07-05-2023, 10:38 PM
This is another program that would only display graphic silliness. Don't expected colored, fractal stuff; a program such as this might have been attempted with QuickBASIC or Turbo Pascal, trying to burn those weak single-core CPU's to a crisp. Many pictures are just an useless line at the top or at the side of the screen. Others are just near-diagonal lines. Others are "steps" as if trying to plot binary or something else. But there are a few good ones here.
The program tries to plot a function with 500 points of Cartesian coordinates taking part in a polar scheme. If the function is not plottable, it's skipped. The "Illegal function call" had to be trapped for it. The functions were fabricated from another QB64 program I wrote. Don't spend too much time looking at them or it will cause some loss of sanity!
Press [ESC] to quit, or on Linux leave it for long enough and then it seg-faults, I don't know why. (shrugs)
At the terminal command line it's possible to follow the executable file's name with an integer from 1 to 5000, to start from the function indicated by the huge "SELECT CASE... END SELECT" block. This has nothing to do with random numbers. It was already taken care of by my "extreme function maker" LOL.
That is the first parameter. There is a second parameter which is a float-type factor. The default is to just plot a circle with X,Y for 500 points. The circle is always created by this program with a "radius" of 2. The factor in this program can only cause the effect of an open shape. In other words, the chosen factor by the user cannot be smaller than the default value of 1.3888.
The actual program is too big to post into this forum, so I'm posting only a portion of it. Otherwise you will have to download the attachment.
forceq-graph.bas.zip (Size: 125.59 KB / Downloads: 34)
The program tries to plot a function with 500 points of Cartesian coordinates taking part in a polar scheme. If the function is not plottable, it's skipped. The "Illegal function call" had to be trapped for it. The functions were fabricated from another QB64 program I wrote. Don't spend too much time looking at them or it will cause some loss of sanity!
Press [ESC] to quit, or on Linux leave it for long enough and then it seg-faults, I don't know why. (shrugs)
At the terminal command line it's possible to follow the executable file's name with an integer from 1 to 5000, to start from the function indicated by the huge "SELECT CASE... END SELECT" block. This has nothing to do with random numbers. It was already taken care of by my "extreme function maker" LOL.
That is the first parameter. There is a second parameter which is a float-type factor. The default is to just plot a circle with X,Y for 500 points. The circle is always created by this program with a "radius" of 2. The factor in this program can only cause the effect of an open shape. In other words, the chosen factor by the user cannot be smaller than the default value of 1.3888.
The actual program is too big to post into this forum, so I'm posting only a portion of it. Otherwise you will have to download the attachment.
Code: (Select All)
'by mnrvovrfc 06-Jun-2023
option _explicit
dim v(1 to 500) as double
dim as double n, x, y, z, mult, factdiv, smaller, largger
dim as integer i, j, cn
dim redu$
if command$(1) = "" then
cn = 1
else
cn = val(command$(1))
if cn = 0 then
cn = 1
elseif cn < 1 or cn > 5000 then
cn = 1
end if
end if
if command$(2) = "" then
mult = 1.3888
else
mult = val(command$(1))
if mult < 1.3888 or mult > 5.0 then
mult = 1.3888
end if
end if
screen _newimage(1000, 500, 12)
for i = cn to 5000
on error goto 100
for z = 1 to 500
x = 2 * cos(_d2r(z / mult))
y = 2 * sin(_d2r(z / mult))
select case i
case 1
n = Z10B46#(x, y, z)
case 2
n = Z10B48#(x, y, z)
case 3
n = Z10B4A#(x, y, z)
case 4
n = Z10B4C#(x, y, z)
case 5
n = Z10B4E#(x, y, z)
case 6
n = Z10B50#(x, y, z)
case 7
n = Z10B52#(x, y, z)
case 8
n = Z10B54#(x, y, z)
case 9
n = Z10B56#(x, y, z)
case 10
n = Z10B58#(x, y, z)
' :
' :
case 4990
n = Z13240#(x, y, z)
case 4991
n = Z13242#(x, y, z)
case 4992
n = Z13244#(x, y, z)
case 4993
n = Z13246#(x, y, z)
case 4994
n = Z13248#(x, y, z)
case 4995
n = Z1324A#(x, y, z)
case 4996
n = Z1324C#(x, y, z)
case 4997
n = Z1324E#(x, y, z)
case 4998
n = Z13250#(x, y, z)
case 4999
n = Z13252#(x, y, z)
case 5000
n = Z13254#(x, y, z)
end select
endoflongcase:
v(z) = n
next
on error goto 0
smaller = 0
largger = 0
for z = 1 to 500
if v(z) < smaller then smaller = v(z)
if v(z) > largger then largger = v(z)
next
if int(smaller * 1e+6) = 0 and int(largger * 1e+6) = 0 then
cls
_continue
end if
redu$ = ""
if abs(smaller) > abs(largger) then factdiv = abs(smaller) else factdiv = abs(largger)
do while factdiv > 1e+6
redu$ = "*"
smaller = smaller / 100
largger = largger / 100
if abs(smaller) > abs(largger) then factdiv = abs(smaller) else factdiv = abs(largger)
loop
_title _trim$(str$(i)) + ": " + redu$ + "Smaller =" + str$(smaller) + "| " + redu$ + "Larger =" + str$(largger)
window screen(smaller, 1)-(largger, 500)
doscreen:
pset(v(1), 1), 15
for z = 2 to 500
line -(v(z), z), 15
next
for j = 1 to 30
_delay 0.1
if _keydown(27) then exit for
next
cls
if _keydown(27) then exit for
next
system
100 n = 0
resume endoflongcase
' :
' :
'then what follows are the functions to plot graphs with.
