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| !Show puzzle | | !Show puzzle |
| |- | | |- |
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| |ce14c={{{ce14c|}}}
| |
| |ce15c={{{ce15c|}}}
| |
| |ce16c={{{ce16c|}}}
| |
| |ce17c={{{ce17c|}}}
| |
| |ce18c={{{ce18c|}}}
| |
| |ce19c={{{ce19c|}}}
| |
| |ce20c={{{ce20c|}}}
| |
| |ce21c={{{ce21c|}}}
| |
| |ce22c={{{ce22c|}}}
| |
| |ce23c={{{ce23c|}}}
| |
| |ce24c={{{ce24c|}}}
| |
| |ce25c={{{ce25c|}}}
| |
| |da1c={{{da1c|}}}
| |
| |da2c={{{da2c|}}}
| |
| |da3c={{{da3c|}}}
| |
| |da4c={{{da4c|}}}
| |
| |da5c={{{da5c|}}}
| |
| |da6c={{{da6c|}}}
| |
| |da7c={{{da7c|}}}
| |
| |da8c={{{da8c|}}}
| |
| |da9c={{{da9c|}}}
| |
| |da10c={{{da10c|}}}
| |
| |da11c={{{da11c|}}}
| |
| |da12c={{{da12c|}}}
| |
| |da13c={{{da13c|}}}
| |
| |da14c={{{da14c|}}}
| |
| |da15c={{{da15c|}}}
| |
| |da16c={{{da16c|}}}
| |
| |da17c={{{da17c|}}}
| |
| |da18c={{{da18c|}}}
| |
| |da19c={{{da19c|}}}
| |
| |da20c={{{da20c|}}}
| |
| |da21c={{{da21c|}}}
| |
| |da22c={{{da22c|}}}
| |
| |da23c={{{da23c|}}}
| |
| |da24c={{{da24c|}}}
| |
| |da25c={{{da25c|}}}
| |
| |db1c={{{db1c|}}}
| |
| |db2c={{{db2c|}}}
| |
| |db3c={{{db3c|}}}
| |
| |db4c={{{db4c|}}}
| |
| |db5c={{{db5c|}}}
| |
| |db6c={{{db6c|}}}
| |
| |db7c={{{db7c|}}}
| |
| |db8c={{{db8c|}}}
| |
| |db9c={{{db9c|}}}
| |
| |db10c={{{db10c|}}}
| |
| |db11c={{{db11c|}}}
| |
| |db12c={{{db12c|}}}
| |
| |db13c={{{db13c|}}}
| |
| |db14c={{{db14c|}}}
| |
| |db15c={{{db15c|}}}
| |
| |db16c={{{db16c|}}}
| |
| |db17c={{{db17c|}}}
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| |db18c={{{db18c|}}}
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| |db19c={{{db19c|}}}
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| |db20c={{{db20c|}}}
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| |db21c={{{db21c|}}}
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| |db22c={{{db22c|}}}
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| |db23c={{{db23c|}}}
| |
| |db24c={{{db24c|}}}
| |
| |db25c={{{db25c|}}}
| |
| |dc1c={{{dc1c|}}}
| |
| |dc2c={{{dc2c|}}}
| |
| |dc3c={{{dc3c|}}}
| |
| |dc4c={{{dc4c|}}}
| |
| |dc5c={{{dc5c|}}}
| |
| |dc6c={{{dc6c|}}}
| |
| |dc7c={{{dc7c|}}}
| |
| |dc8c={{{dc8c|}}}
| |
| |dc9c={{{dc9c|}}}
| |
| |dc10c={{{dc10c|}}}
| |
| |dc11c={{{dc11c|}}}
| |
| |dc12c={{{dc12c|}}}
| |
| |dc13c={{{dc13c|}}}
| |
| |dc14c={{{dc14c|}}}
| |
| |dc15c={{{dc15c|}}}
| |
| |dc16c={{{dc16c|}}}
| |
| |dc17c={{{dc17c|}}}
| |
| |dc18c={{{dc18c|}}}
| |
| |dc19c={{{dc19c|}}}
| |
| |dc20c={{{dc20c|}}}
| |
| |dc21c={{{dc21c|}}}
| |
| |dc22c={{{dc22c|}}}
| |
| |dc23c={{{dc23c|}}}
| |
| |dc24c={{{dc24c|}}}
| |
| |dc25c={{{dc25c|}}}
| |
| |dd1c={{{dd1c|}}}
| |
| |dd2c={{{dd2c|}}}
| |
| |dd3c={{{dd3c|}}}
| |
| |dd4c={{{dd4c|}}}
| |
| |dd5c={{{dd5c|}}}
| |
| |dd6c={{{dd6c|}}}
| |
| |dd7c={{{dd7c|}}}
| |
| |dd8c={{{dd8c|}}}
| |
| |dd9c={{{dd9c|}}}
| |
| |dd10c={{{dd10c|}}}
| |
| |dd11c={{{dd11c|}}}
| |
| |dd12c={{{dd12c|}}}
| |
| |dd13c={{{dd13c|}}}
| |
| |dd14c={{{dd14c|}}}
| |
| |dd15c={{{dd15c|}}}
| |
| |dd16c={{{dd16c|}}}
| |
| |dd17c={{{dd17c|}}}
| |
| |dd18c={{{dd18c|}}}
| |
| |dd19c={{{dd19c|}}}
| |
| |dd20c={{{dd20c|}}}
| |
| |dd21c={{{dd21c|}}}
| |
| |dd22c={{{dd22c|}}}
| |
| |dd23c={{{dd23c|}}}
| |
| |dd24c={{{dd24c|}}}
| |
| |dd25c={{{dd25c|}}}
| |
| |de1c={{{de1c|}}}
| |
| |de2c={{{de2c|}}}
| |
| |de3c={{{de3c|}}}
| |
| |de4c={{{de4c|}}}
| |
| |de5c={{{de5c|}}}
| |
| |de6c={{{de6c|}}}
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| |de7c={{{de7c|}}}
| |
| |de8c={{{de8c|}}}
| |
| |de9c={{{de9c|}}}
| |
| |de10c={{{de10c|}}}
| |
| |de11c={{{de11c|}}}
| |
| |de12c={{{de12c|}}}
| |
| |de13c={{{de13c|}}}
| |
| |de14c={{{de14c|}}}
| |
| |de15c={{{de15c|}}}
| |
| |de16c={{{de16c|}}}
| |
| |de17c={{{de17c|}}}
| |
| |de18c={{{de18c|}}}
| |
| |de19c={{{de19c|}}}
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| |de20c={{{de20c|}}}
| |
| |de21c={{{de21c|}}}
| |
| |de22c={{{de22c|}}}
| |
| |de23c={{{de23c|}}}
| |
| |de24c={{{de24c|}}}
| |
| |de25c={{{de25c|}}}
| |
| |ea1c={{{ea1c|}}}
| |
| |ea2c={{{ea2c|}}}
| |
| |ea3c={{{ea3c|}}}
| |
| |ea4c={{{ea4c|}}}
| |
| |ea5c={{{ea5c|}}}
| |
| |ea6c={{{ea6c|}}}
| |
| |ea7c={{{ea7c|}}}
| |
| |ea8c={{{ea8c|}}}
| |
| |ea9c={{{ea9c|}}}
| |
| |ea10c={{{ea10c|}}}
| |
| |ea11c={{{ea11c|}}}
| |
| |ea12c={{{ea12c|}}}
| |
| |ea13c={{{ea13c|}}}
| |
| |ea14c={{{ea14c|}}}
| |
| |ea15c={{{ea15c|}}}
| |
| |ea16c={{{ea16c|}}}
| |
| |ea17c={{{ea17c|}}}
| |
| |ea18c={{{ea18c|}}}
| |
| |ea19c={{{ea19c|}}}
| |
| |ea20c={{{ea20c|}}}
| |
| |ea21c={{{ea21c|}}}
| |
| |ea22c={{{ea22c|}}}
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| |ea23c={{{ea23c|}}}
| |
| |ea24c={{{ea24c|}}}
| |
| |ea25c={{{ea25c|}}}
| |
| |eb1c={{{eb1c|}}}
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| |eb2c={{{eb2c|}}}
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| |eb3c={{{eb3c|}}}
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| |eb4c={{{eb4c|}}}
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| |eb5c={{{eb5c|}}}
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| |eb6c={{{eb6c|}}}
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| |eb7c={{{eb7c|}}}
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| |eb8c={{{eb8c|}}}
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| |eb9c={{{eb9c|}}}
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| |eb10c={{{eb10c|}}}
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| |eb11c={{{eb11c|}}}
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| |eb12c={{{eb12c|}}}
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| |eb13c={{{eb13c|}}}
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| |eb14c={{{eb14c|}}}
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| |eb15c={{{eb15c|}}}
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| |eb16c={{{eb16c|}}}
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| |eb17c={{{eb17c|}}}
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| |eb18c={{{eb18c|}}}
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| |eb19c={{{eb19c|}}}
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| |eb20c={{{eb20c|}}}
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| |eb21c={{{eb21c|}}}
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| |eb22c={{{eb22c|}}}
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| |eb23c={{{eb23c|}}}
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| |eb24c={{{eb24c|}}}
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| |eb25c={{{eb25c|}}}
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| |ec1c={{{ec1c|}}}
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| |ec2c={{{ec2c|}}}
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| |ec3c={{{ec3c|}}}
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| |ec4c={{{ec4c|}}}
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| |ec5c={{{ec5c|}}}
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| |ec6c={{{ec6c|}}}
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| |ec7c={{{ec7c|}}}
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| |ec8c={{{ec8c|}}}
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| |ec9c={{{ec9c|}}}
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| |ec10c={{{ec10c|}}}
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| |ec11c={{{ec11c|}}}
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| |ec12c={{{ec12c|}}}
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| |ec13c={{{ec13c|}}}
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| |ec14c={{{ec14c|}}}
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| |ec15c={{{ec15c|}}}
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| |ec16c={{{ec16c|}}}
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| |ec17c={{{ec17c|}}}
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| |ec18c={{{ec18c|}}}
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| |ec19c={{{ec19c|}}}
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| |ec20c={{{ec20c|}}}
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| |ec21c={{{ec21c|}}}
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| |ec22c={{{ec22c|}}}
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| |ec23c={{{ec23c|}}}
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| |ec24c={{{ec24c|}}}
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| |ec25c={{{ec25c|}}}
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| |ed1c={{{ed1c|}}}
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| |ed2c={{{ed2c|}}}
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| |ed3c={{{ed3c|}}}
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| |ed4c={{{ed4c|}}}
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| |ed5c={{{ed5c|}}}
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| |ed6c={{{ed6c|}}}
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| |ed7c={{{ed7c|}}}
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| |ed8c={{{ed8c|}}}
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| |ed9c={{{ed9c|}}}
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| |ed10c={{{ed10c|}}}
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| |ed11c={{{ed11c|}}}
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| |ed12c={{{ed12c|}}}
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| |ed13c={{{ed13c|}}}
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| |ed14c={{{ed14c|}}}
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| |ed15c={{{ed15c|}}}
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| |ed16c={{{ed16c|}}}
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| |ed17c={{{ed17c|}}}
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| |ed18c={{{ed18c|}}}
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| |ed19c={{{ed19c|}}}
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| |ed20c={{{ed20c|}}}
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| |ed21c={{{ed21c|}}}
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| |ed22c={{{ed22c|}}}
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| |ed23c={{{ed23c|}}}
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| |ed24c={{{ed24c|}}}
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| |ed25c={{{ed25c|}}}
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| |ee1c={{{ee1c|}}}
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| |ee2c={{{ee2c|}}}
| |
| |ee3c={{{ee3c|}}}
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| |ee4c={{{ee4c|}}}
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| |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|}}}
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| |ee18c={{{ee18c|}}}
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| |ee19c={{{ee19c|}}}
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| |ee20c={{{ee20c|}}}
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| |ee21c={{{ee21c|}}}
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| |ee22c={{{ee22c|}}}
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| |ee23c={{{ee23c|}}}
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| |ee24c={{{ee24c|}}}
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| |ee25c={{{ee25c|}}}
| |
| }}
| |
| {{tab|c}}{{tab|c}} | |
| |}</includeonly><noinclude> | | |}</includeonly><noinclude> |
| This template creates a Picross/nonogram board to display the puzzles of KH Magical Canvas. | | This template creates a Picross/nonogram board to display the puzzles of KH Magical Canvas. |
Line 1,504: |
Line 822: |
| |25 | | |25 |
| |} | | |} |
| |-
| |
| !aa#<br>...<br>ee#
| |
| |The six-digit hex color code of each square. Uses the same coordinate system as above.
| |
| |} | | |} |
|
| |
|
Latest revision as of 16:56, 6 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
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2
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3
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4
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5
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6
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7
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8
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9
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10
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11
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12
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13
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14
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15
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16
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17
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18
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19
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20
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21
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22
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23
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24
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25
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Examples
Code |
Result
|
{{MC
|size=5x5
}}
|
|
{{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=*
}}
|
Show puzzle
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3 1
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