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JonBMN

Getting needle to move with $MPH value

15 posts in this topic

#1 ·  Posted (edited)

I've created a basic speedometer to read the time and date in real time, also created a program to read the MPH from the GPS calls to knots then deciphered it. I am pretty much stuck at this point trying to make the speedometer needle read the value of the MPH and show it accordingly by moving. Still new to GUI but its a learning experience for me.

here is the needle code: GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xpos + 45, $ypos + 45)

here is the full GUI source code

SOLUTION POSTED AT BOTTOM

the question is how do I get the needle to move with the #MPH values and come forward in the gui window.

here is the included GPStest.au3

AutoItWinSetTitle("ArchangelProgram")
AutoItSetOption("MouseCoordMode", 1) ;1=absolute, 0=relative, 2=client
AutoItSetOption("MustDeclareVars", 1)
#include-once
#include
Opt("TrayMenuMode", 1)

HotKeySet("{ESC}", "Quit")

$Debug = False
Global $CommPort = "COM6", $Baudrate = 4800, $Received, $GPSHeader, $Dim, $Struct, $Const
Global $IniLongitude, $IniLatitude, $IniTime, $CurLongitude, $CurLatitude, $Longitude, $Latitude, $TimeElapsed, $I, $GetIniTime = True
Global $GetInitial = True, $Knots, $Miles, $Begin, $Dif, $Miles, $Hours, $MPH, $Time
$HerbieError = True

Func Quit()
If $SerialPortHandle <> -1 Then
_CommClose()
EndIf
Exit
EndFunc

Func DecodeKnots()
$MPH = Round($Knots * 1.15077)
;ConsoleWrite("My current speed is: " & $MPH & " MPH" & @CR)
EndFunc

Func DecodeGPGSA()
Local $AMode, $2Mode, $blank1, $blank2, $blank3, $blank4, $blank5, $blank6, $blank7, $blank8, $blank9, $blank10, $blank11, $blank12, $PDOP, $HDOP, $VDOP
$AMode = Parse()
$2Mode = Parse()
$blank1 = Parse()
$blank2 = Parse()
$blank3 = Parse()
$blank4 = Parse()
$blank5 = Parse()
$blank6 = Parse()
$blank7 = Parse()
$blank8 = Parse()
$blank9 = Parse()
$blank10 = Parse()
$blank11 = Parse()
$blank12 = Parse()
$PDOP = Parse()
$HDOP = Parse()
$VDOP = Parse()
;ConsoleWrite($AMode & $2Mode & $blank1 & $blank2 & $blank3 & $blank4 & $blank5 & $blank6 & $blank7 & $blank8 & $blank9 & $blank10 & $blank11 & $blank12 & $PDOP & $HDOP & $VDOP & @CR)
EndFunc

Func DecodeGPRMC()
Local $TimeStamp, $Validity, $LatitudeRMC, $NorS, $LongitudeRMC, $WorE, $TrueCourse, $DateStamp, $Variation, $EorW, $Checksum
$TimeStamp = Parse()
$Validity = Parse()
$LatitudeRMC = Parse()
$NorS = Parse()
$LongitudeRMC = Parse()
$WorE = Parse()
$Knots = Parse()
$TrueCourse = Parse()
$DateStamp = Parse()
$Variation = Parse()
$EorW = Parse()
$Checksum = Parse()
;ConsoleWrite($TimeStamp & $Validity & $Latitude & $NorS & $Longitude & $WorE & $Knots & $TrueCourse & $DateStamp & $Variation & $EorW & $Checksum & @CR)
EndFunc

Func DecodeGPGGA()
Local $UTCposition, $NorS, $EorW, $QualityIndicator, $SatellitesInUse, $SeaLevel, $HorizontalDilution, $Meters, $GeoidalSeparation, $MetersSep, $SecLastUpdate, $StationIDchecksum
$UTCposition = Parse()
$Latitude = Parse()
$NorS = Parse()
$Longitude = Parse()
$EorW = Parse()
$QualityIndicator = Parse()
$SatellitesInUse = Parse()
$HorizontalDilution = Parse()
$SeaLevel = Parse()
$Meters = Parse()
$GeoidalSeparation = Parse()
$MetersSep = Parse()
$SecLastUpdate = Parse()
$StationIDchecksum = Parse()
;ConsoleWrite($UTCposition & $Latitude & $NorS & $Longitude & $EorW & $QualityIndicator & $SatellitesInUse & $HorizontalDilution & $SeaLevel & $Meters & $GeoidalSeparation & $MetersSep & $SecLastUpdate & $StationIDchecksum & @CR)
;ConsoleWrite($SeaLevel & @CR)
EndFunc

Func DecodeGPGSV()
Local $MessagesCycle, $MessageNumber, $TotalSVs, $SVprn, $ElevationDegrees, $TrueNorth, $SNR, $SecondSV1, $SecondSV2, $SecondSV3, $SecondSV4, $ThirdSV1, $ThirdSV2, $ThirdSV3, $ThirdSV4, $FourthSV1, $FourthSV2, $FourthSV3, $FourthSV4
$MessagesCycle = Parse()
$MessageNumber = Parse()
$TotalSVs = Parse()
$SVprn = Parse()
$ElevationDegrees = Parse()
$TrueNorth = Parse()
$SNR = Parse()
$SecondSV1 = Parse()
$SecondSV2 = Parse()
$SecondSV3 = Parse()
$SecondSV4 = Parse()
$ThirdSV1 = Parse()
$ThirdSV2 = Parse()
$ThirdSV3 = Parse()
$ThirdSV4 = Parse()
$FourthSV1 = Parse()
$FourthSV2 = Parse()
$FourthSV3 = Parse()
$FourthSV4 = Parse()
;ConsoleWrite($MessagesCycle & $MessageNumber & $TotalSVs & $SVprn & $ElevationDegrees & $TrueNorth & $SNR & $SecondSV1 & $SecondSV2 & $SecondSV3 & $SecondSV4 & $ThirdSV1 & $ThirdSV2 & $ThirdSV3 & $ThirdSV4 & $FourthSV1 & $FourthSV2 & $FourthSV3 & $FourthSV4 & @CR)
EndFunc

Func Parse()
Local $CommaPos, $Result
$Result = ""
$CommaPos = StringInStr($Received, ",")
If $CommaPos == 0 Then
Return $Result
EndIf
$Result = StringLeft($Received, $CommaPos - 1)
$Received = StringRight($Received, StringLen($Received) - $CommaPos)
Return $Result
EndFunc

here is my gui code:

#include <INet.au3>
#include <GuiConstantsEx.au3>
#include <GDIPlus.au3>
#include <WindowsConstants.au3>
#Include <WinAPI.au3>
#include <StaticConstants.au3>
#include <GPStest.au3>


Opt("GUIOnEventMode", 1)

Global $label_speed = $MPH, $meter = 0, $dir = 0, $radius = 40, $okbutton, $hGUI, $label_date, $label_time, $xsp, $ysp, $xep, $yep, $xpos, $ypos
; stuff to generate data goes here, but isn't included
Global $date = @MON & "/" & @MDAY & "/" & @YEAR , $time = @HOUR & ":" & @MIN, $speed = $MPH , $pi = 3.14159, $font = "Arial"

; Create GUI & label controls
$hGUI = GUICreate("Speedometer", 100, 120, -1, -1, $WS_CAPTION, $WS_EX_TOOLWINDOW); BitOr($WS_EX_COMPOSITED,$WS_EX_TOOLWINDOW))
;msgbox(0, "", $hGUI)
$label_date = GUICtrlCreateLabel("", 10, 0, 80, 14, $SS_Center)
$label_time = GUICtrlCreateLabel("", 10, 15, 80, 14, $SS_Center)
$label_speed = GUICtrlCreateLabel($MPH, 35, 67, 30, 16, $SS_Right)
GUIRegisterMsg($WM_PAINT, "RePaint")
GUISetOnEvent($GUI_EVENT_RESTORE, "RePaint")
GUISetOnEvent($GUI_EVENT_CLOSE, "Finish")
GUISetState()
Paint()

While 1
If $HerbieError = True Then
InitializeCommunications()
EndIf
$Received = _CommReceiveString(100, 5000, @CR)
$GPSHeader = Parse()
if $GPSHeader == "$GPGSA" Then
DecodeGPGSA()
EndIf
if $GPSHeader == "$GPRMC" Then
DecodeGPRMC()
DecodeKnots()
$date = @MON & "/" & @MDAY & "/" & @YEAR
$time = @HOUR & ":" & @MIN
GUICtrlSetData($label_date, $date)
GUICtrlSetData($label_time, $time)
GUICtrlSetData($label_speed, $MPH)
;ConsoleWrite("My current speed is: " & $MPH & " MPH" & @CR)
;sleep(1500)
EndIf
if $GPSHeader == "$GPGGA" Then
DecodeGPGGA()
IF $GetInitial == True Then
$IniLongitude = $Longitude
$IniLatitude = $Latitude
$IniTime = TimerInit()
$GetInitial = False
Else
$CurLongitude = $Longitude
$CurLatitude = $Latitude
$TimeElapsed = TimerDiff($IniTime)
$IniLongitude = $CurLongitude
$IniLatitude = $CurLatitude
$IniTime = TimerInit()
EndIf
EndIf
if $GPSHeader == "GPGSV" Then
DecodeGPGSV()
EndIf

WEnd


Func RePaint()

GUICtrlSetGraphic($meter, $GUI_GR_PENSIZE, 2)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0x888888)
GUICtrlSetGraphic($meter, $GUI_GR_ELLIPSE, 5, 5, 80, 80)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0xcccccc)

; tick marks on dial
For $index = 0 To 16
$xsp = $radius * Sin($pi * $index / 8)
$ysp = -1 * $radius * Cos($pi * $index / 8)
$xep = 1.15 * $radius * Sin($pi * $index / 8)
$yep = -1.15 * $radius * Cos($pi * $index / 8)
GUICtrlSetGraphic($meter, $GUI_GR_MOVE, $xsp + 45, $ysp + 45)
GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xep + 45, $yep + 45)
Next
$xpos = 35 * Sin($pi * $dir / 180)
$ypos = -35 * Cos($pi * $dir / 180)
GUICtrlSetGraphic($meter, $GUI_GR_MOVE, 45, 45)
GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xpos + 45, $ypos + 45)

GUICtrlSetData($label_date, $date)
GUICtrlSetData($label_time, $time)
If $label_speed <> 0 Then GUICtrlSetFont($label_speed, 10, 800)
GUICtrlSetData($label_speed, $MPH)

EndFunc ;==>RePaint

Func Paint()

$dir += 2

; delete control if it exists

If $meter <> 0 Then
GUICtrlDelete($meter)
$meter = 0
EndIf

$meter = GUICtrlCreateGraphic(5, 30, 90, 90)
repaint()


EndFunc ;==>Paint

Func Finish()
Exit
EndFunc ;==>Finish

EDIT: To clear everything up, so you don't have to look through and see everyones comments and not understand whats going on, I had posted my GUI code and left out the GPStest.au3 which is included to run the GUI, which I didn't think people needed to know, as all I wanted help with was making it so the needle on the speedometer was the forward most object. Thats it. After being attacked and doing a little ranting myself; I came to the conclusion to delete my posts and start anew with all code included and to try and lower the chance of more attacks on my code and me. Melba23 was kind enough to intervene and help the topic at hand; I am not saying I am without mistake, as I should have been a little more tough, but this is a learning process and I apoligize to anyone who felt like they were put down by me, I meant no harm I just wanted to get a straight answer. I hope this clears everything up and we can be done arguing and stick to the greatness that is autoit. Thank you.

Edited by JonBMN

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#2 ·  Posted (edited)

This looks very similar to your other thread about displaying MPH, although in that one you posted "solved". before you opened this thread.

The code you posted cannot be run by us. It would appear that the code was written by someone who had made very little attempt to think about what was happening, and even less thought about how someone wanting to help copuld use it.

Here is your code with rubbish deleted as far as being able to use it is concerned, and otherwise small changes made so that something happens.

#include <INet.au3>
#include <GuiConstantsEx.au3>
#include <GDIPlus.au3>
#include <WindowsConstants.au3>
#include <WinAPI.au3>
#include <StaticConstants.au3>
;#include <GPStest.au3>


Opt("GUIOnEventMode", 1)

Global $label_speed = 0, $meter = 0, $dir = 0, $radius = 40, $okbutton, $hGUI, $label_date, $label_time, $xsp, $ysp, $xep, $yep, $xpos, $ypos
Global $pi = 3.14159, $font = "Arial"


#include <INet.au3>
#include <GuiConstantsEx.au3>
#include <GDIPlus.au3>
#include <WindowsConstants.au3>
#include <WinAPI.au3>
#include <StaticConstants.au3>
;#include <GPStest.au3> what the hell is this?


Opt("GUIOnEventMode", 1)

Global $label_speed = 0, $meter = 0, $dir = 0, $radius = 40, $okbutton, $hGUI, $label_date, $label_time, $xsp, $ysp, $xep, $yep, $xpos, $ypos
Global $pi = 3.14159, $font = "Arial"

; Create GUI & label controls
$hGUI = GUICreate("Speedometer", 100, 120, -1, -1, BitOr($Gui_SS_DEFAULT_GUI,$WS_CAPTION), $WS_EX_TOOLWINDOW); BitOr($WS_EX_COMPOSITED,$WS_EX_TOOLWINDOW))
;$label_date = GUICtrlCreateLabel("", 10, 0, 80, 14, $SS_Center)
;$label_time = GUICtrlCreateLabel("", 10, 15, 80, 14, $SS_Center)
GUIRegisterMsg($WM_PAINT, "RePaint")
GUISetOnEvent($GUI_EVENT_RESTORE, "RePaint")
GUISetOnEvent($GUI_EVENT_CLOSE, "Finish")
GUISetState()
Paint()

While 1
paint()
sleep(1000)
WEnd


Func RePaint()

GUICtrlSetGraphic($meter, $GUI_GR_PENSIZE, 2)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0x888888)
GUICtrlSetGraphic($meter, $GUI_GR_ELLIPSE, 5, 5, 80, 80)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0xcccccc)

; tick marks on dial
For $index = 0 To 16
     $xsp = $radius * Sin($pi * $index / 8)
     $ysp = -1 * $radius * Cos($pi * $index / 8)
     $xep = 1.15 * $radius * Sin($pi * $index / 8)
     $yep = -1.15 * $radius * Cos($pi * $index / 8)
     GUICtrlSetGraphic($meter, $GUI_GR_MOVE, $xsp + 45, $ysp + 45)
     GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xep + 45, $yep + 45)
Next
$xpos = 35 * Sin($pi * $dir / 180)
$ypos = -35 * Cos($pi * $dir / 180)
GUICtrlSetGraphic($meter, $GUI_GR_MOVE, 45, 45)
GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xpos + 45, $ypos + 45)



EndFunc ;==>RePaint

Func Paint()

$dir += 2

; delete control if it exists

If $meter <> 0 Then
     GUICtrlDelete($meter)
     $meter = 0
EndIf

$meter = GUICtrlCreateGraphic(5, 30, 90, 90)
repaint()


EndFunc ;==>Paint

Func Finish()
Exit
EndFunc ;==>Finish

I think a good way to draw graphics which show something moving, and which need to be automatically redrawn is to do this

Draw the background on bitmap1, eg the meter, keep this and don't change it..

Whenever you want to refresh the graphic copy the bitmap1 to bitmap2 and draw the part which moved on bitmap2, then copy bitmap2 to an image which is what you see. An image doesn't need to be "maintained" by your code because Windows takes care of repainting images. There are plenty of examples around on doing this. Uez and Malkey are 2 to learn from. Uez has posted an excellent meter, and Malkey has shown how to use images a few times. However this is a little more difficult and the technique you have used works after all.

EDIT:

After a few rants by jonBMN he added the missing include to the first post then added text which only makes sense if you wwere following this thread. Because of that this post might not make much sense. It's true that by mistake the code I posted had duplicate lines but since I tested that it ran I didn't think to check it any further. I won't be irritating jonBMN again by replying to his request for help with code which he fully understands and doesn't need to be cleaned but doesn't work.

Edited by martin

Serial port communications UDF Includes functions for binary transmission and reception.printing UDF Useful for graphs, forms, labels, reports etc.Add User Call Tips to SciTE for functions in UDFs not included with AutoIt and for your own scripts.Functions with parameters in OnEvent mode and for Hot Keys One function replaces GuiSetOnEvent, GuiCtrlSetOnEvent and HotKeySet.UDF IsConnected2 for notification of status of connected state of many urls or IPs, without slowing the script.

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your code "changes" need to be edited as you have double posted the include lines; then you stated it could not be run, then you stated it worked after all. Don't forget simple editing techniques.

Why worry about the inconsequential? His actually works, whereas yours contains an include file that nobody else has or cares to hunt down. I'd take functional over well edited every damn day.


,-. .--. ________ .-. .-. ,---. ,-. .-. .-. .-.
|(| / /\ \ |\ /| |__ __||| | | || .-' | |/ / \ \_/ )/
(_) / /__\ \ |(\ / | )| | | `-' | | `-. | | / __ \ (_)
| | | __ | (_)\/ | (_) | | .-. | | .-' | | \ |__| ) (
| | | | |)| | \ / | | | | | |)| | `--. | |) \ | |
`-' |_| (_) | |\/| | `-' /( (_)/( __.' |((_)-' /(_|
'-' '-' (__) (__) (_) (__)

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#4 ·  Posted (edited)

JonBMN,

For information, well-written UDFs begin with the #include-once directive, so adding them more than once within a script makes no difference at all. Multiple Opt statements also pose no problem, nor the redeclaration of variables. As a result, martin's script will run correctly exactly as posted - no editing required other than for cosmetic reasons. ;)

M23

Edited by Melba23
Clarity

Any of my own code posted anywhere on the forum is available for use by others without any restriction of any kind._______My UDFs:

Spoiler

ArrayMultiColSort ---- Sort arrays on multiple columns
ChooseFileFolder ---- Single and multiple selections from specified path treeview listing
Date_Time_Convert -- Easily convert date/time formats, including the language used
ExtMsgBox --------- A highly customisable replacement for MsgBox
GUIExtender -------- Extend and retract multiple sections within a GUI
GUIFrame ---------- Subdivide GUIs into many adjustable frames
GUIListViewEx ------- Insert, delete, move, drag, sort, edit and colour ListView items
GUITreeViewEx ------ Check/clear parent and child checkboxes in a TreeView
Marquee ----------- Scrolling tickertape GUIs
NoFocusLines ------- Remove the dotted focus lines from buttons, sliders, radios and checkboxes
Notify ------------- Small notifications on the edge of the display
Scrollbars ----------Automatically sized scrollbars with a single command
StringSize ---------- Automatically size controls to fit text
Toast -------------- Small GUIs which pop out of the notification area

 

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Actually, your's does not run because the include file GPSTest isn't included, also unless you have a GPS unit attached to the computer and are moving, it won't work either.


If I posted any code, assume that code was written using the latest release version unless stated otherwise. Also, if it doesn't work on XP I can't help with that because I don't have access to XP, and I'm not going to.
Give a programmer the correct code and he can do his work for a day. Teach a programmer to debug and he can do his work for a lifetime - by Chirag Gude
How to ask questions the smart way!

I hereby grant any person the right to use any code I post, that I am the original author of, on the autoitscript.com forums, unless I've specifically stated otherwise in the code or the thread post. If you do use my code all I ask, as a courtesy, is to make note of where you got it from.

Back up and restore Windows user files _Array.au3 - Modified array functions that include support for 2D arrays.  -  ColorChooser - An add-on for SciTE that pops up a color dialog so you can select and paste a color code into a script.  -  Customizable Splashscreen GUI w/Progress Bar - Create a custom "splash screen" GUI with a progress bar and custom label.  -  _FileGetProperty - Retrieve the properties of a file  -  SciTE Toolbar - A toolbar demo for use with the SciTE editor  -  GUIRegisterMsg demo - Demo script to show how to use the Windows messages to interact with controls and your GUI.  -   Latin Square password generator

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#6 ·  Posted (edited)

Hi all,

Enough mucking around - stick to the topic from now on please. :)

M23

Edited by Melba23
Typo

Any of my own code posted anywhere on the forum is available for use by others without any restriction of any kind._______My UDFs:

Spoiler

ArrayMultiColSort ---- Sort arrays on multiple columns
ChooseFileFolder ---- Single and multiple selections from specified path treeview listing
Date_Time_Convert -- Easily convert date/time formats, including the language used
ExtMsgBox --------- A highly customisable replacement for MsgBox
GUIExtender -------- Extend and retract multiple sections within a GUI
GUIFrame ---------- Subdivide GUIs into many adjustable frames
GUIListViewEx ------- Insert, delete, move, drag, sort, edit and colour ListView items
GUITreeViewEx ------ Check/clear parent and child checkboxes in a TreeView
Marquee ----------- Scrolling tickertape GUIs
NoFocusLines ------- Remove the dotted focus lines from buttons, sliders, radios and checkboxes
Notify ------------- Small notifications on the edge of the display
Scrollbars ----------Automatically sized scrollbars with a single command
StringSize ---------- Automatically size controls to fit text
Toast -------------- Small GUIs which pop out of the notification area

 

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How do you imagine people are running your script if they dont have GPStest.au3?

Nobody in this thread has stated that your script runs, as Melba was referring to Martin's code, and Martin was nice enough to comment out your custom include and declare the variables himself.


,-. .--. ________ .-. .-. ,---. ,-. .-. .-. .-.
|(| / /\ \ |\ /| |__ __||| | | || .-' | |/ / \ \_/ )/
(_) / /__\ \ |(\ / | )| | | `-' | | `-. | | / __ \ (_)
| | | __ | (_)\/ | (_) | | .-. | | .-' | | \ |__| ) (
| | | | |)| | \ / | | | | | |)| | `--. | |) \ | |
`-' |_| (_) | |\/| | `-' /( (_)/( __.' |((_)-' /(_|
'-' '-' (__) (__) (_) (__)

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See first post.

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#9 ·  Posted (edited)

boththose,

Did you read my post above? When I say "drop it" I mean "drop it" - not post again on the same lines. Please do not do so next time. :mad: Apology accepted. :)

JonBMN,

Your editing of the first post leaves a lot to be desired in the politeness stakes. For someone who complained about the responses of others I am disappointed that you felt that you needed to do that. :( Thank you for amending it yet again. :thumbsup:

All,

Either play nicely or this game gets stopped. I hope you all understand and my involvement in this thread ceases here. ;) Thanks to all - let us keep it this way. :)

M23

Edited by Melba23
1 person likes this

Any of my own code posted anywhere on the forum is available for use by others without any restriction of any kind._______My UDFs:

Spoiler

ArrayMultiColSort ---- Sort arrays on multiple columns
ChooseFileFolder ---- Single and multiple selections from specified path treeview listing
Date_Time_Convert -- Easily convert date/time formats, including the language used
ExtMsgBox --------- A highly customisable replacement for MsgBox
GUIExtender -------- Extend and retract multiple sections within a GUI
GUIFrame ---------- Subdivide GUIs into many adjustable frames
GUIListViewEx ------- Insert, delete, move, drag, sort, edit and colour ListView items
GUITreeViewEx ------ Check/clear parent and child checkboxes in a TreeView
Marquee ----------- Scrolling tickertape GUIs
NoFocusLines ------- Remove the dotted focus lines from buttons, sliders, radios and checkboxes
Notify ------------- Small notifications on the edge of the display
Scrollbars ----------Automatically sized scrollbars with a single command
StringSize ---------- Automatically size controls to fit text
Toast -------------- Small GUIs which pop out of the notification area

 

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Melba,

There is a post that has been deleted by the OP, between mine and yours, that was in reply to Brewman. I was merely following the OPs lead in the topic, and it was not intentionally a brazen continuation of earlier banter against your directives. All apologies as it indeed remained similar in content and tone.


,-. .--. ________ .-. .-. ,---. ,-. .-. .-. .-.
|(| / /\ \ |\ /| |__ __||| | | || .-' | |/ / \ \_/ )/
(_) / /__\ \ |(\ / | )| | | `-' | | `-. | | / __ \ (_)
| | | __ | (_)\/ | (_) | | .-. | | .-' | | \ |__| ) (
| | | | |)| | \ / | | | | | |)| | `--. | |) \ | |
`-' |_| (_) | |\/| | `-' /( (_)/( __.' |((_)-' /(_|
'-' '-' (__) (__) (_) (__)

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#11 ·  Posted (edited)

Here a short demo of a speedometer using built-in needle drawn with, guess what, yes GDI+. :D

 

Source code here: http://pastebin.com/9CXZAEwi (code with 32 bit image is too large for the code box) :huh:

 

With 4 bit image:

 

;coded by UEZ 2012 build 2012-09-26
#include <GUIConstantsEx.au3>
#include <Memory.au3>
#include <GDIPlus.au3>
Opt("GUIOnEventMode", 1)

_GDIPlus_Startup()

Global Const $hBitmap_bg =  _GDIPlus_BitmapCreateFromMemory(_Speedometer())
Global Const $iW = _GDIPlus_ImageGetWidth($hBitmap_bg), $iH = _GDIPlus_ImageGetHeight($hBitmap_bg)
Global Const $hGUI = GUICreate("GDI+ Speedometer by UEZ 2012", $iW / 2, $iH / 2)
GUISetBkColor(0xABCDEF, $hGUI)
GUISetState()
Global Const $hGraphic = _GDIPlus_GraphicsCreateFromHWND($hGUI)
Global Const $hBitmap = _GDIPlus_BitmapCreateFromGraphics($iW, $iH, $hGraphic)
Global Const $hCtxt = _GDIPlus_ImageGetGraphicsContext($hBitmap)
_GDIPlus_GraphicsSetSmoothingMode($hCtxt, 2)
_GDIPlus_GraphicsSetTextRenderingHint($hCtxt, 4)
Global Const $iRadius = 300
Global Const $iNeedle_size = 16
Global Const $fCenter_x = $iW / 2, $fCenter_y = $iH / 2
Global Const $hPen_needle = _GDIPlus_PenCreate(0xFFFF0000, $iNeedle_size)
Global Const $hCap = _GDIPlus_ArrowCapCreate(1, 1)
_GDIPlus_PenSetCustomEndCap($hPen_needle, $hCap)

Global Const $hBrush = _GDIPlus_BrushCreateSolid(0xFF000000)
Global Const $fRad2Deg = ACos(-1) / 180
GUISetOnEvent($GUI_EVENT_CLOSE, "_Exit")

Global Const $fDegMin = -223.5, $fDegMax = 44
Global $fDeg = $fDegMin, $fAcc = 0.75, $fKMH, $fMPH


Do
    _GDIPlus_GraphicsDrawImageRect($hCtxt, $hBitmap_bg, 0, 0, $iW, $iH)
    _GDIPlus_GraphicsDrawLine($hCtxt, $fCenter_x, $fCenter_y, $fCenter_x + Cos($fDeg * $fRad2Deg) * $iRadius, $fCenter_y + Sin($fDeg * $fRad2Deg) * $iRadius, $hPen_needle)
    _GDIPlus_GraphicsFillEllipse($hCtxt, $fCenter_x - $iNeedle_size, $fCenter_y - $iNeedle_size, $iNeedle_size * 2, $iNeedle_size * 2, $hBrush)
    _GDIPlus_GraphicsDrawString($hCtxt, StringFormat("%.3i MPH", $fMPH), 240, 520, "Times New Roman", 24)
    _GDIPlus_GraphicsDrawImageRect($hGraphic, $hBitmap, 0, 0, $iW / 2, $iH / 2)
    If $fDeg < $fDegMax Then
        $fDeg += $fAcc
        $fKMH = (249.5 + $fDeg) / 1.33333
        $fMPH = Int($fKMH * 0.621371)
        $fAcc *= 1.005^2
    EndIf
Until Not Sleep(20)


Func _Exit()
    _GDIPlus_BrushDispose($hBrush)
    _GDIPlus_ArrowCapDispose($hCap)
    _GDIPlus_PenDispose($hPen_needle)
    _GDIPlus_BitmapDispose($hBitmap)
    _GDIPlus_GraphicsDispose($hCtxt)
    _GDIPlus_GraphicsDispose($hGraphic)
    _GDIPlus_BitmapDispose($hBitmap_bg)
    _GDIPlus_Shutdown()
    GUIDelete()
    Exit
EndFunc
;Code below was generated by: File to Base64 String Code Generator v1.10 Build 2012-09-08

Func _Speedometer($bSaveBinary = False)
    Local $Speedometer
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= 'VZalyN/MmTNZ9sf0BE7Pk2wx23rrrW3q1Kl6Xoh86Tv4F8jy88cnIen5xLORpIgc8oEOZGFVTDYECARBCwQoaZR4G6WOHbFhsnB5NwUPOr2l8jcfw7EseILnrWSQNcWi0XzQfzkeDWDZY95tR18qD4aWrhPJDNIfox9XXXWVJ3U6RzaSEQjIXch9wD2BNiEvcbgY99lnH+4bkSOv5VYJSfPEyWdVX3PNNX6dXpp8kpFerpDO0XrFpdF4zvkwCe3jPQY0vYh5WY78OdOnT88vbZdcckl+hlpVCEQMWiDw8MMPE2uWNckOO+wwbx0r6235eAzpHIm8yG0waLFLxZMoHgSr3bx588qxK0zLFi6U1FH/LicTVGYl4Dj6rugl8ebN8Xffffes9TRt2rSyZXE0yGwEQpwaF5+eD7qH/TPAa/n550jl98dWW22VE3e8tcuTMi2DAw88kBdP+rBMbbeyhqP28d4D4CVHtB8kELJGTd+NNtropX/hQBC0QOB/2DsTqLvK6vxfOvf/tzhVrRKLLWJtUBRNAGWQIFDUIKMjFCQ4a1psGepEBWoFhKoIiFhFqyggogytQsQWiIUiogxBBUtEHNvSKlg79/T7nbV+az1rcxNuyP1ucr/v3Wudde498/Ce/T7vHp7NiI8af2RBbbbZZjWodyIkk8pZZ51F+rtgMDOxsvYiU58qv2rVKn6PLQ7Mc9rROAeIUu5p0aJFgwc96EGOuCsJpv+nnSTVTrc+jwTKPnc6bJ4JIH9w991323GZ3St4xr2UHVqlK9E15rn6zLx77rlHomLfhzVc+2M89KEPtaYiy/K6mWrbqAOLXMbAILMU01oE0KDuJffKxL62A88/NGHFY4+eSNIkB4HImt4hVT522WWXuh9TJXgmfpb2yQBwIsXaCYOYqUnct88Xv/jFa1UKTZpUrdCkCXQRHaO917zmNRAwZkCvnZiuw4kBtJe97GUUR5dsUhcm5092cH73Cvemm24io3NswMhyOEwGEgs0lixZojtzToGy2jlmcHWW3UJ8FgKzU089lWDpvm385Cc/6Z9fAiDJhI8//nhK8PTPSuCjVYU2SGH9j370o8bz9ccX2OlKN34Rcbkln7g+1lFyiOPYqTNXagwlg5ITTzyRihhk5TFxzLTucl4tvFKqCBaZA9z4TWYvFTVYn3QO3iPTCOCsSeU1dFnOtc7tu+++LOMd8D8TE2xjAibiwyCdnlixdmJWCRW57LLLCMfoDjzwQGJsR1MUTZoFrUnL0ISVH4sVVrOwZAwreeJ8IkzlWKpwXaqgs7NWSQvUFi5ciBUt0+THVotTqVUK6rK5KmllErAI1n/6059CVgww0bVl58pUgQnWJuozWj9SwE38EBYGzkWsX38cwZXn16Kmhc31JpnIKu/5cdXjfnaZcUbKj3/8Y6pSeM3p1vIctrdscx4vXfMeF+uaGYL9YKdaVjPuqcno5dbSep7An7q9FGTXqorIn2gbdJ8FCxYMrr/+eko6sWwi1576EsssA88ttthisM8++zSQ1qQBtKHSBGXR0YkQR7V8+fLMtEoFkx2MTOEqvIlwLMGL9r3vfU9rTi0R5fX01/aVr3wF68zYgUkFYRYor7VG55IIgBDnsZwJbjzK3pDUgRWNZQKpCl59PgA06pi6jOMRUI0byIGAwE6rm51sZuS5jRa7jG1KygcIRXvgJ+hPkPnYxz6W666xQ5zX9yqYqoHhef39PCfdnnfddZfbDnXnrlmaVNekADuF9/7oRz+ad+i3qIXVduAzlw6E+LMNQofDQAbw7nVcfPHFJFQAFm0ITZq0LM4mAyxTHe4oLAykxJe4DdwEKDZBimCIDnRinYvXAlN3gsYEklpg7Mhx0fp/fUXlXl0Wujs9fz4PwQXzaZekTKk1T7lfyITpZLCcCT6MTbPsF7/plOgw7WANKvcZYU2jbJZgR3CE2N44Lsfjv4XjmfsOKHZt/JcTbZjOmjhGYpTktXL9tdde67lYZ6fu'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= 'Qdv5u23dp3bWKkOBa5EKECpIcZuRlXCSCtdnmqSneY4KCqpbmGM0aZLVOCqBquI3wDz10TwQdZUg3vsnhIIYM9zvAi+sZmS1qysmleVq9nzqJa8XfUHVDTwb8PqtB0hr0gBaE0redEuXLu0JCJEhnbD0BLKvWzw6rQyTVBCQSFJqR0AgESgxIW7jKHKs4CBHjHnPKqwRJJ9rpQepQCpH7w80Xk6wNVInV0FYTdWvLpTMQsx1BtMLivN/k8bUzzSCC83/844uBJe3NWblhtxjjz2oUGJCCfoGnddXN8l9ZlGqrkq9Zza0lmNomaApwe3/QEBakwbQmlC2iZImFjuv1hA7VoOOv/SlL8GxhJsx3X1sj4IgJmMi7isCZR//+MczmjT4ldElsRmAmQp0xjUCrxaqHPHW4NmRQF61klUwFLI211pSk6gk8xjpXhs5xsQRcQKvBJf5uwK1fF4CxCZNso0zCUBykFctZnXfuSyVs0zdRtIWMW8RA0zpu756QRksTtwFDHhE31CbGRJlrtUEKjJgTznlFDjlRnxxTRpAawKw6WY4zgYnnHDCYJtttumVYXbg6bZUWV566aVQWxDzBRCS4FNAMHEXAEWqKaeUxKFHHnkkxawFj8yZoDcYWxBvtRomxUgqLiX/u2217CWfnNsqWXR9LZIKkwByn5OljNY1UNzOMxVycofV9pLHzt/ul27wJq3aw9pKEPn9Jl/dvHBz5uBY+c53vtMPiFNH7LbbboPPfe5zmU1sHNxEALa6Id2b8GXi1tx88817CpDNNtuMbbHyAdCwpJGoszYF1KQBtCY/+MEPOtiv4fahqC4fmy7Lar3RjI15/corrxwoxKtddNFFCRoAAoC2SbpJyBhilCbggdCWrDwAiiZ/lZidwbiUVIIUlzt5rrQSDLN6qeCqJSw7r1HiyCon15oC4EceHSsl49DfZgsmIKwZjpJ31gD7Jg2c3W/sZpaSm2figCyfEUThDKbJIMWDQVKUunuiGbo1PMOqBjOWvB6cuc2CBQsYQPdzBAqY1772tXBqQgsz5GKbNB60JhQe76jrB0s2H7gdt5aWDNBlHbUIAWOAMzthJmqx7bXXXvnhAs4mZkHTwodVD1Z/BAWAZc9RZIAz72ts6fcZSG8ZIBVqPZcKNAGb4El3qYpZyQD9fCdVBIS1soPncB9B0v2JljJAVwV8kqRagsjfPGfmAGKvmfPXcmBNmiQtSQK2XF8HJzlwmeuitZApBzxw56GDCeOAHBeQliEEk5J8d5Ix41W54YYb1DesB5CRwADfH9fYU8/Q71Cijz6oHLZJs6A1ueWWWzq4uwjcLJxOQ91qFH7eaaed+KDSupKgAYDUk35mPNosSlqjdK2S1QlgIrMzU+FV/pX2YqyJAhmfBaihiLbPiWsDuFVXIMqqBt0jhVhU96zXXIGmQEhOOt2YmWWV2aBe78j3R3wf3GGeq4LHvFbAme7LdIsilZqgSYtBq79r5QO/Y93ifN/M57ikXvA7TN3rd+13lZx9E31/XhO6H95MJAlx3Y5YtKuuumqwcOHCAQI90gte8AL2A2zOHKhJs6A1wfzcXXbZZWTWCM60eNgp50fIaK0Pwr/tttu0+tyHcBPZf//9DcyfSK0/z+11ILBqk+Sg9Yfl6UYRnIxDUJDG6zHlMwN4wejNRMwI8zpRQP3GG29UAXtPXnM/X716NYzwuAeI4+jnD3/4wynhwzlYxpwJd4HLmchipSg3Wa64sHGFrFOVB3jwcFWQJk+sIcfnfNwPx6acFf8pYk/74Fycl2vAfQFR5cqVK4mboZ6lz6Zm0jZpQC0rLxB2MbjppptIQoJ0lcHk4Oabb2ZwCPchbWleWNDSzZuJROq2rLmquG4SkkXiX/jCFzI49podhKX1j5KBvfvzPe95D//pe/o+aMWKFbzrZklrFrQmV199dYeyo4D3KK6mj3zkI4NXvvKVxhBlBt9Q5fGQhzyE9G869BpnNSezsBzZ6lK8++67'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '4GipgKpBwKebinXGFG14aVK588jQAyxlLd1KWKwVXIuw8ZIkD8jrB6cVFhTWMwCx3QueyPglJOCaa64hy5j2lTxicu0J7LScmdxC+SevOQPZbeO2y9RXXDfX4mCjlklKHecg0aB2XK3uIxDJ/XLfqbSgOfjmnuVNxJp/9NFH1wG7z9b9rY/qOqyvEAOzvFr6y4B27WKyk25PMmbRgfR1gymRBtCaoOSwnPFB0Zk6+huXBS0/MH5nxg4BvRS7zYwwt6sEq5rQCRYmmFhFrALVSmdh8am2oPkc/J3cXxVQVckAfOZaArbddluPq/LLa8hO1WdJrKDAT1er+1RqgLT4ZXYWFSF8726boD3dXh5D8Ogx6KDdfuOgWmlinKPuukpcW91WlTdPkJ70Gx5L8K+7nvW2N6zIACzcn7g0aZNej5ZlaVxglVf/2OYl0nX5fXRUllXLtprfR7bnIglakry2tvG6z9SSFHv9viNjBkkw4n9m9fpuHIj7GyEWDT5I4tUKNYfnS903Kg9bZuUC0ii7RTnBjfqBN4DWRLdhd8UVV0AuaaMeW4akSk4F7LFVemaCMhKm8DfLctSage7M0/pCAgN0DI6QKhs+y6dRas06xBJZKvu0QPDfmCxidbLGJpPuTtnTE7j5vDKOpro8r7rqKhWx8SI1XkygrEvLOJQkuU13aGZ22S6y87YDZbTLvF+WCl73yYaVJlJP+P60WKVFO8FPuhRrHKSSba/+1jXKeXbeeWcoY3oajd12241AfQYgPXHtLrvsQjxnX6sR3eZ50yqNq1KJaxME0PaMrZKAFwBB1QLaH218rd9Ngs8MXBeQVKuZ4v8pEC303rffKgwAuKel2xFwq0P47ffMekEx8a7Ei+UAMa2OgtyRicrZriaeWR6PsA36vsFGKg2gNQHgdGQ9wTelAknz/PpKVcB27PlRIrizCCRlHmU/vJ5U7Mx1G5DZSSq7VA8sTxLKaY3pyd/J1G7nl1YuKDYAZtw3bh/iB7PYMNs6ssU9DM2Jy9jfqVryWEYnZgICnZP8Q7qRBVgCYjLpVKDpLsU9S5yQlruhNTpdZgA1FhI40ZKziknalQ0vTSpRqMA5AXW21QTizhOwGVfm73T9p8WFb/7222+HW62PY121ahXr+/by9a9/HQsJXoFk/7dwv2EBhFcQhwaww8LLMQQRmYiTNW69Lkut1W+m1uJMeg7c9S5L0FqOMV2idSyrM0DJQ5k+v30Br9+tgM25gtWMOD2zvVlXqE8Eag4CR7agsX/dB28Rg0/6wMFGJg2gNaHj7T796U8PLrjgAtO/mZKodFzuO0dKKiZdFipO5qRCw3GEMsui3xlsW0ELo2eUqx+xCmFOlILK4uUq+axTZyZaupERKQ18Bszdj8Db8847j2QB4rhQWFkXkY6LGCA6P3jnaBvEa7Bca6aleWgzCZz7SbZ1hWXsSxwbrmzOS+A/QI4MO9uFgJt1AEI619NPPx33ar/cNqGy99wbVJokAKvWsqFtOIFZtapVbizbpe9cK4yWK9oQsWAsIy7MNgRIMylFC25y8klES3tmGzOFaZ8s9/zGpSWtENvdeuut1P+sxdFrhYJ0yfE9Mdjxmtx26gFaVglJIC3dRQ2xUGfV9gGgO/PMMzMpLJ9pWs6SKHudrhFJMm2s/eeffz6ZneiljUaZtEoCTVAWHSOIz3zmM7qlKgnpONK9UwHVlPUs/6OrExcFRK0mKgjuaqAoQcGMnmGWzmvUouN86sgch0m6D1BKdFBaonwu6UahXJO1CnUHG4SNKxQyUAK5iWlLK5rKz46SyaxRxe05nq7OXIerCa6qzPQ0C5PyP0yZhVfLU/Fe2TbdZp4L0Uojn9KG79QazYZB+CatmMyBOM/2nS5BpQI023MeP6tiuI1tkP9mWUq7kQNNQwIcECbrvG0wBxyWrgJQcT7bPfvyDb33ve/lHqDbkPeM/Wt9Uq+j503ze8tBad77tEqCS+6LzEvALhQrlahWSZqU'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= 'TK906dKlS09Sqy7LG8c4z3qocl1my5rt5cZEbGfuMRO1G9aTkt7iKarZErhWE9Ub9K6uxCKWdXHW58ZpZy+Zc9Njl9vWsB7HM/+bdbXGYXm6GSYiPXKyKWipq3gkswSMZQlSxn22jWVlaMoCBmPnK67cbEHDN92Cuklkl1nuOSa6gmBspc4nl1yXId969pGv1/uRf61FcH2LAL8WGfpB4APLGGjcFQNoPXbLsJrgYAVA2xapL0bGsn/RsGPGVugWnJ1tcXGRMemnxe4bStE/Y7siYKXhwT1WJ+Sno32LHTSMNbK6mF7p0qVLly7qOUVrTxUtTdbBEoWe0OuCB0gPTcSBjXihIq+a3hqtWVikaMd1vT5a4ryn1WrgdeI+Vi30GNew+PldlpeXrUeZ54j1rlqW/D48A88Huj52tjIn9LLzZj585rhp65bPMcBn1af1mVVr2mYWsvo/HFvfe5br6+sNLJYtaFv5g3mP4MEAA6DT/9g7dxyEYSCIhn+LBI3FEXIUTuCLUPkCVFQucibuAggp/H9+SFmNUtNEeBpvFGldpMjseNarTFnjrlcobVartwlTWcCiYdbatWGK2I+gnZoweVaem4rAxl9QKfA9EqkzFv+/yMjIyMgKW3tFBUsFf6NymfpEzESfsiwbFQshhpMkOjBtODkrOcR/bjEgn5wu2cxuYh28Drz3RVVV33eJoBUxRlPv2Ecb7JJwoSZ59eC1/9nmyXbOmecL6K0N5OswzB8fQmDeaE+bBGjH/bB37ipORVEYzoz3C4pWgk8QbGzTpvMJRCxDiiHPEZs0kkaGeQcbG620sBOLGRgUbUQSEQVRkfHuuL8Dn+zsTRAhFh7XD5uTc9s7hxRnZf3/+hcVCXlHgMq5/p/F8vSjaVS2VJSUZnMrLY7IA12LEGxkyxAGYooOgedLBAKBQCBgkJN/hsY02MJ/E2mM1KnvQBIB0+m0MxgMcveABUsq9qVNCfr6/X7lLcr5Xq/HfKyrjUVzj5SklYpJ9+V+HpyVgaj3WxWKZQhyLIPInJptRQBu83ohxUnkuy8yKrFtFJrP86dCv5UWSTinQyiYLFOirv9/IhAIBAK+A3KKTIoOKQ40IvQjlKLi/RTM/LouZc0sfmuoQj93u10K2ko6bim1ypzJ7oM1oRmdh22ztvFD6lGNjMdiOL4f13GsoSSTNlu5TvWedQ6PpwTSfurxzXM191oMIdWZbEJa8fvyrMPhcIHiJGwtRYelKK6N6eJyVMeFQsi/nNXz30S1vlm1QCAQCATVuczgNvf10lrKfVzzyV5BB3JOJmc2mzW0ZKqSpHONhWrcY1Fcc8z5k06KHtgLHXi0owJSkPiV6QOqhAcKz+KDpKnujMdjrDxwkcDmA781uijQKYiWUviyNUHKZDLpjEYjplfQz7CbDhRvKxg+h5DizHVnjnYFZ7WDb6lLK85XQdpKNXCMEnn1TYaiBdXvEQgEAoHwVMPNH6cC3jeYz3JcB37OS0/S8zNlvNB56d4vNZn3lkYGhdbNzjYLjgbeI+bzuR0PpDgrQ91k+ZF3QeB61mIoPbItFX5w0plupWrb4ANauVOIg3YR+MneuaREDERRtNX++EOd9gaErCVZhJBBICHDzMWRg8zdRDaUbYgf2r+v4MiFouiBInR4F0KgikolnYZ3c6veu5LyGe3BmgAigrQlDVbXwP/yJaRUPL2naJ+cw+FwOBwaHzSOaJkpNuYb4eLDn3asoZTM4U2tpAcipCUuTBFDNVMiyLWthBX3V9e1jTHLKrWasjGocoxFVTPyZ22RsbndrzrsYO8IOWvbdjYF4HKkmFPBVpDy45zOHzvu+4/EiG1zAGRj/SpxBc3hcDicmCX7iRNkXJrqRNzBkaDrOiVG6lajJuDqQIC5eTiTbajzYZfY9z2EMWR65nluRuw479CH6kZ7FNvUhB17JjJUbZxmhNqcJjDtOiDZ+KCCuW1Mt0Zdw+YMkDJ3E2n1inYO+pL78n4/P3NH'
    $Speedometer &= 'fbp3gEOZdQoOh8Ph8GVNliUJ9laWQu2gqqoK/U3ToE5BfDQOQdoQChAWuE5Q1JiTuYqi+KlKALIsm43jGHwrWTol81IzOLk2sU6fA8UNUIYKta8sy0mIF7wP+w2Nk30/217oGIbBMiS+2DuX1SiCKAwr3lARXUjeYyaXN0mCERIXMQTE1QTmASYP4FrGVSArV1lk7UISshRRUTdKRBxBUIn3S1l/w88cfqolAWfA5v+g6Omunk73ZPNxus45h84y4Hb0GGOMMUYLsbMoLDIhFxYWEGRBUfOqcOzExETa29vDuZoFiozNquj54uJi6vf7yIJkUdrawcK1bFPIjEwUn0XWITI7Y/F4tlvkfaKw++zsLM7H9WIRXBbCRfFaXBt2F9sfxhaM8X5STihIOcGBv0ljsnQ3NzcTnIxZnOhOnzY2NtIRGJOoGWOMMYYCpB11NHgC2BOTx/hZy3Xkxuhpf38fPTsx8BnV7KuONTmrstrmTEr0fUYlf4hYVa4jJx+kvL4NJT74tyhKKpLYR7cD3hdkDXJVbdfW1lKn00l57RoGxbHaovRXbtEIQcMxDEgnOgHhvvH38SyNK6OytbWV4GQUNGRSpO3t7dpaYERrdGk9r3+OMcYYYyhbGk1jJI37dWIX5UnP57U5sC+jXsAYJVOJ5L6ew+vrM8U5Htfn4Ryui7kmwWfb2dlBQ/uhoK2vr6fd3d2jStcYxcwYY4wxiEZRfKLYRIGi6HAf53MLUeIcJSqK2d/gfOxZGQvKClEiY3QvihiPRfnjvWLgFS7m6sSO996YKFpes5d6vd5Q0LrdLsKGJUFTG+YPqXMj+IGMMcYYQ4kpdLih/DDiFKUsrgeLolaMdul1KUgqU5xTadPvR6LEqdDl8h4qoCkQn4PzUTgb95pzMBgkOBkFDRkdVdd7oShqKmUx3DkCjDHGGCNtniBm2iYwigyPIQKlkSl+l1EwlbECpaBMKbKl+xrkKb2m1Neqem91r2cpro36/0JYc123oaBhcV7pIfXddLRZfsYYOcYYY4yTBHQtV1xHxvlS4IR9L+P5Kju169EURtFUxHiMUK5ChK/kDRoZ1HPgJ5yrffb/GX22lZWVoaDNzc0loRjuxOI1ZHXkasJJCDZvjDHGmFFk+QHN2IzBkxgdA0G0NJIW15Addg2a3kfd604VtTrJ03stSR8lkluV1sb9f5eWloaCNj8/zxPUtvnjIOUW9UkwUK8Eg/v8jDol2Fa1WNrtdpqZmUmtVitNTU2l6elpHKs+T05OVmm0q6uraXl5GXVUMLCP1NtiRseYMMYYY4xFWKnNONX1gSq/QAU5fl+v/4e9s8dBGIbBaIGgDtwhR8ohclKOkIskO+Lfw6uMVZAYun1vicA/9ejJr9a6LGiJK8LoIeyd55mr9/bfT4E6tdB7n8YYVkeMHstV49aavR9xo5Qy5ZyDCmkD1ZQQQgghxB/GHhyi7DyI39lxjGAC+moO8jsW6qpoTkhrQ9oQ2OQNUytE/ZHFUDEQI+5gcJ9rL74t3xdVBP4tardY0IQQQgghoupyVfuInoocL2xH4Rh3HbynsS/fo5/l+XxI7x8v9s4lpWIgiKL+dT1uxkFGMeAg+8nPICE7caRIQgLZhQ4Enfg3pgoutpfHc/Te6B5o0r8kPSyquuqy3iTESXEIX1tClK4qv6SBmofMjSjWxwq+xX0o0buw6RJCDcVTvRn2fWhzgc0IhQshhBBCrLcxYKOEe9hzBo9Z6MAC2IP1YD8cVtBEteil94HfQVs2cKYF+nzhz2OruKPGab2GyUAMw+DFb7uus2YSDTZnfU82aNt2zrJszvPc5By8VVXl8g0cr0WtFyGEEEKILWVVAr5fxnfHuNCuj1kGC/yXYJEkyW+SQBRFnNYKMI8fcNkNzKOxVhjXXsF766QauELwJuucCCGEEEKwc2id1CWLw/N7/C3eG9o27OT6W2YjjuPA6GJr0OGx9bn5e2w18sFxqHCO66lgzAbhNhBC'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= 'gbM7yY4y0pNH7hygmZ/0eHdnL2fd/TWzO3uMw5JGHdSKVqWogv9zgFRF3u2jQK1TRrUDEd4rCMqs8q8SBEEQBEHgIinnjKpa6ULrxo0b3L59m9FoxPnz5008bW1tmei6cOECy8vLnDlzhpWVFbMBNrfW2ubbPA+Pen9f3LkgdPvr169ZXFzE6VqjudWcKTADKBWRxFQTef04h0YAESRBRqjWFmqXQDL519/Nu1ZmrAMUmBayFMiZf5kgCIIgCAITUoPnlsz29OlT7t+/b4Lr3r17JrpExAWch0dt7Pz8PGfPnjURd/HiRZrzq7Wb/dKlS4zHYzY3N61fRHD85YB2YfPFixcMPWj8t6XGSApToWKAVARQgLWjHBZ9P8URySQVkEwtoKLw2w68naBrR5hmyAqdZkjF2h0fjyAIgiAIIg9Z/xLAzs6O9/U9ZC2c6WWzt9IikQ8fPrS5d+/e7a/pnjlKKVaeOnWKjY0NTp48afXLly9z9epVc5YNPWi2CaigUHBAxNqwvMRhqXOZVASZAhUgg2ZE7IMvjlHGI0QrlERNoB1QFPh4uTaCIAiCIIg0F/1UF6UU86CJiIsrv6Hp4/yc2rC/L958vPW7+Hv27Jmt7bTxf2XUMJG3tLSEk1oM9c2bN74zHNWClRWYHXNY8qQgH6Zol6jLC9QvT6Db55Bvv0K++xq+OcfkyJj0rpD3CgIU+/OBrlY+FkEQBEEQBLXWftoLiy6qahNb9rnA6guzofhyj5qLMw+J+pqOCz+gedMsTPry5cu+QEPu3Lmjt27douVCG+Tk+OcDnqeXSW8npN0ppW2CETK7QF1bRJePICdOIwvzyOpR9PgaZf0YeuI4eXWNtLgAm1swN4MuzlPnZ1BJQCK1tapCl/nUBEEQBEEQDLVPY319nVevXh2UUNbbB6becFyk+dhe29exs2c3b97k2rVrXL9+nStXrjSxJgBdq0wmE/V8H/4jvllfpPvpF1iag/VV8sYqurbCdG5MlUQFxpMJkhJIRjSTVVASIhkS8P9dGGVkZkSyOZgwEwWUz0IQBEEQBIFrH799ub+/b7cqDxJajtsPSL3hNr+E0Nb1dBve75cE7CxaKaWl2XBxZnQAe3t7Q4+Z1ftijR+/p6iiklARBEgKoymIwHR2hobZrQShghZbg5Uj/s8hQK4KLs4QPjVBEARBEAQunHLO9gF29MuTzDouwgbzhh41sw/TePRDnDnnZnPxZrc7Syns7u7SpwOYTCa2CY+pDlWi2RSyAG5WDKhQFCkZxMxo5+MSVfydTzGToEhVRBNGEj4HQRAEQRAErn8cVeX58+cALtz6YdChV80vFQyT3ppNVYfhz76nrQm1Fkpta5jXbijQhj/odfrwHkjwQaAIRhIYmasOcgIUbHoBFQw0mZ2RgipSBRAQQW0tsG4+KUEQBEEQBP3D/S64+u9vur2fA60vyPrzrO6XDXq2fqJab/v6lvDW60OB1hKptacGLJGaL+ClU0dTkggjrYzcroAoqhWRZHX3k4kISAZNGBWzY91WmkkpFJQRHZ+SIAiCIAgCT04rIh6SZHt7m0ePHrVQpz2H+eTJkxZtbLnOTCs9ePDAjoc9fvx4IMqMvgfNQ5l23mzwLmd7icBfH7AxffiTvTPGTRgGozBtuldKWLpkqbhAxE24QXMXJLgCF2DJnDVjtu6oi8cuXVtK7L8vrzgyYkVieZ/0sMG/Hcan/3fsruvGtwfscDhYBJPY4k+yxUR8emoIJ/vxRwrfpt8ROcl76BQsHNEZ9T3EMKwFWaIw4Hm/dg+EEEIIIUIIVOKDqDiW9qM/inHee3POWd/31jSN7XY7W6/XVte1rVYrWy6XtlgsDKaNghE0mDLuCKuqykZwiwDjR08WxbRVURQzDPJagiTNdnkdQXj8L2MiU4aG+AAHiFDjHrQxHm2GORlzc8TPAtvHc9kTDTqBa2eGOZibccX7I4QQQgiVO6H0vDP2UzCeHp/Bs8zKskz903Tj'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= 'lNQvHEedyDp1VJa+AKTBHZOqYsKTUQPqbuU7wntQ11kUl+UpPWYhnluAg1eIazCUOSXdRn09ChEY0U7p4IMPRu/jvbQlVm2CzzPm2c9ZEldylf09CG2SKcx8OmmdBMYvZFBO4j7HU7N06dJZea8yVJf7JbGU3o9YDigdB5lE0M985jMQFPvtk5cxKmGAG67lvGS0wINDYXi9KhIBj+DTbKusVF3bNaU1Z0YmBFgGbBZMBCjDM0EcuHrdJLtm8cfkW1gzLStvI9mVwHRzauE5cMcrTZo00chzQu+8613vohxPgh2BWKVnZOajHiuzFq1nRmgSHYCRB99sWIN72slRTsOoiPUemaeB53p1omV7nNT7esgAmpyTxK/kXFnnrCZhwSWDU8fylADNz3kPRA3233//1MUegy4J3TOt+82n+MxIxqC/s+2q6FEKYLP3smLHHB0G91B8/lmM3Wuhm8zW7D1rSQIpz3zmMyf4Y1OoDrAy00KwWkfZnsiUZv8UADCsBnhRyTkjlPnlL38ZcFab9mpZjKz/p+fLStTeA8/BwYwiqlmuWQiWKT1brssedaaJE//XK8dc0CagQ/TeuS9zlSJTKhubGmNBapHWkhwMfqqUj78PXZMmTeSmqiv4rMFIUVe5aW4jQNPww2POBADD8JPjxWQ/yrVr15KpT+QCAxmgpH5Izhp6AyPaIthmkDN5HVnP0Xmt+C/wAgzh7ee8lHMSnGXbIcKo6iLbSskjk7iuwTuVzlK3SfHwObm956r7j0T/CTihEOnJNHTNO5Em9kgkoqXenpPwpr+xDdMxzpcvX76tgLMW4lRe/vKX48FhYOD6nBGCTw9MgjQzMlevXg3pXwuxt2z22WcfSmhIYnUQjdxzliFAwZphB9Zba0iumZwLsyKR5FDo3fKe3FZirlZubc2EGBLdsGEDygwOm/sbrtAy9ti69t3G9V6Xk9cIAKRRbnA3xiVNmjRxvGa0QQK3egipAEUvG1xUDF25a0Qk0DPM2Qb9i05JQy2BQ04ACMOPgjGBDXNe6gA/jp0JVfDU0JHUNnMik5Pt8BAJPjPcpqhHszOKHsOLL75YT9JQzxli9CHDiABWdGRGHLyHUYu6nnqaeCbpSMM6BcoPteBoR4Wk0T8XIrD33gltA9LJCN52pIU4s8H25OYfDw4C3eyndQFX97NAAm8Zf77LLrsslQLL9LOk9ERahf6BDDHmMUfKBRHMkN5OjP68887jelSIqWDSEsy6Oxme9B71SBouQGlybDyXfJfKUw8k2VOQSumdauuVypXzHO6r4kwPXs+bO/XUU83u6r8bnzRp0qTSQ9QTeJx4qRvWdMwuW7aMjE4M2578//jHP17DLzm/tedl7dnpskYzmeuEvdw/OWudQb1u3TqPqR4amqGe15IgyjnfqR+vvPLKwe677y4tQwO4P/Ztt91mbbi8hwr6+A59iZOBMCfGLd+noYy3jlCr1ziWlkvw+yxdwjqFBDCoJ3Z5kI4yB6BSGgzvdtsVkpCn8m8etG1IUAATmytPT5J6C+LHEpKLYOZJDL5a6oFl3OkQ4RkkDn7LeuCZo7J1lnjIP+G8cKIqKZRlJQaw4JJ7oKQFg4YQQWZHycVIrsWM0pxz2fPYMqVeE+uwPpnwaAKUzdjS0hXsZfaX4vENd5hBlQpu65EmTZoXLQ0vs8fTw+7y+vXrSTRCT8PTgstEvTL0FS2g0BnqFJpg8726ZUoPltvDUUtDz+8t55FV+ZkEXLXUTwWehiyZ18zLBGMmjuV58cYZzrUnKcuU9KCrAvQZC91y/Z4jgarXRlcFdaPPe1Qi2DrrrLPodQnHOZPLOofApZdeSvIA95aZvQmimQ9zLmQBXnls+a7m2ZC1STktwVnzoG3Lcthhh02SVUi4rWY85jLzHPR4xsg6qgLvAeXCn5N9ckDPowhsJNmqgNJKdLkqp1oixO9mUwKkHl9rczYud8854+3Ts5ehZSWvZ7zSpEnzoFVOK2Bm5cqV'
    $Speedometer &= '1DFMyoI6g88ae4Yla/iSbc3Q54UNmKKlHwlgvdf9yU9+MiFS9+UFToiQ85vBafhQfW0/T/YHDHJ+9bjvAfbrAMKKFSsAWGyL58gMTUGjWZs4Acx6z+vPCIue/xoOZv/UpyzXQt4CHTh2LvvdyHRg1bm8V/GSwgdOMMuzgPqz1157pb5P76j/maHODAFoPR9GPjXszj333AWg9BtAw/U8Sb0y6u/QimmqAoGsk1CPFcf2SBbGO+iggwhrYhFVF/yolGB6+/Lctf9mze5xEM/FuYeum0ZUNMlVy2uvz7Fmz057PeOXJk0aSKtJVoClT3ziE+k9y4bqgjOWM6lLQzQzyZmrrwFenoM6Y3Qa8Nz0HobaIliS2lEL2dpb2HXppUp96bvB88nhxQOId0/QgaffrFCOV/mztbWUAM7PRjZcV1tK2WaKTi1DPVLzKJbMSEqK90Q2JVxjSo9kggVzQrF2Y3D7/I/4e7u9IeYaHZJSRAYrx6SG5qJQ/Au+iSE/JH8QXKL0g1MqkdE/FRmgVLtHQcizUgmQJEB4MxWGocJ5FhVI5XkkWMt1U9bL0XJRZhMqrGAovXizkOTITeXZS9BWK2lvZeCsSZMmyR81S1vwIO80PWZMvPSNDLh9ZoEqmUCUL3g5YCQQ4FVCbCmnVwtQobdOIIb3SzDkuQ15GqpUv+c1CZK8R4rJpkeIjEaN9/T8C0RT12UGux69bAFlYpfOA99F8K7SIGc+ArGor8DWa7CRPWVN6NHsM5azR6Ie3OMahs6OMNkVJulHCUJ5tnhRiYgtEHDWPGiKWR+T/MHoMmA2kIM9uBO4T62fphUDJwLg5h+shg9HxQFIIGS2EJYjE5YqbmUGcRZ+rGGDYeBmthaYx6ufp7322m/T5Sq5Xb3v3L+ef7zSpEkTdYmgjZczSUS8tJkygaBW/Ven6TlKEn22d0u6g2R8vEoCKOgp6GzrQQrm0huXfKo0ArOfpiFUxRZPAqvNnWvI7kydDC+Zd4zZ8rVvZU1uEIh4X7WsUXoS4UOTAJH12zzvKLyj2SVgym1I4DrzzDN9xj143XfffeGn0fUh9XeCY9+l+fvKS4aryDr6si4kRd88aMqxxx6LB40q+KkQROtaLvSmxErp/gy77bZbl0683377OXBywKkcHNDzKg5mz4vlSf0ZsiNRgGT8GDZQhoEzJqVst8VJKe1PZu01y+UKviqAS6klQJStK1mgSZPGQcssdsJRNEjH80ExazhpZMUzhzLifmkQJ6DRQ4VRTRkOw1/yuPgMKd1lhIQoXvp81nPH/szVIbaIq0DPItkCJrcRvNkzlO8Ba6nTEIDhHXfcQRtACnVzzURd2E7PoiE9n5dAspLl7Y8Ml6sLE5999tmsNozoMUei//QEVg9gPTfvThrc+x5yGxxB8NFwgHjvTIIztqngzHfXaaedNrj22mst4aE0D9oCE/4kk/yBvv71r9PEPAsrspwcBJA6g4yBXWP9Ehh142pVjKxK91133UWaMRyIvnAsQlLDIYcckunhWwJl9fNIOXRFHKQCsOSBTMdDG3+4s0mTJukN0Yi0x26Oa+a1zEUta5Fgz3VpoDrms7cw09BrIvxp9mRNkNLAzpI/gjS7n3DuW265hTm9gXl3+A5IHTu06r/3TLmmGhXI5C3bSnGtkuN33XVXExxyPzPobSVl1GQU758ETkxZmiSrB8D9JrLjfXvv1JqjfzV88GFJbNWhADCjfAlFiimRMtEA2sIVK9xPUvWflG76OEZbigoiqsu+pjb73UgJuGTLvPrVr4YwaaVrrl9lA/gkRu8AUmlOecxZSFWuae3Mtpl7Kq+hCQ71d6gDN69l65EmTVqSQAI1oxPVo58Z3a7LjPrkXWVdMkUdvCUjzX0FeEocM3VPbjMV6ErObzWE8xipv/L89bt6rprt7n0mkKnhQa9rFL9tXo/3lcsCZq4VTyKOBECWz9H7psAsJToyU7e+qyhECzijnAb8M2+wAbQFLrhKJ/kz'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= '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'
    $Speedometer &= 'r+NYuF7RMKALQBSA0RMNa25uBsY4R/tvWFlYlmVAsyzL1iAAG9Gp8/Nz9VhF4PNGA+KI2NEDfoAc0TPO0VT9QJE2+ghmimrJYkRQBowxpuc8DYAiisUYaEytsbER+GKOxjEARv4dSfqM/zbLCsuyrN8B/G2x0vxeJssAAAAASUVORK5CYII='
    Local $bString = Binary(_Base64Decode($Speedometer))
    If $bSaveBinary Then
        Local $hFile = FileOpen(@ScriptDir & "\Tacho.png", 18)
        FileWrite($hFile, $bString)
        FileClose($hFile)
    EndIf
    Return  $bString
EndFunc   ;==>_Speedometer

Func _Base64Decode($sB64String)
    Local $struct = DllStructCreate("int")
    Local $a_Call = DllCall("Crypt32.dll", "int", "CryptStringToBinary", "str", $sB64String, "int", 0, "int", 1, "ptr", 0, "ptr", DllStructGetPtr($struct, 1), "ptr", 0, "ptr", 0)
    If @error Or Not $a_Call[0] Then Return SetError(1, 0, "")
    Local $a = DllStructCreate("byte[" & DllStructGetData($struct, 1) & "]")
    $a_Call = DllCall("Crypt32.dll", "int", "CryptStringToBinary", "str", $sB64String, "int", 0, "int", 1, "ptr", DllStructGetPtr($a), "ptr", DllStructGetPtr($struct, 1), "ptr", 0, "ptr", 0)
    If @error Or Not $a_Call[0] Then Return SetError(2, 0, "")
    Return DllStructGetData($a, 1)
EndFunc   ;==>_Base64Decode
#endregion

 

Maybe you can adapt it for your needs.

 

Have fun with it...

 

Br,

UEZ

Edited by UEZ
1 person likes this

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Thank you for the example UEZ

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#13 ·  Posted (edited)

SOLUTION

This program is nowhere near perfect; but it increments a $MPH value within the program that makes it loop back to back; so if anyone ever wanted to play around with it here you go in all the glory that I've been able to do. No need for GPStest.au3 as I've made it so guitest.au3 is self sustaining. (i used it for learning purposes)

guitest.au3 (speedometer)

#include <INet.au3>
#include <GuiConstantsEx.au3>
#include <GDIPlus.au3>
#include <WindowsConstants.au3>
#Include <WinAPI.au3>
#include <StaticConstants.au3>


Opt("GUIOnEventMode", 1)

Global $label_speed = 0, $meter = 0, $dir = 0, $radius = 40, $hGUI, $MPH = 0
Global $label_date, $label_time, $label_speed, $xsp, $ysp, $xep, $yep, $xpos, $ypos, $MoveNeedle
; stuff to generate data goes here, but isn't included
Global $date, $time, $pi = 3.14159, $font = "Tahoma", $MPHincrement = 5
; Create GUI & label controls
$hGUI = GUICreate("Speedometer", 100, 120, -1, -1, $WS_CAPTION, $WS_EX_TOOLWINDOW);Creates the window, but does not display it
$label_date = GUICtrlCreateLabel("", 10, 0, 80, 14, $SS_Center)
$label_time = GUICtrlCreateLabel("", 10, 15, 80, 14, $SS_Center)
GUIRegisterMsg($WM_PAINT, "RePaint")
GUISetOnEvent($GUI_EVENT_RESTORE, "RePaint") ;Will repaint if restore button is clicked
GUISetOnEvent($GUI_EVENT_CLOSE, "Finish") ;Execute the user function if close is hit
GUISetState() ;actually displays the window, but its just empty
$label_speed = GUICtrlCreateLabel("", 35, 67, 30, 16, $SS_RIGHT) ;creates speed box and makes it right justified
Paint()

While 1
Paint()
$date = @MON & "/" & @MDAY & "/" & @YEAR
$time = @HOUR & ":" & @MIN
GUICtrlSetData($label_date, $date)
GUICtrlSetData($label_time, $time)
GUICtrlSetData($label_speed, $MPH)
$MPH = $MPH + $MPHincrement
IF $MPH > 120 Or $MPH < 0 Then
$MPHincrement = $MPHincrement * -1
$MPH = $MPH + $MPHincrement
EndIf
sleep(500)
ConsoleWrite($MPH & @CR)
WEnd


Func RePaint()

GUICtrlSetGraphic($meter, $GUI_GR_PENSIZE, 2)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0x888888)
GUICtrlSetGraphic($meter, $GUI_GR_ELLIPSE, 5, 5, 80, 80)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0xcccccc)

; tick marks on dial
$xsp = $radius * Sin($pi * $index / 8)
$xep = 1.15 * $radius * Sin($pi * $index / 8)

$ysp = -1 * $radius * Cos($pi * $index / 8)
$yep = -1.15 * $radius * Cos($pi * $index / 8)


GUICtrlSetGraphic($meter, $GUI_GR_MOVE, $xsp + 45, $ysp + 45) ; moves to a position but does not draw yet
GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xep + 45, $yep + 45) ; actually draws the ticks
Next
;Heres where we draw the needle
$MoveNeedle = 10 + ($MPH * 2.5) ;Moves the needle
$xpos = 35 * Sin($pi * $MPH / 180)
$ypos = -35 * Cos($pi * $MPH / 180)
GUICtrlSetGraphic($meter, $GUI_GR_MOVE, 45, 45)
GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xpos + $MoveNeedle, $ypos + 45)


GUICtrlSetData($label_date, $date); Puts date in
GUICtrlSetData($label_time, $time)
If $label_speed <> 0 Then GUICtrlSetFont($label_speed, 10, 800)
GUICtrlSetData($label_speed, $MPH)
;MsgBox(0, "", "continue")
EndFunc ;==>RePaint

Func Paint()


$dir = $dir + $MPHincrement

; delete control if it exists

If $meter <> 0 Then
GUICtrlDelete($meter)
$meter = 0
EndIf

$meter = GUICtrlCreateGraphic(5, 30, 90, 90) ;Forces display of $meter

repaint()


EndFunc ;==>Paint

Func Finish()
Exit
EndFunc ;==>Finish

Enjoy

Edited by JonBMN

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#14 ·  Posted (edited)

SOLUTION

This program is nowhere near perfect; but it increments a $MPH value within the program that makes it loop back to back; so if anyone ever wanted to play around with it here you go in all the glory that I've been able to do. No need for GPStest.au3 as I've made it so guitest.au3 is self sustaining. (i used it for learning purposes)

guitest.au3 (speedometer)

#include <INet.au3>
#include <GuiConstantsEx.au3>
#include <GDIPlus.au3>
#include <WindowsConstants.au3>
#Include <WinAPI.au3>
#include <StaticConstants.au3>


Opt("GUIOnEventMode", 1)

Global $label_speed = 0, $meter = 0, $dir = 0, $radius = 40, $hGUI, $MPH = 0
Global $label_date, $label_time, $label_speed, $xsp, $ysp, $xep, $yep, $xpos, $ypos, $MoveNeedle
; stuff to generate data goes here, but isn't included
Global $date, $time, $pi = 3.14159, $font = "Tahoma", $MPHincrement = 5
; Create GUI & label controls
$hGUI = GUICreate("Speedometer", 100, 120, -1, -1, $WS_CAPTION, $WS_EX_TOOLWINDOW);Creates the window, but does not display it
$label_date = GUICtrlCreateLabel("", 10, 0, 80, 14, $SS_Center)
$label_time = GUICtrlCreateLabel("", 10, 15, 80, 14, $SS_Center)
GUIRegisterMsg($WM_PAINT, "RePaint")
GUISetOnEvent($GUI_EVENT_RESTORE, "RePaint") ;Will repaint if restore button is clicked
GUISetOnEvent($GUI_EVENT_CLOSE, "Finish") ;Execute the user function if close is hit
GUISetState() ;actually displays the window, but its just empty
$label_speed = GUICtrlCreateLabel("", 35, 67, 30, 16, $SS_RIGHT) ;creates speed box and makes it right justified
Paint()

While 1
Paint()
$date = @MON & "/" & @MDAY & "/" & @YEAR
$time = @HOUR & ":" & @MIN
GUICtrlSetData($label_date, $date)
GUICtrlSetData($label_time, $time)
GUICtrlSetData($label_speed, $MPH)
$MPH = $MPH + $MPHincrement
IF $MPH > 120 Or $MPH < 0 Then
$MPHincrement = $MPHincrement * -1
$MPH = $MPH + $MPHincrement
EndIf
sleep(500)
ConsoleWrite($MPH & @CR)
WEnd


Func RePaint()

GUICtrlSetGraphic($meter, $GUI_GR_PENSIZE, 2)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0x888888)
GUICtrlSetGraphic($meter, $GUI_GR_ELLIPSE, 5, 5, 80, 80)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0xcccccc)

; tick marks on dial
$xsp = $radius * Sin($pi * $index / 8)
$xep = 1.15 * $radius * Sin($pi * $index / 8)

$ysp = -1 * $radius * Cos($pi * $index / 8)
$yep = -1.15 * $radius * Cos($pi * $index / 8)


GUICtrlSetGraphic($meter, $GUI_GR_MOVE, $xsp + 45, $ysp + 45) ; moves to a position but does not draw yet
GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xep + 45, $yep + 45) ; actually draws the ticks
Next
;Heres where we draw the needle
$MoveNeedle = 10 + ($MPH * 2.5) ;Moves the needle
$xpos = 35 * Sin($pi * $MPH / 180)
$ypos = -35 * Cos($pi * $MPH / 180)
GUICtrlSetGraphic($meter, $GUI_GR_MOVE, 45, 45)
GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xpos + $MoveNeedle, $ypos + 45)


GUICtrlSetData($label_date, $date); Puts date in
GUICtrlSetData($label_time, $time)
If $label_speed <> 0 Then GUICtrlSetFont($label_speed, 10, 800)
GUICtrlSetData($label_speed, $MPH)
;MsgBox(0, "", "continue")
EndFunc ;==>RePaint

Func Paint()


$dir = $dir + $MPHincrement

; delete control if it exists

If $meter <> 0 Then
GUICtrlDelete($meter)
$meter = 0
EndIf

$meter = GUICtrlCreateGraphic(5, 30, 90, 90) ;Forces display of $meter

repaint()


EndFunc ;==>Paint

Func Finish()
Exit
EndFunc ;==>Finish

Enjoy

Not much to enjoy really!

Your code is not working. Missing things, plus there is a "Next" statement with no matching "For" statement.

Edited by AlainB

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#15 ·  Posted (edited)

Not much to enjoy really!

Your code is not working. Missing things, plus there is a "Next" statement with no matching "For" statement.

Like it was stated above "the program is nowhere near perfect"

Here is a better version.

#include <INet.au3>
#include <GuiConstantsEx.au3>
#include <GDIPlus.au3>
#include <WindowsConstants.au3>
#Include <WinAPI.au3>
#include <StaticConstants.au3>


Opt("GUIOnEventMode", 1)

Global $label_speed = 0, $meter = 0, $dir = 0, $radius = 40, $hGUI, $MPH = 0
Global $label_date, $label_time, $label_speed, $xsp, $ysp, $xep, $yep, $xpos, $ypos, $MoveNeedle
; stuff to generate data goes here, but isn't included
Global $date, $time, $pi = 3.14159, $font = "Tahoma", $MPHincrement = 5
; Create GUI & label controls
$hGUI = GUICreate("Speedometer", 100, 120, -1, -1, $WS_CAPTION, $WS_EX_TOOLWINDOW);Creates the window, but does not display it
$label_date = GUICtrlCreateLabel("", 10, 0, 80, 14, $SS_Center)
$label_time = GUICtrlCreateLabel("", 10, 15, 80, 14, $SS_Center)
GUIRegisterMsg($WM_PAINT, "RePaint")
GUISetOnEvent($GUI_EVENT_RESTORE, "RePaint") ;Will repaint if restore button is clicked
GUISetOnEvent($GUI_EVENT_CLOSE, "Finish") ;Execute the user function if close is hit
GUISetState() ;actually displays the window, but its just empty
$label_speed = GUICtrlCreateLabel("", 35, 67, 30, 16, $SS_RIGHT) ;creates speed box and makes it right justified
Paint()

While 1
Paint()
$MoveNeedle = 10 + ($MPH * 1.6)
$date = @MON & "/" & @MDAY & "/" & @YEAR
$time = @HOUR & ":" & @MIN
GUICtrlSetData($label_date, $date)
GUICtrlSetData($label_time, $time)
GUICtrlSetData($label_speed, $MPH)
$MPH = $MPH + $MPHincrement
IF $MPH > 120 Or $MPH < 0 Then
$MPHincrement = $MPHincrement * -1
$MPH = $MPH + $MPHincrement
EndIf
ConsoleWrite($MPH & @CR)
sleep(1000)
WEnd


Func RePaint()

GUICtrlSetGraphic($meter, $GUI_GR_PENSIZE, 2)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0x888888)
GUICtrlSetGraphic($meter, $GUI_GR_ELLIPSE, 5, 5, 80, 80)
GUICtrlSetGraphic($meter, $GUI_GR_COLOR, 0x000000, 0xcccccc)

; tick marks on dial

For $index = 0 To 15

$xsp = $radius * Sin($pi * $index / 8)
$xep = 1.15 * $radius * Sin($pi * $index / 8)

$ysp = -1 * $radius * Cos($pi * $index / 8)
$yep = -1.15 * $radius * Cos($pi * $index / 8)

;GUICtrlSetData($index, $Values[$index])
GUICtrlSetGraphic($meter, $GUI_GR_MOVE, $xsp + 45, $ysp + 45) ; moves to a position but does not draw yet
GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xep + 45, $yep + 45) ; actually draws the ticks
Next
;Heres where we draw the needle
$xpos = 35 * Sin($pi * $dir / 180)
$ypos = -35 * Cos($pi * $dir / 180)
GUICtrlSetGraphic($meter, $GUI_GR_MOVE, 45, 45)
GUICtrlSetGraphic($meter, $GUI_GR_LINE, $xpos + $MoveNeedle, $ypos + 45)


GUICtrlSetData($label_date, $date); Puts date in
GUICtrlSetData($label_time, $time)
If $label_speed <> 0 Then GUICtrlSetFont($label_speed, 10, 800)
GUICtrlSetData($label_speed, $MPH)

EndFunc ;==>RePaint

Func Paint()

$dir += 2

; delete control if it exists

If $meter <> 0 Then
GUICtrlDelete($meter)
$meter = 0
EndIf

$meter = GUICtrlCreateGraphic(5, 30, 90, 90) ;Forces display of $meter

repaint()


EndFunc ;==>Paint

Func Finish()
Exit
EndFunc ;==>Finish
Edited by JonBMN

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      Already tryied the following code...
       
      #include <MsgBoxConstants.au3> Example() Func Example() ; Define the string that will be converted later. ; NOTE: This string may show up as ?? in the help file and even in some editors. ; This example is saved as UTF-8 with BOM. It should display correctly in editors ; which support changing code pages based on BOMs. Local Const $sString = "Ù×÷ϵͳ¡£ ÇëÉý¼¶Ä" ; Temporary variables used to store conversion results. $dBinary will hold ; the original string in binary form and $sConverted will hold the result ; afte it's been transformed back to the original format. Local $dBinary = Binary(""), $sConverted = "" ; Convert the original UTF-8 string to an ANSI compatible binary string. $dBinary = StringToBinary($sString) ; Convert the ANSI compatible binary string back into a string. $sConverted = BinaryToString($dBinary) ; Display the resulsts. Note that the last two characters will appear ; as ?? since they cannot be represented in ANSI. DisplayResults($sString, $dBinary, $sConverted, "ANSI") ; Convert the original UTF-8 string to an UTF16-LE binary string. $dBinary = StringToBinary($sString, 2) ; Convert the UTF16-LE binary string back into a string. $sConverted = BinaryToString($dBinary, 2) ; Display the resulsts. DisplayResults($sString, $dBinary, $sConverted, "UTF16-LE") ; Convert the original UTF-8 string to an UTF16-BE binary string. $dBinary = StringToBinary($sString, 3) ; Convert the UTF16-BE binary string back into a string. $sConverted = BinaryToString($dBinary, 3) ; Display the resulsts. DisplayResults($sString, $dBinary, $sConverted, "UTF16-BE") ; Convert the original UTF-8 string to an UTF-8 binary string. $dBinary = StringToBinary($sString, 4) ; Convert the UTF8 binary string back into a string. $sConverted = BinaryToString($dBinary, 4) ; Display the resulsts. DisplayResults($sString, $dBinary, $sConverted, "UTF8") EndFunc ;==>Example ; Helper function which formats the message for display. It takes the following parameters: ; $sOriginal - The original string before conversions. ; $dBinary - The original string after it has been converted to binary. ; $sConverted- The string after it has been converted to binary and then back to a string. ; $sConversionType - A human friendly name for the encoding type used for the conversion. Func DisplayResults($sOriginal, $dBinary, $sConverted, $sConversionType) MsgBox($MB_SYSTEMMODAL, "", "Original:" & @CRLF & $sOriginal & @CRLF & @CRLF & "Binary:" & @CRLF & $dBinary & @CRLF & @CRLF & $sConversionType & ":" & @CRLF & $sConverted) EndFunc ;==>DisplayResults Thanks a lot!
    • nacerbaaziz
      By nacerbaaziz
      Hi dear
      I want create retractable bar using autoit
      I tried creating slider, but there's a problem with screen reader for the blind, so is there another retractable tape?
      It is advisable to not accept dragging with the keybord only with  mouse
      note:
      This bar is needed in the process of raising and lowering the volume
      I hope that there is a solution to do that
      i waiting your responses.
      Thanks in advance to all members and administrators
    • Skeletor
      By Skeletor
      Hi All,
      I know many newbies search for this feature.
      I decided to share this piece of code with everyone.
      Basically its a "splash screen" that has a transparent image.
      In a nutshell - Gui with a transparent gif.
      Enjoy...
      Download attachment....
       
      Splash Screen GUI.zip