;Header Start ;Version:1 ;Slicer:CuraEngine ;Printer:Snapmaker J1 ;Estimated Print Time:1378 ;Lines:110565 ;Extruder Mode:IDEX Full Control ;Extruder 0 Nozzle Size:0.4 ;Extruder 0 Material:PLA ;Extruder 0 Print Temperature:215 ;Extruder 1 Nozzle Size:0.4 ;Extruder 1 Material:PLA ;Extruder 1 Print Temperature:215 ;Bed Temperature:65 ;Extruder(s) Used:1 ;Work Range - Min X:120.233 ;Work Range - Min Y:84.559 ;Work Range - Min Z:0.28 ;Work Range - Max X:179.8 ;Work Range - Max Y:115.337 ;Work Range - Max Z:48.03 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;Header End ;FLAVOR:Marlin ;TIME:1378 ;Filament used: 3.41421m, 0m ;Layer height: 0.25 ;MINX:120.233 ;MINY:84.559 ;MINZ:0.28 ;MAXX:179.8 ;MAXY:115.337 ;MAXZ:48.03 ;Generated with Cura_SteamEngine main ;Memory the parameter M593 P1 F50 M201 X10000 Y10000 Z500 E5000 M900 T0 K0.02 M900 T1 K0.02 M500 T0 M82 ;absolute extrusion mode M104 S210 ;Set Hotend Temperature M140 S55 ;Set Bed Temperature G28 ;home G1 Z0.8 F6000 ;Move the platform down 0.8mm M109 S210 M190 S55 ;Prime the extruder G92 E0 G1 F200 E0.3 G92 E0 G92 E0 G1 F2400 E-1 ;LAYER_COUNT:192 ;LAYER:0 M107 M204 S3000 G1 X0 G0 F6000 X134.685 Y96.214 Z0.28 ;TYPE:SKIRT G1 F2400 E0 G1 F2100 X135.014 Y95.763 E0.03899 G1 X135.346 Y95.329 E0.07716 G1 X135.67 Y94.932 E0.11295 G1 X136 Y94.551 E0.14815 G1 X136.228 Y94.305 E0.17158 G1 X136.672 Y93.836 E0.21669 G1 X136.776 Y93.731 E0.22701 G1 X137.26 Y93.261 E0.27413 G1 X137.744 Y92.827 E0.31954 G1 X138.146 Y92.487 E0.35632 G1 X138.58 Y92.143 E0.395 G1 X139.105 Y91.753 E0.44068 G1 X139.703 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G0 F19800 X132.551 Y92.953 G1 F9600 X134.313 Y94.715 E1975.09696 G0 F19800 X134.313 Y94.149 G1 F9600 X132.551 Y92.387 E1975.20055 G0 F19800 X132.55 Y91.821 G1 F9600 X134.312 Y93.583 E1975.30415 G0 F19800 X134.312 Y93.017 G1 F9600 X132.615 Y91.32 E1975.40393 G0 F19800 X132.8 Y90.939 G1 F9600 X134.312 Y92.451 E1975.49283 G0 F19800 X134.312 Y91.885 G1 F9600 X133.059 Y90.633 E1975.56647 G0 F19800 X133.329 Y90.337 G1 F9600 X134.312 Y91.32 E1975.62427 G0 F19800 X134.312 Y90.755 G1 F9600 X133.633 Y90.076 E1975.66419 G0 F19800 X133.952 Y89.828 G1 F9600 X134.32 Y90.197 E1975.68586 G0 F19800 X134.43 Y89.741 G1 F9600 X134.284 Y89.595 E1975.69444 G0 F19800 X134.514 Y89.618 G1 F2400 E1974.69444 ;MESH:NONMESH G0 F600 X134.514 Y89.618 Z16.53 G0 F19800 X135.062 Y91.302 G0 X137.491 Y91.115 G0 X150.749 Y95.541 G0 X150.71 Y96.442 G0 X153.991 Y96.625 G0 X156.634 Y94.126 G0 X156.826 Y98.17 ;TIME_ELAPSED:708.861529 ;LAYER:65 ;TYPE:FILL ;MESH:3Dbenchy.stl G1 F2400 E1975.69444 G1 F9600 X157.232 Y98.061 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G1 F6000 X144.002 Y84.702 E1992.17127 G1 X144.504 Y84.706 E1992.19256 G1 X144.513 Y84.711 E1992.19299 G1 X144.514 Y86.513 E1992.26941 G1 X143.614 Y86.647 E1992.308 G1 X142.684 Y86.812 E1992.34805 G1 X141.754 Y87.009 E1992.38836 G1 X140.827 Y87.241 E1992.42889 G1 X140.135 Y87.436 E1992.45938 G1 X139.217 Y87.727 E1992.50022 G1 X138.305 Y88.052 E1992.54127 G1 X137.402 Y88.408 E1992.58243 G1 X136.711 Y88.712 E1992.61445 G1 X136.169 Y88.992 E1992.64032 G1 X135.686 Y89.29 E1992.66438 G1 X135.271 Y89.592 E1992.68615 G1 X134.795 Y90.039 E1992.71384 G1 X134.513 Y90.464 E1992.73547 G1 X134.449 Y90.73 E1992.74707 G1 X134.451 Y91.331 E1992.77256 G1 X134.449 Y91.935 E1992.79817 G1 X134.451 Y98.98 E1993.09693 G1 X134.449 Y107.836 E1993.47248 G1 X134.449 Y109.265 E1993.53308 G1 X134.512 Y109.537 E1993.54492 G1 X134.794 Y109.96 E1993.56648 G1 X135.27 Y110.407 E1993.59417 G1 X135.684 Y110.709 E1993.6159 G1 X136.214 Y111.032 E1993.64222 G1 X136.71 Y111.288 E1993.66589 G1 X137.178 Y111.498 E1993.68764 G1 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E2333.68404 G1 X143.936 Y95.276 E2333.7309 G1 X143.937 Y96.404 E2333.77874 G1 X143.917 Y96.481 E2333.78211 G1 X143.437 Y96.493 E2333.80247 G1 X143.434 Y97.001 E2333.82402 G1 X143.436 Y99.329 E2333.92274 G1 X143.936 Y99.295 E2333.94399 G1 X143.936 Y100.705 E2334.00378 G1 X143.436 Y100.671 E2334.02504 G1 X143.435 Y103.507 E2334.1453 M204 S8000 G0 F19800 X143.635 Y103.511 G0 X143.497 Y103.951 G0 X143.122 Y103.524 ;TYPE:SKIN G1 F9600 X143.122 Y103.241 E2334.15187 G1 X143.122 Y100.695 E2334.21095 G1 X143.19 Y100.48 E2334.21618 G1 X143.066 Y99.508 E2334.23892 G1 X143.122 Y98.716 E2334.25734 G1 X143.122 Y96.453 E2334.30986 G0 F19800 X143.038 Y96.334 G1 F2400 E2333.30986 G0 F19800 X143.112 Y96.334 G0 X143.102 Y95.489 G0 X143.228 Y93.258 G0 X143.066 Y93.067 ;TYPE:FILL G1 F2400 E2334.30986 G1 F9600 X142.634 Y92.635 E2334.33526 G0 F19800 X141.635 Y92.578 G1 F9600 X141.526 Y92.982 E2334.35265 G0 F19800 X140.258 Y93.084 G0 X140.084 Y98.365 G1 F9600 X139.658 Y99.956 E2334.42113 G0 F19800 X140.083 Y102.656 G1 F9600 X139.657 Y102.77 E2334.43946 G0 F19800 X139.657 Y103.799 G1 F9600 X140.084 Y104.227 E2334.4646 G0 F19800 X140.258 Y106.916 G0 X142.805 Y106.947 G1 F9600 X143.189 Y107.332 E2334.48721 G0 F19800 X143.857 Y107.799 M204 S3000 ;TYPE:WALL-INNER G1 F6000 X143.836 Y107.499 E2334.49996 G1 X139.458 Y107.742 E2334.6859 G1 X139.459 Y92.258 E2335.34253 G1 X143.84 Y92.501 E2335.5286 G1 X143.859 Y92.201 E2335.54134 G1 X144.186 Y92.219 E2335.55523 G1 X144.128 Y93.327 E2335.60228 G1 X140.285 Y93.113 E2335.7655 G1 X140.285 Y106.887 E2336.34961 G1 X144.128 Y106.674 E2336.51283 G1 X144.187 Y107.78 E2336.5598 G1 X143.857 Y107.799 E2336.57382 M204 S8000 G0 F19800 X143.465 Y107.92 M204 S3000 ;TYPE:WALL-OUTER G1 F6000 X139.351 Y108.148 E2336.74855 G1 X139.155 Y108.069 E2336.75751 G1 X139.061 Y107.889 E2336.76612 G1 X139.058 Y107.836 E2336.76837 G1 X139.059 Y92.129 E2337.43445 G1 X139.134 Y91.954 E2337.44253 G1 X139.302 Y91.859 E2337.45071 G1 X139.366 Y91.853 E2337.45344 G1 X143.466 Y92.08 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;TYPE:FILL ;MESH:3Dbenchy.stl G1 F9600 X139.001 Y92.593 E2914.205 G0 F19800 X139.346 Y92.501 G1 F9600 X140.61 Y92.162 E2914.25941 G0 F19800 X141.621 Y92.627 G1 F9600 X141.73 Y92.223 E2914.27681 G0 F19800 X142.254 Y92.254 G1 F9600 X142.685 Y92.686 E2914.30218 G0 F19800 X151.822 Y93.194 G1 F9600 X151.931 Y92.79 E2914.31957 G0 F19800 X157.227 Y93.085 G1 F9600 X157.715 Y93.573 E2914.34827 G0 F19800 X157.714 Y97.932 G1 F9600 X157.298 Y98.043 E2914.36617 G0 F19800 X157.128 Y106.341 G0 X156.544 Y106.544 G1 F9600 X156.929 Y106.93 E2914.38883 G0 F19800 X148.12 Y107.01 G1 F9600 X148.009 Y107.426 E2914.40673 G0 F19800 X143.531 Y107.673 G1 F9600 X143.145 Y107.287 E2914.42943 G0 F19800 X157.171 Y106.382 G0 X157.099 Y106.314 M204 S3000 ;TYPE:WALL-INNER G1 F6000 X157.098 Y93.687 E2914.9649 G1 X139.202 Y92.692 E2915.72498 G1 X139.202 Y107.308 E2916.3448 G1 X157.099 Y106.314 E2917.10492 M204 S8000 G0 F19800 X156.699 Y105.936 M204 S3000 ;TYPE:WALL-OUTER G1 F6000 X156.698 Y94.065 E2917.60833 G1 X139.602 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G1 X156.514 Y99.817 E3340.54631 G1 X156.434 Y99.456 E3340.56199 G1 X156.214 Y99.021 E3340.58267 G1 X155.877 Y98.665 E3340.60345 G1 X155.452 Y98.42 E3340.62426 G1 X154.977 Y98.307 E3340.64496 G1 X154.37 Y98.362 E3340.67081 G1 X153.922 Y98.56 E3340.69158 G1 X153.548 Y98.876 E3340.71234 G1 X153.281 Y99.286 E3340.73309 G1 X153.142 Y99.755 E3340.75384 G1 X153.142 Y100.245 E3340.77461 G1 X153.281 Y100.714 E3340.79536 G1 X153.548 Y101.124 E3340.81611 G1 X153.922 Y101.44 E3340.83687 G1 X154.254 Y101.602 E3340.85254 G1 X154.732 Y101.698 E3340.87321 G1 X155.219 Y101.654 E3340.89395 G1 X155.674 Y101.473 E3340.91471 G1 X156.058 Y101.17 E3340.93546 G1 X156.341 Y100.768 E3340.9563 M204 S8000 G0 F19800 X156.404 Y100.579 G0 X156.821 Y100.72 G0 X156.962 Y100.818 M204 S3000 ;TYPE:WALL-INNER G1 F3000 X156.744 Y101.248 E3340.97196 G1 X156.45 Y101.613 E3340.98533 G1 X155.883 Y102.03 E3341.00272 G1 X155.404 Y102.214 E3341.0125 G1 X154.972 Y102.284 E3341.02536 G1 X154.502 Y102.266 E3341.04183 G1 X154.077 Y102.163 E3341.05097 G1 X153.623 Y101.947 E3341.06165 G1 X153.272 Y101.684 E3341.07354 G1 X152.939 Y101.297 E3341.09077 G1 X152.725 Y100.912 E3341.10378 G1 X152.578 Y100.436 E3341.11321 G1 X152.538 Y99.891 E3341.12957 G1 X152.611 Y99.42 E3341.14515 G1 X152.775 Y98.983 E3341.15876 G1 X153.023 Y98.585 E3341.16759 G1 X153.315 Y98.278 E3341.18288 G1 X153.74 Y97.984 E3341.19995 G1 X154.145 Y97.813 E3341.20724 G1 X154.639 Y97.72 E3341.22018 G1 X155.105 Y97.729 E3341.23509 G1 X155.571 Y97.837 E3341.24388 G1 X155.966 Y98.017 E3341.25595 G1 X156.327 Y98.274 E3341.27028 G1 X156.645 Y98.612 E3341.27881 G1 X156.89 Y99.015 E3341.29103 G1 X157.041 Y99.43 E3341.30539 G1 X157.111 Y99.933 E3341.3218 G1 X157.083 Y100.375 E3341.33053 G1 X156.962 Y100.818 E3341.34133 M204 S8000 G0 F19800 X157.338 Y100.961 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X157.08 Y101.468 E3341.36546 G1 X156.733 Y101.898 E3341.38889 G1 X156.307 Y102.246 E3341.41221 G1 X156.06 Y102.39 E3341.42434 G1 X155.505 Y102.603 E3341.44955 G1 X154.996 Y102.685 E3341.47141 G1 X154.447 Y102.665 E3341.49471 G1 X153.944 Y102.543 E3341.51666 G1 X153.414 Y102.291 E3341.54154 G1 X152.998 Y101.978 E3341.56362 G1 X152.608 Y101.526 E3341.58894 G1 X152.356 Y101.071 E3341.61099 G1 X152.182 Y100.51 E3341.6359 G1 X152.136 Y99.875 E3341.6629 G1 X152.223 Y99.316 E3341.68689 G1 X152.413 Y98.807 E3341.70993 G1 X152.705 Y98.34 E3341.73329 G1 X153.054 Y97.972 E3341.7548 G1 X153.547 Y97.632 E3341.78019 G1 X154.03 Y97.428 E3341.80243 G1 X154.606 Y97.319 E3341.82729 G1 X155.155 Y97.33 E3341.85057 G1 X155.7 Y97.456 E3341.87429 G1 X156.167 Y97.669 E3341.89606 G1 X156.593 Y97.972 E3341.91823 G1 X156.965 Y98.368 E3341.94127 G1 X157.252 Y98.839 E3341.96466 G1 X157.431 Y99.334 E3341.98698 G1 X157.513 Y99.918 E3342.01199 G1 X157.479 Y100.44 E3342.03417 G1 X157.338 Y100.961 E3342.05706 M204 S8000 G0 F19800 X157.248 Y101.139 G0 X156.856 Y100.939 ;MESH:NONMESH G0 F600 X156.856 Y100.939 Z41.28 G0 F19800 X156.7 Y100.953 ;TIME_ELAPSED:1336.138034 ;LAYER:164 M204 S3000 ;TYPE:WALL-INNER ;MESH:3Dbenchy.stl G1 F3000 X156.895 Y100.377 E3342.08285 G1 X156.916 Y99.773 E3342.10848 G1 X156.765 Y99.187 E3342.13414 G1 X156.453 Y98.668 E3342.15982 G1 X156.005 Y98.258 E3342.18557 G1 X155.46 Y97.994 E3342.21125 G1 X154.862 Y97.896 E3342.23695 G1 X154.262 Y97.973 E3342.2626 G1 X153.708 Y98.217 E3342.28827 G1 X153.245 Y98.608 E3342.31397 G1 X152.914 Y99.117 E3342.33972 G1 X152.742 Y99.697 E3342.36538 G1 X152.742 Y100.303 E3342.39107 G1 X152.914 Y100.883 E3342.41673 G1 X153.245 Y101.392 E3342.44248 G1 X153.702 Y101.778 E3342.46784 G1 X154.125 Y101.984 E3342.4878 G1 X154.71 Y102.102 E3342.5131 G1 X155.313 Y102.047 E3342.53878 G1 X155.876 Y101.823 E3342.56448 G1 X156.351 Y101.448 E3342.59014 G1 X156.7 Y100.953 E3342.61582 M204 S8000 G0 F19800 X156.34 Y100.77 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X156.497 Y100.305 E3342.63664 G1 X156.514 Y99.817 E3342.65734 G1 X156.392 Y99.343 E3342.6781 G1 X156.14 Y98.924 E3342.69883 G1 X155.778 Y98.592 E3342.71966 G1 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Y101.252 E3343.20342 G1 X152.678 Y100.821 E3343.21911 G1 X152.554 Y100.365 E3343.22789 G1 X152.528 Y99.894 E3343.24103 G1 X152.6 Y99.427 E3343.25657 G1 X152.754 Y99.001 E3343.26958 G1 X153.019 Y98.578 E3343.27976 G1 X153.307 Y98.274 E3343.29232 G1 X153.701 Y97.996 E3343.3079 G1 X154.135 Y97.808 E3343.3167 G1 X154.624 Y97.713 E3343.33156 G1 X155.11 Y97.721 E3343.34764 G1 X155.546 Y97.817 E3343.36029 G1 X155.936 Y97.988 E3343.36764 G1 X156.333 Y98.267 E3343.38308 G1 X156.653 Y98.607 E3343.39779 G1 X156.914 Y99.048 E3343.40789 G1 X157.057 Y99.46 E3343.41929 G1 X157.12 Y99.928 E3343.43519 G1 X157.085 Y100.403 E3343.4468 G1 X156.956 Y100.858 E3343.45754 M204 S8000 G0 F19800 X157.33 Y101.005 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X157.092 Y101.465 E3343.47951 G1 X156.747 Y101.896 E3343.50292 G1 X156.307 Y102.256 E3343.52703 G1 X155.796 Y102.518 E3343.55138 G1 X155.321 Y102.653 E3343.57232 G1 X154.854 Y102.699 E3343.59222 G1 X154.284 Y102.645 E3343.6165 G1 X153.78 Y102.489 E3343.63887 G1 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X156.895 Y99.623 E3344.22692 G1 X156.7 Y99.047 E3344.25271 G1 X156.351 Y98.552 E3344.2784 G1 X155.876 Y98.177 E3344.30406 G1 X155.32 Y97.956 E3344.32943 G1 X154.855 Y97.897 E3344.34931 G1 X154.262 Y97.973 E3344.37466 G1 X153.708 Y98.217 E3344.40033 G1 X153.245 Y98.608 E3344.42603 G1 X152.914 Y99.117 E3344.45178 G1 X152.742 Y99.697 E3344.47743 G1 X152.742 Y100.303 E3344.50313 G1 X152.914 Y100.883 E3344.52879 G1 X153.245 Y101.392 E3344.55454 G1 X153.708 Y101.783 E3344.58023 G1 X154.262 Y102.027 E3344.60591 G1 X154.862 Y102.104 E3344.63156 G1 X155.46 Y102.006 E3344.65726 G1 X156.005 Y101.742 E3344.68294 G1 X156.453 Y101.332 E3344.70869 G1 X156.765 Y100.813 E3344.73437 M204 S8000 G0 F19800 X156.392 Y100.657 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X156.514 Y100.183 E3344.75512 G1 X156.497 Y99.695 E3344.77583 G1 X156.34 Y99.23 E3344.79664 G1 X156.058 Y98.83 E3344.8174 G1 X155.674 Y98.527 E3344.83814 G1 X155.219 Y98.346 E3344.85891 G1 X154.855 Y98.3 E3344.87447 G1 X154.37 Y98.362 E3344.8952 G1 X153.922 Y98.56 E3344.91597 G1 X153.548 Y98.876 E3344.93674 G1 X153.281 Y99.286 E3344.95748 G1 X153.142 Y99.755 E3344.97823 G1 X153.142 Y100.245 E3344.99901 G1 X153.281 Y100.714 E3345.01975 G1 X153.548 Y101.124 E3345.0405 G1 X153.922 Y101.44 E3345.06126 G1 X154.37 Y101.638 E3345.08203 G1 X154.855 Y101.7 E3345.10277 G1 X155.338 Y101.621 E3345.12352 G1 X155.778 Y101.408 E3345.14425 G1 X156.14 Y101.076 E3345.16508 G1 X156.392 Y100.657 E3345.18582 M204 S8000 G0 F19800 X156.441 Y100.464 G0 X156.867 Y100.574 G0 X156.96 Y100.868 M204 S3000 ;TYPE:WALL-INNER G1 F3000 X156.767 Y101.244 E3345.19629 G1 X156.464 Y101.622 E3345.21316 G1 X156.097 Y101.923 E3345.22639 G1 X155.653 Y102.151 E3345.23638 G1 X155.198 Y102.277 E3345.25296 G1 X154.883 Y102.307 E3345.26103 G1 X154.361 Y102.259 E3345.27363 G1 X153.953 Y102.135 E3345.28693 G1 X153.519 Y101.903 E3345.30267 G1 X153.166 Y101.604 E3345.31169 G1 X152.888 Y101.254 E3345.32445 G1 X152.673 Y100.834 E3345.33997 G1 X152.547 Y100.369 E3345.34954 G1 X152.52 Y99.899 E3345.36311 G1 X152.6 Y99.393 E3345.38096 G1 X152.756 Y98.98 E3345.3948 G1 X153.007 Y98.579 E3345.40482 G1 X153.311 Y98.259 E3345.41843 G1 X153.702 Y97.985 E3345.43411 G1 X154.129 Y97.8 E3345.44343 G1 X154.622 Y97.704 E3345.45885 G1 X155.029 Y97.702 E3345.47357 G1 X155.55 Y97.81 E3345.49062 G1 X155.937 Y97.98 E3345.49847 G1 X156.339 Y98.26 E3345.51095 G1 X156.656 Y98.597 E3345.52628 G1 X156.905 Y99.005 E3345.54052 G1 X157.065 Y99.456 E3345.54992 G1 X157.129 Y99.928 E3345.56392 G1 X157.099 Y100.381 E3345.57912 G1 X156.96 Y100.868 E3345.59005 M204 S8000 G0 F19800 X157.334 Y101.017 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X157.105 Y101.461 E3345.61123 G1 X156.749 Y101.905 E3345.63537 G1 X156.317 Y102.26 E3345.65908 G1 X155.799 Y102.526 E3345.68377 G1 X155.273 Y102.671 E3345.70691 G1 X154.885 Y102.708 E3345.72344 G1 X154.281 Y102.653 E3345.74916 G1 X153.798 Y102.506 E3345.77057 G1 X153.297 Y102.238 E3345.79466 G1 X152.876 Y101.882 E3345.81804 G1 X152.55 Y101.472 E3345.84026 G1 X152.298 Y100.979 E3345.86374 G1 X152.15 Y100.435 E3345.88764 G1 X152.118 Y99.877 E3345.91134 G1 X152.211 Y99.291 E3345.93651 G1 X152.396 Y98.801 E3345.95872 G1 X152.691 Y98.33 E3345.98228 G1 X153.047 Y97.956 E3346.00418 G1 X153.506 Y97.634 E3346.02796 G1 X154.012 Y97.415 E3346.05134 G1 X154.58 Y97.304 E3346.07588 G1 X155.071 Y97.302 E3346.0967 G1 X155.668 Y97.426 E3346.12256 G1 X156.136 Y97.631 E3346.14423 G1 X156.6 Y97.954 E3346.1682 G1 X156.978 Y98.355 E3346.19157 G1 X157.267 Y98.83 E3346.21515 G1 X157.455 Y99.361 E3346.23904 G1 X157.531 Y99.915 E3346.26275 G1 X157.495 Y100.451 E3346.28553 G1 X157.334 Y101.017 E3346.31049 M204 S8000 G0 F19800 X157.243 Y101.194 G0 X156.852 Y100.992 ;MESH:NONMESH G0 F600 X156.852 Y100.992 Z41.78 G0 F19800 X156.765 Y100.813 ;TIME_ELAPSED:1338.711507 ;LAYER:166 M204 S3000 ;TYPE:WALL-INNER ;MESH:3Dbenchy.stl G1 F3000 X156.916 Y100.227 E3346.33615 G1 X156.895 Y99.623 E3346.36178 G1 X156.7 Y99.047 E3346.38757 G1 X156.351 Y98.552 E3346.41325 G1 X155.876 Y98.177 E3346.43891 G1 X155.32 Y97.956 E3346.46429 G1 X154.855 Y97.897 E3346.48416 G1 X154.262 Y97.973 E3346.50952 G1 X153.708 Y98.217 E3346.53519 G1 X153.245 Y98.608 E3346.56089 G1 X152.914 Y99.117 E3346.58663 G1 X152.742 Y99.697 E3346.61229 G1 X152.742 Y100.303 E3346.63799 G1 X152.914 Y100.883 E3346.66364 G1 X153.245 Y101.392 E3346.68939 G1 X153.708 Y101.783 E3346.71509 G1 X154.262 Y102.027 E3346.74076 G1 X154.862 Y102.104 E3346.76641 G1 X155.46 Y102.006 E3346.79211 G1 X156.005 Y101.742 E3346.81779 G1 X156.453 Y101.332 E3346.84354 G1 X156.765 Y100.813 E3346.86922 M204 S8000 G0 F19800 X156.392 Y100.657 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X156.514 Y100.183 E3346.88998 G1 X156.497 Y99.695 E3346.91069 G1 X156.34 Y99.23 E3346.9315 G1 X156.058 Y98.83 E3346.95225 G1 X155.674 Y98.527 E3346.973 G1 X155.219 Y98.346 E3346.99376 G1 X154.855 Y98.3 E3347.00932 G1 X154.37 Y98.362 E3347.03005 G1 X153.922 Y98.56 E3347.05083 G1 X153.548 Y98.876 E3347.07159 G1 X153.281 Y99.286 E3347.09234 G1 X153.142 Y99.755 E3347.11308 G1 X153.142 Y100.245 E3347.13386 G1 X153.281 Y100.714 E3347.1546 G1 X153.548 Y101.124 E3347.17535 G1 X153.922 Y101.44 E3347.19612 G1 X154.37 Y101.638 E3347.21689 G1 X154.855 Y101.7 E3347.23762 G1 X155.338 Y101.621 E3347.25838 G1 X155.778 Y101.408 E3347.27911 G1 X156.14 Y101.076 E3347.29994 G1 X156.392 Y100.657 E3347.32067 M204 S8000 G0 F19800 X156.441 Y100.464 G0 X156.867 Y100.574 G0 X156.911 Y101 M204 S3000 ;TYPE:WALL-INNER G1 F3000 X156.684 Y101.379 E3347.32996 G1 X156.366 Y101.728 E3347.34376 G1 X155.975 Y102.009 E3347.35986 G1 X155.593 Y102.184 E3347.36806 G1 X155.116 Y102.296 E3347.3815 G1 X154.598 Y102.304 E3347.39898 G1 X154.151 Y102.215 E3347.4133 G1 X153.721 Y102.035 E3347.4237 G1 X153.334 Y101.772 E3347.43846 G1 X153 Y101.427 E3347.45446 G1 X152.768 Y101.066 E3347.46297 G1 X152.594 Y100.624 E3347.47674 G1 X152.514 Y100.146 E3347.49356 G1 X152.537 Y99.646 E3347.50727 G1 X152.653 Y99.197 E3347.51926 G1 X152.865 Y98.768 E3347.53519 G1 X153.134 Y98.415 E3347.54978 G1 X153.37 Y98.198 E3347.55744 G1 X153.807 Y97.92 E3347.57531 G1 X154.264 Y97.753 E3347.59021 G1 X154.747 Y97.686 E3347.60096 G1 X155.165 Y97.71 E3347.61349 G1 X155.661 Y97.842 E3347.63004 G1 X156.066 Y98.046 E3347.64522 G1 X156.51 Y98.413 E3347.65941 G1 X156.8 Y98.792 E3347.67089 G1 X156.971 Y99.131 E3347.68409 G1 X157.095 Y99.546 E3347.6941 G1 X157.139 Y100.02 E3347.70652 G1 X157.086 Y100.493 E3347.72256 G1 X156.911 Y101 E3347.74009 M204 S8000 G0 F19800 X157.275 Y101.171 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X157.007 Y101.618 E3347.76219 G1 X156.634 Y102.028 E3347.7857 G1 X156.178 Y102.355 E3347.80949 G1 X155.719 Y102.566 E3347.83092 G1 X155.167 Y102.695 E3347.85496 G1 X154.562 Y102.705 E3347.88062 G1 X154.034 Y102.599 E3347.90345 G1 X153.528 Y102.388 E3347.9267 G1 X153.078 Y102.082 E3347.94978 G1 X152.686 Y101.677 E3347.97368 G1 X152.41 Y101.248 E3347.99531 G1 X152.205 Y100.727 E3348.01906 G1 X152.112 Y100.17 E3348.043 G1 X152.139 Y99.59 E3348.06763 G1 X152.277 Y99.055 E3348.09106 G1 X152.523 Y98.556 E3348.11465 G1 X152.836 Y98.146 E3348.13652 G1 X153.128 Y97.877 E3348.15336 G1 X153.628 Y97.559 E3348.17849 G1 X154.163 Y97.363 E3348.20265 G1 X154.731 Y97.285 E3348.22696 G1 X155.228 Y97.313 E3348.24807 G1 X155.805 Y97.467 E3348.2734 G1 X156.286 Y97.709 E3348.29623 G1 X156.8 Y98.134 E3348.32451 G1 X157.14 Y98.577 E3348.3482 G1 X157.344 Y98.982 E3348.36743 G1 X157.489 Y99.47 E3348.38902 G1 X157.541 Y100.023 E3348.41257 G1 X157.478 Y100.582 E3348.43642 G1 X157.275 Y101.171 E3348.46284 M204 S8000 G0 F19800 X157.173 Y101.342 G0 X156.796 Y101.115 ;MESH:NONMESH G0 F600 X156.796 Y101.115 Z42.03 G0 F19800 X156.765 Y100.813 ;TIME_ELAPSED:1340.009007 ;LAYER:167 M204 S3000 ;TYPE:WALL-INNER ;MESH:3Dbenchy.stl G1 F3000 X156.916 Y100.227 E3348.48851 G1 X156.895 Y99.623 E3348.51414 G1 X156.7 Y99.047 E3348.53992 G1 X156.351 Y98.552 E3348.56561 G1 X155.876 Y98.177 E3348.59127 G1 X155.32 Y97.956 E3348.61664 G1 X154.855 Y97.897 E3348.63652 G1 X154.262 Y97.973 E3348.66187 G1 X153.708 Y98.217 E3348.68755 G1 X153.245 Y98.608 E3348.71324 G1 X152.914 Y99.117 E3348.73899 G1 X152.742 Y99.697 E3348.76465 G1 X152.742 Y100.303 E3348.79034 G1 X152.914 Y100.883 E3348.816 G1 X153.245 Y101.392 E3348.84175 G1 X153.708 Y101.783 E3348.86745 G1 X154.262 Y102.027 E3348.89312 G1 X154.862 Y102.104 E3348.91877 G1 X155.46 Y102.006 E3348.94447 G1 X156.005 Y101.742 E3348.97015 G1 X156.453 Y101.332 E3348.9959 G1 X156.765 Y100.813 E3349.02158 M204 S8000 G0 F19800 X156.392 Y100.657 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X156.514 Y100.183 E3349.04234 G1 X156.497 Y99.695 E3349.06304 G1 X156.34 Y99.23 E3349.08386 G1 X156.058 Y98.83 E3349.10461 G1 X155.674 Y98.527 E3349.12535 G1 X155.219 Y98.346 E3349.14612 G1 X154.855 Y98.3 E3349.16168 G1 X154.37 Y98.362 E3349.18241 G1 X153.922 Y98.56 E3349.20318 G1 X153.548 Y98.876 E3349.22395 G1 X153.281 Y99.286 E3349.2447 G1 X153.142 Y99.755 E3349.26544 G1 X153.142 Y100.245 E3349.28622 G1 X153.281 Y100.714 E3349.30696 G1 X153.548 Y101.124 E3349.32771 G1 X153.922 Y101.44 E3349.34847 G1 X154.37 Y101.638 E3349.36925 G1 X154.855 Y101.7 E3349.38998 G1 X155.338 Y101.621 E3349.41073 G1 X155.778 Y101.408 E3349.43146 G1 X156.14 Y101.076 E3349.45229 G1 X156.392 Y100.657 E3349.47303 M204 S8000 G0 F19800 X156.441 Y100.464 G0 X156.867 Y100.574 G0 X157.031 Y100.73 M204 S3000 ;TYPE:WALL-INNER G1 F3000 X156.833 Y101.168 E3349.48861 G1 X156.556 Y101.549 E3349.50462 G1 X156.186 Y101.883 E3349.51597 G1 X155.603 Y102.191 E3349.53363 G1 X155.131 Y102.304 E3349.54753 G1 X154.593 Y102.311 E3349.56601 G1 X154.155 Y102.225 E3349.58029 G1 X153.717 Y102.042 E3349.59138 G1 X153.325 Y101.776 E3349.60905 G1 X152.958 Y101.384 E3349.62963 G1 X152.688 Y100.917 E3349.64573 G1 X152.554 Y100.497 E3349.65608 G1 X152.5 Y99.996 E3349.67501 G1 X152.538 Y99.575 E3349.69011 G1 X152.676 Y99.111 E3349.70129 G1 X152.911 Y98.679 E3349.71779 G1 X153.219 Y98.319 E3349.73511 G1 X153.608 Y98.021 E3349.74784 G1 X154.028 Y97.817 E3349.76039 G1 X154.495 Y97.7 E3349.77671 G1 X154.932 Y97.679 E3349.79147 G1 X155.461 Y97.766 E3349.80657 G1 X155.85 Y97.915 E3349.81595 G1 X156.269 Y98.181 E3349.83433 G1 X156.572 Y98.469 E3349.84919 G1 X156.882 Y98.918 E3349.8617 G1 X157.046 Y99.317 E3349.87535 G1 X157.136 Y99.772 E3349.89287 G1 X157.128 Y100.293 E3349.90792 G1 X157.031 Y100.73 E3349.91742 M204 S8000 G0 F19800 X157.414 Y100.853 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X157.179 Y101.372 E3349.94158 G1 X156.856 Y101.818 E3349.96493 G1 X156.422 Y102.208 E3349.98967 G1 X155.937 Y102.489 E3350.01344 G1 X155.724 Y102.573 E3350.02315 G1 X155.181 Y102.703 E3350.04683 G1 X154.558 Y102.712 E3350.07325 G1 X154.037 Y102.609 E3350.09577 G1 X153.524 Y102.395 E3350.11934 G1 X153.063 Y102.081 E3350.143 G1 X152.637 Y101.627 E3350.1694 G1 X152.32 Y101.078 E3350.19628 G1 X152.16 Y100.579 E3350.21851 G1 X152.098 Y100.003 E3350.24307 G1 X152.144 Y99.499 E3350.26453 G1 X152.305 Y98.957 E3350.28851 G1 X152.581 Y98.449 E3350.31303 G1 X152.941 Y98.029 E3350.33649 G1 X153.4 Y97.677 E3350.36102 G1 X153.889 Y97.439 E3350.38408 G1 X154.439 Y97.302 E3350.40811 G1 X154.955 Y97.277 E3350.43002 G1 X155.567 Y97.378 E3350.45633 G1 X156.032 Y97.556 E3350.47744 G1 X156.512 Y97.861 E3350.50156 G1 X156.878 Y98.208 E3350.52295 G1 X157.236 Y98.728 E3350.54972 G1 X157.43 Y99.199 E3350.57132 G1 X157.537 Y99.738 E3350.59462 G1 X157.527 Y100.343 E3350.62028 G1 X157.414 Y100.853 E3350.64243 M204 S8000 G0 F19800 X157.332 Y101.035 G0 X156.931 Y100.853 ;MESH:NONMESH G0 F600 X156.931 Y100.853 Z42.28 G0 F19800 X156.765 Y100.813 ;TIME_ELAPSED:1341.299181 ;LAYER:168 M204 S3000 ;TYPE:WALL-INNER ;MESH:3Dbenchy.stl G1 F3000 X156.916 Y100.227 E3350.6681 G1 X156.895 Y99.623 E3350.69372 G1 X156.7 Y99.047 E3350.71951 G1 X156.351 Y98.552 E3350.7452 G1 X155.876 Y98.177 E3350.77086 G1 X155.32 Y97.956 E3350.79623 G1 X154.855 Y97.897 E3350.81611 G1 X154.262 Y97.973 E3350.84146 G1 X153.708 Y98.217 E3350.86713 G1 X153.245 Y98.608 E3350.89283 G1 X152.914 Y99.117 E3350.91858 G1 X152.742 Y99.697 E3350.94424 G1 X152.742 Y100.303 E3350.96993 G1 X152.914 Y100.883 E3350.99559 G1 X153.245 Y101.392 E3351.02134 G1 X153.708 Y101.783 E3351.04703 G1 X154.262 Y102.027 E3351.07271 G1 X154.862 Y102.104 E3351.09836 G1 X155.46 Y102.006 E3351.12406 G1 X156.005 Y101.742 E3351.14974 G1 X156.453 Y101.332 E3351.17549 G1 X156.765 Y100.813 E3351.20117 M204 S8000 G0 F19800 X156.392 Y100.657 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X156.514 Y100.183 E3351.22193 G1 X156.497 Y99.695 E3351.24263 G1 X156.34 Y99.23 E3351.26344 G1 X156.058 Y98.83 E3351.2842 G1 X155.674 Y98.527 E3351.30494 G1 X155.219 Y98.346 E3351.32571 G1 X154.855 Y98.3 E3351.34127 G1 X154.37 Y98.362 E3351.362 G1 X153.922 Y98.56 E3351.38277 G1 X153.548 Y98.876 E3351.40354 G1 X153.281 Y99.286 E3351.42428 G1 X153.142 Y99.755 E3351.44503 G1 X153.142 Y100.245 E3351.46581 G1 X153.281 Y100.714 E3351.48655 G1 X153.548 Y101.124 E3351.5073 G1 X153.922 Y101.44 E3351.52806 G1 X154.37 Y101.638 E3351.54883 G1 X154.855 Y101.7 E3351.56957 G1 X155.338 Y101.621 E3351.59032 G1 X155.778 Y101.408 E3351.61105 G1 X156.14 Y101.076 E3351.63188 G1 X156.392 Y100.657 E3351.65262 M204 S8000 G0 F19800 X156.441 Y100.464 G0 X156.867 Y100.574 G0 X157.044 Y100.722 M204 S3000 ;TYPE:WALL-INNER G1 F3000 X156.84 Y101.173 E3351.66906 G1 X156.559 Y101.56 E3351.68557 G1 X156.191 Y101.889 E3351.69732 G1 X155.601 Y102.2 E3351.71564 G1 X155.132 Y102.313 E3351.72972 G1 X154.589 Y102.319 E3351.74859 G1 X154.074 Y102.208 E3351.76659 G1 X153.636 Y102.007 E3351.77771 G1 X153.25 Y101.722 E3351.79313 G1 X152.956 Y101.397 E3351.80964 G1 X152.681 Y100.921 E3351.82627 G1 X152.538 Y100.463 E3351.83788 G1 X152.492 Y100.06 E3351.85113 G1 X152.531 Y99.573 E3351.86763 G1 X152.672 Y99.097 E3351.87934 G1 X152.918 Y98.657 E3351.89597 G1 X153.231 Y98.297 E3351.91339 G1 X153.59 Y98.021 E3351.92532 G1 X154.037 Y97.804 E3351.93913 G1 X154.452 Y97.697 E3351.95391 G1 X154.929 Y97.67 E3351.96951 G1 X155.468 Y97.759 E3351.98544 G1 X155.868 Y97.913 E3351.99575 G1 X156.268 Y98.168 E3352.0135 G1 X156.579 Y98.464 E3352.02887 G1 X156.886 Y98.91 E3352.0417 G1 X157.053 Y99.31 E3352.05579 G1 X157.145 Y99.77 E3352.07371 G1 X157.137 Y100.296 E3352.08933 G1 X157.044 Y100.722 E3352.09897 M204 S8000 G0 F19800 X157.426 Y100.846 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X157.186 Y101.377 E3352.12369 G1 X156.858 Y101.829 E3352.14737 G1 X156.427 Y102.215 E3352.1719 G1 X155.944 Y102.495 E3352.19558 G1 X155.725 Y102.582 E3352.20557 G1 X155.181 Y102.712 E3352.22929 G1 X154.548 Y102.72 E3352.25614 G1 X153.945 Y102.589 E3352.2823 G1 X153.432 Y102.354 E3352.30623 G1 X152.981 Y102.021 E3352.33001 G1 X152.632 Y101.635 E3352.35207 G1 X152.312 Y101.081 E3352.37921 G1 X152.146 Y100.549 E3352.40284 G1 X152.09 Y100.064 E3352.42354 G1 X152.136 Y99.498 E3352.44762 G1 X152.3 Y98.944 E3352.47213 G1 X152.591 Y98.423 E3352.49743 G1 X152.954 Y98.006 E3352.52088 G1 X153.378 Y97.679 E3352.54358 G1 X153.899 Y97.427 E3352.56813 G1 X154.388 Y97.3 E3352.58955 G1 X154.954 Y97.268 E3352.61359 G1 X155.571 Y97.37 E3352.64011 G1 X156.049 Y97.554 E3352.66183 G1 X156.515 Y97.852 E3352.68529 G1 X156.888 Y98.206 E3352.7071 G1 X157.238 Y98.715 E3352.73329 G1 X157.437 Y99.193 E3352.75525 G1 X157.546 Y99.734 E3352.77865 G1 X157.536 Y100.343 E3352.80448 G1 X157.426 Y100.846 E3352.82631 M204 S8000 G0 F19800 X157.344 Y101.028 G0 X156.943 Y100.846 ;MESH:NONMESH G0 F600 X156.943 Y100.846 Z42.53 G0 F19800 X156.765 Y100.813 ;TIME_ELAPSED:1342.591504 ;LAYER:169 M204 S3000 ;TYPE:WALL-INNER ;MESH:3Dbenchy.stl G1 F3000 X156.916 Y100.227 E3352.85198 G1 X156.895 Y99.623 E3352.87761 G1 X156.7 Y99.047 E3352.90339 G1 X156.351 Y98.552 E3352.92908 G1 X155.876 Y98.177 E3352.95474 G1 X155.32 Y97.956 E3352.98011 G1 X154.855 Y97.897 E3352.99999 G1 X154.262 Y97.973 E3353.02534 G1 X153.708 Y98.217 E3353.05102 G1 X153.245 Y98.608 E3353.07671 G1 X152.914 Y99.117 E3353.10246 G1 X152.742 Y99.697 E3353.12812 G1 X152.742 Y100.303 E3353.15382 G1 X152.914 Y100.883 E3353.17947 G1 X153.245 Y101.392 E3353.20522 G1 X153.708 Y101.783 E3353.23092 G1 X154.262 Y102.027 E3353.25659 G1 X154.862 Y102.104 E3353.28224 G1 X155.46 Y102.006 E3353.30794 G1 X156.005 Y101.742 E3353.33362 G1 X156.453 Y101.332 E3353.35937 G1 X156.765 Y100.813 E3353.38505 M204 S8000 G0 F19800 X156.392 Y100.657 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X156.514 Y100.183 E3353.40581 G1 X156.497 Y99.695 E3353.42651 G1 X156.34 Y99.23 E3353.44733 G1 X156.058 Y98.83 E3353.46808 G1 X155.674 Y98.527 E3353.48882 G1 X155.219 Y98.346 E3353.50959 G1 X154.855 Y98.3 E3353.52515 G1 X154.37 Y98.362 E3353.54588 G1 X153.922 Y98.56 E3353.56665 G1 X153.548 Y98.876 E3353.58742 G1 X153.281 Y99.286 E3353.60817 G1 X153.142 Y99.755 E3353.62891 G1 X153.142 Y100.245 E3353.64969 G1 X153.281 Y100.714 E3353.67043 G1 X153.548 Y101.124 E3353.69118 G1 X153.922 Y101.44 E3353.71194 G1 X154.37 Y101.638 E3353.73272 G1 X154.855 Y101.7 E3353.75345 G1 X155.338 Y101.621 E3353.7742 G1 X155.778 Y101.408 E3353.79494 G1 X156.14 Y101.076 E3353.81576 G1 X156.392 Y100.657 E3353.8365 M204 S8000 G0 F19800 X156.441 Y100.464 G0 X156.867 Y100.574 G0 X157.013 Y100.829 M204 S3000 ;TYPE:WALL-INNER G1 F3000 X156.799 Y101.258 E3353.85095 G1 X156.493 Y101.643 E3353.86884 G1 X156.11 Y101.959 E3353.88427 G1 X155.836 Y102.113 E3353.89034 G1 X155.371 Y102.277 E3353.90794 G1 X154.884 Y102.34 E3353.92174 G1 X154.376 Y102.297 E3353.9358 G1 X153.839 Y102.125 E3353.9563 G1 X153.466 Y101.907 E3353.97277 G1 X153.135 Y101.622 E3353.9835 G1 X152.867 Y101.286 E3353.99694 G1 X152.643 Y100.853 E3354.01387 G1 X152.513 Y100.382 E3354.02569 G1 X152.484 Y99.898 E3354.04122 G1 X152.541 Y99.484 E3354.05653 G1 X152.663 Y99.096 E3354.06586 G1 X152.89 Y98.679 E3354.08042 G1 X153.21 Y98.304 E3354.09828 G1 X153.586 Y98.013 E3354.11245 G1 X154.034 Y97.795 E3354.12674 G1 X154.443 Y97.689 E3354.14142 G1 X154.933 Y97.66 E3354.1577 G1 X155.409 Y97.733 E3354.17104 G1 X155.866 Y97.902 E3354.18287 G1 X156.28 Y98.167 E3354.20106 G1 X156.581 Y98.453 E3354.21688 G1 X156.893 Y98.901 E3354.2305 G1 X157.057 Y99.293 E3354.24289 G1 X157.153 Y99.768 E3354.2603 G1 X157.146 Y100.294 E3354.27621 G1 X157.013 Y100.829 E3354.28991 M204 S8000 G0 F19800 X157.39 Y100.97 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X157.139 Y101.473 E3354.31375 G1 X156.78 Y101.924 E3354.33819 G1 X156.339 Y102.288 E3354.36244 G1 X156 Y102.479 E3354.37894 G1 X155.461 Y102.669 E3354.40318 G1 X154.893 Y102.743 E3354.42747 G1 X154.298 Y102.692 E3354.45279 G1 X153.675 Y102.492 E3354.48054 G1 X153.234 Y102.235 E3354.50219 G1 X152.845 Y101.901 E3354.52393 G1 X152.53 Y101.505 E3354.54539 G1 X152.268 Y100.998 E3354.56959 G1 X152.117 Y100.451 E3354.59365 G1 X152.083 Y99.883 E3354.61778 G1 X152.15 Y99.392 E3354.6388 G1 X152.291 Y98.943 E3354.65875 G1 X152.56 Y98.449 E3354.68261 G1 X152.932 Y98.014 E3354.70688 G1 X153.374 Y97.671 E3354.73061 G1 X153.896 Y97.418 E3354.7552 G1 X154.379 Y97.292 E3354.77637 G1 X154.951 Y97.259 E3354.80067 G1 X155.512 Y97.344 E3354.82473 G1 X156.047 Y97.543 E3354.84894 G1 X156.525 Y97.849 E3354.87301 G1 X156.885 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X155.148 Y102.338 E3358.32193 G1 X154.585 Y102.346 E3358.34238 G1 X154.159 Y102.263 E3358.35737 G1 X153.775 Y102.113 E3358.36931 G1 X153.298 Y101.799 E3358.39039 G1 X152.999 Y101.495 E3358.40557 G1 X152.731 Y101.088 E3358.41847 G1 X152.553 Y100.638 E3358.43421 G1 X152.471 Y100.159 E3358.45203 G1 X152.491 Y99.656 E3358.46747 G1 X152.589 Y99.246 E3358.48123 G1 X152.743 Y98.888 E3358.49589 G1 X153.005 Y98.499 E3358.50808 G1 X153.381 Y98.135 E3358.52584 G1 X153.812 Y97.87 E3358.5447 G1 X154.251 Y97.712 E3358.56093 G1 X154.775 Y97.642 E3358.57508 G1 X155.315 Y97.693 E3358.59177 G1 X155.788 Y97.846 E3358.60872 G1 X156.151 Y98.049 E3358.62467 G1 X156.537 Y98.378 E3358.64011 G1 X156.815 Y98.736 E3358.65453 G1 X157.047 Y99.21 E3358.67403 G1 X157.151 Y99.612 E3358.68867 G1 X157.175 Y100.181 E3358.70439 G1 X157.094 Y100.645 E3358.71927 G1 X156.935 Y101.053 E3358.73489 M204 S8000 G0 F19800 X157.293 Y101.236 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X156.994 Y101.709 E3358.75862 G1 X156.584 Y102.128 E3358.78348 G1 X156.106 Y102.445 E3358.8078 G1 X155.653 Y102.634 E3358.82862 G1 X155.193 Y102.737 E3358.84861 G1 X154.548 Y102.747 E3358.87596 G1 X154.05 Y102.65 E3358.89748 G1 X153.589 Y102.469 E3358.91848 G1 X153.042 Y102.109 E3358.94625 G1 X152.687 Y101.749 E3358.96769 G1 X152.374 Y101.273 E3358.99185 G1 X152.166 Y100.747 E3359.01584 G1 X152.069 Y100.183 E3359.04011 G1 X152.092 Y99.608 E3359.06451 G1 X152.208 Y99.119 E3359.08582 G1 X152.39 Y98.695 E3359.10539 G1 X152.694 Y98.244 E3359.12845 G1 X153.136 Y97.816 E3359.15454 G1 X153.637 Y97.508 E3359.17948 G1 X154.158 Y97.32 E3359.20297 G1 X154.764 Y97.24 E3359.22889 G1 X155.399 Y97.299 E3359.25594 G1 X155.946 Y97.476 E3359.28032 G1 X156.382 Y97.72 E3359.30151 G1 X156.827 Y98.099 E3359.32629 G1 X157.156 Y98.523 E3359.34905 G1 X157.424 Y99.07 E3359.37488 G1 X157.549 Y99.556 E3359.39616 G1 X157.577 Y100.205 E3359.42371 G1 X157.481 Y100.754 E3359.44735 G1 X157.293 Y101.236 E3359.46929 M204 S8000 G0 F19800 X157.187 Y101.405 G0 X156.815 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E3360.59266 G1 X153.49 Y101.956 E3360.61083 G1 X153.121 Y101.646 E3360.624 G1 X152.854 Y101.315 E3360.63834 G1 X152.625 Y100.879 E3360.65611 G1 X152.488 Y100.393 E3360.67002 G1 X152.458 Y99.91 E3360.68531 G1 X152.553 Y99.336 E3360.7062 G1 X152.73 Y98.9 E3360.72328 G1 X153.022 Y98.465 E3360.73798 G1 X153.369 Y98.134 E3360.75283 G1 X153.784 Y97.873 E3360.77082 G1 X154.26 Y97.701 E3360.78853 G1 X154.765 Y97.633 E3360.80283 G1 X155.317 Y97.685 E3360.82057 G1 X155.789 Y97.837 E3360.83782 G1 X156.24 Y98.103 E3360.85771 G1 X156.596 Y98.429 E3360.87505 G1 X156.872 Y98.812 E3360.88831 G1 X157.052 Y99.199 E3360.90319 G1 X157.168 Y99.676 E3360.92083 G1 X157.185 Y100.172 E3360.93445 G1 X157.101 Y100.651 E3360.95206 G1 X156.944 Y101.054 E3360.96897 M204 S8000 G0 F19800 X157.303 Y101.235 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X156.996 Y101.719 E3360.99327 G1 X156.6 Y102.126 E3361.01735 G1 X156.113 Y102.452 E3361.04221 G1 X155.582 Y102.663 E3361.06644 G1 X155.015 Y102.763 E3361.09085 G1 X154.431 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;MESH:3Dbenchy.stl G1 F3000 X156.916 Y100.227 E3361.73126 G1 X156.895 Y99.623 E3361.75689 G1 X156.7 Y99.047 E3361.78268 G1 X156.351 Y98.552 E3361.80837 G1 X155.876 Y98.177 E3361.83403 G1 X155.32 Y97.956 E3361.8594 G1 X154.855 Y97.897 E3361.87928 G1 X154.262 Y97.973 E3361.90463 G1 X153.708 Y98.217 E3361.9303 G1 X153.245 Y98.608 E3361.956 G1 X152.914 Y99.117 E3361.98175 G1 X152.742 Y99.697 E3362.0074 G1 X152.742 Y100.303 E3362.0331 G1 X152.914 Y100.883 E3362.05876 G1 X153.245 Y101.392 E3362.0845 G1 X153.708 Y101.783 E3362.1102 G1 X154.262 Y102.027 E3362.13587 G1 X154.862 Y102.104 E3362.16153 G1 X155.46 Y102.006 E3362.18722 G1 X156.005 Y101.742 E3362.21291 G1 X156.453 Y101.332 E3362.23866 G1 X156.765 Y100.813 E3362.26434 M204 S8000 G0 F19800 X156.392 Y100.657 M204 S3000 ;TYPE:WALL-OUTER G1 F3000 X156.514 Y100.183 E3362.28509 G1 X156.497 Y99.695 E3362.3058 G1 X156.34 Y99.23 E3362.32661 G1 X156.058 Y98.83 E3362.34737 G1 X155.674 Y98.527 E3362.36811 G1 X155.219 Y98.346 E3362.38888 G1 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E3413.98346 G0 F19800 X154.107 Y102.385 G1 F4800 X153.61 Y102.181 E3414.00579 G1 X153.552 Y102.14 E3414.00875 G1 X154.107 Y102.385 E3414.03397 G0 F19800 X154.83 Y102.493 G1 F4800 X154.447 Y102.467 E3414.04993 G1 X154.244 Y102.418 E3414.05861 G1 X154.83 Y102.493 E3414.08317 G0 F19800 X155.493 Y102.396 G1 F4800 X155.327 Y102.443 E3414.09035 G1 X154.951 Y102.485 E3414.10608 G1 X155.493 Y102.396 E3414.12891 G0 F19800 X156.144 Y102.108 G1 F4800 X155.695 Y102.34 E3414.14992 G1 X155.628 Y102.358 E3414.15281 G1 X156.144 Y102.108 E3414.17665 G0 F19800 X156.665 Y101.667 G1 F4800 X156.506 Y101.841 E3414.18645 G1 X156.341 Y101.963 E3414.19498 G1 X156.665 Y101.667 E3414.21322 G0 F19800 X156.657 Y101.661 ;TIME_ELAPSED:1378.358770 G1 F2400 E3413.21322 M204 S4000 M107 M104 S0 M140 S0 ;Retract the filament G92 E1 G1 E-1 F300 G28 X0 M84 M82 ;absolute extrusion mode M104 S0 ;End of Gcode