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rob
Posts: 170
 
Country : Germany | rob posted @ 2017-10-11 11:56 PM Re Candy Crush, I read the rules to say that the solution can't contain three or more equal letters in a straight line, horizontal or vertical. On the other hand, elimination happens for any group of edge-connected equal letters of size at least three, e.g., for an L-trimino. Is that correct?
Second, why can't the top two rows of the example solution be ADBDBB,AADXDC? Is it because swapping e.g. R1C1 and R1C2 doesn't for a "new" group? |
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tamz29
Posts: 225
Country : Thailand | tamz29 posted @ 2017-10-12 10:28 AM (3,4) Shards: Can some of the fragments that make up each shard be connected by a point? (Ie. could there be a shard where, say, three fragments are connected by edges and one "hanging"
off a vertex?)
(21,22) Grapevine: Can the branch enter/leave a grape from a triangular cell? |
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prasanna16391
Posts: 1801
 
Country : India | rob - 2017-10-11 11:56 PM
Re Candy Crush, I read the rules to say that the solution can't contain three or more equal letters in a straight line, horizontal or vertical. On the other hand, elimination happens for any group of edge-connected equal letters of size at least three, e.g., for an L-trimino. Is that correct?
Second, why can't the top two rows of the example solution be ADBDBB,AADXDC? Is it because swapping e.g. R1C1 and R1C2 doesn't for a "new" group?
Not an L- Trimino. The rule says "horizontally or vertically consecutive cells" which means three letters in a line along a row, or a column. This may answer the second part too? |
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prasanna16391
Posts: 1801
Country : India | tamz29 - 2017-10-12 10:28 AM
(3,4) Shards: Can some of the fragments that make up each shard be connected by a point? (Ie. could there be a shard where, say, three fragments are connected by edges and one "hanging"
off a vertex?)
(21,22) Grapevine: Can the branch enter/leave a grape from a triangular cell?
3,4: No. For a shard all its fragments are edge-connected.
21,22: No. Vines travel via edges only. Its not explicitly mentioned though. We will make a note of this during Q&A. |
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kishy72
Posts: 419
Country : India | kishy72 posted @ 2017-10-14 3:24 PM Puzzle 11,12 : Partiti
The rules state same digits cannot be placed in cells touching diagonally.Can same digits be placed in a single cell ? For instance, can the 2 sum be 1,1 if it doesn't violate the no touch rule with other cells?This case doesn't occur in the example . |
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prasanna16391
Posts: 1801
Country : India | kishy72 - 2017-10-14 3:24 PM
Puzzle 11,12 : Partiti
The rules state same digits cannot be placed in cells touching diagonally.Can same digits be placed in a single cell ? For instance, can the 2 sum be 1,1 if it doesn't violate the no touch rule with other cells?This case doesn't occur in the example .
No. We will clarify this at Q&A too. |
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UllaE
Posts: 9
Country : Finland | UllaE posted @ 2017-10-14 6:46 PM 15,16 Maximal Archipelago
Having R6C2 as sea and R7C1 + R7C3 as land and everything else as in example solution - would that be viable solution? If not, please explain why. |
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prasanna16391
Posts: 1801
Country : India | UllaE - 2017-10-14 6:46 PM
15,16 Maximal Archipelago
Having R6C2 as sea and R7C1 + R7C3 as land and everything else as in example solution - would that be viable solution? If not, please explain why.
It wouldn't because then there is no case within a and b where the given Sea cell in R4C4 has to be a Sea cell. |
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UllaE
Posts: 9
Country : Finland | UllaE posted @ 2017-10-14 10:16 PM Thanks, didn't notice that :-) |
@ 2017-10-11 11:56 PM (#23673 - in reply to #23486) (#23673) Top