From 44706f60f6d42d9f6f4778542870796128ab9b12 Mon Sep 17 00:00:00 2001 From: Sander Datema Date: Mon, 22 Jul 2024 09:51:46 +0200 Subject: [PATCH] =?UTF-8?q?=F0=9F=9A=A7=20Work=20in=20progress?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Signed-off-by: Sander Datema --- .../B738 Flight Deck XL.streamDeckProfile | Bin 3268 -> 2777 bytes X-KeyPad/X-KeyPad-SD_b738.json | 42934 +++++++++++++++- 2 files changed, 41286 insertions(+), 1648 deletions(-) diff --git a/Stream Deck/B738 Flight Deck XL.streamDeckProfile b/Stream Deck/B738 Flight Deck XL.streamDeckProfile index 898e9db877a0023f489a3686959ec79a20741ff3..aadd255340d85d2e0289438708e4cbdf89711bc6 100644 GIT binary patch literal 2777 zcmWIWW@Zs#W&ncOyS_$%Xc*83GK`E&4b99A9CeK>EDUu`9L-#HEzF%vbWL219F0v4 z49uJzo%D)R0*dm}GILV(1K@_WInO{b%z_NVAchtrnYs$ii6Io2>K^Xm=w=XT8XRI~ z9Bv-$=j!WX?Ctbx1cwz3E=T$2?=jW9a<>%z278NU5MOQ01CYNO9=K@?O0OYoJ-$gXVI znEw_OUJXBftp5jPHuSNb0xHFKymDu$6+&LfsRC@A&$jW-oqTL 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"Radio Value": 0.0, + "Scale Factor": 1 + }, + "Variables": { + "0": { + "Dataref": { + "Dataref Index": 2, + "Dataref Name": "SRS/X-KeyPad/SharedInt", + "Drag Factor": 0.0, + "Formula ID": "", + "Increment Amount": "", + "Increment Mode": "None", + "Max": "", + "Min": "", + "Multiply By": "", + "Radio Value": 0.0, + "Scale Factor": 1 + }, + "Name": "toggle" + } + } + }, + "3": { + "Allow Number Buffer Input": false, + "Comments": "", + "Dual Trigger": false, + "Expression": "1200", + "Name": "PF Zibo transponder_set_1200", + "Result Dataref": { + "Dataref Index": 0, + "Dataref Name": "sim/cockpit/radios/transponder_code", + "Drag Factor": 0.0, + "Formula ID": "", + "Increment Amount": "", + "Increment Mode": "None", + "Max": "", + "Min": "", + "Multiply By": "", + "Radio Value": 0.0, + "Scale Factor": 1 + } + }, + "4": { + "Allow Number Buffer Input": false, + "Comments": "", + "Dual Trigger": false, + "Expression": "7000", + "Name": "PF Zibo transponder_set_7000", + "Result Dataref": 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By": "", + "Radio Value": 0.0, + "Scale Factor": 1 + }, + "Name": "numbuf" + } + } + }, + "6": { + "Allow Number Buffer Input": true, + "Comments": "", + "Dual Trigger": false, + "Expression": "numbuf", + "Name": "pf.zibo.send_numbuf_to_com2", + "Result Dataref": { + "Dataref Index": 0, + "Dataref Name": "sim/cockpit2/radios/actuators/com2_standby_frequency_hz_833", + "Drag Factor": 0.0, + "Formula ID": "", + "Increment Amount": "", + "Increment Mode": "None", + "Max": "", + "Min": "", + "Multiply By": "", + "Radio Value": 0.0, + "Scale Factor": 1 + }, + "Variables": { + "0": { + "Dataref": { + "Dataref Index": 0, + "Dataref Name": "SRS/X-KeyPad/numeric_buffer_value", + "Drag Factor": 0.0, + "Formula ID": "", + "Increment Amount": "", + "Increment Mode": "None", + "Max": "", + "Min": "", + "Multiply By": "", + "Radio Value": 0.0, + "Scale Factor": 1 + }, + "Name": "numbuf" + } + } } }, - "Json Version": 0, + "Images": { + "0": { + "Base64": 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", 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Value": "0", + "Data Source": { + "Dataref": { + "Dataref Index": 0, + "Dataref Name": "", + "Drag Factor": 0.0, + "Formula ID": "", + "Increment Amount": "", + "Increment Mode": "None", + "Max": "", + "Min": "", + "Multiply By": "", + "Radio Value": 0.0, + "Scale Factor": 1 + }, + "Formula": { + "Comments": "This uses the automaticlly created LastValueOf_(variable name) to return a 1 to indicate that the mode up\ncommand should be issued and a 0 to indicate that a mode down command should be issued.\n\nFirst we test for the limits and go up or down based on what limit we are at\nWe then test if the last change matches the current value which will be the initial state and return 1 for a default up\nLastly we see if the last change was higher ot lower than the current value and continue to go up or down based", + "Expression": "if[position = 3,0,\t\t\t\t\t\t\t\t // If it is at the upper limit then return 0 indicating down\n\tif[position = 0,1,\t\t\t\t\t\t\t // If it is at the lower limit then return 1 indicating up\n\t\tif[LastValueOf_position = position,1,\t\t// If they are equal (starting state) return 1 indicating up\n\t\t\tif[LastValueOf_position < position,1,0] // If the last value is lower then return 1 to go up else 0 for down\n\t\t]\n\t]\n]", + "Format": "", + "Global": false, + "ID": "0add0e4b898f330bbe0b137f6f2353a0", + "Locked": false, + "Name": "", + "Use As Integer": false, + "Variables": { + "0": { + "Dataref": { + "Dataref Index": 0, + "Dataref Name": "laminar/B738/switches/left_wiper_pos", + "Drag Factor": 0.0, + "Formula ID": "", + "Increment Amount": "", + "Increment Mode": "None", + "Max": "", + "Min": "", + "Multiply By": "", + "Radio Value": 0.0, + "Scale Factor": 1 + }, + "Name": "position" + } + } + }, + "Use Expression": true + }, + "Logic Test Type": "Equal", + "Negate": false, + "Override Data Source": true + }, + "Long Press Command Set": { + "Speech Set": null, + "Static Speech": "" + } + }, + "1": { + "Command Set": { + "Commands": { + "0": { + "Mode": "Continuous", + "Name": "laminar/B738/knob/left_wiper_up" + } + }, + "Speech Set": null, + "Static Speech": "" + }, + "Logic Test": { + "Comment": "Uses an expression to determine up/down", + "Compare Value": "1", + "Data Source": { + "Dataref": { + "Dataref Index": 0, + "Dataref Name": "", + "Drag Factor": 0.0, + "Formula ID": "", + "Increment Amount": "", + "Increment Mode": "None", + "Max": "", + "Min": "", + "Multiply By": "", + "Radio Value": 0.0, + "Scale Factor": 1 + }, + "Formula": { + "Comments": "This uses the automaticlly created LastValueOf_(variable name) to return a 1 to indicate that the mode up\ncommand should be issued and a 0 to indicate that a mode down command should be issued.\n\nFirst we test for the limits and go up or down based on what limit we are at\nWe then test if the last change matches the current value which will be the initial state and return 1 for a default up\nLastly we see if the last change was higher ot lower than the current value and continue to go up or down based", + "Expression": "if[position = 3,0,\t\t\t\t\t\t\t\t // If it is at the upper limit then return 0 indicating down\n\tif[position = 0,1,\t\t\t\t\t\t\t // If it is at the lower limit then return 1 indicating up\n\t\tif[LastValueOf_position = position,1,\t\t// If they are equal (starting state) return 1 indicating up\n\t\t\tif[LastValueOf_position < position,1,0] // If the last value is lower then return 1 to go up else 0 for down\n\t\t]\n\t]\n]", + "Format": "", + "Global": false, + "ID": "0add0e4b898f330bbe0b137f6f2353a0", + "Locked": false, + "Name": "", + "Use As Integer": false, + "Variables": { + "0": { + "Dataref": { + "Dataref Index": 0, + "Dataref Name": "laminar/B738/switches/left_wiper_pos", + "Drag Factor": 0.0, + "Formula ID": "", + "Increment Amount": "", + "Increment Mode": "None", + "Max": "", + "Min": "", + "Multiply By": "", + "Radio Value": 0.0, + "Scale Factor": 1 + }, + "Name": "position" + } + } + }, + "Use Expression": true 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