diff --git a/v1.1/EasyEDA/ESP32 NodeMCU v1.1.json b/v1.1/EasyEDA/ESP32 NodeMCU v1.1.json new file mode 100644 index 0000000..c54d2b5 --- /dev/null +++ b/v1.1/EasyEDA/ESP32 NodeMCU v1.1.json @@ -0,0 +1 @@ +{"editorVersion":"6.5.8","docType":"5","title":"ESP32 NodeMCU","description":"","colors":{},"schematics":[{"uuid":"e3fb99560555e141a0dafd28a61f0332","docType":"1","title":"Sheet_1","description":"","dataStr":{"head":{"docType":"1","editorVersion":"6.5.8","newgId":true,"c_para":{"Prefix Start":"1"},"c_spiceCmd":"null","hasIdFlag":true,"uuid":"e3fb99560555e141a0dafd28a61f0332","x":"0","y":"0","portOfADImportHack":"","importFlag":0,"transformList":""},"canvas":"CA~1000~1000~#FFFFFF~yes~#CCCCCC~5~1000~1000~line~5~pixel~5~0~0","shape":["LIB~5~-800~package`NONE`BOM_Manufacturer Part`?`spicePre`.`~~0~frame_lib_1~~~0~~yes~yes~~~#@$T~N~407~-979~0~#000080~Arial~~~~~comment~A~0~start~gge226~0~#@$T~P~407.5~-988~0~#000080~Arial~~~~~comment~A~0~start~gge223~0~#@$PT~M 211 -790 L 211 -800 M 211 -180 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3140.6 L 4340.5273 3141.0091 L 4340.5273 3141.2818 L 4340.3909 3141.6909 L 4339.9818 3141.9636 L 4339.3 3142.1 L 4338.6182 3142.1 L 4338.0727 3141.9636 L 4337.8 3141.6909 L 4337.6636 3141.2818 L 4337.6636 3141.1455 L 4337.8 3140.7364 L 4338.0727 3140.4636 L 4338.4818 3140.3273 L 4338.6182 3140.3273 L 4339.0273 3140.4636 L 4339.3 3140.7364 L 4339.4364 3141.1455 L 4339.4364 3141.2818 L 4339.3 3141.6909 L 4339.0273 3141.9636 L 4338.6182 3142.1 M 4339.8455 3135.0909 L 4339.9818 3135.0909 L 4340.2545 3134.9545 L 4340.3909 3134.8182 L 4340.5273 3134.5455 L 4340.5273 3134 L 4340.3909 3133.7273 L 4340.2545 3133.5909 L 4339.9818 3133.4545 L 4339.7091 3133.4545 L 4339.4364 3133.5909 L 4339.0273 3133.8636 L 4337.6636 3135.2273 L 4337.6636 3133.3182 M 4340.5273 3130.7818 L 4340.5273 3132.1455 L 4339.3 3132.2818 L 4339.4364 3132.1455 L 4339.5727 3131.7364 L 4339.5727 3131.3273 L 4339.4364 3130.9182 L 4339.1636 3130.6455 L 4338.7545 3130.5091 L 4338.4818 3130.5091 L 4338.0727 3130.6455 L 4337.8 3130.9182 L 4337.6636 3131.3273 L 4337.6636 3131.7364 L 4337.8 3132.1455 L 4337.9364 3132.2818 L 4338.2091 3132.4182 M 4340.5273 3125.1364 L 4340.5273 3123.6364 L 4339.4364 3124.4545 L 4339.4364 3124.0455 L 4339.3 3123.7727 L 4339.1636 3123.6364 L 4338.7545 3123.5 L 4338.4818 3123.5 L 4338.0727 3123.6364 L 4337.8 3123.9091 L 4337.6636 3124.3182 L 4337.6636 3124.7273 L 4337.8 3125.1364 L 4337.9364 3125.2727 L 4338.2091 3125.4091 M 4340.5273 3122.3273 L 4340.5273 3120.8273 L 4339.4364 3121.6455 L 4339.4364 3121.2364 L 4339.3 3120.9636 L 4339.1636 3120.8273 L 4338.7545 3120.6909 L 4338.4818 3120.6909 L 4338.0727 3120.8273 L 4337.8 3121.1 L 4337.6636 3121.5091 L 4337.6636 3121.9182 L 4337.8 3122.3273 L 4337.9364 3122.4636 L 4338.2091 3122.6 M 4340.5273 3115.3182 L 4340.5273 3113.8182 L 4339.4364 3114.6364 L 4339.4364 3114.2273 L 4339.3 3113.9545 L 4339.1636 3113.8182 L 4338.7545 3113.6818 L 4338.4818 3113.6818 L 4338.0727 3113.8182 L 4337.8 3114.0909 L 4337.6636 3114.5 L 4337.6636 3114.9091 L 4337.8 3115.3182 L 4337.9364 3115.4545 L 4338.2091 3115.5909 M 4339.8455 3112.6455 L 4339.9818 3112.6455 L 4340.2545 3112.5091 L 4340.3909 3112.3727 L 4340.5273 3112.1 L 4340.5273 3111.5545 L 4340.3909 3111.2818 L 4340.2545 3111.1455 L 4339.9818 3111.0091 L 4339.7091 3111.0091 L 4339.4364 3111.1455 L 4339.0273 3111.4182 L 4337.6636 3112.7818 L 4337.6636 3110.8727~~gge6016428466721680~~0~pinpart","TRACK~1~10~~4437.5 3058.5 4437.5 3248.5~gge15407~0","TRACK~1~10~~4327.5 3048.5 4427.5 3048.5~gge62985~0","TRACK~1~10~~4317.5 3248.5 4317.5 3058.5~gge3411~0","TRACK~1~10~~4427.5 3258.5 4327.5 3258.5~gge62961~0","ARC~1~10~S$62963~M 4427.5 3258.5 A 10 10 0 0 0 4437.5 3248.5~~gge62949~0","ARC~1~10~S$62963~M 4317.5 3248.5 A 10 10 0 0 0 4327.5 3258.5~~gge62958~0","ARC~1~10~S$62963~M 4327.5 3048.5 A 10 10 0 0 0 4317.5 3058.5~~gge62976~0","ARC~1~10~S$62963~M 4437.5 3058.5 A 10 10 0 0 0 4427.5 3048.5~~gge63009~0","TRACK~3~1~GND~4371.5555 3108.3018 4370 3106.7463 4370 3083.5 4364.3898 3077.8898 4342.0675 3077.8898~gge13295~0","TRACK~1~1~GPIO21~4432.5 3103.5 4431.8898 3102.8898 4412.9325 3102.8898~gge11591~0","TRACK~3~1~+3.3V~4378.563 3228.5 4378.563 3246 4382.5 3249.937 4382.5 3251~gge12182~0","TRACK~3~1~+3.3V~4378.563 3228.5 4378.563 3213.5~gge12188~0","TRACK~3~1~+3.3V~4378.56 3213.5 4378.56 3207.06 4372.5 3201 4372.5 3193.7~gge12191~0","TRACK~1~1~GPIO2~4406.063 3163 4404.1499 3164.9131 4404.1499 3176~gge12200~0","TRACK~1~1~EN~4400.215 3213.008 4399.723 3213.5 4386.437 3213.5~gge12209~0","TRACK~3~1~+3.3V~4432.5 3223.5 4430.5116 3221.5116 4378.563 3221.5116~gge12240~0","TRACK~1~1~GPIO0~4386.437 3228.5 4417.5 3228.5 4422.5 3233.5 4422.5 3251~gge12243~0","TRACK~1~1~RX~4395 3101 4402.5 3101 4405.61 3097.89 4412.93 3097.89~gge12250~0","TRACK~3~1~+3.3V~4401 3170 4392.5 3169.94~gge12267~0","TRACK~3~1~GND~4414 3159 4413.937 3159.063 4413.937 3163~gge12301~0","TRACK~3~1~GND~4394 3182.563 4394.937 3183.5 4407.5 3183.5 4411.437 3187.437 4411.437 3190~gge12331~0","TRACK~3~1~GND~4365 3183.5 4363.445 3185.055 4363.445 3193.7~gge12357~0","TRACK~3~1~+3.3V~4372.5 3193.7 4372.5 3169.3~gge12408~0","TRACK~3~1~GND~4363.445 3193.7 4358.245 3188.5 4346.437 3188.5~gge12411~0","TRACK~1~1~EN~4403.563 3190 4403.563 3201 4403.563 3201~gge12203~0","TRACK~3~1~GND~4411.437 3190 4411.437 3201 4411.437 3201~gge12231~0","TRACK~3~1~GND~4411.437 3201 4414.78 3204.343 4414.78 3213.008~gge12234~0","TRACK~3~1~GND~4346.437 3213.5 4346.555 3213.618 4346.555 3226~gge12429~0","TRACK~3~1~+5V~4394 3190.437 4390.737 3193.7 4381.555 3193.7~gge12435~0","TRACK~3~1~GND~4322.5 3213.5 4329.002 3220.002 4346.555 3220.002~gge12502~0","TRACK~3~1~R3_1~4366.8308 3208.4996 4366.304 3209.0264 4366.304 3220.5~gge12517~0","TRACK~3~1~GND~4346.437 3213.5 4351.4374 3208.4996 4358.1688 3208.4996~gge12520~0","TRACK~3~1~+5V~4338.4399 3226 4340 3227.6 4340 3233.5 4342.5 3233.5~gge12438~0","TRACK~3~1~+3.3V~4338.563 3176 4338.563 3213.5~gge12176~0","TRACK~3~1~GND~4345 3164.937 4346.437 3166.374 4346.437 3213.5~gge12222~0","TRACK~3~1~GND~4345 3164.937 4346.437 3163.5 4352.5 3163.5 4355.0005 3160.9995 4355.0005 3149.1098~gge12526~0","TRACK~1~1~R2_1~4410.85 3176 4412.5 3177.65 4412.5 3181~gge12532~0","TRACK~1~1~R2_1~4370 3236 4367.5 3233.5 4364.304 3233.5~gge12548~0","TRACK~1~1~GPIO0~4410 3146 4412.9326 3143.0674 4412.9326 3142.8899~gge12582~0","TRACK~1~1~+3.3V~4338.563 3213.5 4336.063 3216 4332.5 3216~gge12585~0","TRACK~1~1~+3.3V~4355 3216 4358.696 3219.696 4358.696 3220.5~gge12593~0","TRACK~1~1~EN~4403.563 3201 4400.215 3204.348 4400.215 3213.008~gge12206~0","TRACK~1~1~GPIO4~4420 3148.8847 4420 3141 4416.89 3137.89 4412.93 3137.89~gge12615~0","TRACK~1~1~GPIO2~4400.0005 3149.1099 4402.8906 3152 4404.5 3152~gge12661~0","TRACK~1~1~GPIO2~4406 3158.5 4406.063 3158.563 4406.063 3163~gge12669~0","TRACK~1~1~R6_2~4395.0005 3149.1098 4395 3149.1093 4395 3141~gge12684~0","TRACK~1~1~R6_2~4395 3165.5 4392.5 3163 4392.5 3162.063~gge12695~0","TRACK~1~1~GPIO14~4357 3138.5 4356.3899 3137.8899 4342.0674 3137.8899~gge12706~0","TRACK~1~1~R5_2~4345 3157.063 4342.0675 3154.1305 4342.0675 3142.8898~gge12709~0","TRACK~1~1~EN~4335 3088.5 4335.6102 3087.8898 4342.0675 3087.8898~gge12719~0","TRACK~1~1~GPIO19~4432.5 3113.5 4431.8898 3112.8898 4412.9325 3112.8898~gge11594~0","TRACK~3~1~+3.3V~4356.5 3082.5 4342.4697 3082.5 4342.0698 3082.8999~gge13277~0","TRACK~1~1~TX~4397.5 3096 4400.6101 3092.8899 4412.9326 3092.8899~gge12257~0","TRACK~3~1~GND~4413.937 3163 4413.937 3169.937 4417 3173 4417 3186.5 4413.5 3190 4411.437 3190~gge12304~0","TRACK~1~1~GPIO5~4432.5 3153.5 4427.5 3148.5 4427.5 3134.5 4415.89 3122.89 4412.93 3122.89~gge11603~0","TRACK~3~1~+3.3V~4338.56 3188.5 4335 3188.5 4330 3183.5 4322.5 3183.5~gge12219~0","TRACK~1~1~GPIO23~4433 3083.5 4433 3082 4413.43 3082 4413.43 3082.89~gge11585~0","TRACK~1~1~GPIO22~4432.5 3093.5 4422.5 3093.5 4416.89 3087.89 4412.93 3087.89~gge11588~0","TRACK~1~1~GPIO18~4432.5 3123.5 4428.5 3119.5 4412.93 3119.5 4412.93 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3193.7~gge12446~0","TRACK~1~1~EN~4377.5 3201 4377.5 3201.5 4386.44 3210.44 4386.44 3213.5~gge12216~0","TRACK~1~1~GPIO32~4332.5 3113.5 4333.1102 3112.8898 4342.0675 3112.8898~gge6016428466721337~0","TRACK~1~1~GPIO33~4332.5 3123.5 4338.1102 3117.8898 4342.0675 3117.8898~gge6016428466721340~0","TRACK~1~1~GPIO25~4350 3123.5 4349.3898 3122.8898 4342.0675 3122.8898~gge6016428466721353~0","TRACK~1~1~GPIO27~4342.07 3132.89 4342.18 3133 4350.5 3133 4357.5 3126 4357.5 3093.5~gge6016428466720922~0","TRACK~1~1~GPIO26~4350 3128.5 4349.3898 3127.8898 4342.0675 3127.8898~gge6016428466721360~0","TRACK~1~1~GND~4332.5 3103.5 4332.5 3081 4335.6102 3077.8898 4342.0675 3077.8898~gge6016428466721363~0","TRACK~3~1~GND~4340 3165 4344.9399 3165 4345 3164.9399~gge6016428466721389~0","TRACK~3~1~GND~4337 3165 4340 3165~gge6016428466721376~0","TRACK~3~1~+3.3V~4338.563 3176 4332.5 3169.937 4332.5 3153.5~gge6016428466721404~0","TRACK~1~1~GPIO0~4386.437 3228.5 4388.937 3226 4405 3226~gge12551~0","TRACK~1~1~GND~4355 3149.11 4355 3144.5 4371.56 3127.94 4371.56 3108.3~gge12712~0","TRACK~3~1~+3.3V~4372.5 3169.3 4373.137 3169.937 4392.5 3169.937~gge12194~0","COPPERAREA~1~1~+3.3V~M 4372.5 3181 L 4355 3181 L 4352.5 3178.5 L 4352.5 3168.5 L 4357.5 3163.5 L 4357.5 3158.5 L 4377.5 3158.5 L 4387.5 3168.5 L 4387.5 3178.5 L 4385 3181 Z~1~solid~gge15140~spoke~none~[[\"M 4379.79167 3180.99863 L 4379.75864 3181 4365.26111 3181 4365.10408 3180.98352 4364.69742 3181 4355.16569 3181 4355.01261 3180.96955 4354.88284 3180.88284 4352.61716 3178.61716 4352.53045 3178.48739 4352.5 3178.33431 4352.5 3168.66569 4352.53045 3168.51261 4352.61716 3168.38284 4357.47214 3163.52786 4357.5 3163.4606 4357.50077 3161.30491 4357.5205 3160.9871 4357.5205 3158.9 4357.55095 3158.74693 4357.63766 3158.61716 4357.76743 3158.53045 4357.9205 3158.5 4377.33431 3158.5 4377.48739 3158.53045 4377.61716 3158.61716 4387.38284 3168.38284 4387.46955 3168.51261 4387.5 3168.66569 4387.5 3178.33431 4387.46955 3178.48739 4387.38284 3178.61716 4385.13716 3180.86284 4385.00739 3180.94955 4384.85431 3180.98 4380.01654 3180.98 4379.79167 3180.99863 Z M 4376.19487 3171.71535 L 4376.19487 3174.6507 4379.36729 3174.6507 4379.61616 3174.62266 4379.83121 3174.54741 4380.02413 3174.42619 4380.18524 3174.26508 4380.30646 3174.07216 4380.38171 3173.85711 4380.40975 3173.60824 4380.40975 3171.71535 4376.19487 3171.71535 Z M 4368.80513 3174.6507 L 4368.80513 3171.71535 4364.59025 3171.71535 4364.59025 3173.60824 4364.61829 3173.85711 4364.69354 3174.07216 4364.81476 3174.26508 4364.97587 3174.42619 4365.16879 3174.54741 4365.38384 3174.62266 4365.63271 3174.6507 4368.80513 3174.6507 Z M 4368.80513 3166.88465 L 4368.80513 3163.9493 4365.63271 3163.9493 4365.38384 3163.97734 4365.16879 3164.05259 4364.97587 3164.17381 4364.81476 3164.33492 4364.69354 3164.52784 4364.61829 3164.74289 4364.59025 3164.99176 4364.59025 3166.88465 4368.80513 3166.88465 Z M 4376.19487 3163.9493 L 4376.19487 3166.88465 4380.40975 3166.88465 4380.40975 3164.99176 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4339.0273 3143.5455 L 4337.6636 3144.9091 L 4337.6636 3143 M 4340.1182 3140.4636 L 4340.3909 3140.6 L 4340.5273 3141.0091 L 4340.5273 3141.2818 L 4340.3909 3141.6909 L 4339.9818 3141.9636 L 4339.3 3142.1 L 4338.6182 3142.1 L 4338.0727 3141.9636 L 4337.8 3141.6909 L 4337.6636 3141.2818 L 4337.6636 3141.1455 L 4337.8 3140.7364 L 4338.0727 3140.4636 L 4338.4818 3140.3273 L 4338.6182 3140.3273 L 4339.0273 3140.4636 L 4339.3 3140.7364 L 4339.4364 3141.1455 L 4339.4364 3141.2818 L 4339.3 3141.6909 L 4339.0273 3141.9636 L 4338.6182 3142.1 M 4339.8455 3135.0909 L 4339.9818 3135.0909 L 4340.2545 3134.9545 L 4340.3909 3134.8182 L 4340.5273 3134.5455 L 4340.5273 3134 L 4340.3909 3133.7273 L 4340.2545 3133.5909 L 4339.9818 3133.4545 L 4339.7091 3133.4545 L 4339.4364 3133.5909 L 4339.0273 3133.8636 L 4337.6636 3135.2273 L 4337.6636 3133.3182 M 4340.5273 3130.7818 L 4340.5273 3132.1455 L 4339.3 3132.2818 L 4339.4364 3132.1455 L 4339.5727 3131.7364 L 4339.5727 3131.3273 L 4339.4364 3130.9182 L 4339.1636 3130.6455 L 4338.7545 3130.5091 L 4338.4818 3130.5091 L 4338.0727 3130.6455 L 4337.8 3130.9182 L 4337.6636 3131.3273 L 4337.6636 3131.7364 L 4337.8 3132.1455 L 4337.9364 3132.2818 L 4338.2091 3132.4182 M 4340.5273 3125.1364 L 4340.5273 3123.6364 L 4339.4364 3124.4545 L 4339.4364 3124.0455 L 4339.3 3123.7727 L 4339.1636 3123.6364 L 4338.7545 3123.5 L 4338.4818 3123.5 L 4338.0727 3123.6364 L 4337.8 3123.9091 L 4337.6636 3124.3182 L 4337.6636 3124.7273 L 4337.8 3125.1364 L 4337.9364 3125.2727 L 4338.2091 3125.4091 M 4340.5273 3122.3273 L 4340.5273 3120.8273 L 4339.4364 3121.6455 L 4339.4364 3121.2364 L 4339.3 3120.9636 L 4339.1636 3120.8273 L 4338.7545 3120.6909 L 4338.4818 3120.6909 L 4338.0727 3120.8273 L 4337.8 3121.1 L 4337.6636 3121.5091 L 4337.6636 3121.9182 L 4337.8 3122.3273 L 4337.9364 3122.4636 L 4338.2091 3122.6 M 4340.5273 3115.3182 L 4340.5273 3113.8182 L 4339.4364 3114.6364 L 4339.4364 3114.2273 L 4339.3 3113.9545 L 4339.1636 3113.8182 L 4338.7545 3113.6818 L 4338.4818 3113.6818 L 4338.0727 3113.8182 L 4337.8 3114.0909 L 4337.6636 3114.5 L 4337.6636 3114.9091 L 4337.8 3115.3182 L 4337.9364 3115.4545 L 4338.2091 3115.5909 M 4339.8455 3112.6455 L 4339.9818 3112.6455 L 4340.2545 3112.5091 L 4340.3909 3112.3727 L 4340.5273 3112.1 L 4340.5273 3111.5545 L 4340.3909 3111.2818 L 4340.2545 3111.1455 L 4339.9818 3111.0091 L 4339.7091 3111.0091 L 4339.4364 3111.1455 L 4339.0273 3111.4182 L 4337.6636 3112.7818 L 4337.6636 3110.8727~~gge6016428466721680~~0~pinpart","TRACK~1~10~~4437.5 3078.5 4437.5 3248.5~gge15407~0","TRACK~1~10~~4317.5 3248.5 4317.5 3078.5~gge3411~0","TRACK~1~10~~4322.5 3073.5 4432.5 3073.5~gge62985~0","TRACK~1~10~~4427.5 3258.5 4327.5 3258.5~gge62961~0","ARC~1~10~S$62963~M 4427.5 3258.5 A 10 10 0 0 0 4437.5 3248.5~~gge62949~0","ARC~1~10~S$62963~M 4317.5 3248.5 A 10 10 0 0 0 4327.5 3258.5~~gge62958~0","ARC~1~10~S$62963~M 4437.5 3078.5 A 5 5 0 0 0 4432.5 3073.5~~gge63009~0","ARC~1~10~S$62963~M 4322.5 3073.5 A 5 5 0 0 0 4317.5 3078.5~~gge62976~0","TRACK~3~1~GND~4371.5555 3108.3018 4370 3106.7463 4370 3083.5 4364.3898 3077.8898 4342.0675 3077.8898~gge13295~0","TRACK~1~1~GND~4332.5 3103.5 4332.5 3081 4335.6102 3077.8898 4342.0675 3077.8898~gge6016428466721363~0","TRACK~3~1~+3.3V~4372.5 3169.3 4373.137 3169.937 4392.5 3169.937~gge12194~0","TRACK~1~1~GND~4355 3149.11 4355 3144.5 4371.56 3127.94 4371.56 3108.3~gge12712~0","TRACK~1~1~GPIO0~4386.437 3228.5 4388.937 3226 4405 3226~gge12551~0","TRACK~3~1~+3.3V~4338.563 3176 4332.5 3169.937 4332.5 3153.5~gge6016428466721404~0","TRACK~3~1~GND~4337 3165 4340 3165~gge6016428466721376~0","TRACK~3~1~GND~4340 3165 4344.9399 3165 4345 3164.9399~gge6016428466721389~0","TRACK~1~1~GPIO26~4350 3128.5 4349.3898 3127.8898 4342.0675 3127.8898~gge6016428466721360~0","TRACK~1~1~GPIO27~4342.07 3132.89 4342.18 3133 4350.5 3133 4357.5 3126 4357.5 3093.5~gge6016428466720922~0","TRACK~1~1~GPIO25~4350 3123.5 4349.3898 3122.8898 4342.0675 3122.8898~gge6016428466721353~0","TRACK~1~1~GPIO33~4332.5 3123.5 4338.1102 3117.8898 4342.0675 3117.8898~gge6016428466721340~0","TRACK~1~1~GPIO32~4332.5 3113.5 4333.1102 3112.8898 4342.0675 3112.8898~gge6016428466721337~0","TRACK~1~1~EN~4377.5 3201 4377.5 3201.5 4386.44 3210.44 4386.44 3213.5~gge12216~0","TRACK~3~1~+5V~4385 3202 4385 3197.1399 4381.5601 3193.7~gge12446~0","TRACK~3~1~GND~4346.56 3226 4346.56 3230.56 4349.5 3233.5 4356.7 3233.5~gge12432~0","TRACK~3~1~+3.3V~4358.7 3220.5 4358.7 3224.7 4361 3227 4378.56 3227 4378.56 3228.5~gge12514~0","TRACK~1~1~R2_1~4402.5 3231 4395 3231 4385 3241 4382.5 3241~gge12540~0","TRACK~1~1~GPIO13~4432.5 3193.5 4422 3183 4422 3159.5 4413 3150.5 4409.5 3150.5 4405 3146 4405 3141 4402.5 3138.5 4365 3138.5 4360 3143.5 4360 3149.11~gge12646~0","TRACK~3~1~GND~4394 3182.563 4393.063 3183.5 4380 3183.5~gge12334~0","TRACK~3~1~+5V~4322.5 3223.5 4325 3226 4338.445 3226~gge12426~0","TRACK~1~1~GPIO14~4432.5 3203.5 4420 3191 4420 3161 4415 3156 4387.5 3156~gge12698~0","TRACK~3~1~GND~4414.78 3213.008 4432.008 3213.008 4432.5 3213.5~gge12237~0","TRACK~1~1~GPIO17~4432.5 3163.5 4432.5 3161 4425 3153.5 4425 3136.5 4416.39 3127.89 4412.93 3127.89~gge11606~0","TRACK~1~1~GPIO16~4422.5 3151.6704 4422.5 3137.5 4417.89 3132.89 4412.93 3132.89~gge12628~0","TRACK~1~1~GPIO18~4432.5 3123.5 4428.5 3119.5 4412.93 3119.5 4412.93 3117.89~gge11597~0","TRACK~1~1~GPIO22~4432.5 3093.5 4422.5 3093.5 4416.89 3087.89 4412.93 3087.89~gge11588~0","TRACK~1~1~GPIO23~4433 3083.5 4433 3082 4413.43 3082 4413.43 3082.89~gge11585~0","TRACK~3~1~+3.3V~4338.56 3188.5 4335 3188.5 4330 3183.5 4322.5 3183.5~gge12219~0","TRACK~1~1~GPIO5~4432.5 3153.5 4427.5 3148.5 4427.5 3134.5 4415.89 3122.89 4412.93 3122.89~gge11603~0","TRACK~3~1~GND~4413.937 3163 4413.937 3169.937 4417 3173 4417 3186.5 4413.5 3190 4411.437 3190~gge12304~0","TRACK~1~1~TX~4397.5 3096 4400.6101 3092.8899 4412.9326 3092.8899~gge12257~0","TRACK~3~1~+3.3V~4356.5 3082.5 4342.4697 3082.5 4342.0698 3082.8999~gge13277~0","TRACK~1~1~GPIO19~4432.5 3113.5 4431.8898 3112.8898 4412.9325 3112.8898~gge11594~0","TRACK~1~1~EN~4335 3088.5 4335.6102 3087.8898 4342.0675 3087.8898~gge12719~0","TRACK~1~1~R5_2~4345 3157.063 4342.0675 3154.1305 4342.0675 3142.8898~gge12709~0","TRACK~1~1~GPIO14~4357 3138.5 4356.3899 3137.8899 4342.0674 3137.8899~gge12706~0","TRACK~1~1~R6_2~4395 3165.5 4392.5 3163 4392.5 3162.063~gge12695~0","TRACK~1~1~R6_2~4395.0005 3149.1098 4395 3149.1093 4395 3141~gge12684~0","TRACK~1~1~GPIO2~4406 3158.5 4406.063 3158.563 4406.063 3163~gge12669~0","TRACK~1~1~GPIO2~4400.0005 3149.1099 4402.8906 3152 4404.5 3152~gge12661~0","TRACK~1~1~GPIO4~4420 3148.8847 4420 3141 4416.89 3137.89 4412.93 3137.89~gge12615~0","TRACK~1~1~EN~4403.563 3201 4400.215 3204.348 4400.215 3213.008~gge12206~0","TRACK~1~1~+3.3V~4355 3216 4358.696 3219.696 4358.696 3220.5~gge12593~0","TRACK~1~1~+3.3V~4338.563 3213.5 4336.063 3216 4332.5 3216~gge12585~0","TRACK~1~1~GPIO0~4410 3146 4412.9326 3143.0674 4412.9326 3142.8899~gge12582~0","TRACK~1~1~R2_1~4370 3236 4367.5 3233.5 4364.304 3233.5~gge12548~0","TRACK~1~1~R2_1~4410.85 3176 4412.5 3177.65 4412.5 3181~gge12532~0","TRACK~3~1~GND~4345 3164.937 4346.437 3163.5 4352.5 3163.5 4355.0005 3160.9995 4355.0005 3149.1098~gge12526~0","TRACK~3~1~GND~4345 3164.937 4346.437 3166.374 4346.437 3213.5~gge12222~0","TRACK~3~1~+3.3V~4338.563 3176 4338.563 3213.5~gge12176~0","TRACK~3~1~+5V~4338.4399 3226 4340 3227.6 4340 3233.5 4342.5 3233.5~gge12438~0","TRACK~3~1~GND~4346.437 3213.5 4351.4374 3208.4996 4358.1688 3208.4996~gge12520~0","TRACK~3~1~R3_1~4366.8308 3208.4996 4366.304 3209.0264 4366.304 3220.5~gge12517~0","TRACK~3~1~GND~4322.5 3213.5 4329.002 3220.002 4346.555 3220.002~gge12502~0","TRACK~3~1~+5V~4394 3190.437 4390.737 3193.7 4381.555 3193.7~gge12435~0","TRACK~3~1~GND~4346.437 3213.5 4346.555 3213.618 4346.555 3226~gge12429~0","TRACK~3~1~GND~4411.437 3201 4414.78 3204.343 4414.78 3213.008~gge12234~0","TRACK~3~1~GND~4411.437 3190 4411.437 3201 4411.437 3201~gge12231~0","TRACK~1~1~EN~4403.563 3190 4403.563 3201 4403.563 3201~gge12203~0","TRACK~3~1~GND~4363.445 3193.7 4358.245 3188.5 4346.437 3188.5~gge12411~0","TRACK~3~1~+3.3V~4372.5 3193.7 4372.5 3169.3~gge12408~0","TRACK~3~1~GND~4365 3183.5 4363.445 3185.055 4363.445 3193.7~gge12357~0","TRACK~3~1~GND~4394 3182.563 4394.937 3183.5 4407.5 3183.5 4411.437 3187.437 4411.437 3190~gge12331~0","TRACK~3~1~GND~4414 3159 4413.937 3159.063 4413.937 3163~gge12301~0","TRACK~3~1~+3.3V~4401 3170 4392.5 3169.94~gge12267~0","TRACK~1~1~RX~4395 3101 4402.5 3101 4405.61 3097.89 4412.93 3097.89~gge12250~0","TRACK~1~1~GPIO0~4386.437 3228.5 4417.5 3228.5 4422.5 3233.5 4422.5 3251~gge12243~0","TRACK~3~1~+3.3V~4432.5 3223.5 4430.5116 3221.5116 4378.563 3221.5116~gge12240~0","TRACK~1~1~EN~4400.215 3213.008 4399.723 3213.5 4386.437 3213.5~gge12209~0","TRACK~1~1~GPIO2~4406.063 3163 4404.1499 3164.9131 4404.1499 3176~gge12200~0","TRACK~3~1~+3.3V~4378.56 3213.5 4378.56 3207.06 4372.5 3201 4372.5 3193.7~gge12191~0","TRACK~3~1~+3.3V~4378.563 3228.5 4378.563 3213.5~gge12188~0","TRACK~3~1~+3.3V~4378.563 3228.5 4378.563 3246 4382.5 3249.937 4382.5 3251~gge12182~0","TRACK~1~1~GPIO21~4432.5 3103.5 4431.8898 3102.8898 4412.9325 3102.8898~gge11591~0","COPPERAREA~1~1~+3.3V~M 4372.5 3181 L 4355 3181 L 4352.5 3178.5 L 4352.5 3168.5 L 4357.5 3163.5 L 4357.5 3158.5 L 4377.5 3158.5 L 4387.5 3168.5 L 4387.5 3178.5 L 4385 3181 Z~1~solid~gge15140~spoke~none~[[\"M 4379.79167 3180.99863 L 4379.75864 3181 4365.26111 3181 4365.10408 3180.98352 4364.69742 3181 4355.16569 3181 4355.01261 3180.96955 4354.88284 3180.88284 4352.61716 3178.61716 4352.53045 3178.48739 4352.5 3178.33431 4352.5 3168.66569 4352.53045 3168.51261 4352.61716 3168.38284 4357.47214 3163.52786 4357.5 3163.4606 4357.50077 3161.30491 4357.5205 3160.9871 4357.5205 3158.9 4357.55095 3158.74693 4357.63766 3158.61716 4357.76743 3158.53045 4357.9205 3158.5 4377.33431 3158.5 4377.48739 3158.53045 4377.61716 3158.61716 4387.38284 3168.38284 4387.46955 3168.51261 4387.5 3168.66569 4387.5 3178.33431 4387.46955 3178.48739 4387.38284 3178.61716 4385.13716 3180.86284 4385.00739 3180.94955 4384.85431 3180.98 4380.01654 3180.98 4379.79167 3180.99863 Z M 4376.19487 3171.71535 L 4376.19487 3174.6507 4379.36729 3174.6507 4379.61616 3174.62266 4379.83121 3174.54741 4380.02413 3174.42619 4380.18524 3174.26508 4380.30646 3174.07216 4380.38171 3173.85711 4380.40975 3173.60824 4380.40975 3171.71535 4376.19487 3171.71535 Z M 4368.80513 3174.6507 L 4368.80513 3171.71535 4364.59025 3171.71535 4364.59025 3173.60824 4364.61829 3173.85711 4364.69354 3174.07216 4364.81476 3174.26508 4364.97587 3174.42619 4365.16879 3174.54741 4365.38384 3174.62266 4365.63271 3174.6507 4368.80513 3174.6507 Z M 4368.80513 3166.88465 L 4368.80513 3163.9493 4365.63271 3163.9493 4365.38384 3163.97734 4365.16879 3164.05259 4364.97587 3164.17381 4364.81476 3164.33492 4364.69354 3164.52784 4364.61829 3164.74289 4364.59025 3164.99176 4364.59025 3166.88465 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4345.7401 3195.9801 L 4345.7401 3196.5901 L 4345.9501 3197.0001 L 4346.3501 3197.4101 L 4346.9701 3197.6201 L 4347.3801 3197.6201 L 4347.9901 3197.4101 L 4348.4001 3197.0001 L 4348.6001 3196.5901 L 4348.6001 3195.9801 L 4348.4001 3195.5701 L 4347.9901 3195.1601 M 4345.7401 3191.3601 L 4348.6001 3191.3601 M 4346.3501 3191.3601 L 4345.9501 3191.7701 L 4345.7401 3192.1801 L 4345.7401 3192.7901 L 4345.9501 3193.2001 L 4346.3501 3193.6101 L 4346.9701 3193.8101 L 4347.3801 3193.8101 L 4347.9901 3193.6101 L 4348.4001 3193.2001 L 4348.6001 3192.7901 L 4348.6001 3192.1801 L 4348.4001 3191.7701 L 4347.9901 3191.3601 M 4344.3101 3187.5501 L 4348.6001 3187.5501 M 4346.3501 3187.5501 L 4345.9501 3187.9601 L 4345.7401 3188.3701 L 4345.7401 3188.9801 L 4345.9501 3189.3901 L 4346.3501 3189.8001 L 4346.9701 3190.0101 L 4347.3801 3190.0101 L 4347.9901 3189.8001 L 4348.4001 3189.3901 L 4348.6001 3188.9801 L 4348.6001 3188.3701 L 4348.4001 3187.9601 L 4347.9901 3187.5501 M 4346.9701 3186.2001 L 4346.9701 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4412.3426 3093.8544 4412.1064 3093.6576 4411.9096 3093.4213 4411.7915 3093.1457 4411.7521 3092.8308 4411.7915 3092.5158 4411.9096 3092.2402 4412.1064 3092.004 4412.3426 3091.8072 4412.6182 3091.6891 4412.9332 3091.6497 4412.9332 3091.0591 4412.9332 3089.6024 4412.9332 3089.0119 4412.6182 3088.9725 4412.3426 3088.8544 4412.1064 3088.6576 4411.9096 3088.4213 4411.7915 3088.1458 4411.7521 3087.8308 4411.7915 3087.5158 4411.9096 3087.2402 4412.1064 3087.004 4412.3426 3086.8072 4412.6182 3086.6891 4412.9332 3086.6497 4412.9332 3086.0591 4412.9332 3084.6025 4412.9332 3084.0119 4412.6182 3083.9725 4412.3426 3083.8544 4412.1064 3083.6576 4411.9096 3083.4214 4411.7915 3083.1458 4411.7521 3082.8308 4411.7915 3082.5158 4411.9096 3082.2403 4412.1064 3082.004 4412.3426 3081.8072 4412.6182 3081.6891 4412.9332 3081.6497 4412.9332 3081.0592 4412.9332 3079.6025 4412.9332 3079.0119 4412.6182 3078.9725 4412.3426 3078.8544 4412.1064 3078.6576 4411.9096 3078.4214 4411.7915 3078.1458 4411.7521 3077.8308 4411.7915 3077.5159 4411.9096 3077.2403 4412.1064 3077.004 4412.3426 3076.8072 4412.6182 3076.6891 4412.9332 3076.6497 4412.9332 3076.0592 4412.9332 3073.1458 4384.4687 3073.1458 4380.4529 3073.1458 4342.0672 3073.1458 4342.0672 3076.0592 4342.0672 3076.6497 4342.3821 3076.6891 4342.6577 3076.8072 4342.894 3077.004 4343.0908 3077.2403 4343.2089 3077.5159 4343.2483 3077.8308 4343.2089 3078.1458 4343.0908 3078.4214 4342.894 3078.6576 4342.6577 3078.8544 4342.3821 3078.9725 4342.0672 3079.0119 4342.0672 3079.6025 4342.0672 3081.0592 4342.0672 3081.6497 4342.3821 3081.6891 4342.6577 3081.8072 4342.894 3082.004 4343.0908 3082.2403 4343.2089 3082.5158 4343.2483 3082.8308 4343.2089 3083.1458 4343.0908 3083.4214 4342.894 3083.6576 4342.6577 3083.8544 4342.3821 3083.9725 4342.0672 3084.0119 4342.0672 3084.6025 4342.0672 3086.0591 4342.0672 3086.6497 4342.3821 3086.6891 4342.6577 3086.8072 4342.894 3087.004 4343.0908 3087.2402 4343.2089 3087.5158 4343.2483 3087.8308 4343.2089 3088.1458 4343.0908 3088.4213 4342.894 3088.6576 4342.6577 3088.8544 4342.3821 3088.9725 4342.0672 3089.0119 4342.0672 3089.6024 4342.0672 3091.0591 4342.0672 3091.6497 4342.3821 3091.6891 4342.6577 3091.8072 4342.894 3092.004 4343.0908 3092.2402 4343.2089 3092.5158 4343.2483 3092.8308 4343.2089 3093.1457 4343.0908 3093.4213 4342.894 3093.6576 4342.6577 3093.8544 4342.3821 3093.9725 4342.0672 3094.0119 4342.0672 3094.6024 4342.0672 3096.0591 4342.0672 3096.6497 4342.3821 3096.689 4342.6577 3096.8072 4342.894 3097.004 4343.0908 3097.2402 4343.2089 3097.5158 4343.2483 3097.8308 4343.2089 3098.1457 4343.0908 3098.4213 4342.894 3098.6575 4342.6577 3098.8544 4342.3821 3098.9725 4342.0672 3099.0119 4342.0672 3099.6024 4342.0672 3101.0591 4342.0672 3101.6497 4342.3821 3101.689 4342.6577 3101.8071 4342.894 3102.004 4343.0908 3102.2402 4343.2089 3102.5158 4343.2483 3102.8308 4343.2089 3103.1457 4343.0908 3103.4213 4342.894 3103.6575 4342.6577 3103.8544 4342.3821 3103.9725 4342.0672 3104.0119 4342.0672 3104.6024 4342.0672 3106.0591 4342.0672 3106.6497 4342.3821 3106.689 4342.6577 3106.8071 4342.894 3107.004 4343.0908 3107.2402 4343.2089 3107.5158 4343.2483 3107.8308 4343.2089 3108.1457 4343.0908 3108.4213 4342.894 3108.6575 4342.6577 3108.8544 4342.3821 3108.9725 4342.0672 3109.0119 4342.0672 3109.6024 4342.0672 3109.7599 4342.0672 3111.0591 4342.0672 3111.6496 4342.3821 3111.689 4342.6577 3111.8071 4342.894 3112.004 4343.0908 3112.2402 4343.2089 3112.5158 4343.2483 3112.8307 4343.2089 3113.1457 4343.0908 3113.4213 4342.894 3113.6575 4342.6577 3113.8544 4342.3821 3113.9725 4342.0672 3114.0118 4342.0672 3114.6024 4342.0672 3116.0591 4342.0672 3116.6496 4342.3821 3116.689 4342.6577 3116.8071 4342.894 3117.004 4343.0908 3117.2402 4343.2089 3117.5158 4343.2483 3117.8307 4343.2089 3118.1457 4343.0908 3118.4213 4342.894 3118.6575 4342.6577 3118.8544 4342.3821 3118.9725 4342.0672 3119.0118 4342.0672 3119.6024 4342.0672 3121.0591 4342.0672 3121.6496 4342.3821 3121.689 4342.6577 3121.8071 4342.894 3122.004 4343.0908 3122.2402 4343.2089 3122.5158 4343.2483 3122.8307 4343.2089 3123.1457 4343.0908 3123.4213 4342.894 3123.6575 4342.6577 3123.8543 4342.3821 3123.9725 4342.0672 3124.0118 4342.0672 3124.6024 4342.0672 3126.0591 4342.0672 3126.6496 4342.3821 3126.689 4342.6577 3126.8071 4342.894 3127.0039 4343.0908 3127.2402 4343.2089 3127.5158 4343.2483 3127.8307 4343.2089 3128.1457 4343.0908 3128.4213 4342.894 3128.6575 4342.6577 3128.8543 4342.3821 3128.9724 4342.0672 3129.0118 4342.0672 3129.6024 4342.0672 3131.0591 4342.0672 3131.6496 4342.3821 3131.689 4342.6577 3131.8071 4342.894 3132.0039 4343.0908 3132.2402 4343.2089 3132.5157 4343.2483 3132.8307 4343.2089 3133.1457 4343.0908 3133.4213 4342.894 3133.6575 4342.6577 3133.8543 4342.3821 3133.9724 4342.0672 3134.0118 4342.0672 3134.6024 4342.0672 3136.059 4342.0672 3136.6496 4342.3821 3136.689 4342.6577 3136.8071 4342.894 3137.0039 4343.0908 3137.2401 4343.2089 3137.5157 4343.2483 3137.8307 4343.2089 3138.1457 4343.0908 3138.4212 4342.894 3138.6575 4342.6577 3138.8543 4342.3821 3138.9724 4342.0672 3139.0118 4342.0672 3139.6023 4342.0672 3141.059 4342.0672 3141.6496 4342.3821 3141.689 4342.6577 3141.8071 4342.894 3142.0039 4343.0908 3142.2401 4343.2089 3142.5157 4343.2483 3142.8307 4343.2089 3143.1456 4343.0908 3143.4212 4342.894 3143.6575 4342.6577 3143.8543 4342.3821 3143.9724 4342.0672 3144.0118 4342.0672 3144.6023 4342.0672 3148.7362 4342.0672 3148.7362\",\"id\":\"gge2709\"}}]}#@$PAD~RECT~4342.067~3127.89~3.7402~8.2677~1~GPIO26~11~0~4337.9332 3129.7599 4337.9332 3126.0197 4346.201 3126.0197 4346.201 3129.7599~90~gge2718~0~~Y~0~0~0.2~4342.0674,3127.8894#@$PAD~RECT~4342.067~3122.89~3.7402~8.2677~1~GPIO25~10~0~4337.9332 3124.7599 4337.9332 3121.0197 4346.201 3121.0197 4346.201 3124.7599~90~gge2733~0~~Y~0~0~0.2~4342.067,3122.8894#@$PAD~RECT~4342.067~3117.89~3.7402~8.2677~1~GPIO33~9~0~4337.9332 3119.7599 4337.9332 3116.0197 4346.201 3116.0197 4346.201 3119.7599~90~gge2748~0~~Y~0~0~0.2~4342.067,3117.8899#@$PAD~RECT~4342.067~3112.89~3.7402~8.2677~1~GPIO32~8~0~4337.9332 3114.7599 4337.9332 3111.0197 4346.201 3111.0197 4346.201 3114.7599~90~gge2763~0~~Y~0~0~0.2~4342.0675,3112.8906#@$PAD~RECT~4342.067~3107.89~3.7402~8.2677~1~~7~0~4337.9332 3109.7599 4337.9332 3106.0197 4346.201 3106.0197 4346.201 3109.7599~90~gge2778~0~~Y~0~0~0.2~4342.0682,3107.8906#@$PAD~RECT~4342.067~3102.89~3.7402~8.2677~1~~6~0~4337.9332 3104.7599 4337.9332 3101.0197 4346.201 3101.0197 4346.201 3104.7599~90~gge2793~0~~Y~0~0~0.2~4342.0679,3102.8908#@$PAD~RECT~4342.067~3097.89~3.7402~8.2677~1~~5~0~4337.9332 3099.7599 4337.9332 3096.0197 4346.201 3096.0197 4346.201 3099.7599~90~gge2808~0~~Y~0~0~0.2~4342.0667,3097.8908#@$PAD~RECT~4342.067~3092.89~3.7402~8.2677~1~~4~0~4337.9332 3094.7599 4337.9332 3091.0197 4346.201 3091.0197 4346.201 3094.7599~90~gge2823~0~~Y~0~0~0.2~4342.0675,3092.8908#@$PAD~RECT~4342.067~3087.89~3.7402~8.2677~1~EN~3~0~4337.9332 3089.7599 4337.9332 3086.0197 4346.201 3086.0197 4346.201 3089.7599~90~gge2838~0~~Y~0~0~0.2~4342.0682,3087.8908#@$PAD~RECT~4342.067~3082.89~3.7402~8.2677~1~+3.3V~2~0~4337.9332 3084.7599 4337.9332 3081.0197 4346.201 3081.0197 4346.201 3084.7599~90~gge2853~0~~Y~0~0~0.2~4342.0669,3082.8908#@$PAD~RECT~4342.067~3077.89~3.7402~8.2677~1~GND~1~0~4337.9332 3079.7599 4337.9332 3076.0197 4346.201 3076.0197 4346.201 3079.7599~90~gge2868~0~~Y~0~0~0.2~4342.0666,3077.8908#@$PAD~RECT~4360.001~3149.11~8.2677~3.7402~1~GPIO13~16~0~4358.1304 3153.2441 4358.1304 3144.9763 4361.8706 3144.9763 4361.8706 3153.2441~90~gge2883~0~~Y~0~0~0.2~4360.0012,3149.1099#@$PAD~RECT~4355.001~3149.11~8.2677~3.7402~1~GND~15~0~4353.1304 3153.2441 4353.1304 3144.9763 4356.8706 3144.9763 4356.8706 3153.2441~90~gge2898~0~~Y~0~0~0.2~4355.0019,3149.1099#@$PAD~RECT~4342.067~3142.89~3.7402~8.2677~1~R5_2~14~0~4337.9332 3144.7599 4337.9332 3141.0197 4346.201 3141.0197 4346.201 3144.7599~90~gge2913~0~~Y~0~0~0.2~4342.067,3142.8896#@$PAD~RECT~4342.067~3137.89~3.7402~8.2677~1~GPIO14~13~0~4337.9332 3139.7599 4337.9332 3136.0197 4346.201 3136.0197 4346.201 3139.7599~90~gge2928~0~~Y~0~0~0.2~4342.0663,3137.8896#@$PAD~RECT~4342.067~3132.89~3.7402~8.2677~1~GPIO27~12~0~4337.9332 3134.7599 4337.9332 3131.0197 4346.201 3131.0197 4346.201 3134.7599~90~gge2943~0~~Y~0~0~0.2~4342.0665,3132.8896#@$PAD~RECT~4365.001~3149.11~8.2677~3.7402~1~~17~0~4363.1304 3153.2441 4363.1304 3144.9763 4366.8706 3144.9763 4366.8706 3153.2441~90~gge2958~0~~Y~0~0~0.2~4365.0007,3149.1099#@$PAD~RECT~4370.001~3149.11~8.2677~3.7402~1~~18~0~4368.1304 3153.2441 4368.1304 3144.9763 4371.8706 3144.9763 4371.8706 3153.2441~90~gge2973~0~~Y~0~0~0.2~4370.0007,3149.1099#@$PAD~RECT~4375.001~3149.11~8.2677~3.7402~1~~19~0~4373.1304 3153.2441 4373.1304 3144.9763 4376.8706 3144.9763 4376.8706 3153.2441~90~gge2988~0~~Y~0~0~0.2~4375.0007,3149.1099#@$PAD~RECT~4380.001~3149.11~8.2677~3.7402~1~~20~0~4378.1304 3153.2441 4378.1304 3144.9763 4381.8706 3144.9763 4381.8706 3153.2441~90~gge3003~0~~Y~0~0~0.2~4380.0007,3149.1099#@$PAD~RECT~4385.001~3149.11~8.2677~3.7402~1~~21~0~4383.1304 3153.2441 4383.1304 3144.9763 4386.8706 3144.9763 4386.8706 3153.2441~90~gge3018~0~~Y~0~0~0.2~4385.0007,3149.1099#@$PAD~RECT~4390.001~3149.11~8.2677~3.7402~1~~22~0~4388.1304 3153.2441 4388.1304 3144.9763 4391.8706 3144.9763 4391.8706 3153.2441~90~gge3033~0~~Y~0~0~0.2~4390.0007,3149.1099#@$PAD~RECT~4395.001~3149.11~8.2677~3.7402~1~R6_2~23~0~4393.1304 3153.2441 4393.1304 3144.9763 4396.8706 3144.9763 4396.8706 3153.2441~90~gge3048~0~~Y~0~0~0.2~4395.0007,3149.1099#@$PAD~RECT~4400.001~3149.11~8.2677~3.7402~1~GPIO2~24~0~4398.1304 3153.2441 4398.1304 3144.9763 4401.8706 3144.9763 4401.8706 3153.2441~90~gge3063~0~~Y~0~0~0.2~4400.0007,3149.1099#@$PAD~RECT~4412.933~3142.89~3.7402~8.2677~1~GPIO0~25~0~4408.799 3144.7599 4408.799 3141.0197 4417.0668 3141.0197 4417.0668 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3119.7599~90~gge3153~0~~Y~0~0~0.2~4412.9328,3117.8892#@$PAD~RECT~4412.933~3112.89~3.7402~8.2677~1~GPIO19~31~0~4408.799 3114.7599 4408.799 3111.0197 4417.0668 3111.0197 4417.0668 3114.7599~90~gge3168~0~~Y~0~0~0.2~4412.9328,3112.8892#@$PAD~RECT~4412.933~3107.89~3.7402~8.2677~1~~32~0~4408.799 3109.7599 4408.799 3106.0197 4417.0668 3106.0197 4417.0668 3109.7599~90~gge3183~0~~Y~0~0~0.2~4412.9328,3107.8892#@$PAD~RECT~4412.933~3102.89~3.7402~8.2677~1~GPIO21~33~0~4408.799 3104.7599 4408.799 3101.0197 4417.0668 3101.0197 4417.0668 3104.7599~90~gge3198~0~~Y~0~0~0.2~4412.9328,3102.8892#@$PAD~RECT~4412.933~3097.89~3.7402~8.2677~1~RX~34~0~4408.799 3099.7599 4408.799 3096.0197 4417.0668 3096.0197 4417.0668 3099.7599~90~gge3213~0~~Y~0~0~0.2~4412.9328,3097.8892#@$PAD~RECT~4412.933~3092.89~3.7402~8.2677~1~TX~35~0~4408.799 3094.7599 4408.799 3091.0197 4417.0668 3091.0197 4417.0668 3094.7599~90~gge3228~0~~Y~0~0~0.2~4412.9328,3092.8892#@$PAD~RECT~4412.933~3087.89~3.7402~8.2677~1~GPIO22~36~0~4408.799 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