7767517 280 310 Input images 0 1 images YoloV5Focus focus 1 1 images 683 Convolution Conv_41 1 1 683 1177 0=16 1=3 4=1 5=1 6=1728 Swish Mul_43 1 1 1177 687 ConvolutionDepthWise Conv_44 1 1 687 1180 0=16 1=3 3=2 4=1 5=1 6=144 7=16 Swish Mul_46 1 1 1180 691 Convolution Conv_47 1 1 691 1183 0=32 1=1 5=1 6=512 Swish Mul_49 1 1 1183 695 Split splitncnn_0 1 2 695 695_splitncnn_0 695_splitncnn_1 Convolution Conv_50 1 1 695_splitncnn_1 1186 0=16 1=1 5=1 6=512 Swish Mul_52 1 1 1186 699 Split splitncnn_1 1 2 699 699_splitncnn_0 699_splitncnn_1 Convolution Conv_53 1 1 695_splitncnn_0 1189 0=16 1=1 5=1 6=512 Swish Mul_55 1 1 1189 703 Convolution Conv_56 1 1 699_splitncnn_1 1192 0=16 1=1 5=1 6=256 Swish Mul_58 1 1 1192 707 ConvolutionDepthWise Conv_59 1 1 707 1195 0=16 1=3 4=1 5=1 6=144 7=16 Swish Mul_61 1 1 1195 711 Convolution Conv_62 1 1 711 1198 0=16 1=1 5=1 6=256 Swish Mul_64 1 1 1198 715 BinaryOp Add_65 2 1 715 699_splitncnn_0 716 Concat Concat_66 2 1 716 703 717 Convolution Conv_67 1 1 717 1201 0=32 1=1 5=1 6=1024 Swish Mul_69 1 1 1201 721 ConvolutionDepthWise Conv_70 1 1 721 1204 0=32 1=3 3=2 4=1 5=1 6=288 7=32 Swish Mul_72 1 1 1204 725 Convolution Conv_73 1 1 725 1207 0=64 1=1 5=1 6=2048 Swish Mul_75 1 1 1207 729 Split splitncnn_2 1 2 729 729_splitncnn_0 729_splitncnn_1 Convolution Conv_76 1 1 729_splitncnn_1 1210 0=32 1=1 5=1 6=2048 Swish Mul_78 1 1 1210 733 Split splitncnn_3 1 2 733 733_splitncnn_0 733_splitncnn_1 Convolution Conv_79 1 1 729_splitncnn_0 1213 0=32 1=1 5=1 6=2048 Swish Mul_81 1 1 1213 737 Convolution Conv_82 1 1 733_splitncnn_1 1216 0=32 1=1 5=1 6=1024 Swish Mul_84 1 1 1216 741 ConvolutionDepthWise Conv_85 1 1 741 1219 0=32 1=3 4=1 5=1 6=288 7=32 Swish Mul_87 1 1 1219 745 Convolution Conv_88 1 1 745 1222 0=32 1=1 5=1 6=1024 Swish Mul_90 1 1 1222 749 BinaryOp Add_91 2 1 749 733_splitncnn_0 750 Split splitncnn_4 1 2 750 750_splitncnn_0 750_splitncnn_1 Convolution Conv_92 1 1 750_splitncnn_1 1225 0=32 1=1 5=1 6=1024 Swish Mul_94 1 1 1225 754 ConvolutionDepthWise Conv_95 1 1 754 1228 0=32 1=3 4=1 5=1 6=288 7=32 Swish Mul_97 1 1 1228 758 Convolution Conv_98 1 1 758 1231 0=32 1=1 5=1 6=1024 Swish Mul_100 1 1 1231 762 BinaryOp Add_101 2 1 762 750_splitncnn_0 763 Split splitncnn_5 1 2 763 763_splitncnn_0 763_splitncnn_1 Convolution Conv_102 1 1 763_splitncnn_1 1234 0=32 1=1 5=1 6=1024 Swish Mul_104 1 1 1234 767 ConvolutionDepthWise Conv_105 1 1 767 1237 0=32 1=3 4=1 5=1 6=288 7=32 Swish Mul_107 1 1 1237 771 Convolution Conv_108 1 1 771 1240 0=32 1=1 5=1 6=1024 Swish Mul_110 1 1 1240 775 BinaryOp Add_111 2 1 775 763_splitncnn_0 776 Concat Concat_112 2 1 776 737 777 Convolution Conv_113 1 1 777 1243 0=64 1=1 5=1 6=4096 Swish Mul_115 1 1 1243 781 Split splitncnn_6 1 2 781 781_splitncnn_0 781_splitncnn_1 ConvolutionDepthWise Conv_116 1 1 781_splitncnn_1 1246 0=64 1=3 3=2 4=1 5=1 6=576 7=64 Swish Mul_118 1 1 1246 785 Convolution Conv_119 1 1 785 1249 0=128 1=1 5=1 6=8192 Swish Mul_121 1 1 1249 789 Split splitncnn_7 1 2 789 789_splitncnn_0 789_splitncnn_1 Convolution Conv_122 1 1 789_splitncnn_1 1252 0=64 1=1 5=1 6=8192 Swish Mul_124 1 1 1252 793 Split splitncnn_8 1 2 793 793_splitncnn_0 793_splitncnn_1 Convolution Conv_125 1 1 789_splitncnn_0 1255 0=64 1=1 5=1 6=8192 Swish Mul_127 1 1 1255 797 Convolution Conv_128 1 1 793_splitncnn_1 1258 0=64 1=1 5=1 6=4096 Swish Mul_130 1 1 1258 801 ConvolutionDepthWise Conv_131 1 1 801 1261 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_133 1 1 1261 805 Convolution Conv_134 1 1 805 1264 0=64 1=1 5=1 6=4096 Swish Mul_136 1 1 1264 809 BinaryOp Add_137 2 1 809 793_splitncnn_0 810 Split splitncnn_9 1 2 810 810_splitncnn_0 810_splitncnn_1 Convolution Conv_138 1 1 810_splitncnn_1 1267 0=64 1=1 5=1 6=4096 Swish Mul_140 1 1 1267 814 ConvolutionDepthWise Conv_141 1 1 814 1270 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_143 1 1 1270 818 Convolution Conv_144 1 1 818 1273 0=64 1=1 5=1 6=4096 Swish Mul_146 1 1 1273 822 BinaryOp Add_147 2 1 822 810_splitncnn_0 823 Split splitncnn_10 1 2 823 823_splitncnn_0 823_splitncnn_1 Convolution Conv_148 1 1 823_splitncnn_1 1276 0=64 1=1 5=1 6=4096 Swish Mul_150 1 1 1276 827 ConvolutionDepthWise Conv_151 1 1 827 1279 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_153 1 1 1279 831 Convolution Conv_154 1 1 831 1282 0=64 1=1 5=1 6=4096 Swish Mul_156 1 1 1282 835 BinaryOp Add_157 2 1 835 823_splitncnn_0 836 Concat Concat_158 2 1 836 797 837 Convolution Conv_159 1 1 837 1285 0=128 1=1 5=1 6=16384 Swish Mul_161 1 1 1285 841 Split splitncnn_11 1 2 841 841_splitncnn_0 841_splitncnn_1 ConvolutionDepthWise Conv_162 1 1 841_splitncnn_1 1288 0=128 1=3 3=2 4=1 5=1 6=1152 7=128 Swish Mul_164 1 1 1288 845 Convolution Conv_165 1 1 845 1291 0=256 1=1 5=1 6=32768 Swish Mul_167 1 1 1291 849 Convolution Conv_168 1 1 849 1294 0=128 1=1 5=1 6=32768 Swish Mul_170 1 1 1294 853 Split splitncnn_12 1 4 853 853_splitncnn_0 853_splitncnn_1 853_splitncnn_2 853_splitncnn_3 Pooling MaxPool_171 1 1 853_splitncnn_3 854 1=5 3=2 5=1 Pooling MaxPool_172 1 1 853_splitncnn_2 855 1=9 3=4 5=1 Pooling MaxPool_173 1 1 853_splitncnn_1 856 1=13 3=6 5=1 Concat Concat_174 4 1 853_splitncnn_0 854 855 856 857 Convolution Conv_175 1 1 857 1297 0=256 1=1 5=1 6=131072 Swish Mul_177 1 1 1297 861 Split splitncnn_13 1 2 861 861_splitncnn_0 861_splitncnn_1 Convolution Conv_178 1 1 861_splitncnn_1 1300 0=128 1=1 5=1 6=32768 Swish Mul_180 1 1 1300 865 Convolution Conv_181 1 1 861_splitncnn_0 1303 0=128 1=1 5=1 6=32768 Swish Mul_183 1 1 1303 869 Convolution Conv_184 1 1 865 1306 0=128 1=1 5=1 6=16384 Swish Mul_186 1 1 1306 873 ConvolutionDepthWise Conv_187 1 1 873 1309 0=128 1=3 4=1 5=1 6=1152 7=128 Swish Mul_189 1 1 1309 877 Convolution Conv_190 1 1 877 1312 0=128 1=1 5=1 6=16384 Swish Mul_192 1 1 1312 881 Concat Concat_193 2 1 881 869 882 Convolution Conv_194 1 1 882 1315 0=256 1=1 5=1 6=65536 Swish Mul_196 1 1 1315 886 Convolution Conv_197 1 1 886 1318 0=128 1=1 5=1 6=32768 Swish Mul_199 1 1 1318 890 Split splitncnn_14 1 2 890 890_splitncnn_0 890_splitncnn_1 Interp Resize_201 1 1 890_splitncnn_1 895 0=1 1=2.000000e+00 2=2.000000e+00 Concat Concat_202 2 1 895 841_splitncnn_0 896 Split splitncnn_15 1 2 896 896_splitncnn_0 896_splitncnn_1 Convolution Conv_203 1 1 896_splitncnn_1 1321 0=64 1=1 5=1 6=16384 Swish Mul_205 1 1 1321 900 Convolution Conv_206 1 1 896_splitncnn_0 1324 0=64 1=1 5=1 6=16384 Swish Mul_208 1 1 1324 904 Convolution Conv_209 1 1 900 1327 0=64 1=1 5=1 6=4096 Swish Mul_211 1 1 1327 908 ConvolutionDepthWise Conv_212 1 1 908 1330 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_214 1 1 1330 912 Convolution Conv_215 1 1 912 1333 0=64 1=1 5=1 6=4096 Swish Mul_217 1 1 1333 916 Concat Concat_218 2 1 916 904 917 Convolution Conv_219 1 1 917 1336 0=128 1=1 5=1 6=16384 Swish Mul_221 1 1 1336 921 Convolution Conv_222 1 1 921 1339 0=64 1=1 5=1 6=8192 Swish Mul_224 1 1 1339 925 Split splitncnn_16 1 2 925 925_splitncnn_0 925_splitncnn_1 Interp Resize_226 1 1 925_splitncnn_1 930 0=1 1=2.000000e+00 2=2.000000e+00 Concat Concat_227 2 1 930 781_splitncnn_0 931 Split splitncnn_17 1 2 931 931_splitncnn_0 931_splitncnn_1 Convolution Conv_228 1 1 931_splitncnn_1 1342 0=32 1=1 5=1 6=4096 Swish Mul_230 1 1 1342 935 Convolution Conv_231 1 1 931_splitncnn_0 1345 0=32 1=1 5=1 6=4096 Swish Mul_233 1 1 1345 939 Convolution Conv_234 1 1 935 1348 0=32 1=1 5=1 6=1024 Swish Mul_236 1 1 1348 943 ConvolutionDepthWise Conv_237 1 1 943 1351 0=32 1=3 4=1 5=1 6=288 7=32 Swish Mul_239 1 1 1351 947 Convolution Conv_240 1 1 947 1354 0=32 1=1 5=1 6=1024 Swish Mul_242 1 1 1354 951 Concat Concat_243 2 1 951 939 952 Convolution Conv_244 1 1 952 1357 0=64 1=1 5=1 6=4096 Swish Mul_246 1 1 1357 956 Split splitncnn_18 1 2 956 956_splitncnn_0 956_splitncnn_1 ConvolutionDepthWise Conv_247 1 1 956_splitncnn_1 1360 0=64 1=3 3=2 4=1 5=1 6=576 7=64 Swish Mul_249 1 1 1360 960 Convolution Conv_250 1 1 960 1363 0=64 1=1 5=1 6=4096 Swish Mul_252 1 1 1363 964 Concat Concat_253 2 1 964 925_splitncnn_0 965 Split splitncnn_19 1 2 965 965_splitncnn_0 965_splitncnn_1 Convolution Conv_254 1 1 965_splitncnn_1 1366 0=64 1=1 5=1 6=8192 Swish Mul_256 1 1 1366 969 Convolution Conv_257 1 1 965_splitncnn_0 1369 0=64 1=1 5=1 6=8192 Swish Mul_259 1 1 1369 973 Convolution Conv_260 1 1 969 1372 0=64 1=1 5=1 6=4096 Swish Mul_262 1 1 1372 977 ConvolutionDepthWise Conv_263 1 1 977 1375 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_265 1 1 1375 981 Convolution Conv_266 1 1 981 1378 0=64 1=1 5=1 6=4096 Swish Mul_268 1 1 1378 985 Concat Concat_269 2 1 985 973 986 Convolution Conv_270 1 1 986 1381 0=128 1=1 5=1 6=16384 Swish Mul_272 1 1 1381 990 Split splitncnn_20 1 2 990 990_splitncnn_0 990_splitncnn_1 ConvolutionDepthWise Conv_273 1 1 990_splitncnn_1 1384 0=128 1=3 3=2 4=1 5=1 6=1152 7=128 Swish Mul_275 1 1 1384 994 Convolution Conv_276 1 1 994 1387 0=128 1=1 5=1 6=16384 Swish Mul_278 1 1 1387 998 Concat Concat_279 2 1 998 890_splitncnn_0 999 Split splitncnn_21 1 2 999 999_splitncnn_0 999_splitncnn_1 Convolution Conv_280 1 1 999_splitncnn_1 1390 0=128 1=1 5=1 6=32768 Swish Mul_282 1 1 1390 1003 Convolution Conv_283 1 1 999_splitncnn_0 1393 0=128 1=1 5=1 6=32768 Swish Mul_285 1 1 1393 1007 Convolution Conv_286 1 1 1003 1396 0=128 1=1 5=1 6=16384 Swish Mul_288 1 1 1396 1011 ConvolutionDepthWise Conv_289 1 1 1011 1399 0=128 1=3 4=1 5=1 6=1152 7=128 Swish Mul_291 1 1 1399 1015 Convolution Conv_292 1 1 1015 1402 0=128 1=1 5=1 6=16384 Swish Mul_294 1 1 1402 1019 Concat Concat_295 2 1 1019 1007 1020 Convolution Conv_296 1 1 1020 1405 0=256 1=1 5=1 6=65536 Swish Mul_298 1 1 1405 1024 Convolution Conv_299 1 1 956_splitncnn_0 1408 0=64 1=1 5=1 6=4096 Swish Mul_301 1 1 1408 1028 Split splitncnn_22 1 2 1028 1028_splitncnn_0 1028_splitncnn_1 ConvolutionDepthWise Conv_302 1 1 1028_splitncnn_1 1411 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_304 1 1 1411 1032 Convolution Conv_305 1 1 1032 1414 0=64 1=1 5=1 6=4096 Swish Mul_307 1 1 1414 1036 ConvolutionDepthWise Conv_308 1 1 1036 1417 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_310 1 1 1417 1040 Convolution Conv_311 1 1 1040 1420 0=64 1=1 5=1 6=4096 Swish Mul_313 1 1 1420 1044 Convolution Conv_314 1 1 1044 1065 0=34 1=1 5=1 6=2176 9=4 ConvolutionDepthWise Conv_315 1 1 1028_splitncnn_0 1423 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_317 1 1 1423 1049 Convolution Conv_318 1 1 1049 1426 0=64 1=1 5=1 6=4096 Swish Mul_320 1 1 1426 1053 ConvolutionDepthWise Conv_321 1 1 1053 1429 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_323 1 1 1429 1057 Convolution Conv_324 1 1 1057 1432 0=64 1=1 5=1 6=4096 Swish Mul_326 1 1 1432 1061 Split splitncnn_23 1 2 1061 1061_splitncnn_0 1061_splitncnn_1 Convolution Conv_327 1 1 1061_splitncnn_1 1062 0=4 1=1 5=1 6=256 Convolution Conv_328 1 1 1061_splitncnn_0 1064 0=1 1=1 5=1 6=64 9=4 Concat Concat_331 3 1 1062 1064 1065 1066 Convolution Conv_332 1 1 990_splitncnn_0 1435 0=64 1=1 5=1 6=8192 Swish Mul_334 1 1 1435 1070 Split splitncnn_24 1 2 1070 1070_splitncnn_0 1070_splitncnn_1 ConvolutionDepthWise Conv_335 1 1 1070_splitncnn_1 1438 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_337 1 1 1438 1074 Convolution Conv_338 1 1 1074 1441 0=64 1=1 5=1 6=4096 Swish Mul_340 1 1 1441 1078 ConvolutionDepthWise Conv_341 1 1 1078 1444 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_343 1 1 1444 1082 Convolution Conv_344 1 1 1082 1447 0=64 1=1 5=1 6=4096 Swish Mul_346 1 1 1447 1086 Convolution Conv_347 1 1 1086 1107 0=34 1=1 5=1 6=2176 9=4 ConvolutionDepthWise Conv_348 1 1 1070_splitncnn_0 1450 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_350 1 1 1450 1091 Convolution Conv_351 1 1 1091 1453 0=64 1=1 5=1 6=4096 Swish Mul_353 1 1 1453 1095 ConvolutionDepthWise Conv_354 1 1 1095 1456 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_356 1 1 1456 1099 Convolution Conv_357 1 1 1099 1459 0=64 1=1 5=1 6=4096 Swish Mul_359 1 1 1459 1103 Split splitncnn_25 1 2 1103 1103_splitncnn_0 1103_splitncnn_1 Convolution Conv_360 1 1 1103_splitncnn_1 1104 0=4 1=1 5=1 6=256 Convolution Conv_361 1 1 1103_splitncnn_0 1106 0=1 1=1 5=1 6=64 9=4 Concat Concat_364 3 1 1104 1106 1107 1108 Convolution Conv_365 1 1 1024 1462 0=64 1=1 5=1 6=16384 Swish Mul_367 1 1 1462 1112 Split splitncnn_26 1 2 1112 1112_splitncnn_0 1112_splitncnn_1 ConvolutionDepthWise Conv_368 1 1 1112_splitncnn_1 1465 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_370 1 1 1465 1116 Convolution Conv_371 1 1 1116 1468 0=64 1=1 5=1 6=4096 Swish Mul_373 1 1 1468 1120 ConvolutionDepthWise Conv_374 1 1 1120 1471 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_376 1 1 1471 1124 Convolution Conv_377 1 1 1124 1474 0=64 1=1 5=1 6=4096 Swish Mul_379 1 1 1474 1128 Convolution Conv_380 1 1 1128 1149 0=34 1=1 5=1 6=2176 9=4 ConvolutionDepthWise Conv_381 1 1 1112_splitncnn_0 1477 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_383 1 1 1477 1133 Convolution Conv_384 1 1 1133 1480 0=64 1=1 5=1 6=4096 Swish Mul_386 1 1 1480 1137 ConvolutionDepthWise Conv_387 1 1 1137 1483 0=64 1=3 4=1 5=1 6=576 7=64 Swish Mul_389 1 1 1483 1141 Convolution Conv_390 1 1 1141 1486 0=64 1=1 5=1 6=4096 Swish Mul_392 1 1 1486 1145 Split splitncnn_27 1 2 1145 1145_splitncnn_0 1145_splitncnn_1 Convolution Conv_393 1 1 1145_splitncnn_1 1146 0=4 1=1 5=1 6=256 Convolution Conv_394 1 1 1145_splitncnn_0 1148 0=1 1=1 5=1 6=64 9=4 Concat Concat_397 3 1 1146 1148 1149 1150 Reshape Reshape_405 1 1 1066 1158 0=-1 1=39 Reshape Reshape_413 1 1 1108 1166 0=-1 1=39 Reshape Reshape_421 1 1 1150 1174 0=-1 1=39 Concat Concat_422 3 1 1158 1166 1174 1175 0=1 Permute Transpose_423 1 1 1175 output 0=1