', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-1 ]', 'K13n255']
o9_13054 (-1, 1)
['o9_13054', (-1, 1), 'SFS [D: (2,1) (7,2)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]', 'K15n36941']
o9_13125 (-1, 1)
['o9_13125', (-1, 1), 'SFS [D: (2,1) (8,3)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,1 ]', 'L14n18433']
o9_13182 (1, 1)
unclear
o9_13188 (1, 1)
unclear
o9_13400 (1, 1)
unclear
o9_13403 (1, 1)
unclear
o9_13433 (-1, 1)
['o9_13433', (-1, 1), 'SFS [D: (2,1) (8,5)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]', 'L14n18480']
o9_13537 (1, 1)
['o9_13537', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (8,5)], m = [ 1,-1 | 0,1 ]', 'K15n2607']
o9_13604 (1, 1)
unclear
o9_13639 (-1, 1)
['o9_13639', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,2) (10,7)], m = [ 0,1 | 1,1 ]', 'L14n9709']
o9_13649 (-1, 1)
['o9_13649', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (9,4)], m = [ 1,1 | 0,1 ]', 'K15n21430']
o9_13666 (-1, 1)
unclear
o9_13720 (-1, 1)
unclear
o9_13952 (-1, 1)
unclear
o9_14079 (1, 1)
['o9_14079', (1, 1), 'SFS [D: (2,1) (7,4)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]', 'K15n77745']
o9_14108 (1, 1)
['o9_14108', (1, 1), 'SFS [D: (2,1) (7,2)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]', 'K15n37142']
o9_14359 (1, 1)
['o9_14359', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (15,4)], m = [ 0,1 | 1,1 ]', 'L13n927']
o9_14359 (-1, 1)
['o9_14359', (-1, 1), 'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]', 'L14n16466']
o9_14364 (1, 1)
unclear
o9_14376 (-1, 1)
unclear
o9_14495 (1, 1)
unclear
o9_14599 (1, 1)
['o9_14599', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (7,5)], m = [ 1,-1 | 0,1 ]', 'K15n3701']
o9_14716 (1, 1)
['o9_14716', (1, 1), 'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]', 'K15n125586']
o9_14974 (-1, 1)
['o9_14974', (-1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,9)], m = [ 0,1 | 1,1 ]', 'K15n593']
o9_15506 (-1, 1)
unclear
o9_15633 (-1, 1)
['o9_15633', (-1, 1), 'SFS [D: (2,1) (8,5)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]', 'L14n18522']
o9_15808 (1, 1)
['o9_15808', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]', 'L12n1066']
o9_15997 (1, 1)
unclear
o9_16065 (1, 1)
unclear
o9_16141 (1, 1)
['o9_16141', (1, 1), 'SFS [D: (2,1) (7,5)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]', 'K15n35818']
o9_16157 (1, 1)
unclear
o9_16181 (-1, 1)
['o9_16181', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (17,12)], m = [ 0,1 | 1,1 ]', 'K15n21521']
o9_16319 (1, 1)
['o9_16319', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 0,1 ]', 'K15n134']
o9_16356 (-1, 1)
unclear
o9_16431 (-1, 1)
['o9_16431', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,1 | 1,1 ]', 'K13n1452']
o9_16431 (1, 1)
['o9_16431', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (7,4)], m = [ 0,1 | 1,1 ]', 'K14n1084']
o9_16514 (1, 1)
['o9_16514', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 1,-1 | 0,1 ]', 'K12n157']
o9_16527 (-1, 1)
unclear
o9_16642 (1, 1)
unclear
o9_16685 (0, 1)
['o9_16685', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,1 | 1,0 ]', 'L13n2087']
o9_16685 (-1, 1)
['o9_16685', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ]', 'K14n5081']
o9_16748 (1, 1)
['o9_16748', (1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (7,3)], m = [ 0,1 | 1,1 ]', 'L14n23742']
o9_17382 (-1, 1)
['o9_17382', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,-2 ]', 'L13n3526']
o9_17382 (1, 1)
unclear
o9_17450 (1, 1)
['o9_17450', (1, 1), 'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]', 'K15n64892']
o9_17646 (0, 1)
['o9_17646', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 2,1 | 1,1 ]', 'K12n76']
o9_17646 (1, 1)
['o9_17646', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 2,1 | 1,1 ]', 'L12n365']
o9_18007 (1, 1)
['o9_18007', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (4,1) (4,3)], m = [ 0,1 | 1,1 ]', 'L14n24120']
o9_18209 (-1, 1)
['o9_18209', (-1, 1), 'SFS [D: (2,1) (9,7)] U/m SFS [D: (3,1) (4,1)], m = [ -1,1 | 1,0 ]', 'K15n45925']
o9_18341 (0, 1)
['o9_18341', (0, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]', 'L13n3606']
o9_18341 (1, 1)
['o9_18341', (1, 1), 'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]', 'K14n10295']
o9_18633 (1, 1)
unclear
o9_18646 (0, 1)
['o9_18646', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]', 'L12n1066']
o9_18646 (1, 1)
['o9_18646', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]', 'K12n3']
o9_19247 (0, 1)
['o9_19247', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 1,0 ]', 'L13n746']
o9_19247 (-1, 1)
['o9_19247', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]', 'K13n410']
o9_19247 (1, 1)
['o9_19247', (1, 1), 'SFS [D: (3,2) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ]', 'K14n15895']
o9_19364 (0, 1)
['o9_19364', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]', 'K13n1710']
o9_19364 (1, 1)
['o9_19364', (1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]', 'L14n19788']
o9_19396 (0, 1)
['o9_19396', (0, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]', 'L12n628']
o9_19645 (1, 1)
['o9_19645', (1, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]', 'L13n2911']
o9_19645 (-1, 1)
['o9_19645', (-1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]', 'L14n26585']
o9_19724 (0, 1)
['o9_19724', (0, 1), 'SFS [RP2/n2: (5,3) (7,4)]', 'L13n1161']
o9_20029 (0, 1)
['o9_20029', (0, 1), 'SFS [RP2/n2: (5,3) (8,5)]', 'L13n1139']
o9_20219 (1, 1)
['o9_20219', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ]', 'K14n12659']
o9_20305 (-1, 1)
['o9_20305', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 0,1 ]', 'L14n18546']
o9_20364 (1, 1)
['o9_20364', (1, 1), 'SFS [D: (3,1) (7,4)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]', 'L14n38260']
o9_20472 (1, 1)
['o9_20472', (1, 1), 'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]', 'K13n47']
o9_20472 (-1, 1)
['o9_20472', (-1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]', 'K14n6621']
o9_21195 (-1, 1)
['o9_21195', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,2)], m = [ 0,1 | 1,1 ]', 'K13n1986']
o9_21195 (1, 1)
['o9_21195', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,2)], m = [ 1,-1 | 0,1 ]', 'K14n11677']
o9_21496 (-1, 1)
['o9_21496', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]', 'K12n344']
o9_21513 (-1, 1)
['o9_21513', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (9,4)], m = [ 1,1 | 0,1 ]', 'L14n9841']
o9_21620 (1, 1)
['o9_21620', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (10,7)], m = [ 0,1 | 1,1 ]', 'K14n15805']
o9_22252 (-1, 1)
['o9_22252', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (12,5)], m = [ 1,1 | 0,1 ]', 'L14n5615']
o9_22698 (-1, 1)
['o9_22698', (-1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,2)], m = [ -1,1 | 1,0 ]', 'K14n11805']
o9_23023 (-1, 1)
['o9_23023', (-1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 1,0 ]', 'L14n25088']
o9_23032 (1, 1)
['o9_23032', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]', 'L12n635']
o9_23179 (0, 1)
['o9_23179', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 1,0 ]', 'K12n81']
o9_23461 (-1, 1)
['o9_23461', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (3,2)], m = [ -1,1 | 1,0 ]', 'L12n937']
o9_23723 (-1, 1)
['o9_23723', (-1, 1), 'SFS [D: (3,2) (3,2)] U/m SFS [D: (4,1) (5,3)], m = [ -1,1 | 1,0 ]', 'K14n7380']
o9_23971 (1, 1)
['o9_23971', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]', 'K12n181']
o9_23977 (-1, 1)
['o9_23977', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (10,7)], m = [ 0,1 | 1,1 ]', 'K14n5030']
o9_24069 (1, 1)
['o9_24069', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 0,1 ]', 'K14n5695']
o9_24126 (1, 0)
['o9_24126', (1, 0), 'SFS [RP2/n2: (5,2) (8,5)]', 'L13n1187']
o9_24290 (0, 1)
['o9_24290', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 2,1 | 1,0 ]', 'L12n367']
o9_24401 (0, 1)
['o9_24401', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]', 'L11n130']
o9_24407 (1, 1)
['o9_24407', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,2)], m = [ 1,1 | 0,1 ]', 'K14n10153']
o9_24779 (0, 1)
['o9_24779', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,-1 ]', 'K13n677']
o9_24779 (-1, 1)
['o9_24779', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,1 | 0,1 ]', 'L14n23772']
o9_24946 (0, 1)
['o9_24946', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 1,0 ]', 'K12n1']
o9_25110 (0, 1)
['o9_25110', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 1,0 ]', 'K12n81']
o9_25110 (-1, 1)
['o9_25110', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (7,2)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'L12n276']
o9_25199 (0, 1)
['o9_25199', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]', 'K12n108']
o9_25199 (-1, 1)
['o9_25199', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,5)], m = [ 0,1 | 1,1 ]', 'L12n293']
o9_25444 (0, 1)
['o9_25444', (0, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,-1 ]', 'L13n2742']
o9_25444 (1, 1)
['o9_25444', (1, 1), 'SFS [D: (3,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]', 'K14n12074']
o9_26141 (-1, 1)
['o9_26141', (-1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 0,1 ]', 'L14n33309']
o9_26471 (0, 1)
['o9_26471', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 1,0 ]', 'K13n1709']
o9_26471 (1, 1)
['o9_26471', (1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ]', 'L14n27501']
o9_26570 (0, 1)
['o9_26570', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (5,3)], m = [ 0,1 | 1,1 ]', 'L12n407']
o9_26570 (1, 1)
['o9_26570', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 1,1 | 0,1 ]', 'K12n204']
o9_26791 (1, 1)
['o9_26791', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (7,5)], m = [ 0,1 | 1,1 ]', 'K14n13883']
o9_27107 (0, 1)
['o9_27107', (0, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]', 'L12n628']
o9_27155 (-1, 1)
['o9_27155', (-1, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]', 'L14n18573']
o9_27261 (1, 1)
['o9_27261', (1, 1), 'SFS [D: (3,2) (4,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]', 'K14n10581']
o9_27371 (0, 1)
['o9_27371', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,2) (5,4)], m = [ 1,1 | 0,1 ]', 'L14n10292']
o9_27429 (0, 1)
['o9_27429', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (7,3)], m = [ 1,1 | 0,1 ]', 'L14n5717']
o9_27767 (-1, 1)
['o9_27767', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (8,3)], m = [ 1,1 | 0,1 ]', 'K14n6616']
o9_28153 (-1, 1)
['o9_28153', (-1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,2)], m = [ 0,1 | 1,1 ]', 'L14n34597']
o9_28284 (0, 1)
['o9_28284', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ -1,1 | 1,0 ]', 'L12n753']
o9_28284 (1, 1)
['o9_28284', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]', 'K12n15']
o9_28746 (1, 1)
['o9_28746', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (7,5)], m = [ 0,1 | 1,1 ]', 'L14n23620']
o9_28751 (1, 1)
['o9_28751', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-2 | 0,1 ]', 'L13n326']
o9_28810 (-1, 1)
['o9_28810', (-1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ 0,1 | 1,1 ]', 'K14n10644']
o9_29048 (0, 1)
['o9_29048', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]', 'L12n549']
o9_29551 (0, 1)
['o9_29551', (0, 1), 'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ]', 'L13n2889']
o9_29551 (-1, 1)
['o9_29551', (-1, 1), 'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]', 'K14n13898']
o9_29648 (0, 1)
['o9_29648', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]', 'K12n183']
o9_29648 (1, 1)
['o9_29648', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ 0,1 | 1,1 ]', 'L12n995']
o9_29751 (0, 1)
['o9_29751', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]', 'K12n290']
o9_29751 (1, 1)
['o9_29751', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 1,1 | 0,1 ]', 'L12n243']
o9_29766 (0, 1)
['o9_29766', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]', 'L12n239']
o9_29766 (1, 1)
['o9_29766', (1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]', 'K12n20']
o9_30142 (0, 1)
['o9_30142', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,3) (7,3)], m = [ 1,1 | 0,1 ]', 'L14n12091']
o9_30142 (-1, 1)
['o9_30142', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]', 'K13n668']
o9_30150 (-2, 1)
['o9_30150', (-2, 1), None, 'L11n248']
o9_30375 (-1, 1)
['o9_30375', (-1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]', 'K14n5707']
o9_31267 (0, 1)
['o9_31267', (0, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]', 'K12n14']
o9_31267 (-1, 1)
['o9_31267', (-1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 0,1 ]', 'L12n372']
o9_31321 (-1, 1)
['o9_31321', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (4,1)], m = [ -1,1 | 1,0 ], n = [ 0,1 | 1,0 ]', 'L12n746']
o9_31440 (-2, 1)
['o9_31440', (-2, 1), None, 'L12n560']
o9_31481 (0, 1)
['o9_31481', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,-1 | 0,1 ]', 'K12n70']
o9_32065 (0, 1)
['o9_32065', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]', 'L12n975']
o9_32132 (1, 1)
['o9_32132', (1, 1), None, 'L12n106']
o9_32150 (0, 1)
['o9_32150', (0, 1), 'SFS [D: (3,2) (4,1)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]', 'L13n468']
o9_32314 (0, 1)
['o9_32314', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [M/n2: (4,3)], m = [ 0,1 | 1,0 ]', 'L12n340']
o9_32314 (-1, 1)
['o9_32314', (-1, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]', 'K12n106']
o9_32471 (0, 1)
['o9_32471', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]', 'K12n112']
o9_32471 (-1, 1)
['o9_32471', (-1, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ -1,1 | 1,0 ]', 'L12n936']
o9_32588 (1, 1)
['o9_32588', (1, 1), None, 'K11n165']
o9_33189 (1, 1)
['o9_33189', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (4,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'L12n321']
o9_33284 (0, 1)
['o9_33284', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]', 'K13n668']
o9_33284 (1, 1)
['o9_33284', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,3)], m = [ 1,1 | 0,1 ]', 'L14n22712']
o9_33380 (0, 1)
['o9_33380', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ -2,3 | -1,1 ]', 'K13n587']
o9_33430 (1, 1)
['o9_33430', (1, 1), None, 'L11n137']
o9_33486 (0, 1)
['o9_33486', (0, 1), 'SFS [RP2/n2: (2,1) (21,8)]', 'L13n406']
o9_33801 (0, 1)
['o9_33801', (0, 1), 'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ]', 'L12n686']
o9_33944 (0, 1)
['o9_33944', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 2,3 | 1,2 ]', 'L12n353']
o9_33959 (0, 1)
['o9_33959', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 1,2 | 0,1 ]', 'L12n874']
o9_33959 (-1, 1)
['o9_33959', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 0,1 | 1,1 ]', 'K12n291']
o9_34000 (0, 1)
['o9_34000', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (5,2)], m = [ 0,1 | 1,1 ]', 'L12n403']
o9_34000 (-1, 1)
['o9_34000', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]', 'K12n183']
o9_34409 (0, 1)
['o9_34409', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]', 'K13n602']
o9_34689 (1, 1)
['o9_34689', (1, 1), None, 'L12n844']
o9_35666 (0, 1)
['o9_35666', (0, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]', 'K12n17']
o9_35666 (1, 1)
['o9_35666', (1, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'L12n256']
o9_35720 (1, 1)
['o9_35720', (1, 1), None, 'L12n115']
o9_35928 (0, 1)
['o9_35928', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'K12n85']
o9_36114 (0, 1)
['o9_36114', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,1)], m = [ 0,1 | 1,1 ]', 'K12n197']
o9_36250 (0, 1)
['o9_36250', (0, 1), 'SFS [D: (3,1) (5,2)] U/m SFS [M/n2: (2,1)], m = [ 0,1 | 1,0 ]', 'L12n101']
o9_36380 (0, 1)
['o9_36380', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (5,3)], m = [ 0,-1 | 1,0 ]', 'L13n1195']
o9_36380 (1, 1)
['o9_36380', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,8)], m = [ 0,1 | 1,1 ]', 'K13n1423']
o9_36544 (1, 1)
['o9_36544', (1, 1), None, 'K11n156']
o9_36809 (-1, 1)
['o9_36809', (-1, 1), None, 'L11n124']
o9_36958 (0, 1)
['o9_36958', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 2,1 | 1,1 ]', 'K12n73']
o9_37050 (0, 1)
['o9_37050', (0, 1), 'SFS [RP2/n2: (5,3) (8,3)]', 'L13n1166']
o9_37291 (0, 1)
['o9_37291', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]', 'L12n975']
o9_37291 (1, 1)
['o9_37291', (1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'K12n122']
o9_37482 (2, 1)
['o9_37482', (2, 1), None, 'L11n248']
o9_37551 (1, 1)
['o9_37551', (1, 1), None, 'L11n250']
o9_37751 (0, 1)
['o9_37751', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,3)], m = [ -1,1 | 1,0 ]', 'L12n754']
o9_37754 (-1, 1)
['o9_37754', (-1, 1), None, 'L12n560']
o9_37851 (2, 1)
['o9_37851', (2, 1), None, 'L12n560']
o9_38287 (2, 1)
['o9_38287', (2, 1), None, 'L11n118']
o9_38679 (0, 1)
['o9_38679', (0, 1), 'SFS [RP2/n2: (3,2) (11,3)]', 'L13n2013']
o9_38811 (-1, 1)
['o9_38811', (-1, 1), None, 'L11n102']
o9_38989 (0, 1)
['o9_38989', (0, 1), 'SFS [D: (2,1) (2,1)] U/m SFS [A: (3,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'L12n391']
o9_39451 (-1, 1)
['o9_39451', (-1, 1), None, 'K12n408']
o9_39521 (0, 1)
['o9_39521', (0, 1), 'SFS [D: (2,1) (5,3)] U/m SFS [M/n2: (3,1)], m = [ 0,-1 | 1,0 ]', 'L13n1206']
o9_39521 (1, 1)
['o9_39521', (1, 1), 'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]', 'K13n1120']
o9_39606 (-1, 1)
['o9_39606', (-1, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'K12n139']
o9_39859 (0, 1)
['o9_39859', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]', 'K12n85']
o9_39879 (0, 1)
['o9_39879', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]', 'L12n851']
o9_39981 (0, 1)
['o9_39981', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (2,1) (3,1)], m = [ -1,1 | 1,0 ]', 'L12n362']
o9_40026 (0, 1)
['o9_40026', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,2 | -1,1 ]', 'L13n3152']
o9_40075 (0, 1)
['o9_40075', (0, 1), 'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ], n = [ 0,1 | 1,0 ]', 'K12n26']
o9_40179 (-1, 1)
['o9_40179', (-1, 1), None, 'L12n863']
o9_42224 (0, 1)
['o9_42224', (0, 1), 'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ]', 'K12n2']
o9_43001 (1, 1)
['o9_43001', (1, 1), None, 'K12n391']
o9_43679 (-1, 1)
['o9_43679', (-1, 1), None, 'L13n1386']
--- Time taken: 130.48794564273624 hours ---

Next, we check if the explict branching sets are QA. For that we use our list of QA knots of crossing number at most 12. And for the others we check it directly.

other_NON_HYPERBOLIC_DBC_slopes

[['m016',
  (-2, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L9n11'],
 ['m016',
  (2, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,1 | 0,1 ]',
  'L10n24'],
 ['m071',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L12n763'],
 ['m082',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'K10n9'],
 ['m082',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,1 | 0,1 ]',
  'K11n37'],
 ['m103',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K12n97'],
 ['m118',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L10n21'],
 ['m118',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'K10n9'],
 ['m144',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ -1,1 | 1,0 ]',
  'L11n164'],
 ['m144',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L12n763'],
 ['m194',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]',
  'K12n245'],
 ['m198',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1067'],
 ['m211',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,1 | 0,1 ]',
  'L12n652'],
 ['m223',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L10n34'],
 ['m239',
  (2, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'L11n53'],
 ['m240',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'L11n131'],
 ['m270',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L11n56'],
 ['m276',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'K11n21'],
 ['m281',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L11n50'],
 ['m281',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K11n69'],
 ['s042',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K13n340'],
 ['s068',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'L13n2949'],
 ['s086',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ -1,1 | 1,0 ]',
  'K12n103'],
 ['s086',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]',
  'K13n463'],
 ['s104',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L12n736'],
 ['s104',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]',
  'K12n108'],
 ['s114',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K12n4'],
 ['s114',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ -1,1 | 1,0 ]',
  'L12n758'],
 ['s294',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K12n24'],
 ['s301',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'L13n4791'],
 ['s308',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K13n1172'],
 ['s336',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'L12n239'],
 ['s344',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n644'],
 ['s346',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'L12n667'],
 ['s346',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n182'],
 ['s367',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'L12n235'],
 ['s367',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'K12n215'],
 ['s369',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1066'],
 ['s384',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'L11n100'],
 ['s407',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'L12n1016'],
 ['s407',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K12n3'],
 ['s560',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]',
  'L13n2741'],
 ['s582',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'L12n775'],
 ['s652',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L10n22'],
 ['s652',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'K10n12'],
 ['s652',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K11n65'],
 ['s665',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'L12n667'],
 ['s684',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L11n146'],
 ['s800',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K12n290'],
 ['s849', (0, 1), 'SFS [RP2/n2: (2,1) (5,3)]', 'L10n12'],
 ['v0082',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,3)], m = [ 1,-1 | 0,1 ]',
  'L14n24670'],
 ['v0114',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,4)], m = [ 1,-1 | 0,1 ]',
  'K14n1863'],
 ['v0165',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (6,5)], m = [ -1,1 | 1,0 ]',
  'L13n4597'],
 ['v0165',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (6,1)], m = [ 1,-1 | 0,1 ]',
  'L14n24959'],
 ['v0220',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'K13n220'],
 ['v0220',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (12,7)], m = [ -1,1 | 1,0 ]',
  'L13n3828'],
 ['v0223',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'L13n2950'],
 ['v0223',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,8)], m = [ -1,1 | 1,0 ]',
  'K13n381'],
 ['v0249',
  (2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]',
  'L14n13520'],
 ['v0319',
  (-2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]',
  'L14n13245'],
 ['v0330',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,-1 | 0,1 ]',
  'L14n33049'],
 ['v0398',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K14n2581'],
 ['v0407',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,3)], m = [ 1,-1 | 0,1 ]',
  'K14n6028'],
 ['v0424',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (13,9)], m = [ 0,1 | 1,1 ]',
  'L13n925'],
 ['v0434',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'K14n3982'],
 ['v0497',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (17,12)], m = [ 0,1 | 1,1 ]',
  'L13n907'],
 ['v0545',
  (2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,1 | 0,1 ]',
  'L14n14773'],
 ['v0554',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n26943'],
 ['v0570',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,3)], m = [ 1,-1 | 0,1 ]',
  'K14n6028'],
 ['v0573',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,-1 | 0,1 ]',
  'L14n32946'],
 ['v0707',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,4)], m = [ 1,1 | 0,1 ]',
  'L13n768'],
 ['v0709',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,1 ]',
  'L13n2992'],
 ['v0715',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ 1,-1 | 0,1 ]',
  'K13n262'],
 ['v0740',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,5)], m = [ 1,1 | 0,1 ]',
  'L13n749'],
 ['v0740',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,1)], m = [ -1,1 | 1,0 ]',
  'K13n1267'],
 ['v0741',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'L13n2950'],
 ['v0759',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n3026'],
 ['v0765',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K14n3974'],
 ['v0830',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'L11n167'],
 ['v0830',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,1 | 0,1 ]',
  'K13n1465'],
 ['v0847',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,7)], m = [ 0,1 | 1,1 ]',
  'K13n1985'],
 ['v0912',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'K13n678'],
 ['v0939',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]',
  'L13n2570'],
 ['v0945',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n2719'],
 ['v0959',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L12n558'],
 ['v1077',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]',
  'K13n221'],
 ['v1077',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (5,3)], m = [ -1,1 | 1,0 ]',
  'L13n4390'],
 ['v1109',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]',
  'L13n2562'],
 ['v1109',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K13n749'],
 ['v1269',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L14n13847'],
 ['v1359',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K12n53'],
 ['v1392',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'L13n2975'],
 ['v1423',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-1 ]',
  'L12n216'],
 ['v1423',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L14n14133'],
 ['v1423',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ -1,1 | 1,0 ]',
  'K12n113'],
 ['v1425',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K12n454'],
 ['v1547',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'K13n1472'],
 ['v1565',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L14n13847'],
 ['v1620',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 1,0 ]',
  'L13n3022'],
 ['v1690',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K13n37'],
 ['v1709',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L12n627'],
 ['v1716',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]',
  'L13n2570'],
 ['v1718',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n4362'],
 ['v1728',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L13n4565'],
 ['v1810',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | 0,1 ]',
  'K13n257'],
 ['v1832',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L12n397'],
 ['v1839',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'L13n2723'],
 ['v1915',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'K11n26'],
 ['v1915',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L12n890'],
 ['v1921',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n4342'],
 ['v1986',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L13n3033'],
 ['v2024',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L13n4566'],
 ['v2090',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K13n3'],
 ['v2215',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'K12n189'],
 ['v2290',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]',
  'L11n69'],
 ['v2290',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L12n651'],
 ['v2325',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L13n2978'],
 ['v2384',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L11n90'],
 ['v2384',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K12n196'],
 ['v2900', (0, 1), 'SFS [RP2/n2: (3,2) (5,3)]', 'L11n79'],
 ['v3070',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,1 | 0,1 ]',
  'L12n427'],
 ['v3105',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K10n8'],
 ['v3105',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L10n30'],
 ['v3335', (-2, 1), None, 'L12n109'],
 ['v3482',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L11n37'],
 ['v3482',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K11n11'],
 ['t00110',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,4)], m = [ 1,-1 | 0,1 ]',
  'K15n7774'],
 ['t00324',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,6)], m = [ -1,1 | 1,0 ]',
  'K14n1953'],
 ['t00324',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,1)], m = [ 1,-1 | 0,1 ]',
  'K15n9223'],
 ['t00423',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 1,-1 | 0,1 ]',
  'L14n24835'],
 ['t00423',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (17,10)], m = [ -1,1 | 1,0 ]',
  'K14n1963'],
 ['t00434',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,7)], m = [ 1,-1 | 0,1 ]',
  'K14n1349'],
 ['t00434',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (18,11)], m = [ -1,1 | 1,0 ]',
  'L14n24714'],
 ['t00729',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (9,2)], m = [ 1,-1 | 0,1 ]',
  'K15n11977'],
 ['t00826',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (12,5)], m = [ 1,-1 | 0,1 ]',
  'K15n19313'],
 ['t00855',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (13,5)], m = [ 1,-1 | 0,1 ]',
  'K15n30341'],
 ['t00873',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (23,16)], m = [ 0,1 | 1,1 ]',
  'L14n3912'],
 ['t00932',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (27,19)], m = [ 0,1 | 1,1 ]',
  'L14n3977'],
 ['t01037',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (9,5)], m = [ 1,-1 | 0,1 ]',
  'K15n30344'],
 ['t01125',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,4)], m = [ 1,-1 | 0,1 ]',
  'L14n13638'],
 ['t01125',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (9,5)], m = [ -1,1 | 1,0 ]',
  'K14n5010'],
 ['t01216',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]',
  'L14n13479'],
 ['t01268',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'L14n13634'],
 ['t01268',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (12,7)], m = [ -1,1 | 1,0 ]',
  'K14n3124'],
 ['t01292',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (13,5)], m = [ -1,1 | 1,0 ]',
  'L14n13354'],
 ['t01318',
  (-2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,3)], m = [ 1,-1 | 0,1 ]',
  'K14n277'],
 ['t01368',
  (-2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'L14n14714'],
 ['t01409',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (12,7)], m = [ 1,-1 | 0,1 ]',
  'L14n20308'],
 ['t01422',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,5)], m = [ 1,1 | 0,1 ]',
  'L14n3340'],
 ['t01424',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,8)], m = [ 1,-1 | 0,1 ]',
  'K14n1339'],
 ['t01440',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,6)], m = [ 1,1 | 0,1 ]',
  'L14n3337'],
 ['t01440',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,1)], m = [ -1,1 | 1,0 ]',
  'K14n5488'],
 ['t01598',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (7,3)], m = [ 1,-1 | 0,1 ]',
  'L14n32959'],
 ['t01636',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (11,7)], m = [ -1,1 | 1,0 ]',
  'L14n32800'],
 ['t01636',
  (2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,4)], m = [ 1,-1 | 0,1 ]',
  'K14n51'],
 ['t01646',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ 1,-1 | 0,1 ]',
  'K14n2644'],
 ['t01690',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (13,8)], m = [ -1,1 | 1,0 ]',
  'K14n4920'],
 ['t01690',
  (2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'L14n14715'],
 ['t01757',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'K15n18050'],
 ['t01815',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,1)], m = [ -1,1 | 1,0 ]',
  'K12n114'],
 ['t01815',
  (2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,1 | 0,1 ]',
  'L14n14766'],
 ['t01850',
  (-1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 1,0 ]',
  'K14n9960'],
 ['t01863',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | 0,1 ]',
  'L14n14455'],
 ['t01863',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,3) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n3583'],
 ['t01949',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n26940'],
 ['t01966',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'K12n191'],
 ['t01966',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,3)], m = [ 1,1 | 0,1 ]',
  'L14n23765'],
 ['t02099',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,4)], m = [ 1,1 | 0,1 ]',
  'K14n6615'],
 ['t02104',
  (2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'K14n4532'],
 ['t02238',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K15n12497'],
 ['t02276',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ]',
  'L13n2154'],
 ['t02378',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (8,5)], m = [ -1,1 | 1,0 ]',
  'L14n27033'],
 ['t02378',
  (-2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'K14n52'],
 ['t02398',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (8,3)], m = [ 1,-1 | 0,1 ]',
  'K15n14098'],
 ['t02404',
  (2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]',
  'L14n13040'],
 ['t02470',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]',
  'L14n14443'],
 ['t02470',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n4982'],
 ['t02537',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 1,1 | 0,1 ]',
  'L14n24272'],
 ['t02537',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n4982'],
 ['t02567',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 0,1 ]',
  'K14n1350'],
 ['t02567',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,3)], m = [ -1,1 | 1,0 ]',
  'L14n32781'],
 ['t02639',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]',
  'L14n13052'],
 ['t02639',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,2) (8,5)], m = [ -1,1 | 1,0 ]',
  'K14n3023'],
 ['t03106',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n2130'],
 ['t03607',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 1,0 ]',
  'L14n14999'],
 ['t03713',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K14n148'],
 ['t03781',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (5,4)], m = [ -1,1 | 1,0 ]',
  'L14n15010'],
 ['t03843',
  (1, 1),
  'SFS [D: (2,1) (5,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K15n125712'],
 ['t03864',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'L14n14714'],
 ['t03956',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K14n618'],
 ['t03979',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n2125'],
 ['t04003',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (12,5)], m = [ 1,1 | 0,1 ]',
  'L14n16459'],
 ['t04019',
  (1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'K14n10299'],
 ['t04102',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,5)], m = [ 1,1 | 0,1 ]',
  'K14n6432'],
 ['t04180',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (6,5)], m = [ 1,1 | 0,1 ]',
  'L14n24264'],
 ['t04244',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'L14n13702'],
 ['t04382',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (8,3)], m = [ -1,1 | 1,0 ]',
  'L14n14968'],
 ['t04449',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ]',
  'L13n4880'],
 ['t04557',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,1)], m = [ 0,1 | 1,-1 ]',
  'L12n761'],
 ['t04557',
  (-1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K13n1659'],
 ['t04721',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n13835'],
 ['t04756',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-2 ]',
  'L13n550'],
 ['t04927',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,-1 ]',
  'L13n347'],
 ['t05118',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n464'],
 ['t05390',
  (1, 1),
  'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L14n25292'],
 ['t05425',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L13n1361'],
 ['t05538',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,1)], m = [ 0,1 | 1,1 ]',
  'L13n4453'],
 ['t05564',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (4,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L14n14987'],
 ['t05658',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'K13n1342'],
 ['t05674',
  (1, 1),
  'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L14n25954'],
 ['t05695',
  (1, 1),
  'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K14n6684'],
 ['t06001',
  (1, 1),
  'SFS [D: (2,1) (9,7)] U/m SFS [D: (3,1) (3,1)], m = [ -1,1 | 1,0 ]',
  'L14n24075'],
 ['t06246',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,1 | 1,1 ]',
  'L12n281'],
 ['t06246',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]',
  'L13n3230'],
 ['t06440',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n23735'],
 ['t06463',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]',
  'K14n4'],
 ['t06525',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'K13n122'],
 ['t06570',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n23755'],
 ['t06573',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]',
  'L12n373'],
 ['t06573',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'K13n1233'],
 ['t06605',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]',
  'L14n13052'],
 ['t06637',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,2)], m = [ 0,1 | 1,1 ]',
  'L12n251'],
 ['t06637',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L13n2615'],
 ['t06715',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'K11n25'],
 ['t06715',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L11n50'],
 ['t06957', (0, 1), 'SFS [RP2/n2: (2,1) (13,8)]', 'L12n122'],
 ['t07070',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K11n4'],
 ['t07104',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'K12n331'],
 ['t07104',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'L13n3542'],
 ['t07412',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 0,1 | 1,1 ]',
  'K11n7'],
 ['t07670',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'L11n97'],
 ['t08114',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 1,0 ]',
  'L11n52'],
 ['t08184',
  (-1, 1),
  'SFS [D: (3,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K13n3172'],
 ['t08267',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K13n1468'],
 ['t08403',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'L13n4483'],
 ['t08532',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 1,0 ]',
  'L12n674'],
 ['t08532',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K13n2374'],
 ['t08532',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'K12n215'],
 ['t08576', (0, 1), 'SFS [RP2/n2: (3,1) (8,5)]', 'L12n329'],
 ['t08936',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,1)], m = [ 0,1 | 1,1 ]',
  'L11n157'],
 ['t09016',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]',
  'K13n2573'],
 ['t09126',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,-1 ]',
  'L12n737'],
 ['t09126',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K13n1641'],
 ['t09284',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,3 | -1,2 ]',
  'L12n8'],
 ['t09450',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-2 | 0,1 ]',
  'L12n88'],
 ['t09580',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'K13n2379'],
 ['t09633',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,2 | 0,1 ]',
  'L12n879'],
 ['t09690',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,1 | 0,1 ]',
  'K13n1393'],
 ['t09847',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 2,1 | 1,1 ]',
  'K12n120'],
 ['t10177',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (5,2)], m = [ 1,1 | 0,1 ]',
  'L13n1274'],
 ['t10188', (-1, 1), None, 'L10n63'],
 ['t10215',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'L11n73'],
 ['t10215',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K11n8'],
 ['t10292',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K11n68'],
 ['t10462',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'L13n6085'],
 ['t10496',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]',
  'L12n83'],
 ['t10832',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K11n41'],
 ['t11198',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K11n5'],
 ['t11198',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [M/n2: (2,1)], m = [ 0,1 | 1,0 ]',
  'L11n35'],
 ['t11376',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L11n77'],
 ['t11548',
  (0, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L12n82'],
 ['t11556', (1, 1), None, 'L11n221'],
 ['t11887', (1, 1), None, 'K11n157'],
 ['t12288', (0, 1), 'SFS [RP2/n2: (3,2) (8,3)]', 'L12n338'],
 ['t12753', (1, 1), None, 'K11n178'],
 ['o9_00797',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,9)], m = [ 1,-1 | 0,1 ]',
  'K15n5455'],
 ['o9_00815',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (23,14)], m = [ -1,1 | 1,0 ]',
  'K15n8391'],
 ['o9_02255',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (16,9)], m = [ -1,1 | 1,0 ]',
  'K15n14640'],
 ['o9_02350',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (19,11)], m = [ -1,1 | 1,0 ]',
  'K15n23969'],
 ['o9_02696',
  (2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (13,5)], m = [ 1,-1 | 0,1 ]',
  'K15n860'],
 ['o9_02706',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (17,10)], m = [ 1,-1 | 0,1 ]',
  'K15n5747'],
 ['o9_02794',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (7,1)], m = [ -1,1 | 1,0 ]',
  'K15n31445'],
 ['o9_03118',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (12,5)], m = [ 1,-1 | 0,1 ]',
  'K15n12384'],
 ['o9_03162',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (19,12)], m = [ -1,1 | 1,0 ]',
  'K15n23670'],
 ['o9_03188',
  (2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,8)], m = [ 1,-1 | 0,1 ]',
  'K15n123'],
 ['o9_03288',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,13)], m = [ 0,1 | 1,1 ]',
  'K15n118029'],
 ['o9_04054',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]',
  'K13n268'],
 ['o9_04060',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,4)], m = [ 1,1 | 0,1 ]',
  'K15n34719'],
 ['o9_04060',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'L13n4919'],
 ['o9_04313',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (10,7)], m = [ 1,-1 | 0,1 ]',
  'K15n22821'],
 ['o9_04435',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (5,4)], m = [ 1,-1 | 0,1 ]',
  'K15n12889'],
 ['o9_04938',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,1)], m = [ -1,1 | 1,0 ]',
  'K13n1268'],
 ['o9_05287',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (7,6)], m = [ 0,1 | 1,1 ]',
  'L14n12115'],
 ['o9_05426',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,9)], m = [ 1,1 | 0,1 ]',
  'K15n5456'],
 ['o9_05483',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (9,4)], m = [ -1,1 | 1,0 ]',
  'K15n23871'],
 ['o9_05860',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,4) (7,5)], m = [ -1,1 | 1,0 ]',
  'K15n24289'],
 ['o9_06128',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,4) (8,5)], m = [ -1,1 | 1,0 ]',
  'K15n16392'],
 ['o9_06154',
  (-2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (13,5)], m = [ 1,1 | 0,1 ]',
  'K15n21416'],
 ['o9_06248',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,2) (8,5)], m = [ -1,1 | 1,0 ]',
  'K15n14042'],
 ['o9_06301',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,8)], m = [ 1,1 | 0,1 ]',
  'K15n124'],
 ['o9_06956',
  (1, 1),
  'SFS [D: (2,1) (9,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K14n7610'],
 ['o9_07044',
  (1, 1),
  'SFS [D: (2,1) (12,7)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n21477'],
 ['o9_07167',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,6)], m = [ 0,1 | 1,-1 ]',
  'L14n3072'],
 ['o9_07167',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,1)], m = [ -1,1 | 1,0 ]',
  'K14n1968'],
 ['o9_07401',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,9)], m = [ 0,1 | 1,-1 ]',
  'L14n2083'],
 ['o9_07401',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,2)], m = [ -1,1 | 1,0 ]',
  'K14n1618'],
 ['o9_07893',
  (1, 1),
  'SFS [D: (2,1) (11,7)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n13345'],
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  'SFS [D: (2,1) (13,8)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n13462'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (23,16)], m = [ 0,1 | 1,1 ]',
  'K15n7121'],
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  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (11,4)], m = [ 1,-1 | 0,1 ]',
  'K15n715'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,7)], m = [ 1,1 | 0,1 ]',
  'K15n34742'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (27,19)], m = [ 0,1 | 1,1 ]',
  'K15n72774'],
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  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L14n19917'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,6)], m = [ 1,1 | 0,1 ]',
  'K15n5736'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (6,5)], m = [ 0,1 | 1,-1 ]',
  'L14n1809'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (9,5)], m = [ 1,-1 | 0,1 ]',
  'K15n146'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (6,5)], m = [ 0,1 | 1,-1 ]',
  'L14n24853'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,-1 ]',
  'K13n267'],
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  'SFS [D: (2,1) (6,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n25999'],
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  'SFS [D: (2,1) (8,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n18448'],
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  'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n10300'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,-1 ]',
  'L14n1848'],
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  'SFS [D: (2,1) (13,10)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K15n39716'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,4)], m = [ 0,1 | 1,-2 ]',
  'L14n2419'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (5,4)], m = [ 0,1 | 1,1 ]',
  'K14n20444'],
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  'SFS [D: (2,1) (11,3)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]',
  'K15n34453'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (5,4)], m = [ 0,1 | 1,-1 ]',
  'L14n2758'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,7)], m = [ 0,1 | 1,-2 ]',
  'L14n2233'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (9,7)], m = [ 0,1 | 1,1 ]',
  'K14n10197'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,3) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n9707'],
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  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]',
  'L13n2748'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,1)], m = [ 0,1 | 1,1 ]',
  'K14n5026'],
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  'SFS [D: (2,1) (7,3)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'K15n50004'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L14n10442'],
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  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,1) (7,2)], m = [ -1,1 | 1,0 ]',
  'K15n84356'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-1 ]',
  'K13n255'],
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  'SFS [D: (2,1) (7,2)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K15n36941'],
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  'SFS [D: (2,1) (8,3)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n18433'],
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  'SFS [D: (2,1) (8,5)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'L14n18480'],
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  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'K15n2607'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,2) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n9709'],
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  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (9,4)], m = [ 1,1 | 0,1 ]',
  'K15n21430'],
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  'SFS [D: (2,1) (7,4)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'K15n77745'],
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  'SFS [D: (2,1) (7,2)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K15n37142'],
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  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (15,4)], m = [ 0,1 | 1,1 ]',
  'L13n927'],
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  'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]',
  'L14n16466'],
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  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'K15n3701'],
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  (1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'K15n125586'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,9)], m = [ 0,1 | 1,1 ]',
  'K15n593'],
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  'SFS [D: (2,1) (8,5)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'L14n18522'],
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  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1066'],
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  (1, 1),
  'SFS [D: (2,1) (7,5)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K15n35818'],
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  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (17,12)], m = [ 0,1 | 1,1 ]',
  'K15n21521'],
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  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 0,1 ]',
  'K15n134'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,1 | 1,1 ]',
  'K13n1452'],
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  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (7,4)], m = [ 0,1 | 1,1 ]',
  'K14n1084'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 1,-1 | 0,1 ]',
  'K12n157'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,1 | 1,0 ]',
  'L13n2087'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ]',
  'K14n5081'],
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  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (7,3)], m = [ 0,1 | 1,1 ]',
  'L14n23742'],
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  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,-2 ]',
  'L13n3526'],
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  (1, 1),
  'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K15n64892'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 2,1 | 1,1 ]',
  'K12n76'],
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  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 2,1 | 1,1 ]',
  'L12n365'],
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  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (4,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n24120'],
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  'SFS [D: (2,1) (9,7)] U/m SFS [D: (3,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'K15n45925'],
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  (0, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L13n3606'],
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  (1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n10295'],
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  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1066'],
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  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K12n3'],
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  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 1,0 ]',
  'L13n746'],
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  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]',
  'K13n410'],
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  (1, 1),
  'SFS [D: (3,2) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n15895'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]',
  'K13n1710'],
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  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L14n19788'],
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  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'L12n628'],
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  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]',
  'L13n2911'],
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  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n26585'],
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  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n12659'],
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  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 0,1 ]',
  'L14n18546'],
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  (1, 1),
  'SFS [D: (3,1) (7,4)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n38260'],
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  (1, 1),
  'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K13n47'],
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  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K14n6621'],
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  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,2)], m = [ 0,1 | 1,1 ]',
  'K13n1986'],
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  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n11677'],
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  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'K12n344'],
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  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (9,4)], m = [ 1,1 | 0,1 ]',
  'L14n9841'],
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  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (10,7)], m = [ 0,1 | 1,1 ]',
  'K14n15805'],
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  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (12,5)], m = [ 1,1 | 0,1 ]',
  'L14n5615'],
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  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,2)], m = [ -1,1 | 1,0 ]',
  'K14n11805'],
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  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 1,0 ]',
  'L14n25088'],
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  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L12n635'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 1,0 ]',
  'K12n81'],
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  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (3,2)], m = [ -1,1 | 1,0 ]',
  'L12n937'],
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  (-1, 1),
  'SFS [D: (3,2) (3,2)] U/m SFS [D: (4,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K14n7380'],
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  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'K12n181'],
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  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'K14n5030'],
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  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'K14n5695'],
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  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 2,1 | 1,0 ]',
  'L12n367'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L11n130'],
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  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,2)], m = [ 1,1 | 0,1 ]',
  'K14n10153'],
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  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,-1 ]',
  'K13n677'],
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  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'L14n23772'],
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  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 1,0 ]',
  'K12n1'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 1,0 ]',
  'K12n81'],
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  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (7,2)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n276'],
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  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]',
  'K12n108'],
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  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,5)], m = [ 0,1 | 1,1 ]',
  'L12n293'],
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  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,-1 ]',
  'L13n2742'],
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  (1, 1),
  'SFS [D: (3,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n12074'],
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  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'L14n33309'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n1709'],
 ['o9_26471',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n27501'],
 ['o9_26570',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'L12n407'],
 ['o9_26570',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 1,1 | 0,1 ]',
  'K12n204'],
 ['o9_26791',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K14n13883'],
 ['o9_27107',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'L12n628'],
 ['o9_27155',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L14n18573'],
 ['o9_27261',
  (1, 1),
  'SFS [D: (3,2) (4,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K14n10581'],
 ['o9_27371',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,2) (5,4)], m = [ 1,1 | 0,1 ]',
  'L14n10292'],
 ['o9_27429',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (7,3)], m = [ 1,1 | 0,1 ]',
  'L14n5717'],
 ['o9_27767',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (8,3)], m = [ 1,1 | 0,1 ]',
  'K14n6616'],
 ['o9_28153',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,2)], m = [ 0,1 | 1,1 ]',
  'L14n34597'],
 ['o9_28284',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ -1,1 | 1,0 ]',
  'L12n753'],
 ['o9_28284',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n15'],
 ['o9_28746',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (7,5)], m = [ 0,1 | 1,1 ]',
  'L14n23620'],
 ['o9_28751',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-2 | 0,1 ]',
  'L13n326'],
 ['o9_28810',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ 0,1 | 1,1 ]',
  'K14n10644'],
 ['o9_29048',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L12n549'],
 ['o9_29551',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ]',
  'L13n2889'],
 ['o9_29551',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K14n13898'],
 ['o9_29648',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n183'],
 ['o9_29648',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ 0,1 | 1,1 ]',
  'L12n995'],
 ['o9_29751',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K12n290'],
 ['o9_29751',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 1,1 | 0,1 ]',
  'L12n243'],
 ['o9_29766',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'L12n239'],
 ['o9_29766',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K12n20'],
 ['o9_30142',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,3) (7,3)], m = [ 1,1 | 0,1 ]',
  'L14n12091'],
 ['o9_30142',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_30150', (-2, 1), None, 'L11n248'],
 ['o9_30375',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K14n5707'],
 ['o9_31267',
  (0, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K12n14'],
 ['o9_31267',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 0,1 ]',
  'L12n372'],
 ['o9_31321',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (4,1)], m = [ -1,1 | 1,0 ], n = [ 0,1 | 1,0 ]',
  'L12n746'],
 ['o9_31440', (-2, 1), None, 'L12n560'],
 ['o9_31481',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K12n70'],
 ['o9_32065',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n975'],
 ['o9_32132', (1, 1), None, 'L12n106'],
 ['o9_32150',
  (0, 1),
  'SFS [D: (3,2) (4,1)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L13n468'],
 ['o9_32314',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [M/n2: (4,3)], m = [ 0,1 | 1,0 ]',
  'L12n340'],
 ['o9_32314',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]',
  'K12n106'],
 ['o9_32471',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'K12n112'],
 ['o9_32471',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ -1,1 | 1,0 ]',
  'L12n936'],
 ['o9_32588', (1, 1), None, 'K11n165'],
 ['o9_33189',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (4,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n321'],
 ['o9_33284',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_33284',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,3)], m = [ 1,1 | 0,1 ]',
  'L14n22712'],
 ['o9_33380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ -2,3 | -1,1 ]',
  'K13n587'],
 ['o9_33430', (1, 1), None, 'L11n137'],
 ['o9_33486', (0, 1), 'SFS [RP2/n2: (2,1) (21,8)]', 'L13n406'],
 ['o9_33801',
  (0, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n686'],
 ['o9_33944',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 2,3 | 1,2 ]',
  'L12n353'],
 ['o9_33959',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 1,2 | 0,1 ]',
  'L12n874'],
 ['o9_33959',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 0,1 | 1,1 ]',
  'K12n291'],
 ['o9_34000',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (5,2)], m = [ 0,1 | 1,1 ]',
  'L12n403'],
 ['o9_34000',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n183'],
 ['o9_34409',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]',
  'K13n602'],
 ['o9_34689', (1, 1), None, 'L12n844'],
 ['o9_35666',
  (0, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K12n17'],
 ['o9_35666',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n256'],
 ['o9_35720', (1, 1), None, 'L12n115'],
 ['o9_35928',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n85'],
 ['o9_36114',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,1)], m = [ 0,1 | 1,1 ]',
  'K12n197'],
 ['o9_36250',
  (0, 1),
  'SFS [D: (3,1) (5,2)] U/m SFS [M/n2: (2,1)], m = [ 0,1 | 1,0 ]',
  'L12n101'],
 ['o9_36380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (5,3)], m = [ 0,-1 | 1,0 ]',
  'L13n1195'],
 ['o9_36380',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,8)], m = [ 0,1 | 1,1 ]',
  'K13n1423'],
 ['o9_36544', (1, 1), None, 'K11n156'],
 ['o9_36809', (-1, 1), None, 'L11n124'],
 ['o9_36958',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 2,1 | 1,1 ]',
  'K12n73'],
 ['o9_37050', (0, 1), 'SFS [RP2/n2: (5,3) (8,3)]', 'L13n1166'],
 ['o9_37291',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n975'],
 ['o9_37291',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n122'],
 ['o9_37482', (2, 1), None, 'L11n248'],
 ['o9_37551', (1, 1), None, 'L11n250'],
 ['o9_37751',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,3)], m = [ -1,1 | 1,0 ]',
  'L12n754'],
 ['o9_37754', (-1, 1), None, 'L12n560'],
 ['o9_37851', (2, 1), None, 'L12n560'],
 ['o9_38287', (2, 1), None, 'L11n118'],
 ['o9_38679', (0, 1), 'SFS [RP2/n2: (3,2) (11,3)]', 'L13n2013'],
 ['o9_38811', (-1, 1), None, 'L11n102'],
 ['o9_38989',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (3,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n391'],
 ['o9_39451', (-1, 1), None, 'K12n408'],
 ['o9_39521',
  (0, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [M/n2: (3,1)], m = [ 0,-1 | 1,0 ]',
  'L13n1206'],
 ['o9_39521',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'K13n1120'],
 ['o9_39606',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n139'],
 ['o9_39859',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n85'],
 ['o9_39879',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]',
  'L12n851'],
 ['o9_39981',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (2,1) (3,1)], m = [ -1,1 | 1,0 ]',
  'L12n362'],
 ['o9_40026',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,2 | -1,1 ]',
  'L13n3152'],
 ['o9_40075',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ], n = [ 0,1 | 1,0 ]',
  'K12n26'],
 ['o9_40179', (-1, 1), None, 'L12n863'],
 ['o9_42224',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ]',
  'K12n2'],
 ['o9_43001', (1, 1), None, 'K12n391'],
 ['o9_43679', (-1, 1), None, 'L13n1386']]

UNCLEAR

[['t00146', (2, 1)],
 ['t00550', (2, 1)],
 ['t00621', (-2, 1)],
 ['t00787', (-2, 1)],
 ['t01033', (-2, 1)],
 ['t01834', (2, 1)],
 ['t03710', (1, 1)],
 ['t04756', (1, 1)],
 ['t04927', (1, 1)],
 ['o9_00133', (2, 1)],
 ['o9_00168', (-2, 1)],
 ['o9_00644', (-2, 1)],
 ['o9_00644', (2, 1)],
 ['o9_00797', (-2, 1)],
 ['o9_00815', (1, 1)],
 ['o9_01079', (-2, 1)],
 ['o9_01175', (2, 1)],
 ['o9_01436', (-2, 1)],
 ['o9_01496', (2, 1)],
 ['o9_01584', (2, 1)],
 ['o9_01621', (-2, 1)],
 ['o9_01680', (-1, 1)],
 ['o9_01765', (1, 1)],
 ['o9_01936', (2, 1)],
 ['o9_01953', (-2, 1)],
 ['o9_01955', (-2, 1)],
 ['o9_02255', (-1, 1)],
 ['o9_02340', (1, 1)],
 ['o9_02350', (-1, 1)],
 ['o9_02383', (2, 1)],
 ['o9_02386', (1, 1)],
 ['o9_02655', (2, 1)],
 ['o9_02735', (-1, 1)],
 ['o9_02772', (2, 1)],
 ['o9_02786', (1, 1)],
 ['o9_02794', (-1, 1)],
 ['o9_02909', (2, 1)],
 ['o9_03032', (2, 1)],
 ['o9_03108', (2, 1)],
 ['o9_03133', (-2, 1)],
 ['o9_03149', (-1, 1)],
 ['o9_03162', (2, 1)],
 ['o9_03188', (-1, 1)],
 ['o9_03313', (-2, 1)],
 ['o9_03412', (-1, 1)],
 ['o9_03526', (1, 1)],
 ['o9_03586', (2, 1)],
 ['o9_03622', (2, 1)],
 ['o9_03802', (2, 1)],
 ['o9_03833', (2, 1)],
 ['o9_03932', (-1, 1)],
 ['o9_04054', (-2, 1)],
 ['o9_04106', (-2, 1)],
 ['o9_04205', (-2, 1)],
 ['o9_04245', (2, 1)],
 ['o9_04269', (1, 1)],
 ['o9_04431', (-1, 1)],
 ['o9_04438', (2, 1)],
 ['o9_04938', (-2, 1)],
 ['o9_05021', (2, 1)],
 ['o9_05177', (2, 1)],
 ['o9_05229', (2, 1)],
 ['o9_05357', (2, 1)],
 ['o9_05426', (-2, 1)],
 ['o9_05483', (1, 1)],
 ['o9_05562', (2, 1)],
 ['o9_05618', (2, 1)],
 ['o9_05860', (1, 1)],
 ['o9_05970', (2, 1)],
 ['o9_06060', (-2, 1)],
 ['o9_06128', (1, 1)],
 ['o9_06248', (1, 1)],
 ['o9_06301', (-2, 1)],
 ['o9_07152', (-1, 1)],
 ['o9_07167', (-1, 1)],
 ['o9_07195', (-1, 1)],
 ['o9_07401', (-1, 1)],
 ['o9_07790', (1, 1)],
 ['o9_08224', (-1, 1)],
 ['o9_08402', (-1, 1)],
 ['o9_08477', (-1, 1)],
 ['o9_08497', (-1, 1)],
 ['o9_08647', (-1, 1)],
 ['o9_08771', (-1, 1)],
 ['o9_08828', (1, 1)],
 ['o9_08831', (1, 1)],
 ['o9_09271', (-1, 1)],
 ['o9_09372', (-1, 1)],
 ['o9_09731', (-1, 1)],
 ['o9_09808', (1, 1)],
 ['o9_11002', (-1, 1)],
 ['o9_11100', (1, 1)],
 ['o9_11537', (-1, 1)],
 ['o9_11570', (-1, 1)],
 ['o9_11658', (-1, 1)],
 ['o9_11685', (-1, 1)],
 ['o9_11795', (1, 1)],
 ['o9_11845', (1, 1)],
 ['o9_11999', (-1, 1)],
 ['o9_12079', (-1, 1)],
 ['o9_12253', (-1, 1)],
 ['o9_12412', (-1, 1)],
 ['o9_12693', (1, 1)],
 ['o9_12757', (1, 1)],
 ['o9_12873', (1, 1)],
 ['o9_12919', (1, 1)],
 ['o9_13182', (1, 1)],
 ['o9_13188', (1, 1)],
 ['o9_13400', (1, 1)],
 ['o9_13403', (1, 1)],
 ['o9_13604', (1, 1)],
 ['o9_13666', (-1, 1)],
 ['o9_13720', (-1, 1)],
 ['o9_13952', (-1, 1)],
 ['o9_14364', (1, 1)],
 ['o9_14376', (-1, 1)],
 ['o9_14495', (1, 1)],
 ['o9_15506', (-1, 1)],
 ['o9_15997', (1, 1)],
 ['o9_16065', (1, 1)],
 ['o9_16157', (1, 1)],
 ['o9_16356', (-1, 1)],
 ['o9_16527', (-1, 1)],
 ['o9_16642', (1, 1)],
 ['o9_17382', (1, 1)],
 ['o9_18633', (1, 1)]]

UNCLEAR=UNCLEAR+[[x[0],x[1]] for x in other_NON_HYPERBOLIC_DBC_slopes if x[2]==None]
UNCLEAR

[['t00146', (2, 1)],
 ['t00550', (2, 1)],
 ['t00621', (-2, 1)],
 ['t00787', (-2, 1)],
 ['t01033', (-2, 1)],
 ['t01834', (2, 1)],
 ['t03710', (1, 1)],
 ['t04756', (1, 1)],
 ['t04927', (1, 1)],
 ['o9_00133', (2, 1)],
 ['o9_00168', (-2, 1)],
 ['o9_00644', (-2, 1)],
 ['o9_00644', (2, 1)],
 ['o9_00797', (-2, 1)],
 ['o9_00815', (1, 1)],
 ['o9_01079', (-2, 1)],
 ['o9_01175', (2, 1)],
 ['o9_01436', (-2, 1)],
 ['o9_01496', (2, 1)],
 ['o9_01584', (2, 1)],
 ['o9_01621', (-2, 1)],
 ['o9_01680', (-1, 1)],
 ['o9_01765', (1, 1)],
 ['o9_01936', (2, 1)],
 ['o9_01953', (-2, 1)],
 ['o9_01955', (-2, 1)],
 ['o9_02255', (-1, 1)],
 ['o9_02340', (1, 1)],
 ['o9_02350', (-1, 1)],
 ['o9_02383', (2, 1)],
 ['o9_02386', (1, 1)],
 ['o9_02655', (2, 1)],
 ['o9_02735', (-1, 1)],
 ['o9_02772', (2, 1)],
 ['o9_02786', (1, 1)],
 ['o9_02794', (-1, 1)],
 ['o9_02909', (2, 1)],
 ['o9_03032', (2, 1)],
 ['o9_03108', (2, 1)],
 ['o9_03133', (-2, 1)],
 ['o9_03149', (-1, 1)],
 ['o9_03162', (2, 1)],
 ['o9_03188', (-1, 1)],
 ['o9_03313', (-2, 1)],
 ['o9_03412', (-1, 1)],
 ['o9_03526', (1, 1)],
 ['o9_03586', (2, 1)],
 ['o9_03622', (2, 1)],
 ['o9_03802', (2, 1)],
 ['o9_03833', (2, 1)],
 ['o9_03932', (-1, 1)],
 ['o9_04054', (-2, 1)],
 ['o9_04106', (-2, 1)],
 ['o9_04205', (-2, 1)],
 ['o9_04245', (2, 1)],
 ['o9_04269', (1, 1)],
 ['o9_04431', (-1, 1)],
 ['o9_04438', (2, 1)],
 ['o9_04938', (-2, 1)],
 ['o9_05021', (2, 1)],
 ['o9_05177', (2, 1)],
 ['o9_05229', (2, 1)],
 ['o9_05357', (2, 1)],
 ['o9_05426', (-2, 1)],
 ['o9_05483', (1, 1)],
 ['o9_05562', (2, 1)],
 ['o9_05618', (2, 1)],
 ['o9_05860', (1, 1)],
 ['o9_05970', (2, 1)],
 ['o9_06060', (-2, 1)],
 ['o9_06128', (1, 1)],
 ['o9_06248', (1, 1)],
 ['o9_06301', (-2, 1)],
 ['o9_07152', (-1, 1)],
 ['o9_07167', (-1, 1)],
 ['o9_07195', (-1, 1)],
 ['o9_07401', (-1, 1)],
 ['o9_07790', (1, 1)],
 ['o9_08224', (-1, 1)],
 ['o9_08402', (-1, 1)],
 ['o9_08477', (-1, 1)],
 ['o9_08497', (-1, 1)],
 ['o9_08647', (-1, 1)],
 ['o9_08771', (-1, 1)],
 ['o9_08828', (1, 1)],
 ['o9_08831', (1, 1)],
 ['o9_09271', (-1, 1)],
 ['o9_09372', (-1, 1)],
 ['o9_09731', (-1, 1)],
 ['o9_09808', (1, 1)],
 ['o9_11002', (-1, 1)],
 ['o9_11100', (1, 1)],
 ['o9_11537', (-1, 1)],
 ['o9_11570', (-1, 1)],
 ['o9_11658', (-1, 1)],
 ['o9_11685', (-1, 1)],
 ['o9_11795', (1, 1)],
 ['o9_11845', (1, 1)],
 ['o9_11999', (-1, 1)],
 ['o9_12079', (-1, 1)],
 ['o9_12253', (-1, 1)],
 ['o9_12412', (-1, 1)],
 ['o9_12693', (1, 1)],
 ['o9_12757', (1, 1)],
 ['o9_12873', (1, 1)],
 ['o9_12919', (1, 1)],
 ['o9_13182', (1, 1)],
 ['o9_13188', (1, 1)],
 ['o9_13400', (1, 1)],
 ['o9_13403', (1, 1)],
 ['o9_13604', (1, 1)],
 ['o9_13666', (-1, 1)],
 ['o9_13720', (-1, 1)],
 ['o9_13952', (-1, 1)],
 ['o9_14364', (1, 1)],
 ['o9_14376', (-1, 1)],
 ['o9_14495', (1, 1)],
 ['o9_15506', (-1, 1)],
 ['o9_15997', (1, 1)],
 ['o9_16065', (1, 1)],
 ['o9_16157', (1, 1)],
 ['o9_16356', (-1, 1)],
 ['o9_16527', (-1, 1)],
 ['o9_16642', (1, 1)],
 ['o9_17382', (1, 1)],
 ['o9_18633', (1, 1)],
 ['v3335', (-2, 1)],
 ['t10188', (-1, 1)],
 ['t11556', (1, 1)],
 ['t11887', (1, 1)],
 ['t12753', (1, 1)],
 ['o9_30150', (-2, 1)],
 ['o9_31440', (-2, 1)],
 ['o9_32132', (1, 1)],
 ['o9_32588', (1, 1)],
 ['o9_33430', (1, 1)],
 ['o9_34689', (1, 1)],
 ['o9_35720', (1, 1)],
 ['o9_36544', (1, 1)],
 ['o9_36809', (-1, 1)],
 ['o9_37482', (2, 1)],
 ['o9_37551', (1, 1)],
 ['o9_37754', (-1, 1)],
 ['o9_37851', (2, 1)],
 ['o9_38287', (2, 1)],
 ['o9_38811', (-1, 1)],
 ['o9_39451', (-1, 1)],
 ['o9_40179', (-1, 1)],
 ['o9_43001', (1, 1)],
 ['o9_43679', (-1, 1)]]

other_NON_HYPERBOLIC_DBC_slopes=[x for x in other_NON_HYPERBOLIC_DBC_slopes if x[2]!=None]
other_NON_HYPERBOLIC_DBC_slopes

[['m016',
  (-2, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L9n11'],
 ['m016',
  (2, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,1 | 0,1 ]',
  'L10n24'],
 ['m071',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L12n763'],
 ['m082',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'K10n9'],
 ['m082',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,1 | 0,1 ]',
  'K11n37'],
 ['m103',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K12n97'],
 ['m118',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L10n21'],
 ['m118',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'K10n9'],
 ['m144',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ -1,1 | 1,0 ]',
  'L11n164'],
 ['m144',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L12n763'],
 ['m194',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]',
  'K12n245'],
 ['m198',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1067'],
 ['m211',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,1 | 0,1 ]',
  'L12n652'],
 ['m223',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L10n34'],
 ['m239',
  (2, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'L11n53'],
 ['m240',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'L11n131'],
 ['m270',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L11n56'],
 ['m276',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'K11n21'],
 ['m281',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L11n50'],
 ['m281',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K11n69'],
 ['s042',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K13n340'],
 ['s068',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'L13n2949'],
 ['s086',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ -1,1 | 1,0 ]',
  'K12n103'],
 ['s086',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]',
  'K13n463'],
 ['s104',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L12n736'],
 ['s104',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]',
  'K12n108'],
 ['s114',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K12n4'],
 ['s114',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ -1,1 | 1,0 ]',
  'L12n758'],
 ['s294',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K12n24'],
 ['s301',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'L13n4791'],
 ['s308',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K13n1172'],
 ['s336',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'L12n239'],
 ['s344',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n644'],
 ['s346',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'L12n667'],
 ['s346',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n182'],
 ['s367',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'L12n235'],
 ['s367',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'K12n215'],
 ['s369',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1066'],
 ['s384',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'L11n100'],
 ['s407',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'L12n1016'],
 ['s407',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K12n3'],
 ['s560',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]',
  'L13n2741'],
 ['s582',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'L12n775'],
 ['s652',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L10n22'],
 ['s652',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'K10n12'],
 ['s652',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K11n65'],
 ['s665',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'L12n667'],
 ['s684',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L11n146'],
 ['s800',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K12n290'],
 ['s849', (0, 1), 'SFS [RP2/n2: (2,1) (5,3)]', 'L10n12'],
 ['v0082',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,3)], m = [ 1,-1 | 0,1 ]',
  'L14n24670'],
 ['v0114',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,4)], m = [ 1,-1 | 0,1 ]',
  'K14n1863'],
 ['v0165',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (6,5)], m = [ -1,1 | 1,0 ]',
  'L13n4597'],
 ['v0165',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (6,1)], m = [ 1,-1 | 0,1 ]',
  'L14n24959'],
 ['v0220',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'K13n220'],
 ['v0220',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (12,7)], m = [ -1,1 | 1,0 ]',
  'L13n3828'],
 ['v0223',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'L13n2950'],
 ['v0223',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,8)], m = [ -1,1 | 1,0 ]',
  'K13n381'],
 ['v0249',
  (2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]',
  'L14n13520'],
 ['v0319',
  (-2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]',
  'L14n13245'],
 ['v0330',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,-1 | 0,1 ]',
  'L14n33049'],
 ['v0398',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K14n2581'],
 ['v0407',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,3)], m = [ 1,-1 | 0,1 ]',
  'K14n6028'],
 ['v0424',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (13,9)], m = [ 0,1 | 1,1 ]',
  'L13n925'],
 ['v0434',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'K14n3982'],
 ['v0497',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (17,12)], m = [ 0,1 | 1,1 ]',
  'L13n907'],
 ['v0545',
  (2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,1 | 0,1 ]',
  'L14n14773'],
 ['v0554',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n26943'],
 ['v0570',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,3)], m = [ 1,-1 | 0,1 ]',
  'K14n6028'],
 ['v0573',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,-1 | 0,1 ]',
  'L14n32946'],
 ['v0707',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,4)], m = [ 1,1 | 0,1 ]',
  'L13n768'],
 ['v0709',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,1 ]',
  'L13n2992'],
 ['v0715',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ 1,-1 | 0,1 ]',
  'K13n262'],
 ['v0740',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,5)], m = [ 1,1 | 0,1 ]',
  'L13n749'],
 ['v0740',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,1)], m = [ -1,1 | 1,0 ]',
  'K13n1267'],
 ['v0741',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'L13n2950'],
 ['v0759',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n3026'],
 ['v0765',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K14n3974'],
 ['v0830',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'L11n167'],
 ['v0830',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,1 | 0,1 ]',
  'K13n1465'],
 ['v0847',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,7)], m = [ 0,1 | 1,1 ]',
  'K13n1985'],
 ['v0912',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'K13n678'],
 ['v0939',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]',
  'L13n2570'],
 ['v0945',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n2719'],
 ['v0959',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L12n558'],
 ['v1077',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]',
  'K13n221'],
 ['v1077',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (5,3)], m = [ -1,1 | 1,0 ]',
  'L13n4390'],
 ['v1109',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]',
  'L13n2562'],
 ['v1109',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K13n749'],
 ['v1269',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L14n13847'],
 ['v1359',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K12n53'],
 ['v1392',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'L13n2975'],
 ['v1423',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-1 ]',
  'L12n216'],
 ['v1423',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L14n14133'],
 ['v1423',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ -1,1 | 1,0 ]',
  'K12n113'],
 ['v1425',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K12n454'],
 ['v1547',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'K13n1472'],
 ['v1565',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L14n13847'],
 ['v1620',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 1,0 ]',
  'L13n3022'],
 ['v1690',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K13n37'],
 ['v1709',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L12n627'],
 ['v1716',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]',
  'L13n2570'],
 ['v1718',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n4362'],
 ['v1728',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L13n4565'],
 ['v1810',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | 0,1 ]',
  'K13n257'],
 ['v1832',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L12n397'],
 ['v1839',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'L13n2723'],
 ['v1915',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'K11n26'],
 ['v1915',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L12n890'],
 ['v1921',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n4342'],
 ['v1986',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L13n3033'],
 ['v2024',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L13n4566'],
 ['v2090',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K13n3'],
 ['v2215',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'K12n189'],
 ['v2290',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]',
  'L11n69'],
 ['v2290',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L12n651'],
 ['v2325',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L13n2978'],
 ['v2384',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L11n90'],
 ['v2384',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K12n196'],
 ['v2900', (0, 1), 'SFS [RP2/n2: (3,2) (5,3)]', 'L11n79'],
 ['v3070',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,1 | 0,1 ]',
  'L12n427'],
 ['v3105',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K10n8'],
 ['v3105',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L10n30'],
 ['v3482',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L11n37'],
 ['v3482',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K11n11'],
 ['t00110',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,4)], m = [ 1,-1 | 0,1 ]',
  'K15n7774'],
 ['t00324',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,6)], m = [ -1,1 | 1,0 ]',
  'K14n1953'],
 ['t00324',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,1)], m = [ 1,-1 | 0,1 ]',
  'K15n9223'],
 ['t00423',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 1,-1 | 0,1 ]',
  'L14n24835'],
 ['t00423',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (17,10)], m = [ -1,1 | 1,0 ]',
  'K14n1963'],
 ['t00434',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,7)], m = [ 1,-1 | 0,1 ]',
  'K14n1349'],
 ['t00434',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (18,11)], m = [ -1,1 | 1,0 ]',
  'L14n24714'],
 ['t00729',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (9,2)], m = [ 1,-1 | 0,1 ]',
  'K15n11977'],
 ['t00826',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (12,5)], m = [ 1,-1 | 0,1 ]',
  'K15n19313'],
 ['t00855',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (13,5)], m = [ 1,-1 | 0,1 ]',
  'K15n30341'],
 ['t00873',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (23,16)], m = [ 0,1 | 1,1 ]',
  'L14n3912'],
 ['t00932',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (27,19)], m = [ 0,1 | 1,1 ]',
  'L14n3977'],
 ['t01037',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (9,5)], m = [ 1,-1 | 0,1 ]',
  'K15n30344'],
 ['t01125',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,4)], m = [ 1,-1 | 0,1 ]',
  'L14n13638'],
 ['t01125',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (9,5)], m = [ -1,1 | 1,0 ]',
  'K14n5010'],
 ['t01216',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]',
  'L14n13479'],
 ['t01268',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'L14n13634'],
 ['t01268',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (12,7)], m = [ -1,1 | 1,0 ]',
  'K14n3124'],
 ['t01292',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (13,5)], m = [ -1,1 | 1,0 ]',
  'L14n13354'],
 ['t01318',
  (-2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,3)], m = [ 1,-1 | 0,1 ]',
  'K14n277'],
 ['t01368',
  (-2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'L14n14714'],
 ['t01409',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (12,7)], m = [ 1,-1 | 0,1 ]',
  'L14n20308'],
 ['t01422',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,5)], m = [ 1,1 | 0,1 ]',
  'L14n3340'],
 ['t01424',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,8)], m = [ 1,-1 | 0,1 ]',
  'K14n1339'],
 ['t01440',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,6)], m = [ 1,1 | 0,1 ]',
  'L14n3337'],
 ['t01440',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,1)], m = [ -1,1 | 1,0 ]',
  'K14n5488'],
 ['t01598',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (7,3)], m = [ 1,-1 | 0,1 ]',
  'L14n32959'],
 ['t01636',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (11,7)], m = [ -1,1 | 1,0 ]',
  'L14n32800'],
 ['t01636',
  (2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,4)], m = [ 1,-1 | 0,1 ]',
  'K14n51'],
 ['t01646',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ 1,-1 | 0,1 ]',
  'K14n2644'],
 ['t01690',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (13,8)], m = [ -1,1 | 1,0 ]',
  'K14n4920'],
 ['t01690',
  (2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'L14n14715'],
 ['t01757',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'K15n18050'],
 ['t01815',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,1)], m = [ -1,1 | 1,0 ]',
  'K12n114'],
 ['t01815',
  (2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,1 | 0,1 ]',
  'L14n14766'],
 ['t01850',
  (-1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 1,0 ]',
  'K14n9960'],
 ['t01863',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | 0,1 ]',
  'L14n14455'],
 ['t01863',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,3) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n3583'],
 ['t01949',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n26940'],
 ['t01966',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'K12n191'],
 ['t01966',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,3)], m = [ 1,1 | 0,1 ]',
  'L14n23765'],
 ['t02099',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,4)], m = [ 1,1 | 0,1 ]',
  'K14n6615'],
 ['t02104',
  (2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'K14n4532'],
 ['t02238',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K15n12497'],
 ['t02276',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ]',
  'L13n2154'],
 ['t02378',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (8,5)], m = [ -1,1 | 1,0 ]',
  'L14n27033'],
 ['t02378',
  (-2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'K14n52'],
 ['t02398',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (8,3)], m = [ 1,-1 | 0,1 ]',
  'K15n14098'],
 ['t02404',
  (2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]',
  'L14n13040'],
 ['t02470',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]',
  'L14n14443'],
 ['t02470',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n4982'],
 ['t02537',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 1,1 | 0,1 ]',
  'L14n24272'],
 ['t02537',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n4982'],
 ['t02567',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 0,1 ]',
  'K14n1350'],
 ['t02567',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,3)], m = [ -1,1 | 1,0 ]',
  'L14n32781'],
 ['t02639',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]',
  'L14n13052'],
 ['t02639',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,2) (8,5)], m = [ -1,1 | 1,0 ]',
  'K14n3023'],
 ['t03106',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n2130'],
 ['t03607',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 1,0 ]',
  'L14n14999'],
 ['t03713',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K14n148'],
 ['t03781',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (5,4)], m = [ -1,1 | 1,0 ]',
  'L14n15010'],
 ['t03843',
  (1, 1),
  'SFS [D: (2,1) (5,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K15n125712'],
 ['t03864',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'L14n14714'],
 ['t03956',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K14n618'],
 ['t03979',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n2125'],
 ['t04003',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (12,5)], m = [ 1,1 | 0,1 ]',
  'L14n16459'],
 ['t04019',
  (1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'K14n10299'],
 ['t04102',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,5)], m = [ 1,1 | 0,1 ]',
  'K14n6432'],
 ['t04180',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (6,5)], m = [ 1,1 | 0,1 ]',
  'L14n24264'],
 ['t04244',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'L14n13702'],
 ['t04382',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (8,3)], m = [ -1,1 | 1,0 ]',
  'L14n14968'],
 ['t04449',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ]',
  'L13n4880'],
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  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,1)], m = [ 0,1 | 1,-1 ]',
  'L12n761'],
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  (-1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K13n1659'],
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  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n13835'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-2 ]',
  'L13n550'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,-1 ]',
  'L13n347'],
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  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n464'],
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  (1, 1),
  'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L14n25292'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L13n1361'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,1)], m = [ 0,1 | 1,1 ]',
  'L13n4453'],
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  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (4,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L14n14987'],
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  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'K13n1342'],
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  'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L14n25954'],
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  (1, 1),
  'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K14n6684'],
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  (1, 1),
  'SFS [D: (2,1) (9,7)] U/m SFS [D: (3,1) (3,1)], m = [ -1,1 | 1,0 ]',
  'L14n24075'],
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  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,1 | 1,1 ]',
  'L12n281'],
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  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]',
  'L13n3230'],
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  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n23735'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]',
  'K14n4'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'K13n122'],
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  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n23755'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]',
  'L12n373'],
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  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'K13n1233'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]',
  'L14n13052'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,2)], m = [ 0,1 | 1,1 ]',
  'L12n251'],
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  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L13n2615'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'K11n25'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L11n50'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K11n4'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'K12n331'],
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  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'L13n3542'],
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  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 0,1 | 1,1 ]',
  'K11n7'],
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  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'L11n97'],
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  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 1,0 ]',
  'L11n52'],
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  (-1, 1),
  'SFS [D: (3,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K13n3172'],
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  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K13n1468'],
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  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'L13n4483'],
 ['t08532',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 1,0 ]',
  'L12n674'],
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  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K13n2374'],
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  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'K12n215'],
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  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,1)], m = [ 0,1 | 1,1 ]',
  'L11n157'],
 ['t09016',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]',
  'K13n2573'],
 ['t09126',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,-1 ]',
  'L12n737'],
 ['t09126',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K13n1641'],
 ['t09284',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,3 | -1,2 ]',
  'L12n8'],
 ['t09450',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-2 | 0,1 ]',
  'L12n88'],
 ['t09580',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'K13n2379'],
 ['t09633',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,2 | 0,1 ]',
  'L12n879'],
 ['t09690',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,1 | 0,1 ]',
  'K13n1393'],
 ['t09847',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 2,1 | 1,1 ]',
  'K12n120'],
 ['t10177',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (5,2)], m = [ 1,1 | 0,1 ]',
  'L13n1274'],
 ['t10215',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'L11n73'],
 ['t10215',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K11n8'],
 ['t10292',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K11n68'],
 ['t10462',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'L13n6085'],
 ['t10496',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]',
  'L12n83'],
 ['t10832',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K11n41'],
 ['t11198',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K11n5'],
 ['t11198',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [M/n2: (2,1)], m = [ 0,1 | 1,0 ]',
  'L11n35'],
 ['t11376',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L11n77'],
 ['t11548',
  (0, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L12n82'],
 ['t12288', (0, 1), 'SFS [RP2/n2: (3,2) (8,3)]', 'L12n338'],
 ['o9_00797',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,9)], m = [ 1,-1 | 0,1 ]',
  'K15n5455'],
 ['o9_00815',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (23,14)], m = [ -1,1 | 1,0 ]',
  'K15n8391'],
 ['o9_02255',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (16,9)], m = [ -1,1 | 1,0 ]',
  'K15n14640'],
 ['o9_02350',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (19,11)], m = [ -1,1 | 1,0 ]',
  'K15n23969'],
 ['o9_02696',
  (2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (13,5)], m = [ 1,-1 | 0,1 ]',
  'K15n860'],
 ['o9_02706',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (17,10)], m = [ 1,-1 | 0,1 ]',
  'K15n5747'],
 ['o9_02794',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (7,1)], m = [ -1,1 | 1,0 ]',
  'K15n31445'],
 ['o9_03118',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (12,5)], m = [ 1,-1 | 0,1 ]',
  'K15n12384'],
 ['o9_03162',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (19,12)], m = [ -1,1 | 1,0 ]',
  'K15n23670'],
 ['o9_03188',
  (2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,8)], m = [ 1,-1 | 0,1 ]',
  'K15n123'],
 ['o9_03288',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,13)], m = [ 0,1 | 1,1 ]',
  'K15n118029'],
 ['o9_04054',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]',
  'K13n268'],
 ['o9_04060',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,4)], m = [ 1,1 | 0,1 ]',
  'K15n34719'],
 ['o9_04060',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'L13n4919'],
 ['o9_04313',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (10,7)], m = [ 1,-1 | 0,1 ]',
  'K15n22821'],
 ['o9_04435',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (5,4)], m = [ 1,-1 | 0,1 ]',
  'K15n12889'],
 ['o9_04938',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,1)], m = [ -1,1 | 1,0 ]',
  'K13n1268'],
 ['o9_05287',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (7,6)], m = [ 0,1 | 1,1 ]',
  'L14n12115'],
 ['o9_05426',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,9)], m = [ 1,1 | 0,1 ]',
  'K15n5456'],
 ['o9_05483',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (9,4)], m = [ -1,1 | 1,0 ]',
  'K15n23871'],
 ['o9_05860',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,4) (7,5)], m = [ -1,1 | 1,0 ]',
  'K15n24289'],
 ['o9_06128',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,4) (8,5)], m = [ -1,1 | 1,0 ]',
  'K15n16392'],
 ['o9_06154',
  (-2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (13,5)], m = [ 1,1 | 0,1 ]',
  'K15n21416'],
 ['o9_06248',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,2) (8,5)], m = [ -1,1 | 1,0 ]',
  'K15n14042'],
 ['o9_06301',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,8)], m = [ 1,1 | 0,1 ]',
  'K15n124'],
 ['o9_06956',
  (1, 1),
  'SFS [D: (2,1) (9,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K14n7610'],
 ['o9_07044',
  (1, 1),
  'SFS [D: (2,1) (12,7)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n21477'],
 ['o9_07167',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,6)], m = [ 0,1 | 1,-1 ]',
  'L14n3072'],
 ['o9_07167',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,1)], m = [ -1,1 | 1,0 ]',
  'K14n1968'],
 ['o9_07401',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,9)], m = [ 0,1 | 1,-1 ]',
  'L14n2083'],
 ['o9_07401',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,2)], m = [ -1,1 | 1,0 ]',
  'K14n1618'],
 ['o9_07893',
  (1, 1),
  'SFS [D: (2,1) (11,7)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n13345'],
 ['o9_07945',
  (1, 1),
  'SFS [D: (2,1) (13,8)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n13462'],
 ['o9_08006',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (23,16)], m = [ 0,1 | 1,1 ]',
  'K15n7121'],
 ['o9_08302',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (11,4)], m = [ 1,-1 | 0,1 ]',
  'K15n715'],
 ['o9_08765',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,7)], m = [ 1,1 | 0,1 ]',
  'K15n34742'],
 ['o9_08875',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (27,19)], m = [ 0,1 | 1,1 ]',
  'K15n72774'],
 ['o9_09052',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L14n19917'],
 ['o9_09213',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,6)], m = [ 1,1 | 0,1 ]',
  'K15n5736'],
 ['o9_09271',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (6,5)], m = [ 0,1 | 1,-1 ]',
  'L14n1809'],
 ['o9_09465',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (9,5)], m = [ 1,-1 | 0,1 ]',
  'K15n146'],
 ['o9_09731',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (6,5)], m = [ 0,1 | 1,-1 ]',
  'L14n24853'],
 ['o9_10020',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,-1 ]',
  'K13n267'],
 ['o9_10020',
  (-1, 1),
  'SFS [D: (2,1) (6,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n25999'],
 ['o9_10192',
  (1, 1),
  'SFS [D: (2,1) (8,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n18448'],
 ['o9_10213',
  (1, 1),
  'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n10300'],
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  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,-1 ]',
  'L14n1848'],
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  'SFS [D: (2,1) (13,10)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K15n39716'],
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  'L14n2419'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (5,4)], m = [ 0,1 | 1,1 ]',
  'K14n20444'],
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  'SFS [D: (2,1) (11,3)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]',
  'K15n34453'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (5,4)], m = [ 0,1 | 1,-1 ]',
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  'L14n2233'],
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  'L14n9707'],
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  'L13n2748'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,1)], m = [ 0,1 | 1,1 ]',
  'K14n5026'],
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  'SFS [D: (2,1) (7,3)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'K15n50004'],
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  'L14n10442'],
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  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,1) (7,2)], m = [ -1,1 | 1,0 ]',
  'K15n84356'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-1 ]',
  'K13n255'],
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  'SFS [D: (2,1) (7,2)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K15n36941'],
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  'SFS [D: (2,1) (8,3)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n18433'],
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  'L14n18480'],
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  'K15n2607'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,2) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n9709'],
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  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (9,4)], m = [ 1,1 | 0,1 ]',
  'K15n21430'],
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  'SFS [D: (2,1) (7,4)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'K15n77745'],
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  'SFS [D: (2,1) (7,2)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K15n37142'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (15,4)], m = [ 0,1 | 1,1 ]',
  'L13n927'],
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  'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]',
  'L14n16466'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'K15n3701'],
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  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'K15n125586'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,9)], m = [ 0,1 | 1,1 ]',
  'K15n593'],
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  'SFS [D: (2,1) (8,5)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'L14n18522'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1066'],
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  'SFS [D: (2,1) (7,5)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K15n35818'],
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  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (17,12)], m = [ 0,1 | 1,1 ]',
  'K15n21521'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 0,1 ]',
  'K15n134'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,1 | 1,1 ]',
  'K13n1452'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (7,4)], m = [ 0,1 | 1,1 ]',
  'K14n1084'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 1,-1 | 0,1 ]',
  'K12n157'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,1 | 1,0 ]',
  'L13n2087'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ]',
  'K14n5081'],
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  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (7,3)], m = [ 0,1 | 1,1 ]',
  'L14n23742'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,-2 ]',
  'L13n3526'],
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  'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K15n64892'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 2,1 | 1,1 ]',
  'K12n76'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 2,1 | 1,1 ]',
  'L12n365'],
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  'SFS [D: (2,1) (5,2)] U/m SFS [D: (4,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n24120'],
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  'SFS [D: (2,1) (9,7)] U/m SFS [D: (3,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'K15n45925'],
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  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L13n3606'],
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  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n10295'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1066'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K12n3'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 1,0 ]',
  'L13n746'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]',
  'K13n410'],
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  'SFS [D: (3,2) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n15895'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]',
  'K13n1710'],
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  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L14n19788'],
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  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'L12n628'],
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  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]',
  'L13n2911'],
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  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n26585'],
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  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n12659'],
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  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 0,1 ]',
  'L14n18546'],
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  'SFS [D: (3,1) (7,4)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n38260'],
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  (1, 1),
  'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K13n47'],
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  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K14n6621'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,2)], m = [ 0,1 | 1,1 ]',
  'K13n1986'],
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  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n11677'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'K12n344'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (9,4)], m = [ 1,1 | 0,1 ]',
  'L14n9841'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (10,7)], m = [ 0,1 | 1,1 ]',
  'K14n15805'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (12,5)], m = [ 1,1 | 0,1 ]',
  'L14n5615'],
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  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,2)], m = [ -1,1 | 1,0 ]',
  'K14n11805'],
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  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 1,0 ]',
  'L14n25088'],
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  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L12n635'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 1,0 ]',
  'K12n81'],
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  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (3,2)], m = [ -1,1 | 1,0 ]',
  'L12n937'],
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  (-1, 1),
  'SFS [D: (3,2) (3,2)] U/m SFS [D: (4,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K14n7380'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'K12n181'],
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  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'K14n5030'],
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  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'K14n5695'],
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  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 2,1 | 1,0 ]',
  'L12n367'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L11n130'],
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  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,2)], m = [ 1,1 | 0,1 ]',
  'K14n10153'],
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  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,-1 ]',
  'K13n677'],
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  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'L14n23772'],
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  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 1,0 ]',
  'K12n1'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 1,0 ]',
  'K12n81'],
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  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (7,2)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n276'],
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  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]',
  'K12n108'],
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  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,5)], m = [ 0,1 | 1,1 ]',
  'L12n293'],
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  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,-1 ]',
  'L13n2742'],
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  (1, 1),
  'SFS [D: (3,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n12074'],
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  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'L14n33309'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n1709'],
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  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n27501'],
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  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'L12n407'],
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  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 1,1 | 0,1 ]',
  'K12n204'],
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  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K14n13883'],
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  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'L12n628'],
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  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L14n18573'],
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  (1, 1),
  'SFS [D: (3,2) (4,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K14n10581'],
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  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,2) (5,4)], m = [ 1,1 | 0,1 ]',
  'L14n10292'],
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  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (7,3)], m = [ 1,1 | 0,1 ]',
  'L14n5717'],
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  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (8,3)], m = [ 1,1 | 0,1 ]',
  'K14n6616'],
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  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,2)], m = [ 0,1 | 1,1 ]',
  'L14n34597'],
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  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ -1,1 | 1,0 ]',
  'L12n753'],
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  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n15'],
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  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (7,5)], m = [ 0,1 | 1,1 ]',
  'L14n23620'],
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  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-2 | 0,1 ]',
  'L13n326'],
 ['o9_28810',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ 0,1 | 1,1 ]',
  'K14n10644'],
 ['o9_29048',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L12n549'],
 ['o9_29551',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ]',
  'L13n2889'],
 ['o9_29551',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K14n13898'],
 ['o9_29648',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n183'],
 ['o9_29648',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ 0,1 | 1,1 ]',
  'L12n995'],
 ['o9_29751',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K12n290'],
 ['o9_29751',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 1,1 | 0,1 ]',
  'L12n243'],
 ['o9_29766',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'L12n239'],
 ['o9_29766',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K12n20'],
 ['o9_30142',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,3) (7,3)], m = [ 1,1 | 0,1 ]',
  'L14n12091'],
 ['o9_30142',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_30375',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K14n5707'],
 ['o9_31267',
  (0, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K12n14'],
 ['o9_31267',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 0,1 ]',
  'L12n372'],
 ['o9_31321',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (4,1)], m = [ -1,1 | 1,0 ], n = [ 0,1 | 1,0 ]',
  'L12n746'],
 ['o9_31481',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K12n70'],
 ['o9_32065',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n975'],
 ['o9_32150',
  (0, 1),
  'SFS [D: (3,2) (4,1)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L13n468'],
 ['o9_32314',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [M/n2: (4,3)], m = [ 0,1 | 1,0 ]',
  'L12n340'],
 ['o9_32314',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]',
  'K12n106'],
 ['o9_32471',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'K12n112'],
 ['o9_32471',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ -1,1 | 1,0 ]',
  'L12n936'],
 ['o9_33189',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (4,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n321'],
 ['o9_33284',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_33284',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,3)], m = [ 1,1 | 0,1 ]',
  'L14n22712'],
 ['o9_33380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ -2,3 | -1,1 ]',
  'K13n587'],
 ['o9_33486', (0, 1), 'SFS [RP2/n2: (2,1) (21,8)]', 'L13n406'],
 ['o9_33801',
  (0, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n686'],
 ['o9_33944',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 2,3 | 1,2 ]',
  'L12n353'],
 ['o9_33959',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 1,2 | 0,1 ]',
  'L12n874'],
 ['o9_33959',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 0,1 | 1,1 ]',
  'K12n291'],
 ['o9_34000',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (5,2)], m = [ 0,1 | 1,1 ]',
  'L12n403'],
 ['o9_34000',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n183'],
 ['o9_34409',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]',
  'K13n602'],
 ['o9_35666',
  (0, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K12n17'],
 ['o9_35666',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n256'],
 ['o9_35928',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n85'],
 ['o9_36114',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,1)], m = [ 0,1 | 1,1 ]',
  'K12n197'],
 ['o9_36250',
  (0, 1),
  'SFS [D: (3,1) (5,2)] U/m SFS [M/n2: (2,1)], m = [ 0,1 | 1,0 ]',
  'L12n101'],
 ['o9_36380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (5,3)], m = [ 0,-1 | 1,0 ]',
  'L13n1195'],
 ['o9_36380',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,8)], m = [ 0,1 | 1,1 ]',
  'K13n1423'],
 ['o9_36958',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 2,1 | 1,1 ]',
  'K12n73'],
 ['o9_37050', (0, 1), 'SFS [RP2/n2: (5,3) (8,3)]', 'L13n1166'],
 ['o9_37291',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n975'],
 ['o9_37291',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n122'],
 ['o9_37751',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,3)], m = [ -1,1 | 1,0 ]',
  'L12n754'],
 ['o9_38679', (0, 1), 'SFS [RP2/n2: (3,2) (11,3)]', 'L13n2013'],
 ['o9_38989',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (3,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n391'],
 ['o9_39521',
  (0, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [M/n2: (3,1)], m = [ 0,-1 | 1,0 ]',
  'L13n1206'],
 ['o9_39521',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'K13n1120'],
 ['o9_39606',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n139'],
 ['o9_39859',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n85'],
 ['o9_39879',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]',
  'L12n851'],
 ['o9_39981',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (2,1) (3,1)], m = [ -1,1 | 1,0 ]',
  'L12n362'],
 ['o9_40026',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,2 | -1,1 ]',
  'L13n3152'],
 ['o9_40075',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ], n = [ 0,1 | 1,0 ]',
  'K12n26'],
 ['o9_42224',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ]',
  'K12n2']]

len(UNCLEAR)

150

len(other_NON_HYPERBOLIC_DBC_slopes)

473

For the slopes with a given explicit branching set. We check if the branching set is QA. For that we load our list of QA links with up to 12 crossings and search for a match.

QA=['K8n1', 'K8n2', 'K9n1', 'K9n2', 'K9n3', 'K9n5', 'K9n6', 'K9n7', 'K9n8', 'L7n2', 'L8n1', 'L8n2', 'L8n4', 'L8n5', 'L9n1', 'L9n2', 'L9n3', 'L9n5', 'L9n6', 'L9n7', 'L9n8', 'K10n1', 'K10n2', 'K10n4', 'K10n5', 'K10n6', 'K10n8', 'K10n9', 'K11n1', 'K11n2', 'K11n3', 'K11n4', 'K11n5', 'K11n7', 'K11n8', 'K12n1', 'K12n2', 'K12n3', 'K12n4', 'K12n5', 'K12n6', 'K12n8', 'K12n9', 'L10n1', 'L10n2', 'L10n3', 'L10n4', 'L10n5', 'L10n6', 'L10n7', 'L10n8', 'L10n9', 'L11n1', 'L11n2', 'L11n3', 'L11n4', 'L11n5', 'L11n6', 'L11n7', 'L11n8', 'L11n9', 'L12n1', 'L12n2', 'L12n3', 'L12n5', 'L12n6', 'L12n7', 'L12n8', 'L12n9', 'L9n10', 'L9n11', 'L9n13', 'L9n16', 'L9n17', 'L9n20', 'L9n21', 'L9n24', 'L9n25', 'L9n28', 'K10n11', 'K10n12', 'K10n15', 'K10n16', 'K10n17', 'K10n18', 'K10n19', 'K10n20', 'K10n23', 'K10n24', 'K10n25', 'K10n26', 'K10n28', 'K10n29', 'K10n30', 'K10n31', 'K10n32', 'K10n33', 'K10n34', 'K10n35', 'K10n37', 'K10n38', 'K10n39', 'K10n40', 'K10n41', 'K10n42', 'K11n10', 'K11n11', 'K11n13', 'K11n14', 'K11n15', 'K11n16', 'K11n17', 'K11n18', 'K11n21', 'K11n22', 'K11n23', 'K11n25', 'K11n26', 'K11n28', 'K11n29', 'K11n30', 'K11n32', 'K11n33', 'K11n35', 'K11n36', 'K11n37', 'K11n40', 'K11n41', 'K11n43', 'K11n44', 'K11n46', 'K11n47', 'K11n48', 'K11n50', 'K11n51', 'K11n52', 'K11n53', 'K11n54', 'K11n55', 'K11n56', 'K11n58', 'K11n59', 'K11n60', 'K11n62', 'K11n63', 'K11n64', 'K11n65', 'K11n66', 'K11n68', 'K11n69', 'K11n71', 'K11n72', 'K11n75', 'K11n76', 'K11n77', 'K11n78', 'K11n82', 'K11n83', 'K11n84', 'K11n85', 'K11n86', 'K11n87', 'K11n89', 'K11n90', 'K11n91', 'K11n93', 'K11n94', 'K11n95', 'K11n98', 'K11n99', 'K12n11', 'K12n12', 'K12n13', 'K12n14', 'K12n15', 'K12n17', 'K12n18', 'K12n21', 'K12n22', 'K12n24', 'K12n26', 'K12n27', 'K12n29', 'K12n30', 'K12n32', 'K12n33', 'K12n35', 'K12n36', 'K12n37', 'K12n38', 'K12n39', 'K12n40', 'K12n42', 'K12n43', 'K12n44', 'K12n46', 'K12n47', 'K12n48', 'K12n49', 'K12n50', 'K12n52', 'K12n53', 'K12n55', 'K12n58', 'K12n60', 'K12n61', 'K12n62', 'K12n63', 'K12n64', 'K12n66', 'K12n69', 'K12n70', 'K12n71', 'K12n72', 'K12n73', 'K12n74', 'K12n75', 'K12n76', 'K12n77', 'K12n78', 'K12n79', 'K12n80', 'K12n81', 'K12n83', 'K12n84', 'K12n85', 'K12n86', 'K12n88', 'K12n90', 'K12n92', 'K12n94', 'K12n95', 'K12n97', 'K12n98', 'K12n99', 'L10n10', 'L10n11', 'L10n12', 'L10n15', 'L10n16', 'L10n17', 'L10n19', 'L10n20', 'L10n21', 'L10n22', 'L10n26', 'L10n27', 'L10n29', 'L10n30', 'L10n31', 'L10n33', 'L10n34', 'L10n35', 'L10n37', 'L10n38', 'L10n40', 'L10n41', 'L10n43', 'L10n44', 'L10n46', 'L10n47', 'L10n48', 'L10n49', 'L10n50', 'L10n51', 'L10n52', 'L10n53', 'L10n55', 'L10n58', 'L10n60', 'L10n61', 'L10n63', 'L10n64', 'L10n65', 'L10n66', 'L10n67', 'L10n68', 'L10n69', 'L10n70', 'L10n71', 'L10n73', 'L10n74', 'L10n75', 'L10n76', 'L10n78', 'L10n79', 'L10n80', 'L10n81', 'L10n83', 'L10n85', 'L10n86', 'L10n89', 'L10n90', 'L10n92', 'L10n95', 'L10n96', 'L10n99', 'L11n10', 'L11n11', 'L11n12', 'L11n13', 'L11n14', 'L11n15', 'L11n16', 'L11n17', 'L11n18', 'L11n19', 'L11n20', 'L11n21', 'L11n22', 'L11n23', 'L11n25', 'L11n26', 'L11n29', 'L11n30', 'L11n31', 'L11n32', 'L11n34', 'L11n35', 'L11n36', 'L11n37', 'L11n38', 'L11n40', 'L11n41', 'L11n42', 'L11n43', 'L11n45', 'L11n46', 'L11n47', 'L11n48', 'L11n49', 'L11n50', 'L11n55', 'L11n56', 'L11n58', 'L11n60', 'L11n62', 'L11n63', 'L11n66', 'L11n67', 'L11n69', 'L11n70', 'L11n72', 'L11n73', 'L11n76', 'L11n77', 'L11n78', 'L11n79', 'L11n80', 'L11n81', 'L11n82', 'L11n83', 'L11n84', 'L11n85', 'L11n86', 'L11n88', 'L11n90', 'L11n92', 'L11n97', 'L12n10', 'L12n11', 'L12n12', 'L12n13', 'L12n14', 'L12n15', 'L12n16', 'L12n17', 'L12n18', 'L12n20', 'L12n21', 'L12n23', 'L12n24', 'L12n25', 'L12n26', 'L12n27', 'L12n28', 'L12n29', 'L12n30', 'L12n31', 'L12n32', 'L12n33', 'L12n34', 'L12n35', 'L12n36', 'L12n37', 'L12n38', 'L12n39', 'L12n40', 'L12n41', 'L12n42', 'L12n43', 'L12n44', 'L12n45', 'L12n46', 'L12n47', 'L12n48', 'L12n49', 'L12n50', 'L12n51', 'L12n52', 'L12n53', 'L12n54', 'L12n55', 'L12n56', 'L12n57', 'L12n58', 'L12n60', 'L12n61', 'L12n62', 'L12n63', 'L12n64', 'L12n65', 'L12n66', 'L12n67', 'L12n69', 'L12n70', 'L12n71', 'L12n72', 'L12n73', 'L12n74', 'L12n75', 'L12n77', 'L12n78', 'L12n79', 'L12n80', 'L12n81', 'L12n82', 'L12n83', 'L12n85', 'L12n86', 'L12n87', 'L12n88', 'L12n89', 'L12n90', 'L12n91', 'L12n92', 'L12n93', 'L12n94', 'L12n95', 'L12n96', 'L12n98', 'L12n99', 'K11n100', 'K11n101', 'K11n103', 'K11n105', 'K11n106', 'K11n108', 'K11n109', 'K11n110', 'K11n112', 'K11n113', 'K11n114', 'K11n115', 'K11n117', 'K11n118', 'K11n119', 'K11n120', 'K11n121', 'K11n122', 'K11n123', 'K11n124', 'K11n125', 'K11n127', 'K11n128', 'K11n129', 'K11n130', 'K11n131', 'K11n132', 'K11n134', 'K11n136', 'K11n137', 'K11n139', 'K11n140', 'K11n141', 'K11n142', 'K11n144', 'K11n146', 'K11n147', 'K11n148', 'K11n149', 'K11n150', 'K11n153', 'K11n154', 'K11n155', 'K11n156', 'K11n157', 'K11n158', 'K11n159', 'K11n160', 'K11n161', 'K11n162', 'K11n163', 'K11n164', 'K11n165', 'K11n166', 'K11n167', 'K11n168', 'K11n169', 'K11n170', 'K11n171', 'K11n172', 'K11n173', 'K11n174', 'K11n175', 'K11n176', 'K11n177', 'K11n178', 'K11n179', 'K11n180', 'K11n181', 'K11n182', 'K11n184', 'K11n185', 'K12n100', 'K12n101', 'K12n103', 'K12n104', 'K12n106', 'K12n107', 'K12n108', 'K12n109', 'K12n111', 'K12n112', 'K12n113', 'K12n114', 'K12n116', 'K12n117', 'K12n122', 'K12n123', 'K12n125', 'K12n126', 'K12n127', 'K12n128', 'K12n130', 'K12n131', 'K12n133', 'K12n135', 'K12n137', 'K12n139', 'K12n140', 'K12n142', 'K12n144', 'K12n145', 'K12n146', 'K12n147', 'K12n150', 'K12n151', 'K12n152', 'K12n154', 'K12n155', 'K12n157', 'K12n158', 'K12n159', 'K12n160', 'K12n161', 'K12n162', 'K12n163', 'K12n164', 'K12n165', 'K12n166', 'K12n167', 'K12n168', 'K12n169', 'K12n170', 'K12n171', 'K12n173', 'K12n174', 'K12n176', 'K12n177', 'K12n178', 'K12n180', 'K12n181', 'K12n182', 'K12n183', 'K12n185', 'K12n186', 'K12n188', 'K12n189', 'K12n190', 'K12n191', 'K12n193', 'K12n194', 'K12n196', 'K12n197', 'K12n201', 'K12n202', 'K12n204', 'K12n205', 'K12n206', 'K12n208', 'K12n209', 'K12n211', 'K12n212', 'K12n213', 'K12n215', 'K12n216', 'K12n219', 'K12n222', 'K12n223', 'K12n224', 'K12n225', 'K12n226', 'K12n227', 'K12n233', 'K12n234', 'K12n235', 'K12n236', 'K12n237', 'K12n238', 'K12n239', 'K12n240', 'K12n241', 'K12n245', 'K12n246', 'K12n247', 'K12n248', 'K12n249', 'K12n250', 'K12n252', 'K12n253', 'K12n254', 'K12n255', 'K12n259', 'K12n261', 'K12n262', 'K12n263', 'K12n266', 'K12n269', 'K12n270', 'K12n271', 'K12n272', 'K12n274', 'K12n275', 'K12n277', 'K12n278', 'K12n280', 'K12n281', 'K12n283', 'K12n284', 'K12n285', 'K12n286', 'K12n287', 'K12n288', 'K12n289', 'K12n290', 'K12n291', 'K12n294', 'K12n295', 'K12n296', 'K12n297', 'K12n298', 'K12n299', 'K12n300', 'K12n301', 'K12n302', 'K12n303', 'K12n304', 'K12n305', 'K12n306', 'K12n307', 'K12n308', 'K12n311', 'K12n312', 'K12n315', 'K12n316', 'K12n317', 'K12n319', 'K12n320', 'K12n321', 'K12n323', 'K12n324', 'K12n325', 'K12n326', 'K12n327', 'K12n328', 'K12n330', 'K12n333', 'K12n334', 'K12n335', 'K12n337', 'K12n338', 'K12n339', 'K12n340', 'K12n341', 'K12n342', 'K12n343', 'K12n344', 'K12n345', 'K12n347', 'K12n348', 'K12n350', 'K12n353', 'K12n356', 'K12n357', 'K12n358', 'K12n359', 'K12n360', 'K12n361', 'K12n363', 'K12n364', 'K12n365', 'K12n367', 'K12n369', 'K12n372', 'K12n373', 'K12n375', 'K12n376', 'K12n378', 'K12n379', 'K12n380', 'K12n381', 'K12n383', 'K12n384', 'K12n385', 'K12n388', 'K12n389', 'K12n390', 'K12n391', 'K12n392', 'K12n393', 'K12n395', 'K12n396', 'K12n399', 'K12n400', 'K12n401', 'K12n405', 'K12n406', 'K12n407', 'K12n408', 'K12n409', 'K12n410', 'K12n412', 'K12n413', 'K12n415', 'K12n416', 'K12n420', 'K12n421', 'K12n422', 'K12n424', 'K12n427', 'K12n428', 'K12n429', 'K12n431', 'K12n434', 'K12n435', 'K12n440', 'K12n441', 'K12n443', 'K12n444', 'K12n445', 'K12n447', 'K12n448', 'K12n450', 'K12n451', 'K12n452', 'K12n453', 'K12n454', 'K12n455', 'K12n458', 'K12n459', 'K12n460', 'K12n461', 'K12n462', 'K12n463', 'K12n465', 'K12n466', 'K12n467', 'K12n468', 'K12n469', 'K12n470', 'K12n471', 'K12n472', 'K12n474', 'K12n476', 'K12n477', 'K12n478', 'K12n479', 'K12n480', 'K12n481', 'K12n482', 'K12n484', 'K12n485', 'K12n486', 'K12n489', 'K12n490', 'K12n491', 'K12n492', 'K12n493', 'K12n496', 'K12n497', 'K12n498', 'K12n500', 'K12n501', 'K12n504', 'K12n505', 'K12n506', 'K12n507', 'K12n508', 'K12n509', 'K12n510', 'K12n511', 'K12n512', 'K12n513', 'K12n514', 'K12n515', 'K12n516', 'K12n517', 'K12n520', 'K12n521', 'K12n522', 'K12n524', 'K12n525', 'K12n527', 'K12n529', 'K12n530', 'K12n531', 'K12n532', 'K12n533', 'K12n534', 'K12n536', 'K12n537', 'K12n538', 'K12n539', 'K12n540', 'K12n541', 'K12n542', 'K12n543', 'K12n544', 'K12n545', 'K12n546', 'K12n547', 'K12n548', 'K12n551', 'K12n553', 'K12n555', 'K12n556', 'K12n557', 'K12n559', 'K12n560', 'K12n561', 'K12n562', 'K12n563', 'K12n564', 'K12n565', 'K12n566', 'K12n567', 'K12n568', 'K12n569', 'K12n570', 'K12n571', 'K12n572', 'K12n573', 'K12n576', 'K12n578', 'K12n580', 'K12n581', 'K12n582', 'K12n583', 'K12n584', 'K12n585', 'K12n586', 'K12n587', 'K12n588', 'K12n589', 'K12n590', 'K12n592', 'K12n593', 'K12n595', 'K12n596', 'K12n597', 'K12n598', 'K12n599', 'K12n600', 'K12n602', 'K12n604', 'K12n606', 'K12n607', 'K12n608', 'K12n609', 'K12n610', 'K12n611', 'K12n612', 'K12n613', 'K12n614', 'K12n615', 'K12n616', 'K12n618', 'K12n619', 'K12n620', 'K12n621', 'K12n622', 'K12n623', 'K12n625', 'K12n626', 'K12n627', 'K12n628', 'K12n631', 'K12n632', 'K12n633', 'K12n635', 'K12n636', 'K12n637', 'K12n641', 'K12n643', 'K12n645', 'K12n646', 'K12n649', 'K12n651', 'K12n652', 'K12n653', 'K12n654', 'K12n656', 'K12n657', 'K12n658', 'K12n659', 'K12n661', 'K12n662', 'K12n663', 'K12n664', 'K12n666', 'K12n667', 'K12n668', 'K12n669', 'K12n671', 'K12n674', 'K12n675', 'K12n677', 'K12n678', 'K12n679', 'K12n682', 'K12n683', 'K12n684', 'K12n685', 'K12n686', 'K12n687', 'K12n694', 'K12n695', 'K12n698', 'K12n699', 'K12n700', 'K12n701', 'K12n702', 'K12n703', 'K12n704', 'K12n705', 'K12n706', 'K12n707', 'K12n708', 'K12n709', 'K12n710', 'K12n711', 'K12n712', 'K12n713', 'K12n714', 'K12n715', 'K12n716', 'K12n717', 'K12n718', 'K12n719', 'K12n720', 'K12n721', 'K12n722', 'K12n723', 'K12n724', 'K12n725', 'K12n726', 'K12n727', 'K12n728', 'K12n729', 'K12n730', 'K12n731', 'K12n732', 'K12n733', 'K12n734', 'K12n735', 'K12n736', 'K12n737', 'K12n738', 'K12n740', 'K12n741', 'K12n742', 'K12n743', 'K12n744', 'K12n745', 'K12n746', 'K12n747', 'K12n748', 'K12n751', 'K12n752', 'K12n753', 'K12n754', 'K12n755', 'K12n756', 'K12n757', 'K12n758', 'K12n759', 'K12n760', 'K12n761', 'K12n762', 'K12n763', 'K12n765', 'K12n766', 'K12n767', 'K12n768', 'K12n769', 'K12n770', 'K12n771', 'K12n772', 'K12n773', 'K12n774', 'K12n775', 'K12n776', 'K12n777', 'K12n778', 'K12n779', 'K12n780', 'K12n781', 'K12n782', 'K12n783', 'K12n784', 'K12n785', 'K12n786', 'K12n787', 'K12n788', 'K12n789', 'K12n790', 'K12n791', 'K12n792', 'K12n793', 'K12n794', 'K12n795', 'K12n796', 'K12n797', 'K12n798', 'K12n799', 'K12n800', 'K12n802', 'K12n803', 'K12n804', 'K12n805', 'K12n806', 'K12n807', 'K12n811', 'K12n813', 'K12n814', 'K12n816', 'K12n817', 'K12n818', 'K12n819', 'K12n820', 'K12n821', 'K12n822', 'K12n823', 'K12n824', 'K12n825', 'K12n826', 'K12n827', 'K12n828', 'K12n829', 'K12n831', 'K12n832', 'K12n833', 'K12n834', 'K12n836', 'K12n837', 'K12n838', 'K12n839', 'K12n840', 'K12n841', 'K12n842', 'K12n843', 'K12n844', 'K12n845', 'K12n846', 'K12n847', 'K12n848', 'K12n849', 'K12n852', 'K12n853', 'K12n854', 'K12n855', 'K12n856', 'K12n857', 'K12n858', 'K12n859', 'K12n860', 'K12n861', 'K12n862', 'K12n863', 'K12n864', 'K12n865', 'K12n866', 'K12n867', 'K12n869', 'K12n870', 'K12n871', 'K12n872', 'K12n873', 'K12n874', 'K12n875', 'K12n876', 'K12n877', 'K12n878', 'K12n879', 'K12n880', 'K12n881', 'K12n882', 'K12n883', 'K12n884', 'K12n885', 'K12n886', 'K12n887', 'L10n100', 'L10n101', 'L10n102', 'L10n105', 'L10n106', 'L10n109', 'L10n110', 'L10n112', 'L11n100', 'L11n101', 'L11n102', 'L11n104', 'L11n105', 'L11n107', 'L11n110', 'L11n112', 'L11n113', 'L11n114', 'L11n115', 'L11n116', 'L11n117', 'L11n118', 'L11n119', 'L11n121', 'L11n123', 'L11n125', 'L11n126', 'L11n129', 'L11n130', 'L11n133', 'L11n134', 'L11n135', 'L11n137', 'L11n138', 'L11n139', 'L11n140', 'L11n141', 'L11n142', 'L11n144', 'L11n145', 'L11n146', 'L11n147', 'L11n149', 'L11n150', 'L11n151', 'L11n152', 'L11n153', 'L11n154', 'L11n155', 'L11n156', 'L11n157', 'L11n158', 'L11n160', 'L11n161', 'L11n163', 'L11n164', 'L11n167', 'L11n168', 'L11n170', 'L11n171', 'L11n172', 'L11n173', 'L11n174', 'L11n175', 'L11n177', 'L11n178', 'L11n179', 'L11n182', 'L11n183', 'L11n184', 'L11n185', 'L11n186', 'L11n187', 'L11n188', 'L11n190', 'L11n192', 'L11n193', 'L11n194', 'L11n195', 'L11n196', 'L11n198', 'L11n200', 'L11n201', 'L11n202', 'L11n203', 'L11n206', 'L11n207', 'L11n209', 'L11n210', 'L11n211', 'L11n212', 'L11n213', 'L11n214', 'L11n215', 'L11n216', 'L11n217', 'L11n220', 'L11n221', 'L11n223', 'L11n225', 'L11n229', 'L11n230', 'L11n231', 'L11n234', 'L11n238', 'L11n240', 'L11n241', 'L11n242', 'L11n243', 'L11n245', 'L11n246', 'L11n248', 'L11n249', 'L11n250', 'L11n251', 'L11n255', 'L11n257', 'L11n258', 'L11n259', 'L11n260', 'L11n261', 'L11n263', 'L11n265', 'L11n266', 'L11n268', 'L11n271', 'L11n272', 'L11n273', 'L11n274', 'L11n275', 'L11n276', 'L11n277', 'L11n278', 'L11n279', 'L11n280', 'L11n281', 'L11n282', 'L11n283', 'L11n285', 'L11n286', 'L11n287', 'L11n288', 'L11n289', 'L11n290', 'L11n291', 'L11n292', 'L11n295', 'L11n296', 'L11n297', 'L11n298', 'L11n303', 'L11n309', 'L11n310', 'L11n312', 'L11n314', 'L11n316', 'L11n317', 'L11n318', 'L11n319', 'L11n320', 'L11n321', 'L11n322', 'L11n323', 'L11n324', 'L11n325', 'L11n326', 'L11n327', 'L11n328', 'L11n329', 'L11n330', 'L11n331', 'L11n332', 'L11n333', 'L11n335', 'L11n338', 'L11n341', 'L11n343', 'L11n344', 'L11n349', 'L11n351', 'L11n353', 'L11n355', 'L11n356', 'L11n358', 'L11n361', 'L11n362', 'L11n364', 'L11n365', 'L11n369', 'L11n371', 'L11n372', 'L11n373', 'L11n375', 'L11n376', 'L11n377', 'L11n378', 'L11n380', 'L11n382', 'L11n383', 'L11n384', 'L11n386', 'L11n387', 'L11n388', 'L11n389', 'L11n390', 'L11n391', 'L11n393', 'L11n394', 'L11n395', 'L11n398', 'L11n400', 'L11n401', 'L11n402', 'L11n405', 'L11n407', 'L11n409', 'L11n410', 'L11n412', 'L11n413', 'L11n416', 'L11n418', 'L11n419', 'L11n421', 'L11n422', 'L11n424', 'L11n425', 'L11n427', 'L11n429', 'L11n431', 'L11n434', 'L11n435', 'L11n438', 'L11n440', 'L11n442', 'L11n443', 'L11n444', 'L11n445', 'L11n446', 'L11n448', 'L11n450', 'L11n451', 'L11n452', 'L11n453', 'L11n454', 'L11n455', 'L11n456', 'L11n457', 'L11n458', 'L12n103', 'L12n104', 'L12n106', 'L12n107', 'L12n108', 'L12n109', 'L12n110', 'L12n111', 'L12n113', 'L12n115', 'L12n116', 'L12n117', 'L12n118', 'L12n120', 'L12n121', 'L12n122', 'L12n123', 'L12n124', 'L12n125', 'L12n126', 'L12n127', 'L12n128', 'L12n129', 'L12n130', 'L12n131', 'L12n132', 'L12n133', 'L12n134', 'L12n135', 'L12n136', 'L12n137', 'L12n139', 'L12n140', 'L12n141', 'L12n142', 'L12n144', 'L12n145', 'L12n146', 'L12n147', 'L12n149', 'L12n150', 'L12n151', 'L12n152', 'L12n154', 'L12n155', 'L12n158', 'L12n160', 'L12n162', 'L12n164', 'L12n167', 'L12n168', 'L12n169', 'L12n170', 'L12n171', 'L12n172', 'L12n173', 'L12n175', 'L12n176', 'L12n177', 'L12n178', 'L12n180', 'L12n181', 'L12n182', 'L12n183', 'L12n184', 'L12n185', 'L12n187', 'L12n189', 'L12n190', 'L12n191', 'L12n192', 'L12n193', 'L12n194', 'L12n195', 'L12n196', 'L12n197', 'L12n198', 'L12n199', 'L12n200', 'L12n201', 'L12n202', 'L12n203', 'L12n204', 'L12n205', 'L12n206', 'L12n210', 'L12n211', 'L12n212', 'L12n214', 'L12n216', 'L12n218', 'L12n220', 'L12n221', 'L12n223', 'L12n226', 'L12n229', 'L12n232', 'L12n233', 'L12n235', 'L12n241', 'L12n242', 'L12n243', 'L12n244', 'L12n247', 'L12n248', 'L12n251', 'L12n252', 'L12n253', 'L12n254', 'L12n256', 'L12n257', 'L12n258', 'L12n259', 'L12n262', 'L12n263', 'L12n268', 'L12n269', 'L12n270', 'L12n271', 'L12n275', 'L12n276', 'L12n277', 'L12n278', 'L12n279', 'L12n281', 'L12n282', 'L12n284', 'L12n285', 'L12n288', 'L12n289', 'L12n292', 'L12n293', 'L12n295', 'L12n297', 'L12n300', 'L12n301', 'L12n302', 'L12n303', 'L12n305', 'L12n307', 'L12n308', 'L12n309', 'L12n311', 'L12n313', 'L12n314', 'L12n316', 'L12n317', 'L12n318', 'L12n320', 'L12n321', 'L12n322', 'L12n323', 'L12n324', 'L12n325', 'L12n326', 'L12n329', 'L12n330', 'L12n331', 'L12n332', 'L12n333', 'L12n334', 'L12n335', 'L12n336', 'L12n337', 'L12n338', 'L12n340', 'L12n343', 'L12n346', 'L12n348', 'L12n350', 'L12n351', 'L12n352', 'L12n353', 'L12n355', 'L12n356', 'L12n357', 'L12n359', 'L12n360', 'L12n361', 'L12n362', 'L12n363', 'L12n364', 'L12n365', 'L12n366', 'L12n367', 'L12n370', 'L12n372', 'L12n374', 'L12n378', 'L12n380', 'L12n382', 'L12n385', 'L12n386', 'L12n387', 'L12n391', 'L12n392', 'L12n393', 'L12n394', 'L12n397', 'L12n400', 'L12n401', 'L12n403', 'L12n404', 'L12n406', 'L12n407', 'L12n410', 'L12n411', 'L12n414', 'L12n415', 'L12n416', 'L12n417', 'L12n419', 'L12n421', 'L12n423', 'L12n425', 'L12n427', 'L12n428', 'L12n431', 'L12n433', 'L12n435', 'L12n436', 'L12n437', 'L12n438', 'L12n440', 'L12n441', 'L12n445', 'L12n446', 'L12n447', 'L12n449', 'L12n450', 'L12n453', 'L12n454', 'L12n455', 'L12n457', 'L12n459', 'L12n462', 'L12n463', 'L12n466', 'L12n468', 'L12n469', 'L12n472', 'L12n473', 'L12n475', 'L12n477', 'L12n479', 'L12n483', 'L12n484', 'L12n485', 'L12n487', 'L12n488', 'L12n489', 'L12n490', 'L12n491', 'L12n494', 'L12n495', 'L12n496', 'L12n497', 'L12n498', 'L12n499', 'L12n501', 'L12n503', 'L12n507', 'L12n509', 'L12n510', 'L12n512', 'L12n516', 'L12n518', 'L12n519', 'L12n521', 'L12n522', 'L12n524', 'L12n525', 'L12n527', 'L12n528', 'L12n530', 'L12n532', 'L12n533', 'L12n534', 'L12n535', 'L12n536', 'L12n537', 'L12n538', 'L12n540', 'L12n541', 'L12n542', 'L12n543', 'L12n546', 'L12n547', 'L12n550', 'L12n554', 'L12n555', 'L12n557', 'L12n558', 'L12n560', 'L12n562', 'L12n567', 'L12n568', 'L12n570', 'L12n571', 'L12n573', 'L12n578', 'L12n581', 'L12n583', 'L12n584', 'L12n585', 'L12n587', 'L12n588', 'L12n589', 'L12n593', 'L12n595', 'L12n596', 'L12n598', 'L12n599', 'L12n601', 'L12n603', 'L12n604', 'L12n606', 'L12n607', 'L12n610', 'L12n611', 'L12n613', 'L12n615', 'L12n616', 'L12n617', 'L12n618', 'L12n620', 'L12n621', 'L12n622', 'L12n625', 'L12n626', 'L12n627', 'L12n628', 'L12n629', 'L12n630', 'L12n631', 'L12n632', 'L12n633', 'L12n634', 'L12n635', 'L12n636', 'L12n637', 'L12n639', 'L12n640', 'L12n641', 'L12n642', 'L12n643', 'L12n644', 'L12n647', 'L12n648', 'L12n649', 'L12n650', 'L12n654', 'L12n655', 'L12n656', 'L12n657', 'L12n658', 'L12n659', 'L12n661', 'L12n662', 'L12n663', 'L12n664', 'L12n665', 'L12n666', 'L12n667', 'L12n668', 'L12n669', 'L12n670', 'L12n671', 'L12n672', 'L12n674', 'L12n676', 'L12n677', 'L12n682', 'L12n685', 'L12n686', 'L12n688', 'L12n689', 'L12n690', 'L12n691', 'L12n692', 'L12n693', 'L12n694', 'L12n695', 'L12n696', 'L12n698', 'L12n699', 'L12n701', 'L12n702', 'L12n704', 'L12n705', 'L12n710', 'L12n714', 'L12n715', 'L12n716', 'L12n718', 'L12n719', 'L12n720', 'L12n722', 'L12n723', 'L12n725', 'L12n726', 'L12n728', 'L12n729', 'L12n730', 'L12n733', 'L12n734', 'L12n735', 'L12n736', 'L12n737', 'L12n738', 'L12n741', 'L12n742', 'L12n745', 'L12n748', 'L12n749', 'L12n751', 'L12n753', 'L12n754', 'L12n757', 'L12n758', 'L12n760', 'L12n761', 'L12n763', 'L12n765', 'L12n766', 'L12n772', 'L12n773', 'L12n774', 'L12n775', 'L12n777', 'L12n778', 'L12n779', 'L12n782', 'L12n784', 'L12n785', 'L12n786', 'L12n788', 'L12n789', 'L12n790', 'L12n791', 'L12n792', 'L12n793', 'L12n794', 'L12n795', 'L12n797', 'L12n798', 'L12n800', 'L12n801', 'L12n802', 'L12n806', 'L12n810', 'L12n812', 'L12n814', 'L12n815', 'L12n816', 'L12n819', 'L12n820', 'L12n823', 'L12n825', 'L12n826', 'L12n827', 'L12n828', 'L12n832', 'L12n833', 'L12n834', 'L12n835', 'L12n837', 'L12n838', 'L12n839', 'L12n841', 'L12n842', 'L12n843', 'L12n844', 'L12n845', 'L12n846', 'L12n847', 'L12n848', 'L12n849', 'L12n854', 'L12n855', 'L12n858', 'L12n862', 'L12n863', 'L12n864', 'L12n866', 'L12n867', 'L12n869', 'L12n870', 'L12n872', 'L12n874', 'L12n875', 'L12n876', 'L12n878', 'L12n879', 'L12n880', 'L12n882', 'L12n883', 'L12n884', 'L12n886', 'L12n887', 'L12n889', 'L12n890', 'L12n894', 'L12n896', 'L12n897', 'L12n898', 'L12n899', 'L12n900', 'L12n901', 'L12n903', 'L12n904', 'L12n912', 'L12n913', 'L12n914', 'L12n915', 'L12n916', 'L12n917', 'L12n918', 'L12n919', 'L12n921', 'L12n923', 'L12n924', 'L12n926', 'L12n928', 'L12n929', 'L12n931', 'L12n932', 'L12n933', 'L12n936', 'L12n937', 'L12n938', 'L12n939', 'L12n941', 'L12n942', 'L12n943', 'L12n944', 'L12n948', 'L12n949', 'L12n950', 'L12n951', 'L12n953', 'L12n955', 'L12n957', 'L12n958', 'L12n959', 'L12n961', 'L12n962', 'L12n965', 'L12n966', 'L12n967', 'L12n970', 'L12n971', 'L12n972', 'L12n975', 'L12n976', 'L12n977', 'L12n978', 'L12n979', 'L12n981', 'L12n983', 'L12n984', 'L12n986', 'L12n987', 'L12n988', 'L12n990', 'L12n992', 'L12n993', 'L12n994', 'L12n995', 'L12n996', 'L12n998', 'L12n999', 'K13n2028', 'K13n2958', 'K13n3009', 'L12n1000', 'L12n1003', 'L12n1004', 'L12n1005', 'L12n1006', 'L12n1009', 'L12n1010', 'L12n1013', 'L12n1014', 'L12n1015', 'L12n1016', 'L12n1017', 'L12n1018', 'L12n1019', 'L12n1020', 'L12n1022', 'L12n1023', 'L12n1024', 'L12n1026', 'L12n1028', 'L12n1030', 'L12n1031', 'L12n1032', 'L12n1033', 'L12n1035', 'L12n1036', 'L12n1037', 'L12n1038', 'L12n1039', 'L12n1041', 'L12n1042', 'L12n1043', 'L12n1044', 'L12n1045', 'L12n1046', 'L12n1047', 'L12n1048', 'L12n1049', 'L12n1050', 'L12n1051', 'L12n1053', 'L12n1055', 'L12n1056', 'L12n1057', 'L12n1058', 'L12n1059', 'L12n1060', 'L12n1062', 'L12n1063', 'L12n1064', 'L12n1066', 'L12n1068', 'L12n1070', 'L12n1071', 'L12n1073', 'L12n1076', 'L12n1077', 'L12n1078', 'L12n1079', 'L12n1080', 'L12n1081', 'L12n1083', 'L12n1085', 'L12n1086', 'L12n1087', 'L12n1088', 'L12n1089', 'L12n1090', 'L12n1091', 'L12n1094', 'L12n1096', 'L12n1100', 'L12n1104', 'L12n1105', 'L12n1106', 'L12n1107', 'L12n1108', 'L12n1111', 'L12n1112', 'L12n1113', 'L12n1118', 'L12n1119', 'L12n1123', 'L12n1124', 'L12n1125', 'L12n1126', 'L12n1127', 'L12n1128', 'L12n1129', 'L12n1131', 'L12n1132', 'L12n1134', 'L12n1135', 'L12n1137', 'L12n1141', 'L12n1142', 'L12n1144', 'L12n1146', 'L12n1150', 'L12n1151', 'L12n1157', 'L12n1158', 'L12n1161', 'L12n1162', 'L12n1168', 'L12n1170', 'L12n1171', 'L12n1172', 'L12n1173', 'L12n1174', 'L12n1175', 'L12n1177', 'L12n1182', 'L12n1183', 'L12n1184', 'L12n1185', 'L12n1187', 'L12n1189', 'L12n1190', 'L12n1191', 'L12n1193', 'L12n1194', 'L12n1196', 'L12n1203', 'L12n1206', 'L12n1207', 'L12n1208', 'L12n1209', 'L12n1212', 'L12n1213', 'L12n1214', 'L12n1215', 'L12n1216', 'L12n1219', 'L12n1220', 'L12n1221', 'L12n1222', 'L12n1225', 'L12n1227', 'L12n1228', 'L12n1230', 'L12n1232', 'L12n1233', 'L12n1234', 'L12n1236', 'L12n1238', 'L12n1239', 'L12n1241', 'L12n1243', 'L12n1245', 'L12n1246', 'L12n1247', 'L12n1248', 'L12n1250', 'L12n1251', 'L12n1253', 'L12n1255', 'L12n1256', 'L12n1258', 'L12n1261', 'L12n1262', 'L12n1264', 'L12n1266', 'L12n1267', 'L12n1268', 'L12n1269', 'L12n1270', 'L12n1271', 'L12n1274', 'L12n1275', 'L12n1276', 'L12n1280', 'L12n1281', 'L12n1284', 'L12n1285', 'L12n1286', 'L12n1287', 'L12n1288', 'L12n1289', 'L12n1290', 'L12n1291', 'L12n1292', 'L12n1293', 'L12n1294', 'L12n1297', 'L12n1298', 'L12n1303', 'L12n1305', 'L12n1306', 'L12n1307', 'L12n1308', 'L12n1309', 'L12n1315', 'L12n1316', 'L12n1318', 'L12n1322', 'L12n1324', 'L12n1325', 'L12n1328', 'L12n1329', 'L12n1330', 'L12n1331', 'L12n1332', 'L12n1335', 'L12n1337', 'L12n1338', 'L12n1339', 'L12n1341', 'L12n1343', 'L12n1347', 'L12n1348', 'L12n1349', 'L12n1351', 'L12n1352', 'L12n1354', 'L12n1355', 'L12n1356', 'L12n1358', 'L12n1359', 'L12n1364', 'L12n1365', 'L12n1366', 'L12n1371', 'L12n1372', 'L12n1373', 'L12n1380', 'L12n1381', 'L12n1383', 'L12n1384', 'L12n1385', 'L12n1386', 'L12n1387', 'L12n1388', 'L12n1389', 'L12n1390', 'L12n1391', 'L12n1392', 'L12n1393', 'L12n1394', 'L12n1395', 'L12n1396', 'L12n1397', 'L12n1399', 'L12n1400', 'L12n1401', 'L12n1403', 'L12n1407', 'L12n1408', 'L12n1409', 'L12n1411', 'L12n1412', 'L12n1413', 'L12n1414', 'L12n1417', 'L12n1418', 'L12n1419', 'L12n1421', 'L12n1422', 'L12n1423', 'L12n1424', 'L12n1425', 'L12n1426', 'L12n1427', 'L12n1430', 'L12n1431', 'L12n1432', 'L12n1434', 'L12n1435', 'L12n1437', 'L12n1438', 'L12n1439', 'L12n1440', 'L12n1442', 'L12n1443', 'L12n1444', 'L12n1445', 'L12n1446', 'L12n1448', 'L12n1449', 'L12n1450', 'L12n1451', 'L12n1452', 'L12n1453', 'L12n1454', 'L12n1455', 'L12n1457', 'L12n1459', 'L12n1461', 'L12n1464', 'L12n1465', 'L12n1466', 'L12n1467', 'L12n1468', 'L12n1469', 'L12n1470', 'L12n1471', 'L12n1472', 'L12n1473', 'L12n1475', 'L12n1476', 'L12n1477', 'L12n1478', 'L12n1479', 'L12n1480', 'L12n1481', 'L12n1482', 'L12n1483', 'L12n1484', 'L12n1485', 'L12n1486', 'L12n1487', 'L12n1488', 'L12n1489', 'L12n1491', 'L12n1492', 'L12n1494', 'L12n1495', 'L12n1497', 'L12n1498', 'L12n1499', 'L12n1500', 'L12n1503', 'L12n1504', 'L12n1506', 'L12n1509', 'L12n1510', 'L12n1511', 'L12n1512', 'L12n1513', 'L12n1515', 'L12n1516', 'L12n1517', 'L12n1518', 'L12n1520', 'L12n1521', 'L12n1522', 'L12n1523', 'L12n1524', 'L12n1527', 'L12n1528', 'L12n1530', 'L12n1531', 'L12n1532', 'L12n1534', 'L12n1535', 'L12n1537', 'L12n1539', 'L12n1541', 'L12n1543', 'L12n1544', 'L12n1545', 'L12n1547', 'L12n1549', 'L12n1551', 'L12n1554', 'L12n1555', 'L12n1556', 'L12n1557', 'L12n1559', 'L12n1561', 'L12n1562', 'L12n1564', 'L12n1565', 'L12n1567', 'L12n1569', 'L12n1571', 'L12n1572', 'L12n1573', 'L12n1574', 'L12n1575', 'L12n1576', 'L12n1577', 'L12n1578', 'L12n1579', 'L12n1580', 'L12n1581', 'L12n1582', 'L12n1583', 'L12n1584', 'L12n1585', 'L12n1586', 'L12n1587', 'L12n1588', 'L12n1589', 'L12n1590', 'L12n1591', 'L12n1592', 'L12n1593', 'L12n1594', 'L12n1595', 'L12n1597', 'L12n1598', 'L12n1599', 'L12n1600', 'L12n1602', 'L12n1603', 'L12n1605', 'L12n1606', 'L12n1608', 'L12n1610', 'L12n1611', 'L12n1612', 'L12n1613', 'L12n1616', 'L12n1617', 'L12n1618', 'L12n1619', 'L12n1624', 'L12n1626', 'L12n1627', 'L12n1628', 'L12n1630', 'L12n1632', 'L12n1633', 'L12n1636', 'L12n1637', 'L12n1639', 'L12n1640', 'L12n1641', 'L12n1646', 'L12n1647', 'L12n1649', 'L12n1650', 'L12n1652', 'L12n1653', 'L12n1654', 'L12n1655', 'L12n1656', 'L12n1657', 'L12n1658', 'L12n1660', 'L12n1661', 'L12n1662', 'L12n1663', 'L12n1664', 'L12n1665', 'L12n1666', 'L12n1667', 'L12n1668', 'L12n1671', 'L12n1673', 'L12n1674', 'L12n1675', 'L12n1677', 'L12n1678', 'L12n1680', 'L12n1681', 'L12n1683', 'L12n1684', 'L12n1685', 'L12n1686', 'L12n1687', 'L12n1688', 'L12n1689', 'L12n1690', 'L12n1691', 'L12n1693', 'L12n1695', 'L12n1696', 'L12n1698', 'L12n1700', 'L12n1703', 'L12n1705', 'L12n1708', 'L12n1709', 'L12n1711', 'L12n1712', 'L12n1713', 'L12n1714', 'L12n1718', 'L12n1720', 'L12n1721', 'L12n1723', 'L12n1725', 'L12n1728', 'L12n1729', 'L12n1732', 'L12n1733', 'L12n1736', 'L12n1738', 'L12n1740', 'L12n1743', 'L12n1747', 'L12n1748', 'L12n1749', 'L12n1750', 'L12n1751', 'L12n1752', 'L12n1753', 'L12n1754', 'L12n1757', 'L12n1761', 'L12n1762', 'L12n1763', 'L12n1765', 'L12n1766', 'L12n1768', 'L12n1770', 'L12n1771', 'L12n1772', 'L12n1773', 'L12n1774', 'L12n1776', 'L12n1777', 'L12n1779', 'L12n1781', 'L12n1783', 'L12n1784', 'L12n1788', 'L12n1789', 'L12n1792', 'L12n1794', 'L12n1796', 'L12n1798', 'L12n1800', 'L12n1801', 'L12n1802', 'L12n1803', 'L12n1804', 'L12n1805', 'L12n1806', 'L12n1807', 'L12n1808', 'L12n1810', 'L12n1811', 'L12n1812', 'L12n1813', 'L12n1814', 'L12n1815', 'L12n1816', 'L12n1817', 'L12n1819', 'L12n1820', 'L12n1822', 'L12n1823', 'L12n1824', 'L12n1825', 'L12n1826', 'L12n1827', 'L12n1830', 'L12n1831', 'L12n1832', 'L12n1833', 'L12n1834', 'L12n1835', 'L12n1836', 'L12n1838', 'L12n1839', 'L12n1840', 'L12n1842', 'L12n1843', 'L12n1844', 'L12n1845', 'L12n1846', 'L12n1849', 'L12n1850', 'L12n1851', 'L12n1852', 'L12n1853', 'L12n1854', 'L12n1855', 'L12n1856', 'L12n1857', 'L12n1858', 'L12n1859', 'L12n1860', 'L12n1861', 'L12n1863', 'L12n1864', 'L12n1865', 'L12n1867', 'L12n1869', 'L12n1871', 'L12n1872', 'L12n1873', 'L12n1874', 'L12n1875', 'L12n1878', 'L12n1879', 'L12n1881', 'L12n1883', 'L12n1886', 'L12n1887', 'L12n1890', 'L12n1891', 'L12n1893', 'L12n1895', 'L12n1897', 'L12n1900', 'L12n1901', 'L12n1902', 'L12n1904', 'L12n1905', 'L12n1906', 'L12n1907', 'L12n1908', 'L12n1909', 'L12n1911', 'L12n1914', 'L12n1915', 'L12n1916', 'L12n1917', 'L12n1918', 'L12n1919', 'L12n1920', 'L12n1921', 'L12n1922', 'L12n1924', 'L12n1926', 'L12n1930', 'L12n1932', 'L12n1934', 'L12n1935', 'L12n1936', 'L12n1938', 'L12n1939', 'L12n1942', 'L12n1944', 'L12n1945', 'L12n1946', 'L12n1947', 'L12n1949', 'L12n1950', 'L12n1951', 'L12n1954', 'L12n1955', 'L12n1956', 'L12n1957', 'L12n1958', 'L12n1960', 'L12n1962', 'L12n1963', 'L12n1964', 'L12n1965', 'L12n1967', 'L12n1970', 'L12n1971', 'L12n1972', 'L12n1973', 'L12n1974', 'L12n1975', 'L12n1976', 'L12n1980', 'L12n1981', 'L12n1983', 'L12n1984', 'L12n1989', 'L12n1990', 'L12n1991', 'L12n1994', 'L12n1999', 'L12n2000', 'L12n2001', 'L12n2002', 'L12n2004', 'L12n2005', 'L12n2006', 'L12n2008', 'L12n2010', 'L12n2012', 'L12n2013', 'L12n2014', 'L12n2015', 'L12n2016', 'L12n2017', 'L12n2018', 'L12n2019', 'L12n2021', 'L12n2022', 'L12n2023', 'L12n2024', 'L12n2025', 'L12n2028', 'L12n2029', 'L12n2030', 'L12n2032', 'L12n2034', 'L12n2035', 'L12n2036', 'L12n2037', 'L12n2038', 'L12n2039', 'L12n2041', 'L12n2042', 'L12n2044', 'L12n2045', 'L12n2046', 'L12n2048', 'L12n2049', 'L12n2051', 'L12n2052', 'L12n2053', 'L12n2055', 'L12n2057', 'L12n2058', 'L12n2061', 'L12n2062', 'L12n2063', 'L12n2064', 'L12n2066', 'L12n2068', 'L12n2070', 'L12n2071', 'L12n2072', 'L12n2073', 'L12n2074', 'L12n2075', 'L12n2076', 'L12n2078', 'L12n2079', 'L12n2080', 'L12n2083', 'L12n2084', 'L12n2090', 'L12n2093', 'L12n2094', 'L12n2096', 'L12n2097', 'L12n2098', 'L12n2099', 'L12n2100', 'L12n2102', 'L12n2103', 'L12n2105', 'L12n2107', 'L12n2108', 'L12n2111', 'L12n2113', 'L12n2115', 'L12n2117', 'L12n2118', 'L12n2119', 'L12n2120', 'L12n2121', 'L12n2122', 'L12n2123', 'L12n2124', 'L12n2125', 'L12n2126', 'L12n2128', 'L12n2130', 'L12n2132', 'L12n2134', 'L12n2135', 'L12n2137', 'L12n2138', 'L12n2142', 'L12n2143', 'L12n2145', 'L12n2146', 'L12n2147', 'L12n2148', 'L12n2149', 'L12n2151', 'L12n2152', 'L12n2154', 'L12n2155', 'L12n2157', 'L12n2158', 'L12n2159', 'L12n2160', 'L12n2161', 'L12n2162', 'L12n2164', 'L12n2165', 'L12n2166', 'L12n2167', 'L12n2169', 'L12n2172', 'L12n2173', 'L12n2175', 'L12n2177', 'L12n2180', 'L12n2181', 'L12n2183', 'L12n2185', 'L12n2187', 'L12n2190', 'L12n2192', 'L12n2193', 'L12n2194', 'L12n2195', 'L12n2200', 'L12n2204', 'L12n2208', 'L12n2211', 'L12n2215', 'L12n2216', 'L12n2218', 'L12n2220', 'L12n2222', 'L12n2223', 'L12n2225', 'L12n2226', 'L12n2227', 'L12n2228', 'L12n2229', 'L12n2231', 'L12n2233', 'L12n2234', 'L12n2235', 'L12n2236', 'L12n2237', 'L12n2238', 'L12n2239', 'L12n2240', 'L12n2241', 'L12n2242', 'L12n2243', 'L12n2244', 'L12n2245', 'L12n2247', 'L12n2248', 'L12n2252', 'L12n2254', 'L13n4413']
len(QA)

2752

QA_other_NON_HYPERBOLIC_SLOPES=[]

for x in other_NON_HYPERBOLIC_DBC_slopes:
    if x[3] in QA:
        QA_other_NON_HYPERBOLIC_SLOPES.append(x)

QA_other_NON_HYPERBOLIC_SLOPES

[['m016',
  (-2, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L9n11'],
 ['m071',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L12n763'],
 ['m082',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'K10n9'],
 ['m082',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,1 | 0,1 ]',
  'K11n37'],
 ['m103',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K12n97'],
 ['m118',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L10n21'],
 ['m118',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'K10n9'],
 ['m144',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ -1,1 | 1,0 ]',
  'L11n164'],
 ['m144',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L12n763'],
 ['m223',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L10n34'],
 ['m270',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L11n56'],
 ['m276',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'K11n21'],
 ['m281',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L11n50'],
 ['m281',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K11n69'],
 ['s086',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ -1,1 | 1,0 ]',
  'K12n103'],
 ['s104',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L12n736'],
 ['s104',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]',
  'K12n108'],
 ['s114',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K12n4'],
 ['s114',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ -1,1 | 1,0 ]',
  'L12n758'],
 ['s294',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K12n24'],
 ['s344',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n644'],
 ['s346',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'L12n667'],
 ['s367',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'L12n235'],
 ['s367',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'K12n215'],
 ['s369',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1066'],
 ['s384',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'L11n100'],
 ['s407',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'L12n1016'],
 ['s582',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'L12n775'],
 ['s652',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L10n22'],
 ['s652',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'K10n12'],
 ['s652',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K11n65'],
 ['s665',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'L12n667'],
 ['s684',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L11n146'],
 ['s800',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K12n290'],
 ['s849', (0, 1), 'SFS [RP2/n2: (2,1) (5,3)]', 'L10n12'],
 ['v0830',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'L11n167'],
 ['v0959',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L12n558'],
 ['v1359',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K12n53'],
 ['v1423',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-1 ]',
  'L12n216'],
 ['v1423',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ -1,1 | 1,0 ]',
  'K12n113'],
 ['v1425',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K12n454'],
 ['v1709',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L12n627'],
 ['v1832',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L12n397'],
 ['v1915',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'K11n26'],
 ['v1915',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L12n890'],
 ['v2215',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'K12n189'],
 ['v2290',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]',
  'L11n69'],
 ['v2384',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L11n90'],
 ['v2900', (0, 1), 'SFS [RP2/n2: (3,2) (5,3)]', 'L11n79'],
 ['v3070',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,1 | 0,1 ]',
  'L12n427'],
 ['v3105',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K10n8'],
 ['v3105',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L10n30'],
 ['v3482',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L11n37'],
 ['v3482',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K11n11'],
 ['t01815',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,1)], m = [ -1,1 | 1,0 ]',
  'K12n114'],
 ['t01966',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'K12n191'],
 ['t04557',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,1)], m = [ 0,1 | 1,-1 ]',
  'L12n761'],
 ['t06246',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,1 | 1,1 ]',
  'L12n281'],
 ['t06637',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,2)], m = [ 0,1 | 1,1 ]',
  'L12n251'],
 ['t06715',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'K11n25'],
 ['t06715',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L11n50'],
 ['t06957', (0, 1), 'SFS [RP2/n2: (2,1) (13,8)]', 'L12n122'],
 ['t07070',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K11n4'],
 ['t07412',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 0,1 | 1,1 ]',
  'K11n7'],
 ['t07670',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'L11n97'],
 ['t08532',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 1,1 | 1,0 ]',
  'L12n674'],
 ['t08532',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'K12n215'],
 ['t08576', (0, 1), 'SFS [RP2/n2: (3,1) (8,5)]', 'L12n329'],
 ['t08936',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,1)], m = [ 0,1 | 1,1 ]',
  'L11n157'],
 ['t09126',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,-1 ]',
  'L12n737'],
 ['t09284',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ -1,3 | -1,2 ]',
  'L12n8'],
 ['t09450',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-2 | 0,1 ]',
  'L12n88'],
 ['t09633',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,2 | 0,1 ]',
  'L12n879'],
 ['t10215',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'L11n73'],
 ['t10215',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K11n8'],
 ['t10292',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K11n68'],
 ['t10496',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]',
  'L12n83'],
 ['t11198',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K11n5'],
 ['t11198',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [M/n2: (2,1)], m = [ 0,1 | 1,0 ]',
  'L11n35'],
 ['t11376',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L11n77'],
 ['t11548',
  (0, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L12n82'],
 ['t12288', (0, 1), 'SFS [RP2/n2: (3,2) (8,3)]', 'L12n338'],
 ['o9_15808',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1066'],
 ['o9_16514',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 1,-1 | 0,1 ]',
  'K12n157'],
 ['o9_17646',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,2)], m = [ 2,1 | 1,1 ]',
  'K12n76'],
 ['o9_17646',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,3)], m = [ 2,1 | 1,1 ]',
  'L12n365'],
 ['o9_18646',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1066'],
 ['o9_19396',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'L12n628'],
 ['o9_21496',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'K12n344'],
 ['o9_23032',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L12n635'],
 ['o9_23179',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 1,0 ]',
  'K12n81'],
 ['o9_23461',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (3,2)], m = [ -1,1 | 1,0 ]',
  'L12n937'],
 ['o9_23971',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'K12n181'],
 ['o9_24290',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 2,1 | 1,0 ]',
  'L12n367'],
 ['o9_24401',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L11n130'],
 ['o9_25110',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ -1,1 | 1,0 ]',
  'K12n81'],
 ['o9_25110',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (7,2)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n276'],
 ['o9_25199',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]',
  'K12n108'],
 ['o9_25199',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,5)], m = [ 0,1 | 1,1 ]',
  'L12n293'],
 ['o9_26570',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'L12n407'],
 ['o9_26570',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (3,2)], m = [ 1,1 | 0,1 ]',
  'K12n204'],
 ['o9_27107',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'L12n628'],
 ['o9_28284',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ -1,1 | 1,0 ]',
  'L12n753'],
 ['o9_28284',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n15'],
 ['o9_29648',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n183'],
 ['o9_29648',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ 0,1 | 1,1 ]',
  'L12n995'],
 ['o9_29751',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K12n290'],
 ['o9_29751',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 1,1 | 0,1 ]',
  'L12n243'],
 ['o9_31267',
  (0, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K12n14'],
 ['o9_31267',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 0,1 ]',
  'L12n372'],
 ['o9_31481',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K12n70'],
 ['o9_32065',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n975'],
 ['o9_32314',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [M/n2: (4,3)], m = [ 0,1 | 1,0 ]',
  'L12n340'],
 ['o9_32314',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]',
  'K12n106'],
 ['o9_32471',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'K12n112'],
 ['o9_32471',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ -1,1 | 1,0 ]',
  'L12n936'],
 ['o9_33189',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (4,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n321'],
 ['o9_33801',
  (0, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n686'],
 ['o9_33944',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,2)], m = [ 2,3 | 1,2 ]',
  'L12n353'],
 ['o9_33959',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 1,2 | 0,1 ]',
  'L12n874'],
 ['o9_33959',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 0,1 | 1,1 ]',
  'K12n291'],
 ['o9_34000',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (5,2)], m = [ 0,1 | 1,1 ]',
  'L12n403'],
 ['o9_34000',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n183'],
 ['o9_35666',
  (0, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,1 ]',
  'K12n17'],
 ['o9_35666',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n256'],
 ['o9_36114',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,1)], m = [ 0,1 | 1,1 ]',
  'K12n197'],
 ['o9_36958',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ 2,1 | 1,1 ]',
  'K12n73'],
 ['o9_37291',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]',
  'L12n975'],
 ['o9_37291',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,3)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n122'],
 ['o9_37751',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,3)], m = [ -1,1 | 1,0 ]',
  'L12n754'],
 ['o9_38989',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [A: (3,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'L12n391'],
 ['o9_39606',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n139'],
 ['o9_39981',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (2,1) (3,1)], m = [ -1,1 | 1,0 ]',
  'L12n362'],
 ['o9_40075',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (5,2)], m = [ -1,1 | 1,0 ], n = [ 0,1 | 1,0 ]',
  'K12n26'],
 ['o9_42224',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ]',
  'K12n2']]

len(QA_other_NON_HYPERBOLIC_SLOPES)

135

other_NON_HYPERBOLIC_DBC_slopes=[x for x in other_NON_HYPERBOLIC_DBC_slopes if x not in QA_other_NON_HYPERBOLIC_SLOPES]
other_NON_HYPERBOLIC_DBC_slopes

[['m016',
  (2, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (3,1)], m = [ 1,1 | 0,1 ]',
  'L10n24'],
 ['m194',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]',
  'K12n245'],
 ['m198',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L12n1067'],
 ['m211',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,1)], m = [ 1,1 | 0,1 ]',
  'L12n652'],
 ['m239',
  (2, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'L11n53'],
 ['m240',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'L11n131'],
 ['s042',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K13n340'],
 ['s068',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'L13n2949'],
 ['s086',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]',
  'K13n463'],
 ['s301',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'L13n4791'],
 ['s308',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K13n1172'],
 ['s336',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'L12n239'],
 ['s346',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K12n182'],
 ['s407',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K12n3'],
 ['s560',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]',
  'L13n2741'],
 ['v0082',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,3)], m = [ 1,-1 | 0,1 ]',
  'L14n24670'],
 ['v0114',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,4)], m = [ 1,-1 | 0,1 ]',
  'K14n1863'],
 ['v0165',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (6,5)], m = [ -1,1 | 1,0 ]',
  'L13n4597'],
 ['v0165',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (6,1)], m = [ 1,-1 | 0,1 ]',
  'L14n24959'],
 ['v0220',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'K13n220'],
 ['v0220',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (12,7)], m = [ -1,1 | 1,0 ]',
  'L13n3828'],
 ['v0223',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'L13n2950'],
 ['v0223',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,8)], m = [ -1,1 | 1,0 ]',
  'K13n381'],
 ['v0249',
  (2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]',
  'L14n13520'],
 ['v0319',
  (-2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]',
  'L14n13245'],
 ['v0330',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,-1 | 0,1 ]',
  'L14n33049'],
 ['v0398',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K14n2581'],
 ['v0407',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,3)], m = [ 1,-1 | 0,1 ]',
  'K14n6028'],
 ['v0424',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (13,9)], m = [ 0,1 | 1,1 ]',
  'L13n925'],
 ['v0434',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'K14n3982'],
 ['v0497',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (17,12)], m = [ 0,1 | 1,1 ]',
  'L13n907'],
 ['v0545',
  (2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,1)], m = [ 1,1 | 0,1 ]',
  'L14n14773'],
 ['v0554',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n26943'],
 ['v0570',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,3)], m = [ 1,-1 | 0,1 ]',
  'K14n6028'],
 ['v0573',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,-1 | 0,1 ]',
  'L14n32946'],
 ['v0707',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,4)], m = [ 1,1 | 0,1 ]',
  'L13n768'],
 ['v0709',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,1 ]',
  'L13n2992'],
 ['v0715',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,4)], m = [ 1,-1 | 0,1 ]',
  'K13n262'],
 ['v0740',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,5)], m = [ 1,1 | 0,1 ]',
  'L13n749'],
 ['v0740',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,1)], m = [ -1,1 | 1,0 ]',
  'K13n1267'],
 ['v0741',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'L13n2950'],
 ['v0759',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n3026'],
 ['v0765',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K14n3974'],
 ['v0830',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,1 | 0,1 ]',
  'K13n1465'],
 ['v0847',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,7)], m = [ 0,1 | 1,1 ]',
  'K13n1985'],
 ['v0912',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'K13n678'],
 ['v0939',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]',
  'L13n2570'],
 ['v0945',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n2719'],
 ['v1077',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]',
  'K13n221'],
 ['v1077',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (5,3)], m = [ -1,1 | 1,0 ]',
  'L13n4390'],
 ['v1109',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]',
  'L13n2562'],
 ['v1109',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K13n749'],
 ['v1269',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L14n13847'],
 ['v1392',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'L13n2975'],
 ['v1423',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L14n14133'],
 ['v1547',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'K13n1472'],
 ['v1565',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'L14n13847'],
 ['v1620',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (4,3)], m = [ -1,1 | 1,0 ]',
  'L13n3022'],
 ['v1690',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K13n37'],
 ['v1716',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]',
  'L13n2570'],
 ['v1718',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n4362'],
 ['v1728',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L13n4565'],
 ['v1810',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | 0,1 ]',
  'K13n257'],
 ['v1839',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'L13n2723'],
 ['v1921',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n4342'],
 ['v1986',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L13n3033'],
 ['v2024',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L13n4566'],
 ['v2090',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K13n3'],
 ['v2290',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L12n651'],
 ['v2325',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L13n2978'],
 ['v2384',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K12n196'],
 ['t00110',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,4)], m = [ 1,-1 | 0,1 ]',
  'K15n7774'],
 ['t00324',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,6)], m = [ -1,1 | 1,0 ]',
  'K14n1953'],
 ['t00324',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (7,1)], m = [ 1,-1 | 0,1 ]',
  'K15n9223'],
 ['t00423',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 1,-1 | 0,1 ]',
  'L14n24835'],
 ['t00423',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (17,10)], m = [ -1,1 | 1,0 ]',
  'K14n1963'],
 ['t00434',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,7)], m = [ 1,-1 | 0,1 ]',
  'K14n1349'],
 ['t00434',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (18,11)], m = [ -1,1 | 1,0 ]',
  'L14n24714'],
 ['t00729',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (9,2)], m = [ 1,-1 | 0,1 ]',
  'K15n11977'],
 ['t00826',
  (-2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (12,5)], m = [ 1,-1 | 0,1 ]',
  'K15n19313'],
 ['t00855',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (13,5)], m = [ 1,-1 | 0,1 ]',
  'K15n30341'],
 ['t00873',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (23,16)], m = [ 0,1 | 1,1 ]',
  'L14n3912'],
 ['t00932',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (27,19)], m = [ 0,1 | 1,1 ]',
  'L14n3977'],
 ['t01037',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (9,5)], m = [ 1,-1 | 0,1 ]',
  'K15n30344'],
 ['t01125',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,4)], m = [ 1,-1 | 0,1 ]',
  'L14n13638'],
 ['t01125',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (9,5)], m = [ -1,1 | 1,0 ]',
  'K14n5010'],
 ['t01216',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]',
  'L14n13479'],
 ['t01268',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'L14n13634'],
 ['t01268',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (12,7)], m = [ -1,1 | 1,0 ]',
  'K14n3124'],
 ['t01292',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (13,5)], m = [ -1,1 | 1,0 ]',
  'L14n13354'],
 ['t01318',
  (-2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,3)], m = [ 1,-1 | 0,1 ]',
  'K14n277'],
 ['t01368',
  (-2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'L14n14714'],
 ['t01409',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (12,7)], m = [ 1,-1 | 0,1 ]',
  'L14n20308'],
 ['t01422',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,5)], m = [ 1,1 | 0,1 ]',
  'L14n3340'],
 ['t01424',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,8)], m = [ 1,-1 | 0,1 ]',
  'K14n1339'],
 ['t01440',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,6)], m = [ 1,1 | 0,1 ]',
  'L14n3337'],
 ['t01440',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,1)], m = [ -1,1 | 1,0 ]',
  'K14n5488'],
 ['t01598',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (7,3)], m = [ 1,-1 | 0,1 ]',
  'L14n32959'],
 ['t01636',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (11,7)], m = [ -1,1 | 1,0 ]',
  'L14n32800'],
 ['t01636',
  (2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,4)], m = [ 1,-1 | 0,1 ]',
  'K14n51'],
 ['t01646',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ 1,-1 | 0,1 ]',
  'K14n2644'],
 ['t01690',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (13,8)], m = [ -1,1 | 1,0 ]',
  'K14n4920'],
 ['t01690',
  (2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'L14n14715'],
 ['t01757',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'K15n18050'],
 ['t01815',
  (2, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,2)], m = [ 1,1 | 0,1 ]',
  'L14n14766'],
 ['t01850',
  (-1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (2,1) (7,2)], m = [ -1,1 | 1,0 ]',
  'K14n9960'],
 ['t01863',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,4)], m = [ 1,1 | 0,1 ]',
  'L14n14455'],
 ['t01863',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,3) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n3583'],
 ['t01949',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n26940'],
 ['t01966',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (10,3)], m = [ 1,1 | 0,1 ]',
  'L14n23765'],
 ['t02099',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,4)], m = [ 1,1 | 0,1 ]',
  'K14n6615'],
 ['t02104',
  (2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'K14n4532'],
 ['t02238',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K15n12497'],
 ['t02276',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ]',
  'L13n2154'],
 ['t02378',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (8,5)], m = [ -1,1 | 1,0 ]',
  'L14n27033'],
 ['t02378',
  (-2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'K14n52'],
 ['t02398',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (8,3)], m = [ 1,-1 | 0,1 ]',
  'K15n14098'],
 ['t02404',
  (2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,1 | 0,1 ]',
  'L14n13040'],
 ['t02470',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]',
  'L14n14443'],
 ['t02470',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n4982'],
 ['t02537',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (10,7)], m = [ 1,1 | 0,1 ]',
  'L14n24272'],
 ['t02537',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n4982'],
 ['t02567',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 0,1 ]',
  'K14n1350'],
 ['t02567',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (7,3)], m = [ -1,1 | 1,0 ]',
  'L14n32781'],
 ['t02639',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]',
  'L14n13052'],
 ['t02639',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,2) (8,5)], m = [ -1,1 | 1,0 ]',
  'K14n3023'],
 ['t03106',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n2130'],
 ['t03607',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 1,0 ]',
  'L14n14999'],
 ['t03713',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,2)], m = [ 1,-1 | 0,1 ]',
  'K14n148'],
 ['t03781',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (5,4)], m = [ -1,1 | 1,0 ]',
  'L14n15010'],
 ['t03843',
  (1, 1),
  'SFS [D: (2,1) (5,1)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K15n125712'],
 ['t03864',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (8,3)], m = [ 1,-1 | 0,1 ]',
  'L14n14714'],
 ['t03956',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K14n618'],
 ['t03979',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L13n2125'],
 ['t04003',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (12,5)], m = [ 1,1 | 0,1 ]',
  'L14n16459'],
 ['t04019',
  (1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'K14n10299'],
 ['t04102',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,5)], m = [ 1,1 | 0,1 ]',
  'K14n6432'],
 ['t04180',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (6,5)], m = [ 1,1 | 0,1 ]',
  'L14n24264'],
 ['t04244',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'L14n13702'],
 ['t04382',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (8,3)], m = [ -1,1 | 1,0 ]',
  'L14n14968'],
 ['t04449',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ]',
  'L13n4880'],
 ['t04557',
  (-1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K13n1659'],
 ['t04721',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n13835'],
 ['t04756',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-2 ]',
  'L13n550'],
 ['t04927',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,-1 ]',
  'L13n347'],
 ['t05118',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n464'],
 ['t05390',
  (1, 1),
  'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L14n25292'],
 ['t05425',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L13n1361'],
 ['t05538',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,1)], m = [ 0,1 | 1,1 ]',
  'L13n4453'],
 ['t05564',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (4,1) (5,2)], m = [ -1,1 | 1,0 ]',
  'L14n14987'],
 ['t05658',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'K13n1342'],
 ['t05674',
  (1, 1),
  'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,1) (3,2)], m = [ 1,-1 | 0,1 ]',
  'L14n25954'],
 ['t05695',
  (1, 1),
  'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K14n6684'],
 ['t06001',
  (1, 1),
  'SFS [D: (2,1) (9,7)] U/m SFS [D: (3,1) (3,1)], m = [ -1,1 | 1,0 ]',
  'L14n24075'],
 ['t06246',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]',
  'L13n3230'],
 ['t06440',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n23735'],
 ['t06463',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (7,5)], m = [ 1,1 | 0,1 ]',
  'K14n4'],
 ['t06525',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'K13n122'],
 ['t06570',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n23755'],
 ['t06573',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]',
  'L12n373'],
 ['t06573',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'K13n1233'],
 ['t06605',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (8,5)], m = [ 1,1 | 0,1 ]',
  'L14n13052'],
 ['t06637',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 0,1 ]',
  'L13n2615'],
 ['t07104',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'K12n331'],
 ['t07104',
  (-1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'L13n3542'],
 ['t08114',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 1,0 ]',
  'L11n52'],
 ['t08184',
  (-1, 1),
  'SFS [D: (3,1) (5,3)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K13n3172'],
 ['t08267',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K13n1468'],
 ['t08403',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ -1,1 | 1,0 ]',
  'L13n4483'],
 ['t08532',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K13n2374'],
 ['t09016',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ -1,1 | 1,0 ]',
  'K13n2573'],
 ['t09126',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K13n1641'],
 ['t09580',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'K13n2379'],
 ['t09690',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,1 | 0,1 ]',
  'K13n1393'],
 ['t09847',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 2,1 | 1,1 ]',
  'K12n120'],
 ['t10177',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (5,2)], m = [ 1,1 | 0,1 ]',
  'L13n1274'],
 ['t10462',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'L13n6085'],
 ['t10832',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,1)], m = [ 0,1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K11n41'],
 ['o9_00797',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,9)], m = [ 1,-1 | 0,1 ]',
  'K15n5455'],
 ['o9_00815',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (23,14)], m = [ -1,1 | 1,0 ]',
  'K15n8391'],
 ['o9_02255',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (16,9)], m = [ -1,1 | 1,0 ]',
  'K15n14640'],
 ['o9_02350',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (19,11)], m = [ -1,1 | 1,0 ]',
  'K15n23969'],
 ['o9_02696',
  (2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (13,5)], m = [ 1,-1 | 0,1 ]',
  'K15n860'],
 ['o9_02706',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (17,10)], m = [ 1,-1 | 0,1 ]',
  'K15n5747'],
 ['o9_02794',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (7,1)], m = [ -1,1 | 1,0 ]',
  'K15n31445'],
 ['o9_03118',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (12,5)], m = [ 1,-1 | 0,1 ]',
  'K15n12384'],
 ['o9_03162',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (19,12)], m = [ -1,1 | 1,0 ]',
  'K15n23670'],
 ['o9_03188',
  (2, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,8)], m = [ 1,-1 | 0,1 ]',
  'K15n123'],
 ['o9_03288',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,13)], m = [ 0,1 | 1,1 ]',
  'K15n118029'],
 ['o9_04054',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 1,-1 | 0,1 ]',
  'K13n268'],
 ['o9_04060',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,4)], m = [ 1,1 | 0,1 ]',
  'K15n34719'],
 ['o9_04060',
  (2, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'L13n4919'],
 ['o9_04313',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (10,7)], m = [ 1,-1 | 0,1 ]',
  'K15n22821'],
 ['o9_04435',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (4,1) (5,4)], m = [ 1,-1 | 0,1 ]',
  'K15n12889'],
 ['o9_04938',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (5,1)], m = [ -1,1 | 1,0 ]',
  'K13n1268'],
 ['o9_05287',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (7,6)], m = [ 0,1 | 1,1 ]',
  'L14n12115'],
 ['o9_05426',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (13,9)], m = [ 1,1 | 0,1 ]',
  'K15n5456'],
 ['o9_05483',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (5,3) (9,4)], m = [ -1,1 | 1,0 ]',
  'K15n23871'],
 ['o9_05860',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,4) (7,5)], m = [ -1,1 | 1,0 ]',
  'K15n24289'],
 ['o9_06128',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,4) (8,5)], m = [ -1,1 | 1,0 ]',
  'K15n16392'],
 ['o9_06154',
  (-2, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (13,5)], m = [ 1,1 | 0,1 ]',
  'K15n21416'],
 ['o9_06248',
  (-2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (7,2) (8,5)], m = [ -1,1 | 1,0 ]',
  'K15n14042'],
 ['o9_06301',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,8)], m = [ 1,1 | 0,1 ]',
  'K15n124'],
 ['o9_06956',
  (1, 1),
  'SFS [D: (2,1) (9,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'K14n7610'],
 ['o9_07044',
  (1, 1),
  'SFS [D: (2,1) (12,7)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n21477'],
 ['o9_07167',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,6)], m = [ 0,1 | 1,-1 ]',
  'L14n3072'],
 ['o9_07167',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,1)], m = [ -1,1 | 1,0 ]',
  'K14n1968'],
 ['o9_07401',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,9)], m = [ 0,1 | 1,-1 ]',
  'L14n2083'],
 ['o9_07401',
  (2, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,2)], m = [ -1,1 | 1,0 ]',
  'K14n1618'],
 ['o9_07893',
  (1, 1),
  'SFS [D: (2,1) (11,7)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n13345'],
 ['o9_07945',
  (1, 1),
  'SFS [D: (2,1) (13,8)] U/m SFS [D: (3,1) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n13462'],
 ['o9_08006',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (23,16)], m = [ 0,1 | 1,1 ]',
  'K15n7121'],
 ['o9_08302',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (11,4)], m = [ 1,-1 | 0,1 ]',
  'K15n715'],
 ['o9_08765',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (17,7)], m = [ 1,1 | 0,1 ]',
  'K15n34742'],
 ['o9_08875',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (27,19)], m = [ 0,1 | 1,1 ]',
  'K15n72774'],
 ['o9_09052',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L14n19917'],
 ['o9_09213',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (7,6)], m = [ 1,1 | 0,1 ]',
  'K15n5736'],
 ['o9_09271',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (6,5)], m = [ 0,1 | 1,-1 ]',
  'L14n1809'],
 ['o9_09465',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (9,5)], m = [ 1,-1 | 0,1 ]',
  'K15n146'],
 ['o9_09731',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (6,5)], m = [ 0,1 | 1,-1 ]',
  'L14n24853'],
 ['o9_10020',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,-1 ]',
  'K13n267'],
 ['o9_10020',
  (-1, 1),
  'SFS [D: (2,1) (6,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n25999'],
 ['o9_10192',
  (1, 1),
  'SFS [D: (2,1) (8,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n18448'],
 ['o9_10213',
  (1, 1),
  'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n10300'],
 ['o9_11002',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,-1 ]',
  'L14n1848'],
 ['o9_11248',
  (-1, 1),
  'SFS [D: (2,1) (13,10)] U/m SFS [D: (3,1) (3,2)], m = [ -1,1 | 1,0 ]',
  'K15n39716'],
 ['o9_11537',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,4)], m = [ 0,1 | 1,-2 ]',
  'L14n2419'],
 ['o9_11541',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,3) (5,4)], m = [ 0,1 | 1,1 ]',
  'K14n20444'],
 ['o9_11556',
  (1, 1),
  'SFS [D: (2,1) (11,3)] U/m SFS [D: (3,1) (3,1)], m = [ 1,-1 | 0,1 ]',
  'K15n34453'],
 ['o9_11658',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (5,4)], m = [ 0,1 | 1,-1 ]',
  'L14n2758'],
 ['o9_12079',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (9,7)], m = [ 0,1 | 1,-2 ]',
  'L14n2233'],
 ['o9_12459',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (9,7)], m = [ 0,1 | 1,1 ]',
  'K14n10197'],
 ['o9_12477',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,3) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n9707'],
 ['o9_12477',
  (1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (2,1) (7,4)], m = [ -1,1 | 1,0 ]',
  'L13n2748'],
 ['o9_12519',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,1)], m = [ 0,1 | 1,1 ]',
  'K14n5026'],
 ['o9_12892',
  (1, 1),
  'SFS [D: (2,1) (7,3)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'K15n50004'],
 ['o9_12971',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L14n10442'],
 ['o9_13052',
  (1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,1) (7,2)], m = [ -1,1 | 1,0 ]',
  'K15n84356'],
 ['o9_13054',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,4)], m = [ 0,1 | 1,-1 ]',
  'K13n255'],
 ['o9_13054',
  (-1, 1),
  'SFS [D: (2,1) (7,2)] U/m SFS [D: (3,2) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K15n36941'],
 ['o9_13125',
  (-1, 1),
  'SFS [D: (2,1) (8,3)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n18433'],
 ['o9_13433',
  (-1, 1),
  'SFS [D: (2,1) (8,5)] U/m SFS [D: (3,2) (4,1)], m = [ 0,1 | 1,1 ]',
  'L14n18480'],
 ['o9_13537',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (8,5)], m = [ 1,-1 | 0,1 ]',
  'K15n2607'],
 ['o9_13639',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,2) (10,7)], m = [ 0,1 | 1,1 ]',
  'L14n9709'],
 ['o9_13649',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (9,4)], m = [ 1,1 | 0,1 ]',
  'K15n21430'],
 ['o9_14079',
  (1, 1),
  'SFS [D: (2,1) (7,4)] U/m SFS [D: (2,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'K15n77745'],
 ['o9_14108',
  (1, 1),
  'SFS [D: (2,1) (7,2)] U/m SFS [D: (3,1) (4,1)], m = [ 1,-1 | 0,1 ]',
  'K15n37142'],
 ['o9_14359',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (15,4)], m = [ 0,1 | 1,1 ]',
  'L13n927'],
 ['o9_14359',
  (-1, 1),
  'SFS [D: (2,1) (7,4)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]',
  'L14n16466'],
 ['o9_14599',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,1) (7,5)], m = [ 1,-1 | 0,1 ]',
  'K15n3701'],
 ['o9_14716',
  (1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'K15n125586'],
 ['o9_14974',
  (-1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (13,9)], m = [ 0,1 | 1,1 ]',
  'K15n593'],
 ['o9_15633',
  (-1, 1),
  'SFS [D: (2,1) (8,5)] U/m SFS [D: (3,2) (5,2)], m = [ 0,1 | 1,1 ]',
  'L14n18522'],
 ['o9_16141',
  (1, 1),
  'SFS [D: (2,1) (7,5)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K15n35818'],
 ['o9_16181',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (17,12)], m = [ 0,1 | 1,1 ]',
  'K15n21521'],
 ['o9_16319',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 0,1 ]',
  'K15n134'],
 ['o9_16431',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (11,3)], m = [ 0,1 | 1,1 ]',
  'K13n1452'],
 ['o9_16431',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (7,4)], m = [ 0,1 | 1,1 ]',
  'K14n1084'],
 ['o9_16685',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,1 | 1,0 ]',
  'L13n2087'],
 ['o9_16685',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ]',
  'K14n5081'],
 ['o9_16748',
  (1, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [D: (3,2) (7,3)], m = [ 0,1 | 1,1 ]',
  'L14n23742'],
 ['o9_17382',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (4,3)], m = [ 0,1 | 1,-2 ]',
  'L13n3526'],
 ['o9_17450',
  (1, 1),
  'SFS [D: (2,1) (7,3)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K15n64892'],
 ['o9_18007',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (4,1) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n24120'],
 ['o9_18209',
  (-1, 1),
  'SFS [D: (2,1) (9,7)] U/m SFS [D: (3,1) (4,1)], m = [ -1,1 | 1,0 ]',
  'K15n45925'],
 ['o9_18341',
  (0, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L13n3606'],
 ['o9_18341',
  (1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n10295'],
 ['o9_18646',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K12n3'],
 ['o9_19247',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 1,0 ]',
  'L13n746'],
 ['o9_19247',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]',
  'K13n410'],
 ['o9_19247',
  (1, 1),
  'SFS [D: (3,2) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n15895'],
 ['o9_19364',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]',
  'K13n1710'],
 ['o9_19364',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L14n19788'],
 ['o9_19645',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,1 ]',
  'L13n2911'],
 ['o9_19645',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,-1 | 0,1 ]',
  'L14n26585'],
 ['o9_19724', (0, 1), 'SFS [RP2/n2: (5,3) (7,4)]', 'L13n1161'],
 ['o9_20029', (0, 1), 'SFS [RP2/n2: (5,3) (8,5)]', 'L13n1139'],
 ['o9_20219',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n12659'],
 ['o9_20305',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 0,1 ]',
  'L14n18546'],
 ['o9_20364',
  (1, 1),
  'SFS [D: (3,1) (7,4)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n38260'],
 ['o9_20472',
  (1, 1),
  'SFS [D: (2,1) (5,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K13n47'],
 ['o9_20472',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,-1 | 0,1 ]',
  'K14n6621'],
 ['o9_21195',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (9,2)], m = [ 0,1 | 1,1 ]',
  'K13n1986'],
 ['o9_21195',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,2)], m = [ 1,-1 | 0,1 ]',
  'K14n11677'],
 ['o9_21513',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (9,4)], m = [ 1,1 | 0,1 ]',
  'L14n9841'],
 ['o9_21620',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (10,7)], m = [ 0,1 | 1,1 ]',
  'K14n15805'],
 ['o9_22252',
  (-1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (12,5)], m = [ 1,1 | 0,1 ]',
  'L14n5615'],
 ['o9_22698',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,2)], m = [ -1,1 | 1,0 ]',
  'K14n11805'],
 ['o9_23023',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ -1,1 | 1,0 ]',
  'L14n25088'],
 ['o9_23723',
  (-1, 1),
  'SFS [D: (3,2) (3,2)] U/m SFS [D: (4,1) (5,3)], m = [ -1,1 | 1,0 ]',
  'K14n7380'],
 ['o9_23977',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (10,7)], m = [ 0,1 | 1,1 ]',
  'K14n5030'],
 ['o9_24069',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'K14n5695'],
 ['o9_24126', (1, 0), 'SFS [RP2/n2: (5,2) (8,5)]', 'L13n1187'],
 ['o9_24407',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (7,2)], m = [ 1,1 | 0,1 ]',
  'K14n10153'],
 ['o9_24779',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,-1 ]',
  'K13n677'],
 ['o9_24779',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'L14n23772'],
 ['o9_24946',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 1,0 ]',
  'K12n1'],
 ['o9_25444',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,-1 ]',
  'L13n2742'],
 ['o9_25444',
  (1, 1),
  'SFS [D: (3,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n12074'],
 ['o9_26141',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 0,1 ]',
  'L14n33309'],
 ['o9_26471',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n1709'],
 ['o9_26471',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n27501'],
 ['o9_26791',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (4,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K14n13883'],
 ['o9_27155',
  (-1, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'L14n18573'],
 ['o9_27261',
  (1, 1),
  'SFS [D: (3,2) (4,1)] U/m SFS [D: (3,2) (5,3)], m = [ -1,1 | 1,0 ]',
  'K14n10581'],
 ['o9_27371',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,2) (5,4)], m = [ 1,1 | 0,1 ]',
  'L14n10292'],
 ['o9_27429',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (4,3) (7,3)], m = [ 1,1 | 0,1 ]',
  'L14n5717'],
 ['o9_27767',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (8,3)], m = [ 1,1 | 0,1 ]',
  'K14n6616'],
 ['o9_28153',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (7,2)], m = [ 0,1 | 1,1 ]',
  'L14n34597'],
 ['o9_28746',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (7,5)], m = [ 0,1 | 1,1 ]',
  'L14n23620'],
 ['o9_28751',
  (1, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,2)], m = [ 1,-2 | 0,1 ]',
  'L13n326'],
 ['o9_28810',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,2) (8,3)], m = [ 0,1 | 1,1 ]',
  'K14n10644'],
 ['o9_29048',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L12n549'],
 ['o9_29551',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ]',
  'L13n2889'],
 ['o9_29551',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K14n13898'],
 ['o9_29766',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'L12n239'],
 ['o9_29766',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K12n20'],
 ['o9_30142',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,3) (7,3)], m = [ 1,1 | 0,1 ]',
  'L14n12091'],
 ['o9_30142',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_30375',
  (-1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (3,1) (7,5)], m = [ 0,1 | 1,1 ]',
  'K14n5707'],
 ['o9_31321',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (4,1)], m = [ -1,1 | 1,0 ], n = [ 0,1 | 1,0 ]',
  'L12n746'],
 ['o9_32150',
  (0, 1),
  'SFS [D: (3,2) (4,1)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L13n468'],
 ['o9_33284',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_33284',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,3)], m = [ 1,1 | 0,1 ]',
  'L14n22712'],
 ['o9_33380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ -2,3 | -1,1 ]',
  'K13n587'],
 ['o9_33486', (0, 1), 'SFS [RP2/n2: (2,1) (21,8)]', 'L13n406'],
 ['o9_34409',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]',
  'K13n602'],
 ['o9_35928',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n85'],
 ['o9_36250',
  (0, 1),
  'SFS [D: (3,1) (5,2)] U/m SFS [M/n2: (2,1)], m = [ 0,1 | 1,0 ]',
  'L12n101'],
 ['o9_36380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (5,3)], m = [ 0,-1 | 1,0 ]',
  'L13n1195'],
 ['o9_36380',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,8)], m = [ 0,1 | 1,1 ]',
  'K13n1423'],
 ['o9_37050', (0, 1), 'SFS [RP2/n2: (5,3) (8,3)]', 'L13n1166'],
 ['o9_38679', (0, 1), 'SFS [RP2/n2: (3,2) (11,3)]', 'L13n2013'],
 ['o9_39521',
  (0, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [M/n2: (3,1)], m = [ 0,-1 | 1,0 ]',
  'L13n1206'],
 ['o9_39521',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'K13n1120'],
 ['o9_39859',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n85'],
 ['o9_39879',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,3)], m = [ 0,1 | 1,1 ]',
  'L12n851'],
 ['o9_40026',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,2 | -1,1 ]',
  'L13n3152']]

len(other_NON_HYPERBOLIC_DBC_slopes)

338

# We can search for higher crossing qa slopes.

We finish, by identifying a hyperbolic QA slope for any census knot for which we have not yet found a QA surgery.

with_QA_slope=list(set([x[0] for x in QA_SFS_slopes+QA_other_NON_HYPERBOLIC_SLOPES+ALT]))
len(with_QA_slope)

561

with_QA_slope.sort()
with_QA_slope.sort(key=len)
with_QA_slope

['m016',
 'm071',
 'm082',
 'm103',
 'm118',
 'm144',
 'm194',
 'm198',
 'm211',
 'm223',
 'm239',
 'm240',
 'm270',
 'm276',
 'm281',
 's042',
 's068',
 's086',
 's104',
 's114',
 's294',
 's301',
 's308',
 's336',
 's344',
 's346',
 's367',
 's369',
 's384',
 's407',
 's560',
 's582',
 's652',
 's665',
 's682',
 's684',
 's769',
 's800',
 's849',
 'v0082',
 'v0114',
 'v0165',
 'v0220',
 'v0223',
 'v0249',
 'v0319',
 'v0330',
 'v0398',
 'v0407',
 'v0424',
 'v0434',
 'v0497',
 'v0545',
 'v0554',
 'v0570',
 'v0573',
 'v0707',
 'v0709',
 'v0715',
 'v0740',
 'v0741',
 'v0759',
 'v0765',
 'v0830',
 'v0847',
 'v0912',
 'v0939',
 'v0945',
 'v0959',
 'v1077',
 'v1109',
 'v1269',
 'v1300',
 'v1359',
 'v1392',
 'v1423',
 'v1425',
 'v1547',
 'v1565',
 'v1620',
 'v1628',
 'v1690',
 'v1709',
 'v1716',
 'v1718',
 'v1728',
 'v1810',
 'v1832',
 'v1839',
 'v1915',
 'v1921',
 'v1940',
 'v1966',
 'v1980',
 'v1986',
 'v2024',
 'v2090',
 'v2215',
 'v2217',
 'v2290',
 'v2325',
 'v2384',
 'v2759',
 'v2900',
 'v2925',
 'v2930',
 'v3070',
 'v3105',
 'v3234',
 'v3354',
 'v3482',
 't00110',
 't00146',
 't00324',
 't00423',
 't00434',
 't00550',
 't00621',
 't00729',
 't00787',
 't00826',
 't00855',
 't00873',
 't00932',
 't01033',
 't01037',
 't01125',
 't01216',
 't01268',
 't01292',
 't01318',
 't01368',
 't01409',
 't01422',
 't01424',
 't01440',
 't01598',
 't01636',
 't01646',
 't01690',
 't01757',
 't01815',
 't01834',
 't01850',
 't01863',
 't01949',
 't01966',
 't02099',
 't02104',
 't02238',
 't02276',
 't02378',
 't02398',
 't02404',
 't02470',
 't02537',
 't02567',
 't02639',
 't03106',
 't03566',
 't03607',
 't03709',
 't03710',
 't03713',
 't03781',
 't03843',
 't03864',
 't03956',
 't03979',
 't04003',
 't04019',
 't04102',
 't04180',
 't04228',
 't04244',
 't04382',
 't04449',
 't04557',
 't04721',
 't04756',
 't04927',
 't05118',
 't05239',
 't05390',
 't05425',
 't05426',
 't05538',
 't05564',
 't05578',
 't05658',
 't05663',
 't05674',
 't05695',
 't06001',
 't06246',
 't06440',
 't06463',
 't06525',
 't06570',
 't06605',
 't06637',
 't06715',
 't06957',
 't07070',
 't07348',
 't07355',
 't07412',
 't07670',
 't08111',
 't08184',
 't08201',
 't08267',
 't08273',
 't08403',
 't08532',
 't08576',
 't08936',
 't09016',
 't09126',
 't09267',
 't09284',
 't09313',
 't09450',
 't09455',
 't09500',
 't09580',
 't09633',
 't09690',
 't09704',
 't09852',
 't09912',
 't09954',
 't10177',
 't10188',
 't10215',
 't10224',
 't10230',
 't10262',
 't10292',
 't10462',
 't10496',
 't10643',
 't10681',
 't10985',
 't11198',
 't11376',
 't11548',
 't11852',
 't11909',
 't12288',
 't12681',
 't12753',
 'o9_00133',
 'o9_00168',
 'o9_00644',
 'o9_00797',
 'o9_00815',
 'o9_01079',
 'o9_01175',
 'o9_01436',
 'o9_01496',
 'o9_01584',
 'o9_01621',
 'o9_01680',
 'o9_01765',
 'o9_01936',
 'o9_01953',
 'o9_01955',
 'o9_02255',
 'o9_02340',
 'o9_02350',
 'o9_02383',
 'o9_02386',
 'o9_02655',
 'o9_02696',
 'o9_02706',
 'o9_02735',
 'o9_02772',
 'o9_02786',
 'o9_02794',
 'o9_02909',
 'o9_03032',
 'o9_03108',
 'o9_03118',
 'o9_03133',
 'o9_03149',
 'o9_03162',
 'o9_03188',
 'o9_03288',
 'o9_03313',
 'o9_03412',
 'o9_03526',
 'o9_03586',
 'o9_03622',
 'o9_03802',
 'o9_03833',
 'o9_03932',
 'o9_04054',
 'o9_04060',
 'o9_04106',
 'o9_04205',
 'o9_04245',
 'o9_04269',
 'o9_04313',
 'o9_04431',
 'o9_04435',
 'o9_04438',
 'o9_04938',
 'o9_05021',
 'o9_05177',
 'o9_05229',
 'o9_05287',
 'o9_05357',
 'o9_05426',
 'o9_05483',
 'o9_05562',
 'o9_05618',
 'o9_05860',
 'o9_05970',
 'o9_06060',
 'o9_06128',
 'o9_06154',
 'o9_06248',
 'o9_06301',
 'o9_06956',
 'o9_07044',
 'o9_07152',
 'o9_07167',
 'o9_07195',
 'o9_07401',
 'o9_07790',
 'o9_07893',
 'o9_07943',
 'o9_07945',
 'o9_08006',
 'o9_08042',
 'o9_08224',
 'o9_08302',
 'o9_08402',
 'o9_08477',
 'o9_08497',
 'o9_08647',
 'o9_08765',
 'o9_08771',
 'o9_08776',
 'o9_08828',
 'o9_08831',
 'o9_08852',
 'o9_08875',
 'o9_09052',
 'o9_09213',
 'o9_09271',
 'o9_09372',
 'o9_09465',
 'o9_09731',
 'o9_09808',
 'o9_10192',
 'o9_10213',
 'o9_10696',
 'o9_11002',
 'o9_11100',
 'o9_11248',
 'o9_11467',
 'o9_11537',
 'o9_11541',
 'o9_11556',
 'o9_11560',
 'o9_11570',
 'o9_11658',
 'o9_11685',
 'o9_11795',
 'o9_11845',
 'o9_11999',
 'o9_12079',
 'o9_12144',
 'o9_12230',
 'o9_12253',
 'o9_12412',
 'o9_12459',
 'o9_12477',
 'o9_12519',
 'o9_12693',
 'o9_12736',
 'o9_12757',
 'o9_12873',
 'o9_12892',
 'o9_12919',
 'o9_12971',
 'o9_13052',
 'o9_13054',
 'o9_13056',
 'o9_13125',
 'o9_13182',
 'o9_13188',
 'o9_13400',
 'o9_13403',
 'o9_13433',
 'o9_13508',
 'o9_13537',
 'o9_13604',
 'o9_13639',
 'o9_13649',
 'o9_13666',
 'o9_13720',
 'o9_13952',
 'o9_14018',
 'o9_14079',
 'o9_14108',
 'o9_14136',
 'o9_14359',
 'o9_14364',
 'o9_14376',
 'o9_14495',
 'o9_14599',
 'o9_14716',
 'o9_14831',
 'o9_14974',
 'o9_15506',
 'o9_15633',
 'o9_15808',
 'o9_15997',
 'o9_16065',
 'o9_16141',
 'o9_16157',
 'o9_16181',
 'o9_16319',
 'o9_16356',
 'o9_16431',
 'o9_16514',
 'o9_16527',
 'o9_16642',
 'o9_16748',
 'o9_16920',
 'o9_17382',
 'o9_17450',
 'o9_17646',
 'o9_18007',
 'o9_18209',
 'o9_18633',
 'o9_18646',
 'o9_18813',
 'o9_19130',
 'o9_19396',
 'o9_19645',
 'o9_19724',
 'o9_20029',
 'o9_20219',
 'o9_20305',
 'o9_20364',
 'o9_20472',
 'o9_21195',
 'o9_21496',
 'o9_21513',
 'o9_21620',
 'o9_21893',
 'o9_21918',
 'o9_22129',
 'o9_22252',
 'o9_22477',
 'o9_22607',
 'o9_22663',
 'o9_22698',
 'o9_22925',
 'o9_23023',
 'o9_23032',
 'o9_23179',
 'o9_23263',
 'o9_23461',
 'o9_23660',
 'o9_23723',
 'o9_23955',
 'o9_23961',
 'o9_23971',
 'o9_23977',
 'o9_24069',
 'o9_24126',
 'o9_24149',
 'o9_24183',
 'o9_24290',
 'o9_24401',
 'o9_24407',
 'o9_24534',
 'o9_24592',
 'o9_24886',
 'o9_24889',
 'o9_25110',
 'o9_25199',
 'o9_25341',
 'o9_25595',
 'o9_25709',
 'o9_25832',
 'o9_26141',
 'o9_26570',
 'o9_26604',
 'o9_26767',
 'o9_26791',
 'o9_27107',
 'o9_27155',
 'o9_27261',
 'o9_27371',
 'o9_27392',
 'o9_27429',
 'o9_27480',
 'o9_27737',
 'o9_27767',
 'o9_28113',
 'o9_28153',
 'o9_28284',
 'o9_28529',
 'o9_28592',
 'o9_28746',
 'o9_28751',
 'o9_28810',
 'o9_29246',
 'o9_29436',
 'o9_29529',
 'o9_29648',
 'o9_29751',
 'o9_30375',
 'o9_30650',
 'o9_30721',
 'o9_30790',
 'o9_31165',
 'o9_31267',
 'o9_31481',
 'o9_32065',
 'o9_32257',
 'o9_32314',
 'o9_32471',
 'o9_33189',
 'o9_33526',
 'o9_33585',
 'o9_33801',
 'o9_33944',
 'o9_33959',
 'o9_34000',
 'o9_34403',
 'o9_35320',
 'o9_35549',
 'o9_35666',
 'o9_35682',
 'o9_35736',
 'o9_35772',
 'o9_36114',
 'o9_36958',
 'o9_37291',
 'o9_37685',
 'o9_37751',
 'o9_37941',
 'o9_38989',
 'o9_39162',
 'o9_39394',
 'o9_39606',
 'o9_39608',
 'o9_39981',
 'o9_40052',
 'o9_40075',
 'o9_40179',
 'o9_40363',
 'o9_41372',
 'o9_42224']

unclear=[x for x in [y[0] for y in Lspace_words] if x not in with_QA_slope]
len(unclear)

71

unclear

['v2871',
 'v3335',
 't06573',
 't07104',
 't08114',
 't09847',
 't09882',
 't10832',
 't11556',
 't11887',
 't12533',
 'o9_10020',
 'o9_16685',
 'o9_18341',
 'o9_19247',
 'o9_19364',
 'o9_24779',
 'o9_24946',
 'o9_25444',
 'o9_26471',
 'o9_29048',
 'o9_29551',
 'o9_29766',
 'o9_30142',
 'o9_30150',
 'o9_30634',
 'o9_31321',
 'o9_31440',
 'o9_32044',
 'o9_32132',
 'o9_32150',
 'o9_32588',
 'o9_32964',
 'o9_33284',
 'o9_33380',
 'o9_33430',
 'o9_33486',
 'o9_34409',
 'o9_34689',
 'o9_35720',
 'o9_35928',
 'o9_36250',
 'o9_36380',
 'o9_36544',
 'o9_36809',
 'o9_37050',
 'o9_37482',
 'o9_37551',
 'o9_37754',
 'o9_37851',
 'o9_38287',
 'o9_38679',
 'o9_38811',
 'o9_38928',
 'o9_39451',
 'o9_39521',
 'o9_39859',
 'o9_39879',
 'o9_40026',
 'o9_40487',
 'o9_40504',
 'o9_40582',
 'o9_42493',
 'o9_42675',
 'o9_42961',
 'o9_43001',
 'o9_43679',
 'o9_43750',
 'o9_43857',
 'o9_43953',
 'o9_44054']

Next, we search for hyperbolic QA slopes. We first load the list of known QA knots and links up to at most 12 crossings.

start_time = time.time()

hyperbolic_QA_slopes=[]

for knot in unclear:
    for slope in [(0,1),(1,1),(-1,1),(2,1),(-2,1),(1,2),(-1,2),(1,0)]:
        w=is_dbc_slope(knot,slope,index=5,max_cro=12)
        if w!=False:
            if w[1] in QA:
                print('We found a QA branching set:',[knot,w[0],w[1]])
                with_QA_slope.append(knot)
                hyperbolic_QA_slopes.append([knot,w[0],w[1]])
                break
            
unclear=[knot for knot in unclear if knot not in with_QA_slope]
              
print('Total number of hyperbolic QA slopes we have found:', len(hyperbolic_QA_slopes))
print('Number of knots for which we have found no QA surgery:', len(unclear))
print('Total time taken: %s hours ---' % ((time.time() - start_time)/3600))

We found a QA branching set: ['v3335', (0, 1), 'L10n52']
We found a QA branching set: ['t07104', (1, 1), 'L12n1043']
We found a QA branching set: ['t08114', (-1, 1), 'K11n142']
We found a QA branching set: ['t10832', (0, 1), 'L11n231']
We found a QA branching set: ['t11556', (0, 1), 'K11n131']
We found a QA branching set: ['t11887', (0, 1), 'L12n923']
We found a QA branching set: ['t12533', (0, 1), 'K12n407']
We found a QA branching set: ['o9_24946', (-1, 1), 'L12n692']
We found a QA branching set: ['o9_30150', (0, 1), 'L12n784']
We found a QA branching set: ['o9_31321', (0, 1), 'K12n327']
We found a QA branching set: ['o9_31440', (0, 1), 'L12n782']
We found a QA branching set: ['o9_32132', (-1, 1), 'L12n774']
We found a QA branching set: ['o9_32588', (-1, 1), 'K12n541']
We found a QA branching set: ['o9_34689', (-1, 1), 'L12n1086']
We found a QA branching set: ['o9_35720', (0, 1), 'K12n395']
We found a QA branching set: ['o9_36250', (-1, 1), 'K12n401']
We found a QA branching set: ['o9_36544', (0, 1), 'L11n177']
We found a QA branching set: ['o9_36809', (0, 1), 'K11n123']
We found a QA branching set: ['o9_37482', (0, 1), 'L12n855']
We found a QA branching set: ['o9_37551', (0, 1), 'K12n280']
We found a QA branching set: ['o9_37754', (0, 1), 'K12n350']
We found a QA branching set: ['o9_37851', (0, 1), 'L12n823']
We found a QA branching set: ['o9_38287', (0, 1), 'L12n801']
We found a QA branching set: ['o9_38811', (0, 1), 'K11n154']
We found a QA branching set: ['o9_38928', (0, 1), 'L11n178']
We found a QA branching set: ['o9_39451', (2, 1), 'L12n1270']
We found a QA branching set: ['o9_39859', (1, 1), 'L12n923']
We found a QA branching set: ['o9_39879', (-1, 1), 'K12n593']
We found a QA branching set: ['o9_40487', (0, 1), 'L11n152']
We found a QA branching set: ['o9_40504', (0, 1), 'L11n179']
We found a QA branching set: ['o9_42493', (0, 1), 'K12n536']
We found a QA branching set: ['o9_42675', (0, 1), 'L12n702']
We found a QA branching set: ['o9_43001', (-1, 1), 'K12n325']
Total number of hyperbolic QA slopes we have found: 33
Number of knots for which we have found no QA surgery: 38
Total time taken: 0.03121739771631029 hours ---

hyperbolic_QA_slopes

[['v3335', (0, 1), 'L10n52'],
 ['t07104', (1, 1), 'L12n1043'],
 ['t08114', (-1, 1), 'K11n142'],
 ['t10832', (0, 1), 'L11n231'],
 ['t11556', (0, 1), 'K11n131'],
 ['t11887', (0, 1), 'L12n923'],
 ['t12533', (0, 1), 'K12n407'],
 ['o9_24946', (-1, 1), 'L12n692'],
 ['o9_30150', (0, 1), 'L12n784'],
 ['o9_31321', (0, 1), 'K12n327'],
 ['o9_31440', (0, 1), 'L12n782'],
 ['o9_32132', (-1, 1), 'L12n774'],
 ['o9_32588', (-1, 1), 'K12n541'],
 ['o9_34689', (-1, 1), 'L12n1086'],
 ['o9_35720', (0, 1), 'K12n395'],
 ['o9_36250', (-1, 1), 'K12n401'],
 ['o9_36544', (0, 1), 'L11n177'],
 ['o9_36809', (0, 1), 'K11n123'],
 ['o9_37482', (0, 1), 'L12n855'],
 ['o9_37551', (0, 1), 'K12n280'],
 ['o9_37754', (0, 1), 'K12n350'],
 ['o9_37851', (0, 1), 'L12n823'],
 ['o9_38287', (0, 1), 'L12n801'],
 ['o9_38811', (0, 1), 'K11n154'],
 ['o9_38928', (0, 1), 'L11n178'],
 ['o9_39451', (2, 1), 'L12n1270'],
 ['o9_39859', (1, 1), 'L12n923'],
 ['o9_39879', (-1, 1), 'K12n593'],
 ['o9_40487', (0, 1), 'L11n152'],
 ['o9_40504', (0, 1), 'L11n179'],
 ['o9_42493', (0, 1), 'K12n536'],
 ['o9_42675', (0, 1), 'L12n702'],
 ['o9_43001', (-1, 1), 'K12n325']]

unclear

['v2871',
 't06573',
 't09847',
 't09882',
 'o9_10020',
 'o9_16685',
 'o9_18341',
 'o9_19247',
 'o9_19364',
 'o9_24779',
 'o9_25444',
 'o9_26471',
 'o9_29048',
 'o9_29551',
 'o9_29766',
 'o9_30142',
 'o9_30634',
 'o9_32044',
 'o9_32150',
 'o9_32964',
 'o9_33284',
 'o9_33380',
 'o9_33430',
 'o9_33486',
 'o9_34409',
 'o9_35928',
 'o9_36380',
 'o9_37050',
 'o9_38679',
 'o9_39521',
 'o9_40026',
 'o9_40582',
 'o9_42961',
 'o9_43679',
 'o9_43750',
 'o9_43857',
 'o9_43953',
 'o9_44054']

Next, we build a larger set of dbc slopes for the remaining ones. We first build the list of exceptional dbc slopes and then search for hyperbolic ones.

exceptional_dbc_slopes=[x for x in other_NON_HYPERBOLIC_DBC_slopes if x[0] in unclear]
exceptional_dbc_slopes

[['t06573',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]',
  'L12n373'],
 ['t06573',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'K13n1233'],
 ['t09847',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 2,1 | 1,1 ]',
  'K12n120'],
 ['o9_10020',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,-1 ]',
  'K13n267'],
 ['o9_10020',
  (-1, 1),
  'SFS [D: (2,1) (6,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ]',
  'L14n25999'],
 ['o9_16685',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,1 | 1,0 ]',
  'L13n2087'],
 ['o9_16685',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ]',
  'K14n5081'],
 ['o9_18341',
  (0, 1),
  'SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ]',
  'L13n3606'],
 ['o9_18341',
  (1, 1),
  'SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n10295'],
 ['o9_19247',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 1,0 ]',
  'L13n746'],
 ['o9_19247',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]',
  'K13n410'],
 ['o9_19247',
  (1, 1),
  'SFS [D: (3,2) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ]',
  'K14n15895'],
 ['o9_19364',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]',
  'K13n1710'],
 ['o9_19364',
  (1, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ]',
  'L14n19788'],
 ['o9_24779',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,-1 ]',
  'K13n677'],
 ['o9_24779',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,1 | 0,1 ]',
  'L14n23772'],
 ['o9_25444',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,-1 ]',
  'L13n2742'],
 ['o9_25444',
  (1, 1),
  'SFS [D: (3,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ]',
  'K14n12074'],
 ['o9_26471',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n1709'],
 ['o9_26471',
  (1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ]',
  'L14n27501'],
 ['o9_29048',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'L12n549'],
 ['o9_29551',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ]',
  'L13n2889'],
 ['o9_29551',
  (-1, 1),
  'SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ]',
  'K14n13898'],
 ['o9_29766',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ]',
  'L12n239'],
 ['o9_29766',
  (1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ]',
  'K12n20'],
 ['o9_30142',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (5,3) (7,3)], m = [ 1,1 | 0,1 ]',
  'L14n12091'],
 ['o9_30142',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_32150',
  (0, 1),
  'SFS [D: (3,2) (4,1)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ]',
  'L13n468'],
 ['o9_33284',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_33284',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,3)], m = [ 1,1 | 0,1 ]',
  'L14n22712'],
 ['o9_33380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ -2,3 | -1,1 ]',
  'K13n587'],
 ['o9_33486', (0, 1), 'SFS [RP2/n2: (2,1) (21,8)]', 'L13n406'],
 ['o9_34409',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]',
  'K13n602'],
 ['o9_35928',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n85'],
 ['o9_36380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (5,3)], m = [ 0,-1 | 1,0 ]',
  'L13n1195'],
 ['o9_36380',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,8)], m = [ 0,1 | 1,1 ]',
  'K13n1423'],
 ['o9_37050', (0, 1), 'SFS [RP2/n2: (5,3) (8,3)]', 'L13n1166'],
 ['o9_38679', (0, 1), 'SFS [RP2/n2: (3,2) (11,3)]', 'L13n2013'],
 ['o9_39521',
  (0, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [M/n2: (3,1)], m = [ 0,-1 | 1,0 ]',
  'L13n1206'],
 ['o9_39521',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'K13n1120'],
 ['o9_40026',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,2 | -1,1 ]',
  'L13n3152']]

len(exceptional_dbc_slopes)

41

start_time = time.time()

hyperbolic_dbc_slopes=[]

for knot in unclear:
    for slope in [(0,1),(1,1),(-1,1),(2,1),(-2,1),(1,2),(-1,2),(1,0)]:
        w=is_dbc_slope(knot,slope,index=5,max_cro=15)
        if w!=False:
            if w[1] in QA:
                print('We found a QA branching set:',[knot,w[0],w[1]])
                with_QA_slope.append(knot)
                hyperbolic_QA_slopes.append([knot,w[0],w[1]])
                break
            print('We found a branching set:',[knot,w[0],w[1]])
            hyperbolic_dbc_slopes.append([knot,w[0],w[1]])
            
unclear=[knot for knot in unclear if knot not in with_QA_slope]
              
print('Total number of hyperbolic QA slopes we have found:', len(hyperbolic_QA_slopes))
print('Number of knots for which we have found no QA surgery:', len(unclear))
                      
print('Total number of hyperbolic dbc slopes we have found:', len(hyperbolic_dbc_slopes))
print('Total time taken: %s hours ---' % ((time.time() - start_time)/3600))

We found a branching set: ['v2871', (1, 1), 'L13n4517']
We found a branching set: ['v2871', (2, 1), 'K14n8212']
We found a branching set: ['v2871', (-2, 1), 'K12n438']
We found a branching set: ['v2871', (1, 2), 'K14n9284']
We found a branching set: ['v2871', (-1, 2), 'K12n499']
We found a QA branching set: ['t06573', (1, 1), 'K12n409']
We found a branching set: ['t09847', (1, 1), 'K13n3238']
We found a branching set: ['t09847', (2, 1), 'L14n31171']
We found a branching set: ['t09847', (-2, 1), 'L14n24290']
We found a branching set: ['t09847', (1, 2), 'K14n16120']
We found a branching set: ['t09847', (-1, 2), 'K13n2618']
We found a branching set: ['t09882', (1, 1), 'L13n2858']
We found a branching set: ['t09882', (-1, 1), 'L12n1007']
We found a branching set: ['t09882', (2, 1), 'K14n24491']
We found a branching set: ['t09882', (-2, 1), 'K14n11995']
We found a branching set: ['t09882', (1, 2), 'K14n24528']
We found a branching set: ['t09882', (-1, 2), 'K13n2815']
We found a branching set: ['o9_10020', (1, 1), 'L13n5889']
We found a branching set: ['o9_10020', (2, 1), 'K15n40328']
We found a branching set: ['o9_10020', (-2, 1), 'K15n105150']
We found a branching set: ['o9_10020', (1, 2), 'K14n27068']
We found a branching set: ['o9_10020', (-1, 2), 'K15n70239']
We found a branching set: ['o9_16685', (1, 1), 'K13n3185']
We found a branching set: ['o9_16685', (1, 2), 'K14n22561']
We found a branching set: ['o9_16685', (-1, 2), 'K15n52581']
We found a branching set: ['o9_18341', (-1, 1), 'K13n2479']
We found a branching set: ['o9_18341', (1, 2), 'K15n126865']
We found a branching set: ['o9_18341', (-1, 2), 'K14n11723']
We found a branching set: ['o9_19247', (1, 2), 'K15n81253']
We found a branching set: ['o9_19247', (-1, 2), 'K14n24957']
We found a branching set: ['o9_19364', (-1, 1), 'L13n4475']
We found a branching set: ['o9_19364', (2, 1), 'K15n106208']
We found a branching set: ['o9_19364', (-2, 1), 'K15n77614']
We found a branching set: ['o9_19364', (1, 2), 'K15n157196']
We found a branching set: ['o9_19364', (-1, 2), 'K14n27072']
We found a branching set: ['o9_24779', (1, 1), 'L13n3224']
We found a branching set: ['o9_24779', (2, 1), 'K15n40027']
We found a branching set: ['o9_24779', (-2, 1), 'K15n52428']
We found a branching set: ['o9_24779', (1, 2), 'K14n24853']
We found a branching set: ['o9_24779', (-1, 2), 'K15n79000']
We found a branching set: ['o9_25444', (-1, 1), 'K13n2481']
We found a branching set: ['o9_25444', (1, 2), 'K15n94485']
We found a branching set: ['o9_25444', (-1, 2), 'K14n27335']
We found a branching set: ['o9_26471', (-1, 1), 'L13n3693']
We found a branching set: ['o9_26471', (2, 1), 'K15n91339']
We found a branching set: ['o9_26471', (-2, 1), 'K15n78561']
We found a branching set: ['o9_26471', (1, 2), 'K15n81958']
We found a branching set: ['o9_26471', (-1, 2), 'K14n15046']
We found a branching set: ['o9_29048', (1, 1), 'K13n2260']
We found a QA branching set: ['o9_29048', (-1, 1), 'K12n311']
We found a branching set: ['o9_29551', (1, 1), 'K13n3186']
We found a branching set: ['o9_29551', (1, 2), 'K14n19323']
We found a branching set: ['o9_29551', (-1, 2), 'K15n55122']
We found a branching set: ['o9_29766', (-1, 1), 'K14n9043']
We found a branching set: ['o9_29766', (2, 1), 'L13n3482']
We found a branching set: ['o9_29766', (1, 2), 'K13n1629']
We found a branching set: ['o9_29766', (-1, 2), 'K15n38910']
We found a branching set: ['o9_30142', (1, 1), 'K15n46729']
We found a branching set: ['o9_30142', (-2, 1), 'L13n4188']
We found a branching set: ['o9_30142', (-1, 2), 'K15n68163']
We found a branching set: ['o9_30634', (1, 1), 'K14n15446']
We found a branching set: ['o9_30634', (-1, 1), 'K13n2148']
We found a branching set: ['o9_30634', (1, 2), 'K15n104672']
We found a branching set: ['o9_30634', (-1, 2), 'K14n11993']
We found a branching set: ['o9_32044', (1, 1), 'K13n2621']
We found a branching set: ['o9_32044', (-1, 1), 'K12n442']
We found a branching set: ['o9_32044', (2, 1), 'L14n36096']
We found a branching set: ['o9_32044', (-2, 1), 'L14n31170']
We found a branching set: ['o9_32044', (1, 2), 'K14n18414']
We found a branching set: ['o9_32044', (-1, 2), 'K13n2635']
We found a branching set: ['o9_32150', (1, 1), 'K14n15398']
We found a branching set: ['o9_32150', (-1, 1), 'K13n2177']
We found a branching set: ['o9_32150', (1, 2), 'K15n112683']
We found a branching set: ['o9_32150', (-1, 2), 'K14n26096']
We found a branching set: ['o9_32964', (1, 1), 'L14n25458']
We found a branching set: ['o9_32964', (2, 1), 'K15n146757']
We found a branching set: ['o9_32964', (-2, 1), 'K15n88841']
We found a branching set: ['o9_32964', (1, 2), 'K15n103950']
We found a branching set: ['o9_32964', (-1, 2), 'K14n11896']
We found a branching set: ['o9_33284', (-1, 1), 'L13n4428']
We found a branching set: ['o9_33284', (2, 1), 'K15n48257']
We found a branching set: ['o9_33284', (-2, 1), 'K15n40478']
We found a branching set: ['o9_33284', (1, 2), 'K15n44150']
We found a branching set: ['o9_33284', (-1, 2), 'K14n24852']
We found a branching set: ['o9_33380', (1, 1), 'L13n3124']
We found a branching set: ['o9_33380', (-1, 1), 'L14n24322']
We found a branching set: ['o9_33380', (2, 1), 'K15n52088']
We found a branching set: ['o9_33380', (-2, 1), 'K15n52953']
We found a branching set: ['o9_33380', (1, 2), 'K14n15488']
We found a branching set: ['o9_33380', (-1, 2), 'K15n76673']
We found a branching set: ['o9_33430', (0, 1), 'K13n3880']
We found a branching set: ['o9_33430', (-1, 1), 'L14n25493']
We found a branching set: ['o9_33430', (2, 1), 'K14n22675']
We found a branching set: ['o9_33430', (-2, 1), 'K15n138509']
We found a branching set: ['o9_33430', (1, 2), 'K14n25340']
We found a branching set: ['o9_33430', (-1, 2), 'K15n127670']
We found a branching set: ['o9_33486', (1, 1), 'K13n1608']
We found a branching set: ['o9_33486', (-1, 1), 'K14n7351']
We found a branching set: ['o9_33486', (1, 2), 'K14n7352']
We found a branching set: ['o9_33486', (-1, 2), 'K15n38381']
We found a branching set: ['o9_34409', (1, 1), 'L14n33994']
We found a branching set: ['o9_34409', (-1, 1), 'L13n4515']
We found a branching set: ['o9_34409', (2, 1), 'K15n64431']
We found a branching set: ['o9_34409', (-2, 1), 'K15n56027']
We found a branching set: ['o9_34409', (1, 2), 'K15n78074']
We found a branching set: ['o9_34409', (-1, 2), 'K14n16624']
We found a branching set: ['o9_35928', (1, 1), 'L12n1061']
We found a branching set: ['o9_35928', (-1, 1), 'L13n3287']
We found a branching set: ['o9_35928', (2, 1), 'K14n8491']
We found a branching set: ['o9_35928', (-2, 1), 'K14n11355']
We found a branching set: ['o9_35928', (1, 2), 'K13n3453']
We found a branching set: ['o9_35928', (-1, 2), 'K14n9847']
We found a branching set: ['o9_36380', (-1, 1), 'K14n8830']
We found a branching set: ['o9_36380', (1, 2), 'K14n8989']
We found a branching set: ['o9_36380', (-1, 2), 'K15n43913']
We found a branching set: ['o9_37050', (1, 1), 'K13n1562']
We found a branching set: ['o9_37050', (-1, 1), 'K14n7040']
We found a branching set: ['o9_37050', (1, 2), 'K14n7050']
We found a branching set: ['o9_37050', (-1, 2), 'K15n36598']
We found a branching set: ['o9_38679', (1, 1), 'K13n3319']
We found a branching set: ['o9_38679', (-1, 1), 'K14n8859']
We found a branching set: ['o9_38679', (1, 2), 'K14n16698']
We found a branching set: ['o9_38679', (-1, 2), 'K15n47744']
We found a branching set: ['o9_39521', (-1, 1), 'K14n10951']
We found a branching set: ['o9_39521', (1, 2), 'K14n17543']
We found a branching set: ['o9_39521', (-1, 2), 'K15n82667']
We found a branching set: ['o9_40026', (1, 1), 'K14n9520']
We found a branching set: ['o9_40026', (-1, 1), 'K13n2106']
We found a branching set: ['o9_40026', (1, 2), 'K15n110606']
We found a branching set: ['o9_40026', (-1, 2), 'K14n10236']
We found a QA branching set: ['o9_40582', (0, 1), 'L13n4413']
We found a branching set: ['o9_42961', (0, 1), 'L13n4875']
We found a branching set: ['o9_42961', (1, 1), 'K14n15528']
We found a branching set: ['o9_42961', (-1, 1), 'K14n11419']
We found a branching set: ['o9_42961', (1, 2), 'K15n132734']
We found a branching set: ['o9_42961', (-1, 2), 'K15n132732']
We found a branching set: ['o9_43679', (1, 1), 'L13n3936']
We found a branching set: ['o9_43679', (2, 1), 'K14n16586']
We found a branching set: ['o9_43679', (-2, 1), 'K14n14983']
We found a branching set: ['o9_43679', (1, 2), 'K15n83582']
We found a branching set: ['o9_43679', (-1, 2), 'K15n77643']
We found a branching set: ['o9_43750', (0, 1), 'K13n4022']
We found a branching set: ['o9_43750', (1, 1), 'L14n33254']
We found a branching set: ['o9_43750', (-1, 1), 'L14n26779']
We found a branching set: ['o9_43750', (2, 1), 'K15n138553']
We found a branching set: ['o9_43750', (-2, 1), 'K15n37874']
We found a branching set: ['o9_43750', (1, 2), 'K15n137316']
We found a branching set: ['o9_43750', (-1, 2), 'K15n137315']
We found a branching set: ['o9_43857', (0, 1), 'L13n3470']
We found a branching set: ['o9_43857', (1, 1), 'K14n7935']
We found a branching set: ['o9_43857', (-1, 1), 'K14n8219']
We found a branching set: ['o9_43857', (1, 2), 'K15n109312']
We found a branching set: ['o9_43857', (-1, 2), 'K15n109310']
We found a branching set: ['o9_43953', (1, 1), 'L13n5279']
We found a branching set: ['o9_43953', (-1, 1), 'L13n4223']
We found a branching set: ['o9_43953', (2, 1), 'K14n12370']
We found a branching set: ['o9_43953', (-2, 1), 'K14n22456']
We found a branching set: ['o9_43953', (1, 2), 'K15n110407']
We found a branching set: ['o9_43953', (-1, 2), 'K15n110406']
We found a branching set: ['o9_44054', (1, 1), 'K13n4825']
We found a branching set: ['o9_44054', (-1, 1), 'K13n2001']
We found a branching set: ['o9_44054', (2, 1), 'L14n24567']
We found a branching set: ['o9_44054', (-2, 1), 'L14n28130']
We found a branching set: ['o9_44054', (1, 2), 'K15n109928']
We found a branching set: ['o9_44054', (-1, 2), 'K15n109929']
Total number of hyperbolic QA slopes we have found: 36
Number of knots for which we have found no QA surgery: 35
Total number of hyperbolic dbc slopes we have found: 162
Total time taken: 1.0315357806947496 hours ---

hyperbolic_dbc_slopes

[['v2871', (1, 1), 'L13n4517'],
 ['v2871', (2, 1), 'K14n8212'],
 ['v2871', (-2, 1), 'K12n438'],
 ['v2871', (1, 2), 'K14n9284'],
 ['v2871', (-1, 2), 'K12n499'],
 ['t09847', (1, 1), 'K13n3238'],
 ['t09847', (2, 1), 'L14n31171'],
 ['t09847', (-2, 1), 'L14n24290'],
 ['t09847', (1, 2), 'K14n16120'],
 ['t09847', (-1, 2), 'K13n2618'],
 ['t09882', (1, 1), 'L13n2858'],
 ['t09882', (-1, 1), 'L12n1007'],
 ['t09882', (2, 1), 'K14n24491'],
 ['t09882', (-2, 1), 'K14n11995'],
 ['t09882', (1, 2), 'K14n24528'],
 ['t09882', (-1, 2), 'K13n2815'],
 ['o9_10020', (1, 1), 'L13n5889'],
 ['o9_10020', (2, 1), 'K15n40328'],
 ['o9_10020', (-2, 1), 'K15n105150'],
 ['o9_10020', (1, 2), 'K14n27068'],
 ['o9_10020', (-1, 2), 'K15n70239'],
 ['o9_16685', (1, 1), 'K13n3185'],
 ['o9_16685', (1, 2), 'K14n22561'],
 ['o9_16685', (-1, 2), 'K15n52581'],
 ['o9_18341', (-1, 1), 'K13n2479'],
 ['o9_18341', (1, 2), 'K15n126865'],
 ['o9_18341', (-1, 2), 'K14n11723'],
 ['o9_19247', (1, 2), 'K15n81253'],
 ['o9_19247', (-1, 2), 'K14n24957'],
 ['o9_19364', (-1, 1), 'L13n4475'],
 ['o9_19364', (2, 1), 'K15n106208'],
 ['o9_19364', (-2, 1), 'K15n77614'],
 ['o9_19364', (1, 2), 'K15n157196'],
 ['o9_19364', (-1, 2), 'K14n27072'],
 ['o9_24779', (1, 1), 'L13n3224'],
 ['o9_24779', (2, 1), 'K15n40027'],
 ['o9_24779', (-2, 1), 'K15n52428'],
 ['o9_24779', (1, 2), 'K14n24853'],
 ['o9_24779', (-1, 2), 'K15n79000'],
 ['o9_25444', (-1, 1), 'K13n2481'],
 ['o9_25444', (1, 2), 'K15n94485'],
 ['o9_25444', (-1, 2), 'K14n27335'],
 ['o9_26471', (-1, 1), 'L13n3693'],
 ['o9_26471', (2, 1), 'K15n91339'],
 ['o9_26471', (-2, 1), 'K15n78561'],
 ['o9_26471', (1, 2), 'K15n81958'],
 ['o9_26471', (-1, 2), 'K14n15046'],
 ['o9_29048', (1, 1), 'K13n2260'],
 ['o9_29551', (1, 1), 'K13n3186'],
 ['o9_29551', (1, 2), 'K14n19323'],
 ['o9_29551', (-1, 2), 'K15n55122'],
 ['o9_29766', (-1, 1), 'K14n9043'],
 ['o9_29766', (2, 1), 'L13n3482'],
 ['o9_29766', (1, 2), 'K13n1629'],
 ['o9_29766', (-1, 2), 'K15n38910'],
 ['o9_30142', (1, 1), 'K15n46729'],
 ['o9_30142', (-2, 1), 'L13n4188'],
 ['o9_30142', (-1, 2), 'K15n68163'],
 ['o9_30634', (1, 1), 'K14n15446'],
 ['o9_30634', (-1, 1), 'K13n2148'],
 ['o9_30634', (1, 2), 'K15n104672'],
 ['o9_30634', (-1, 2), 'K14n11993'],
 ['o9_32044', (1, 1), 'K13n2621'],
 ['o9_32044', (-1, 1), 'K12n442'],
 ['o9_32044', (2, 1), 'L14n36096'],
 ['o9_32044', (-2, 1), 'L14n31170'],
 ['o9_32044', (1, 2), 'K14n18414'],
 ['o9_32044', (-1, 2), 'K13n2635'],
 ['o9_32150', (1, 1), 'K14n15398'],
 ['o9_32150', (-1, 1), 'K13n2177'],
 ['o9_32150', (1, 2), 'K15n112683'],
 ['o9_32150', (-1, 2), 'K14n26096'],
 ['o9_32964', (1, 1), 'L14n25458'],
 ['o9_32964', (2, 1), 'K15n146757'],
 ['o9_32964', (-2, 1), 'K15n88841'],
 ['o9_32964', (1, 2), 'K15n103950'],
 ['o9_32964', (-1, 2), 'K14n11896'],
 ['o9_33284', (-1, 1), 'L13n4428'],
 ['o9_33284', (2, 1), 'K15n48257'],
 ['o9_33284', (-2, 1), 'K15n40478'],
 ['o9_33284', (1, 2), 'K15n44150'],
 ['o9_33284', (-1, 2), 'K14n24852'],
 ['o9_33380', (1, 1), 'L13n3124'],
 ['o9_33380', (-1, 1), 'L14n24322'],
 ['o9_33380', (2, 1), 'K15n52088'],
 ['o9_33380', (-2, 1), 'K15n52953'],
 ['o9_33380', (1, 2), 'K14n15488'],
 ['o9_33380', (-1, 2), 'K15n76673'],
 ['o9_33430', (0, 1), 'K13n3880'],
 ['o9_33430', (-1, 1), 'L14n25493'],
 ['o9_33430', (2, 1), 'K14n22675'],
 ['o9_33430', (-2, 1), 'K15n138509'],
 ['o9_33430', (1, 2), 'K14n25340'],
 ['o9_33430', (-1, 2), 'K15n127670'],
 ['o9_33486', (1, 1), 'K13n1608'],
 ['o9_33486', (-1, 1), 'K14n7351'],
 ['o9_33486', (1, 2), 'K14n7352'],
 ['o9_33486', (-1, 2), 'K15n38381'],
 ['o9_34409', (1, 1), 'L14n33994'],
 ['o9_34409', (-1, 1), 'L13n4515'],
 ['o9_34409', (2, 1), 'K15n64431'],
 ['o9_34409', (-2, 1), 'K15n56027'],
 ['o9_34409', (1, 2), 'K15n78074'],
 ['o9_34409', (-1, 2), 'K14n16624'],
 ['o9_35928', (1, 1), 'L12n1061'],
 ['o9_35928', (-1, 1), 'L13n3287'],
 ['o9_35928', (2, 1), 'K14n8491'],
 ['o9_35928', (-2, 1), 'K14n11355'],
 ['o9_35928', (1, 2), 'K13n3453'],
 ['o9_35928', (-1, 2), 'K14n9847'],
 ['o9_36380', (-1, 1), 'K14n8830'],
 ['o9_36380', (1, 2), 'K14n8989'],
 ['o9_36380', (-1, 2), 'K15n43913'],
 ['o9_37050', (1, 1), 'K13n1562'],
 ['o9_37050', (-1, 1), 'K14n7040'],
 ['o9_37050', (1, 2), 'K14n7050'],
 ['o9_37050', (-1, 2), 'K15n36598'],
 ['o9_38679', (1, 1), 'K13n3319'],
 ['o9_38679', (-1, 1), 'K14n8859'],
 ['o9_38679', (1, 2), 'K14n16698'],
 ['o9_38679', (-1, 2), 'K15n47744'],
 ['o9_39521', (-1, 1), 'K14n10951'],
 ['o9_39521', (1, 2), 'K14n17543'],
 ['o9_39521', (-1, 2), 'K15n82667'],
 ['o9_40026', (1, 1), 'K14n9520'],
 ['o9_40026', (-1, 1), 'K13n2106'],
 ['o9_40026', (1, 2), 'K15n110606'],
 ['o9_40026', (-1, 2), 'K14n10236'],
 ['o9_42961', (0, 1), 'L13n4875'],
 ['o9_42961', (1, 1), 'K14n15528'],
 ['o9_42961', (-1, 1), 'K14n11419'],
 ['o9_42961', (1, 2), 'K15n132734'],
 ['o9_42961', (-1, 2), 'K15n132732'],
 ['o9_43679', (1, 1), 'L13n3936'],
 ['o9_43679', (2, 1), 'K14n16586'],
 ['o9_43679', (-2, 1), 'K14n14983'],
 ['o9_43679', (1, 2), 'K15n83582'],
 ['o9_43679', (-1, 2), 'K15n77643'],
 ['o9_43750', (0, 1), 'K13n4022'],
 ['o9_43750', (1, 1), 'L14n33254'],
 ['o9_43750', (-1, 1), 'L14n26779'],
 ['o9_43750', (2, 1), 'K15n138553'],
 ['o9_43750', (-2, 1), 'K15n37874'],
 ['o9_43750', (1, 2), 'K15n137316'],
 ['o9_43750', (-1, 2), 'K15n137315'],
 ['o9_43857', (0, 1), 'L13n3470'],
 ['o9_43857', (1, 1), 'K14n7935'],
 ['o9_43857', (-1, 1), 'K14n8219'],
 ['o9_43857', (1, 2), 'K15n109312'],
 ['o9_43857', (-1, 2), 'K15n109310'],
 ['o9_43953', (1, 1), 'L13n5279'],
 ['o9_43953', (-1, 1), 'L13n4223'],
 ['o9_43953', (2, 1), 'K14n12370'],
 ['o9_43953', (-2, 1), 'K14n22456'],
 ['o9_43953', (1, 2), 'K15n110407'],
 ['o9_43953', (-1, 2), 'K15n110406'],
 ['o9_44054', (1, 1), 'K13n4825'],
 ['o9_44054', (-1, 1), 'K13n2001'],
 ['o9_44054', (2, 1), 'L14n24567'],
 ['o9_44054', (-2, 1), 'L14n28130'],
 ['o9_44054', (1, 2), 'K15n109928'],
 ['o9_44054', (-1, 2), 'K15n109929']]

Next, we try to identify some of these branching sets as QA.

QA=[snappy.Manifold(link) for link in QA]

len(QA)

2752

for c in range(1,16):
    for L in snappy.HTLinkExteriors(alternating=True,crossings=c):
        QA.append(L)
len(QA)

156462

def is_QA(D):
    '''
    Returns true if the diagram D is quasi-alternating and false if it is unclear.
    '''
    if D.is_alternating():
        return True
    if D.exterior() in QA:
        return True
    PD=D.PD_code()
    det=D.determinant()
    for cros in PD:
        (a,b,c,d)=cros
        PD0=PD.copy()
        PD0.remove(cros)
        PD0copy=PD0.copy()
        PDinfty=PD0.copy()
        PDinftycopy=PD0.copy()
        for cro in PD0copy:
            for strand in cro:
                if strand==b:
                    PD0.remove(cro)
                    cro=tuple([a if x==b else x for x in list(cro)])
                    PD0.append(cro)
                if strand==d:
                    PD0.remove(cro)
                    cro=tuple([c if x==d else x for x in list(cro)])
                    PD0.append(cro)
        for cro in PDinftycopy:
            for strand in cro:
                if strand==c:
                    PDinfty.remove(cro)
                    cro=tuple([b if x==c else x for x in list(cro)])
                    PDinfty.append(cro)
                if strand==d:
                    PDinfty.remove(cro)
                    cro=tuple([a if x==d else x for x in list(cro)])    
                    PDinfty.append(cro)
        L0=snappy.Link(PD0)
        Linfty=snappy.Link(PDinfty)
        try:
            det0=L0.determinant(method='goeritz')
        except ValueError:
            try:
                det0=L0.determinant(method='wirt')
            except ValueError:
                try:
                    det0=L0.determinant(method='color')
                except ValueError:
                    pass
        try:
            detinfty=Linfty.determinant(method='goeritz')
        except ValueError:
            try:
                detinfty=Linfty.determinant(method='wirt')
            except ValueError:
                try:
                    detinfty=Linfty.determinant(method='color')
                except ValueError:
                    pass
        if det0+detinfty==det:
            L0.simplify('global')
            Linfty.simplify('global')
            w0=False
            if L0.PD_code()==[]:
                w0=True
            if L0.is_alternating()==True:
                w0=True
            if L0.exterior() in QA:
                w0=True
            if w0==True:
                if Linfty.PD_code()==[]:
                    return True
                if Linfty.is_alternating()==True:
                    return True
                if Linfty.exterior() in QA:
                    return True
    return False

start_time_total = time.time()

more_QA=[]

for [knot,slope,brset] in hyperbolic_dbc_slopes:
    start_time = time.time()
    w=is_QA(snappy.Link(brset))
    print(knot,slope,brset)
    print('The branching set is QA:',w)
    if w==True:
        y=is_QA(snappy.Link(w[1]))
        more_QA.append(brset)
        with_QA_slope.append(knot)
        hyperbolic_QA_slopes.append([knot,slope,brset])
    print('Time taken: %s minutes ---' % ((time.time() - start_time)/60))
          
unclear=[knot for knot in unclear if knot not in with_QA_slope]

print('Total number of hyperbolic QA slopes we have found:', len(hyperbolic_QA_slopes))
print('Number of knots for which we have found no QA surgery:', len(unclear))
print('Total time taken: %s hours ---' % ((time.time() - start_time_total)/3600))

v2871 (1, 1) L13n4517
The branching set is QA: False
Time taken: 10.939449008305868 minutes ---
v2871 (2, 1) K14n8212
The branching set is QA: False
Time taken: 13.643248188495637 minutes ---
v2871 (-2, 1) K12n438
The branching set is QA: False
Time taken: 5.672257876396179 minutes ---
v2871 (1, 2) K14n9284
The branching set is QA: False
Time taken: 7.4074426333109535 minutes ---
v2871 (-1, 2) K12n499
The branching set is QA: False
Time taken: 4.900437959035238 minutes ---
t09847 (1, 1) K13n3238
The branching set is QA: False
Time taken: 4.834919146696726 minutes ---
t09847 (2, 1) L14n31171
The branching set is QA: False
Time taken: 3.4248936851819356 minutes ---
t09847 (-2, 1) L14n24290
The branching set is QA: False
Time taken: 11.248838678995769 minutes ---
t09847 (1, 2) K14n16120
The branching set is QA: False
Time taken: 6.45818483432134 minutes ---
t09847 (-1, 2) K13n2618
The branching set is QA: False
Time taken: 5.345478375752767 minutes ---
t09882 (1, 1) L13n2858
The branching set is QA: False
Time taken: 5.256694138050079 minutes ---
t09882 (-1, 1) L12n1007
The branching set is QA: False
Time taken: 4.957544946670533 minutes ---
t09882 (2, 1) K14n24491
The branching set is QA: False
Time taken: 1.9113791227340697 minutes ---
t09882 (-2, 1) K14n11995
The branching set is QA: False
Time taken: 12.86180967092514 minutes ---
t09882 (1, 2) K14n24528
The branching set is QA: False
Time taken: 5.643596621354421 minutes ---
t09882 (-1, 2) K13n2815
The branching set is QA: False
Time taken: 5.418323334058126 minutes ---
o9_10020 (1, 1) L13n5889
The branching set is QA: True

---------------------------------------------------------------------------
TypeError                                 Traceback (most recent call last)
<ipython-input-72-5a263f206d2e> in <module>
      9     print('The branching set is QA:',w)
     10     if w==True:
---> 11         y=is_QA(snappy.Link(w[Integer(1)]))
     12         more_QA.append(brset)
     13         with_QA_slope.append(knot)

TypeError: 'bool' object is not subscriptable

start_time_total = time.time()

more_QA=[]

for [knot,slope,brset] in hyperbolic_dbc_slopes[16:]:
    start_time = time.time()
    print(knot,slope,brset)
    w=is_QA(snappy.Link(brset))
    print('The branching set is QA:',w)
    if w==True:
        more_QA.append(brset)
        with_QA_slope.append(knot)
        hyperbolic_QA_slopes.append([knot,slope,brset])
    print('Time taken: %s minutes ---' % ((time.time() - start_time)/60))
          
unclear=[knot for knot in unclear if knot not in with_QA_slope]

print('Total number of hyperbolic QA slopes we have found:', len(hyperbolic_QA_slopes))
print('Number of knots for which we have found no QA surgery:', len(unclear))
print('Total time taken: %s hours ---' % ((time.time() - start_time_total)/3600))

o9_10020 (1, 1) L13n5889
The branching set is QA: True
Time taken: 1.0997113903363547 minutes ---
o9_10020 (2, 1) K15n40328
The branching set is QA: False
Time taken: 12.337878092130024 minutes ---
o9_10020 (-2, 1) K15n105150
The branching set is QA: False
Time taken: 13.601948503653208 minutes ---
o9_10020 (1, 2) K14n27068
The branching set is QA: True
Time taken: 2.6928448915481566 minutes ---
o9_10020 (-1, 2) K15n70239
The branching set is QA: False
Time taken: 11.104675205548604 minutes ---
o9_16685 (1, 1) K13n3185
The branching set is QA: False
Time taken: 9.046105802059174 minutes ---
o9_16685 (1, 2) K14n22561
The branching set is QA: False
Time taken: 11.104756756623585 minutes ---
o9_16685 (-1, 2) K15n52581
The branching set is QA: False
Time taken: 12.391944114367167 minutes ---
o9_18341 (-1, 1) K13n2479
The branching set is QA: True
Time taken: 10.356899762153626 minutes ---
o9_18341 (1, 2) K15n126865
The branching set is QA: False
Time taken: 11.061922482649486 minutes ---
o9_18341 (-1, 2) K14n11723
The branching set is QA: False
Time taken: 11.494582291444143 minutes ---
o9_19247 (1, 2) K15n81253
The branching set is QA: False
Time taken: 14.750133550167083 minutes ---
o9_19247 (-1, 2) K14n24957
The branching set is QA: True
Time taken: 5.200744187831878 minutes ---
o9_19364 (-1, 1) L13n4475
The branching set is QA: True
Time taken: 1.1067262252171834 minutes ---
o9_19364 (2, 1) K15n106208
The branching set is QA: False
Time taken: 12.106825935840607 minutes ---
o9_19364 (-2, 1) K15n77614
The branching set is QA: False
Time taken: 15.027528361479442 minutes ---
o9_19364 (1, 2) K15n157196
The branching set is QA: False
Time taken: 10.394585140546162 minutes ---
o9_19364 (-1, 2) K14n27072
The branching set is QA: False
Time taken: 9.892628486951192 minutes ---
o9_24779 (1, 1) L13n3224
The branching set is QA: True
Time taken: 8.081118166446686 minutes ---
o9_24779 (2, 1) K15n40027
The branching set is QA: False
Time taken: 15.247318077087403 minutes ---
o9_24779 (-2, 1) K15n52428
The branching set is QA: False
Time taken: 15.192409940560658 minutes ---
o9_24779 (1, 2) K14n24853
The branching set is QA: False
Time taken: 19.202685507138572 minutes ---
o9_24779 (-1, 2) K15n79000
The branching set is QA: False
Time taken: 15.433498640855154 minutes ---
o9_25444 (-1, 1) K13n2481
The branching set is QA: True
Time taken: 3.919238046805064 minutes ---
o9_25444 (1, 2) K15n94485
The branching set is QA: False
Time taken: 12.698242338498433 minutes ---
o9_25444 (-1, 2) K14n27335
The branching set is QA: False
Time taken: 15.406705192724864 minutes ---
o9_26471 (-1, 1) L13n3693
The branching set is QA: True
Time taken: 6.814975392818451 minutes ---
o9_26471 (2, 1) K15n91339
The branching set is QA: False
Time taken: 11.086517167091369 minutes ---
o9_26471 (-2, 1) K15n78561
The branching set is QA: False
Time taken: 9.219678835074108 minutes ---
o9_26471 (1, 2) K15n81958
The branching set is QA: False
Time taken: 11.840676244099935 minutes ---
o9_26471 (-1, 2) K14n15046
The branching set is QA: False
Time taken: 11.63389848470688 minutes ---
o9_29048 (1, 1) K13n2260
The branching set is QA: True
Time taken: 7.107923034826914 minutes ---
o9_29551 (1, 1) K13n3186
The branching set is QA: True
Time taken: 3.374845484892527 minutes ---
o9_29551 (1, 2) K14n19323
The branching set is QA: False
Time taken: 14.19637182156245 minutes ---
o9_29551 (-1, 2) K15n55122
The branching set is QA: False
Time taken: 14.197199753920238 minutes ---
o9_29766 (-1, 1) K14n9043
The branching set is QA: True
Time taken: 2.4168756087621053 minutes ---
o9_29766 (2, 1) L13n3482
The branching set is QA: False
Time taken: 5.549108147621155 minutes ---
o9_29766 (1, 2) K13n1629
The branching set is QA: False
Time taken: 5.948373544216156 minutes ---
o9_29766 (-1, 2) K15n38910
The branching set is QA: False
Time taken: 10.224764021237691 minutes ---
o9_30142 (1, 1) K15n46729
The branching set is QA: False
Time taken: 11.241998708248138 minutes ---
o9_30142 (-2, 1) L13n4188
The branching set is QA: True
Time taken: 10.897302488485971 minutes ---
o9_30142 (-1, 2) K15n68163
The branching set is QA: False
Time taken: 12.600326510270436 minutes ---
o9_30634 (1, 1) K14n15446
The branching set is QA: False
Time taken: 4.725593574841818 minutes ---
o9_30634 (-1, 1) K13n2148
The branching set is QA: False
Time taken: 4.216113913059234 minutes ---
o9_30634 (1, 2) K15n104672
The branching set is QA: False
Time taken: 5.17760272026062 minutes ---
o9_30634 (-1, 2) K14n11993
The branching set is QA: False
Time taken: 4.619847246011099 minutes ---
o9_32044 (1, 1) K13n2621
The branching set is QA: False
Time taken: 5.890125767389933 minutes ---
o9_32044 (-1, 1) K12n442
The branching set is QA: False
Time taken: 4.558764688173929 minutes ---
o9_32044 (2, 1) L14n36096
The branching set is QA: False
Time taken: 4.590514127413432 minutes ---
o9_32044 (-2, 1) L14n31170
The branching set is QA: False
Time taken: 10.269300536314647 minutes ---
o9_32044 (1, 2) K14n18414
The branching set is QA: False
Time taken: 6.233034578959147 minutes ---
o9_32044 (-1, 2) K13n2635
The branching set is QA: False
Time taken: 4.982793633143107 minutes ---
o9_32150 (1, 1) K14n15398
The branching set is QA: False
Time taken: 10.234872619311014 minutes ---
o9_32150 (-1, 1) K13n2177
The branching set is QA: True
Time taken: 1.7009398301442464 minutes ---
o9_32150 (1, 2) K15n112683
The branching set is QA: False
Time taken: 12.69779057900111 minutes ---
o9_32150 (-1, 2) K14n26096
The branching set is QA: False
Time taken: 13.291225111484527 minutes ---
o9_32964 (1, 1) L14n25458
The branching set is QA: False
Time taken: 6.86905634800593 minutes ---
o9_32964 (2, 1) K15n146757
The branching set is QA: False
Time taken: 5.886188852787018 minutes ---
o9_32964 (-2, 1) K15n88841
The branching set is QA: False
Time taken: 8.232143914699554 minutes ---
o9_32964 (1, 2) K15n103950
The branching set is QA: False
Time taken: 6.7012364864349365 minutes ---
o9_32964 (-1, 2) K14n11896
The branching set is QA: False
Time taken: 6.250706032911936 minutes ---
o9_33284 (-1, 1) L13n4428
The branching set is QA: True
Time taken: 9.745222592353821 minutes ---
o9_33284 (2, 1) K15n48257
The branching set is QA: False
Time taken: 13.360451706250508 minutes ---
o9_33284 (-2, 1) K15n40478
The branching set is QA: False
Time taken: 14.01983733177185 minutes ---
o9_33284 (1, 2) K15n44150
The branching set is QA: False
Time taken: 13.122428035736084 minutes ---
o9_33284 (-1, 2) K14n24852
The branching set is QA: False
Time taken: 16.092000349362692 minutes ---
o9_33380 (1, 1) L13n3124
The branching set is QA: True
Time taken: 1.027421772480011 minutes ---
o9_33380 (-1, 1) L14n24322
The branching set is QA: False
Time taken: 11.975343612829844 minutes ---
o9_33380 (2, 1) K15n52088
The branching set is QA: False
Time taken: 10.421674863497417 minutes ---
o9_33380 (-2, 1) K15n52953
The branching set is QA: False
Time taken: 8.685861893494923 minutes ---
o9_33380 (1, 2) K14n15488
The branching set is QA: False
Time taken: 9.967690169811249 minutes ---
o9_33380 (-1, 2) K15n76673
The branching set is QA: True
Time taken: 8.90401447614034 minutes ---
o9_33430 (0, 1) K13n3880
The branching set is QA: True
Time taken: 7.198659884929657 minutes ---
o9_33430 (-1, 1) L14n25493
The branching set is QA: True
Time taken: 1.0293696920077007 minutes ---
o9_33430 (2, 1) K14n22675
The branching set is QA: False
Time taken: 10.577177985509236 minutes ---
o9_33430 (-2, 1) K15n138509
The branching set is QA: False
Time taken: 12.14845978418986 minutes ---
o9_33430 (1, 2) K14n25340
The branching set is QA: True
Time taken: 6.380105857054392 minutes ---
o9_33430 (-1, 2) K15n127670
The branching set is QA: False
Time taken: 15.930341855684917 minutes ---
o9_33486 (1, 1) K13n1608
The branching set is QA: True
Time taken: 3.521473491191864 minutes ---
o9_33486 (-1, 1) K14n7351
The branching set is QA: False
Time taken: 10.207731584707895 minutes ---
o9_33486 (1, 2) K14n7352
The branching set is QA: True
Time taken: 2.1329867442448935 minutes ---
o9_33486 (-1, 2) K15n38381
The branching set is QA: False
Time taken: 13.894061768054963 minutes ---
o9_34409 (1, 1) L14n33994
The branching set is QA: True
Time taken: 7.46700750986735 minutes ---
o9_34409 (-1, 1) L13n4515
The branching set is QA: True
Time taken: 2.724294102191925 minutes ---
o9_34409 (2, 1) K15n64431
The branching set is QA: False
Time taken: 10.597074854373933 minutes ---
o9_34409 (-2, 1) K15n56027
The branching set is QA: False
Time taken: 10.955708010991414 minutes ---
o9_34409 (1, 2) K15n78074
The branching set is QA: False
Time taken: 16.124972236156463 minutes ---
o9_34409 (-1, 2) K14n16624
The branching set is QA: True
Time taken: 9.160375785827636 minutes ---
o9_35928 (1, 1) L12n1061
The branching set is QA: True
Time taken: 3.211495836575826 minutes ---
o9_35928 (-1, 1) L13n3287
The branching set is QA: False
Time taken: 10.686929527918497 minutes ---
o9_35928 (2, 1) K14n8491
The branching set is QA: False
Time taken: 11.99782376686732 minutes ---
o9_35928 (-2, 1) K14n11355
The branching set is QA: False
Time taken: 9.114992264906565 minutes ---
o9_35928 (1, 2) K13n3453
The branching set is QA: False
Time taken: 12.052701914310456 minutes ---
o9_35928 (-1, 2) K14n9847
The branching set is QA: False
Time taken: 9.465426727135975 minutes ---
o9_36380 (-1, 1) K14n8830
The branching set is QA: False
Time taken: 11.195811025301616 minutes ---
o9_36380 (1, 2) K14n8989
The branching set is QA: True
Time taken: 12.454202445348104 minutes ---
o9_36380 (-1, 2) K15n43913
The branching set is QA: False
Time taken: 11.528570051987966 minutes ---
o9_37050 (1, 1) K13n1562
The branching set is QA: True
Time taken: 0.724882960319519 minutes ---
o9_37050 (-1, 1) K14n7040
The branching set is QA: False
Time taken: 12.239753675460815 minutes ---
o9_37050 (1, 2) K14n7050
The branching set is QA: True
Time taken: 2.143621238072713 minutes ---
o9_37050 (-1, 2) K15n36598
The branching set is QA: False
Time taken: 13.517854976654053 minutes ---
o9_38679 (1, 1) K13n3319
The branching set is QA: True
Time taken: 3.158459734916687 minutes ---
o9_38679 (-1, 1) K14n8859
The branching set is QA: False
Time taken: 13.786566952864328 minutes ---
o9_38679 (1, 2) K14n16698
The branching set is QA: True
Time taken: 1.695298711458842 minutes ---
o9_38679 (-1, 2) K15n47744
The branching set is QA: False
Time taken: 13.175129131476085 minutes ---
o9_39521 (-1, 1) K14n10951
The branching set is QA: False
Time taken: 12.606789831320445 minutes ---
o9_39521 (1, 2) K14n17543
The branching set is QA: True
Time taken: 11.768970795472462 minutes ---
o9_39521 (-1, 2) K15n82667
The branching set is QA: False
Time taken: 15.22500146627426 minutes ---
o9_40026 (1, 1) K14n9520
The branching set is QA: True
Time taken: 4.456875761349996 minutes ---
o9_40026 (-1, 1) K13n2106
The branching set is QA: True
Time taken: 4.119197503725688 minutes ---
o9_40026 (1, 2) K15n110606
The branching set is QA: False
Time taken: 13.525213738282522 minutes ---
o9_40026 (-1, 2) K14n10236
The branching set is QA: True
Time taken: 3.4590913891792296 minutes ---
o9_42961 (0, 1) L13n4875
The branching set is QA: True
Time taken: 1.0132609407107036 minutes ---
o9_42961 (1, 1) K14n15528
The branching set is QA: True
Time taken: 0.7125415444374085 minutes ---
o9_42961 (-1, 1) K14n11419
The branching set is QA: True
Time taken: 0.7239175041516622 minutes ---
o9_42961 (1, 2) K15n132734
The branching set is QA: False
Time taken: 11.393300422032674 minutes ---
o9_42961 (-1, 2) K15n132732
The branching set is QA: False
Time taken: 12.430735377470652 minutes ---
o9_43679 (1, 1) L13n3936
The branching set is QA: True
Time taken: 7.992742025852204 minutes ---
o9_43679 (2, 1) K14n16586
The branching set is QA: False
Time taken: 12.456565113862355 minutes ---
o9_43679 (-2, 1) K14n14983
The branching set is QA: False
Time taken: 12.764884384473165 minutes ---
o9_43679 (1, 2) K15n83582
The branching set is QA: False
Time taken: 14.470477366447449 minutes ---
o9_43679 (-1, 2) K15n77643
The branching set is QA: False
Time taken: 17.443649359544118 minutes ---
o9_43750 (0, 1) K13n4022
The branching set is QA: True
Time taken: 0.7339766939481099 minutes ---
o9_43750 (1, 1) L14n33254
The branching set is QA: True
Time taken: 11.868003710110981 minutes ---
o9_43750 (-1, 1) L14n26779
The branching set is QA: False
Time taken: 12.845627983411154 minutes ---
o9_43750 (2, 1) K15n138553
The branching set is QA: False
Time taken: 14.746509357293446 minutes ---
o9_43750 (-2, 1) K15n37874
The branching set is QA: False
Time taken: 9.906347803274791 minutes ---
o9_43750 (1, 2) K15n137316
The branching set is QA: False
Time taken: 14.986617414156596 minutes ---
o9_43750 (-1, 2) K15n137315
The branching set is QA: False
Time taken: 15.617009011904399 minutes ---
o9_43857 (0, 1) L13n3470
The branching set is QA: True
Time taken: 1.0327492872873942 minutes ---
o9_43857 (1, 1) K14n7935
The branching set is QA: False
Time taken: 10.327549799283345 minutes ---
o9_43857 (-1, 1) K14n8219
The branching set is QA: True
Time taken: 6.442330650488535 minutes ---
o9_43857 (1, 2) K15n109312
The branching set is QA: False
Time taken: 15.507279507319133 minutes ---
o9_43857 (-1, 2) K15n109310
The branching set is QA: False
Time taken: 13.540497608979543 minutes ---
o9_43953 (1, 1) L13n5279
The branching set is QA: False
Time taken: 17.541172754764556 minutes ---
o9_43953 (-1, 1) L13n4223
The branching set is QA: False
Time taken: 13.32569675842921 minutes ---
o9_43953 (2, 1) K14n12370
The branching set is QA: False
Time taken: 10.174672265847525 minutes ---
o9_43953 (-2, 1) K14n22456
The branching set is QA: False
Time taken: 11.23201344013214 minutes ---
o9_43953 (1, 2) K15n110407
The branching set is QA: True
Time taken: 2.7194963057835895 minutes ---
o9_43953 (-1, 2) K15n110406
The branching set is QA: False
Time taken: 13.881960380077363 minutes ---
o9_44054 (1, 1) K13n4825
The branching set is QA: True
Time taken: 0.7394844611485799 minutes ---
o9_44054 (-1, 1) K13n2001
The branching set is QA: True
Time taken: 2.406736401716868 minutes ---
o9_44054 (2, 1) L14n24567
The branching set is QA: False
Time taken: 14.43542986313502 minutes ---
o9_44054 (-2, 1) L14n28130
The branching set is QA: False
Time taken: 12.312556000550588 minutes ---
o9_44054 (1, 2) K15n109928
The branching set is QA: True
Time taken: 1.4117228110631308 minutes ---
o9_44054 (-1, 2) K15n109929
The branching set is QA: False
Time taken: 17.506225089232128 minutes ---
Total number of hyperbolic QA slopes we have found: 82
Number of knots for which we have found no QA surgery: 7
Total time taken: 22.779310015439986 hours ---

hyperbolic_QA_slopes

[['v3335', (0, 1), 'L10n52'],
 ['t07104', (1, 1), 'L12n1043'],
 ['t08114', (-1, 1), 'K11n142'],
 ['t10832', (0, 1), 'L11n231'],
 ['t11556', (0, 1), 'K11n131'],
 ['t11887', (0, 1), 'L12n923'],
 ['t12533', (0, 1), 'K12n407'],
 ['o9_24946', (-1, 1), 'L12n692'],
 ['o9_30150', (0, 1), 'L12n784'],
 ['o9_31321', (0, 1), 'K12n327'],
 ['o9_31440', (0, 1), 'L12n782'],
 ['o9_32132', (-1, 1), 'L12n774'],
 ['o9_32588', (-1, 1), 'K12n541'],
 ['o9_34689', (-1, 1), 'L12n1086'],
 ['o9_35720', (0, 1), 'K12n395'],
 ['o9_36250', (-1, 1), 'K12n401'],
 ['o9_36544', (0, 1), 'L11n177'],
 ['o9_36809', (0, 1), 'K11n123'],
 ['o9_37482', (0, 1), 'L12n855'],
 ['o9_37551', (0, 1), 'K12n280'],
 ['o9_37754', (0, 1), 'K12n350'],
 ['o9_37851', (0, 1), 'L12n823'],
 ['o9_38287', (0, 1), 'L12n801'],
 ['o9_38811', (0, 1), 'K11n154'],
 ['o9_38928', (0, 1), 'L11n178'],
 ['o9_39451', (2, 1), 'L12n1270'],
 ['o9_39859', (1, 1), 'L12n923'],
 ['o9_39879', (-1, 1), 'K12n593'],
 ['o9_40487', (0, 1), 'L11n152'],
 ['o9_40504', (0, 1), 'L11n179'],
 ['o9_42493', (0, 1), 'K12n536'],
 ['o9_42675', (0, 1), 'L12n702'],
 ['o9_43001', (-1, 1), 'K12n325'],
 ['t06573', (1, 1), 'K12n409'],
 ['o9_29048', (-1, 1), 'K12n311'],
 ['o9_40582', (0, 1), 'L13n4413'],
 ['o9_10020', (1, 1), 'L13n5889'],
 ['o9_10020', (1, 2), 'K14n27068'],
 ['o9_18341', (-1, 1), 'K13n2479'],
 ['o9_19247', (-1, 2), 'K14n24957'],
 ['o9_19364', (-1, 1), 'L13n4475'],
 ['o9_24779', (1, 1), 'L13n3224'],
 ['o9_25444', (-1, 1), 'K13n2481'],
 ['o9_26471', (-1, 1), 'L13n3693'],
 ['o9_29048', (1, 1), 'K13n2260'],
 ['o9_29551', (1, 1), 'K13n3186'],
 ['o9_29766', (-1, 1), 'K14n9043'],
 ['o9_30142', (-2, 1), 'L13n4188'],
 ['o9_32150', (-1, 1), 'K13n2177'],
 ['o9_33284', (-1, 1), 'L13n4428'],
 ['o9_33380', (1, 1), 'L13n3124'],
 ['o9_33380', (-1, 2), 'K15n76673'],
 ['o9_33430', (0, 1), 'K13n3880'],
 ['o9_33430', (-1, 1), 'L14n25493'],
 ['o9_33430', (1, 2), 'K14n25340'],
 ['o9_33486', (1, 1), 'K13n1608'],
 ['o9_33486', (1, 2), 'K14n7352'],
 ['o9_34409', (1, 1), 'L14n33994'],
 ['o9_34409', (-1, 1), 'L13n4515'],
 ['o9_34409', (-1, 2), 'K14n16624'],
 ['o9_35928', (1, 1), 'L12n1061'],
 ['o9_36380', (1, 2), 'K14n8989'],
 ['o9_37050', (1, 1), 'K13n1562'],
 ['o9_37050', (1, 2), 'K14n7050'],
 ['o9_38679', (1, 1), 'K13n3319'],
 ['o9_38679', (1, 2), 'K14n16698'],
 ['o9_39521', (1, 2), 'K14n17543'],
 ['o9_40026', (1, 1), 'K14n9520'],
 ['o9_40026', (-1, 1), 'K13n2106'],
 ['o9_40026', (-1, 2), 'K14n10236'],
 ['o9_42961', (0, 1), 'L13n4875'],
 ['o9_42961', (1, 1), 'K14n15528'],
 ['o9_42961', (-1, 1), 'K14n11419'],
 ['o9_43679', (1, 1), 'L13n3936'],
 ['o9_43750', (0, 1), 'K13n4022'],
 ['o9_43750', (1, 1), 'L14n33254'],
 ['o9_43857', (0, 1), 'L13n3470'],
 ['o9_43857', (-1, 1), 'K14n8219'],
 ['o9_43953', (1, 2), 'K15n110407'],
 ['o9_44054', (1, 1), 'K13n4825'],
 ['o9_44054', (-1, 1), 'K13n2001'],
 ['o9_44054', (1, 2), 'K15n109928']]

with_QA_slope

['m016',
 'm071',
 'm082',
 'm103',
 'm118',
 'm144',
 'm194',
 'm198',
 'm211',
 'm223',
 'm239',
 'm240',
 'm270',
 'm276',
 'm281',
 's042',
 's068',
 's086',
 's104',
 's114',
 's294',
 's301',
 's308',
 's336',
 's344',
 's346',
 's367',
 's369',
 's384',
 's407',
 's560',
 's582',
 's652',
 's665',
 's682',
 's684',
 's769',
 's800',
 's849',
 'v0082',
 'v0114',
 'v0165',
 'v0220',
 'v0223',
 'v0249',
 'v0319',
 'v0330',
 'v0398',
 'v0407',
 'v0424',
 'v0434',
 'v0497',
 'v0545',
 'v0554',
 'v0570',
 'v0573',
 'v0707',
 'v0709',
 'v0715',
 'v0740',
 'v0741',
 'v0759',
 'v0765',
 'v0830',
 'v0847',
 'v0912',
 'v0939',
 'v0945',
 'v0959',
 'v1077',
 'v1109',
 'v1269',
 'v1300',
 'v1359',
 'v1392',
 'v1423',
 'v1425',
 'v1547',
 'v1565',
 'v1620',
 'v1628',
 'v1690',
 'v1709',
 'v1716',
 'v1718',
 'v1728',
 'v1810',
 'v1832',
 'v1839',
 'v1915',
 'v1921',
 'v1940',
 'v1966',
 'v1980',
 'v1986',
 'v2024',
 'v2090',
 'v2215',
 'v2217',
 'v2290',
 'v2325',
 'v2384',
 'v2759',
 'v2900',
 'v2925',
 'v2930',
 'v3070',
 'v3105',
 'v3234',
 'v3354',
 'v3482',
 't00110',
 't00146',
 't00324',
 't00423',
 't00434',
 't00550',
 't00621',
 't00729',
 't00787',
 't00826',
 't00855',
 't00873',
 't00932',
 't01033',
 't01037',
 't01125',
 't01216',
 't01268',
 't01292',
 't01318',
 't01368',
 't01409',
 't01422',
 't01424',
 't01440',
 't01598',
 't01636',
 't01646',
 't01690',
 't01757',
 't01815',
 't01834',
 't01850',
 't01863',
 't01949',
 't01966',
 't02099',
 't02104',
 't02238',
 't02276',
 't02378',
 't02398',
 't02404',
 't02470',
 't02537',
 't02567',
 't02639',
 't03106',
 't03566',
 't03607',
 't03709',
 't03710',
 't03713',
 't03781',
 't03843',
 't03864',
 't03956',
 't03979',
 't04003',
 't04019',
 't04102',
 't04180',
 't04228',
 't04244',
 't04382',
 't04449',
 't04557',
 't04721',
 't04756',
 't04927',
 't05118',
 't05239',
 't05390',
 't05425',
 't05426',
 't05538',
 't05564',
 't05578',
 't05658',
 't05663',
 't05674',
 't05695',
 't06001',
 't06246',
 't06440',
 't06463',
 't06525',
 't06570',
 't06605',
 't06637',
 't06715',
 't06957',
 't07070',
 't07348',
 't07355',
 't07412',
 't07670',
 't08111',
 't08184',
 't08201',
 't08267',
 't08273',
 't08403',
 't08532',
 't08576',
 't08936',
 't09016',
 't09126',
 't09267',
 't09284',
 't09313',
 't09450',
 't09455',
 't09500',
 't09580',
 't09633',
 't09690',
 't09704',
 't09852',
 't09912',
 't09954',
 't10177',
 't10188',
 't10215',
 't10224',
 't10230',
 't10262',
 't10292',
 't10462',
 't10496',
 't10643',
 't10681',
 't10985',
 't11198',
 't11376',
 't11548',
 't11852',
 't11909',
 't12288',
 't12681',
 't12753',
 'o9_00133',
 'o9_00168',
 'o9_00644',
 'o9_00797',
 'o9_00815',
 'o9_01079',
 'o9_01175',
 'o9_01436',
 'o9_01496',
 'o9_01584',
 'o9_01621',
 'o9_01680',
 'o9_01765',
 'o9_01936',
 'o9_01953',
 'o9_01955',
 'o9_02255',
 'o9_02340',
 'o9_02350',
 'o9_02383',
 'o9_02386',
 'o9_02655',
 'o9_02696',
 'o9_02706',
 'o9_02735',
 'o9_02772',
 'o9_02786',
 'o9_02794',
 'o9_02909',
 'o9_03032',
 'o9_03108',
 'o9_03118',
 'o9_03133',
 'o9_03149',
 'o9_03162',
 'o9_03188',
 'o9_03288',
 'o9_03313',
 'o9_03412',
 'o9_03526',
 'o9_03586',
 'o9_03622',
 'o9_03802',
 'o9_03833',
 'o9_03932',
 'o9_04054',
 'o9_04060',
 'o9_04106',
 'o9_04205',
 'o9_04245',
 'o9_04269',
 'o9_04313',
 'o9_04431',
 'o9_04435',
 'o9_04438',
 'o9_04938',
 'o9_05021',
 'o9_05177',
 'o9_05229',
 'o9_05287',
 'o9_05357',
 'o9_05426',
 'o9_05483',
 'o9_05562',
 'o9_05618',
 'o9_05860',
 'o9_05970',
 'o9_06060',
 'o9_06128',
 'o9_06154',
 'o9_06248',
 'o9_06301',
 'o9_06956',
 'o9_07044',
 'o9_07152',
 'o9_07167',
 'o9_07195',
 'o9_07401',
 'o9_07790',
 'o9_07893',
 'o9_07943',
 'o9_07945',
 'o9_08006',
 'o9_08042',
 'o9_08224',
 'o9_08302',
 'o9_08402',
 'o9_08477',
 'o9_08497',
 'o9_08647',
 'o9_08765',
 'o9_08771',
 'o9_08776',
 'o9_08828',
 'o9_08831',
 'o9_08852',
 'o9_08875',
 'o9_09052',
 'o9_09213',
 'o9_09271',
 'o9_09372',
 'o9_09465',
 'o9_09731',
 'o9_09808',
 'o9_10192',
 'o9_10213',
 'o9_10696',
 'o9_11002',
 'o9_11100',
 'o9_11248',
 'o9_11467',
 'o9_11537',
 'o9_11541',
 'o9_11556',
 'o9_11560',
 'o9_11570',
 'o9_11658',
 'o9_11685',
 'o9_11795',
 'o9_11845',
 'o9_11999',
 'o9_12079',
 'o9_12144',
 'o9_12230',
 'o9_12253',
 'o9_12412',
 'o9_12459',
 'o9_12477',
 'o9_12519',
 'o9_12693',
 'o9_12736',
 'o9_12757',
 'o9_12873',
 'o9_12892',
 'o9_12919',
 'o9_12971',
 'o9_13052',
 'o9_13054',
 'o9_13056',
 'o9_13125',
 'o9_13182',
 'o9_13188',
 'o9_13400',
 'o9_13403',
 'o9_13433',
 'o9_13508',
 'o9_13537',
 'o9_13604',
 'o9_13639',
 'o9_13649',
 'o9_13666',
 'o9_13720',
 'o9_13952',
 'o9_14018',
 'o9_14079',
 'o9_14108',
 'o9_14136',
 'o9_14359',
 'o9_14364',
 'o9_14376',
 'o9_14495',
 'o9_14599',
 'o9_14716',
 'o9_14831',
 'o9_14974',
 'o9_15506',
 'o9_15633',
 'o9_15808',
 'o9_15997',
 'o9_16065',
 'o9_16141',
 'o9_16157',
 'o9_16181',
 'o9_16319',
 'o9_16356',
 'o9_16431',
 'o9_16514',
 'o9_16527',
 'o9_16642',
 'o9_16748',
 'o9_16920',
 'o9_17382',
 'o9_17450',
 'o9_17646',
 'o9_18007',
 'o9_18209',
 'o9_18633',
 'o9_18646',
 'o9_18813',
 'o9_19130',
 'o9_19396',
 'o9_19645',
 'o9_19724',
 'o9_20029',
 'o9_20219',
 'o9_20305',
 'o9_20364',
 'o9_20472',
 'o9_21195',
 'o9_21496',
 'o9_21513',
 'o9_21620',
 'o9_21893',
 'o9_21918',
 'o9_22129',
 'o9_22252',
 'o9_22477',
 'o9_22607',
 'o9_22663',
 'o9_22698',
 'o9_22925',
 'o9_23023',
 'o9_23032',
 'o9_23179',
 'o9_23263',
 'o9_23461',
 'o9_23660',
 'o9_23723',
 'o9_23955',
 'o9_23961',
 'o9_23971',
 'o9_23977',
 'o9_24069',
 'o9_24126',
 'o9_24149',
 'o9_24183',
 'o9_24290',
 'o9_24401',
 'o9_24407',
 'o9_24534',
 'o9_24592',
 'o9_24886',
 'o9_24889',
 'o9_25110',
 'o9_25199',
 'o9_25341',
 'o9_25595',
 'o9_25709',
 'o9_25832',
 'o9_26141',
 'o9_26570',
 'o9_26604',
 'o9_26767',
 'o9_26791',
 'o9_27107',
 'o9_27155',
 'o9_27261',
 'o9_27371',
 'o9_27392',
 'o9_27429',
 'o9_27480',
 'o9_27737',
 'o9_27767',
 'o9_28113',
 'o9_28153',
 'o9_28284',
 'o9_28529',
 'o9_28592',
 'o9_28746',
 'o9_28751',
 'o9_28810',
 'o9_29246',
 'o9_29436',
 'o9_29529',
 'o9_29648',
 'o9_29751',
 'o9_30375',
 'o9_30650',
 'o9_30721',
 'o9_30790',
 'o9_31165',
 'o9_31267',
 'o9_31481',
 'o9_32065',
 'o9_32257',
 'o9_32314',
 'o9_32471',
 'o9_33189',
 'o9_33526',
 'o9_33585',
 'o9_33801',
 'o9_33944',
 'o9_33959',
 'o9_34000',
 'o9_34403',
 'o9_35320',
 'o9_35549',
 'o9_35666',
 'o9_35682',
 'o9_35736',
 'o9_35772',
 'o9_36114',
 'o9_36958',
 'o9_37291',
 'o9_37685',
 'o9_37751',
 'o9_37941',
 'o9_38989',
 'o9_39162',
 'o9_39394',
 'o9_39606',
 'o9_39608',
 'o9_39981',
 'o9_40052',
 'o9_40075',
 'o9_40179',
 'o9_40363',
 'o9_41372',
 'o9_42224',
 'v3335',
 't07104',
 't08114',
 't10832',
 't11556',
 't11887',
 't12533',
 'o9_24946',
 'o9_30150',
 'o9_31321',
 'o9_31440',
 'o9_32132',
 'o9_32588',
 'o9_34689',
 'o9_35720',
 'o9_36250',
 'o9_36544',
 'o9_36809',
 'o9_37482',
 'o9_37551',
 'o9_37754',
 'o9_37851',
 'o9_38287',
 'o9_38811',
 'o9_38928',
 'o9_39451',
 'o9_39859',
 'o9_39879',
 'o9_40487',
 'o9_40504',
 'o9_42493',
 'o9_42675',
 'o9_43001',
 't06573',
 'o9_29048',
 'o9_40582',
 'o9_10020',
 'o9_10020',
 'o9_18341',
 'o9_19247',
 'o9_19364',
 'o9_24779',
 'o9_25444',
 'o9_26471',
 'o9_29048',
 'o9_29551',
 'o9_29766',
 'o9_30142',
 'o9_32150',
 'o9_33284',
 'o9_33380',
 'o9_33380',
 'o9_33430',
 'o9_33430',
 'o9_33430',
 'o9_33486',
 'o9_33486',
 'o9_34409',
 'o9_34409',
 'o9_34409',
 'o9_35928',
 'o9_36380',
 'o9_37050',
 'o9_37050',
 'o9_38679',
 'o9_38679',
 'o9_39521',
 'o9_40026',
 'o9_40026',
 'o9_40026',
 'o9_42961',
 'o9_42961',
 'o9_42961',
 'o9_43679',
 'o9_43750',
 'o9_43750',
 'o9_43857',
 'o9_43857',
 'o9_43953',
 'o9_44054',
 'o9_44054',
 'o9_44054']

unclear

['v2871', 't09847', 't09882', 'o9_16685', 'o9_30634', 'o9_32044', 'o9_32964']

more_QA

['L13n5889',
 'K14n27068',
 'K13n2479',
 'K14n24957',
 'L13n4475',
 'L13n3224',
 'K13n2481',
 'L13n3693',
 'K13n2260',
 'K13n3186',
 'K14n9043',
 'L13n4188',
 'K13n2177',
 'L13n4428',
 'L13n3124',
 'K15n76673',
 'K13n3880',
 'L14n25493',
 'K14n25340',
 'K13n1608',
 'K14n7352',
 'L14n33994',
 'L13n4515',
 'K14n16624',
 'L12n1061',
 'K14n8989',
 'K13n1562',
 'K14n7050',
 'K13n3319',
 'K14n16698',
 'K14n17543',
 'K14n9520',
 'K13n2106',
 'K14n10236',
 'L13n4875',
 'K14n15528',
 'K14n11419',
 'L13n3936',
 'K13n4022',
 'L14n33254',
 'L13n3470',
 'K14n8219',
 'K15n110407',
 'K13n4825',
 'K13n2001',
 'K15n109928']

start_time_total = time.time()

exceptional_QA_slopes=[]

for [knot,slope,reg_name,brset] in exceptional_dbc_slopes:
    start_time = time.time()
    print(knot,slope,reg_name,brset)
    w=is_QA(snappy.Link(brset))
    print('The branching set is QA:',w)
    if w==True:
        more_QA.append(brset)
        with_QA_slope.append(knot)
        exceptional_QA_slopes.append([knot,slope,reg_name,brset])
    print('Time taken: %s minutes ---' % ((time.time() - start_time)/60))
          
unclear=[knot for knot in unclear if knot not in with_QA_slope]

print('Total number of exceptional QA slopes we have found:', len(exceptional_QA_slopes))
print('Number of knots for which we have found no QA surgery:', len(unclear))
print('Total time taken: %s hours ---' % ((time.time() - start_time_total)/3600))

t06573 (0, 1) SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ] L12n373
The branching set is QA: True
Time taken: 8.239832270145417 minutes ---
t06573 (-1, 1) SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ] K13n1233
The branching set is QA: False
Time taken: 11.146829243501028 minutes ---
t09847 (-1, 1) SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 2,1 | 1,1 ] K12n120
The branching set is QA: False
Time taken: 4.350245769818624 minutes ---
o9_10020 (0, 1) SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,1)], m = [ 0,1 | 1,-1 ] K13n267
The branching set is QA: False
Time taken: 11.921712215741476 minutes ---
o9_10020 (-1, 1) SFS [D: (2,1) (6,5)] U/m SFS [D: (3,2) (3,2)], m = [ 0,1 | 1,1 ] L14n25999
The branching set is QA: False
Time taken: 11.81453873316447 minutes ---
o9_16685 (0, 1) SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,1 | 1,0 ] L13n2087
The branching set is QA: True
Time taken: 2.275135294596354 minutes ---
o9_16685 (-1, 1) SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (6,5)], m = [ 0,1 | 1,1 ] K14n5081
The branching set is QA: False
Time taken: 12.203166464964548 minutes ---
o9_18341 (0, 1) SFS [D: (2,1) (4,1)] U/m SFS [D: (3,1) (3,2)], m = [ 1,1 | 1,0 ] L13n3606
The branching set is QA: False
Time taken: 11.701401635011036 minutes ---
o9_18341 (1, 1) SFS [D: (2,1) (5,4)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ] K14n10295
The branching set is QA: False
Time taken: 14.27117653687795 minutes ---
o9_19247 (0, 1) SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 1,0 ] L13n746
The branching set is QA: True
Time taken: 2.8230398615201313 minutes ---
o9_19247 (-1, 1) SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ] K13n410
The branching set is QA: True
Time taken: 1.7626226504643758 minutes ---
o9_19247 (1, 1) SFS [D: (3,2) (3,2)] U/m SFS [D: (3,2) (7,4)], m = [ -1,1 | 1,0 ] K14n15895
The branching set is QA: False
Time taken: 12.968472337722778 minutes ---
o9_19364 (0, 1) SFS [D: (2,1) (3,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ] K13n1710
The branching set is QA: False
Time taken: 10.798748672008514 minutes ---
o9_19364 (1, 1) SFS [D: (2,1) (4,3)] U/m SFS [D: (3,2) (5,4)], m = [ 0,1 | 1,1 ] L14n19788
The branching set is QA: False
Time taken: 13.274620056152344 minutes ---
o9_24779 (0, 1) SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,-1 ] K13n677
The branching set is QA: True
Time taken: 2.72998331785202 minutes ---
o9_24779 (-1, 1) SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (7,4)], m = [ 1,1 | 0,1 ] L14n23772
The branching set is QA: False
Time taken: 10.79497652053833 minutes ---
o9_25444 (0, 1) SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,-1 ] L13n2742
The branching set is QA: True
Time taken: 8.008684504032136 minutes ---
o9_25444 (1, 1) SFS [D: (3,1) (4,3)] U/m SFS [D: (3,2) (4,3)], m = [ 0,1 | 1,1 ] K14n12074
The branching set is QA: False
Time taken: 13.063381258646647 minutes ---
o9_26471 (0, 1) SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (4,3)], m = [ 1,1 | 1,0 ] K13n1709
The branching set is QA: False
Time taken: 12.494587087631226 minutes ---
o9_26471 (1, 1) SFS [D: (3,1) (3,2)] U/m SFS [D: (4,3) (4,3)], m = [ 0,1 | 1,1 ] L14n27501
The branching set is QA: False
Time taken: 11.26282614072164 minutes ---
o9_29048 (0, 1) SFS [D: (2,1) (2,1)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ] L12n549
The branching set is QA: False
Time taken: 10.541828870773315 minutes ---
o9_29551 (0, 1) SFS [D: (2,1) (4,3)] U/m SFS [D: (2,1) (5,3)], m = [ 1,1 | 1,0 ] L13n2889
The branching set is QA: False
Time taken: 14.268783974647523 minutes ---
o9_29551 (-1, 1) SFS [D: (3,1) (3,2)] U/m SFS [D: (3,1) (5,3)], m = [ 1,1 | 0,1 ] K14n13898
The branching set is QA: False
Time taken: 11.133998839060466 minutes ---
o9_29766 (0, 1) SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (7,3)], m = [ 1,1 | 0,1 ] L12n239
The branching set is QA: False
Time taken: 9.363111698627472 minutes ---
o9_29766 (1, 1) SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (5,2)], m = [ 1,1 | 0,1 ] K12n20
The branching set is QA: False
Time taken: 6.197225042184194 minutes ---
o9_30142 (0, 1) SFS [D: (2,1) (2,1)] U/m SFS [D: (5,3) (7,3)], m = [ 1,1 | 0,1 ] L14n12091
The branching set is QA: False
Time taken: 13.67789515654246 minutes ---
o9_30142 (-1, 1) SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ] K13n668
The branching set is QA: True
Time taken: 11.678727106253307 minutes ---
o9_32150 (0, 1) SFS [D: (3,2) (4,1)] U/m SFS [M/n2: (2,1)], m = [ 0,-1 | 1,0 ] L13n468
The branching set is QA: False
Time taken: 12.794568280378977 minutes ---
o9_33284 (0, 1) SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ] K13n668
The branching set is QA: True
Time taken: 11.911170041561126 minutes ---
o9_33284 (1, 1) SFS [D: (2,1) (3,1)] U/m SFS [D: (5,2) (5,3)], m = [ 1,1 | 0,1 ] L14n22712
The branching set is QA: False
Time taken: 12.347557691733043 minutes ---
o9_33380 (0, 1) SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ -2,3 | -1,1 ] K13n587
The branching set is QA: True
Time taken: 2.605564030011495 minutes ---
o9_33486 (0, 1) SFS [RP2/n2: (2,1) (21,8)] L13n406
The branching set is QA: True
Time taken: 1.9397025148073832 minutes ---
o9_34409 (0, 1) SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ] K13n602
The branching set is QA: True
Time taken: 1.8409980217615762 minutes ---
o9_35928 (0, 1) SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ] K12n85
The branching set is QA: True
Time taken: 7.208919127782186 minutes ---
o9_36380 (0, 1) SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (5,3)], m = [ 0,-1 | 1,0 ] L13n1195
The branching set is QA: True
Time taken: 1.133508805433909 minutes ---
o9_36380 (1, 1) SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,8)], m = [ 0,1 | 1,1 ] K13n1423
The branching set is QA: True
Time taken: 11.069442149003347 minutes ---
o9_37050 (0, 1) SFS [RP2/n2: (5,3) (8,3)] L13n1166
The branching set is QA: True
Time taken: 1.828150498867035 minutes ---
o9_38679 (0, 1) SFS [RP2/n2: (3,2) (11,3)] L13n2013
The branching set is QA: True
Time taken: 1.824669106801351 minutes ---
o9_39521 (0, 1) SFS [D: (2,1) (5,3)] U/m SFS [M/n2: (3,1)], m = [ 0,-1 | 1,0 ] L13n1206
The branching set is QA: True
Time taken: 8.130614026387532 minutes ---
o9_39521 (1, 1) SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ] K13n1120
The branching set is QA: True
Time taken: 2.6334807833035785 minutes ---
o9_40026 (0, 1) SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,2 | -1,1 ] L13n3152
The branching set is QA: True
Time taken: 6.86276558637619 minutes ---
Total number of exceptional QA slopes we have found: 19
Number of knots for which we have found no QA surgery: 6
Total time taken: 5.814978663656447 hours ---

exceptional_QA_slopes

[['t06573',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (4,1)], m = [ 1,1 | 1,0 ]',
  'L12n373'],
 ['o9_16685',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (3,2) (5,1)], m = [ 1,1 | 1,0 ]',
  'L13n2087'],
 ['o9_19247',
  (0, 1),
  'SFS [D: (2,1) (2,1)] U/m SFS [D: (2,1) (11,7)], m = [ 1,1 | 1,0 ]',
  'L13n746'],
 ['o9_19247',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (11,4)], m = [ -1,1 | 1,0 ]',
  'K13n410'],
 ['o9_24779',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,1) (4,3)], m = [ 0,1 | 1,-1 ]',
  'K13n677'],
 ['o9_25444',
  (0, 1),
  'SFS [D: (2,1) (4,3)] U/m SFS [D: (3,1) (3,1)], m = [ 0,1 | 1,-1 ]',
  'L13n2742'],
 ['o9_30142',
  (-1, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_33284',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (3,2) (4,3)], m = [ 1,1 | 1,0 ]',
  'K13n668'],
 ['o9_33380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [D: (2,1) (3,2)], m = [ -2,3 | -1,1 ]',
  'K13n587'],
 ['o9_33486', (0, 1), 'SFS [RP2/n2: (2,1) (21,8)]', 'L13n406'],
 ['o9_34409',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (3,1) (3,2)], m = [ -1,2 | -1,1 ]',
  'K13n602'],
 ['o9_35928',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [A: (2,1)] U/n SFS [D: (2,1) (3,2)], m = [ 0,-1 | 1,0 ], n = [ 0,1 | 1,1 ]',
  'K12n85'],
 ['o9_36380',
  (0, 1),
  'SFS [D: (2,1) (3,2)] U/m SFS [M/n2: (5,3)], m = [ 0,-1 | 1,0 ]',
  'L13n1195'],
 ['o9_36380',
  (1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (13,8)], m = [ 0,1 | 1,1 ]',
  'K13n1423'],
 ['o9_37050', (0, 1), 'SFS [RP2/n2: (5,3) (8,3)]', 'L13n1166'],
 ['o9_38679', (0, 1), 'SFS [RP2/n2: (3,2) (11,3)]', 'L13n2013'],
 ['o9_39521',
  (0, 1),
  'SFS [D: (2,1) (5,3)] U/m SFS [M/n2: (3,1)], m = [ 0,-1 | 1,0 ]',
  'L13n1206'],
 ['o9_39521',
  (1, 1),
  'SFS [D: (2,1) (5,2)] U/m SFS [D: (2,1) (7,4)], m = [ 0,1 | 1,1 ]',
  'K13n1120'],
 ['o9_40026',
  (0, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (5,3)], m = [ -1,2 | -1,1 ]',
  'L13n3152']]

with_QA_slope

['m016',
 'm071',
 'm082',
 'm103',
 'm118',
 'm144',
 'm194',
 'm198',
 'm211',
 'm223',
 'm239',
 'm240',
 'm270',
 'm276',
 'm281',
 's042',
 's068',
 's086',
 's104',
 's114',
 's294',
 's301',
 's308',
 's336',
 's344',
 's346',
 's367',
 's369',
 's384',
 's407',
 's560',
 's582',
 's652',
 's665',
 's682',
 's684',
 's769',
 's800',
 's849',
 'v0082',
 'v0114',
 'v0165',
 'v0220',
 'v0223',
 'v0249',
 'v0319',
 'v0330',
 'v0398',
 'v0407',
 'v0424',
 'v0434',
 'v0497',
 'v0545',
 'v0554',
 'v0570',
 'v0573',
 'v0707',
 'v0709',
 'v0715',
 'v0740',
 'v0741',
 'v0759',
 'v0765',
 'v0830',
 'v0847',
 'v0912',
 'v0939',
 'v0945',
 'v0959',
 'v1077',
 'v1109',
 'v1269',
 'v1300',
 'v1359',
 'v1392',
 'v1423',
 'v1425',
 'v1547',
 'v1565',
 'v1620',
 'v1628',
 'v1690',
 'v1709',
 'v1716',
 'v1718',
 'v1728',
 'v1810',
 'v1832',
 'v1839',
 'v1915',
 'v1921',
 'v1940',
 'v1966',
 'v1980',
 'v1986',
 'v2024',
 'v2090',
 'v2215',
 'v2217',
 'v2290',
 'v2325',
 'v2384',
 'v2759',
 'v2900',
 'v2925',
 'v2930',
 'v3070',
 'v3105',
 'v3234',
 'v3354',
 'v3482',
 't00110',
 't00146',
 't00324',
 't00423',
 't00434',
 't00550',
 't00621',
 't00729',
 't00787',
 't00826',
 't00855',
 't00873',
 't00932',
 't01033',
 't01037',
 't01125',
 't01216',
 't01268',
 't01292',
 't01318',
 't01368',
 't01409',
 't01422',
 't01424',
 't01440',
 't01598',
 't01636',
 't01646',
 't01690',
 't01757',
 't01815',
 't01834',
 't01850',
 't01863',
 't01949',
 't01966',
 't02099',
 't02104',
 't02238',
 't02276',
 't02378',
 't02398',
 't02404',
 't02470',
 't02537',
 't02567',
 't02639',
 't03106',
 't03566',
 't03607',
 't03709',
 't03710',
 't03713',
 't03781',
 't03843',
 't03864',
 't03956',
 't03979',
 't04003',
 't04019',
 't04102',
 't04180',
 't04228',
 't04244',
 't04382',
 't04449',
 't04557',
 't04721',
 't04756',
 't04927',
 't05118',
 't05239',
 't05390',
 't05425',
 't05426',
 't05538',
 't05564',
 't05578',
 't05658',
 't05663',
 't05674',
 't05695',
 't06001',
 't06246',
 't06440',
 't06463',
 't06525',
 't06570',
 't06605',
 't06637',
 't06715',
 't06957',
 't07070',
 't07348',
 't07355',
 't07412',
 't07670',
 't08111',
 't08184',
 't08201',
 't08267',
 't08273',
 't08403',
 't08532',
 't08576',
 't08936',
 't09016',
 't09126',
 't09267',
 't09284',
 't09313',
 't09450',
 't09455',
 't09500',
 't09580',
 't09633',
 't09690',
 't09704',
 't09852',
 't09912',
 't09954',
 't10177',
 't10188',
 't10215',
 't10224',
 't10230',
 't10262',
 't10292',
 't10462',
 't10496',
 't10643',
 't10681',
 't10985',
 't11198',
 't11376',
 't11548',
 't11852',
 't11909',
 't12288',
 't12681',
 't12753',
 'o9_00133',
 'o9_00168',
 'o9_00644',
 'o9_00797',
 'o9_00815',
 'o9_01079',
 'o9_01175',
 'o9_01436',
 'o9_01496',
 'o9_01584',
 'o9_01621',
 'o9_01680',
 'o9_01765',
 'o9_01936',
 'o9_01953',
 'o9_01955',
 'o9_02255',
 'o9_02340',
 'o9_02350',
 'o9_02383',
 'o9_02386',
 'o9_02655',
 'o9_02696',
 'o9_02706',
 'o9_02735',
 'o9_02772',
 'o9_02786',
 'o9_02794',
 'o9_02909',
 'o9_03032',
 'o9_03108',
 'o9_03118',
 'o9_03133',
 'o9_03149',
 'o9_03162',
 'o9_03188',
 'o9_03288',
 'o9_03313',
 'o9_03412',
 'o9_03526',
 'o9_03586',
 'o9_03622',
 'o9_03802',
 'o9_03833',
 'o9_03932',
 'o9_04054',
 'o9_04060',
 'o9_04106',
 'o9_04205',
 'o9_04245',
 'o9_04269',
 'o9_04313',
 'o9_04431',
 'o9_04435',
 'o9_04438',
 'o9_04938',
 'o9_05021',
 'o9_05177',
 'o9_05229',
 'o9_05287',
 'o9_05357',
 'o9_05426',
 'o9_05483',
 'o9_05562',
 'o9_05618',
 'o9_05860',
 'o9_05970',
 'o9_06060',
 'o9_06128',
 'o9_06154',
 'o9_06248',
 'o9_06301',
 'o9_06956',
 'o9_07044',
 'o9_07152',
 'o9_07167',
 'o9_07195',
 'o9_07401',
 'o9_07790',
 'o9_07893',
 'o9_07943',
 'o9_07945',
 'o9_08006',
 'o9_08042',
 'o9_08224',
 'o9_08302',
 'o9_08402',
 'o9_08477',
 'o9_08497',
 'o9_08647',
 'o9_08765',
 'o9_08771',
 'o9_08776',
 'o9_08828',
 'o9_08831',
 'o9_08852',
 'o9_08875',
 'o9_09052',
 'o9_09213',
 'o9_09271',
 'o9_09372',
 'o9_09465',
 'o9_09731',
 'o9_09808',
 'o9_10192',
 'o9_10213',
 'o9_10696',
 'o9_11002',
 'o9_11100',
 'o9_11248',
 'o9_11467',
 'o9_11537',
 'o9_11541',
 'o9_11556',
 'o9_11560',
 'o9_11570',
 'o9_11658',
 'o9_11685',
 'o9_11795',
 'o9_11845',
 'o9_11999',
 'o9_12079',
 'o9_12144',
 'o9_12230',
 'o9_12253',
 'o9_12412',
 'o9_12459',
 'o9_12477',
 'o9_12519',
 'o9_12693',
 'o9_12736',
 'o9_12757',
 'o9_12873',
 'o9_12892',
 'o9_12919',
 'o9_12971',
 'o9_13052',
 'o9_13054',
 'o9_13056',
 'o9_13125',
 'o9_13182',
 'o9_13188',
 'o9_13400',
 'o9_13403',
 'o9_13433',
 'o9_13508',
 'o9_13537',
 'o9_13604',
 'o9_13639',
 'o9_13649',
 'o9_13666',
 'o9_13720',
 'o9_13952',
 'o9_14018',
 'o9_14079',
 'o9_14108',
 'o9_14136',
 'o9_14359',
 'o9_14364',
 'o9_14376',
 'o9_14495',
 'o9_14599',
 'o9_14716',
 'o9_14831',
 'o9_14974',
 'o9_15506',
 'o9_15633',
 'o9_15808',
 'o9_15997',
 'o9_16065',
 'o9_16141',
 'o9_16157',
 'o9_16181',
 'o9_16319',
 'o9_16356',
 'o9_16431',
 'o9_16514',
 'o9_16527',
 'o9_16642',
 'o9_16748',
 'o9_16920',
 'o9_17382',
 'o9_17450',
 'o9_17646',
 'o9_18007',
 'o9_18209',
 'o9_18633',
 'o9_18646',
 'o9_18813',
 'o9_19130',
 'o9_19396',
 'o9_19645',
 'o9_19724',
 'o9_20029',
 'o9_20219',
 'o9_20305',
 'o9_20364',
 'o9_20472',
 'o9_21195',
 'o9_21496',
 'o9_21513',
 'o9_21620',
 'o9_21893',
 'o9_21918',
 'o9_22129',
 'o9_22252',
 'o9_22477',
 'o9_22607',
 'o9_22663',
 'o9_22698',
 'o9_22925',
 'o9_23023',
 'o9_23032',
 'o9_23179',
 'o9_23263',
 'o9_23461',
 'o9_23660',
 'o9_23723',
 'o9_23955',
 'o9_23961',
 'o9_23971',
 'o9_23977',
 'o9_24069',
 'o9_24126',
 'o9_24149',
 'o9_24183',
 'o9_24290',
 'o9_24401',
 'o9_24407',
 'o9_24534',
 'o9_24592',
 'o9_24886',
 'o9_24889',
 'o9_25110',
 'o9_25199',
 'o9_25341',
 'o9_25595',
 'o9_25709',
 'o9_25832',
 'o9_26141',
 'o9_26570',
 'o9_26604',
 'o9_26767',
 'o9_26791',
 'o9_27107',
 'o9_27155',
 'o9_27261',
 'o9_27371',
 'o9_27392',
 'o9_27429',
 'o9_27480',
 'o9_27737',
 'o9_27767',
 'o9_28113',
 'o9_28153',
 'o9_28284',
 'o9_28529',
 'o9_28592',
 'o9_28746',
 'o9_28751',
 'o9_28810',
 'o9_29246',
 'o9_29436',
 'o9_29529',
 'o9_29648',
 'o9_29751',
 'o9_30375',
 'o9_30650',
 'o9_30721',
 'o9_30790',
 'o9_31165',
 'o9_31267',
 'o9_31481',
 'o9_32065',
 'o9_32257',
 'o9_32314',
 'o9_32471',
 'o9_33189',
 'o9_33526',
 'o9_33585',
 'o9_33801',
 'o9_33944',
 'o9_33959',
 'o9_34000',
 'o9_34403',
 'o9_35320',
 'o9_35549',
 'o9_35666',
 'o9_35682',
 'o9_35736',
 'o9_35772',
 'o9_36114',
 'o9_36958',
 'o9_37291',
 'o9_37685',
 'o9_37751',
 'o9_37941',
 'o9_38989',
 'o9_39162',
 'o9_39394',
 'o9_39606',
 'o9_39608',
 'o9_39981',
 'o9_40052',
 'o9_40075',
 'o9_40179',
 'o9_40363',
 'o9_41372',
 'o9_42224',
 'v3335',
 't07104',
 't08114',
 't10832',
 't11556',
 't11887',
 't12533',
 'o9_24946',
 'o9_30150',
 'o9_31321',
 'o9_31440',
 'o9_32132',
 'o9_32588',
 'o9_34689',
 'o9_35720',
 'o9_36250',
 'o9_36544',
 'o9_36809',
 'o9_37482',
 'o9_37551',
 'o9_37754',
 'o9_37851',
 'o9_38287',
 'o9_38811',
 'o9_38928',
 'o9_39451',
 'o9_39859',
 'o9_39879',
 'o9_40487',
 'o9_40504',
 'o9_42493',
 'o9_42675',
 'o9_43001',
 't06573',
 'o9_29048',
 'o9_40582',
 'o9_10020',
 'o9_10020',
 'o9_18341',
 'o9_19247',
 'o9_19364',
 'o9_24779',
 'o9_25444',
 'o9_26471',
 'o9_29048',
 'o9_29551',
 'o9_29766',
 'o9_30142',
 'o9_32150',
 'o9_33284',
 'o9_33380',
 'o9_33380',
 'o9_33430',
 'o9_33430',
 'o9_33430',
 'o9_33486',
 'o9_33486',
 'o9_34409',
 'o9_34409',
 'o9_34409',
 'o9_35928',
 'o9_36380',
 'o9_37050',
 'o9_37050',
 'o9_38679',
 'o9_38679',
 'o9_39521',
 'o9_40026',
 'o9_40026',
 'o9_40026',
 'o9_42961',
 'o9_42961',
 'o9_42961',
 'o9_43679',
 'o9_43750',
 'o9_43750',
 'o9_43857',
 'o9_43857',
 'o9_43953',
 'o9_44054',
 'o9_44054',
 'o9_44054',
 't06573',
 'o9_16685',
 'o9_19247',
 'o9_19247',
 'o9_24779',
 'o9_25444',
 'o9_30142',
 'o9_33284',
 'o9_33380',
 'o9_33486',
 'o9_34409',
 'o9_35928',
 'o9_36380',
 'o9_36380',
 'o9_37050',
 'o9_38679',
 'o9_39521',
 'o9_39521',
 'o9_40026']

more_QA

['L13n5889',
 'K14n27068',
 'K13n2479',
 'K14n24957',
 'L13n4475',
 'L13n3224',
 'K13n2481',
 'L13n3693',
 'K13n2260',
 'K13n3186',
 'K14n9043',
 'L13n4188',
 'K13n2177',
 'L13n4428',
 'L13n3124',
 'K15n76673',
 'K13n3880',
 'L14n25493',
 'K14n25340',
 'K13n1608',
 'K14n7352',
 'L14n33994',
 'L13n4515',
 'K14n16624',
 'L12n1061',
 'K14n8989',
 'K13n1562',
 'K14n7050',
 'K13n3319',
 'K14n16698',
 'K14n17543',
 'K14n9520',
 'K13n2106',
 'K14n10236',
 'L13n4875',
 'K14n15528',
 'K14n11419',
 'L13n3936',
 'K13n4022',
 'L14n33254',
 'L13n3470',
 'K14n8219',
 'K15n110407',
 'K13n4825',
 'K13n2001',
 'K15n109928',
 'L12n373',
 'L13n2087',
 'L13n746',
 'K13n410',
 'K13n677',
 'L13n2742',
 'K13n668',
 'K13n668',
 'K13n587',
 'L13n406',
 'K13n602',
 'K12n85',
 'L13n1195',
 'K13n1423',
 'L13n1166',
 'L13n2013',
 'L13n1206',
 'K13n1120',
 'L13n3152']

unclear

['v2871', 't09847', 't09882', 'o9_30634', 'o9_32044', 'o9_32964']

dbc_slopes=[x for x in hyperbolic_dbc_slopes if x[0] in unclear]+[y for y in exceptional_dbc_slopes if y[0] in unclear]
dbc_slopes

[['v2871', (1, 1), 'L13n4517'],
 ['v2871', (2, 1), 'K14n8212'],
 ['v2871', (-2, 1), 'K12n438'],
 ['v2871', (1, 2), 'K14n9284'],
 ['v2871', (-1, 2), 'K12n499'],
 ['t09847', (1, 1), 'K13n3238'],
 ['t09847', (2, 1), 'L14n31171'],
 ['t09847', (-2, 1), 'L14n24290'],
 ['t09847', (1, 2), 'K14n16120'],
 ['t09847', (-1, 2), 'K13n2618'],
 ['t09882', (1, 1), 'L13n2858'],
 ['t09882', (-1, 1), 'L12n1007'],
 ['t09882', (2, 1), 'K14n24491'],
 ['t09882', (-2, 1), 'K14n11995'],
 ['t09882', (1, 2), 'K14n24528'],
 ['t09882', (-1, 2), 'K13n2815'],
 ['o9_30634', (1, 1), 'K14n15446'],
 ['o9_30634', (-1, 1), 'K13n2148'],
 ['o9_30634', (1, 2), 'K15n104672'],
 ['o9_30634', (-1, 2), 'K14n11993'],
 ['o9_32044', (1, 1), 'K13n2621'],
 ['o9_32044', (-1, 1), 'K12n442'],
 ['o9_32044', (2, 1), 'L14n36096'],
 ['o9_32044', (-2, 1), 'L14n31170'],
 ['o9_32044', (1, 2), 'K14n18414'],
 ['o9_32044', (-1, 2), 'K13n2635'],
 ['o9_32964', (1, 1), 'L14n25458'],
 ['o9_32964', (2, 1), 'K15n146757'],
 ['o9_32964', (-2, 1), 'K15n88841'],
 ['o9_32964', (1, 2), 'K15n103950'],
 ['o9_32964', (-1, 2), 'K14n11896'],
 ['t09847',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 2,1 | 1,1 ]',
  'K12n120']]

#The knots K12n438, K12n499 ,K12n442 and K12n120 are by Jablan's list not QA. Thus we remove them from the list:

dbc_slopes.remove(['v2871', (-2, 1), 'K12n438'])
dbc_slopes.remove(['v2871', (-1, 2), 'K12n499'])
dbc_slopes.remove(['o9_32044', (-1, 1), 'K12n442'])
dbc_slopes.remove(['t09847',
  (-1, 1),
  'SFS [D: (2,1) (3,1)] U/m SFS [D: (2,1) (3,1)], m = [ 2,1 | 1,1 ]',
  'K12n120'])

dbc_slopes

[['v2871', (1, 1), 'L13n4517'],
 ['v2871', (2, 1), 'K14n8212'],
 ['v2871', (1, 2), 'K14n9284'],
 ['t09847', (1, 1), 'K13n3238'],
 ['t09847', (2, 1), 'L14n31171'],
 ['t09847', (-2, 1), 'L14n24290'],
 ['t09847', (1, 2), 'K14n16120'],
 ['t09847', (-1, 2), 'K13n2618'],
 ['t09882', (1, 1), 'L13n2858'],
 ['t09882', (-1, 1), 'L12n1007'],
 ['t09882', (2, 1), 'K14n24491'],
 ['t09882', (-2, 1), 'K14n11995'],
 ['t09882', (1, 2), 'K14n24528'],
 ['t09882', (-1, 2), 'K13n2815'],
 ['o9_30634', (1, 1), 'K14n15446'],
 ['o9_30634', (-1, 1), 'K13n2148'],
 ['o9_30634', (1, 2), 'K15n104672'],
 ['o9_30634', (-1, 2), 'K14n11993'],
 ['o9_32044', (1, 1), 'K13n2621'],
 ['o9_32044', (2, 1), 'L14n36096'],
 ['o9_32044', (-2, 1), 'L14n31170'],
 ['o9_32044', (1, 2), 'K14n18414'],
 ['o9_32044', (-1, 2), 'K13n2635'],
 ['o9_32964', (1, 1), 'L14n25458'],
 ['o9_32964', (2, 1), 'K15n146757'],
 ['o9_32964', (-2, 1), 'K15n88841'],
 ['o9_32964', (1, 2), 'K15n103950'],
 ['o9_32964', (-1, 2), 'K14n11896']]

We check these knots to be QA again. This time with a few more QA from the list.

more_QA=['L13n5889',
 'K14n27068',
 'K13n2479',
 'K14n24957',
 'L13n4475',
 'L13n3224',
 'K13n2481',
 'L13n3693',
 'K13n2260',
 'K13n3186',
 'K14n9043',
 'L13n4188',
 'K13n2177',
 'L13n4428',
 'L13n3124',
 'K15n76673',
 'K13n3880',
 'L14n25493',
 'K14n25340',
 'K13n1608',
 'K14n7352',
 'L14n33994',
 'L13n4515',
 'K14n16624',
 'L12n1061',
 'K14n8989',
 'K13n1562',
 'K14n7050',
 'K13n3319',
 'K14n16698',
 'K14n17543',
 'K14n9520',
 'K13n2106',
 'K14n10236',
 'L13n4875',
 'K14n15528',
 'K14n11419',
 'L13n3936',
 'K13n4022',
 'L14n33254',
 'L13n3470',
 'K14n8219',
 'K15n110407',
 'K13n4825',
 'K13n2001',
 'K15n109928',
 'L12n373',
 'L13n2087',
 'L13n746',
 'K13n410',
 'K13n677',
 'L13n2742',
 'K13n668',
 'K13n668',
 'K13n587',
 'L13n406',
 'K13n602',
 'K12n85',
 'L13n1195',
 'K13n1423',
 'L13n1166',
 'L13n2013',
 'L13n1206',
 'K13n1120',
 'L13n3152']

for link in more_QA:
    L=snappy.Manifold(link)
    QA.append(L)

len(QA)

156527

dbc_slopes=[['v2871', (1, 1), 'L13n4517'],
 ['v2871', (2, 1), 'K14n8212'],
 ['v2871', (1, 2), 'K14n9284'],
 ['t09847', (1, 1), 'K13n3238'],
 ['t09847', (2, 1), 'L14n31171'],
 ['t09847', (-2, 1), 'L14n24290'],
 ['t09847', (1, 2), 'K14n16120'],
 ['t09847', (-1, 2), 'K13n2618'],
 ['t09882', (1, 1), 'L13n2858'],
 ['t09882', (-1, 1), 'L12n1007'],
 ['t09882', (2, 1), 'K14n24491'],
 ['t09882', (-2, 1), 'K14n11995'],
 ['t09882', (1, 2), 'K14n24528'],
 ['t09882', (-1, 2), 'K13n2815'],
 ['o9_30634', (1, 1), 'K14n15446'],
 ['o9_30634', (-1, 1), 'K13n2148'],
 ['o9_30634', (1, 2), 'K15n104672'],
 ['o9_30634', (-1, 2), 'K14n11993'],
 ['o9_32044', (1, 1), 'K13n2621'],
 ['o9_32044', (2, 1), 'L14n36096'],
 ['o9_32044', (-2, 1), 'L14n31170'],
 ['o9_32044', (1, 2), 'K14n18414'],
 ['o9_32044', (-1, 2), 'K13n2635'],
 ['o9_32964', (1, 1), 'L14n25458'],
 ['o9_32964', (2, 1), 'K15n146757'],
 ['o9_32964', (-2, 1), 'K15n88841'],
 ['o9_32964', (1, 2), 'K15n103950'],
 ['o9_32964', (-1, 2), 'K14n11896']]

start_time_total = time.time()

for [knot,slope,brset] in dbc_slopes:
    start_time = time.time()
    print(knot,slope,brset)
    w=is_QA(snappy.Link(brset))
    print('The branching set is QA:',w)
    print('Time taken: %s minutes ---' % ((time.time() - start_time)/60))
          
print('Total time taken: %s hours ---' % ((time.time() - start_time_total)/3600))

v2871 (1, 1) L13n4517
The branching set is QA: False
Time taken: 11.950136081377666 minutes ---
v2871 (2, 1) K14n8212
The branching set is QA: False
Time taken: 14.33077365954717 minutes ---
v2871 (1, 2) K14n9284
The branching set is QA: False
Time taken: 7.467800923188528 minutes ---
t09847 (1, 1) K13n3238
The branching set is QA: False
Time taken: 4.660222494602204 minutes ---
t09847 (2, 1) L14n31171
The branching set is QA: False
Time taken: 3.269008676211039 minutes ---
t09847 (-2, 1) L14n24290
The branching set is QA: False
Time taken: 10.3047856092453 minutes ---
t09847 (1, 2) K14n16120
The branching set is QA: False
Time taken: 6.535998415946961 minutes ---
t09847 (-1, 2) K13n2618
The branching set is QA: False
Time taken: 5.441264808177948 minutes ---
t09882 (1, 1) L13n2858
The branching set is QA: False
Time taken: 5.220019527276357 minutes ---
t09882 (-1, 1) L12n1007
The branching set is QA: False
Time taken: 5.021100684007009 minutes ---
t09882 (2, 1) K14n24491
The branching set is QA: False
Time taken: 1.9280450423558553 minutes ---
t09882 (-2, 1) K14n11995
The branching set is QA: False
Time taken: 13.162317852179209 minutes ---
t09882 (1, 2) K14n24528
The branching set is QA: False
Time taken: 5.671319476763407 minutes ---
t09882 (-1, 2) K13n2815
The branching set is QA: False
Time taken: 5.101981735229492 minutes ---
o9_30634 (1, 1) K14n15446
The branching set is QA: False
Time taken: 5.281909624735515 minutes ---
o9_30634 (-1, 1) K13n2148
The branching set is QA: False
Time taken: 4.642092514038086 minutes ---
o9_30634 (1, 2) K15n104672
The branching set is QA: False
Time taken: 5.7488168478012085 minutes ---
o9_30634 (-1, 2) K14n11993
The branching set is QA: False
Time taken: 5.404420467217763 minutes ---
o9_32044 (1, 1) K13n2621
The branching set is QA: False
Time taken: 6.80537101427714 minutes ---
o9_32044 (2, 1) L14n36096
The branching set is QA: False
Time taken: 5.066638286908468 minutes ---
o9_32044 (-2, 1) L14n31170
The branching set is QA: False
Time taken: 11.807741312185923 minutes ---
o9_32044 (1, 2) K14n18414
The branching set is QA: False
Time taken: 7.084377145767212 minutes ---
o9_32044 (-1, 2) K13n2635
The branching set is QA: False
Time taken: 5.641238085428873 minutes ---
o9_32964 (1, 1) L14n25458
The branching set is QA: False
Time taken: 7.745914614200592 minutes ---
o9_32964 (2, 1) K15n146757
The branching set is QA: False
Time taken: 6.652260382970174 minutes ---
o9_32964 (-2, 1) K15n88841
The branching set is QA: False
Time taken: 9.715173467000325 minutes ---
o9_32964 (1, 2) K15n103950
The branching set is QA: False
Time taken: 7.303064719835917 minutes ---
o9_32964 (-1, 2) K14n11896
The branching set is QA: False
Time taken: 7.082677880922954 minutes ---
Total time taken: 3.267441662748655 hours ---