\CR{152a} & $1$ & $(-1, -2)$ & $8$ & \CR{152b} & $0$ & $8$ & $0$ & \\\hline
\CR{153a} & $1$ & $(0, 1)$ & $8$ & \CR{153b} & $1$ & $16$ & $8P_{1}$ & \\\hline
\CR{153a} & $1$ & $(0, 1)$ & $8$ & \CR{153c} & $0$ & $8$ & $8P_{1}$ & \\\hline
\CR{153a} & $1$ & $(0, 1)$ & $8$ & \CR{153d} & $0$ & $24$ & $0$ & \\\hline
\CR{153b} & $1$ & $(5, -14)$ & $16$ & \CR{153a} & $1$ & $8$ & $0$ & \\\hline
\CR{153b} & $1$ & $(5, -14)$ & $16$ & \CR{153c} & $0$ & $8$ & $0$ & \\\hline
\CR{153b} & $1$ & $(5, -14)$ & $16$ & \CR{153d} & $0$ & $24$ & $0$ & \\\hline
\CR{154a} & $1$ & $(5, 3),(-6, 3)_{2}$ & $24$ & \CR{154b} & $0$ & $24$ & $-24P_{1}$ & \\\hline
\CR{154a} & $1$ & $(5, 3),(-6, 3)_{2}$ & $24$ & \CR{154c} & $0$ & $16$ & $16P_{1}$ & \\\hline
\CR{155a} & $1$ & $(5/4, 31/8),(0, 2)_{5}$ & $20$ & \CR{155b} & $0$ & $8$ & $0$ & \\\hline
\CR{155a} & $1$ & $(5/4, 31/8),(0, 2)_{5}$ & $20$ & \CR{155c} & $1$ & $4$ & $0$ & \\\hline
\CR{155c} & $1$ & $(1, -1)$ & $4$ & \CR{155a} & $1$ & $20$ & $-12P_{1}$ & \\\hline
\CR{155c} & $1$ & $(1, -1)$ & $4$ & \CR{155b} & $0$ & $8$ & $4P_{1}$ & \\\hline
\CR{158a} & $1$ & $(-1, -4)$ & $32$ & \CR{158b} & $1$ & $8$ & $0$ & \\\hline
\CR{158a} & $1$ & $(-1, -4)$ & $32$ & \CR{158d} & $0$ & $40$ & $0$ & \\\hline
\CR{158a} & $1$ & $(-1, -4)$ & $32$ & \CR{158e} & $0$ & $6$ & $0$ & \\\hline
\CR{158b} & $1$ & $(0, -1)$ & $8$ & \CR{158a} & $1$ & $32$ & $-8P_{1}$ & \\\hline
\CR{158b} & $1$ & $(0, -1)$ & $8$ & \CR{158d} & $0$ & $40$ & $0$ & \\\hline
\CR{158b} & $1$ & $(0, -1)$ & $8$ & \CR{158e} & $0$ & $6$ & $-8P_{1}$ & \\\hline
\CR{160a} & $1$ & $(2, -2),(1, 0)_{2}$ & $8$ & \CR{160b} & $0$ & $8$ & $0$ & \\\hline
\CR{162a} & $1$ & $(-2, 4),(1, 1)_{3}$ & $12$ & \CR{162b} & $0$ & $6$ & $0$ & \\\hline
\CR{162a} & $1$ & $(-2, 4),(1, 1)_{3}$ & $12$ & \CR{162c} & $0$ & $6$ & $0$ & \\\hline
\CR{162a} & $1$ & $(-2, 4),(1, 1)_{3}$ & $12$ & \CR{162d} & $0$ & $12$ & $0$ & \\\hline
\CR{170a} & $1$ & $(0, 2),(1, -1)_{2}$ & $16$ & \CR{170d} & $0$ & $12$ & $0$ & \\\hline
\CR{170a} & $1$ & $(0, 2),(1, -1)_{2}$ & $16$ & \CR{170e} & $0$ & $20$ & $0$ & \\\hline
\CR{171b} & $1$ & $(2, -5)$ & $8$ & \CR{171a} & $0$ & $12$ & $0$ & \\\hline
\CR{171b} & $1$ & $(2, -5)$ & $8$ & \CR{171d} & $0$ & $32$ & $0$ & \\\hline
\CR{175b} & $1$ & $(-3, 12)$ & $16$ & \CR{175a} & $1$ & $8$ & $16P_{1}$ & \\\hline
\CR{176c} & $1$ & $(1, -2)$ & $8$ & \CR{176a} & $0$ & $16$ & $0$ & \\\hline
\CR{184a} & $1$ & $(0, 1)$ & $8$ & \CR{184c} & $0$ & $12$ & $0$ & \\\hline
\CR{184a} & $1$ & $(0, 1)$ & $8$ & \CR{184d} & $0$ & $24$ & $0$ & \\\hline
\CR{184b} & $1$ & $(2, -1)$ & $8$ & \CR{184a} & $1$ & $8$ & $0$ & \\\hline
\CR{184b} & $1$ & $(2, -1)$ & $8$ & \CR{184c} & $0$ & $12$ & $0$ & \\\hline
\CR{184b} & $1$ & $(2, -1)$ & $8$ & \CR{184d} & $0$ & $24$ & $0$ & \\\hline
\CR{185a} & $1$ & $(4, -13)$ & $48$ & \CR{185b} & $1$ & $8$ & $8P_{1}$ & \\\hline
\CR{185a} & $1$ & $(4, -13)$ & $48$ & \CR{185c} & $1$ & $6$ & $24P_{1}$ & \\\hline
\CR{185b} & $1$ & $(0, 2)$ & $8$ & \CR{185c} & $1$ & $6$ & $0$ & \\\hline
\CR{185c} & $1$ & $(-5/4, 3/8),(-1, 0)_{2}$ & $6$ & \CR{185b} & $1$ & $8$ & $2P_{1}$ & \\\hline
\CR{189a} & $1$ & $(-1, -2)$ & $12$ & \CR{189b} & $1$ & $12$ & $-12P_{1}$ & \\\hline
\CR{189a} & $1$ & $(-1, -2)$ & $12$ & \CR{189c} & $0$ & $12$ & $12P_{1}$ & \\\hline
\CR{189b} & $1$ & $(-3, 9),(3, 0)_{3}$ & $12$ & \CR{189a} & $1$ & $12$ & $0$ & \\\hline
\CR{189b} & $1$ & $(-3, 9),(3, 0)_{3}$ & $12$ & \CR{189c} & $0$ & $12$ & $0$ & \\\hline
\CR{190a} & $1$ & $(13, -47)$ & $88$ & \CR{190b} & $1$ & $8$ & $0$ & \\\hline
\CR{192a} & $1$ & $(3, 2),(-1, 0)_{2}$ & $8$ & \CR{192b} & $0$ & $8$ & $0$ & \\\hline
\CR{192a} & $1$ & $(3, 2),(-1, 0)_{2}$ & $8$ & \CR{192c} & $0$ & $8$ & $0$ & \\\hline
\CR{192a} & $1$ & $(3, 2),(-1, 0)_{2}$ & $8$ & \CR{192d} & $0$ & $8$ & $0$ & \\\hline
\CR{198a} & $1$ & $(-1, -4),(-4, 2)_{2}$ & $32$ & \CR{198c} & $0$ & $32$ & $0$ & \\\hline
\CR{200b} & $1$ & $(-1, 1),(-2, 0)_{2}$ & $8$ & \CR{200c} & $0$ & $24$ & $0$ & \\\hline
\CR{200b} & $1$ & $(-1, 1),(-2, 0)_{2}$ & $8$ & \CR{200e} & $0$ & $24$ & $0$ & \\\hline
\CR{201a} & $1$ & $(1, -2)$ & $12$ & \CR{201b} & $1$ & $12$ & $4P_{1}$ & \\\hline