Template:MC: Difference between revisions

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m (Aid1043 moved page User:Aid1043/MC2Wrapper to Template:MC without leaving a redirect)
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| {{tab|o}}
| {{tab|o}}
{{tab|Puzzle}}
{{tab|Puzzle}}
{{User:Aid1043/MC2|
{{MC/Grid|
|size={{{size|}}}
|size={{{size|}}}
|col1={{{col1|0}}}
|col1={{{col1|0}}}
Line 59: Line 59:
{{tab|c}}
{{tab|c}}
{{tab|Solution}}
{{tab|Solution}}
{{User:Aid1043/MC2|
{{MC/Grid|
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|size={{{size|}}}
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|col1={{{col1|0}}}
Line 736: Line 736:
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}}
{{tab|c}}
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|ea11c={{{ea11c|}}}
|ea12c={{{ea12c|}}}
|ea13c={{{ea13c|}}}
|ea14c={{{ea14c|}}}
|ea15c={{{ea15c|}}}
|ea16c={{{ea16c|}}}
|ea17c={{{ea17c|}}}
|ea18c={{{ea18c|}}}
|ea19c={{{ea19c|}}}
|ea20c={{{ea20c|}}}
|ea21c={{{ea21c|}}}
|ea22c={{{ea22c|}}}
|ea23c={{{ea23c|}}}
|ea24c={{{ea24c|}}}
|ea25c={{{ea25c|}}}
|eb1c={{{eb1c|}}}
|eb2c={{{eb2c|}}}
|eb3c={{{eb3c|}}}
|eb4c={{{eb4c|}}}
|eb5c={{{eb5c|}}}
|eb6c={{{eb6c|}}}
|eb7c={{{eb7c|}}}
|eb8c={{{eb8c|}}}
|eb9c={{{eb9c|}}}
|eb10c={{{eb10c|}}}
|eb11c={{{eb11c|}}}
|eb12c={{{eb12c|}}}
|eb13c={{{eb13c|}}}
|eb14c={{{eb14c|}}}
|eb15c={{{eb15c|}}}
|eb16c={{{eb16c|}}}
|eb17c={{{eb17c|}}}
|eb18c={{{eb18c|}}}
|eb19c={{{eb19c|}}}
|eb20c={{{eb20c|}}}
|eb21c={{{eb21c|}}}
|eb22c={{{eb22c|}}}
|eb23c={{{eb23c|}}}
|eb24c={{{eb24c|}}}
|eb25c={{{eb25c|}}}
|ec1c={{{ec1c|}}}
|ec2c={{{ec2c|}}}
|ec3c={{{ec3c|}}}
|ec4c={{{ec4c|}}}
|ec5c={{{ec5c|}}}
|ec6c={{{ec6c|}}}
|ec7c={{{ec7c|}}}
|ec8c={{{ec8c|}}}
|ec9c={{{ec9c|}}}
|ec10c={{{ec10c|}}}
|ec11c={{{ec11c|}}}
|ec12c={{{ec12c|}}}
|ec13c={{{ec13c|}}}
|ec14c={{{ec14c|}}}
|ec15c={{{ec15c|}}}
|ec16c={{{ec16c|}}}
|ec17c={{{ec17c|}}}
|ec18c={{{ec18c|}}}
|ec19c={{{ec19c|}}}
|ec20c={{{ec20c|}}}
|ec21c={{{ec21c|}}}
|ec22c={{{ec22c|}}}
|ec23c={{{ec23c|}}}
|ec24c={{{ec24c|}}}
|ec25c={{{ec25c|}}}
|ed1c={{{ed1c|}}}
|ed2c={{{ed2c|}}}
|ed3c={{{ed3c|}}}
|ed4c={{{ed4c|}}}
|ed5c={{{ed5c|}}}
|ed6c={{{ed6c|}}}
|ed7c={{{ed7c|}}}
|ed8c={{{ed8c|}}}
|ed9c={{{ed9c|}}}
|ed10c={{{ed10c|}}}
|ed11c={{{ed11c|}}}
|ed12c={{{ed12c|}}}
|ed13c={{{ed13c|}}}
|ed14c={{{ed14c|}}}
|ed15c={{{ed15c|}}}
|ed16c={{{ed16c|}}}
|ed17c={{{ed17c|}}}
|ed18c={{{ed18c|}}}
|ed19c={{{ed19c|}}}
|ed20c={{{ed20c|}}}
|ed21c={{{ed21c|}}}
|ed22c={{{ed22c|}}}
|ed23c={{{ed23c|}}}
|ed24c={{{ed24c|}}}
|ed25c={{{ed25c|}}}
|ee1c={{{ee1c|}}}
|ee2c={{{ee2c|}}}
|ee3c={{{ee3c|}}}
|ee4c={{{ee4c|}}}
|ee5c={{{ee5c|}}}
|ee6c={{{ee6c|}}}
|ee7c={{{ee7c|}}}
|ee8c={{{ee8c|}}}
|ee9c={{{ee9c|}}}
|ee10c={{{ee10c|}}}
|ee11c={{{ee11c|}}}
|ee12c={{{ee12c|}}}
|ee13c={{{ee13c|}}}
|ee14c={{{ee14c|}}}
|ee15c={{{ee15c|}}}
|ee16c={{{ee16c|}}}
|ee17c={{{ee17c|}}}
|ee18c={{{ee18c|}}}
|ee19c={{{ee19c|}}}
|ee20c={{{ee20c|}}}
|ee21c={{{ee21c|}}}
|ee22c={{{ee22c|}}}
|ee23c={{{ee23c|}}}
|ee24c={{{ee24c|}}}
|ee25c={{{ee25c|}}}
}}
}}
{{tab|c}}{{tab|c}}
{{tab|c}}{{tab|c}}
Line 757: Line 1,438:
|-
|-
!aa#<br>ab#<br>ac#<br>ad#<br>ae#<br>ba#<br>bb#<br>...<br>ee#
!aa#<br>ab#<br>ac#<br>ad#<br>ae#<br>ba#<br>bb#<br>...<br>ee#
|Set to any value to fill in the square, i.e. <code><nowiki>|aa1=*</nowiki></code>.<br>
|Set an asterisk (*) to fill in the square.
The first two letters correspond to the 5x5 block of cells within the puzzle. The first letter is the row and the second is the column.
The first two letters correspond to the 5x5 block of cells within the puzzle. The first letter is the row and the second is the column.
{|border="1" cellspacing="0" style="text-align:center; width:100px"
{|border="1" cellspacing="0" style="text-align:center; width:100px"
Line 823: Line 1,504:
|25
|25
|}
|}
|-
!aa#c<br>...<br>ee#c
|The six-digit hex color code of each square (defaults to black). Uses the same coordinate system as above.
|}
|}


Line 830: Line 1,514:
|-
|-
|<pre>
|<pre>
{{User:Aid1043/MC2Wrapper
{{MC
|size=5x5
|size=5x5
}}
}}
</pre>
</pre>
|style="vertical-align:top"|
|style="vertical-align:top"|
{{User:Aid1043/MC2Wrapper
{{MC
|size=5x5
|size=5x5
}}
}}
|-
|-
|<pre>
|<pre>
{{User:Aid1043/MC2Wrapper
{{MC
|size=10x10
|size=10x10
|col2=1
|col2=1
Line 870: Line 1,554:
|bb13=*
|bb13=*
|bb9=*
|bb9=*
|aa1c=fff000
|aa2c=fff000
|aa3c=fff000
|aa4c=fff000
|aa5c=fff000
|aa6c=fff000
|aa7c=fff000
|aa8c=202060
|aa9c=fff000
|aa10c=fff000
|aa11c=fff000
|aa12c=fff000
|aa13c=202060
|aa14c=fff000
|aa15c=fff000
|aa16c=fff000
|aa17c=fff000
|aa18c=202060
|aa19c=fff000
|aa20c=fff000
|aa21c=fff000
|aa22c=fff000
|aa23c=fff000
|aa24c=fff000
|aa25c=fff000
|ab1c=fff000
|ab2c=fff000
|ab3c=fff000
|ab4c=fff000
|ab5c=fff000
|ab6c=fff000
|ab7c=fff000
|ab8c=202060
|ab9c=fff000
|ab10c=fff000
|ab11c=fff000
|ab12c=fff000
|ab13c=202060
|ab14c=fff000
|ab15c=fff000
|ab16c=fff000
|ab17c=fff000
|ab18c=202060
|ab19c=fff000
|ab20c=fff000
|ab21c=fff000
|ab22c=fff000
|ab23c=fff000
|ab24c=fff000
|ab25c=fff000
|ba1c=fff000
|ba2c=fff000
|ba3c=fff000
|ba4c=fff000
|ba5c=fff000
|ba6c=fff000
|ba7c=202060
|ba8c=fff000
|ba9c=fff000
|ba10c=fff000
|ba11c=fff000
|ba12c=fff000
|ba13c=202060
|ba14c=fff000
|ba15c=fff000
|ba16c=fff000
|ba17c=fff000
|ba18c=fff000
|ba19c=202060
|ba20c=202060
|ba21c=fff000
|ba22c=fff000
|ba23c=fff000
|ba24c=fff000
|ba25c=fff000
|bb1c=fff000
|bb2c=fff000
|bb3c=fff000
|bb4c=fff000
|bb5c=fff000
|bb6c=fff000
|bb7c=fff000
|bb8c=fff000
|bb9c=202060
|bb10c=fff000
|bb11c=fff000
|bb12c=fff000
|bb13c=202060
|bb14c=fff000
|bb15c=fff000
|bb16c=202060
|bb17c=202060
|bb18c=fff000
|bb19c=fff000
|bb20c=fff000
|bb21c=fff000
|bb22c=fff000
|bb23c=fff000
|bb24c=fff000
|bb25c=fff000
}}
}}
</pre>
</pre>
|style="vertical-align:top"|
|style="vertical-align:top"|
{{User:Aid1043/MC2Wrapper
{{MC
|size=10x10
|size=10x10
|col2=1
|col2=1
Line 903: Line 1,687:
|bb13=*
|bb13=*
|bb9=*
|bb9=*
|aa1c=fff000
|aa2c=fff000
|aa3c=fff000
|aa4c=fff000
|aa5c=fff000
|aa6c=fff000
|aa7c=fff000
|aa8c=202060
|aa9c=fff000
|aa10c=fff000
|aa11c=fff000
|aa12c=fff000
|aa13c=202060
|aa14c=fff000
|aa15c=fff000
|aa16c=fff000
|aa17c=fff000
|aa18c=202060
|aa19c=fff000
|aa20c=fff000
|aa21c=fff000
|aa22c=fff000
|aa23c=fff000
|aa24c=fff000
|aa25c=fff000
|ab1c=fff000
|ab2c=fff000
|ab3c=fff000
|ab4c=fff000
|ab5c=fff000
|ab6c=fff000
|ab7c=fff000
|ab8c=202060
|ab9c=fff000
|ab10c=fff000
|ab11c=fff000
|ab12c=fff000
|ab13c=202060
|ab14c=fff000
|ab15c=fff000
|ab16c=fff000
|ab17c=fff000
|ab18c=202060
|ab19c=fff000
|ab20c=fff000
|ab21c=fff000
|ab22c=fff000
|ab23c=fff000
|ab24c=fff000
|ab25c=fff000
|ba1c=fff000
|ba2c=fff000
|ba3c=fff000
|ba4c=fff000
|ba5c=fff000
|ba6c=fff000
|ba7c=202060
|ba8c=fff000
|ba9c=fff000
|ba10c=fff000
|ba11c=fff000
|ba12c=fff000
|ba13c=202060
|ba14c=fff000
|ba15c=fff000
|ba16c=fff000
|ba17c=fff000
|ba18c=fff000
|ba19c=202060
|ba20c=202060
|ba21c=fff000
|ba22c=fff000
|ba23c=fff000
|ba24c=fff000
|ba25c=fff000
|bb1c=fff000
|bb2c=fff000
|bb3c=fff000
|bb4c=fff000
|bb5c=fff000
|bb6c=fff000
|bb7c=fff000
|bb8c=fff000
|bb9c=202060
|bb10c=fff000
|bb11c=fff000
|bb12c=fff000
|bb13c=202060
|bb14c=fff000
|bb15c=fff000
|bb16c=202060
|bb17c=202060
|bb18c=fff000
|bb19c=fff000
|bb20c=fff000
|bb21c=fff000
|bb22c=fff000
|bb23c=fff000
|bb24c=fff000
|bb25c=fff000
}}
}}
|}</noinclude>
|}</noinclude><noinclude>[[Category:Infoboxes]]</noinclude>

Latest revision as of 05:36, 2 November 2024

This template creates a Picross/nonogram board to display the puzzles of KH Magical Canvas.

Usage

Parameter Description
size The size of the board. 5x5, 10x10, 15x15, 20x20, or 25x25 (default).
col# The numbers in each column, where # is 1-25. Separate numbers with <br>. Defaults to 0.
row# The numbers in each row, where # is 1-25. Separate numbers with spaces. Defaults to 0.
aa#
ab#
ac#
ad#
ae#
ba#
bb#
...
ee#
Set an asterisk (*) to fill in the square.

The first two letters correspond to the 5x5 block of cells within the puzzle. The first letter is the row and the second is the column.

aa ab ac ad ae
ba bb bc bd be
ca cb cc cd ce
da db dc dd de
ea eb ec ed ee

For instance, a 5x5 puzzle only uses the aa block, while a 10x10 puzzle uses aa, ab, ba, and bb.

# is a number 1-25, representing the cell within the 5x5 block.

1 2 3 4 5
6 7 8 9 10
11 12 13 14 15
16 17 18 19 20
21 22 23 24 25
aa#c
...
ee#c
The six-digit hex color code of each square (defaults to black). Uses the same coordinate system as above.

Examples

Code Result
{{MC
|size=5x5
}}
Show puzzle
0 0 0 0 0
0 0 0 0 0
0 0 0 0 0
{{MC
|size=10x10
|col2=1
|col3=3<br>1
|col4=1
|col5=1
|col6=1
|col7=1
|col8=3<br>1
|col9=1
|row2=1 1
|row3=1 1
|row4=1 1
|row7=1 1
|row8=1 1
|row9=4
|aa8=*
|aa13=*
|aa18=*
|ab8=*
|ab13=*
|ab18=*
|ba7=*
|ba13=*
|ba19=*
|ba20=*
|bb16=*
|bb17=*
|bb13=*
|bb9=*
|aa1c=fff000 
|aa2c=fff000 
|aa3c=fff000 
|aa4c=fff000 
|aa5c=fff000 
|aa6c=fff000 
|aa7c=fff000 
|aa8c=202060
|aa9c=fff000 
|aa10c=fff000 
|aa11c=fff000 
|aa12c=fff000 
|aa13c=202060
|aa14c=fff000 
|aa15c=fff000 
|aa16c=fff000 
|aa17c=fff000 
|aa18c=202060
|aa19c=fff000 
|aa20c=fff000 
|aa21c=fff000 
|aa22c=fff000 
|aa23c=fff000 
|aa24c=fff000 
|aa25c=fff000 
|ab1c=fff000 
|ab2c=fff000 
|ab3c=fff000 
|ab4c=fff000 
|ab5c=fff000 
|ab6c=fff000 
|ab7c=fff000 
|ab8c=202060
|ab9c=fff000 
|ab10c=fff000 
|ab11c=fff000 
|ab12c=fff000 
|ab13c=202060
|ab14c=fff000 
|ab15c=fff000 
|ab16c=fff000 
|ab17c=fff000 
|ab18c=202060
|ab19c=fff000 
|ab20c=fff000 
|ab21c=fff000 
|ab22c=fff000 
|ab23c=fff000 
|ab24c=fff000 
|ab25c=fff000 
|ba1c=fff000 
|ba2c=fff000 
|ba3c=fff000 
|ba4c=fff000 
|ba5c=fff000 
|ba6c=fff000 
|ba7c=202060
|ba8c=fff000 
|ba9c=fff000 
|ba10c=fff000 
|ba11c=fff000 
|ba12c=fff000 
|ba13c=202060
|ba14c=fff000 
|ba15c=fff000 
|ba16c=fff000 
|ba17c=fff000 
|ba18c=fff000 
|ba19c=202060
|ba20c=202060
|ba21c=fff000 
|ba22c=fff000 
|ba23c=fff000 
|ba24c=fff000 
|ba25c=fff000 
|bb1c=fff000 
|bb2c=fff000 
|bb3c=fff000 
|bb4c=fff000 
|bb5c=fff000 
|bb6c=fff000 
|bb7c=fff000 
|bb8c=fff000 
|bb9c=202060
|bb10c=fff000 
|bb11c=fff000 
|bb12c=fff000 
|bb13c=202060
|bb14c=fff000 
|bb15c=fff000 
|bb16c=202060
|bb17c=202060
|bb18c=fff000 
|bb19c=fff000 
|bb20c=fff000 
|bb21c=fff000 
|bb22c=fff000 
|bb23c=fff000 
|bb24c=fff000 
|bb25c=fff000 
}}
Show puzzle
0 1 3
1
1 1 1 1 3
1
1 0
1 1 
1 1 
1 1 
1 1 
1 1 
0 1 3
1
1 1 1 1 3
1
1 0
1 1 
1 1 
1 1 
1 1 
1 1 
0 1 3
1
1 1 1 1 3
1
1 0
1 1 
1 1 
1 1 
1 1 
1 1