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SuperA+&� +1�i� #ispefeat� . Ad�%  ONLY IF�O!�ab(a cer�!�� bo�S 100%��' capa�!0Am�eato �A repoD it�� T �� ��n a�(zero _e� H!�t�wM.p�,a screenshotA<C 0sequences bas��!xU�"� U�!���ed =f9�I y0ed an answer.��,�6(�Őőőőőőő, are you there? Description While support is getting better and better for people to write in various scripts around the world using unicode, and now you can even write in emojis as well, unfortunately most fonts[citation needed] are still missing Latin characters based on the double acute accent, which is required to write properly in Hungarian. These characters are the following four: U+0150 LATIN CAPITAL LETTER O WITH DOUBLE ACUTE (Ő) U+0151 LATIN SMALL LETTER O WITH DOUBLE ACUTE (ő) U+0170 LATIN CAPITAL LETTER U WITH DOUBLE ACUTE (Ű) U+0171 LATIN SMALL LETTER U WITH DOUBLE ACUTE (ű) Task Your task is to write a program / script / function, that given a font or a font's name gives out a truthy value in case the font contains all of the four glyphs described above, or a falsey value if at least one of them is missing from the font. Scoring This is code-golf, so lowest byte-count wins Test cases These fonts are from Google Fonts. Note that some fonts on Google Fonts (for example Lato) have an updated version on other sites which already contain the missing glyphs, if you have the updated ones then obviously your results might be different from the test cases below. Truthy values: Roboto Open Sans Lalezar Source Sans Pro Arial Times New Roman Cinzel Falsey values: Voltaire Rosario Heebo Bitter Arvo Lato (see note above) Molengo (contains ű and Ű, but not ő or Ő) Sue Ellen Francisco (contains only the uppercase variants) Germania One (contains only the lowercase variants) Garamond (the one installed on OSX by Office for Mac) Notes It's up to you if your program requires a font's name as a parameter or the actual font (or the font's location on the system) If it's a font's name the program should check the system font registered at that name (for example if you specify "Arial" it should use the Arial font in your system's font registry) If it's a location the program should use that specific font, even if there is a system font registered with that same name (for example if you specify "/home/user/Arial.ttf" it should use that font even if there's an Arial registered in the system's store) Google Fonts above is just a convenient place you can download fonts for testing purposes, but your code doesn't need to use those fonts It is enough if your program works with only one specific font type, e.g. TTF, OTF, WOFF, SVG font, Type 1, Metafont, etc. However you should support a font format that has generic support for the four glyphs and for signalling missing glyphs mentioned above, e.g. you cannot chose a font format where the answer will always be falsey or truthy Some fonts might have the above glyphs incorrectly hardcoded to a fake value (e.g. the replacement box) instead of not specifying in the font file at all. Your code doesn't need to be able to differentiate between a fake glyph and a real glyph, but it's also acceptable if it does the check based on that. Please specify in your answer how you have to pass in the font, and what kind of fonts it works with.� "Bit-borrow" two numbers Did you know that a small number can borrow bits from a larger number? Here's an example. Let's say our two numbers 5 and 14. First, write them out in binary: 5 14 000101 001110 First we take the smallest on bit away from the larger number, and we give it to the smallest off bit on the other number. So This bit turns off | v 000101 001110 ^ | This bit turns on Now we have 000111 001100 and our numbers are 7 and 12. The first number is still smaller, so we continue. 000111 001100 001111 001000 Now we have 15 and 8, so we can stop. We'll call this set of operations "bit-borrowing" two numbers. Let's do another example. 20 and 61. 20 61 010100 111101 010101 111100 010111 111000 111111 100000 63 32 So our end result is 32, 63. Let's do one more. 31, and 12. 31 is already bigger than 12, so there's nothing to do! Bit-borrowing 31 and 12 gives 31 and 12, no change. The challenge Your challenge is to write a program or function that takes two numbers and bit-borrows them. The two numbers will always positive integers. Your input and output can be in any reasonable format. Test IO: Input: 2, 3 Output: 3, 2 Input: 3, 2 Output: 3, 2 Input: 8, 23 Output: 31, 0 Input: 42, 81 Output: 63, 0 Input: 38, 41 Output: 47, 32 Input: 16, 73 Output: 23, 0 Input: 17, 17 Output: 17, 17 Standard loopholes apply, and shortest answer in bytes wins!� ���  �`�$�� 4��D �T`�d��t�� � �$�`� (��� ,��� 0� � 4�`� 8��<���@!�Da�H$��L4��PD!�TTa�Xd��\t��`�!�d�a�h���l���p�!�t�a�x��|����"� �b�!�$��"�4��#�D"�$�Tb�%�d��&�t��'��"�(��b�)����*����+��"�,��b�-���.����/�#�0�c�1�$��2�4��3�D#�4�Tc�5�d��6�t��7��#�8�c�9褣�:���;��#�<��c�=���>����?$�@d�A%��B 5��CE$�DUd�Ee��Fu��G �$�H$�d�I(���J,���K0�$�L4�d�M8��N<���O@%�PDe�QH%��RL5��SPE%�TTUe�UXe��V\u��W`�%�Xd�e�Yh���Zl���[p�%�\t�e�]x��^|���_�&�`�f�a�%��b�5��c�E&�d�Uf�e�e��f�u��g��&�h��f�i����j����k��&�l��f�m���n����o�'�p�g�q�%��r�5��s�E'�t�Ug�u�e��v�u��w��'�x�g�y襧�z���{��'�|��g�}}���~����(��h��&��� 6���F(�Vh�f��v�� �(�$�h�(���,���0�(�4�h�8��<���@)�Di�H&��L6��PF)�TVi�Xf��\v��`�)�d�i�h���l���p�)�t�i�x��|��矀*蠄j衈&�袌6�裐F*餔Vj饘f�馜v�駠�*ꨤ�jꩨ��ꪬ��꫰�*무�j뭸�뮼����+��k��&���6���F+���Vk���f����v�����+��k�覫������+���k��������,��l��'��� 7���G,��Wl��g���w��� �,��$�l��(����,����0�,��4�l��8���<����@-��Dm��H'���L7���PG-��TWm��Xg���\w���`�-��d�m��h����l����p�-��t�m��x���|���߀.���n��'���7���G.��Wn��g���w��砇.�褗n�騧��ꬷ����.���n�����������/���o���'����7����G/���Wo���g����w�����/���o��&��v E title_body������v&��u&6(�Őőőőőőő, are you there? Description While support is getting better and better for people to write in various scripts around the world using unicode, and now you can even write in emojis as well, unfortunately most fonts[citation needed] are still missing Latin characters based on the double acute accent, which is required to write properly in Hungarian. These characters are the following four: U+0150 LATIN CAPITAL LETTER O WITH DOUBLE ACUTE (Ő) U+0151 LATIN SMALL LETTER O WITH DOUBLE ACUTE (ő) U+0170 LATIN CAPITAL LETTER U WITH DOUBLE ACUTE (Ű) U+0171 LATIN SMALL LETTER U WITH DOUBLE ACUTE (ű) Task Your task is to write a program / script / function, that given a font or a font's name gives out a truthy value in case the font contains all of the four glyphs described above, or a falsey value if at least one of them is missing from the font. Scoring This is code-golf, so lowest byte-count wins Test cases These fonts are from Google Fonts. Note that some fonts on Google Fonts (for example Lato) have an updated version on other sites which already contain the missing glyphs, if you have the updated ones then obviously your results might be different from the test cases below. Truthy values: Roboto Open Sans Lalezar Source Sans Pro Arial Times New Roman Cinzel Falsey values: Voltaire Rosario Heebo Bitter Arvo Lato (see note above) Molengo (contains ű and Ű, but not ő or Ő) Sue Ellen Francisco (contains only the uppercase variants) Germania One (contains only the lowercase variants) Garamond (the one installed on OSX by Office for Mac) Notes It's up to you if your program requires a font's name as a parameter or the actual font (or the font's location on the system) If it's a font's name the program should check the system font registered at that name (for example if you specify "Arial" it should use the Arial font in your system's font registry) If it's a location the program should use that specific font, even if there is a system font registered with that same name (for example if you specify "/home/user/Arial.ttf" it should use that font even if there's an Arial registered in the system's store) Google Fonts above is just a convenient place you can download fonts for testing purposes, but your code doesn't need to use those fonts It is enough if your program works with only one specific font type, e.g. TTF, OTF, WOFF, SVG font, Type 1, Metafont, etc. However you should support a font format that has generic support for the four glyphs and for signalling missing glyphs mentioned above, e.g. you cannot chose a font format where the answer will always be falsey or truthy Some fonts might have the above glyphs incorrectly hardcoded to a fake value (e.g. the replacement box) instead of not specifying in the font file at all. Your code doesn't need to be able to differentiate between a fake glyph and a real glyph, but it's also acceptable if it does the check based on that. Please specify in your answer how you have to pass in the font, and what kind of fonts it works with.� "Bit-borrow" two numbers Did you know that a small number can borrow bits from a larger number? Here's an example. Let's say our two numbers 5 and 14. First, write them out in binary: 5 14 000101 001110 First we take the smallest on bit away from the larger number, and we give it to the smallest off bit on the other number. So This bit turns off | v 000101 001110 ^ | This bit turns on Now we have 000111 001100 and our numbers are 7 and 12. The first number is still smaller, so we continue. 000111 001100 001111 001000 Now we have 15 and 8, so we can stop. We'll call this set of operations "bit-borrowing" two numbers. Let's do another example. 20 and 61. 20 61 010100 111101 010101 111100 010111 111000 111111 100000 63 32 So our end result is 32, 63. Let's do one more. 31, and 12. 31 is already bigger than 12, so there's nothing to do! Bit-borrowing 31 and 12 gives 31 and 12, no change. The challenge Your challenge is to write a program or function that takes two numbers and bit-borrows them. The two numbers will always positive integers. Your input and output can be in any reasonable format. Test IO: Input: 2, 3 Output: 3, 2 Input: 3, 2 Output: 3, 2 Input: 8, 23 Output: 31, 0 Input: 42, 81 Output: 63, 0 Input: 38, 41 Output: 47, 32 Input: 16, 73 Output: 23, 0 Input: 17, 17 Output: 17, 17 Standard loopholes apply, and shortest answer in bytes wins!,ƍ�ĵbL��\8�C++ x150 x4��530 Instead of array I used bits (and dark magic). Thanks @ace for the faster random function. How does it work: the first 15th eof FHinteger s represent �S[15];zerT&-1,one.=+1. The A�F is build in a similar way. But with two��@each symbol. 002s 01 !1. 0 11&(1 Cause S,8F have a differ��ation I "to%rle0S �itself0be comparable F�4 (-1) became 0�!_:i$of F) 1 (+11r1, Now we can!CplyA/ Carnot��utetlinner product. 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