Closed theodorosploumis closed 1 year ago
Can a shape be used more than once in the same solution?
Can a shape be used more than once in the same solution?
No. Except if the Task says the opposite.
That would be A.10]? Does the task mean that the user should be able to specify for example a limit of "2 Ls and 3 Ts"?
That would be A.10]? Does the task mean that the user should be able to specify for example a limit of "2 Ls and 3 Ts"?
No, still the same rule applies. But you can use the Shape itself even once.
Sorry, I'm not sure I understand
Sorry, I'm not sure I understand
You can still use P
itself as also as any other Shape (but only once) to create a larger P
.
Η 4 μας έχει φανεί λίγο ασαφής Στην ερώτηση 4 τι ακριβώς εννοείτε με locate the shape, ο χρήστης τι input θα δίνει, το σχήμα μόνο ή και το πώς έχει περιστραφεί?
Επίσης στην 4 τι επιστρέφει τελικά η συνάρτηση, όλες τις πιθανές θέσεις, τα allowed positions ή τα positions που βρίσκεται κάθε instance του σχήματος που ζήτησε?
Η 4 μας έχει φανεί λίγο ασαφής
Some more details already added on the main Topic question:
4] Create a function that locates a Shape (rotated/flipped etc) inside a Canvas on any allowed positions. Example: Given a Canvas and a Shape on any option (e.g. 12x5
with L1
, see Function from Q3) return all the possible positions inside the Canvas this Shape option can be added on.
Στο μέρος Β στο πρόβλημα 3, μεγαλύτερη περίμετρος με ποιους περιορισμούς(π.χ. με 2 shapes, σε Canvas των τάδε διαστάσεων ? διότι σε έναν τεράστιο καμβά είναι και τεράστιες οι περίμετροι των groups.
Στο μέρος Β στο πρόβλημα 3, μεγαλύτερη περίμετρος με ποιους περιορισμούς(π.χ. με 2 shapes, σε Canvas των τάδε διαστάσεων ? διότι σε έναν τεράστιο καμβά είναι και τεράστιες οι περίμετροι των groups.
Group
here is the same as Congruent Group
. So it is about 2 only Shapes.
In part D, Q. No 24,25 is it up for creative interpretation? if not, could you provide an example of something you would consider a "symmetric butterfly" and "Tower of Thessaloniki"?
In part D, Q. No 24,25 is it up for creative interpretation? if not, could you provide an example of something you would consider a "symmetric butterfly" and "Tower of Thessaloniki"?
Yes it is about creativity but you can solve it using all the functions before.
The GitHub topic tag for 2023 is #serres-hackathon-2023. Please add this tag on your GitHub repo. See https://stackoverflow.com/a/62767178/1365264.
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This is the default issue for general questions regarding the 2023 #SerresHack topic.