.gcode

;Header Start

;FLAVOR:Marlin
;TIME:6666
;Filament used: 0m
;Layer height: 0.16
;MINX:2.14748e+06
;MINY:2.14748e+06
;MINZ:2.14748e+06
;MAXX:-2.14748e+06
;MAXY:-2.14748e+06
;MAXZ:-2.14748e+06


;header_type: 3dp
;tool_head: dualExtruderToolheadForSM2
;machine: A400
;thumbnail: 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;file_total_lines: 1939
;estimated_time(s): 10438.92
;nozzle_temperature(°C): 220
;nozzle_1_temperature(°C): 235
;nozzle_0_diameter(mm): 0.4
;nozzle_1_diameter(mm): 0.4
;build_plate_temperature(°C): 65
;work_speed(mm/minute): 3600
;max_x(mm): 390.500001
;max_y(mm): 390.500001
;max_z(mm): 0.2667000025354685
;min_x(mm): 9.499999000000003
;min_y(mm): 9.499999000000003
;min_z(mm): 0
;layer_number: 1
;layer_height: 0.16
;matierial_weight: 50.72421978020928
;matierial_length: 17.007
;nozzle_0_material: eSUN ePLA-ST Black
;nozzle_1_material: PETG-White

;Header End

; G-code for 3dp engraving
; Generated by Snapmaker Luban
; Wed Mar 15 2023 11:34:36

T0
M82 ;absolute extrusion mode
;--- Start G-code Begin ---
M205 J0.05
M201 X10000 Y10000 Z100 E10000
M204 P1000 T2000 R10000
M900 T0 K0.035
M900 T1 K0.035
M104 S220 ;Set Hotend Temperature
M140 P1 S65 ;Set Bed Temperature
M109 S220 ;Wait Hotend Temperature
M190 P1 S65 ;Set Bed Temperature
M107
M107 P1
G28
G0 Z0.5 X0 Y-0.5 F6000
G92 E0
G0 X150 E30 F1200
G92 E0
G1 Z5 F6000
;--- Start G-code End ---
G92 E0
G92 E0
G1 F2100 E-1
;LAYER_COUNT:1
;LAYER:0
M107
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;MESH:C:/Users/Max/AppData/Roaming/snapmaker-luban/Tmp/67696277_34004011.stl
G0 F3600 X11.015 Y8.85
G0 X11.015 Y11.015
;TYPE:WALL-INNER
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G0 F3600 X9.815 Y9.815
;TYPE:WALL-OUTER
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;TIME_ELAPSED:9756.730040
G1 F2100 E315.24156
M204 S4000
;--- End G-code Begin ---
M104 S0
M140 S0
G92 E0
G1 E-2 F3000
G92 E0
G28
;--- End G-code End ---
M82 ;absolute extrusion mode
;End of Gcode