{"group":{"id":1,"name":"Community","lockable":false,"created_at":"2012-01-18T18:02:15.000Z","updated_at":"2026-04-06T14:01:22.000Z","description":"Problems submitted by members of the MATLAB Central community.","is_default":true,"created_by":161519,"badge_id":null,"featured":false,"trending":false,"solution_count_in_trending_period":0,"trending_last_calculated":"2026-04-06T00:00:00.000Z","image_id":null,"published":true,"community_created":false,"status_id":2,"is_default_group_for_player":false,"deleted_by":null,"deleted_at":null,"restored_by":null,"restored_at":null,"description_opc":null,"description_html":null,"published_at":null},"problems":[{"id":1862,"title":"Does this dress make me look fat","description":"For the input string \"Does xyz make me look fat\" output the string \"No, xyz does not make you look fat\"","description_html":"\u003cp\u003eFor the input string \"Does xyz make me look fat\" output the string \"No, xyz does not make you look fat\"\u003c/p\u003e","function_template":"function y = fat(x)\r\n  y = x;\r\nend","test_suite":"%%\r\nx = 'Does this dress make me look fat';\r\ny_correct = 'No, this dress does not make you look fat';\r\nassert(isequal(fat(x),y_correct))\r\n%%\r\nx = 'Does this shirt make me look fat';\r\ny_correct = 'No, this shirt does not make you look fat';\r\nassert(isequal(fat(x),y_correct))\r\n%%\r\nx = 'Does my hair make me look fat';\r\ny_correct = 'No, my hair does not make you look fat';\r\nassert(isequal(fat(x),y_correct))\r\n","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":7800,"edited_by":null,"edited_at":null,"deleted_by":null,"deleted_at":null,"solvers_count":51,"test_suite_updated_at":"2016-05-11T18:55:41.000Z","rescore_all_solutions":false,"group_id":1,"created_at":"2013-09-06T22:46:07.000Z","updated_at":"2026-03-04T15:31:51.000Z","published_at":"2016-05-11T18:55:41.000Z","restored_at":null,"restored_by":null,"spam":false,"simulink":false,"admin_reviewed":false,"description_opc":"{\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"relationshipId\":\"rId1\",\"target\":\"/matlab/document.xml\"},{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/output\",\"relationshipId\":\"rId2\",\"target\":\"/matlab/output.xml\"}],\"parts\":[{\"partUri\":\"/matlab/document.xml\",\"relationship\":[],\"contentType\":\"application/vnd.mathworks.matlab.code.document+xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\"?\u003e\u003cw:document xmlns:w=\\\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\\\"\u003e\u003cw:body\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eFor the input string \\\"Does xyz make me look fat\\\" output the string \\\"No, xyz does not make you look fat\\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003c/w:body\u003e\u003c/w:document\u003e\"},{\"partUri\":\"/matlab/output.xml\",\"contentType\":\"text/xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\" standalone=\\\"no\\\" ?\u003e\u003cembeddedOutputs\u003e\u003cmetaData\u003e\u003cevaluationState\u003emanual\u003c/evaluationState\u003e\u003clayoutState\u003ecode\u003c/layoutState\u003e\u003coutputStatus\u003eready\u003c/outputStatus\u003e\u003c/metaData\u003e\u003coutputArray type=\\\"array\\\"/\u003e\u003cregionArray type=\\\"array\\\"/\u003e\u003c/embeddedOutputs\u003e\"}]}"},{"id":42780,"title":"GJam March 2016 IOW: Password Single","description":"This Challenge is derived from \u003chttp://code.google.com/codejam/contest/8274486/dashboard#s=p3 GJam March 2016 Annual I/O for Password Security\u003e. This is the small-1 case of only a single password\r\n\r\nThe GJam story goes that a random block set A:Z exists to the child of a paranoid corporate president. He is worried that his password(s) may exist in the block pattern. Produce a 26 character block sequence that does not contain his password. If no sequence can be made that does not contain his strong password output 'IMPOSSIBLE'. \r\n\r\n*Input:* [PW], string of 1 to 26 characters\r\n\r\n*Output:* [Pstr], string containing A:Z with no instance of PW or 'IMPOSSIBLE'\r\n\r\n*Examples:* [PW] [Pstr]\r\n\r\n  [X] [IMPOSSIBLE] \r\n  [QQ][ABCDEFGHIJKLMNOPQRSTUVWXYZ] \r\n \r\n\r\n*\u003chttp://code.google.com/codejam Google Code Jam 2016 Open Qualifier: April 8, 2016\u003e*\r\n\r\n*Theory:* Single password case is a three liner.\r\n\r\n","description_html":"\u003cp\u003eThis Challenge is derived from \u003ca href = \"http://code.google.com/codejam/contest/8274486/dashboard#s=p3\"\u003eGJam March 2016 Annual I/O for Password Security\u003c/a\u003e. This is the small-1 case of only a single password\u003c/p\u003e\u003cp\u003eThe GJam story goes that a random block set A:Z exists to the child of a paranoid corporate president. He is worried that his password(s) may exist in the block pattern. Produce a 26 character block sequence that does not contain his password. If no sequence can be made that does not contain his strong password output 'IMPOSSIBLE'.\u003c/p\u003e\u003cp\u003e\u003cb\u003eInput:\u003c/b\u003e [PW], string of 1 to 26 characters\u003c/p\u003e\u003cp\u003e\u003cb\u003eOutput:\u003c/b\u003e [Pstr], string containing A:Z with no instance of PW or 'IMPOSSIBLE'\u003c/p\u003e\u003cp\u003e\u003cb\u003eExamples:\u003c/b\u003e [PW] [Pstr]\u003c/p\u003e\u003cpre class=\"language-matlab\"\u003e[X] [IMPOSSIBLE] \r\n[QQ][ABCDEFGHIJKLMNOPQRSTUVWXYZ] \r\n\u003c/pre\u003e\u003cp\u003e\u003cb\u003e\u003ca href = \"http://code.google.com/codejam\"\u003eGoogle Code Jam 2016 Open Qualifier: April 8, 2016\u003c/a\u003e\u003c/b\u003e\u003c/p\u003e\u003cp\u003e\u003cb\u003eTheory:\u003c/b\u003e Single password case is a three liner.\u003c/p\u003e","function_template":"function Pstr=Password(c)\r\n% c is a string [A:Z]\r\n% create Pstr that contains [A:Z] such that no c exists in Pstr\r\n% if not possible return Pstr='IMPOSSIBLE'\r\n Pstr='IMPOSSIBLE';\r\n\r\nend","test_suite":"%%\r\ntic\r\nm='ABCDEFGHIJKLMNOPQRSTUVWXYZ';\r\nvexp='ZYXWVUTSRQPONMLKJIHGFEDCBA';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='X';\r\nvexp='IMPOSSIBLE';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='QQ';\r\nvexp='QABCDEFGHIJKLMNOPRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VLCIFDXB';\r\nvexp='BXDFICLVAEGHJKMNOPQRSTUWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='Z';\r\nvexp='IMPOSSIBLE';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='IKFBJUXSECAHNYLRVWDQPTZOMG';\r\nvexp='GMOZTPQDWVRLYNHACESXUJBFKI';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='XQOHEJIUZVFRSMLGYNWDBATP';\r\nvexp='PTABDWNYGLMSRFVZUIJEHOQXCK';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JO';\r\nvexp='OJABCDEFGHIKLMNPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='UJ';\r\nvexp='JUABCDEFGHIKLMNOPQRSTVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JQ';\r\nvexp='QJABCDEFGHIKLMNOPRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='PJ';\r\nvexp='JPABCDEFGHIKLMNOQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JK';\r\nvexp='KJABCDEFGHILMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='AJILRWDVYFQNUPOSKXGTCME';\r\nvexp='EMCTGXKSOPUNQFYVDWRLIJABHZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JV';\r\nvexp='VJABCDEFGHIKLMNOPQRSTUWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='UOFVH';\r\nvexp='HVFOUABCDEGIJKLMNPQRSTWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ZBITRKUX';\r\nvexp='XUKRTIBZACDEFGHJLMNOPQSVWY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='RXHYDMIVCWTQN';\r\nvexp='NQTWCVIMDYHXRABEFGJKLOPSUZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VONM';\r\nvexp='MNOVABCDEFGHIJKLPQRSTUWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LPNXTMRA';\r\nvexp='ARMTXNPLBCDEFGHIJKOQSUVWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='PKBAYN';\r\nvexp='NYABKPCDEFGHIJLMOQRSTUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JBHWXAPIKGZLYDSVNEQRFCU';\r\nvexp='UCFRQENVSDYLZGKIPAXWHBJMOT';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JD';\r\nvexp='DJABCEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JL';\r\nvexp='LJABCDEFGHIKMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='CENHVFYD';\r\nvexp='DYFVHNECABGIJKLMOPQRSTUWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='CIJTQSGVWKEXLO';\r\nvexp='OLXEKWVGSQTJICABDFHMNPRUYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='AJ';\r\nvexp='JABCDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='RJ';\r\nvexp='JRABCDEFGHIKLMNOPQSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='QJ';\r\nvexp='JQABCDEFGHIKLMNOPRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LJ';\r\nvexp='JLABCDEFGHIKMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='RUTGILBYCWO';\r\nvexp='OWCYBLIGTURADEFHJKMNPQSVXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='WJ';\r\nvexp='JWABCDEFGHIKLMNOPQRSTUVXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JI';\r\nvexp='IJABCDEFGHKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='RPFLXJAUNZDYBCQHKOGEW';\r\nvexp='WEGOKHQCBYDZNUAJXLFPRIMSTV';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JC';\r\nvexp='CJABDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ZZ';\r\nvexp='ZABCDEFGHIJKLMNOPQRSTUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='NJ';\r\nvexp='JNABCDEFGHIKLMOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JN';\r\nvexp='NJABCDEFGHIKLMOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='OJ';\r\nvexp='JOABCDEFGHIKLMNPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='YJ';\r\nvexp='JYABCDEFGHIKLMNOPQRSTUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ASQHIYWOVDK';\r\nvexp='KDVOWYIHQSABCEFGJLMNPRTUXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JR';\r\nvexp='RJABCDEFGHIKLMNOPQSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='IAQPHFOVLZRXK';\r\nvexp='KXRZLVOFHPQAIBCDEGJMNSTUWY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='TJ';\r\nvexp='JTABCDEFGHIKLMNOPQRSUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JB';\r\nvexp='BJACDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='SKTMEYDBNQFGH';\r\nvexp='HGFQNBDYEMTKSACIJLOPRUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='HJ';\r\nvexp='JHABCDEFGIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LCIUBXSAMQJYNDRKTHPWEOV';\r\nvexp='VOEWPHTKRDNYJQMASXBUICLFGZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LEBIYF';\r\nvexp='FYIBELACDGHJKMNOPQRSTUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='QDUFXPLKWJYOV';\r\nvexp='VOYJWKLPXFUDQABCEGHIMNRSTZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ZJ';\r\nvexp='JZABCDEFGHIKLMNOPQRSTUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VNTIKRQLEUJZDSAYFHMG';\r\nvexp='GMHFYASDZJUELQRKITNVBCOPWX';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JU';\r\nvexp='UJABCDEFGHIKLMNOPQRSTVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='CJ';\r\nvexp='JCABDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VJ';\r\nvexp='JVABCDEFGHIKLMNOPQRSTUWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='GJ';\r\nvexp='JGABCDEFHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='MJ';\r\nvexp='JMABCDEFGHIKLNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JM';\r\nvexp='MJABCDEFGHIKLNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JWPOBESYCLURKTMXGAQFHZ';\r\nvexp='ZHFQAGXMTKRULCYSEBOPWJDINV';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='YXWVPTANLC';\r\nvexp='CLNATPVWXYBDEFGHIJKMOQRSUZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='DHTGFSRVMWKNXOBUPCLAIQYEJZ';\r\nvexp='ZJEYQIALCPUBOXNKWMVRSFGTHD';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='BHZLJATP';\r\nvexp='PTAJLZHBCDEFGIKMNOQRSUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='XJ';\r\nvexp='JXABCDEFGHIKLMNOPQRSTUVWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='AA';\r\nvexp='ABCDEFGHIJKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='FKMWBLNRQUDHOGZVCIAE';\r\nvexp='EAICVZGOHDUQRNLBWMKFJPSTXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='NQCHZXIUTVLKD';\r\nvexp='DKLVTUIXZHCQNABEFGJMOPRSWY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JP';\r\nvexp='PJABCDEFGHIKLMNOQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='OYSLPBQVHDZE';\r\nvexp='EZDHVQBPLSYOACFGIJKMNRTUWX';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JT';\r\nvexp='TJABCDEFGHIKLMNOPQRSUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JA';\r\nvexp='AJBCDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='SJ';\r\nvexp='JSABCDEFGHIKLMNOPQRTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='FJ';\r\nvexp='JFABCDEGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ITQXRCOULKH';\r\nvexp='HKLUOCRXQTIABDEFGJMNPSVWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='EJ';\r\nvexp='JEABCDFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='DJ';\r\nvexp='JDABCEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VDSHZWRBAYUJEMFIONXPTKL';\r\nvexp='LKTPXNOIFMEJUYABRWZHSDVCGQ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='PWGUA';\r\nvexp='AUGWPBCDEFHIJKLMNOQRSTVXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='IMPOSSIBLE';\r\nvexp='ELBISOPMACDFGHJKNQRTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='XBYKNRGLJVFEPTUO';\r\nvexp='OUTPEFVJLGRNKYBXACDHIMQSWZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JH';\r\nvexp='HJABCDEFGIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='KTMDLQ';\r\nvexp='QLDMTKABCEFGHIJNOPRSUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LUNSVKPGFJOXEAQMBDZ';\r\nvexp='ZDBMQAEXOJFGPKVSNULCHIRTWY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='IJ';\r\nvexp='JIABCDEFGHKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VOKCMQBHWUNZGJ';\r\nvexp='JGZNUWHBQMCKOVADEFILPRSTXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JY';\r\nvexp='YJABCDEFGHIKLMNOPQRSTUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='A';\r\nvexp='IMPOSSIBLE';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JW';\r\nvexp='WJABCDEFGHIKLMNOPQRSTUVXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JX';\r\nvexp='XJABCDEFGHIKLMNOPQRSTUVWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JF';\r\nvexp='FJABCDEGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='SLMAWBIKZCXOHQFGPYUDNJV';\r\nvexp='VJNDUYPGFQHOXCZKIBWAMLSERT';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='XDLNMWTESQIFYRHCPOA';\r\nvexp='AOPCHRYFIQSETWMNLDXBGJKUVZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='KJ';\r\nvexp='JKABCDEFGHILMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='MHZAXUFKDVQORNWYTCGEISBJ';\r\nvexp='JBSIEGCTYWNROQVDKFUXAZHMLP';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='DCAZKJ';\r\nvexp='JKZACDBEFGHILMNOPQRSTUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='BJ';\r\nvexp='JBACDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JZ';\r\nvexp='ZJABCDEFGHIKLMNOPQRSTUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JG';\r\nvexp='GJABCDEFHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='SAMWRULICJGBEFYKVQTONPDZXH';\r\nvexp='HXZDPNOTQVKYFEBGJCILURWMAS';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JS';\r\nvexp='SJABCDEFGHIKLMNOPQRTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JE';\r\nvexp='EJABCDFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='YXUMAFB';\r\nvexp='BFAMUXYCDEGHIJKLNOPQRSTVWZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n\r\n\r\ntoc","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":3097,"edited_by":null,"edited_at":null,"deleted_by":null,"deleted_at":null,"solvers_count":16,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2016-03-20T00:37:14.000Z","updated_at":"2025-12-07T18:55:37.000Z","published_at":"2016-03-20T00:52:13.000Z","restored_at":null,"restored_by":null,"spam":false,"simulink":false,"admin_reviewed":false,"description_opc":"{\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"targetMode\":\"\",\"relationshipId\":\"rId1\",\"target\":\"/matlab/document.xml\"},{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/output\",\"targetMode\":\"\",\"relationshipId\":\"rId2\",\"target\":\"/matlab/output.xml\"}],\"parts\":[{\"partUri\":\"/matlab/document.xml\",\"relationship\":[],\"contentType\":\"application/vnd.mathworks.matlab.code.document+xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\"?\u003e\\n\u003cw:document xmlns:w=\\\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\\\"\u003e\u003cw:body\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eThis Challenge is derived from\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:hyperlink w:docLocation=\\\"http://code.google.com/codejam/contest/8274486/dashboard#s=p3\\\"\u003e\u003cw:r\u003e\u003cw:t\u003eGJam March 2016 Annual I/O for Password Security\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:hyperlink\u003e\u003cw:r\u003e\u003cw:t\u003e. This is the small-1 case of only a single password\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eThe GJam story goes that a random block set A:Z exists to the child of a paranoid corporate president. He is worried that his password(s) may exist in the block pattern. Produce a 26 character block sequence that does not contain his password. If no sequence can be made that does not contain his strong password output 'IMPOSSIBLE'.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eInput:\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e [PW], string of 1 to 26 characters\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eOutput:\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e [Pstr], string containing A:Z with no instance of PW or 'IMPOSSIBLE'\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eExamples:\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e [PW] [Pstr]\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"code\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003e\u003c![CDATA[[X] [IMPOSSIBLE] \\n[QQ][ABCDEFGHIJKLMNOPQRSTUVWXYZ]]]\u003e\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003e\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:hyperlink w:docLocation=\\\"http://code.google.com/codejam\\\"\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eGoogle Code Jam 2016 Open Qualifier: April 8, 2016\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:hyperlink\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eTheory:\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e Single password case is a three liner.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003c/w:body\u003e\u003c/w:document\u003e\"},{\"partUri\":\"/matlab/output.xml\",\"contentType\":\"text/xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\" standalone=\\\"no\\\" ?\u003e\u003cembeddedOutputs\u003e\u003cmetaData\u003e\u003cevaluationState\u003emanual\u003c/evaluationState\u003e\u003clayoutState\u003ecode\u003c/layoutState\u003e\u003coutputStatus\u003eready\u003c/outputStatus\u003e\u003c/metaData\u003e\u003coutputArray type=\\\"array\\\"/\u003e\u003cregionArray type=\\\"array\\\"/\u003e\u003c/embeddedOutputs\u003e\"}]}"},{"id":60785,"title":"Solve an easy binary puzzle","description":"A binary puzzle presents a square grid (or matrix) of cells in which each cell must be 0 or 1. The finished puzzle must follow these rules:\r\nIt may not have more than two 0s or 1s next to each other in any row or column. \r\nEach row and column must have an equal number of 0s and 1s. \r\nNo two rows and no two columns can be the same. \r\nWrite a function to solve easy binary puzzles—i.e., those that can be solved by applying only the first rule. Empty cells in the initial board will be marked by 9s. \r\nThe examples in the test suite and the one below come from binarypuzzle.com.\r\n","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.44px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: none solid rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 487.112px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 243.55px; transform-origin: 407px 243.556px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eA binary puzzle presents a square grid (or matrix) of cells in which each cell must be 0 or 1. The finished puzzle must follow these rules:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003col style=\"block-size: 61.3125px; font-family: Helvetica, Arial, sans-serif; list-style-type: decimal; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 30.65px; transform-origin: 391px 30.6562px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 20.4375px; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2125px; text-align: left; transform-origin: 363px 10.2188px; white-space-collapse: preserve; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eIt may not have more than two 0s or 1s next to each other in any row or column. \u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4375px; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2125px; text-align: left; transform-origin: 363px 10.2188px; white-space-collapse: preserve; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eEach row and column must have an equal number of 0s and 1s. \u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4375px; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2125px; text-align: left; transform-origin: 363px 10.2188px; white-space-collapse: preserve; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eNo two rows and no two columns can be the same. \u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ol\u003e\u003cdiv style=\"block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eWrite a function to solve easy binary puzzles—i.e., those that can be solved by applying only the first rule. Empty cells in the initial board will be marked by 9s. \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe examples in the test suite and the one below come from binarypuzzle.com.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 272.8px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 136.4px; text-align: left; transform-origin: 384px 136.4px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline\" 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\" data-image-state=\"image-loaded\"\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function y = binary1(b)\r\n  y = bitxor(b);\r\nend","test_suite":"%%\r\nb = [1 9 9 0 9 9; 9 9 0 0 9 1; 9 0 0 9 9 1; 9 9 9 9 9 9; 0 0 9 1 9 9; 9 1 9 9 0 0];\r\ny = binary1(b);\r\ny_correct = [1 0 1 0 1 0; 0 1 0 0 1 1; 1 0 0 1 0 1; 0 1 1 0 1 0; 0 0 1 1 0 1; 1 1 0 1 0 0];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [9 9 0 9 9 1; 1 9 0 0 9 9; 9 1 9 9 9 9; 9 9 9 9 1 9; 9 9 1 9 9 0; 0 0 9 1 9 9];\r\ny = binary1(b);\r\ny_correct = [1 0 0 1 0 1; 1 1 0 0 1 0; 0 1 1 0 0 1; 1 0 0 1 1 0; 0 1 1 0 1 0; 0 0 1 1 0 1];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [9 9 9 9 9 9 9 0; 9 0 0 9 9 1 9 9; 9 0 9 9 9 1 9 0; 9 9 1 9 9 9 9 9; 0 0 9 1 9 9 1 9; 9 9 9 9 1 9 9 9; 1 1 9 9 9 0 9 1; 9 1 9 9 9 9 9 1];\r\ny = binary1(b);\r\ny_correct = [0 1 1 0 1 0 1 0; 1 0 0 1 0 1 0 1; 1 0 0 1 0 1 1 0; 0 1 1 0 1 0 0 1; 0 0 1 1 0 1 1 0; 1 0 0 1 1 0 1 0; 1 1 0 0 1 0 0 1; 0 1 1 0 0 1 0 1];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [1 9 1 9 9 1 9 0; 1 9 0 9 0 9 9 9; 9 9 9 1 9 9 9 1; 0 9 9 9 9 9 1 1; 9 9 1 9 9 9 9 9; 9 9 9 0 9 9 9 1; 0 9 9 9 1 1 9 1; 0 9 9 9 1 9 9 9];\r\ny = binary1(b);\r\ny_correct = [1 0 1 0 1 1 0 0; 1 1 0 1 0 0 1 0; 0 0 1 1 0 1 0 1; 0 1 0 0 1 0 1 1; 1 0 1 1 0 0 1 0; 1 0 1 0 0 1 0 1; 0 1 0 0 1 1 0 1; 0 1 0 1 1 0 1 0];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [9 9 1 9 9 9 9 0 9 9 0 9; 9 9 9 1 9 0 9 9 1 9 9 1; 9 9 0 9 0 9 9 9 9 0 9 1; 1 9 0 9 9 9 0 0 9 9 9 9; 9 1 9 9 9 9 9 9 9 9 9 1; 9 9 9 9 1 9 9 9 9 0 9 9; 9 9 9 9 9 9 1 9 0 0 9 9; 9 9 0 9 9 9 9 1 9 9 1 9; 1 9 0 0 9 9 9 9 9 0 9 9; 9 9 9 9 9 1 9 9 9 0 9 0; 9 0 9 9 9 9 0 9 9 9 1 9; 0 0 9 1 9 1 9 1 9 1 9 9];\r\ny = binary1(b);\r\ny_correct = [0 1 1 0 1 1 0 0 1 1 0 0; 0 0 1 1 0 0 1 0 1 1 0 1; 1 0 0 1 0 0 1 1 0 0 1 1; 1 1 0 0 1 1 0 0 1 0 1 0; 0 1 1 0 0 1 0 1 0 1 0 1; 1 0 0 1 1 0 1 0 1 0 0 1; 0 1 1 0 1 0 1 1 0 0 1 0; 1 0 0 1 0 1 0 1 0 1 1 0; 1 1 0 0 1 0 1 0 1 0 0 1; 0 1 1 0 0 1 1 0 1 0 1 0; 1 0 0 1 1 0 0 1 0 1 1 0; 0 0 1 1 0 1 0 1 0 1 0 1];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [0 9 0 9 1 1 9 1 9 9 0 9; 0 9 9 1 1 9 9 9 0 1 9 9; 9 9 9 9 9 9 9 9 9 1 9 0; 9 9 9 9 1 9 9 0 9 9 9 0; 9 1 1 9 9 9 1 9 9 0 9 9; 0 9 9 1 9 1 9 9 9 9 9 9; 9 9 1 9 9 9 9 9 9 1 9 0; 9 9 9 0 9 1 9 9 0 9 9 9; 1 9 9 0 9 9 1 9 9 1 9 9; 1 9 1 9 9 0 9 9 0 9 9 1; 9 9 9 9 9 0 9 9 9 9 9 1; 1 9 1 1 9 9 9 9 0 0 9 9];\r\ny = binary1(b);\r\ny_correct = [0 1 0 0 1 1 0 1 1 0 0 1;0 1 0 1 1 0 1 0 0 1 0 1;1 0 1 0 0 1 0 1 0 1 1 0;1 0 0 1 1 0 1 0 1 0 1 0;0 1 1 0 1 0 1 0 1 0 0 1;0 1 0 1 0 1 0 1 0 1 1 0;1 0 1 1 0 0 1 0 1 1 0 0;0 1 0 0 1 1 0 1 0 0 1 1;1 0 1 0 0 1 1 0 1 1 0 0;1 0 1 1 0 0 1 0 0 1 0 1;0 1 0 0 1 0 0 1 1 0 1 1;1 0 1 1 0 1 0 1 0 0 1 0];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nfiletext = fileread('binary1.m');\r\nillegal = contains(filetext, 'assignin') || contains(filetext, 'assert') || contains(filetext, 'regexp') || contains(filetext, 'str2num'); \r\nassert(~illegal)\r\n","published":true,"deleted":false,"likes_count":0,"comments_count":0,"created_by":46909,"edited_by":46909,"edited_at":"2025-01-14T12:13:56.000Z","deleted_by":null,"deleted_at":null,"solvers_count":4,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2025-01-14T12:13:49.000Z","updated_at":"2026-01-25T13:59:44.000Z","published_at":"2025-01-14T12:13:56.000Z","restored_at":null,"restored_by":null,"spam":null,"simulink":false,"admin_reviewed":false,"description_opc":"{\"parts\":[{\"partUri\":\"/matlab/document.xml\",\"contentType\":\"application/vnd.mathworks.matlab.code.document+xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\"?\u003e\u003cw:document xmlns:w=\\\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\\\"\u003e\u003cw:body\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eA binary puzzle presents a square grid (or matrix) of cells in which each cell must be 0 or 1. The finished puzzle must follow these rules:\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eIt may not have more than two 0s or 1s next to each other in any row or column. \u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eEach row and column must have an equal number of 0s and 1s. \u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eNo two rows and no two columns can be the same. \u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eWrite a function to solve easy binary puzzles—i.e., those that can be solved by applying only the first rule. Empty cells in the initial board will be marked by 9s. \u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eThe examples in the test suite and the one below come from binarypuzzle.com.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:customXml w:element=\\\"image\\\"\u003e\u003cw:customXmlPr\u003e\u003cw:attr w:name=\\\"height\\\" w:val=\\\"267\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"617\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" 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this dress make me look fat","description":"For the input string \"Does xyz make me look fat\" output the string \"No, xyz does not make you look fat\"","description_html":"\u003cp\u003eFor the input string \"Does xyz make me look fat\" output the string \"No, xyz does not make you look fat\"\u003c/p\u003e","function_template":"function y = fat(x)\r\n  y = x;\r\nend","test_suite":"%%\r\nx = 'Does this dress make me look fat';\r\ny_correct = 'No, this dress does not make you look fat';\r\nassert(isequal(fat(x),y_correct))\r\n%%\r\nx = 'Does this shirt make me look fat';\r\ny_correct = 'No, this shirt does not make you look fat';\r\nassert(isequal(fat(x),y_correct))\r\n%%\r\nx = 'Does my hair make me look fat';\r\ny_correct = 'No, my hair does not make you look fat';\r\nassert(isequal(fat(x),y_correct))\r\n","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":7800,"edited_by":null,"edited_at":null,"deleted_by":null,"deleted_at":null,"solvers_count":51,"test_suite_updated_at":"2016-05-11T18:55:41.000Z","rescore_all_solutions":false,"group_id":1,"created_at":"2013-09-06T22:46:07.000Z","updated_at":"2026-03-04T15:31:51.000Z","published_at":"2016-05-11T18:55:41.000Z","restored_at":null,"restored_by":null,"spam":false,"simulink":false,"admin_reviewed":false,"description_opc":"{\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"relationshipId\":\"rId1\",\"target\":\"/matlab/document.xml\"},{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/output\",\"relationshipId\":\"rId2\",\"target\":\"/matlab/output.xml\"}],\"parts\":[{\"partUri\":\"/matlab/document.xml\",\"relationship\":[],\"contentType\":\"application/vnd.mathworks.matlab.code.document+xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\"?\u003e\u003cw:document xmlns:w=\\\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\\\"\u003e\u003cw:body\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eFor the input string \\\"Does xyz make me look fat\\\" output the string \\\"No, xyz does not make you look fat\\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003c/w:body\u003e\u003c/w:document\u003e\"},{\"partUri\":\"/matlab/output.xml\",\"contentType\":\"text/xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\" standalone=\\\"no\\\" ?\u003e\u003cembeddedOutputs\u003e\u003cmetaData\u003e\u003cevaluationState\u003emanual\u003c/evaluationState\u003e\u003clayoutState\u003ecode\u003c/layoutState\u003e\u003coutputStatus\u003eready\u003c/outputStatus\u003e\u003c/metaData\u003e\u003coutputArray type=\\\"array\\\"/\u003e\u003cregionArray type=\\\"array\\\"/\u003e\u003c/embeddedOutputs\u003e\"}]}"},{"id":42780,"title":"GJam March 2016 IOW: Password Single","description":"This Challenge is derived from \u003chttp://code.google.com/codejam/contest/8274486/dashboard#s=p3 GJam March 2016 Annual I/O for Password Security\u003e. This is the small-1 case of only a single password\r\n\r\nThe GJam story goes that a random block set A:Z exists to the child of a paranoid corporate president. He is worried that his password(s) may exist in the block pattern. Produce a 26 character block sequence that does not contain his password. If no sequence can be made that does not contain his strong password output 'IMPOSSIBLE'. \r\n\r\n*Input:* [PW], string of 1 to 26 characters\r\n\r\n*Output:* [Pstr], string containing A:Z with no instance of PW or 'IMPOSSIBLE'\r\n\r\n*Examples:* [PW] [Pstr]\r\n\r\n  [X] [IMPOSSIBLE] \r\n  [QQ][ABCDEFGHIJKLMNOPQRSTUVWXYZ] \r\n \r\n\r\n*\u003chttp://code.google.com/codejam Google Code Jam 2016 Open Qualifier: April 8, 2016\u003e*\r\n\r\n*Theory:* Single password case is a three liner.\r\n\r\n","description_html":"\u003cp\u003eThis Challenge is derived from \u003ca href = \"http://code.google.com/codejam/contest/8274486/dashboard#s=p3\"\u003eGJam March 2016 Annual I/O for Password Security\u003c/a\u003e. This is the small-1 case of only a single password\u003c/p\u003e\u003cp\u003eThe GJam story goes that a random block set A:Z exists to the child of a paranoid corporate president. He is worried that his password(s) may exist in the block pattern. Produce a 26 character block sequence that does not contain his password. If no sequence can be made that does not contain his strong password output 'IMPOSSIBLE'.\u003c/p\u003e\u003cp\u003e\u003cb\u003eInput:\u003c/b\u003e [PW], string of 1 to 26 characters\u003c/p\u003e\u003cp\u003e\u003cb\u003eOutput:\u003c/b\u003e [Pstr], string containing A:Z with no instance of PW or 'IMPOSSIBLE'\u003c/p\u003e\u003cp\u003e\u003cb\u003eExamples:\u003c/b\u003e [PW] [Pstr]\u003c/p\u003e\u003cpre class=\"language-matlab\"\u003e[X] [IMPOSSIBLE] \r\n[QQ][ABCDEFGHIJKLMNOPQRSTUVWXYZ] \r\n\u003c/pre\u003e\u003cp\u003e\u003cb\u003e\u003ca href = \"http://code.google.com/codejam\"\u003eGoogle Code Jam 2016 Open Qualifier: April 8, 2016\u003c/a\u003e\u003c/b\u003e\u003c/p\u003e\u003cp\u003e\u003cb\u003eTheory:\u003c/b\u003e Single password case is a three liner.\u003c/p\u003e","function_template":"function Pstr=Password(c)\r\n% c is a string [A:Z]\r\n% create Pstr that contains [A:Z] such that no c exists in Pstr\r\n% if not possible return Pstr='IMPOSSIBLE'\r\n Pstr='IMPOSSIBLE';\r\n\r\nend","test_suite":"%%\r\ntic\r\nm='ABCDEFGHIJKLMNOPQRSTUVWXYZ';\r\nvexp='ZYXWVUTSRQPONMLKJIHGFEDCBA';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='X';\r\nvexp='IMPOSSIBLE';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='QQ';\r\nvexp='QABCDEFGHIJKLMNOPRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VLCIFDXB';\r\nvexp='BXDFICLVAEGHJKMNOPQRSTUWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='Z';\r\nvexp='IMPOSSIBLE';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='IKFBJUXSECAHNYLRVWDQPTZOMG';\r\nvexp='GMOZTPQDWVRLYNHACESXUJBFKI';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='XQOHEJIUZVFRSMLGYNWDBATP';\r\nvexp='PTABDWNYGLMSRFVZUIJEHOQXCK';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JO';\r\nvexp='OJABCDEFGHIKLMNPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='UJ';\r\nvexp='JUABCDEFGHIKLMNOPQRSTVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JQ';\r\nvexp='QJABCDEFGHIKLMNOPRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='PJ';\r\nvexp='JPABCDEFGHIKLMNOQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JK';\r\nvexp='KJABCDEFGHILMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='AJILRWDVYFQNUPOSKXGTCME';\r\nvexp='EMCTGXKSOPUNQFYVDWRLIJABHZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JV';\r\nvexp='VJABCDEFGHIKLMNOPQRSTUWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='UOFVH';\r\nvexp='HVFOUABCDEGIJKLMNPQRSTWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ZBITRKUX';\r\nvexp='XUKRTIBZACDEFGHJLMNOPQSVWY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='RXHYDMIVCWTQN';\r\nvexp='NQTWCVIMDYHXRABEFGJKLOPSUZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VONM';\r\nvexp='MNOVABCDEFGHIJKLPQRSTUWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LPNXTMRA';\r\nvexp='ARMTXNPLBCDEFGHIJKOQSUVWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='PKBAYN';\r\nvexp='NYABKPCDEFGHIJLMOQRSTUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JBHWXAPIKGZLYDSVNEQRFCU';\r\nvexp='UCFRQENVSDYLZGKIPAXWHBJMOT';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JD';\r\nvexp='DJABCEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JL';\r\nvexp='LJABCDEFGHIKMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='CENHVFYD';\r\nvexp='DYFVHNECABGIJKLMOPQRSTUWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='CIJTQSGVWKEXLO';\r\nvexp='OLXEKWVGSQTJICABDFHMNPRUYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='AJ';\r\nvexp='JABCDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='RJ';\r\nvexp='JRABCDEFGHIKLMNOPQSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='QJ';\r\nvexp='JQABCDEFGHIKLMNOPRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LJ';\r\nvexp='JLABCDEFGHIKMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='RUTGILBYCWO';\r\nvexp='OWCYBLIGTURADEFHJKMNPQSVXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='WJ';\r\nvexp='JWABCDEFGHIKLMNOPQRSTUVXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JI';\r\nvexp='IJABCDEFGHKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='RPFLXJAUNZDYBCQHKOGEW';\r\nvexp='WEGOKHQCBYDZNUAJXLFPRIMSTV';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JC';\r\nvexp='CJABDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ZZ';\r\nvexp='ZABCDEFGHIJKLMNOPQRSTUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='NJ';\r\nvexp='JNABCDEFGHIKLMOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JN';\r\nvexp='NJABCDEFGHIKLMOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='OJ';\r\nvexp='JOABCDEFGHIKLMNPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='YJ';\r\nvexp='JYABCDEFGHIKLMNOPQRSTUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ASQHIYWOVDK';\r\nvexp='KDVOWYIHQSABCEFGJLMNPRTUXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JR';\r\nvexp='RJABCDEFGHIKLMNOPQSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='IAQPHFOVLZRXK';\r\nvexp='KXRZLVOFHPQAIBCDEGJMNSTUWY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='TJ';\r\nvexp='JTABCDEFGHIKLMNOPQRSUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JB';\r\nvexp='BJACDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='SKTMEYDBNQFGH';\r\nvexp='HGFQNBDYEMTKSACIJLOPRUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='HJ';\r\nvexp='JHABCDEFGIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LCIUBXSAMQJYNDRKTHPWEOV';\r\nvexp='VOEWPHTKRDNYJQMASXBUICLFGZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LEBIYF';\r\nvexp='FYIBELACDGHJKMNOPQRSTUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='QDUFXPLKWJYOV';\r\nvexp='VOYJWKLPXFUDQABCEGHIMNRSTZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ZJ';\r\nvexp='JZABCDEFGHIKLMNOPQRSTUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VNTIKRQLEUJZDSAYFHMG';\r\nvexp='GMHFYASDZJUELQRKITNVBCOPWX';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JU';\r\nvexp='UJABCDEFGHIKLMNOPQRSTVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='CJ';\r\nvexp='JCABDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VJ';\r\nvexp='JVABCDEFGHIKLMNOPQRSTUWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='GJ';\r\nvexp='JGABCDEFHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='MJ';\r\nvexp='JMABCDEFGHIKLNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JM';\r\nvexp='MJABCDEFGHIKLNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JWPOBESYCLURKTMXGAQFHZ';\r\nvexp='ZHFQAGXMTKRULCYSEBOPWJDINV';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='YXWVPTANLC';\r\nvexp='CLNATPVWXYBDEFGHIJKMOQRSUZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='DHTGFSRVMWKNXOBUPCLAIQYEJZ';\r\nvexp='ZJEYQIALCPUBOXNKWMVRSFGTHD';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='BHZLJATP';\r\nvexp='PTAJLZHBCDEFGIKMNOQRSUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='XJ';\r\nvexp='JXABCDEFGHIKLMNOPQRSTUVWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='AA';\r\nvexp='ABCDEFGHIJKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='FKMWBLNRQUDHOGZVCIAE';\r\nvexp='EAICVZGOHDUQRNLBWMKFJPSTXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='NQCHZXIUTVLKD';\r\nvexp='DKLVTUIXZHCQNABEFGJMOPRSWY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JP';\r\nvexp='PJABCDEFGHIKLMNOQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='OYSLPBQVHDZE';\r\nvexp='EZDHVQBPLSYOACFGIJKMNRTUWX';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JT';\r\nvexp='TJABCDEFGHIKLMNOPQRSUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JA';\r\nvexp='AJBCDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='SJ';\r\nvexp='JSABCDEFGHIKLMNOPQRTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='FJ';\r\nvexp='JFABCDEGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='ITQXRCOULKH';\r\nvexp='HKLUOCRXQTIABDEFGJMNPSVWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='EJ';\r\nvexp='JEABCDFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='DJ';\r\nvexp='JDABCEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VDSHZWRBAYUJEMFIONXPTKL';\r\nvexp='LKTPXNOIFMEJUYABRWZHSDVCGQ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='PWGUA';\r\nvexp='AUGWPBCDEFHIJKLMNOQRSTVXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='IMPOSSIBLE';\r\nvexp='ELBISOPMACDFGHJKNQRTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='XBYKNRGLJVFEPTUO';\r\nvexp='OUTPEFVJLGRNKYBXACDHIMQSWZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JH';\r\nvexp='HJABCDEFGIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='KTMDLQ';\r\nvexp='QLDMTKABCEFGHIJNOPRSUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='LUNSVKPGFJOXEAQMBDZ';\r\nvexp='ZDBMQAEXOJFGPKVSNULCHIRTWY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='IJ';\r\nvexp='JIABCDEFGHKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='VOKCMQBHWUNZGJ';\r\nvexp='JGZNUWHBQMCKOVADEFILPRSTXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JY';\r\nvexp='YJABCDEFGHIKLMNOPQRSTUVWXZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='A';\r\nvexp='IMPOSSIBLE';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JW';\r\nvexp='WJABCDEFGHIKLMNOPQRSTUVXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JX';\r\nvexp='XJABCDEFGHIKLMNOPQRSTUVWYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JF';\r\nvexp='FJABCDEGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='SLMAWBIKZCXOHQFGPYUDNJV';\r\nvexp='VJNDUYPGFQHOXCZKIBWAMLSERT';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='XDLNMWTESQIFYRHCPOA';\r\nvexp='AOPCHRYFIQSETWMNLDXBGJKUVZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='KJ';\r\nvexp='JKABCDEFGHILMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='MHZAXUFKDVQORNWYTCGEISBJ';\r\nvexp='JBSIEGCTYWNROQVDKFUXAZHMLP';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='DCAZKJ';\r\nvexp='JKZACDBEFGHILMNOPQRSTUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='BJ';\r\nvexp='JBACDEFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JZ';\r\nvexp='ZJABCDEFGHIKLMNOPQRSTUVWXY';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JG';\r\nvexp='GJABCDEFHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='SAMWRULICJGBEFYKVQTONPDZXH';\r\nvexp='HXZDPNOTQVKYFEBGJCILURWMAS';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JS';\r\nvexp='SJABCDEFGHIKLMNOPQRTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='JE';\r\nvexp='EJABCDFGHIKLMNOPQRSTUVWXYZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n%%\r\nm='YXUMAFB';\r\nvexp='BFAMUXYCDEGHIJKLNOPQRSTVWZ';\r\nv=Password(m);\r\nvalid=1;\r\nif ~strcmp(unique(v),char(65:90)),valid=0;end\r\nif ~isempty(strfind(v,m)),valid=0;end;\r\nif strcmp(vexp,'IMPOSSIBLE'),valid=strcmp(v,'IMPOSSIBLE');end\r\nassert(valid==1)\r\n\r\n\r\ntoc","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":3097,"edited_by":null,"edited_at":null,"deleted_by":null,"deleted_at":null,"solvers_count":16,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2016-03-20T00:37:14.000Z","updated_at":"2025-12-07T18:55:37.000Z","published_at":"2016-03-20T00:52:13.000Z","restored_at":null,"restored_by":null,"spam":false,"simulink":false,"admin_reviewed":false,"description_opc":"{\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"targetMode\":\"\",\"relationshipId\":\"rId1\",\"target\":\"/matlab/document.xml\"},{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/output\",\"targetMode\":\"\",\"relationshipId\":\"rId2\",\"target\":\"/matlab/output.xml\"}],\"parts\":[{\"partUri\":\"/matlab/document.xml\",\"relationship\":[],\"contentType\":\"application/vnd.mathworks.matlab.code.document+xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\"?\u003e\\n\u003cw:document xmlns:w=\\\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\\\"\u003e\u003cw:body\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eThis Challenge is derived from\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:hyperlink w:docLocation=\\\"http://code.google.com/codejam/contest/8274486/dashboard#s=p3\\\"\u003e\u003cw:r\u003e\u003cw:t\u003eGJam March 2016 Annual I/O for Password Security\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:hyperlink\u003e\u003cw:r\u003e\u003cw:t\u003e. This is the small-1 case of only a single password\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eThe GJam story goes that a random block set A:Z exists to the child of a paranoid corporate president. He is worried that his password(s) may exist in the block pattern. Produce a 26 character block sequence that does not contain his password. If no sequence can be made that does not contain his strong password output 'IMPOSSIBLE'.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eInput:\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e [PW], string of 1 to 26 characters\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eOutput:\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e [Pstr], string containing A:Z with no instance of PW or 'IMPOSSIBLE'\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eExamples:\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e [PW] [Pstr]\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"code\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003e\u003c![CDATA[[X] [IMPOSSIBLE] \\n[QQ][ABCDEFGHIJKLMNOPQRSTUVWXYZ]]]\u003e\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003e\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:hyperlink w:docLocation=\\\"http://code.google.com/codejam\\\"\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eGoogle Code Jam 2016 Open Qualifier: April 8, 2016\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:hyperlink\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eTheory:\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e Single password case is a three liner.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003c/w:body\u003e\u003c/w:document\u003e\"},{\"partUri\":\"/matlab/output.xml\",\"contentType\":\"text/xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\" standalone=\\\"no\\\" ?\u003e\u003cembeddedOutputs\u003e\u003cmetaData\u003e\u003cevaluationState\u003emanual\u003c/evaluationState\u003e\u003clayoutState\u003ecode\u003c/layoutState\u003e\u003coutputStatus\u003eready\u003c/outputStatus\u003e\u003c/metaData\u003e\u003coutputArray type=\\\"array\\\"/\u003e\u003cregionArray type=\\\"array\\\"/\u003e\u003c/embeddedOutputs\u003e\"}]}"},{"id":60785,"title":"Solve an easy binary puzzle","description":"A binary puzzle presents a square grid (or matrix) of cells in which each cell must be 0 or 1. The finished puzzle must follow these rules:\r\nIt may not have more than two 0s or 1s next to each other in any row or column. \r\nEach row and column must have an equal number of 0s and 1s. \r\nNo two rows and no two columns can be the same. \r\nWrite a function to solve easy binary puzzles—i.e., those that can be solved by applying only the first rule. Empty cells in the initial board will be marked by 9s. \r\nThe examples in the test suite and the one below come from binarypuzzle.com.\r\n","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.44px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: none solid rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 487.112px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 243.55px; transform-origin: 407px 243.556px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eA binary puzzle presents a square grid (or matrix) of cells in which each cell must be 0 or 1. The finished puzzle must follow these rules:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003col style=\"block-size: 61.3125px; font-family: Helvetica, Arial, sans-serif; list-style-type: decimal; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 30.65px; transform-origin: 391px 30.6562px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 20.4375px; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2125px; text-align: left; transform-origin: 363px 10.2188px; white-space-collapse: preserve; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eIt may not have more than two 0s or 1s next to each other in any row or column. \u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4375px; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2125px; text-align: left; transform-origin: 363px 10.2188px; white-space-collapse: preserve; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eEach row and column must have an equal number of 0s and 1s. \u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4375px; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2125px; text-align: left; transform-origin: 363px 10.2188px; white-space-collapse: preserve; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eNo two rows and no two columns can be the same. \u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ol\u003e\u003cdiv style=\"block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eWrite a function to solve easy binary puzzles—i.e., those that can be solved by applying only the first rule. Empty cells in the initial board will be marked by 9s. \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe examples in the test suite and the one below come from binarypuzzle.com.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 272.8px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 136.4px; text-align: left; transform-origin: 384px 136.4px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline\" 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\" data-image-state=\"image-loaded\"\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function y = binary1(b)\r\n  y = bitxor(b);\r\nend","test_suite":"%%\r\nb = [1 9 9 0 9 9; 9 9 0 0 9 1; 9 0 0 9 9 1; 9 9 9 9 9 9; 0 0 9 1 9 9; 9 1 9 9 0 0];\r\ny = binary1(b);\r\ny_correct = [1 0 1 0 1 0; 0 1 0 0 1 1; 1 0 0 1 0 1; 0 1 1 0 1 0; 0 0 1 1 0 1; 1 1 0 1 0 0];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [9 9 0 9 9 1; 1 9 0 0 9 9; 9 1 9 9 9 9; 9 9 9 9 1 9; 9 9 1 9 9 0; 0 0 9 1 9 9];\r\ny = binary1(b);\r\ny_correct = [1 0 0 1 0 1; 1 1 0 0 1 0; 0 1 1 0 0 1; 1 0 0 1 1 0; 0 1 1 0 1 0; 0 0 1 1 0 1];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [9 9 9 9 9 9 9 0; 9 0 0 9 9 1 9 9; 9 0 9 9 9 1 9 0; 9 9 1 9 9 9 9 9; 0 0 9 1 9 9 1 9; 9 9 9 9 1 9 9 9; 1 1 9 9 9 0 9 1; 9 1 9 9 9 9 9 1];\r\ny = binary1(b);\r\ny_correct = [0 1 1 0 1 0 1 0; 1 0 0 1 0 1 0 1; 1 0 0 1 0 1 1 0; 0 1 1 0 1 0 0 1; 0 0 1 1 0 1 1 0; 1 0 0 1 1 0 1 0; 1 1 0 0 1 0 0 1; 0 1 1 0 0 1 0 1];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [1 9 1 9 9 1 9 0; 1 9 0 9 0 9 9 9; 9 9 9 1 9 9 9 1; 0 9 9 9 9 9 1 1; 9 9 1 9 9 9 9 9; 9 9 9 0 9 9 9 1; 0 9 9 9 1 1 9 1; 0 9 9 9 1 9 9 9];\r\ny = binary1(b);\r\ny_correct = [1 0 1 0 1 1 0 0; 1 1 0 1 0 0 1 0; 0 0 1 1 0 1 0 1; 0 1 0 0 1 0 1 1; 1 0 1 1 0 0 1 0; 1 0 1 0 0 1 0 1; 0 1 0 0 1 1 0 1; 0 1 0 1 1 0 1 0];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [9 9 1 9 9 9 9 0 9 9 0 9; 9 9 9 1 9 0 9 9 1 9 9 1; 9 9 0 9 0 9 9 9 9 0 9 1; 1 9 0 9 9 9 0 0 9 9 9 9; 9 1 9 9 9 9 9 9 9 9 9 1; 9 9 9 9 1 9 9 9 9 0 9 9; 9 9 9 9 9 9 1 9 0 0 9 9; 9 9 0 9 9 9 9 1 9 9 1 9; 1 9 0 0 9 9 9 9 9 0 9 9; 9 9 9 9 9 1 9 9 9 0 9 0; 9 0 9 9 9 9 0 9 9 9 1 9; 0 0 9 1 9 1 9 1 9 1 9 9];\r\ny = binary1(b);\r\ny_correct = [0 1 1 0 1 1 0 0 1 1 0 0; 0 0 1 1 0 0 1 0 1 1 0 1; 1 0 0 1 0 0 1 1 0 0 1 1; 1 1 0 0 1 1 0 0 1 0 1 0; 0 1 1 0 0 1 0 1 0 1 0 1; 1 0 0 1 1 0 1 0 1 0 0 1; 0 1 1 0 1 0 1 1 0 0 1 0; 1 0 0 1 0 1 0 1 0 1 1 0; 1 1 0 0 1 0 1 0 1 0 0 1; 0 1 1 0 0 1 1 0 1 0 1 0; 1 0 0 1 1 0 0 1 0 1 1 0; 0 0 1 1 0 1 0 1 0 1 0 1];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nb = [0 9 0 9 1 1 9 1 9 9 0 9; 0 9 9 1 1 9 9 9 0 1 9 9; 9 9 9 9 9 9 9 9 9 1 9 0; 9 9 9 9 1 9 9 0 9 9 9 0; 9 1 1 9 9 9 1 9 9 0 9 9; 0 9 9 1 9 1 9 9 9 9 9 9; 9 9 1 9 9 9 9 9 9 1 9 0; 9 9 9 0 9 1 9 9 0 9 9 9; 1 9 9 0 9 9 1 9 9 1 9 9; 1 9 1 9 9 0 9 9 0 9 9 1; 9 9 9 9 9 0 9 9 9 9 9 1; 1 9 1 1 9 9 9 9 0 0 9 9];\r\ny = binary1(b);\r\ny_correct = [0 1 0 0 1 1 0 1 1 0 0 1;0 1 0 1 1 0 1 0 0 1 0 1;1 0 1 0 0 1 0 1 0 1 1 0;1 0 0 1 1 0 1 0 1 0 1 0;0 1 1 0 1 0 1 0 1 0 0 1;0 1 0 1 0 1 0 1 0 1 1 0;1 0 1 1 0 0 1 0 1 1 0 0;0 1 0 0 1 1 0 1 0 0 1 1;1 0 1 0 0 1 1 0 1 1 0 0;1 0 1 1 0 0 1 0 0 1 0 1;0 1 0 0 1 0 0 1 1 0 1 1;1 0 1 1 0 1 0 1 0 0 1 0];\r\nassert(isequal(y,y_correct))\r\n\r\n%%\r\nfiletext = fileread('binary1.m');\r\nillegal = contains(filetext, 'assignin') || contains(filetext, 'assert') || contains(filetext, 'regexp') || contains(filetext, 'str2num'); \r\nassert(~illegal)\r\n","published":true,"deleted":false,"likes_count":0,"comments_count":0,"created_by":46909,"edited_by":46909,"edited_at":"2025-01-14T12:13:56.000Z","deleted_by":null,"deleted_at":null,"solvers_count":4,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2025-01-14T12:13:49.000Z","updated_at":"2026-01-25T13:59:44.000Z","published_at":"2025-01-14T12:13:56.000Z","restored_at":null,"restored_by":null,"spam":null,"simulink":false,"admin_reviewed":false,"description_opc":"{\"parts\":[{\"partUri\":\"/matlab/document.xml\",\"contentType\":\"application/vnd.mathworks.matlab.code.document+xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\"?\u003e\u003cw:document xmlns:w=\\\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\\\"\u003e\u003cw:body\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eA binary puzzle presents a square grid (or matrix) of cells in which each cell must be 0 or 1. The finished puzzle must follow these rules:\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eIt may not have more than two 0s or 1s next to each other in any row or column. \u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eEach row and column must have an equal number of 0s and 1s. \u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eNo two rows and no two columns can be the same. \u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eWrite a function to solve easy binary puzzles—i.e., those that can be solved by applying only the first rule. Empty cells in the initial board will be marked by 9s. \u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eThe examples in the test suite and the one below come from binarypuzzle.com.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:customXml w:element=\\\"image\\\"\u003e\u003cw:customXmlPr\u003e\u003cw:attr w:name=\\\"height\\\" w:val=\\\"267\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"617\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" 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