@ 2020-04-11 6:58 PM (#27940 - in reply to #27868) (#27940) Top
Posts: 11
Country : Indonesia
athin posted @ 2020-04-11 6:58 PM
Puzzle 11:
If for example I only use 5 rows x 10 columns table, should I just put only the contents in row 1 to 5? And should I just put 10 characters in one row?
If for example I only use 5 rows x 10 columns table, should I just put only the contents in row 1 to 5? And should I just put 10 characters in one row?
@ 2020-04-11 7:13 PM (#27941 - in reply to #27868) (#27941) TopPosts: 136
Country : India
anurag posted @ 2020-04-11 7:13 PM
I can't imagine what the currently stated version of the Town puzzle asks us to do, if it is different from what I and many others are confident that it is.
@ 2020-04-11 7:47 PM (#27942 - in reply to #27868) (#27942) TopPosts: 63
Country : France
Puzlifouk posted @ 2020-04-11 7:47 PM
Puzzle 2: the answer format is quite strange. Why from right to left. And it is from right to left for the first diagonal too ? Or you mean from to bottom, for the two diagonals ?
@ 2020-04-11 7:49 PM (#27943 - in reply to #27942) (#27943) TopPosts: 63
Country : France
Puzlifouk posted @ 2020-04-11 7:49 PM
Oops, sorry. It's explained on the answering form ...
@ 2020-04-11 9:08 PM (#27944 - in reply to #27936) (#27944) TopPosts: 8
Country : Japan
SP1 posted @ 2020-04-11 9:08 PM
Riad Khanmagomedov - 2020-04-11 6:05 PM
Without the digit 2, the example does not have a unique solution.
panista - 2020-04-11 5:28 PM
Puzzle 10: I have a question about the sentence "The white cells must form streets. The white area of the streets cannot contain fragments of 2x2 cells."
Is this the rule of a Town puzzle or the restriction on answers (in this case, a Town puzzle is the same as a so-called Clouds puzzle)?
For example, the mini-example without "2" is valid or invalid?
Puzzle 10: I have a question about the sentence "The white cells must form streets. The white area of the streets cannot contain fragments of 2x2 cells."
Is this the rule of a Town puzzle or the restriction on answers (in this case, a Town puzzle is the same as a so-called Clouds puzzle)?
For example, the mini-example without "2" is valid or invalid?
Without the digit 2, the example does not have a unique solution.
Oh... I maybe misunderstand the rules of "Town puzzle"...
My former interpretation is as follows:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules:
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
(<- the rules of "Clouds" + street rule)
Conditions for optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
However I read this reply and guess that the following interpretation is true:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
(<- exactly "Clouds" rules)
Restriction on the answer grid: (= NOT "Town puzzle" RULE!!! ONLY FOR OPTIMIZATION!!!)
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
Conditions of the optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
Which interpretation is correct? Or still misunderstanding? Please clarify!
@ 2020-04-11 9:20 PM (#27945 - in reply to #27944) (#27945) TopPosts: 136
Country : India
anurag posted @ 2020-04-11 9:20 PM
This has been asked several times, but not clarified yet. Looks like the reviewers did not care to check the optimizers. While I am sure it has to be the first version, the author himself has turned it around. The second version is trivial and makes no sense. If that is what is expected, I don't get it, and don't like the puzzle.
@ 2020-04-11 10:11 PM (#27946 - in reply to #27944) (#27946) TopPosts: 221
Country : Russia
Riad Khanmagomedov posted @ 2020-04-11 10:11 PM
SP1 - 2020-04-11 9:08 PM
Oh... I maybe misunderstand the rules of "Town puzzle"...
My former interpretation is as follows:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules:
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
(<- the rules of "Clouds" + street rule)
Conditions for optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
However I read this reply and guess that the following interpretation is true:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
(<- exactly "Clouds" rules)
Restriction on the answer grid: (= NOT "Town puzzle" RULE!!! ONLY FOR OPTIMIZATION!!!)
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
Conditions of the optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
Which interpretation is correct? Or still misunderstanding? Please clarify!
Riad Khanmagomedov - 2020-04-11 6:05 PM
Without the digit 2, the example does not have a unique solution.
panista - 2020-04-11 5:28 PM
Puzzle 10: I have a question about the sentence "The white cells must form streets. The white area of the streets cannot contain fragments of 2x2 cells."
Is this the rule of a Town puzzle or the restriction on answers (in this case, a Town puzzle is the same as a so-called Clouds puzzle)?
For example, the mini-example without "2" is valid or invalid?
Puzzle 10: I have a question about the sentence "The white cells must form streets. The white area of the streets cannot contain fragments of 2x2 cells."
Is this the rule of a Town puzzle or the restriction on answers (in this case, a Town puzzle is the same as a so-called Clouds puzzle)?
For example, the mini-example without "2" is valid or invalid?
Without the digit 2, the example does not have a unique solution.
Oh... I maybe misunderstand the rules of "Town puzzle"...
My former interpretation is as follows:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules:
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
(<- the rules of "Clouds" + street rule)
Conditions for optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
However I read this reply and guess that the following interpretation is true:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
(<- exactly "Clouds" rules)
Restriction on the answer grid: (= NOT "Town puzzle" RULE!!! ONLY FOR OPTIMIZATION!!!)
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
Conditions of the optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
Which interpretation is correct? Or still misunderstanding? Please clarify!
I now understand where the questions came from. In the September Contest 2010, I published the Town puzzle. When solving this puzzle, we used the condition that the white area does not have 2x2 fragments. I repeated the name of the puzzle in 2020, but without looking back at the previous work. This point probably confused the solvers. In this April Contest, I suggest using the second option that you have described.
@ 2020-04-11 10:15 PM (#27947 - in reply to #27868) (#27947) TopPosts: 136
Country : India
anurag posted @ 2020-04-11 10:15 PM
As I said a couple of times today, the second version does not appeal to me. I reject it, unless someone can explain how it works. Also, I don't have my question about my subbmission answered yet. I think the admins are not available today to send you my submission.
@ 2020-04-11 10:40 PM (#27948 - in reply to #27946) (#27948) TopPosts: 8
Country : Japan
SP1 posted @ 2020-04-11 10:40 PM
Riad Khanmagomedov - 2020-04-11 10:11 PM
I now understand where the questions came from. In the September Contest 2010, I published the Town puzzle. When solving this puzzle, we used the condition that the white area does not have 2x2 fragments. I repeated the name of the puzzle in 2020, but without looking back at the previous work. This point probably confused the solvers. In this April Contest, I suggest using the second option that you have described.
SP1 - 2020-04-11 9:08 PM
Oh... I maybe misunderstand the rules of "Town puzzle"...
My former interpretation is as follows:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules:
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
(<- the rules of "Clouds" + street rule)
Conditions for optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
However I read this reply and guess that the following interpretation is true:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
(<- exactly "Clouds" rules)
Restriction on the answer grid: (= NOT "Town puzzle" RULE!!! ONLY FOR OPTIMIZATION!!!)
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
Conditions of the optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
Which interpretation is correct? Or still misunderstanding? Please clarify!
Riad Khanmagomedov - 2020-04-11 6:05 PM
Without the digit 2, the example does not have a unique solution.
panista - 2020-04-11 5:28 PM
Puzzle 10: I have a question about the sentence "The white cells must form streets. The white area of the streets cannot contain fragments of 2x2 cells."
Is this the rule of a Town puzzle or the restriction on answers (in this case, a Town puzzle is the same as a so-called Clouds puzzle)?
For example, the mini-example without "2" is valid or invalid?
Puzzle 10: I have a question about the sentence "The white cells must form streets. The white area of the streets cannot contain fragments of 2x2 cells."
Is this the rule of a Town puzzle or the restriction on answers (in this case, a Town puzzle is the same as a so-called Clouds puzzle)?
For example, the mini-example without "2" is valid or invalid?
Without the digit 2, the example does not have a unique solution.
Oh... I maybe misunderstand the rules of "Town puzzle"...
My former interpretation is as follows:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules:
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
(<- the rules of "Clouds" + street rule)
Conditions for optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
However I read this reply and guess that the following interpretation is true:
Make a Town puzzle with a unique solution in the 12x10 grid.
"Town puzzle" rules
Place some dark rectangles, that are at least two cells wide and two cells high.
They can not touch each other, not even diagonally.
The numbers outside the grid show the number of dark cells in the corresponding row or column.
(<- exactly "Clouds" rules)
Restriction on the answer grid: (= NOT "Town puzzle" RULE!!! ONLY FOR OPTIMIZATION!!!)
The white cells must form streets - the any stretches with a width of one cell and length at least 2.
The white area cannot contain fragments of 2x2 cells.
Conditions of the optimization:
Maximize N, the number of streets.
If two solutions have the same N, then the solution with the smaller sum of the given numbers is considered better.
Which interpretation is correct? Or still misunderstanding? Please clarify!
I now understand where the questions came from. In the September Contest 2010, I published the Town puzzle. When solving this puzzle, we used the condition that the white area does not have 2x2 fragments. I repeated the name of the puzzle in 2020, but without looking back at the previous work. This point probably confused the solvers. In this April Contest, I suggest using the second option that you have described.
I see how it is. OK, now I consider this optimization by using the latter option. Thank you for your reply!
@ 2020-04-12 2:28 AM (#27949 - in reply to #27868) (#27949) TopPosts: 4
Country : Czech Republic
WTM posted @ 2020-04-12 2:28 AM
Puzzle 8: As I understand it, the sides along the entire grid don't need to be filled in, is that correct? Otherwise it would have no solutions, if I'm looking correctly. But still, even if they don't all have to be filled in, can at least some of them be filled in?
@ 2020-04-12 4:56 AM (#27950 - in reply to #27868) (#27950) TopPosts: 11
Country : Indonesia
athin posted @ 2020-04-12 4:56 AM
Oh well, I already had a nice construction for the first interpretation, now I have to update it (or maybe scrapped it).. Hope this kind of misunderstanding doesn't come in later contests.
To clarify again, the solution of the town puzzle may have 2x2 cells. But if it happens, then it will get absolute 0 points. Is this correct?
To clarify again, the solution of the town puzzle may have 2x2 cells. But if it happens, then it will get absolute 0 points. Is this correct?
@ 2020-04-12 6:44 AM (#27951 - in reply to #27868) (#27951) TopPosts: 74
Country : United States
mstang posted @ 2020-04-12 6:44 AM
Puzzle 9: Are Fillomino rules in effect, where polyominoes of the same size must not be orthogonally adjacent? Or can they be adjacent?
@ 2020-04-12 12:42 PM (#27953 - in reply to #27951) (#27953) TopPosts: 49
Country : France
Kithyane posted @ 2020-04-12 12:42 PM
mstang - 2020-04-12 2:44 AM
Puzzle 9: Are Fillomino rules in effect, where polyominoes of the same size must not be orthogonally adjacent? Or can they be adjacent?
Puzzle 9: Are Fillomino rules in effect, where polyominoes of the same size must not be orthogonally adjacent? Or can they be adjacent?
They can be adjacent.
@ 2020-04-12 12:47 PM (#27954 - in reply to #27951) (#27954) TopPosts: 136
Country : India
anurag posted @ 2020-04-12 12:47 PM
LOL.. sloppy work. I suspect the testers didn't have a look at the file.
@ 2020-04-12 12:49 PM (#27955 - in reply to #27950) (#27955) TopPosts: 136
Country : India
anurag posted @ 2020-04-12 12:49 PM
Yes, 2x2 areas are fine, but give no points. 1xN streets will earn you points. I suppose the admin has vowed not to reply to any of the questions, but to take down posts.
Edited by anurag 2020-04-12 12:50 PM
Edited by anurag 2020-04-12 12:50 PM
@ 2020-04-12 2:04 PM (#27956 - in reply to #27940) (#27956) TopPosts: 11
Country : Indonesia
athin posted @ 2020-04-12 2:04 PM
athin - 2020-04-11 6:58 PM
Puzzle 11:
If for example I only use 5 rows x 10 columns table, should I just put only the contents in row 1 to 5? And should I just put 10 characters in one row?
Puzzle 11:
If for example I only use 5 rows x 10 columns table, should I just put only the contents in row 1 to 5? And should I just put 10 characters in one row?
Sorry before, but this question hasn't replied yet. I'm afraid it's missed because of the puzzle 10 discussion. Thanks
@ 2020-04-12 2:07 PM (#27957 - in reply to #27908) (#27957) TopPosts: 23
Country : India
DanAvi posted @ 2020-04-12 2:07 PM
2 is the easiest solve, I guess, since even I have solved it
@ 2020-04-12 11:43 PM (#27958 - in reply to #27868) (#27958) TopPosts: 136
Country : India
anurag posted @ 2020-04-12 11:43 PM
Puzzle 11: If the solution has multiple occurences of a card, but only one that does not share borders with other cards, is it acceptable?
@ 2020-04-13 12:12 PM (#27959 - in reply to #27868) (#27959) TopPosts: 7
Country : South Korea
EoHeongMat posted @ 2020-04-13 12:12 PM
Puzzle 5:
1. In example, is there reason that [0,0] should be used?
2. Should "ALL" dominoes are placed? If so, why is there no [1,1]?
Edited by EoHeongMat 2020-04-13 12:13 PM
1. In example, is there reason that [0,0] should be used?
2. Should "ALL" dominoes are placed? If so, why is there no [1,1]?
Edited by EoHeongMat 2020-04-13 12:13 PM
@ 2020-04-13 12:59 PM (#27960 - in reply to #27959) (#27960) TopPosts: 136
Country : India
anurag posted @ 2020-04-13 12:59 PM
EoHeongMat - 2020-04-13 12:12 PM
Puzzle 5:
1. In example, is there reason that [0,0] should be used?
2. Should "ALL" dominoes are placed? If so, why is there no [1,1]?
Puzzle 5:
1. In example, is there reason that [0,0] should be used?
2. Should "ALL" dominoes are placed? If so, why is there no [1,1]?
1. It is simply that examples are illustrative and some authors usually make examples without putting much effort into it. There is no specific reason why [0,0] has to be there. It has multiple solutions. However, I would think it is advisable to have the example illustrate all rules.
2. Most likely not. I believe all are to be used. But I could not make progress beyond the right-most column, so I can't tell for sure.
@ 2020-04-13 1:18 PM (#27961 - in reply to #27868) (#27961) TopPosts: 136
Country : India
anurag posted @ 2020-04-13 1:18 PM
What about the answer key for Diamonds? How can we specify the borders and numbers?
@ 2020-04-13 1:28 PM (#27962 - in reply to #27940) (#27962) TopPosts: 136
Country : India
anurag posted @ 2020-04-13 1:28 PM
athin - 2020-04-11 6:58 PM
Puzzle 11:
If for example I only use 5 rows x 10 columns table, should I just put only the contents in row 1 to 5? And should I just put 10 characters in one row?
Puzzle 11:
If for example I only use 5 rows x 10 columns table, should I just put only the contents in row 1 to 5? And should I just put 10 characters in one row?
Yes, that should be fine.
@ 2020-04-13 1:55 PM (#27963 - in reply to #27868) (#27963) TopPosts: 136
Country : India
anurag posted @ 2020-04-13 1:55 PM
Puzzle 11: The instructions miss one more detail: All cards must be connected.
Or is that not required?
Or is that not required?
@ 2020-04-13 4:53 PM (#27964 - in reply to #27961) (#27964) TopPosts: 11
Country : Indonesia
athin posted @ 2020-04-13 4:53 PM
I'll try to help answering some queries:
Puzzle 5:
- You should put ALL cards. That's why [0,0] are in the example. I have solved this puzzle so the rules should be good.
Puzzle 11:
- All cards are not required to be connected. And surely, if the solution has multiple occurences of a card, but only one that does not contradict with the rule (i.e. not sharing an edge), it is acceptable. Because.. some cards are basically subset of another card.
- For the answer key, we don't need to specify the border and number because the instance of the puzzle is just a grid with some diamonds in some cells.
Puzzle 5:
- You should put ALL cards. That's why [0,0] are in the example. I have solved this puzzle so the rules should be good.
Puzzle 11:
- All cards are not required to be connected. And surely, if the solution has multiple occurences of a card, but only one that does not contradict with the rule (i.e. not sharing an edge), it is acceptable. Because.. some cards are basically subset of another card.
- For the answer key, we don't need to specify the border and number because the instance of the puzzle is just a grid with some diamonds in some cells.
@ 2020-04-13 5:53 PM (#27965 - in reply to #27964) (#27965) TopPosts: 136
Country : India
anurag posted @ 2020-04-13 5:53 PM
athin - 2020-04-13 4:53 PM
I'll try to help answering some queries:
Puzzle 11:
- All cards are not required to be connected. And surely, if the solution has multiple occurences of a card, but only one that does not contradict with the rule (i.e. not sharing an edge), it is acceptable. Because.. some cards are basically subset of another card.
- For the answer key, we don't need to specify the border and number because the instance of the puzzle is just a grid with some diamonds in some cells.
I'll try to help answering some queries:
Puzzle 11:
- All cards are not required to be connected. And surely, if the solution has multiple occurences of a card, but only one that does not contradict with the rule (i.e. not sharing an edge), it is acceptable. Because.. some cards are basically subset of another card.
- For the answer key, we don't need to specify the border and number because the instance of the puzzle is just a grid with some diamonds in some cells.
There is some confusion about the answer key, as I mentioned earlier. I would like this to be cleared.