aparler/RosettaCodeData
1
0
Fork 0
Code Issues 12 Pull requests 3 Projects Releases Packages Wiki Activity Actions

Data commit

Browse source
This commit is contained in:
Ingy döt Net 2023-07-01 11:58:00 -04:00
parent 7387c8f97b
commit cb5bb5e222
199093 changed files with 3378972 additions and 0 deletions
Download patch file Download diff file Expand all files Collapse all files

843
Task/24-game/COBOL/24-game.cobol Normal file
View file

@ -0,0 +1,843 @@
>>SOURCE FORMAT FREE
*> This code is dedicated to the public domain
*> This is GNUCobol 2.0
identification division.
program-id. twentyfour.
environment division.
configuration section.
repository. function all intrinsic.
data division.
working-storage section.
01 p pic 999.
01 p1 pic 999.
01 p-max pic 999 value 38.
01 program-syntax pic x(494) value
*>statement = expression;
'001 001 000 n'
& '002 000 004 ='
& '003 005 000 n'
& '004 000 002 ;'
*>expression = term, {('+'|'-') term,};
& '005 005 000 n'
& '006 000 016 ='
& '007 017 000 n'
& '008 000 015 {'
& '009 011 013 ('
& '010 001 000 t'
& '011 013 000 |'
& '012 002 000 t'
& '013 000 009 )'
& '014 017 000 n'
& '015 000 008 }'
& '016 000 006 ;'
*>term = factor, {('*'|'/') factor,};
& '017 017 000 n'
& '018 000 028 ='
& '019 029 000 n'
& '020 000 027 {'
& '021 023 025 ('
& '022 003 000 t'
& '023 025 000 |'
& '024 004 000 t'
& '025 000 021 )'
& '026 029 000 n'
& '027 000 020 }'
& '028 000 018 ;'
*>factor = ('(' expression, ')' | digit,);
& '029 029 000 n'
& '030 000 038 ='
& '031 035 037 ('
& '032 005 000 t'
& '033 005 000 n'
& '034 006 000 t'
& '035 037 000 |'
& '036 000 000 n'
& '037 000 031 )'
& '038 000 030 ;'.
01 filler redefines program-syntax.
03 p-entry occurs 038.
05 p-address pic 999.
05 filler pic x.
05 p-definition pic 999.
05 p-alternate redefines p-definition pic 999.
05 filler pic x.
05 p-matching pic 999.
05 filler pic x.
05 p-symbol pic x.
01 t pic 999.
01 t-len pic 99 value 6.
01 terminal-symbols
pic x(210) value
'01 + '
& '01 - '
& '01 * '
& '01 / '
& '01 ( '
& '01 ) '.
01 filler redefines terminal-symbols.
03 terminal-symbol-entry occurs 6.
05 terminal-symbol-len pic 99.
05 filler pic x.
05 terminal-symbol pic x(32).
01 nt pic 999.
01 nt-lim pic 99 value 5.
01 nonterminal-statements pic x(294) value
"000 ....,....,....,....,....,....,....,....,....,"
& "001 statement = expression; "
& "005 expression = term, {('+'|'-') term,}; "
& "017 term = factor, {('*'|'/') factor,}; "
& "029 factor = ('(' expression, ')' | digit,); "
& "036 digit; ".
01 filler redefines nonterminal-statements.
03 nonterminal-statement-entry occurs 5.
05 nonterminal-statement-number pic 999.
05 filler pic x.
05 nonterminal-statement pic x(45).
01 indent pic x(64) value all '| '.
01 interpreter-stack.
03 r pic 99. *> previous top of stack
03 s pic 99. *> current top of stack
03 s-max pic 99 value 32.
03 s-entry occurs 32.
05 filler pic x(2) value 'p='.
05 s-p pic 999. *> callers return address
05 filler pic x(4) value ' sc='.
05 s-start-control pic 999. *> sequence start address
05 filler pic x(4) value ' ec='.
05 s-end-control pic 999. *> sequence end address
05 filler pic x(4) value ' al='.
05 s-alternate pic 999. *> the next alternate
05 filler pic x(3) value ' r='.
05 s-result pic x. *> S success, F failure, N no result
05 filler pic x(3) value ' c='.
05 s-count pic 99. *> successes in a sequence
05 filler pic x(3) value ' x='.
05 s-repeat pic 99. *> repeats in a {} sequence
05 filler pic x(4) value ' nt='.
05 s-nt pic 99. *> current nonterminal
01 language-area.
03 l pic 99.
03 l-lim pic 99.
03 l-len pic 99 value 1.
03 nd pic 9.
03 number-definitions.
05 n occurs 4 pic 9.
03 nu pic 9.
03 number-use.
05 u occurs 4 pic x.
03 statement.
05 c occurs 32.
07 c9 pic 9.
01 number-validation.
03 p4 pic 99.
03 p4-lim pic 99 value 24.
03 permutations-4 pic x(96) value
'1234'
& '1243'
& '1324'
& '1342'
& '1423'
& '1432'
& '2134'
& '2143'
& '2314'
& '2341'
& '2413'
& '2431'
& '3124'
& '3142'
& '3214'
& '3241'
& '3423'
& '3432'
& '4123'
& '4132'
& '4213'
& '4231'
& '4312'
& '4321'.
03 filler redefines permutations-4.
05 permutation-4 occurs 24 pic x(4).
03 current-permutation-4 pic x(4).
03 cpx pic 9.
03 od1 pic 9.
03 od2 pic 9.
03 odx pic 9.
03 od-lim pic 9 value 4.
03 operator-definitions pic x(4) value '+-*/'.
03 current-operators pic x(3).
03 co3 pic 9.
03 rpx pic 9.
03 rpx-lim pic 9 value 4.
03 valid-rpn-forms pic x(28) value
'nnonono'
& 'nnnonoo'
& 'nnnoono'
& 'nnnnooo'.
03 filler redefines valid-rpn-forms.
05 rpn-form occurs 4 pic x(7).
03 current-rpn-form pic x(7).
01 calculation-area.
03 osx pic 99.
03 operator-stack pic x(32).
03 oqx pic 99.
03 oqx1 pic 99.
03 output-queue pic x(32).
03 work-number pic s9999.
03 top-numerator pic s9999 sign leading separate.
03 top-denominator pic s9999 sign leading separate.
03 rsx pic 9.
03 result-stack occurs 8.
05 numerator pic s9999.
05 denominator pic s9999.
01 error-found pic x.
01 divide-by-zero-error pic x.
*> diagnostics
01 NL pic x value x'0A'.
01 NL-flag pic x value space.
01 display-level pic x value '0'.
01 loop-lim pic 9999 value 1500.
01 loop-count pic 9999 value 0.
01 message-area value spaces.
03 message-level pic x.
03 message-value pic x(128).
*> input and examples
01 instruction pic x(32) value spaces.
01 tsx pic 99.
01 tsx-lim pic 99 value 14.
01 test-statements.
03 filler pic x(32) value '1234;1 + 2 + 3 + 4'.
03 filler pic x(32) value '1234;1 * 2 * 3 * 4'.
03 filler pic x(32) value '1234;((1)) * (((2 * 3))) * 4'.
03 filler pic x(32) value '1234;((1)) * ((2 * 3))) * 4'.
03 filler pic x(32) value '1234;(1 + 2 + 3 + 4'.
03 filler pic x(32) value '1234;)1 + 2 + 3 + 4'.
03 filler pic x(32) value '1234;1 * * 2 * 3 * 4'.
03 filler pic x(32) value '5679;6 - (5 - 7) * 9'.
03 filler pic x(32) value '1268;((1 * (8 * 6) / 2))'.
03 filler pic x(32) value '4583;-5-3+(8*4)'.
03 filler pic x(32) value '4583;8 * 4 - 5 - 3'.
03 filler pic x(32) value '4583;8 * 4 - (5 + 3)'.
03 filler pic x(32) value '1223;1 * 3 / (2 - 2)'.
03 filler pic x(32) value '2468;(6 * 8) / 4 / 2'.
01 filler redefines test-statements.
03 filler occurs 14.
05 test-numbers pic x(4).
05 filler pic x.
05 test-statement pic x(27).
procedure division.
start-twentyfour.
display 'start twentyfour'
perform generate-numbers
display 'type h <enter> to see instructions'
accept instruction
perform until instruction = spaces or 'q'
evaluate true
when instruction = 'h'
perform display-instructions
when instruction = 'n'
perform generate-numbers
when instruction(1:1) = 'm'
move instruction(2:4) to number-definitions
perform validate-number
if divide-by-zero-error = space
and 24 * top-denominator = top-numerator
display number-definitions ' is solved by ' output-queue(1:oqx)
else
display number-definitions ' is not solvable'
end-if
when instruction = 'd0' or 'd1' or 'd2' or 'd3'
move instruction(2:1) to display-level
when instruction = 'e'
display 'examples:'
perform varying tsx from 1 by 1
until tsx > tsx-lim
move spaces to statement
move test-numbers(tsx) to number-definitions
move test-statement(tsx) to statement
perform evaluate-statement
perform show-result
end-perform
when other
move instruction to statement
perform evaluate-statement
perform show-result
end-evaluate
move spaces to instruction
display 'instruction? ' with no advancing
accept instruction
end-perform
display 'exit twentyfour'
stop run
.
generate-numbers.
perform with test after until divide-by-zero-error = space
and 24 * top-denominator = top-numerator
compute n(1) = random(seconds-past-midnight) * 10 *> seed
perform varying nd from 1 by 1 until nd > 4
compute n(nd) = random() * 10
perform until n(nd) <> 0
compute n(nd) = random() * 10
end-perform
end-perform
perform validate-number
end-perform
display NL 'numbers:' with no advancing
perform varying nd from 1 by 1 until nd > 4
display space n(nd) with no advancing
end-perform
display space
.
validate-number.
perform varying p4 from 1 by 1 until p4 > p4-lim
move permutation-4(p4) to current-permutation-4
perform varying od1 from 1 by 1 until od1 > od-lim
move operator-definitions(od1:1) to current-operators(1:1)
perform varying od2 from 1 by 1 until od2 > od-lim
move operator-definitions(od2:1) to current-operators(2:1)
perform varying odx from 1 by 1 until odx > od-lim
move operator-definitions(odx:1) to current-operators(3:1)
perform varying rpx from 1 by 1 until rpx > rpx-lim
move rpn-form(rpx) to current-rpn-form
move 0 to cpx co3
move spaces to output-queue
move 7 to oqx
perform varying oqx1 from 1 by 1 until oqx1 > oqx
if current-rpn-form(oqx1:1) = 'n'
add 1 to cpx
move current-permutation-4(cpx:1) to nd
move n(nd) to output-queue(oqx1:1)
else
add 1 to co3
move current-operators(co3:1) to output-queue(oqx1:1)
end-if
end-perform
end-perform
perform evaluate-rpn
if divide-by-zero-error = space
and 24 * top-denominator = top-numerator
exit paragraph
end-if
end-perform
end-perform
end-perform
end-perform
.
display-instructions.
display '1) Type h <enter> to repeat these instructions.'
display '2) The program will display four randomly-generated'
display ' single-digit numbers and will then prompt you to enter'
display ' an arithmetic expression followed by <enter> to sum'
display ' the given numbers to 24.'
display ' The four numbers may contain duplicates and the entered'
display ' expression must reference all the generated numbers and duplicates.'
display ' Warning: the program converts the entered infix expression'
display ' to a reverse polish notation (rpn) expression'
display ' which is then interpreted from RIGHT to LEFT.'
display ' So, for instance, 8*4 - 5 - 3 will not sum to 24.'
display '3) Type n <enter> to generate a new set of four numbers.'
display ' The program will ensure the generated numbers are solvable.'
display '4) Type m#### <enter> (e.g. m1234) to create a fixed set of numbers'
display ' for testing purposes.'
display ' The program will test the solvability of the entered numbers.'
display ' For example, m1234 is solvable and m9999 is not solvable.'
display '5) Type d0, d1, d2 or d3 followed by <enter> to display none or'
display ' increasingly detailed diagnostic information as the program evaluates'
display ' the entered expression.'
display '6) Type e <enter> to see a list of example expressions and results'
display '7) Type <enter> or q <enter> to exit the program'
.
show-result.
if error-found = 'y'
or divide-by-zero-error = 'y'
exit paragraph
end-if
display 'statement in RPN is' space output-queue
evaluate true
when top-numerator = 0
when top-denominator = 0
when 24 * top-denominator <> top-numerator
display 'result (' top-numerator '/' top-denominator ') is not 24'
when other
display 'result is 24'
end-evaluate
.
evaluate-statement.
compute l-lim = length(trim(statement))
display NL 'numbers:' space n(1) space n(2) space n(3) space n(4)
move number-definitions to number-use
display 'statement is' space statement
move 1 to l
move 0 to loop-count
move space to error-found
move 0 to osx oqx
move spaces to output-queue
move 1 to p
move 1 to nt
move 0 to s
perform increment-s
perform display-start-nonterminal
perform increment-p
*>===================================
*> interpret ebnf
*>===================================
perform until s = 0
or error-found = 'y'
evaluate true
when p-symbol(p) = 'n'
and p-definition(p) = 000 *> a variable
perform test-variable
if s-result(s) = 'S'
perform increment-l
end-if
perform increment-p
when p-symbol(p) = 'n'
and p-address(p) <> p-definition(p) *> nonterminal reference
move p to s-p(s)
move p-definition(p) to p
when p-symbol(p) = 'n'
and p-address(p) = p-definition(p) *> nonterminal definition
perform increment-s
perform display-start-nonterminal
perform increment-p
when p-symbol(p) = '=' *> nonterminal control
move p to s-start-control(s)
move p-matching(p) to s-end-control(s)
perform increment-p
when p-symbol(p) = ';' *> end nonterminal
perform display-end-control
perform display-end-nonterminal
perform decrement-s
if s > 0
evaluate true
when s-result(r) = 'S'
perform set-success
when s-result(r) = 'F'
perform set-failure
end-evaluate
move s-p(s) to p
perform increment-p
perform display-continue-nonterminal
end-if
when p-symbol(p) = '{' *> start repeat sequence
perform increment-s
perform display-start-control
move p to s-start-control(s)
move p-alternate(p) to s-alternate(s)
move p-matching(p) to s-end-control(s)
move 0 to s-count(s)
perform increment-p
when p-symbol(p) = '}' *> end repeat sequence
perform display-end-control
evaluate true
when s-result(s) = 'S' *> repeat the sequence
perform display-repeat-control
perform set-nothing
add 1 to s-repeat(s)
move s-start-control(s) to p
perform increment-p
when other
perform decrement-s
evaluate true
when s-result(r) = 'N'
and s-repeat(r) = 0 *> no result
perform increment-p
when s-result(r) = 'N'
and s-repeat(r) > 0 *> no result after success
perform set-success
perform increment-p
when other *> fail the sequence
perform increment-p
end-evaluate
end-evaluate
when p-symbol(p) = '(' *> start sequence
perform increment-s
perform display-start-control
move p to s-start-control(s)
move p-alternate(p) to s-alternate(s)
move p-matching(p) to s-end-control(s)
move 0 to s-count(s)
perform increment-p
when p-symbol(p) = ')' *> end sequence
perform display-end-control
perform decrement-s
evaluate true
when s-result(r) = 'S' *> success
perform set-success
perform increment-p
when s-result(r) = 'N' *> no result
perform set-failure
perform increment-p
when other *> fail the sequence
perform set-failure
perform increment-p
end-evaluate
when p-symbol(p) = '|' *> alternate
evaluate true
when s-result(s) = 'S' *> exit the sequence
perform display-skip-alternate
move s-end-control(s) to p
when other
perform display-take-alternate
move p-alternate(p) to s-alternate(s) *> the next alternate
perform increment-p
perform set-nothing
end-evaluate
when p-symbol(p) = 't' *> terminal
move p-definition(p) to t
move terminal-symbol-len(t) to t-len
perform display-terminal
evaluate true
when statement(l:t-len) = terminal-symbol(t)(1:t-len) *> successful match
perform set-success
perform display-recognize-terminal
perform process-token
move t-len to l-len
perform increment-l
perform increment-p
when s-alternate(s) <> 000 *> we are in an alternate sequence
move s-alternate(s) to p
when other *> fail the sequence
perform set-failure
move s-end-control(s) to p
end-evaluate
when other *> end control
perform display-control-failure *> shouldnt happen
end-evaluate
end-perform
evaluate true *> at end of evaluation
when error-found = 'y'
continue
when l <= l-lim *> not all tokens parsed
display 'error: invalid statement'
perform statement-error
when number-use <> spaces
display 'error: not all numbers were used: ' number-use
move 'y' to error-found
end-evaluate
.
increment-l.
evaluate true
when l > l-lim *> end of statement
continue
when other
add l-len to l
perform varying l from l by 1
until c(l) <> space
or l > l-lim
continue
end-perform
move 1 to l-len
if l > l-lim
perform end-tokens
end-if
end-evaluate
.
increment-p.
evaluate true
when p >= p-max
display 'at' space p ' parse overflow'
space 's=<' s space s-entry(s) '>'
move 'y' to error-found
when other
add 1 to p
perform display-statement
end-evaluate
.
increment-s.
evaluate true
when s >= s-max
display 'at' space p ' stack overflow '
space 's=<' s space s-entry(s) '>'
move 'y' to error-found
when other
move s to r
add 1 to s
initialize s-entry(s)
move 'N' to s-result(s)
move p to s-p(s)
move nt to s-nt(s)
end-evaluate
.
decrement-s.
if s > 0
move s to r
subtract 1 from s
if s > 0
move s-nt(s) to nt
end-if
end-if
.
set-failure.
move 'F' to s-result(s)
if s-count(s) > 0
display 'sequential parse failure'
perform statement-error
end-if
.
set-success.
move 'S' to s-result(s)
add 1 to s-count(s)
.
set-nothing.
move 'N' to s-result(s)
move 0 to s-count(s)
.
statement-error.
display statement
move spaces to statement
move '^ syntax error' to statement(l:)
display statement
move 'y' to error-found
.
*>=====================
*> twentyfour semantics
*>=====================
test-variable.
*> check validity
perform varying nd from 1 by 1 until nd > 4
or c(l) = n(nd)
continue
end-perform
*> check usage
perform varying nu from 1 by 1 until nu > 4
or c(l) = u(nu)
continue
end-perform
evaluate true
when l > l-lim
perform set-failure
when c9(l) not numeric
perform set-failure
when nd > 4
display 'invalid number'
perform statement-error
when nu > 4
display 'number already used'
perform statement-error
when other
move space to u(nu)
perform set-success
add 1 to oqx
move c(l) to output-queue(oqx:1)
end-evaluate
.
*> ==================================
*> Dijkstra Shunting-Yard Algorithm
*> to convert infix to rpn
*> ==================================
process-token.
evaluate true
when c(l) = '('
add 1 to osx
move c(l) to operator-stack(osx:1)
when c(l) = ')'
perform varying osx from osx by -1 until osx < 1
or operator-stack(osx:1) = '('
add 1 to oqx
move operator-stack(osx:1) to output-queue(oqx:1)
end-perform
if osx < 1
display 'parenthesis error'
perform statement-error
exit paragraph
end-if
subtract 1 from osx
when (c(l) = '+' or '-') and (operator-stack(osx:1) = '*' or '/')
*> lesser operator precedence
add 1 to oqx
move operator-stack(osx:1) to output-queue(oqx:1)
move c(l) to operator-stack(osx:1)
when other
*> greater operator precedence
add 1 to osx
move c(l) to operator-stack(osx:1)
end-evaluate
.
end-tokens.
*> 1) copy stacked operators to the output-queue
perform varying osx from osx by -1 until osx < 1
or operator-stack(osx:1) = '('
add 1 to oqx
move operator-stack(osx:1) to output-queue(oqx:1)
end-perform
if osx > 0
display 'parenthesis error'
perform statement-error
exit paragraph
end-if
*> 2) evaluate the rpn statement
perform evaluate-rpn
if divide-by-zero-error = 'y'
display 'divide by zero error'
end-if
.
evaluate-rpn.
move space to divide-by-zero-error
move 0 to rsx *> stack depth
perform varying oqx1 from 1 by 1 until oqx1 > oqx
if output-queue(oqx1:1) >= '1' and <= '9'
*> push current data onto the stack
add 1 to rsx
move top-numerator to numerator(rsx)
move top-denominator to denominator(rsx)
move output-queue(oqx1:1) to top-numerator
move 1 to top-denominator
else
*> apply the operation
evaluate true
when output-queue(oqx1:1) = '+'
compute top-numerator = top-numerator * denominator(rsx)
+ top-denominator * numerator(rsx)
compute top-denominator = top-denominator * denominator(rsx)
when output-queue(oqx1:1) = '-'
compute top-numerator = top-denominator * numerator(rsx)
- top-numerator * denominator(rsx)
compute top-denominator = top-denominator * denominator(rsx)
when output-queue(oqx1:1) = '*'
compute top-numerator = top-numerator * numerator(rsx)
compute top-denominator = top-denominator * denominator(rsx)
when output-queue(oqx1:1) = '/'
compute work-number = numerator(rsx) * top-denominator
compute top-denominator = denominator(rsx) * top-numerator
if top-denominator = 0
move 'y' to divide-by-zero-error
exit paragraph
end-if
move work-number to top-numerator
end-evaluate
*> pop the stack
subtract 1 from rsx
end-if
end-perform
.
*>====================
*> diagnostic displays
*>====================
display-start-nonterminal.
perform varying nt from nt-lim by -1 until nt < 1
or p-definition(p) = nonterminal-statement-number(nt)
continue
end-perform
if nt > 0
move '1' to NL-flag
string '1' indent(1:s + s) 'at ' s space p ' start ' trim(nonterminal-statement(nt))
into message-area perform display-message
move nt to s-nt(s)
end-if
.
display-continue-nonterminal.
move s-nt(s) to nt
string '1' indent(1:s + s) 'at ' s space p space p-symbol(p) ' continue ' trim(nonterminal-statement(nt)) ' with result ' s-result(s)
into message-area perform display-message
.
display-end-nonterminal.
move s-nt(s) to nt
move '2' to NL-flag
string '1' indent(1:s + s) 'at ' s space p ' end ' trim(nonterminal-statement(nt)) ' with result ' s-result(s)
into message-area perform display-message
.
display-start-control.
string '2' indent(1:s + s) 'at ' s space p ' start ' p-symbol(p) ' in ' trim(nonterminal-statement(nt))
into message-area perform display-message
.
display-repeat-control.
string '2' indent(1:s + s) 'at ' s space p ' repeat ' p-symbol(p) ' in ' trim(nonterminal-statement(nt)) ' with result ' s-result(s)
into message-area perform display-message
.
display-end-control.
string '2' indent(1:s + s) 'at ' s space p ' end ' p-symbol(p) ' in ' trim(nonterminal-statement(nt)) ' with result ' s-result(s)
into message-area perform display-message
.
display-take-alternate.
string '2' indent(1:s + s) 'at ' s space p ' take alternate' ' in ' trim(nonterminal-statement(nt))
into message-area perform display-message
.
display-skip-alternate.
string '2' indent(1:s + s) 'at ' s space p ' skip alternate' ' in ' trim(nonterminal-statement(nt))
into message-area perform display-message
.
display-terminal.
string '1' indent(1:s + s) 'at ' s space p
' compare ' statement(l:t-len) ' to ' terminal-symbol(t)(1:t-len)
' in ' trim(nonterminal-statement(nt))
into message-area perform display-message
.
display-recognize-terminal.
string '1' indent(1:s + s) 'at ' s space p ' recognize terminal: ' c(l) ' in ' trim(nonterminal-statement(nt))
into message-area perform display-message
.
display-recognize-variable.
string '1' indent(1:s + s) 'at ' s space p ' recognize digit: ' c(l) ' in ' trim(nonterminal-statement(nt))
into message-area perform display-message
.
display-statement.
compute p1 = p - s-start-control(s)
string '3' indent(1:s + s) 'at ' s space p
' statement: ' s-start-control(s) '/' p1
space p-symbol(p) space s-result(s)
' in ' trim(nonterminal-statement(nt))
into message-area perform display-message
.
display-control-failure.
display loop-count space indent(1:s + s) 'at' space p ' control failure' ' in ' trim(nonterminal-statement(nt))
display loop-count space indent(1:s + s) ' ' 'p=<' p p-entry(p) '>'
display loop-count space indent(1:s + s) ' ' 's=<' s space s-entry(s) '>'
display loop-count space indent(1:s + s) ' ' 'l=<' l space c(l)'>'
perform statement-error
.
display-message.
if display-level = 1
move space to NL-flag
end-if
evaluate true
when loop-count > loop-lim *> loop control
display 'display count exceeds ' loop-lim
stop run
when message-level <= display-level
evaluate true
when NL-flag = '1'
display NL loop-count space trim(message-value)
when NL-flag = '2'
display loop-count space trim(message-value) NL
when other
display loop-count space trim(message-value)
end-evaluate
end-evaluate
add 1 to loop-count
move spaces to message-area
move space to NL-flag
.
end program twentyfour.