def diagram():
"""The Involute diagram.
This is "transliterated" from the original GW-Basic, quirks
and all.
"""
g= GWGraphics()
g.SCREEN( 8 )
g.PRINT( "INVOLUTE of a CIRCLE" )
g.LOCATE( 3,12 ); g.PRINT( "Y" )
g.LOCATE( 12,50 ); g.PRINT( "X" )
g.LOCATE( 12,11 ); g.PRINT( "O" )
g.LOCATE( 7,11 ); g.PRINT( "A" )
g.LOCATE( 17,11 ); g.PRINT( "B" )
S=0.42 #! :REM'aspect ratio for screen 2
R=92; H=91; PI=3.141593
g.LINE(R,H+R*S,R,25)
g.LINE(R,H,381,H, pattern=0x5555 )
g.CIRCLE (R,H,R)
I=80; L=0
for Z in range(1,I+1): # FOR Z=1 TO I
L=L+PI/I
X=R*((SIN(L)-L*COS(L)))+R
Y=H-(R*(COS(L)+L*SIN(L)))*S
g.PSET (X,Y)
I=10; L=0
for Z in range(1,I+1): # FOR Z=1 TO I
L=L+PI/I
X=R*((SIN(L)-L*COS(L)))+R
Y=H-(R*(COS(L)+L*SIN(L)))*S
A=R*SIN(L); B=R*COS(L)*S
g.LINE(R+A,H-B,X,Y, pattern=0x1111)
if Z == 7: # IF Z<>7 THEN 500
g.LINE(R+A,H-B,X,Y)
g.LINE(R,H,X,Y)
g.LINE(R+A,H-B,R,H)
g.LOCATE( 14,21 ); g.PRINT( "E" )
g.LOCATE( 5,37 ); g.PRINT( "C" )
g.CIRCLE (R,H,R/2,start=1.8*PI,end=PI/2 )
g.LOCATE (11,19); g.PRINT("phi")
g.LOCATE (7,32); g.PRINT( "a" )
g.LINE(R,Y,X,Y, pattern=0x5555 )
g.LOCATE (17,50); g.PRINT( "D" )
#530 LOCATE 19:PRINT STRING$(80,45)
g.display( "Involute of a Circle" )
#!/Library/Frameworks/Python.framework/Versions/3.2/bin/python3.2
"""Logoclok
"CLOCK",", (screen saver)","","LOGOCLOK"
"SCREEN SAVER",", (analog clock)","","LOGOCLOK"
"""
from hamcalc.stdio.gwgraphics import GWGraphics
import math
import datetime
# 60
N = "H A M C A L C" #REM'logo
g= GWGraphics()
g.SCREEN( 9 )
J = "Sunday,Monday,Tuesday, Wednesday,Thursday,Friday,Saturday".split(',')
M = "Jan.,Feb.,Mar.,Apr.,May.,Jun.,Jul.,Aug.,Sep.,Oct.,Nov.,Dec.".split(',')
C = [0,0,10,11,12,13,14] # colours
SX = SY = 0 # Implied Initial Values
MX = MY = 0
ASP = 1.38 #REM'aspect ratio correction
while True:
CX=315;CY=104 #REM'initial coordinates of dial centre
LIN=8 #REM'initial line for text
RD=147 #REM'length of dial radial
RN=98 #REM'length of 5 minute markers radial
RS=98 #REM'length of seconds radial
RM=90 #REM'length of minutes radial
RH=60 #REM'length of hours radial