Source strings

270 Strings 100%
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16,836 Words 100%
93,531 Characters 100%
This translation is being used as source strings within this component.

Strings status

Strings Words Characters
270 16,836 93,531
All strings Browse Translate Zen
270 16,836 93,531
Translated strings Browse Translate Zen

Other components

Component Translated Unfinished Unfinished words Unfinished characters Untranslated Checks Suggestions Comments
FailCode MIT 0 0 0 0 0 0 0
Genre History MIT 83% 38 0 0 38 38 4 0
Player MIT 0 0 0 0 0 0 0
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Overview

Project website puzz.link
Project maintainers User avatar x-sheep User avatar robx
Translation license MIT License
Translation process
  • Translations can be made directly.
  • Translation suggestions can be made.
  • Any authenticated user can contribute.
  • The translation uses monolingual files.
  • The translation base language is editable.
Source code repository https://github.com/robx/pzprjs
Repository branch main
Last remote commit Add Archipelago 6f286928
User avatar x-sheep authored 2 days ago
Last commit in Weblate Add Archipelago 6f286928
User avatar x-sheep authored 2 days ago
Weblate repository https://hosted.weblate.org/git/pzprjs/rules/
File mask src-ui/res/rules.*.yaml
Monolingual base language file src-ui/res/rules.en.yaml
Translation file Download src-ui/res/rules.en.yaml
Last change Nov. 13, 2024, 7 p.m.
Last change made by None
Language English
Language code en
Text direction Left to right
Number of speakers 1,728,900,209
Number of plurals 2
Plural type One/other
Plurals Singular 1
Plural 0, 2, 3, 4, 5, 6, 7, 8, 9, 10, …
Plural formula n != 1
2 days ago

String statistics

Strings percent Hosted strings Words percent Hosted words Characters percent Hosted characters
Total 270 16,836 93,531
Translated 100% 270 100% 16,836 100% 93,531
Needs editing 0% 0 0% 0 0% 0
Read-only 0% 0 0% 0 0% 0
Failing checks 0% 0 0% 0 0% 0
Strings with suggestions 0% 0 0% 0 0% 0
Untranslated strings 0% 0 0% 0 0% 0
Last 12 months Previous

Activity in last 12 months

375 changes 9 changes 19 changes 6 changes 21 changes 3 changes 21 changes 0 changes 12 changes 6 changes 18 changes 3 changes 16 changes 0 changes 16 changes 11 changes 121 changes 13 changes 32 changes 11 changes 14 changes 10 changes 6 changes 13 changes
Nov Dec Jan Feb Mar Apr May Jun Jul Aug Sep Oct

Quick numbers

16,836
Hosted words
270
Hosted strings
100%
Translated
1
Contributors
and previous 30 days

Trends of last 30 days

+2%
Hosted words
+100%
+2%
Hosted strings
+100%
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Translated
+100%
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Contributors
+100%
User avatar None

Changes committed
Changes committed 6 days ago
User avatar x-sheep

String added
Draw lines to move every bomb, indicated by a white circle.
1. Movement lines cannot branch or cross themselves.
2. Two orthogonally adjacent cells cannot contain lines from different bombs.
3. Black circles represent boulders, which cannot be moved. Lines may not overlap boulders.
4. When a bomb explodes, it will destroy all boulders in the orthogonally and diagonally adjacent cells. Every boulder must be destroyed.
5. A number indicates how many spaces the bomb must move before it explodes.
Draw lines to move every bomb, indicated by a white circle.
1. Movement lines cannot branch or cross themselves.
2. Two orthogonally adjacent cells cannot contain lines from different bombs.
3. Black circles represent boulders, which cannot be moved. Lines may not overlap boulders.
4. When a bomb explodes, it will destroy all boulders in the orthogonally and diagonally adjacent cells. Every boulder must be destroyed.
5. A number indicates how many spaces the bomb must move before it explodes.
a week ago
User avatar x-sheep

String added
Shade some cells to form groups of orthogonally adjacent shaded cells, called islands. Some shaded cells are given.
1. Numbers indicate the amount of cells in their island. An island can have any amount of identical numbers.
2. Each diagonally connected network of islands must contain exactly one island of each size from 1 to N, where N is the size of the largest island in the group.
3. All islands must be diagonally adjacent to at least one other island.
Shade some cells to form groups of orthogonally adjacent shaded cells, called islands. Some shaded cells are given.
1. Numbers indicate the amount of cells in their island. An island can have any amount of identical numbers.
2. Each diagonally connected network of islands must contain exactly one island of each size from 1 to N, where N is the size of the largest island in the group.
3. All islands must be diagonally adjacent to at least one other island.
a week ago
User avatar None

Changes committed
Changes committed 11 days ago
User avatar x-sheep

String added
Shade some cells on the board.
1. Cells with circles cannot be shaded.
2. Numbers indicate the sum of the size of all blocks that share at least one border with the circle.
3. The combination of circled cells and shaded cells form one orthogonally connected area.
Shade some cells on the board.
1. Cells with circles cannot be shaded.
2. Numbers indicate the sum of the size of all blocks that share at least one border with the circle.
3. The combination of circled cells and shaded cells form one orthogonally connected area.
12 days ago
User avatar None

Resource updated
The “src-ui/res/rules.en.yaml” file was changed. 3 weeks ago
User avatar None

String updated in the repository
Place an arrow in some of the empty cells.
1. Two arrows which point toward each other form a pair. All arrows must be paired.
2. Paired arrows must not be in adjacent cells.
3. All cells between a pair of arrows must be empty.
4. Numbers indicate how many orthogonally adjacent cells contain an arrow.
5. All empty cells must form an orthogonally connected area.
Place an arrow in some of the empty cells.
1. Two arrows which point toward each other form a pair. All arrows must be paired.
2. Paired arrows must not be in adjacent cells.
3. All cells between a pair of arrows must be empty.
4. Numbers indicate how many orthogonally adjacent cells contain an arrow.
5. All empty cells must form an orthogonally connected area.
3 weeks ago
User avatar None

String updated in the repository
Draw lines over the dotted lines to divide the board into several blocks.
1. Shaded cells are not part of any block.
2. Exactly one block must exist of each size given outside the grid. There cannot be other blocks.
3. A number must be a factor of the size of the block it's in. (e.g. a block of size 4 can have the numbers 1, 2 and 4)
4. A region cannot have multiple identical numbers.
Draw lines over the dotted lines to divide the board into several blocks.
1. Shaded cells are not part of any block.
2. Exactly one block must exist of each size given outside the grid. There cannot be other blocks.
3. A number must be a factor of the size of the block it's in. (e.g. a block of size 4 can have the numbers 1, 2 and 4)
4. A region cannot have multiple identical numbers.
3 weeks ago
User avatar None

String updated in the repository
Shade some cells on the board.
1. Shaded cells cannot be horizontally or vertically adjacent.
2. The cells around a number, including the number itself, is called a domain. Unshaded numbers show the amount of shaded cells in its domain.
3. Shaded numbers must not show the amount of shaded cells in its domain.
4. All unshaded cells on the board form an orthogonally connected area.
Shade some cells on the board.
1. Shaded cells cannot be horizontally or vertically adjacent.
2. The cells around a number, including the number itself, is called a domain. Unshaded numbers show the amount of shaded cells in its domain.
3. Shaded numbers must not show the amount of shaded cells in its domain.
4. All unshaded cells on the board form an orthogonally connected area.
3 weeks ago
User avatar None

String updated in the repository
Place one number in a cell of each region on the board.
1. The number in the region should be equal to the size of the region.
2. Numbers cannot be orthogonally adjacent.
3. Orthogonally connected gray cells form areas. The sum of the numbers in each area must be equal to the size of the area.
Place one number in a cell of each region on the board.
1. The number in the region should be equal to the size of the region.
2. Numbers cannot be orthogonally adjacent.
3. Orthogonally connected gray cells form areas. The sum of the numbers in each area must be equal to the size of the area.
3 weeks ago
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