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gui_styles_tk.py
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gui_styles_tk.py
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from tkinter import font as tkfont
import tkinter as tk
from tkinter import *
from tkinter import ttk
from tkinter.ttk import *
from PIL import Image, ImageTk
import base64
import io
def create_label(frame, var):
if type(var) == str:
l = tk.Label(frame, text=var,relief="solid", width = 40,anchor='w', bg = 'white',borderwidth=1, height = 2)
else:
l = tk.Label(frame, textvariable=var,relief="solid", width = 40,anchor='w', bg = 'white',borderwidth=1, height = 2)
return l
def create_multiple_labels(frame, labels, row, column, width = 20, padx = 2, pady = 2):
for l in labels:
tk.Label(frame,width = width, text=l, anchor="e").grid(row=row,column=column,padx=padx, pady=pady,sticky = 'NW')
row +=1
def create_entry_style():
style = ttk.Style()
style.layout("Custom.Entry", style.layout('TEntry'))
style.configure("Custom.Entry", **style.configure('TEntry'))
style.map("Custom.Entry", **style.map('TEntry'))
style.map("Custom.Entry",
fieldbackground=[(['invalid','!disabled'], '#ff4040'),
(['invalid','disabled'], '#ffc0c0')])
return style
def setup_fonts(mainapp):
mainapp.title_font = tkfont.Font(family='Helvetica', size=18, weight="bold", slant="italic")
mainapp.title_font.configure(underline=True)
def setup_icons(mainapp):
size = 18,18
# mainapp.folder_icon1 = Image.open(f'{mainapp.icons_folder}\\folder.png')
# mainapp.folder_icon1.thumbnail(size, Image.ANTIALIAS)
# mainapp.folder_icon2 = ImageTk.PhotoImage(mainapp.folder_icon1)
mainapp.pycabin_logo = '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data = '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'
mainapp.folder_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.airbus_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.boeing_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.edit_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.seat_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.close_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.open_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.up_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.down_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = 'iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAABmJLR0QA/wD/AP+gvaeTAAAANUlEQVRoge3PIRIAIAwDwZT//xksns5UsKsiLwkAAAAAH6lr77GKN5Uka7qiiyMAAAAAMOgA2b4BCBnD0qgAAAAASUVORK5CYII='
mainapp.wb_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.lopa_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAABmJLR0QA/wD/AP+gvaeTAAAArElEQVRYhe3YQQqDMBSE4VFyI6HgvtB1T+EVeoReoadwLXQvCL1S60qbZpMnk5Kg862CvMXvAwkICKdaDpf7+MkZEhpubQUAzn94PZ/y1AT657Se64wdJgpkKZCVNLBranRN2nc+1gb/QYEsBbIUyCo+0MVHsPl2sM4/Xu/ozD42aHlT4Ls567xF8RtUIEuBLAWyFMgy3SRWKW+QRfEbVCBLgayfr9j/syl7MQO9UxYjWgxKhAAAAABJRU5ErkJggg=='
mainapp.add_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.del_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data= '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'
mainapp.ac_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.word_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.cad_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.psu_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.ee_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAABmJLR0QA/wD/AP+gvaeTAAAEWklEQVR4nO2aTWxUVRiGn++2M206qC0xKRAXCBSwP1JJhAWubKlpsSupCxQ2mGhMJFGQEInJLFyIMcQYYzQxMRogKjUEoRYDw0aJCZpoS3/IVKqiaflJ2mKnLWXa+7mgM52Wgd57O/R00vuszrnnO+d7zzv33Dlz54CPj4+Pj8+CRUwkra5rqAC7WkSCbvqp6i3NJRL57tvWTGmZcwM21209oMIewPI4hAIfnWlq3JUJPTmZGMQpVVsadiIcYHbGC7BxxZrSy93Rjt9nqyl3tgO4QbD3JucunERpdzlEObAFAGUv8PlsNc2pASArE6XA+NDW5ubmUTe9a2tr8+JW6OZEtSQTiryuQ68kl5zbyafpk5HlO9cGzDsWvAGen8Y1NdtDdu5ItVqy0lINOOmj8G5K4n1e8noZQ1VviViX8q2bZ06cODGc2ubFAKmua9iD6H7gIQ/9TTIg8M7ppsaD3N5PuHuQhMNhKzf08GGEN4D8+6HwPpMP1KxY81hJd7TzGLi8A6rrGt5E9L1EfdnSYp5YV8GiRYuSMW0dF2nvuAhAWelaykvXZkT5TNwrbywW47eWC/T0Xk1eU5HdkZNHDzreB9TUbA/ZMrI/Ua99porXXtlJIDB1+X955JukkPWVFezY9rzHKbljprzxeJwPP/6MU6fPAiCqb9fX13/i+FtAAzermFjzy5YuSTv5+UwgEGDXqy+xdElx4lLh8Hje084NQFcnyusrH8+qyScIBAKsr6yYvGDJauf7ACG50IuKsu3hP8nixUXJsqAPLviNkG+AaQGmWfAGeHofcNo+Tlv8VNq2XnvUUVymcZo3NQ78O8A3wDfAtADT+AaYFmCaOX4tbgZVpfNKNwBF+siUtgVhQGfvJX5o+xGAqlgtEEq2LYglcGNkMFkejfsboSn4BpgWYBrfANMCTOMbYFqAaXwDTAswjW+AaQGm8Q0wLcA0jn8OizKoE+WxPr17YEpTT/81/v1zwKM0d1j9hVgUps37x7W/k+VgLB87UbH1hnMDRKOqt89TDLaOoXFFAneer7ge64OJ/1Ev9/XwV1eHy6l4Y3lfKcsnDLhb3qAdxOoqmDRArKjjJZAntyLAAMDoFeWfT0fReLo7wcj56xkJ2kGeatnM2PXkpf6hAs66Urt5y9bdCu8n6nnFFg+syyFYPOnjYMs4g61jAIyXDDNeMjRr8U7I6QqR01WQNm/+QAirqyB18gCvn2lq/MDtxyXVzz53CJVtsxVsEoVDkabGHYC6Pm7aHe089uiasv8ENpJ9J8X6gbciTY37mHhce16w9fX1BaMarLJtViFSPHMPg6heVaRrOCSRn48eHTEtx8dnHiHhcNg6d779BUSXAaiKrVjHI99/HU0NnB6X9aj0bNpQdjj3p1/bXkT4ItkgijD2MrAqNf6OuGxHlHPn27HElnts7FPiHcZlFWJr7qYNZYfP/XJBFSkHUBiyhK+mx06Py3YEbdv0ZMWR/wEhNn45iM2MSgAAAABJRU5ErkJggg=='
mainapp.ohsc_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.eel_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.excel_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.mag_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.ref_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.expand_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data = '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'
mainapp.new_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.open_file_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.save_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
data='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'
mainapp.save_as_icon2 = ImageTk.PhotoImage(decode_base64_image(size, data))
def decode_base64_image(size, data):
msg = base64.b64decode(data)
buf = io.BytesIO(msg)
i = Image.open(buf)
i.thumbnail(size, Image.ANTIALIAS)
return i
class CreateToolTip(object):
"""
create a tooltip for a given widget
"""
def __init__(self, widget, text='widget info'):
self.waittime = 500 #miliseconds
self.wraplength = 180 #pixels
self.widget = widget
self.text = text
self.widget.bind("<Enter>", self.enter)
self.widget.bind("<Leave>", self.leave)
self.widget.bind("<ButtonPress>", self.leave)
self.id = None
self.tw = None
def enter(self, event=None):
self.schedule()
def leave(self, event=None):
self.unschedule()
self.hidetip()
def schedule(self):
self.unschedule()
self.id = self.widget.after(self.waittime, self.showtip)
def unschedule(self):
id = self.id
self.id = None
if id:
self.widget.after_cancel(id)
def showtip(self, event=None):
x = y = 0
x, y, cx, cy = self.widget.bbox("insert")
x += self.widget.winfo_rootx() + 25
y += self.widget.winfo_rooty() + 20
# creates a toplevel window
self.tw = tk.Toplevel(self.widget)
# Leaves only the label and removes the app window
self.tw.wm_overrideredirect(True)
self.tw.wm_geometry("+%d+%d" % (x, y))
label = tk.Label(self.tw, text=self.text, justify='left',
background="#ffffff", relief='solid', borderwidth=1,
wraplength = self.wraplength)
label.pack(ipadx=1)
def hidetip(self):
tw = self.tw
self.tw= None
if tw:
tw.destroy()