Euclidean rhythm: Difference between revisions
Added various BASIC dialects (BASIC256, Chipmunk Basic, FreeBASIC, QBasic, Gambas, PureBasic, True BASIC andYabasic)
(Added Algol 68) |
(Added various BASIC dialects (BASIC256, Chipmunk Basic, FreeBASIC, QBasic, Gambas, PureBasic, True BASIC andYabasic)) |
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</pre>
=={{header|BASIC}}==
==={{header|BASIC256}}===
{{trans|FreeBASIC}}
<syntaxhighlight lang="vbnet">arraybase 1
call euclideanrhythm(5, 13)
call euclideanrhythm(3, 8)
end
subroutine euclideanrhythm (m,n)
dim r$(n)
a_pio = 1
a_fin = m
b_pio = m+1
b_fin = n
for i = 1 to m
r$[i] = "1"
next i
for i = m+1 to n
r$[i] = "0"
next i
while a_fin > a_pio and b_fin > b_pio
a_pos = a_pio
b_pos = b_pio
while a_pos <= a_fin and b_pos <= b_fin
r$[a_pos] = r$[a_pos] & r$[b_pos]
a_pos = a_pos+1
b_pos = b_pos+1
end while
if b_pos < b_fin then
b_pio = b_pos
else
b_pio = a_pos
b_fin = a_fin
a_fin = a_pos-1
end if
end while
result$ = ""
for i = a_pio to a_fin
result$ = result$ & r$[i]
next i
for i = b_pio to b_fin
result$ = result$ & r$[i]
next i
print result$
end subroutine</syntaxhighlight>
{{out}}
<pre>Same as FreeBASIC entry.</pre>
==={{header|Chipmunk Basic}}===
{{trans|FreeBASIC}}
{{works with|Chipmunk Basic|3.6.4}}
<syntaxhighlight lang="vbnet">100 sub euclideanrhythm(m,n)
110 dim r$(n)
120 apio = 1
130 afin = m
140 bpio = m+1
150 bfin = n
160 for i = 1 to m
170 r$(i) = "1"
180 next i
190 for i = m+1 to n
200 r$(i) = "0"
210 next i
220 while afin > apio and bfin > bpio
230 apos = apio
240 bpos = bpio
250 while apos <= afin and bpos <= bfin
260 r$(apos) = r$(apos)+r$(bpos)
270 apos = apos+1
280 bpos = bpos+1
290 wend
300 if bpos < bfin then
310 bpio = bpos
320 else
330 bpio = apos
340 bfin = afin
350 afin = apos-1
360 endif
370 wend
380 result$ = ""
390 for i = apio to afin
400 result$ = result$+r$(i)
410 next i
420 for i = bpio to bfin
430 result$ = result$+r$(i)
440 next i
450 print result$
460 end sub
470 euclideanrhythm(5,13)
480 euclideanrhythm(3,8)
490 end</syntaxhighlight>
<pre>Same as FreeBASIC entry.</pre>
==={{header|FreeBASIC}}===
{{trans|ALGOL 68}}
<syntaxhighlight lang="vbnet">Sub EuclideanRhythm (m As Integer, n As Integer)
'Devuelve la cadena de ritmo euclidiano generada por m y n
'0 < m < n debe ser verdadero
Dim As String r(n)
Dim As Integer a_pio = 1, a_fin = m
Dim As Integer b_pio = m + 1, b_fin = n
Dim As Integer a_pos, b_pos
Dim As Integer i
'La cadena rítmica r() tiene n elementos, inicialmente los primeros m
'se establecen en "1" y el resto en "0". La primera parte se define por
'a_inicio y a_final y la segunda parte por b_inicio y b_final
For i = 1 To m
r(i) = "1"
Next i
For i = m + 1 To n
r(i) = "0"
Next i
'Los elementos b se añaden a los elementos a y se eliminan
'hasta que a o b o ambos tienen menos de dos elementos
While a_fin > a_pio And _ 'al menos dos elementos en a
b_fin > b_pio 'al menos dos elementos en b
a_pos = a_pio
b_pos = b_pio
While a_pos <= a_fin And b_pos <= b_fin
r(a_pos) += r(b_pos)
a_pos += 1
b_pos += 1
Wend
If b_pos < b_fin Then '2 o más elementos no utilizados quedan en b
b_pio = b_pos
Else 'no queda nada en b - usa los restos de a
b_pio = a_pos
b_fin = a_fin
a_fin = a_pos - 1
End If
Wend
Dim As String result = ""
For i = a_pio To a_fin
result += r(i)
Next i
For i = b_pio To b_fin
result += r(i)
Next i
Print result
End Sub
EuclideanRhythm(5, 13) 'caso de prueba de la tarea
EuclideanRhythm(3, 8) 'caso de prueba de JavaScript
Sleep</syntaxhighlight>
{{out}}
<pre>Same as ALGOL 68 entry.</pre>
==={{header|Gambas}}===
{{trans|FreeBASIC}}
<syntaxhighlight lang="vbnet">Sub EuclideanRhythm(m As Integer, n As Integer)
Dim r As New String[]
Dim a_pio As Integer = 1, a_fin As Integer = m
Dim b_pio As Integer = m + 1, b_fin As Integer = n
Dim a_pos As Integer, b_pos As Integer, i As Integer
For i = 0 To m
r.Add("1")
Next
For i = m + 1 To n
r.Add("0")
Next
While a_fin > a_pio And b_fin > b_pio
a_pos = a_pio
b_pos = b_pio
While a_pos <= a_fin And b_pos <= b_fin
r[a_pos] &= r[b_pos]
a_pos += 1
b_pos += 1
Wend
If b_pos < b_fin Then
b_pio = b_pos
Else
b_pio = a_pos
b_fin = a_fin
a_fin = a_pos - 1
End If
Wend
Dim result As String = ""
For i = a_pio To a_fin
result &= r[i]
Next
For i = b_pio To b_fin
result &= r[i]
Next
Print result
End Sub
Public Sub Main()
EuclideanRhythm(5, 13) 'caso de prueba de la tarea
EuclideanRhythm(3, 8) 'caso de prueba de JavaScript
End</syntaxhighlight>
{{out}}
<pre>Same as FreeBASIC entry.</pre>
==={{header|PureBasic}}===
{{trans|FreeBASIC}}
<syntaxhighlight lang="purebasic">Procedure EuclideanRhythm(m, n)
Dim r.s(n)
Protected.i a_pio = 1, a_fin = m
Protected.i b_pio = m + 1, b_fin = n
Protected.i a_pos, b_pos, i
For i = 1 To m
r(i) = "1"
Next
For i = m + 1 To n
r(i) = "0"
Next
While a_fin > a_pio And b_fin > b_pio
a_pos = a_pio
b_pos = b_pio
While a_pos <= a_fin And b_pos <= b_fin
r(a_pos) + r(b_pos)
a_pos + 1
b_pos + 1
Wend
If b_pos < b_fin
b_pio = b_pos
Else
b_pio = a_pos
b_fin = a_fin
a_fin = a_pos - 1
EndIf
Wend
Protected.s result = ""
For i = a_pio To a_fin
result + r(i)
Next
For i = b_pio To b_fin
result + r(i)
Next
PrintN(result)
EndProcedure
OpenConsole()
EuclideanRhythm(5, 13)
EuclideanRhythm(3, 8)
Input()
CloseConsole()</syntaxhighlight>
{{out}}
<pre>Same as FreeBASIC entry.</pre>
==={{header|QBasic}}===
{{trans|FreeBASIC}}
{{works with|QBasic|1.1}}
{{works with|QuickBasic|4.5}}
<syntaxhighlight lang="qbasic">SUB EuclideanRhythm (m, n)
DIM r$(n)
apio = 1
afin = m
bpio = m + 1
bfin = n
FOR i = 1 TO m
r$(i) = "1"
NEXT i
FOR i = m + 1 TO n
r$(i) = "0"
NEXT i
WHILE afin > apio AND bfin > bpio
apos = apio
bpos = bpio
WHILE apos <= afin AND bpos <= bfin
r$(apos) = r$(apos) + r$(bpos)
apos = apos + 1
bpos = bpos + 1
WEND
IF bpos < bfin THEN
bpio = bpos
ELSE
bpio = apos
bfin = afin
afin = apos - 1
END IF
WEND
result$ = ""
FOR i = apio TO afin
result$ = result$ + r$(i)
NEXT i
FOR i = bpio TO bfin
result$ = result$ + r$(i)
NEXT i
PRINT result$
END SUB
CALL EuclideanRhythm(5, 13)
CALL EuclideanRhythm(3, 8)</syntaxhighlight>
{{out}}
<pre>Same as FreeBASIC entry.</pre>
==={{header|True BASIC}}===
{{trans|FreeBASIC}}
<syntaxhighlight lang="qbasic">SUB euclideanrhythm (m,n)
DIM r$(0)
MAT redim r$(n)
LET a_pio = 1
LET a_fin = m
LET b_pio = m+1
LET b_fin = n
FOR i = 1 to m
LET r$(i) = "1"
NEXT i
FOR i = m+1 to n
LET r$(i) = "0"
NEXT i
DO while a_fin > a_pio and b_fin > b_pio
LET a_pos = a_pio
LET b_pos = b_pio
DO while a_pos <= a_fin and b_pos <= b_fin
LET r$(a_pos) = r$(a_pos) & r$(b_pos)
LET a_pos = a_pos+1
LET b_pos = b_pos+1
LOOP
IF b_pos < b_fin then
LET b_pio = b_pos
ELSE
LET b_pio = a_pos
LET b_fin = a_fin
LET a_fin = a_pos-1
END IF
LOOP
LET result$ = ""
FOR i = a_pio to a_fin
LET result$ = result$ & r$(i)
NEXT i
FOR i = b_pio to b_fin
LET result$ = result$ & r$(i)
NEXT i
PRINT result$
END SUB
CALL euclideanrhythm(5, 13)
CALL euclideanrhythm(3, 8)
END</syntaxhighlight>
{{out}}
<pre>Same as FreeBASIC entry.</pre>
==={{header|Yabasic}}===
{{trans|FreeBASIC}}
<syntaxhighlight lang="vbnet">euclideanrhythm(5, 13)
euclideanrhythm(3, 8)
end
sub euclideanrhythm (m,n)
dim r$(n)
apio = 1
afin = m
bpio = m+1
bfin = n
for i = 1 to m
r$(i) = "1"
next i
for i = m+1 to n
r$(i) = "0"
next i
while afin > apio and bfin > bpio
apos = apio
bpos = bpio
while apos <= afin and bpos <= bfin
r$(apos) = r$(apos) + r$(bpos)
apos = apos+1
bpos = bpos+1
wend
if bpos < bfin then
bpio = bpos
else
bpio = apos
bfin = afin
afin = apos-1
fi
wend
result$ = ""
for i = apio to afin
result$ = result$ + r$(i)
next i
for i = bpio to bfin
result$ = result$ + r$(i)
next i
print result$
end sub</syntaxhighlight>
{{out}}
<pre>Same as FreeBASIC entry.</pre>
=={{header|C#}}==
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