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View of /branches/ein16/synth/d2/stash/results_ty.txt

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Revision 4455 - (download) (annotate)
Wed Aug 24 23:39:30 2016 UTC (2 years, 9 months ago) by cchiw
File size: 192542 byte(s)
added gut check

 neg_ * |0_ *

 neg_neg |0_0
	-T_s|p_aty3_i0_o0_n0
	-T_v2|p_aty3_i0_o0_n1
	-T_v3|p_aty3_i0_o0_n2
	-T_m2x2|p_aty3_i0_o0_n3
	-T_m3x3|p_aty3_i0_o0_n4
	-T_m2x3|p_aty3_i0_o0_n5
	-T_m3x2|p_aty3_i0_o0_n6
	-T_t2x2x2|p_aty3_i0_o0_n7
	-T_t3x3x3|p_aty3_i0_o0_n8
	-F_s_d1|p_aty3_i0_o0_n9
	-F_v2_d1|p_aty3_i0_o0_n10
	-F_v3_d1|p_aty3_i0_o0_n11
	-F_m2x2_d1|p_aty3_i0_o0_n12
	-F_m3x3_d1|p_aty3_i0_o0_n13
	-F_s_d2|p_aty3_i0_o0_n14
	-F_v2_d2|p_aty3_i0_o0_n15
	-F_v3_d2|p_aty3_i0_o0_n16
	-F_m2x2_d2|p_aty3_i0_o0_n17
	-F_m3x3_d2|p_aty3_i0_o0_n18
	-F_s_d3|p_aty3_i0_o0_n19
	-F_v2_d3|p_aty3_i0_o0_n20
	-F_v3_d3|p_aty3_i0_o0_n21
	-F_m2x2_d3|p_aty3_i0_o0_n22
	-F_m3x3_d3|p_aty3_i0_o0_n23

 norm_neg |0_1
	-T_s|p_aty3_i0_o1_n0
	-T_v2|p_aty3_i0_o1_n1
	-T_v3|p_aty3_i0_o1_n2
	-T_m2x2|p_aty3_i0_o1_n3
	-T_m3x3|p_aty3_i0_o1_n4
	-T_m2x3|p_aty3_i0_o1_n5
	-T_m3x2|p_aty3_i0_o1_n6
	-T_t2x2x2|p_aty3_i0_o1_n7
	-T_t3x3x3|p_aty3_i0_o1_n8
	-F_s_d1|p_aty3_i0_o1_n9
	-F_v2_d1|p_aty3_i0_o1_n10
	-F_v3_d1|p_aty3_i0_o1_n11
	-F_m2x2_d1|p_aty3_i0_o1_n12
	-F_m3x3_d1|p_aty3_i0_o1_n13
	-F_s_d2|p_aty3_i0_o1_n14
	-F_v2_d2|p_aty3_i0_o1_n15
	-F_v3_d2|p_aty3_i0_o1_n16
	-F_m2x2_d2|p_aty3_i0_o1_n17
	-F_m3x3_d2|p_aty3_i0_o1_n18
	-F_s_d3|p_aty3_i0_o1_n19
	-F_v2_d3|p_aty3_i0_o1_n20
	-F_v3_d3|p_aty3_i0_o1_n21
	-F_m2x2_d3|p_aty3_i0_o1_n22
	-F_m3x3_d3|p_aty3_i0_o1_n23

 normalize_neg |0_2
	-T_v2|p_aty3_i0_o2_n1
	-T_v3|p_aty3_i0_o2_n2
	-T_m2x2|p_aty3_i0_o2_n3
	-T_m3x3|p_aty3_i0_o2_n4
	-T_m2x3|p_aty3_i0_o2_n5
	-T_m3x2|p_aty3_i0_o2_n6
	-T_t2x2x2|p_aty3_i0_o2_n7
	-T_t3x3x3|p_aty3_i0_o2_n8
	-F_v2_d1|p_aty3_i0_o2_n10
	-F_v3_d1|p_aty3_i0_o2_n11
	-F_m2x2_d1|p_aty3_i0_o2_n12
	-F_m3x3_d1|p_aty3_i0_o2_n13
	-F_v2_d2|p_aty3_i0_o2_n15
	-F_v3_d2|p_aty3_i0_o2_n16
	-F_m2x2_d2|p_aty3_i0_o2_n17
	-F_m3x3_d2|p_aty3_i0_o2_n18
	-F_v2_d3|p_aty3_i0_o2_n20
	-F_v3_d3|p_aty3_i0_o2_n21
	-F_m2x2_d3|p_aty3_i0_o2_n22
	-F_m3x3_d3|p_aty3_i0_o2_n23

 trace_neg |0_3
	-T_m2x2|p_aty3_i0_o3_n3
	-T_m3x3|p_aty3_i0_o3_n4
	-F_m2x2_d1|p_aty3_i0_o3_n12
	-F_m3x3_d1|p_aty3_i0_o3_n13
	-F_m2x2_d2|p_aty3_i0_o3_n17
	-F_m3x3_d2|p_aty3_i0_o3_n18
	-F_m2x2_d3|p_aty3_i0_o3_n22
	-F_m3x3_d3|p_aty3_i0_o3_n23

 transpose_neg |0_4
	-T_m2x2|p_aty3_i0_o4_n3
	-T_m3x3|p_aty3_i0_o4_n4
	-F_m2x2_d1|p_aty3_i0_o4_n12
	-F_m3x3_d1|p_aty3_i0_o4_n13
	-F_m2x2_d2|p_aty3_i0_o4_n17
	-F_m3x3_d2|p_aty3_i0_o4_n18
	-F_m2x2_d3|p_aty3_i0_o4_n22
	-F_m3x3_d3|p_aty3_i0_o4_n23

 det_neg |0_5
	-T_m2x2|p_aty3_i0_o5_n3
	-T_m3x3|p_aty3_i0_o5_n4
	-F_m2x2_d1|p_aty3_i0_o5_n12
	-F_m3x3_d1|p_aty3_i0_o5_n13
	-F_m2x2_d2|p_aty3_i0_o5_n17
	-F_m3x3_d2|p_aty3_i0_o5_n18
	-F_m2x2_d3|p_aty3_i0_o5_n22
	-F_m3x3_d3|p_aty3_i0_o5_n23

 probe_neg |0_6
	-T_s|p_aty3_i0_o6_n0
	-T_v2|p_aty3_i0_o6_n1
	-T_v3|p_aty3_i0_o6_n2
	-T_m2x2|p_aty3_i0_o6_n3
	-T_m3x3|p_aty3_i0_o6_n4
	-T_m2x3|p_aty3_i0_o6_n5
	-T_m3x2|p_aty3_i0_o6_n6
	-T_t2x2x2|p_aty3_i0_o6_n7
	-T_t3x3x3|p_aty3_i0_o6_n8
	-F_s_d1|p_aty3_i0_o6_n9
	-F_v2_d1|p_aty3_i0_o6_n10
	-F_v3_d1|p_aty3_i0_o6_n11
	-F_m2x2_d1|p_aty3_i0_o6_n12
	-F_m3x3_d1|p_aty3_i0_o6_n13
	-F_s_d2|p_aty3_i0_o6_n14
	-F_v2_d2|p_aty3_i0_o6_n15
	-F_v3_d2|p_aty3_i0_o6_n16
	-F_m2x2_d2|p_aty3_i0_o6_n17
	-F_m3x3_d2|p_aty3_i0_o6_n18
	-F_s_d3|p_aty3_i0_o6_n19
	-F_v2_d3|p_aty3_i0_o6_n20
	-F_v3_d3|p_aty3_i0_o6_n21
	-F_m2x2_d3|p_aty3_i0_o6_n22
	-F_m3x3_d3|p_aty3_i0_o6_n23

 grad_neg |0_7
	-F_s_d1|p_aty3_i0_o7_n9
	-F_s_d2|p_aty3_i0_o7_n14
	-F_s_d3|p_aty3_i0_o7_n19

 div_neg |0_8
	-F_v2_d2|p_aty3_i0_o8_n15
	-F_v3_d3|p_aty3_i0_o8_n21

 curl_neg |0_9
	-F_v2_d2|p_aty3_i0_o9_n15
	-F_v3_d3|p_aty3_i0_o9_n21

 jacob_neg |0_10
	-F_v2_d2|p_aty3_i0_o10_n15
	-F_m2x2_d2|p_aty3_i0_o10_n17
	-F_v3_d3|p_aty3_i0_o10_n21
	-F_m3x3_d3|p_aty3_i0_o10_n23

 slicem0_neg |0_11
	-T_m2x2|p_aty3_i0_o11_n3
	-T_m3x3|p_aty3_i0_o11_n4
	-T_m2x3|p_aty3_i0_o11_n5
	-T_m3x2|p_aty3_i0_o11_n6
	-F_m2x2_d1|p_aty3_i0_o11_n12
	-F_m3x3_d1|p_aty3_i0_o11_n13
	-F_m2x2_d2|p_aty3_i0_o11_n17
	-F_m3x3_d2|p_aty3_i0_o11_n18
	-F_m2x2_d3|p_aty3_i0_o11_n22
	-F_m3x3_d3|p_aty3_i0_o11_n23

 slicem1_neg |0_12
	-T_m2x2|p_aty3_i0_o12_n3
	-T_m3x3|p_aty3_i0_o12_n4
	-T_m2x3|p_aty3_i0_o12_n5
	-T_m3x2|p_aty3_i0_o12_n6
	-F_m2x2_d1|p_aty3_i0_o12_n12
	-F_m3x3_d1|p_aty3_i0_o12_n13
	-F_m2x2_d2|p_aty3_i0_o12_n17
	-F_m3x3_d2|p_aty3_i0_o12_n18
	-F_m2x2_d3|p_aty3_i0_o12_n22
	-F_m3x3_d3|p_aty3_i0_o12_n23

 slicev0_neg |0_13
	-T_v2|p_aty3_i0_o13_n1
	-T_v3|p_aty3_i0_o13_n2
	-F_v2_d1|p_aty3_i0_o13_n10
	-F_v3_d1|p_aty3_i0_o13_n11
	-F_v2_d2|p_aty3_i0_o13_n15
	-F_v3_d2|p_aty3_i0_o13_n16
	-F_v2_d3|p_aty3_i0_o13_n20
	-F_v3_d3|p_aty3_i0_o13_n21

 slicev1_neg |0_14
	-T_v2|p_aty3_i0_o14_n1
	-T_v3|p_aty3_i0_o14_n2
	-F_v2_d1|p_aty3_i0_o14_n10
	-F_v3_d1|p_aty3_i0_o14_n11
	-F_v2_d2|p_aty3_i0_o14_n15
	-F_v3_d2|p_aty3_i0_o14_n16
	-F_v2_d3|p_aty3_i0_o14_n20
	-F_v3_d3|p_aty3_i0_o14_n21

 slicet0_neg |0_15
	-T_t2x2x2|p_aty3_i0_o15_n7
	-T_t3x3x3|p_aty3_i0_o15_n8

 slicet1_neg |0_16
	-T_t2x2x2|p_aty3_i0_o16_n7
	-T_t3x3x3|p_aty3_i0_o16_n8

 addition_neg |0_17
	-T_s,T_s|p_aty3_i0_o17_n0_fty0
	-F_s_d1,T_s|p_aty3_i0_o17_n9_fty0
	-F_s_d2,T_s|p_aty3_i0_o17_n14_fty0
	-F_s_d3,T_s|p_aty3_i0_o17_n19_fty0
	-T_v2,T_v2|p_aty3_i0_o17_n1_fty1
	-F_v2_d1,T_v2|p_aty3_i0_o17_n10_fty1
	-F_v2_d2,T_v2|p_aty3_i0_o17_n15_fty1
	-F_v2_d3,T_v2|p_aty3_i0_o17_n20_fty1
	-T_v3,T_v3|p_aty3_i0_o17_n2_fty2
	-F_v3_d1,T_v3|p_aty3_i0_o17_n11_fty2
	-F_v3_d2,T_v3|p_aty3_i0_o17_n16_fty2
	-F_v3_d3,T_v3|p_aty3_i0_o17_n21_fty2
	-T_m2x2,T_m2x2|p_aty3_i0_o17_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i0_o17_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i0_o17_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i0_o17_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i0_o17_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i0_o17_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i0_o17_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i0_o17_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i0_o17_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i0_o17_n6_fty6
	-T_t2x2x2,T_t2x2x2|p_aty3_i0_o17_n7_fty7
	-T_t3x3x3,T_t3x3x3|p_aty3_i0_o17_n8_fty8
	-T_s,F_s_d1|p_aty3_i0_o17_n0_fty9
	-F_s_d1,F_s_d1|p_aty3_i0_o17_n9_fty9
	-T_v2,F_v2_d1|p_aty3_i0_o17_n1_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i0_o17_n10_fty10
	-T_v3,F_v3_d1|p_aty3_i0_o17_n2_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i0_o17_n11_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i0_o17_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i0_o17_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i0_o17_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i0_o17_n13_fty13
	-T_s,F_s_d2|p_aty3_i0_o17_n0_fty14
	-F_s_d2,F_s_d2|p_aty3_i0_o17_n14_fty14
	-T_v2,F_v2_d2|p_aty3_i0_o17_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i0_o17_n15_fty15
	-T_v3,F_v3_d2|p_aty3_i0_o17_n2_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i0_o17_n16_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i0_o17_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i0_o17_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i0_o17_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i0_o17_n18_fty18
	-T_s,F_s_d3|p_aty3_i0_o17_n0_fty19
	-F_s_d3,F_s_d3|p_aty3_i0_o17_n19_fty19
	-T_v2,F_v2_d3|p_aty3_i0_o17_n1_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i0_o17_n20_fty20
	-T_v3,F_v3_d3|p_aty3_i0_o17_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i0_o17_n21_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i0_o17_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i0_o17_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i0_o17_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i0_o17_n23_fty23

 subtraction_neg |0_18
	-T_s,T_s|p_aty3_i0_o18_n0_fty0
	-F_s_d1,T_s|p_aty3_i0_o18_n9_fty0
	-F_s_d2,T_s|p_aty3_i0_o18_n14_fty0
	-F_s_d3,T_s|p_aty3_i0_o18_n19_fty0
	-T_v2,T_v2|p_aty3_i0_o18_n1_fty1
	-F_v2_d1,T_v2|p_aty3_i0_o18_n10_fty1
	-F_v2_d2,T_v2|p_aty3_i0_o18_n15_fty1
	-F_v2_d3,T_v2|p_aty3_i0_o18_n20_fty1
	-T_v3,T_v3|p_aty3_i0_o18_n2_fty2
	-F_v3_d1,T_v3|p_aty3_i0_o18_n11_fty2
	-F_v3_d2,T_v3|p_aty3_i0_o18_n16_fty2
	-F_v3_d3,T_v3|p_aty3_i0_o18_n21_fty2
	-T_m2x2,T_m2x2|p_aty3_i0_o18_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i0_o18_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i0_o18_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i0_o18_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i0_o18_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i0_o18_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i0_o18_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i0_o18_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i0_o18_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i0_o18_n6_fty6
	-T_t2x2x2,T_t2x2x2|p_aty3_i0_o18_n7_fty7
	-T_t3x3x3,T_t3x3x3|p_aty3_i0_o18_n8_fty8
	-T_s,F_s_d1|p_aty3_i0_o18_n0_fty9
	-F_s_d1,F_s_d1|p_aty3_i0_o18_n9_fty9
	-T_v2,F_v2_d1|p_aty3_i0_o18_n1_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i0_o18_n10_fty10
	-T_v3,F_v3_d1|p_aty3_i0_o18_n2_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i0_o18_n11_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i0_o18_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i0_o18_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i0_o18_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i0_o18_n13_fty13
	-T_s,F_s_d2|p_aty3_i0_o18_n0_fty14
	-F_s_d2,F_s_d2|p_aty3_i0_o18_n14_fty14
	-T_v2,F_v2_d2|p_aty3_i0_o18_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i0_o18_n15_fty15
	-T_v3,F_v3_d2|p_aty3_i0_o18_n2_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i0_o18_n16_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i0_o18_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i0_o18_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i0_o18_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i0_o18_n18_fty18
	-T_s,F_s_d3|p_aty3_i0_o18_n0_fty19
	-F_s_d3,F_s_d3|p_aty3_i0_o18_n19_fty19
	-T_v2,F_v2_d3|p_aty3_i0_o18_n1_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i0_o18_n20_fty20
	-T_v3,F_v3_d3|p_aty3_i0_o18_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i0_o18_n21_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i0_o18_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i0_o18_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i0_o18_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i0_o18_n23_fty23

 cross product_neg |0_19
	-T_v2,T_v2|p_aty3_i0_o19_n1_fty1
	-F_v2_d2,T_v2|p_aty3_i0_o19_n15_fty1
	-T_v3,T_v3|p_aty3_i0_o19_n2_fty2
	-F_v3_d3,T_v3|p_aty3_i0_o19_n21_fty2
	-T_v2,F_v2_d2|p_aty3_i0_o19_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i0_o19_n15_fty15
	-T_v3,F_v3_d3|p_aty3_i0_o19_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i0_o19_n21_fty21

 outer product_neg |0_20
	-T_v2,T_v2|p_aty3_i0_o20_n1_fty1
	-T_v3,T_v2|p_aty3_i0_o20_n2_fty1
	-T_m2x2,T_v2|p_aty3_i0_o20_n3_fty1
	-F_v2_d1,T_v2|p_aty3_i0_o20_n10_fty1
	-F_v3_d1,T_v2|p_aty3_i0_o20_n11_fty1
	-F_m2x2_d1,T_v2|p_aty3_i0_o20_n12_fty1
	-F_v2_d2,T_v2|p_aty3_i0_o20_n15_fty1
	-F_v3_d2,T_v2|p_aty3_i0_o20_n16_fty1
	-F_m2x2_d2,T_v2|p_aty3_i0_o20_n17_fty1
	-F_v2_d3,T_v2|p_aty3_i0_o20_n20_fty1
	-F_v3_d3,T_v2|p_aty3_i0_o20_n21_fty1
	-F_m2x2_d3,T_v2|p_aty3_i0_o20_n22_fty1
	-T_v2,T_v3|p_aty3_i0_o20_n1_fty2
	-T_v3,T_v3|p_aty3_i0_o20_n2_fty2
	-T_m3x3,T_v3|p_aty3_i0_o20_n4_fty2
	-F_v2_d1,T_v3|p_aty3_i0_o20_n10_fty2
	-F_v3_d1,T_v3|p_aty3_i0_o20_n11_fty2
	-F_m3x3_d1,T_v3|p_aty3_i0_o20_n13_fty2
	-F_v2_d2,T_v3|p_aty3_i0_o20_n15_fty2
	-F_v3_d2,T_v3|p_aty3_i0_o20_n16_fty2
	-F_m3x3_d2,T_v3|p_aty3_i0_o20_n18_fty2
	-F_v2_d3,T_v3|p_aty3_i0_o20_n20_fty2
	-F_v3_d3,T_v3|p_aty3_i0_o20_n21_fty2
	-F_m3x3_d3,T_v3|p_aty3_i0_o20_n23_fty2
	-T_v2,T_m2x2|p_aty3_i0_o20_n1_fty3
	-F_v2_d1,T_m2x2|p_aty3_i0_o20_n10_fty3
	-F_v2_d2,T_m2x2|p_aty3_i0_o20_n15_fty3
	-F_v2_d3,T_m2x2|p_aty3_i0_o20_n20_fty3
	-T_v3,T_m3x3|p_aty3_i0_o20_n2_fty4
	-F_v3_d1,T_m3x3|p_aty3_i0_o20_n11_fty4
	-F_v3_d2,T_m3x3|p_aty3_i0_o20_n16_fty4
	-F_v3_d3,T_m3x3|p_aty3_i0_o20_n21_fty4
	-T_v2,F_v2_d1|p_aty3_i0_o20_n1_fty10
	-T_v3,F_v2_d1|p_aty3_i0_o20_n2_fty10
	-T_m2x2,F_v2_d1|p_aty3_i0_o20_n3_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i0_o20_n10_fty10
	-F_v3_d1,F_v2_d1|p_aty3_i0_o20_n11_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i0_o20_n12_fty10
	-T_v2,F_v3_d1|p_aty3_i0_o20_n1_fty11
	-T_v3,F_v3_d1|p_aty3_i0_o20_n2_fty11
	-T_m3x3,F_v3_d1|p_aty3_i0_o20_n4_fty11
	-F_v2_d1,F_v3_d1|p_aty3_i0_o20_n10_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i0_o20_n11_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i0_o20_n13_fty11
	-T_v2,F_m2x2_d1|p_aty3_i0_o20_n1_fty12
	-F_v2_d1,F_m2x2_d1|p_aty3_i0_o20_n10_fty12
	-T_v3,F_m3x3_d1|p_aty3_i0_o20_n2_fty13
	-F_v3_d1,F_m3x3_d1|p_aty3_i0_o20_n11_fty13
	-T_v2,F_v2_d2|p_aty3_i0_o20_n1_fty15
	-T_v3,F_v2_d2|p_aty3_i0_o20_n2_fty15
	-T_m2x2,F_v2_d2|p_aty3_i0_o20_n3_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i0_o20_n15_fty15
	-F_v3_d2,F_v2_d2|p_aty3_i0_o20_n16_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i0_o20_n17_fty15
	-T_v2,F_v3_d2|p_aty3_i0_o20_n1_fty16
	-T_v3,F_v3_d2|p_aty3_i0_o20_n2_fty16
	-T_m3x3,F_v3_d2|p_aty3_i0_o20_n4_fty16
	-F_v2_d2,F_v3_d2|p_aty3_i0_o20_n15_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i0_o20_n16_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i0_o20_n18_fty16
	-T_v2,F_m2x2_d2|p_aty3_i0_o20_n1_fty17
	-F_v2_d2,F_m2x2_d2|p_aty3_i0_o20_n15_fty17
	-T_v3,F_m3x3_d2|p_aty3_i0_o20_n2_fty18
	-F_v3_d2,F_m3x3_d2|p_aty3_i0_o20_n16_fty18
	-T_v2,F_v2_d3|p_aty3_i0_o20_n1_fty20
	-T_v3,F_v2_d3|p_aty3_i0_o20_n2_fty20
	-T_m2x2,F_v2_d3|p_aty3_i0_o20_n3_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i0_o20_n20_fty20
	-F_v3_d3,F_v2_d3|p_aty3_i0_o20_n21_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i0_o20_n22_fty20
	-T_v2,F_v3_d3|p_aty3_i0_o20_n1_fty21
	-T_v3,F_v3_d3|p_aty3_i0_o20_n2_fty21
	-T_m3x3,F_v3_d3|p_aty3_i0_o20_n4_fty21
	-F_v2_d3,F_v3_d3|p_aty3_i0_o20_n20_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i0_o20_n21_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i0_o20_n23_fty21
	-T_v2,F_m2x2_d3|p_aty3_i0_o20_n1_fty22
	-F_v2_d3,F_m2x2_d3|p_aty3_i0_o20_n20_fty22
	-T_v3,F_m3x3_d3|p_aty3_i0_o20_n2_fty23
	-F_v3_d3,F_m3x3_d3|p_aty3_i0_o20_n21_fty23

 inner product_neg |0_21
	-T_v2,T_v2|p_aty3_i0_o21_n1_fty1
	-T_m2x2,T_v2|p_aty3_i0_o21_n3_fty1
	-T_m3x2,T_v2|p_aty3_i0_o21_n6_fty1
	-T_t2x2x2,T_v2|p_aty3_i0_o21_n7_fty1
	-F_v2_d1,T_v2|p_aty3_i0_o21_n10_fty1
	-F_m2x2_d1,T_v2|p_aty3_i0_o21_n12_fty1
	-F_v2_d2,T_v2|p_aty3_i0_o21_n15_fty1
	-F_m2x2_d2,T_v2|p_aty3_i0_o21_n17_fty1
	-F_v2_d3,T_v2|p_aty3_i0_o21_n20_fty1
	-F_m2x2_d3,T_v2|p_aty3_i0_o21_n22_fty1
	-T_v3,T_v3|p_aty3_i0_o21_n2_fty2
	-T_m3x3,T_v3|p_aty3_i0_o21_n4_fty2
	-T_m2x3,T_v3|p_aty3_i0_o21_n5_fty2
	-T_t3x3x3,T_v3|p_aty3_i0_o21_n8_fty2
	-F_v3_d1,T_v3|p_aty3_i0_o21_n11_fty2
	-F_m3x3_d1,T_v3|p_aty3_i0_o21_n13_fty2
	-F_v3_d2,T_v3|p_aty3_i0_o21_n16_fty2
	-F_m3x3_d2,T_v3|p_aty3_i0_o21_n18_fty2
	-F_v3_d3,T_v3|p_aty3_i0_o21_n21_fty2
	-F_m3x3_d3,T_v3|p_aty3_i0_o21_n23_fty2
	-T_v2,T_m2x2|p_aty3_i0_o21_n1_fty3
	-T_m2x2,T_m2x2|p_aty3_i0_o21_n3_fty3
	-T_m3x2,T_m2x2|p_aty3_i0_o21_n6_fty3
	-T_t2x2x2,T_m2x2|p_aty3_i0_o21_n7_fty3
	-F_v2_d1,T_m2x2|p_aty3_i0_o21_n10_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i0_o21_n12_fty3
	-F_v2_d2,T_m2x2|p_aty3_i0_o21_n15_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i0_o21_n17_fty3
	-F_v2_d3,T_m2x2|p_aty3_i0_o21_n20_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i0_o21_n22_fty3
	-T_v3,T_m3x3|p_aty3_i0_o21_n2_fty4
	-T_m3x3,T_m3x3|p_aty3_i0_o21_n4_fty4
	-T_m2x3,T_m3x3|p_aty3_i0_o21_n5_fty4
	-T_t3x3x3,T_m3x3|p_aty3_i0_o21_n8_fty4
	-F_v3_d1,T_m3x3|p_aty3_i0_o21_n11_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i0_o21_n13_fty4
	-F_v3_d2,T_m3x3|p_aty3_i0_o21_n16_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i0_o21_n18_fty4
	-F_v3_d3,T_m3x3|p_aty3_i0_o21_n21_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i0_o21_n23_fty4
	-T_v2,T_m2x3|p_aty3_i0_o21_n1_fty5
	-T_m2x2,T_m2x3|p_aty3_i0_o21_n3_fty5
	-T_m3x2,T_m2x3|p_aty3_i0_o21_n6_fty5
	-F_v2_d1,T_m2x3|p_aty3_i0_o21_n10_fty5
	-F_m2x2_d1,T_m2x3|p_aty3_i0_o21_n12_fty5
	-F_v2_d2,T_m2x3|p_aty3_i0_o21_n15_fty5
	-F_m2x2_d2,T_m2x3|p_aty3_i0_o21_n17_fty5
	-F_v2_d3,T_m2x3|p_aty3_i0_o21_n20_fty5
	-F_m2x2_d3,T_m2x3|p_aty3_i0_o21_n22_fty5
	-T_v3,T_m3x2|p_aty3_i0_o21_n2_fty6
	-T_m3x3,T_m3x2|p_aty3_i0_o21_n4_fty6
	-T_m2x3,T_m3x2|p_aty3_i0_o21_n5_fty6
	-F_v3_d1,T_m3x2|p_aty3_i0_o21_n11_fty6
	-F_m3x3_d1,T_m3x2|p_aty3_i0_o21_n13_fty6
	-F_v3_d2,T_m3x2|p_aty3_i0_o21_n16_fty6
	-F_m3x3_d2,T_m3x2|p_aty3_i0_o21_n18_fty6
	-F_v3_d3,T_m3x2|p_aty3_i0_o21_n21_fty6
	-F_m3x3_d3,T_m3x2|p_aty3_i0_o21_n23_fty6
	-T_v2,T_t2x2x2|p_aty3_i0_o21_n1_fty7
	-T_m2x2,T_t2x2x2|p_aty3_i0_o21_n3_fty7
	-F_v2_d1,T_t2x2x2|p_aty3_i0_o21_n10_fty7
	-F_m2x2_d1,T_t2x2x2|p_aty3_i0_o21_n12_fty7
	-F_v2_d2,T_t2x2x2|p_aty3_i0_o21_n15_fty7
	-F_m2x2_d2,T_t2x2x2|p_aty3_i0_o21_n17_fty7
	-F_v2_d3,T_t2x2x2|p_aty3_i0_o21_n20_fty7
	-F_m2x2_d3,T_t2x2x2|p_aty3_i0_o21_n22_fty7
	-T_v3,T_t3x3x3|p_aty3_i0_o21_n2_fty8
	-T_m3x3,T_t3x3x3|p_aty3_i0_o21_n4_fty8
	-F_v3_d1,T_t3x3x3|p_aty3_i0_o21_n11_fty8
	-F_m3x3_d1,T_t3x3x3|p_aty3_i0_o21_n13_fty8
	-F_v3_d2,T_t3x3x3|p_aty3_i0_o21_n16_fty8
	-F_m3x3_d2,T_t3x3x3|p_aty3_i0_o21_n18_fty8
	-F_v3_d3,T_t3x3x3|p_aty3_i0_o21_n21_fty8
	-F_m3x3_d3,T_t3x3x3|p_aty3_i0_o21_n23_fty8
	-T_v2,F_v2_d1|p_aty3_i0_o21_n1_fty10
	-T_m2x2,F_v2_d1|p_aty3_i0_o21_n3_fty10
	-T_m3x2,F_v2_d1|p_aty3_i0_o21_n6_fty10
	-T_t2x2x2,F_v2_d1|p_aty3_i0_o21_n7_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i0_o21_n10_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i0_o21_n12_fty10
	-T_v3,F_v3_d1|p_aty3_i0_o21_n2_fty11
	-T_m3x3,F_v3_d1|p_aty3_i0_o21_n4_fty11
	-T_m2x3,F_v3_d1|p_aty3_i0_o21_n5_fty11
	-T_t3x3x3,F_v3_d1|p_aty3_i0_o21_n8_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i0_o21_n11_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i0_o21_n13_fty11
	-T_v2,F_m2x2_d1|p_aty3_i0_o21_n1_fty12
	-T_m2x2,F_m2x2_d1|p_aty3_i0_o21_n3_fty12
	-T_m3x2,F_m2x2_d1|p_aty3_i0_o21_n6_fty12
	-T_t2x2x2,F_m2x2_d1|p_aty3_i0_o21_n7_fty12
	-F_v2_d1,F_m2x2_d1|p_aty3_i0_o21_n10_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i0_o21_n12_fty12
	-T_v3,F_m3x3_d1|p_aty3_i0_o21_n2_fty13
	-T_m3x3,F_m3x3_d1|p_aty3_i0_o21_n4_fty13
	-T_m2x3,F_m3x3_d1|p_aty3_i0_o21_n5_fty13
	-T_t3x3x3,F_m3x3_d1|p_aty3_i0_o21_n8_fty13
	-F_v3_d1,F_m3x3_d1|p_aty3_i0_o21_n11_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i0_o21_n13_fty13
	-T_v2,F_v2_d2|p_aty3_i0_o21_n1_fty15
	-T_m2x2,F_v2_d2|p_aty3_i0_o21_n3_fty15
	-T_m3x2,F_v2_d2|p_aty3_i0_o21_n6_fty15
	-T_t2x2x2,F_v2_d2|p_aty3_i0_o21_n7_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i0_o21_n15_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i0_o21_n17_fty15
	-T_v3,F_v3_d2|p_aty3_i0_o21_n2_fty16
	-T_m3x3,F_v3_d2|p_aty3_i0_o21_n4_fty16
	-T_m2x3,F_v3_d2|p_aty3_i0_o21_n5_fty16
	-T_t3x3x3,F_v3_d2|p_aty3_i0_o21_n8_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i0_o21_n16_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i0_o21_n18_fty16
	-T_v2,F_m2x2_d2|p_aty3_i0_o21_n1_fty17
	-T_m2x2,F_m2x2_d2|p_aty3_i0_o21_n3_fty17
	-T_m3x2,F_m2x2_d2|p_aty3_i0_o21_n6_fty17
	-T_t2x2x2,F_m2x2_d2|p_aty3_i0_o21_n7_fty17
	-F_v2_d2,F_m2x2_d2|p_aty3_i0_o21_n15_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i0_o21_n17_fty17
	-T_v3,F_m3x3_d2|p_aty3_i0_o21_n2_fty18
	-T_m3x3,F_m3x3_d2|p_aty3_i0_o21_n4_fty18
	-T_m2x3,F_m3x3_d2|p_aty3_i0_o21_n5_fty18
	-T_t3x3x3,F_m3x3_d2|p_aty3_i0_o21_n8_fty18
	-F_v3_d2,F_m3x3_d2|p_aty3_i0_o21_n16_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i0_o21_n18_fty18
	-T_v2,F_v2_d3|p_aty3_i0_o21_n1_fty20
	-T_m2x2,F_v2_d3|p_aty3_i0_o21_n3_fty20
	-T_m3x2,F_v2_d3|p_aty3_i0_o21_n6_fty20
	-T_t2x2x2,F_v2_d3|p_aty3_i0_o21_n7_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i0_o21_n20_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i0_o21_n22_fty20
	-T_v3,F_v3_d3|p_aty3_i0_o21_n2_fty21
	-T_m3x3,F_v3_d3|p_aty3_i0_o21_n4_fty21
	-T_m2x3,F_v3_d3|p_aty3_i0_o21_n5_fty21
	-T_t3x3x3,F_v3_d3|p_aty3_i0_o21_n8_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i0_o21_n21_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i0_o21_n23_fty21
	-T_v2,F_m2x2_d3|p_aty3_i0_o21_n1_fty22
	-T_m2x2,F_m2x2_d3|p_aty3_i0_o21_n3_fty22
	-T_m3x2,F_m2x2_d3|p_aty3_i0_o21_n6_fty22
	-T_t2x2x2,F_m2x2_d3|p_aty3_i0_o21_n7_fty22
	-F_v2_d3,F_m2x2_d3|p_aty3_i0_o21_n20_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i0_o21_n22_fty22
	-T_v3,F_m3x3_d3|p_aty3_i0_o21_n2_fty23
	-T_m3x3,F_m3x3_d3|p_aty3_i0_o21_n4_fty23
	-T_m2x3,F_m3x3_d3|p_aty3_i0_o21_n5_fty23
	-T_t3x3x3,F_m3x3_d3|p_aty3_i0_o21_n8_fty23
	-F_v3_d3,F_m3x3_d3|p_aty3_i0_o21_n21_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i0_o21_n23_fty23

 multiplication_neg |0_22
	-T_s,T_s|p_aty3_i0_o22_n0_fty0
	-T_v2,T_s|p_aty3_i0_o22_n1_fty0
	-T_v3,T_s|p_aty3_i0_o22_n2_fty0
	-T_m2x2,T_s|p_aty3_i0_o22_n3_fty0
	-T_m3x3,T_s|p_aty3_i0_o22_n4_fty0
	-T_m2x3,T_s|p_aty3_i0_o22_n5_fty0
	-T_m3x2,T_s|p_aty3_i0_o22_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i0_o22_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i0_o22_n8_fty0
	-F_s_d1,T_s|p_aty3_i0_o22_n9_fty0
	-F_v2_d1,T_s|p_aty3_i0_o22_n10_fty0
	-F_v3_d1,T_s|p_aty3_i0_o22_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i0_o22_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i0_o22_n13_fty0
	-F_s_d2,T_s|p_aty3_i0_o22_n14_fty0
	-F_v2_d2,T_s|p_aty3_i0_o22_n15_fty0
	-F_v3_d2,T_s|p_aty3_i0_o22_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i0_o22_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i0_o22_n18_fty0
	-F_s_d3,T_s|p_aty3_i0_o22_n19_fty0
	-F_v2_d3,T_s|p_aty3_i0_o22_n20_fty0
	-F_v3_d3,T_s|p_aty3_i0_o22_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i0_o22_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i0_o22_n23_fty0
	-T_s,T_v2|p_aty3_i0_o22_n0_fty1
	-F_s_d1,T_v2|p_aty3_i0_o22_n9_fty1
	-F_s_d2,T_v2|p_aty3_i0_o22_n14_fty1
	-F_s_d3,T_v2|p_aty3_i0_o22_n19_fty1
	-T_s,T_v3|p_aty3_i0_o22_n0_fty2
	-F_s_d1,T_v3|p_aty3_i0_o22_n9_fty2
	-F_s_d2,T_v3|p_aty3_i0_o22_n14_fty2
	-F_s_d3,T_v3|p_aty3_i0_o22_n19_fty2
	-T_s,T_m2x2|p_aty3_i0_o22_n0_fty3
	-F_s_d1,T_m2x2|p_aty3_i0_o22_n9_fty3
	-F_s_d2,T_m2x2|p_aty3_i0_o22_n14_fty3
	-F_s_d3,T_m2x2|p_aty3_i0_o22_n19_fty3
	-T_s,T_m3x3|p_aty3_i0_o22_n0_fty4
	-F_s_d1,T_m3x3|p_aty3_i0_o22_n9_fty4
	-F_s_d2,T_m3x3|p_aty3_i0_o22_n14_fty4
	-F_s_d3,T_m3x3|p_aty3_i0_o22_n19_fty4
	-T_s,T_m2x3|p_aty3_i0_o22_n0_fty5
	-F_s_d1,T_m2x3|p_aty3_i0_o22_n9_fty5
	-F_s_d2,T_m2x3|p_aty3_i0_o22_n14_fty5
	-F_s_d3,T_m2x3|p_aty3_i0_o22_n19_fty5
	-T_s,T_m3x2|p_aty3_i0_o22_n0_fty6
	-F_s_d1,T_m3x2|p_aty3_i0_o22_n9_fty6
	-F_s_d2,T_m3x2|p_aty3_i0_o22_n14_fty6
	-F_s_d3,T_m3x2|p_aty3_i0_o22_n19_fty6
	-T_s,T_t2x2x2|p_aty3_i0_o22_n0_fty7
	-F_s_d1,T_t2x2x2|p_aty3_i0_o22_n9_fty7
	-F_s_d2,T_t2x2x2|p_aty3_i0_o22_n14_fty7
	-F_s_d3,T_t2x2x2|p_aty3_i0_o22_n19_fty7
	-T_s,T_t3x3x3|p_aty3_i0_o22_n0_fty8
	-F_s_d1,T_t3x3x3|p_aty3_i0_o22_n9_fty8
	-F_s_d2,T_t3x3x3|p_aty3_i0_o22_n14_fty8
	-F_s_d3,T_t3x3x3|p_aty3_i0_o22_n19_fty8
	-T_s,F_s_d1|p_aty3_i0_o22_n0_fty9
	-T_v2,F_s_d1|p_aty3_i0_o22_n1_fty9
	-T_v3,F_s_d1|p_aty3_i0_o22_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i0_o22_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i0_o22_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i0_o22_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i0_o22_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i0_o22_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i0_o22_n8_fty9
	-F_s_d1,F_s_d1|p_aty3_i0_o22_n9_fty9
	-F_v2_d1,F_s_d1|p_aty3_i0_o22_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i0_o22_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i0_o22_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i0_o22_n13_fty9
	-T_s,F_v2_d1|p_aty3_i0_o22_n0_fty10
	-F_s_d1,F_v2_d1|p_aty3_i0_o22_n9_fty10
	-T_s,F_v3_d1|p_aty3_i0_o22_n0_fty11
	-F_s_d1,F_v3_d1|p_aty3_i0_o22_n9_fty11
	-T_s,F_m2x2_d1|p_aty3_i0_o22_n0_fty12
	-F_s_d1,F_m2x2_d1|p_aty3_i0_o22_n9_fty12
	-T_s,F_m3x3_d1|p_aty3_i0_o22_n0_fty13
	-F_s_d1,F_m3x3_d1|p_aty3_i0_o22_n9_fty13
	-T_s,F_s_d2|p_aty3_i0_o22_n0_fty14
	-T_v2,F_s_d2|p_aty3_i0_o22_n1_fty14
	-T_v3,F_s_d2|p_aty3_i0_o22_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i0_o22_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i0_o22_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i0_o22_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i0_o22_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i0_o22_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i0_o22_n8_fty14
	-F_s_d2,F_s_d2|p_aty3_i0_o22_n14_fty14
	-F_v2_d2,F_s_d2|p_aty3_i0_o22_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i0_o22_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i0_o22_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i0_o22_n18_fty14
	-T_s,F_v2_d2|p_aty3_i0_o22_n0_fty15
	-F_s_d2,F_v2_d2|p_aty3_i0_o22_n14_fty15
	-T_s,F_v3_d2|p_aty3_i0_o22_n0_fty16
	-F_s_d2,F_v3_d2|p_aty3_i0_o22_n14_fty16
	-T_s,F_m2x2_d2|p_aty3_i0_o22_n0_fty17
	-F_s_d2,F_m2x2_d2|p_aty3_i0_o22_n14_fty17
	-T_s,F_m3x3_d2|p_aty3_i0_o22_n0_fty18
	-F_s_d2,F_m3x3_d2|p_aty3_i0_o22_n14_fty18
	-T_s,F_s_d3|p_aty3_i0_o22_n0_fty19
	-T_v2,F_s_d3|p_aty3_i0_o22_n1_fty19
	-T_v3,F_s_d3|p_aty3_i0_o22_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i0_o22_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i0_o22_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i0_o22_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i0_o22_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i0_o22_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i0_o22_n8_fty19
	-F_s_d3,F_s_d3|p_aty3_i0_o22_n19_fty19
	-F_v2_d3,F_s_d3|p_aty3_i0_o22_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i0_o22_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i0_o22_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i0_o22_n23_fty19
	-T_s,F_v2_d3|p_aty3_i0_o22_n0_fty20
	-F_s_d3,F_v2_d3|p_aty3_i0_o22_n19_fty20
	-T_s,F_v3_d3|p_aty3_i0_o22_n0_fty21
	-F_s_d3,F_v3_d3|p_aty3_i0_o22_n19_fty21
	-T_s,F_m2x2_d3|p_aty3_i0_o22_n0_fty22
	-F_s_d3,F_m2x2_d3|p_aty3_i0_o22_n19_fty22
	-T_s,F_m3x3_d3|p_aty3_i0_o22_n0_fty23
	-F_s_d3,F_m3x3_d3|p_aty3_i0_o22_n19_fty23

 division_neg |0_23
	-T_s,T_s|p_aty3_i0_o23_n0_fty0
	-T_v2,T_s|p_aty3_i0_o23_n1_fty0
	-T_v3,T_s|p_aty3_i0_o23_n2_fty0
	-T_m2x2,T_s|p_aty3_i0_o23_n3_fty0
	-T_m3x3,T_s|p_aty3_i0_o23_n4_fty0
	-T_m2x3,T_s|p_aty3_i0_o23_n5_fty0
	-T_m3x2,T_s|p_aty3_i0_o23_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i0_o23_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i0_o23_n8_fty0
	-F_s_d1,T_s|p_aty3_i0_o23_n9_fty0
	-F_v2_d1,T_s|p_aty3_i0_o23_n10_fty0
	-F_v3_d1,T_s|p_aty3_i0_o23_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i0_o23_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i0_o23_n13_fty0
	-F_s_d2,T_s|p_aty3_i0_o23_n14_fty0
	-F_v2_d2,T_s|p_aty3_i0_o23_n15_fty0
	-F_v3_d2,T_s|p_aty3_i0_o23_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i0_o23_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i0_o23_n18_fty0
	-F_s_d3,T_s|p_aty3_i0_o23_n19_fty0
	-F_v2_d3,T_s|p_aty3_i0_o23_n20_fty0
	-F_v3_d3,T_s|p_aty3_i0_o23_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i0_o23_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i0_o23_n23_fty0
	-T_s,F_s_d1|p_aty3_i0_o23_n0_fty9
	-T_v2,F_s_d1|p_aty3_i0_o23_n1_fty9
	-T_v3,F_s_d1|p_aty3_i0_o23_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i0_o23_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i0_o23_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i0_o23_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i0_o23_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i0_o23_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i0_o23_n8_fty9
	-F_s_d1,F_s_d1|p_aty3_i0_o23_n9_fty9
	-F_v2_d1,F_s_d1|p_aty3_i0_o23_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i0_o23_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i0_o23_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i0_o23_n13_fty9
	-T_s,F_s_d2|p_aty3_i0_o23_n0_fty14
	-T_v2,F_s_d2|p_aty3_i0_o23_n1_fty14
	-T_v3,F_s_d2|p_aty3_i0_o23_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i0_o23_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i0_o23_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i0_o23_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i0_o23_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i0_o23_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i0_o23_n8_fty14
	-F_s_d2,F_s_d2|p_aty3_i0_o23_n14_fty14
	-F_v2_d2,F_s_d2|p_aty3_i0_o23_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i0_o23_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i0_o23_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i0_o23_n18_fty14
	-T_s,F_s_d3|p_aty3_i0_o23_n0_fty19
	-T_v2,F_s_d3|p_aty3_i0_o23_n1_fty19
	-T_v3,F_s_d3|p_aty3_i0_o23_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i0_o23_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i0_o23_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i0_o23_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i0_o23_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i0_o23_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i0_o23_n8_fty19
	-F_s_d3,F_s_d3|p_aty3_i0_o23_n19_fty19
	-F_v2_d3,F_s_d3|p_aty3_i0_o23_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i0_o23_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i0_o23_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i0_o23_n23_fty19

 modulate_neg |0_24
	-T_v2,T_v2|p_aty3_i0_o24_n1_fty1
	-F_v2_d1,T_v2|p_aty3_i0_o24_n10_fty1
	-F_v2_d2,T_v2|p_aty3_i0_o24_n15_fty1
	-F_v2_d3,T_v2|p_aty3_i0_o24_n20_fty1
	-T_v3,T_v3|p_aty3_i0_o24_n2_fty2
	-F_v3_d1,T_v3|p_aty3_i0_o24_n11_fty2
	-F_v3_d2,T_v3|p_aty3_i0_o24_n16_fty2
	-F_v3_d3,T_v3|p_aty3_i0_o24_n21_fty2
	-T_m2x2,T_m2x2|p_aty3_i0_o24_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i0_o24_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i0_o24_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i0_o24_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i0_o24_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i0_o24_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i0_o24_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i0_o24_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i0_o24_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i0_o24_n6_fty6
	-T_t2x2x2,T_t2x2x2|p_aty3_i0_o24_n7_fty7
	-T_t3x3x3,T_t3x3x3|p_aty3_i0_o24_n8_fty8
	-T_v2,F_v2_d1|p_aty3_i0_o24_n1_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i0_o24_n10_fty10
	-T_v3,F_v3_d1|p_aty3_i0_o24_n2_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i0_o24_n11_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i0_o24_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i0_o24_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i0_o24_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i0_o24_n13_fty13
	-T_v2,F_v2_d2|p_aty3_i0_o24_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i0_o24_n15_fty15
	-T_v3,F_v3_d2|p_aty3_i0_o24_n2_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i0_o24_n16_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i0_o24_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i0_o24_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i0_o24_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i0_o24_n18_fty18
	-T_v2,F_v2_d3|p_aty3_i0_o24_n1_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i0_o24_n20_fty20
	-T_v3,F_v3_d3|p_aty3_i0_o24_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i0_o24_n21_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i0_o24_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i0_o24_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i0_o24_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i0_o24_n23_fty23

 op_doubledot_neg |0_25
	-T_m2x2,T_m2x2|p_aty3_i0_o25_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i0_o25_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i0_o25_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i0_o25_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i0_o25_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i0_o25_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i0_o25_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i0_o25_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i0_o25_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i0_o25_n6_fty6
	-T_m2x2,F_m2x2_d1|p_aty3_i0_o25_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i0_o25_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i0_o25_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i0_o25_n13_fty13
	-T_m2x2,F_m2x2_d2|p_aty3_i0_o25_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i0_o25_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i0_o25_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i0_o25_n18_fty18
	-T_m2x2,F_m2x2_d3|p_aty3_i0_o25_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i0_o25_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i0_o25_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i0_o25_n23_fty23

 inverse_neg |0_26
	-T_m2x2|p_aty3_i0_o26_n3
	-T_m3x3|p_aty3_i0_o26_n4
	-F_m2x2_d1|p_aty3_i0_o26_n12
	-F_m3x3_d1|p_aty3_i0_o26_n13
	-F_m2x2_d2|p_aty3_i0_o26_n17
	-F_m3x3_d2|p_aty3_i0_o26_n18
	-F_m2x2_d3|p_aty3_i0_o26_n22
	-F_m3x3_d3|p_aty3_i0_o26_n23

 cosine_neg |0_27
	-F_s_d1|p_aty3_i0_o27_n9
	-F_s_d2|p_aty3_i0_o27_n14
	-F_s_d3|p_aty3_i0_o27_n19

 sine_neg |0_28
	-F_s_d1|p_aty3_i0_o28_n9
	-F_s_d2|p_aty3_i0_o28_n14
	-F_s_d3|p_aty3_i0_o28_n19

 arctangent_neg |0_29
	-F_s_d1|p_aty3_i0_o29_n9
	-F_s_d2|p_aty3_i0_o29_n14
	-F_s_d3|p_aty3_i0_o29_n19

 tangent_neg |0_30
	-F_s_d1|p_aty3_i0_o30_n9
	-F_s_d2|p_aty3_i0_o30_n14
	-F_s_d3|p_aty3_i0_o30_n19

 arccosine_neg |0_31
	-F_s_d1|p_aty3_i0_o31_n9
	-F_s_d2|p_aty3_i0_o31_n14
	-F_s_d3|p_aty3_i0_o31_n19

 arcsine_neg |0_32
	-F_s_d1|p_aty3_i0_o32_n9
	-F_s_d2|p_aty3_i0_o32_n14
	-F_s_d3|p_aty3_i0_o32_n19

 sqrt_neg |0_33
	-T_s|p_aty3_i0_o33_n0
	-F_s_d1|p_aty3_i0_o33_n9
	-F_s_d2|p_aty3_i0_o33_n14
	-F_s_d3|p_aty3_i0_o33_n19

 norm_ * |1_ *

 neg_norm |1_0
	-T_s|p_aty3_i1_o0_n0
	-T_v2|p_aty3_i1_o0_n1
	-T_v3|p_aty3_i1_o0_n2
	-T_m2x2|p_aty3_i1_o0_n3
	-T_m3x3|p_aty3_i1_o0_n4
	-T_m2x3|p_aty3_i1_o0_n5
	-T_m3x2|p_aty3_i1_o0_n6
	-T_t2x2x2|p_aty3_i1_o0_n7
	-T_t3x3x3|p_aty3_i1_o0_n8
	-F_s_d1|p_aty3_i1_o0_n9
	-F_v2_d1|p_aty3_i1_o0_n10
	-F_v3_d1|p_aty3_i1_o0_n11
	-F_m2x2_d1|p_aty3_i1_o0_n12
	-F_m3x3_d1|p_aty3_i1_o0_n13
	-F_s_d2|p_aty3_i1_o0_n14
	-F_v2_d2|p_aty3_i1_o0_n15
	-F_v3_d2|p_aty3_i1_o0_n16
	-F_m2x2_d2|p_aty3_i1_o0_n17
	-F_m3x3_d2|p_aty3_i1_o0_n18
	-F_s_d3|p_aty3_i1_o0_n19
	-F_v2_d3|p_aty3_i1_o0_n20
	-F_v3_d3|p_aty3_i1_o0_n21
	-F_m2x2_d3|p_aty3_i1_o0_n22
	-F_m3x3_d3|p_aty3_i1_o0_n23

 norm_norm |1_1
	-T_s|p_aty3_i1_o1_n0
	-T_v2|p_aty3_i1_o1_n1
	-T_v3|p_aty3_i1_o1_n2
	-T_m2x2|p_aty3_i1_o1_n3
	-T_m3x3|p_aty3_i1_o1_n4
	-T_m2x3|p_aty3_i1_o1_n5
	-T_m3x2|p_aty3_i1_o1_n6
	-T_t2x2x2|p_aty3_i1_o1_n7
	-T_t3x3x3|p_aty3_i1_o1_n8
	-F_s_d1|p_aty3_i1_o1_n9
	-F_v2_d1|p_aty3_i1_o1_n10
	-F_v3_d1|p_aty3_i1_o1_n11
	-F_m2x2_d1|p_aty3_i1_o1_n12
	-F_m3x3_d1|p_aty3_i1_o1_n13
	-F_s_d2|p_aty3_i1_o1_n14
	-F_v2_d2|p_aty3_i1_o1_n15
	-F_v3_d2|p_aty3_i1_o1_n16
	-F_m2x2_d2|p_aty3_i1_o1_n17
	-F_m3x3_d2|p_aty3_i1_o1_n18
	-F_s_d3|p_aty3_i1_o1_n19
	-F_v2_d3|p_aty3_i1_o1_n20
	-F_v3_d3|p_aty3_i1_o1_n21
	-F_m2x2_d3|p_aty3_i1_o1_n22
	-F_m3x3_d3|p_aty3_i1_o1_n23

 normalize_norm |1_2

 trace_norm |1_3

 transpose_norm |1_4

 det_norm |1_5

 probe_norm |1_6
	-T_s|p_aty3_i1_o6_n0
	-T_v2|p_aty3_i1_o6_n1
	-T_v3|p_aty3_i1_o6_n2
	-T_m2x2|p_aty3_i1_o6_n3
	-T_m3x3|p_aty3_i1_o6_n4
	-T_m2x3|p_aty3_i1_o6_n5
	-T_m3x2|p_aty3_i1_o6_n6
	-T_t2x2x2|p_aty3_i1_o6_n7
	-T_t3x3x3|p_aty3_i1_o6_n8
	-F_s_d1|p_aty3_i1_o6_n9
	-F_v2_d1|p_aty3_i1_o6_n10
	-F_v3_d1|p_aty3_i1_o6_n11
	-F_m2x2_d1|p_aty3_i1_o6_n12
	-F_m3x3_d1|p_aty3_i1_o6_n13
	-F_s_d2|p_aty3_i1_o6_n14
	-F_v2_d2|p_aty3_i1_o6_n15
	-F_v3_d2|p_aty3_i1_o6_n16
	-F_m2x2_d2|p_aty3_i1_o6_n17
	-F_m3x3_d2|p_aty3_i1_o6_n18
	-F_s_d3|p_aty3_i1_o6_n19
	-F_v2_d3|p_aty3_i1_o6_n20
	-F_v3_d3|p_aty3_i1_o6_n21
	-F_m2x2_d3|p_aty3_i1_o6_n22
	-F_m3x3_d3|p_aty3_i1_o6_n23

 grad_norm |1_7
	-F_s_d1|p_aty3_i1_o7_n9
	-F_v2_d1|p_aty3_i1_o7_n10
	-F_v3_d1|p_aty3_i1_o7_n11
	-F_m2x2_d1|p_aty3_i1_o7_n12
	-F_m3x3_d1|p_aty3_i1_o7_n13
	-F_s_d2|p_aty3_i1_o7_n14
	-F_v2_d2|p_aty3_i1_o7_n15
	-F_v3_d2|p_aty3_i1_o7_n16
	-F_m2x2_d2|p_aty3_i1_o7_n17
	-F_m3x3_d2|p_aty3_i1_o7_n18
	-F_s_d3|p_aty3_i1_o7_n19
	-F_v2_d3|p_aty3_i1_o7_n20
	-F_v3_d3|p_aty3_i1_o7_n21
	-F_m2x2_d3|p_aty3_i1_o7_n22
	-F_m3x3_d3|p_aty3_i1_o7_n23

 div_norm |1_8

 curl_norm |1_9

 jacob_norm |1_10

 slicem0_norm |1_11

 slicem1_norm |1_12

 slicev0_norm |1_13

 slicev1_norm |1_14

 slicet0_norm |1_15

 slicet1_norm |1_16

 addition_norm |1_17
	-T_s,T_s|p_aty3_i1_o17_n0_fty0
	-T_v2,T_s|p_aty3_i1_o17_n1_fty0
	-T_v3,T_s|p_aty3_i1_o17_n2_fty0
	-T_m2x2,T_s|p_aty3_i1_o17_n3_fty0
	-T_m3x3,T_s|p_aty3_i1_o17_n4_fty0
	-T_m2x3,T_s|p_aty3_i1_o17_n5_fty0
	-T_m3x2,T_s|p_aty3_i1_o17_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i1_o17_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i1_o17_n8_fty0
	-F_s_d1,T_s|p_aty3_i1_o17_n9_fty0
	-F_v2_d1,T_s|p_aty3_i1_o17_n10_fty0
	-F_v3_d1,T_s|p_aty3_i1_o17_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i1_o17_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i1_o17_n13_fty0
	-F_s_d2,T_s|p_aty3_i1_o17_n14_fty0
	-F_v2_d2,T_s|p_aty3_i1_o17_n15_fty0
	-F_v3_d2,T_s|p_aty3_i1_o17_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i1_o17_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i1_o17_n18_fty0
	-F_s_d3,T_s|p_aty3_i1_o17_n19_fty0
	-F_v2_d3,T_s|p_aty3_i1_o17_n20_fty0
	-F_v3_d3,T_s|p_aty3_i1_o17_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i1_o17_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i1_o17_n23_fty0
	-T_s,F_s_d1|p_aty3_i1_o17_n0_fty9
	-T_v2,F_s_d1|p_aty3_i1_o17_n1_fty9
	-T_v3,F_s_d1|p_aty3_i1_o17_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i1_o17_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i1_o17_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i1_o17_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i1_o17_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i1_o17_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i1_o17_n8_fty9
	-F_s_d1,F_s_d1|p_aty3_i1_o17_n9_fty9
	-F_v2_d1,F_s_d1|p_aty3_i1_o17_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i1_o17_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i1_o17_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i1_o17_n13_fty9
	-T_s,F_s_d2|p_aty3_i1_o17_n0_fty14
	-T_v2,F_s_d2|p_aty3_i1_o17_n1_fty14
	-T_v3,F_s_d2|p_aty3_i1_o17_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i1_o17_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i1_o17_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i1_o17_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i1_o17_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i1_o17_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i1_o17_n8_fty14
	-F_s_d2,F_s_d2|p_aty3_i1_o17_n14_fty14
	-F_v2_d2,F_s_d2|p_aty3_i1_o17_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i1_o17_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i1_o17_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i1_o17_n18_fty14
	-T_s,F_s_d3|p_aty3_i1_o17_n0_fty19
	-T_v2,F_s_d3|p_aty3_i1_o17_n1_fty19
	-T_v3,F_s_d3|p_aty3_i1_o17_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i1_o17_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i1_o17_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i1_o17_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i1_o17_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i1_o17_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i1_o17_n8_fty19
	-F_s_d3,F_s_d3|p_aty3_i1_o17_n19_fty19
	-F_v2_d3,F_s_d3|p_aty3_i1_o17_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i1_o17_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i1_o17_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i1_o17_n23_fty19

 subtraction_norm |1_18
	-T_s,T_s|p_aty3_i1_o18_n0_fty0
	-T_v2,T_s|p_aty3_i1_o18_n1_fty0
	-T_v3,T_s|p_aty3_i1_o18_n2_fty0
	-T_m2x2,T_s|p_aty3_i1_o18_n3_fty0
	-T_m3x3,T_s|p_aty3_i1_o18_n4_fty0
	-T_m2x3,T_s|p_aty3_i1_o18_n5_fty0
	-T_m3x2,T_s|p_aty3_i1_o18_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i1_o18_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i1_o18_n8_fty0
	-F_s_d1,T_s|p_aty3_i1_o18_n9_fty0
	-F_v2_d1,T_s|p_aty3_i1_o18_n10_fty0
	-F_v3_d1,T_s|p_aty3_i1_o18_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i1_o18_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i1_o18_n13_fty0
	-F_s_d2,T_s|p_aty3_i1_o18_n14_fty0
	-F_v2_d2,T_s|p_aty3_i1_o18_n15_fty0
	-F_v3_d2,T_s|p_aty3_i1_o18_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i1_o18_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i1_o18_n18_fty0
	-F_s_d3,T_s|p_aty3_i1_o18_n19_fty0
	-F_v2_d3,T_s|p_aty3_i1_o18_n20_fty0
	-F_v3_d3,T_s|p_aty3_i1_o18_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i1_o18_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i1_o18_n23_fty0
	-T_s,F_s_d1|p_aty3_i1_o18_n0_fty9
	-T_v2,F_s_d1|p_aty3_i1_o18_n1_fty9
	-T_v3,F_s_d1|p_aty3_i1_o18_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i1_o18_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i1_o18_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i1_o18_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i1_o18_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i1_o18_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i1_o18_n8_fty9
	-F_s_d1,F_s_d1|p_aty3_i1_o18_n9_fty9
	-F_v2_d1,F_s_d1|p_aty3_i1_o18_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i1_o18_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i1_o18_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i1_o18_n13_fty9
	-T_s,F_s_d2|p_aty3_i1_o18_n0_fty14
	-T_v2,F_s_d2|p_aty3_i1_o18_n1_fty14
	-T_v3,F_s_d2|p_aty3_i1_o18_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i1_o18_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i1_o18_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i1_o18_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i1_o18_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i1_o18_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i1_o18_n8_fty14
	-F_s_d2,F_s_d2|p_aty3_i1_o18_n14_fty14
	-F_v2_d2,F_s_d2|p_aty3_i1_o18_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i1_o18_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i1_o18_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i1_o18_n18_fty14
	-T_s,F_s_d3|p_aty3_i1_o18_n0_fty19
	-T_v2,F_s_d3|p_aty3_i1_o18_n1_fty19
	-T_v3,F_s_d3|p_aty3_i1_o18_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i1_o18_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i1_o18_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i1_o18_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i1_o18_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i1_o18_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i1_o18_n8_fty19
	-F_s_d3,F_s_d3|p_aty3_i1_o18_n19_fty19
	-F_v2_d3,F_s_d3|p_aty3_i1_o18_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i1_o18_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i1_o18_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i1_o18_n23_fty19

 cross product_norm |1_19

 outer product_norm |1_20

 inner product_norm |1_21

 multiplication_norm |1_22
	-T_s,T_s|p_aty3_i1_o22_n0_fty0
	-T_v2,T_s|p_aty3_i1_o22_n1_fty0
	-T_v3,T_s|p_aty3_i1_o22_n2_fty0
	-T_m2x2,T_s|p_aty3_i1_o22_n3_fty0
	-T_m3x3,T_s|p_aty3_i1_o22_n4_fty0
	-T_m2x3,T_s|p_aty3_i1_o22_n5_fty0
	-T_m3x2,T_s|p_aty3_i1_o22_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i1_o22_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i1_o22_n8_fty0
	-F_s_d1,T_s|p_aty3_i1_o22_n9_fty0
	-F_v2_d1,T_s|p_aty3_i1_o22_n10_fty0
	-F_v3_d1,T_s|p_aty3_i1_o22_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i1_o22_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i1_o22_n13_fty0
	-F_s_d2,T_s|p_aty3_i1_o22_n14_fty0
	-F_v2_d2,T_s|p_aty3_i1_o22_n15_fty0
	-F_v3_d2,T_s|p_aty3_i1_o22_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i1_o22_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i1_o22_n18_fty0
	-F_s_d3,T_s|p_aty3_i1_o22_n19_fty0
	-F_v2_d3,T_s|p_aty3_i1_o22_n20_fty0
	-F_v3_d3,T_s|p_aty3_i1_o22_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i1_o22_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i1_o22_n23_fty0
	-T_s,T_v2|p_aty3_i1_o22_n0_fty1
	-T_v2,T_v2|p_aty3_i1_o22_n1_fty1
	-T_v3,T_v2|p_aty3_i1_o22_n2_fty1
	-T_m2x2,T_v2|p_aty3_i1_o22_n3_fty1
	-T_m3x3,T_v2|p_aty3_i1_o22_n4_fty1
	-T_m2x3,T_v2|p_aty3_i1_o22_n5_fty1
	-T_m3x2,T_v2|p_aty3_i1_o22_n6_fty1
	-T_t2x2x2,T_v2|p_aty3_i1_o22_n7_fty1
	-T_t3x3x3,T_v2|p_aty3_i1_o22_n8_fty1
	-F_s_d1,T_v2|p_aty3_i1_o22_n9_fty1
	-F_v2_d1,T_v2|p_aty3_i1_o22_n10_fty1
	-F_v3_d1,T_v2|p_aty3_i1_o22_n11_fty1
	-F_m2x2_d1,T_v2|p_aty3_i1_o22_n12_fty1
	-F_m3x3_d1,T_v2|p_aty3_i1_o22_n13_fty1
	-F_s_d2,T_v2|p_aty3_i1_o22_n14_fty1
	-F_v2_d2,T_v2|p_aty3_i1_o22_n15_fty1
	-F_v3_d2,T_v2|p_aty3_i1_o22_n16_fty1
	-F_m2x2_d2,T_v2|p_aty3_i1_o22_n17_fty1
	-F_m3x3_d2,T_v2|p_aty3_i1_o22_n18_fty1
	-F_s_d3,T_v2|p_aty3_i1_o22_n19_fty1
	-F_v2_d3,T_v2|p_aty3_i1_o22_n20_fty1
	-F_v3_d3,T_v2|p_aty3_i1_o22_n21_fty1
	-F_m2x2_d3,T_v2|p_aty3_i1_o22_n22_fty1
	-F_m3x3_d3,T_v2|p_aty3_i1_o22_n23_fty1
	-T_s,T_v3|p_aty3_i1_o22_n0_fty2
	-T_v2,T_v3|p_aty3_i1_o22_n1_fty2
	-T_v3,T_v3|p_aty3_i1_o22_n2_fty2
	-T_m2x2,T_v3|p_aty3_i1_o22_n3_fty2
	-T_m3x3,T_v3|p_aty3_i1_o22_n4_fty2
	-T_m2x3,T_v3|p_aty3_i1_o22_n5_fty2
	-T_m3x2,T_v3|p_aty3_i1_o22_n6_fty2
	-T_t2x2x2,T_v3|p_aty3_i1_o22_n7_fty2
	-T_t3x3x3,T_v3|p_aty3_i1_o22_n8_fty2
	-F_s_d1,T_v3|p_aty3_i1_o22_n9_fty2
	-F_v2_d1,T_v3|p_aty3_i1_o22_n10_fty2
	-F_v3_d1,T_v3|p_aty3_i1_o22_n11_fty2
	-F_m2x2_d1,T_v3|p_aty3_i1_o22_n12_fty2
	-F_m3x3_d1,T_v3|p_aty3_i1_o22_n13_fty2
	-F_s_d2,T_v3|p_aty3_i1_o22_n14_fty2
	-F_v2_d2,T_v3|p_aty3_i1_o22_n15_fty2
	-F_v3_d2,T_v3|p_aty3_i1_o22_n16_fty2
	-F_m2x2_d2,T_v3|p_aty3_i1_o22_n17_fty2
	-F_m3x3_d2,T_v3|p_aty3_i1_o22_n18_fty2
	-F_s_d3,T_v3|p_aty3_i1_o22_n19_fty2
	-F_v2_d3,T_v3|p_aty3_i1_o22_n20_fty2
	-F_v3_d3,T_v3|p_aty3_i1_o22_n21_fty2
	-F_m2x2_d3,T_v3|p_aty3_i1_o22_n22_fty2
	-F_m3x3_d3,T_v3|p_aty3_i1_o22_n23_fty2
	-T_s,T_m2x2|p_aty3_i1_o22_n0_fty3
	-T_v2,T_m2x2|p_aty3_i1_o22_n1_fty3
	-T_v3,T_m2x2|p_aty3_i1_o22_n2_fty3
	-T_m2x2,T_m2x2|p_aty3_i1_o22_n3_fty3
	-T_m3x3,T_m2x2|p_aty3_i1_o22_n4_fty3
	-T_m2x3,T_m2x2|p_aty3_i1_o22_n5_fty3
	-T_m3x2,T_m2x2|p_aty3_i1_o22_n6_fty3
	-T_t2x2x2,T_m2x2|p_aty3_i1_o22_n7_fty3
	-T_t3x3x3,T_m2x2|p_aty3_i1_o22_n8_fty3
	-F_s_d1,T_m2x2|p_aty3_i1_o22_n9_fty3
	-F_v2_d1,T_m2x2|p_aty3_i1_o22_n10_fty3
	-F_v3_d1,T_m2x2|p_aty3_i1_o22_n11_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i1_o22_n12_fty3
	-F_m3x3_d1,T_m2x2|p_aty3_i1_o22_n13_fty3
	-F_s_d2,T_m2x2|p_aty3_i1_o22_n14_fty3
	-F_v2_d2,T_m2x2|p_aty3_i1_o22_n15_fty3
	-F_v3_d2,T_m2x2|p_aty3_i1_o22_n16_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i1_o22_n17_fty3
	-F_m3x3_d2,T_m2x2|p_aty3_i1_o22_n18_fty3
	-F_s_d3,T_m2x2|p_aty3_i1_o22_n19_fty3
	-F_v2_d3,T_m2x2|p_aty3_i1_o22_n20_fty3
	-F_v3_d3,T_m2x2|p_aty3_i1_o22_n21_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i1_o22_n22_fty3
	-F_m3x3_d3,T_m2x2|p_aty3_i1_o22_n23_fty3
	-T_s,T_m3x3|p_aty3_i1_o22_n0_fty4
	-T_v2,T_m3x3|p_aty3_i1_o22_n1_fty4
	-T_v3,T_m3x3|p_aty3_i1_o22_n2_fty4
	-T_m2x2,T_m3x3|p_aty3_i1_o22_n3_fty4
	-T_m3x3,T_m3x3|p_aty3_i1_o22_n4_fty4
	-T_m2x3,T_m3x3|p_aty3_i1_o22_n5_fty4
	-T_m3x2,T_m3x3|p_aty3_i1_o22_n6_fty4
	-T_t2x2x2,T_m3x3|p_aty3_i1_o22_n7_fty4
	-T_t3x3x3,T_m3x3|p_aty3_i1_o22_n8_fty4
	-F_s_d1,T_m3x3|p_aty3_i1_o22_n9_fty4
	-F_v2_d1,T_m3x3|p_aty3_i1_o22_n10_fty4
	-F_v3_d1,T_m3x3|p_aty3_i1_o22_n11_fty4
	-F_m2x2_d1,T_m3x3|p_aty3_i1_o22_n12_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i1_o22_n13_fty4
	-F_s_d2,T_m3x3|p_aty3_i1_o22_n14_fty4
	-F_v2_d2,T_m3x3|p_aty3_i1_o22_n15_fty4
	-F_v3_d2,T_m3x3|p_aty3_i1_o22_n16_fty4
	-F_m2x2_d2,T_m3x3|p_aty3_i1_o22_n17_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i1_o22_n18_fty4
	-F_s_d3,T_m3x3|p_aty3_i1_o22_n19_fty4
	-F_v2_d3,T_m3x3|p_aty3_i1_o22_n20_fty4
	-F_v3_d3,T_m3x3|p_aty3_i1_o22_n21_fty4
	-F_m2x2_d3,T_m3x3|p_aty3_i1_o22_n22_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i1_o22_n23_fty4
	-T_s,T_m2x3|p_aty3_i1_o22_n0_fty5
	-T_v2,T_m2x3|p_aty3_i1_o22_n1_fty5
	-T_v3,T_m2x3|p_aty3_i1_o22_n2_fty5
	-T_m2x2,T_m2x3|p_aty3_i1_o22_n3_fty5
	-T_m3x3,T_m2x3|p_aty3_i1_o22_n4_fty5
	-T_m2x3,T_m2x3|p_aty3_i1_o22_n5_fty5
	-T_m3x2,T_m2x3|p_aty3_i1_o22_n6_fty5
	-T_t2x2x2,T_m2x3|p_aty3_i1_o22_n7_fty5
	-T_t3x3x3,T_m2x3|p_aty3_i1_o22_n8_fty5
	-F_s_d1,T_m2x3|p_aty3_i1_o22_n9_fty5
	-F_v2_d1,T_m2x3|p_aty3_i1_o22_n10_fty5
	-F_v3_d1,T_m2x3|p_aty3_i1_o22_n11_fty5
	-F_m2x2_d1,T_m2x3|p_aty3_i1_o22_n12_fty5
	-F_m3x3_d1,T_m2x3|p_aty3_i1_o22_n13_fty5
	-F_s_d2,T_m2x3|p_aty3_i1_o22_n14_fty5
	-F_v2_d2,T_m2x3|p_aty3_i1_o22_n15_fty5
	-F_v3_d2,T_m2x3|p_aty3_i1_o22_n16_fty5
	-F_m2x2_d2,T_m2x3|p_aty3_i1_o22_n17_fty5
	-F_m3x3_d2,T_m2x3|p_aty3_i1_o22_n18_fty5
	-F_s_d3,T_m2x3|p_aty3_i1_o22_n19_fty5
	-F_v2_d3,T_m2x3|p_aty3_i1_o22_n20_fty5
	-F_v3_d3,T_m2x3|p_aty3_i1_o22_n21_fty5
	-F_m2x2_d3,T_m2x3|p_aty3_i1_o22_n22_fty5
	-F_m3x3_d3,T_m2x3|p_aty3_i1_o22_n23_fty5
	-T_s,T_m3x2|p_aty3_i1_o22_n0_fty6
	-T_v2,T_m3x2|p_aty3_i1_o22_n1_fty6
	-T_v3,T_m3x2|p_aty3_i1_o22_n2_fty6
	-T_m2x2,T_m3x2|p_aty3_i1_o22_n3_fty6
	-T_m3x3,T_m3x2|p_aty3_i1_o22_n4_fty6
	-T_m2x3,T_m3x2|p_aty3_i1_o22_n5_fty6
	-T_m3x2,T_m3x2|p_aty3_i1_o22_n6_fty6
	-T_t2x2x2,T_m3x2|p_aty3_i1_o22_n7_fty6
	-T_t3x3x3,T_m3x2|p_aty3_i1_o22_n8_fty6
	-F_s_d1,T_m3x2|p_aty3_i1_o22_n9_fty6
	-F_v2_d1,T_m3x2|p_aty3_i1_o22_n10_fty6
	-F_v3_d1,T_m3x2|p_aty3_i1_o22_n11_fty6
	-F_m2x2_d1,T_m3x2|p_aty3_i1_o22_n12_fty6
	-F_m3x3_d1,T_m3x2|p_aty3_i1_o22_n13_fty6
	-F_s_d2,T_m3x2|p_aty3_i1_o22_n14_fty6
	-F_v2_d2,T_m3x2|p_aty3_i1_o22_n15_fty6
	-F_v3_d2,T_m3x2|p_aty3_i1_o22_n16_fty6
	-F_m2x2_d2,T_m3x2|p_aty3_i1_o22_n17_fty6
	-F_m3x3_d2,T_m3x2|p_aty3_i1_o22_n18_fty6
	-F_s_d3,T_m3x2|p_aty3_i1_o22_n19_fty6
	-F_v2_d3,T_m3x2|p_aty3_i1_o22_n20_fty6
	-F_v3_d3,T_m3x2|p_aty3_i1_o22_n21_fty6
	-F_m2x2_d3,T_m3x2|p_aty3_i1_o22_n22_fty6
	-F_m3x3_d3,T_m3x2|p_aty3_i1_o22_n23_fty6
	-T_s,T_t2x2x2|p_aty3_i1_o22_n0_fty7
	-T_v2,T_t2x2x2|p_aty3_i1_o22_n1_fty7
	-T_v3,T_t2x2x2|p_aty3_i1_o22_n2_fty7
	-T_m2x2,T_t2x2x2|p_aty3_i1_o22_n3_fty7
	-T_m3x3,T_t2x2x2|p_aty3_i1_o22_n4_fty7
	-T_m2x3,T_t2x2x2|p_aty3_i1_o22_n5_fty7
	-T_m3x2,T_t2x2x2|p_aty3_i1_o22_n6_fty7
	-T_t2x2x2,T_t2x2x2|p_aty3_i1_o22_n7_fty7
	-T_t3x3x3,T_t2x2x2|p_aty3_i1_o22_n8_fty7
	-F_s_d1,T_t2x2x2|p_aty3_i1_o22_n9_fty7
	-F_v2_d1,T_t2x2x2|p_aty3_i1_o22_n10_fty7
	-F_v3_d1,T_t2x2x2|p_aty3_i1_o22_n11_fty7
	-F_m2x2_d1,T_t2x2x2|p_aty3_i1_o22_n12_fty7
	-F_m3x3_d1,T_t2x2x2|p_aty3_i1_o22_n13_fty7
	-F_s_d2,T_t2x2x2|p_aty3_i1_o22_n14_fty7
	-F_v2_d2,T_t2x2x2|p_aty3_i1_o22_n15_fty7
	-F_v3_d2,T_t2x2x2|p_aty3_i1_o22_n16_fty7
	-F_m2x2_d2,T_t2x2x2|p_aty3_i1_o22_n17_fty7
	-F_m3x3_d2,T_t2x2x2|p_aty3_i1_o22_n18_fty7
	-F_s_d3,T_t2x2x2|p_aty3_i1_o22_n19_fty7
	-F_v2_d3,T_t2x2x2|p_aty3_i1_o22_n20_fty7
	-F_v3_d3,T_t2x2x2|p_aty3_i1_o22_n21_fty7
	-F_m2x2_d3,T_t2x2x2|p_aty3_i1_o22_n22_fty7
	-F_m3x3_d3,T_t2x2x2|p_aty3_i1_o22_n23_fty7
	-T_s,T_t3x3x3|p_aty3_i1_o22_n0_fty8
	-T_v2,T_t3x3x3|p_aty3_i1_o22_n1_fty8
	-T_v3,T_t3x3x3|p_aty3_i1_o22_n2_fty8
	-T_m2x2,T_t3x3x3|p_aty3_i1_o22_n3_fty8
	-T_m3x3,T_t3x3x3|p_aty3_i1_o22_n4_fty8
	-T_m2x3,T_t3x3x3|p_aty3_i1_o22_n5_fty8
	-T_m3x2,T_t3x3x3|p_aty3_i1_o22_n6_fty8
	-T_t2x2x2,T_t3x3x3|p_aty3_i1_o22_n7_fty8
	-T_t3x3x3,T_t3x3x3|p_aty3_i1_o22_n8_fty8
	-F_s_d1,T_t3x3x3|p_aty3_i1_o22_n9_fty8
	-F_v2_d1,T_t3x3x3|p_aty3_i1_o22_n10_fty8
	-F_v3_d1,T_t3x3x3|p_aty3_i1_o22_n11_fty8
	-F_m2x2_d1,T_t3x3x3|p_aty3_i1_o22_n12_fty8
	-F_m3x3_d1,T_t3x3x3|p_aty3_i1_o22_n13_fty8
	-F_s_d2,T_t3x3x3|p_aty3_i1_o22_n14_fty8
	-F_v2_d2,T_t3x3x3|p_aty3_i1_o22_n15_fty8
	-F_v3_d2,T_t3x3x3|p_aty3_i1_o22_n16_fty8
	-F_m2x2_d2,T_t3x3x3|p_aty3_i1_o22_n17_fty8
	-F_m3x3_d2,T_t3x3x3|p_aty3_i1_o22_n18_fty8
	-F_s_d3,T_t3x3x3|p_aty3_i1_o22_n19_fty8
	-F_v2_d3,T_t3x3x3|p_aty3_i1_o22_n20_fty8
	-F_v3_d3,T_t3x3x3|p_aty3_i1_o22_n21_fty8
	-F_m2x2_d3,T_t3x3x3|p_aty3_i1_o22_n22_fty8
	-F_m3x3_d3,T_t3x3x3|p_aty3_i1_o22_n23_fty8
	-T_s,F_s_d1|p_aty3_i1_o22_n0_fty9
	-T_v2,F_s_d1|p_aty3_i1_o22_n1_fty9
	-T_v3,F_s_d1|p_aty3_i1_o22_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i1_o22_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i1_o22_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i1_o22_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i1_o22_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i1_o22_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i1_o22_n8_fty9
	-F_s_d1,F_s_d1|p_aty3_i1_o22_n9_fty9
	-F_v2_d1,F_s_d1|p_aty3_i1_o22_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i1_o22_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i1_o22_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i1_o22_n13_fty9
	-T_s,F_v2_d1|p_aty3_i1_o22_n0_fty10
	-T_v2,F_v2_d1|p_aty3_i1_o22_n1_fty10
	-T_v3,F_v2_d1|p_aty3_i1_o22_n2_fty10
	-T_m2x2,F_v2_d1|p_aty3_i1_o22_n3_fty10
	-T_m3x3,F_v2_d1|p_aty3_i1_o22_n4_fty10
	-T_m2x3,F_v2_d1|p_aty3_i1_o22_n5_fty10
	-T_m3x2,F_v2_d1|p_aty3_i1_o22_n6_fty10
	-T_t2x2x2,F_v2_d1|p_aty3_i1_o22_n7_fty10
	-T_t3x3x3,F_v2_d1|p_aty3_i1_o22_n8_fty10
	-F_s_d1,F_v2_d1|p_aty3_i1_o22_n9_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i1_o22_n10_fty10
	-F_v3_d1,F_v2_d1|p_aty3_i1_o22_n11_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i1_o22_n12_fty10
	-F_m3x3_d1,F_v2_d1|p_aty3_i1_o22_n13_fty10
	-T_s,F_v3_d1|p_aty3_i1_o22_n0_fty11
	-T_v2,F_v3_d1|p_aty3_i1_o22_n1_fty11
	-T_v3,F_v3_d1|p_aty3_i1_o22_n2_fty11
	-T_m2x2,F_v3_d1|p_aty3_i1_o22_n3_fty11
	-T_m3x3,F_v3_d1|p_aty3_i1_o22_n4_fty11
	-T_m2x3,F_v3_d1|p_aty3_i1_o22_n5_fty11
	-T_m3x2,F_v3_d1|p_aty3_i1_o22_n6_fty11
	-T_t2x2x2,F_v3_d1|p_aty3_i1_o22_n7_fty11
	-T_t3x3x3,F_v3_d1|p_aty3_i1_o22_n8_fty11
	-F_s_d1,F_v3_d1|p_aty3_i1_o22_n9_fty11
	-F_v2_d1,F_v3_d1|p_aty3_i1_o22_n10_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i1_o22_n11_fty11
	-F_m2x2_d1,F_v3_d1|p_aty3_i1_o22_n12_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i1_o22_n13_fty11
	-T_s,F_m2x2_d1|p_aty3_i1_o22_n0_fty12
	-T_v2,F_m2x2_d1|p_aty3_i1_o22_n1_fty12
	-T_v3,F_m2x2_d1|p_aty3_i1_o22_n2_fty12
	-T_m2x2,F_m2x2_d1|p_aty3_i1_o22_n3_fty12
	-T_m3x3,F_m2x2_d1|p_aty3_i1_o22_n4_fty12
	-T_m2x3,F_m2x2_d1|p_aty3_i1_o22_n5_fty12
	-T_m3x2,F_m2x2_d1|p_aty3_i1_o22_n6_fty12
	-T_t2x2x2,F_m2x2_d1|p_aty3_i1_o22_n7_fty12
	-T_t3x3x3,F_m2x2_d1|p_aty3_i1_o22_n8_fty12
	-F_s_d1,F_m2x2_d1|p_aty3_i1_o22_n9_fty12
	-F_v2_d1,F_m2x2_d1|p_aty3_i1_o22_n10_fty12
	-F_v3_d1,F_m2x2_d1|p_aty3_i1_o22_n11_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i1_o22_n12_fty12
	-F_m3x3_d1,F_m2x2_d1|p_aty3_i1_o22_n13_fty12
	-T_s,F_m3x3_d1|p_aty3_i1_o22_n0_fty13
	-T_v2,F_m3x3_d1|p_aty3_i1_o22_n1_fty13
	-T_v3,F_m3x3_d1|p_aty3_i1_o22_n2_fty13
	-T_m2x2,F_m3x3_d1|p_aty3_i1_o22_n3_fty13
	-T_m3x3,F_m3x3_d1|p_aty3_i1_o22_n4_fty13
	-T_m2x3,F_m3x3_d1|p_aty3_i1_o22_n5_fty13
	-T_m3x2,F_m3x3_d1|p_aty3_i1_o22_n6_fty13
	-T_t2x2x2,F_m3x3_d1|p_aty3_i1_o22_n7_fty13
	-T_t3x3x3,F_m3x3_d1|p_aty3_i1_o22_n8_fty13
	-F_s_d1,F_m3x3_d1|p_aty3_i1_o22_n9_fty13
	-F_v2_d1,F_m3x3_d1|p_aty3_i1_o22_n10_fty13
	-F_v3_d1,F_m3x3_d1|p_aty3_i1_o22_n11_fty13
	-F_m2x2_d1,F_m3x3_d1|p_aty3_i1_o22_n12_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i1_o22_n13_fty13
	-T_s,F_s_d2|p_aty3_i1_o22_n0_fty14
	-T_v2,F_s_d2|p_aty3_i1_o22_n1_fty14
	-T_v3,F_s_d2|p_aty3_i1_o22_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i1_o22_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i1_o22_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i1_o22_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i1_o22_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i1_o22_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i1_o22_n8_fty14
	-F_s_d2,F_s_d2|p_aty3_i1_o22_n14_fty14
	-F_v2_d2,F_s_d2|p_aty3_i1_o22_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i1_o22_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i1_o22_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i1_o22_n18_fty14
	-T_s,F_v2_d2|p_aty3_i1_o22_n0_fty15
	-T_v2,F_v2_d2|p_aty3_i1_o22_n1_fty15
	-T_v3,F_v2_d2|p_aty3_i1_o22_n2_fty15
	-T_m2x2,F_v2_d2|p_aty3_i1_o22_n3_fty15
	-T_m3x3,F_v2_d2|p_aty3_i1_o22_n4_fty15
	-T_m2x3,F_v2_d2|p_aty3_i1_o22_n5_fty15
	-T_m3x2,F_v2_d2|p_aty3_i1_o22_n6_fty15
	-T_t2x2x2,F_v2_d2|p_aty3_i1_o22_n7_fty15
	-T_t3x3x3,F_v2_d2|p_aty3_i1_o22_n8_fty15
	-F_s_d2,F_v2_d2|p_aty3_i1_o22_n14_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i1_o22_n15_fty15
	-F_v3_d2,F_v2_d2|p_aty3_i1_o22_n16_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i1_o22_n17_fty15
	-F_m3x3_d2,F_v2_d2|p_aty3_i1_o22_n18_fty15
	-T_s,F_v3_d2|p_aty3_i1_o22_n0_fty16
	-T_v2,F_v3_d2|p_aty3_i1_o22_n1_fty16
	-T_v3,F_v3_d2|p_aty3_i1_o22_n2_fty16
	-T_m2x2,F_v3_d2|p_aty3_i1_o22_n3_fty16
	-T_m3x3,F_v3_d2|p_aty3_i1_o22_n4_fty16
	-T_m2x3,F_v3_d2|p_aty3_i1_o22_n5_fty16
	-T_m3x2,F_v3_d2|p_aty3_i1_o22_n6_fty16
	-T_t2x2x2,F_v3_d2|p_aty3_i1_o22_n7_fty16
	-T_t3x3x3,F_v3_d2|p_aty3_i1_o22_n8_fty16
	-F_s_d2,F_v3_d2|p_aty3_i1_o22_n14_fty16
	-F_v2_d2,F_v3_d2|p_aty3_i1_o22_n15_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i1_o22_n16_fty16
	-F_m2x2_d2,F_v3_d2|p_aty3_i1_o22_n17_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i1_o22_n18_fty16
	-T_s,F_m2x2_d2|p_aty3_i1_o22_n0_fty17
	-T_v2,F_m2x2_d2|p_aty3_i1_o22_n1_fty17
	-T_v3,F_m2x2_d2|p_aty3_i1_o22_n2_fty17
	-T_m2x2,F_m2x2_d2|p_aty3_i1_o22_n3_fty17
	-T_m3x3,F_m2x2_d2|p_aty3_i1_o22_n4_fty17
	-T_m2x3,F_m2x2_d2|p_aty3_i1_o22_n5_fty17
	-T_m3x2,F_m2x2_d2|p_aty3_i1_o22_n6_fty17
	-T_t2x2x2,F_m2x2_d2|p_aty3_i1_o22_n7_fty17
	-T_t3x3x3,F_m2x2_d2|p_aty3_i1_o22_n8_fty17
	-F_s_d2,F_m2x2_d2|p_aty3_i1_o22_n14_fty17
	-F_v2_d2,F_m2x2_d2|p_aty3_i1_o22_n15_fty17
	-F_v3_d2,F_m2x2_d2|p_aty3_i1_o22_n16_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i1_o22_n17_fty17
	-F_m3x3_d2,F_m2x2_d2|p_aty3_i1_o22_n18_fty17
	-T_s,F_m3x3_d2|p_aty3_i1_o22_n0_fty18
	-T_v2,F_m3x3_d2|p_aty3_i1_o22_n1_fty18
	-T_v3,F_m3x3_d2|p_aty3_i1_o22_n2_fty18
	-T_m2x2,F_m3x3_d2|p_aty3_i1_o22_n3_fty18
	-T_m3x3,F_m3x3_d2|p_aty3_i1_o22_n4_fty18
	-T_m2x3,F_m3x3_d2|p_aty3_i1_o22_n5_fty18
	-T_m3x2,F_m3x3_d2|p_aty3_i1_o22_n6_fty18
	-T_t2x2x2,F_m3x3_d2|p_aty3_i1_o22_n7_fty18
	-T_t3x3x3,F_m3x3_d2|p_aty3_i1_o22_n8_fty18
	-F_s_d2,F_m3x3_d2|p_aty3_i1_o22_n14_fty18
	-F_v2_d2,F_m3x3_d2|p_aty3_i1_o22_n15_fty18
	-F_v3_d2,F_m3x3_d2|p_aty3_i1_o22_n16_fty18
	-F_m2x2_d2,F_m3x3_d2|p_aty3_i1_o22_n17_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i1_o22_n18_fty18
	-T_s,F_s_d3|p_aty3_i1_o22_n0_fty19
	-T_v2,F_s_d3|p_aty3_i1_o22_n1_fty19
	-T_v3,F_s_d3|p_aty3_i1_o22_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i1_o22_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i1_o22_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i1_o22_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i1_o22_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i1_o22_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i1_o22_n8_fty19
	-F_s_d3,F_s_d3|p_aty3_i1_o22_n19_fty19
	-F_v2_d3,F_s_d3|p_aty3_i1_o22_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i1_o22_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i1_o22_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i1_o22_n23_fty19
	-T_s,F_v2_d3|p_aty3_i1_o22_n0_fty20
	-T_v2,F_v2_d3|p_aty3_i1_o22_n1_fty20
	-T_v3,F_v2_d3|p_aty3_i1_o22_n2_fty20
	-T_m2x2,F_v2_d3|p_aty3_i1_o22_n3_fty20
	-T_m3x3,F_v2_d3|p_aty3_i1_o22_n4_fty20
	-T_m2x3,F_v2_d3|p_aty3_i1_o22_n5_fty20
	-T_m3x2,F_v2_d3|p_aty3_i1_o22_n6_fty20
	-T_t2x2x2,F_v2_d3|p_aty3_i1_o22_n7_fty20
	-T_t3x3x3,F_v2_d3|p_aty3_i1_o22_n8_fty20
	-F_s_d3,F_v2_d3|p_aty3_i1_o22_n19_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i1_o22_n20_fty20
	-F_v3_d3,F_v2_d3|p_aty3_i1_o22_n21_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i1_o22_n22_fty20
	-F_m3x3_d3,F_v2_d3|p_aty3_i1_o22_n23_fty20
	-T_s,F_v3_d3|p_aty3_i1_o22_n0_fty21
	-T_v2,F_v3_d3|p_aty3_i1_o22_n1_fty21
	-T_v3,F_v3_d3|p_aty3_i1_o22_n2_fty21
	-T_m2x2,F_v3_d3|p_aty3_i1_o22_n3_fty21
	-T_m3x3,F_v3_d3|p_aty3_i1_o22_n4_fty21
	-T_m2x3,F_v3_d3|p_aty3_i1_o22_n5_fty21
	-T_m3x2,F_v3_d3|p_aty3_i1_o22_n6_fty21
	-T_t2x2x2,F_v3_d3|p_aty3_i1_o22_n7_fty21
	-T_t3x3x3,F_v3_d3|p_aty3_i1_o22_n8_fty21
	-F_s_d3,F_v3_d3|p_aty3_i1_o22_n19_fty21
	-F_v2_d3,F_v3_d3|p_aty3_i1_o22_n20_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i1_o22_n21_fty21
	-F_m2x2_d3,F_v3_d3|p_aty3_i1_o22_n22_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i1_o22_n23_fty21
	-T_s,F_m2x2_d3|p_aty3_i1_o22_n0_fty22
	-T_v2,F_m2x2_d3|p_aty3_i1_o22_n1_fty22
	-T_v3,F_m2x2_d3|p_aty3_i1_o22_n2_fty22
	-T_m2x2,F_m2x2_d3|p_aty3_i1_o22_n3_fty22
	-T_m3x3,F_m2x2_d3|p_aty3_i1_o22_n4_fty22
	-T_m2x3,F_m2x2_d3|p_aty3_i1_o22_n5_fty22
	-T_m3x2,F_m2x2_d3|p_aty3_i1_o22_n6_fty22
	-T_t2x2x2,F_m2x2_d3|p_aty3_i1_o22_n7_fty22
	-T_t3x3x3,F_m2x2_d3|p_aty3_i1_o22_n8_fty22
	-F_s_d3,F_m2x2_d3|p_aty3_i1_o22_n19_fty22
	-F_v2_d3,F_m2x2_d3|p_aty3_i1_o22_n20_fty22
	-F_v3_d3,F_m2x2_d3|p_aty3_i1_o22_n21_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i1_o22_n22_fty22
	-F_m3x3_d3,F_m2x2_d3|p_aty3_i1_o22_n23_fty22
	-T_s,F_m3x3_d3|p_aty3_i1_o22_n0_fty23
	-T_v2,F_m3x3_d3|p_aty3_i1_o22_n1_fty23
	-T_v3,F_m3x3_d3|p_aty3_i1_o22_n2_fty23
	-T_m2x2,F_m3x3_d3|p_aty3_i1_o22_n3_fty23
	-T_m3x3,F_m3x3_d3|p_aty3_i1_o22_n4_fty23
	-T_m2x3,F_m3x3_d3|p_aty3_i1_o22_n5_fty23
	-T_m3x2,F_m3x3_d3|p_aty3_i1_o22_n6_fty23
	-T_t2x2x2,F_m3x3_d3|p_aty3_i1_o22_n7_fty23
	-T_t3x3x3,F_m3x3_d3|p_aty3_i1_o22_n8_fty23
	-F_s_d3,F_m3x3_d3|p_aty3_i1_o22_n19_fty23
	-F_v2_d3,F_m3x3_d3|p_aty3_i1_o22_n20_fty23
	-F_v3_d3,F_m3x3_d3|p_aty3_i1_o22_n21_fty23
	-F_m2x2_d3,F_m3x3_d3|p_aty3_i1_o22_n22_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i1_o22_n23_fty23

 division_norm |1_23
	-T_s,T_s|p_aty3_i1_o23_n0_fty0
	-T_v2,T_s|p_aty3_i1_o23_n1_fty0
	-T_v3,T_s|p_aty3_i1_o23_n2_fty0
	-T_m2x2,T_s|p_aty3_i1_o23_n3_fty0
	-T_m3x3,T_s|p_aty3_i1_o23_n4_fty0
	-T_m2x3,T_s|p_aty3_i1_o23_n5_fty0
	-T_m3x2,T_s|p_aty3_i1_o23_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i1_o23_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i1_o23_n8_fty0
	-F_s_d1,T_s|p_aty3_i1_o23_n9_fty0
	-F_v2_d1,T_s|p_aty3_i1_o23_n10_fty0
	-F_v3_d1,T_s|p_aty3_i1_o23_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i1_o23_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i1_o23_n13_fty0
	-F_s_d2,T_s|p_aty3_i1_o23_n14_fty0
	-F_v2_d2,T_s|p_aty3_i1_o23_n15_fty0
	-F_v3_d2,T_s|p_aty3_i1_o23_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i1_o23_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i1_o23_n18_fty0
	-F_s_d3,T_s|p_aty3_i1_o23_n19_fty0
	-F_v2_d3,T_s|p_aty3_i1_o23_n20_fty0
	-F_v3_d3,T_s|p_aty3_i1_o23_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i1_o23_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i1_o23_n23_fty0
	-T_s,F_s_d1|p_aty3_i1_o23_n0_fty9
	-T_v2,F_s_d1|p_aty3_i1_o23_n1_fty9
	-T_v3,F_s_d1|p_aty3_i1_o23_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i1_o23_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i1_o23_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i1_o23_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i1_o23_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i1_o23_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i1_o23_n8_fty9
	-F_s_d1,F_s_d1|p_aty3_i1_o23_n9_fty9
	-F_v2_d1,F_s_d1|p_aty3_i1_o23_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i1_o23_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i1_o23_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i1_o23_n13_fty9
	-T_s,F_s_d2|p_aty3_i1_o23_n0_fty14
	-T_v2,F_s_d2|p_aty3_i1_o23_n1_fty14
	-T_v3,F_s_d2|p_aty3_i1_o23_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i1_o23_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i1_o23_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i1_o23_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i1_o23_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i1_o23_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i1_o23_n8_fty14
	-F_s_d2,F_s_d2|p_aty3_i1_o23_n14_fty14
	-F_v2_d2,F_s_d2|p_aty3_i1_o23_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i1_o23_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i1_o23_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i1_o23_n18_fty14
	-T_s,F_s_d3|p_aty3_i1_o23_n0_fty19
	-T_v2,F_s_d3|p_aty3_i1_o23_n1_fty19
	-T_v3,F_s_d3|p_aty3_i1_o23_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i1_o23_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i1_o23_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i1_o23_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i1_o23_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i1_o23_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i1_o23_n8_fty19
	-F_s_d3,F_s_d3|p_aty3_i1_o23_n19_fty19
	-F_v2_d3,F_s_d3|p_aty3_i1_o23_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i1_o23_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i1_o23_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i1_o23_n23_fty19

 modulate_norm |1_24

 op_doubledot_norm |1_25

 inverse_norm |1_26

 cosine_norm |1_27
	-F_s_d1|p_aty3_i1_o27_n9
	-F_v2_d1|p_aty3_i1_o27_n10
	-F_v3_d1|p_aty3_i1_o27_n11
	-F_m2x2_d1|p_aty3_i1_o27_n12
	-F_m3x3_d1|p_aty3_i1_o27_n13
	-F_s_d2|p_aty3_i1_o27_n14
	-F_v2_d2|p_aty3_i1_o27_n15
	-F_v3_d2|p_aty3_i1_o27_n16
	-F_m2x2_d2|p_aty3_i1_o27_n17
	-F_m3x3_d2|p_aty3_i1_o27_n18
	-F_s_d3|p_aty3_i1_o27_n19
	-F_v2_d3|p_aty3_i1_o27_n20
	-F_v3_d3|p_aty3_i1_o27_n21
	-F_m2x2_d3|p_aty3_i1_o27_n22
	-F_m3x3_d3|p_aty3_i1_o27_n23

 sine_norm |1_28
	-F_s_d1|p_aty3_i1_o28_n9
	-F_v2_d1|p_aty3_i1_o28_n10
	-F_v3_d1|p_aty3_i1_o28_n11
	-F_m2x2_d1|p_aty3_i1_o28_n12
	-F_m3x3_d1|p_aty3_i1_o28_n13
	-F_s_d2|p_aty3_i1_o28_n14
	-F_v2_d2|p_aty3_i1_o28_n15
	-F_v3_d2|p_aty3_i1_o28_n16
	-F_m2x2_d2|p_aty3_i1_o28_n17
	-F_m3x3_d2|p_aty3_i1_o28_n18
	-F_s_d3|p_aty3_i1_o28_n19
	-F_v2_d3|p_aty3_i1_o28_n20
	-F_v3_d3|p_aty3_i1_o28_n21
	-F_m2x2_d3|p_aty3_i1_o28_n22
	-F_m3x3_d3|p_aty3_i1_o28_n23

 arctangent_norm |1_29
	-F_s_d1|p_aty3_i1_o29_n9
	-F_v2_d1|p_aty3_i1_o29_n10
	-F_v3_d1|p_aty3_i1_o29_n11
	-F_m2x2_d1|p_aty3_i1_o29_n12
	-F_m3x3_d1|p_aty3_i1_o29_n13
	-F_s_d2|p_aty3_i1_o29_n14
	-F_v2_d2|p_aty3_i1_o29_n15
	-F_v3_d2|p_aty3_i1_o29_n16
	-F_m2x2_d2|p_aty3_i1_o29_n17
	-F_m3x3_d2|p_aty3_i1_o29_n18
	-F_s_d3|p_aty3_i1_o29_n19
	-F_v2_d3|p_aty3_i1_o29_n20
	-F_v3_d3|p_aty3_i1_o29_n21
	-F_m2x2_d3|p_aty3_i1_o29_n22
	-F_m3x3_d3|p_aty3_i1_o29_n23

 tangent_norm |1_30
	-F_s_d1|p_aty3_i1_o30_n9
	-F_v2_d1|p_aty3_i1_o30_n10
	-F_v3_d1|p_aty3_i1_o30_n11
	-F_m2x2_d1|p_aty3_i1_o30_n12
	-F_m3x3_d1|p_aty3_i1_o30_n13
	-F_s_d2|p_aty3_i1_o30_n14
	-F_v2_d2|p_aty3_i1_o30_n15
	-F_v3_d2|p_aty3_i1_o30_n16
	-F_m2x2_d2|p_aty3_i1_o30_n17
	-F_m3x3_d2|p_aty3_i1_o30_n18
	-F_s_d3|p_aty3_i1_o30_n19
	-F_v2_d3|p_aty3_i1_o30_n20
	-F_v3_d3|p_aty3_i1_o30_n21
	-F_m2x2_d3|p_aty3_i1_o30_n22
	-F_m3x3_d3|p_aty3_i1_o30_n23

 arccosine_norm |1_31
	-F_s_d1|p_aty3_i1_o31_n9
	-F_v2_d1|p_aty3_i1_o31_n10
	-F_v3_d1|p_aty3_i1_o31_n11
	-F_m2x2_d1|p_aty3_i1_o31_n12
	-F_m3x3_d1|p_aty3_i1_o31_n13
	-F_s_d2|p_aty3_i1_o31_n14
	-F_v2_d2|p_aty3_i1_o31_n15
	-F_v3_d2|p_aty3_i1_o31_n16
	-F_m2x2_d2|p_aty3_i1_o31_n17
	-F_m3x3_d2|p_aty3_i1_o31_n18
	-F_s_d3|p_aty3_i1_o31_n19
	-F_v2_d3|p_aty3_i1_o31_n20
	-F_v3_d3|p_aty3_i1_o31_n21
	-F_m2x2_d3|p_aty3_i1_o31_n22
	-F_m3x3_d3|p_aty3_i1_o31_n23

 arcsine_norm |1_32
	-F_s_d1|p_aty3_i1_o32_n9
	-F_v2_d1|p_aty3_i1_o32_n10
	-F_v3_d1|p_aty3_i1_o32_n11
	-F_m2x2_d1|p_aty3_i1_o32_n12
	-F_m3x3_d1|p_aty3_i1_o32_n13
	-F_s_d2|p_aty3_i1_o32_n14
	-F_v2_d2|p_aty3_i1_o32_n15
	-F_v3_d2|p_aty3_i1_o32_n16
	-F_m2x2_d2|p_aty3_i1_o32_n17
	-F_m3x3_d2|p_aty3_i1_o32_n18
	-F_s_d3|p_aty3_i1_o32_n19
	-F_v2_d3|p_aty3_i1_o32_n20
	-F_v3_d3|p_aty3_i1_o32_n21
	-F_m2x2_d3|p_aty3_i1_o32_n22
	-F_m3x3_d3|p_aty3_i1_o32_n23

 sqrt_norm |1_33
	-T_s|p_aty3_i1_o33_n0
	-T_v2|p_aty3_i1_o33_n1
	-T_v3|p_aty3_i1_o33_n2
	-T_m2x2|p_aty3_i1_o33_n3
	-T_m3x3|p_aty3_i1_o33_n4
	-T_m2x3|p_aty3_i1_o33_n5
	-T_m3x2|p_aty3_i1_o33_n6
	-T_t2x2x2|p_aty3_i1_o33_n7
	-T_t3x3x3|p_aty3_i1_o33_n8
	-F_s_d1|p_aty3_i1_o33_n9
	-F_v2_d1|p_aty3_i1_o33_n10
	-F_v3_d1|p_aty3_i1_o33_n11
	-F_m2x2_d1|p_aty3_i1_o33_n12
	-F_m3x3_d1|p_aty3_i1_o33_n13
	-F_s_d2|p_aty3_i1_o33_n14
	-F_v2_d2|p_aty3_i1_o33_n15
	-F_v3_d2|p_aty3_i1_o33_n16
	-F_m2x2_d2|p_aty3_i1_o33_n17
	-F_m3x3_d2|p_aty3_i1_o33_n18
	-F_s_d3|p_aty3_i1_o33_n19
	-F_v2_d3|p_aty3_i1_o33_n20
	-F_v3_d3|p_aty3_i1_o33_n21
	-F_m2x2_d3|p_aty3_i1_o33_n22
	-F_m3x3_d3|p_aty3_i1_o33_n23

 normalize_ * |2_ *

 neg_normalize |2_0
	-T_v2|p_aty3_i2_o0_n1
	-T_v3|p_aty3_i2_o0_n2
	-T_m2x2|p_aty3_i2_o0_n3
	-T_m3x3|p_aty3_i2_o0_n4
	-T_m2x3|p_aty3_i2_o0_n5
	-T_m3x2|p_aty3_i2_o0_n6
	-T_t2x2x2|p_aty3_i2_o0_n7
	-T_t3x3x3|p_aty3_i2_o0_n8
	-F_v2_d1|p_aty3_i2_o0_n10
	-F_v3_d1|p_aty3_i2_o0_n11
	-F_m2x2_d1|p_aty3_i2_o0_n12
	-F_m3x3_d1|p_aty3_i2_o0_n13
	-F_v2_d2|p_aty3_i2_o0_n15
	-F_v3_d2|p_aty3_i2_o0_n16
	-F_m2x2_d2|p_aty3_i2_o0_n17
	-F_m3x3_d2|p_aty3_i2_o0_n18
	-F_v2_d3|p_aty3_i2_o0_n20
	-F_v3_d3|p_aty3_i2_o0_n21
	-F_m2x2_d3|p_aty3_i2_o0_n22
	-F_m3x3_d3|p_aty3_i2_o0_n23

 norm_normalize |2_1
	-T_v2|p_aty3_i2_o1_n1
	-T_v3|p_aty3_i2_o1_n2
	-T_m2x2|p_aty3_i2_o1_n3
	-T_m3x3|p_aty3_i2_o1_n4
	-T_m2x3|p_aty3_i2_o1_n5
	-T_m3x2|p_aty3_i2_o1_n6
	-T_t2x2x2|p_aty3_i2_o1_n7
	-T_t3x3x3|p_aty3_i2_o1_n8
	-F_v2_d1|p_aty3_i2_o1_n10
	-F_v3_d1|p_aty3_i2_o1_n11
	-F_m2x2_d1|p_aty3_i2_o1_n12
	-F_m3x3_d1|p_aty3_i2_o1_n13
	-F_v2_d2|p_aty3_i2_o1_n15
	-F_v3_d2|p_aty3_i2_o1_n16
	-F_m2x2_d2|p_aty3_i2_o1_n17
	-F_m3x3_d2|p_aty3_i2_o1_n18
	-F_v2_d3|p_aty3_i2_o1_n20
	-F_v3_d3|p_aty3_i2_o1_n21
	-F_m2x2_d3|p_aty3_i2_o1_n22
	-F_m3x3_d3|p_aty3_i2_o1_n23

 normalize_normalize |2_2
	-T_v2|p_aty3_i2_o2_n1
	-T_v3|p_aty3_i2_o2_n2
	-T_m2x2|p_aty3_i2_o2_n3
	-T_m3x3|p_aty3_i2_o2_n4
	-T_m2x3|p_aty3_i2_o2_n5
	-T_m3x2|p_aty3_i2_o2_n6
	-T_t2x2x2|p_aty3_i2_o2_n7
	-T_t3x3x3|p_aty3_i2_o2_n8
	-F_v2_d1|p_aty3_i2_o2_n10
	-F_v3_d1|p_aty3_i2_o2_n11
	-F_m2x2_d1|p_aty3_i2_o2_n12
	-F_m3x3_d1|p_aty3_i2_o2_n13
	-F_v2_d2|p_aty3_i2_o2_n15
	-F_v3_d2|p_aty3_i2_o2_n16
	-F_m2x2_d2|p_aty3_i2_o2_n17
	-F_m3x3_d2|p_aty3_i2_o2_n18
	-F_v2_d3|p_aty3_i2_o2_n20
	-F_v3_d3|p_aty3_i2_o2_n21
	-F_m2x2_d3|p_aty3_i2_o2_n22
	-F_m3x3_d3|p_aty3_i2_o2_n23

 trace_normalize |2_3
	-T_m2x2|p_aty3_i2_o3_n3
	-T_m3x3|p_aty3_i2_o3_n4
	-F_m2x2_d1|p_aty3_i2_o3_n12
	-F_m3x3_d1|p_aty3_i2_o3_n13
	-F_m2x2_d2|p_aty3_i2_o3_n17
	-F_m3x3_d2|p_aty3_i2_o3_n18
	-F_m2x2_d3|p_aty3_i2_o3_n22
	-F_m3x3_d3|p_aty3_i2_o3_n23

 transpose_normalize |2_4
	-T_m2x2|p_aty3_i2_o4_n3
	-T_m3x3|p_aty3_i2_o4_n4
	-F_m2x2_d1|p_aty3_i2_o4_n12
	-F_m3x3_d1|p_aty3_i2_o4_n13
	-F_m2x2_d2|p_aty3_i2_o4_n17
	-F_m3x3_d2|p_aty3_i2_o4_n18
	-F_m2x2_d3|p_aty3_i2_o4_n22
	-F_m3x3_d3|p_aty3_i2_o4_n23

 det_normalize |2_5
	-T_m2x2|p_aty3_i2_o5_n3
	-T_m3x3|p_aty3_i2_o5_n4
	-F_m2x2_d1|p_aty3_i2_o5_n12
	-F_m3x3_d1|p_aty3_i2_o5_n13
	-F_m2x2_d2|p_aty3_i2_o5_n17
	-F_m3x3_d2|p_aty3_i2_o5_n18
	-F_m2x2_d3|p_aty3_i2_o5_n22
	-F_m3x3_d3|p_aty3_i2_o5_n23

 probe_normalize |2_6
	-T_v2|p_aty3_i2_o6_n1
	-T_v3|p_aty3_i2_o6_n2
	-T_m2x2|p_aty3_i2_o6_n3
	-T_m3x3|p_aty3_i2_o6_n4
	-T_m2x3|p_aty3_i2_o6_n5
	-T_m3x2|p_aty3_i2_o6_n6
	-T_t2x2x2|p_aty3_i2_o6_n7
	-T_t3x3x3|p_aty3_i2_o6_n8
	-F_v2_d1|p_aty3_i2_o6_n10
	-F_v3_d1|p_aty3_i2_o6_n11
	-F_m2x2_d1|p_aty3_i2_o6_n12
	-F_m3x3_d1|p_aty3_i2_o6_n13
	-F_v2_d2|p_aty3_i2_o6_n15
	-F_v3_d2|p_aty3_i2_o6_n16
	-F_m2x2_d2|p_aty3_i2_o6_n17
	-F_m3x3_d2|p_aty3_i2_o6_n18
	-F_v2_d3|p_aty3_i2_o6_n20
	-F_v3_d3|p_aty3_i2_o6_n21
	-F_m2x2_d3|p_aty3_i2_o6_n22
	-F_m3x3_d3|p_aty3_i2_o6_n23

 grad_normalize |2_7

 div_normalize |2_8
	-F_v2_d2|p_aty3_i2_o8_n15
	-F_v3_d3|p_aty3_i2_o8_n21

 curl_normalize |2_9
	-F_v2_d2|p_aty3_i2_o9_n15
	-F_v3_d3|p_aty3_i2_o9_n21

 jacob_normalize |2_10
	-F_v2_d2|p_aty3_i2_o10_n15
	-F_m2x2_d2|p_aty3_i2_o10_n17
	-F_v3_d3|p_aty3_i2_o10_n21
	-F_m3x3_d3|p_aty3_i2_o10_n23

 slicem0_normalize |2_11
	-T_m2x2|p_aty3_i2_o11_n3
	-T_m3x3|p_aty3_i2_o11_n4
	-T_m2x3|p_aty3_i2_o11_n5
	-T_m3x2|p_aty3_i2_o11_n6
	-F_m2x2_d1|p_aty3_i2_o11_n12
	-F_m3x3_d1|p_aty3_i2_o11_n13
	-F_m2x2_d2|p_aty3_i2_o11_n17
	-F_m3x3_d2|p_aty3_i2_o11_n18
	-F_m2x2_d3|p_aty3_i2_o11_n22
	-F_m3x3_d3|p_aty3_i2_o11_n23

 slicem1_normalize |2_12
	-T_m2x2|p_aty3_i2_o12_n3
	-T_m3x3|p_aty3_i2_o12_n4
	-T_m2x3|p_aty3_i2_o12_n5
	-T_m3x2|p_aty3_i2_o12_n6
	-F_m2x2_d1|p_aty3_i2_o12_n12
	-F_m3x3_d1|p_aty3_i2_o12_n13
	-F_m2x2_d2|p_aty3_i2_o12_n17
	-F_m3x3_d2|p_aty3_i2_o12_n18
	-F_m2x2_d3|p_aty3_i2_o12_n22
	-F_m3x3_d3|p_aty3_i2_o12_n23

 slicev0_normalize |2_13
	-T_v2|p_aty3_i2_o13_n1
	-T_v3|p_aty3_i2_o13_n2
	-F_v2_d1|p_aty3_i2_o13_n10
	-F_v3_d1|p_aty3_i2_o13_n11
	-F_v2_d2|p_aty3_i2_o13_n15
	-F_v3_d2|p_aty3_i2_o13_n16
	-F_v2_d3|p_aty3_i2_o13_n20
	-F_v3_d3|p_aty3_i2_o13_n21

 slicev1_normalize |2_14
	-T_v2|p_aty3_i2_o14_n1
	-T_v3|p_aty3_i2_o14_n2
	-F_v2_d1|p_aty3_i2_o14_n10
	-F_v3_d1|p_aty3_i2_o14_n11
	-F_v2_d2|p_aty3_i2_o14_n15
	-F_v3_d2|p_aty3_i2_o14_n16
	-F_v2_d3|p_aty3_i2_o14_n20
	-F_v3_d3|p_aty3_i2_o14_n21

 slicet0_normalize |2_15
	-T_t2x2x2|p_aty3_i2_o15_n7
	-T_t3x3x3|p_aty3_i2_o15_n8

 slicet1_normalize |2_16
	-T_t2x2x2|p_aty3_i2_o16_n7
	-T_t3x3x3|p_aty3_i2_o16_n8

 addition_normalize |2_17
	-T_v2,T_v2|p_aty3_i2_o17_n1_fty1
	-F_v2_d1,T_v2|p_aty3_i2_o17_n10_fty1
	-F_v2_d2,T_v2|p_aty3_i2_o17_n15_fty1
	-F_v2_d3,T_v2|p_aty3_i2_o17_n20_fty1
	-T_v3,T_v3|p_aty3_i2_o17_n2_fty2
	-F_v3_d1,T_v3|p_aty3_i2_o17_n11_fty2
	-F_v3_d2,T_v3|p_aty3_i2_o17_n16_fty2
	-F_v3_d3,T_v3|p_aty3_i2_o17_n21_fty2
	-T_m2x2,T_m2x2|p_aty3_i2_o17_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i2_o17_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i2_o17_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i2_o17_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i2_o17_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i2_o17_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i2_o17_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i2_o17_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i2_o17_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i2_o17_n6_fty6
	-T_t2x2x2,T_t2x2x2|p_aty3_i2_o17_n7_fty7
	-T_t3x3x3,T_t3x3x3|p_aty3_i2_o17_n8_fty8
	-T_v2,F_v2_d1|p_aty3_i2_o17_n1_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i2_o17_n10_fty10
	-T_v3,F_v3_d1|p_aty3_i2_o17_n2_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i2_o17_n11_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i2_o17_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i2_o17_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i2_o17_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i2_o17_n13_fty13
	-T_v2,F_v2_d2|p_aty3_i2_o17_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i2_o17_n15_fty15
	-T_v3,F_v3_d2|p_aty3_i2_o17_n2_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i2_o17_n16_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i2_o17_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i2_o17_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i2_o17_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i2_o17_n18_fty18
	-T_v2,F_v2_d3|p_aty3_i2_o17_n1_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i2_o17_n20_fty20
	-T_v3,F_v3_d3|p_aty3_i2_o17_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i2_o17_n21_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i2_o17_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i2_o17_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i2_o17_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i2_o17_n23_fty23

 subtraction_normalize |2_18
	-T_v2,T_v2|p_aty3_i2_o18_n1_fty1
	-F_v2_d1,T_v2|p_aty3_i2_o18_n10_fty1
	-F_v2_d2,T_v2|p_aty3_i2_o18_n15_fty1
	-F_v2_d3,T_v2|p_aty3_i2_o18_n20_fty1
	-T_v3,T_v3|p_aty3_i2_o18_n2_fty2
	-F_v3_d1,T_v3|p_aty3_i2_o18_n11_fty2
	-F_v3_d2,T_v3|p_aty3_i2_o18_n16_fty2
	-F_v3_d3,T_v3|p_aty3_i2_o18_n21_fty2
	-T_m2x2,T_m2x2|p_aty3_i2_o18_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i2_o18_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i2_o18_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i2_o18_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i2_o18_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i2_o18_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i2_o18_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i2_o18_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i2_o18_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i2_o18_n6_fty6
	-T_t2x2x2,T_t2x2x2|p_aty3_i2_o18_n7_fty7
	-T_t3x3x3,T_t3x3x3|p_aty3_i2_o18_n8_fty8
	-T_v2,F_v2_d1|p_aty3_i2_o18_n1_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i2_o18_n10_fty10
	-T_v3,F_v3_d1|p_aty3_i2_o18_n2_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i2_o18_n11_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i2_o18_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i2_o18_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i2_o18_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i2_o18_n13_fty13
	-T_v2,F_v2_d2|p_aty3_i2_o18_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i2_o18_n15_fty15
	-T_v3,F_v3_d2|p_aty3_i2_o18_n2_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i2_o18_n16_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i2_o18_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i2_o18_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i2_o18_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i2_o18_n18_fty18
	-T_v2,F_v2_d3|p_aty3_i2_o18_n1_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i2_o18_n20_fty20
	-T_v3,F_v3_d3|p_aty3_i2_o18_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i2_o18_n21_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i2_o18_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i2_o18_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i2_o18_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i2_o18_n23_fty23

 cross product_normalize |2_19
	-T_v2,T_v2|p_aty3_i2_o19_n1_fty1
	-F_v2_d2,T_v2|p_aty3_i2_o19_n15_fty1
	-T_v3,T_v3|p_aty3_i2_o19_n2_fty2
	-F_v3_d3,T_v3|p_aty3_i2_o19_n21_fty2
	-T_v2,F_v2_d2|p_aty3_i2_o19_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i2_o19_n15_fty15
	-T_v3,F_v3_d3|p_aty3_i2_o19_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i2_o19_n21_fty21

 outer product_normalize |2_20
	-T_v2,T_v2|p_aty3_i2_o20_n1_fty1
	-T_v3,T_v2|p_aty3_i2_o20_n2_fty1
	-T_m2x2,T_v2|p_aty3_i2_o20_n3_fty1
	-F_v2_d1,T_v2|p_aty3_i2_o20_n10_fty1
	-F_v3_d1,T_v2|p_aty3_i2_o20_n11_fty1
	-F_m2x2_d1,T_v2|p_aty3_i2_o20_n12_fty1
	-F_v2_d2,T_v2|p_aty3_i2_o20_n15_fty1
	-F_v3_d2,T_v2|p_aty3_i2_o20_n16_fty1
	-F_m2x2_d2,T_v2|p_aty3_i2_o20_n17_fty1
	-F_v2_d3,T_v2|p_aty3_i2_o20_n20_fty1
	-F_v3_d3,T_v2|p_aty3_i2_o20_n21_fty1
	-F_m2x2_d3,T_v2|p_aty3_i2_o20_n22_fty1
	-T_v2,T_v3|p_aty3_i2_o20_n1_fty2
	-T_v3,T_v3|p_aty3_i2_o20_n2_fty2
	-T_m3x3,T_v3|p_aty3_i2_o20_n4_fty2
	-F_v2_d1,T_v3|p_aty3_i2_o20_n10_fty2
	-F_v3_d1,T_v3|p_aty3_i2_o20_n11_fty2
	-F_m3x3_d1,T_v3|p_aty3_i2_o20_n13_fty2
	-F_v2_d2,T_v3|p_aty3_i2_o20_n15_fty2
	-F_v3_d2,T_v3|p_aty3_i2_o20_n16_fty2
	-F_m3x3_d2,T_v3|p_aty3_i2_o20_n18_fty2
	-F_v2_d3,T_v3|p_aty3_i2_o20_n20_fty2
	-F_v3_d3,T_v3|p_aty3_i2_o20_n21_fty2
	-F_m3x3_d3,T_v3|p_aty3_i2_o20_n23_fty2
	-T_v2,T_m2x2|p_aty3_i2_o20_n1_fty3
	-F_v2_d1,T_m2x2|p_aty3_i2_o20_n10_fty3
	-F_v2_d2,T_m2x2|p_aty3_i2_o20_n15_fty3
	-F_v2_d3,T_m2x2|p_aty3_i2_o20_n20_fty3
	-T_v3,T_m3x3|p_aty3_i2_o20_n2_fty4
	-F_v3_d1,T_m3x3|p_aty3_i2_o20_n11_fty4
	-F_v3_d2,T_m3x3|p_aty3_i2_o20_n16_fty4
	-F_v3_d3,T_m3x3|p_aty3_i2_o20_n21_fty4
	-T_v2,F_v2_d1|p_aty3_i2_o20_n1_fty10
	-T_v3,F_v2_d1|p_aty3_i2_o20_n2_fty10
	-T_m2x2,F_v2_d1|p_aty3_i2_o20_n3_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i2_o20_n10_fty10
	-F_v3_d1,F_v2_d1|p_aty3_i2_o20_n11_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i2_o20_n12_fty10
	-T_v2,F_v3_d1|p_aty3_i2_o20_n1_fty11
	-T_v3,F_v3_d1|p_aty3_i2_o20_n2_fty11
	-T_m3x3,F_v3_d1|p_aty3_i2_o20_n4_fty11
	-F_v2_d1,F_v3_d1|p_aty3_i2_o20_n10_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i2_o20_n11_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i2_o20_n13_fty11
	-T_v2,F_m2x2_d1|p_aty3_i2_o20_n1_fty12
	-F_v2_d1,F_m2x2_d1|p_aty3_i2_o20_n10_fty12
	-T_v3,F_m3x3_d1|p_aty3_i2_o20_n2_fty13
	-F_v3_d1,F_m3x3_d1|p_aty3_i2_o20_n11_fty13
	-T_v2,F_v2_d2|p_aty3_i2_o20_n1_fty15
	-T_v3,F_v2_d2|p_aty3_i2_o20_n2_fty15
	-T_m2x2,F_v2_d2|p_aty3_i2_o20_n3_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i2_o20_n15_fty15
	-F_v3_d2,F_v2_d2|p_aty3_i2_o20_n16_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i2_o20_n17_fty15
	-T_v2,F_v3_d2|p_aty3_i2_o20_n1_fty16
	-T_v3,F_v3_d2|p_aty3_i2_o20_n2_fty16
	-T_m3x3,F_v3_d2|p_aty3_i2_o20_n4_fty16
	-F_v2_d2,F_v3_d2|p_aty3_i2_o20_n15_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i2_o20_n16_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i2_o20_n18_fty16
	-T_v2,F_m2x2_d2|p_aty3_i2_o20_n1_fty17
	-F_v2_d2,F_m2x2_d2|p_aty3_i2_o20_n15_fty17
	-T_v3,F_m3x3_d2|p_aty3_i2_o20_n2_fty18
	-F_v3_d2,F_m3x3_d2|p_aty3_i2_o20_n16_fty18
	-T_v2,F_v2_d3|p_aty3_i2_o20_n1_fty20
	-T_v3,F_v2_d3|p_aty3_i2_o20_n2_fty20
	-T_m2x2,F_v2_d3|p_aty3_i2_o20_n3_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i2_o20_n20_fty20
	-F_v3_d3,F_v2_d3|p_aty3_i2_o20_n21_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i2_o20_n22_fty20
	-T_v2,F_v3_d3|p_aty3_i2_o20_n1_fty21
	-T_v3,F_v3_d3|p_aty3_i2_o20_n2_fty21
	-T_m3x3,F_v3_d3|p_aty3_i2_o20_n4_fty21
	-F_v2_d3,F_v3_d3|p_aty3_i2_o20_n20_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i2_o20_n21_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i2_o20_n23_fty21
	-T_v2,F_m2x2_d3|p_aty3_i2_o20_n1_fty22
	-F_v2_d3,F_m2x2_d3|p_aty3_i2_o20_n20_fty22
	-T_v3,F_m3x3_d3|p_aty3_i2_o20_n2_fty23
	-F_v3_d3,F_m3x3_d3|p_aty3_i2_o20_n21_fty23

 inner product_normalize |2_21
	-T_v2,T_v2|p_aty3_i2_o21_n1_fty1
	-T_m2x2,T_v2|p_aty3_i2_o21_n3_fty1
	-T_m3x2,T_v2|p_aty3_i2_o21_n6_fty1
	-T_t2x2x2,T_v2|p_aty3_i2_o21_n7_fty1
	-F_v2_d1,T_v2|p_aty3_i2_o21_n10_fty1
	-F_m2x2_d1,T_v2|p_aty3_i2_o21_n12_fty1
	-F_v2_d2,T_v2|p_aty3_i2_o21_n15_fty1
	-F_m2x2_d2,T_v2|p_aty3_i2_o21_n17_fty1
	-F_v2_d3,T_v2|p_aty3_i2_o21_n20_fty1
	-F_m2x2_d3,T_v2|p_aty3_i2_o21_n22_fty1
	-T_v3,T_v3|p_aty3_i2_o21_n2_fty2
	-T_m3x3,T_v3|p_aty3_i2_o21_n4_fty2
	-T_m2x3,T_v3|p_aty3_i2_o21_n5_fty2
	-T_t3x3x3,T_v3|p_aty3_i2_o21_n8_fty2
	-F_v3_d1,T_v3|p_aty3_i2_o21_n11_fty2
	-F_m3x3_d1,T_v3|p_aty3_i2_o21_n13_fty2
	-F_v3_d2,T_v3|p_aty3_i2_o21_n16_fty2
	-F_m3x3_d2,T_v3|p_aty3_i2_o21_n18_fty2
	-F_v3_d3,T_v3|p_aty3_i2_o21_n21_fty2
	-F_m3x3_d3,T_v3|p_aty3_i2_o21_n23_fty2
	-T_v2,T_m2x2|p_aty3_i2_o21_n1_fty3
	-T_m2x2,T_m2x2|p_aty3_i2_o21_n3_fty3
	-T_m3x2,T_m2x2|p_aty3_i2_o21_n6_fty3
	-T_t2x2x2,T_m2x2|p_aty3_i2_o21_n7_fty3
	-F_v2_d1,T_m2x2|p_aty3_i2_o21_n10_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i2_o21_n12_fty3
	-F_v2_d2,T_m2x2|p_aty3_i2_o21_n15_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i2_o21_n17_fty3
	-F_v2_d3,T_m2x2|p_aty3_i2_o21_n20_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i2_o21_n22_fty3
	-T_v3,T_m3x3|p_aty3_i2_o21_n2_fty4
	-T_m3x3,T_m3x3|p_aty3_i2_o21_n4_fty4
	-T_m2x3,T_m3x3|p_aty3_i2_o21_n5_fty4
	-T_t3x3x3,T_m3x3|p_aty3_i2_o21_n8_fty4
	-F_v3_d1,T_m3x3|p_aty3_i2_o21_n11_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i2_o21_n13_fty4
	-F_v3_d2,T_m3x3|p_aty3_i2_o21_n16_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i2_o21_n18_fty4
	-F_v3_d3,T_m3x3|p_aty3_i2_o21_n21_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i2_o21_n23_fty4
	-T_v2,T_m2x3|p_aty3_i2_o21_n1_fty5
	-T_m2x2,T_m2x3|p_aty3_i2_o21_n3_fty5
	-T_m3x2,T_m2x3|p_aty3_i2_o21_n6_fty5
	-F_v2_d1,T_m2x3|p_aty3_i2_o21_n10_fty5
	-F_m2x2_d1,T_m2x3|p_aty3_i2_o21_n12_fty5
	-F_v2_d2,T_m2x3|p_aty3_i2_o21_n15_fty5
	-F_m2x2_d2,T_m2x3|p_aty3_i2_o21_n17_fty5
	-F_v2_d3,T_m2x3|p_aty3_i2_o21_n20_fty5
	-F_m2x2_d3,T_m2x3|p_aty3_i2_o21_n22_fty5
	-T_v3,T_m3x2|p_aty3_i2_o21_n2_fty6
	-T_m3x3,T_m3x2|p_aty3_i2_o21_n4_fty6
	-T_m2x3,T_m3x2|p_aty3_i2_o21_n5_fty6
	-F_v3_d1,T_m3x2|p_aty3_i2_o21_n11_fty6
	-F_m3x3_d1,T_m3x2|p_aty3_i2_o21_n13_fty6
	-F_v3_d2,T_m3x2|p_aty3_i2_o21_n16_fty6
	-F_m3x3_d2,T_m3x2|p_aty3_i2_o21_n18_fty6
	-F_v3_d3,T_m3x2|p_aty3_i2_o21_n21_fty6
	-F_m3x3_d3,T_m3x2|p_aty3_i2_o21_n23_fty6
	-T_v2,T_t2x2x2|p_aty3_i2_o21_n1_fty7
	-T_m2x2,T_t2x2x2|p_aty3_i2_o21_n3_fty7
	-F_v2_d1,T_t2x2x2|p_aty3_i2_o21_n10_fty7
	-F_m2x2_d1,T_t2x2x2|p_aty3_i2_o21_n12_fty7
	-F_v2_d2,T_t2x2x2|p_aty3_i2_o21_n15_fty7
	-F_m2x2_d2,T_t2x2x2|p_aty3_i2_o21_n17_fty7
	-F_v2_d3,T_t2x2x2|p_aty3_i2_o21_n20_fty7
	-F_m2x2_d3,T_t2x2x2|p_aty3_i2_o21_n22_fty7
	-T_v3,T_t3x3x3|p_aty3_i2_o21_n2_fty8
	-T_m3x3,T_t3x3x3|p_aty3_i2_o21_n4_fty8
	-F_v3_d1,T_t3x3x3|p_aty3_i2_o21_n11_fty8
	-F_m3x3_d1,T_t3x3x3|p_aty3_i2_o21_n13_fty8
	-F_v3_d2,T_t3x3x3|p_aty3_i2_o21_n16_fty8
	-F_m3x3_d2,T_t3x3x3|p_aty3_i2_o21_n18_fty8
	-F_v3_d3,T_t3x3x3|p_aty3_i2_o21_n21_fty8
	-F_m3x3_d3,T_t3x3x3|p_aty3_i2_o21_n23_fty8
	-T_v2,F_v2_d1|p_aty3_i2_o21_n1_fty10
	-T_m2x2,F_v2_d1|p_aty3_i2_o21_n3_fty10
	-T_m3x2,F_v2_d1|p_aty3_i2_o21_n6_fty10
	-T_t2x2x2,F_v2_d1|p_aty3_i2_o21_n7_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i2_o21_n10_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i2_o21_n12_fty10
	-T_v3,F_v3_d1|p_aty3_i2_o21_n2_fty11
	-T_m3x3,F_v3_d1|p_aty3_i2_o21_n4_fty11
	-T_m2x3,F_v3_d1|p_aty3_i2_o21_n5_fty11
	-T_t3x3x3,F_v3_d1|p_aty3_i2_o21_n8_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i2_o21_n11_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i2_o21_n13_fty11
	-T_v2,F_m2x2_d1|p_aty3_i2_o21_n1_fty12
	-T_m2x2,F_m2x2_d1|p_aty3_i2_o21_n3_fty12
	-T_m3x2,F_m2x2_d1|p_aty3_i2_o21_n6_fty12
	-T_t2x2x2,F_m2x2_d1|p_aty3_i2_o21_n7_fty12
	-F_v2_d1,F_m2x2_d1|p_aty3_i2_o21_n10_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i2_o21_n12_fty12
	-T_v3,F_m3x3_d1|p_aty3_i2_o21_n2_fty13
	-T_m3x3,F_m3x3_d1|p_aty3_i2_o21_n4_fty13
	-T_m2x3,F_m3x3_d1|p_aty3_i2_o21_n5_fty13
	-T_t3x3x3,F_m3x3_d1|p_aty3_i2_o21_n8_fty13
	-F_v3_d1,F_m3x3_d1|p_aty3_i2_o21_n11_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i2_o21_n13_fty13
	-T_v2,F_v2_d2|p_aty3_i2_o21_n1_fty15
	-T_m2x2,F_v2_d2|p_aty3_i2_o21_n3_fty15
	-T_m3x2,F_v2_d2|p_aty3_i2_o21_n6_fty15
	-T_t2x2x2,F_v2_d2|p_aty3_i2_o21_n7_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i2_o21_n15_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i2_o21_n17_fty15
	-T_v3,F_v3_d2|p_aty3_i2_o21_n2_fty16
	-T_m3x3,F_v3_d2|p_aty3_i2_o21_n4_fty16
	-T_m2x3,F_v3_d2|p_aty3_i2_o21_n5_fty16
	-T_t3x3x3,F_v3_d2|p_aty3_i2_o21_n8_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i2_o21_n16_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i2_o21_n18_fty16
	-T_v2,F_m2x2_d2|p_aty3_i2_o21_n1_fty17
	-T_m2x2,F_m2x2_d2|p_aty3_i2_o21_n3_fty17
	-T_m3x2,F_m2x2_d2|p_aty3_i2_o21_n6_fty17
	-T_t2x2x2,F_m2x2_d2|p_aty3_i2_o21_n7_fty17
	-F_v2_d2,F_m2x2_d2|p_aty3_i2_o21_n15_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i2_o21_n17_fty17
	-T_v3,F_m3x3_d2|p_aty3_i2_o21_n2_fty18
	-T_m3x3,F_m3x3_d2|p_aty3_i2_o21_n4_fty18
	-T_m2x3,F_m3x3_d2|p_aty3_i2_o21_n5_fty18
	-T_t3x3x3,F_m3x3_d2|p_aty3_i2_o21_n8_fty18
	-F_v3_d2,F_m3x3_d2|p_aty3_i2_o21_n16_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i2_o21_n18_fty18
	-T_v2,F_v2_d3|p_aty3_i2_o21_n1_fty20
	-T_m2x2,F_v2_d3|p_aty3_i2_o21_n3_fty20
	-T_m3x2,F_v2_d3|p_aty3_i2_o21_n6_fty20
	-T_t2x2x2,F_v2_d3|p_aty3_i2_o21_n7_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i2_o21_n20_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i2_o21_n22_fty20
	-T_v3,F_v3_d3|p_aty3_i2_o21_n2_fty21
	-T_m3x3,F_v3_d3|p_aty3_i2_o21_n4_fty21
	-T_m2x3,F_v3_d3|p_aty3_i2_o21_n5_fty21
	-T_t3x3x3,F_v3_d3|p_aty3_i2_o21_n8_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i2_o21_n21_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i2_o21_n23_fty21
	-T_v2,F_m2x2_d3|p_aty3_i2_o21_n1_fty22
	-T_m2x2,F_m2x2_d3|p_aty3_i2_o21_n3_fty22
	-T_m3x2,F_m2x2_d3|p_aty3_i2_o21_n6_fty22
	-T_t2x2x2,F_m2x2_d3|p_aty3_i2_o21_n7_fty22
	-F_v2_d3,F_m2x2_d3|p_aty3_i2_o21_n20_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i2_o21_n22_fty22
	-T_v3,F_m3x3_d3|p_aty3_i2_o21_n2_fty23
	-T_m3x3,F_m3x3_d3|p_aty3_i2_o21_n4_fty23
	-T_m2x3,F_m3x3_d3|p_aty3_i2_o21_n5_fty23
	-T_t3x3x3,F_m3x3_d3|p_aty3_i2_o21_n8_fty23
	-F_v3_d3,F_m3x3_d3|p_aty3_i2_o21_n21_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i2_o21_n23_fty23

 multiplication_normalize |2_22
	-T_v2,T_s|p_aty3_i2_o22_n1_fty0
	-T_v3,T_s|p_aty3_i2_o22_n2_fty0
	-T_m2x2,T_s|p_aty3_i2_o22_n3_fty0
	-T_m3x3,T_s|p_aty3_i2_o22_n4_fty0
	-T_m2x3,T_s|p_aty3_i2_o22_n5_fty0
	-T_m3x2,T_s|p_aty3_i2_o22_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i2_o22_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i2_o22_n8_fty0
	-F_v2_d1,T_s|p_aty3_i2_o22_n10_fty0
	-F_v3_d1,T_s|p_aty3_i2_o22_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i2_o22_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i2_o22_n13_fty0
	-F_v2_d2,T_s|p_aty3_i2_o22_n15_fty0
	-F_v3_d2,T_s|p_aty3_i2_o22_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i2_o22_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i2_o22_n18_fty0
	-F_v2_d3,T_s|p_aty3_i2_o22_n20_fty0
	-F_v3_d3,T_s|p_aty3_i2_o22_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i2_o22_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i2_o22_n23_fty0
	-T_v2,F_s_d1|p_aty3_i2_o22_n1_fty9
	-T_v3,F_s_d1|p_aty3_i2_o22_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i2_o22_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i2_o22_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i2_o22_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i2_o22_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i2_o22_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i2_o22_n8_fty9
	-F_v2_d1,F_s_d1|p_aty3_i2_o22_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i2_o22_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i2_o22_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i2_o22_n13_fty9
	-T_v2,F_s_d2|p_aty3_i2_o22_n1_fty14
	-T_v3,F_s_d2|p_aty3_i2_o22_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i2_o22_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i2_o22_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i2_o22_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i2_o22_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i2_o22_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i2_o22_n8_fty14
	-F_v2_d2,F_s_d2|p_aty3_i2_o22_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i2_o22_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i2_o22_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i2_o22_n18_fty14
	-T_v2,F_s_d3|p_aty3_i2_o22_n1_fty19
	-T_v3,F_s_d3|p_aty3_i2_o22_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i2_o22_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i2_o22_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i2_o22_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i2_o22_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i2_o22_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i2_o22_n8_fty19
	-F_v2_d3,F_s_d3|p_aty3_i2_o22_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i2_o22_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i2_o22_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i2_o22_n23_fty19

 division_normalize |2_23
	-T_v2,T_s|p_aty3_i2_o23_n1_fty0
	-T_v3,T_s|p_aty3_i2_o23_n2_fty0
	-T_m2x2,T_s|p_aty3_i2_o23_n3_fty0
	-T_m3x3,T_s|p_aty3_i2_o23_n4_fty0
	-T_m2x3,T_s|p_aty3_i2_o23_n5_fty0
	-T_m3x2,T_s|p_aty3_i2_o23_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i2_o23_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i2_o23_n8_fty0
	-F_v2_d1,T_s|p_aty3_i2_o23_n10_fty0
	-F_v3_d1,T_s|p_aty3_i2_o23_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i2_o23_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i2_o23_n13_fty0
	-F_v2_d2,T_s|p_aty3_i2_o23_n15_fty0
	-F_v3_d2,T_s|p_aty3_i2_o23_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i2_o23_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i2_o23_n18_fty0
	-F_v2_d3,T_s|p_aty3_i2_o23_n20_fty0
	-F_v3_d3,T_s|p_aty3_i2_o23_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i2_o23_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i2_o23_n23_fty0
	-T_v2,F_s_d1|p_aty3_i2_o23_n1_fty9
	-T_v3,F_s_d1|p_aty3_i2_o23_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i2_o23_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i2_o23_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i2_o23_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i2_o23_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i2_o23_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i2_o23_n8_fty9
	-F_v2_d1,F_s_d1|p_aty3_i2_o23_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i2_o23_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i2_o23_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i2_o23_n13_fty9
	-T_v2,F_s_d2|p_aty3_i2_o23_n1_fty14
	-T_v3,F_s_d2|p_aty3_i2_o23_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i2_o23_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i2_o23_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i2_o23_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i2_o23_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i2_o23_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i2_o23_n8_fty14
	-F_v2_d2,F_s_d2|p_aty3_i2_o23_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i2_o23_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i2_o23_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i2_o23_n18_fty14
	-T_v2,F_s_d3|p_aty3_i2_o23_n1_fty19
	-T_v3,F_s_d3|p_aty3_i2_o23_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i2_o23_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i2_o23_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i2_o23_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i2_o23_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i2_o23_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i2_o23_n8_fty19
	-F_v2_d3,F_s_d3|p_aty3_i2_o23_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i2_o23_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i2_o23_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i2_o23_n23_fty19

 modulate_normalize |2_24
	-T_v2,T_v2|p_aty3_i2_o24_n1_fty1
	-F_v2_d1,T_v2|p_aty3_i2_o24_n10_fty1
	-F_v2_d2,T_v2|p_aty3_i2_o24_n15_fty1
	-F_v2_d3,T_v2|p_aty3_i2_o24_n20_fty1
	-T_v3,T_v3|p_aty3_i2_o24_n2_fty2
	-F_v3_d1,T_v3|p_aty3_i2_o24_n11_fty2
	-F_v3_d2,T_v3|p_aty3_i2_o24_n16_fty2
	-F_v3_d3,T_v3|p_aty3_i2_o24_n21_fty2
	-T_m2x2,T_m2x2|p_aty3_i2_o24_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i2_o24_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i2_o24_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i2_o24_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i2_o24_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i2_o24_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i2_o24_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i2_o24_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i2_o24_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i2_o24_n6_fty6
	-T_t2x2x2,T_t2x2x2|p_aty3_i2_o24_n7_fty7
	-T_t3x3x3,T_t3x3x3|p_aty3_i2_o24_n8_fty8
	-T_v2,F_v2_d1|p_aty3_i2_o24_n1_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i2_o24_n10_fty10
	-T_v3,F_v3_d1|p_aty3_i2_o24_n2_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i2_o24_n11_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i2_o24_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i2_o24_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i2_o24_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i2_o24_n13_fty13
	-T_v2,F_v2_d2|p_aty3_i2_o24_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i2_o24_n15_fty15
	-T_v3,F_v3_d2|p_aty3_i2_o24_n2_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i2_o24_n16_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i2_o24_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i2_o24_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i2_o24_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i2_o24_n18_fty18
	-T_v2,F_v2_d3|p_aty3_i2_o24_n1_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i2_o24_n20_fty20
	-T_v3,F_v3_d3|p_aty3_i2_o24_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i2_o24_n21_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i2_o24_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i2_o24_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i2_o24_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i2_o24_n23_fty23

 op_doubledot_normalize |2_25
	-T_m2x2,T_m2x2|p_aty3_i2_o25_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i2_o25_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i2_o25_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i2_o25_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i2_o25_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i2_o25_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i2_o25_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i2_o25_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i2_o25_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i2_o25_n6_fty6
	-T_m2x2,F_m2x2_d1|p_aty3_i2_o25_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i2_o25_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i2_o25_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i2_o25_n13_fty13
	-T_m2x2,F_m2x2_d2|p_aty3_i2_o25_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i2_o25_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i2_o25_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i2_o25_n18_fty18
	-T_m2x2,F_m2x2_d3|p_aty3_i2_o25_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i2_o25_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i2_o25_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i2_o25_n23_fty23

 inverse_normalize |2_26
	-T_m2x2|p_aty3_i2_o26_n3
	-T_m3x3|p_aty3_i2_o26_n4
	-F_m2x2_d1|p_aty3_i2_o26_n12
	-F_m3x3_d1|p_aty3_i2_o26_n13
	-F_m2x2_d2|p_aty3_i2_o26_n17
	-F_m3x3_d2|p_aty3_i2_o26_n18
	-F_m2x2_d3|p_aty3_i2_o26_n22
	-F_m3x3_d3|p_aty3_i2_o26_n23

 cosine_normalize |2_27

 sine_normalize |2_28

 arctangent_normalize |2_29

 tangent_normalize |2_30

 arccosine_normalize |2_31

 arcsine_normalize |2_32

 sqrt_normalize |2_33

 trace_ * |3_ *

 neg_trace |3_0
	-T_m2x2|p_aty3_i3_o0_n0
	-T_m3x3|p_aty3_i3_o0_n1
	-F_m2x2_d1|p_aty3_i3_o0_n2
	-F_m3x3_d1|p_aty3_i3_o0_n3
	-F_m2x2_d2|p_aty3_i3_o0_n4
	-F_m3x3_d2|p_aty3_i3_o0_n5
	-F_m2x2_d3|p_aty3_i3_o0_n6
	-F_m3x3_d3|p_aty3_i3_o0_n7

 norm_trace |3_1
	-T_m2x2|p_aty3_i3_o1_n0
	-T_m3x3|p_aty3_i3_o1_n1
	-F_m2x2_d1|p_aty3_i3_o1_n2
	-F_m3x3_d1|p_aty3_i3_o1_n3
	-F_m2x2_d2|p_aty3_i3_o1_n4
	-F_m3x3_d2|p_aty3_i3_o1_n5
	-F_m2x2_d3|p_aty3_i3_o1_n6
	-F_m3x3_d3|p_aty3_i3_o1_n7

 normalize_trace |3_2

 trace_trace |3_3

 transpose_trace |3_4

 det_trace |3_5

 probe_trace |3_6
	-T_m2x2|p_aty3_i3_o6_n0
	-T_m3x3|p_aty3_i3_o6_n1
	-F_m2x2_d1|p_aty3_i3_o6_n2
	-F_m3x3_d1|p_aty3_i3_o6_n3
	-F_m2x2_d2|p_aty3_i3_o6_n4
	-F_m3x3_d2|p_aty3_i3_o6_n5
	-F_m2x2_d3|p_aty3_i3_o6_n6
	-F_m3x3_d3|p_aty3_i3_o6_n7

 grad_trace |3_7
	-F_m2x2_d1|p_aty3_i3_o7_n2
	-F_m3x3_d1|p_aty3_i3_o7_n3
	-F_m2x2_d2|p_aty3_i3_o7_n4
	-F_m3x3_d2|p_aty3_i3_o7_n5
	-F_m2x2_d3|p_aty3_i3_o7_n6
	-F_m3x3_d3|p_aty3_i3_o7_n7

 div_trace |3_8

 curl_trace |3_9

 jacob_trace |3_10

 slicem0_trace |3_11

 slicem1_trace |3_12

 slicev0_trace |3_13

 slicev1_trace |3_14

 slicet0_trace |3_15

 slicet1_trace |3_16

 addition_trace |3_17
	-T_m2x2,T_s|p_aty3_i3_o17_n0_fty0
	-T_m3x3,T_s|p_aty3_i3_o17_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i3_o17_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i3_o17_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i3_o17_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i3_o17_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i3_o17_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i3_o17_n7_fty0
	-T_m2x2,F_s_d1|p_aty3_i3_o17_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i3_o17_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i3_o17_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i3_o17_n3_fty9
	-T_m2x2,F_s_d2|p_aty3_i3_o17_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i3_o17_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i3_o17_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i3_o17_n5_fty14
	-T_m2x2,F_s_d3|p_aty3_i3_o17_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i3_o17_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i3_o17_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i3_o17_n7_fty19

 subtraction_trace |3_18
	-T_m2x2,T_s|p_aty3_i3_o18_n0_fty0
	-T_m3x3,T_s|p_aty3_i3_o18_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i3_o18_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i3_o18_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i3_o18_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i3_o18_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i3_o18_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i3_o18_n7_fty0
	-T_m2x2,F_s_d1|p_aty3_i3_o18_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i3_o18_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i3_o18_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i3_o18_n3_fty9
	-T_m2x2,F_s_d2|p_aty3_i3_o18_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i3_o18_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i3_o18_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i3_o18_n5_fty14
	-T_m2x2,F_s_d3|p_aty3_i3_o18_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i3_o18_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i3_o18_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i3_o18_n7_fty19

 cross product_trace |3_19

 outer product_trace |3_20

 inner product_trace |3_21

 multiplication_trace |3_22
	-T_m2x2,T_s|p_aty3_i3_o22_n0_fty0
	-T_m3x3,T_s|p_aty3_i3_o22_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i3_o22_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i3_o22_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i3_o22_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i3_o22_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i3_o22_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i3_o22_n7_fty0
	-T_m2x2,T_v2|p_aty3_i3_o22_n0_fty1
	-T_m3x3,T_v2|p_aty3_i3_o22_n1_fty1
	-F_m2x2_d1,T_v2|p_aty3_i3_o22_n2_fty1
	-F_m3x3_d1,T_v2|p_aty3_i3_o22_n3_fty1
	-F_m2x2_d2,T_v2|p_aty3_i3_o22_n4_fty1
	-F_m3x3_d2,T_v2|p_aty3_i3_o22_n5_fty1
	-F_m2x2_d3,T_v2|p_aty3_i3_o22_n6_fty1
	-F_m3x3_d3,T_v2|p_aty3_i3_o22_n7_fty1
	-T_m2x2,T_v3|p_aty3_i3_o22_n0_fty2
	-T_m3x3,T_v3|p_aty3_i3_o22_n1_fty2
	-F_m2x2_d1,T_v3|p_aty3_i3_o22_n2_fty2
	-F_m3x3_d1,T_v3|p_aty3_i3_o22_n3_fty2
	-F_m2x2_d2,T_v3|p_aty3_i3_o22_n4_fty2
	-F_m3x3_d2,T_v3|p_aty3_i3_o22_n5_fty2
	-F_m2x2_d3,T_v3|p_aty3_i3_o22_n6_fty2
	-F_m3x3_d3,T_v3|p_aty3_i3_o22_n7_fty2
	-T_m2x2,T_m2x2|p_aty3_i3_o22_n0_fty3
	-T_m3x3,T_m2x2|p_aty3_i3_o22_n1_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i3_o22_n2_fty3
	-F_m3x3_d1,T_m2x2|p_aty3_i3_o22_n3_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i3_o22_n4_fty3
	-F_m3x3_d2,T_m2x2|p_aty3_i3_o22_n5_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i3_o22_n6_fty3
	-F_m3x3_d3,T_m2x2|p_aty3_i3_o22_n7_fty3
	-T_m2x2,T_m3x3|p_aty3_i3_o22_n0_fty4
	-T_m3x3,T_m3x3|p_aty3_i3_o22_n1_fty4
	-F_m2x2_d1,T_m3x3|p_aty3_i3_o22_n2_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i3_o22_n3_fty4
	-F_m2x2_d2,T_m3x3|p_aty3_i3_o22_n4_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i3_o22_n5_fty4
	-F_m2x2_d3,T_m3x3|p_aty3_i3_o22_n6_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i3_o22_n7_fty4
	-T_m2x2,T_m2x3|p_aty3_i3_o22_n0_fty5
	-T_m3x3,T_m2x3|p_aty3_i3_o22_n1_fty5
	-F_m2x2_d1,T_m2x3|p_aty3_i3_o22_n2_fty5
	-F_m3x3_d1,T_m2x3|p_aty3_i3_o22_n3_fty5
	-F_m2x2_d2,T_m2x3|p_aty3_i3_o22_n4_fty5
	-F_m3x3_d2,T_m2x3|p_aty3_i3_o22_n5_fty5
	-F_m2x2_d3,T_m2x3|p_aty3_i3_o22_n6_fty5
	-F_m3x3_d3,T_m2x3|p_aty3_i3_o22_n7_fty5
	-T_m2x2,T_m3x2|p_aty3_i3_o22_n0_fty6
	-T_m3x3,T_m3x2|p_aty3_i3_o22_n1_fty6
	-F_m2x2_d1,T_m3x2|p_aty3_i3_o22_n2_fty6
	-F_m3x3_d1,T_m3x2|p_aty3_i3_o22_n3_fty6
	-F_m2x2_d2,T_m3x2|p_aty3_i3_o22_n4_fty6
	-F_m3x3_d2,T_m3x2|p_aty3_i3_o22_n5_fty6
	-F_m2x2_d3,T_m3x2|p_aty3_i3_o22_n6_fty6
	-F_m3x3_d3,T_m3x2|p_aty3_i3_o22_n7_fty6
	-T_m2x2,T_t2x2x2|p_aty3_i3_o22_n0_fty7
	-T_m3x3,T_t2x2x2|p_aty3_i3_o22_n1_fty7
	-F_m2x2_d1,T_t2x2x2|p_aty3_i3_o22_n2_fty7
	-F_m3x3_d1,T_t2x2x2|p_aty3_i3_o22_n3_fty7
	-F_m2x2_d2,T_t2x2x2|p_aty3_i3_o22_n4_fty7
	-F_m3x3_d2,T_t2x2x2|p_aty3_i3_o22_n5_fty7
	-F_m2x2_d3,T_t2x2x2|p_aty3_i3_o22_n6_fty7
	-F_m3x3_d3,T_t2x2x2|p_aty3_i3_o22_n7_fty7
	-T_m2x2,T_t3x3x3|p_aty3_i3_o22_n0_fty8
	-T_m3x3,T_t3x3x3|p_aty3_i3_o22_n1_fty8
	-F_m2x2_d1,T_t3x3x3|p_aty3_i3_o22_n2_fty8
	-F_m3x3_d1,T_t3x3x3|p_aty3_i3_o22_n3_fty8
	-F_m2x2_d2,T_t3x3x3|p_aty3_i3_o22_n4_fty8
	-F_m3x3_d2,T_t3x3x3|p_aty3_i3_o22_n5_fty8
	-F_m2x2_d3,T_t3x3x3|p_aty3_i3_o22_n6_fty8
	-F_m3x3_d3,T_t3x3x3|p_aty3_i3_o22_n7_fty8
	-T_m2x2,F_s_d1|p_aty3_i3_o22_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i3_o22_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i3_o22_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i3_o22_n3_fty9
	-T_m2x2,F_v2_d1|p_aty3_i3_o22_n0_fty10
	-T_m3x3,F_v2_d1|p_aty3_i3_o22_n1_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i3_o22_n2_fty10
	-F_m3x3_d1,F_v2_d1|p_aty3_i3_o22_n3_fty10
	-T_m2x2,F_v3_d1|p_aty3_i3_o22_n0_fty11
	-T_m3x3,F_v3_d1|p_aty3_i3_o22_n1_fty11
	-F_m2x2_d1,F_v3_d1|p_aty3_i3_o22_n2_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i3_o22_n3_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i3_o22_n0_fty12
	-T_m3x3,F_m2x2_d1|p_aty3_i3_o22_n1_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i3_o22_n2_fty12
	-F_m3x3_d1,F_m2x2_d1|p_aty3_i3_o22_n3_fty12
	-T_m2x2,F_m3x3_d1|p_aty3_i3_o22_n0_fty13
	-T_m3x3,F_m3x3_d1|p_aty3_i3_o22_n1_fty13
	-F_m2x2_d1,F_m3x3_d1|p_aty3_i3_o22_n2_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i3_o22_n3_fty13
	-T_m2x2,F_s_d2|p_aty3_i3_o22_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i3_o22_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i3_o22_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i3_o22_n5_fty14
	-T_m2x2,F_v2_d2|p_aty3_i3_o22_n0_fty15
	-T_m3x3,F_v2_d2|p_aty3_i3_o22_n1_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i3_o22_n4_fty15
	-F_m3x3_d2,F_v2_d2|p_aty3_i3_o22_n5_fty15
	-T_m2x2,F_v3_d2|p_aty3_i3_o22_n0_fty16
	-T_m3x3,F_v3_d2|p_aty3_i3_o22_n1_fty16
	-F_m2x2_d2,F_v3_d2|p_aty3_i3_o22_n4_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i3_o22_n5_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i3_o22_n0_fty17
	-T_m3x3,F_m2x2_d2|p_aty3_i3_o22_n1_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i3_o22_n4_fty17
	-F_m3x3_d2,F_m2x2_d2|p_aty3_i3_o22_n5_fty17
	-T_m2x2,F_m3x3_d2|p_aty3_i3_o22_n0_fty18
	-T_m3x3,F_m3x3_d2|p_aty3_i3_o22_n1_fty18
	-F_m2x2_d2,F_m3x3_d2|p_aty3_i3_o22_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i3_o22_n5_fty18
	-T_m2x2,F_s_d3|p_aty3_i3_o22_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i3_o22_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i3_o22_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i3_o22_n7_fty19
	-T_m2x2,F_v2_d3|p_aty3_i3_o22_n0_fty20
	-T_m3x3,F_v2_d3|p_aty3_i3_o22_n1_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i3_o22_n6_fty20
	-F_m3x3_d3,F_v2_d3|p_aty3_i3_o22_n7_fty20
	-T_m2x2,F_v3_d3|p_aty3_i3_o22_n0_fty21
	-T_m3x3,F_v3_d3|p_aty3_i3_o22_n1_fty21
	-F_m2x2_d3,F_v3_d3|p_aty3_i3_o22_n6_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i3_o22_n7_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i3_o22_n0_fty22
	-T_m3x3,F_m2x2_d3|p_aty3_i3_o22_n1_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i3_o22_n6_fty22
	-F_m3x3_d3,F_m2x2_d3|p_aty3_i3_o22_n7_fty22
	-T_m2x2,F_m3x3_d3|p_aty3_i3_o22_n0_fty23
	-T_m3x3,F_m3x3_d3|p_aty3_i3_o22_n1_fty23
	-F_m2x2_d3,F_m3x3_d3|p_aty3_i3_o22_n6_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i3_o22_n7_fty23

 division_trace |3_23
	-T_m2x2,T_s|p_aty3_i3_o23_n0_fty0
	-T_m3x3,T_s|p_aty3_i3_o23_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i3_o23_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i3_o23_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i3_o23_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i3_o23_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i3_o23_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i3_o23_n7_fty0
	-T_m2x2,F_s_d1|p_aty3_i3_o23_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i3_o23_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i3_o23_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i3_o23_n3_fty9
	-T_m2x2,F_s_d2|p_aty3_i3_o23_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i3_o23_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i3_o23_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i3_o23_n5_fty14
	-T_m2x2,F_s_d3|p_aty3_i3_o23_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i3_o23_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i3_o23_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i3_o23_n7_fty19

 modulate_trace |3_24

 op_doubledot_trace |3_25

 inverse_trace |3_26

 cosine_trace |3_27
	-F_m2x2_d1|p_aty3_i3_o27_n2
	-F_m3x3_d1|p_aty3_i3_o27_n3
	-F_m2x2_d2|p_aty3_i3_o27_n4
	-F_m3x3_d2|p_aty3_i3_o27_n5
	-F_m2x2_d3|p_aty3_i3_o27_n6
	-F_m3x3_d3|p_aty3_i3_o27_n7

 sine_trace |3_28
	-F_m2x2_d1|p_aty3_i3_o28_n2
	-F_m3x3_d1|p_aty3_i3_o28_n3
	-F_m2x2_d2|p_aty3_i3_o28_n4
	-F_m3x3_d2|p_aty3_i3_o28_n5
	-F_m2x2_d3|p_aty3_i3_o28_n6
	-F_m3x3_d3|p_aty3_i3_o28_n7

 arctangent_trace |3_29
	-F_m2x2_d1|p_aty3_i3_o29_n2
	-F_m3x3_d1|p_aty3_i3_o29_n3
	-F_m2x2_d2|p_aty3_i3_o29_n4
	-F_m3x3_d2|p_aty3_i3_o29_n5
	-F_m2x2_d3|p_aty3_i3_o29_n6
	-F_m3x3_d3|p_aty3_i3_o29_n7

 tangent_trace |3_30
	-F_m2x2_d1|p_aty3_i3_o30_n2
	-F_m3x3_d1|p_aty3_i3_o30_n3
	-F_m2x2_d2|p_aty3_i3_o30_n4
	-F_m3x3_d2|p_aty3_i3_o30_n5
	-F_m2x2_d3|p_aty3_i3_o30_n6
	-F_m3x3_d3|p_aty3_i3_o30_n7

 arccosine_trace |3_31
	-F_m2x2_d1|p_aty3_i3_o31_n2
	-F_m3x3_d1|p_aty3_i3_o31_n3
	-F_m2x2_d2|p_aty3_i3_o31_n4
	-F_m3x3_d2|p_aty3_i3_o31_n5
	-F_m2x2_d3|p_aty3_i3_o31_n6
	-F_m3x3_d3|p_aty3_i3_o31_n7

 arcsine_trace |3_32
	-F_m2x2_d1|p_aty3_i3_o32_n2
	-F_m3x3_d1|p_aty3_i3_o32_n3
	-F_m2x2_d2|p_aty3_i3_o32_n4
	-F_m3x3_d2|p_aty3_i3_o32_n5
	-F_m2x2_d3|p_aty3_i3_o32_n6
	-F_m3x3_d3|p_aty3_i3_o32_n7

 sqrt_trace |3_33
	-T_m2x2|p_aty3_i3_o33_n0
	-T_m3x3|p_aty3_i3_o33_n1
	-F_m2x2_d1|p_aty3_i3_o33_n2
	-F_m3x3_d1|p_aty3_i3_o33_n3
	-F_m2x2_d2|p_aty3_i3_o33_n4
	-F_m3x3_d2|p_aty3_i3_o33_n5
	-F_m2x2_d3|p_aty3_i3_o33_n6
	-F_m3x3_d3|p_aty3_i3_o33_n7

 transpose_ * |4_ *

 neg_transpose |4_0
	-T_m2x2|p_aty3_i4_o0_n0
	-T_m3x3|p_aty3_i4_o0_n1
	-F_m2x2_d1|p_aty3_i4_o0_n2
	-F_m3x3_d1|p_aty3_i4_o0_n3
	-F_m2x2_d2|p_aty3_i4_o0_n4
	-F_m3x3_d2|p_aty3_i4_o0_n5
	-F_m2x2_d3|p_aty3_i4_o0_n6
	-F_m3x3_d3|p_aty3_i4_o0_n7

 norm_transpose |4_1
	-T_m2x2|p_aty3_i4_o1_n0
	-T_m3x3|p_aty3_i4_o1_n1
	-F_m2x2_d1|p_aty3_i4_o1_n2
	-F_m3x3_d1|p_aty3_i4_o1_n3
	-F_m2x2_d2|p_aty3_i4_o1_n4
	-F_m3x3_d2|p_aty3_i4_o1_n5
	-F_m2x2_d3|p_aty3_i4_o1_n6
	-F_m3x3_d3|p_aty3_i4_o1_n7

 normalize_transpose |4_2
	-T_m2x2|p_aty3_i4_o2_n0
	-T_m3x3|p_aty3_i4_o2_n1
	-F_m2x2_d1|p_aty3_i4_o2_n2
	-F_m3x3_d1|p_aty3_i4_o2_n3
	-F_m2x2_d2|p_aty3_i4_o2_n4
	-F_m3x3_d2|p_aty3_i4_o2_n5
	-F_m2x2_d3|p_aty3_i4_o2_n6
	-F_m3x3_d3|p_aty3_i4_o2_n7

 trace_transpose |4_3
	-T_m2x2|p_aty3_i4_o3_n0
	-T_m3x3|p_aty3_i4_o3_n1
	-F_m2x2_d1|p_aty3_i4_o3_n2
	-F_m3x3_d1|p_aty3_i4_o3_n3
	-F_m2x2_d2|p_aty3_i4_o3_n4
	-F_m3x3_d2|p_aty3_i4_o3_n5
	-F_m2x2_d3|p_aty3_i4_o3_n6
	-F_m3x3_d3|p_aty3_i4_o3_n7

 transpose_transpose |4_4
	-T_m2x2|p_aty3_i4_o4_n0
	-T_m3x3|p_aty3_i4_o4_n1
	-F_m2x2_d1|p_aty3_i4_o4_n2
	-F_m3x3_d1|p_aty3_i4_o4_n3
	-F_m2x2_d2|p_aty3_i4_o4_n4
	-F_m3x3_d2|p_aty3_i4_o4_n5
	-F_m2x2_d3|p_aty3_i4_o4_n6
	-F_m3x3_d3|p_aty3_i4_o4_n7

 det_transpose |4_5
	-T_m2x2|p_aty3_i4_o5_n0
	-T_m3x3|p_aty3_i4_o5_n1
	-F_m2x2_d1|p_aty3_i4_o5_n2
	-F_m3x3_d1|p_aty3_i4_o5_n3
	-F_m2x2_d2|p_aty3_i4_o5_n4
	-F_m3x3_d2|p_aty3_i4_o5_n5
	-F_m2x2_d3|p_aty3_i4_o5_n6
	-F_m3x3_d3|p_aty3_i4_o5_n7

 probe_transpose |4_6
	-T_m2x2|p_aty3_i4_o6_n0
	-T_m3x3|p_aty3_i4_o6_n1
	-F_m2x2_d1|p_aty3_i4_o6_n2
	-F_m3x3_d1|p_aty3_i4_o6_n3
	-F_m2x2_d2|p_aty3_i4_o6_n4
	-F_m3x3_d2|p_aty3_i4_o6_n5
	-F_m2x2_d3|p_aty3_i4_o6_n6
	-F_m3x3_d3|p_aty3_i4_o6_n7

 grad_transpose |4_7

 div_transpose |4_8

 curl_transpose |4_9

 jacob_transpose |4_10
	-F_m2x2_d2|p_aty3_i4_o10_n4
	-F_m3x3_d3|p_aty3_i4_o10_n7

 slicem0_transpose |4_11
	-T_m2x2|p_aty3_i4_o11_n0
	-T_m3x3|p_aty3_i4_o11_n1
	-F_m2x2_d1|p_aty3_i4_o11_n2
	-F_m3x3_d1|p_aty3_i4_o11_n3
	-F_m2x2_d2|p_aty3_i4_o11_n4
	-F_m3x3_d2|p_aty3_i4_o11_n5
	-F_m2x2_d3|p_aty3_i4_o11_n6
	-F_m3x3_d3|p_aty3_i4_o11_n7

 slicem1_transpose |4_12
	-T_m2x2|p_aty3_i4_o12_n0
	-T_m3x3|p_aty3_i4_o12_n1
	-F_m2x2_d1|p_aty3_i4_o12_n2
	-F_m3x3_d1|p_aty3_i4_o12_n3
	-F_m2x2_d2|p_aty3_i4_o12_n4
	-F_m3x3_d2|p_aty3_i4_o12_n5
	-F_m2x2_d3|p_aty3_i4_o12_n6
	-F_m3x3_d3|p_aty3_i4_o12_n7

 slicev0_transpose |4_13

 slicev1_transpose |4_14

 slicet0_transpose |4_15

 slicet1_transpose |4_16

 addition_transpose |4_17
	-T_m2x2,T_m2x2|p_aty3_i4_o17_n0_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i4_o17_n2_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i4_o17_n4_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i4_o17_n6_fty3
	-T_m3x3,T_m3x3|p_aty3_i4_o17_n1_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i4_o17_n3_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i4_o17_n5_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i4_o17_n7_fty4
	-T_m2x2,F_m2x2_d1|p_aty3_i4_o17_n0_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i4_o17_n2_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i4_o17_n1_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i4_o17_n3_fty13
	-T_m2x2,F_m2x2_d2|p_aty3_i4_o17_n0_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i4_o17_n4_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i4_o17_n1_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i4_o17_n5_fty18
	-T_m2x2,F_m2x2_d3|p_aty3_i4_o17_n0_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i4_o17_n6_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i4_o17_n1_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i4_o17_n7_fty23

 subtraction_transpose |4_18
	-T_m2x2,T_m2x2|p_aty3_i4_o18_n0_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i4_o18_n2_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i4_o18_n4_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i4_o18_n6_fty3
	-T_m3x3,T_m3x3|p_aty3_i4_o18_n1_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i4_o18_n3_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i4_o18_n5_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i4_o18_n7_fty4
	-T_m2x2,F_m2x2_d1|p_aty3_i4_o18_n0_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i4_o18_n2_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i4_o18_n1_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i4_o18_n3_fty13
	-T_m2x2,F_m2x2_d2|p_aty3_i4_o18_n0_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i4_o18_n4_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i4_o18_n1_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i4_o18_n5_fty18
	-T_m2x2,F_m2x2_d3|p_aty3_i4_o18_n0_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i4_o18_n6_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i4_o18_n1_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i4_o18_n7_fty23

 cross product_transpose |4_19

 outer product_transpose |4_20
	-T_m2x2,T_v2|p_aty3_i4_o20_n0_fty1
	-F_m2x2_d1,T_v2|p_aty3_i4_o20_n2_fty1
	-F_m2x2_d2,T_v2|p_aty3_i4_o20_n4_fty1
	-F_m2x2_d3,T_v2|p_aty3_i4_o20_n6_fty1
	-T_m3x3,T_v3|p_aty3_i4_o20_n1_fty2
	-F_m3x3_d1,T_v3|p_aty3_i4_o20_n3_fty2
	-F_m3x3_d2,T_v3|p_aty3_i4_o20_n5_fty2
	-F_m3x3_d3,T_v3|p_aty3_i4_o20_n7_fty2
	-T_m2x2,F_v2_d1|p_aty3_i4_o20_n0_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i4_o20_n2_fty10
	-T_m3x3,F_v3_d1|p_aty3_i4_o20_n1_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i4_o20_n3_fty11
	-T_m2x2,F_v2_d2|p_aty3_i4_o20_n0_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i4_o20_n4_fty15
	-T_m3x3,F_v3_d2|p_aty3_i4_o20_n1_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i4_o20_n5_fty16
	-T_m2x2,F_v2_d3|p_aty3_i4_o20_n0_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i4_o20_n6_fty20
	-T_m3x3,F_v3_d3|p_aty3_i4_o20_n1_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i4_o20_n7_fty21

 inner product_transpose |4_21
	-T_m2x2,T_v2|p_aty3_i4_o21_n0_fty1
	-F_m2x2_d1,T_v2|p_aty3_i4_o21_n2_fty1
	-F_m2x2_d2,T_v2|p_aty3_i4_o21_n4_fty1
	-F_m2x2_d3,T_v2|p_aty3_i4_o21_n6_fty1
	-T_m3x3,T_v3|p_aty3_i4_o21_n1_fty2
	-F_m3x3_d1,T_v3|p_aty3_i4_o21_n3_fty2
	-F_m3x3_d2,T_v3|p_aty3_i4_o21_n5_fty2
	-F_m3x3_d3,T_v3|p_aty3_i4_o21_n7_fty2
	-T_m2x2,T_m2x2|p_aty3_i4_o21_n0_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i4_o21_n2_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i4_o21_n4_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i4_o21_n6_fty3
	-T_m3x3,T_m3x3|p_aty3_i4_o21_n1_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i4_o21_n3_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i4_o21_n5_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i4_o21_n7_fty4
	-T_m2x2,T_m2x3|p_aty3_i4_o21_n0_fty5
	-F_m2x2_d1,T_m2x3|p_aty3_i4_o21_n2_fty5
	-F_m2x2_d2,T_m2x3|p_aty3_i4_o21_n4_fty5
	-F_m2x2_d3,T_m2x3|p_aty3_i4_o21_n6_fty5
	-T_m3x3,T_m3x2|p_aty3_i4_o21_n1_fty6
	-F_m3x3_d1,T_m3x2|p_aty3_i4_o21_n3_fty6
	-F_m3x3_d2,T_m3x2|p_aty3_i4_o21_n5_fty6
	-F_m3x3_d3,T_m3x2|p_aty3_i4_o21_n7_fty6
	-T_m2x2,T_t2x2x2|p_aty3_i4_o21_n0_fty7
	-F_m2x2_d1,T_t2x2x2|p_aty3_i4_o21_n2_fty7
	-F_m2x2_d2,T_t2x2x2|p_aty3_i4_o21_n4_fty7
	-F_m2x2_d3,T_t2x2x2|p_aty3_i4_o21_n6_fty7
	-T_m3x3,T_t3x3x3|p_aty3_i4_o21_n1_fty8
	-F_m3x3_d1,T_t3x3x3|p_aty3_i4_o21_n3_fty8
	-F_m3x3_d2,T_t3x3x3|p_aty3_i4_o21_n5_fty8
	-F_m3x3_d3,T_t3x3x3|p_aty3_i4_o21_n7_fty8
	-T_m2x2,F_v2_d1|p_aty3_i4_o21_n0_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i4_o21_n2_fty10
	-T_m3x3,F_v3_d1|p_aty3_i4_o21_n1_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i4_o21_n3_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i4_o21_n0_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i4_o21_n2_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i4_o21_n1_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i4_o21_n3_fty13
	-T_m2x2,F_v2_d2|p_aty3_i4_o21_n0_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i4_o21_n4_fty15
	-T_m3x3,F_v3_d2|p_aty3_i4_o21_n1_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i4_o21_n5_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i4_o21_n0_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i4_o21_n4_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i4_o21_n1_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i4_o21_n5_fty18
	-T_m2x2,F_v2_d3|p_aty3_i4_o21_n0_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i4_o21_n6_fty20
	-T_m3x3,F_v3_d3|p_aty3_i4_o21_n1_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i4_o21_n7_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i4_o21_n0_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i4_o21_n6_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i4_o21_n1_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i4_o21_n7_fty23

 multiplication_transpose |4_22
	-T_m2x2,T_s|p_aty3_i4_o22_n0_fty0
	-T_m3x3,T_s|p_aty3_i4_o22_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i4_o22_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i4_o22_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i4_o22_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i4_o22_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i4_o22_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i4_o22_n7_fty0
	-T_m2x2,F_s_d1|p_aty3_i4_o22_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i4_o22_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i4_o22_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i4_o22_n3_fty9
	-T_m2x2,F_s_d2|p_aty3_i4_o22_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i4_o22_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i4_o22_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i4_o22_n5_fty14
	-T_m2x2,F_s_d3|p_aty3_i4_o22_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i4_o22_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i4_o22_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i4_o22_n7_fty19

 division_transpose |4_23
	-T_m2x2,T_s|p_aty3_i4_o23_n0_fty0
	-T_m3x3,T_s|p_aty3_i4_o23_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i4_o23_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i4_o23_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i4_o23_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i4_o23_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i4_o23_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i4_o23_n7_fty0
	-T_m2x2,F_s_d1|p_aty3_i4_o23_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i4_o23_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i4_o23_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i4_o23_n3_fty9
	-T_m2x2,F_s_d2|p_aty3_i4_o23_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i4_o23_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i4_o23_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i4_o23_n5_fty14
	-T_m2x2,F_s_d3|p_aty3_i4_o23_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i4_o23_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i4_o23_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i4_o23_n7_fty19

 modulate_transpose |4_24
	-T_m2x2,T_m2x2|p_aty3_i4_o24_n0_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i4_o24_n2_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i4_o24_n4_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i4_o24_n6_fty3
	-T_m3x3,T_m3x3|p_aty3_i4_o24_n1_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i4_o24_n3_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i4_o24_n5_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i4_o24_n7_fty4
	-T_m2x2,F_m2x2_d1|p_aty3_i4_o24_n0_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i4_o24_n2_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i4_o24_n1_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i4_o24_n3_fty13
	-T_m2x2,F_m2x2_d2|p_aty3_i4_o24_n0_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i4_o24_n4_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i4_o24_n1_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i4_o24_n5_fty18
	-T_m2x2,F_m2x2_d3|p_aty3_i4_o24_n0_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i4_o24_n6_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i4_o24_n1_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i4_o24_n7_fty23

 op_doubledot_transpose |4_25
	-T_m2x2,T_m2x2|p_aty3_i4_o25_n0_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i4_o25_n2_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i4_o25_n4_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i4_o25_n6_fty3
	-T_m3x3,T_m3x3|p_aty3_i4_o25_n1_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i4_o25_n3_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i4_o25_n5_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i4_o25_n7_fty4
	-T_m2x2,F_m2x2_d1|p_aty3_i4_o25_n0_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i4_o25_n2_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i4_o25_n1_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i4_o25_n3_fty13
	-T_m2x2,F_m2x2_d2|p_aty3_i4_o25_n0_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i4_o25_n4_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i4_o25_n1_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i4_o25_n5_fty18
	-T_m2x2,F_m2x2_d3|p_aty3_i4_o25_n0_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i4_o25_n6_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i4_o25_n1_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i4_o25_n7_fty23

 inverse_transpose |4_26
	-T_m2x2|p_aty3_i4_o26_n0
	-T_m3x3|p_aty3_i4_o26_n1
	-F_m2x2_d1|p_aty3_i4_o26_n2
	-F_m3x3_d1|p_aty3_i4_o26_n3
	-F_m2x2_d2|p_aty3_i4_o26_n4
	-F_m3x3_d2|p_aty3_i4_o26_n5
	-F_m2x2_d3|p_aty3_i4_o26_n6
	-F_m3x3_d3|p_aty3_i4_o26_n7

 cosine_transpose |4_27

 sine_transpose |4_28

 arctangent_transpose |4_29

 tangent_transpose |4_30

 arccosine_transpose |4_31

 arcsine_transpose |4_32

 sqrt_transpose |4_33

 det_ * |5_ *

 neg_det |5_0
	-T_m2x2|p_aty3_i5_o0_n0
	-T_m3x3|p_aty3_i5_o0_n1
	-F_m2x2_d1|p_aty3_i5_o0_n2
	-F_m3x3_d1|p_aty3_i5_o0_n3
	-F_m2x2_d2|p_aty3_i5_o0_n4
	-F_m3x3_d2|p_aty3_i5_o0_n5
	-F_m2x2_d3|p_aty3_i5_o0_n6
	-F_m3x3_d3|p_aty3_i5_o0_n7

 norm_det |5_1
	-T_m2x2|p_aty3_i5_o1_n0
	-T_m3x3|p_aty3_i5_o1_n1
	-F_m2x2_d1|p_aty3_i5_o1_n2
	-F_m3x3_d1|p_aty3_i5_o1_n3
	-F_m2x2_d2|p_aty3_i5_o1_n4
	-F_m3x3_d2|p_aty3_i5_o1_n5
	-F_m2x2_d3|p_aty3_i5_o1_n6
	-F_m3x3_d3|p_aty3_i5_o1_n7

 normalize_det |5_2

 trace_det |5_3

 transpose_det |5_4

 det_det |5_5

 probe_det |5_6
	-T_m2x2|p_aty3_i5_o6_n0
	-T_m3x3|p_aty3_i5_o6_n1
	-F_m2x2_d1|p_aty3_i5_o6_n2
	-F_m3x3_d1|p_aty3_i5_o6_n3
	-F_m2x2_d2|p_aty3_i5_o6_n4
	-F_m3x3_d2|p_aty3_i5_o6_n5
	-F_m2x2_d3|p_aty3_i5_o6_n6
	-F_m3x3_d3|p_aty3_i5_o6_n7

 grad_det |5_7
	-F_m2x2_d1|p_aty3_i5_o7_n2
	-F_m3x3_d1|p_aty3_i5_o7_n3
	-F_m2x2_d2|p_aty3_i5_o7_n4
	-F_m3x3_d2|p_aty3_i5_o7_n5
	-F_m2x2_d3|p_aty3_i5_o7_n6
	-F_m3x3_d3|p_aty3_i5_o7_n7

 div_det |5_8

 curl_det |5_9

 jacob_det |5_10

 slicem0_det |5_11

 slicem1_det |5_12

 slicev0_det |5_13

 slicev1_det |5_14

 slicet0_det |5_15

 slicet1_det |5_16

 addition_det |5_17
	-T_m2x2,T_s|p_aty3_i5_o17_n0_fty0
	-T_m3x3,T_s|p_aty3_i5_o17_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i5_o17_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i5_o17_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i5_o17_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i5_o17_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i5_o17_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i5_o17_n7_fty0
	-T_m2x2,F_s_d1|p_aty3_i5_o17_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i5_o17_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i5_o17_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i5_o17_n3_fty9
	-T_m2x2,F_s_d2|p_aty3_i5_o17_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i5_o17_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i5_o17_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i5_o17_n5_fty14
	-T_m2x2,F_s_d3|p_aty3_i5_o17_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i5_o17_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i5_o17_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i5_o17_n7_fty19

 subtraction_det |5_18
	-T_m2x2,T_s|p_aty3_i5_o18_n0_fty0
	-T_m3x3,T_s|p_aty3_i5_o18_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i5_o18_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i5_o18_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i5_o18_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i5_o18_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i5_o18_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i5_o18_n7_fty0
	-T_m2x2,F_s_d1|p_aty3_i5_o18_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i5_o18_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i5_o18_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i5_o18_n3_fty9
	-T_m2x2,F_s_d2|p_aty3_i5_o18_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i5_o18_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i5_o18_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i5_o18_n5_fty14
	-T_m2x2,F_s_d3|p_aty3_i5_o18_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i5_o18_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i5_o18_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i5_o18_n7_fty19

 cross product_det |5_19

 outer product_det |5_20

 inner product_det |5_21

 multiplication_det |5_22
	-T_m2x2,T_s|p_aty3_i5_o22_n0_fty0
	-T_m3x3,T_s|p_aty3_i5_o22_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i5_o22_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i5_o22_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i5_o22_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i5_o22_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i5_o22_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i5_o22_n7_fty0
	-T_m2x2,T_v2|p_aty3_i5_o22_n0_fty1
	-T_m3x3,T_v2|p_aty3_i5_o22_n1_fty1
	-F_m2x2_d1,T_v2|p_aty3_i5_o22_n2_fty1
	-F_m3x3_d1,T_v2|p_aty3_i5_o22_n3_fty1
	-F_m2x2_d2,T_v2|p_aty3_i5_o22_n4_fty1
	-F_m3x3_d2,T_v2|p_aty3_i5_o22_n5_fty1
	-F_m2x2_d3,T_v2|p_aty3_i5_o22_n6_fty1
	-F_m3x3_d3,T_v2|p_aty3_i5_o22_n7_fty1
	-T_m2x2,T_v3|p_aty3_i5_o22_n0_fty2
	-T_m3x3,T_v3|p_aty3_i5_o22_n1_fty2
	-F_m2x2_d1,T_v3|p_aty3_i5_o22_n2_fty2
	-F_m3x3_d1,T_v3|p_aty3_i5_o22_n3_fty2
	-F_m2x2_d2,T_v3|p_aty3_i5_o22_n4_fty2
	-F_m3x3_d2,T_v3|p_aty3_i5_o22_n5_fty2
	-F_m2x2_d3,T_v3|p_aty3_i5_o22_n6_fty2
	-F_m3x3_d3,T_v3|p_aty3_i5_o22_n7_fty2
	-T_m2x2,T_m2x2|p_aty3_i5_o22_n0_fty3
	-T_m3x3,T_m2x2|p_aty3_i5_o22_n1_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i5_o22_n2_fty3
	-F_m3x3_d1,T_m2x2|p_aty3_i5_o22_n3_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i5_o22_n4_fty3
	-F_m3x3_d2,T_m2x2|p_aty3_i5_o22_n5_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i5_o22_n6_fty3
	-F_m3x3_d3,T_m2x2|p_aty3_i5_o22_n7_fty3
	-T_m2x2,T_m3x3|p_aty3_i5_o22_n0_fty4
	-T_m3x3,T_m3x3|p_aty3_i5_o22_n1_fty4
	-F_m2x2_d1,T_m3x3|p_aty3_i5_o22_n2_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i5_o22_n3_fty4
	-F_m2x2_d2,T_m3x3|p_aty3_i5_o22_n4_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i5_o22_n5_fty4
	-F_m2x2_d3,T_m3x3|p_aty3_i5_o22_n6_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i5_o22_n7_fty4
	-T_m2x2,T_m2x3|p_aty3_i5_o22_n0_fty5
	-T_m3x3,T_m2x3|p_aty3_i5_o22_n1_fty5
	-F_m2x2_d1,T_m2x3|p_aty3_i5_o22_n2_fty5
	-F_m3x3_d1,T_m2x3|p_aty3_i5_o22_n3_fty5
	-F_m2x2_d2,T_m2x3|p_aty3_i5_o22_n4_fty5
	-F_m3x3_d2,T_m2x3|p_aty3_i5_o22_n5_fty5
	-F_m2x2_d3,T_m2x3|p_aty3_i5_o22_n6_fty5
	-F_m3x3_d3,T_m2x3|p_aty3_i5_o22_n7_fty5
	-T_m2x2,T_m3x2|p_aty3_i5_o22_n0_fty6
	-T_m3x3,T_m3x2|p_aty3_i5_o22_n1_fty6
	-F_m2x2_d1,T_m3x2|p_aty3_i5_o22_n2_fty6
	-F_m3x3_d1,T_m3x2|p_aty3_i5_o22_n3_fty6
	-F_m2x2_d2,T_m3x2|p_aty3_i5_o22_n4_fty6
	-F_m3x3_d2,T_m3x2|p_aty3_i5_o22_n5_fty6
	-F_m2x2_d3,T_m3x2|p_aty3_i5_o22_n6_fty6
	-F_m3x3_d3,T_m3x2|p_aty3_i5_o22_n7_fty6
	-T_m2x2,T_t2x2x2|p_aty3_i5_o22_n0_fty7
	-T_m3x3,T_t2x2x2|p_aty3_i5_o22_n1_fty7
	-F_m2x2_d1,T_t2x2x2|p_aty3_i5_o22_n2_fty7
	-F_m3x3_d1,T_t2x2x2|p_aty3_i5_o22_n3_fty7
	-F_m2x2_d2,T_t2x2x2|p_aty3_i5_o22_n4_fty7
	-F_m3x3_d2,T_t2x2x2|p_aty3_i5_o22_n5_fty7
	-F_m2x2_d3,T_t2x2x2|p_aty3_i5_o22_n6_fty7
	-F_m3x3_d3,T_t2x2x2|p_aty3_i5_o22_n7_fty7
	-T_m2x2,T_t3x3x3|p_aty3_i5_o22_n0_fty8
	-T_m3x3,T_t3x3x3|p_aty3_i5_o22_n1_fty8
	-F_m2x2_d1,T_t3x3x3|p_aty3_i5_o22_n2_fty8
	-F_m3x3_d1,T_t3x3x3|p_aty3_i5_o22_n3_fty8
	-F_m2x2_d2,T_t3x3x3|p_aty3_i5_o22_n4_fty8
	-F_m3x3_d2,T_t3x3x3|p_aty3_i5_o22_n5_fty8
	-F_m2x2_d3,T_t3x3x3|p_aty3_i5_o22_n6_fty8
	-F_m3x3_d3,T_t3x3x3|p_aty3_i5_o22_n7_fty8
	-T_m2x2,F_s_d1|p_aty3_i5_o22_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i5_o22_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i5_o22_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i5_o22_n3_fty9
	-T_m2x2,F_v2_d1|p_aty3_i5_o22_n0_fty10
	-T_m3x3,F_v2_d1|p_aty3_i5_o22_n1_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i5_o22_n2_fty10
	-F_m3x3_d1,F_v2_d1|p_aty3_i5_o22_n3_fty10
	-T_m2x2,F_v3_d1|p_aty3_i5_o22_n0_fty11
	-T_m3x3,F_v3_d1|p_aty3_i5_o22_n1_fty11
	-F_m2x2_d1,F_v3_d1|p_aty3_i5_o22_n2_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i5_o22_n3_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i5_o22_n0_fty12
	-T_m3x3,F_m2x2_d1|p_aty3_i5_o22_n1_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i5_o22_n2_fty12
	-F_m3x3_d1,F_m2x2_d1|p_aty3_i5_o22_n3_fty12
	-T_m2x2,F_m3x3_d1|p_aty3_i5_o22_n0_fty13
	-T_m3x3,F_m3x3_d1|p_aty3_i5_o22_n1_fty13
	-F_m2x2_d1,F_m3x3_d1|p_aty3_i5_o22_n2_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i5_o22_n3_fty13
	-T_m2x2,F_s_d2|p_aty3_i5_o22_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i5_o22_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i5_o22_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i5_o22_n5_fty14
	-T_m2x2,F_v2_d2|p_aty3_i5_o22_n0_fty15
	-T_m3x3,F_v2_d2|p_aty3_i5_o22_n1_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i5_o22_n4_fty15
	-F_m3x3_d2,F_v2_d2|p_aty3_i5_o22_n5_fty15
	-T_m2x2,F_v3_d2|p_aty3_i5_o22_n0_fty16
	-T_m3x3,F_v3_d2|p_aty3_i5_o22_n1_fty16
	-F_m2x2_d2,F_v3_d2|p_aty3_i5_o22_n4_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i5_o22_n5_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i5_o22_n0_fty17
	-T_m3x3,F_m2x2_d2|p_aty3_i5_o22_n1_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i5_o22_n4_fty17
	-F_m3x3_d2,F_m2x2_d2|p_aty3_i5_o22_n5_fty17
	-T_m2x2,F_m3x3_d2|p_aty3_i5_o22_n0_fty18
	-T_m3x3,F_m3x3_d2|p_aty3_i5_o22_n1_fty18
	-F_m2x2_d2,F_m3x3_d2|p_aty3_i5_o22_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i5_o22_n5_fty18
	-T_m2x2,F_s_d3|p_aty3_i5_o22_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i5_o22_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i5_o22_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i5_o22_n7_fty19
	-T_m2x2,F_v2_d3|p_aty3_i5_o22_n0_fty20
	-T_m3x3,F_v2_d3|p_aty3_i5_o22_n1_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i5_o22_n6_fty20
	-F_m3x3_d3,F_v2_d3|p_aty3_i5_o22_n7_fty20
	-T_m2x2,F_v3_d3|p_aty3_i5_o22_n0_fty21
	-T_m3x3,F_v3_d3|p_aty3_i5_o22_n1_fty21
	-F_m2x2_d3,F_v3_d3|p_aty3_i5_o22_n6_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i5_o22_n7_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i5_o22_n0_fty22
	-T_m3x3,F_m2x2_d3|p_aty3_i5_o22_n1_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i5_o22_n6_fty22
	-F_m3x3_d3,F_m2x2_d3|p_aty3_i5_o22_n7_fty22
	-T_m2x2,F_m3x3_d3|p_aty3_i5_o22_n0_fty23
	-T_m3x3,F_m3x3_d3|p_aty3_i5_o22_n1_fty23
	-F_m2x2_d3,F_m3x3_d3|p_aty3_i5_o22_n6_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i5_o22_n7_fty23

 division_det |5_23
	-T_m2x2,T_s|p_aty3_i5_o23_n0_fty0
	-T_m3x3,T_s|p_aty3_i5_o23_n1_fty0
	-F_m2x2_d1,T_s|p_aty3_i5_o23_n2_fty0
	-F_m3x3_d1,T_s|p_aty3_i5_o23_n3_fty0
	-F_m2x2_d2,T_s|p_aty3_i5_o23_n4_fty0
	-F_m3x3_d2,T_s|p_aty3_i5_o23_n5_fty0
	-F_m2x2_d3,T_s|p_aty3_i5_o23_n6_fty0
	-F_m3x3_d3,T_s|p_aty3_i5_o23_n7_fty0
	-T_m2x2,F_s_d1|p_aty3_i5_o23_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i5_o23_n1_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i5_o23_n2_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i5_o23_n3_fty9
	-T_m2x2,F_s_d2|p_aty3_i5_o23_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i5_o23_n1_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i5_o23_n4_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i5_o23_n5_fty14
	-T_m2x2,F_s_d3|p_aty3_i5_o23_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i5_o23_n1_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i5_o23_n6_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i5_o23_n7_fty19

 modulate_det |5_24

 op_doubledot_det |5_25

 inverse_det |5_26

 cosine_det |5_27
	-F_m2x2_d1|p_aty3_i5_o27_n2
	-F_m3x3_d1|p_aty3_i5_o27_n3
	-F_m2x2_d2|p_aty3_i5_o27_n4
	-F_m3x3_d2|p_aty3_i5_o27_n5
	-F_m2x2_d3|p_aty3_i5_o27_n6
	-F_m3x3_d3|p_aty3_i5_o27_n7

 sine_det |5_28
	-F_m2x2_d1|p_aty3_i5_o28_n2
	-F_m3x3_d1|p_aty3_i5_o28_n3
	-F_m2x2_d2|p_aty3_i5_o28_n4
	-F_m3x3_d2|p_aty3_i5_o28_n5
	-F_m2x2_d3|p_aty3_i5_o28_n6
	-F_m3x3_d3|p_aty3_i5_o28_n7

 arctangent_det |5_29
	-F_m2x2_d1|p_aty3_i5_o29_n2
	-F_m3x3_d1|p_aty3_i5_o29_n3
	-F_m2x2_d2|p_aty3_i5_o29_n4
	-F_m3x3_d2|p_aty3_i5_o29_n5
	-F_m2x2_d3|p_aty3_i5_o29_n6
	-F_m3x3_d3|p_aty3_i5_o29_n7

 tangent_det |5_30
	-F_m2x2_d1|p_aty3_i5_o30_n2
	-F_m3x3_d1|p_aty3_i5_o30_n3
	-F_m2x2_d2|p_aty3_i5_o30_n4
	-F_m3x3_d2|p_aty3_i5_o30_n5
	-F_m2x2_d3|p_aty3_i5_o30_n6
	-F_m3x3_d3|p_aty3_i5_o30_n7

 arccosine_det |5_31
	-F_m2x2_d1|p_aty3_i5_o31_n2
	-F_m3x3_d1|p_aty3_i5_o31_n3
	-F_m2x2_d2|p_aty3_i5_o31_n4
	-F_m3x3_d2|p_aty3_i5_o31_n5
	-F_m2x2_d3|p_aty3_i5_o31_n6
	-F_m3x3_d3|p_aty3_i5_o31_n7

 arcsine_det |5_32
	-F_m2x2_d1|p_aty3_i5_o32_n2
	-F_m3x3_d1|p_aty3_i5_o32_n3
	-F_m2x2_d2|p_aty3_i5_o32_n4
	-F_m3x3_d2|p_aty3_i5_o32_n5
	-F_m2x2_d3|p_aty3_i5_o32_n6
	-F_m3x3_d3|p_aty3_i5_o32_n7

 sqrt_det |5_33
	-T_m2x2|p_aty3_i5_o33_n0
	-T_m3x3|p_aty3_i5_o33_n1
	-F_m2x2_d1|p_aty3_i5_o33_n2
	-F_m3x3_d1|p_aty3_i5_o33_n3
	-F_m2x2_d2|p_aty3_i5_o33_n4
	-F_m3x3_d2|p_aty3_i5_o33_n5
	-F_m2x2_d3|p_aty3_i5_o33_n6
	-F_m3x3_d3|p_aty3_i5_o33_n7

 probe_ * |6_ *

 neg_probe |6_0
	-T_s|p_aty3_i6_o0_n0
	-T_v2|p_aty3_i6_o0_n1
	-T_v3|p_aty3_i6_o0_n2
	-T_m2x2|p_aty3_i6_o0_n3
	-T_m3x3|p_aty3_i6_o0_n4
	-T_m2x3|p_aty3_i6_o0_n5
	-T_m3x2|p_aty3_i6_o0_n6
	-T_t2x2x2|p_aty3_i6_o0_n7
	-T_t3x3x3|p_aty3_i6_o0_n8
	-F_s_d1|p_aty3_i6_o0_n9
	-F_v2_d1|p_aty3_i6_o0_n10
	-F_v3_d1|p_aty3_i6_o0_n11
	-F_m2x2_d1|p_aty3_i6_o0_n12
	-F_m3x3_d1|p_aty3_i6_o0_n13
	-F_s_d2|p_aty3_i6_o0_n14
	-F_v2_d2|p_aty3_i6_o0_n15
	-F_v3_d2|p_aty3_i6_o0_n16
	-F_m2x2_d2|p_aty3_i6_o0_n17
	-F_m3x3_d2|p_aty3_i6_o0_n18
	-F_s_d3|p_aty3_i6_o0_n19
	-F_v2_d3|p_aty3_i6_o0_n20
	-F_v3_d3|p_aty3_i6_o0_n21
	-F_m2x2_d3|p_aty3_i6_o0_n22
	-F_m3x3_d3|p_aty3_i6_o0_n23

 norm_probe |6_1
	-T_s|p_aty3_i6_o1_n0
	-T_v2|p_aty3_i6_o1_n1
	-T_v3|p_aty3_i6_o1_n2
	-T_m2x2|p_aty3_i6_o1_n3
	-T_m3x3|p_aty3_i6_o1_n4
	-T_m2x3|p_aty3_i6_o1_n5
	-T_m3x2|p_aty3_i6_o1_n6
	-T_t2x2x2|p_aty3_i6_o1_n7
	-T_t3x3x3|p_aty3_i6_o1_n8
	-F_s_d1|p_aty3_i6_o1_n9
	-F_v2_d1|p_aty3_i6_o1_n10
	-F_v3_d1|p_aty3_i6_o1_n11
	-F_m2x2_d1|p_aty3_i6_o1_n12
	-F_m3x3_d1|p_aty3_i6_o1_n13
	-F_s_d2|p_aty3_i6_o1_n14
	-F_v2_d2|p_aty3_i6_o1_n15
	-F_v3_d2|p_aty3_i6_o1_n16
	-F_m2x2_d2|p_aty3_i6_o1_n17
	-F_m3x3_d2|p_aty3_i6_o1_n18
	-F_s_d3|p_aty3_i6_o1_n19
	-F_v2_d3|p_aty3_i6_o1_n20
	-F_v3_d3|p_aty3_i6_o1_n21
	-F_m2x2_d3|p_aty3_i6_o1_n22
	-F_m3x3_d3|p_aty3_i6_o1_n23

 normalize_probe |6_2
	-T_v2|p_aty3_i6_o2_n1
	-T_v3|p_aty3_i6_o2_n2
	-T_m2x2|p_aty3_i6_o2_n3
	-T_m3x3|p_aty3_i6_o2_n4
	-T_m2x3|p_aty3_i6_o2_n5
	-T_m3x2|p_aty3_i6_o2_n6
	-T_t2x2x2|p_aty3_i6_o2_n7
	-T_t3x3x3|p_aty3_i6_o2_n8
	-F_v2_d1|p_aty3_i6_o2_n10
	-F_v3_d1|p_aty3_i6_o2_n11
	-F_m2x2_d1|p_aty3_i6_o2_n12
	-F_m3x3_d1|p_aty3_i6_o2_n13
	-F_v2_d2|p_aty3_i6_o2_n15
	-F_v3_d2|p_aty3_i6_o2_n16
	-F_m2x2_d2|p_aty3_i6_o2_n17
	-F_m3x3_d2|p_aty3_i6_o2_n18
	-F_v2_d3|p_aty3_i6_o2_n20
	-F_v3_d3|p_aty3_i6_o2_n21
	-F_m2x2_d3|p_aty3_i6_o2_n22
	-F_m3x3_d3|p_aty3_i6_o2_n23

 trace_probe |6_3
	-T_m2x2|p_aty3_i6_o3_n3
	-T_m3x3|p_aty3_i6_o3_n4
	-F_m2x2_d1|p_aty3_i6_o3_n12
	-F_m3x3_d1|p_aty3_i6_o3_n13
	-F_m2x2_d2|p_aty3_i6_o3_n17
	-F_m3x3_d2|p_aty3_i6_o3_n18
	-F_m2x2_d3|p_aty3_i6_o3_n22
	-F_m3x3_d3|p_aty3_i6_o3_n23

 transpose_probe |6_4
	-T_m2x2|p_aty3_i6_o4_n3
	-T_m3x3|p_aty3_i6_o4_n4
	-F_m2x2_d1|p_aty3_i6_o4_n12
	-F_m3x3_d1|p_aty3_i6_o4_n13
	-F_m2x2_d2|p_aty3_i6_o4_n17
	-F_m3x3_d2|p_aty3_i6_o4_n18
	-F_m2x2_d3|p_aty3_i6_o4_n22
	-F_m3x3_d3|p_aty3_i6_o4_n23

 det_probe |6_5
	-T_m2x2|p_aty3_i6_o5_n3
	-T_m3x3|p_aty3_i6_o5_n4
	-F_m2x2_d1|p_aty3_i6_o5_n12
	-F_m3x3_d1|p_aty3_i6_o5_n13
	-F_m2x2_d2|p_aty3_i6_o5_n17
	-F_m3x3_d2|p_aty3_i6_o5_n18
	-F_m2x2_d3|p_aty3_i6_o5_n22
	-F_m3x3_d3|p_aty3_i6_o5_n23

 probe_probe |6_6
	-T_s|p_aty3_i6_o6_n0
	-T_v2|p_aty3_i6_o6_n1
	-T_v3|p_aty3_i6_o6_n2
	-T_m2x2|p_aty3_i6_o6_n3
	-T_m3x3|p_aty3_i6_o6_n4
	-T_m2x3|p_aty3_i6_o6_n5
	-T_m3x2|p_aty3_i6_o6_n6
	-T_t2x2x2|p_aty3_i6_o6_n7
	-T_t3x3x3|p_aty3_i6_o6_n8
	-F_s_d1|p_aty3_i6_o6_n9
	-F_v2_d1|p_aty3_i6_o6_n10
	-F_v3_d1|p_aty3_i6_o6_n11
	-F_m2x2_d1|p_aty3_i6_o6_n12
	-F_m3x3_d1|p_aty3_i6_o6_n13
	-F_s_d2|p_aty3_i6_o6_n14
	-F_v2_d2|p_aty3_i6_o6_n15
	-F_v3_d2|p_aty3_i6_o6_n16
	-F_m2x2_d2|p_aty3_i6_o6_n17
	-F_m3x3_d2|p_aty3_i6_o6_n18
	-F_s_d3|p_aty3_i6_o6_n19
	-F_v2_d3|p_aty3_i6_o6_n20
	-F_v3_d3|p_aty3_i6_o6_n21
	-F_m2x2_d3|p_aty3_i6_o6_n22
	-F_m3x3_d3|p_aty3_i6_o6_n23

 grad_probe |6_7
	-F_s_d1|p_aty3_i6_o7_n9
	-F_s_d2|p_aty3_i6_o7_n14
	-F_s_d3|p_aty3_i6_o7_n19

 div_probe |6_8
	-F_v2_d2|p_aty3_i6_o8_n15
	-F_v3_d3|p_aty3_i6_o8_n21

 curl_probe |6_9
	-F_v2_d2|p_aty3_i6_o9_n15
	-F_v3_d3|p_aty3_i6_o9_n21

 jacob_probe |6_10
	-F_v2_d2|p_aty3_i6_o10_n15
	-F_m2x2_d2|p_aty3_i6_o10_n17
	-F_v3_d3|p_aty3_i6_o10_n21
	-F_m3x3_d3|p_aty3_i6_o10_n23

 slicem0_probe |6_11
	-T_m2x2|p_aty3_i6_o11_n3
	-T_m3x3|p_aty3_i6_o11_n4
	-T_m2x3|p_aty3_i6_o11_n5
	-T_m3x2|p_aty3_i6_o11_n6
	-F_m2x2_d1|p_aty3_i6_o11_n12
	-F_m3x3_d1|p_aty3_i6_o11_n13
	-F_m2x2_d2|p_aty3_i6_o11_n17
	-F_m3x3_d2|p_aty3_i6_o11_n18
	-F_m2x2_d3|p_aty3_i6_o11_n22
	-F_m3x3_d3|p_aty3_i6_o11_n23

 slicem1_probe |6_12
	-T_m2x2|p_aty3_i6_o12_n3
	-T_m3x3|p_aty3_i6_o12_n4
	-T_m2x3|p_aty3_i6_o12_n5
	-T_m3x2|p_aty3_i6_o12_n6
	-F_m2x2_d1|p_aty3_i6_o12_n12
	-F_m3x3_d1|p_aty3_i6_o12_n13
	-F_m2x2_d2|p_aty3_i6_o12_n17
	-F_m3x3_d2|p_aty3_i6_o12_n18
	-F_m2x2_d3|p_aty3_i6_o12_n22
	-F_m3x3_d3|p_aty3_i6_o12_n23

 slicev0_probe |6_13
	-T_v2|p_aty3_i6_o13_n1
	-T_v3|p_aty3_i6_o13_n2
	-F_v2_d1|p_aty3_i6_o13_n10
	-F_v3_d1|p_aty3_i6_o13_n11
	-F_v2_d2|p_aty3_i6_o13_n15
	-F_v3_d2|p_aty3_i6_o13_n16
	-F_v2_d3|p_aty3_i6_o13_n20
	-F_v3_d3|p_aty3_i6_o13_n21

 slicev1_probe |6_14
	-T_v2|p_aty3_i6_o14_n1
	-T_v3|p_aty3_i6_o14_n2
	-F_v2_d1|p_aty3_i6_o14_n10
	-F_v3_d1|p_aty3_i6_o14_n11
	-F_v2_d2|p_aty3_i6_o14_n15
	-F_v3_d2|p_aty3_i6_o14_n16
	-F_v2_d3|p_aty3_i6_o14_n20
	-F_v3_d3|p_aty3_i6_o14_n21

 slicet0_probe |6_15
	-T_t2x2x2|p_aty3_i6_o15_n7
	-T_t3x3x3|p_aty3_i6_o15_n8

 slicet1_probe |6_16
	-T_t2x2x2|p_aty3_i6_o16_n7
	-T_t3x3x3|p_aty3_i6_o16_n8

 addition_probe |6_17
	-T_s,T_s|p_aty3_i6_o17_n0_fty0
	-F_s_d1,T_s|p_aty3_i6_o17_n9_fty0
	-F_s_d2,T_s|p_aty3_i6_o17_n14_fty0
	-F_s_d3,T_s|p_aty3_i6_o17_n19_fty0
	-T_v2,T_v2|p_aty3_i6_o17_n1_fty1
	-F_v2_d1,T_v2|p_aty3_i6_o17_n10_fty1
	-F_v2_d2,T_v2|p_aty3_i6_o17_n15_fty1
	-F_v2_d3,T_v2|p_aty3_i6_o17_n20_fty1
	-T_v3,T_v3|p_aty3_i6_o17_n2_fty2
	-F_v3_d1,T_v3|p_aty3_i6_o17_n11_fty2
	-F_v3_d2,T_v3|p_aty3_i6_o17_n16_fty2
	-F_v3_d3,T_v3|p_aty3_i6_o17_n21_fty2
	-T_m2x2,T_m2x2|p_aty3_i6_o17_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i6_o17_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i6_o17_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i6_o17_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i6_o17_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i6_o17_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i6_o17_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i6_o17_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i6_o17_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i6_o17_n6_fty6
	-T_t2x2x2,T_t2x2x2|p_aty3_i6_o17_n7_fty7
	-T_t3x3x3,T_t3x3x3|p_aty3_i6_o17_n8_fty8
	-T_s,F_s_d1|p_aty3_i6_o17_n0_fty9
	-F_s_d1,F_s_d1|p_aty3_i6_o17_n9_fty9
	-T_v2,F_v2_d1|p_aty3_i6_o17_n1_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i6_o17_n10_fty10
	-T_v3,F_v3_d1|p_aty3_i6_o17_n2_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i6_o17_n11_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i6_o17_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i6_o17_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i6_o17_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i6_o17_n13_fty13
	-T_s,F_s_d2|p_aty3_i6_o17_n0_fty14
	-F_s_d2,F_s_d2|p_aty3_i6_o17_n14_fty14
	-T_v2,F_v2_d2|p_aty3_i6_o17_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i6_o17_n15_fty15
	-T_v3,F_v3_d2|p_aty3_i6_o17_n2_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i6_o17_n16_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i6_o17_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i6_o17_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i6_o17_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i6_o17_n18_fty18
	-T_s,F_s_d3|p_aty3_i6_o17_n0_fty19
	-F_s_d3,F_s_d3|p_aty3_i6_o17_n19_fty19
	-T_v2,F_v2_d3|p_aty3_i6_o17_n1_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i6_o17_n20_fty20
	-T_v3,F_v3_d3|p_aty3_i6_o17_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i6_o17_n21_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i6_o17_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i6_o17_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i6_o17_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i6_o17_n23_fty23

 subtraction_probe |6_18
	-T_s,T_s|p_aty3_i6_o18_n0_fty0
	-F_s_d1,T_s|p_aty3_i6_o18_n9_fty0
	-F_s_d2,T_s|p_aty3_i6_o18_n14_fty0
	-F_s_d3,T_s|p_aty3_i6_o18_n19_fty0
	-T_v2,T_v2|p_aty3_i6_o18_n1_fty1
	-F_v2_d1,T_v2|p_aty3_i6_o18_n10_fty1
	-F_v2_d2,T_v2|p_aty3_i6_o18_n15_fty1
	-F_v2_d3,T_v2|p_aty3_i6_o18_n20_fty1
	-T_v3,T_v3|p_aty3_i6_o18_n2_fty2
	-F_v3_d1,T_v3|p_aty3_i6_o18_n11_fty2
	-F_v3_d2,T_v3|p_aty3_i6_o18_n16_fty2
	-F_v3_d3,T_v3|p_aty3_i6_o18_n21_fty2
	-T_m2x2,T_m2x2|p_aty3_i6_o18_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i6_o18_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i6_o18_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i6_o18_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i6_o18_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i6_o18_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i6_o18_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i6_o18_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i6_o18_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i6_o18_n6_fty6
	-T_t2x2x2,T_t2x2x2|p_aty3_i6_o18_n7_fty7
	-T_t3x3x3,T_t3x3x3|p_aty3_i6_o18_n8_fty8
	-T_s,F_s_d1|p_aty3_i6_o18_n0_fty9
	-F_s_d1,F_s_d1|p_aty3_i6_o18_n9_fty9
	-T_v2,F_v2_d1|p_aty3_i6_o18_n1_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i6_o18_n10_fty10
	-T_v3,F_v3_d1|p_aty3_i6_o18_n2_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i6_o18_n11_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i6_o18_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i6_o18_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i6_o18_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i6_o18_n13_fty13
	-T_s,F_s_d2|p_aty3_i6_o18_n0_fty14
	-F_s_d2,F_s_d2|p_aty3_i6_o18_n14_fty14
	-T_v2,F_v2_d2|p_aty3_i6_o18_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i6_o18_n15_fty15
	-T_v3,F_v3_d2|p_aty3_i6_o18_n2_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i6_o18_n16_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i6_o18_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i6_o18_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i6_o18_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i6_o18_n18_fty18
	-T_s,F_s_d3|p_aty3_i6_o18_n0_fty19
	-F_s_d3,F_s_d3|p_aty3_i6_o18_n19_fty19
	-T_v2,F_v2_d3|p_aty3_i6_o18_n1_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i6_o18_n20_fty20
	-T_v3,F_v3_d3|p_aty3_i6_o18_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i6_o18_n21_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i6_o18_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i6_o18_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i6_o18_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i6_o18_n23_fty23

 cross product_probe |6_19
	-T_v2,T_v2|p_aty3_i6_o19_n1_fty1
	-F_v2_d2,T_v2|p_aty3_i6_o19_n15_fty1
	-T_v3,T_v3|p_aty3_i6_o19_n2_fty2
	-F_v3_d3,T_v3|p_aty3_i6_o19_n21_fty2
	-T_v2,F_v2_d2|p_aty3_i6_o19_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i6_o19_n15_fty15
	-T_v3,F_v3_d3|p_aty3_i6_o19_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i6_o19_n21_fty21

 outer product_probe |6_20
	-T_v2,T_v2|p_aty3_i6_o20_n1_fty1
	-T_v3,T_v2|p_aty3_i6_o20_n2_fty1
	-T_m2x2,T_v2|p_aty3_i6_o20_n3_fty1
	-F_v2_d1,T_v2|p_aty3_i6_o20_n10_fty1
	-F_v3_d1,T_v2|p_aty3_i6_o20_n11_fty1
	-F_m2x2_d1,T_v2|p_aty3_i6_o20_n12_fty1
	-F_v2_d2,T_v2|p_aty3_i6_o20_n15_fty1
	-F_v3_d2,T_v2|p_aty3_i6_o20_n16_fty1
	-F_m2x2_d2,T_v2|p_aty3_i6_o20_n17_fty1
	-F_v2_d3,T_v2|p_aty3_i6_o20_n20_fty1
	-F_v3_d3,T_v2|p_aty3_i6_o20_n21_fty1
	-F_m2x2_d3,T_v2|p_aty3_i6_o20_n22_fty1
	-T_v2,T_v3|p_aty3_i6_o20_n1_fty2
	-T_v3,T_v3|p_aty3_i6_o20_n2_fty2
	-T_m3x3,T_v3|p_aty3_i6_o20_n4_fty2
	-F_v2_d1,T_v3|p_aty3_i6_o20_n10_fty2
	-F_v3_d1,T_v3|p_aty3_i6_o20_n11_fty2
	-F_m3x3_d1,T_v3|p_aty3_i6_o20_n13_fty2
	-F_v2_d2,T_v3|p_aty3_i6_o20_n15_fty2
	-F_v3_d2,T_v3|p_aty3_i6_o20_n16_fty2
	-F_m3x3_d2,T_v3|p_aty3_i6_o20_n18_fty2
	-F_v2_d3,T_v3|p_aty3_i6_o20_n20_fty2
	-F_v3_d3,T_v3|p_aty3_i6_o20_n21_fty2
	-F_m3x3_d3,T_v3|p_aty3_i6_o20_n23_fty2
	-T_v2,T_m2x2|p_aty3_i6_o20_n1_fty3
	-F_v2_d1,T_m2x2|p_aty3_i6_o20_n10_fty3
	-F_v2_d2,T_m2x2|p_aty3_i6_o20_n15_fty3
	-F_v2_d3,T_m2x2|p_aty3_i6_o20_n20_fty3
	-T_v3,T_m3x3|p_aty3_i6_o20_n2_fty4
	-F_v3_d1,T_m3x3|p_aty3_i6_o20_n11_fty4
	-F_v3_d2,T_m3x3|p_aty3_i6_o20_n16_fty4
	-F_v3_d3,T_m3x3|p_aty3_i6_o20_n21_fty4
	-T_v2,F_v2_d1|p_aty3_i6_o20_n1_fty10
	-T_v3,F_v2_d1|p_aty3_i6_o20_n2_fty10
	-T_m2x2,F_v2_d1|p_aty3_i6_o20_n3_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i6_o20_n10_fty10
	-F_v3_d1,F_v2_d1|p_aty3_i6_o20_n11_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i6_o20_n12_fty10
	-T_v2,F_v3_d1|p_aty3_i6_o20_n1_fty11
	-T_v3,F_v3_d1|p_aty3_i6_o20_n2_fty11
	-T_m3x3,F_v3_d1|p_aty3_i6_o20_n4_fty11
	-F_v2_d1,F_v3_d1|p_aty3_i6_o20_n10_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i6_o20_n11_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i6_o20_n13_fty11
	-T_v2,F_m2x2_d1|p_aty3_i6_o20_n1_fty12
	-F_v2_d1,F_m2x2_d1|p_aty3_i6_o20_n10_fty12
	-T_v3,F_m3x3_d1|p_aty3_i6_o20_n2_fty13
	-F_v3_d1,F_m3x3_d1|p_aty3_i6_o20_n11_fty13
	-T_v2,F_v2_d2|p_aty3_i6_o20_n1_fty15
	-T_v3,F_v2_d2|p_aty3_i6_o20_n2_fty15
	-T_m2x2,F_v2_d2|p_aty3_i6_o20_n3_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i6_o20_n15_fty15
	-F_v3_d2,F_v2_d2|p_aty3_i6_o20_n16_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i6_o20_n17_fty15
	-T_v2,F_v3_d2|p_aty3_i6_o20_n1_fty16
	-T_v3,F_v3_d2|p_aty3_i6_o20_n2_fty16
	-T_m3x3,F_v3_d2|p_aty3_i6_o20_n4_fty16
	-F_v2_d2,F_v3_d2|p_aty3_i6_o20_n15_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i6_o20_n16_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i6_o20_n18_fty16
	-T_v2,F_m2x2_d2|p_aty3_i6_o20_n1_fty17
	-F_v2_d2,F_m2x2_d2|p_aty3_i6_o20_n15_fty17
	-T_v3,F_m3x3_d2|p_aty3_i6_o20_n2_fty18
	-F_v3_d2,F_m3x3_d2|p_aty3_i6_o20_n16_fty18
	-T_v2,F_v2_d3|p_aty3_i6_o20_n1_fty20
	-T_v3,F_v2_d3|p_aty3_i6_o20_n2_fty20
	-T_m2x2,F_v2_d3|p_aty3_i6_o20_n3_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i6_o20_n20_fty20
	-F_v3_d3,F_v2_d3|p_aty3_i6_o20_n21_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i6_o20_n22_fty20
	-T_v2,F_v3_d3|p_aty3_i6_o20_n1_fty21
	-T_v3,F_v3_d3|p_aty3_i6_o20_n2_fty21
	-T_m3x3,F_v3_d3|p_aty3_i6_o20_n4_fty21
	-F_v2_d3,F_v3_d3|p_aty3_i6_o20_n20_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i6_o20_n21_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i6_o20_n23_fty21
	-T_v2,F_m2x2_d3|p_aty3_i6_o20_n1_fty22
	-F_v2_d3,F_m2x2_d3|p_aty3_i6_o20_n20_fty22
	-T_v3,F_m3x3_d3|p_aty3_i6_o20_n2_fty23
	-F_v3_d3,F_m3x3_d3|p_aty3_i6_o20_n21_fty23

 inner product_probe |6_21
	-T_v2,T_v2|p_aty3_i6_o21_n1_fty1
	-T_m2x2,T_v2|p_aty3_i6_o21_n3_fty1
	-T_m3x2,T_v2|p_aty3_i6_o21_n6_fty1
	-T_t2x2x2,T_v2|p_aty3_i6_o21_n7_fty1
	-F_v2_d1,T_v2|p_aty3_i6_o21_n10_fty1
	-F_m2x2_d1,T_v2|p_aty3_i6_o21_n12_fty1
	-F_v2_d2,T_v2|p_aty3_i6_o21_n15_fty1
	-F_m2x2_d2,T_v2|p_aty3_i6_o21_n17_fty1
	-F_v2_d3,T_v2|p_aty3_i6_o21_n20_fty1
	-F_m2x2_d3,T_v2|p_aty3_i6_o21_n22_fty1
	-T_v3,T_v3|p_aty3_i6_o21_n2_fty2
	-T_m3x3,T_v3|p_aty3_i6_o21_n4_fty2
	-T_m2x3,T_v3|p_aty3_i6_o21_n5_fty2
	-T_t3x3x3,T_v3|p_aty3_i6_o21_n8_fty2
	-F_v3_d1,T_v3|p_aty3_i6_o21_n11_fty2
	-F_m3x3_d1,T_v3|p_aty3_i6_o21_n13_fty2
	-F_v3_d2,T_v3|p_aty3_i6_o21_n16_fty2
	-F_m3x3_d2,T_v3|p_aty3_i6_o21_n18_fty2
	-F_v3_d3,T_v3|p_aty3_i6_o21_n21_fty2
	-F_m3x3_d3,T_v3|p_aty3_i6_o21_n23_fty2
	-T_v2,T_m2x2|p_aty3_i6_o21_n1_fty3
	-T_m2x2,T_m2x2|p_aty3_i6_o21_n3_fty3
	-T_m3x2,T_m2x2|p_aty3_i6_o21_n6_fty3
	-T_t2x2x2,T_m2x2|p_aty3_i6_o21_n7_fty3
	-F_v2_d1,T_m2x2|p_aty3_i6_o21_n10_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i6_o21_n12_fty3
	-F_v2_d2,T_m2x2|p_aty3_i6_o21_n15_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i6_o21_n17_fty3
	-F_v2_d3,T_m2x2|p_aty3_i6_o21_n20_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i6_o21_n22_fty3
	-T_v3,T_m3x3|p_aty3_i6_o21_n2_fty4
	-T_m3x3,T_m3x3|p_aty3_i6_o21_n4_fty4
	-T_m2x3,T_m3x3|p_aty3_i6_o21_n5_fty4
	-T_t3x3x3,T_m3x3|p_aty3_i6_o21_n8_fty4
	-F_v3_d1,T_m3x3|p_aty3_i6_o21_n11_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i6_o21_n13_fty4
	-F_v3_d2,T_m3x3|p_aty3_i6_o21_n16_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i6_o21_n18_fty4
	-F_v3_d3,T_m3x3|p_aty3_i6_o21_n21_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i6_o21_n23_fty4
	-T_v2,T_m2x3|p_aty3_i6_o21_n1_fty5
	-T_m2x2,T_m2x3|p_aty3_i6_o21_n3_fty5
	-T_m3x2,T_m2x3|p_aty3_i6_o21_n6_fty5
	-F_v2_d1,T_m2x3|p_aty3_i6_o21_n10_fty5
	-F_m2x2_d1,T_m2x3|p_aty3_i6_o21_n12_fty5
	-F_v2_d2,T_m2x3|p_aty3_i6_o21_n15_fty5
	-F_m2x2_d2,T_m2x3|p_aty3_i6_o21_n17_fty5
	-F_v2_d3,T_m2x3|p_aty3_i6_o21_n20_fty5
	-F_m2x2_d3,T_m2x3|p_aty3_i6_o21_n22_fty5
	-T_v3,T_m3x2|p_aty3_i6_o21_n2_fty6
	-T_m3x3,T_m3x2|p_aty3_i6_o21_n4_fty6
	-T_m2x3,T_m3x2|p_aty3_i6_o21_n5_fty6
	-F_v3_d1,T_m3x2|p_aty3_i6_o21_n11_fty6
	-F_m3x3_d1,T_m3x2|p_aty3_i6_o21_n13_fty6
	-F_v3_d2,T_m3x2|p_aty3_i6_o21_n16_fty6
	-F_m3x3_d2,T_m3x2|p_aty3_i6_o21_n18_fty6
	-F_v3_d3,T_m3x2|p_aty3_i6_o21_n21_fty6
	-F_m3x3_d3,T_m3x2|p_aty3_i6_o21_n23_fty6
	-T_v2,T_t2x2x2|p_aty3_i6_o21_n1_fty7
	-T_m2x2,T_t2x2x2|p_aty3_i6_o21_n3_fty7
	-F_v2_d1,T_t2x2x2|p_aty3_i6_o21_n10_fty7
	-F_m2x2_d1,T_t2x2x2|p_aty3_i6_o21_n12_fty7
	-F_v2_d2,T_t2x2x2|p_aty3_i6_o21_n15_fty7
	-F_m2x2_d2,T_t2x2x2|p_aty3_i6_o21_n17_fty7
	-F_v2_d3,T_t2x2x2|p_aty3_i6_o21_n20_fty7
	-F_m2x2_d3,T_t2x2x2|p_aty3_i6_o21_n22_fty7
	-T_v3,T_t3x3x3|p_aty3_i6_o21_n2_fty8
	-T_m3x3,T_t3x3x3|p_aty3_i6_o21_n4_fty8
	-F_v3_d1,T_t3x3x3|p_aty3_i6_o21_n11_fty8
	-F_m3x3_d1,T_t3x3x3|p_aty3_i6_o21_n13_fty8
	-F_v3_d2,T_t3x3x3|p_aty3_i6_o21_n16_fty8
	-F_m3x3_d2,T_t3x3x3|p_aty3_i6_o21_n18_fty8
	-F_v3_d3,T_t3x3x3|p_aty3_i6_o21_n21_fty8
	-F_m3x3_d3,T_t3x3x3|p_aty3_i6_o21_n23_fty8
	-T_v2,F_v2_d1|p_aty3_i6_o21_n1_fty10
	-T_m2x2,F_v2_d1|p_aty3_i6_o21_n3_fty10
	-T_m3x2,F_v2_d1|p_aty3_i6_o21_n6_fty10
	-T_t2x2x2,F_v2_d1|p_aty3_i6_o21_n7_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i6_o21_n10_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i6_o21_n12_fty10
	-T_v3,F_v3_d1|p_aty3_i6_o21_n2_fty11
	-T_m3x3,F_v3_d1|p_aty3_i6_o21_n4_fty11
	-T_m2x3,F_v3_d1|p_aty3_i6_o21_n5_fty11
	-T_t3x3x3,F_v3_d1|p_aty3_i6_o21_n8_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i6_o21_n11_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i6_o21_n13_fty11
	-T_v2,F_m2x2_d1|p_aty3_i6_o21_n1_fty12
	-T_m2x2,F_m2x2_d1|p_aty3_i6_o21_n3_fty12
	-T_m3x2,F_m2x2_d1|p_aty3_i6_o21_n6_fty12
	-T_t2x2x2,F_m2x2_d1|p_aty3_i6_o21_n7_fty12
	-F_v2_d1,F_m2x2_d1|p_aty3_i6_o21_n10_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i6_o21_n12_fty12
	-T_v3,F_m3x3_d1|p_aty3_i6_o21_n2_fty13
	-T_m3x3,F_m3x3_d1|p_aty3_i6_o21_n4_fty13
	-T_m2x3,F_m3x3_d1|p_aty3_i6_o21_n5_fty13
	-T_t3x3x3,F_m3x3_d1|p_aty3_i6_o21_n8_fty13
	-F_v3_d1,F_m3x3_d1|p_aty3_i6_o21_n11_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i6_o21_n13_fty13
	-T_v2,F_v2_d2|p_aty3_i6_o21_n1_fty15
	-T_m2x2,F_v2_d2|p_aty3_i6_o21_n3_fty15
	-T_m3x2,F_v2_d2|p_aty3_i6_o21_n6_fty15
	-T_t2x2x2,F_v2_d2|p_aty3_i6_o21_n7_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i6_o21_n15_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i6_o21_n17_fty15
	-T_v3,F_v3_d2|p_aty3_i6_o21_n2_fty16
	-T_m3x3,F_v3_d2|p_aty3_i6_o21_n4_fty16
	-T_m2x3,F_v3_d2|p_aty3_i6_o21_n5_fty16
	-T_t3x3x3,F_v3_d2|p_aty3_i6_o21_n8_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i6_o21_n16_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i6_o21_n18_fty16
	-T_v2,F_m2x2_d2|p_aty3_i6_o21_n1_fty17
	-T_m2x2,F_m2x2_d2|p_aty3_i6_o21_n3_fty17
	-T_m3x2,F_m2x2_d2|p_aty3_i6_o21_n6_fty17
	-T_t2x2x2,F_m2x2_d2|p_aty3_i6_o21_n7_fty17
	-F_v2_d2,F_m2x2_d2|p_aty3_i6_o21_n15_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i6_o21_n17_fty17
	-T_v3,F_m3x3_d2|p_aty3_i6_o21_n2_fty18
	-T_m3x3,F_m3x3_d2|p_aty3_i6_o21_n4_fty18
	-T_m2x3,F_m3x3_d2|p_aty3_i6_o21_n5_fty18
	-T_t3x3x3,F_m3x3_d2|p_aty3_i6_o21_n8_fty18
	-F_v3_d2,F_m3x3_d2|p_aty3_i6_o21_n16_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i6_o21_n18_fty18
	-T_v2,F_v2_d3|p_aty3_i6_o21_n1_fty20
	-T_m2x2,F_v2_d3|p_aty3_i6_o21_n3_fty20
	-T_m3x2,F_v2_d3|p_aty3_i6_o21_n6_fty20
	-T_t2x2x2,F_v2_d3|p_aty3_i6_o21_n7_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i6_o21_n20_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i6_o21_n22_fty20
	-T_v3,F_v3_d3|p_aty3_i6_o21_n2_fty21
	-T_m3x3,F_v3_d3|p_aty3_i6_o21_n4_fty21
	-T_m2x3,F_v3_d3|p_aty3_i6_o21_n5_fty21
	-T_t3x3x3,F_v3_d3|p_aty3_i6_o21_n8_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i6_o21_n21_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i6_o21_n23_fty21
	-T_v2,F_m2x2_d3|p_aty3_i6_o21_n1_fty22
	-T_m2x2,F_m2x2_d3|p_aty3_i6_o21_n3_fty22
	-T_m3x2,F_m2x2_d3|p_aty3_i6_o21_n6_fty22
	-T_t2x2x2,F_m2x2_d3|p_aty3_i6_o21_n7_fty22
	-F_v2_d3,F_m2x2_d3|p_aty3_i6_o21_n20_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i6_o21_n22_fty22
	-T_v3,F_m3x3_d3|p_aty3_i6_o21_n2_fty23
	-T_m3x3,F_m3x3_d3|p_aty3_i6_o21_n4_fty23
	-T_m2x3,F_m3x3_d3|p_aty3_i6_o21_n5_fty23
	-T_t3x3x3,F_m3x3_d3|p_aty3_i6_o21_n8_fty23
	-F_v3_d3,F_m3x3_d3|p_aty3_i6_o21_n21_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i6_o21_n23_fty23

 multiplication_probe |6_22
	-T_s,T_s|p_aty3_i6_o22_n0_fty0
	-T_v2,T_s|p_aty3_i6_o22_n1_fty0
	-T_v3,T_s|p_aty3_i6_o22_n2_fty0
	-T_m2x2,T_s|p_aty3_i6_o22_n3_fty0
	-T_m3x3,T_s|p_aty3_i6_o22_n4_fty0
	-T_m2x3,T_s|p_aty3_i6_o22_n5_fty0
	-T_m3x2,T_s|p_aty3_i6_o22_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i6_o22_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i6_o22_n8_fty0
	-F_s_d1,T_s|p_aty3_i6_o22_n9_fty0
	-F_v2_d1,T_s|p_aty3_i6_o22_n10_fty0
	-F_v3_d1,T_s|p_aty3_i6_o22_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i6_o22_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i6_o22_n13_fty0
	-F_s_d2,T_s|p_aty3_i6_o22_n14_fty0
	-F_v2_d2,T_s|p_aty3_i6_o22_n15_fty0
	-F_v3_d2,T_s|p_aty3_i6_o22_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i6_o22_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i6_o22_n18_fty0
	-F_s_d3,T_s|p_aty3_i6_o22_n19_fty0
	-F_v2_d3,T_s|p_aty3_i6_o22_n20_fty0
	-F_v3_d3,T_s|p_aty3_i6_o22_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i6_o22_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i6_o22_n23_fty0
	-T_s,T_v2|p_aty3_i6_o22_n0_fty1
	-F_s_d1,T_v2|p_aty3_i6_o22_n9_fty1
	-F_s_d2,T_v2|p_aty3_i6_o22_n14_fty1
	-F_s_d3,T_v2|p_aty3_i6_o22_n19_fty1
	-T_s,T_v3|p_aty3_i6_o22_n0_fty2
	-F_s_d1,T_v3|p_aty3_i6_o22_n9_fty2
	-F_s_d2,T_v3|p_aty3_i6_o22_n14_fty2
	-F_s_d3,T_v3|p_aty3_i6_o22_n19_fty2
	-T_s,T_m2x2|p_aty3_i6_o22_n0_fty3
	-F_s_d1,T_m2x2|p_aty3_i6_o22_n9_fty3
	-F_s_d2,T_m2x2|p_aty3_i6_o22_n14_fty3
	-F_s_d3,T_m2x2|p_aty3_i6_o22_n19_fty3
	-T_s,T_m3x3|p_aty3_i6_o22_n0_fty4
	-F_s_d1,T_m3x3|p_aty3_i6_o22_n9_fty4
	-F_s_d2,T_m3x3|p_aty3_i6_o22_n14_fty4
	-F_s_d3,T_m3x3|p_aty3_i6_o22_n19_fty4
	-T_s,T_m2x3|p_aty3_i6_o22_n0_fty5
	-F_s_d1,T_m2x3|p_aty3_i6_o22_n9_fty5
	-F_s_d2,T_m2x3|p_aty3_i6_o22_n14_fty5
	-F_s_d3,T_m2x3|p_aty3_i6_o22_n19_fty5
	-T_s,T_m3x2|p_aty3_i6_o22_n0_fty6
	-F_s_d1,T_m3x2|p_aty3_i6_o22_n9_fty6
	-F_s_d2,T_m3x2|p_aty3_i6_o22_n14_fty6
	-F_s_d3,T_m3x2|p_aty3_i6_o22_n19_fty6
	-T_s,T_t2x2x2|p_aty3_i6_o22_n0_fty7
	-F_s_d1,T_t2x2x2|p_aty3_i6_o22_n9_fty7
	-F_s_d2,T_t2x2x2|p_aty3_i6_o22_n14_fty7
	-F_s_d3,T_t2x2x2|p_aty3_i6_o22_n19_fty7
	-T_s,T_t3x3x3|p_aty3_i6_o22_n0_fty8
	-F_s_d1,T_t3x3x3|p_aty3_i6_o22_n9_fty8
	-F_s_d2,T_t3x3x3|p_aty3_i6_o22_n14_fty8
	-F_s_d3,T_t3x3x3|p_aty3_i6_o22_n19_fty8
	-T_s,F_s_d1|p_aty3_i6_o22_n0_fty9
	-T_v2,F_s_d1|p_aty3_i6_o22_n1_fty9
	-T_v3,F_s_d1|p_aty3_i6_o22_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i6_o22_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i6_o22_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i6_o22_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i6_o22_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i6_o22_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i6_o22_n8_fty9
	-F_s_d1,F_s_d1|p_aty3_i6_o22_n9_fty9
	-F_v2_d1,F_s_d1|p_aty3_i6_o22_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i6_o22_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i6_o22_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i6_o22_n13_fty9
	-T_s,F_v2_d1|p_aty3_i6_o22_n0_fty10
	-F_s_d1,F_v2_d1|p_aty3_i6_o22_n9_fty10
	-T_s,F_v3_d1|p_aty3_i6_o22_n0_fty11
	-F_s_d1,F_v3_d1|p_aty3_i6_o22_n9_fty11
	-T_s,F_m2x2_d1|p_aty3_i6_o22_n0_fty12
	-F_s_d1,F_m2x2_d1|p_aty3_i6_o22_n9_fty12
	-T_s,F_m3x3_d1|p_aty3_i6_o22_n0_fty13
	-F_s_d1,F_m3x3_d1|p_aty3_i6_o22_n9_fty13
	-T_s,F_s_d2|p_aty3_i6_o22_n0_fty14
	-T_v2,F_s_d2|p_aty3_i6_o22_n1_fty14
	-T_v3,F_s_d2|p_aty3_i6_o22_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i6_o22_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i6_o22_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i6_o22_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i6_o22_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i6_o22_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i6_o22_n8_fty14
	-F_s_d2,F_s_d2|p_aty3_i6_o22_n14_fty14
	-F_v2_d2,F_s_d2|p_aty3_i6_o22_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i6_o22_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i6_o22_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i6_o22_n18_fty14
	-T_s,F_v2_d2|p_aty3_i6_o22_n0_fty15
	-F_s_d2,F_v2_d2|p_aty3_i6_o22_n14_fty15
	-T_s,F_v3_d2|p_aty3_i6_o22_n0_fty16
	-F_s_d2,F_v3_d2|p_aty3_i6_o22_n14_fty16
	-T_s,F_m2x2_d2|p_aty3_i6_o22_n0_fty17
	-F_s_d2,F_m2x2_d2|p_aty3_i6_o22_n14_fty17
	-T_s,F_m3x3_d2|p_aty3_i6_o22_n0_fty18
	-F_s_d2,F_m3x3_d2|p_aty3_i6_o22_n14_fty18
	-T_s,F_s_d3|p_aty3_i6_o22_n0_fty19
	-T_v2,F_s_d3|p_aty3_i6_o22_n1_fty19
	-T_v3,F_s_d3|p_aty3_i6_o22_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i6_o22_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i6_o22_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i6_o22_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i6_o22_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i6_o22_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i6_o22_n8_fty19
	-F_s_d3,F_s_d3|p_aty3_i6_o22_n19_fty19
	-F_v2_d3,F_s_d3|p_aty3_i6_o22_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i6_o22_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i6_o22_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i6_o22_n23_fty19
	-T_s,F_v2_d3|p_aty3_i6_o22_n0_fty20
	-F_s_d3,F_v2_d3|p_aty3_i6_o22_n19_fty20
	-T_s,F_v3_d3|p_aty3_i6_o22_n0_fty21
	-F_s_d3,F_v3_d3|p_aty3_i6_o22_n19_fty21
	-T_s,F_m2x2_d3|p_aty3_i6_o22_n0_fty22
	-F_s_d3,F_m2x2_d3|p_aty3_i6_o22_n19_fty22
	-T_s,F_m3x3_d3|p_aty3_i6_o22_n0_fty23
	-F_s_d3,F_m3x3_d3|p_aty3_i6_o22_n19_fty23

 division_probe |6_23
	-T_s,T_s|p_aty3_i6_o23_n0_fty0
	-T_v2,T_s|p_aty3_i6_o23_n1_fty0
	-T_v3,T_s|p_aty3_i6_o23_n2_fty0
	-T_m2x2,T_s|p_aty3_i6_o23_n3_fty0
	-T_m3x3,T_s|p_aty3_i6_o23_n4_fty0
	-T_m2x3,T_s|p_aty3_i6_o23_n5_fty0
	-T_m3x2,T_s|p_aty3_i6_o23_n6_fty0
	-T_t2x2x2,T_s|p_aty3_i6_o23_n7_fty0
	-T_t3x3x3,T_s|p_aty3_i6_o23_n8_fty0
	-F_s_d1,T_s|p_aty3_i6_o23_n9_fty0
	-F_v2_d1,T_s|p_aty3_i6_o23_n10_fty0
	-F_v3_d1,T_s|p_aty3_i6_o23_n11_fty0
	-F_m2x2_d1,T_s|p_aty3_i6_o23_n12_fty0
	-F_m3x3_d1,T_s|p_aty3_i6_o23_n13_fty0
	-F_s_d2,T_s|p_aty3_i6_o23_n14_fty0
	-F_v2_d2,T_s|p_aty3_i6_o23_n15_fty0
	-F_v3_d2,T_s|p_aty3_i6_o23_n16_fty0
	-F_m2x2_d2,T_s|p_aty3_i6_o23_n17_fty0
	-F_m3x3_d2,T_s|p_aty3_i6_o23_n18_fty0
	-F_s_d3,T_s|p_aty3_i6_o23_n19_fty0
	-F_v2_d3,T_s|p_aty3_i6_o23_n20_fty0
	-F_v3_d3,T_s|p_aty3_i6_o23_n21_fty0
	-F_m2x2_d3,T_s|p_aty3_i6_o23_n22_fty0
	-F_m3x3_d3,T_s|p_aty3_i6_o23_n23_fty0
	-T_s,F_s_d1|p_aty3_i6_o23_n0_fty9
	-T_v2,F_s_d1|p_aty3_i6_o23_n1_fty9
	-T_v3,F_s_d1|p_aty3_i6_o23_n2_fty9
	-T_m2x2,F_s_d1|p_aty3_i6_o23_n3_fty9
	-T_m3x3,F_s_d1|p_aty3_i6_o23_n4_fty9
	-T_m2x3,F_s_d1|p_aty3_i6_o23_n5_fty9
	-T_m3x2,F_s_d1|p_aty3_i6_o23_n6_fty9
	-T_t2x2x2,F_s_d1|p_aty3_i6_o23_n7_fty9
	-T_t3x3x3,F_s_d1|p_aty3_i6_o23_n8_fty9
	-F_s_d1,F_s_d1|p_aty3_i6_o23_n9_fty9
	-F_v2_d1,F_s_d1|p_aty3_i6_o23_n10_fty9
	-F_v3_d1,F_s_d1|p_aty3_i6_o23_n11_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i6_o23_n12_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i6_o23_n13_fty9
	-T_s,F_s_d2|p_aty3_i6_o23_n0_fty14
	-T_v2,F_s_d2|p_aty3_i6_o23_n1_fty14
	-T_v3,F_s_d2|p_aty3_i6_o23_n2_fty14
	-T_m2x2,F_s_d2|p_aty3_i6_o23_n3_fty14
	-T_m3x3,F_s_d2|p_aty3_i6_o23_n4_fty14
	-T_m2x3,F_s_d2|p_aty3_i6_o23_n5_fty14
	-T_m3x2,F_s_d2|p_aty3_i6_o23_n6_fty14
	-T_t2x2x2,F_s_d2|p_aty3_i6_o23_n7_fty14
	-T_t3x3x3,F_s_d2|p_aty3_i6_o23_n8_fty14
	-F_s_d2,F_s_d2|p_aty3_i6_o23_n14_fty14
	-F_v2_d2,F_s_d2|p_aty3_i6_o23_n15_fty14
	-F_v3_d2,F_s_d2|p_aty3_i6_o23_n16_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i6_o23_n17_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i6_o23_n18_fty14
	-T_s,F_s_d3|p_aty3_i6_o23_n0_fty19
	-T_v2,F_s_d3|p_aty3_i6_o23_n1_fty19
	-T_v3,F_s_d3|p_aty3_i6_o23_n2_fty19
	-T_m2x2,F_s_d3|p_aty3_i6_o23_n3_fty19
	-T_m3x3,F_s_d3|p_aty3_i6_o23_n4_fty19
	-T_m2x3,F_s_d3|p_aty3_i6_o23_n5_fty19
	-T_m3x2,F_s_d3|p_aty3_i6_o23_n6_fty19
	-T_t2x2x2,F_s_d3|p_aty3_i6_o23_n7_fty19
	-T_t3x3x3,F_s_d3|p_aty3_i6_o23_n8_fty19
	-F_s_d3,F_s_d3|p_aty3_i6_o23_n19_fty19
	-F_v2_d3,F_s_d3|p_aty3_i6_o23_n20_fty19
	-F_v3_d3,F_s_d3|p_aty3_i6_o23_n21_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i6_o23_n22_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i6_o23_n23_fty19

 modulate_probe |6_24
	-T_v2,T_v2|p_aty3_i6_o24_n1_fty1
	-F_v2_d1,T_v2|p_aty3_i6_o24_n10_fty1
	-F_v2_d2,T_v2|p_aty3_i6_o24_n15_fty1
	-F_v2_d3,T_v2|p_aty3_i6_o24_n20_fty1
	-T_v3,T_v3|p_aty3_i6_o24_n2_fty2
	-F_v3_d1,T_v3|p_aty3_i6_o24_n11_fty2
	-F_v3_d2,T_v3|p_aty3_i6_o24_n16_fty2
	-F_v3_d3,T_v3|p_aty3_i6_o24_n21_fty2
	-T_m2x2,T_m2x2|p_aty3_i6_o24_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i6_o24_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i6_o24_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i6_o24_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i6_o24_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i6_o24_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i6_o24_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i6_o24_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i6_o24_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i6_o24_n6_fty6
	-T_t2x2x2,T_t2x2x2|p_aty3_i6_o24_n7_fty7
	-T_t3x3x3,T_t3x3x3|p_aty3_i6_o24_n8_fty8
	-T_v2,F_v2_d1|p_aty3_i6_o24_n1_fty10
	-F_v2_d1,F_v2_d1|p_aty3_i6_o24_n10_fty10
	-T_v3,F_v3_d1|p_aty3_i6_o24_n2_fty11
	-F_v3_d1,F_v3_d1|p_aty3_i6_o24_n11_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i6_o24_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i6_o24_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i6_o24_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i6_o24_n13_fty13
	-T_v2,F_v2_d2|p_aty3_i6_o24_n1_fty15
	-F_v2_d2,F_v2_d2|p_aty3_i6_o24_n15_fty15
	-T_v3,F_v3_d2|p_aty3_i6_o24_n2_fty16
	-F_v3_d2,F_v3_d2|p_aty3_i6_o24_n16_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i6_o24_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i6_o24_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i6_o24_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i6_o24_n18_fty18
	-T_v2,F_v2_d3|p_aty3_i6_o24_n1_fty20
	-F_v2_d3,F_v2_d3|p_aty3_i6_o24_n20_fty20
	-T_v3,F_v3_d3|p_aty3_i6_o24_n2_fty21
	-F_v3_d3,F_v3_d3|p_aty3_i6_o24_n21_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i6_o24_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i6_o24_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i6_o24_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i6_o24_n23_fty23

 op_doubledot_probe |6_25
	-T_m2x2,T_m2x2|p_aty3_i6_o25_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i6_o25_n12_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i6_o25_n17_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i6_o25_n22_fty3
	-T_m3x3,T_m3x3|p_aty3_i6_o25_n4_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i6_o25_n13_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i6_o25_n18_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i6_o25_n23_fty4
	-T_m2x3,T_m2x3|p_aty3_i6_o25_n5_fty5
	-T_m3x2,T_m3x2|p_aty3_i6_o25_n6_fty6
	-T_m2x2,F_m2x2_d1|p_aty3_i6_o25_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i6_o25_n12_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i6_o25_n4_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i6_o25_n13_fty13
	-T_m2x2,F_m2x2_d2|p_aty3_i6_o25_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i6_o25_n17_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i6_o25_n4_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i6_o25_n18_fty18
	-T_m2x2,F_m2x2_d3|p_aty3_i6_o25_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i6_o25_n22_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i6_o25_n4_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i6_o25_n23_fty23

 inverse_probe |6_26
	-T_m2x2|p_aty3_i6_o26_n3
	-T_m3x3|p_aty3_i6_o26_n4
	-F_m2x2_d1|p_aty3_i6_o26_n12
	-F_m3x3_d1|p_aty3_i6_o26_n13
	-F_m2x2_d2|p_aty3_i6_o26_n17
	-F_m3x3_d2|p_aty3_i6_o26_n18
	-F_m2x2_d3|p_aty3_i6_o26_n22
	-F_m3x3_d3|p_aty3_i6_o26_n23

 cosine_probe |6_27
	-F_s_d1|p_aty3_i6_o27_n9
	-F_s_d2|p_aty3_i6_o27_n14
	-F_s_d3|p_aty3_i6_o27_n19

 sine_probe |6_28
	-F_s_d1|p_aty3_i6_o28_n9
	-F_s_d2|p_aty3_i6_o28_n14
	-F_s_d3|p_aty3_i6_o28_n19

 arctangent_probe |6_29
	-F_s_d1|p_aty3_i6_o29_n9
	-F_s_d2|p_aty3_i6_o29_n14
	-F_s_d3|p_aty3_i6_o29_n19

 tangent_probe |6_30
	-F_s_d1|p_aty3_i6_o30_n9
	-F_s_d2|p_aty3_i6_o30_n14
	-F_s_d3|p_aty3_i6_o30_n19

 arccosine_probe |6_31
	-F_s_d1|p_aty3_i6_o31_n9
	-F_s_d2|p_aty3_i6_o31_n14
	-F_s_d3|p_aty3_i6_o31_n19

 arcsine_probe |6_32
	-F_s_d1|p_aty3_i6_o32_n9
	-F_s_d2|p_aty3_i6_o32_n14
	-F_s_d3|p_aty3_i6_o32_n19

 sqrt_probe |6_33
	-T_s|p_aty3_i6_o33_n0
	-F_s_d1|p_aty3_i6_o33_n9
	-F_s_d2|p_aty3_i6_o33_n14
	-F_s_d3|p_aty3_i6_o33_n19

 grad_ * |7_ *

 neg_grad |7_0
	-F_s_d1|p_aty3_i7_o0_n0
	-F_s_d2|p_aty3_i7_o0_n1
	-F_s_d3|p_aty3_i7_o0_n2

 norm_grad |7_1
	-F_s_d1|p_aty3_i7_o1_n0
	-F_s_d2|p_aty3_i7_o1_n1
	-F_s_d3|p_aty3_i7_o1_n2

 normalize_grad |7_2
	-F_s_d2|p_aty3_i7_o2_n1
	-F_s_d3|p_aty3_i7_o2_n2

 trace_grad |7_3

 transpose_grad |7_4

 det_grad |7_5

 probe_grad |7_6
	-F_s_d1|p_aty3_i7_o6_n0
	-F_s_d2|p_aty3_i7_o6_n1
	-F_s_d3|p_aty3_i7_o6_n2

 grad_grad |7_7
	-F_s_d1|p_aty3_i7_o7_n0

 div_grad |7_8
	-F_s_d2|p_aty3_i7_o8_n1
	-F_s_d3|p_aty3_i7_o8_n2

 curl_grad |7_9
	-F_s_d2|p_aty3_i7_o9_n1
	-F_s_d3|p_aty3_i7_o9_n2

 jacob_grad |7_10
	-F_s_d2|p_aty3_i7_o10_n1
	-F_s_d3|p_aty3_i7_o10_n2

 slicem0_grad |7_11

 slicem1_grad |7_12

 slicev0_grad |7_13
	-F_s_d2|p_aty3_i7_o13_n1
	-F_s_d3|p_aty3_i7_o13_n2

 slicev1_grad |7_14
	-F_s_d2|p_aty3_i7_o14_n1
	-F_s_d3|p_aty3_i7_o14_n2

 slicet0_grad |7_15

 slicet1_grad |7_16

 addition_grad |7_17
	-F_s_d1,T_s|p_aty3_i7_o17_n0_fty0
	-F_s_d2,T_v2|p_aty3_i7_o17_n1_fty1
	-F_s_d3,T_v3|p_aty3_i7_o17_n2_fty2

 subtraction_grad |7_18
	-F_s_d1,T_s|p_aty3_i7_o18_n0_fty0
	-F_s_d2,T_v2|p_aty3_i7_o18_n1_fty1
	-F_s_d3,T_v3|p_aty3_i7_o18_n2_fty2

 cross product_grad |7_19
	-F_s_d2,T_v2|p_aty3_i7_o19_n1_fty1
	-F_s_d3,T_v3|p_aty3_i7_o19_n2_fty2

 outer product_grad |7_20
	-F_s_d2,T_v2|p_aty3_i7_o20_n1_fty1
	-F_s_d3,T_v2|p_aty3_i7_o20_n2_fty1
	-F_s_d2,T_v3|p_aty3_i7_o20_n1_fty2
	-F_s_d3,T_v3|p_aty3_i7_o20_n2_fty2
	-F_s_d2,T_m2x2|p_aty3_i7_o20_n1_fty3
	-F_s_d3,T_m3x3|p_aty3_i7_o20_n2_fty4

 inner product_grad |7_21
	-F_s_d2,T_v2|p_aty3_i7_o21_n1_fty1
	-F_s_d3,T_v3|p_aty3_i7_o21_n2_fty2
	-F_s_d2,T_m2x2|p_aty3_i7_o21_n1_fty3
	-F_s_d3,T_m3x3|p_aty3_i7_o21_n2_fty4
	-F_s_d2,T_m2x3|p_aty3_i7_o21_n1_fty5
	-F_s_d3,T_m3x2|p_aty3_i7_o21_n2_fty6
	-F_s_d2,T_t2x2x2|p_aty3_i7_o21_n1_fty7
	-F_s_d3,T_t3x3x3|p_aty3_i7_o21_n2_fty8

 multiplication_grad |7_22
	-F_s_d1,T_s|p_aty3_i7_o22_n0_fty0
	-F_s_d2,T_s|p_aty3_i7_o22_n1_fty0
	-F_s_d3,T_s|p_aty3_i7_o22_n2_fty0
	-F_s_d1,T_v2|p_aty3_i7_o22_n0_fty1
	-F_s_d1,T_v3|p_aty3_i7_o22_n0_fty2
	-F_s_d1,T_m2x2|p_aty3_i7_o22_n0_fty3
	-F_s_d1,T_m3x3|p_aty3_i7_o22_n0_fty4
	-F_s_d1,T_m2x3|p_aty3_i7_o22_n0_fty5
	-F_s_d1,T_m3x2|p_aty3_i7_o22_n0_fty6
	-F_s_d1,T_t2x2x2|p_aty3_i7_o22_n0_fty7
	-F_s_d1,T_t3x3x3|p_aty3_i7_o22_n0_fty8

 division_grad |7_23
	-F_s_d1,T_s|p_aty3_i7_o23_n0_fty0
	-F_s_d2,T_s|p_aty3_i7_o23_n1_fty0
	-F_s_d3,T_s|p_aty3_i7_o23_n2_fty0

 modulate_grad |7_24
	-F_s_d2,T_v2|p_aty3_i7_o24_n1_fty1
	-F_s_d3,T_v3|p_aty3_i7_o24_n2_fty2

 op_doubledot_grad |7_25

 inverse_grad |7_26

 cosine_grad |7_27
	-F_s_d1|p_aty3_i7_o27_n0

 sine_grad |7_28
	-F_s_d1|p_aty3_i7_o28_n0

 arctangent_grad |7_29
	-F_s_d1|p_aty3_i7_o29_n0

 tangent_grad |7_30
	-F_s_d1|p_aty3_i7_o30_n0

 arccosine_grad |7_31
	-F_s_d1|p_aty3_i7_o31_n0

 arcsine_grad |7_32
	-F_s_d1|p_aty3_i7_o32_n0

 sqrt_grad |7_33
	-F_s_d1|p_aty3_i7_o33_n0

 div_ * |8_ *

 neg_div |8_0
	-F_v2_d2|p_aty3_i8_o0_n0
	-F_v3_d3|p_aty3_i8_o0_n1

 norm_div |8_1
	-F_v2_d2|p_aty3_i8_o1_n0
	-F_v3_d3|p_aty3_i8_o1_n1

 normalize_div |8_2

 trace_div |8_3

 transpose_div |8_4

 det_div |8_5

 probe_div |8_6
	-F_v2_d2|p_aty3_i8_o6_n0
	-F_v3_d3|p_aty3_i8_o6_n1

 grad_div |8_7
	-F_v2_d2|p_aty3_i8_o7_n0
	-F_v3_d3|p_aty3_i8_o7_n1

 div_div |8_8

 curl_div |8_9

 jacob_div |8_10

 slicem0_div |8_11

 slicem1_div |8_12

 slicev0_div |8_13

 slicev1_div |8_14

 slicet0_div |8_15

 slicet1_div |8_16

 addition_div |8_17
	-F_v2_d2,T_s|p_aty3_i8_o17_n0_fty0
	-F_v3_d3,T_s|p_aty3_i8_o17_n1_fty0

 subtraction_div |8_18
	-F_v2_d2,T_s|p_aty3_i8_o18_n0_fty0
	-F_v3_d3,T_s|p_aty3_i8_o18_n1_fty0

 cross product_div |8_19

 outer product_div |8_20

 inner product_div |8_21

 multiplication_div |8_22
	-F_v2_d2,T_s|p_aty3_i8_o22_n0_fty0
	-F_v3_d3,T_s|p_aty3_i8_o22_n1_fty0
	-F_v2_d2,T_v2|p_aty3_i8_o22_n0_fty1
	-F_v3_d3,T_v2|p_aty3_i8_o22_n1_fty1
	-F_v2_d2,T_v3|p_aty3_i8_o22_n0_fty2
	-F_v3_d3,T_v3|p_aty3_i8_o22_n1_fty2
	-F_v2_d2,T_m2x2|p_aty3_i8_o22_n0_fty3
	-F_v3_d3,T_m2x2|p_aty3_i8_o22_n1_fty3
	-F_v2_d2,T_m3x3|p_aty3_i8_o22_n0_fty4
	-F_v3_d3,T_m3x3|p_aty3_i8_o22_n1_fty4
	-F_v2_d2,T_m2x3|p_aty3_i8_o22_n0_fty5
	-F_v3_d3,T_m2x3|p_aty3_i8_o22_n1_fty5
	-F_v2_d2,T_m3x2|p_aty3_i8_o22_n0_fty6
	-F_v3_d3,T_m3x2|p_aty3_i8_o22_n1_fty6
	-F_v2_d2,T_t2x2x2|p_aty3_i8_o22_n0_fty7
	-F_v3_d3,T_t2x2x2|p_aty3_i8_o22_n1_fty7
	-F_v2_d2,T_t3x3x3|p_aty3_i8_o22_n0_fty8
	-F_v3_d3,T_t3x3x3|p_aty3_i8_o22_n1_fty8

 division_div |8_23
	-F_v2_d2,T_s|p_aty3_i8_o23_n0_fty0
	-F_v3_d3,T_s|p_aty3_i8_o23_n1_fty0

 modulate_div |8_24

 op_doubledot_div |8_25

 inverse_div |8_26

 cosine_div |8_27
	-F_v2_d2|p_aty3_i8_o27_n0
	-F_v3_d3|p_aty3_i8_o27_n1

 sine_div |8_28
	-F_v2_d2|p_aty3_i8_o28_n0
	-F_v3_d3|p_aty3_i8_o28_n1

 arctangent_div |8_29
	-F_v2_d2|p_aty3_i8_o29_n0
	-F_v3_d3|p_aty3_i8_o29_n1

 tangent_div |8_30
	-F_v2_d2|p_aty3_i8_o30_n0
	-F_v3_d3|p_aty3_i8_o30_n1

 arccosine_div |8_31
	-F_v2_d2|p_aty3_i8_o31_n0
	-F_v3_d3|p_aty3_i8_o31_n1

 arcsine_div |8_32
	-F_v2_d2|p_aty3_i8_o32_n0
	-F_v3_d3|p_aty3_i8_o32_n1

 sqrt_div |8_33
	-F_v2_d2|p_aty3_i8_o33_n0
	-F_v3_d3|p_aty3_i8_o33_n1

 curl_ * |9_ *

 neg_curl |9_0
	-F_v2_d2|p_aty3_i9_o0_n0
	-F_v3_d3|p_aty3_i9_o0_n1

 norm_curl |9_1
	-F_v2_d2|p_aty3_i9_o1_n0
	-F_v3_d3|p_aty3_i9_o1_n1

 normalize_curl |9_2
	-F_v3_d3|p_aty3_i9_o2_n1

 trace_curl |9_3

 transpose_curl |9_4

 det_curl |9_5

 probe_curl |9_6
	-F_v2_d2|p_aty3_i9_o6_n0
	-F_v3_d3|p_aty3_i9_o6_n1

 grad_curl |9_7
	-F_v2_d2|p_aty3_i9_o7_n0

 div_curl |9_8
	-F_v3_d3|p_aty3_i9_o8_n1

 curl_curl |9_9
	-F_v3_d3|p_aty3_i9_o9_n1

 jacob_curl |9_10
	-F_v3_d3|p_aty3_i9_o10_n1

 slicem0_curl |9_11

 slicem1_curl |9_12

 slicev0_curl |9_13
	-F_v3_d3|p_aty3_i9_o13_n1

 slicev1_curl |9_14
	-F_v3_d3|p_aty3_i9_o14_n1

 slicet0_curl |9_15

 slicet1_curl |9_16

 addition_curl |9_17
	-F_v2_d2,T_s|p_aty3_i9_o17_n0_fty0
	-F_v3_d3,T_v3|p_aty3_i9_o17_n1_fty2

 subtraction_curl |9_18
	-F_v2_d2,T_s|p_aty3_i9_o18_n0_fty0
	-F_v3_d3,T_v3|p_aty3_i9_o18_n1_fty2

 cross product_curl |9_19
	-F_v3_d3,T_v3|p_aty3_i9_o19_n1_fty2

 outer product_curl |9_20
	-F_v3_d3,T_v2|p_aty3_i9_o20_n1_fty1
	-F_v3_d3,T_v3|p_aty3_i9_o20_n1_fty2
	-F_v3_d3,T_m3x3|p_aty3_i9_o20_n1_fty4

 inner product_curl |9_21
	-F_v3_d3,T_v3|p_aty3_i9_o21_n1_fty2
	-F_v3_d3,T_m3x3|p_aty3_i9_o21_n1_fty4
	-F_v3_d3,T_m3x2|p_aty3_i9_o21_n1_fty6
	-F_v3_d3,T_t3x3x3|p_aty3_i9_o21_n1_fty8

 multiplication_curl |9_22
	-F_v2_d2,T_s|p_aty3_i9_o22_n0_fty0
	-F_v3_d3,T_s|p_aty3_i9_o22_n1_fty0
	-F_v2_d2,T_v2|p_aty3_i9_o22_n0_fty1
	-F_v2_d2,T_v3|p_aty3_i9_o22_n0_fty2
	-F_v2_d2,T_m2x2|p_aty3_i9_o22_n0_fty3
	-F_v2_d2,T_m3x3|p_aty3_i9_o22_n0_fty4
	-F_v2_d2,T_m2x3|p_aty3_i9_o22_n0_fty5
	-F_v2_d2,T_m3x2|p_aty3_i9_o22_n0_fty6
	-F_v2_d2,T_t2x2x2|p_aty3_i9_o22_n0_fty7
	-F_v2_d2,T_t3x3x3|p_aty3_i9_o22_n0_fty8

 division_curl |9_23
	-F_v2_d2,T_s|p_aty3_i9_o23_n0_fty0
	-F_v3_d3,T_s|p_aty3_i9_o23_n1_fty0

 modulate_curl |9_24
	-F_v3_d3,T_v3|p_aty3_i9_o24_n1_fty2

 op_doubledot_curl |9_25

 inverse_curl |9_26

 cosine_curl |9_27
	-F_v2_d2|p_aty3_i9_o27_n0

 sine_curl |9_28
	-F_v2_d2|p_aty3_i9_o28_n0

 arctangent_curl |9_29
	-F_v2_d2|p_aty3_i9_o29_n0

 tangent_curl |9_30
	-F_v2_d2|p_aty3_i9_o30_n0

 arccosine_curl |9_31
	-F_v2_d2|p_aty3_i9_o31_n0

 arcsine_curl |9_32
	-F_v2_d2|p_aty3_i9_o32_n0

 sqrt_curl |9_33
	-F_v2_d2|p_aty3_i9_o33_n0

 jacob_ * |10_ *

 neg_jacob |10_0
	-F_v2_d2|p_aty3_i10_o0_n4
	-F_m2x2_d2|p_aty3_i10_o0_n6
	-F_v3_d3|p_aty3_i10_o0_n9
	-F_m3x3_d3|p_aty3_i10_o0_n11

 norm_jacob |10_1
	-F_v2_d2|p_aty3_i10_o1_n4
	-F_m2x2_d2|p_aty3_i10_o1_n6
	-F_v3_d3|p_aty3_i10_o1_n9
	-F_m3x3_d3|p_aty3_i10_o1_n11

 normalize_jacob |10_2
	-F_v2_d2|p_aty3_i10_o2_n4
	-F_m2x2_d2|p_aty3_i10_o2_n6
	-F_v3_d3|p_aty3_i10_o2_n9
	-F_m3x3_d3|p_aty3_i10_o2_n11

 trace_jacob |10_3
	-F_v2_d2|p_aty3_i10_o3_n4
	-F_v3_d3|p_aty3_i10_o3_n9

 transpose_jacob |10_4
	-F_v2_d2|p_aty3_i10_o4_n4
	-F_v3_d3|p_aty3_i10_o4_n9

 det_jacob |10_5
	-F_v2_d2|p_aty3_i10_o5_n4
	-F_v3_d3|p_aty3_i10_o5_n9

 probe_jacob |10_6
	-F_v2_d2|p_aty3_i10_o6_n4
	-F_m2x2_d2|p_aty3_i10_o6_n6
	-F_v3_d3|p_aty3_i10_o6_n9
	-F_m3x3_d3|p_aty3_i10_o6_n11

 grad_jacob |10_7

 div_jacob |10_8

 curl_jacob |10_9

 jacob_jacob |10_10
	-F_v2_d2|p_aty3_i10_o10_n4
	-F_v3_d3|p_aty3_i10_o10_n9

 slicem0_jacob |10_11
	-F_v2_d2|p_aty3_i10_o11_n4
	-F_v3_d3|p_aty3_i10_o11_n9

 slicem1_jacob |10_12
	-F_v2_d2|p_aty3_i10_o12_n4
	-F_v3_d3|p_aty3_i10_o12_n9

 slicev0_jacob |10_13

 slicev1_jacob |10_14

 slicet0_jacob |10_15
	-F_m2x2_d2|p_aty3_i10_o15_n6
	-F_m3x3_d3|p_aty3_i10_o15_n11

 slicet1_jacob |10_16
	-F_m2x2_d2|p_aty3_i10_o16_n6
	-F_m3x3_d3|p_aty3_i10_o16_n11

 addition_jacob |10_17
	-F_v2_d2,T_m2x2|p_aty3_i10_o17_n4_fty3
	-F_v3_d3,T_m3x3|p_aty3_i10_o17_n9_fty4
	-F_m2x2_d2,T_t2x2x2|p_aty3_i10_o17_n6_fty7
	-F_m3x3_d3,T_t3x3x3|p_aty3_i10_o17_n11_fty8

 subtraction_jacob |10_18
	-F_v2_d2,T_m2x2|p_aty3_i10_o18_n4_fty3
	-F_v3_d3,T_m3x3|p_aty3_i10_o18_n9_fty4
	-F_m2x2_d2,T_t2x2x2|p_aty3_i10_o18_n6_fty7
	-F_m3x3_d3,T_t3x3x3|p_aty3_i10_o18_n11_fty8

 cross product_jacob |10_19

 outer product_jacob |10_20
	-F_v2_d2,T_v2|p_aty3_i10_o20_n4_fty1
	-F_v3_d3,T_v3|p_aty3_i10_o20_n9_fty2

 inner product_jacob |10_21
	-F_v2_d2,T_v2|p_aty3_i10_o21_n4_fty1
	-F_m2x2_d2,T_v2|p_aty3_i10_o21_n6_fty1
	-F_v3_d3,T_v3|p_aty3_i10_o21_n9_fty2
	-F_m3x3_d3,T_v3|p_aty3_i10_o21_n11_fty2
	-F_v2_d2,T_m2x2|p_aty3_i10_o21_n4_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i10_o21_n6_fty3
	-F_v3_d3,T_m3x3|p_aty3_i10_o21_n9_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i10_o21_n11_fty4
	-F_v2_d2,T_m2x3|p_aty3_i10_o21_n4_fty5
	-F_v3_d3,T_m3x2|p_aty3_i10_o21_n9_fty6
	-F_v2_d2,T_t2x2x2|p_aty3_i10_o21_n4_fty7
	-F_v3_d3,T_t3x3x3|p_aty3_i10_o21_n9_fty8

 multiplication_jacob |10_22
	-F_v2_d2,T_s|p_aty3_i10_o22_n4_fty0
	-F_m2x2_d2,T_s|p_aty3_i10_o22_n6_fty0
	-F_v3_d3,T_s|p_aty3_i10_o22_n9_fty0
	-F_m3x3_d3,T_s|p_aty3_i10_o22_n11_fty0

 division_jacob |10_23
	-F_v2_d2,T_s|p_aty3_i10_o23_n4_fty0
	-F_m2x2_d2,T_s|p_aty3_i10_o23_n6_fty0
	-F_v3_d3,T_s|p_aty3_i10_o23_n9_fty0
	-F_m3x3_d3,T_s|p_aty3_i10_o23_n11_fty0

 modulate_jacob |10_24
	-F_v2_d2,T_m2x2|p_aty3_i10_o24_n4_fty3
	-F_v3_d3,T_m3x3|p_aty3_i10_o24_n9_fty4
	-F_m2x2_d2,T_t2x2x2|p_aty3_i10_o24_n6_fty7
	-F_m3x3_d3,T_t3x3x3|p_aty3_i10_o24_n11_fty8

 op_doubledot_jacob |10_25
	-F_v2_d2,T_m2x2|p_aty3_i10_o25_n4_fty3
	-F_v3_d3,T_m3x3|p_aty3_i10_o25_n9_fty4

 inverse_jacob |10_26
	-F_v2_d2|p_aty3_i10_o26_n4
	-F_v3_d3|p_aty3_i10_o26_n9

 cosine_jacob |10_27

 sine_jacob |10_28

 arctangent_jacob |10_29

 tangent_jacob |10_30

 arccosine_jacob |10_31

 arcsine_jacob |10_32

 sqrt_jacob |10_33

 slicem0_ * |11_ *

 neg_slicem0 |11_0
	-T_m2x2|p_aty3_i11_o0_n0
	-T_m3x3|p_aty3_i11_o0_n1
	-T_m2x3|p_aty3_i11_o0_n2
	-T_m3x2|p_aty3_i11_o0_n3
	-F_m2x2_d1|p_aty3_i11_o0_n4
	-F_m3x3_d1|p_aty3_i11_o0_n5
	-F_m2x2_d2|p_aty3_i11_o0_n6
	-F_m3x3_d2|p_aty3_i11_o0_n7
	-F_m2x2_d3|p_aty3_i11_o0_n8
	-F_m3x3_d3|p_aty3_i11_o0_n9

 norm_slicem0 |11_1
	-T_m2x2|p_aty3_i11_o1_n0
	-T_m3x3|p_aty3_i11_o1_n1
	-T_m2x3|p_aty3_i11_o1_n2
	-T_m3x2|p_aty3_i11_o1_n3
	-F_m2x2_d1|p_aty3_i11_o1_n4
	-F_m3x3_d1|p_aty3_i11_o1_n5
	-F_m2x2_d2|p_aty3_i11_o1_n6
	-F_m3x3_d2|p_aty3_i11_o1_n7
	-F_m2x2_d3|p_aty3_i11_o1_n8
	-F_m3x3_d3|p_aty3_i11_o1_n9

 normalize_slicem0 |11_2
	-T_m2x2|p_aty3_i11_o2_n0
	-T_m3x3|p_aty3_i11_o2_n1
	-T_m2x3|p_aty3_i11_o2_n2
	-T_m3x2|p_aty3_i11_o2_n3
	-F_m2x2_d1|p_aty3_i11_o2_n4
	-F_m3x3_d1|p_aty3_i11_o2_n5
	-F_m2x2_d2|p_aty3_i11_o2_n6
	-F_m3x3_d2|p_aty3_i11_o2_n7
	-F_m2x2_d3|p_aty3_i11_o2_n8
	-F_m3x3_d3|p_aty3_i11_o2_n9

 trace_slicem0 |11_3

 transpose_slicem0 |11_4

 det_slicem0 |11_5

 probe_slicem0 |11_6
	-T_m2x2|p_aty3_i11_o6_n0
	-T_m3x3|p_aty3_i11_o6_n1
	-T_m2x3|p_aty3_i11_o6_n2
	-T_m3x2|p_aty3_i11_o6_n3
	-F_m2x2_d1|p_aty3_i11_o6_n4
	-F_m3x3_d1|p_aty3_i11_o6_n5
	-F_m2x2_d2|p_aty3_i11_o6_n6
	-F_m3x3_d2|p_aty3_i11_o6_n7
	-F_m2x2_d3|p_aty3_i11_o6_n8
	-F_m3x3_d3|p_aty3_i11_o6_n9

 grad_slicem0 |11_7

 div_slicem0 |11_8
	-F_m2x2_d2|p_aty3_i11_o8_n6
	-F_m3x3_d3|p_aty3_i11_o8_n9

 curl_slicem0 |11_9
	-F_m2x2_d2|p_aty3_i11_o9_n6
	-F_m3x3_d3|p_aty3_i11_o9_n9

 jacob_slicem0 |11_10
	-F_m2x2_d2|p_aty3_i11_o10_n6
	-F_m3x3_d3|p_aty3_i11_o10_n9

 slicem0_slicem0 |11_11

 slicem1_slicem0 |11_12

 slicev0_slicem0 |11_13
	-T_m2x2|p_aty3_i11_o13_n0
	-T_m3x3|p_aty3_i11_o13_n1
	-T_m2x3|p_aty3_i11_o13_n2
	-T_m3x2|p_aty3_i11_o13_n3
	-F_m2x2_d1|p_aty3_i11_o13_n4
	-F_m3x3_d1|p_aty3_i11_o13_n5
	-F_m2x2_d2|p_aty3_i11_o13_n6
	-F_m3x3_d2|p_aty3_i11_o13_n7
	-F_m2x2_d3|p_aty3_i11_o13_n8
	-F_m3x3_d3|p_aty3_i11_o13_n9

 slicev1_slicem0 |11_14
	-T_m2x2|p_aty3_i11_o14_n0
	-T_m3x3|p_aty3_i11_o14_n1
	-T_m2x3|p_aty3_i11_o14_n2
	-T_m3x2|p_aty3_i11_o14_n3
	-F_m2x2_d1|p_aty3_i11_o14_n4
	-F_m3x3_d1|p_aty3_i11_o14_n5
	-F_m2x2_d2|p_aty3_i11_o14_n6
	-F_m3x3_d2|p_aty3_i11_o14_n7
	-F_m2x2_d3|p_aty3_i11_o14_n8
	-F_m3x3_d3|p_aty3_i11_o14_n9

 slicet0_slicem0 |11_15

 slicet1_slicem0 |11_16

 addition_slicem0 |11_17
	-T_m2x2,T_v2|p_aty3_i11_o17_n0_fty1
	-T_m3x2,T_v2|p_aty3_i11_o17_n3_fty1
	-F_m2x2_d1,T_v2|p_aty3_i11_o17_n4_fty1
	-F_m2x2_d2,T_v2|p_aty3_i11_o17_n6_fty1
	-F_m2x2_d3,T_v2|p_aty3_i11_o17_n8_fty1
	-T_m3x3,T_v3|p_aty3_i11_o17_n1_fty2
	-T_m2x3,T_v3|p_aty3_i11_o17_n2_fty2
	-F_m3x3_d1,T_v3|p_aty3_i11_o17_n5_fty2
	-F_m3x3_d2,T_v3|p_aty3_i11_o17_n7_fty2
	-F_m3x3_d3,T_v3|p_aty3_i11_o17_n9_fty2
	-T_m2x2,F_v2_d1|p_aty3_i11_o17_n0_fty10
	-T_m3x2,F_v2_d1|p_aty3_i11_o17_n3_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i11_o17_n4_fty10
	-T_m3x3,F_v3_d1|p_aty3_i11_o17_n1_fty11
	-T_m2x3,F_v3_d1|p_aty3_i11_o17_n2_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i11_o17_n5_fty11
	-T_m2x2,F_v2_d2|p_aty3_i11_o17_n0_fty15
	-T_m3x2,F_v2_d2|p_aty3_i11_o17_n3_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i11_o17_n6_fty15
	-T_m3x3,F_v3_d2|p_aty3_i11_o17_n1_fty16
	-T_m2x3,F_v3_d2|p_aty3_i11_o17_n2_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i11_o17_n7_fty16
	-T_m2x2,F_v2_d3|p_aty3_i11_o17_n0_fty20
	-T_m3x2,F_v2_d3|p_aty3_i11_o17_n3_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i11_o17_n8_fty20
	-T_m3x3,F_v3_d3|p_aty3_i11_o17_n1_fty21
	-T_m2x3,F_v3_d3|p_aty3_i11_o17_n2_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i11_o17_n9_fty21

 subtraction_slicem0 |11_18
	-T_m2x2,T_v2|p_aty3_i11_o18_n0_fty1
	-T_m3x2,T_v2|p_aty3_i11_o18_n3_fty1
	-F_m2x2_d1,T_v2|p_aty3_i11_o18_n4_fty1
	-F_m2x2_d2,T_v2|p_aty3_i11_o18_n6_fty1
	-F_m2x2_d3,T_v2|p_aty3_i11_o18_n8_fty1
	-T_m3x3,T_v3|p_aty3_i11_o18_n1_fty2
	-T_m2x3,T_v3|p_aty3_i11_o18_n2_fty2
	-F_m3x3_d1,T_v3|p_aty3_i11_o18_n5_fty2
	-F_m3x3_d2,T_v3|p_aty3_i11_o18_n7_fty2
	-F_m3x3_d3,T_v3|p_aty3_i11_o18_n9_fty2
	-T_m2x2,F_v2_d1|p_aty3_i11_o18_n0_fty10
	-T_m3x2,F_v2_d1|p_aty3_i11_o18_n3_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i11_o18_n4_fty10
	-T_m3x3,F_v3_d1|p_aty3_i11_o18_n1_fty11
	-T_m2x3,F_v3_d1|p_aty3_i11_o18_n2_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i11_o18_n5_fty11
	-T_m2x2,F_v2_d2|p_aty3_i11_o18_n0_fty15
	-T_m3x2,F_v2_d2|p_aty3_i11_o18_n3_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i11_o18_n6_fty15
	-T_m3x3,F_v3_d2|p_aty3_i11_o18_n1_fty16
	-T_m2x3,F_v3_d2|p_aty3_i11_o18_n2_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i11_o18_n7_fty16
	-T_m2x2,F_v2_d3|p_aty3_i11_o18_n0_fty20
	-T_m3x2,F_v2_d3|p_aty3_i11_o18_n3_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i11_o18_n8_fty20
	-T_m3x3,F_v3_d3|p_aty3_i11_o18_n1_fty21
	-T_m2x3,F_v3_d3|p_aty3_i11_o18_n2_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i11_o18_n9_fty21

 cross product_slicem0 |11_19
	-T_m2x2,T_v2|p_aty3_i11_o19_n0_fty1
	-T_m3x2,T_v2|p_aty3_i11_o19_n3_fty1
	-F_m2x2_d2,T_v2|p_aty3_i11_o19_n6_fty1
	-T_m3x3,T_v3|p_aty3_i11_o19_n1_fty2
	-T_m2x3,T_v3|p_aty3_i11_o19_n2_fty2
	-F_m3x3_d3,T_v3|p_aty3_i11_o19_n9_fty2
	-T_m2x2,F_v2_d2|p_aty3_i11_o19_n0_fty15
	-T_m3x2,F_v2_d2|p_aty3_i11_o19_n3_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i11_o19_n6_fty15
	-T_m3x3,F_v3_d3|p_aty3_i11_o19_n1_fty21
	-T_m2x3,F_v3_d3|p_aty3_i11_o19_n2_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i11_o19_n9_fty21

 outer product_slicem0 |11_20
	-T_m2x2,T_v2|p_aty3_i11_o20_n0_fty1
	-T_m3x3,T_v2|p_aty3_i11_o20_n1_fty1
	-T_m2x3,T_v2|p_aty3_i11_o20_n2_fty1
	-T_m3x2,T_v2|p_aty3_i11_o20_n3_fty1
	-F_m2x2_d1,T_v2|p_aty3_i11_o20_n4_fty1
	-F_m3x3_d1,T_v2|p_aty3_i11_o20_n5_fty1
	-F_m2x2_d2,T_v2|p_aty3_i11_o20_n6_fty1
	-F_m3x3_d2,T_v2|p_aty3_i11_o20_n7_fty1
	-F_m2x2_d3,T_v2|p_aty3_i11_o20_n8_fty1
	-F_m3x3_d3,T_v2|p_aty3_i11_o20_n9_fty1
	-T_m2x2,T_v3|p_aty3_i11_o20_n0_fty2
	-T_m3x3,T_v3|p_aty3_i11_o20_n1_fty2
	-T_m2x3,T_v3|p_aty3_i11_o20_n2_fty2
	-T_m3x2,T_v3|p_aty3_i11_o20_n3_fty2
	-F_m2x2_d1,T_v3|p_aty3_i11_o20_n4_fty2
	-F_m3x3_d1,T_v3|p_aty3_i11_o20_n5_fty2
	-F_m2x2_d2,T_v3|p_aty3_i11_o20_n6_fty2
	-F_m3x3_d2,T_v3|p_aty3_i11_o20_n7_fty2
	-F_m2x2_d3,T_v3|p_aty3_i11_o20_n8_fty2
	-F_m3x3_d3,T_v3|p_aty3_i11_o20_n9_fty2
	-T_m2x2,T_m2x2|p_aty3_i11_o20_n0_fty3
	-T_m3x2,T_m2x2|p_aty3_i11_o20_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i11_o20_n4_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i11_o20_n6_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i11_o20_n8_fty3
	-T_m3x3,T_m3x3|p_aty3_i11_o20_n1_fty4
	-T_m2x3,T_m3x3|p_aty3_i11_o20_n2_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i11_o20_n5_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i11_o20_n7_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i11_o20_n9_fty4
	-T_m2x2,F_v2_d1|p_aty3_i11_o20_n0_fty10
	-T_m3x3,F_v2_d1|p_aty3_i11_o20_n1_fty10
	-T_m2x3,F_v2_d1|p_aty3_i11_o20_n2_fty10
	-T_m3x2,F_v2_d1|p_aty3_i11_o20_n3_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i11_o20_n4_fty10
	-F_m3x3_d1,F_v2_d1|p_aty3_i11_o20_n5_fty10
	-T_m2x2,F_v3_d1|p_aty3_i11_o20_n0_fty11
	-T_m3x3,F_v3_d1|p_aty3_i11_o20_n1_fty11
	-T_m2x3,F_v3_d1|p_aty3_i11_o20_n2_fty11
	-T_m3x2,F_v3_d1|p_aty3_i11_o20_n3_fty11
	-F_m2x2_d1,F_v3_d1|p_aty3_i11_o20_n4_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i11_o20_n5_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i11_o20_n0_fty12
	-T_m3x2,F_m2x2_d1|p_aty3_i11_o20_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i11_o20_n4_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i11_o20_n1_fty13
	-T_m2x3,F_m3x3_d1|p_aty3_i11_o20_n2_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i11_o20_n5_fty13
	-T_m2x2,F_v2_d2|p_aty3_i11_o20_n0_fty15
	-T_m3x3,F_v2_d2|p_aty3_i11_o20_n1_fty15
	-T_m2x3,F_v2_d2|p_aty3_i11_o20_n2_fty15
	-T_m3x2,F_v2_d2|p_aty3_i11_o20_n3_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i11_o20_n6_fty15
	-F_m3x3_d2,F_v2_d2|p_aty3_i11_o20_n7_fty15
	-T_m2x2,F_v3_d2|p_aty3_i11_o20_n0_fty16
	-T_m3x3,F_v3_d2|p_aty3_i11_o20_n1_fty16
	-T_m2x3,F_v3_d2|p_aty3_i11_o20_n2_fty16
	-T_m3x2,F_v3_d2|p_aty3_i11_o20_n3_fty16
	-F_m2x2_d2,F_v3_d2|p_aty3_i11_o20_n6_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i11_o20_n7_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i11_o20_n0_fty17
	-T_m3x2,F_m2x2_d2|p_aty3_i11_o20_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i11_o20_n6_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i11_o20_n1_fty18
	-T_m2x3,F_m3x3_d2|p_aty3_i11_o20_n2_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i11_o20_n7_fty18
	-T_m2x2,F_v2_d3|p_aty3_i11_o20_n0_fty20
	-T_m3x3,F_v2_d3|p_aty3_i11_o20_n1_fty20
	-T_m2x3,F_v2_d3|p_aty3_i11_o20_n2_fty20
	-T_m3x2,F_v2_d3|p_aty3_i11_o20_n3_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i11_o20_n8_fty20
	-F_m3x3_d3,F_v2_d3|p_aty3_i11_o20_n9_fty20
	-T_m2x2,F_v3_d3|p_aty3_i11_o20_n0_fty21
	-T_m3x3,F_v3_d3|p_aty3_i11_o20_n1_fty21
	-T_m2x3,F_v3_d3|p_aty3_i11_o20_n2_fty21
	-T_m3x2,F_v3_d3|p_aty3_i11_o20_n3_fty21
	-F_m2x2_d3,F_v3_d3|p_aty3_i11_o20_n8_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i11_o20_n9_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i11_o20_n0_fty22
	-T_m3x2,F_m2x2_d3|p_aty3_i11_o20_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i11_o20_n8_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i11_o20_n1_fty23
	-T_m2x3,F_m3x3_d3|p_aty3_i11_o20_n2_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i11_o20_n9_fty23

 inner product_slicem0 |11_21
	-T_m2x2,T_v2|p_aty3_i11_o21_n0_fty1
	-T_m3x2,T_v2|p_aty3_i11_o21_n3_fty1
	-F_m2x2_d1,T_v2|p_aty3_i11_o21_n4_fty1
	-F_m2x2_d2,T_v2|p_aty3_i11_o21_n6_fty1
	-F_m2x2_d3,T_v2|p_aty3_i11_o21_n8_fty1
	-T_m3x3,T_v3|p_aty3_i11_o21_n1_fty2
	-T_m2x3,T_v3|p_aty3_i11_o21_n2_fty2
	-F_m3x3_d1,T_v3|p_aty3_i11_o21_n5_fty2
	-F_m3x3_d2,T_v3|p_aty3_i11_o21_n7_fty2
	-F_m3x3_d3,T_v3|p_aty3_i11_o21_n9_fty2
	-T_m2x2,T_m2x2|p_aty3_i11_o21_n0_fty3
	-T_m3x2,T_m2x2|p_aty3_i11_o21_n3_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i11_o21_n4_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i11_o21_n6_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i11_o21_n8_fty3
	-T_m3x3,T_m3x3|p_aty3_i11_o21_n1_fty4
	-T_m2x3,T_m3x3|p_aty3_i11_o21_n2_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i11_o21_n5_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i11_o21_n7_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i11_o21_n9_fty4
	-T_m2x2,T_m2x3|p_aty3_i11_o21_n0_fty5
	-T_m3x2,T_m2x3|p_aty3_i11_o21_n3_fty5
	-F_m2x2_d1,T_m2x3|p_aty3_i11_o21_n4_fty5
	-F_m2x2_d2,T_m2x3|p_aty3_i11_o21_n6_fty5
	-F_m2x2_d3,T_m2x3|p_aty3_i11_o21_n8_fty5
	-T_m3x3,T_m3x2|p_aty3_i11_o21_n1_fty6
	-T_m2x3,T_m3x2|p_aty3_i11_o21_n2_fty6
	-F_m3x3_d1,T_m3x2|p_aty3_i11_o21_n5_fty6
	-F_m3x3_d2,T_m3x2|p_aty3_i11_o21_n7_fty6
	-F_m3x3_d3,T_m3x2|p_aty3_i11_o21_n9_fty6
	-T_m2x2,T_t2x2x2|p_aty3_i11_o21_n0_fty7
	-T_m3x2,T_t2x2x2|p_aty3_i11_o21_n3_fty7
	-F_m2x2_d1,T_t2x2x2|p_aty3_i11_o21_n4_fty7
	-F_m2x2_d2,T_t2x2x2|p_aty3_i11_o21_n6_fty7
	-F_m2x2_d3,T_t2x2x2|p_aty3_i11_o21_n8_fty7
	-T_m3x3,T_t3x3x3|p_aty3_i11_o21_n1_fty8
	-T_m2x3,T_t3x3x3|p_aty3_i11_o21_n2_fty8
	-F_m3x3_d1,T_t3x3x3|p_aty3_i11_o21_n5_fty8
	-F_m3x3_d2,T_t3x3x3|p_aty3_i11_o21_n7_fty8
	-F_m3x3_d3,T_t3x3x3|p_aty3_i11_o21_n9_fty8
	-T_m2x2,F_v2_d1|p_aty3_i11_o21_n0_fty10
	-T_m3x2,F_v2_d1|p_aty3_i11_o21_n3_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i11_o21_n4_fty10
	-T_m3x3,F_v3_d1|p_aty3_i11_o21_n1_fty11
	-T_m2x3,F_v3_d1|p_aty3_i11_o21_n2_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i11_o21_n5_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i11_o21_n0_fty12
	-T_m3x2,F_m2x2_d1|p_aty3_i11_o21_n3_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i11_o21_n4_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i11_o21_n1_fty13
	-T_m2x3,F_m3x3_d1|p_aty3_i11_o21_n2_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i11_o21_n5_fty13
	-T_m2x2,F_v2_d2|p_aty3_i11_o21_n0_fty15
	-T_m3x2,F_v2_d2|p_aty3_i11_o21_n3_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i11_o21_n6_fty15
	-T_m3x3,F_v3_d2|p_aty3_i11_o21_n1_fty16
	-T_m2x3,F_v3_d2|p_aty3_i11_o21_n2_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i11_o21_n7_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i11_o21_n0_fty17
	-T_m3x2,F_m2x2_d2|p_aty3_i11_o21_n3_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i11_o21_n6_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i11_o21_n1_fty18
	-T_m2x3,F_m3x3_d2|p_aty3_i11_o21_n2_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i11_o21_n7_fty18
	-T_m2x2,F_v2_d3|p_aty3_i11_o21_n0_fty20
	-T_m3x2,F_v2_d3|p_aty3_i11_o21_n3_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i11_o21_n8_fty20
	-T_m3x3,F_v3_d3|p_aty3_i11_o21_n1_fty21
	-T_m2x3,F_v3_d3|p_aty3_i11_o21_n2_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i11_o21_n9_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i11_o21_n0_fty22
	-T_m3x2,F_m2x2_d3|p_aty3_i11_o21_n3_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i11_o21_n8_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i11_o21_n1_fty23
	-T_m2x3,F_m3x3_d3|p_aty3_i11_o21_n2_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i11_o21_n9_fty23

 multiplication_slicem0 |11_22
	-T_m2x2,T_s|p_aty3_i11_o22_n0_fty0
	-T_m3x3,T_s|p_aty3_i11_o22_n1_fty0
	-T_m2x3,T_s|p_aty3_i11_o22_n2_fty0
	-T_m3x2,T_s|p_aty3_i11_o22_n3_fty0
	-F_m2x2_d1,T_s|p_aty3_i11_o22_n4_fty0
	-F_m3x3_d1,T_s|p_aty3_i11_o22_n5_fty0
	-F_m2x2_d2,T_s|p_aty3_i11_o22_n6_fty0
	-F_m3x3_d2,T_s|p_aty3_i11_o22_n7_fty0
	-F_m2x2_d3,T_s|p_aty3_i11_o22_n8_fty0
	-F_m3x3_d3,T_s|p_aty3_i11_o22_n9_fty0
	-T_m2x2,F_s_d1|p_aty3_i11_o22_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i11_o22_n1_fty9
	-T_m2x3,F_s_d1|p_aty3_i11_o22_n2_fty9
	-T_m3x2,F_s_d1|p_aty3_i11_o22_n3_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i11_o22_n4_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i11_o22_n5_fty9
	-T_m2x2,F_s_d2|p_aty3_i11_o22_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i11_o22_n1_fty14
	-T_m2x3,F_s_d2|p_aty3_i11_o22_n2_fty14
	-T_m3x2,F_s_d2|p_aty3_i11_o22_n3_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i11_o22_n6_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i11_o22_n7_fty14
	-T_m2x2,F_s_d3|p_aty3_i11_o22_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i11_o22_n1_fty19
	-T_m2x3,F_s_d3|p_aty3_i11_o22_n2_fty19
	-T_m3x2,F_s_d3|p_aty3_i11_o22_n3_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i11_o22_n8_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i11_o22_n9_fty19

 division_slicem0 |11_23
	-T_m2x2,T_s|p_aty3_i11_o23_n0_fty0
	-T_m3x3,T_s|p_aty3_i11_o23_n1_fty0
	-T_m2x3,T_s|p_aty3_i11_o23_n2_fty0
	-T_m3x2,T_s|p_aty3_i11_o23_n3_fty0
	-F_m2x2_d1,T_s|p_aty3_i11_o23_n4_fty0
	-F_m3x3_d1,T_s|p_aty3_i11_o23_n5_fty0
	-F_m2x2_d2,T_s|p_aty3_i11_o23_n6_fty0
	-F_m3x3_d2,T_s|p_aty3_i11_o23_n7_fty0
	-F_m2x2_d3,T_s|p_aty3_i11_o23_n8_fty0
	-F_m3x3_d3,T_s|p_aty3_i11_o23_n9_fty0
	-T_m2x2,F_s_d1|p_aty3_i11_o23_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i11_o23_n1_fty9
	-T_m2x3,F_s_d1|p_aty3_i11_o23_n2_fty9
	-T_m3x2,F_s_d1|p_aty3_i11_o23_n3_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i11_o23_n4_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i11_o23_n5_fty9
	-T_m2x2,F_s_d2|p_aty3_i11_o23_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i11_o23_n1_fty14
	-T_m2x3,F_s_d2|p_aty3_i11_o23_n2_fty14
	-T_m3x2,F_s_d2|p_aty3_i11_o23_n3_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i11_o23_n6_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i11_o23_n7_fty14
	-T_m2x2,F_s_d3|p_aty3_i11_o23_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i11_o23_n1_fty19
	-T_m2x3,F_s_d3|p_aty3_i11_o23_n2_fty19
	-T_m3x2,F_s_d3|p_aty3_i11_o23_n3_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i11_o23_n8_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i11_o23_n9_fty19

 modulate_slicem0 |11_24
	-T_m2x2,T_v2|p_aty3_i11_o24_n0_fty1
	-T_m3x2,T_v2|p_aty3_i11_o24_n3_fty1
	-F_m2x2_d1,T_v2|p_aty3_i11_o24_n4_fty1
	-F_m2x2_d2,T_v2|p_aty3_i11_o24_n6_fty1
	-F_m2x2_d3,T_v2|p_aty3_i11_o24_n8_fty1
	-T_m3x3,T_v3|p_aty3_i11_o24_n1_fty2
	-T_m2x3,T_v3|p_aty3_i11_o24_n2_fty2
	-F_m3x3_d1,T_v3|p_aty3_i11_o24_n5_fty2
	-F_m3x3_d2,T_v3|p_aty3_i11_o24_n7_fty2
	-F_m3x3_d3,T_v3|p_aty3_i11_o24_n9_fty2
	-T_m2x2,F_v2_d1|p_aty3_i11_o24_n0_fty10
	-T_m3x2,F_v2_d1|p_aty3_i11_o24_n3_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i11_o24_n4_fty10
	-T_m3x3,F_v3_d1|p_aty3_i11_o24_n1_fty11
	-T_m2x3,F_v3_d1|p_aty3_i11_o24_n2_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i11_o24_n5_fty11
	-T_m2x2,F_v2_d2|p_aty3_i11_o24_n0_fty15
	-T_m3x2,F_v2_d2|p_aty3_i11_o24_n3_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i11_o24_n6_fty15
	-T_m3x3,F_v3_d2|p_aty3_i11_o24_n1_fty16
	-T_m2x3,F_v3_d2|p_aty3_i11_o24_n2_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i11_o24_n7_fty16
	-T_m2x2,F_v2_d3|p_aty3_i11_o24_n0_fty20
	-T_m3x2,F_v2_d3|p_aty3_i11_o24_n3_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i11_o24_n8_fty20
	-T_m3x3,F_v3_d3|p_aty3_i11_o24_n1_fty21
	-T_m2x3,F_v3_d3|p_aty3_i11_o24_n2_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i11_o24_n9_fty21

 op_doubledot_slicem0 |11_25

 inverse_slicem0 |11_26

 cosine_slicem0 |11_27

 sine_slicem0 |11_28

 arctangent_slicem0 |11_29

 tangent_slicem0 |11_30

 arccosine_slicem0 |11_31

 arcsine_slicem0 |11_32

 sqrt_slicem0 |11_33

 slicem1_ * |12_ *

 neg_slicem1 |12_0
	-T_m2x2|p_aty3_i12_o0_n0
	-T_m3x3|p_aty3_i12_o0_n1
	-T_m2x3|p_aty3_i12_o0_n2
	-T_m3x2|p_aty3_i12_o0_n3
	-F_m2x2_d1|p_aty3_i12_o0_n4
	-F_m3x3_d1|p_aty3_i12_o0_n5
	-F_m2x2_d2|p_aty3_i12_o0_n6
	-F_m3x3_d2|p_aty3_i12_o0_n7
	-F_m2x2_d3|p_aty3_i12_o0_n8
	-F_m3x3_d3|p_aty3_i12_o0_n9

 norm_slicem1 |12_1
	-T_m2x2|p_aty3_i12_o1_n0
	-T_m3x3|p_aty3_i12_o1_n1
	-T_m2x3|p_aty3_i12_o1_n2
	-T_m3x2|p_aty3_i12_o1_n3
	-F_m2x2_d1|p_aty3_i12_o1_n4
	-F_m3x3_d1|p_aty3_i12_o1_n5
	-F_m2x2_d2|p_aty3_i12_o1_n6
	-F_m3x3_d2|p_aty3_i12_o1_n7
	-F_m2x2_d3|p_aty3_i12_o1_n8
	-F_m3x3_d3|p_aty3_i12_o1_n9

 normalize_slicem1 |12_2
	-T_m2x2|p_aty3_i12_o2_n0
	-T_m3x3|p_aty3_i12_o2_n1
	-T_m2x3|p_aty3_i12_o2_n2
	-T_m3x2|p_aty3_i12_o2_n3
	-F_m2x2_d1|p_aty3_i12_o2_n4
	-F_m3x3_d1|p_aty3_i12_o2_n5
	-F_m2x2_d2|p_aty3_i12_o2_n6
	-F_m3x3_d2|p_aty3_i12_o2_n7
	-F_m2x2_d3|p_aty3_i12_o2_n8
	-F_m3x3_d3|p_aty3_i12_o2_n9

 trace_slicem1 |12_3

 transpose_slicem1 |12_4

 det_slicem1 |12_5

 probe_slicem1 |12_6
	-T_m2x2|p_aty3_i12_o6_n0
	-T_m3x3|p_aty3_i12_o6_n1
	-T_m2x3|p_aty3_i12_o6_n2
	-T_m3x2|p_aty3_i12_o6_n3
	-F_m2x2_d1|p_aty3_i12_o6_n4
	-F_m3x3_d1|p_aty3_i12_o6_n5
	-F_m2x2_d2|p_aty3_i12_o6_n6
	-F_m3x3_d2|p_aty3_i12_o6_n7
	-F_m2x2_d3|p_aty3_i12_o6_n8
	-F_m3x3_d3|p_aty3_i12_o6_n9

 grad_slicem1 |12_7

 div_slicem1 |12_8
	-F_m2x2_d2|p_aty3_i12_o8_n6
	-F_m3x3_d3|p_aty3_i12_o8_n9

 curl_slicem1 |12_9
	-F_m2x2_d2|p_aty3_i12_o9_n6
	-F_m3x3_d3|p_aty3_i12_o9_n9

 jacob_slicem1 |12_10
	-F_m2x2_d2|p_aty3_i12_o10_n6
	-F_m3x3_d3|p_aty3_i12_o10_n9

 slicem0_slicem1 |12_11

 slicem1_slicem1 |12_12

 slicev0_slicem1 |12_13
	-T_m2x2|p_aty3_i12_o13_n0
	-T_m3x3|p_aty3_i12_o13_n1
	-T_m2x3|p_aty3_i12_o13_n2
	-T_m3x2|p_aty3_i12_o13_n3
	-F_m2x2_d1|p_aty3_i12_o13_n4
	-F_m3x3_d1|p_aty3_i12_o13_n5
	-F_m2x2_d2|p_aty3_i12_o13_n6
	-F_m3x3_d2|p_aty3_i12_o13_n7
	-F_m2x2_d3|p_aty3_i12_o13_n8
	-F_m3x3_d3|p_aty3_i12_o13_n9

 slicev1_slicem1 |12_14
	-T_m2x2|p_aty3_i12_o14_n0
	-T_m3x3|p_aty3_i12_o14_n1
	-T_m2x3|p_aty3_i12_o14_n2
	-T_m3x2|p_aty3_i12_o14_n3
	-F_m2x2_d1|p_aty3_i12_o14_n4
	-F_m3x3_d1|p_aty3_i12_o14_n5
	-F_m2x2_d2|p_aty3_i12_o14_n6
	-F_m3x3_d2|p_aty3_i12_o14_n7
	-F_m2x2_d3|p_aty3_i12_o14_n8
	-F_m3x3_d3|p_aty3_i12_o14_n9

 slicet0_slicem1 |12_15

 slicet1_slicem1 |12_16

 addition_slicem1 |12_17
	-T_m2x2,T_v2|p_aty3_i12_o17_n0_fty1
	-T_m2x3,T_v2|p_aty3_i12_o17_n2_fty1
	-F_m2x2_d1,T_v2|p_aty3_i12_o17_n4_fty1
	-F_m2x2_d2,T_v2|p_aty3_i12_o17_n6_fty1
	-F_m2x2_d3,T_v2|p_aty3_i12_o17_n8_fty1
	-T_m3x3,T_v3|p_aty3_i12_o17_n1_fty2
	-T_m3x2,T_v3|p_aty3_i12_o17_n3_fty2
	-F_m3x3_d1,T_v3|p_aty3_i12_o17_n5_fty2
	-F_m3x3_d2,T_v3|p_aty3_i12_o17_n7_fty2
	-F_m3x3_d3,T_v3|p_aty3_i12_o17_n9_fty2
	-T_m2x2,F_v2_d1|p_aty3_i12_o17_n0_fty10
	-T_m2x3,F_v2_d1|p_aty3_i12_o17_n2_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i12_o17_n4_fty10
	-T_m3x3,F_v3_d1|p_aty3_i12_o17_n1_fty11
	-T_m3x2,F_v3_d1|p_aty3_i12_o17_n3_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i12_o17_n5_fty11
	-T_m2x2,F_v2_d2|p_aty3_i12_o17_n0_fty15
	-T_m2x3,F_v2_d2|p_aty3_i12_o17_n2_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i12_o17_n6_fty15
	-T_m3x3,F_v3_d2|p_aty3_i12_o17_n1_fty16
	-T_m3x2,F_v3_d2|p_aty3_i12_o17_n3_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i12_o17_n7_fty16
	-T_m2x2,F_v2_d3|p_aty3_i12_o17_n0_fty20
	-T_m2x3,F_v2_d3|p_aty3_i12_o17_n2_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i12_o17_n8_fty20
	-T_m3x3,F_v3_d3|p_aty3_i12_o17_n1_fty21
	-T_m3x2,F_v3_d3|p_aty3_i12_o17_n3_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i12_o17_n9_fty21

 subtraction_slicem1 |12_18
	-T_m2x2,T_v2|p_aty3_i12_o18_n0_fty1
	-T_m2x3,T_v2|p_aty3_i12_o18_n2_fty1
	-F_m2x2_d1,T_v2|p_aty3_i12_o18_n4_fty1
	-F_m2x2_d2,T_v2|p_aty3_i12_o18_n6_fty1
	-F_m2x2_d3,T_v2|p_aty3_i12_o18_n8_fty1
	-T_m3x3,T_v3|p_aty3_i12_o18_n1_fty2
	-T_m3x2,T_v3|p_aty3_i12_o18_n3_fty2
	-F_m3x3_d1,T_v3|p_aty3_i12_o18_n5_fty2
	-F_m3x3_d2,T_v3|p_aty3_i12_o18_n7_fty2
	-F_m3x3_d3,T_v3|p_aty3_i12_o18_n9_fty2
	-T_m2x2,F_v2_d1|p_aty3_i12_o18_n0_fty10
	-T_m2x3,F_v2_d1|p_aty3_i12_o18_n2_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i12_o18_n4_fty10
	-T_m3x3,F_v3_d1|p_aty3_i12_o18_n1_fty11
	-T_m3x2,F_v3_d1|p_aty3_i12_o18_n3_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i12_o18_n5_fty11
	-T_m2x2,F_v2_d2|p_aty3_i12_o18_n0_fty15
	-T_m2x3,F_v2_d2|p_aty3_i12_o18_n2_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i12_o18_n6_fty15
	-T_m3x3,F_v3_d2|p_aty3_i12_o18_n1_fty16
	-T_m3x2,F_v3_d2|p_aty3_i12_o18_n3_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i12_o18_n7_fty16
	-T_m2x2,F_v2_d3|p_aty3_i12_o18_n0_fty20
	-T_m2x3,F_v2_d3|p_aty3_i12_o18_n2_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i12_o18_n8_fty20
	-T_m3x3,F_v3_d3|p_aty3_i12_o18_n1_fty21
	-T_m3x2,F_v3_d3|p_aty3_i12_o18_n3_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i12_o18_n9_fty21

 cross product_slicem1 |12_19
	-T_m2x2,T_v2|p_aty3_i12_o19_n0_fty1
	-T_m2x3,T_v2|p_aty3_i12_o19_n2_fty1
	-F_m2x2_d2,T_v2|p_aty3_i12_o19_n6_fty1
	-T_m3x3,T_v3|p_aty3_i12_o19_n1_fty2
	-T_m3x2,T_v3|p_aty3_i12_o19_n3_fty2
	-F_m3x3_d3,T_v3|p_aty3_i12_o19_n9_fty2
	-T_m2x2,F_v2_d2|p_aty3_i12_o19_n0_fty15
	-T_m2x3,F_v2_d2|p_aty3_i12_o19_n2_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i12_o19_n6_fty15
	-T_m3x3,F_v3_d3|p_aty3_i12_o19_n1_fty21
	-T_m3x2,F_v3_d3|p_aty3_i12_o19_n3_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i12_o19_n9_fty21

 outer product_slicem1 |12_20
	-T_m2x2,T_v2|p_aty3_i12_o20_n0_fty1
	-T_m3x3,T_v2|p_aty3_i12_o20_n1_fty1
	-T_m2x3,T_v2|p_aty3_i12_o20_n2_fty1
	-T_m3x2,T_v2|p_aty3_i12_o20_n3_fty1
	-F_m2x2_d1,T_v2|p_aty3_i12_o20_n4_fty1
	-F_m3x3_d1,T_v2|p_aty3_i12_o20_n5_fty1
	-F_m2x2_d2,T_v2|p_aty3_i12_o20_n6_fty1
	-F_m3x3_d2,T_v2|p_aty3_i12_o20_n7_fty1
	-F_m2x2_d3,T_v2|p_aty3_i12_o20_n8_fty1
	-F_m3x3_d3,T_v2|p_aty3_i12_o20_n9_fty1
	-T_m2x2,T_v3|p_aty3_i12_o20_n0_fty2
	-T_m3x3,T_v3|p_aty3_i12_o20_n1_fty2
	-T_m2x3,T_v3|p_aty3_i12_o20_n2_fty2
	-T_m3x2,T_v3|p_aty3_i12_o20_n3_fty2
	-F_m2x2_d1,T_v3|p_aty3_i12_o20_n4_fty2
	-F_m3x3_d1,T_v3|p_aty3_i12_o20_n5_fty2
	-F_m2x2_d2,T_v3|p_aty3_i12_o20_n6_fty2
	-F_m3x3_d2,T_v3|p_aty3_i12_o20_n7_fty2
	-F_m2x2_d3,T_v3|p_aty3_i12_o20_n8_fty2
	-F_m3x3_d3,T_v3|p_aty3_i12_o20_n9_fty2
	-T_m2x2,T_m2x2|p_aty3_i12_o20_n0_fty3
	-T_m2x3,T_m2x2|p_aty3_i12_o20_n2_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i12_o20_n4_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i12_o20_n6_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i12_o20_n8_fty3
	-T_m3x3,T_m3x3|p_aty3_i12_o20_n1_fty4
	-T_m3x2,T_m3x3|p_aty3_i12_o20_n3_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i12_o20_n5_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i12_o20_n7_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i12_o20_n9_fty4
	-T_m2x2,F_v2_d1|p_aty3_i12_o20_n0_fty10
	-T_m3x3,F_v2_d1|p_aty3_i12_o20_n1_fty10
	-T_m2x3,F_v2_d1|p_aty3_i12_o20_n2_fty10
	-T_m3x2,F_v2_d1|p_aty3_i12_o20_n3_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i12_o20_n4_fty10
	-F_m3x3_d1,F_v2_d1|p_aty3_i12_o20_n5_fty10
	-T_m2x2,F_v3_d1|p_aty3_i12_o20_n0_fty11
	-T_m3x3,F_v3_d1|p_aty3_i12_o20_n1_fty11
	-T_m2x3,F_v3_d1|p_aty3_i12_o20_n2_fty11
	-T_m3x2,F_v3_d1|p_aty3_i12_o20_n3_fty11
	-F_m2x2_d1,F_v3_d1|p_aty3_i12_o20_n4_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i12_o20_n5_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i12_o20_n0_fty12
	-T_m2x3,F_m2x2_d1|p_aty3_i12_o20_n2_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i12_o20_n4_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i12_o20_n1_fty13
	-T_m3x2,F_m3x3_d1|p_aty3_i12_o20_n3_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i12_o20_n5_fty13
	-T_m2x2,F_v2_d2|p_aty3_i12_o20_n0_fty15
	-T_m3x3,F_v2_d2|p_aty3_i12_o20_n1_fty15
	-T_m2x3,F_v2_d2|p_aty3_i12_o20_n2_fty15
	-T_m3x2,F_v2_d2|p_aty3_i12_o20_n3_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i12_o20_n6_fty15
	-F_m3x3_d2,F_v2_d2|p_aty3_i12_o20_n7_fty15
	-T_m2x2,F_v3_d2|p_aty3_i12_o20_n0_fty16
	-T_m3x3,F_v3_d2|p_aty3_i12_o20_n1_fty16
	-T_m2x3,F_v3_d2|p_aty3_i12_o20_n2_fty16
	-T_m3x2,F_v3_d2|p_aty3_i12_o20_n3_fty16
	-F_m2x2_d2,F_v3_d2|p_aty3_i12_o20_n6_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i12_o20_n7_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i12_o20_n0_fty17
	-T_m2x3,F_m2x2_d2|p_aty3_i12_o20_n2_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i12_o20_n6_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i12_o20_n1_fty18
	-T_m3x2,F_m3x3_d2|p_aty3_i12_o20_n3_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i12_o20_n7_fty18
	-T_m2x2,F_v2_d3|p_aty3_i12_o20_n0_fty20
	-T_m3x3,F_v2_d3|p_aty3_i12_o20_n1_fty20
	-T_m2x3,F_v2_d3|p_aty3_i12_o20_n2_fty20
	-T_m3x2,F_v2_d3|p_aty3_i12_o20_n3_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i12_o20_n8_fty20
	-F_m3x3_d3,F_v2_d3|p_aty3_i12_o20_n9_fty20
	-T_m2x2,F_v3_d3|p_aty3_i12_o20_n0_fty21
	-T_m3x3,F_v3_d3|p_aty3_i12_o20_n1_fty21
	-T_m2x3,F_v3_d3|p_aty3_i12_o20_n2_fty21
	-T_m3x2,F_v3_d3|p_aty3_i12_o20_n3_fty21
	-F_m2x2_d3,F_v3_d3|p_aty3_i12_o20_n8_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i12_o20_n9_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i12_o20_n0_fty22
	-T_m2x3,F_m2x2_d3|p_aty3_i12_o20_n2_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i12_o20_n8_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i12_o20_n1_fty23
	-T_m3x2,F_m3x3_d3|p_aty3_i12_o20_n3_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i12_o20_n9_fty23

 inner product_slicem1 |12_21
	-T_m2x2,T_v2|p_aty3_i12_o21_n0_fty1
	-T_m2x3,T_v2|p_aty3_i12_o21_n2_fty1
	-F_m2x2_d1,T_v2|p_aty3_i12_o21_n4_fty1
	-F_m2x2_d2,T_v2|p_aty3_i12_o21_n6_fty1
	-F_m2x2_d3,T_v2|p_aty3_i12_o21_n8_fty1
	-T_m3x3,T_v3|p_aty3_i12_o21_n1_fty2
	-T_m3x2,T_v3|p_aty3_i12_o21_n3_fty2
	-F_m3x3_d1,T_v3|p_aty3_i12_o21_n5_fty2
	-F_m3x3_d2,T_v3|p_aty3_i12_o21_n7_fty2
	-F_m3x3_d3,T_v3|p_aty3_i12_o21_n9_fty2
	-T_m2x2,T_m2x2|p_aty3_i12_o21_n0_fty3
	-T_m2x3,T_m2x2|p_aty3_i12_o21_n2_fty3
	-F_m2x2_d1,T_m2x2|p_aty3_i12_o21_n4_fty3
	-F_m2x2_d2,T_m2x2|p_aty3_i12_o21_n6_fty3
	-F_m2x2_d3,T_m2x2|p_aty3_i12_o21_n8_fty3
	-T_m3x3,T_m3x3|p_aty3_i12_o21_n1_fty4
	-T_m3x2,T_m3x3|p_aty3_i12_o21_n3_fty4
	-F_m3x3_d1,T_m3x3|p_aty3_i12_o21_n5_fty4
	-F_m3x3_d2,T_m3x3|p_aty3_i12_o21_n7_fty4
	-F_m3x3_d3,T_m3x3|p_aty3_i12_o21_n9_fty4
	-T_m2x2,T_m2x3|p_aty3_i12_o21_n0_fty5
	-T_m2x3,T_m2x3|p_aty3_i12_o21_n2_fty5
	-F_m2x2_d1,T_m2x3|p_aty3_i12_o21_n4_fty5
	-F_m2x2_d2,T_m2x3|p_aty3_i12_o21_n6_fty5
	-F_m2x2_d3,T_m2x3|p_aty3_i12_o21_n8_fty5
	-T_m3x3,T_m3x2|p_aty3_i12_o21_n1_fty6
	-T_m3x2,T_m3x2|p_aty3_i12_o21_n3_fty6
	-F_m3x3_d1,T_m3x2|p_aty3_i12_o21_n5_fty6
	-F_m3x3_d2,T_m3x2|p_aty3_i12_o21_n7_fty6
	-F_m3x3_d3,T_m3x2|p_aty3_i12_o21_n9_fty6
	-T_m2x2,T_t2x2x2|p_aty3_i12_o21_n0_fty7
	-T_m2x3,T_t2x2x2|p_aty3_i12_o21_n2_fty7
	-F_m2x2_d1,T_t2x2x2|p_aty3_i12_o21_n4_fty7
	-F_m2x2_d2,T_t2x2x2|p_aty3_i12_o21_n6_fty7
	-F_m2x2_d3,T_t2x2x2|p_aty3_i12_o21_n8_fty7
	-T_m3x3,T_t3x3x3|p_aty3_i12_o21_n1_fty8
	-T_m3x2,T_t3x3x3|p_aty3_i12_o21_n3_fty8
	-F_m3x3_d1,T_t3x3x3|p_aty3_i12_o21_n5_fty8
	-F_m3x3_d2,T_t3x3x3|p_aty3_i12_o21_n7_fty8
	-F_m3x3_d3,T_t3x3x3|p_aty3_i12_o21_n9_fty8
	-T_m2x2,F_v2_d1|p_aty3_i12_o21_n0_fty10
	-T_m2x3,F_v2_d1|p_aty3_i12_o21_n2_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i12_o21_n4_fty10
	-T_m3x3,F_v3_d1|p_aty3_i12_o21_n1_fty11
	-T_m3x2,F_v3_d1|p_aty3_i12_o21_n3_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i12_o21_n5_fty11
	-T_m2x2,F_m2x2_d1|p_aty3_i12_o21_n0_fty12
	-T_m2x3,F_m2x2_d1|p_aty3_i12_o21_n2_fty12
	-F_m2x2_d1,F_m2x2_d1|p_aty3_i12_o21_n4_fty12
	-T_m3x3,F_m3x3_d1|p_aty3_i12_o21_n1_fty13
	-T_m3x2,F_m3x3_d1|p_aty3_i12_o21_n3_fty13
	-F_m3x3_d1,F_m3x3_d1|p_aty3_i12_o21_n5_fty13
	-T_m2x2,F_v2_d2|p_aty3_i12_o21_n0_fty15
	-T_m2x3,F_v2_d2|p_aty3_i12_o21_n2_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i12_o21_n6_fty15
	-T_m3x3,F_v3_d2|p_aty3_i12_o21_n1_fty16
	-T_m3x2,F_v3_d2|p_aty3_i12_o21_n3_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i12_o21_n7_fty16
	-T_m2x2,F_m2x2_d2|p_aty3_i12_o21_n0_fty17
	-T_m2x3,F_m2x2_d2|p_aty3_i12_o21_n2_fty17
	-F_m2x2_d2,F_m2x2_d2|p_aty3_i12_o21_n6_fty17
	-T_m3x3,F_m3x3_d2|p_aty3_i12_o21_n1_fty18
	-T_m3x2,F_m3x3_d2|p_aty3_i12_o21_n3_fty18
	-F_m3x3_d2,F_m3x3_d2|p_aty3_i12_o21_n7_fty18
	-T_m2x2,F_v2_d3|p_aty3_i12_o21_n0_fty20
	-T_m2x3,F_v2_d3|p_aty3_i12_o21_n2_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i12_o21_n8_fty20
	-T_m3x3,F_v3_d3|p_aty3_i12_o21_n1_fty21
	-T_m3x2,F_v3_d3|p_aty3_i12_o21_n3_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i12_o21_n9_fty21
	-T_m2x2,F_m2x2_d3|p_aty3_i12_o21_n0_fty22
	-T_m2x3,F_m2x2_d3|p_aty3_i12_o21_n2_fty22
	-F_m2x2_d3,F_m2x2_d3|p_aty3_i12_o21_n8_fty22
	-T_m3x3,F_m3x3_d3|p_aty3_i12_o21_n1_fty23
	-T_m3x2,F_m3x3_d3|p_aty3_i12_o21_n3_fty23
	-F_m3x3_d3,F_m3x3_d3|p_aty3_i12_o21_n9_fty23

 multiplication_slicem1 |12_22
	-T_m2x2,T_s|p_aty3_i12_o22_n0_fty0
	-T_m3x3,T_s|p_aty3_i12_o22_n1_fty0
	-T_m2x3,T_s|p_aty3_i12_o22_n2_fty0
	-T_m3x2,T_s|p_aty3_i12_o22_n3_fty0
	-F_m2x2_d1,T_s|p_aty3_i12_o22_n4_fty0
	-F_m3x3_d1,T_s|p_aty3_i12_o22_n5_fty0
	-F_m2x2_d2,T_s|p_aty3_i12_o22_n6_fty0
	-F_m3x3_d2,T_s|p_aty3_i12_o22_n7_fty0
	-F_m2x2_d3,T_s|p_aty3_i12_o22_n8_fty0
	-F_m3x3_d3,T_s|p_aty3_i12_o22_n9_fty0
	-T_m2x2,F_s_d1|p_aty3_i12_o22_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i12_o22_n1_fty9
	-T_m2x3,F_s_d1|p_aty3_i12_o22_n2_fty9
	-T_m3x2,F_s_d1|p_aty3_i12_o22_n3_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i12_o22_n4_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i12_o22_n5_fty9
	-T_m2x2,F_s_d2|p_aty3_i12_o22_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i12_o22_n1_fty14
	-T_m2x3,F_s_d2|p_aty3_i12_o22_n2_fty14
	-T_m3x2,F_s_d2|p_aty3_i12_o22_n3_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i12_o22_n6_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i12_o22_n7_fty14
	-T_m2x2,F_s_d3|p_aty3_i12_o22_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i12_o22_n1_fty19
	-T_m2x3,F_s_d3|p_aty3_i12_o22_n2_fty19
	-T_m3x2,F_s_d3|p_aty3_i12_o22_n3_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i12_o22_n8_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i12_o22_n9_fty19

 division_slicem1 |12_23
	-T_m2x2,T_s|p_aty3_i12_o23_n0_fty0
	-T_m3x3,T_s|p_aty3_i12_o23_n1_fty0
	-T_m2x3,T_s|p_aty3_i12_o23_n2_fty0
	-T_m3x2,T_s|p_aty3_i12_o23_n3_fty0
	-F_m2x2_d1,T_s|p_aty3_i12_o23_n4_fty0
	-F_m3x3_d1,T_s|p_aty3_i12_o23_n5_fty0
	-F_m2x2_d2,T_s|p_aty3_i12_o23_n6_fty0
	-F_m3x3_d2,T_s|p_aty3_i12_o23_n7_fty0
	-F_m2x2_d3,T_s|p_aty3_i12_o23_n8_fty0
	-F_m3x3_d3,T_s|p_aty3_i12_o23_n9_fty0
	-T_m2x2,F_s_d1|p_aty3_i12_o23_n0_fty9
	-T_m3x3,F_s_d1|p_aty3_i12_o23_n1_fty9
	-T_m2x3,F_s_d1|p_aty3_i12_o23_n2_fty9
	-T_m3x2,F_s_d1|p_aty3_i12_o23_n3_fty9
	-F_m2x2_d1,F_s_d1|p_aty3_i12_o23_n4_fty9
	-F_m3x3_d1,F_s_d1|p_aty3_i12_o23_n5_fty9
	-T_m2x2,F_s_d2|p_aty3_i12_o23_n0_fty14
	-T_m3x3,F_s_d2|p_aty3_i12_o23_n1_fty14
	-T_m2x3,F_s_d2|p_aty3_i12_o23_n2_fty14
	-T_m3x2,F_s_d2|p_aty3_i12_o23_n3_fty14
	-F_m2x2_d2,F_s_d2|p_aty3_i12_o23_n6_fty14
	-F_m3x3_d2,F_s_d2|p_aty3_i12_o23_n7_fty14
	-T_m2x2,F_s_d3|p_aty3_i12_o23_n0_fty19
	-T_m3x3,F_s_d3|p_aty3_i12_o23_n1_fty19
	-T_m2x3,F_s_d3|p_aty3_i12_o23_n2_fty19
	-T_m3x2,F_s_d3|p_aty3_i12_o23_n3_fty19
	-F_m2x2_d3,F_s_d3|p_aty3_i12_o23_n8_fty19
	-F_m3x3_d3,F_s_d3|p_aty3_i12_o23_n9_fty19

 modulate_slicem1 |12_24
	-T_m2x2,T_v2|p_aty3_i12_o24_n0_fty1
	-T_m2x3,T_v2|p_aty3_i12_o24_n2_fty1
	-F_m2x2_d1,T_v2|p_aty3_i12_o24_n4_fty1
	-F_m2x2_d2,T_v2|p_aty3_i12_o24_n6_fty1
	-F_m2x2_d3,T_v2|p_aty3_i12_o24_n8_fty1
	-T_m3x3,T_v3|p_aty3_i12_o24_n1_fty2
	-T_m3x2,T_v3|p_aty3_i12_o24_n3_fty2
	-F_m3x3_d1,T_v3|p_aty3_i12_o24_n5_fty2
	-F_m3x3_d2,T_v3|p_aty3_i12_o24_n7_fty2
	-F_m3x3_d3,T_v3|p_aty3_i12_o24_n9_fty2
	-T_m2x2,F_v2_d1|p_aty3_i12_o24_n0_fty10
	-T_m2x3,F_v2_d1|p_aty3_i12_o24_n2_fty10
	-F_m2x2_d1,F_v2_d1|p_aty3_i12_o24_n4_fty10
	-T_m3x3,F_v3_d1|p_aty3_i12_o24_n1_fty11
	-T_m3x2,F_v3_d1|p_aty3_i12_o24_n3_fty11
	-F_m3x3_d1,F_v3_d1|p_aty3_i12_o24_n5_fty11
	-T_m2x2,F_v2_d2|p_aty3_i12_o24_n0_fty15
	-T_m2x3,F_v2_d2|p_aty3_i12_o24_n2_fty15
	-F_m2x2_d2,F_v2_d2|p_aty3_i12_o24_n6_fty15
	-T_m3x3,F_v3_d2|p_aty3_i12_o24_n1_fty16
	-T_m3x2,F_v3_d2|p_aty3_i12_o24_n3_fty16
	-F_m3x3_d2,F_v3_d2|p_aty3_i12_o24_n7_fty16
	-T_m2x2,F_v2_d3|p_aty3_i12_o24_n0_fty20
	-T_m2x3,F_v2_d3|p_aty3_i12_o24_n2_fty20
	-F_m2x2_d3,F_v2_d3|p_aty3_i12_o24_n8_fty20
	-T_m3x3,F_v3_d3|p_aty3_i12_o24_n1_fty21
	-T_m3x2,F_v3_d3|p_aty3_i12_o24_n3_fty21
	-F_m3x3_d3,F_v3_d3|p_aty3_i12_o24_n9_fty21

 op_doubledot_slicem1 |12_25

 inverse_slicem1 |12_26

 cosine_slicem1 |12_27

 sine_slicem1 |12_28

 arctangent_slicem1 |12_29

 tangent_slicem1 |12_30

 arccosine_slicem1 |12_31

 arcsine_slicem1 |12_32

 sqrt_slicem1 |12_33

 slicev0_ * |13_ *

 neg_slicev0 |13_0
	-T_v2|p_aty3_i13_o0_n0
	-T_v3|p_aty3_i13_o0_n1
	-F_v2_d1|p_aty3_i13_o0_n2
	-F_v3_d1|p_aty3_i13_o0_n3
	-F_v2_d2|p_aty3_i13_o0_n4
	-F_v3_d2|p_aty3_i13_o0_n5
	-F_v2_d3|p_aty3_i13_o0_n6
	-F_v3_d3|p_aty3_i13_o0_n7

 norm_slicev0 |13_1
	-T_v2|p_aty3_i13_o1_n0
	-T_v3|p_aty3_i13_o1_n1
	-F_v2_d1|p_aty3_i13_o1_n2
	-F_v3_d1|p_aty3_i13_o1_n3
	-F_v2_d2|p_aty3_i13_o1_n4
	-F_v3_d2|p_aty3_i13_o1_n5
	-F_v2_d3|p_aty3_i13_o1_n6
	-F_v3_d3|p_aty3_i13_o1_n7

 normalize_slicev0 |13_2

 trace_slicev0 |13_3

 transpose_slicev0 |13_4

 det_slicev0 |13_5

 probe_slicev0 |13_6
	-T_v2|p_aty3_i13_o6_n0
	-T_v3|p_aty3_i13_o6_n1
	-F_v2_d1|p_aty3_i13_o6_n2
	-F_v3_d1|p_aty3_i13_o6_n3
	-F_v2_d2|p_aty3_i13_o6_n4
	-F_v3_d2|p_aty3_i13_o6_n5
	-F_v2_d3|p_aty3_i13_o6_n6
	-F_v3_d3|p_aty3_i13_o6_n7

 grad_slicev0 |13_7
	-F_v2_d1|p_aty3_i13_o7_n2
	-F_v3_d1|p_aty3_i13_o7_n3
	-F_v2_d2|p_aty3_i13_o7_n4
	-F_v3_d2|p_aty3_i13_o7_n5
	-F_v2_d3|p_aty3_i13_o7_n6
	-F_v3_d3|p_aty3_i13_o7_n7

 div_slicev0 |13_8

 curl_slicev0 |13_9

 jacob_slicev0 |13_10

 slicem0_slicev0 |13_11

 slicem1_slicev0 |13_12

 slicev0_slicev0 |13_13

 slicev1_slicev0 |13_14

 slicet0_slicev0 |13_15

 slicet1_slicev0 |13_16

 addition_slicev0 |13_17
	-T_v2,T_s|p_aty3_i13_o17_n0_fty0
	-T_v3,T_s|p_aty3_i13_o17_n1_fty0
	-F_v2_d1,T_s|p_aty3_i13_o17_n2_fty0
	-F_v3_d1,T_s|p_aty3_i13_o17_n3_fty0
	-F_v2_d2,T_s|p_aty3_i13_o17_n4_fty0
	-F_v3_d2,T_s|p_aty3_i13_o17_n5_fty0
	-F_v2_d3,T_s|p_aty3_i13_o17_n6_fty0
	-F_v3_d3,T_s|p_aty3_i13_o17_n7_fty0
	-T_v2,F_s_d1|p_aty3_i13_o17_n0_fty9
	-T_v3,F_s_d1|p_aty3_i13_o17_n1_fty9
	-F_v2_d1,F_s_d1|p_aty3_i13_o17_n2_fty9
	-F_v3_d1,F_s_d1|p_aty3_i13_o17_n3_fty9
	-T_v2,F_s_d2|p_aty3_i13_o17_n0_fty14
	-T_v3,F_s_d2|p_aty3_i13_o17_n1_fty14
	-F_v2_d2,F_s_d2|p_aty3_i13_o17_n4_fty14
	-F_v3_d2,F_s_d2|p_aty3_i13_o17_n5_fty14
	-T_v2,F_s_d3|p_aty3_i13_o17_n0_fty19
	-T_v3,F_s_d3|p_aty3_i13_o17_n1_fty19
	-F_v2_d3,F_s_d3|p_aty3_i13_o17_n6_fty19
	-F_v3_d3,F_s_d3|p_aty3_i13_o17_n7_fty19

 subtraction_slicev0 |13_18
	-T_v2,T_s|p_aty3_i13_o18_n0_fty0
	-T_v3,T_s|p_aty3_i13_o18_n1_fty0
	-F_v2_d1,T_s|p_aty3_i13_o18_n2_fty0
	-F_v3_d1,T_s|p_aty3_i13_o18_n3_fty0
	-F_v2_d2,T_s|p_aty3_i13_o18_n4_fty0
	-F_v3_d2,T_s|p_aty3_i13_o18_n5_fty0
	-F_v2_d3,T_s|p_aty3_i13_o18_n6_fty0
	-F_v3_d3,T_s|p_aty3_i13_o18_n7_fty0
	-T_v2,F_s_d1|p_aty3_i13_o18_n0_fty9
	-T_v3,F_s_d1|p_aty3_i13_o18_n1_fty9
	-F_v2_d1,F_s_d1|p_aty3_i13_o18_n2_fty9
	-F_v3_d1,F_s_d1|p_aty3_i13_o18_n3_fty9
	-T_v2,F_s_d2|p_aty3_i13_o18_n0_fty14
	-T_v3,F_s_d2|p_aty3_i13_o18_n1_fty14
	-F_v2_d2,F_s_d2|p_aty3_i13_o18_n4_fty14
	-F_v3_d2,F_s_d2|p_aty3_i13_o18_n5_fty14
	-T_v2,F_s_d3|p_aty3_i13_o18_n0_fty19
	-T_v3,F_s_d3|p_aty3_i13_o18_n1_fty19
	-F_v2_d3,F_s_d3|p_aty3_i13_o18_n6_fty19

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