minpath directory: /usr/local/src/MinPath
total input orth=4996  unique=1777
mapfile /dbs/wgsa2/minpath_data/KEGG_myfiles_0922/KEGG-ko2map-092022.txt
total family 13405  pathway 468
fam=0 K00001 [K00001] map-to-path=13
   path-0[map00010 map00010]
   path-9[map00071 map00071]
   path-40[map00350 map00350]
   path-98[map00620 map00620]
   path-103[map00625 map00625]
   path-104[map00626 map00626]
   path-126[map00830 map00830]
   path-151[map00980 map00980]
   path-153[map00982 map00982]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-175[map01220 map01220]
fam=1 K00002 [K00002] map-to-path=12
   path-0[map00010 map00010]
   path-3[map00040 map00040]
   path-6[map00053 map00053]
   path-84[map00561 map00561]
   path-98[map00620 map00620]
   path-139[map00930 map00930]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-175[map01220 map01220]
   path-178[map01240 map01240]
   path-432[map05208 map05208]
fam=4 K00121 [K00121] map-to-path=16
   path-0[map00010 map00010]
   path-9[map00071 map00071]
   path-40[map00350 map00350]
   path-98[map00620 map00620]
   path-103[map00625 map00625]
   path-104[map00626 map00626]
   path-114[map00680 map00680]
   path-126[map00830 map00830]
   path-151[map00980 map00980]
   path-153[map00982 map00982]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-175[map01220 map01220]
   path-365[map04936 map04936]
fam=5 K00128 [K00128] map-to-path=20
   path-0[map00010 map00010]
   path-6[map00053 map00053]
   path-9[map00071 map00071]
   path-29[map00280 map00280]
   path-33[map00310 map00310]
   path-35[map00330 map00330]
   path-39[map00340 map00340]
   path-47[map00380 map00380]
   path-54[map00410 map00410]
   path-84[map00561 map00561]
   path-98[map00620 map00620]
   path-103[map00625 map00625]
   path-121[map00770 map00770]
   path-131[map00903 map00903]
   path-152[map00981 map00981]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-178[map01240 map01240]
   path-365[map04936 map04936]
fam=8 K00134 [K00134] map-to-path=12
   path-0[map00010 map00010]
   path-115[map00710 map00710]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-176[map01230 map01230]
   path-231[map04066 map04066]
   path-383[map05010 map05010]
   path-399[map05130 map05130]
   path-401[map05132 map05132]
   path-464[map05415 map05415]
fam=10 K00149 [K00149] map-to-path=15
   path-0[map00010 map00010]
   path-6[map00053 map00053]
   path-9[map00071 map00071]
   path-29[map00280 map00280]
   path-33[map00310 map00310]
   path-35[map00330 map00330]
   path-39[map00340 map00340]
   path-47[map00380 map00380]
   path-54[map00410 map00410]
   path-84[map00561 map00561]
   path-98[map00620 map00620]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-365[map04936 map04936]
fam=12 K00161 [K00161] map-to-path=11
   path-0[map00010 map00010]
   path-1[map00020 map00020]
   path-98[map00620 map00620]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-231[map04066 map04066]
   path-351[map04922 map04922]
   path-450[map05230 map05230]
   path-464[map05415 map05415]
fam=13 K00162 [K00162] map-to-path=11
   path-0[map00010 map00010]
   path-1[map00020 map00020]
   path-98[map00620 map00620]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-231[map04066 map04066]
   path-351[map04922 map04922]
   path-450[map05230 map05230]
   path-464[map05415 map05415]
fam=15 K00169 [K00169] map-to-path=12
   path-0[map00010 map00010]
   path-1[map00020 map00020]
   path-98[map00620 map00620]
   path-107[map00633 map00633]
   path-108[map00640 map00640]
   path-111[map00650 map00650]
   path-114[map00680 map00680]
   path-116[map00720 map00720]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
fam=16 K00170 [K00170] map-to-path=12
   path-0[map00010 map00010]
   path-1[map00020 map00020]
   path-98[map00620 map00620]
   path-107[map00633 map00633]
   path-108[map00640 map00640]
   path-111[map00650 map00650]
   path-114[map00680 map00680]
   path-116[map00720 map00720]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
fam=17 K00171 [K00171] map-to-path=12
   path-0[map00010 map00010]
   path-1[map00020 map00020]
   path-98[map00620 map00620]
   path-107[map00633 map00633]
   path-108[map00640 map00640]
   path-111[map00650 map00650]
   path-114[map00680 map00680]
   path-116[map00720 map00720]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
fam=18 K00172 [K00172] map-to-path=12
   path-0[map00010 map00010]
   path-1[map00020 map00020]
   path-98[map00620 map00620]
   path-107[map00633 map00633]
   path-108[map00640 map00640]
   path-111[map00650 map00650]
   path-114[map00680 map00680]
   path-116[map00720 map00720]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
fam=21 K00189 [K00189] map-to-path=13
   path-0[map00010 map00010]
   path-1[map00020 map00020]
   path-29[map00280 map00280]
   path-98[map00620 map00620]
   path-107[map00633 map00633]
   path-108[map00640 map00640]
   path-111[map00650 map00650]
   path-114[map00680 map00680]
   path-116[map00720 map00720]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
fam=22 K00382 [K00382] map-to-path=14
   path-0[map00010 map00010]
   path-1[map00020 map00020]
   path-26[map00260 map00260]
   path-29[map00280 map00280]
   path-33[map00310 map00310]
   path-47[map00380 map00380]
   path-98[map00620 map00620]
   path-106[map00630 map00630]
   path-108[map00640 map00640]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-178[map01240 map01240]
fam=24 K00844 [K00844] map-to-path=18
   path-0[map00010 map00010]
   path-4[map00051 map00051]
   path-5[map00052 map00052]
   path-61[map00500 map00500]
   path-68[map00520 map00520]
   path-69[map00521 map00521]
   path-72[map00524 map00524]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-179[map01250 map01250]
   path-231[map04066 map04066]
   path-339[map04910 map04910]
   path-359[map04930 map04930]
   path-376[map04973 map04973]
   path-400[map05131 map05131]
   path-450[map05230 map05230]
fam=25 K00845 [K00845] map-to-path=11
   path-0[map00010 map00010]
   path-5[map00052 map00052]
   path-61[map00500 map00500]
   path-68[map00520 map00520]
   path-69[map00521 map00521]
   path-72[map00524 map00524]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-179[map01250 map01250]
fam=26 K00850 [K00850] map-to-path=16
   path-0[map00010 map00010]
   path-2[map00030 map00030]
   path-4[map00051 map00051]
   path-5[map00052 map00052]
   path-114[map00680 map00680]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-176[map01230 map01230]
   path-199[map03018 map03018]
   path-231[map04066 map04066]
   path-259[map04152 map04152]
   path-348[map04919 map04919]
   path-351[map04922 map04922]
   path-450[map05230 map05230]
fam=27 K00873 [K00873] map-to-path=12
   path-0[map00010 map00010]
   path-98[map00620 map00620]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-176[map01230 map01230]
   path-351[map04922 map04922]
   path-359[map04930 map04930]
   path-418[map05165 map05165]
   path-427[map05203 map05203]
   path-450[map05230 map05230]
fam=34 K01084 [K01084] map-to-path=13
   path-0[map00010 map00010]
   path-5[map00052 map00052]
   path-61[map00500 map00500]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-232[map04068 map04068]
   path-258[map04151 map04151]
   path-259[map04152 map04152]
   path-339[map04910 map04910]
   path-349[map04920 map04920]
   path-351[map04922 map04922]
   path-360[map04931 map04931]
   path-376[map04973 map04973]
fam=40 K01596 [K01596] map-to-path=15
   path-0[map00010 map00010]
   path-1[map00020 map00020]
   path-98[map00620 map00620]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-210[map03320 map03320]
   path-232[map04068 map04068]
   path-258[map04151 map04151]
   path-259[map04152 map04152]
   path-339[map04910 map04910]
   path-349[map04920 map04920]
   path-351[map04922 map04922]
   path-360[map04931 map04931]
   path-371[map04964 map04964]
fam=43 K01623 [K01623] map-to-path=11
   path-0[map00010 map00010]
   path-2[map00030 map00030]
   path-4[map00051 map00051]
   path-114[map00680 map00680]
   path-115[map00710 map00710]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-176[map01230 map01230]
   path-231[map04066 map04066]
fam=51 K01835 [K01835] map-to-path=11
   path-0[map00010 map00010]
   path-2[map00030 map00030]
   path-5[map00052 map00052]
   path-20[map00230 map00230]
   path-61[map00500 map00500]
   path-68[map00520 map00520]
   path-69[map00521 map00521]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-179[map01250 map01250]
fam=63 K03841 [K03841] map-to-path=12
   path-0[map00010 map00010]
   path-2[map00030 map00030]
   path-4[map00051 map00051]
   path-114[map00680 map00680]
   path-115[map00710 map00710]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-259[map04152 map04152]
   path-339[map04910 map04910]
   path-351[map04922 map04922]
fam=66 K04072 [K04072] map-to-path=12
   path-0[map00010 map00010]
   path-9[map00071 map00071]
   path-40[map00350 map00350]
   path-98[map00620 map00620]
   path-103[map00625 map00625]
   path-104[map00626 map00626]
   path-111[map00650 map00650]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-175[map01220 map01220]
   path-410[map05146 map05146]
fam=74 K12407 [K12407] map-to-path=18
   path-0[map00010 map00010]
   path-5[map00052 map00052]
   path-61[map00500 map00500]
   path-68[map00520 map00520]
   path-69[map00521 map00521]
   path-72[map00524 map00524]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-179[map01250 map01250]
   path-339[map04910 map04910]
   path-340[map04911 map04911]
   path-346[map04917 map04917]
   path-351[map04922 map04922]
   path-359[map04930 map04930]
   path-367[map04950 map04950]
   path-450[map05230 map05230]
fam=79 K13953 [K13953] map-to-path=13
   path-0[map00010 map00010]
   path-9[map00071 map00071]
   path-40[map00350 map00350]
   path-98[map00620 map00620]
   path-103[map00625 map00625]
   path-104[map00626 map00626]
   path-126[map00830 map00830]
   path-151[map00980 map00980]
   path-153[map00982 map00982]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-175[map01220 map01220]
fam=85 K14085 [K14085] map-to-path=16
   path-0[map00010 map00010]
   path-6[map00053 map00053]
   path-9[map00071 map00071]
   path-26[map00260 map00260]
   path-29[map00280 map00280]
   path-33[map00310 map00310]
   path-35[map00330 map00330]
   path-39[map00340 map00340]
   path-47[map00380 map00380]
   path-54[map00410 map00410]
   path-84[map00561 map00561]
   path-98[map00620 map00620]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-365[map04936 map04936]
fam=89 K15778 [K15778] map-to-path=12
   path-0[map00010 map00010]
   path-2[map00030 map00030]
   path-4[map00051 map00051]
   path-5[map00052 map00052]
   path-20[map00230 map00230]
   path-61[map00500 map00500]
   path-68[map00520 map00520]
   path-69[map00521 map00521]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-179[map01250 map01250]
fam=105 K25026 [K25026] map-to-path=11
   path-0[map00010 map00010]
   path-5[map00052 map00052]
   path-61[map00500 map00500]
   path-68[map00520 map00520]
   path-69[map00521 map00521]
   path-72[map00524 map00524]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-179[map01250 map01250]
fam=106 K00024 [K00024] map-to-path=11
   path-1[map00020 map00020]
   path-28[map00270 map00270]
   path-98[map00620 map00620]
   path-106[map00630 map00630]
   path-114[map00680 map00680]
   path-115[map00710 map00710]
   path-116[map00720 map00720]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
fam=110 K00031 [K00031] map-to-path=11
   path-1[map00020 map00020]
   path-60[map00480 map00480]
   path-116[map00720 map00720]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-173[map01210 map01210]
   path-176[map01230 map01230]
   path-256[map04146 map04146]
   path-450[map05230 map05230]
fam=116 K00234 [K00234] map-to-path=16
   path-1[map00020 map00020]
   path-16[map00190 map00190]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-322[map04714 map04714]
   path-361[map04932 map04932]
   path-383[map05010 map05010]
   path-384[map05012 map05012]
   path-385[map05014 map05014]
   path-386[map05016 map05016]
   path-388[map05020 map05020]
   path-389[map05022 map05022]
   path-432[map05208 map05208]
   path-464[map05415 map05415]
fam=117 K00235 [K00235] map-to-path=16
   path-1[map00020 map00020]
   path-16[map00190 map00190]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-322[map04714 map04714]
   path-361[map04932 map04932]
   path-383[map05010 map05010]
   path-384[map05012 map05012]
   path-385[map05014 map05014]
   path-386[map05016 map05016]
   path-388[map05020 map05020]
   path-389[map05022 map05022]
   path-432[map05208 map05208]
   path-464[map05415 map05415]
fam=118 K00236 [K00236] map-to-path=16
   path-1[map00020 map00020]
   path-16[map00190 map00190]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-322[map04714 map04714]
   path-361[map04932 map04932]
   path-383[map05010 map05010]
   path-384[map05012 map05012]
   path-385[map05014 map05014]
   path-386[map05016 map05016]
   path-388[map05020 map05020]
   path-389[map05022 map05022]
   path-432[map05208 map05208]
   path-464[map05415 map05415]
fam=119 K00237 [K00237] map-to-path=16
   path-1[map00020 map00020]
   path-16[map00190 map00190]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-172[map01200 map01200]
   path-322[map04714 map04714]
   path-361[map04932 map04932]
   path-383[map05010 map05010]
   path-384[map05012 map05012]
   path-385[map05014 map05014]
   path-386[map05016 map05016]
   path-388[map05020 map05020]
   path-389[map05022 map05022]
   path-432[map05208 map05208]
   path-464[map05415 map05415]
fam=226 K00699 [K00699] map-to-path=14
   path-3[map00040 map00040]
   path-6[map00053 map00053]
   path-15[map00140 map00140]
   path-126[map00830 map00830]
   path-127[map00860 map00860]
   path-151[map00980 map00980]
   path-153[map00982 map00982]
   path-154[map00983 map00983]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-178[map01240 map01240]
   path-379[map04976 map04976]
   path-428[map05204 map05204]
   path-431[map05207 map05207]
fam=492 K01946 [K01946] map-to-path=13
   path-7[map00061 map00061]
   path-25[map00254 map00254]
   path-98[map00620 map00620]
   path-108[map00640 map00640]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-259[map04152 map04152]
   path-339[map04910 map04910]
   path-349[map04920 map04920]
   path-351[map04922 map04922]
   path-360[map04931 map04931]
   path-365[map04936 map04936]
fam=506 K11262 [K11262] map-to-path=12
   path-7[map00061 map00061]
   path-25[map00254 map00254]
   path-98[map00620 map00620]
   path-108[map00640 map00640]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
   path-171[map01120 map01120]
   path-174[map01212 map01212]
   path-259[map04152 map04152]
   path-339[map04910 map04910]
   path-351[map04922 map04922]
   path-365[map04936 map04936]
fam=519 K00022 [K00022] map-to-path=12
   path-8[map00062 map00062]
   path-9[map00071 map00071]
   path-29[map00280 map00280]
   path-30[map00281 map00281]
   path-33[map00310 map00310]
   path-47[map00380 map00380]
   path-111[map00650 map00650]
   path-139[map00930 map00930]
   path-169[map01100 map01100]
   path-170[map01110 map01110]
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fam=524 K07511 [K07511] map-to-path=15
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fam=525 K07515 [K07515] map-to-path=14
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fam=542 K00232 [K00232] map-to-path=13
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fam=549 K00626 [K00626] map-to-path=17
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fam=551 K01692 [K01692] map-to-path=17
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fam=552 K01782 [K01782] map-to-path=16
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fam=553 K01825 [K01825] map-to-path=16
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fam=561 K07514 [K07514] map-to-path=15
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fam=665 K00838 [K00838] map-to-path=14
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fam=736 K07409 [K07409] map-to-path=12
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fam=741 K07415 [K07415] map-to-path=11
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fam=775 K00411 [K00411] map-to-path=14
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fam=776 K00412 [K00412] map-to-path=14
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fam=777 K00413 [K00413] map-to-path=14
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fam=778 K00414 [K00414] map-to-path=13
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fam=779 K00415 [K00415] map-to-path=13
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fam=780 K00416 [K00416] map-to-path=13
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fam=781 K00417 [K00417] map-to-path=13
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fam=782 K00418 [K00418] map-to-path=13
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fam=783 K00419 [K00419] map-to-path=13
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fam=784 K00420 [K00420] map-to-path=13
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fam=812 K02125 [K02125] map-to-path=11
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fam=813 K02126 [K02126] map-to-path=11
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fam=814 K02127 [K02127] map-to-path=11
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fam=815 K02128 [K02128] map-to-path=11
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fam=818 K02131 [K02131] map-to-path=11
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fam=819 K02132 [K02132] map-to-path=11
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fam=820 K02133 [K02133] map-to-path=11
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fam=821 K02134 [K02134] map-to-path=11
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fam=822 K02135 [K02135] map-to-path=11
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fam=823 K02136 [K02136] map-to-path=11
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fam=824 K02137 [K02137] map-to-path=11
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fam=825 K02138 [K02138] map-to-path=11
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fam=831 K02144 [K02144] map-to-path=11
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fam=833 K02146 [K02146] map-to-path=12
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fam=841 K02154 [K02154] map-to-path=11
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fam=842 K02155 [K02155] map-to-path=11
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fam=843 K02256 [K02256] map-to-path=13
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fam=848 K02261 [K02261] map-to-path=13
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fam=849 K02262 [K02262] map-to-path=13
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fam=850 K02263 [K02263] map-to-path=13
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fam=851 K02264 [K02264] map-to-path=13
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fam=852 K02265 [K02265] map-to-path=13
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fam=853 K02266 [K02266] map-to-path=13
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fam=854 K02267 [K02267] map-to-path=13
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fam=855 K02268 [K02268] map-to-path=13
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fam=857 K02270 [K02270] map-to-path=13
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fam=858 K02271 [K02271] map-to-path=13
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fam=859 K02272 [K02272] map-to-path=13
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fam=860 K02273 [K02273] map-to-path=13
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fam=875 K03878 [K03878] map-to-path=12
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fam=876 K03879 [K03879] map-to-path=12
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fam=877 K03880 [K03880] map-to-path=12
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fam=878 K03881 [K03881] map-to-path=12
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fam=879 K03882 [K03882] map-to-path=12
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fam=880 K03883 [K03883] map-to-path=12
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fam=881 K03884 [K03884] map-to-path=12
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fam=889 K03934 [K03934] map-to-path=13
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fam=890 K03935 [K03935] map-to-path=13
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fam=891 K03936 [K03936] map-to-path=13
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fam=892 K03937 [K03937] map-to-path=13
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fam=893 K03938 [K03938] map-to-path=13
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fam=894 K03939 [K03939] map-to-path=13
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fam=895 K03940 [K03940] map-to-path=13
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fam=896 K03941 [K03941] map-to-path=13
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fam=897 K03942 [K03942] map-to-path=13
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fam=898 K03943 [K03943] map-to-path=13
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fam=899 K03944 [K03944] map-to-path=13
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fam=900 K03945 [K03945] map-to-path=13
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fam=901 K03946 [K03946] map-to-path=13
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fam=902 K03947 [K03947] map-to-path=13
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fam=903 K03948 [K03948] map-to-path=13
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fam=904 K03949 [K03949] map-to-path=13
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fam=905 K03950 [K03950] map-to-path=13
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fam=906 K03951 [K03951] map-to-path=13
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fam=907 K03952 [K03952] map-to-path=13
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fam=908 K03953 [K03953] map-to-path=13
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fam=909 K03954 [K03954] map-to-path=13
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fam=910 K03955 [K03955] map-to-path=13
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fam=911 K03956 [K03956] map-to-path=13
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fam=912 K03957 [K03957] map-to-path=13
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fam=913 K03958 [K03958] map-to-path=13
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fam=914 K03959 [K03959] map-to-path=13
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fam=915 K03960 [K03960] map-to-path=13
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fam=916 K03961 [K03961] map-to-path=13
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fam=917 K03962 [K03962] map-to-path=13
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fam=918 K03963 [K03963] map-to-path=13
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fam=919 K03964 [K03964] map-to-path=13
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fam=920 K03965 [K03965] map-to-path=13
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fam=921 K03966 [K03966] map-to-path=13
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fam=922 K03967 [K03967] map-to-path=13
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fam=923 K03968 [K03968] map-to-path=13
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fam=942 K08738 [K08738] map-to-path=36
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fam=943 K11351 [K11351] map-to-path=13
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fam=944 K11352 [K11352] map-to-path=13
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fam=945 K11353 [K11353] map-to-path=13
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fam=1067 K00811 [K00811] map-to-path=13
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fam=1068 K00812 [K00812] map-to-path=14
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fam=1069 K00813 [K00813] map-to-path=14
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fam=1085 K01915 [K01915] map-to-path=11
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fam=1096 K11358 [K11358] map-to-path=14
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fam=1098 K13240 [K13240] map-to-path=14
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fam=1099 K13241 [K13241] map-to-path=20
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fam=1100 K13242 [K13242] map-to-path=20
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fam=1104 K14272 [K14272] map-to-path=11
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fam=1105 K14454 [K14454] map-to-path=16
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fam=1106 K14455 [K14455] map-to-path=17
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fam=1209 K08041 [K08041] map-to-path=52
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fam=1210 K08042 [K08042] map-to-path=50
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fam=1211 K08043 [K08043] map-to-path=52
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fam=1212 K08044 [K08044] map-to-path=50
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fam=1213 K08045 [K08045] map-to-path=55
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fam=1214 K08046 [K08046] map-to-path=52
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fam=1215 K08047 [K08047] map-to-path=49
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fam=1216 K08048 [K08048] map-to-path=51
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fam=1217 K08049 [K08049] map-to-path=53
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fam=1240 K12318 [K12318] map-to-path=11
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fam=1241 K12319 [K12319] map-to-path=11
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fam=1249 K13296 [K13296] map-to-path=11
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fam=1487 K00274 [K00274] map-to-path=16
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fam=1506 K00600 [K00600] map-to-path=12
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fam=2019 K00501 [K00501] map-to-path=11
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fam=2027 K01593 [K01593] map-to-path=14
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fam=2256 K03781 [K03781] map-to-path=15
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fam=2573 K00799 [K00799] map-to-path=13
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fam=2601 K23790 [K23790] map-to-path=11
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fam=3528 K00889 [K00889] map-to-path=12
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fam=3531 K00914 [K00914] map-to-path=17
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fam=3535 K00922 [K00922] map-to-path=108
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fam=3545 K01110 [K01110] map-to-path=30
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fam=3547 K01116 [K01116] map-to-path=45
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fam=3557 K05858 [K05858] map-to-path=63
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fam=3558 K05859 [K05859] map-to-path=40
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fam=3559 K05860 [K05860] map-to-path=11
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fam=3582 K21289 [K21289] map-to-path=14
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fam=3639 K01047 [K01047] map-to-path=11
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fam=3646 K01115 [K01115] map-to-path=17
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fam=3682 K16342 [K16342] map-to-path=24
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fam=3683 K16343 [K16343] map-to-path=11
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fam=3751 K11987 [K11987] map-to-path=22
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fam=4547 K11411 [K11411] map-to-path=12
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fam=4758 K00510 [K00510] map-to-path=11
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fam=6289 K02158 [K02158] map-to-path=43
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fam=6290 K02159 [K02159] map-to-path=50
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fam=6291 K02161 [K02161] map-to-path=43
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fam=6292 K02649 [K02649] map-to-path=103
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fam=6293 K02677 [K02677] map-to-path=76
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fam=6294 K02833 [K02833] map-to-path=84
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fam=6296 K03083 [K03083] map-to-path=48
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fam=6297 K03099 [K03099] map-to-path=50
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fam=6299 K04357 [K04357] map-to-path=31
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fam=6300 K04359 [K04359] map-to-path=19
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fam=6301 K04361 [K04361] map-to-path=51
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fam=6302 K04363 [K04363] map-to-path=20
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fam=6303 K04364 [K04364] map-to-path=52
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fam=6304 K04365 [K04365] map-to-path=47
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fam=6305 K04366 [K04366] map-to-path=83
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fam=6306 K04368 [K04368] map-to-path=92
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fam=6307 K04369 [K04369] map-to-path=77
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fam=6308 K04371 [K04371] map-to-path=122
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fam=6309 K04447 [K04447] map-to-path=24
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fam=6310 K04456 [K04456] map-to-path=101
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fam=6311 K04570 [K04570] map-to-path=28
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fam=6312 K04688 [K04688] map-to-path=33
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fam=6313 K04692 [K04692] map-to-path=32
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fam=6314 K05055 [K05055] map-to-path=12
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fam=6315 K05083 [K05083] map-to-path=22
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fam=6317 K05087 [K05087] map-to-path=29
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fam=6318 K05089 [K05089] map-to-path=19
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fam=6319 K05093 [K05093] map-to-path=13
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fam=6320 K05094 [K05094] map-to-path=13
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fam=6322 K05099 [K05099] map-to-path=24
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fam=6324 K05405 [K05405] map-to-path=51
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fam=6325 K05448 [K05448] map-to-path=24
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fam=6326 K05450 [K05450] map-to-path=13
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fam=6329 K05459 [K05459] map-to-path=31
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fam=6330 K05460 [K05460] map-to-path=16
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fam=6332 K05704 [K05704] map-to-path=43
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fam=6333 K06279 [K06279] map-to-path=23
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fam=6334 K07203 [K07203] map-to-path=56
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fam=6335 K07205 [K07205] map-to-path=15
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fam=6336 K07827 [K07827] map-to-path=88
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fam=6337 K07828 [K07828] map-to-path=80
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fam=6339 K08774 [K08774] map-to-path=14
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fam=6340 K08845 [K08845] map-to-path=36
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fam=6341 K09408 [K09408] map-to-path=18
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fam=6343 K11217 [K11217] map-to-path=27
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fam=6345 K17386 [K17386] map-to-path=20
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fam=6346 K17447 [K17447] map-to-path=22
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fam=6347 K17448 [K17448] map-to-path=21
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fam=6348 K17449 [K17449] map-to-path=22
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fam=6349 K18497 [K18497] map-to-path=15
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fam=6350 K19662 [K19662] map-to-path=71
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fam=6351 K19663 [K19663] map-to-path=62
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fam=6352 K01398 [K01398] map-to-path=11
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fam=6353 K01403 [K01403] map-to-path=16
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fam=6354 K02089 [K02089] map-to-path=28
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fam=6355 K02599 [K02599] map-to-path=11
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fam=6357 K04345 [K04345] map-to-path=74
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fam=6358 K04379 [K04379] map-to-path=45
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fam=6359 K04440 [K04440] map-to-path=79
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fam=6360 K04441 [K04441] map-to-path=68
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fam=6361 K04448 [K04448] map-to-path=59
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fam=6362 K04451 [K04451] map-to-path=51
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fam=6363 K04503 [K04503] map-to-path=48
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fam=6364 K04632 [K04632] map-to-path=52
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fam=6366 K04684 [K04684] map-to-path=15
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fam=6368 K05725 [K05725] map-to-path=24
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fam=6372 K06618 [K06618] map-to-path=25
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fam=6373 K06620 [K06620] map-to-path=23
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fam=6374 K06621 [K06621] map-to-path=18
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fam=6376 K06624 [K06624] map-to-path=19
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fam=6377 K06625 [K06625] map-to-path=41
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fam=6378 K06643 [K06643] map-to-path=25
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fam=6382 K09389 [K09389] map-to-path=23
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fam=6385 K17454 [K17454] map-to-path=26
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fam=6391 K02580 [K02580] map-to-path=77
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fam=6392 K03156 [K03156] map-to-path=67
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fam=6393 K04467 [K04467] map-to-path=53
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fam=6394 K04519 [K04519] map-to-path=44
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fam=6395 K04735 [K04735] map-to-path=76
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fam=6402 K07209 [K07209] map-to-path=60
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fam=6403 K07210 [K07210] map-to-path=53
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fam=6407 K02084 [K02084] map-to-path=22
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fam=6408 K02187 [K02187] map-to-path=44
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fam=6410 K02373 [K02373] map-to-path=28
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fam=6413 K04389 [K04389] map-to-path=31
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fam=6414 K04390 [K04390] map-to-path=32
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fam=6415 K04398 [K04398] map-to-path=38
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fam=6416 K04399 [K04399] map-to-path=35
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fam=6417 K04426 [K04426] map-to-path=22
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fam=6418 K04725 [K04725] map-to-path=14
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fam=6419 K04726 [K04726] map-to-path=24
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fam=6420 K04728 [K04728] map-to-path=15
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fam=6421 K06276 [K06276] map-to-path=27
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fam=6432 K14021 [K14021] map-to-path=33
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fam=6434 K16060 [K16060] map-to-path=17
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fam=7592 K03097 [K03097] map-to-path=12
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fam=7593 K03115 [K03115] map-to-path=12
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fam=7901 K03456 [K03456] map-to-path=17
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fam=7902 K04354 [K04354] map-to-path=13
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fam=7903 K04382 [K04382] map-to-path=21
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fam=7905 K06269 [K06269] map-to-path=23
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fam=8170 K03283 [K03283] map-to-path=12
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fam=8302 K03062 [K03062] map-to-path=11
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fam=8310 K04687 [K04687] map-to-path=32
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fam=8600 K04189 [K04189] map-to-path=13
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fam=8601 K04498 [K04498] map-to-path=27
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fam=8603 K06454 [K06454] map-to-path=13
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fam=8640 K06259 [K06259] map-to-path=12
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fam=8644 K08524 [K08524] map-to-path=17
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fam=8645 K08525 [K08525] map-to-path=13
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fam=8646 K08526 [K08526] map-to-path=13
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fam=8647 K08530 [K08530] map-to-path=11
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fam=8709 K03868 [K03868] map-to-path=15
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fam=8710 K10140 [K10140] map-to-path=20
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fam=8795 K03511 [K03511] map-to-path=17
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fam=8830 K03158 [K03158] map-to-path=35
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fam=8831 K03171 [K03171] map-to-path=24
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fam=8832 K03173 [K03173] map-to-path=32
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fam=8833 K03175 [K03175] map-to-path=34
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fam=8834 K03176 [K03176] map-to-path=11
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fam=8835 K04344 [K04344] map-to-path=16
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fam=8836 K04346 [K04346] map-to-path=12
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fam=8837 K04347 [K04347] map-to-path=20
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fam=8838 K04348 [K04348] map-to-path=33
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fam=8842 K04353 [K04353] map-to-path=15
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fam=8845 K04358 [K04358] map-to-path=11
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fam=8847 K04362 [K04362] map-to-path=16
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fam=8851 K04374 [K04374] map-to-path=42
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fam=8852 K04375 [K04375] map-to-path=15
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fam=8854 K04377 [K04377] map-to-path=35
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fam=8858 K04383 [K04383] map-to-path=21
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fam=8859 K04386 [K04386] map-to-path=13
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fam=8860 K04388 [K04388] map-to-path=23
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fam=8861 K04391 [K04391] map-to-path=15
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fam=8862 K04392 [K04392] map-to-path=54
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fam=8863 K04393 [K04393] map-to-path=32
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fam=8864 K04402 [K04402] map-to-path=23
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fam=8865 K04403 [K04403] map-to-path=18
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fam=8866 K04404 [K04404] map-to-path=24
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fam=8871 K04409 [K04409] map-to-path=20
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fam=8885 K04427 [K04427] map-to-path=32
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fam=8888 K04430 [K04430] map-to-path=22
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fam=8889 K04431 [K04431] map-to-path=29
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fam=8890 K04432 [K04432] map-to-path=23
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fam=8891 K04433 [K04433] map-to-path=25
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fam=8896 K04438 [K04438] map-to-path=19
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fam=8897 K04439 [K04439] map-to-path=11
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fam=8902 K04446 [K04446] map-to-path=23
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fam=8904 K04450 [K04450] map-to-path=29
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fam=8905 K04452 [K04452] map-to-path=11
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fam=8915 K04464 [K04464] map-to-path=11
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fam=8917 K04466 [K04466] map-to-path=13
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fam=8920 K04526 [K04526] map-to-path=30
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fam=8921 K04527 [K04527] map-to-path=24
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fam=8922 K04674 [K04674] map-to-path=23
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fam=8924 K04729 [K04729] map-to-path=27
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fam=8925 K04730 [K04730] map-to-path=21
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fam=8926 K04733 [K04733] map-to-path=23
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fam=8927 K04849 [K04849] map-to-path=15
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fam=8928 K04850 [K04850] map-to-path=34
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fam=8929 K04851 [K04851] map-to-path=36
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fam=8931 K04853 [K04853] map-to-path=27
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fam=8935 K04857 [K04857] map-to-path=27
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fam=8953 K05090 [K05090] map-to-path=11
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fam=8954 K05091 [K05091] map-to-path=11
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fam=8963 K05453 [K05453] map-to-path=12
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fam=8971 K06268 [K06268] map-to-path=32
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fam=8972 K07829 [K07829] map-to-path=14
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fam=8973 K07830 [K07830] map-to-path=11
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fam=8974 K07831 [K07831] map-to-path=11
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fam=8975 K07836 [K07836] map-to-path=14
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fam=8976 K07860 [K07860] map-to-path=29
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fam=8977 K07861 [K07861] map-to-path=24
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fam=8988 K13375 [K13375] map-to-path=34
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fam=8989 K13376 [K13376] map-to-path=31
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fam=8990 K13377 [K13377] map-to-path=28
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fam=8995 K17333 [K17333] map-to-path=19
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fam=8999 K18496 [K18496] map-to-path=11
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fam=9004 K22428 [K22428] map-to-path=11
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fam=9005 K22429 [K22429] map-to-path=11
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fam=9015 K04513 [K04513] map-to-path=43
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fam=9016 K04536 [K04536] map-to-path=21
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fam=9081 K04515 [K04515] map-to-path=34
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fam=9089 K06619 [K06619] map-to-path=11
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fam=9093 K11223 [K11223] map-to-path=17
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fam=9094 K11224 [K11224] map-to-path=18
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fam=9111 K07293 [K07293] map-to-path=19
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fam=9153 K02183 [K02183] map-to-path=46
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fam=9155 K04537 [K04537] map-to-path=18
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fam=9156 K04538 [K04538] map-to-path=18
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fam=9157 K04539 [K04539] map-to-path=18
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fam=9158 K04540 [K04540] map-to-path=18
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fam=9159 K04541 [K04541] map-to-path=18
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fam=9160 K04542 [K04542] map-to-path=18
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fam=9161 K04543 [K04543] map-to-path=19
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fam=9162 K04544 [K04544] map-to-path=18
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fam=9163 K04545 [K04545] map-to-path=18
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fam=9164 K04546 [K04546] map-to-path=18
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fam=9165 K04547 [K04547] map-to-path=21
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fam=9166 K04548 [K04548] map-to-path=19
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fam=9167 K04549 [K04549] map-to-path=18
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fam=9168 K05208 [K05208] map-to-path=18
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fam=9169 K05209 [K05209] map-to-path=19
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fam=9170 K05210 [K05210] map-to-path=19
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fam=9171 K05410 [K05410] map-to-path=25
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fam=9175 K07362 [K07362] map-to-path=11
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fam=9176 K07825 [K07825] map-to-path=19
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fam=9177 K07826 [K07826] map-to-path=18
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fam=9192 K10784 [K10784] map-to-path=29
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fam=9193 K10785 [K10785] map-to-path=29
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fam=9209 K02105 [K02105] map-to-path=31
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fam=9210 K03914 [K03914] map-to-path=11
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fam=9224 K04534 [K04534] map-to-path=20
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fam=9225 K04630 [K04630] map-to-path=42
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fam=9226 K04634 [K04634] map-to-path=50
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fam=9230 K05689 [K05689] map-to-path=12
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fam=9232 K05692 [K05692] map-to-path=32
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fam=9233 K05718 [K05718] map-to-path=12
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fam=9234 K05719 [K05719] map-to-path=25
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fam=9236 K05730 [K05730] map-to-path=14
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fam=9246 K06461 [K06461] map-to-path=16
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fam=9247 K06464 [K06464] map-to-path=19
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fam=9248 K06476 [K06476] map-to-path=15
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fam=9249 K06493 [K06493] map-to-path=20
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fam=9256 K16857 [K16857] map-to-path=12
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fam=9267 K18952 [K18952] map-to-path=16
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fam=9324 K04131 [K04131] map-to-path=11
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fam=9329 K04141 [K04141] map-to-path=11
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fam=9339 K04166 [K04166] map-to-path=16
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fam=9362 K04603 [K04603] map-to-path=13
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fam=9365 K04635 [K04635] map-to-path=19
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fam=9369 K04958 [K04958] map-to-path=50
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fam=9370 K04959 [K04959] map-to-path=45
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fam=9371 K04960 [K04960] map-to-path=49
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fam=9373 K04962 [K04962] map-to-path=15
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fam=9381 K05211 [K05211] map-to-path=15
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fam=9382 K05212 [K05212] map-to-path=15
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fam=9392 K05849 [K05849] map-to-path=12
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fam=9395 K05853 [K05853] map-to-path=14
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fam=9396 K05862 [K05862] map-to-path=19
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fam=9397 K05863 [K05863] map-to-path=15
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fam=9399 K05869 [K05869] map-to-path=13
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fam=9401 K06856 [K06856] map-to-path=30
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fam=9404 K09565 [K09565] map-to-path=12
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fam=9407 K15040 [K15040] map-to-path=17
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fam=9408 K15041 [K15041] map-to-path=19
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fam=9421 K01538 [K01538] map-to-path=16
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fam=9422 K01539 [K01539] map-to-path=18
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fam=9423 K01540 [K01540] map-to-path=18
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fam=9431 K04514 [K04514] map-to-path=20
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fam=9432 K04639 [K04639] map-to-path=12
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fam=9443 K05870 [K05870] map-to-path=42
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fam=9445 K07187 [K07187] map-to-path=15
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fam=9447 K09047 [K09047] map-to-path=34
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fam=9448 K09048 [K09048] map-to-path=35
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fam=9449 K09049 [K09049] map-to-path=25
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fam=9457 K12755 [K12755] map-to-path=11
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fam=9458 K16172 [K16172] map-to-path=21
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fam=9459 K17332 [K17332] map-to-path=21
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fam=9460 K17334 [K17334] map-to-path=11
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fam=9461 K17388 [K17388] map-to-path=21
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fam=9462 K17445 [K17445] map-to-path=12
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fam=9463 K17446 [K17446] map-to-path=12
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fam=9465 K18050 [K18050] map-to-path=13
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fam=9468 K21290 [K21290] map-to-path=11
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fam=9488 K04734 [K04734] map-to-path=50
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fam=9495 K05197 [K05197] map-to-path=14
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fam=9496 K05198 [K05198] map-to-path=15
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fam=9497 K05199 [K05199] map-to-path=13
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fam=9514 K05742 [K05742] map-to-path=11
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fam=9528 K16366 [K16366] map-to-path=12
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fam=9536 K03160 [K03160] map-to-path=17
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fam=9537 K03161 [K03161] map-to-path=14
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fam=9583 K05068 [K05068] map-to-path=11
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fam=9584 K05069 [K05069] map-to-path=11
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fam=9585 K05070 [K05070] map-to-path=12
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fam=9598 K05130 [K05130] map-to-path=18
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fam=9599 K05131 [K05131] map-to-path=17
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fam=9600 K05132 [K05132] map-to-path=18
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fam=9601 K05133 [K05133] map-to-path=17
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fam=9636 K05406 [K05406] map-to-path=25
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fam=9639 K05414 [K05414] map-to-path=25
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fam=9640 K05415 [K05415] map-to-path=28
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fam=9650 K05425 [K05425] map-to-path=25
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fam=9652 K05427 [K05427] map-to-path=16
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fam=9653 K05428 [K05428] map-to-path=13
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fam=9654 K05429 [K05429] map-to-path=20
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fam=9655 K05430 [K05430] map-to-path=16
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fam=9668 K05443 [K05443] map-to-path=22
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fam=9687 K05482 [K05482] map-to-path=16
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fam=9707 K05505 [K05505] map-to-path=14
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fam=9719 K10030 [K10030] map-to-path=33
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fam=9720 K10031 [K10031] map-to-path=11
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fam=9725 K12499 [K12499] map-to-path=16
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fam=9726 K12671 [K12671] map-to-path=12
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fam=9735 K14624 [K14624] map-to-path=17
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fam=9809 K02581 [K02581] map-to-path=19
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fam=9811 K05760 [K05760] map-to-path=13
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fam=9812 K05854 [K05854] map-to-path=12
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fam=9813 K06068 [K06068] map-to-path=18
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fam=9815 K08011 [K08011] map-to-path=12
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fam=9820 K11218 [K11218] map-to-path=15
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fam=9821 K11220 [K11220] map-to-path=29
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fam=9822 K11221 [K11221] map-to-path=16
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fam=9828 K02861 [K02861] map-to-path=16
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fam=9830 K03174 [K03174] map-to-path=20
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fam=9836 K05842 [K05842] map-to-path=16
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fam=9837 K05855 [K05855] map-to-path=17
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fam=9839 K06490 [K06490] map-to-path=17
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fam=9846 K09849 [K09849] map-to-path=13
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fam=9848 K10160 [K10160] map-to-path=31
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fam=9855 K18052 [K18052] map-to-path=11
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fam=9865 K07299 [K07299] map-to-path=12
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fam=9866 K08268 [K08268] map-to-path=15
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fam=9872 K21421 [K21421] map-to-path=15
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fam=9873 K02206 [K02206] map-to-path=19
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fam=9877 K04501 [K04501] map-to-path=18
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fam=9883 K07198 [K07198] map-to-path=21
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fam=9884 K07199 [K07199] map-to-path=16
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fam=9885 K07200 [K07200] map-to-path=16
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fam=9886 K07201 [K07201] map-to-path=16
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fam=9893 K08960 [K08960] map-to-path=11
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fam=9896 K10151 [K10151] map-to-path=19
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fam=9914 K23605 [K23605] map-to-path=22
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fam=9922 K05703 [K05703] map-to-path=14
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fam=9938 K07206 [K07206] map-to-path=13
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fam=9939 K07207 [K07207] map-to-path=15
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fam=9940 K07208 [K07208] map-to-path=14
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fam=9942 K09821 [K09821] map-to-path=15
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fam=9980 K03990 [K03990] map-to-path=17
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fam=10162 K02091 [K02091] map-to-path=23
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fam=10176 K03094 [K03094] map-to-path=13
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fam=10177 K03347 [K03347] map-to-path=13
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fam=10191 K04500 [K04500] map-to-path=20
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fam=10196 K06067 [K06067] map-to-path=15
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fam=10197 K06626 [K06626] map-to-path=18
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fam=10198 K06627 [K06627] map-to-path=12
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fam=10217 K10152 [K10152] map-to-path=16
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fam=10336 K03362 [K03362] map-to-path=11
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fam=10386 K04696 [K04696] map-to-path=14
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fam=10506 K07204 [K07204] map-to-path=12
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fam=10508 K08269 [K08269] map-to-path=11
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fam=10512 K08334 [K08334] map-to-path=13
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fam=10530 K08860 [K08860] map-to-path=15
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fam=10557 K03237 [K03237] map-to-path=15
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fam=10622 K08852 [K08852] map-to-path=11
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fam=10646 K04079 [K04079] map-to-path=16
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fam=10662 K09487 [K09487] map-to-path=12
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fam=10735 K16195 [K16195] map-to-path=12
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fam=10805 K06751 [K06751] map-to-path=18
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fam=10896 K06472 [K06472] map-to-path=12
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fam=10897 K06481 [K06481] map-to-path=14
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fam=10898 K06484 [K06484] map-to-path=17
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fam=10899 K06487 [K06487] map-to-path=16
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fam=10900 K06498 [K06498] map-to-path=11
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fam=10906 K06752 [K06752] map-to-path=24
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fam=10907 K07374 [K07374] map-to-path=12
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fam=10909 K08009 [K08009] map-to-path=11
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fam=10917 K10159 [K10159] map-to-path=23
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fam=10965 K00182 [K00182] map-to-path=15
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fam=10966 K00312 [K00312] map-to-path=16
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fam=10967 K00408 [K00408] map-to-path=17
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fam=10968 K00444 [K00444] map-to-path=16
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fam=10969 K00445 [K00445] map-to-path=15
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fam=10970 K00572 [K00572] map-to-path=15
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fam=10971 K00714 [K00714] map-to-path=15
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fam=10972 K01064 [K01064] map-to-path=15
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fam=10973 K01357 [K01357] map-to-path=15
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fam=10974 K01384 [K01384] map-to-path=15
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fam=10975 K01558 [K01558] map-to-path=16
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fam=10976 K02235 [K02235] map-to-path=15
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fam=10977 K02329 [K02329] map-to-path=17
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fam=10978 K02353 [K02353] map-to-path=15
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fam=10979 K02354 [K02354] map-to-path=15
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fam=10980 K02375 [K02375] map-to-path=15
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fam=10981 K02376 [K02376] map-to-path=15
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fam=10982 K02432 [K02432] map-to-path=15
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fam=10983 K02842 [K02842] map-to-path=15
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fam=10985 K03209 [K03209] map-to-path=17
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fam=11021 K05637 [K05637] map-to-path=12
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fam=11022 K05717 [K05717] map-to-path=12
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fam=11024 K06236 [K06236] map-to-path=11
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fam=11042 K06482 [K06482] map-to-path=11
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fam=11043 K06483 [K06483] map-to-path=14
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fam=11044 K06485 [K06485] map-to-path=13
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fam=11052 K06590 [K06590] map-to-path=11
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fam=11085 K04397 [K04397] map-to-path=13
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fam=11159 K01370 [K01370] map-to-path=15
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fam=11160 K04693 [K04693] map-to-path=14
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fam=11167 K11219 [K11219] map-to-path=16
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fam=11172 K12799 [K12799] map-to-path=12
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fam=11173 K12800 [K12800] map-to-path=11
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fam=11195 K10351 [K10351] map-to-path=11
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fam=11212 K07532 [K07532] map-to-path=12
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fam=11231 K02085 [K02085] map-to-path=16
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fam=11232 K02157 [K02157] map-to-path=14
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fam=11239 K02620 [K02620] map-to-path=21
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fam=11246 K04385 [K04385] map-to-path=14
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fam=11247 K04490 [K04490] map-to-path=20
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fam=11248 K04491 [K04491] map-to-path=20
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fam=11249 K04492 [K04492] map-to-path=19
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fam=11537 K05413 [K05413] map-to-path=12
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   path-420[map05167 map05167]
   path-426[map05202 map05202]
   path-454[map05320 map05320]
   path-456[map05322 map05322]
   path-457[map05323 map05323]
   path-458[map05330 map05330]
   path-459[map05332 map05332]
   path-465[map05416 map05416]
fam=11549 K06470 [K06470] map-to-path=12
   path-288[map04514 map04514]
   path-311[map04660 map04660]
   path-317[map04672 map04672]
   path-366[map04940 map04940]
   path-415[map05162 map05162]
   path-452[map05235 map05235]
   path-454[map05320 map05320]
   path-456[map05322 map05322]
   path-457[map05323 map05323]
   path-458[map05330 map05330]
   path-459[map05332 map05332]
   path-465[map05416 map05416]
fam=11821 K05411 [K05411] map-to-path=21
   path-298[map04620 map04620]
   path-299[map04621 map04621]
   path-300[map04622 map04622]
   path-301[map04623 map04623]
   path-365[map04936 map04936]
   path-400[map05131 map05131]
   path-402[map05133 map05133]
   path-404[map05135 map05135]
   path-413[map05160 map05160]
   path-414[map05161 map05161]
   path-415[map05162 map05162]
   path-416[map05163 map05163]
   path-417[map05164 map05164]
   path-418[map05165 map05165]
   path-420[map05167 map05167]
   path-421[map05168 map05168]
   path-422[map05169 map05169]
   path-423[map05170 map05170]
   path-424[map05171 map05171]
   path-427[map05203 map05203]
   path-466[map05417 map05417]
fam=11822 K07211 [K07211] map-to-path=18
   path-298[map04620 map04620]
   path-299[map04621 map04621]
   path-300[map04622 map04622]
   path-301[map04623 map04623]
   path-303[map04625 map04625]
   path-308[map04657 map04657]
   path-365[map04936 map04936]
   path-413[map05160 map05160]
   path-414[map05161 map05161]
   path-415[map05162 map05162]
   path-417[map05164 map05164]
   path-418[map05165 map05165]
   path-420[map05167 map05167]
   path-421[map05168 map05168]
   path-422[map05169 map05169]
   path-424[map05171 map05171]
   path-431[map05207 map05207]
   path-466[map05417 map05417]
fam=11824 K09447 [K09447] map-to-path=13
   path-298[map04620 map04620]
   path-299[map04621 map04621]
   path-300[map04622 map04622]
   path-301[map04623 map04623]
   path-413[map05160 map05160]
   path-414[map05161 map05161]
   path-415[map05162 map05162]
   path-417[map05164 map05164]
   path-420[map05167 map05167]
   path-421[map05168 map05168]
   path-422[map05169 map05169]
   path-427[map05203 map05203]
   path-466[map05417 map05417]
fam=12001 K06450 [K06450] map-to-path=11
   path-306[map04640 map04640]
   path-309[map04658 map04658]
   path-310[map04659 map04659]
   path-311[map04660 map04660]
   path-406[map05142 map05142]
   path-415[map05162 map05162]
   path-419[map05166 map05166]
   path-422[map05169 map05169]
   path-423[map05170 map05170]
   path-452[map05235 map05235]
   path-460[map05340 map05340]
fam=12002 K06451 [K06451] map-to-path=11
   path-306[map04640 map04640]
   path-309[map04658 map04658]
   path-310[map04659 map04659]
   path-311[map04660 map04660]
   path-406[map05142 map05142]
   path-415[map05162 map05162]
   path-419[map05166 map05166]
   path-422[map05169 map05169]
   path-423[map05170 map05170]
   path-452[map05235 map05235]
   path-460[map05340 map05340]
total families that mapped to more than one pathway = 8668
pathway-0[map00010; map00010] fam=106
>>>pathway-0[map00010; map00010] fam=106 unique-fam=0
pathway-1[map00020; map00020] fam=66
>>>pathway-1[map00020; map00020] fam=66 unique-fam=0
pathway-2[map00030; map00030] fam=85
>>>pathway-2[map00030; map00030] fam=85 unique-fam=0
pathway-3[map00040; map00040] fam=88
   unique fam-260 K09988 K09988
>>>pathway-3[map00040; map00040] fam=88 unique-fam=1
pathway-4[map00051; map00051] fam=112
   unique fam-342 K03332 K03332
>>>pathway-4[map00051; map00051] fam=112 unique-fam=1
pathway-5[map00052; map00052] fam=78
   unique fam-428 K12308 K12308
>>>pathway-5[map00052; map00052] fam=78 unique-fam=1
pathway-6[map00053; map00053] fam=62
>>>pathway-6[map00053; map00053] fam=62 unique-fam=0
pathway-7[map00061; map00061] fam=39
   unique fam-515 K18474 K18474
>>>pathway-7[map00061; map00061] fam=39 unique-fam=1
pathway-8[map00062; map00062] fam=24
>>>pathway-8[map00062; map00062] fam=24 unique-fam=0
pathway-9[map00071; map00071] fam=58
   unique fam-554 K01909 K01909
   unique fam-555 K05297 K05297
   unique fam-563 K07517 K07517
   unique fam-569 K13238 K13238
   unique fam-578 K21738 K21738
   unique fam-579 K22567 K22567
   unique fam-580 K22887 K22887
>>>pathway-9[map00071; map00071] fam=58 unique-fam=7
pathway-10[map00073; map00073] fam=14
   unique fam-582 K13407 K13407
   unique fam-584 K15400 K15400
   unique fam-585 K15402 K15402
   unique fam-586 K15403 K15403
   unique fam-589 K15406 K15406
   unique fam-590 K17991 K17991
   unique fam-591 K20769 K20769
   unique fam-592 K21995 K21995
>>>pathway-10[map00073; map00073] fam=14 unique-fam=8
pathway-11[map00100; map00100] fam=34
>>>pathway-11[map00100; map00100] fam=34 unique-fam=0
pathway-12[map00120; map00120] fam=18
   unique fam-636 K07439 K07439
   unique fam-637 K07440 K07440
   unique fam-641 K10223 K10223
>>>pathway-12[map00120; map00120] fam=18 unique-fam=3
pathway-13[map00121; map00121] fam=15
   unique fam-645 K00076 K00076
   unique fam-646 K07007 K07007
   unique fam-647 K15868 K15868
   unique fam-648 K15869 K15869
   unique fam-649 K15870 K15870
   unique fam-650 K15871 K15871
   unique fam-651 K15872 K15872
   unique fam-652 K15873 K15873
   unique fam-653 K15874 K15874
   unique fam-654 K22604 K22604
   unique fam-655 K22605 K22605
   unique fam-656 K22606 K22606
   unique fam-657 K22607 K22607
   unique fam-658 K23231 K23231
>>>pathway-13[map00121; map00121] fam=15 unique-fam=14
pathway-14[map00130; map00130] fam=59
>>>pathway-14[map00130; map00130] fam=59 unique-fam=0
pathway-15[map00140; map00140] fam=46
   unique fam-755 K22970 K22970
>>>pathway-15[map00140; map00140] fam=46 unique-fam=1
pathway-16[map00190; map00190] fam=223
   unique fam-789 K01507 K01507
   unique fam-941 K06019 K06019
   unique fam-946 K11725 K11725
   unique fam-947 K11726 K11726
   unique fam-953 K15986 K15986
>>>pathway-16[map00190; map00190] fam=223 unique-fam=5
pathway-17[map00195; map00195] fam=63
>>>pathway-17[map00195; map00195] fam=63 unique-fam=0
pathway-18[map00196; map00196] fam=42
>>>pathway-18[map00196; map00196] fam=42 unique-fam=0
pathway-19[map00220; map00220] fam=60
>>>pathway-19[map00220; map00220] fam=60 unique-fam=0
pathway-20[map00230; map00230] fam=216
   unique fam-1316 K24972 K24972
>>>pathway-20[map00230; map00230] fam=216 unique-fam=1
pathway-21[map00232; map00232] fam=16
>>>pathway-21[map00232; map00232] fam=16 unique-fam=0
pathway-22[map00240; map00240] fam=110
   unique fam-1399 K19796 K19796
   unique fam-1400 K19797 K19797
>>>pathway-22[map00240; map00240] fam=110 unique-fam=2
pathway-23[map00250; map00250] fam=70
>>>pathway-23[map00250; map00250] fam=70 unique-fam=0
pathway-24[map00253; map00253] fam=17
>>>pathway-24[map00253; map00253] fam=17 unique-fam=0
pathway-25[map00254; map00254] fam=20
>>>pathway-25[map00254; map00254] fam=20 unique-fam=0
pathway-26[map00260; map00260] fam=109
   unique fam-1501 K00479 K00479
   unique fam-1562 K21832 K21832
   unique fam-1563 K21833 K21833
   unique fam-1564 K21834 K21834
   unique fam-1572 K25960 K25960
   unique fam-1573 K25961 K25961
>>>pathway-26[map00260; map00260] fam=109 unique-fam=6
pathway-27[map00261; map00261] fam=28
>>>pathway-27[map00261; map00261] fam=28 unique-fam=0
pathway-28[map00270; map00270] fam=123
>>>pathway-28[map00270; map00270] fam=123 unique-fam=0
pathway-29[map00280; map00280] fam=70
>>>pathway-29[map00280; map00280] fam=70 unique-fam=0
pathway-30[map00281; map00281] fam=16
>>>pathway-30[map00281; map00281] fam=16 unique-fam=0
pathway-31[map00290; map00290] fam=19
>>>pathway-31[map00290; map00290] fam=19 unique-fam=0
pathway-32[map00300; map00300] fam=48
>>>pathway-32[map00300; map00300] fam=48 unique-fam=0
pathway-33[map00310; map00310] fam=91
>>>pathway-33[map00310; map00310] fam=91 unique-fam=0
pathway-34[map00311; map00311] fam=16
>>>pathway-34[map00311; map00311] fam=16 unique-fam=0
pathway-35[map00330; map00330] fam=107
   unique fam-1871 K00934 K00934
   unique fam-1892 K09123 K09123
   unique fam-1922 K21624 K21624
>>>pathway-35[map00330; map00330] fam=107 unique-fam=3
pathway-36[map00331; map00331] fam=5
>>>pathway-36[map00331; map00331] fam=5 unique-fam=0
pathway-37[map00332; map00332] fam=19
>>>pathway-37[map00332; map00332] fam=19 unique-fam=0
pathway-38[map00333; map00333] fam=20
>>>pathway-38[map00333; map00333] fam=20 unique-fam=0
pathway-39[map00340; map00340] fam=47
   unique fam-1999 K17363 K17363
>>>pathway-39[map00340; map00340] fam=47 unique-fam=1
pathway-40[map00350; map00350] fam=84
   unique fam-2029 K01668 K01668
>>>pathway-40[map00350; map00350] fam=84 unique-fam=1
pathway-41[map00360; map00360] fam=74
   unique fam-2093 K15517 K15517
>>>pathway-41[map00360; map00360] fam=74 unique-fam=1
pathway-42[map00361; map00361] fam=41
>>>pathway-42[map00361; map00361] fam=41 unique-fam=0
pathway-43[map00362; map00362] fam=106
   unique fam-2198 K15513 K15513
>>>pathway-43[map00362; map00362] fam=106 unique-fam=1
pathway-44[map00363; map00363] fam=2
>>>pathway-44[map00363; map00363] fam=2 unique-fam=0
pathway-45[map00364; map00364] fam=18
>>>pathway-45[map00364; map00364] fam=18 unique-fam=0
pathway-46[map00365; map00365] fam=8
>>>pathway-46[map00365; map00365] fam=8 unique-fam=0
pathway-47[map00380; map00380] fam=80
   unique fam-2282 K23384 K23384
   unique fam-2283 K23947 K23947
>>>pathway-47[map00380; map00380] fam=80 unique-fam=2
pathway-48[map00400; map00400] fam=72
   unique fam-2331 K18239 K18239
>>>pathway-48[map00400; map00400] fam=72 unique-fam=1
pathway-49[map00401; map00401] fam=30
>>>pathway-49[map00401; map00401] fam=30 unique-fam=0
pathway-50[map00402; map00402] fam=8
>>>pathway-50[map00402; map00402] fam=8 unique-fam=0
pathway-51[map00403; map00403] fam=13
>>>pathway-51[map00403; map00403] fam=13 unique-fam=0
pathway-52[map00404; map00404] fam=40
>>>pathway-52[map00404; map00404] fam=40 unique-fam=0
pathway-53[map00405; map00405] fam=16
>>>pathway-53[map00405; map00405] fam=16 unique-fam=0
pathway-54[map00410; map00410] fam=45
>>>pathway-54[map00410; map00410] fam=45 unique-fam=0
pathway-55[map00430; map00430] fam=29
   unique fam-2448 K15515 K15515
   unique fam-2450 K19699 K19699
   unique fam-2453 K25985 K25985
   unique fam-2454 K26005 K26005
>>>pathway-55[map00430; map00430] fam=29 unique-fam=4
pathway-56[map00440; map00440] fam=44
   unique fam-2473 K09994 K09994
   unique fam-2491 K20859 K20859
   unique fam-2495 K21934 K21934
   unique fam-2496 K23996 K23996
>>>pathway-56[map00440; map00440] fam=44 unique-fam=4
pathway-57[map00450; map00450] fam=33
   unique fam-2499 K00384 K00384
   unique fam-2505 K07309 K07309
   unique fam-2506 K07310 K07310
   unique fam-2510 K12527 K12527
   unique fam-2511 K12528 K12528
   unique fam-2512 K12529 K12529
   unique fam-2513 K17050 K17050
   unique fam-2514 K17051 K17051
   unique fam-2515 K17052 K17052
>>>pathway-57[map00450; map00450] fam=33 unique-fam=9
pathway-58[map00460; map00460] fam=36
>>>pathway-58[map00460; map00460] fam=36 unique-fam=0
pathway-59[map00470; map00470] fam=53
>>>pathway-59[map00470; map00470] fam=53 unique-fam=0
pathway-60[map00480; map00480] fam=57
>>>pathway-60[map00480; map00480] fam=57 unique-fam=0
pathway-61[map00500; map00500] fam=106
   unique fam-2636 K01212 K01212
   unique fam-2642 K01838 K01838
   unique fam-2669 K18775 K18775
>>>pathway-61[map00500; map00500] fam=106 unique-fam=3
pathway-62[map00510; map00510] fam=45
>>>pathway-62[map00510; map00510] fam=45 unique-fam=0
pathway-63[map00511; map00511] fam=22
   unique fam-2725 K01191 K01191
   unique fam-2729 K01227 K01227
   unique fam-2732 K12312 K12312
   unique fam-2735 K13714 K13714
   unique fam-2737 K15923 K15923
>>>pathway-63[map00511; map00511] fam=22 unique-fam=5
pathway-64[map00512; map00512] fam=15
>>>pathway-64[map00512; map00512] fam=15 unique-fam=0
pathway-65[map00513; map00513] fam=52
>>>pathway-65[map00513; map00513] fam=52 unique-fam=0
pathway-66[map00514; map00514] fam=31
   unique fam-2780 K03691 K03691
   unique fam-2783 K10967 K10967
   unique fam-2784 K10968 K10968
   unique fam-2785 K10969 K10969
   unique fam-2786 K10970 K10970
   unique fam-2787 K10971 K10971
   unique fam-2788 K13667 K13667
   unique fam-2789 K13675 K13675
   unique fam-2790 K13676 K13676
   unique fam-2791 K18134 K18134
   unique fam-2792 K20781 K20781
   unique fam-2793 K20782 K20782
   unique fam-2794 K20783 K20783
   unique fam-2795 K20784 K20784
   unique fam-2796 K23800 K23800
   unique fam-2797 K23840 K23840
>>>pathway-66[map00514; map00514] fam=31 unique-fam=16
pathway-67[map00515; map00515] fam=21
>>>pathway-67[map00515; map00515] fam=21 unique-fam=0
pathway-68[map00520; map00520] fam=156
   unique fam-2813 K00326 K00326
>>>pathway-68[map00520; map00520] fam=156 unique-fam=1
pathway-69[map00521; map00521] fam=21
>>>pathway-69[map00521; map00521] fam=21 unique-fam=0
pathway-70[map00522; map00522] fam=59
>>>pathway-70[map00522; map00522] fam=59 unique-fam=0
pathway-71[map00523; map00523] fam=59
>>>pathway-71[map00523; map00523] fam=59 unique-fam=0
pathway-72[map00524; map00524] fam=58
>>>pathway-72[map00524; map00524] fam=58 unique-fam=0
pathway-73[map00525; map00525] fam=27
>>>pathway-73[map00525; map00525] fam=27 unique-fam=0
pathway-74[map00531; map00531] fam=15
>>>pathway-74[map00531; map00531] fam=15 unique-fam=0
pathway-75[map00532; map00532] fam=18
   unique fam-3136 K01017 K01017
   unique fam-3137 K01020 K01020
   unique fam-3139 K03193 K03193
   unique fam-3141 K04742 K04742
   unique fam-3142 K04743 K04743
   unique fam-3143 K07779 K07779
   unique fam-3144 K08105 K08105
   unique fam-3145 K08106 K08106
>>>pathway-75[map00532; map00532] fam=18 unique-fam=8
pathway-76[map00533; map00533] fam=14
   unique fam-3150 K01022 K01022
   unique fam-3151 K04745 K04745
   unique fam-3152 K04746 K04746
   unique fam-3154 K09664 K09664
   unique fam-3155 K09671 K09671
>>>pathway-76[map00533; map00533] fam=14 unique-fam=5
pathway-77[map00534; map00534] fam=22
   unique fam-3156 K01024 K01024
   unique fam-3163 K02513 K02513
   unique fam-3164 K02514 K02514
   unique fam-3169 K07808 K07808
   unique fam-3170 K07809 K07809
   unique fam-3171 K08102 K08102
   unique fam-3172 K08103 K08103
   unique fam-3173 K08104 K08104
>>>pathway-77[map00534; map00534] fam=22 unique-fam=8
pathway-78[map00540; map00540] fam=62
   unique fam-3175 K00713 K00713
   unique fam-3212 K11211 K11211
   unique fam-3214 K12974 K12974
   unique fam-3216 K12976 K12976
   unique fam-3218 K12979 K12979
   unique fam-3219 K12981 K12981
   unique fam-3220 K12983 K12983
   unique fam-3221 K12985 K12985
   unique fam-3222 K12986 K12986
   unique fam-3224 K19353 K19353
   unique fam-3225 K19354 K19354
   unique fam-3226 K19803 K19803
   unique fam-3229 K23067 K23067
   unique fam-3233 K23160 K23160
   unique fam-3234 K24623 K24623
>>>pathway-78[map00540; map00540] fam=62 unique-fam=15
pathway-79[map00541; map00541] fam=97
>>>pathway-79[map00541; map00541] fam=97 unique-fam=0
pathway-80[map00542; map00542] fam=35
   unique fam-3272 K12993 K12993
   unique fam-3273 K18788 K18788
   unique fam-3274 K20883 K20883
   unique fam-3275 K21365 K21365
   unique fam-3276 K21366 K21366
   unique fam-3277 K21367 K21367
   unique fam-3278 K21368 K21368
   unique fam-3279 K21586 K21586
   unique fam-3280 K23072 K23072
   unique fam-3281 K23073 K23073
   unique fam-3282 K23101 K23101
   unique fam-3283 K23102 K23102
   unique fam-3284 K23103 K23103
   unique fam-3285 K23104 K23104
   unique fam-3286 K23105 K23105
   unique fam-3287 K23130 K23130
   unique fam-3288 K23131 K23131
   unique fam-3289 K23132 K23132
   unique fam-3290 K23189 K23189
   unique fam-3291 K23190 K23190
   unique fam-3292 K23191 K23191
   unique fam-3293 K23197 K23197
   unique fam-3294 K23198 K23198
   unique fam-3295 K23199 K23199
   unique fam-3296 K23201 K23201
   unique fam-3297 K23202 K23202
   unique fam-3298 K23229 K23229
   unique fam-3299 K23230 K23230
   unique fam-3300 K23249 K23249
   unique fam-3301 K23250 K23250
   unique fam-3302 K23251 K23251
   unique fam-3303 K24649 K24649
   unique fam-3304 K24658 K24658
   unique fam-3305 K24906 K24906
>>>pathway-80[map00542; map00542] fam=35 unique-fam=34
pathway-81[map00543; map00543] fam=73
   unique fam-3306 K02852 K02852
   unique fam-3307 K03208 K03208
   unique fam-3309 K03818 K03818
   unique fam-3310 K03819 K03819
   unique fam-3313 K12582 K12582
   unique fam-3314 K13656 K13656
   unique fam-3315 K13657 K13657
   unique fam-3316 K13658 K13658
   unique fam-3317 K13659 K13659
   unique fam-3318 K13660 K13660
   unique fam-3319 K13663 K13663
   unique fam-3320 K13664 K13664
   unique fam-3321 K13665 K13665
   unique fam-3322 K13683 K13683
   unique fam-3323 K13684 K13684
   unique fam-3324 K16555 K16555
   unique fam-3325 K16556 K16556
   unique fam-3326 K16557 K16557
   unique fam-3327 K16558 K16558
   unique fam-3328 K16560 K16560
   unique fam-3329 K16562 K16562
   unique fam-3330 K16563 K16563
   unique fam-3331 K16564 K16564
   unique fam-3332 K16566 K16566
   unique fam-3333 K16568 K16568
   unique fam-3334 K16700 K16700
   unique fam-3335 K16701 K16701
   unique fam-3336 K16702 K16702
   unique fam-3337 K16703 K16703
   unique fam-3338 K16707 K16707
   unique fam-3339 K16710 K16710
   unique fam-3340 K19293 K19293
   unique fam-3341 K19294 K19294
   unique fam-3342 K19295 K19295
   unique fam-3343 K19296 K19296
   unique fam-3350 K21154 K21154
   unique fam-3351 K21461 K21461
   unique fam-3353 K25875 K25875
   unique fam-3355 K25887 K25887
   unique fam-3356 K25888 K25888
   unique fam-3357 K25889 K25889
   unique fam-3358 K25890 K25890
   unique fam-3359 K25891 K25891
   unique fam-3360 K25892 K25892
   unique fam-3361 K25902 K25902
   unique fam-3362 K25903 K25903
   unique fam-3363 K25904 K25904
   unique fam-3364 K25905 K25905
   unique fam-3365 K25906 K25906
   unique fam-3366 K25907 K25907
   unique fam-3367 K25908 K25908
   unique fam-3368 K25909 K25909
   unique fam-3369 K25910 K25910
   unique fam-3370 K25911 K25911
   unique fam-3371 K25912 K25912
   unique fam-3372 K25913 K25913
   unique fam-3373 K25957 K25957
   unique fam-3374 K25958 K25958
>>>pathway-81[map00543; map00543] fam=73 unique-fam=58
pathway-82[map00550; map00550] fam=53
   unique fam-3377 K00887 K00887
>>>pathway-82[map00550; map00550] fam=53 unique-fam=1
pathway-83[map00552; map00552] fam=41
   unique fam-3420 K00712 K00712
   unique fam-3421 K01005 K01005
   unique fam-3425 K05946 K05946
   unique fam-3426 K07271 K07271
   unique fam-3427 K09809 K09809
   unique fam-3428 K13678 K13678
   unique fam-3429 K18704 K18704
   unique fam-3432 K21285 K21285
   unique fam-3433 K21591 K21591
   unique fam-3434 K21592 K21592
   unique fam-3435 K22708 K22708
   unique fam-3436 K22709 K22709
   unique fam-3437 K22710 K22710
   unique fam-3438 K25599 K25599
   unique fam-3439 K25617 K25617
   unique fam-3440 K25618 K25618
   unique fam-3441 K25619 K25619
   unique fam-3442 K25620 K25620
   unique fam-3443 K25626 K25626
   unique fam-3444 K25627 K25627
   unique fam-3445 K25650 K25650
   unique fam-3446 K25651 K25651
   unique fam-3447 K25652 K25652
   unique fam-3448 K25653 K25653
   unique fam-3449 K25654 K25654
   unique fam-3450 K25657 K25657
   unique fam-3451 K25658 K25658
   unique fam-3452 K25659 K25659
   unique fam-3453 K25660 K25660
   unique fam-3454 K25669 K25669
>>>pathway-83[map00552; map00552] fam=41 unique-fam=30
pathway-84[map00561; map00561] fam=91
   unique fam-3477 K06120 K06120
   unique fam-3478 K06121 K06121
   unique fam-3479 K06122 K06122
>>>pathway-84[map00561; map00561] fam=91 unique-fam=3
pathway-85[map00562; map00562] fam=76
>>>pathway-85[map00562; map00562] fam=76 unique-fam=0
pathway-86[map00563; map00563] fam=27
   unique fam-3616 K08098 K08098
>>>pathway-86[map00563; map00563] fam=27 unique-fam=1
pathway-87[map00564; map00564] fam=115
   unique fam-3635 K00980 K00980
   unique fam-3640 K01048 K01048
   unique fam-3647 K01126 K01126
   unique fam-3653 K05929 K05929
   unique fam-3658 K06130 K06130
   unique fam-3666 K13333 K13333
   unique fam-3668 K13511 K13511
   unique fam-3670 K13514 K13514
   unique fam-3672 K13516 K13516
   unique fam-3673 K13535 K13535
   unique fam-3675 K13621 K13621
   unique fam-3676 K13622 K13622
   unique fam-3677 K13623 K13623
   unique fam-3681 K14676 K14676
   unique fam-3693 K18694 K18694
   unique fam-3695 K18696 K18696
   unique fam-3696 K18697 K18697
   unique fam-3701 K25193 K25193
>>>pathway-87[map00564; map00564] fam=115 unique-fam=18
pathway-88[map00565; map00565] fam=31
>>>pathway-88[map00565; map00565] fam=31 unique-fam=0
pathway-89[map00571; map00571] fam=14
   unique fam-3714 K11387 K11387
   unique fam-3717 K13671 K13671
   unique fam-3720 K14337 K14337
   unique fam-3721 K14339 K14339
   unique fam-3726 K23176 K23176
>>>pathway-89[map00571; map00571] fam=14 unique-fam=5
pathway-90[map00572; map00572] fam=12
   unique fam-3727 K11385 K11385
   unique fam-3728 K11386 K11386
   unique fam-3733 K22902 K22902
>>>pathway-90[map00572; map00572] fam=12 unique-fam=3
pathway-91[map00590; map00590] fam=45
>>>pathway-91[map00590; map00590] fam=45 unique-fam=0
pathway-92[map00591; map00591] fam=25
   unique fam-3765 K08262 K08262
   unique fam-3766 K15718 K15718
   unique fam-3767 K17862 K17862
   unique fam-3768 K17863 K17863
   unique fam-3769 K17864 K17864
   unique fam-3770 K21794 K21794
>>>pathway-92[map00591; map00591] fam=25 unique-fam=6
pathway-93[map00592; map00592] fam=26
>>>pathway-93[map00592; map00592] fam=26 unique-fam=0
pathway-94[map00600; map00600] fam=50
>>>pathway-94[map00600; map00600] fam=50 unique-fam=0
pathway-95[map00601; map00601] fam=27
>>>pathway-95[map00601; map00601] fam=27 unique-fam=0
pathway-96[map00603; map00603] fam=15
>>>pathway-96[map00603; map00603] fam=15 unique-fam=0
pathway-97[map00604; map00604] fam=14
>>>pathway-97[map00604; map00604] fam=14 unique-fam=0
pathway-98[map00620; map00620] fam=129
>>>pathway-98[map00620; map00620] fam=129 unique-fam=0
pathway-99[map00621; map00621] fam=31
>>>pathway-99[map00621; map00621] fam=31 unique-fam=0
pathway-100[map00622; map00622] fam=34
>>>pathway-100[map00622; map00622] fam=34 unique-fam=0
pathway-101[map00623; map00623] fam=46
>>>pathway-101[map00623; map00623] fam=46 unique-fam=0
pathway-102[map00624; map00624] fam=43
>>>pathway-102[map00624; map00624] fam=43 unique-fam=0
pathway-103[map00625; map00625] fam=43
>>>pathway-103[map00625; map00625] fam=43 unique-fam=0
pathway-104[map00626; map00626] fam=29
>>>pathway-104[map00626; map00626] fam=29 unique-fam=0
pathway-105[map00627; map00627] fam=89
>>>pathway-105[map00627; map00627] fam=89 unique-fam=0
pathway-106[map00630; map00630] fam=101
>>>pathway-106[map00630; map00630] fam=101 unique-fam=0
pathway-107[map00633; map00633] fam=22
>>>pathway-107[map00633; map00633] fam=22 unique-fam=0
pathway-108[map00640; map00640] fam=96
>>>pathway-108[map00640; map00640] fam=96 unique-fam=0
pathway-109[map00642; map00642] fam=16
>>>pathway-109[map00642; map00642] fam=16 unique-fam=0
pathway-110[map00643; map00643] fam=25
>>>pathway-110[map00643; map00643] fam=25 unique-fam=0
pathway-111[map00650; map00650] fam=113
>>>pathway-111[map00650; map00650] fam=113 unique-fam=0
pathway-112[map00660; map00660] fam=29
>>>pathway-112[map00660; map00660] fam=29 unique-fam=0
pathway-113[map00670; map00670] fam=42
>>>pathway-113[map00670; map00670] fam=42 unique-fam=0
pathway-114[map00680; map00680] fam=195
>>>pathway-114[map00680; map00680] fam=195 unique-fam=0
pathway-115[map00710; map00710] fam=36
>>>pathway-115[map00710; map00710] fam=36 unique-fam=0
pathway-116[map00720; map00720] fam=116
>>>pathway-116[map00720; map00720] fam=116 unique-fam=0
pathway-117[map00730; map00730] fam=36
>>>pathway-117[map00730; map00730] fam=36 unique-fam=0
pathway-118[map00740; map00740] fam=54
   unique fam-4478 K12152 K12152
   unique fam-4500 K25520 K25520
>>>pathway-118[map00740; map00740] fam=54 unique-fam=2
pathway-119[map00750; map00750] fam=24
>>>pathway-119[map00750; map00750] fam=24 unique-fam=0
pathway-120[map00760; map00760] fam=95
>>>pathway-120[map00760; map00760] fam=95 unique-fam=0
pathway-121[map00770; map00770] fam=44
>>>pathway-121[map00770; map00770] fam=44 unique-fam=0
pathway-122[map00780; map00780] fam=24
>>>pathway-122[map00780; map00780] fam=24 unique-fam=0
pathway-123[map00785; map00785] fam=13
>>>pathway-123[map00785; map00785] fam=13 unique-fam=0
pathway-124[map00790; map00790] fam=84
   unique fam-4678 K06984 K06984
   unique fam-4681 K07589 K07589
   unique fam-4715 K25575 K25575
   unique fam-4716 K25578 K25578
>>>pathway-124[map00790; map00790] fam=84 unique-fam=4
pathway-125[map00791; map00791] fam=16
>>>pathway-125[map00791; map00791] fam=16 unique-fam=0
pathway-126[map00830; map00830] fam=50
   unique fam-4733 K09516 K09516
   unique fam-4751 K17951 K17951
>>>pathway-126[map00830; map00830] fam=50 unique-fam=2
pathway-127[map00860; map00860] fam=139
   unique fam-4797 K03594 K03594
   unique fam-4852 K19054 K19054
   unique fam-4873 K22336 K22336
   unique fam-4875 K22466 K22466
   unique fam-4876 K22552 K22552
>>>pathway-127[map00860; map00860] fam=139 unique-fam=5
pathway-128[map00900; map00900] fam=63
   unique fam-4925 K15888 K15888
>>>pathway-128[map00900; map00900] fam=63 unique-fam=1
pathway-129[map00901; map00901] fam=31
>>>pathway-129[map00901; map00901] fam=31 unique-fam=0
pathway-130[map00902; map00902] fam=42
>>>pathway-130[map00902; map00902] fam=42 unique-fam=0
pathway-131[map00903; map00903] fam=12
>>>pathway-131[map00903; map00903] fam=12 unique-fam=0
pathway-132[map00904; map00904] fam=68
   unique fam-5081 K22640 K22640
>>>pathway-132[map00904; map00904] fam=68 unique-fam=1
pathway-133[map00905; map00905] fam=12
>>>pathway-133[map00905; map00905] fam=12 unique-fam=0
pathway-134[map00906; map00906] fam=56
>>>pathway-134[map00906; map00906] fam=56 unique-fam=0
pathway-135[map00908; map00908] fam=10
>>>pathway-135[map00908; map00908] fam=10 unique-fam=0
pathway-136[map00909; map00909] fam=74
   unique fam-5168 K12249 K12249
   unique fam-5179 K14181 K14181
   unique fam-5186 K15794 K15794
   unique fam-5187 K15795 K15795
   unique fam-5188 K15796 K15796
   unique fam-5189 K15797 K15797
   unique fam-5190 K15798 K15798
   unique fam-5191 K15799 K15799
   unique fam-5193 K15801 K15801
   unique fam-5194 K15802 K15802
   unique fam-5195 K15803 K15803
   unique fam-5196 K15804 K15804
   unique fam-5197 K15805 K15805
   unique fam-5198 K15806 K15806
   unique fam-5199 K15807 K15807
   unique fam-5201 K15809 K15809
   unique fam-5202 K15810 K15810
   unique fam-5203 K15811 K15811
   unique fam-5210 K15818 K15818
   unique fam-5212 K15820 K15820
   unique fam-5214 K15822 K15822
   unique fam-5217 K16204 K16204
   unique fam-5218 K16205 K16205
   unique fam-5219 K16206 K16206
   unique fam-5221 K18109 K18109
   unique fam-5222 K18110 K18110
   unique fam-5223 K18111 K18111
   unique fam-5224 K18112 K18112
   unique fam-5225 K19010 K19010
   unique fam-5226 K19011 K19011
   unique fam-5232 K21984 K21984
>>>pathway-136[map00909; map00909] fam=74 unique-fam=31
pathway-137[map00910; map00910] fam=65
   unique fam-5255 K02575 K02575
>>>pathway-137[map00910; map00910] fam=65 unique-fam=1
pathway-138[map00920; map00920] fam=109
>>>pathway-138[map00920; map00920] fam=109 unique-fam=0
pathway-139[map00930; map00930] fam=22
>>>pathway-139[map00930; map00930] fam=22 unique-fam=0
pathway-140[map00940; map00940] fam=32
   unique fam-5391 K17057 K17057
>>>pathway-140[map00940; map00940] fam=32 unique-fam=1
pathway-141[map00941; map00941] fam=27
   unique fam-5407 K13078 K13078
   unique fam-5414 K21581 K21581
   unique fam-5415 K21582 K21582
>>>pathway-141[map00941; map00941] fam=27 unique-fam=3
pathway-142[map00942; map00942] fam=16
   unique fam-5423 K12931 K12931
   unique fam-5424 K12932 K12932
   unique fam-5425 K12933 K12933
   unique fam-5429 K12937 K12937
   unique fam-5430 K12938 K12938
   unique fam-5432 K17192 K17192
   unique fam-5433 K17193 K17193
   unique fam-5436 K23261 K23261
>>>pathway-142[map00942; map00942] fam=16 unique-fam=8
pathway-143[map00943; map00943] fam=18
>>>pathway-143[map00943; map00943] fam=18 unique-fam=0
pathway-144[map00944; map00944] fam=15
   unique fam-5455 K13270 K13270
   unique fam-5456 K13271 K13271
   unique fam-5458 K15787 K15787
   unique fam-5459 K22771 K22771
>>>pathway-144[map00944; map00944] fam=15 unique-fam=4
pathway-145[map00945; map00945] fam=12
>>>pathway-145[map00945; map00945] fam=12 unique-fam=0
pathway-146[map00950; map00950] fam=62
>>>pathway-146[map00950; map00950] fam=62 unique-fam=0
pathway-147[map00960; map00960] fam=33
   unique fam-5518 K13610 K13610
>>>pathway-147[map00960; map00960] fam=33 unique-fam=1
pathway-148[map00965; map00965] fam=8
   unique fam-5528 K15776 K15776
   unique fam-5530 K26037 K26037
   unique fam-5531 K26038 K26038
>>>pathway-148[map00965; map00965] fam=8 unique-fam=3
pathway-149[map00966; map00966] fam=21
>>>pathway-149[map00966; map00966] fam=21 unique-fam=0
pathway-150[map00970; map00970] fam=66
   unique fam-5539 K01866 K01866
   unique fam-5540 K01867 K01867
   unique fam-5541 K01868 K01868
   unique fam-5542 K01869 K01869
   unique fam-5543 K01870 K01870
   unique fam-5544 K01872 K01872
   unique fam-5545 K01873 K01873
   unique fam-5546 K01875 K01875
   unique fam-5547 K01876 K01876
   unique fam-5548 K01878 K01878
   unique fam-5549 K01879 K01879
   unique fam-5550 K01880 K01880
   unique fam-5551 K01881 K01881
   unique fam-5552 K01883 K01883
   unique fam-5553 K01884 K01884
   unique fam-5555 K01887 K01887
   unique fam-5556 K01889 K01889
   unique fam-5557 K01890 K01890
   unique fam-5558 K01892 K01892
   unique fam-5559 K01893 K01893
   unique fam-5565 K04566 K04566
   unique fam-5566 K04567 K04567
   unique fam-5567 K06868 K06868
   unique fam-5568 K07587 K07587
   unique fam-5571 K09759 K09759
   unique fam-5572 K11627 K11627
   unique fam-5573 K14164 K14164
   unique fam-5574 K14218 K14218
   unique fam-5575 K14219 K14219
   unique fam-5576 K14220 K14220
   unique fam-5577 K14221 K14221
   unique fam-5578 K14222 K14222
   unique fam-5579 K14223 K14223
   unique fam-5580 K14224 K14224
   unique fam-5581 K14225 K14225
   unique fam-5582 K14226 K14226
   unique fam-5583 K14227 K14227
   unique fam-5584 K14228 K14228
   unique fam-5585 K14229 K14229
   unique fam-5586 K14230 K14230
   unique fam-5587 K14231 K14231
   unique fam-5588 K14232 K14232
   unique fam-5589 K14233 K14233
   unique fam-5590 K14234 K14234
   unique fam-5591 K14235 K14235
   unique fam-5592 K14236 K14236
   unique fam-5593 K14237 K14237
   unique fam-5594 K14238 K14238
   unique fam-5595 K14239 K14239
   unique fam-5596 K22503 K22503
   unique fam-5597 K24278 K24278
>>>pathway-150[map00970; map00970] fam=66 unique-fam=51
pathway-151[map00980; map00980] fam=34
   unique fam-5601 K15303 K15303
>>>pathway-151[map00980; map00980] fam=34 unique-fam=1
pathway-152[map00981; map00981] fam=18
   unique fam-5604 K01063 K01063
   unique fam-5605 K10718 K10718
   unique fam-5606 K10719 K10719
   unique fam-5607 K10720 K10720
   unique fam-5608 K10721 K10721
   unique fam-5609 K10722 K10722
   unique fam-5610 K10723 K10723
   unique fam-5611 K10724 K10724
   unique fam-5612 K14937 K14937
   unique fam-5614 K14939 K14939
   unique fam-5615 K14985 K14985
   unique fam-5616 K15824 K15824
   unique fam-5617 K15825 K15825
   unique fam-5618 K15826 K15826
   unique fam-5619 K21013 K21013
>>>pathway-152[map00981; map00981] fam=18 unique-fam=15
pathway-153[map00982; map00982] fam=25
>>>pathway-153[map00982; map00982] fam=25 unique-fam=0
pathway-154[map00983; map00983] fam=32
   unique fam-5620 K00569 K00569
   unique fam-5621 K01044 K01044
   unique fam-5622 K03927 K03927
>>>pathway-154[map00983; map00983] fam=32 unique-fam=3
pathway-155[map00984; map00984] fam=15
>>>pathway-155[map00984; map00984] fam=15 unique-fam=0
pathway-156[map00996; map00996] fam=14
   unique fam-5647 K25489 K25489
   unique fam-5648 K25490 K25490
   unique fam-5650 K25492 K25492
>>>pathway-156[map00996; map00996] fam=14 unique-fam=3
pathway-157[map00997; map00997] fam=42
   unique fam-5667 K22874 K22874
   unique fam-5668 K22952 K22952
   unique fam-5689 K25524 K25524
   unique fam-5690 K25525 K25525
>>>pathway-157[map00997; map00997] fam=42 unique-fam=4
pathway-158[map00998; map00998] fam=66
>>>pathway-158[map00998; map00998] fam=66 unique-fam=0
pathway-159[map00999; map00999] fam=56
   unique fam-5777 K23279 K23279
>>>pathway-159[map00999; map00999] fam=56 unique-fam=1
pathway-160[map01040; map01040] fam=32
   unique fam-5789 K10804 K10804
   unique fam-5790 K10805 K10805
   unique fam-5791 K10806 K10806
>>>pathway-160[map01040; map01040] fam=32 unique-fam=3
pathway-161[map01051; map01051] fam=32
>>>pathway-161[map01051; map01051] fam=32 unique-fam=0
pathway-162[map01052; map01052] fam=127
   unique fam-5827 K15641 K15641
   unique fam-5828 K15642 K15642
   unique fam-5829 K15643 K15643
   unique fam-5830 K16372 K16372
   unique fam-5831 K16373 K16373
   unique fam-5832 K16374 K16374
   unique fam-5833 K16375 K16375
   unique fam-5834 K16376 K16376
   unique fam-5835 K16377 K16377
   unique fam-5836 K16378 K16378
   unique fam-5837 K16379 K16379
   unique fam-5838 K16380 K16380
   unique fam-5839 K16381 K16381
   unique fam-5840 K16382 K16382
   unique fam-5841 K16383 K16383
   unique fam-5842 K16384 K16384
   unique fam-5843 K16385 K16385
   unique fam-5844 K16386 K16386
   unique fam-5845 K16387 K16387
   unique fam-5846 K16388 K16388
   unique fam-5847 K16389 K16389
   unique fam-5848 K16390 K16390
   unique fam-5849 K16391 K16391
   unique fam-5850 K16392 K16392
   unique fam-5851 K16393 K16393
   unique fam-5852 K16394 K16394
   unique fam-5853 K16395 K16395
   unique fam-5854 K16396 K16396
   unique fam-5855 K16397 K16397
   unique fam-5856 K16398 K16398
   unique fam-5857 K16399 K16399
   unique fam-5858 K16400 K16400
   unique fam-5859 K16401 K16401
   unique fam-5860 K16402 K16402
   unique fam-5861 K16403 K16403
   unique fam-5862 K16404 K16404
   unique fam-5863 K16405 K16405
   unique fam-5864 K16406 K16406
   unique fam-5865 K16407 K16407
   unique fam-5866 K16408 K16408
   unique fam-5867 K16409 K16409
   unique fam-5868 K16410 K16410
   unique fam-5869 K16411 K16411
   unique fam-5870 K16412 K16412
   unique fam-5871 K16413 K16413
   unique fam-5872 K16414 K16414
   unique fam-5873 K16415 K16415
   unique fam-5874 K16416 K16416
   unique fam-5875 K16417 K16417
   unique fam-5876 K16418 K16418
   unique fam-5877 K16419 K16419
   unique fam-5878 K16420 K16420
   unique fam-5879 K16450 K16450
   unique fam-5880 K19203 K19203
   unique fam-5881 K19204 K19204
   unique fam-5882 K19205 K19205
   unique fam-5883 K19206 K19206
   unique fam-5884 K19207 K19207
   unique fam-5885 K19208 K19208
   unique fam-5886 K20786 K20786
   unique fam-5887 K20787 K20787
   unique fam-5888 K20788 K20788
   unique fam-5889 K20789 K20789
   unique fam-5890 K25145 K25145
>>>pathway-162[map01052; map01052] fam=127 unique-fam=64
pathway-163[map01053; map01053] fam=37
   unique fam-5896 K04778 K04778
   unique fam-5897 K04780 K04780
   unique fam-5900 K04783 K04783
   unique fam-5901 K04784 K04784
   unique fam-5902 K04785 K04785
   unique fam-5903 K04786 K04786
   unique fam-5904 K04787 K04787
   unique fam-5905 K04788 K04788
   unique fam-5906 K04789 K04789
   unique fam-5907 K04790 K04790
   unique fam-5908 K04791 K04791
   unique fam-5909 K04792 K04792
   unique fam-5910 K04793 K04793
   unique fam-5912 K12237 K12237
   unique fam-5913 K12238 K12238
   unique fam-5914 K12239 K12239
   unique fam-5915 K12240 K12240
   unique fam-5916 K12241 K12241
   unique fam-5918 K15653 K15653
   unique fam-5919 K15681 K15681
   unique fam-5920 K24108 K24108
   unique fam-5921 K24109 K24109
   unique fam-5922 K24110 K24110
   unique fam-5923 K24112 K24112
   unique fam-5924 K24147 K24147
>>>pathway-163[map01053; map01053] fam=37 unique-fam=25
pathway-164[map01054; map01054] fam=51
   unique fam-5928 K15661 K15661
   unique fam-5929 K15662 K15662
   unique fam-5930 K15663 K15663
   unique fam-5931 K15664 K15664
   unique fam-5932 K15665 K15665
   unique fam-5933 K15666 K15666
   unique fam-5934 K15667 K15667
   unique fam-5935 K15668 K15668
   unique fam-5936 K16093 K16093
   unique fam-5937 K16094 K16094
   unique fam-5938 K16095 K16095
   unique fam-5939 K16096 K16096
   unique fam-5940 K16097 K16097
   unique fam-5941 K16098 K16098
   unique fam-5942 K16099 K16099
   unique fam-5943 K16100 K16100
   unique fam-5944 K16101 K16101
   unique fam-5945 K16102 K16102
   unique fam-5946 K16103 K16103
   unique fam-5947 K16104 K16104
   unique fam-5948 K16105 K16105
   unique fam-5949 K16106 K16106
   unique fam-5950 K16107 K16107
   unique fam-5951 K16108 K16108
   unique fam-5952 K16109 K16109
   unique fam-5953 K16110 K16110
   unique fam-5954 K16111 K16111
   unique fam-5955 K16112 K16112
   unique fam-5956 K16113 K16113
   unique fam-5957 K16114 K16114
   unique fam-5958 K16115 K16115
   unique fam-5959 K16116 K16116
   unique fam-5960 K16117 K16117
   unique fam-5961 K16118 K16118
   unique fam-5962 K16122 K16122
   unique fam-5963 K16123 K16123
   unique fam-5964 K16124 K16124
   unique fam-5965 K16125 K16125
   unique fam-5966 K16126 K16126
   unique fam-5967 K16127 K16127
   unique fam-5968 K16128 K16128
   unique fam-5969 K16129 K16129
   unique fam-5970 K16130 K16130
   unique fam-5971 K16131 K16131
   unique fam-5972 K16132 K16132
   unique fam-5973 K16133 K16133
   unique fam-5974 K16134 K16134
>>>pathway-164[map01054; map01054] fam=51 unique-fam=47
pathway-165[map01055; map01055] fam=29
   unique fam-5979 K16428 K16428
   unique fam-5980 K16429 K16429
   unique fam-5981 K16430 K16430
   unique fam-5983 K16432 K16432
   unique fam-5984 K16433 K16433
   unique fam-5985 K16434 K16434
   unique fam-5988 K16440 K16440
   unique fam-5989 K16442 K16442
   unique fam-5990 K16443 K16443
   unique fam-5991 K16444 K16444
   unique fam-5992 K16445 K16445
   unique fam-5993 K16446 K16446
   unique fam-5994 K16447 K16447
   unique fam-5995 K16448 K16448
>>>pathway-165[map01055; map01055] fam=29 unique-fam=14
pathway-166[map01056; map01056] fam=9
>>>pathway-166[map01056; map01056] fam=9 unique-fam=0
pathway-167[map01057; map01057] fam=72
>>>pathway-167[map01057; map01057] fam=72 unique-fam=0
pathway-168[map01059; map01059] fam=73
   unique fam-6071 K21159 K21159
   unique fam-6092 K21180 K21180
   unique fam-6097 K21186 K21186
   unique fam-6098 K21187 K21187
   unique fam-6100 K21189 K21189
   unique fam-6101 K21190 K21190
   unique fam-6104 K21193 K21193
   unique fam-6105 K21194 K21194
   unique fam-6106 K21209 K21209
   unique fam-6113 K21216 K21216
   unique fam-6119 K21226 K21226
   unique fam-6122 K21229 K21229
   unique fam-6123 K21230 K21230
>>>pathway-168[map01059; map01059] fam=73 unique-fam=13
pathway-169[map01100; map01100] fam=4633
   unique fam-6134 K00628 K00628
   unique fam-6135 K01451 K01451
   unique fam-6138 K86952 K86952
>>>pathway-169[map01100; map01100] fam=4633 unique-fam=3
pathway-170[map01110; map01110] fam=2099
>>>pathway-170[map01110; map01110] fam=2099 unique-fam=0
pathway-171[map01120; map01120] fam=1235
>>>pathway-171[map01120; map01120] fam=1235 unique-fam=0
pathway-172[map01200; map01200] fam=365
>>>pathway-172[map01200; map01200] fam=365 unique-fam=0
pathway-173[map01210; map01210] fam=82
>>>pathway-173[map01210; map01210] fam=82 unique-fam=0
pathway-174[map01212; map01212] fam=84
>>>pathway-174[map01212; map01212] fam=84 unique-fam=0
pathway-175[map01220; map01220] fam=215
>>>pathway-175[map01220; map01220] fam=215 unique-fam=0
pathway-176[map01230; map01230] fam=238
>>>pathway-176[map01230; map01230] fam=238 unique-fam=0
pathway-177[map01232; map01232] fam=119
>>>pathway-177[map01232; map01232] fam=119 unique-fam=0
pathway-178[map01240; map01240] fam=375
>>>pathway-178[map01240; map01240] fam=375 unique-fam=0
pathway-179[map01250; map01250] fam=211
>>>pathway-179[map01250; map01250] fam=211 unique-fam=0
pathway-180[map01501; map01501] fam=112
   unique fam-6141 K02171 K02171
   unique fam-6142 K02172 K02172
   unique fam-6143 K02546 K02546
   unique fam-6144 K02547 K02547
   unique fam-6146 K08218 K08218
   unique fam-6156 K17837 K17837
   unique fam-6157 K17838 K17838
   unique fam-6158 K17850 K17850
   unique fam-6165 K18129 K18129
   unique fam-6166 K18130 K18130
   unique fam-6167 K18131 K18131
   unique fam-6168 K18133 K18133
   unique fam-6169 K18135 K18135
   unique fam-6170 K18136 K18136
   unique fam-6171 K18137 K18137
   unique fam-6174 K18143 K18143
   unique fam-6175 K18144 K18144
   unique fam-6176 K18145 K18145
   unique fam-6177 K18146 K18146
   unique fam-6178 K18147 K18147
   unique fam-6179 K18148 K18148
   unique fam-6180 K18150 K18150
   unique fam-6181 K18698 K18698
   unique fam-6182 K18699 K18699
   unique fam-6183 K18766 K18766
   unique fam-6184 K18767 K18767
   unique fam-6185 K18768 K18768
   unique fam-6186 K18780 K18780
   unique fam-6187 K18781 K18781
   unique fam-6188 K18782 K18782
   unique fam-6189 K18790 K18790
   unique fam-6190 K18791 K18791
   unique fam-6191 K18792 K18792
   unique fam-6192 K18793 K18793
   unique fam-6193 K18794 K18794
   unique fam-6194 K18795 K18795
   unique fam-6195 K18796 K18796
   unique fam-6196 K18797 K18797
   unique fam-6197 K18970 K18970
   unique fam-6198 K18971 K18971
   unique fam-6199 K18972 K18972
   unique fam-6200 K18973 K18973
   unique fam-6201 K18976 K18976
   unique fam-6202 K19095 K19095
   unique fam-6203 K19096 K19096
   unique fam-6204 K19097 K19097
   unique fam-6205 K19098 K19098
   unique fam-6206 K19099 K19099
   unique fam-6207 K19100 K19100
   unique fam-6208 K19101 K19101
   unique fam-6209 K19209 K19209
   unique fam-6210 K19210 K19210
   unique fam-6211 K19211 K19211
   unique fam-6212 K19212 K19212
   unique fam-6213 K19213 K19213
   unique fam-6214 K19214 K19214
   unique fam-6215 K19215 K19215
   unique fam-6216 K19216 K19216
   unique fam-6217 K19217 K19217
   unique fam-6218 K19218 K19218
   unique fam-6219 K19316 K19316
   unique fam-6220 K19317 K19317
   unique fam-6221 K19318 K19318
   unique fam-6222 K19319 K19319
   unique fam-6223 K19320 K19320
   unique fam-6224 K19321 K19321
   unique fam-6225 K19322 K19322
   unique fam-6226 K20319 K20319
   unique fam-6227 K20320 K20320
   unique fam-6228 K21266 K21266
   unique fam-6229 K21276 K21276
   unique fam-6230 K21277 K21277
   unique fam-6231 K22331 K22331
   unique fam-6232 K22332 K22332
   unique fam-6233 K22333 K22333
   unique fam-6234 K22334 K22334
   unique fam-6235 K22335 K22335
   unique fam-6236 K22346 K22346
   unique fam-6237 K22351 K22351
   unique fam-6238 K22352 K22352
>>>pathway-180[map01501; map01501] fam=112 unique-fam=80
pathway-181[map01502; map01502] fam=22
>>>pathway-181[map01502; map01502] fam=22 unique-fam=0
pathway-182[map01503; map01503] fam=54
   unique fam-6256 K01406 K01406
   unique fam-6257 K01448 K01448
   unique fam-6258 K03673 K03673
   unique fam-6261 K06079 K06079
   unique fam-6269 K08589 K08589
   unique fam-6270 K12962 K12962
   unique fam-6271 K12963 K12963
   unique fam-6272 K13632 K13632
   unique fam-6275 K18514 K18514
   unique fam-6285 K19236 K19236
   unique fam-6286 K19238 K19238
   unique fam-6287 K19239 K19239
   unique fam-6288 K19240 K19240
>>>pathway-182[map01503; map01503] fam=54 unique-fam=13
pathway-183[map01521; map01521] fam=67
   unique fam-6323 K05115 K05115
   unique fam-6331 K05464 K05464
>>>pathway-183[map01521; map01521] fam=67 unique-fam=2
pathway-184[map01522; map01522] fam=77
   unique fam-6369 K05931 K05931
   unique fam-6386 K18452 K18452
>>>pathway-184[map01522; map01522] fam=77 unique-fam=2
pathway-185[map01523; map01523] fam=26
>>>pathway-185[map01523; map01523] fam=26 unique-fam=0
pathway-186[map01524; map01524] fam=46
   unique fam-6411 K03164 K03164
>>>pathway-186[map01524; map01524] fam=46 unique-fam=1
pathway-187[map02010; map02010] fam=515
   unique fam-6441 K02000 K02000
   unique fam-6442 K02001 K02001
   unique fam-6443 K02002 K02002
   unique fam-6444 K02006 K02006
   unique fam-6445 K02007 K02007
   unique fam-6446 K02008 K02008
   unique fam-6447 K02009 K02009
   unique fam-6448 K02010 K02010
   unique fam-6449 K02011 K02011
   unique fam-6450 K02012 K02012
   unique fam-6451 K02017 K02017
   unique fam-6452 K02018 K02018
   unique fam-6453 K02020 K02020
   unique fam-6454 K02036 K02036
   unique fam-6455 K02037 K02037
   unique fam-6456 K02038 K02038
   unique fam-6458 K02041 K02041
   unique fam-6459 K02042 K02042
   unique fam-6460 K02044 K02044
   unique fam-6461 K02062 K02062
   unique fam-6462 K02063 K02063
   unique fam-6463 K02064 K02064
   unique fam-6464 K02065 K02065
   unique fam-6465 K02066 K02066
   unique fam-6466 K02067 K02067
   unique fam-6467 K02071 K02071
   unique fam-6468 K02072 K02072
   unique fam-6469 K02073 K02073
   unique fam-6470 K02193 K02193
   unique fam-6471 K02194 K02194
   unique fam-6472 K02195 K02195
   unique fam-6473 K02196 K02196
   unique fam-6475 K02471 K02471
   unique fam-6476 K03523 K03523
   unique fam-6479 K05033 K05033
   unique fam-6482 K05643 K05643
   unique fam-6483 K05644 K05644
   unique fam-6484 K05645 K05645
   unique fam-6485 K05646 K05646
   unique fam-6486 K05647 K05647
   unique fam-6487 K05648 K05648
   unique fam-6488 K05649 K05649
   unique fam-6489 K05650 K05650
   unique fam-6490 K05651 K05651
   unique fam-6491 K05652 K05652
   unique fam-6494 K05655 K05655
   unique fam-6496 K05657 K05657
   unique fam-6499 K05660 K05660
   unique fam-6500 K05661 K05661
   unique fam-6501 K05662 K05662
   unique fam-6502 K05669 K05669
   unique fam-6503 K05670 K05670
   unique fam-6504 K05671 K05671
   unique fam-6505 K05672 K05672
   unique fam-6506 K05674 K05674
   unique fam-6512 K05680 K05680
   unique fam-6513 K05682 K05682
   unique fam-6516 K05685 K05685
   unique fam-6517 K05772 K05772
   unique fam-6518 K05773 K05773
   unique fam-6519 K05776 K05776
   unique fam-6520 K05813 K05813
   unique fam-6521 K05814 K05814
   unique fam-6522 K05815 K05815
   unique fam-6523 K05816 K05816
   unique fam-6524 K05845 K05845
   unique fam-6525 K05846 K05846
   unique fam-6526 K05847 K05847
   unique fam-6527 K06073 K06073
   unique fam-6528 K06074 K06074
   unique fam-6529 K06159 K06159
   unique fam-6530 K06160 K06160
   unique fam-6531 K06161 K06161
   unique fam-6532 K06726 K06726
   unique fam-6533 K06857 K06857
   unique fam-6534 K06858 K06858
   unique fam-6535 K06861 K06861
   unique fam-6536 K07091 K07091
   unique fam-6537 K07122 K07122
   unique fam-6538 K07323 K07323
   unique fam-6539 K07335 K07335
   unique fam-6540 K08711 K08711
   unique fam-6541 K08712 K08712
   unique fam-6542 K09688 K09688
   unique fam-6543 K09689 K09689
   unique fam-6544 K09690 K09690
   unique fam-6545 K09691 K09691
   unique fam-6546 K09692 K09692
   unique fam-6547 K09693 K09693
   unique fam-6548 K09694 K09694
   unique fam-6549 K09695 K09695
   unique fam-6552 K09808 K09808
   unique fam-6553 K09810 K09810
   unique fam-6554 K09811 K09811
   unique fam-6555 K09812 K09812
   unique fam-6556 K09813 K09813
   unique fam-6557 K09814 K09814
   unique fam-6558 K09815 K09815
   unique fam-6559 K09816 K09816
   unique fam-6560 K09817 K09817
   unique fam-6561 K09969 K09969
   unique fam-6562 K09970 K09970
   unique fam-6563 K09971 K09971
   unique fam-6564 K09972 K09972
   unique fam-6565 K09996 K09996
   unique fam-6566 K09997 K09997
   unique fam-6567 K09998 K09998
   unique fam-6568 K09999 K09999
   unique fam-6569 K10000 K10000
   unique fam-6574 K10005 K10005
   unique fam-6575 K10006 K10006
   unique fam-6576 K10007 K10007
   unique fam-6577 K10008 K10008
   unique fam-6578 K10009 K10009
   unique fam-6579 K10010 K10010
   unique fam-6580 K10013 K10013
   unique fam-6581 K10014 K10014
   unique fam-6582 K10015 K10015
   unique fam-6583 K10016 K10016
   unique fam-6584 K10017 K10017
   unique fam-6585 K10018 K10018
   unique fam-6586 K10019 K10019
   unique fam-6587 K10020 K10020
   unique fam-6588 K10021 K10021
   unique fam-6589 K10022 K10022
   unique fam-6590 K10023 K10023
   unique fam-6591 K10024 K10024
   unique fam-6592 K10025 K10025
   unique fam-6593 K10036 K10036
   unique fam-6594 K10037 K10037
   unique fam-6595 K10038 K10038
   unique fam-6596 K10039 K10039
   unique fam-6597 K10040 K10040
   unique fam-6598 K10041 K10041
   unique fam-6599 K10094 K10094
   unique fam-6600 K10107 K10107
   unique fam-6602 K10109 K10109
   unique fam-6603 K10110 K10110
   unique fam-6604 K10111 K10111
   unique fam-6605 K10112 K10112
   unique fam-6606 K10117 K10117
   unique fam-6607 K10118 K10118
   unique fam-6608 K10119 K10119
   unique fam-6609 K10188 K10188
   unique fam-6610 K10189 K10189
   unique fam-6611 K10190 K10190
   unique fam-6612 K10191 K10191
   unique fam-6613 K10192 K10192
   unique fam-6614 K10193 K10193
   unique fam-6615 K10194 K10194
   unique fam-6616 K10195 K10195
   unique fam-6617 K10196 K10196
   unique fam-6618 K10197 K10197
   unique fam-6619 K10198 K10198
   unique fam-6620 K10199 K10199
   unique fam-6621 K10200 K10200
   unique fam-6622 K10201 K10201
   unique fam-6623 K10202 K10202
   unique fam-6624 K10227 K10227
   unique fam-6625 K10228 K10228
   unique fam-6626 K10229 K10229
   unique fam-6627 K10232 K10232
   unique fam-6628 K10233 K10233
   unique fam-6629 K10234 K10234
   unique fam-6630 K10235 K10235
   unique fam-6631 K10236 K10236
   unique fam-6632 K10237 K10237
   unique fam-6633 K10238 K10238
   unique fam-6634 K10240 K10240
   unique fam-6635 K10241 K10241
   unique fam-6636 K10242 K10242
   unique fam-6638 K10440 K10440
   unique fam-6639 K10441 K10441
   unique fam-6640 K10537 K10537
   unique fam-6641 K10538 K10538
   unique fam-6642 K10539 K10539
   unique fam-6644 K10541 K10541
   unique fam-6645 K10542 K10542
   unique fam-6646 K10543 K10543
   unique fam-6647 K10544 K10544
   unique fam-6648 K10545 K10545
   unique fam-6649 K10546 K10546
   unique fam-6650 K10547 K10547
   unique fam-6651 K10548 K10548
   unique fam-6652 K10549 K10549
   unique fam-6653 K10550 K10550
   unique fam-6654 K10551 K10551
   unique fam-6655 K10552 K10552
   unique fam-6656 K10553 K10553
   unique fam-6657 K10554 K10554
   unique fam-6662 K10559 K10559
   unique fam-6663 K10560 K10560
   unique fam-6664 K10561 K10561
   unique fam-6665 K10562 K10562
   unique fam-6666 K10820 K10820
   unique fam-6667 K10824 K10824
   unique fam-6668 K10829 K10829
   unique fam-6669 K10830 K10830
   unique fam-6671 K11050 K11050
   unique fam-6672 K11051 K11051
   unique fam-6673 K11069 K11069
   unique fam-6674 K11070 K11070
   unique fam-6675 K11071 K11071
   unique fam-6676 K11072 K11072
   unique fam-6677 K11073 K11073
   unique fam-6678 K11074 K11074
   unique fam-6679 K11075 K11075
   unique fam-6680 K11076 K11076
   unique fam-6681 K11077 K11077
   unique fam-6682 K11078 K11078
   unique fam-6683 K11079 K11079
   unique fam-6684 K11080 K11080
   unique fam-6685 K11081 K11081
   unique fam-6686 K11082 K11082
   unique fam-6687 K11083 K11083
   unique fam-6688 K11084 K11084
   unique fam-6689 K11085 K11085
   unique fam-6693 K11604 K11604
   unique fam-6694 K11605 K11605
   unique fam-6695 K11606 K11606
   unique fam-6696 K11607 K11607
   unique fam-6699 K11704 K11704
   unique fam-6700 K11705 K11705
   unique fam-6701 K11706 K11706
   unique fam-6702 K11707 K11707
   unique fam-6703 K11708 K11708
   unique fam-6704 K11709 K11709
   unique fam-6705 K11710 K11710
   unique fam-6706 K11720 K11720
   unique fam-6707 K11950 K11950
   unique fam-6708 K11951 K11951
   unique fam-6709 K11952 K11952
   unique fam-6710 K11953 K11953
   unique fam-6711 K11954 K11954
   unique fam-6712 K11955 K11955
   unique fam-6713 K11956 K11956
   unique fam-6714 K11957 K11957
   unique fam-6715 K11958 K11958
   unique fam-6716 K11959 K11959
   unique fam-6717 K11960 K11960
   unique fam-6718 K11961 K11961
   unique fam-6719 K11962 K11962
   unique fam-6720 K11963 K11963
   unique fam-6723 K12369 K12369
   unique fam-6724 K12370 K12370
   unique fam-6725 K12371 K12371
   unique fam-6726 K12372 K12372
   unique fam-6727 K12536 K12536
   unique fam-6728 K12541 K12541
   unique fam-6730 K13889 K13889
   unique fam-6731 K13890 K13890
   unique fam-6732 K13891 K13891
   unique fam-6733 K13892 K13892
   unique fam-6734 K13893 K13893
   unique fam-6735 K13894 K13894
   unique fam-6736 K13895 K13895
   unique fam-6737 K13896 K13896
   unique fam-6738 K14698 K14698
   unique fam-6739 K14699 K14699
   unique fam-6740 K15495 K15495
   unique fam-6741 K15496 K15496
   unique fam-6742 K15497 K15497
   unique fam-6743 K15556 K15556
   unique fam-6744 K15557 K15557
   unique fam-6745 K15558 K15558
   unique fam-6746 K15584 K15584
   unique fam-6747 K15585 K15585
   unique fam-6748 K15586 K15586
   unique fam-6749 K15587 K15587
   unique fam-6750 K15598 K15598
   unique fam-6751 K15599 K15599
   unique fam-6752 K15600 K15600
   unique fam-6754 K15770 K15770
   unique fam-6755 K15771 K15771
   unique fam-6756 K15772 K15772
   unique fam-6757 K16012 K16012
   unique fam-6758 K16013 K16013
   unique fam-6759 K16014 K16014
   unique fam-6760 K16199 K16199
   unique fam-6761 K16200 K16200
   unique fam-6762 K16201 K16201
   unique fam-6763 K16202 K16202
   unique fam-6764 K16783 K16783
   unique fam-6765 K16784 K16784
   unique fam-6766 K16785 K16785
   unique fam-6767 K16786 K16786
   unique fam-6768 K16787 K16787
   unique fam-6769 K16905 K16905
   unique fam-6770 K16906 K16906
   unique fam-6771 K16907 K16907
   unique fam-6772 K16915 K16915
   unique fam-6773 K16916 K16916
   unique fam-6774 K16917 K16917
   unique fam-6775 K16918 K16918
   unique fam-6776 K16919 K16919
   unique fam-6777 K16920 K16920
   unique fam-6778 K16921 K16921
   unique fam-6779 K16956 K16956
   unique fam-6780 K16957 K16957
   unique fam-6781 K16958 K16958
   unique fam-6782 K16959 K16959
   unique fam-6783 K16960 K16960
   unique fam-6784 K16961 K16961
   unique fam-6785 K16962 K16962
   unique fam-6786 K16963 K16963
   unique fam-6787 K17062 K17062
   unique fam-6788 K17063 K17063
   unique fam-6789 K17073 K17073
   unique fam-6790 K17074 K17074
   unique fam-6791 K17076 K17076
   unique fam-6792 K17077 K17077
   unique fam-6793 K17202 K17202
   unique fam-6794 K17203 K17203
   unique fam-6795 K17204 K17204
   unique fam-6796 K17205 K17205
   unique fam-6797 K17206 K17206
   unique fam-6798 K17207 K17207
   unique fam-6799 K17208 K17208
   unique fam-6800 K17209 K17209
   unique fam-6801 K17210 K17210
   unique fam-6802 K17213 K17213
   unique fam-6803 K17214 K17214
   unique fam-6804 K17215 K17215
   unique fam-6805 K17234 K17234
   unique fam-6806 K17235 K17235
   unique fam-6807 K17236 K17236
   unique fam-6808 K17237 K17237
   unique fam-6809 K17238 K17238
   unique fam-6810 K17239 K17239
   unique fam-6811 K17240 K17240
   unique fam-6812 K17241 K17241
   unique fam-6813 K17242 K17242
   unique fam-6814 K17243 K17243
   unique fam-6815 K17244 K17244
   unique fam-6816 K17245 K17245
   unique fam-6817 K17246 K17246
   unique fam-6818 K17311 K17311
   unique fam-6819 K17312 K17312
   unique fam-6820 K17313 K17313
   unique fam-6821 K17314 K17314
   unique fam-6822 K17315 K17315
   unique fam-6823 K17316 K17316
   unique fam-6824 K17317 K17317
   unique fam-6825 K17318 K17318
   unique fam-6826 K17319 K17319
   unique fam-6827 K17320 K17320
   unique fam-6828 K17321 K17321
   unique fam-6829 K17322 K17322
   unique fam-6830 K17323 K17323
   unique fam-6831 K17324 K17324
   unique fam-6832 K17325 K17325
   unique fam-6833 K17326 K17326
   unique fam-6834 K17327 K17327
   unique fam-6835 K17328 K17328
   unique fam-6836 K17329 K17329
   unique fam-6837 K17330 K17330
   unique fam-6838 K17331 K17331
   unique fam-6839 K18216 K18216
   unique fam-6840 K18217 K18217
   unique fam-6841 K18230 K18230
   unique fam-6842 K18231 K18231
   unique fam-6843 K18232 K18232
   unique fam-6844 K18233 K18233
   unique fam-6845 K18887 K18887
   unique fam-6846 K18888 K18888
   unique fam-6847 K18889 K18889
   unique fam-6848 K18890 K18890
   unique fam-6849 K18891 K18891
   unique fam-6850 K18892 K18892
   unique fam-6851 K18893 K18893
   unique fam-6852 K18894 K18894
   unique fam-6853 K18895 K18895
   unique fam-6856 K19309 K19309
   unique fam-6857 K19310 K19310
   unique fam-6858 K19340 K19340
   unique fam-6859 K19341 K19341
   unique fam-6860 K19349 K19349
   unique fam-6861 K19350 K19350
   unique fam-6862 K19971 K19971
   unique fam-6863 K19972 K19972
   unique fam-6864 K19973 K19973
   unique fam-6865 K19975 K19975
   unique fam-6866 K19976 K19976
   unique fam-6869 K20459 K20459
   unique fam-6870 K20460 K20460
   unique fam-6871 K20461 K20461
   unique fam-6876 K22921 K22921
   unique fam-6877 K22922 K22922
   unique fam-6878 K22923 K22923
   unique fam-6879 K23055 K23055
   unique fam-6880 K23056 K23056
   unique fam-6881 K23057 K23057
   unique fam-6882 K23058 K23058
   unique fam-6883 K23059 K23059
   unique fam-6884 K23060 K23060
   unique fam-6885 K23061 K23061
   unique fam-6886 K23062 K23062
   unique fam-6887 K23063 K23063
   unique fam-6888 K23064 K23064
   unique fam-6890 K23181 K23181
   unique fam-6891 K23182 K23182
   unique fam-6892 K23183 K23183
   unique fam-6893 K23184 K23184
   unique fam-6894 K23185 K23185
   unique fam-6895 K23186 K23186
   unique fam-6896 K23187 K23187
   unique fam-6897 K23188 K23188
   unique fam-6898 K23227 K23227
   unique fam-6899 K23228 K23228
   unique fam-6900 K23508 K23508
   unique fam-6901 K23509 K23509
   unique fam-6902 K23510 K23510
   unique fam-6903 K23511 K23511
   unique fam-6904 K23512 K23512
   unique fam-6905 K23513 K23513
   unique fam-6906 K23535 K23535
   unique fam-6907 K23536 K23536
   unique fam-6908 K23537 K23537
   unique fam-6909 K23545 K23545
   unique fam-6910 K23546 K23546
   unique fam-6911 K23547 K23547
   unique fam-6912 K24821 K24821
   unique fam-6913 K25286 K25286
   unique fam-6914 K25287 K25287
>>>pathway-187[map02010; map02010] fam=515 unique-fam=424
pathway-188[map02020; map02020] fam=499
   unique fam-6916 K00373 K00373
   unique fam-6919 K00990 K00990
   unique fam-6920 K01545 K01545
   unique fam-6921 K01546 K01546
   unique fam-6922 K01547 K01547
   unique fam-6923 K01548 K01548
   unique fam-6924 K01643 K01643
   unique fam-6925 K01644 K01644
   unique fam-6926 K01646 K01646
   unique fam-6927 K01910 K01910
   unique fam-6929 K02106 K02106
   unique fam-6939 K02489 K02489
   unique fam-6941 K02491 K02491
   unique fam-6943 K02584 K02584
   unique fam-6944 K02650 K02650
   unique fam-6949 K02661 K02661
   unique fam-6950 K02667 K02667
   unique fam-6951 K02668 K02668
   unique fam-6961 K03620 K03620
   unique fam-6963 K04751 K04751
   unique fam-6964 K05338 K05338
   unique fam-6965 K05339 K05339
   unique fam-6970 K05964 K05964
   unique fam-6971 K05966 K05966
   unique fam-6973 K06080 K06080
   unique fam-6974 K06347 K06347
   unique fam-6977 K06597 K06597
   unique fam-6979 K07165 K07165
   unique fam-6980 K07636 K07636
   unique fam-6982 K07639 K07639
   unique fam-6983 K07641 K07641
   unique fam-6984 K07642 K07642
   unique fam-6985 K07644 K07644
   unique fam-6987 K07646 K07646
   unique fam-6988 K07647 K07647
   unique fam-6990 K07649 K07649
   unique fam-6991 K07650 K07650
   unique fam-6992 K07651 K07651
   unique fam-6993 K07652 K07652
   unique fam-6994 K07653 K07653
   unique fam-6995 K07654 K07654
   unique fam-6996 K07655 K07655
   unique fam-6997 K07656 K07656
   unique fam-6998 K07657 K07657
   unique fam-6999 K07658 K07658
   unique fam-7001 K07661 K07661
   unique fam-7002 K07663 K07663
   unique fam-7003 K07664 K07664
   unique fam-7004 K07665 K07665
   unique fam-7007 K07668 K07668
   unique fam-7008 K07669 K07669
   unique fam-7009 K07670 K07670
   unique fam-7010 K07671 K07671
   unique fam-7011 K07672 K07672
   unique fam-7012 K07673 K07673
   unique fam-7013 K07674 K07674
   unique fam-7014 K07675 K07675
   unique fam-7020 K07681 K07681
   unique fam-7021 K07682 K07682
   unique fam-7022 K07683 K07683
   unique fam-7023 K07684 K07684
   unique fam-7024 K07685 K07685
   unique fam-7025 K07686 K07686
   unique fam-7027 K07688 K07688
   unique fam-7032 K07693 K07693
   unique fam-7033 K07694 K07694
   unique fam-7034 K07695 K07695
   unique fam-7035 K07696 K07696
   unique fam-7036 K07697 K07697
   unique fam-7037 K07698 K07698
   unique fam-7039 K07700 K07700
   unique fam-7040 K07701 K07701
   unique fam-7041 K07702 K07702
   unique fam-7042 K07703 K07703
   unique fam-7043 K07704 K07704
   unique fam-7044 K07705 K07705
   unique fam-7047 K07708 K07708
   unique fam-7048 K07709 K07709
   unique fam-7049 K07710 K07710
   unique fam-7051 K07712 K07712
   unique fam-7052 K07713 K07713
   unique fam-7053 K07714 K07714
   unique fam-7056 K07717 K07717
   unique fam-7057 K07718 K07718
   unique fam-7058 K07719 K07719
   unique fam-7059 K07720 K07720
   unique fam-7060 K07768 K07768
   unique fam-7061 K07769 K07769
   unique fam-7062 K07770 K07770
   unique fam-7063 K07772 K07772
   unique fam-7065 K07774 K07774
   unique fam-7066 K07775 K07775
   unique fam-7067 K07776 K07776
   unique fam-7068 K07777 K07777
   unique fam-7069 K07778 K07778
   unique fam-7070 K07780 K07780
   unique fam-7073 K07783 K07783
   unique fam-7074 K07784 K07784
   unique fam-7075 K07785 K07785
   unique fam-7076 K07786 K07786
   unique fam-7077 K07787 K07787
   unique fam-7078 K07788 K07788
   unique fam-7079 K07789 K07789
   unique fam-7080 K07790 K07790
   unique fam-7081 K07792 K07792
   unique fam-7082 K07793 K07793
   unique fam-7083 K07794 K07794
   unique fam-7084 K07795 K07795
   unique fam-7085 K07796 K07796
   unique fam-7086 K07797 K07797
   unique fam-7087 K07798 K07798
   unique fam-7088 K07799 K07799
   unique fam-7090 K07801 K07801
   unique fam-7091 K07803 K07803
   unique fam-7092 K07804 K07804
   unique fam-7093 K07805 K07805
   unique fam-7094 K07810 K07810
   unique fam-7096 K08082 K08082
   unique fam-7097 K08083 K08083
   unique fam-7098 K08348 K08348
   unique fam-7099 K08349 K08349
   unique fam-7100 K08350 K08350
   unique fam-7101 K08372 K08372
   unique fam-7102 K08475 K08475
   unique fam-7103 K08476 K08476
   unique fam-7104 K08478 K08478
   unique fam-7105 K08479 K08479
   unique fam-7106 K08926 K08926
   unique fam-7107 K08927 K08927
   unique fam-7108 K08928 K08928
   unique fam-7109 K08929 K08929
   unique fam-7110 K08930 K08930
   unique fam-7111 K08939 K08939
   unique fam-7112 K09477 K09477
   unique fam-7113 K10125 K10125
   unique fam-7114 K10126 K10126
   unique fam-7115 K10255 K10255
   unique fam-7116 K10681 K10681
   unique fam-7117 K10682 K10682
   unique fam-7118 K10697 K10697
   unique fam-7120 K10850 K10850
   unique fam-7121 K10851 K10851
   unique fam-7132 K11103 K11103
   unique fam-7137 K11326 K11326
   unique fam-7138 K11327 K11327
   unique fam-7139 K11328 K11328
   unique fam-7140 K11329 K11329
   unique fam-7141 K11330 K11330
   unique fam-7142 K11331 K11331
   unique fam-7143 K11332 K11332
   unique fam-7144 K11354 K11354
   unique fam-7145 K11355 K11355
   unique fam-7146 K11356 K11356
   unique fam-7148 K11382 K11382
   unique fam-7149 K11383 K11383
   unique fam-7150 K11384 K11384
   unique fam-7153 K11520 K11520
   unique fam-7154 K11521 K11521
   unique fam-7155 K11522 K11522
   unique fam-7156 K11523 K11523
   unique fam-7157 K11524 K11524
   unique fam-7158 K11525 K11525
   unique fam-7159 K11526 K11526
   unique fam-7160 K11614 K11614
   unique fam-7161 K11615 K11615
   unique fam-7162 K11616 K11616
   unique fam-7163 K11617 K11617
   unique fam-7164 K11618 K11618
   unique fam-7165 K11619 K11619
   unique fam-7166 K11620 K11620
   unique fam-7167 K11621 K11621
   unique fam-7168 K11622 K11622
   unique fam-7169 K11623 K11623
   unique fam-7170 K11624 K11624
   unique fam-7171 K11625 K11625
   unique fam-7172 K11626 K11626
   unique fam-7173 K11629 K11629
   unique fam-7174 K11630 K11630
   unique fam-7175 K11633 K11633
   unique fam-7176 K11634 K11634
   unique fam-7177 K11635 K11635
   unique fam-7178 K11636 K11636
   unique fam-7179 K11637 K11637
   unique fam-7180 K11638 K11638
   unique fam-7181 K11639 K11639
   unique fam-7182 K11640 K11640
   unique fam-7183 K11641 K11641
   unique fam-7184 K11688 K11688
   unique fam-7185 K11689 K11689
   unique fam-7186 K11690 K11690
   unique fam-7187 K11691 K11691
   unique fam-7188 K11692 K11692
   unique fam-7189 K11711 K11711
   unique fam-7190 K11712 K11712
   unique fam-7196 K12530 K12530
   unique fam-7197 K12531 K12531
   unique fam-7198 K12532 K12532
   unique fam-7199 K13040 K13040
   unique fam-7200 K13041 K13041
   unique fam-7201 K13486 K13486
   unique fam-7207 K13532 K13532
   unique fam-7208 K13533 K13533
   unique fam-7213 K13598 K13598
   unique fam-7214 K13599 K13599
   unique fam-7218 K13927 K13927
   unique fam-7219 K13991 K13991
   unique fam-7220 K13994 K13994
   unique fam-7221 K14978 K14978
   unique fam-7222 K14979 K14979
   unique fam-7223 K14980 K14980
   unique fam-7224 K14981 K14981
   unique fam-7227 K14986 K14986
   unique fam-7228 K14987 K14987
   unique fam-7229 K14988 K14988
   unique fam-7230 K14989 K14989
   unique fam-7231 K15011 K15011
   unique fam-7232 K15012 K15012
   unique fam-7233 K15841 K15841
   unique fam-7238 K15859 K15859
   unique fam-7239 K15861 K15861
   unique fam-7240 K16692 K16692
   unique fam-7241 K16712 K16712
   unique fam-7242 K16713 K16713
   unique fam-7243 K17060 K17060
   unique fam-7244 K17061 K17061
   unique fam-7245 K18321 K18321
   unique fam-7246 K18322 K18322
   unique fam-7247 K18323 K18323
   unique fam-7248 K18324 K18324
   unique fam-7249 K18326 K18326
   unique fam-7250 K18444 K18444
   unique fam-7251 K18940 K18940
   unique fam-7252 K18941 K18941
   unique fam-7253 K18986 K18986
   unique fam-7254 K18987 K18987
   unique fam-7255 K19081 K19081
   unique fam-7256 K19082 K19082
   unique fam-7257 K19609 K19609
   unique fam-7258 K19610 K19610
   unique fam-7259 K19611 K19611
   unique fam-7260 K19615 K19615
   unique fam-7261 K19616 K19616
   unique fam-7262 K19617 K19617
   unique fam-7263 K19618 K19618
   unique fam-7264 K19620 K19620
   unique fam-7265 K19621 K19621
   unique fam-7266 K19622 K19622
   unique fam-7267 K19624 K19624
   unique fam-7268 K19641 K19641
   unique fam-7269 K19661 K19661
   unique fam-7271 K19667 K19667
   unique fam-7272 K19690 K19690
   unique fam-7273 K19691 K19691
   unique fam-7274 K19692 K19692
   unique fam-7294 K23236 K23236
   unique fam-7295 K23514 K23514
   unique fam-7296 K25211 K25211
   unique fam-7297 K25212 K25212
   unique fam-7298 K25213 K25213
   unique fam-7299 K25307 K25307
   unique fam-7300 K25864 K25864
>>>pathway-188[map02020; map02020] fam=499 unique-fam=261
pathway-189[map02024; map02024] fam=283
   unique fam-7301 K01318 K01318
   unique fam-7302 K02031 K02031
   unique fam-7303 K02032 K02032
   unique fam-7304 K02033 K02033
   unique fam-7305 K02034 K02034
   unique fam-7306 K02035 K02035
   unique fam-7307 K02052 K02052
   unique fam-7308 K02053 K02053
   unique fam-7309 K02054 K02054
   unique fam-7310 K02055 K02055
   unique fam-7311 K02250 K02250
   unique fam-7312 K02251 K02251
   unique fam-7323 K06352 K06352
   unique fam-7324 K06353 K06353
   unique fam-7325 K06354 K06354
   unique fam-7326 K06355 K06355
   unique fam-7327 K06356 K06356
   unique fam-7328 K06358 K06358
   unique fam-7329 K06359 K06359
   unique fam-7330 K06360 K06360
   unique fam-7331 K06361 K06361
   unique fam-7332 K06363 K06363
   unique fam-7333 K06364 K06364
   unique fam-7334 K06365 K06365
   unique fam-7335 K06366 K06366
   unique fam-7336 K06369 K06369
   unique fam-7337 K07344 K07344
   unique fam-7338 K08321 K08321
   unique fam-7339 K08605 K08605
   unique fam-7340 K08642 K08642
   unique fam-7341 K08777 K08777
   unique fam-7342 K09823 K09823
   unique fam-7343 K09936 K09936
   unique fam-7348 K11031 K11031
   unique fam-7349 K11033 K11033
   unique fam-7350 K11034 K11034
   unique fam-7351 K11035 K11035
   unique fam-7352 K11036 K11036
   unique fam-7353 K11037 K11037
   unique fam-7354 K11039 K11039
   unique fam-7355 K11063 K11063
   unique fam-7356 K11216 K11216
   unique fam-7357 K11530 K11530
   unique fam-7362 K13075 K13075
   unique fam-7364 K14645 K14645
   unique fam-7365 K15657 K15657
   unique fam-7366 K15852 K15852
   unique fam-7367 K18096 K18096
   unique fam-7368 K18098 K18098
   unique fam-7373 K18306 K18306
   unique fam-7374 K18307 K18307
   unique fam-7375 K19731 K19731
   unique fam-7376 K19732 K19732
   unique fam-7377 K19733 K19733
   unique fam-7378 K19734 K19734
   unique fam-7380 K20252 K20252
   unique fam-7381 K20253 K20253
   unique fam-7382 K20256 K20256
   unique fam-7385 K20265 K20265
   unique fam-7386 K20266 K20266
   unique fam-7387 K20267 K20267
   unique fam-7388 K20268 K20268
   unique fam-7389 K20269 K20269
   unique fam-7390 K20270 K20270
   unique fam-7391 K20271 K20271
   unique fam-7392 K20272 K20272
   unique fam-7393 K20273 K20273
   unique fam-7394 K20274 K20274
   unique fam-7395 K20275 K20275
   unique fam-7396 K20276 K20276
   unique fam-7397 K20277 K20277
   unique fam-7398 K20321 K20321
   unique fam-7399 K20322 K20322
   unique fam-7400 K20323 K20323
   unique fam-7401 K20324 K20324
   unique fam-7402 K20325 K20325
   unique fam-7403 K20326 K20326
   unique fam-7404 K20327 K20327
   unique fam-7405 K20328 K20328
   unique fam-7406 K20329 K20329
   unique fam-7407 K20330 K20330
   unique fam-7408 K20331 K20331
   unique fam-7409 K20332 K20332
   unique fam-7410 K20333 K20333
   unique fam-7411 K20334 K20334
   unique fam-7412 K20335 K20335
   unique fam-7413 K20336 K20336
   unique fam-7414 K20337 K20337
   unique fam-7415 K20338 K20338
   unique fam-7416 K20341 K20341
   unique fam-7417 K20342 K20342
   unique fam-7418 K20343 K20343
   unique fam-7419 K20345 K20345
   unique fam-7420 K20373 K20373
   unique fam-7421 K20374 K20374
   unique fam-7422 K20375 K20375
   unique fam-7423 K20376 K20376
   unique fam-7424 K20377 K20377
   unique fam-7425 K20378 K20378
   unique fam-7426 K20379 K20379
   unique fam-7427 K20380 K20380
   unique fam-7428 K20381 K20381
   unique fam-7429 K20382 K20382
   unique fam-7430 K20383 K20383
   unique fam-7431 K20384 K20384
   unique fam-7432 K20385 K20385
   unique fam-7433 K20387 K20387
   unique fam-7434 K20388 K20388
   unique fam-7435 K20389 K20389
   unique fam-7436 K20390 K20390
   unique fam-7437 K20391 K20391
   unique fam-7438 K20480 K20480
   unique fam-7439 K20481 K20481
   unique fam-7440 K20527 K20527
   unique fam-7441 K20528 K20528
   unique fam-7442 K20529 K20529
   unique fam-7443 K20530 K20530
   unique fam-7444 K20531 K20531
   unique fam-7445 K20532 K20532
   unique fam-7446 K20533 K20533
   unique fam-7447 K20539 K20539
   unique fam-7448 K20540 K20540
   unique fam-7449 K20554 K20554
   unique fam-7450 K20555 K20555
   unique fam-7451 K23133 K23133
   unique fam-7452 K25873 K25873
>>>pathway-189[map02024; map02024] fam=283 unique-fam=126
pathway-190[map02025; map02025] fam=90
   unique fam-7453 K11890 K11890
   unique fam-7455 K11893 K11893
   unique fam-7456 K11895 K11895
   unique fam-7457 K11900 K11900
   unique fam-7458 K11901 K11901
   unique fam-7459 K11902 K11902
   unique fam-7465 K20968 K20968
   unique fam-7466 K20969 K20969
   unique fam-7467 K20970 K20970
   unique fam-7468 K20971 K20971
   unique fam-7469 K20972 K20972
   unique fam-7470 K20987 K20987
   unique fam-7471 K20998 K20998
   unique fam-7472 K21000 K21000
   unique fam-7473 K21003 K21003
   unique fam-7474 K21004 K21004
   unique fam-7475 K21005 K21005
   unique fam-7476 K21006 K21006
   unique fam-7477 K21007 K21007
   unique fam-7478 K21008 K21008
   unique fam-7479 K21009 K21009
   unique fam-7480 K21010 K21010
   unique fam-7481 K21011 K21011
   unique fam-7482 K21012 K21012
   unique fam-7483 K21019 K21019
   unique fam-7484 K21020 K21020
   unique fam-7485 K21021 K21021
   unique fam-7486 K21022 K21022
   unique fam-7487 K21023 K21023
   unique fam-7488 K21024 K21024
   unique fam-7489 K21025 K21025
   unique fam-7490 K23127 K23127
>>>pathway-190[map02025; map02025] fam=90 unique-fam=32
pathway-191[map02026; map02026] fam=61
   unique fam-7493 K03566 K03566
   unique fam-7494 K03567 K03567
   unique fam-7495 K04333 K04333
   unique fam-7496 K04334 K04334
   unique fam-7497 K04335 K04335
   unique fam-7498 K04336 K04336
   unique fam-7499 K04761 K04761
   unique fam-7500 K06204 K06204
   unique fam-7501 K11931 K11931
   unique fam-7502 K11935 K11935
   unique fam-7503 K12687 K12687
   unique fam-7504 K18502 K18502
   unique fam-7505 K18504 K18504
   unique fam-7506 K18509 K18509
   unique fam-7508 K18516 K18516
   unique fam-7509 K18518 K18518
   unique fam-7510 K18521 K18521
   unique fam-7511 K18522 K18522
   unique fam-7512 K18523 K18523
   unique fam-7513 K18528 K18528
   unique fam-7514 K18968 K18968
   unique fam-7515 K21084 K21084
   unique fam-7516 K21085 K21085
   unique fam-7517 K21086 K21086
   unique fam-7518 K21087 K21087
   unique fam-7519 K21088 K21088
   unique fam-7520 K21089 K21089
   unique fam-7521 K21090 K21090
   unique fam-7522 K21091 K21091
>>>pathway-191[map02026; map02026] fam=61 unique-fam=29
pathway-192[map02030; map02030] fam=26
   unique fam-7527 K03409 K03409
   unique fam-7528 K03410 K03410
   unique fam-7529 K03411 K03411
   unique fam-7530 K03414 K03414
>>>pathway-192[map02030; map02030] fam=26 unique-fam=4
pathway-193[map02040; map02040] fam=55
   unique fam-7531 K02386 K02386
   unique fam-7532 K02387 K02387
   unique fam-7533 K02388 K02388
   unique fam-7534 K02389 K02389
   unique fam-7535 K02390 K02390
   unique fam-7536 K02391 K02391
   unique fam-7537 K02392 K02392
   unique fam-7538 K02393 K02393
   unique fam-7539 K02394 K02394
   unique fam-7540 K02395 K02395
   unique fam-7541 K02396 K02396
   unique fam-7542 K02397 K02397
   unique fam-7543 K02399 K02399
   unique fam-7544 K02400 K02400
   unique fam-7545 K02401 K02401
   unique fam-7546 K02407 K02407
   unique fam-7547 K02408 K02408
   unique fam-7548 K02409 K02409
   unique fam-7549 K02411 K02411
   unique fam-7550 K02412 K02412
   unique fam-7551 K02413 K02413
   unique fam-7552 K02414 K02414
   unique fam-7553 K02415 K02415
   unique fam-7554 K02418 K02418
   unique fam-7555 K02419 K02419
   unique fam-7556 K02420 K02420
   unique fam-7557 K02421 K02421
   unique fam-7558 K02422 K02422
   unique fam-7559 K02423 K02423
   unique fam-7560 K03086 K03086
   unique fam-7561 K03516 K03516
   unique fam-7562 K09860 K09860
   unique fam-7563 K10564 K10564
   unique fam-7564 K10565 K10565
   unique fam-7565 K13820 K13820
   unique fam-7566 K21217 K21217
   unique fam-7567 K21218 K21218
   unique fam-7568 K24343 K24343
   unique fam-7569 K24344 K24344
   unique fam-7570 K24346 K24346
>>>pathway-193[map02040; map02040] fam=55 unique-fam=40
pathway-194[map02060; map02060] fam=72
   unique fam-7571 K02757 K02757
   unique fam-7572 K02784 K02784
   unique fam-7573 K02806 K02806
   unique fam-7574 K08483 K08483
   unique fam-7575 K08484 K08484
   unique fam-7576 K08485 K08485
   unique fam-7577 K11183 K11183
   unique fam-7578 K11200 K11200
   unique fam-7579 K19506 K19506
   unique fam-7580 K19507 K19507
   unique fam-7581 K19508 K19508
   unique fam-7582 K19509 K19509
   unique fam-7583 K20112 K20112
   unique fam-7584 K20113 K20113
   unique fam-7585 K20114 K20114
   unique fam-7586 K23993 K23993
>>>pathway-194[map02060; map02060] fam=72 unique-fam=16
pathway-195[map03008; map03008] fam=82
   unique fam-7587 K01164 K01164
   unique fam-7594 K03264 K03264
   unique fam-7595 K03537 K03537
   unique fam-7596 K03538 K03538
   unique fam-7597 K03539 K03539
   unique fam-7599 K06943 K06943
   unique fam-7600 K07178 K07178
   unique fam-7601 K07179 K07179
   unique fam-7604 K11108 K11108
   unique fam-7605 K11128 K11128
   unique fam-7606 K11129 K11129
   unique fam-7607 K11130 K11130
   unique fam-7608 K11131 K11131
   unique fam-7609 K11883 K11883
   unique fam-7613 K13288 K13288
   unique fam-7617 K14483 K14483
   unique fam-7618 K14521 K14521
   unique fam-7619 K14522 K14522
   unique fam-7620 K14523 K14523
   unique fam-7621 K14524 K14524
   unique fam-7622 K14525 K14525
   unique fam-7623 K14526 K14526
   unique fam-7624 K14527 K14527
   unique fam-7625 K14528 K14528
   unique fam-7626 K14530 K14530
   unique fam-7627 K14531 K14531
   unique fam-7628 K14532 K14532
   unique fam-7629 K14536 K14536
   unique fam-7630 K14537 K14537
   unique fam-7631 K14538 K14538
   unique fam-7632 K14539 K14539
   unique fam-7634 K14544 K14544
   unique fam-7635 K14545 K14545
   unique fam-7636 K14546 K14546
   unique fam-7637 K14547 K14547
   unique fam-7638 K14548 K14548
   unique fam-7639 K14549 K14549
   unique fam-7640 K14550 K14550
   unique fam-7641 K14551 K14551
   unique fam-7642 K14552 K14552
   unique fam-7643 K14553 K14553
   unique fam-7644 K14554 K14554
   unique fam-7645 K14555 K14555
   unique fam-7646 K14556 K14556
   unique fam-7647 K14557 K14557
   unique fam-7648 K14558 K14558
   unique fam-7649 K14559 K14559
   unique fam-7650 K14560 K14560
   unique fam-7651 K14561 K14561
   unique fam-7652 K14562 K14562
   unique fam-7653 K14563 K14563
   unique fam-7655 K14565 K14565
   unique fam-7656 K14566 K14566
   unique fam-7657 K14567 K14567
   unique fam-7658 K14568 K14568
   unique fam-7659 K14569 K14569
   unique fam-7660 K14570 K14570
   unique fam-7661 K14571 K14571
   unique fam-7662 K14572 K14572
   unique fam-7663 K14573 K14573
   unique fam-7664 K14574 K14574
   unique fam-7665 K14575 K14575
   unique fam-7666 K14576 K14576
   unique fam-7667 K14758 K14758
>>>pathway-195[map03008; map03008] fam=82 unique-fam=64
pathway-196[map03010; map03010] fam=143
   unique fam-7668 K01977 K01977
   unique fam-7669 K01980 K01980
   unique fam-7670 K01985 K01985
   unique fam-7671 K02863 K02863
   unique fam-7672 K02864 K02864
   unique fam-7675 K02867 K02867
   unique fam-7677 K02869 K02869
   unique fam-7679 K02871 K02871
   unique fam-7682 K02874 K02874
   unique fam-7684 K02876 K02876
   unique fam-7686 K02878 K02878
   unique fam-7687 K02879 K02879
   unique fam-7689 K02881 K02881
   unique fam-7692 K02884 K02884
   unique fam-7694 K02886 K02886
   unique fam-7695 K02887 K02887
   unique fam-7696 K02888 K02888
   unique fam-7698 K02890 K02890
   unique fam-7700 K02892 K02892
   unique fam-7703 K02895 K02895
   unique fam-7705 K02897 K02897
   unique fam-7707 K02899 K02899
   unique fam-7710 K02902 K02902
   unique fam-7712 K02904 K02904
   unique fam-7714 K02906 K02906
   unique fam-7715 K02907 K02907
   unique fam-7717 K02909 K02909
   unique fam-7719 K02911 K02911
   unique fam-7721 K02913 K02913
   unique fam-7722 K02914 K02914
   unique fam-7724 K02916 K02916
   unique fam-7727 K02919 K02919
   unique fam-7734 K02926 K02926
   unique fam-7739 K02931 K02931
   unique fam-7741 K02933 K02933
   unique fam-7743 K02935 K02935
   unique fam-7747 K02939 K02939
   unique fam-7752 K02944 K02944
   unique fam-7753 K02945 K02945
   unique fam-7754 K02946 K02946
   unique fam-7756 K02948 K02948
   unique fam-7758 K02950 K02950
   unique fam-7760 K02952 K02952
   unique fam-7762 K02954 K02954
   unique fam-7764 K02956 K02956
   unique fam-7767 K02959 K02959
   unique fam-7769 K02961 K02961
   unique fam-7771 K02963 K02963
   unique fam-7773 K02965 K02965
   unique fam-7775 K02967 K02967
   unique fam-7776 K02968 K02968
   unique fam-7778 K02970 K02970
   unique fam-7789 K02982 K02982
   unique fam-7793 K02986 K02986
   unique fam-7795 K02988 K02988
   unique fam-7797 K02990 K02990
   unique fam-7798 K02992 K02992
   unique fam-7800 K02994 K02994
   unique fam-7802 K02996 K02996
   unique fam-7805 K07590 K07590
>>>pathway-196[map03010; map03010] fam=143 unique-fam=60
pathway-197[map03013; map03013] fam=98
   unique fam-7824 K13151 K13151
   unique fam-7826 K13174 K13174
   unique fam-7827 K13175 K13175
   unique fam-7828 K13176 K13176
   unique fam-7830 K14288 K14288
   unique fam-7831 K14289 K14289
   unique fam-7832 K14291 K14291
   unique fam-7859 K14319 K14319
   unique fam-7860 K14320 K14320
   unique fam-7861 K14321 K14321
   unique fam-7872 K18460 K18460
   unique fam-7874 K18717 K18717
   unique fam-7875 K18718 K18718
   unique fam-7876 K18720 K18720
   unique fam-7877 K18721 K18721
   unique fam-7878 K18722 K18722
   unique fam-7880 K18724 K18724
   unique fam-7881 K18725 K18725
   unique fam-7882 K18727 K18727
   unique fam-7883 K18752 K18752
   unique fam-7884 K18755 K18755
   unique fam-7885 K20221 K20221
   unique fam-7886 K20222 K20222
   unique fam-7888 K20224 K20224
   unique fam-7889 K20724 K20724
   unique fam-7892 K24115 K24115
   unique fam-7893 K25129 K25129
   unique fam-7894 K25201 K25201
   unique fam-7895 K25202 K25202
   unique fam-7896 K25203 K25203
   unique fam-7897 K25204 K25204
>>>pathway-197[map03013; map03013] fam=98 unique-fam=31
pathway-198[map03015; map03015] fam=63
   unique fam-7898 K00565 K00565
   unique fam-7899 K03265 K03265
   unique fam-7900 K03267 K03267
   unique fam-7906 K06965 K06965
   unique fam-7907 K08873 K08873
   unique fam-7908 K11124 K11124
   unique fam-7909 K11125 K11125
   unique fam-7915 K13917 K13917
   unique fam-7916 K14376 K14376
   unique fam-7918 K14397 K14397
   unique fam-7920 K14399 K14399
   unique fam-7921 K14400 K14400
   unique fam-7922 K14401 K14401
   unique fam-7923 K14402 K14402
   unique fam-7924 K14403 K14403
   unique fam-7926 K14405 K14405
   unique fam-7927 K14406 K14406
   unique fam-7928 K14407 K14407
   unique fam-7929 K14408 K14408
   unique fam-7930 K14409 K14409
   unique fam-7931 K14411 K14411
   unique fam-7933 K14962 K14962
   unique fam-7934 K15541 K15541
   unique fam-7935 K15542 K15542
   unique fam-7936 K15543 K15543
   unique fam-7937 K15544 K15544
>>>pathway-198[map03015; map03015] fam=63 unique-fam=26
pathway-199[map03018; map03018] fam=79
   unique fam-7939 K00962 K00962
   unique fam-7940 K00970 K00970
   unique fam-7941 K01148 K01148
   unique fam-7942 K03514 K03514
   unique fam-7943 K03628 K03628
   unique fam-7944 K03654 K03654
   unique fam-7945 K03678 K03678
   unique fam-7946 K03679 K03679
   unique fam-7947 K03681 K03681
   unique fam-7948 K03732 K03732
   unique fam-7951 K05592 K05592
   unique fam-7952 K07573 K07573
   unique fam-7953 K08300 K08300
   unique fam-7954 K08311 K08311
   unique fam-7955 K10643 K10643
   unique fam-7956 K11600 K11600
   unique fam-7957 K11927 K11927
   unique fam-7958 K12571 K12571
   unique fam-7959 K12572 K12572
   unique fam-7960 K12573 K12573
   unique fam-7961 K12574 K12574
   unique fam-7962 K12580 K12580
   unique fam-7963 K12581 K12581
   unique fam-7964 K12584 K12584
   unique fam-7965 K12585 K12585
   unique fam-7966 K12586 K12586
   unique fam-7967 K12587 K12587
   unique fam-7968 K12589 K12589
   unique fam-7969 K12590 K12590
   unique fam-7970 K12591 K12591
   unique fam-7971 K12592 K12592
   unique fam-7972 K12593 K12593
   unique fam-7973 K12594 K12594
   unique fam-7974 K12596 K12596
   unique fam-7975 K12597 K12597
   unique fam-7976 K12598 K12598
   unique fam-7977 K12599 K12599
   unique fam-7978 K12600 K12600
   unique fam-7979 K12601 K12601
   unique fam-7980 K12602 K12602
   unique fam-7981 K12603 K12603
   unique fam-7982 K12604 K12604
   unique fam-7983 K12605 K12605
   unique fam-7984 K12606 K12606
   unique fam-7985 K12607 K12607
   unique fam-7986 K12608 K12608
   unique fam-7987 K12609 K12609
   unique fam-7988 K12610 K12610
   unique fam-7989 K12611 K12611
   unique fam-7990 K12612 K12612
   unique fam-7991 K12613 K12613
   unique fam-7992 K12614 K12614
   unique fam-7993 K12615 K12615
   unique fam-7994 K12616 K12616
   unique fam-7995 K12617 K12617
   unique fam-7996 K12620 K12620
   unique fam-8004 K14442 K14442
   unique fam-8005 K14443 K14443
   unique fam-8006 K18681 K18681
   unique fam-8007 K18682 K18682
>>>pathway-199[map03018; map03018] fam=79 unique-fam=60
pathway-200[map03020; map03020] fam=67
   unique fam-8008 K00960 K00960
   unique fam-8009 K02999 K02999
   unique fam-8010 K03000 K03000
   unique fam-8011 K03001 K03001
   unique fam-8012 K03002 K03002
   unique fam-8013 K03003 K03003
   unique fam-8014 K03004 K03004
   unique fam-8015 K03005 K03005
   unique fam-8038 K03040 K03040
   unique fam-8039 K03041 K03041
   unique fam-8040 K03042 K03042
   unique fam-8041 K03043 K03043
   unique fam-8042 K03044 K03044
   unique fam-8043 K03045 K03045
   unique fam-8044 K03046 K03046
   unique fam-8045 K03047 K03047
   unique fam-8046 K03048 K03048
   unique fam-8047 K03049 K03049
   unique fam-8048 K03050 K03050
   unique fam-8049 K03051 K03051
   unique fam-8050 K03052 K03052
   unique fam-8051 K03053 K03053
   unique fam-8052 K03055 K03055
   unique fam-8053 K03056 K03056
   unique fam-8054 K03058 K03058
   unique fam-8055 K03059 K03059
   unique fam-8056 K03060 K03060
   unique fam-8057 K13797 K13797
   unique fam-8058 K13798 K13798
   unique fam-8060 K16250 K16250
   unique fam-8061 K16251 K16251
   unique fam-8062 K16252 K16252
   unique fam-8063 K16253 K16253
   unique fam-8065 K21987 K21987
   unique fam-8073 K25304 K25304
   unique fam-8074 K25436 K25436
>>>pathway-200[map03020; map03020] fam=67 unique-fam=36
pathway-201[map03022; map03022] fam=36
   unique fam-8081 K03125 K03125
   unique fam-8082 K03126 K03126
   unique fam-8083 K03127 K03127
   unique fam-8084 K03128 K03128
   unique fam-8086 K03130 K03130
   unique fam-8087 K03131 K03131
   unique fam-8088 K03132 K03132
   unique fam-8089 K03133 K03133
   unique fam-8090 K03134 K03134
   unique fam-8091 K03135 K03135
   unique fam-8094 K03138 K03138
   unique fam-8095 K03139 K03139
   unique fam-8096 K03140 K03140
   unique fam-8106 K14535 K14535
   unique fam-8107 K14649 K14649
   unique fam-8108 K14650 K14650
   unique fam-8110 K23358 K23358
>>>pathway-201[map03022; map03022] fam=36 unique-fam=17
pathway-202[map03030; map03030] fam=60
   unique fam-8116 K02316 K02316
   unique fam-8117 K02319 K02319
   unique fam-8118 K02320 K02320
   unique fam-8119 K02321 K02321
   unique fam-8120 K02322 K02322
   unique fam-8121 K02323 K02323
   unique fam-8140 K02683 K02683
   unique fam-8141 K02684 K02684
   unique fam-8142 K02685 K02685
   unique fam-8144 K03469 K03469
   unique fam-8145 K03470 K03470
   unique fam-8146 K03471 K03471
   unique fam-8152 K04800 K04800
   unique fam-8153 K04801 K04801
   unique fam-8156 K10726 K10726
   unique fam-8160 K10742 K10742
   unique fam-8161 K10743 K10743
   unique fam-8162 K10744 K10744
   unique fam-8163 K10745 K10745
   unique fam-8169 K18882 K18882
>>>pathway-202[map03030; map03030] fam=60 unique-fam=20
pathway-203[map03040; map03040] fam=123
   unique fam-8172 K09564 K09564
   unique fam-8173 K09567 K09567
   unique fam-8178 K11091 K11091
   unique fam-8179 K11092 K11092
   unique fam-8180 K11093 K11093
   unique fam-8181 K11094 K11094
   unique fam-8182 K11095 K11095
   unique fam-8183 K11096 K11096
   unique fam-8184 K11097 K11097
   unique fam-8185 K11098 K11098
   unique fam-8186 K11099 K11099
   unique fam-8187 K11984 K11984
   unique fam-8188 K12662 K12662
   unique fam-8189 K12733 K12733
   unique fam-8191 K12811 K12811
   unique fam-8192 K12813 K12813
   unique fam-8193 K12814 K12814
   unique fam-8194 K12815 K12815
   unique fam-8195 K12816 K12816
   unique fam-8196 K12817 K12817
   unique fam-8197 K12818 K12818
   unique fam-8198 K12819 K12819
   unique fam-8199 K12820 K12820
   unique fam-8200 K12821 K12821
   unique fam-8201 K12822 K12822
   unique fam-8204 K12825 K12825
   unique fam-8205 K12826 K12826
   unique fam-8206 K12827 K12827
   unique fam-8207 K12828 K12828
   unique fam-8208 K12829 K12829
   unique fam-8209 K12830 K12830
   unique fam-8210 K12831 K12831
   unique fam-8211 K12832 K12832
   unique fam-8212 K12833 K12833
   unique fam-8213 K12834 K12834
   unique fam-8214 K12835 K12835
   unique fam-8216 K12837 K12837
   unique fam-8217 K12838 K12838
   unique fam-8218 K12839 K12839
   unique fam-8219 K12840 K12840
   unique fam-8220 K12841 K12841
   unique fam-8221 K12842 K12842
   unique fam-8222 K12843 K12843
   unique fam-8223 K12844 K12844
   unique fam-8224 K12846 K12846
   unique fam-8225 K12847 K12847
   unique fam-8226 K12848 K12848
   unique fam-8227 K12849 K12849
   unique fam-8228 K12850 K12850
   unique fam-8229 K12851 K12851
   unique fam-8230 K12852 K12852
   unique fam-8231 K12853 K12853
   unique fam-8232 K12854 K12854
   unique fam-8233 K12855 K12855
   unique fam-8234 K12856 K12856
   unique fam-8235 K12857 K12857
   unique fam-8236 K12858 K12858
   unique fam-8237 K12859 K12859
   unique fam-8238 K12860 K12860
   unique fam-8239 K12861 K12861
   unique fam-8240 K12862 K12862
   unique fam-8241 K12863 K12863
   unique fam-8242 K12864 K12864
   unique fam-8243 K12865 K12865
   unique fam-8244 K12866 K12866
   unique fam-8245 K12867 K12867
   unique fam-8246 K12868 K12868
   unique fam-8247 K12869 K12869
   unique fam-8248 K12870 K12870
   unique fam-8249 K12871 K12871
   unique fam-8250 K12872 K12872
   unique fam-8251 K12873 K12873
   unique fam-8252 K12874 K12874
   unique fam-8253 K12884 K12884
   unique fam-8254 K12885 K12885
   unique fam-8256 K12887 K12887
   unique fam-8257 K12888 K12888
   unique fam-8265 K12900 K12900
   unique fam-8266 K14276 K14276
   unique fam-8267 K14277 K14277
   unique fam-8268 K14278 K14278
   unique fam-8269 K14279 K14279
   unique fam-8270 K14280 K14280
   unique fam-8271 K19604 K19604
>>>pathway-203[map03040; map03040] fam=123 unique-fam=84
pathway-204[map03050; map03050] fam=49
   unique fam-8281 K02733 K02733
   unique fam-8288 K02740 K02740
   unique fam-8289 K02741 K02741
   unique fam-8307 K03420 K03420
   unique fam-8308 K03432 K03432
   unique fam-8309 K03433 K03433
   unique fam-8316 K06699 K06699
   unique fam-8317 K06700 K06700
   unique fam-8319 K11598 K11598
   unique fam-8320 K11599 K11599
   unique fam-8321 K13527 K13527
>>>pathway-204[map03050; map03050] fam=49 unique-fam=11
pathway-205[map03060; map03060] fam=39
   unique fam-8322 K01983 K01983
   unique fam-8325 K03100 K03100
   unique fam-8326 K03101 K03101
   unique fam-8327 K03104 K03104
   unique fam-8328 K03105 K03105
   unique fam-8329 K03107 K03107
   unique fam-8330 K03108 K03108
   unique fam-8331 K03109 K03109
   unique fam-8340 K09647 K09647
   unique fam-8341 K09648 K09648
   unique fam-8343 K12272 K12272
   unique fam-8345 K12946 K12946
   unique fam-8346 K12947 K12947
   unique fam-8347 K12948 K12948
   unique fam-8348 K13280 K13280
   unique fam-8350 K13431 K13431
>>>pathway-205[map03060; map03060] fam=39 unique-fam=16
pathway-206[map03070; map03070] fam=74
   unique fam-8362 K02464 K02464
   unique fam-8363 K02465 K02465
   unique fam-8364 K03194 K03194
   unique fam-8365 K03195 K03195
   unique fam-8368 K03198 K03198
   unique fam-8369 K03199 K03199
   unique fam-8370 K03200 K03200
   unique fam-8371 K03201 K03201
   unique fam-8372 K03202 K03202
   unique fam-8373 K03203 K03203
   unique fam-8374 K03204 K03204
   unique fam-8375 K03205 K03205
   unique fam-8376 K03219 K03219
   unique fam-8378 K03222 K03222
   unique fam-8379 K03223 K03223
   unique fam-8380 K03224 K03224
   unique fam-8381 K03225 K03225
   unique fam-8382 K03226 K03226
   unique fam-8383 K03227 K03227
   unique fam-8384 K03228 K03228
   unique fam-8385 K03229 K03229
   unique fam-8386 K03230 K03230
   unique fam-8387 K04056 K04056
   unique fam-8388 K04057 K04057
   unique fam-8389 K04058 K04058
   unique fam-8390 K04059 K04059
   unique fam-8392 K11016 K11016
   unique fam-8393 K11017 K11017
   unique fam-8395 K11892 K11892
   unique fam-8396 K11904 K11904
   unique fam-8397 K11906 K11906
   unique fam-8399 K12342 K12342
>>>pathway-206[map03070; map03070] fam=74 unique-fam=32
pathway-207[map03230; map03230] fam=119
   unique fam-8406 K19288 K19288
   unique fam-8407 K19358 K19358
   unique fam-8441 K23017 K23017
   unique fam-8449 K23454 K23454
   unique fam-8456 K24320 K24320
   unique fam-8457 K24324 K24324
   unique fam-8458 K24534 K24534
   unique fam-8471 K25001 K25001
   unique fam-8472 K25002 K25002
   unique fam-8494 K25125 K25125
   unique fam-8495 K25126 K25126
   unique fam-8496 K25127 K25127
   unique fam-8497 K25146 K25146
   unique fam-8498 K25160 K25160
   unique fam-8499 K25161 K25161
   unique fam-8500 K25281 K25281
   unique fam-8508 K25300 K25300
   unique fam-8510 K25302 K25302
   unique fam-8513 K25319 K25319
   unique fam-8517 K25804 K25804
   unique fam-8518 K25928 K25928
>>>pathway-207[map03230; map03230] fam=119 unique-fam=21
pathway-208[map03240; map03240] fam=130
   unique fam-8519 K18942 K18942
   unique fam-8520 K18943 K18943
   unique fam-8521 K18944 K18944
   unique fam-8522 K18945 K18945
   unique fam-8523 K18946 K18946
   unique fam-8524 K18947 K18947
   unique fam-8525 K18948 K18948
   unique fam-8526 K18949 K18949
   unique fam-8527 K18964 K18964
   unique fam-8528 K19442 K19442
   unique fam-8529 K21080 K21080
   unique fam-8530 K21082 K21082
   unique fam-8531 K21238 K21238
   unique fam-8532 K21313 K21313
   unique fam-8533 K21316 K21316
   unique fam-8534 K21502 K21502
   unique fam-8535 K21519 K21519
   unique fam-8536 K21923 K21923
   unique fam-8537 K24598 K24598
   unique fam-8538 K25235 K25235
   unique fam-8539 K25236 K25236
   unique fam-8540 K25237 K25237
   unique fam-8541 K25238 K25238
   unique fam-8542 K25239 K25239
   unique fam-8543 K25240 K25240
   unique fam-8544 K25241 K25241
   unique fam-8545 K25242 K25242
   unique fam-8546 K25243 K25243
   unique fam-8547 K25244 K25244
   unique fam-8548 K25245 K25245
   unique fam-8549 K25246 K25246
   unique fam-8550 K25247 K25247
   unique fam-8551 K25248 K25248
   unique fam-8552 K25249 K25249
   unique fam-8553 K25250 K25250
   unique fam-8554 K25251 K25251
   unique fam-8555 K25252 K25252
   unique fam-8556 K25253 K25253
   unique fam-8557 K25256 K25256
   unique fam-8558 K25257 K25257
   unique fam-8559 K25258 K25258
   unique fam-8560 K25259 K25259
   unique fam-8561 K25266 K25266
   unique fam-8562 K25267 K25267
   unique fam-8563 K25268 K25268
   unique fam-8564 K25269 K25269
   unique fam-8565 K25270 K25270
   unique fam-8566 K25280 K25280
   unique fam-8567 K25309 K25309
   unique fam-8568 K25310 K25310
   unique fam-8569 K25311 K25311
   unique fam-8570 K25312 K25312
   unique fam-8571 K25313 K25313
   unique fam-8572 K25320 K25320
   unique fam-8573 K25321 K25321
   unique fam-8574 K25322 K25322
   unique fam-8575 K25323 K25323
   unique fam-8576 K25324 K25324
   unique fam-8577 K25325 K25325
   unique fam-8578 K25326 K25326
   unique fam-8579 K25327 K25327
   unique fam-8580 K25328 K25328
   unique fam-8581 K25329 K25329
   unique fam-8582 K25330 K25330
   unique fam-8583 K25331 K25331
   unique fam-8584 K25332 K25332
   unique fam-8585 K25336 K25336
   unique fam-8586 K25337 K25337
   unique fam-8587 K25338 K25338
   unique fam-8588 K25339 K25339
   unique fam-8589 K25340 K25340
   unique fam-8590 K25341 K25341
   unique fam-8591 K25342 K25342
   unique fam-8592 K25345 K25345
   unique fam-8593 K25346 K25346
   unique fam-8594 K25347 K25347
   unique fam-8595 K25348 K25348
   unique fam-8596 K25521 K25521
>>>pathway-208[map03240; map03240] fam=130 unique-fam=78
pathway-209[map03250; map03250] fam=60
   unique fam-8597 K01349 K01349
   unique fam-8606 K10429 K10429
   unique fam-8616 K15171 K15171
   unique fam-8617 K15172 K15172
   unique fam-8618 K15179 K15179
   unique fam-8619 K15180 K15180
   unique fam-8620 K15181 K15181
   unique fam-8621 K15182 K15182
   unique fam-8622 K15183 K15183
   unique fam-8623 K15185 K15185
   unique fam-8626 K18739 K18739
   unique fam-8629 K25057 K25057
   unique fam-8630 K25655 K25655
   unique fam-8631 K25661 K25661
   unique fam-8632 K25663 K25663
   unique fam-8633 K25664 K25664
   unique fam-8634 K25665 K25665
   unique fam-8635 K25666 K25666
   unique fam-8636 K25667 K25667
>>>pathway-209[map03250; map03250] fam=60 unique-fam=19
pathway-210[map03320; map03320] fam=63
   unique fam-8654 K08752 K08752
   unique fam-8656 K08754 K08754
   unique fam-8657 K08755 K08755
   unique fam-8658 K08756 K08756
   unique fam-8663 K08762 K08762
   unique fam-8670 K09025 K09025
   unique fam-8671 K17284 K17284
   unique fam-8672 K20254 K20254
   unique fam-8673 K20255 K20255
>>>pathway-210[map03320; map03320] fam=63 unique-fam=9
pathway-211[map03410; map03410] fam=43
   unique fam-8674 K01142 K01142
   unique fam-8675 K01151 K01151
   unique fam-8676 K01246 K01246
   unique fam-8677 K01247 K01247
   unique fam-8680 K03575 K03575
   unique fam-8682 K03649 K03649
   unique fam-8683 K03652 K03652
   unique fam-8684 K03660 K03660
   unique fam-8685 K05522 K05522
   unique fam-8687 K10563 K10563
   unique fam-8688 K10567 K10567
   unique fam-8689 K10568 K10568
   unique fam-8690 K10569 K10569
   unique fam-8691 K10771 K10771
   unique fam-8692 K10772 K10772
   unique fam-8693 K10773 K10773
   unique fam-8694 K10776 K10776
   unique fam-8696 K10800 K10800
   unique fam-8697 K10801 K10801
   unique fam-8699 K10803 K10803
   unique fam-8700 K13529 K13529
   unique fam-8701 K20813 K20813
   unique fam-8702 K21929 K21929
>>>pathway-211[map03410; map03410] fam=43 unique-fam=23
pathway-212[map03420; map03420] fam=47
   unique fam-8705 K03701 K03701
   unique fam-8706 K03702 K03702
   unique fam-8707 K03703 K03703
   unique fam-8708 K03723 K03723
   unique fam-8714 K10838 K10838
   unique fam-8716 K10840 K10840
   unique fam-8717 K10841 K10841
   unique fam-8718 K10846 K10846
>>>pathway-212[map03420; map03420] fam=47 unique-fam=8
pathway-213[map03430; map03430] fam=44
   unique fam-8720 K01141 K01141
   unique fam-8721 K03555 K03555
   unique fam-8722 K03572 K03572
   unique fam-8723 K03573 K03573
   unique fam-8724 K03601 K03601
   unique fam-8725 K03602 K03602
   unique fam-8726 K06223 K06223
   unique fam-8727 K07456 K07456
   unique fam-8728 K08739 K08739
   unique fam-8729 K10746 K10746
   unique fam-8730 K10857 K10857
>>>pathway-213[map03430; map03430] fam=44 unique-fam=11
pathway-214[map03440; map03440] fam=72
   unique fam-8732 K01159 K01159
   unique fam-8733 K02317 K02317
   unique fam-8734 K02686 K02686
   unique fam-8736 K03550 K03550
   unique fam-8737 K03551 K03551
   unique fam-8738 K03553 K03553
   unique fam-8739 K03581 K03581
   unique fam-8740 K03582 K03582
   unique fam-8741 K03583 K03583
   unique fam-8742 K03584 K03584
   unique fam-8743 K03629 K03629
   unique fam-8744 K03655 K03655
   unique fam-8745 K04066 K04066
   unique fam-8746 K04067 K04067
   unique fam-8748 K06187 K06187
   unique fam-8751 K10683 K10683
   unique fam-8752 K10728 K10728
   unique fam-8757 K10869 K10869
   unique fam-8759 K10871 K10871
   unique fam-8760 K10873 K10873
   unique fam-8761 K10875 K10875
   unique fam-8762 K10877 K10877
   unique fam-8763 K10879 K10879
   unique fam-8764 K10880 K10880
   unique fam-8768 K10957 K10957
   unique fam-8769 K10958 K10958
   unique fam-8770 K10959 K10959
   unique fam-8772 K12173 K12173
   unique fam-8774 K19528 K19528
   unique fam-8775 K20773 K20773
   unique fam-8776 K20774 K20774
   unique fam-8777 K20775 K20775
   unique fam-8778 K20776 K20776
>>>pathway-214[map03440; map03440] fam=72 unique-fam=33
pathway-215[map03450; map03450] fam=19
   unique fam-8780 K01971 K01971
   unique fam-8781 K03513 K03513
   unique fam-8783 K10777 K10777
   unique fam-8784 K10884 K10884
   unique fam-8785 K10885 K10885
   unique fam-8786 K10886 K10886
   unique fam-8788 K10979 K10979
   unique fam-8789 K10980 K10980
   unique fam-8790 K10981 K10981
   unique fam-8791 K10982 K10982
   unique fam-8792 K10983 K10983
>>>pathway-215[map03450; map03450] fam=19 unique-fam=11
pathway-216[map03460; map03460] fam=54
   unique fam-8793 K03508 K03508
   unique fam-8794 K03510 K03510
   unique fam-8796 K03515 K03515
   unique fam-8799 K10484 K10484
   unique fam-8801 K10883 K10883
   unique fam-8802 K10888 K10888
   unique fam-8803 K10889 K10889
   unique fam-8804 K10890 K10890
   unique fam-8805 K10891 K10891
   unique fam-8806 K10892 K10892
   unique fam-8807 K10893 K10893
   unique fam-8808 K10894 K10894
   unique fam-8809 K10895 K10895
   unique fam-8810 K10896 K10896
   unique fam-8811 K10898 K10898
   unique fam-8812 K10905 K10905
   unique fam-8813 K10990 K10990
   unique fam-8814 K10993 K10993
   unique fam-8816 K11511 K11511
   unique fam-8817 K11832 K11832
   unique fam-8818 K13960 K13960
   unique fam-8819 K15078 K15078
   unique fam-8820 K15079 K15079
   unique fam-8821 K15360 K15360
   unique fam-8822 K15361 K15361
   unique fam-8823 K15363 K15363
   unique fam-8824 K15364 K15364
   unique fam-8825 K15365 K15365
   unique fam-8826 K16618 K16618
>>>pathway-216[map03460; map03460] fam=54 unique-fam=29
pathway-217[map04010; map04010] fam=235
   unique fam-8867 K04405 K04405
   unique fam-8868 K04406 K04406
   unique fam-8869 K04407 K04407
   unique fam-8870 K04408 K04408
   unique fam-8875 K04414 K04414
   unique fam-8882 K04423 K04423
   unique fam-8883 K04424 K04424
   unique fam-8884 K04425 K04425
   unique fam-8887 K04429 K04429
   unique fam-8892 K04434 K04434
   unique fam-8893 K04435 K04435
   unique fam-8894 K04436 K04436
   unique fam-8898 K04442 K04442
   unique fam-8909 K04457 K04457
   unique fam-8910 K04458 K04458
   unique fam-8912 K04460 K04460
   unique fam-8996 K17614 K17614
   unique fam-8997 K18018 K18018
   unique fam-8998 K18019 K18019
>>>pathway-217[map04010; map04010] fam=235 unique-fam=19
pathway-218[map04011; map04011] fam=91
   unique fam-9007 K01383 K01383
   unique fam-9018 K04627 K04627
   unique fam-9019 K06009 K06009
   unique fam-9028 K07973 K07973
   unique fam-9030 K09051 K09051
   unique fam-9031 K09265 K09265
   unique fam-9035 K11213 K11213
   unique fam-9036 K11215 K11215
   unique fam-9037 K11226 K11226
   unique fam-9039 K11228 K11228
   unique fam-9041 K11234 K11234
   unique fam-9042 K11235 K11235
   unique fam-9043 K11236 K11236
   unique fam-9044 K11237 K11237
   unique fam-9045 K11238 K11238
   unique fam-9046 K11239 K11239
   unique fam-9047 K11240 K11240
   unique fam-9048 K11241 K11241
   unique fam-9049 K11242 K11242
   unique fam-9050 K11243 K11243
   unique fam-9052 K11245 K11245
   unique fam-9053 K11246 K11246
   unique fam-9056 K15174 K15174
   unique fam-9057 K17971 K17971
   unique fam-9058 K19704 K19704
   unique fam-9059 K19806 K19806
   unique fam-9060 K19807 K19807
   unique fam-9061 K19812 K19812
   unique fam-9062 K19815 K19815
   unique fam-9063 K19816 K19816
   unique fam-9064 K19833 K19833
   unique fam-9065 K19838 K19838
   unique fam-9066 K19839 K19839
   unique fam-9067 K19840 K19840
   unique fam-9068 K19841 K19841
   unique fam-9069 K19842 K19842
   unique fam-9070 K19843 K19843
   unique fam-9071 K19844 K19844
   unique fam-9072 K19845 K19845
   unique fam-9073 K19846 K19846
   unique fam-9074 K19847 K19847
   unique fam-9075 K19848 K19848
   unique fam-9076 K19849 K19849
   unique fam-9077 K19850 K19850
   unique fam-9078 K19851 K19851
   unique fam-9079 K19860 K19860
>>>pathway-218[map04011; map04011] fam=91 unique-fam=46
pathway-219[map04012; map04012] fam=69
   unique fam-9092 K09783 K09783
>>>pathway-219[map04012; map04012] fam=69 unique-fam=1
pathway-220[map04013; map04013] fam=84
   unique fam-9106 K04623 K04623
   unique fam-9108 K05088 K05088
   unique fam-9113 K08545 K08545
   unique fam-9115 K08840 K08840
   unique fam-9116 K08892 K08892
   unique fam-9118 K09237 K09237
   unique fam-9120 K10176 K10176
   unique fam-9121 K12377 K12377
   unique fam-9122 K12378 K12378
   unique fam-9123 K12379 K12379
   unique fam-9133 K17512 K17512
   unique fam-9134 K17536 K17536
   unique fam-9135 K17608 K17608
   unique fam-9138 K20210 K20210
   unique fam-9139 K20211 K20211
   unique fam-9140 K20214 K20214
   unique fam-9141 K20220 K20220
   unique fam-9143 K20226 K20226
   unique fam-9144 K20227 K20227
   unique fam-9145 K20228 K20228
   unique fam-9146 K20229 K20229
   unique fam-9147 K20230 K20230
   unique fam-9148 K20231 K20231
   unique fam-9149 K20232 K20232
   unique fam-9150 K20233 K20233
   unique fam-9151 K20234 K20234
   unique fam-9152 K20235 K20235
>>>pathway-220[map04013; map04013] fam=84 unique-fam=27
pathway-221[map04014; map04014] fam=182
   unique fam-9191 K10632 K10632
   unique fam-9196 K17630 K17630
   unique fam-9197 K17631 K17631
   unique fam-9198 K17632 K17632
   unique fam-9199 K17633 K17633
   unique fam-9200 K17634 K17634
   unique fam-9201 K17635 K17635
   unique fam-9202 K17636 K17636
   unique fam-9204 K17638 K17638
   unique fam-9205 K19613 K19613
   unique fam-9207 K25768 K25768
   unique fam-9208 K25769 K25769
>>>pathway-221[map04014; map04014] fam=182 unique-fam=12
pathway-222[map04015; map04015] fam=162
   unique fam-9242 K06112 K06112
   unique fam-9257 K17697 K17697
   unique fam-9259 K17699 K17699
   unique fam-9260 K17700 K17700
   unique fam-9261 K17701 K17701
   unique fam-9262 K17702 K17702
   unique fam-9263 K17703 K17703
   unique fam-9266 K17706 K17706
>>>pathway-222[map04015; map04015] fam=162 unique-fam=8
pathway-223[map04016; map04016] fam=54
   unique fam-9291 K20535 K20535
   unique fam-9293 K20537 K20537
   unique fam-9294 K20538 K20538
   unique fam-9295 K20551 K20551
   unique fam-9296 K20553 K20553
   unique fam-9297 K20557 K20557
   unique fam-9298 K20558 K20558
   unique fam-9299 K20559 K20559
   unique fam-9300 K20599 K20599
   unique fam-9302 K20602 K20602
   unique fam-9303 K20603 K20603
   unique fam-9304 K20604 K20604
   unique fam-9305 K20605 K20605
   unique fam-9306 K20606 K20606
   unique fam-9308 K20714 K20714
   unique fam-9309 K20716 K20716
   unique fam-9310 K20717 K20717
   unique fam-9311 K20718 K20718
   unique fam-9312 K20725 K20725
   unique fam-9313 K20726 K20726
   unique fam-9314 K20727 K20727
   unique fam-9315 K20728 K20728
   unique fam-9316 K20729 K20729
>>>pathway-223[map04016; map04016] fam=54 unique-fam=23
pathway-224[map04020; map04020] fam=185
   unique fam-9376 K04993 K04993
   unique fam-9377 K04994 K04994
   unique fam-9378 K05100 K05100
   unique fam-9390 K05452 K05452
   unique fam-9405 K12042 K12042
   unique fam-9410 K16057 K16057
   unique fam-9411 K16058 K16058
   unique fam-9413 K16896 K16896
   unique fam-9414 K18196 K18196
   unique fam-9416 K23441 K23441
   unique fam-9420 K23468 K23468
>>>pathway-224[map04020; map04020] fam=185 unique-fam=11
pathway-225[map04022; map04022] fam=121
   unique fam-9441 K05001 K05001
>>>pathway-225[map04022; map04022] fam=121 unique-fam=1
pathway-226[map04024; map04024] fam=168
   unique fam-9479 K04328 K04328
   unique fam-9492 K04953 K04953
   unique fam-9519 K08401 K08401
   unique fam-9520 K08402 K08402
   unique fam-9524 K10042 K10042
   unique fam-9526 K13360 K13360
   unique fam-9531 K18435 K18435
>>>pathway-226[map04024; map04024] fam=168 unique-fam=7
pathway-227[map04060; map04060] fam=273
   unique fam-9609 K05142 K05142
   unique fam-9610 K05143 K05143
   unique fam-9611 K05144 K05144
   unique fam-9612 K05145 K05145
   unique fam-9613 K05146 K05146
   unique fam-9616 K05149 K05149
   unique fam-9621 K05154 K05154
   unique fam-9622 K05155 K05155
   unique fam-9623 K05156 K05156
   unique fam-9624 K05157 K05157
   unique fam-9625 K05160 K05160
   unique fam-9632 K05171 K05171
   unique fam-9633 K05172 K05172
   unique fam-9646 K05421 K05421
   unique fam-9671 K05446 K05446
   unique fam-9674 K05469 K05469
   unique fam-9675 K05470 K05470
   unique fam-9676 K05471 K05471
   unique fam-9677 K05472 K05472
   unique fam-9679 K05474 K05474
   unique fam-9683 K05478 K05478
   unique fam-9684 K05479 K05479
   unique fam-9686 K05481 K05481
   unique fam-9688 K05483 K05483
   unique fam-9689 K05484 K05484
   unique fam-9691 K05486 K05486
   unique fam-9692 K05487 K05487
   unique fam-9693 K05488 K05488
   unique fam-9700 K05495 K05495
   unique fam-9701 K05496 K05496
   unique fam-9702 K05497 K05497
   unique fam-9704 K05500 K05500
   unique fam-9705 K05503 K05503
   unique fam-9706 K05504 K05504
   unique fam-9733 K13594 K13594
   unique fam-9756 K22627 K22627
   unique fam-9757 K22628 K22628
   unique fam-9759 K22630 K22630
   unique fam-9760 K22631 K22631
   unique fam-9761 K22632 K22632
   unique fam-9766 K22670 K22670
   unique fam-9768 K22672 K22672
   unique fam-9769 K22673 K22673
   unique fam-9770 K22674 K22674
   unique fam-9772 K22679 K22679
>>>pathway-227[map04060; map04060] fam=273 unique-fam=45
pathway-228[map04061; map04061] fam=121
   unique fam-9781 K21040 K21040
   unique fam-9783 K21049 K21049
   unique fam-9785 K21538 K21538
   unique fam-9792 K22624 K22624
   unique fam-9796 K23381 K23381
   unique fam-9797 K23382 K23382
   unique fam-9798 K23391 K23391
   unique fam-9799 K23392 K23392
   unique fam-9800 K23426 K23426
   unique fam-9801 K23427 K23427
   unique fam-9802 K23428 K23428
   unique fam-9803 K23431 K23431
   unique fam-9804 K23432 K23432
   unique fam-9805 K23433 K23433
   unique fam-9806 K23434 K23434
>>>pathway-228[map04061; map04061] fam=121 unique-fam=15
pathway-229[map04062; map04062] fam=162
   unique fam-9818 K08891 K08891
   unique fam-9825 K12367 K12367
>>>pathway-229[map04062; map04062] fam=162 unique-fam=2
pathway-230[map04064; map04064] fam=97
   unique fam-9854 K16072 K16072
   unique fam-9856 K20912 K20912
   unique fam-9857 K20913 K20913
   unique fam-9858 K23324 K23324
>>>pathway-230[map04064; map04064] fam=97 unique-fam=4
pathway-231[map04066; map04066] fam=76
   unique fam-9871 K16451 K16451
>>>pathway-231[map04066; map04066] fam=76 unique-fam=1
pathway-232[map04068; map04068] fam=102
   unique fam-9890 K08861 K08861
   unique fam-9892 K08863 K08863
   unique fam-9894 K09385 K09385
   unique fam-9897 K10305 K10305
>>>pathway-232[map04068; map04068] fam=102 unique-fam=4
pathway-233[map04070; map04070] fam=55
   unique fam-9916 K13024 K13024
   unique fam-9917 K13084 K13084
>>>pathway-233[map04070; map04070] fam=55 unique-fam=2
pathway-234[map04071; map04071] fam=82
   unique fam-9926 K18953 K18953
>>>pathway-234[map04071; map04071] fam=82 unique-fam=1
pathway-235[map04072; map04072] fam=108
>>>pathway-235[map04072; map04072] fam=108 unique-fam=0
pathway-236[map04075; map04075] fam=45
   unique fam-9946 K13415 K13415
   unique fam-9947 K13463 K13463
   unique fam-9948 K13464 K13464
   unique fam-9949 K13946 K13946
   unique fam-9950 K14431 K14431
   unique fam-9951 K14432 K14432
   unique fam-9952 K14484 K14484
   unique fam-9953 K14485 K14485
   unique fam-9954 K14486 K14486
   unique fam-9955 K14487 K14487
   unique fam-9956 K14488 K14488
   unique fam-9957 K14489 K14489
   unique fam-9958 K14490 K14490
   unique fam-9959 K14491 K14491
   unique fam-9960 K14492 K14492
   unique fam-9961 K14493 K14493
   unique fam-9962 K14494 K14494
   unique fam-9963 K14495 K14495
   unique fam-9964 K14499 K14499
   unique fam-9965 K14500 K14500
   unique fam-9966 K14501 K14501
   unique fam-9967 K14502 K14502
   unique fam-9968 K14503 K14503
   unique fam-9969 K14504 K14504
   unique fam-9970 K14505 K14505
   unique fam-9971 K14506 K14506
   unique fam-9972 K14507 K14507
   unique fam-9973 K14508 K14508
   unique fam-9974 K14517 K14517
   unique fam-9975 K16189 K16189
>>>pathway-236[map04075; map04075] fam=45 unique-fam=30
pathway-237[map04080; map04080] fam=328
   unique fam-9979 K01352 K01352
   unique fam-9985 K04134 K04134
   unique fam-9988 K04148 K04148
   unique fam-9989 K04151 K04151
   unique fam-9990 K04152 K04152
   unique fam-9992 K04168 K04168
   unique fam-9993 K04170 K04170
   unique fam-9997 K04201 K04201
   unique fam-9998 K04202 K04202
   unique fam-9999 K04203 K04203
   unique fam-10000 K04205 K04205
   unique fam-10001 K04206 K04206
   unique fam-10002 K04207 K04207
   unique fam-10003 K04208 K04208
   unique fam-10004 K04210 K04210
   unique fam-10005 K04212 K04212
   unique fam-10006 K04214 K04214
   unique fam-10008 K04216 K04216
   unique fam-10010 K04220 K04220
   unique fam-10011 K04230 K04230
   unique fam-10012 K04231 K04231
   unique fam-10013 K04232 K04232
   unique fam-10016 K04238 K04238
   unique fam-10017 K04239 K04239
   unique fam-10018 K04240 K04240
   unique fam-10019 K04241 K04241
   unique fam-10024 K04272 K04272
   unique fam-10025 K04274 K04274
   unique fam-10026 K04276 K04276
   unique fam-10027 K04278 K04278
   unique fam-10031 K04287 K04287
   unique fam-10032 K04296 K04296
   unique fam-10033 K04299 K04299
   unique fam-10037 K04314 K04314
   unique fam-10038 K04320 K04320
   unique fam-10039 K04332 K04332
   unique fam-10042 K04582 K04582
   unique fam-10046 K04586 K04586
   unique fam-10048 K04589 K04589
   unique fam-10049 K04617 K04617
   unique fam-10050 K04803 K04803
   unique fam-10051 K04804 K04804
   unique fam-10054 K04807 K04807
   unique fam-10057 K04811 K04811
   unique fam-10058 K04812 K04812
   unique fam-10060 K04814 K04814
   unique fam-10062 K04816 K04816
   unique fam-10063 K04817 K04817
   unique fam-10064 K04818 K04818
   unique fam-10065 K05051 K05051
   unique fam-10066 K05052 K05052
   unique fam-10067 K05053 K05053
   unique fam-10068 K05054 K05054
   unique fam-10077 K05193 K05193
   unique fam-10078 K05194 K05194
   unique fam-10079 K05195 K05195
   unique fam-10080 K05196 K05196
   unique fam-10086 K05206 K05206
   unique fam-10089 K05223 K05223
   unique fam-10090 K05224 K05224
   unique fam-10093 K05229 K05229
   unique fam-10094 K05233 K05233
   unique fam-10095 K05234 K05234
   unique fam-10096 K05235 K05235
   unique fam-10097 K05238 K05238
   unique fam-10098 K05239 K05239
   unique fam-10099 K05240 K05240
   unique fam-10100 K05241 K05241
   unique fam-10101 K05244 K05244
   unique fam-10102 K05246 K05246
   unique fam-10103 K05247 K05247
   unique fam-10104 K05248 K05248
   unique fam-10105 K05249 K05249
   unique fam-10107 K05253 K05253
   unique fam-10108 K05257 K05257
   unique fam-10112 K05265 K05265
   unique fam-10113 K05266 K05266
   unique fam-10114 K05267 K05267
   unique fam-10115 K05268 K05268
   unique fam-10116 K05269 K05269
   unique fam-10119 K05771 K05771
   unique fam-10123 K08375 K08375
   unique fam-10124 K08376 K08376
   unique fam-10125 K08377 K08377
   unique fam-10126 K08378 K08378
   unique fam-10127 K08386 K08386
   unique fam-10128 K08387 K08387
   unique fam-10129 K08388 K08388
   unique fam-10135 K18832 K18832
   unique fam-10141 K23141 K23141
   unique fam-10142 K23142 K23142
   unique fam-10143 K23143 K23143
   unique fam-10144 K23681 K23681
   unique fam-10145 K23682 K23682
   unique fam-10146 K24267 K24267
   unique fam-10149 K25367 K25367
   unique fam-10150 K25368 K25368
   unique fam-10151 K25369 K25369
   unique fam-10152 K25370 K25370
   unique fam-10153 K25482 K25482
   unique fam-10154 K25690 K25690
   unique fam-10155 K25691 K25691
   unique fam-10156 K25692 K25692
   unique fam-10157 K25693 K25693
   unique fam-10158 K25694 K25694
   unique fam-10159 K25695 K25695
   unique fam-10160 K25696 K25696
>>>pathway-237[map04080; map04080] fam=328 unique-fam=107
pathway-238[map04110; map04110] fam=111
   unique fam-10200 K06629 K06629
   unique fam-10215 K09392 K09392
   unique fam-10216 K09993 K09993
>>>pathway-238[map04110; map04110] fam=111 unique-fam=3
pathway-239[map04111; map04111] fam=126
   unique fam-10224 K02179 K02179
   unique fam-10225 K02181 K02181
   unique fam-10227 K02307 K02307
   unique fam-10232 K02646 K02646
   unique fam-10239 K06647 K06647
   unique fam-10240 K06653 K06653
   unique fam-10241 K06654 K06654
   unique fam-10243 K06656 K06656
   unique fam-10244 K06657 K06657
   unique fam-10245 K06658 K06658
   unique fam-10251 K06667 K06667
   unique fam-10252 K06668 K06668
   unique fam-10253 K06672 K06672
   unique fam-10254 K06673 K06673
   unique fam-10255 K06674 K06674
   unique fam-10256 K06675 K06675
   unique fam-10257 K06676 K06676
   unique fam-10258 K06677 K06677
   unique fam-10259 K06678 K06678
   unique fam-10260 K06680 K06680
   unique fam-10261 K06681 K06681
   unique fam-10262 K06682 K06682
   unique fam-10266 K06686 K06686
   unique fam-10267 K06687 K06687
   unique fam-10268 K09175 K09175
   unique fam-10269 K09202 K09202
   unique fam-10271 K11272 K11272
   unique fam-10272 K12411 K12411
   unique fam-10273 K12413 K12413
   unique fam-10278 K12577 K12577
   unique fam-10279 K12578 K12578
   unique fam-10280 K18639 K18639
   unique fam-10281 K18669 K18669
   unique fam-10282 K18679 K18679
   unique fam-10283 K18680 K18680
>>>pathway-239[map04111; map04111] fam=126 unique-fam=35
pathway-240[map04112; map04112] fam=31
   unique fam-10284 K01338 K01338
   unique fam-10286 K02651 K02651
   unique fam-10287 K03531 K03531
   unique fam-10288 K03544 K03544
   unique fam-10289 K03588 K03588
   unique fam-10290 K03589 K03589
   unique fam-10291 K03590 K03590
   unique fam-10292 K06985 K06985
   unique fam-10293 K11749 K11749
   unique fam-10294 K13245 K13245
   unique fam-10295 K13581 K13581
   unique fam-10296 K13582 K13582
   unique fam-10297 K13583 K13583
   unique fam-10298 K13585 K13585
   unique fam-10299 K13586 K13586
   unique fam-10300 K13590 K13590
   unique fam-10301 K13591 K13591
   unique fam-10302 K13592 K13592
   unique fam-10303 K13593 K13593
>>>pathway-240[map04112; map04112] fam=31 unique-fam=19
pathway-241[map04113; map04113] fam=103
   unique fam-10304 K08139 K08139
   unique fam-10305 K09235 K09235
   unique fam-10307 K09358 K09358
   unique fam-10308 K09359 K09359
   unique fam-10309 K10872 K10872
   unique fam-10310 K10878 K10878
   unique fam-10311 K11582 K11582
   unique fam-10314 K12763 K12763
   unique fam-10315 K12764 K12764
   unique fam-10316 K12765 K12765
   unique fam-10317 K12766 K12766
   unique fam-10319 K12768 K12768
   unique fam-10320 K12769 K12769
   unique fam-10321 K12770 K12770
   unique fam-10322 K12771 K12771
   unique fam-10323 K12772 K12772
   unique fam-10324 K12773 K12773
   unique fam-10325 K12774 K12774
   unique fam-10326 K12775 K12775
   unique fam-10327 K12776 K12776
   unique fam-10328 K12777 K12777
   unique fam-10329 K12778 K12778
   unique fam-10330 K12779 K12779
   unique fam-10331 K12780 K12780
   unique fam-10332 K12781 K12781
   unique fam-10333 K12782 K12782
   unique fam-10334 K12783 K12783
>>>pathway-241[map04113; map04113] fam=103 unique-fam=27
pathway-242[map04114; map04114] fam=80
   unique fam-10341 K08836 K08836
   unique fam-10342 K10292 K10292
   unique fam-10343 K10318 K10318
   unique fam-10345 K11580 K11580
   unique fam-10346 K13054 K13054
   unique fam-10347 K13055 K13055
   unique fam-10348 K13056 K13056
>>>pathway-242[map04114; map04114] fam=80 unique-fam=7
pathway-243[map04115; map04115] fam=67
   unique fam-10349 K04596 K04596
   unique fam-10350 K06509 K06509
   unique fam-10352 K10128 K10128
   unique fam-10353 K10129 K10129
   unique fam-10354 K10133 K10133
   unique fam-10355 K10134 K10134
   unique fam-10356 K10135 K10135
   unique fam-10357 K10136 K10136
   unique fam-10358 K10137 K10137
   unique fam-10366 K10147 K10147
   unique fam-10369 K19748 K19748
   unique fam-10371 K22744 K22744
   unique fam-10372 K22745 K22745
>>>pathway-243[map04115; map04115] fam=67 unique-fam=13
pathway-244[map04120; map04120] fam=133
   unique fam-10373 K02207 K02207
   unique fam-10376 K03876 K03876
   unique fam-10383 K04649 K04649
   unique fam-10388 K05630 K05630
   unique fam-10391 K06688 K06688
   unique fam-10392 K07868 K07868
   unique fam-10393 K08285 K08285
   unique fam-10397 K10260 K10260
   unique fam-10398 K10264 K10264
   unique fam-10399 K10291 K10291
   unique fam-10400 K10447 K10447
   unique fam-10402 K10571 K10571
   unique fam-10403 K10573 K10573
   unique fam-10404 K10574 K10574
   unique fam-10406 K10576 K10576
   unique fam-10408 K10579 K10579
   unique fam-10410 K10581 K10581
   unique fam-10411 K10582 K10582
   unique fam-10412 K10583 K10583
   unique fam-10413 K10584 K10584
   unique fam-10414 K10585 K10585
   unique fam-10417 K10588 K10588
   unique fam-10418 K10589 K10589
   unique fam-10419 K10590 K10590
   unique fam-10420 K10592 K10592
   unique fam-10421 K10593 K10593
   unique fam-10422 K10594 K10594
   unique fam-10423 K10595 K10595
   unique fam-10424 K10596 K10596
   unique fam-10426 K10598 K10598
   unique fam-10427 K10600 K10600
   unique fam-10429 K10602 K10602
   unique fam-10432 K10607 K10607
   unique fam-10433 K10608 K10608
   unique fam-10436 K10613 K10613
   unique fam-10437 K10614 K10614
   unique fam-10438 K10615 K10615
   unique fam-10439 K10684 K10684
   unique fam-10440 K10685 K10685
   unique fam-10441 K10686 K10686
   unique fam-10442 K10687 K10687
   unique fam-10443 K10688 K10688
   unique fam-10445 K10699 K10699
   unique fam-10450 K20217 K20217
>>>pathway-244[map04120; map04120] fam=133 unique-fam=44
pathway-245[map04122; map04122] fam=29
   unique fam-10452 K00566 K00566
   unique fam-10453 K03154 K03154
   unique fam-10454 K03636 K03636
   unique fam-10455 K04085 K04085
   unique fam-10456 K07235 K07235
   unique fam-10457 K07236 K07236
   unique fam-10458 K07237 K07237
   unique fam-10459 K11179 K11179
   unique fam-10460 K11996 K11996
   unique fam-10461 K12161 K12161
   unique fam-10462 K14168 K14168
   unique fam-10463 K14169 K14169
   unique fam-10464 K14171 K14171
   unique fam-10465 K21028 K21028
   unique fam-10466 K21029 K21029
   unique fam-10467 K21140 K21140
   unique fam-10468 K21147 K21147
   unique fam-10469 K21148 K21148
   unique fam-10470 K21232 K21232
>>>pathway-245[map04122; map04122] fam=29 unique-fam=19
pathway-246[map04130; map04130] fam=35
   unique fam-10473 K08487 K08487
   unique fam-10475 K08489 K08489
   unique fam-10476 K08490 K08490
   unique fam-10480 K08495 K08495
   unique fam-10481 K08496 K08496
   unique fam-10482 K08497 K08497
   unique fam-10483 K08498 K08498
   unique fam-10484 K08499 K08499
   unique fam-10485 K08500 K08500
   unique fam-10486 K08501 K08501
   unique fam-10488 K08503 K08503
   unique fam-10489 K08504 K08504
   unique fam-10490 K08505 K08505
   unique fam-10491 K08506 K08506
   unique fam-10492 K08507 K08507
   unique fam-10495 K08510 K08510
   unique fam-10497 K08513 K08513
   unique fam-10498 K08514 K08514
   unique fam-10499 K08515 K08515
>>>pathway-246[map04130; map04130] fam=35 unique-fam=19
pathway-247[map04136; map04136] fam=23
>>>pathway-247[map04136; map04136] fam=23 unique-fam=0
pathway-248[map04137; map04137] fam=61
   unique fam-10527 K07871 K07871
   unique fam-10535 K11851 K11851
   unique fam-10537 K15465 K15465
   unique fam-10539 K15590 K15590
   unique fam-10541 K17771 K17771
   unique fam-10544 K17986 K17986
   unique fam-10545 K17987 K17987
   unique fam-10546 K19945 K19945
   unique fam-10548 K20168 K20168
   unique fam-10549 K21343 K21343
   unique fam-10550 K21347 K21347
   unique fam-10554 K21361 K21361
>>>pathway-248[map04137; map04137] fam=61 unique-fam=12
pathway-249[map04138; map04138] fam=82
   unique fam-10555 K01336 K01336
   unique fam-10556 K01381 K01381
   unique fam-10564 K06902 K06902
   unique fam-10565 K08329 K08329
   unique fam-10566 K08335 K08335
   unique fam-10567 K08338 K08338
   unique fam-10568 K08340 K08340
   unique fam-10569 K09464 K09464
   unique fam-10574 K16314 K16314
   unique fam-10576 K17607 K17607
   unique fam-10577 K17909 K17909
   unique fam-10580 K20177 K20177
   unique fam-10581 K20178 K20178
   unique fam-10588 K20195 K20195
   unique fam-10589 K21141 K21141
   unique fam-10590 K21143 K21143
   unique fam-10591 K21144 K21144
   unique fam-10592 K21145 K21145
   unique fam-10593 K21156 K21156
   unique fam-10594 K21157 K21157
   unique fam-10595 K21158 K21158
   unique fam-10596 K21197 K21197
>>>pathway-249[map04138; map04138] fam=82 unique-fam=22
pathway-250[map04139; map04139] fam=34
   unique fam-10597 K02332 K02332
   unique fam-10598 K08955 K08955
   unique fam-10600 K11841 K11841
   unique fam-10602 K17764 K17764
   unique fam-10603 K17765 K17765
   unique fam-10604 K17774 K17774
   unique fam-10605 K17775 K17775
   unique fam-10606 K17800 K17800
   unique fam-10607 K17984 K17984
   unique fam-10608 K18191 K18191
   unique fam-10609 K19708 K19708
   unique fam-10610 K19717 K19717
   unique fam-10611 K19718 K19718
>>>pathway-250[map04139; map04139] fam=34 unique-fam=13
pathway-251[map04140; map04140] fam=110
   unique fam-10618 K07920 K07920
   unique fam-10631 K19330 K19330
   unique fam-10633 K20868 K20868
   unique fam-10634 K21245 K21245
   unique fam-10636 K21247 K21247
   unique fam-10637 K21248 K21248
   unique fam-10638 K21249 K21249
   unique fam-10639 K21250 K21250
>>>pathway-251[map04140; map04140] fam=110 unique-fam=8
pathway-252[map04141; map04141] fam=144
   unique fam-10644 K01456 K01456
   unique fam-10648 K04571 K04571
   unique fam-10651 K07765 K07765
   unique fam-10656 K08288 K08288
   unique fam-10657 K08653 K08653
   unique fam-10660 K09485 K09485
   unique fam-10661 K09486 K09486
   unique fam-10663 K09502 K09502
   unique fam-10664 K09503 K09503
   unique fam-10666 K09508 K09508
   unique fam-10667 K09517 K09517
   unique fam-10668 K09518 K09518
   unique fam-10669 K09521 K09521
   unique fam-10671 K09525 K09525
   unique fam-10672 K09530 K09530
   unique fam-10673 K09541 K09541
   unique fam-10675 K09555 K09555
   unique fam-10676 K09556 K09556
   unique fam-10677 K09562 K09562
   unique fam-10678 K09580 K09580
   unique fam-10680 K09584 K09584
   unique fam-10681 K09586 K09586
   unique fam-10682 K10080 K10080
   unique fam-10683 K10081 K10081
   unique fam-10684 K10082 K10082
   unique fam-10685 K10084 K10084
   unique fam-10686 K10085 K10085
   unique fam-10687 K10086 K10086
   unique fam-10688 K10088 K10088
   unique fam-10689 K10100 K10100
   unique fam-10690 K10636 K10636
   unique fam-10691 K10661 K10661
   unique fam-10692 K10666 K10666
   unique fam-10694 K10976 K10976
   unique fam-10696 K11718 K11718
   unique fam-10698 K13249 K13249
   unique fam-10699 K13250 K13250
   unique fam-10700 K13251 K13251
   unique fam-10702 K13719 K13719
   unique fam-10703 K13984 K13984
   unique fam-10704 K13989 K13989
   unique fam-10705 K13993 K13993
   unique fam-10706 K13996 K13996
   unique fam-10707 K13999 K13999
   unique fam-10708 K14000 K14000
   unique fam-10709 K14001 K14001
   unique fam-10710 K14002 K14002
   unique fam-10711 K14003 K14003
   unique fam-10712 K14005 K14005
   unique fam-10713 K14006 K14006
   unique fam-10715 K14008 K14008
   unique fam-10717 K14010 K14010
   unique fam-10718 K14011 K14011
   unique fam-10719 K14012 K14012
   unique fam-10720 K14013 K14013
   unique fam-10721 K14014 K14014
   unique fam-10722 K14015 K14015
   unique fam-10723 K14016 K14016
   unique fam-10724 K14017 K14017
   unique fam-10725 K14018 K14018
   unique fam-10726 K14019 K14019
   unique fam-10727 K14020 K14020
   unique fam-10728 K14022 K14022
   unique fam-10729 K14023 K14023
   unique fam-10730 K14024 K14024
   unique fam-10731 K14025 K14025
   unique fam-10732 K14026 K14026
   unique fam-10733 K14027 K14027
   unique fam-10736 K24348 K24348
   unique fam-10737 K24349 K24349
   unique fam-10738 K24351 K24351
>>>pathway-252[map04141; map04141] fam=144 unique-fam=71
pathway-253[map04142; map04142] fam=108
   unique fam-10739 K01125 K01125
   unique fam-10740 K01158 K01158
   unique fam-10742 K01279 K01279
   unique fam-10750 K01382 K01382
   unique fam-10755 K06501 K06501
   unique fam-10756 K06546 K06546
   unique fam-10757 K06562 K06562
   unique fam-10759 K08239 K08239
   unique fam-10760 K08565 K08565
   unique fam-10763 K09599 K09599
   unique fam-10764 K09600 K09600
   unique fam-10765 K10087 K10087
   unique fam-10767 K12301 K12301
   unique fam-10768 K12307 K12307
   unique fam-10769 K12347 K12347
   unique fam-10770 K12381 K12381
   unique fam-10771 K12383 K12383
   unique fam-10772 K12384 K12384
   unique fam-10774 K12386 K12386
   unique fam-10775 K12387 K12387
   unique fam-10777 K12389 K12389
   unique fam-10778 K12390 K12390
   unique fam-10784 K12396 K12396
   unique fam-10785 K12397 K12397
   unique fam-10786 K12398 K12398
   unique fam-10787 K12399 K12399
   unique fam-10788 K12400 K12400
   unique fam-10789 K12401 K12401
   unique fam-10790 K12402 K12402
   unique fam-10791 K12403 K12403
   unique fam-10792 K12404 K12404
   unique fam-10795 K13444 K13444
   unique fam-10796 K19363 K19363
   unique fam-10798 K24155 K24155
   unique fam-10799 K24738 K24738
   unique fam-10800 K25442 K25442
>>>pathway-253[map04142; map04142] fam=108 unique-fam=36
pathway-254[map04144; map04144] fam=169
   unique fam-10806 K07876 K07876
   unique fam-10807 K07879 K07879
   unique fam-10808 K07891 K07891
   unique fam-10812 K07938 K07938
   unique fam-10813 K07939 K07939
   unique fam-10814 K07940 K07940
   unique fam-10815 K09526 K09526
   unique fam-10816 K10364 K10364
   unique fam-10817 K10365 K10365
   unique fam-10819 K11247 K11247
   unique fam-10824 K11866 K11866
   unique fam-10825 K11981 K11981
   unique fam-10826 K12184 K12184
   unique fam-10827 K12185 K12185
   unique fam-10828 K12186 K12186
   unique fam-10829 K12187 K12187
   unique fam-10830 K12188 K12188
   unique fam-10831 K12189 K12189
   unique fam-10832 K12190 K12190
   unique fam-10838 K12199 K12199
   unique fam-10839 K12469 K12469
   unique fam-10840 K12470 K12470
   unique fam-10841 K12471 K12471
   unique fam-10842 K12472 K12472
   unique fam-10845 K12475 K12475
   unique fam-10846 K12476 K12476
   unique fam-10847 K12477 K12477
   unique fam-10849 K12480 K12480
   unique fam-10850 K12481 K12481
   unique fam-10851 K12482 K12482
   unique fam-10852 K12483 K12483
   unique fam-10853 K12484 K12484
   unique fam-10854 K12485 K12485
   unique fam-10855 K12486 K12486
   unique fam-10858 K12489 K12489
   unique fam-10859 K12491 K12491
   unique fam-10860 K12492 K12492
   unique fam-10861 K12493 K12493
   unique fam-10863 K12495 K12495
   unique fam-10868 K17917 K17917
   unique fam-10869 K17918 K17918
   unique fam-10870 K17919 K17919
   unique fam-10871 K17920 K17920
   unique fam-10872 K18439 K18439
   unique fam-10873 K18440 K18440
   unique fam-10874 K18442 K18442
   unique fam-10875 K18443 K18443
   unique fam-10877 K18462 K18462
   unique fam-10879 K18464 K18464
   unique fam-10880 K18465 K18465
   unique fam-10881 K18466 K18466
   unique fam-10882 K18467 K18467
   unique fam-10883 K18468 K18468
   unique fam-10884 K19366 K19366
   unique fam-10885 K19367 K19367
   unique fam-10886 K19368 K19368
   unique fam-10888 K19476 K19476
   unique fam-10889 K21269 K21269
>>>pathway-254[map04144; map04144] fam=169 unique-fam=58
pathway-255[map04145; map04145] fam=95
   unique fam-10902 K06558 K06558
   unique fam-10912 K10062 K10062
   unique fam-10913 K10066 K10066
   unique fam-10915 K10068 K10068
   unique fam-10924 K13813 K13813
   unique fam-10927 K13884 K13884
>>>pathway-255[map04145; map04145] fam=95 unique-fam=6
pathway-256[map04146; map04146] fam=74
   unique fam-10930 K00308 K00308
   unique fam-10931 K00477 K00477
   unique fam-10932 K00624 K00624
   unique fam-10934 K05940 K05940
   unique fam-10935 K06664 K06664
   unique fam-10936 K07753 K07753
   unique fam-10937 K11187 K11187
   unique fam-10938 K12261 K12261
   unique fam-10939 K12663 K12663
   unique fam-10940 K13237 K13237
   unique fam-10942 K13335 K13335
   unique fam-10943 K13336 K13336
   unique fam-10944 K13337 K13337
   unique fam-10945 K13338 K13338
   unique fam-10946 K13339 K13339
   unique fam-10947 K13340 K13340
   unique fam-10948 K13341 K13341
   unique fam-10949 K13342 K13342
   unique fam-10950 K13343 K13343
   unique fam-10951 K13344 K13344
   unique fam-10952 K13345 K13345
   unique fam-10953 K13346 K13346
   unique fam-10954 K13347 K13347
   unique fam-10955 K13348 K13348
   unique fam-10956 K13349 K13349
   unique fam-10957 K13350 K13350
   unique fam-10958 K13351 K13351
   unique fam-10959 K13352 K13352
   unique fam-10960 K13353 K13353
   unique fam-10961 K13354 K13354
   unique fam-10962 K13355 K13355
   unique fam-10963 K17879 K17879
   unique fam-10964 K22587 K22587
>>>pathway-256[map04146; map04146] fam=74 unique-fam=33
pathway-257[map04150; map04150] fam=117
   unique fam-10989 K08267 K08267
   unique fam-10993 K10421 K10421
   unique fam-10995 K14995 K14995
   unique fam-10996 K15705 K15705
   unique fam-10997 K16344 K16344
   unique fam-10999 K20064 K20064
   unique fam-11000 K20396 K20396
   unique fam-11001 K20397 K20397
   unique fam-11002 K20398 K20398
   unique fam-11003 K20399 K20399
   unique fam-11004 K20400 K20400
   unique fam-11005 K20401 K20401
   unique fam-11006 K20403 K20403
   unique fam-11007 K20404 K20404
   unique fam-11008 K20405 K20405
   unique fam-11009 K20406 K20406
   unique fam-11010 K20407 K20407
   unique fam-11011 K20408 K20408
   unique fam-11012 K20409 K20409
   unique fam-11013 K20410 K20410
   unique fam-11014 K20411 K20411
   unique fam-11015 K23080 K23080
   unique fam-11016 K23081 K23081
>>>pathway-257[map04150; map04150] fam=117 unique-fam=23
pathway-258[map04151; map04151] fam=263
   unique fam-11055 K09420 K09420
   unique fam-11056 K09554 K09554
   unique fam-11057 K10167 K10167
   unique fam-11060 K16340 K16340
   unique fam-11061 K16836 K16836
   unique fam-11062 K16837 K16837
   unique fam-11065 K23692 K23692
>>>pathway-258[map04151; map04151] fam=263 unique-fam=7
pathway-259[map04152; map04152] fam=85
   unique fam-11071 K07877 K07877
   unique fam-11072 K07881 K07881
   unique fam-11075 K18341 K18341
   unique fam-11076 K25893 K25893
>>>pathway-259[map04152; map04152] fam=85 unique-fam=4
pathway-260[map04210; map04210] fam=110
   unique fam-11077 K01173 K01173
   unique fam-11079 K02186 K02186
   unique fam-11080 K02310 K02310
   unique fam-11081 K02311 K02311
   unique fam-11082 K02374 K02374
   unique fam-11083 K02512 K02512
   unique fam-11088 K06114 K06114
>>>pathway-260[map04210; map04210] fam=110 unique-fam=7
pathway-261[map04211; map04211] fam=68
>>>pathway-261[map04211; map04211] fam=68 unique-fam=0
pathway-262[map04212; map04212] fam=57
   unique fam-11099 K13113 K13113
   unique fam-11100 K14035 K14035
   unique fam-11104 K17794 K17794
   unique fam-11105 K19762 K19762
   unique fam-11106 K19763 K19763
   unique fam-11108 K19765 K19765
   unique fam-11113 K19770 K19770
   unique fam-11114 K19771 K19771
   unique fam-11115 K19772 K19772
   unique fam-11116 K19773 K19773
   unique fam-11117 K19774 K19774
   unique fam-11118 K22878 K22878
>>>pathway-262[map04212; map04212] fam=57 unique-fam=12
pathway-263[map04213; map04213] fam=58
   unique fam-11119 K03695 K03695
   unique fam-11120 K18644 K18644
   unique fam-11121 K19798 K19798
   unique fam-11122 K19805 K19805
>>>pathway-263[map04213; map04213] fam=58 unique-fam=4
pathway-264[map04214; map04214] fam=56
   unique fam-11123 K01527 K01527
   unique fam-11126 K03262 K03262
   unique fam-11127 K03386 K03386
   unique fam-11129 K09428 K09428
   unique fam-11132 K14030 K14030
   unique fam-11133 K14034 K14034
   unique fam-11138 K20010 K20010
   unique fam-11140 K20015 K20015
   unique fam-11143 K20019 K20019
>>>pathway-264[map04214; map04214] fam=56 unique-fam=9
pathway-265[map04215; map04215] fam=40
   unique fam-11144 K04489 K04489
   unique fam-11145 K20094 K20094
   unique fam-11146 K20104 K20104
>>>pathway-265[map04215; map04215] fam=40 unique-fam=3
pathway-266[map04216; map04216] fam=33
   unique fam-11152 K13162 K13162
   unique fam-11154 K13869 K13869
   unique fam-11158 K18495 K18495
>>>pathway-266[map04216; map04216] fam=33 unique-fam=3
pathway-267[map04217; map04217] fam=97
   unique fam-11175 K17595 K17595
   unique fam-11178 K21634 K21634
>>>pathway-267[map04217; map04217] fam=97 unique-fam=2
pathway-268[map04218; map04218] fam=117
   unique fam-11180 K08826 K08826
   unique fam-11181 K09406 K09406
   unique fam-11182 K10752 K10752
   unique fam-11183 K10903 K10903
   unique fam-11184 K10994 K10994
   unique fam-11185 K10995 K10995
   unique fam-11186 K18753 K18753
   unique fam-11188 K21769 K21769
   unique fam-11189 K21773 K21773
   unique fam-11190 K21774 K21774
   unique fam-11191 K21775 K21775
   unique fam-11192 K21776 K21776
>>>pathway-268[map04218; map04218] fam=117 unique-fam=12
pathway-269[map04260; map04260] fam=67
   unique fam-11199 K12041 K12041
>>>pathway-269[map04260; map04260] fam=67 unique-fam=1
pathway-270[map04261; map04261] fam=95
   unique fam-11204 K04838 K04838
   unique fam-11205 K04839 K04839
   unique fam-11206 K04845 K04845
   unique fam-11207 K04848 K04848
   unique fam-11208 K04894 K04894
   unique fam-11211 K09052 K09052
>>>pathway-270[map04261; map04261] fam=95 unique-fam=6
pathway-271[map04270; map04270] fam=96
   unique fam-11213 K08447 K08447
   unique fam-11214 K08448 K08448
   unique fam-11215 K08449 K08449
   unique fam-11218 K12315 K12315
   unique fam-11219 K12327 K12327
   unique fam-11220 K12328 K12328
>>>pathway-271[map04270; map04270] fam=96 unique-fam=6
pathway-272[map04310; map04310] fam=122
   unique fam-11227 K00181 K00181
   unique fam-11229 K01645 K01645
   unique fam-11230 K01691 K01691
   unique fam-11234 K02166 K02166
   unique fam-11235 K02176 K02176
   unique fam-11236 K02185 K02185
   unique fam-11237 K02222 K02222
   unique fam-11243 K03344 K03344
   unique fam-11244 K04308 K04308
   unique fam-11245 K04309 K04309
   unique fam-11250 K04493 K04493
   unique fam-11251 K04494 K04494
   unique fam-11252 K04495 K04495
   unique fam-11254 K04499 K04499
   unique fam-11257 K04507 K04507
   unique fam-11258 K04510 K04510
   unique fam-11259 K04511 K04511
   unique fam-11260 K04512 K04512
   unique fam-11261 K05122 K05122
   unique fam-11262 K05123 K05123
   unique fam-11264 K08110 K08110
   unique fam-11265 K08399 K08399
   unique fam-11268 K15694 K15694
   unique fam-11269 K16273 K16273
   unique fam-11271 K19471 K19471
   unique fam-11272 K19614 K19614
   unique fam-11273 K19626 K19626
   unique fam-11274 K19882 K19882
   unique fam-11275 K22471 K22471
   unique fam-11276 K23097 K23097
   unique fam-11277 K23098 K23098
   unique fam-11278 K23099 K23099
   unique fam-11279 K23402 K23402
   unique fam-11280 K23491 K23491
   unique fam-11281 K25481 K25481
   unique fam-11282 K25811 K25811
   unique fam-11283 K25812 K25812
>>>pathway-272[map04310; map04310] fam=122 unique-fam=37
pathway-273[map04320; map04320] fam=28
   unique fam-11284 K02098 K02098
   unique fam-11285 K02156 K02156
   unique fam-11286 K02175 K02175
   unique fam-11287 K02177 K02177
   unique fam-11288 K02184 K02184
   unique fam-11289 K02215 K02215
   unique fam-11290 K02359 K02359
   unique fam-11291 K02360 K02360
   unique fam-11292 K02524 K02524
   unique fam-11293 K03102 K03102
   unique fam-11294 K23461 K23461
>>>pathway-273[map04320; map04320] fam=28 unique-fam=11
pathway-274[map04330; map04330] fam=33
   unique fam-11299 K06057 K06057
   unique fam-11300 K06058 K06058
   unique fam-11303 K06064 K06064
>>>pathway-274[map04330; map04330] fam=33 unique-fam=3
pathway-275[map04340; map04340] fam=45
   unique fam-11313 K06232 K06232
   unique fam-11315 K08439 K08439
   unique fam-11318 K10394 K10394
   unique fam-11323 K11990 K11990
   unique fam-11326 K19605 K19605
   unique fam-11327 K19608 K19608
   unique fam-11329 K20033 K20033
   unique fam-11330 K23663 K23663
   unique fam-11331 K23664 K23664
   unique fam-11332 K23852 K23852
   unique fam-11333 K24677 K24677
   unique fam-11335 K24679 K24679
   unique fam-11337 K24706 K24706
>>>pathway-275[map04340; map04340] fam=45 unique-fam=13
pathway-276[map04341; map04341] fam=26
   unique fam-11338 K06224 K06224
   unique fam-11339 K06227 K06227
   unique fam-11340 K06228 K06228
   unique fam-11341 K09319 K09319
   unique fam-11342 K16799 K16799
   unique fam-11343 K20244 K20244
   unique fam-11344 K20245 K20245
>>>pathway-276[map04341; map04341] fam=26 unique-fam=7
pathway-277[map04350; map04350] fam=83
   unique fam-11345 K04657 K04657
   unique fam-11346 K04658 K04658
   unique fam-11348 K04661 K04661
   unique fam-11351 K04677 K04677
   unique fam-11352 K04686 K04686
   unique fam-11354 K06825 K06825
   unique fam-11355 K06847 K06847
   unique fam-11356 K08121 K08121
   unique fam-11362 K17696 K17696
   unique fam-11363 K19383 K19383
   unique fam-11364 K19553 K19553
   unique fam-11365 K19558 K19558
   unique fam-11366 K19559 K19559
   unique fam-11369 K23100 K23100
   unique fam-11370 K23106 K23106
   unique fam-11371 K23318 K23318
   unique fam-11372 K23377 K23377
>>>pathway-277[map04350; map04350] fam=83 unique-fam=17
pathway-278[map04360; map04360] fam=128
   unique fam-11378 K05102 K05102
   unique fam-11379 K05104 K05104
   unique fam-11380 K05105 K05105
   unique fam-11381 K05106 K05106
   unique fam-11382 K05107 K05107
   unique fam-11383 K05108 K05108
   unique fam-11384 K05109 K05109
   unique fam-11386 K05111 K05111
   unique fam-11387 K05112 K05112
   unique fam-11388 K05113 K05113
   unique fam-11389 K05114 K05114
   unique fam-11390 K05463 K05463
   unique fam-11395 K06521 K06521
   unique fam-11396 K06529 K06529
   unique fam-11398 K06572 K06572
   unique fam-11400 K06753 K06753
   unique fam-11402 K06755 K06755
   unique fam-11404 K06820 K06820
   unique fam-11405 K06821 K06821
   unique fam-11406 K06838 K06838
   unique fam-11408 K06840 K06840
   unique fam-11409 K06841 K06841
   unique fam-11410 K06842 K06842
   unique fam-11412 K06844 K06844
   unique fam-11413 K06845 K06845
   unique fam-11414 K06850 K06850
   unique fam-11415 K07520 K07520
   unique fam-11416 K07521 K07521
   unique fam-11419 K07524 K07524
   unique fam-11420 K07525 K07525
   unique fam-11421 K07526 K07526
   unique fam-11422 K07527 K07527
   unique fam-11423 K07528 K07528
   unique fam-11424 K07529 K07529
   unique fam-11425 K07530 K07530
   unique fam-11426 K07531 K07531
   unique fam-11431 K24609 K24609
>>>pathway-278[map04360; map04360] fam=128 unique-fam=37
pathway-279[map04361; map04361] fam=59
   unique fam-11433 K09442 K09442
   unique fam-11434 K10393 K10393
   unique fam-11435 K10693 K10693
   unique fam-11436 K11593 K11593
   unique fam-11441 K23439 K23439
   unique fam-11442 K23479 K23479
   unique fam-11443 K23480 K23480
   unique fam-11444 K23488 K23488
   unique fam-11445 K23489 K23489
>>>pathway-279[map04361; map04361] fam=59 unique-fam=9
pathway-280[map04370; map04370] fam=39
   unique fam-11446 K08273 K08273
>>>pathway-280[map04370; map04370] fam=39 unique-fam=1
pathway-281[map04371; map04371] fam=105
>>>pathway-281[map04371; map04371] fam=105 unique-fam=0
pathway-282[map04380; map04380] fam=99
   unique fam-11454 K06551 K06551
   unique fam-11459 K09030 K09030
   unique fam-11461 K14377 K14377
   unique fam-11462 K14378 K14378
   unique fam-11463 K14380 K14380
>>>pathway-282[map04380; map04380] fam=99 unique-fam=5
pathway-283[map04390; map04390] fam=115
   unique fam-11473 K16144 K16144
   unique fam-11485 K16823 K16823
>>>pathway-283[map04390; map04390] fam=115 unique-fam=2
pathway-284[map04391; map04391] fam=53
   unique fam-11488 K05628 K05628
   unique fam-11490 K09236 K09236
   unique fam-11494 K16672 K16672
   unique fam-11495 K16673 K16673
   unique fam-11496 K16674 K16674
   unique fam-11497 K16675 K16675
   unique fam-11498 K16676 K16676
   unique fam-11499 K16677 K16677
   unique fam-11500 K16680 K16680
   unique fam-11502 K16688 K16688
>>>pathway-284[map04391; map04391] fam=53 unique-fam=10
pathway-285[map04392; map04392] fam=25
   unique fam-11504 K20236 K20236
   unique fam-11505 K20237 K20237
>>>pathway-285[map04392; map04392] fam=25 unique-fam=2
pathway-286[map04510; map04510] fam=149
   unique fam-11510 K06273 K06273
   unique fam-11511 K06275 K06275
>>>pathway-286[map04510; map04510] fam=149 unique-fam=2
pathway-287[map04512; map04512] fam=65
   unique fam-11517 K06254 K06254
   unique fam-11521 K06258 K06258
   unique fam-11528 K06266 K06266
   unique fam-11529 K06267 K06267
   unique fam-11530 K06824 K06824
   unique fam-11532 K23328 K23328
   unique fam-11533 K23379 K23379
   unique fam-11534 K23380 K23380
   unique fam-11535 K23573 K23573
>>>pathway-287[map04512; map04512] fam=65 unique-fam=9
pathway-288[map04514; map04514] fam=109
   unique fam-11545 K06456 K06456
   unique fam-11552 K06477 K06477
   unique fam-11554 K06486 K06486
   unique fam-11558 K06495 K06495
   unique fam-11565 K06539 K06539
   unique fam-11567 K06547 K06547
   unique fam-11568 K06548 K06548
   unique fam-11569 K06567 K06567
   unique fam-11571 K06708 K06708
   unique fam-11578 K06746 K06746
   unique fam-11579 K06747 K06747
   unique fam-11580 K06756 K06756
   unique fam-11581 K06757 K06757
   unique fam-11582 K06759 K06759
   unique fam-11583 K06760 K06760
   unique fam-11584 K06770 K06770
   unique fam-11585 K06771 K06771
   unique fam-11586 K06775 K06775
   unique fam-11587 K06777 K06777
   unique fam-11588 K06778 K06778
   unique fam-11590 K06780 K06780
   unique fam-11591 K06781 K06781
   unique fam-11594 K06791 K06791
   unique fam-11595 K06793 K06793
   unique fam-11596 K06796 K06796
   unique fam-11597 K06797 K06797
   unique fam-11598 K06809 K06809
   unique fam-11599 K06815 K06815
   unique fam-11600 K06816 K06816
   unique fam-11601 K07377 K07377
   unique fam-11602 K07378 K07378
   unique fam-11603 K07379 K07379
   unique fam-11604 K07380 K07380
   unique fam-11605 K16337 K16337
   unique fam-11606 K16350 K16350
   unique fam-11607 K16360 K16360
   unique fam-11608 K23268 K23268
   unique fam-11609 K25832 K25832
   unique fam-11610 K25833 K25833
   unique fam-11611 K25834 K25834
   unique fam-11612 K25835 K25835
   unique fam-11613 K25836 K25836
   unique fam-11614 K25837 K25837
>>>pathway-288[map04514; map04514] fam=109 unique-fam=43
pathway-289[map04520; map04520] fam=63
   unique fam-11616 K05694 K05694
   unique fam-11621 K05705 K05705
   unique fam-11622 K05707 K05707
   unique fam-11626 K06084 K06084
   unique fam-11627 K06085 K06085
   unique fam-11628 K06593 K06593
   unique fam-11629 K08889 K08889
>>>pathway-289[map04520; map04520] fam=63 unique-fam=7
pathway-290[map04530; map04530] fam=106
   unique fam-11634 K06097 K06097
   unique fam-11636 K06099 K06099
   unique fam-11637 K06102 K06102
   unique fam-11638 K06104 K06104
   unique fam-11639 K06105 K06105
   unique fam-11641 K06109 K06109
   unique fam-11644 K07839 K07839
   unique fam-11645 K07902 K07902
   unique fam-11651 K17291 K17291
   unique fam-11652 K20479 K20479
   unique fam-11653 K20638 K20638
   unique fam-11654 K21066 K21066
   unique fam-11655 K21068 K21068
   unique fam-11656 K21099 K21099
   unique fam-11657 K21108 K21108
   unique fam-11658 K21109 K21109
   unique fam-11659 K21110 K21110
   unique fam-11660 K21111 K21111
   unique fam-11661 K21112 K21112
>>>pathway-290[map04530; map04530] fam=106 unique-fam=19
pathway-291[map04540; map04540] fam=60
   unique fam-11663 K07373 K07373
   unique fam-11664 K23453 K23453
>>>pathway-291[map04540; map04540] fam=60 unique-fam=2
pathway-292[map04550; map04550] fam=114
   unique fam-11667 K08553 K08553
   unique fam-11669 K09071 K09071
   unique fam-11670 K09081 K09081
   unique fam-11672 K09301 K09301
   unique fam-11673 K09326 K09326
   unique fam-11674 K09354 K09354
   unique fam-11675 K09367 K09367
   unique fam-11676 K09370 K09370
   unique fam-11677 K09378 K09378
   unique fam-11679 K10177 K10177
   unique fam-11680 K11138 K11138
   unique fam-11681 K11305 K11305
   unique fam-11683 K11460 K11460
   unique fam-11684 K11470 K11470
   unique fam-11685 K11478 K11478
   unique fam-11686 K11487 K11487
   unique fam-11687 K11488 K11488
   unique fam-11688 K11489 K11489
   unique fam-11689 K14439 K14439
   unique fam-11692 K18484 K18484
   unique fam-11693 K18487 K18487
   unique fam-11694 K18489 K18489
   unique fam-11695 K18491 K18491
   unique fam-11696 K18493 K18493
   unique fam-11697 K18499 K18499
>>>pathway-292[map04550; map04550] fam=114 unique-fam=25
pathway-293[map04610; map04610] fam=81
   unique fam-11699 K01314 K01314
   unique fam-11700 K01320 K01320
   unique fam-11701 K01321 K01321
   unique fam-11702 K01323 K01323
   unique fam-11703 K01324 K01324
   unique fam-11704 K01328 K01328
   unique fam-11710 K01344 K01344
   unique fam-11711 K03899 K03899
   unique fam-11713 K03902 K03902
   unique fam-11719 K03908 K03908
   unique fam-11720 K03909 K03909
   unique fam-11721 K03910 K03910
   unique fam-11722 K03911 K03911
   unique fam-11723 K03912 K03912
   unique fam-11724 K03913 K03913
   unique fam-11726 K03983 K03983
   unique fam-11727 K03984 K03984
   unique fam-11751 K06557 K06557
   unique fam-11752 K17252 K17252
   unique fam-11753 K19821 K19821
   unique fam-11754 K19822 K19822
   unique fam-11755 K23815 K23815
   unique fam-11756 K23816 K23816
   unique fam-11757 K23817 K23817
>>>pathway-293[map04610; map04610] fam=81 unique-fam=24
pathway-294[map04611; map04611] fam=90
   unique fam-11758 K04298 K04298
   unique fam-11759 K17084 K17084
>>>pathway-294[map04611; map04611] fam=90 unique-fam=2
pathway-295[map04612; map04612] fam=46
   unique fam-11769 K08059 K08059
   unique fam-11779 K24234 K24234
>>>pathway-295[map04612; map04612] fam=46 unique-fam=2
pathway-296[map04613; map04613] fam=90
   unique fam-11782 K05012 K05012
   unique fam-11784 K06005 K06005
   unique fam-11785 K06740 K06740
   unique fam-11802 K24665 K24665
   unique fam-11803 K24669 K24669
>>>pathway-296[map04613; map04613] fam=90 unique-fam=5
pathway-297[map04614; map04614] fam=22
   unique fam-11804 K01257 K01257
   unique fam-11807 K01322 K01322
   unique fam-11813 K01393 K01393
   unique fam-11814 K08392 K08392
   unique fam-11817 K11141 K11141
   unique fam-11818 K19514 K19514
>>>pathway-297[map04614; map04614] fam=22 unique-fam=6
pathway-298[map04620; map04620] fam=76
   unique fam-11820 K05402 K05402
   unique fam-11823 K09446 K09446
>>>pathway-298[map04620; map04620] fam=76 unique-fam=2
pathway-299[map04621; map04621] fam=143
   unique fam-11828 K03443 K03443
   unique fam-11832 K04622 K04622
   unique fam-11837 K08645 K08645
   unique fam-11841 K11030 K11030
   unique fam-11845 K12792 K12792
   unique fam-11848 K12796 K12796
   unique fam-11849 K12797 K12797
   unique fam-11850 K12798 K12798
   unique fam-11851 K12801 K12801
   unique fam-11852 K12802 K12802
   unique fam-11854 K12804 K12804
   unique fam-11856 K12806 K12806
   unique fam-11860 K17820 K17820
   unique fam-11861 K20863 K20863
   unique fam-11862 K20864 K20864
   unique fam-11863 K20865 K20865
   unique fam-11864 K20876 K20876
   unique fam-11865 K20897 K20897
   unique fam-11866 K20898 K20898
   unique fam-11867 K20899 K20899
   unique fam-11868 K20909 K20909
   unique fam-11869 K20910 K20910
   unique fam-11870 K20911 K20911
   unique fam-11871 K20914 K20914
   unique fam-11872 K20915 K20915
   unique fam-11873 K20916 K20916
>>>pathway-299[map04621; map04621] fam=143 unique-fam=26
pathway-300[map04622; map04622] fam=53
   unique fam-11878 K12170 K12170
   unique fam-11880 K12649 K12649
   unique fam-11881 K12651 K12651
   unique fam-11882 K12652 K12652
   unique fam-11883 K12655 K12655
   unique fam-11884 K12656 K12656
>>>pathway-300[map04622; map04622] fam=53 unique-fam=6
pathway-301[map04623; map04623] fam=51
   unique fam-11885 K10790 K10790
   unique fam-11887 K12969 K12969
   unique fam-11888 K12970 K12970
   unique fam-11889 K12971 K12971
>>>pathway-301[map04623; map04623] fam=51 unique-fam=4
pathway-302[map04624; map04624] fam=57
   unique fam-11891 K01446 K01446
   unique fam-11894 K18809 K18809
   unique fam-11895 K20668 K20668
   unique fam-11896 K20669 K20669
   unique fam-11897 K20670 K20670
   unique fam-11898 K20671 K20671
   unique fam-11899 K20672 K20672
   unique fam-11900 K20673 K20673
   unique fam-11901 K20674 K20674
   unique fam-11902 K20675 K20675
   unique fam-11903 K20676 K20676
   unique fam-11904 K20692 K20692
   unique fam-11905 K20693 K20693
   unique fam-11906 K20694 K20694
   unique fam-11907 K20695 K20695
   unique fam-11908 K20696 K20696
   unique fam-11909 K20697 K20697
   unique fam-11910 K20698 K20698
   unique fam-11911 K20699 K20699
   unique fam-11912 K20700 K20700
   unique fam-11913 K20701 K20701
   unique fam-11914 K20702 K20702
   unique fam-11915 K24074 K24074
   unique fam-11916 K24075 K24075
   unique fam-11917 K24076 K24076
   unique fam-11918 K24077 K24077
   unique fam-11919 K24092 K24092
   unique fam-11920 K24093 K24093
   unique fam-11921 K24096 K24096
   unique fam-11922 K24097 K24097
>>>pathway-302[map04624; map04624] fam=57 unique-fam=30
pathway-303[map04625; map04625] fam=82
   unique fam-11925 K10058 K10058
   unique fam-11927 K10070 K10070
   unique fam-11931 K17514 K17514
>>>pathway-303[map04625; map04625] fam=82 unique-fam=3
pathway-304[map04626; map04626] fam=86
   unique fam-11932 K02358 K02358
   unique fam-11933 K05391 K05391
   unique fam-11934 K13408 K13408
   unique fam-11936 K13417 K13417
   unique fam-11937 K13428 K13428
   unique fam-11938 K13429 K13429
   unique fam-11939 K13430 K13430
   unique fam-11940 K13432 K13432
   unique fam-11941 K13433 K13433
   unique fam-11942 K13434 K13434
   unique fam-11943 K13435 K13435
   unique fam-11944 K13436 K13436
   unique fam-11945 K13437 K13437
   unique fam-11946 K13439 K13439
   unique fam-11947 K13440 K13440
   unique fam-11948 K13441 K13441
   unique fam-11949 K13445 K13445
   unique fam-11950 K13446 K13446
   unique fam-11951 K13448 K13448
   unique fam-11953 K13451 K13451
   unique fam-11954 K13452 K13452
   unique fam-11955 K13453 K13453
   unique fam-11956 K13454 K13454
   unique fam-11957 K13455 K13455
   unique fam-11958 K13456 K13456
   unique fam-11959 K13457 K13457
   unique fam-11960 K13458 K13458
   unique fam-11961 K13459 K13459
   unique fam-11962 K13460 K13460
   unique fam-11963 K13465 K13465
   unique fam-11964 K13466 K13466
   unique fam-11965 K13467 K13467
   unique fam-11966 K13468 K13468
   unique fam-11967 K13469 K13469
   unique fam-11968 K13470 K13470
   unique fam-11969 K13471 K13471
   unique fam-11970 K13472 K13472
   unique fam-11971 K13473 K13473
   unique fam-11972 K13474 K13474
   unique fam-11973 K13475 K13475
   unique fam-11974 K13476 K13476
   unique fam-11975 K13477 K13477
   unique fam-11976 K13478 K13478
   unique fam-11977 K16225 K16225
   unique fam-11978 K16226 K16226
   unique fam-11979 K18834 K18834
   unique fam-11980 K18835 K18835
   unique fam-11981 K18873 K18873
   unique fam-11982 K18874 K18874
   unique fam-11983 K18875 K18875
   unique fam-11984 K18876 K18876
   unique fam-11985 K18877 K18877
   unique fam-11986 K18878 K18878
   unique fam-11987 K18879 K18879
   unique fam-11988 K23865 K23865
   unique fam-11989 K23866 K23866
>>>pathway-304[map04626; map04626] fam=86 unique-fam=56
pathway-305[map04630; map04630] fam=139
   unique fam-11996 K05139 K05139
   unique fam-11997 K05640 K05640
   unique fam-11998 K14365 K14365
   unique fam-11999 K18026 K18026
   unique fam-12000 K19599 K19599
>>>pathway-305[map04630; map04630] fam=139 unique-fam=5
pathway-306[map04640; map04640] fam=80
   unique fam-12004 K06455 K06455
   unique fam-12005 K06457 K06457
   unique fam-12006 K06460 K06460
   unique fam-12007 K06466 K06466
   unique fam-12009 K06469 K06469
   unique fam-12010 K06473 K06473
   unique fam-12011 K06475 K06475
>>>pathway-306[map04640; map04640] fam=80 unique-fam=7
pathway-307[map04650; map04650] fam=93
   unique fam-12014 K06479 K06479
   unique fam-12015 K06582 K06582
   unique fam-12017 K06741 K06741
   unique fam-12018 K06742 K06742
   unique fam-12019 K06743 K06743
   unique fam-12020 K07984 K07984
   unique fam-12022 K07986 K07986
   unique fam-12023 K07987 K07987
   unique fam-12024 K07988 K07988
   unique fam-12025 K07989 K07989
   unique fam-12026 K07990 K07990
   unique fam-12028 K24207 K24207
   unique fam-12029 K24208 K24208
   unique fam-12030 K24238 K24238
   unique fam-12031 K24239 K24239
   unique fam-12032 K24240 K24240
>>>pathway-307[map04650; map04650] fam=93 unique-fam=16
pathway-308[map04657; map04657] fam=81
   unique fam-12034 K06855 K06855
   unique fam-12037 K11849 K11849
   unique fam-12039 K19603 K19603
   unique fam-12040 K21125 K21125
   unique fam-12041 K21126 K21126
   unique fam-12042 K21127 K21127
   unique fam-12043 K21128 K21128
   unique fam-12044 K21129 K21129
>>>pathway-308[map04657; map04657] fam=81 unique-fam=8
pathway-309[map04658; map04658] fam=67
>>>pathway-309[map04658; map04658] fam=67 unique-fam=0
pathway-310[map04659; map04659] fam=87
   unique fam-12054 K09445 K09445
>>>pathway-310[map04659; map04659] fam=87 unique-fam=1
pathway-311[map04660; map04660] fam=86
   unique fam-12056 K07366 K07366
>>>pathway-311[map04660; map04660] fam=86 unique-fam=1
pathway-312[map04662; map04662] fam=58
   unique fam-12057 K06504 K06504
   unique fam-12059 K06507 K06507
   unique fam-12061 K12229 K12229
   unique fam-12062 K19831 K19831
>>>pathway-312[map04662; map04662] fam=58 unique-fam=4
pathway-313[map04664; map04664] fam=47
   unique fam-12063 K20735 K20735
>>>pathway-313[map04664; map04664] fam=47 unique-fam=1
pathway-314[map04666; map04666] fam=64
>>>pathway-314[map04666; map04666] fam=64 unique-fam=0
pathway-315[map04668; map04668] fam=92
   unique fam-12069 K09558 K09558
   unique fam-12070 K17072 K17072
>>>pathway-315[map04668; map04668] fam=92 unique-fam=2
pathway-316[map04670; map04670] fam=75
   unique fam-12071 K06514 K06514
   unique fam-12073 K08016 K08016
>>>pathway-316[map04670; map04670] fam=75 unique-fam=2
pathway-317[map04672; map04672] fam=37
   unique fam-12075 K13073 K13073
>>>pathway-317[map04672; map04672] fam=37 unique-fam=1
pathway-318[map04710; map04710] fam=28
   unique fam-12077 K02295 K02295
   unique fam-12080 K03728 K03728
   unique fam-12081 K03729 K03729
   unique fam-12082 K03730 K03730
   unique fam-12083 K08531 K08531
   unique fam-12084 K08533 K08533
   unique fam-12085 K09026 K09026
   unique fam-12086 K09056 K09056
   unique fam-12087 K09059 K09059
   unique fam-12088 K10269 K10269
   unique fam-12089 K10287 K10287
>>>pathway-318[map04710; map04710] fam=28 unique-fam=11
pathway-319[map04711; map04711] fam=11
   unique fam-12092 K09057 K09057
   unique fam-12093 K12074 K12074
   unique fam-12094 K12114 K12114
   unique fam-12096 K23643 K23643
   unique fam-12097 K23644 K23644
>>>pathway-319[map04711; map04711] fam=11 unique-fam=5
pathway-320[map04712; map04712] fam=27
   unique fam-12098 K12115 K12115
   unique fam-12099 K12116 K12116
   unique fam-12100 K12118 K12118
   unique fam-12101 K12119 K12119
   unique fam-12102 K12120 K12120
   unique fam-12103 K12121 K12121
   unique fam-12104 K12124 K12124
   unique fam-12105 K12125 K12125
   unique fam-12106 K12127 K12127
   unique fam-12107 K12128 K12128
   unique fam-12108 K12129 K12129
   unique fam-12109 K12130 K12130
   unique fam-12110 K12131 K12131
   unique fam-12111 K12133 K12133
   unique fam-12112 K12134 K12134
   unique fam-12113 K12135 K12135
   unique fam-12114 K16166 K16166
   unique fam-12115 K16221 K16221
   unique fam-12116 K16222 K16222
   unique fam-12117 K16223 K16223
   unique fam-12118 K16240 K16240
   unique fam-12119 K16241 K16241
>>>pathway-320[map04712; map04712] fam=27 unique-fam=22
pathway-321[map04713; map04713] fam=79
   unique fam-12125 K16513 K16513
>>>pathway-321[map04713; map04713] fam=79 unique-fam=1
pathway-322[map04714; map04714] fam=188
   unique fam-12126 K09008 K09008
   unique fam-12128 K11450 K11450
   unique fam-12136 K15109 K15109
   unique fam-12137 K15601 K15601
   unique fam-12138 K17797 K17797
   unique fam-12139 K18159 K18159
   unique fam-12140 K18160 K18160
   unique fam-12141 K18161 K18161
   unique fam-12142 K18162 K18162
   unique fam-12143 K18163 K18163
   unique fam-12144 K18164 K18164
   unique fam-12145 K18173 K18173
   unique fam-12146 K18175 K18175
   unique fam-12147 K18177 K18177
   unique fam-12148 K18178 K18178
   unique fam-12149 K18179 K18179
   unique fam-12150 K18180 K18180
   unique fam-12151 K18181 K18181
   unique fam-12152 K18182 K18182
   unique fam-12153 K18183 K18183
   unique fam-12154 K18184 K18184
   unique fam-12156 K22404 K22404
   unique fam-12157 K22411 K22411
   unique fam-12158 K24726 K24726
>>>pathway-322[map04714; map04714] fam=188 unique-fam=24
pathway-323[map04720; map04720] fam=43
>>>pathway-323[map04720; map04720] fam=43 unique-fam=0
pathway-324[map04721; map04721] fam=55
   unique fam-12160 K05035 K05035
   unique fam-12163 K05038 K05038
   unique fam-12164 K05040 K05040
   unique fam-12178 K15290 K15290
   unique fam-12180 K15292 K15292
   unique fam-12181 K15293 K15293
   unique fam-12182 K15294 K15294
   unique fam-12183 K15295 K15295
>>>pathway-324[map04721; map04721] fam=55 unique-fam=8
pathway-325[map04722; map04722] fam=90
   unique fam-12186 K04732 K04732
   unique fam-12188 K08888 K08888
   unique fam-12189 K12458 K12458
   unique fam-12190 K12459 K12459
   unique fam-12191 K12460 K12460
   unique fam-12193 K12463 K12463
   unique fam-12194 K12464 K12464
   unique fam-12195 K12465 K12465
>>>pathway-325[map04722; map04722] fam=90 unique-fam=8
pathway-326[map04723; map04723] fam=119
   unique fam-12196 K13700 K13700
   unique fam-12198 K13985 K13985
>>>pathway-326[map04723; map04723] fam=119 unique-fam=2
pathway-327[map04724; map04724] fam=88
   unique fam-12202 K15008 K15008
   unique fam-12203 K15009 K15009
>>>pathway-327[map04724; map04724] fam=88 unique-fam=2
pathway-328[map04725; map04725] fam=90
   unique fam-12204 K04927 K04927
   unique fam-12205 K04928 K04928
   unique fam-12206 K04929 K04929
   unique fam-12207 K04930 K04930
>>>pathway-328[map04725; map04725] fam=90 unique-fam=4
pathway-329[map04726; map04726] fam=85
   unique fam-12215 K04892 K04892
   unique fam-12217 K07428 K07428
>>>pathway-329[map04726; map04726] fam=85 unique-fam=2
pathway-330[map04727; map04727] fam=69
   unique fam-12219 K14992 K14992
   unique fam-12220 K15374 K15374
   unique fam-12221 K15375 K15375
   unique fam-12222 K23967 K23967
>>>pathway-330[map04727; map04727] fam=69 unique-fam=4
pathway-331[map04728; map04728] fam=84
   unique fam-12223 K04833 K04833
   unique fam-12224 K15493 K15493
>>>pathway-331[map04728; map04728] fam=84 unique-fam=2
pathway-332[map04730; map04730] fam=45
   unique fam-12225 K04535 K04535
   unique fam-12226 K08067 K08067
>>>pathway-332[map04730; map04730] fam=45 unique-fam=2
pathway-333[map04740; map04740] fam=25
   unique fam-12227 K04257 K04257
   unique fam-12228 K13752 K13752
   unique fam-12229 K19497 K19497
   unique fam-12230 K19695 K19695
>>>pathway-333[map04740; map04740] fam=25 unique-fam=4
pathway-334[map04742; map04742] fam=41
   unique fam-12231 K04624 K04624
   unique fam-12238 K04834 K04834
   unique fam-12239 K04836 K04836
   unique fam-12240 K04841 K04841
   unique fam-12242 K04980 K04980
   unique fam-12243 K04989 K04989
   unique fam-12244 K04990 K04990
   unique fam-12245 K08474 K08474
   unique fam-12247 K19738 K19738
>>>pathway-334[map04742; map04742] fam=41 unique-fam=9
pathway-335[map04744; map04744] fam=18
   unique fam-12248 K04250 K04250
   unique fam-12249 K04631 K04631
   unique fam-12250 K08328 K08328
   unique fam-12251 K13749 K13749
   unique fam-12252 K13764 K13764
   unique fam-12254 K19627 K19627
>>>pathway-335[map04744; map04744] fam=18 unique-fam=6
pathway-336[map04745; map04745] fam=18
   unique fam-12255 K07972 K07972
   unique fam-12256 K08834 K08834
   unique fam-12257 K13802 K13802
   unique fam-12258 K13803 K13803
   unique fam-12259 K13804 K13804
   unique fam-12260 K13805 K13805
   unique fam-12261 K13807 K13807
>>>pathway-336[map04745; map04745] fam=18 unique-fam=7
pathway-337[map04750; map04750] fam=68
   unique fam-12262 K04829 K04829
   unique fam-12263 K04830 K04830
   unique fam-12264 K04831 K04831
   unique fam-12265 K04832 K04832
   unique fam-12266 K04972 K04972
   unique fam-12267 K04983 K04983
   unique fam-12268 K04984 K04984
>>>pathway-337[map04750; map04750] fam=68 unique-fam=7
pathway-338[map04810; map04810] fam=163
   unique fam-12270 K05720 K05720
   unique fam-12271 K05722 K05722
   unique fam-12273 K05741 K05741
   unique fam-12274 K05745 K05745
   unique fam-12277 K05751 K05751
   unique fam-12279 K05764 K05764
   unique fam-12280 K05767 K05767
   unique fam-12281 K05769 K05769
   unique fam-12282 K06524 K06524
   unique fam-12283 K06594 K06594
>>>pathway-338[map04810; map04810] fam=163 unique-fam=10
pathway-339[map04910; map04910] fam=88
   unique fam-12285 K04739 K04739
   unique fam-12287 K07192 K07192
   unique fam-12288 K07194 K07194
   unique fam-12290 K07196 K07196
   unique fam-12291 K17453 K17453
>>>pathway-339[map04910; map04910] fam=88 unique-fam=5
pathway-340[map04911; map04911] fam=68
   unique fam-12292 K04325 K04325
   unique fam-12296 K04979 K04979
   unique fam-12300 K15297 K15297
   unique fam-12301 K16882 K16882
>>>pathway-340[map04911; map04911] fam=68 unique-fam=4
pathway-341[map04912; map04912] fam=64
>>>pathway-341[map04912; map04912] fam=64 unique-fam=0
pathway-342[map04913; map04913] fam=40
>>>pathway-342[map04913; map04913] fam=40 unique-fam=0
pathway-343[map04914; map04914] fam=65
   unique fam-12303 K08837 K08837
   unique fam-12304 K10403 K10403
>>>pathway-343[map04914; map04914] fam=65 unique-fam=2
pathway-344[map04915; map04915] fam=77
   unique fam-12307 K09571 K09571
   unique fam-12309 K22455 K22455
   unique fam-12310 K22456 K22456
>>>pathway-344[map04915; map04915] fam=77 unique-fam=3
pathway-345[map04916; map04916] fam=67
   unique fam-12311 K08725 K08725
>>>pathway-345[map04916; map04916] fam=67 unique-fam=1
pathway-346[map04917; map04917] fam=57
   unique fam-12312 K17101 K17101
   unique fam-12313 K17106 K17106
   unique fam-12314 K17107 K17107
>>>pathway-346[map04917; map04917] fam=57 unique-fam=3
pathway-347[map04918; map04918] fam=53
   unique fam-12316 K10063 K10063
   unique fam-12317 K10064 K10064
   unique fam-12319 K14385 K14385
   unique fam-12320 K14702 K14702
   unique fam-12321 K15173 K15173
   unique fam-12322 K15225 K15225
   unique fam-12323 K16141 K16141
   unique fam-12324 K17231 K17231
   unique fam-12325 K17232 K17232
   unique fam-12326 K20731 K20731
   unique fam-12327 K20734 K20734
>>>pathway-347[map04918; map04918] fam=53 unique-fam=11
pathway-348[map04919; map04919] fam=91
   unique fam-12328 K01562 K01562
   unique fam-12329 K07754 K07754
   unique fam-12331 K08231 K08231
   unique fam-12332 K08747 K08747
   unique fam-12333 K15133 K15133
   unique fam-12334 K15143 K15143
   unique fam-12335 K15146 K15146
   unique fam-12336 K15156 K15156
   unique fam-12337 K15159 K15159
   unique fam-12338 K15162 K15162
   unique fam-12339 K15164 K15164
   unique fam-12340 K15167 K15167
   unique fam-12341 K15170 K15170
   unique fam-12344 K17903 K17903
   unique fam-12345 K17904 K17904
>>>pathway-348[map04919; map04919] fam=91 unique-fam=15
pathway-349[map04920; map04920] fam=53
   unique fam-12346 K05231 K05231
>>>pathway-349[map04920; map04920] fam=53 unique-fam=1
pathway-350[map04921; map04921] fam=112
>>>pathway-350[map04921; map04921] fam=112 unique-fam=0
pathway-351[map04922; map04922] fam=57
   unique fam-12347 K15423 K15423
   unique fam-12348 K16311 K16311
   unique fam-12349 K19008 K19008
>>>pathway-351[map04922; map04922] fam=57 unique-fam=3
pathway-352[map04923; map04923] fam=47
   unique fam-12350 K13699 K13699
   unique fam-12351 K25878 K25878
>>>pathway-352[map04923; map04923] fam=47 unique-fam=2
pathway-353[map04924; map04924] fam=50
>>>pathway-353[map04924; map04924] fam=50 unique-fam=0
pathway-354[map04925; map04925] fam=65
   unique fam-12357 K04919 K04919
>>>pathway-354[map04925; map04925] fam=65 unique-fam=1
pathway-355[map04926; map04926] fam=96
>>>pathway-355[map04926; map04926] fam=96 unique-fam=0
pathway-356[map04927; map04927] fam=54
   unique fam-12363 K08562 K08562
>>>pathway-356[map04927; map04927] fam=54 unique-fam=1
pathway-357[map04928; map04928] fam=85
   unique fam-12367 K03626 K03626
   unique fam-12369 K07995 K07995
   unique fam-12371 K07997 K07997
   unique fam-12372 K08002 K08002
   unique fam-12373 K08003 K08003
   unique fam-12375 K09036 K09036
   unique fam-12379 K21598 K21598
   unique fam-12380 K22608 K22608
   unique fam-12381 K22609 K22609
>>>pathway-357[map04928; map04928] fam=85 unique-fam=9
pathway-358[map04929; map04929] fam=51
   unique fam-12382 K04954 K04954
   unique fam-12383 K04956 K04956
>>>pathway-358[map04929; map04929] fam=51 unique-fam=2
pathway-359[map04930; map04930] fam=37
>>>pathway-359[map04930; map04930] fam=37 unique-fam=0
pathway-360[map04931; map04931] fam=74
   unique fam-12385 K08535 K08535
   unique fam-12386 K08772 K08772
   unique fam-12388 K15719 K15719
   unique fam-12390 K17962 K17962
   unique fam-12391 K19518 K19518
>>>pathway-360[map04931; map04931] fam=74 unique-fam=5
pathway-361[map04932; map04932] fam=127
>>>pathway-361[map04932; map04932] fam=127 unique-fam=0
pathway-362[map04933; map04933] fam=76
>>>pathway-362[map04933; map04933] fam=76 unique-fam=0
pathway-363[map04934; map04934] fam=122
   unique fam-12394 K14961 K14961
   unique fam-12395 K14963 K14963
   unique fam-12396 K14964 K14964
   unique fam-12399 K22499 K22499
>>>pathway-363[map04934; map04934] fam=122 unique-fam=4
pathway-364[map04935; map04935] fam=92
   unique fam-12400 K09363 K09363
   unique fam-12401 K17256 K17256
   unique fam-12402 K25968 K25968
>>>pathway-364[map04935; map04935] fam=92 unique-fam=3
pathway-365[map04936; map04936] fam=105
   unique fam-12403 K17125 K17125
>>>pathway-365[map04936; map04936] fam=105 unique-fam=1
pathway-366[map04940; map04940] fam=25
   unique fam-12404 K01294 K01294
   unique fam-12405 K07817 K07817
   unique fam-12406 K19863 K19863
>>>pathway-366[map04940; map04940] fam=25 unique-fam=3
pathway-367[map04950; map04950] fam=26
   unique fam-12408 K08025 K08025
   unique fam-12409 K08027 K08027
   unique fam-12410 K08028 K08028
   unique fam-12411 K08029 K08029
   unique fam-12412 K08030 K08030
   unique fam-12413 K08032 K08032
   unique fam-12414 K08033 K08033
   unique fam-12415 K08034 K08034
   unique fam-12416 K08036 K08036
   unique fam-12417 K08037 K08037
   unique fam-12418 K08038 K08038
   unique fam-12419 K08040 K08040
   unique fam-12420 K19521 K19521
>>>pathway-367[map04950; map04950] fam=26 unique-fam=13
pathway-368[map04960; map04960] fam=26
   unique fam-12422 K08555 K08555
   unique fam-12423 K13358 K13358
   unique fam-12424 K13359 K13359
>>>pathway-368[map04960; map04960] fam=26 unique-fam=3
pathway-369[map04961; map04961] fam=33
   unique fam-12425 K14757 K14757
>>>pathway-369[map04961; map04961] fam=33 unique-fam=1
pathway-370[map04962; map04962] fam=33
   unique fam-12427 K09865 K09865
   unique fam-12429 K09876 K09876
>>>pathway-370[map04962; map04962] fam=33 unique-fam=2
pathway-371[map04964; map04964] fam=14
   unique fam-12438 K13577 K13577
>>>pathway-371[map04964; map04964] fam=14 unique-fam=1
pathway-372[map04966; map04966] fam=17
   unique fam-12439 K05018 K05018
   unique fam-12440 K06573 K06573
   unique fam-12441 K13627 K13627
>>>pathway-372[map04966; map04966] fam=17 unique-fam=3
pathway-373[map04970; map04970] fam=64
   unique fam-12443 K09867 K09867
   unique fam-12447 K13879 K13879
   unique fam-12448 K13897 K13897
   unique fam-12449 K13898 K13898
   unique fam-12450 K13899 K13899
   unique fam-12451 K13900 K13900
   unique fam-12452 K13901 K13901
   unique fam-12453 K13909 K13909
   unique fam-12454 K13910 K13910
   unique fam-12455 K13911 K13911
   unique fam-12456 K13912 K13912
   unique fam-12457 K13913 K13913
   unique fam-12458 K13914 K13914
   unique fam-12459 K13915 K13915
>>>pathway-373[map04970; map04970] fam=64 unique-fam=14
pathway-374[map04971; map04971] fam=50
   unique fam-12460 K04896 K04896
   unique fam-12461 K04920 K04920
   unique fam-12463 K05008 K05008
   unique fam-12464 K05009 K05009
   unique fam-12465 K13768 K13768
   unique fam-12466 K13961 K13961
   unique fam-12467 K13962 K13962
>>>pathway-374[map04971; map04971] fam=50 unique-fam=7
pathway-375[map04972; map04972] fam=69
   unique fam-12473 K07884 K07884
   unique fam-12474 K07886 K07886
>>>pathway-375[map04972; map04972] fam=69 unique-fam=2
pathway-376[map04973; map04973] fam=22
   unique fam-12478 K08143 K08143
   unique fam-12479 K08171 K08171
>>>pathway-376[map04973; map04973] fam=22 unique-fam=2
pathway-377[map04974; map04974] fam=66
   unique fam-12481 K01278 K01278
   unique fam-12482 K01395 K01395
   unique fam-12483 K04897 K04897
   unique fam-12484 K05006 K05006
   unique fam-12487 K06002 K06002
   unique fam-12488 K06823 K06823
   unique fam-12489 K07603 K07603
   unique fam-12490 K08132 K08132
   unique fam-12491 K08133 K08133
   unique fam-12492 K08135 K08135
   unique fam-12493 K08606 K08606
   unique fam-12494 K13781 K13781
   unique fam-12495 K13867 K13867
   unique fam-12496 K13868 K13868
   unique fam-12497 K14206 K14206
   unique fam-12498 K14208 K14208
   unique fam-12499 K14210 K14210
   unique fam-12500 K14211 K14211
   unique fam-12501 K16617 K16617
   unique fam-12502 K16628 K16628
   unique fam-12503 K16629 K16629
   unique fam-12504 K16630 K16630
   unique fam-12505 K19479 K19479
   unique fam-12506 K19721 K19721
   unique fam-12507 K23455 K23455
   unique fam-12508 K23619 K23619
   unique fam-12509 K24339 K24339
   unique fam-12510 K24340 K24340
   unique fam-12511 K24355 K24355
   unique fam-12512 K24356 K24356
   unique fam-12513 K24357 K24357
   unique fam-12514 K24358 K24358
>>>pathway-377[map04974; map04974] fam=66 unique-fam=32
pathway-378[map04975; map04975] fam=28
   unique fam-12516 K14460 K14460
   unique fam-12517 K14461 K14461
   unique fam-12519 K14463 K14463
>>>pathway-378[map04975; map04975] fam=28 unique-fam=3
pathway-379[map04976; map04976] fam=62
   unique fam-12520 K03460 K03460
   unique fam-12521 K05043 K05043
   unique fam-12523 K08204 K08204
   unique fam-12524 K08205 K08205
   unique fam-12525 K08537 K08537
   unique fam-12526 K08563 K08563
   unique fam-12527 K09869 K09869
   unique fam-12528 K13857 K13857
   unique fam-12530 K14342 K14342
   unique fam-12531 K14360 K14360
   unique fam-12532 K14361 K14361
>>>pathway-379[map04976; map04976] fam=62 unique-fam=11
pathway-380[map04977; map04977] fam=23
   unique fam-12533 K14386 K14386
   unique fam-12534 K14610 K14610
   unique fam-12535 K14611 K14611
   unique fam-12536 K14615 K14615
   unique fam-12537 K14616 K14616
   unique fam-12538 K14617 K14617
   unique fam-12539 K14618 K14618
   unique fam-12540 K14619 K14619
   unique fam-12541 K14620 K14620
   unique fam-12542 K14622 K14622
>>>pathway-380[map04977; map04977] fam=23 unique-fam=10
pathway-381[map04978; map04978] fam=36
   unique fam-12543 K04981 K04981
   unique fam-12544 K05011 K05011
   unique fam-12545 K07213 K07213
   unique fam-12546 K08370 K08370
   unique fam-12547 K14688 K14688
   unique fam-12551 K14734 K14734
   unique fam-12552 K14737 K14737
   unique fam-12553 K14738 K14738
>>>pathway-381[map04978; map04978] fam=36 unique-fam=8
pathway-382[map04979; map04979] fam=50
   unique fam-12556 K06096 K06096
   unique fam-12557 K09644 K09644
   unique fam-12558 K10637 K10637
   unique fam-12560 K13050 K13050
   unique fam-12561 K16835 K16835
   unique fam-12562 K17305 K17305
   unique fam-12563 K20464 K20464
   unique fam-12564 K22286 K22286
   unique fam-12565 K22287 K22287
   unique fam-12566 K22288 K22288
   unique fam-12567 K22289 K22289
   unique fam-12568 K22290 K22290
   unique fam-12569 K22291 K22291
   unique fam-12570 K25914 K25914
>>>pathway-382[map04979; map04979] fam=50 unique-fam=14
pathway-383[map05010; map05010] fam=300
   unique fam-12571 K01408 K01408
   unique fam-12572 K04521 K04521
   unique fam-12574 K04529 K04529
   unique fam-12575 K04532 K04532
   unique fam-12576 K07747 K07747
   unique fam-12588 K20720 K20720
   unique fam-12589 K20723 K20723
>>>pathway-383[map05010; map05010] fam=300 unique-fam=7
pathway-384[map05012; map05012] fam=209
>>>pathway-384[map05012; map05012] fam=209 unique-fam=0
pathway-385[map05014; map05014] fam=280
   unique fam-12609 K10706 K10706
   unique fam-12612 K13158 K13158
   unique fam-12613 K13213 K13213
   unique fam-12616 K16631 K16631
   unique fam-12617 K17095 K17095
   unique fam-12620 K22759 K22759
>>>pathway-385[map05014; map05014] fam=280 unique-fam=6
pathway-386[map05016; map05016] fam=229
   unique fam-12625 K05625 K05625
   unique fam-12626 K11829 K11829
>>>pathway-386[map05016; map05016] fam=229 unique-fam=2
pathway-387[map05017; map05017] fam=116
   unique fam-12627 K04889 K04889
   unique fam-12628 K04893 K04893
   unique fam-12629 K08956 K08956
   unique fam-12630 K09064 K09064
   unique fam-12632 K17079 K17079
   unique fam-12633 K17680 K17680
   unique fam-12634 K17943 K17943
   unique fam-12635 K19323 K19323
   unique fam-12636 K19324 K19324
   unique fam-12638 K20054 K20054
   unique fam-12639 K23010 K23010
   unique fam-12640 K23920 K23920
   unique fam-12642 K23933 K23933
>>>pathway-387[map05017; map05017] fam=116 unique-fam=13
pathway-388[map05020; map05020] fam=209
   unique fam-12643 K09553 K09553
>>>pathway-388[map05020; map05020] fam=209 unique-fam=1
pathway-389[map05022; map05022] fam=368
>>>pathway-389[map05022; map05022] fam=368 unique-fam=0
pathway-390[map05030; map05030] fam=39
   unique fam-12644 K15839 K15839
>>>pathway-390[map05030; map05030] fam=39 unique-fam=1
pathway-391[map05031; map05031] fam=46
   unique fam-12645 K15867 K15867
>>>pathway-391[map05031; map05031] fam=46 unique-fam=1
pathway-392[map05032; map05032] fam=64
>>>pathway-392[map05032; map05032] fam=64 unique-fam=0
pathway-393[map05033; map05033] fam=27
>>>pathway-393[map05033; map05033] fam=27 unique-fam=0
pathway-394[map05034; map05034] fam=86
   unique fam-12646 K00908 K00908
   unique fam-12647 K15014 K15014
   unique fam-12648 K15985 K15985
>>>pathway-394[map05034; map05034] fam=86 unique-fam=3
pathway-395[map05100; map05100] fam=76
   unique fam-12656 K13730 K13730
   unique fam-12657 K13731 K13731
   unique fam-12658 K13732 K13732
   unique fam-12659 K13733 K13733
   unique fam-12660 K13734 K13734
   unique fam-12662 K13736 K13736
   unique fam-12663 K13737 K13737
   unique fam-12664 K13738 K13738
   unique fam-12665 K13739 K13739
   unique fam-12671 K13925 K13925
   unique fam-12676 K19241 K19241
>>>pathway-395[map05100; map05100] fam=76 unique-fam=11
pathway-396[map05110; map05110] fam=49
   unique fam-12686 K10948 K10948
   unique fam-12687 K10949 K10949
   unique fam-12688 K10952 K10952
   unique fam-12689 K10953 K10953
   unique fam-12690 K10954 K10954
   unique fam-12691 K21712 K21712
>>>pathway-396[map05110; map05110] fam=49 unique-fam=6
pathway-397[map05111; map05111] fam=106
   unique fam-12692 K02463 K02463
   unique fam-12693 K03557 K03557
   unique fam-12694 K07181 K07181
   unique fam-12695 K10918 K10918
   unique fam-12696 K10919 K10919
   unique fam-12697 K10920 K10920
   unique fam-12698 K10921 K10921
   unique fam-12699 K10922 K10922
   unique fam-12700 K10923 K10923
   unique fam-12701 K10924 K10924
   unique fam-12702 K10925 K10925
   unique fam-12703 K10926 K10926
   unique fam-12704 K10927 K10927
   unique fam-12705 K10936 K10936
   unique fam-12706 K10937 K10937
   unique fam-12707 K10938 K10938
   unique fam-12708 K10939 K10939
   unique fam-12709 K10940 K10940
   unique fam-12710 K10961 K10961
   unique fam-12711 K10962 K10962
   unique fam-12712 K10963 K10963
   unique fam-12713 K10964 K10964
   unique fam-12714 K10965 K10965
   unique fam-12715 K12276 K12276
   unique fam-12716 K13246 K13246
   unique fam-12717 K16554 K16554
   unique fam-12718 K20918 K20918
   unique fam-12719 K20919 K20919
   unique fam-12720 K20920 K20920
   unique fam-12721 K20945 K20945
   unique fam-12722 K20946 K20946
   unique fam-12723 K20947 K20947
   unique fam-12724 K20948 K20948
   unique fam-12725 K20949 K20949
   unique fam-12726 K20950 K20950
   unique fam-12727 K20951 K20951
   unique fam-12728 K20952 K20952
   unique fam-12729 K20953 K20953
   unique fam-12730 K20954 K20954
   unique fam-12731 K20955 K20955
   unique fam-12732 K20956 K20956
   unique fam-12733 K20957 K20957
   unique fam-12734 K20958 K20958
   unique fam-12735 K20959 K20959
   unique fam-12736 K20960 K20960
   unique fam-12737 K20961 K20961
   unique fam-12738 K20962 K20962
   unique fam-12739 K20963 K20963
   unique fam-12740 K20964 K20964
   unique fam-12741 K20965 K20965
   unique fam-12742 K20966 K20966
   unique fam-12743 K20988 K20988
>>>pathway-397[map05111; map05111] fam=106 unique-fam=52
pathway-398[map05120; map05120] fam=91
   unique fam-12744 K03191 K03191
   unique fam-12745 K05728 K05728
   unique fam-12746 K08114 K08114
   unique fam-12747 K08303 K08303
   unique fam-12748 K12086 K12086
   unique fam-12749 K12087 K12087
   unique fam-12750 K12088 K12088
   unique fam-12751 K12089 K12089
   unique fam-12752 K12090 K12090
   unique fam-12753 K12091 K12091
   unique fam-12754 K12092 K12092
   unique fam-12755 K12093 K12093
   unique fam-12756 K12094 K12094
   unique fam-12757 K12095 K12095
   unique fam-12758 K12096 K12096
   unique fam-12759 K12097 K12097
   unique fam-12760 K12098 K12098
   unique fam-12761 K12099 K12099
   unique fam-12762 K12100 K12100
   unique fam-12763 K12101 K12101
   unique fam-12764 K12102 K12102
   unique fam-12765 K12103 K12103
   unique fam-12766 K12104 K12104
   unique fam-12767 K12105 K12105
   unique fam-12768 K12106 K12106
   unique fam-12769 K12107 K12107
   unique fam-12770 K12108 K12108
   unique fam-12771 K12109 K12109
   unique fam-12772 K12110 K12110
   unique fam-12773 K15842 K15842
   unique fam-12774 K15843 K15843
   unique fam-12775 K15844 K15844
   unique fam-12776 K15845 K15845
   unique fam-12777 K15846 K15846
   unique fam-12778 K15847 K15847
   unique fam-12779 K15848 K15848
>>>pathway-398[map05120; map05120] fam=91 unique-fam=36
pathway-399[map05130; map05130] fam=152
   unique fam-12780 K06185 K06185
   unique fam-12781 K10356 K10356
   unique fam-12782 K10357 K10357
   unique fam-12784 K11294 K11294
   unique fam-12785 K12784 K12784
   unique fam-12786 K12786 K12786
   unique fam-12787 K12787 K12787
   unique fam-12788 K12788 K12788
   unique fam-12789 K12790 K12790
   unique fam-12790 K12809 K12809
   unique fam-12791 K12810 K12810
   unique fam-12792 K16041 K16041
   unique fam-12793 K16042 K16042
   unique fam-12794 K20127 K20127
   unique fam-12795 K20352 K20352
   unique fam-12796 K21889 K21889
   unique fam-12797 K22265 K22265
   unique fam-12799 K23648 K23648
   unique fam-12801 K23650 K23650
   unique fam-12802 K23651 K23651
   unique fam-12803 K23652 K23652
   unique fam-12804 K23653 K23653
   unique fam-12806 K23655 K23655
   unique fam-12807 K23656 K23656
   unique fam-12808 K23657 K23657
   unique fam-12809 K23658 K23658
   unique fam-12810 K23659 K23659
   unique fam-12811 K23660 K23660
   unique fam-12812 K23661 K23661
>>>pathway-399[map05130; map05130] fam=152 unique-fam=29
pathway-400[map05131; map05131] fam=205
   unique fam-12813 K04281 K04281
   unique fam-12815 K08583 K08583
   unique fam-12816 K11011 K11011
   unique fam-12817 K11012 K11012
   unique fam-12818 K11586 K11586
   unique fam-12819 K12679 K12679
   unique fam-12820 K13520 K13520
   unique fam-12821 K13790 K13790
   unique fam-12822 K13791 K13791
   unique fam-12823 K13792 K13792
   unique fam-12824 K13793 K13793
   unique fam-12825 K16944 K16944
   unique fam-12826 K17988 K17988
   unique fam-12827 K20121 K20121
   unique fam-12828 K23345 K23345
   unique fam-12829 K23826 K23826
   unique fam-12830 K23827 K23827
   unique fam-12831 K23828 K23828
   unique fam-12832 K23829 K23829
   unique fam-12833 K23830 K23830
   unique fam-12834 K23831 K23831
   unique fam-12835 K23832 K23832
   unique fam-12836 K23833 K23833
   unique fam-12837 K23834 K23834
>>>pathway-400[map05131; map05131] fam=205 unique-fam=24
pathway-401[map05132; map05132] fam=217
   unique fam-12838 K06111 K06111
   unique fam-12839 K06817 K06817
   unique fam-12840 K07856 K07856
   unique fam-12841 K07864 K07864
   unique fam-12844 K07955 K07955
   unique fam-12845 K10302 K10302
   unique fam-12846 K10419 K10419
   unique fam-12847 K10420 K10420
   unique fam-12848 K11014 K11014
   unique fam-12850 K15343 K15343
   unique fam-12851 K15347 K15347
   unique fam-12852 K15348 K15348
   unique fam-12853 K15349 K15349
   unique fam-12854 K15350 K15350
   unique fam-12855 K15351 K15351
   unique fam-12856 K15352 K15352
   unique fam-12857 K15353 K15353
   unique fam-12858 K15354 K15354
   unique fam-12859 K15366 K15366
   unique fam-12860 K17092 K17092
   unique fam-12861 K17274 K17274
   unique fam-12862 K17923 K17923
   unique fam-12863 K18015 K18015
   unique fam-12864 K19298 K19298
   unique fam-12865 K19557 K19557
   unique fam-12866 K19984 K19984
   unique fam-12867 K20282 K20282
   unique fam-12868 K21954 K21954
   unique fam-12869 K23282 K23282
   unique fam-12870 K23934 K23934
   unique fam-12871 K23935 K23935
   unique fam-12872 K23936 K23936
   unique fam-12873 K23937 K23937
   unique fam-12874 K23938 K23938
   unique fam-12875 K23941 K23941
   unique fam-12876 K23942 K23942
   unique fam-12877 K23943 K23943
   unique fam-12878 K23944 K23944
   unique fam-12879 K23945 K23945
   unique fam-12880 K23946 K23946
>>>pathway-401[map05132; map05132] fam=217 unique-fam=40
pathway-402[map05133; map05133] fam=79
   unique fam-12881 K07326 K07326
   unique fam-12882 K07347 K07347
   unique fam-12883 K07389 K07389
   unique fam-12884 K10155 K10155
   unique fam-12885 K11024 K11024
   unique fam-12886 K11025 K11025
   unique fam-12887 K11026 K11026
   unique fam-12888 K11027 K11027
   unique fam-12889 K12681 K12681
   unique fam-12890 K12683 K12683
   unique fam-12891 K12688 K12688
   unique fam-12892 K15125 K15125
   unique fam-12893 K15126 K15126
>>>pathway-402[map05133; map05133] fam=79 unique-fam=13
pathway-403[map05134; map05134] fam=69
   unique fam-12894 K03233 K03233
   unique fam-12895 K03596 K03596
   unique fam-12896 K07875 K07875
   unique fam-12897 K11022 K11022
   unique fam-12898 K15473 K15473
   unique fam-12899 K15474 K15474
   unique fam-12900 K15475 K15475
   unique fam-12901 K15476 K15476
   unique fam-12902 K15477 K15477
   unique fam-12903 K15478 K15478
   unique fam-12904 K15479 K15479
   unique fam-12905 K15480 K15480
   unique fam-12906 K15482 K15482
   unique fam-12907 K15483 K15483
   unique fam-12908 K15484 K15484
   unique fam-12909 K15486 K15486
   unique fam-12910 K15487 K15487
   unique fam-12911 K15488 K15488
   unique fam-12912 K15490 K15490
   unique fam-12913 K15491 K15491
   unique fam-12914 K15492 K15492
   unique fam-12915 K23561 K23561
>>>pathway-403[map05134; map05134] fam=69 unique-fam=22
pathway-404[map05135; map05135] fam=122
   unique fam-12916 K08599 K08599
   unique fam-12917 K21072 K21072
   unique fam-12918 K23471 K23471
   unique fam-12919 K23472 K23472
   unique fam-12920 K23473 K23473
   unique fam-12921 K23474 K23474
   unique fam-12922 K23475 K23475
   unique fam-12923 K23476 K23476
   unique fam-12924 K23477 K23477
   unique fam-12925 K23478 K23478
>>>pathway-404[map05135; map05135] fam=122 unique-fam=10
pathway-405[map05140; map05140] fam=59
>>>pathway-405[map05140; map05140] fam=59 unique-fam=0
pathway-406[map05142; map05142] fam=85
   unique fam-12929 K08571 K08571
   unique fam-12930 K13729 K13729
   unique fam-12931 K23590 K23590
   unique fam-12932 K23591 K23591
>>>pathway-406[map05142; map05142] fam=85 unique-fam=4
pathway-407[map05143; map05143] fam=41
   unique fam-12935 K14473 K14473
   unique fam-12936 K14474 K14474
   unique fam-12937 K14475 K14475
   unique fam-12938 K14477 K14477
   unique fam-12939 K14478 K14478
   unique fam-12940 K14479 K14479
   unique fam-12941 K23584 K23584
   unique fam-12942 K23585 K23585
>>>pathway-407[map05143; map05143] fam=41 unique-fam=8
pathway-408[map05144; map05144] fam=67
   unique fam-12943 K06543 K06543
   unique fam-12944 K06574 K06574
   unique fam-12945 K06576 K06576
   unique fam-12946 K13833 K13833
   unique fam-12947 K13834 K13834
   unique fam-12948 K13835 K13835
   unique fam-12949 K13836 K13836
   unique fam-12950 K13837 K13837
   unique fam-12951 K13838 K13838
   unique fam-12952 K13839 K13839
   unique fam-12953 K13840 K13840
   unique fam-12954 K13841 K13841
   unique fam-12955 K13842 K13842
   unique fam-12956 K13843 K13843
   unique fam-12957 K13844 K13844
   unique fam-12959 K13846 K13846
   unique fam-12960 K13847 K13847
   unique fam-12961 K13848 K13848
   unique fam-12962 K13849 K13849
   unique fam-12963 K13850 K13850
   unique fam-12964 K13851 K13851
   unique fam-12965 K13852 K13852
   unique fam-12966 K20925 K20925
>>>pathway-408[map05144; map05144] fam=67 unique-fam=23
pathway-409[map05145; map05145] fam=95
   unique fam-12967 K14139 K14139
   unique fam-12968 K14140 K14140
   unique fam-12969 K14141 K14141
   unique fam-12970 K14142 K14142
   unique fam-12971 K14143 K14143
   unique fam-12972 K14144 K14144
   unique fam-12973 K14145 K14145
   unique fam-12974 K14146 K14146
   unique fam-12975 K14147 K14147
   unique fam-12976 K14148 K14148
   unique fam-12977 K14149 K14149
   unique fam-12978 K14150 K14150
   unique fam-12979 K14151 K14151
   unique fam-12980 K23534 K23534
>>>pathway-409[map05145; map05145] fam=95 unique-fam=14
pathway-410[map05146; map05146] fam=87
   unique fam-12981 K08570 K08570
   unique fam-12983 K13963 K13963
   unique fam-12984 K13968 K13968
   unique fam-12985 K13969 K13969
   unique fam-12986 K13970 K13970
   unique fam-12987 K13971 K13971
   unique fam-12988 K13972 K13972
   unique fam-12989 K13973 K13973
   unique fam-12990 K13974 K13974
   unique fam-12991 K13975 K13975
   unique fam-12992 K13976 K13976
   unique fam-12993 K13977 K13977
   unique fam-12994 K13978 K13978
   unique fam-12995 K23601 K23601
   unique fam-12996 K23602 K23602
>>>pathway-410[map05146; map05146] fam=87 unique-fam=15
pathway-411[map05150; map05150] fam=74
   unique fam-12997 K07596 K07596
   unique fam-12998 K11038 K11038
   unique fam-12999 K11040 K11040
   unique fam-13000 K11041 K11041
   unique fam-13001 K11043 K11043
   unique fam-13002 K14192 K14192
   unique fam-13003 K14193 K14193
   unique fam-13004 K14194 K14194
   unique fam-13005 K14195 K14195
   unique fam-13006 K14196 K14196
   unique fam-13007 K14197 K14197
   unique fam-13008 K14199 K14199
   unique fam-13009 K14200 K14200
   unique fam-13010 K14201 K14201
   unique fam-13011 K14202 K14202
   unique fam-13012 K14203 K14203
   unique fam-13013 K14204 K14204
   unique fam-13014 K23586 K23586
   unique fam-13015 K23587 K23587
>>>pathway-411[map05150; map05150] fam=74 unique-fam=19
pathway-412[map05152; map05152] fam=131
   unique fam-13016 K10049 K10049
   unique fam-13017 K14949 K14949
   unique fam-13018 K14952 K14952
   unique fam-13019 K14953 K14953
   unique fam-13020 K14954 K14954
   unique fam-13021 K14955 K14955
   unique fam-13022 K14956 K14956
>>>pathway-412[map05152; map05152] fam=131 unique-fam=7
pathway-413[map05160; map05160] fam=112
   unique fam-13023 K03250 K03250
   unique fam-13024 K14217 K14217
>>>pathway-413[map05160; map05160] fam=112 unique-fam=2
pathway-414[map05161; map05161] fam=132
>>>pathway-414[map05161; map05161] fam=132 unique-fam=0
pathway-415[map05162; map05162] fam=117
   unique fam-13026 K03247 K03247
   unique fam-13027 K06536 K06536
   unique fam-13028 K14753 K14753
   unique fam-13029 K22280 K22280
   unique fam-13030 K22281 K22281
>>>pathway-415[map05162; map05162] fam=117 unique-fam=5
pathway-416[map05163; map05163] fam=192
   unique fam-13031 K21050 K21050
   unique fam-13032 K21051 K21051
   unique fam-13033 K22773 K22773
   unique fam-13034 K22774 K22774
   unique fam-13035 K22775 K22775
   unique fam-13036 K22776 K22776
   unique fam-13037 K22777 K22777
   unique fam-13038 K22778 K22778
   unique fam-13039 K22779 K22779
   unique fam-13040 K22780 K22780
   unique fam-13041 K22782 K22782
   unique fam-13042 K22783 K22783
   unique fam-13043 K22785 K22785
   unique fam-13044 K22786 K22786
   unique fam-13045 K22787 K22787
   unique fam-13046 K22788 K22788
   unique fam-13047 K22789 K22789
>>>pathway-416[map05163; map05163] fam=192 unique-fam=17
pathway-417[map05164; map05164] fam=128
   unique fam-13048 K01340 K01340
   unique fam-13050 K09635 K09635
   unique fam-13051 K09641 K09641
   unique fam-13052 K15047 K15047
>>>pathway-417[map05164; map05164] fam=128 unique-fam=4
pathway-418[map05165; map05165] fam=231
   unique fam-13053 K09087 K09087
   unique fam-13054 K09088 K09088
   unique fam-13055 K09089 K09089
   unique fam-13056 K10389 K10389
   unique fam-13059 K11315 K11315
   unique fam-13061 K12236 K12236
   unique fam-13062 K14608 K14608
   unique fam-13063 K19260 K19260
   unique fam-13064 K21808 K21808
   unique fam-13066 K21810 K21810
   unique fam-13067 K21811 K21811
>>>pathway-418[map05165; map05165] fam=231 unique-fam=11
pathway-419[map05166; map05166] fam=191
   unique fam-13069 K08874 K08874
   unique fam-13070 K09341 K09341
   unique fam-13071 K15304 K15304
   unique fam-13074 K15307 K15307
   unique fam-13076 K15309 K15309
   unique fam-13077 K16334 K16334
>>>pathway-419[map05166; map05166] fam=191 unique-fam=6
pathway-420[map05167; map05167] fam=169
   unique fam-13078 K10071 K10071
   unique fam-13085 K21655 K21655
   unique fam-13094 K21668 K21668
>>>pathway-420[map05167; map05167] fam=169 unique-fam=3
pathway-421[map05168; map05168] fam=148
   unique fam-13098 K03239 K03239
   unique fam-13099 K03240 K03240
   unique fam-13100 K03241 K03241
   unique fam-13101 K03680 K03680
   unique fam-13102 K03754 K03754
   unique fam-13103 K09228 K09228
   unique fam-13105 K15409 K15409
   unique fam-13106 K15411 K15411
   unique fam-13107 K15412 K15412
   unique fam-13109 K19255 K19255
   unique fam-13110 K19256 K19256
   unique fam-13111 K19434 K19434
   unique fam-13112 K19435 K19435
   unique fam-13113 K19436 K19436
   unique fam-13114 K19437 K19437
   unique fam-13115 K19438 K19438
   unique fam-13116 K19439 K19439
   unique fam-13117 K19440 K19440
   unique fam-13118 K19441 K19441
   unique fam-13119 K19443 K19443
   unique fam-13120 K19444 K19444
   unique fam-13121 K19445 K19445
   unique fam-13122 K19446 K19446
   unique fam-13123 K19447 K19447
   unique fam-13124 K19448 K19448
   unique fam-13125 K21075 K21075
   unique fam-13126 K23212 K23212
>>>pathway-421[map05168; map05168] fam=148 unique-fam=27
pathway-422[map05169; map05169] fam=172
   unique fam-13128 K19202 K19202
   unique fam-13129 K19450 K19450
   unique fam-13130 K19451 K19451
   unique fam-13131 K19452 K19452
   unique fam-13132 K19453 K19453
   unique fam-13133 K19455 K19455
   unique fam-13140 K19462 K19462
   unique fam-13141 K19463 K19463
   unique fam-13144 K22972 K22972
   unique fam-13145 K22974 K22974
   unique fam-13146 K22975 K22975
   unique fam-13147 K23074 K23074
>>>pathway-422[map05169; map05169] fam=172 unique-fam=12
pathway-423[map05170; map05170] fam=163
   unique fam-13148 K11789 K11789
>>>pathway-423[map05170; map05170] fam=163 unique-fam=1
pathway-424[map05171; map05171] fam=220
>>>pathway-424[map05171; map05171] fam=220 unique-fam=0
pathway-425[map05200; map05200] fam=417
   unique fam-13163 K19464 K19464
>>>pathway-425[map05200; map05200] fam=417 unique-fam=1
pathway-426[map05202; map05202] fam=162
   unique fam-13165 K00069 K00069
   unique fam-13166 K06532 K06532
   unique fam-13167 K06571 K06571
   unique fam-13168 K08559 K08559
   unique fam-13169 K08821 K08821
   unique fam-13170 K08854 K08854
   unique fam-13171 K09109 K09109
   unique fam-13172 K09234 K09234
   unique fam-13175 K09340 K09340
   unique fam-13176 K09381 K09381
   unique fam-13177 K09383 K09383
   unique fam-13178 K09431 K09431
   unique fam-13180 K09436 K09436
   unique fam-13181 K09437 K09437
   unique fam-13183 K11313 K11313
   unique fam-13184 K11447 K11447
   unique fam-13185 K11449 K11449
   unique fam-13187 K13209 K13209
   unique fam-13188 K14242 K14242
   unique fam-13189 K15184 K15184
   unique fam-13191 K15592 K15592
   unique fam-13193 K15604 K15604
   unique fam-13194 K15605 K15605
   unique fam-13195 K15607 K15607
   unique fam-13196 K15610 K15610
   unique fam-13197 K15612 K15612
   unique fam-13198 K15614 K15614
   unique fam-13199 K15615 K15615
   unique fam-13200 K15616 K15616
   unique fam-13201 K15617 K15617
   unique fam-13203 K15621 K15621
   unique fam-13204 K15622 K15622
   unique fam-13205 K15623 K15623
   unique fam-13206 K15624 K15624
   unique fam-13207 K15625 K15625
   unique fam-13208 K15626 K15626
   unique fam-13209 K15627 K15627
   unique fam-13210 K17443 K17443
   unique fam-13211 K21950 K21950
   unique fam-13212 K21951 K21951
   unique fam-13213 K22046 K22046
>>>pathway-426[map05202; map05202] fam=162 unique-fam=41
pathway-427[map05203; map05203] fam=174
   unique fam-13214 K08665 K08665
   unique fam-13215 K09504 K09504
   unique fam-13216 K15979 K15979
   unique fam-13217 K16174 K16174
   unique fam-13218 K21858 K21858
   unique fam-13219 K21861 K21861
>>>pathway-427[map05203; map05203] fam=174 unique-fam=6
pathway-428[map05204; map05204] fam=29
   unique fam-13220 K01014 K01014
   unique fam-13221 K17692 K17692
>>>pathway-428[map05204; map05204] fam=29 unique-fam=2
pathway-429[map05205; map05205] fam=165
   unique fam-13223 K08109 K08109
   unique fam-13224 K08122 K08122
   unique fam-13225 K09069 K09069
   unique fam-13226 K09108 K09108
   unique fam-13228 K09543 K09543
   unique fam-13233 K16867 K16867
>>>pathway-429[map05205; map05205] fam=165 unique-fam=6
pathway-430[map05206; map05206] fam=245
   unique fam-13235 K02163 K02163
   unique fam-13236 K08670 K08670
   unique fam-13237 K11592 K11592
   unique fam-13238 K13863 K13863
   unique fam-13239 K16970 K16970
   unique fam-13240 K16971 K16971
   unique fam-13241 K16972 K16972
   unique fam-13242 K16973 K16973
   unique fam-13243 K16974 K16974
   unique fam-13244 K16975 K16975
   unique fam-13245 K16976 K16976
   unique fam-13246 K16977 K16977
   unique fam-13247 K16978 K16978
   unique fam-13248 K16982 K16982
   unique fam-13249 K16983 K16983
   unique fam-13250 K16984 K16984
   unique fam-13251 K16985 K16985
   unique fam-13252 K16986 K16986
   unique fam-13253 K16987 K16987
   unique fam-13254 K16988 K16988
   unique fam-13255 K16989 K16989
   unique fam-13256 K16993 K16993
   unique fam-13257 K16994 K16994
   unique fam-13261 K17000 K17000
   unique fam-13262 K17001 K17001
   unique fam-13263 K17002 K17002
   unique fam-13264 K17003 K17003
   unique fam-13265 K17005 K17005
   unique fam-13266 K17006 K17006
   unique fam-13267 K17008 K17008
   unique fam-13268 K17009 K17009
   unique fam-13269 K17010 K17010
   unique fam-13270 K17011 K17011
   unique fam-13271 K17012 K17012
   unique fam-13272 K17015 K17015
   unique fam-13273 K17016 K17016
   unique fam-13274 K17017 K17017
   unique fam-13276 K17020 K17020
   unique fam-13277 K17023 K17023
   unique fam-13278 K17024 K17024
   unique fam-13279 K17025 K17025
   unique fam-13280 K17026 K17026
   unique fam-13281 K17027 K17027
   unique fam-13282 K17028 K17028
   unique fam-13283 K17029 K17029
   unique fam-13284 K17033 K17033
   unique fam-13285 K17035 K17035
   unique fam-13286 K17036 K17036
   unique fam-13287 K17038 K17038
   unique fam-13288 K17039 K17039
   unique fam-13289 K17040 K17040
   unique fam-13290 K17041 K17041
   unique fam-13291 K17042 K17042
   unique fam-13292 K17110 K17110
   unique fam-13293 K17111 K17111
   unique fam-13294 K17112 K17112
   unique fam-13295 K17113 K17113
   unique fam-13296 K17114 K17114
   unique fam-13297 K17116 K17116
   unique fam-13298 K17118 K17118
   unique fam-13299 K17119 K17119
   unique fam-13300 K17126 K17126
   unique fam-13301 K17129 K17129
   unique fam-13302 K17130 K17130
   unique fam-13303 K17131 K17131
   unique fam-13304 K17132 K17132
   unique fam-13305 K17137 K17137
   unique fam-13306 K17144 K17144
   unique fam-13307 K17148 K17148
   unique fam-13308 K17150 K17150
   unique fam-13309 K17151 K17151
   unique fam-13310 K17152 K17152
   unique fam-13311 K17165 K17165
   unique fam-13312 K17167 K17167
   unique fam-13313 K17172 K17172
   unique fam-13314 K17175 K17175
   unique fam-13315 K17178 K17178
   unique fam-13316 K17183 K17183
   unique fam-13317 K17365 K17365
   unique fam-13318 K17366 K17366
   unique fam-13319 K17367 K17367
   unique fam-13320 K17368 K17368
   unique fam-13321 K17369 K17369
   unique fam-13322 K17370 K17370
   unique fam-13323 K17371 K17371
   unique fam-13324 K17372 K17372
   unique fam-13325 K17373 K17373
   unique fam-13326 K17374 K17374
   unique fam-13327 K17375 K17375
   unique fam-13328 K17376 K17376
   unique fam-13329 K17377 K17377
   unique fam-13330 K17378 K17378
   unique fam-13331 K17379 K17379
   unique fam-13332 K17380 K17380
   unique fam-13333 K17381 K17381
   unique fam-13334 K17387 K17387
   unique fam-13335 K17389 K17389
   unique fam-13336 K17390 K17390
   unique fam-13337 K17391 K17391
   unique fam-13338 K17394 K17394
   unique fam-13339 K17395 K17395
   unique fam-13340 K17396 K17396
   unique fam-13341 K17397 K17397
   unique fam-13342 K17442 K17442
   unique fam-13343 K17460 K17460
   unique fam-13344 K17461 K17461
   unique fam-13345 K23551 K23551
   unique fam-13346 K23559 K23559
   unique fam-13347 K23560 K23560
   unique fam-13348 K23572 K23572
   unique fam-13349 K23581 K23581
   unique fam-13350 K23582 K23582
>>>pathway-430[map05206; map05206] fam=245 unique-fam=112
pathway-431[map05207; map05207] fam=129
   unique fam-13351 K08541 K08541
   unique fam-13352 K09206 K09206
   unique fam-13355 K25039 K25039
   unique fam-13356 K25040 K25040
   unique fam-13357 K25041 K25041
>>>pathway-431[map05207; map05207] fam=129 unique-fam=5
pathway-432[map05208; map05208] fam=175
   unique fam-13358 K07755 K07755
   unique fam-13359 K14700 K14700
   unique fam-13360 K14701 K14701
>>>pathway-432[map05208; map05208] fam=175 unique-fam=3
pathway-433[map05210; map05210] fam=72
>>>pathway-433[map05210; map05210] fam=72 unique-fam=0
pathway-434[map05211; map05211] fam=56
>>>pathway-434[map05211; map05211] fam=56 unique-fam=0
pathway-435[map05212; map05212] fam=63
>>>pathway-435[map05212; map05212] fam=63 unique-fam=0
pathway-436[map05213; map05213] fam=45
>>>pathway-436[map05213; map05213] fam=45 unique-fam=0
pathway-437[map05214; map05214] fam=54
>>>pathway-437[map05214; map05214] fam=54 unique-fam=0
pathway-438[map05215; map05215] fam=81
>>>pathway-438[map05215; map05215] fam=81 unique-fam=0
pathway-439[map05216; map05216] fam=34
>>>pathway-439[map05216; map05216] fam=34 unique-fam=0
pathway-440[map05217; map05217] fam=48
>>>pathway-440[map05217; map05217] fam=48 unique-fam=0
pathway-441[map05218; map05218] fam=50
>>>pathway-441[map05218; map05218] fam=50 unique-fam=0
pathway-442[map05219; map05219] fam=38
   unique fam-13361 K19520 K19520
>>>pathway-442[map05219; map05219] fam=38 unique-fam=1
pathway-443[map05220; map05220] fam=63
>>>pathway-443[map05220; map05220] fam=63 unique-fam=0
pathway-444[map05221; map05221] fam=57
>>>pathway-444[map05221; map05221] fam=57 unique-fam=0
pathway-445[map05222; map05222] fam=74
>>>pathway-445[map05222; map05222] fam=74 unique-fam=0
pathway-446[map05223; map05223] fam=60
>>>pathway-446[map05223; map05223] fam=60 unique-fam=0
pathway-447[map05224; map05224] fam=105
>>>pathway-447[map05224; map05224] fam=105 unique-fam=0
pathway-448[map05225; map05225] fam=116
   unique fam-13362 K11723 K11723
   unique fam-13363 K11757 K11757
   unique fam-13364 K11765 K11765
   unique fam-13365 K22197 K22197
>>>pathway-448[map05225; map05225] fam=116 unique-fam=4
pathway-449[map05226; map05226] fam=108
   unique fam-13366 K06811 K06811
   unique fam-13367 K22234 K22234
   unique fam-13368 K22244 K22244
>>>pathway-449[map05226; map05226] fam=108 unique-fam=3
pathway-450[map05230; map05230] fam=49
   unique fam-13369 K08180 K08180
   unique fam-13370 K23755 K23755
>>>pathway-450[map05230; map05230] fam=49 unique-fam=2
pathway-451[map05231; map05231] fam=61
   unique fam-13371 K06515 K06515
   unique fam-13372 K08199 K08199
load_mps: reading LP data from `/outputs/asmbMetaSpades/S28_Skin_HiSeq_cami_asmb/genes/pathways/ko2gg.mps'...
load_mps: name `PATH'
load_mps: 1068 rows
load_mps: 245 columns
load_mps: 3693 non-zeros
load_mps: 1 right-hand side vector(s)
load_mps: 0 range vector(s)
load_mps: 1 bound vector(s)
load_mps: 6079 cards were read
lpx_simplex: original LP has 1068 rows, 245 columns, 3693 non-zeros
lpx_simplex: presolved LP has 508 rows, 158 columns, 2205 non-zeros
lpx_adv_basis: size of triangular part = 508
      0:   objval =   8.000000000e+01   infeas =   1.000000000e+00 (0)
    200:   objval =   5.500000000e+01   infeas =   5.230125523e-02 (0)
    400:   objval =   5.800000000e+01   infeas =   2.092050209e-02 (0)
    489:   objval =   6.600000000e+01   infeas =   0.000000000e+00 (0)
*   489:   objval =   6.600000000e+01   infeas =   0.000000000e+00 (0)
*   508:   objval =   5.900000000e+01   infeas =   0.000000000e+00 (0)
OPTIMAL SOLUTION FOUND
Integer optimization begins...
Objective function is integral
+   508:   ip_obj =     not found yet >=              -inf (1; 0)
+   508:   ip_obj =   5.900000000e+01 >=   5.900000000e+01 (1; 0)
+   508:   ip_obj =   5.900000000e+01 >=     tree is empty (0; 1)
INTEGER OPTIMAL SOLUTION FOUND
Time used:   0.0 secs
Memory used: 1.3M (1374204 bytes)
lpx_print_mip: writing MIP problem solution to `/outputs/asmbMetaSpades/S28_Skin_HiSeq_cami_asmb/genes/pathways/ko2gg.mps.LPout'...
   unique fam-13373 K08200 K08200
   unique fam-13374 K08202 K08202
   unique fam-13375 K15282 K15282
   unique fam-13376 K15377 K15377
>>>pathway-451[map05231; map05231] fam=61 unique-fam=6
pathway-452[map05235; map05235] fam=73
   unique fam-13377 K09034 K09034
>>>pathway-452[map05235; map05235] fam=73 unique-fam=1
pathway-453[map05310; map05310] fam=20
   unique fam-13378 K10786 K10786
   unique fam-13379 K10787 K10787
   unique fam-13380 K10788 K10788
>>>pathway-453[map05310; map05310] fam=20 unique-fam=3
pathway-454[map05320; map05320] fam=25
>>>pathway-454[map05320; map05320] fam=25 unique-fam=0
pathway-455[map05321; map05321] fam=54
>>>pathway-455[map05321; map05321] fam=54 unique-fam=0
pathway-456[map05322; map05322] fam=45
   unique fam-13381 K10651 K10651
   unique fam-13382 K11089 K11089
   unique fam-13383 K11090 K11090
>>>pathway-456[map05322; map05322] fam=45 unique-fam=3
pathway-457[map05323; map05323] fam=67
>>>pathway-457[map05323; map05323] fam=67 unique-fam=0
pathway-458[map05330; map05330] fam=22
>>>pathway-458[map05330; map05330] fam=22 unique-fam=0
pathway-459[map05332; map05332] fam=22
>>>pathway-459[map05332; map05332] fam=22 unique-fam=0
pathway-460[map05340; map05340] fam=37
   unique fam-13384 K06554 K06554
>>>pathway-460[map05340; map05340] fam=37 unique-fam=1
pathway-461[map05410; map05410] fam=79
>>>pathway-461[map05410; map05410] fam=79 unique-fam=0
pathway-462[map05412; map05412] fam=68
   unique fam-13394 K07597 K07597
   unique fam-13395 K07601 K07601
   unique fam-13396 K10381 K10381
   unique fam-13397 K12642 K12642
   unique fam-13398 K21073 K21073
>>>pathway-462[map05412; map05412] fam=68 unique-fam=5
pathway-463[map05414; map05414] fam=87
>>>pathway-463[map05414; map05414] fam=87 unique-fam=0
pathway-464[map05415; map05415] fam=160
   unique fam-13399 K00898 K00898
   unique fam-13400 K22138 K22138
   unique fam-13401 K22139 K22139
>>>pathway-464[map05415; map05415] fam=160 unique-fam=3
pathway-465[map05416; map05416] fam=39
   unique fam-13402 K03260 K03260
   unique fam-13403 K06788 K06788
>>>pathway-465[map05416; map05416] fam=39 unique-fam=2
pathway-466[map05417; map05417] fam=159
   unique fam-13404 K10645 K10645
>>>pathway-466[map05417; map05417] fam=159 unique-fam=1
pathway-467[map05418; map05418] fam=99
>>>pathway-467[map05418; map05418] fam=99 unique-fam=0
now write mps file..
original ortholog=1777 found-in-the-fam-list=1067 found-in-the-fam-mapped-to-pathway=1067
End of PrintMPS
now run command = /usr/local/src/MinPath/glpk-4.6/examples/glpsol /outputs/asmbMetaSpades/S28_Skin_HiSeq_cami_asmb/genes/pathways/ko2gg.mps -o /outputs/asmbMetaSpades/S28_Skin_HiSeq_cami_asmb/genes/pathways/ko2gg.mps.LPout
total pathways mappd: before inference 245, after inference 59
pathway 0 map00010 map00010 path2fam 106  real-family 38
pathway 1 map00020 map00020 path2fam 66  real-family 24
pathway 2 map00030 map00030 path2fam 85  real-family 21
pathway 3 map00040 map00040 path2fam 88  real-family 16
pathway 4 map00051 map00051 path2fam 112  real-family 21
pathway 6 map00053 map00053 path2fam 62  real-family 7
pathway 7 map00061 map00061 path2fam 39  real-family 14
pathway 8 map00062 map00062 path2fam 24  real-family 0
pathway 9 map00071 map00071 path2fam 58  real-family 14
pathway 10 map00073 map00073 path2fam 14  real-family 0
pathway 11 map00100 map00100 path2fam 34  real-family 0
pathway 12 map00120 map00120 path2fam 18  real-family 1
pathway 14 map00130 map00130 path2fam 59  real-family 7
pathway 15 map00140 map00140 path2fam 46  real-family 0
pathway 17 map00195 map00195 path2fam 63  real-family 8
pathway 18 map00196 map00196 path2fam 42  real-family 0
pathway 19 map00220 map00220 path2fam 60  real-family 18
pathway 20 map00230 map00230 path2fam 216  real-family 46
pathway 21 map00232 map00232 path2fam 16  real-family 0
pathway 22 map00240 map00240 path2fam 110  real-family 31
pathway 23 map00250 map00250 path2fam 70  real-family 22
pathway 24 map00253 map00253 path2fam 17  real-family 0
pathway 25 map00254 map00254 path2fam 20  real-family 0
pathway 26 map00260 map00260 path2fam 109  real-family 28
pathway 27 map00261 map00261 path2fam 28  real-family 5
pathway 28 map00270 map00270 path2fam 123  real-family 29
pathway 29 map00280 map00280 path2fam 70  real-family 17
pathway 30 map00281 map00281 path2fam 16  real-family 2
pathway 31 map00290 map00290 path2fam 19  real-family 11
this pathway is added back
pathway 32 map00300 map00300 path2fam 48  real-family 16
pathway 33 map00310 map00310 path2fam 91  real-family 8
pathway 34 map00311 map00311 path2fam 16  real-family 1
pathway 35 map00330 map00330 path2fam 107  real-family 16
pathway 36 map00331 map00331 path2fam 5  real-family 0
pathway 37 map00332 map00332 path2fam 19  real-family 1
pathway 38 map00333 map00333 path2fam 20  real-family 3
pathway 39 map00340 map00340 path2fam 47  real-family 14
pathway 40 map00350 map00350 path2fam 84  real-family 10
pathway 41 map00360 map00360 path2fam 74  real-family 8
pathway 42 map00361 map00361 path2fam 41  real-family 2
pathway 43 map00362 map00362 path2fam 106  real-family 7
pathway 44 map00363 map00363 path2fam 2  real-family 0
pathway 45 map00364 map00364 path2fam 18  real-family 0
pathway 46 map00365 map00365 path2fam 8  real-family 0
pathway 47 map00380 map00380 path2fam 80  real-family 9
pathway 48 map00400 map00400 path2fam 72  real-family 20
pathway 49 map00401 map00401 path2fam 30  real-family 4
pathway 50 map00402 map00402 path2fam 8  real-family 0
pathway 51 map00403 map00403 path2fam 13  real-family 0
pathway 52 map00404 map00404 path2fam 40  real-family 0
pathway 53 map00405 map00405 path2fam 16  real-family 2
pathway 54 map00410 map00410 path2fam 45  real-family 4
pathway 56 map00440 map00440 path2fam 44  real-family 1
pathway 58 map00460 map00460 path2fam 36  real-family 5
pathway 59 map00470 map00470 path2fam 53  real-family 10
pathway 60 map00480 map00480 path2fam 57  real-family 10
pathway 62 map00510 map00510 path2fam 45  real-family 0
pathway 64 map00512 map00512 path2fam 15  real-family 0
pathway 65 map00513 map00513 path2fam 52  real-family 1
pathway 66 map00514 map00514 path2fam 31  real-family 0
pathway 67 map00515 map00515 path2fam 21  real-family 0
pathway 68 map00520 map00520 path2fam 156  real-family 40
pathway 69 map00521 map00521 path2fam 21  real-family 6
pathway 70 map00522 map00522 path2fam 59  real-family 0
pathway 71 map00523 map00523 path2fam 59  real-family 2
pathway 72 map00524 map00524 path2fam 58  real-family 1
pathway 73 map00525 map00525 path2fam 27  real-family 2
pathway 74 map00531 map00531 path2fam 15  real-family 4
pathway 75 map00532 map00532 path2fam 18  real-family 0
pathway 76 map00533 map00533 path2fam 14  real-family 0
pathway 77 map00534 map00534 path2fam 22  real-family 0
pathway 79 map00541 map00541 path2fam 97  real-family 13
pathway 80 map00542 map00542 path2fam 35  real-family 1
pathway 82 map00550 map00550 path2fam 53  real-family 37
this pathway is added back
pathway 84 map00561 map00561 path2fam 91  real-family 19
pathway 85 map00562 map00562 path2fam 76  real-family 6
pathway 86 map00563 map00563 path2fam 27  real-family 0
pathway 88 map00565 map00565 path2fam 31  real-family 1
pathway 90 map00572 map00572 path2fam 12  real-family 2
pathway 91 map00590 map00590 path2fam 45  real-family 1
pathway 92 map00591 map00591 path2fam 25  real-family 0
pathway 93 map00592 map00592 path2fam 26  real-family 1
pathway 94 map00600 map00600 path2fam 50  real-family 3
pathway 95 map00601 map00601 path2fam 27  real-family 0
pathway 96 map00603 map00603 path2fam 15  real-family 1
pathway 97 map00604 map00604 path2fam 14  real-family 1
pathway 98 map00620 map00620 path2fam 129  real-family 43
pathway 99 map00621 map00621 path2fam 31  real-family 1
pathway 100 map00622 map00622 path2fam 34  real-family 1
pathway 101 map00623 map00623 path2fam 46  real-family 1
pathway 102 map00624 map00624 path2fam 43  real-family 1
pathway 103 map00625 map00625 path2fam 43  real-family 6
pathway 104 map00626 map00626 path2fam 29  real-family 5
pathway 105 map00627 map00627 path2fam 89  real-family 2
pathway 106 map00630 map00630 path2fam 101  real-family 29
pathway 107 map00633 map00633 path2fam 22  real-family 1
pathway 108 map00640 map00640 path2fam 96  real-family 24
pathway 109 map00642 map00642 path2fam 16  real-family 1
pathway 110 map00643 map00643 path2fam 25  real-family 2
pathway 111 map00650 map00650 path2fam 113  real-family 19
pathway 112 map00660 map00660 path2fam 29  real-family 7
pathway 113 map00670 map00670 path2fam 42  real-family 12
pathway 114 map00680 map00680 path2fam 195  real-family 22
pathway 115 map00710 map00710 path2fam 36  real-family 11
pathway 116 map00720 map00720 path2fam 116  real-family 26
pathway 117 map00730 map00730 path2fam 36  real-family 15
pathway 118 map00740 map00740 path2fam 54  real-family 9
pathway 119 map00750 map00750 path2fam 24  real-family 5
pathway 120 map00760 map00760 path2fam 95  real-family 16
pathway 121 map00770 map00770 path2fam 44  real-family 14
pathway 122 map00780 map00780 path2fam 24  real-family 14
this pathway is added back
pathway 123 map00785 map00785 path2fam 13  real-family 4
pathway 124 map00790 map00790 path2fam 84  real-family 22
pathway 125 map00791 map00791 path2fam 16  real-family 3
pathway 126 map00830 map00830 path2fam 50  real-family 4
pathway 127 map00860 map00860 path2fam 139  real-family 20
pathway 128 map00900 map00900 path2fam 63  real-family 11
pathway 129 map00901 map00901 path2fam 31  real-family 0
pathway 130 map00902 map00902 path2fam 42  real-family 0
pathway 131 map00903 map00903 path2fam 12  real-family 2
pathway 132 map00904 map00904 path2fam 68  real-family 0
pathway 133 map00905 map00905 path2fam 12  real-family 0
pathway 134 map00906 map00906 path2fam 56  real-family 7
pathway 135 map00908 map00908 path2fam 10  real-family 1
pathway 136 map00909 map00909 path2fam 74  real-family 0
pathway 138 map00920 map00920 path2fam 109  real-family 12
pathway 140 map00940 map00940 path2fam 32  real-family 1
pathway 141 map00941 map00941 path2fam 27  real-family 1
pathway 142 map00942 map00942 path2fam 16  real-family 0
pathway 143 map00943 map00943 path2fam 18  real-family 0
pathway 144 map00944 map00944 path2fam 15  real-family 1
pathway 145 map00945 map00945 path2fam 12  real-family 1
pathway 146 map00950 map00950 path2fam 62  real-family 2
pathway 147 map00960 map00960 path2fam 33  real-family 2
pathway 148 map00965 map00965 path2fam 8  real-family 0
pathway 149 map00966 map00966 path2fam 21  real-family 2
pathway 151 map00980 map00980 path2fam 34  real-family 3
pathway 152 map00981 map00981 path2fam 18  real-family 1
pathway 153 map00982 map00982 path2fam 25  real-family 4
pathway 154 map00983 map00983 path2fam 32  real-family 8
pathway 155 map00984 map00984 path2fam 15  real-family 2
pathway 156 map00996 map00996 path2fam 14  real-family 0
pathway 157 map00997 map00997 path2fam 42  real-family 2
pathway 158 map00998 map00998 path2fam 66  real-family 5
pathway 159 map00999 map00999 path2fam 56  real-family 3
pathway 160 map01040 map01040 path2fam 32  real-family 0
pathway 161 map01051 map01051 path2fam 32  real-family 1
pathway 162 map01052 map01052 path2fam 127  real-family 0
pathway 163 map01053 map01053 path2fam 37  real-family 0
pathway 164 map01054 map01054 path2fam 51  real-family 0
pathway 165 map01055 map01055 path2fam 29  real-family 1
pathway 166 map01056 map01056 path2fam 9  real-family 0
pathway 167 map01057 map01057 path2fam 72  real-family 0
pathway 168 map01059 map01059 path2fam 73  real-family 0
pathway 172 map01200 map01200 path2fam 365  real-family 88
pathway 173 map01210 map01210 path2fam 82  real-family 21
pathway 174 map01212 map01212 path2fam 84  real-family 18
pathway 175 map01220 map01220 path2fam 215  real-family 12
pathway 176 map01230 map01230 path2fam 238  real-family 104
pathway 177 map01232 map01232 path2fam 119  real-family 37
pathway 179 map01250 map01250 path2fam 211  real-family 25
pathway 181 map01502 map01502 path2fam 22  real-family 6
pathway 183 map01521 map01521 path2fam 67  real-family 0
pathway 184 map01522 map01522 path2fam 77  real-family 0
pathway 185 map01523 map01523 path2fam 26  real-family 5
pathway 186 map01524 map01524 path2fam 46  real-family 1
pathway 192 map02030 map02030 path2fam 26  real-family 3
pathway 197 map03013 map03013 path2fam 98  real-family 0
pathway 198 map03015 map03015 path2fam 63  real-family 0
pathway 201 map03022 map03022 path2fam 36  real-family 0
pathway 203 map03040 map03040 path2fam 123  real-family 0
pathway 206 map03070 map03070 path2fam 74  real-family 10
pathway 207 map03230 map03230 path2fam 119  real-family 0
pathway 208 map03240 map03240 path2fam 130  real-family 0
pathway 209 map03250 map03250 path2fam 60  real-family 1
pathway 210 map03320 map03320 path2fam 63  real-family 4
pathway 215 map03450 map03450 path2fam 19  real-family 0
pathway 216 map03460 map03460 path2fam 54  real-family 0
pathway 217 map04010 map04010 path2fam 235  real-family 0
pathway 218 map04011 map04011 path2fam 91  real-family 1
pathway 219 map04012 map04012 path2fam 69  real-family 0
pathway 220 map04013 map04013 path2fam 84  real-family 1
pathway 221 map04014 map04014 path2fam 182  real-family 0
pathway 222 map04015 map04015 path2fam 162  real-family 0
pathway 223 map04016 map04016 path2fam 54  real-family 3
pathway 224 map04020 map04020 path2fam 185  real-family 0
pathway 225 map04022 map04022 path2fam 121  real-family 0
pathway 226 map04024 map04024 path2fam 168  real-family 0
pathway 227 map04060 map04060 path2fam 273  real-family 0
pathway 228 map04061 map04061 path2fam 121  real-family 0
pathway 229 map04062 map04062 path2fam 162  real-family 0
pathway 230 map04064 map04064 path2fam 97  real-family 0
pathway 231 map04066 map04066 path2fam 76  real-family 8
pathway 232 map04068 map04068 path2fam 102  real-family 2
pathway 233 map04070 map04070 path2fam 55  real-family 2
pathway 234 map04071 map04071 path2fam 82  real-family 0
pathway 235 map04072 map04072 path2fam 108  real-family 0
pathway 236 map04075 map04075 path2fam 45  real-family 0
pathway 237 map04080 map04080 path2fam 328  real-family 0
pathway 238 map04110 map04110 path2fam 111  real-family 0
pathway 239 map04111 map04111 path2fam 126  real-family 0
pathway 242 map04114 map04114 path2fam 80  real-family 0
pathway 243 map04115 map04115 path2fam 67  real-family 0
pathway 244 map04120 map04120 path2fam 133  real-family 0
pathway 246 map04130 map04130 path2fam 35  real-family 0
pathway 247 map04136 map04136 path2fam 23  real-family 0
pathway 248 map04137 map04137 path2fam 61  real-family 0
pathway 250 map04139 map04139 path2fam 34  real-family 0
pathway 251 map04140 map04140 path2fam 110  real-family 0
pathway 253 map04142 map04142 path2fam 108  real-family 5
pathway 254 map04144 map04144 path2fam 169  real-family 0
pathway 255 map04145 map04145 path2fam 95  real-family 0
pathway 256 map04146 map04146 path2fam 74  real-family 4
pathway 257 map04150 map04150 path2fam 117  real-family 0
pathway 258 map04151 map04151 path2fam 263  real-family 0
pathway 259 map04152 map04152 path2fam 85  real-family 1
pathway 260 map04210 map04210 path2fam 110  real-family 0
pathway 261 map04211 map04211 path2fam 68  real-family 2
pathway 262 map04212 map04212 path2fam 57  real-family 5
pathway 265 map04215 map04215 path2fam 40  real-family 0
pathway 266 map04216 map04216 path2fam 33  real-family 1
pathway 267 map04217 map04217 path2fam 97  real-family 2
pathway 268 map04218 map04218 path2fam 117  real-family 0
pathway 269 map04260 map04260 path2fam 67  real-family 0
pathway 270 map04261 map04261 path2fam 95  real-family 0
pathway 271 map04270 map04270 path2fam 96  real-family 0
pathway 272 map04310 map04310 path2fam 122  real-family 0
pathway 273 map04320 map04320 path2fam 28  real-family 0
pathway 274 map04330 map04330 path2fam 33  real-family 0
pathway 275 map04340 map04340 path2fam 45  real-family 0
pathway 276 map04341 map04341 path2fam 26  real-family 0
pathway 277 map04350 map04350 path2fam 83  real-family 0
pathway 278 map04360 map04360 path2fam 128  real-family 0
pathway 279 map04361 map04361 path2fam 59  real-family 0
pathway 280 map04370 map04370 path2fam 39  real-family 0
pathway 281 map04371 map04371 path2fam 105  real-family 0
pathway 282 map04380 map04380 path2fam 99  real-family 0
pathway 283 map04390 map04390 path2fam 115  real-family 0
pathway 284 map04391 map04391 path2fam 53  real-family 0
pathway 285 map04392 map04392 path2fam 25  real-family 0
pathway 286 map04510 map04510 path2fam 149  real-family 0
pathway 287 map04512 map04512 path2fam 65  real-family 0
pathway 288 map04514 map04514 path2fam 109  real-family 0
pathway 289 map04520 map04520 path2fam 63  real-family 0
pathway 290 map04530 map04530 path2fam 106  real-family 0
pathway 291 map04540 map04540 path2fam 60  real-family 0
pathway 292 map04550 map04550 path2fam 114  real-family 0
pathway 293 map04610 map04610 path2fam 81  real-family 0
pathway 294 map04611 map04611 path2fam 90  real-family 0
pathway 295 map04612 map04612 path2fam 46  real-family 0
pathway 296 map04613 map04613 path2fam 90  real-family 0
pathway 298 map04620 map04620 path2fam 76  real-family 0
pathway 299 map04621 map04621 path2fam 143  real-family 0
pathway 300 map04622 map04622 path2fam 53  real-family 1
pathway 301 map04623 map04623 path2fam 51  real-family 0
pathway 302 map04624 map04624 path2fam 57  real-family 0
pathway 303 map04625 map04625 path2fam 82  real-family 0
pathway 305 map04630 map04630 path2fam 139  real-family 0
pathway 306 map04640 map04640 path2fam 80  real-family 0
pathway 307 map04650 map04650 path2fam 93  real-family 0
pathway 308 map04657 map04657 path2fam 81  real-family 0
pathway 309 map04658 map04658 path2fam 67  real-family 0
pathway 310 map04659 map04659 path2fam 87  real-family 0
pathway 311 map04660 map04660 path2fam 86  real-family 0
pathway 312 map04662 map04662 path2fam 58  real-family 0
pathway 313 map04664 map04664 path2fam 47  real-family 0
pathway 314 map04666 map04666 path2fam 64  real-family 0
pathway 315 map04668 map04668 path2fam 92  real-family 0
pathway 316 map04670 map04670 path2fam 75  real-family 0
pathway 317 map04672 map04672 path2fam 37  real-family 0
pathway 318 map04710 map04710 path2fam 28  real-family 0
pathway 319 map04711 map04711 path2fam 11  real-family 0
pathway 320 map04712 map04712 path2fam 27  real-family 0
pathway 321 map04713 map04713 path2fam 79  real-family 0
pathway 323 map04720 map04720 path2fam 43  real-family 0
pathway 324 map04721 map04721 path2fam 55  real-family 0
pathway 325 map04722 map04722 path2fam 90  real-family 0
pathway 326 map04723 map04723 path2fam 119  real-family 0
pathway 327 map04724 map04724 path2fam 88  real-family 1
pathway 328 map04725 map04725 path2fam 90  real-family 0
pathway 329 map04726 map04726 path2fam 85  real-family 1
pathway 330 map04727 map04727 path2fam 69  real-family 1
pathway 331 map04728 map04728 path2fam 84  real-family 1
pathway 332 map04730 map04730 path2fam 45  real-family 0
pathway 333 map04740 map04740 path2fam 25  real-family 0
pathway 334 map04742 map04742 path2fam 41  real-family 0
pathway 335 map04744 map04744 path2fam 18  real-family 0
pathway 336 map04745 map04745 path2fam 18  real-family 0
pathway 337 map04750 map04750 path2fam 68  real-family 0
pathway 338 map04810 map04810 path2fam 163  real-family 0
pathway 340 map04911 map04911 path2fam 68  real-family 0
pathway 341 map04912 map04912 path2fam 64  real-family 0
pathway 342 map04913 map04913 path2fam 40  real-family 0
pathway 343 map04914 map04914 path2fam 65  real-family 0
pathway 344 map04915 map04915 path2fam 77  real-family 0
pathway 345 map04916 map04916 path2fam 67  real-family 0
pathway 346 map04917 map04917 path2fam 57  real-family 1
pathway 347 map04918 map04918 path2fam 53  real-family 2
pathway 348 map04919 map04919 path2fam 91  real-family 2
pathway 349 map04920 map04920 path2fam 53  real-family 1
pathway 350 map04921 map04921 path2fam 112  real-family 0
pathway 351 map04922 map04922 path2fam 57  real-family 6
pathway 352 map04923 map04923 path2fam 47  real-family 0
pathway 353 map04924 map04924 path2fam 50  real-family 0
pathway 354 map04925 map04925 path2fam 65  real-family 0
pathway 355 map04926 map04926 path2fam 96  real-family 0
pathway 356 map04927 map04927 path2fam 54  real-family 0
pathway 357 map04928 map04928 path2fam 85  real-family 0
pathway 358 map04929 map04929 path2fam 51  real-family 0
pathway 359 map04930 map04930 path2fam 37  real-family 1
pathway 360 map04931 map04931 path2fam 74  real-family 1
pathway 361 map04932 map04932 path2fam 127  real-family 0
pathway 362 map04933 map04933 path2fam 76  real-family 0
pathway 363 map04934 map04934 path2fam 122  real-family 1
pathway 364 map04935 map04935 path2fam 92  real-family 0
pathway 365 map04936 map04936 path2fam 105  real-family 3
pathway 366 map04940 map04940 path2fam 25  real-family 1
pathway 367 map04950 map04950 path2fam 26  real-family 0
pathway 368 map04960 map04960 path2fam 26  real-family 0
pathway 369 map04961 map04961 path2fam 33  real-family 0
pathway 370 map04962 map04962 path2fam 33  real-family 0
pathway 371 map04964 map04964 path2fam 14  real-family 0
pathway 372 map04966 map04966 path2fam 17  real-family 0
pathway 373 map04970 map04970 path2fam 64  real-family 1
pathway 374 map04971 map04971 path2fam 50  real-family 0
pathway 375 map04972 map04972 path2fam 69  real-family 1
pathway 376 map04973 map04973 path2fam 22  real-family 1
pathway 378 map04975 map04975 path2fam 28  real-family 1
pathway 379 map04976 map04976 path2fam 62  real-family 1
pathway 380 map04977 map04977 path2fam 23  real-family 0
pathway 382 map04979 map04979 path2fam 50  real-family 0
pathway 383 map05010 map05010 path2fam 300  real-family 1
pathway 384 map05012 map05012 path2fam 209  real-family 1
pathway 385 map05014 map05014 path2fam 280  real-family 2
pathway 386 map05016 map05016 path2fam 229  real-family 2
pathway 387 map05017 map05017 path2fam 116  real-family 0
pathway 388 map05020 map05020 path2fam 209  real-family 0
pathway 389 map05022 map05022 path2fam 368  real-family 2
pathway 390 map05030 map05030 path2fam 39  real-family 1
pathway 391 map05031 map05031 path2fam 46  real-family 1
pathway 392 map05032 map05032 path2fam 64  real-family 0
pathway 393 map05033 map05033 path2fam 27  real-family 0
pathway 394 map05034 map05034 path2fam 86  real-family 1
pathway 396 map05110 map05110 path2fam 49  real-family 0
pathway 397 map05111 map05111 path2fam 106  real-family 8
pathway 399 map05130 map05130 path2fam 152  real-family 1
pathway 400 map05131 map05131 path2fam 205  real-family 0
pathway 401 map05132 map05132 path2fam 217  real-family 1
pathway 402 map05133 map05133 path2fam 79  real-family 0
pathway 404 map05135 map05135 path2fam 122  real-family 0
pathway 405 map05140 map05140 path2fam 59  real-family 0
pathway 407 map05143 map05143 path2fam 41  real-family 1
pathway 408 map05144 map05144 path2fam 67  real-family 0
pathway 409 map05145 map05145 path2fam 95  real-family 0
pathway 413 map05160 map05160 path2fam 112  real-family 0
pathway 414 map05161 map05161 path2fam 132  real-family 0
pathway 415 map05162 map05162 path2fam 117  real-family 0
pathway 416 map05163 map05163 path2fam 192  real-family 0
pathway 417 map05164 map05164 path2fam 128  real-family 0
pathway 418 map05165 map05165 path2fam 231  real-family 1
pathway 419 map05166 map05166 path2fam 191  real-family 0
pathway 420 map05167 map05167 path2fam 169  real-family 0
pathway 421 map05168 map05168 path2fam 148  real-family 0
pathway 422 map05169 map05169 path2fam 172  real-family 0
pathway 423 map05170 map05170 path2fam 163  real-family 0
pathway 424 map05171 map05171 path2fam 220  real-family 0
pathway 425 map05200 map05200 path2fam 417  real-family 1
pathway 426 map05202 map05202 path2fam 162  real-family 0
pathway 427 map05203 map05203 path2fam 174  real-family 1
pathway 428 map05204 map05204 path2fam 29  real-family 0
pathway 429 map05205 map05205 path2fam 165  real-family 0
pathway 430 map05206 map05206 path2fam 245  real-family 1
pathway 431 map05207 map05207 path2fam 129  real-family 0
pathway 432 map05208 map05208 path2fam 175  real-family 2
pathway 433 map05210 map05210 path2fam 72  real-family 0
pathway 434 map05211 map05211 path2fam 56  real-family 1
pathway 435 map05212 map05212 path2fam 63  real-family 0
pathway 436 map05213 map05213 path2fam 45  real-family 0
pathway 437 map05214 map05214 path2fam 54  real-family 0
pathway 438 map05215 map05215 path2fam 81  real-family 0
pathway 439 map05216 map05216 path2fam 34  real-family 0
pathway 440 map05217 map05217 path2fam 48  real-family 0
pathway 441 map05218 map05218 path2fam 50  real-family 0
pathway 442 map05219 map05219 path2fam 38  real-family 1
pathway 443 map05220 map05220 path2fam 63  real-family 0
pathway 444 map05221 map05221 path2fam 57  real-family 0
pathway 445 map05222 map05222 path2fam 74  real-family 0
pathway 446 map05223 map05223 path2fam 60  real-family 0
pathway 447 map05224 map05224 path2fam 105  real-family 0
pathway 448 map05225 map05225 path2fam 116  real-family 1
pathway 449 map05226 map05226 path2fam 108  real-family 1
pathway 450 map05230 map05230 path2fam 49  real-family 8
pathway 451 map05231 map05231 path2fam 61  real-family 1
pathway 452 map05235 map05235 path2fam 73  real-family 0
pathway 453 map05310 map05310 path2fam 20  real-family 0
pathway 454 map05320 map05320 path2fam 25  real-family 0
pathway 455 map05321 map05321 path2fam 54  real-family 0
pathway 456 map05322 map05322 path2fam 45  real-family 0
pathway 457 map05323 map05323 path2fam 67  real-family 0
pathway 458 map05330 map05330 path2fam 22  real-family 0
pathway 459 map05332 map05332 path2fam 22  real-family 0
pathway 460 map05340 map05340 path2fam 37  real-family 2
pathway 461 map05410 map05410 path2fam 79  real-family 0
pathway 462 map05412 map05412 path2fam 68  real-family 0
pathway 463 map05414 map05414 path2fam 87  real-family 0
pathway 464 map05415 map05415 path2fam 160  real-family 6
pathway 465 map05416 map05416 path2fam 39  real-family 0
pathway 466 map05417 map05417 path2fam 159  real-family 2
pathway 467 map05418 map05418 path2fam 99  real-family 1
added pathway = 3

Results are saved in file: /outputs/asmbMetaSpades/S28_Skin_HiSeq_cami_asmb/genes/pathways/tmp_report.txt
Details are saved in file: /outputs/asmbMetaSpades/S28_Skin_HiSeq_cami_asmb/genes/pathways/ko2gg.details.txt
