{"group":{"id":1,"name":"Community","lockable":false,"created_at":"2012-01-18T18:02:15.000Z","updated_at":"2025-12-14T01:33:56.000Z","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":"2025-12-14T00:00:00.000Z","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":2094,"title":"Sum of diagonals elements of a matrix","description":"Given a matrix, return the sum of all the elements across the diagonals.\r\n\r\nE.g. A = [1 2 3;\r\n          4 5 6;\r\n          7 8 9;]\r\n\r\nthen,\r\nsum = 25 as sum of (1, 3, 7, 9,5)\r\n\r\n","description_html":"\u003cp\u003eGiven a matrix, return the sum of all the elements across the diagonals.\u003c/p\u003e\u003cp\u003eE.g. A = [1 2 3;\r\n          4 5 6;\r\n          7 8 9;]\u003c/p\u003e\u003cp\u003ethen,\r\nsum = 25 as sum of (1, 3, 7, 9,5)\u003c/p\u003e","function_template":"function y = DiagSum(x)\r\n  y = x;\r\nend","test_suite":"%%\r\nx = [1 2 3;4 5 6; 7 8 9;];\r\ny_correct = 25;\r\nassert(isequal(DiagSum(x),y_correct));\r\n\r\n%%\r\nx = [1 2 3 4 5;6 7 8 9 10; 11 12 13 14 15; 16 17 18 19 20; 21 22 23 24 25;];\r\ny_correct = 117;\r\nassert(isequal(DiagSum(x),y_correct));\r\n\r\n%%\r\nx = ones(7);\r\ny_correct = 13;\r\nassert(isequal(DiagSum(x),y_correct));\r\n\r\n%%\r\nx = magic(9);\r\ny_correct = 697;\r\nassert(isequal(DiagSum(x),y_correct));\r\n\r\n\r\n\r\n","published":true,"deleted":false,"likes_count":3,"comments_count":2,"created_by":16381,"edited_by":null,"edited_at":null,"deleted_by":null,"deleted_at":null,"solvers_count":232,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2014-01-08T03:00:11.000Z","updated_at":"2026-04-01T09:17:18.000Z","published_at":"2014-01-08T03:00:48.000Z","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\u003eGiven a matrix, return the sum of all the elements across the diagonals.\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\u003eE.g. A = [1 2 3; 4 5 6; 7 8 9;]\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\u003ethen, sum = 25 as sum of (1, 3, 7, 9,5)\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":61062,"title":"A Nedlish Country Garden - Check for Valid Arrangement","description":"Nedland is famous for its stately gardens, which typically have a centerpiece of a square grid, with certain squares featuring an elaborate potted-plant display. Nedlish design principles dictate that true garden serenity is achieved only if these displays are arranged such that each one can be seen from the edge of the grid in a straight line horizontally, vertically, and diagonally, without any other pot getting in the way. That is, each pot must be placed in a different row, and in a different column, and on different diagonals:\r\n\r\nIf any pot has another pot on the same row, column, or diagonals, that is an invalid arrangement, causing visitors to the garden significant aesthetic anguish, and resulting in the gardener being subjected to endless ridicule and shame:\r\n\r\n\r\nObviously, the goal is to have as many pots as possible. The requirement of each pot being on its own row (or column) immediately limits that maximum to the size of the height (or width) of the grid.\r\nTo reduce stress among Nedland's already mentally fragile gardening community, the Nedland Association for Topiary Organization is developing tools to verify a gardener's proposed arrangement. Given an n-by-n matrix P, where P(j,k) = 1 if there is a pot on the (j,k)th square, and P(j,k) = 0 otherwise, determine whether P represents a valid Nedlish garden arrangement. That is, check whether each row and each column of P contains exactly one 1, and that no diagonal (or antidiagonal) has more than one 1.\r\n\r\nExamples\r\nValid arrangement\r\n\u003e\u003e P = [0  0  0  0  1;0  1  0  0  0;0  0  0  1  0;1  0  0  0  0;0  0  1  0  0]\r\nP =\r\n0              0              0              0              1       \r\n0              1              0              0              0       \r\n0              0              0              1              0       \r\n1              0              0              0              0       \r\n0              0              1              0              0       \r\n\u003e\u003e ok = isvalidgarden(P)\r\nok =\r\nlogical\r\n1\r\nInvalid arrangement due to two pots sharing a diagonal\r\n\u003e\u003e P = [0  0  0  0  1;0  1  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\r\nP =\r\n0              0              0              0              1       \r\n0              1              0              0              0       \r\n0              0              1              0              0       \r\n1              0              0              0              0       \r\n0              0              0              1              0       \r\n\u003e\u003e ok = isvalidgarden(P)\r\nok =\r\nlogical\r\n0\r\nInvalid arrangement due to insufficient pots\r\n\u003e\u003e P = [0  0  0  0  1;0  0  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\r\nP =\r\n0              0              0              0              1       \r\n0              0              0              0              0       \r\n0              0              1              0              0       \r\n1              0              0              0              0       \r\n0              0              0              1              0       \r\n\u003e\u003e ok = isvalidgarden(P)\r\nok =\r\nlogical\r\n0\r\n\r\nAssumptions\r\nThe input will be a square matrix of 0s and 1s. It can be verified that there is no valid arrangement when n = 2 or n = 3. Thankfully, no self-respecting Nedlish gardener would even consider a layout smaller than 4-by-4, so you can assume n ≥ 4. Return a logical true if P represents a valid arrangement, or false if not.","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; white-space: normal; \"\u003e\u003cdiv style=\"block-size: 2160.04px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 408px 1080.01px; transform-origin: 408px 1080.02px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 105px; 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: 385px 52.5px; text-align: left; transform-origin: 385px 52.5px; 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=\"\"\u003eNedland\u003c/span\u003e\u003c/span\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=\"\"\u003e is famous for its stately gardens, which typically have a centerpiece of a square grid, with certain squares featuring an elaborate potted-plant display. \u003c/span\u003e\u003c/span\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=\"\"\u003eNedlish\u003c/span\u003e\u003c/span\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=\"\"\u003e design principles dictate that true garden serenity is achieved only if these displays are arranged such that each one can be seen from the edge of the grid in a straight line horizontally, vertically, and diagonally, without any other pot getting in the way. That is, each pot must be placed in a different row, and in a different column, and on different diagonals:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 400.8px; 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: 385px 200.4px; text-align: left; transform-origin: 385px 200.4px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" width=\"395\" height=\"395\" style=\"vertical-align: baseline;width: 395px;height: 395px\" src=\"data:image/png;base64,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\" alt=\"A 5-by-5 checkerboard has five flower pots on it, in locations (1,5), (2,2), (3,4), (4,1), and (5,3). Lines through the pot at (2,2) illustrate how this is a valid arrangement. The second row and second column have no other pots. The main diagonal (1,1), (2,2), (3,3), etc, also has no other pots. Nor does the antidiagonal through (2,2): (3,1), (2,2), and (1,3).\" data-image-state=\"image-loaded\"\u003e\u003c/div\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: 385px 21px; text-align: left; transform-origin: 385px 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=\"\"\u003eIf any pot has another pot on the same row, column, or diagonals, that is an invalid arrangement, causing visitors to the garden significant aesthetic anguish, and resulting in the gardener being subjected to endless ridicule and shame:\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"\"\u003e\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 400.8px; 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: 385px 200.4px; text-align: left; transform-origin: 385px 200.4px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" width=\"395\" height=\"395\" style=\"vertical-align: baseline;width: 395px;height: 395px\" src=\"data:image/png;base64,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\" alt=\"The same 5-by-5 checkerboard as before, but now the pots are in locations (1,5), (2,2), (3,4), (4,3), and (5,1). A line through the antidiagonal through (4,3) and (3,4) shows that this is an invalid arrangement, as these two pots share the same antidiagonal.\" data-image-state=\"image-loaded\"\u003e\u003c/div\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: 385px 21px; text-align: left; transform-origin: 385px 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=\"\"\u003eObviously, the goal is to have as many pots as possible. The requirement of each pot being on its own row (or column) immediately limits that maximum to the size of the height (or width) of the grid.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 105px; 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: 385px 52.5px; text-align: left; transform-origin: 385px 52.5px; 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=\"\"\u003eTo reduce stress among \u003c/span\u003e\u003c/span\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=\"\"\u003eNedland's\u003c/span\u003e\u003c/span\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=\"\"\u003e already mentally fragile gardening community, the \u003c/span\u003e\u003c/span\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=\"\"\u003eNedland\u003c/span\u003e\u003c/span\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=\"\"\u003e Association for Topiary Organization is developing tools to verify a gardener's proposed arrangement. Given an \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e-by-\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e matrix \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e, where \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e(\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ej\u003c/span\u003e\u003c/span\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=\"\"\u003e,\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ek\u003c/span\u003e\u003c/span\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=\"\"\u003e) = 1 if there is a pot on the (\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ej\u003c/span\u003e\u003c/span\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=\"\"\u003e,\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ek\u003c/span\u003e\u003c/span\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=\"\"\u003e)\u003c/span\u003e\u003c/span\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=\"\"\u003eth\u003c/span\u003e\u003c/span\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=\"\"\u003e square, and \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e(\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ej\u003c/span\u003e\u003c/span\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=\"\"\u003e,\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ek\u003c/span\u003e\u003c/span\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=\"\"\u003e) = 0 otherwise, determine whether \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e represents a valid \u003c/span\u003e\u003c/span\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=\"\"\u003eNedlish\u003c/span\u003e\u003c/span\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=\"\"\u003e garden arrangement. That is, check whether each row and each column of \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e contains exactly one 1, and that no diagonal (or \u003c/span\u003e\u003c/span\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=\"\"\u003eantidiagonal\u003c/span\u003e\u003c/span\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=\"\"\u003e) has more than one 1.\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"font-weight: 700; \"\u003e\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"font-weight: 700; \"\u003eExamples\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"\"\u003eValid arrangement\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 224.812px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 405px 112.4px; transform-origin: 405px 112.406px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; P = [0  0  0  0  1;0  1  0  0  0;0  0  0  1  0;1  0  0  0  0;0  0  1  0  0]\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eP =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              0              1       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              1              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              1              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e1              0              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              1              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; ok = isvalidgarden(P)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eok =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003elogical\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e1\u003c/span\u003e\u003c/span\u003e\u003c/div\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: 10px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 10px; perspective-origin: 385px 10.5px; text-align: left; transform-origin: 385px 10.5px; white-space-collapse: preserve; margin-left: 4px; margin-top: 10px; 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=\"\"\u003eInvalid arrangement due to two pots sharing a diagonal\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 224.812px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 405px 112.4px; transform-origin: 405px 112.406px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; P = [0  0  0  0  1;0  1  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eP =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              0              1       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              1              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              1              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e1              0              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              1              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; ok = isvalidgarden(P)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eok =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003elogical\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0\u003c/span\u003e\u003c/span\u003e\u003c/div\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: 10px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 10px; perspective-origin: 385px 10.5px; text-align: left; transform-origin: 385px 10.5px; white-space-collapse: preserve; margin-left: 4px; margin-top: 10px; 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=\"\"\u003eInvalid arrangement due to insufficient pots\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 224.812px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 405px 112.4px; transform-origin: 405px 112.406px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; P = [0  0  0  0  1;0  0  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eP =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              0              1       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              1              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e1              0              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              1              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; ok = isvalidgarden(P)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eok =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003elogical\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0\u003c/span\u003e\u003c/span\u003e\u003c/div\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: 10px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 10px; perspective-origin: 385px 10.5px; text-align: left; transform-origin: 385px 10.5px; white-space-collapse: preserve; margin-left: 4px; margin-top: 10px; 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=\"font-weight: 700; \"\u003e\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"font-weight: 700; \"\u003eAssumptions\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 63px; 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: 385px 31.5px; text-align: left; transform-origin: 385px 31.5px; 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 input will be a square matrix of 0s and 1s. It can be verified that there is no valid arrangement when \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e = 2 or \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e = 3. Thankfully, no self-respecting \u003c/span\u003e\u003c/span\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=\"\"\u003eNedlish\u003c/span\u003e\u003c/span\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=\"\"\u003e gardener would even consider a layout smaller than 4-by-4, so you can assume \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e ≥ 4. Return a logical \u003c/span\u003e\u003c/span\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=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; \"\u003etrue\u003c/span\u003e\u003c/span\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=\"\"\u003e if \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e represents a valid arrangement, or \u003c/span\u003e\u003c/span\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=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; \"\u003efalse\u003c/span\u003e\u003c/span\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=\"\"\u003e if not.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function ok = isvalidgarden(P)\r\nok = any(diag(P));\r\nend","test_suite":"%% Test case #1: n = 4, invalid\r\nP = zeros(4);\r\nidx = [2;7;9;16];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #2: n = 4, valid\r\nP = zeros(4);\r\nidx = [2;8;9;15];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #3: n = 5, invalid\r\nP = zeros(5);\r\nidx = [5;10;12;14;18;24];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #4: n = 5, valid\r\nP = zeros(5);\r\nidx = [5;7;14;16;23];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #5: n = 6, invalid\r\nP = zeros(6);\r\nidx = [3;11;18;20;28;31];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #6: n = 6, valid\r\nP = zeros(6);\r\nidx = [4;7;17;20;30;33];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #7: n = 7, invalid\r\nP = zeros(7);\r\nidx = [1;16;32;42;48;49];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #8: n = 7, valid\r\nP = zeros(7);\r\nidx = [7;11;15;26;30;41;45];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #9: n = 8, invalid\r\nP = zeros(8);\r\nidx = [3;15;19;27;35;45;51;56;57;63];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #10: n = 8, valid\r\nP = zeros(8);\r\nidx = [4;15;21;27;33;46;56;58];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #11: n = 9, invalid\r\nP = zeros(9);\r\nidx = [9;11;26;34;41;48;58;64;78];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #12: n = 9, valid\r\nP = zeros(9);\r\nidx = [4;15;26;29;41;46;63;70;75];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #13: n = 10, invalid\r\nP = zeros(10);\r\nidx = [6;20;24;31;42;58;67;79;83;95];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #14: n = 10, valid\r\nP = zeros(10);\r\nidx = [1;20;25;37;49;53;68;72;84;96];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #15: n = 11, invalid\r\nP = zeros(11);\r\nidx = [10;15;25;42;52;62;77;83;90;104;111];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #16: n = 11, valid\r\nP = zeros(11);\r\nidx = [7;16;24;42;50;65;69;78;99;103;118];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #17: n = 12, invalid\r\nP = zeros(12);\r\nidx = [4;20;33;46;55;72;73;95;98;111;125;138];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #18: n = 12, valid\r\nP = zeros(12);\r\nidx = [1;20;30;48;50;67;83;87;101;117;124;142];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #19: n = 13, invalid\r\nP = zeros(13);\r\nidx = [1;19;37;43;55;70;90;99;113;130;132;153;163];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #20: n = 13, valid\r\nP = zeros(13);\r\nidx = [12;16;32;41;59;75;79;104;113;122;138;154;160];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #21: n = 14, invalid\r\nP = zeros(14);\r\nidx = [1;2;11;14;23;27;45;47;66;69;70;73;76;86;98;111;114;116;128;137;147;148;150;154;163;167;174;176;179;182;190;194];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #22: n = 14, valid\r\nP = zeros(14);\r\nidx = [9;26;33;43;66;83;90;101;119;128;151;162;182;186];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #23: n = 15, invalid\r\nP = zeros(15);\r\nidx = [5;18;44;60;67;79;92;111;132;145;161;166;193;203;219];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #24: n = 15, valid\r\nP = zeros(15);\r\nidx = [4;25;33;51;74;86;92;112;135;136;155;178;189;207;218];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))","published":true,"deleted":false,"likes_count":3,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2025-11-10T02:22:12.000Z","deleted_by":null,"deleted_at":null,"solvers_count":91,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2025-11-04T20:32:34.000Z","updated_at":"2026-03-15T04:56:43.000Z","published_at":"2025-11-10T02:22:12.000Z","restored_at":null,"restored_by":null,"spam":false,"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\u003eNedland\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e is famous for its stately gardens, which typically have a centerpiece of a square grid, with certain squares featuring an elaborate potted-plant display. \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedlish\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e design principles dictate that true garden serenity is achieved only if these displays are arranged such that each one can be seen from the edge of the grid in a straight line horizontally, vertically, and diagonally, without any other pot getting in the way. That is, each pot must be placed in a different row, and in a different column, and on different diagonals:\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=\\\"395\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"395\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"A 5-by-5 checkerboard has five flower pots on it, in locations (1,5), (2,2), (3,4), (4,1), and (5,3). Lines through the pot at (2,2) illustrate how this is a valid arrangement. The second row and second column have no other pots. The main diagonal (1,1), (2,2), (3,3), etc, also has no other pots. Nor does the antidiagonal through (2,2): (3,1), (2,2), and (1,3).\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" w:val=\\\"rId1\\\"/\u003e\u003c/w:customXmlPr\u003e\u003c/w:customXml\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\u003eIf any pot has another pot on the same row, column, or diagonals, that is an invalid arrangement, causing visitors to the garden significant aesthetic anguish, and resulting in the gardener being subjected to endless ridicule and shame:\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\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\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=\\\"395\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"395\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"The same 5-by-5 checkerboard as before, but now the pots are in locations (1,5), (2,2), (3,4), (4,3), and (5,1). A line through the antidiagonal through (4,3) and (3,4) shows that this is an invalid arrangement, as these two pots share the same antidiagonal.\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" w:val=\\\"rId2\\\"/\u003e\u003c/w:customXmlPr\u003e\u003c/w:customXml\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\u003eObviously, the goal is to have as many pots as possible. The requirement of each pot being on its own row (or column) immediately limits that maximum to the size of the height (or width) of the grid.\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\u003eTo reduce stress among \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedland's\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e already mentally fragile gardening community, the \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedland\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e Association for Topiary Organization is developing tools to verify a gardener's proposed arrangement. Given an \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e-by-\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e matrix \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e, where \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e(\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ej\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e,\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ek\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e) = 1 if there is a pot on the (\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ej\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e,\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ek\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e)\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eth\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e square, and \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e(\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ej\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e,\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ek\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e) = 0 otherwise, determine whether \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e represents a valid \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedlish\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e garden arrangement. That is, check whether each row and each column of \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e contains exactly one 1, and that no diagonal (or \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eantidiagonal\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e) has more than one 1.\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:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\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\u003cw:jc w:val=\\\"left\\\"/\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\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\u003eValid arrangement\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[\u003e\u003e P = [0  0  0  0  1;0  1  0  0  0;0  0  0  1  0;1  0  0  0  0;0  0  1  0  0]\\nP =\\n0              0              0              0              1       \\n0              1              0              0              0       \\n0              0              0              1              0       \\n1              0              0              0              0       \\n0              0              1              0              0       \\n\u003e\u003e ok = isvalidgarden(P)\\nok =\\nlogical\\n1]]\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\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eInvalid arrangement due to two pots sharing a diagonal\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[\u003e\u003e P = [0  0  0  0  1;0  1  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\\nP =\\n0              0              0              0              1       \\n0              1              0              0              0       \\n0              0              1              0              0       \\n1              0              0              0              0       \\n0              0              0              1              0       \\n\u003e\u003e ok = isvalidgarden(P)\\nok =\\nlogical\\n0]]\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\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eInvalid arrangement due to insufficient pots\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[\u003e\u003e P = [0  0  0  0  1;0  0  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\\nP =\\n0              0              0              0              1       \\n0              0              0              0              0       \\n0              0              1              0              0       \\n1              0              0              0              0       \\n0              0              0              1              0       \\n\u003e\u003e ok = isvalidgarden(P)\\nok =\\nlogical\\n0]]\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\u003cw:jc w:val=\\\"left\\\"/\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\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:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eAssumptions\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 input will be a square matrix of 0s and 1s. It can be verified that there is no valid arrangement when \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e = 2 or \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e = 3. Thankfully, no self-respecting \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedlish\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e gardener would even consider a layout smaller than 4-by-4, so you can assume \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e ≥ 4. Return a logical \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:rFonts w:cs=\\\"monospace\\\"/\u003e\u003c/w:rPr\u003e\u003cw:t\u003etrue\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e if \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e represents a valid arrangement, or \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:rFonts w:cs=\\\"monospace\\\"/\u003e\u003c/w:rPr\u003e\u003cw:t\u003efalse\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e if not.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003c/w:body\u003e\u003c/w:document\u003e\",\"relationship\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/image\",\"target\":\"/media/image1.png\",\"relationshipId\":\"rId1\"},{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/image\",\"target\":\"/media/image2.png\",\"relationshipId\":\"rId2\"}]},{\"partUri\":\"/media/image1.png\",\"contentType\":\"image/png\",\"content\":\"data:image/png;base64,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\",\"relationship\":null},{\"partUri\":\"/media/image2.png\",\"contentType\":\"image/png\",\"content\":\"data:image/png;base64,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\",\"relationship\":null}],\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"target\":\"/matlab/document.xml\",\"relationshipId\":\"rId1\"}]}"},{"id":972,"title":"Set a diagonal","description":"Given a matrix M, row vector v of appropriate length, and diagonal index d (where 0 indicates the main diagonal and off-diagonals are identified by positive and negative integers), return a new matrix where the specified diagonal of M is replaced by v. You may assume that v is the correct length for the specified diagonal. If d is not provided, assume it is zero.\r\nFor example,\r\nM = magic(5);\r\nsetDiagonal(M,1:4,-1)\r\n\r\nans =\r\n  17    24     1     8    15\r\n   1     5     7    14    16\r\n   4     2    13    20    22\r\n  10    12     3    21     3\r\n  11    18    25     4     9","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: 286.938px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407.5px 143.469px; transform-origin: 407.5px 143.469px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 63px; 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: 384.5px 31.5px; text-align: left; transform-origin: 384.5px 31.5px; 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=\"\"\u003eGiven a matrix M, row vector v of appropriate length, and diagonal index d (where 0 indicates the main diagonal and off-diagonals are identified by positive and negative integers), return a new matrix where the specified diagonal of M is replaced by v. You may assume that v is the correct length for the specified diagonal. If d is not provided, assume it is zero.\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: 384.5px 10.5px; text-align: left; transform-origin: 384.5px 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=\"\"\u003eFor example,\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 183.938px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 404.5px 91.9688px; transform-origin: 404.5px 91.9688px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eM = magic(5);\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003esetDiagonal(M,1:4,-1)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eans =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e  17    24     1     8    15\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   1     5     7    14    16\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   4     2    13    20    22\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e  10    12     3    21     3\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e  11    18    25     4     9\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function M = setDiagonal(M,v,d)\r\n\r\nend","test_suite":"%%\r\nM = 1;\r\nv = 7;\r\nd = 0;\r\nM2 = 7;\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\nassert(isequal(setDiagonal(M,v),M2));\r\n\r\n%%\r\nM = magic(5);\r\nv = 1:3;\r\nd = 2;\r\nM2 = M;\r\nM2([11,17,23]) = v;\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\n\r\n%%\r\nM = rand(6);\r\nv = [.2 -.2];\r\nd = -4;\r\nM2 = M;\r\nM2([5,12]) = v;\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\n\r\n%%\r\nM = zeros(99);\r\nv = ones(1,99);\r\nd = 0;\r\nM2 = eye(99);\r\nassert(isequal(setDiagonal(M,v),M2));\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\n\r\n%%\r\nM = zeros(3);\r\nv = -1:1;\r\nd = 0;\r\nM2 = diag(v);\r\nassert(isequal(setDiagonal(M,v),M2));\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\n\r\n%%\r\nM = eye(4);\r\nv = zeros(1,4);\r\nM2 = zeros(4);\r\nd = 0;\r\nassert(isequal(setDiagonal(M,v),M2));\r\nassert(isequal(setDiagonal(M,v,d),M2));","published":true,"deleted":false,"likes_count":6,"comments_count":10,"created_by":3117,"edited_by":3117,"edited_at":"2025-02-02T14:23:27.000Z","deleted_by":null,"deleted_at":null,"solvers_count":354,"test_suite_updated_at":"2025-02-02T14:23:27.000Z","rescore_all_solutions":false,"group_id":13,"created_at":"2012-10-05T19:01:46.000Z","updated_at":"2026-03-24T19:58:54.000Z","published_at":"2012-10-05T19:01:46.000Z","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\u003eGiven a matrix M, row vector v of appropriate length, and diagonal index d (where 0 indicates the main diagonal and off-diagonals are identified by positive and negative integers), return a new matrix where the specified diagonal of M is replaced by v. You may assume that v is the correct length for the specified diagonal. If d is not provided, assume it is zero.\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\u003eFor example,\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[M = magic(5);\\nsetDiagonal(M,1:4,-1)\\n\\nans =\\n  17    24     1     8    15\\n   1     5     7    14    16\\n   4     2    13    20    22\\n  10    12     3    21     3\\n  11    18    25     4     9]]\u003e\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003c/w:body\u003e\u003c/w:document\u003e\",\"relationship\":null}],\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"target\":\"/matlab/document.xml\",\"relationshipId\":\"rId1\"}]}"}],"problem_search":{"errors":[],"problems":[{"id":2094,"title":"Sum of diagonals elements of a matrix","description":"Given a matrix, return the sum of all the elements across the diagonals.\r\n\r\nE.g. A = [1 2 3;\r\n          4 5 6;\r\n          7 8 9;]\r\n\r\nthen,\r\nsum = 25 as sum of (1, 3, 7, 9,5)\r\n\r\n","description_html":"\u003cp\u003eGiven a matrix, return the sum of all the elements across the diagonals.\u003c/p\u003e\u003cp\u003eE.g. A = [1 2 3;\r\n          4 5 6;\r\n          7 8 9;]\u003c/p\u003e\u003cp\u003ethen,\r\nsum = 25 as sum of (1, 3, 7, 9,5)\u003c/p\u003e","function_template":"function y = DiagSum(x)\r\n  y = x;\r\nend","test_suite":"%%\r\nx = [1 2 3;4 5 6; 7 8 9;];\r\ny_correct = 25;\r\nassert(isequal(DiagSum(x),y_correct));\r\n\r\n%%\r\nx = [1 2 3 4 5;6 7 8 9 10; 11 12 13 14 15; 16 17 18 19 20; 21 22 23 24 25;];\r\ny_correct = 117;\r\nassert(isequal(DiagSum(x),y_correct));\r\n\r\n%%\r\nx = ones(7);\r\ny_correct = 13;\r\nassert(isequal(DiagSum(x),y_correct));\r\n\r\n%%\r\nx = magic(9);\r\ny_correct = 697;\r\nassert(isequal(DiagSum(x),y_correct));\r\n\r\n\r\n\r\n","published":true,"deleted":false,"likes_count":3,"comments_count":2,"created_by":16381,"edited_by":null,"edited_at":null,"deleted_by":null,"deleted_at":null,"solvers_count":232,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2014-01-08T03:00:11.000Z","updated_at":"2026-04-01T09:17:18.000Z","published_at":"2014-01-08T03:00:48.000Z","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\u003eGiven a matrix, return the sum of all the elements across the diagonals.\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\u003eE.g. A = [1 2 3; 4 5 6; 7 8 9;]\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\u003ethen, sum = 25 as sum of (1, 3, 7, 9,5)\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":61062,"title":"A Nedlish Country Garden - Check for Valid Arrangement","description":"Nedland is famous for its stately gardens, which typically have a centerpiece of a square grid, with certain squares featuring an elaborate potted-plant display. Nedlish design principles dictate that true garden serenity is achieved only if these displays are arranged such that each one can be seen from the edge of the grid in a straight line horizontally, vertically, and diagonally, without any other pot getting in the way. That is, each pot must be placed in a different row, and in a different column, and on different diagonals:\r\n\r\nIf any pot has another pot on the same row, column, or diagonals, that is an invalid arrangement, causing visitors to the garden significant aesthetic anguish, and resulting in the gardener being subjected to endless ridicule and shame:\r\n\r\n\r\nObviously, the goal is to have as many pots as possible. The requirement of each pot being on its own row (or column) immediately limits that maximum to the size of the height (or width) of the grid.\r\nTo reduce stress among Nedland's already mentally fragile gardening community, the Nedland Association for Topiary Organization is developing tools to verify a gardener's proposed arrangement. Given an n-by-n matrix P, where P(j,k) = 1 if there is a pot on the (j,k)th square, and P(j,k) = 0 otherwise, determine whether P represents a valid Nedlish garden arrangement. That is, check whether each row and each column of P contains exactly one 1, and that no diagonal (or antidiagonal) has more than one 1.\r\n\r\nExamples\r\nValid arrangement\r\n\u003e\u003e P = [0  0  0  0  1;0  1  0  0  0;0  0  0  1  0;1  0  0  0  0;0  0  1  0  0]\r\nP =\r\n0              0              0              0              1       \r\n0              1              0              0              0       \r\n0              0              0              1              0       \r\n1              0              0              0              0       \r\n0              0              1              0              0       \r\n\u003e\u003e ok = isvalidgarden(P)\r\nok =\r\nlogical\r\n1\r\nInvalid arrangement due to two pots sharing a diagonal\r\n\u003e\u003e P = [0  0  0  0  1;0  1  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\r\nP =\r\n0              0              0              0              1       \r\n0              1              0              0              0       \r\n0              0              1              0              0       \r\n1              0              0              0              0       \r\n0              0              0              1              0       \r\n\u003e\u003e ok = isvalidgarden(P)\r\nok =\r\nlogical\r\n0\r\nInvalid arrangement due to insufficient pots\r\n\u003e\u003e P = [0  0  0  0  1;0  0  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\r\nP =\r\n0              0              0              0              1       \r\n0              0              0              0              0       \r\n0              0              1              0              0       \r\n1              0              0              0              0       \r\n0              0              0              1              0       \r\n\u003e\u003e ok = isvalidgarden(P)\r\nok =\r\nlogical\r\n0\r\n\r\nAssumptions\r\nThe input will be a square matrix of 0s and 1s. It can be verified that there is no valid arrangement when n = 2 or n = 3. Thankfully, no self-respecting Nedlish gardener would even consider a layout smaller than 4-by-4, so you can assume n ≥ 4. Return a logical true if P represents a valid arrangement, or false if not.","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; white-space: normal; \"\u003e\u003cdiv style=\"block-size: 2160.04px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 408px 1080.01px; transform-origin: 408px 1080.02px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 105px; 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: 385px 52.5px; text-align: left; transform-origin: 385px 52.5px; 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=\"\"\u003eNedland\u003c/span\u003e\u003c/span\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=\"\"\u003e is famous for its stately gardens, which typically have a centerpiece of a square grid, with certain squares featuring an elaborate potted-plant display. \u003c/span\u003e\u003c/span\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=\"\"\u003eNedlish\u003c/span\u003e\u003c/span\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=\"\"\u003e design principles dictate that true garden serenity is achieved only if these displays are arranged such that each one can be seen from the edge of the grid in a straight line horizontally, vertically, and diagonally, without any other pot getting in the way. That is, each pot must be placed in a different row, and in a different column, and on different diagonals:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 400.8px; 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: 385px 200.4px; text-align: left; transform-origin: 385px 200.4px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" width=\"395\" height=\"395\" style=\"vertical-align: baseline;width: 395px;height: 395px\" src=\"data:image/png;base64,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\" alt=\"A 5-by-5 checkerboard has five flower pots on it, in locations (1,5), (2,2), (3,4), (4,1), and (5,3). Lines through the pot at (2,2) illustrate how this is a valid arrangement. The second row and second column have no other pots. The main diagonal (1,1), (2,2), (3,3), etc, also has no other pots. Nor does the antidiagonal through (2,2): (3,1), (2,2), and (1,3).\" data-image-state=\"image-loaded\"\u003e\u003c/div\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: 385px 21px; text-align: left; transform-origin: 385px 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=\"\"\u003eIf any pot has another pot on the same row, column, or diagonals, that is an invalid arrangement, causing visitors to the garden significant aesthetic anguish, and resulting in the gardener being subjected to endless ridicule and shame:\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"\"\u003e\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 400.8px; 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: 385px 200.4px; text-align: left; transform-origin: 385px 200.4px; white-space-collapse: preserve; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" width=\"395\" height=\"395\" style=\"vertical-align: baseline;width: 395px;height: 395px\" src=\"data:image/png;base64,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\" alt=\"The same 5-by-5 checkerboard as before, but now the pots are in locations (1,5), (2,2), (3,4), (4,3), and (5,1). A line through the antidiagonal through (4,3) and (3,4) shows that this is an invalid arrangement, as these two pots share the same antidiagonal.\" data-image-state=\"image-loaded\"\u003e\u003c/div\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: 385px 21px; text-align: left; transform-origin: 385px 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=\"\"\u003eObviously, the goal is to have as many pots as possible. The requirement of each pot being on its own row (or column) immediately limits that maximum to the size of the height (or width) of the grid.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 105px; 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: 385px 52.5px; text-align: left; transform-origin: 385px 52.5px; 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=\"\"\u003eTo reduce stress among \u003c/span\u003e\u003c/span\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=\"\"\u003eNedland's\u003c/span\u003e\u003c/span\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=\"\"\u003e already mentally fragile gardening community, the \u003c/span\u003e\u003c/span\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=\"\"\u003eNedland\u003c/span\u003e\u003c/span\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=\"\"\u003e Association for Topiary Organization is developing tools to verify a gardener's proposed arrangement. Given an \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e-by-\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e matrix \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e, where \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e(\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ej\u003c/span\u003e\u003c/span\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=\"\"\u003e,\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ek\u003c/span\u003e\u003c/span\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=\"\"\u003e) = 1 if there is a pot on the (\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ej\u003c/span\u003e\u003c/span\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=\"\"\u003e,\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ek\u003c/span\u003e\u003c/span\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=\"\"\u003e)\u003c/span\u003e\u003c/span\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=\"\"\u003eth\u003c/span\u003e\u003c/span\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=\"\"\u003e square, and \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e(\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ej\u003c/span\u003e\u003c/span\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=\"\"\u003e,\u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003ek\u003c/span\u003e\u003c/span\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=\"\"\u003e) = 0 otherwise, determine whether \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e represents a valid \u003c/span\u003e\u003c/span\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=\"\"\u003eNedlish\u003c/span\u003e\u003c/span\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=\"\"\u003e garden arrangement. That is, check whether each row and each column of \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e contains exactly one 1, and that no diagonal (or \u003c/span\u003e\u003c/span\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=\"\"\u003eantidiagonal\u003c/span\u003e\u003c/span\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=\"\"\u003e) has more than one 1.\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"font-weight: 700; \"\u003e\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"font-weight: 700; \"\u003eExamples\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"\"\u003eValid arrangement\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 224.812px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 405px 112.4px; transform-origin: 405px 112.406px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; P = [0  0  0  0  1;0  1  0  0  0;0  0  0  1  0;1  0  0  0  0;0  0  1  0  0]\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eP =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              0              1       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              1              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              1              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e1              0              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              1              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; ok = isvalidgarden(P)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eok =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003elogical\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e1\u003c/span\u003e\u003c/span\u003e\u003c/div\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: 10px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 10px; perspective-origin: 385px 10.5px; text-align: left; transform-origin: 385px 10.5px; white-space-collapse: preserve; margin-left: 4px; margin-top: 10px; 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=\"\"\u003eInvalid arrangement due to two pots sharing a diagonal\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 224.812px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 405px 112.4px; transform-origin: 405px 112.406px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; P = [0  0  0  0  1;0  1  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eP =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              0              1       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              1              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              1              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e1              0              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              1              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; ok = isvalidgarden(P)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eok =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003elogical\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0\u003c/span\u003e\u003c/span\u003e\u003c/div\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: 10px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 10px; perspective-origin: 385px 10.5px; text-align: left; transform-origin: 385px 10.5px; white-space-collapse: preserve; margin-left: 4px; margin-top: 10px; 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=\"\"\u003eInvalid arrangement due to insufficient pots\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 224.812px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 405px 112.4px; transform-origin: 405px 112.406px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; P = [0  0  0  0  1;0  0  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eP =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              0              1       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              1              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e1              0              0              0              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0              0              0              1              0       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u0026gt;\u0026gt; ok = isvalidgarden(P)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eok =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003elogical\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.8px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.8px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.8px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.8px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 405px 10.2125px; text-wrap-mode: nowrap; transform-origin: 405px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e0\u003c/span\u003e\u003c/span\u003e\u003c/div\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: 10px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 10px; perspective-origin: 385px 10.5px; text-align: left; transform-origin: 385px 10.5px; white-space-collapse: preserve; margin-left: 4px; margin-top: 10px; 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=\"font-weight: 700; \"\u003e\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: 385px 10.5px; text-align: left; transform-origin: 385px 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=\"font-weight: 700; \"\u003eAssumptions\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 63px; 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: 385px 31.5px; text-align: left; transform-origin: 385px 31.5px; 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 input will be a square matrix of 0s and 1s. It can be verified that there is no valid arrangement when \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e = 2 or \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e = 3. Thankfully, no self-respecting \u003c/span\u003e\u003c/span\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=\"\"\u003eNedlish\u003c/span\u003e\u003c/span\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=\"\"\u003e gardener would even consider a layout smaller than 4-by-4, so you can assume \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\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=\"\"\u003e ≥ 4. Return a logical \u003c/span\u003e\u003c/span\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=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; \"\u003etrue\u003c/span\u003e\u003c/span\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=\"\"\u003e if \u003c/span\u003e\u003c/span\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=\"font-style: italic; \"\u003eP\u003c/span\u003e\u003c/span\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=\"\"\u003e represents a valid arrangement, or \u003c/span\u003e\u003c/span\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=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; \"\u003efalse\u003c/span\u003e\u003c/span\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=\"\"\u003e if not.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function ok = isvalidgarden(P)\r\nok = any(diag(P));\r\nend","test_suite":"%% Test case #1: n = 4, invalid\r\nP = zeros(4);\r\nidx = [2;7;9;16];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #2: n = 4, valid\r\nP = zeros(4);\r\nidx = [2;8;9;15];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #3: n = 5, invalid\r\nP = zeros(5);\r\nidx = [5;10;12;14;18;24];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #4: n = 5, valid\r\nP = zeros(5);\r\nidx = [5;7;14;16;23];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #5: n = 6, invalid\r\nP = zeros(6);\r\nidx = [3;11;18;20;28;31];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #6: n = 6, valid\r\nP = zeros(6);\r\nidx = [4;7;17;20;30;33];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #7: n = 7, invalid\r\nP = zeros(7);\r\nidx = [1;16;32;42;48;49];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #8: n = 7, valid\r\nP = zeros(7);\r\nidx = [7;11;15;26;30;41;45];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #9: n = 8, invalid\r\nP = zeros(8);\r\nidx = [3;15;19;27;35;45;51;56;57;63];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #10: n = 8, valid\r\nP = zeros(8);\r\nidx = [4;15;21;27;33;46;56;58];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #11: n = 9, invalid\r\nP = zeros(9);\r\nidx = [9;11;26;34;41;48;58;64;78];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #12: n = 9, valid\r\nP = zeros(9);\r\nidx = [4;15;26;29;41;46;63;70;75];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #13: n = 10, invalid\r\nP = zeros(10);\r\nidx = [6;20;24;31;42;58;67;79;83;95];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #14: n = 10, valid\r\nP = zeros(10);\r\nidx = [1;20;25;37;49;53;68;72;84;96];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #15: n = 11, invalid\r\nP = zeros(11);\r\nidx = [10;15;25;42;52;62;77;83;90;104;111];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #16: n = 11, valid\r\nP = zeros(11);\r\nidx = [7;16;24;42;50;65;69;78;99;103;118];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #17: n = 12, invalid\r\nP = zeros(12);\r\nidx = [4;20;33;46;55;72;73;95;98;111;125;138];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #18: n = 12, valid\r\nP = zeros(12);\r\nidx = [1;20;30;48;50;67;83;87;101;117;124;142];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #19: n = 13, invalid\r\nP = zeros(13);\r\nidx = [1;19;37;43;55;70;90;99;113;130;132;153;163];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #20: n = 13, valid\r\nP = zeros(13);\r\nidx = [12;16;32;41;59;75;79;104;113;122;138;154;160];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #21: n = 14, invalid\r\nP = zeros(14);\r\nidx = [1;2;11;14;23;27;45;47;66;69;70;73;76;86;98;111;114;116;128;137;147;148;150;154;163;167;174;176;179;182;190;194];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #22: n = 14, valid\r\nP = zeros(14);\r\nidx = [9;26;33;43;66;83;90;101;119;128;151;162;182;186];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))\r\n\r\n%% Test case #23: n = 15, invalid\r\nP = zeros(15);\r\nidx = [5;18;44;60;67;79;92;111;132;145;161;166;193;203;219];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,false))\r\n\r\n%% Test case #24: n = 15, valid\r\nP = zeros(15);\r\nidx = [4;25;33;51;74;86;92;112;135;136;155;178;189;207;218];\r\nP(idx) = 1;\r\nok = isvalidgarden(P);\r\nassert(isequal(ok,true))","published":true,"deleted":false,"likes_count":3,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2025-11-10T02:22:12.000Z","deleted_by":null,"deleted_at":null,"solvers_count":91,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2025-11-04T20:32:34.000Z","updated_at":"2026-03-15T04:56:43.000Z","published_at":"2025-11-10T02:22:12.000Z","restored_at":null,"restored_by":null,"spam":false,"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\u003eNedland\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e is famous for its stately gardens, which typically have a centerpiece of a square grid, with certain squares featuring an elaborate potted-plant display. \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedlish\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e design principles dictate that true garden serenity is achieved only if these displays are arranged such that each one can be seen from the edge of the grid in a straight line horizontally, vertically, and diagonally, without any other pot getting in the way. That is, each pot must be placed in a different row, and in a different column, and on different diagonals:\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=\\\"395\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"395\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"A 5-by-5 checkerboard has five flower pots on it, in locations (1,5), (2,2), (3,4), (4,1), and (5,3). Lines through the pot at (2,2) illustrate how this is a valid arrangement. The second row and second column have no other pots. The main diagonal (1,1), (2,2), (3,3), etc, also has no other pots. Nor does the antidiagonal through (2,2): (3,1), (2,2), and (1,3).\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" w:val=\\\"rId1\\\"/\u003e\u003c/w:customXmlPr\u003e\u003c/w:customXml\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\u003eIf any pot has another pot on the same row, column, or diagonals, that is an invalid arrangement, causing visitors to the garden significant aesthetic anguish, and resulting in the gardener being subjected to endless ridicule and shame:\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\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\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=\\\"395\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"395\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"The same 5-by-5 checkerboard as before, but now the pots are in locations (1,5), (2,2), (3,4), (4,3), and (5,1). A line through the antidiagonal through (4,3) and (3,4) shows that this is an invalid arrangement, as these two pots share the same antidiagonal.\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" w:val=\\\"rId2\\\"/\u003e\u003c/w:customXmlPr\u003e\u003c/w:customXml\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\u003eObviously, the goal is to have as many pots as possible. The requirement of each pot being on its own row (or column) immediately limits that maximum to the size of the height (or width) of the grid.\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\u003eTo reduce stress among \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedland's\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e already mentally fragile gardening community, the \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedland\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e Association for Topiary Organization is developing tools to verify a gardener's proposed arrangement. Given an \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e-by-\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e matrix \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e, where \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e(\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ej\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e,\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ek\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e) = 1 if there is a pot on the (\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ej\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e,\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ek\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e)\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eth\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e square, and \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e(\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ej\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e,\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ek\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e) = 0 otherwise, determine whether \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e represents a valid \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedlish\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e garden arrangement. That is, check whether each row and each column of \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e contains exactly one 1, and that no diagonal (or \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eantidiagonal\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e) has more than one 1.\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:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\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\u003cw:jc w:val=\\\"left\\\"/\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\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\u003eValid arrangement\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[\u003e\u003e P = [0  0  0  0  1;0  1  0  0  0;0  0  0  1  0;1  0  0  0  0;0  0  1  0  0]\\nP =\\n0              0              0              0              1       \\n0              1              0              0              0       \\n0              0              0              1              0       \\n1              0              0              0              0       \\n0              0              1              0              0       \\n\u003e\u003e ok = isvalidgarden(P)\\nok =\\nlogical\\n1]]\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\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eInvalid arrangement due to two pots sharing a diagonal\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[\u003e\u003e P = [0  0  0  0  1;0  1  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\\nP =\\n0              0              0              0              1       \\n0              1              0              0              0       \\n0              0              1              0              0       \\n1              0              0              0              0       \\n0              0              0              1              0       \\n\u003e\u003e ok = isvalidgarden(P)\\nok =\\nlogical\\n0]]\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\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eInvalid arrangement due to insufficient pots\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[\u003e\u003e P = [0  0  0  0  1;0  0  0  0  0;0  0  1  0  0;1  0  0  0  0;0  0  0  1  0]\\nP =\\n0              0              0              0              1       \\n0              0              0              0              0       \\n0              0              1              0              0       \\n1              0              0              0              0       \\n0              0              0              1              0       \\n\u003e\u003e ok = isvalidgarden(P)\\nok =\\nlogical\\n0]]\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\u003cw:jc w:val=\\\"left\\\"/\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\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:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eAssumptions\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 input will be a square matrix of 0s and 1s. It can be verified that there is no valid arrangement when \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e = 2 or \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e = 3. Thankfully, no self-respecting \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003eNedlish\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e gardener would even consider a layout smaller than 4-by-4, so you can assume \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003en\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e ≥ 4. Return a logical \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:rFonts w:cs=\\\"monospace\\\"/\u003e\u003c/w:rPr\u003e\u003cw:t\u003etrue\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e if \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eP\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e represents a valid arrangement, or \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:rFonts w:cs=\\\"monospace\\\"/\u003e\u003c/w:rPr\u003e\u003cw:t\u003efalse\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e if not.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003c/w:body\u003e\u003c/w:document\u003e\",\"relationship\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/image\",\"target\":\"/media/image1.png\",\"relationshipId\":\"rId1\"},{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/image\",\"target\":\"/media/image2.png\",\"relationshipId\":\"rId2\"}]},{\"partUri\":\"/media/image1.png\",\"contentType\":\"image/png\",\"content\":\"data:image/png;base64,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\",\"relationship\":null},{\"partUri\":\"/media/image2.png\",\"contentType\":\"image/png\",\"content\":\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABIsAAASLCAYAAAAVjz1uAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAMsAAADLAAShkWtsAAPQgSURBVHhe7N0L9FTlmef7f4IRo2LwihfU4CUY8RLvKEYwihovqHiJqAEBUVEExStKFEUxeAWJRo0oRA0RRVFRiMELEW9oUDsm7XSnO+nuMyeZyZnp05OZycw66bxnPcVU+PM+T/2rdt3289b+7rU+q7uTXW/Vv+x3/R5/a+9dXV1dXV0hhBnd/eUvfzkJQP7Ym4BP7E3AJ/Ym4BN7E/Ap3pvSD/31+D//IQcHBwcHBwcHBwcHBwcHBwdHcY/1hRFlEQcHBwcHBwcHBwcHBwcHB0fhD8oiDg4ODg4ODg4ODg4ODg4ODo6/HpRFHBwcHBwcHBwcHBwcHBwcHBx/PdaXRf/noUYbHL///e/DP/7jPwLIkezD+Pj3f/tD+PMf/hlAjmQfxge5CeSP3AR8IjcBn6zclH6ox7JIXvjJJ58AyJHsw/iQwP3//uVXAHIk+zA+yE0gf+Qm4BO5Cfhk5SZlEZAAa/My9AL5Y+gFfCI3AZ/ITcAnKzcpi4AEWJuXoRfIH0Mv4BO5CfhEbgI+WblJWQQkwNq8DL1A/hh6AZ/ITcAnchPwycpNyiIgAdbmZegF8sfQC/hEbgI+kZuAT1ZuUhYBCbA2L0MvkD+GXsAnchPwidwEfLJyk7IISIC1eRl6gfwx9AI+kZuAT+Qm4JOVm5RFQAKszcvQC+SPoRfwidwEfCI3AZ+s3KQsAhJgbV6GXiB/DL2AT+Qm4BO5Cfhk5SZlEZAAa/My9AL5Y+gFfCI3AZ/ITcAnKzcpi4AEWJuXoRfIH0Mv4BO5CfhEbgI+WblJWQQkwNq8DL1A/hh6AZ/ITcAnchPwycpNyiIgAdbmZegF8sfQC/hEbgI+kZuAT1ZuUhYBCbA2L0MvkD+GXsAnchPwidwEfLJyk7IISIC1eRl6gfwx9AI+kZuAT+Qm4JOVm5RFQAKszcvQC+SPoRfwidwEfCI3AZ+s3KQsAhJgbV6GXiB/DL2AT+Qm4BO5Cfhk5SZlEZAAa/My9AL5Y+gFfCI3AZ/ITcAnKzcpi4AEWJuXoRfIH0Mv4BO5CfhEbiIva9asCYsWLQrTpk0LZ511VjjvvPPCrFmzwpIlS9S5RWTlJmURkABr8zL0Avlj6AV8IjcBn8hNtNvHH38cbrjhhrDnnnuGrq4u0yGHHBLuuusu9doisXKTsghIgLV5GXqB/DH0Aj6Rm4BP5CbaadWqVWH48OGqHLL06tUrjBkzJqxdu1atUwRWblIWAQmwNi9DL5A/hl7AJ3IT8IncRLusXr06nHDCCaoUqmbs2LFqrSKwcpOyCEiAtXkZeoH8MfQCPpGbgE/kJtpl8uTJqgiqRZ8+fcKdd96p1ut0Vm5SFgEJsDYvQy+QP4ZewCdyE/CJ3EQ7LF26NPTu3VsVQbUaMGBA6YHY8bqdzMpNyiIgAdbmZegF8sfQC/hEbgI+kZtohylTpqgCKKtHHnlErdvJrNykLAISYG1ehl4gfwy9gE/kJuATuYl2OPnkk1X5k9X111+v1u1kVm5SFgEJsDYvQy+QP4ZewCdyE/CJ3EQ7fPWrX1XlT1ZnnXWWWreTWblJWQQkwNq8DL1A/hh6AZ/ITcAnchPtsOmmm6ryJ6ujjjpKrdvJrNykLAISYG1ehl4gfwy9gE/kJuATuYl2OPTQQ1X5k9W4cePUup3Myk3KIiAB1uZl6AXyx9AL+ERuAj6Rm2iHM844Q5U/Wc2YMUOt28ms3KQsAhJgbV6GXiB/DL2AT+Qm4BO5iVotXbo0PPzww2HmzJmlXzebM2dOzT9nf8UVV6jyJ6v58+erdS3vvvtumDVrVrj22mtL/1Ne9+qrr6rzvLNyk7IISIC1eRl6gfwx9AI+kZuAT+Qmqlm8eHE4+uijVXkj5FlEJ510Uli0aJF6XXcLFixQr81C3kdKoHjd7ubNm1f6nL1791av79WrVxgxYkRYtmyZep1XVm5SFgEJsDYvQy+QP4ZewCdyE/CJ3EQla9euLRVBcfFikTJGrjaK1yj7+c9/Ho488kj1ulqNHj1arVkmJZL8Ulr8Got8zlSefWTlJmURkABr8zL0Avlj6AV8IjcBn8hNWD744INw/vnnq7KlmjFjxoR33nlHrSe+853vqPNrsdlmm1W8Be3FF18MJ598snpNNZdffrlayxsrNymLgARYm5ehF8gfQy/gE7kJ+ERuwjJx4kRVsNRKCqN4PfH666+H/fbbT51fjVzdFK8l5Mqngw8+WJ1fq7vvvlut6YmVm5RFQAKszcvQC+SPoRfwidwEfCI3EfvRj35UekZQXK7U6gtf+ELpKqJ4XSEPnY7Pr6bSVUUXX3yxOjeLgQMHhrfeekut64WVm5RFQAKszcvQC+SPoRfwidwEfCI3bcuXLw/Tpk0LI0eOLJUKAwYMCMOHDw9Tp04tPaw5Pr+TXHnllapYyWqPPfYwSx65uuiYY45R51dy7rnnqjWE/MrZFltsoc7P6t5771Vre2HlJmURkABr8zL0Avlj6AV8IjcBn8jNDcnzdqQs6d+/vyoWyj73uc+Fs88+Ozz77LPq9Z2gkQdRd3fssceGlStXqvWXLl1a05VLUtBZv4D21FNPhX333VedX49Ro0ap9b2wcpOyCEiAtXkZeoH8MfQCPpGbgE/k5nqrVq3K9Aycfv36ddxVRvIcoPjvbITcdha/h7jnnnvCbrvtps4vO/TQQ8PChQvV68SIESPU+fXaeeed1fpeWLlJWQQkwNq8DL1A/hh6AZ/ITcAncnMdKUnklrO4TKhmn332CYsXL1brpWzLLbdUf2e9Bg0aFH7yk5+o9xBLliwJBxxwgHqNPNBairv4fPH444839fMdcsgh6j28sHKTsghIgLV5GXqB/DH0Aj6Rm4BP5OY6119/vSoSaiW3pMXrpWzHHXdUf2Mj5PlC8Xt0t2jRotLzoeS8ZcuWqf++O/mltXj9RshzqOL38MLKTcoiIAHW5mXoBfLH0Av4RG4CPpGbn4TVq1eHPn36qCIhC+thzqnKciteLeS2sfg96iUPzo7Xb8RZZ52l3sMLKzcpi4AEWJuXoRfIH0Mv4BO5CfhEbn4S7r//flUiZHXRRRepdVM1c+ZM9fc1olnPBZJb0+K1G+X5FkIrNymLgARYm5ehF8gfQy/gE7kJ+ERufhKmTJmiSoSs5Ofg43VTJb9gtv/++6u/sV7bbruteo96vPrqq2rtRnzzm99U7+GJlZuURUACrM3L0Avkj6EX8IncBHwiNz8pPbcmLhKy6tu3r1o3ZfIMofhvrNeAAQPU+vWQ2wV79eql1q+X91sHrdykLAISYG1ehl4gfwy9gE/kJuATuflJOPnkk1WRkNWuu+6q1k3ZO++8EyZMmNCUcuaCCy5Q6wu5reycc84Je++9d+jdu3fpuVHyvKSJEyeGNWvWqPPFN77xDbV+VnKl03XXXafW9sbKTcoiIAHW5mXoBfLH0Av4RG4CPpGbn5TKibhQyOrrX/+6WrcTTJ06tXTVVPz31uqAAw4ICxcuVOvefffdPa4rVyPJr6RZr9tpp53U+bXabbfdwm233abW9cjKTcoiIAHW5mXoBfLH0Av4RG4CPpGbn4Q77rhDlQpZnXvuuWrdTrFgwYJw9NFHq7+5moEDB4alS5eq9WbPnl3Tr8/JL59ZRdO8efPCjjvuqM7viVy5NHLkyLBs2TK1nldWblIWAQmwNi9DL5A/hl7AJ3IT8KlTcnPOnDmlK4SkEJBi46STTir9Z5VuZ+ruySefVOVCVrXe1iS/viW3dw0ZMqT0k/Lyv8vzgeR5PPG53rz22mvh5ptvLn1uuV1MfuVMSpju38M222xT+u/lu49fL1588cVwyCGHqO+vklNOOSW8//77ah355yqfRf5Zb7rpphu8RooouTJp8ODB4ayzzipdjfTuu++qNbyzcpOyCEiAtXkZeoH8dcrQC3QachPwKfXclFJCrmCJS4YyKRLkuTg9lQVr167NfKVKzLqCpjspNqRciV9XJgWHlF0plEYx+czyS2Xxf26ZOXOm+tureeqpp9Q6luXLl/f4zzk1Vm5SFgEJsDYvQy+Qv9SHXqBTkZuAT6nmphQ8WW6NkqKmp0LniiuuUK+pVU8/wS7lRZZfW5Mrc3r6nKkbN26c+purkYIpXqcIrNykLAISYG1ehl4gf6kOvUCnIzcBn1LMTSmKxowZo0qFagYNGhTuv/9+tZ544YUXSrcuxa+phTyDJ16vvKbcDhefX83hhx8enn76abVeJ5Db7+K/txq54ipepwis3KQsAhJgbV6GXiB/KQ69QBGQm4BPKeam/EJXXCjUSq7cqXTLVD1XvRx66KHhvffeU2uJeoqRMvkVMSnF4jVTd95556m/tZrp06erdYrAyk3KIiAB1uZl6AXyl+LQCxQBuQn4lFpuvvHGG2H33XdXhUIWctvYqlWr1NryAOf4YcnVzJo1S60jJk+erM7N6r777lPrpu473/mO+jureeyxx9Q6RWDlJmURkABr8zL0AvlLbegFioLcBHxKLTfvvPNOVSbU45JLLlFrC/lVs/jcSk4//fTw4YcfqjXuvffesN1226nzszr33HPV2nmTn56XZwiVf3lOrp6SB4zLM6HkF9JOOOGE0n8vxVv8WiH/uTzMO/5bK5G1K11hJZ/l2muvDUcddVTpveUh5XvvvXfpWVbyK2iTJk0q3SJoFYMpsHKTsghIgLV5GXqB/KU29AJFQW4CPqWWm1JQxIVCPXr16hXmz5+v1hdSeMTnx+T5RlYJIb8M1ugvq5X17du3YlHSTvI3SSmT5ZlOvXv3Lt1yZv062Q033KDOt8gtg3PnzlWvl189q+WfUXdyW59cBebh+6yVlZuURUACrM3L0AvkL7WhFygKchPwKbXclCtI4iKgXkcccYT5vCEpFHr6BTMpTSpdOXPRRRep8xuxYsUK9R7tJLfC7bPPPupz1Upu+fvJT36i1pXnQ0lhF59fJrcDWr+C9uSTTzb0/wNDhw4NP/zhD9W6Hlm5SVkEJMDavAy9QP5SG3qBoiA3AZ9Sy83jjjtOFQCNuP3229V7lMmVKP369fvruVJgSMlhXS0jXnzxxYafp9SdvN/777+v3qdd5MqrrM9wskyZMkWtLZ544onSFT9yFVL5XLlFTW4jk6uH4vNF1iuKLHLl19KlS9Xa3li5SVkEJMDavAy9QP5SG3qBoiA3AZ9Sy81vfetb6l/+GyE/bR+/R0x+PW3JkiXqP4/ddNNNav1G7LTTTuo92mXBggU9XvmThTxHKF6/O7mSa/HixaVnEMX/XXdr1qxpSnkl5Ba3SleHeWHlJmURkABr8zL0AvlLbegFioLcBHxKLTfl2Tnxv/g3Qq5kadZzbKR4itdvxH777afeox0++uij8I1vfEN9nnpJMRO/Rz3klrx47UZ8+9vfVu/hiZWblEVAAqzNy9AL5C+1oRcoCnIT8Cm13JSHLWf5Na1aVLrlKSv5RbB47UbMmTNHvUc7yO1n8WdphNz2Fb9HPeQKr3jtRsjtb56vLrJyk7IISIC1eRl6gfylNvQCRUFuAj6lmJvjx49X/+LfiGeeeUa9Rz2+/OUvq7Xrddhhh5WKsfg92kGeGRR/nkbIT9vH71Gv7s+QagZ5BlX8Hl5YuUlZBCTA2rwMvUD+Uhx6gSIgNwGfUsxNuRpEbm2K/8W/HvJcnp5KmfLzdORhzJUebF02ePBgtX69Zs+erdZvl2ZfITVt2jT1Ht3Js4jk+5XvudotgSNGjFDrN6KWZ1blxcpNyiIgAdbmZegF8pfi0AsUAbkJ+JRqbsqvWclP2Mf/8p/VkCFD1NpCbk2T8qf7L3UJec958+ap88X06dPV+llJeZVnUSS222479bnqJQ/pfvrpp9V7CHlo+AUXXBC22mqrv54v3+/kyZPDypUr1fni3nvvVe/RiCOOOEK9hxdWblIWAQmwNi9DL5C/VIdeoNORm4BPKeemXGEkD4GOC4BaydVJ1vOKZs6cWfVXt0aOHKmugpH/W265is+tlTyLSX6FLP487SR/Q/y5GnHeeeep9xDydx5yyCHq/LJvfvObFX8d7eCDD1bn10vKqXh9L6zcpCwCEmBtXoZeIH8pD71AJyM3AZ9Sz00pN+6+++5wwAEHZPqpd3kuj1VGfO9736v5uTiXX365er3cqjZhwgR1RVJP5LavKVOm9Hg7XLvILWGNFHDdyTo/+tGP1HusWrWqpqvCpBSKCzlx33331fzPqJqTTz5Zre+FlZuURUACrM3L0AvkL/WhF+hU5CbgUyflppQQUhxNmjQpnHPOOaVCSAoL+TUuKZPkqp+pU6eWbmGLX1s2cOBAVShUIoVQpbXks8gVSvJMHCk9pBzZY489Sre9yXN3Jk6cGG6++WazsMpbMx4gvsUWW4RZs2aptaX8OeOMM9T5lVx66aVqDXHFFVeoc+txyy23qLW9sHKTsghIgLV5GXqB/HXS0At0EnIT8IncXG/RokWqTKhGSot4ndQ99NBD6u/M6uKLL1brCimQ4nN7IleLybON4nXee++9cNppp6nzs5AS8ZVXXlFre2HlJmURkABr8zL0Avlj6AV8IjcBn8jN9bIWGeLUU09V63SCRp69VOn2sQ8++KD0QOn4/GrkKrF4LSFXbzVyO9q4cePUmp5YuUlZBCTA2rwMvUD+GHoBn8hNwCdycz15blBcKFQjxUi8Tid46aWXwrHHHqv+3mqGDx8ennnmGbWeuOuuu9T5tdhhhx0qrilXQckthvFrqjnrrLPC22+/rdbzxMpNyiIgAdbmZegF8sfQC/hEbgI+kZvryYOT41KhmkpXvXQC+bU5efh2/DdXIlcjyQO+43XK5PlN8WtqJc+hitcrk+dGZXnWlJRLPX1OL6zcpCwCEmBtXoZeIH8MvYBP5CbgU6fnpvy61/Lly83bomJyW1NcLFQjD6mO17FI8SLrx/+5d/L9XXvttWGbbbZRf3uZ3AomD/OOX9udFDrx67KQ9+jpn6H8d/LQ8D59+qjXlknxJZ+zp3U8sXKTsghIgLV5GXqB/HX60AukitwEfOqU3JQrRebMmVO60mfw4MGlXx6Li4NNN920dPXL9OnTSyVIvIYYNWqUKhkqOeigg8Lzzz+v1hDz5s0r/epZ/Ewd+QU1ebCy3L4mV9pI2fTqq6+q13sj35d8b1LIyC1c8redd955pe+8lvLluuuuU99fVk8++aRaN7Z69erSd1r+jPL/D/KZZ8+eXdPn9MTKTcoiIAHW5mXoBfLXKUMv0GnITcCn1HNTrhqSQkBKmLhc6IlcKSNFR7zec889V9MzcKR4uuOOO9Tr5QqaWl4fGzJkSJg/f75ar1NkKeEqsb7vTmblJmURkABr8zL0AvlLfegFOhW5CfiUcm4uWLCgx9ujqpGfZX/44YfVuo888kjpQc3x+WWDBg0KM2bMUK+TW80GDBigzs9CbvmK1/VKyi25Qqr82eUKHhGfJ4488kj1t2ZVae1OZeUmZRGQAGvzMvQC+Ut56AU6GbkJ+JRqbt56661h1113VYVCVnLLWry2kFuW5Laro48+unQrmdzSJufKz61XevbQpZdeqtavx/jx490/gFmKm/hzl1mlzi677KLOy0pu24vX7WRWblIWAQmwNi9DL5C/VIdeoNORm4BPKebmsmXLSlcFxWVCveSKoPg96rH33nurtes1bdo0tb4XckVR/Hlj8S11u+22mzonK3kGUfxZOpmVm5RFQAKszcvQC+QvxaEXKAJyE/Apxdw888wzVZHQiCVLlqj3qEczCpGyr371q+Hll19W7+FB/FktcVnU0219tbriiivUZ+lkVm5SFgEJsDYvQy+QvxSHXqAIyE3Ap9Rys9lXFYlm/RqZ/AJbvHYjPD6/qPszinoS34p28cUXq3Oykl+Yiz9PJ7Nyk7IISIC1eRl6gfylNvQCRUFuAj6llps9PSunHvIz9vF71Et+lS1evxHysOz4PfKU5buPryyq5da1nsgzo1avXq0+UyezcpOyCEiAtXkZeoH8pTb0AkVBbgI+pZab8tyauEhoxMiRI9V7dLd48eLSFT5TpkwJDz74YOnB1/E5ZXLlS7x+I/r27aveIy9ZiiK5+ih+vRg1apQ6t1Yer7JqNSs3KYuABFibl6EXyF9qQy9QFOQm4FNquSm/ThYXCfXaZJNNSgVQ/B5Cbk074YQT1Gvkap/4qpmyn/3sZzXfplWLjTfeOLz99tvqfdotS1EkKn0/zz//fDjooIPU+dWcfPLJ4f3331frdTorNymLgARYm5ehF8hfakMvUBTkJuBTarl5wAEHqDKhXlI8xeuLhQsXhkMPPVSdX7btttuGGTNmqNeJmTNnqvMb0aznKTUi/kw9iZ9VFFu0aFHp1r/4dZVI+dasX6tLjZWblEVAAqzNy9AL5C+1oRcoCnIT8Cm13Bw/frwqFOrxla98JTz22GNq/Xfffbd09VB8fkwesv3EE0+o18tzdU466SR1fj0OPPDAHm97a4csVxVVK4rK5CHlY8eOLT2HKF6jbOeddy79+lnRnlPUnZWblEVAAqzNy9AL5C+1oRcoCnIT8Cm13HzooYdUsZCV3N510003qbXF+eefr86vRK4+euGFF9QaTz75ZNhnn33U+VnJL4jFa7dTK4qi7pYsWRKmTZtWem7UwIEDS1eNnXfeeWHWrFkurqjKm5WblEVAAqzNy9AL5C+1oRcoCnIT8Cm13Pz5z3/e8K1oY8aMUeuKBQsWqHOrGTdunFpH3HbbbWHzzTdX52fx6KOPqnXbJeuvl8WvR+Os3KQsAhJgbV6GXiB/qQ29QFGQm4BPKebmww8/XLoNLC4saiFF05o1a9Sa4tRTT1XnV7P77ruHV155Ra0lJkyYoM6v1TnnnKPWa6csD+qu9EBrNMbKTcoiIAHW5mXoBfKX4tALFAG5CfiUam5ef/314Ytf/KIqLnpy3HHHhWeffVatJR5//PHwpS99Sb2mFtddd51aT3z44Yd1FUann356WLVqlVqvXVp9+xlqY+UmZRGQAGvzMvQC+Ut16AU6HbkJ+JRybl577bWhd+/eqsCwjBgxovTw6niNMrk1LX5NrQYPHhw++OADtWaZPJdn0003Va+zDBkypMfP2Q7xZ6qEoqi1rNykLAISYG1ehl4gfykPvUAnIzcBn1LPTflZdXkocqXSSG47e/DBB9XrupNyptYyp5Jqt2LJL4BJYVXp9jm57avaGu1Q61VFFEWtZ+UmZRGQAGvzMvQC+Ut96AU6FbkJ+NQpuSmlkZQtc+bMCTNnzgyzZ88uFTTxeZasD3O2yM+8x+ta5Pay8meUX/2S95ZfBYvPy0OtRZGIX4vms3KTsghIgLV5GXqB/HXK0At0GnIT8Inc/CTcfPPNqgzJSn7+PV43NfHfVAlXFbWHlZuURUACrM3L0Avkj6EX8IncBHwiNz8JY8eOVYVIVnIbWbxuSmq9qij1vzMlVm5SFgEJsDYvQy+QP4ZewCdyE/CJ3PwkHHXUUaoUyUqeeRSvm5L476mEq4rax8pNyiIgAdbmZegF8sfQC/hEbgI+kZufhLPPPluVIlkNGjRIrSvi5yFJ2eLhQdbd1XpVEUVRe1m5SVkEJMDavAy9QP4YegGfyE3AJ3Jz3U/bx8VIVqeccopat6cSxlNhFH+2SuLXobWs3KQsAhJgbV6GXiB/DL2AT+Qm4BO5+Un4wQ9+oIqRrKxfQ4vPiXkojHoqtLrjqqL2s3KTsghIgLV5GXqB/DH0Aj6Rm4BP5OYnYc2aNWHAgAGqIKlV7969w9KlSzdYs9YSJu/CKP48FoqifFi5SVkEJMDavAy9QP4YegGfyE3AJ3JznXvuuSdstdVWqiipxWWXXabWq7UsyvPXxWr9jPHr0B5WblIWAQmwNi9DL5A/hl7AJ3IT8IncXO/iiy9WRUk1Rx99dHjjjTfUWvGDrXuSV2EUfw4LVxXlx8pNyiIgAdbmZegF8sfQC/hEbgI+kZvrSekjVwltv/32qjSxnH766eGpp55S65RJCRS/ppJ2lzJcVeSflZuURUACrM3L0Avkj6EX8IncBHwiN7XFixeHgQMHquKkrG/fvuHuu+9Wr4tlubpItLMwqqXIaufngWblJmURkABr8zL0Avlj6AV8IjcBn8jNyl599dUwZ86cMGHChHDeeeeFWbNmhSVLlqjzepK1MGrHA69r/UyURfmycpOyCEiAtXkZeoH8MfQCPpGbgE/kZuvVestXWasLo1o+T17PUcJ6Vm5SFgEJsDYvQy+QP4ZewCdyE/CJ3GyPWgqadhU18ftZuKoof1ZuUhYBCbA2L0MvkD+GXsAnchPwidxsnyyFUavKmlpvQYtfh/azcpOyCEiAtXkZeoH8MfQCPpGbgE/kZnvV8mDpslbcjlZLYdWqogrZWLlJWQQkwNq8DL1A/hh6AZ/ITcAncrP9ai2MWnE7WvwellaUVMjOyk3KIiAB1uZl6AXyx9AL+ERuAj6Rm+1X661grShu4vUt8WuQDys3KYuABFibl6EXyB9DL+ATuQn4RG7mo9bCqJlXF3ELWlqs3KQsAhJgbV6GXiB/DL2AT+Qm4BO5mZ9ayhvRrKuLank/yiI/rNykLAISYG1ehl4gfwy9gE/kJuATuZmvWp5f1Kyri2p5r/g1yI+Vm5RFQAKszcvQC+SPoRfwidwEfCI381Xr7WjNuLooXjPWrFIKzWHlJmURkABr8zL0Avlj6AV8IjcBn8jN/NVyxU+jRU4tpRS3oPli5SZlEZAAa/My9AL5Y+gFfCI3AZ/IzfzVUuQ0WhbxvKL0WLlJWQQkwNq8DL1A/hh6AZ/ITcAnctOHWq4uauRWtFrKokbWR/NZuUlZBCTA2rwMvUD+GHoBn8hNwCdyMxspVKTYqaXcaYXye2cVr+OZfF4pt4p+pZOVm5RFQAKszcvQC+SPoRfwidwEfCI3a1MuieJiA61V5MLIyk3KIiAB1uZl6AXyx9AL+ERuAj6Rm9XV8kwhtFYRb5GzcpOyCEiAtXkZeoH8MfQCPpGbgE/kZnVxcYH2k6u64n8unc7KTcoiIAHW5mXoBfLH0Av4RG4CPpGbPavlwdBoj6IVRlZuUhYBCbA2L0MvkD+GXsAnchPwidysjKLInyLdjmblJmURkABr8zL0Avlj6AV8IjcBn8jNyiiL/CnSA6+t3KQsAhJgbV6GXiB/DL2AT+Qm4BO5WRm/fuZPkW5Fs3KTsghIgLV5GXqB/DH0Aj6Rm4BP5GZlcVEBH+J/Tp3Kyk3KIiAB1uZl6AXyx9AL+ERuAj6Rm5XFJQV8iP85dSorNymLgARYm5ehF8gfQy/gE7kJ+ERuVhaXFPAh/ufUqazcpCwCEmBtXoZeIH8MvYBP5CbgE7lZWVxSwIf4n1OnsnKTsghIgLV5GXqB/DH0Aj6Rm4BP5GZlcUkBH+J/Tp3Kyk3KIiAB1uZl6AXyx9AL+ERuAj6Rm5XFJQV8iP85dSorNymLgARYm5ehF8gfQy/gE7kJ+ERuVhaXFPAh/ufUqazcpCwCEmBtXoZeIH8MvYBP5CbgE7lZWVxSwIf4n1OnsnKTsghIgLV5GXqB/DH0Aj6Rm4BP5GZlcUkBH+J/Tp3Kyk3KIiAB1uZl6AXyx9AL+ERuAj6Rm5UdfPDBcCj+59SprNykLAISYG1ehl4gfwy9gE/kJuATuQn4ZOUmZRGQAGvzMvQC+WPoBXwiNwGfyE3AJys3KYuABFibl6EXyB9DL+ATuQn4RG4CPlm5SVkEJMDavAy9QP4YegGfyE3AJ3IT8MnKTcoiIAHW5mXoBfLH0Av4RG4CPpGbgE9WblIWAQmwNi9DL5A/hl7AJ3IT8IncBHyycpOyCEiAtXkZeoH8MfQCPpGbgE/kJuCTlZuURUACrM3L0Avkj6EX8IncBHwiNwGfrNykLAISYG1ehl4gfwy9gE/kJuATuVm/ZcuWhYkTJ6JJJk2apL7jIrNyk7IISIC1eRl6gfwx9AI+kZuAT+Rm/RYtWhS6urrQJPvvv7/6jovMyk3KIiAB1uZl6AXyx9AL+ERuAj6Rm/V79913w3bbbadKD9Tn1FNPVd9xkVm5SVkEJMDavAy9QP4YegGfyE3AJ3KzMYcccogqPVCfKVOmqO+3yKzcpCwCEmBtXoZeIH8MvYBP5CbgE7nZmLPOOkuVHqjPfffdp77fIrNyk7IISIC1eRl6gfwx9AI+kZuAT+RmY66++mpVeqA+zz//vPp+i8zKTcoiIAHW5mXoBfLH0Av4RG4CPpGbjfne976nSg9kt+uuu4aPP/5Yfb9FZuUmZRGQAGvzMvQC+WPoBXwiNwGfyM3GvPTSS+Hzn/+8Kj+QzdChQ9V3W3RWblIWAQmwNi9DL5A/hl7AJ3IT8IncbNxuu+2myg9kM2bMGPW9Fp2Vm5RFQAKszcvQC+SPoRfwidwEfCI3G3f00Uer8gPZzJgxQ32vRWflJmURkABr8zL0Avlj6AV8IjcBn8jNxo0dO1aVH8hmwYIF6nstOis3KYuABFibl6EXyB9DL+ATuQn4RG42Tq6KicsP1K5v377hzTffVN9r0Vm5SVkEJMDavAy9QP4YegGfyE3AJ3KzcXJVTFyAoHZf+9rX1HcKOzcpi4AEWJuXoRfIH0Mv4BO5CfhEbjbujTfeCFtssYUqQVCb0047TX2nsHOTsghIgLV5GXqB/DH0Aj6Rm4BP5GZz7LfffqoEQW2uuOIK9X3Czk3KIiAB1uZl6AXyx9AL+ERuAj6Rm81xyimnqBIEtZkzZ476PmHnJmURkABr8zL0Avlj6AV8IjcBn8jN5rj88stVCYLavPDCC+r7hJ2blEVAAqzNy9AL5I+hF/CJ3AR8Ijeb4+6771YlCKr78pe/rL5LrGPlJmURkABr8zL0Avlj6AV8IjcBn8jN5nj22WdVEYLqhg0bpr5LrGPlJmURkABr8zL0Avlj6AV8IjcBn8jN5vjggw/CjjvuqMoQ9Gzs2LHqu8Q6Vm5SFgEJsDYvQy+QP4ZewCdyE/CJ3GyeI444QpUh6Nktt9yivkesY+UmZRGQAGvzMvQC+WPoBXwiNwGfyM3mGTVqlCpD0LOFCxeq7xHrWLlJWQQkwNq8DL1A/hh6AZ/ITcAncrN5pk2bpsoQVLbllluGVatWqe8R61i5SVkEJMDavAy9QP4YegGfyE3AJ3KzeR566CFViKCyAw44QH2HWM/KTcoiIAHW5mXoBfLH0Av4RG4CPpGbzbNixYqw8cYbq1IEttNPP119h1jPyk3KIiAB1uZl6AXyx9AL+ERuAj6Rm831la98RZUisF155ZXq+8N6Vm5SFgEJsDYvQy+QP4ZewCdyE/CJ3Gyu4cOHq1IEtvvvv199f1jPyk3KIiAB1uZl6AXyx9AL+ERuAj6Rm801YcIEVYpA+9znPhdefPFF9f1hPSs3KYuABFibl6EXyB9DL+ATuQn4RG4212233aaKEWgDBgxQ3x02ZOUmZRGQAGvzMvQC+WPoBXwiNwGfyM3mevLJJ1UxAu0b3/iG+u6wISs3KYuABFibl6EXyB9DL+ATuQn4RG421+rVq8NWW22lyhFsaNy4ceq7w4as3KQsAhJgbV6GXiB/DL2AT+Qm4BO52XwHHnigKkewoVtvvVV9b9iQlZuURUACrM3L0Avkj6EX8IncBHwiN5vv9NNPV+UINvTDH/5QfW/YkJWblEVAAqzNy9AL5I+hF/CJ3AR8Ijeb78orr1TlCNaT2/R+9rOfqe8NG7Jyk7IISIC1eRl6gfwx9AI+kZuAT+Rm882ZM0cVJFhPbtOLvzNoVm5SFgEJsDYvQy+QP4ZewCdyE/CJ3Gy+pUuXqoIE640cOVJ9Z9Cs3KQsAhJgbV6GXiB/DL2AT+Qm4BO52XwfffRR2GWXXVRJgnWuuuoq9Z1Bs3KTsghIgLV5GXqB/DH0Aj6Rm4BP5GZrHHXUUaokwTrz5s1T3xc0Kzcpi4AEWJuXoRfIH0Mv4BO5CfhEbrbGt7/9bVWSoCt8/vOfDy+99JL6vqBZuUlZBCTA2rwMvUD+GHoBn8hNwCdyszW+853vqKIEXWH33XdX3xVsVm5SFgEJsDYvQy+QP4ZewCdyE/CJ3GyNRx99VBUl6ArHHHOM+q5gs3KTsghIgLV5GXqB/DH0Aj6Rm4BP5GZrrFy5Mmy22WaqLCm68ePHq+8KNis3KYuABFibl6EXyB9DL+ATuQn4RG62zt57763KkqKbOXOm+p5gs3KTsghIgLV5GXqB/DH0Aj6Rm4BP5GbrnHjiiaosKbonnnhCfU+wWblJWQQkwNq8DL1A/hh6AZ/ITcAncrN1Jk6cqMqSItt6663D6tWr1fcEm5WblEVAAqzNy9AL5I+hF/CJ3AR8IjdbZ/bs2aowKbKDDjpIfUeozMpNyiIgAdbmZegF8sfQC/hEbgI+kZut8+Mf/1gVJkV25plnqu8IlVm5SVkEJMDavAy9QP4YegGfyE3AJ3Kzdd57773Qr18/VZoU1dVXX62+I1Rm5SZlEZAAa/My9AL5Y+gFfCI3AZ/IzdY69NBDVWlSVN/73vfU94PKrNykLAISYG1ehl4gfwy9gE/kJuATudlaZ599tipNimijjTYKy5YtU98PKrNyk7IISIC1eRl6gfwx9AI+kZuAT+Rma11zzTWqOCmiPfbYQ3036JmVm5RFQAKszcvQC+SPoRfwidwEfCI3W+uBBx5QxUkRHXvsseq7Qc+s3KQsAhJgbV6GXiB/DL2AT+Qm4BO52Vpy61WvXr1UeVI0F154ofpu0DMrNymLgARYm5ehF8gfQy/gE7kJ+ERutt7uu++uypOiue2229T3gp5ZuUlZBCTA2rwMvUD+GHoBn8hNwCdys/W+8Y1vqPKkaJ566in1vaBnVm5SFgEJsDYvQy+QP4ZewCdyE/CJ3Gy9CRMmqPKkSPr27au+E1Rn5SZlEZAAa/My9AL5Y+gFfCI3AZ/IzdabP39+6afj4xKlKM4++2z1naA6Kzcpi4AEWJuXoRfIH0Mv4BO5CfhEbrbHkCFDVIlSFHfddZf6PlCdlZuURUACrM3L0Avkj6EX8IncBHwiN9vj7rvvViVKEey9995h7dq16vtAdVZuUhYBCbA2L0MvkD+GXsAnchPwidxsn6I9u+hrX/taWLhwofoeUBsrNymLgARYm5ehF8gfQy/gE7kJ+ERuto9cYTN8+HBVqnSibbbZJixatEh9B6idlZuURUACrM3L0Avkj6EX8IncBHwiN9vr448/DrfddlsYPHiwKlg6Qb9+/cL48ePD888/r/52ZGPlJmURkABr8zL0Avlj6AV8IjcBn8jNfMhVRg8++GCYOnVqOOmkk8LBBx+cLHl495gxY8Ls2bPD8uXL1d+K+li5SVkEJMDavAy9QP4YegGfyE3AJ3IT8MnKTcoiIAHW5mXoBfLH0Av4RG4CPpGbgE9WblIWAQmwNi9DL5A/hl7AJ3IT8IncBHyycpOyCEiAtXkZeoH8MfQCPpGbgE/kJuCTlZuURUACrM3L0Avkj6EX8IncBHwiNwGfrNykLAISYG1ehl4gfwy9gE/kJuATuQn4ZOUmZRGQAGvzMvQC+WPoBXwiNwGfyE3AJys3KYuABFibl6EXyB9DL+ATuQn4RG4CPlm5SVkEJMDavAy9QP4YegGfyE3AJ3IT8MnKTcoiIAHW5mXoBfLH0Av4RG4CPpGbgE9WblIWAQmwNi9DL5A/hl7AJ3IT8IncBHyycpOyCEiAtXkZeoH8MfQCPpGbgE/kJuCTlZuURUACrM3L0Avkj6EX8IncBHwiNwGfrNykLAISYG1ehl4gfwy9gE/kJuATuQn4ZOUmZRGQAGvzMvQC+WPoBXwiNwGfyE3AJys3KYuABFibl6EXyB9DL+ATuQn4RG4CPlm5SVkEJMDavAy9QP4YegGfyE3AJ3IT8MnKTcoiIAHW5mXoBfLH0Av4RG4CPpGbgE9WblIWAQmwNi9DL5A/hl7AJ3IT8IncBHyycpOyCEiAtXkZeoH8MfQCPpGbgE/kJuCTlZtVy6Lf//73pRcCyI/sw/j493/7QylwAeRH9mF8kJtA/shNwCdyE/DJys0NyqIQwoz4BA4ODg4ODg4ODg4ODg4ODg6OQh0zKIs4ODg4ODg4ODg4ODg4ODg4OMoHZREHBwcHBwcHBwcHBwcHBwcHx18PyiIODg4ODg4ODg4ODg4ODg4Ojr8e68si6wHXPAwQyB8PAwR8sh4GSG4C+SM3AZ/ITcAnKzer/hqavDD+yUMA7SX7MD4kcOOfPATQXrIP44PcBPJHbgI+kZuAT1ZuUhYBCbA2L0MvkD+GXsAnchPwidwEfLJyk7IISIC1eRl6gfwx9AI+kZuAT+Qm4JOVm5RFQAKszcvQC+SPoRfwidwEfCI3AZ+s3KQsAhJgbV6GXiB/DL2AT+Qm4BO5Cfhk5SZlEZAAa/My9AL5Y+gFfCI3AZ/ITcAnKzcpi4AEWJuXoRfIH0Mv4BO5CfhEbgI+WblJWQQkwNq8DL1A/hh6AZ/ITcAnchPwycpNyiIgAdbmZegF8sfQC/hEbgI+kZuAT1ZuUhYBCbA2L0MvkD+GXsAnchPwidwEfLJyk7IISIC1eRl6gfwx9AI+kZuAT+Qm4JOVm5RFQAKszcvQC+SPoRfwidwEfCI3AZ+s3KQsAhJgbV6GXiB/DL2AT+Qm4BO5Cfhk5SZlEZAAa/My9AL5Y+gFfCI3AZ/ITcAnKzcpi4AEWJuXoRfIH0Mv4BO5CfhEbgI+WblJWQQkwNq8DL1A/hh6AZ/ITcAnchPwycpNyiIgAdbmZegF8sfQC/hEbgI+kZuAT1ZuUhYBCbA2L0MvkD+GXsAnchPwidwEfLJyk7IISIC1eRl6gfwx9AI+kZuAT+Qm4JOVm5RFQAKszcvQi3ZYs2ZNWLRoUZg2bVoYOXJkOProo8OkSZPCvHnzwqpVq9T5RcPQC/hEbgI+kZuAT1ZuUhYBCbA2L0MvWu2ee+4JgwcPDl1dXabtt98+TJ48Obz11lvqtUXB0Av4RG4CPpGbgE9WblIWAQmwNi9DL1pl7dq1YcKECaFXr16qILIccMABYfny5WqdImDoBXwiNwGfyE3AJys3KYuABFibl6EXrXLZZZepQqiaIUOGFLIwYugFfCI3AZ/ITcAnKzcpi4AEWJuXoRet8MADD4R+/fqpMqgWY8eOVet1OoZewCdyE/CJ3AR8snKTsghIgLV5GXrRCgMHDlQlUBZPPPGEWrOTMfQCPpGbgE/kJuCTlZuURUACrM3L0Itme+6551T5k9W4cePUup2MoRfwidwEfCI3AZ+s3KQsAhJgbV6GXjTbXXfdpcqfrIYOHarW7WQMvYBP5CbgE7kJ+GTlJmURkABr8zL0otkmTpyoyp+s+vfvHz744AO1dqdi6AV8IjcBn8hNwCcrNymLgARYm5ehF8123nnnqfInq169eql1OxlDL+ATuQn4RG4CPlm5SVkEJMDavAy9aLYbb7xRlT9Z7bvvvmrdTsbQC/hEbgI+kZuAT1ZuUhYBCbA2L0Mvmu3hhx9W5U9WJ510klq3kzH0Aj6Rm4BP5Cbgk5WblEVAAqzNy9ALy7Jly8LMmTPDtGnTSs8gmjJlSli8eLE6z7J8+fKw0UYbqQIoC3nPeF3LqlWrws033/zXzyif+cEHH1TnecfQC/hEbgI+kZuAT1ZuUhYBCbA2L0MvupOSaMSIEaVnBsUFjth5551Lxcy7776rXtvdHnvsoV6bxfz589Wa3c2ZMycMHjy44uccOHBgmDVrVli7dq16rUcMvYBP5CbgE7kJ+GTlJmURkABr8zL0omzq1KkVy5fYgAEDwtKlS9UaZddff716Ta2GDBkSPvzwQ7WmkJJKblGLX1OJlFarV69W63jD0Av4RG4CPpGbgE9WblIWAQmwNi9DL8QNN9wQNttsM1W29ESu3pErfOK1hNyK9pWvfEW9phbTp09X65XXlKue4vOr+eY3vxlWrFih1vOEoRfwidwEfCI3AZ+s3KQsAhJgbV6GXjzxxBM1X1EU22abbcKrr76q1hQTJkxQ51cjv4L22muvqbXE8OHD1fm1OuGEE9R6njD0Aj6Rm4BP5Cbgk5WblEVAAqzNy9CLY489VpUrWUgR87Of/UytKyXSpptuqs7viTxQO15HXHvttercrBYsWKDW9YKhF/CJ3AR8IjcBn6zcpCwCEmBtXobedWbPnh3OOeecsPfee4fevXuHPn36lB6gPGbMmNKVN/H5nWLJkiWhb9++qljJ6tJLL1Vri6uvvlqdW8lxxx1X+nWzeI3vf//7YZdddlHnZzV58mS1thcMvYBP5CbgE7kJ+GTlJmURkABr8xZ96F24cGE4+eSTVbHQ3eabbx7GjRtXemZO/PrUyZU88d9bj6222ircddddan0hVx7F58fkdjbr+5VnDQ0dOlSdXw95cHa8vhcMvYBP5CbgE7kJ+GTlJmURkABr8xZ56H3wwQdLVxDFpUIl8gtgVqGRspEjR6q/s17ywOt4ffHTn/40nHbaaer8sr322ivMmzdPvU404/az7uL1vWDoBXwiNwGfyE3AJys3KYuABFibt6hD7w9/+MNSuRGXCdXIVTIp/BR7rS655BL1Nzbi1ltvVe8hXn/99XDFFVeE3Xbb7a/nfuELXwhnnHFGxWcJvfLKK6XbAuP3qNeOO+6o3sMLhl7AJ3IT8IncBHyycpOyCEiAtXmLOPS+88474aSTTlJlQq2mTJmi1kyV/Ex9/Pc1otqtXmvWrCmVQ3PmzDGfT9TdrFmz1PqNkCvD4vfwgqEX8IncBHwiNwGfrNykLAISYG3eIg698jDruEjIQh6A/e6776p1UySlTfz3NUK+GymE4vepx4gRI9T6jahWZOWJoRfwidwEfCI3AZ+s3KQsAhJgbd4iDr0XXHCBKhKykucdxeumaO3atWHnnXdWf18jmvXrcc3+XFKMxe/hBUMv4BO5CfhEbgI+WblJWQQkwNq8RRx6v/71r6siISv5Sfh43VQ16xfRyio9gygruW0sXrteclXR+++/r97DC4ZewCdyE/CJ3AR8snKTsghIgLV5izj0brrppqpMyEp+RSxeN1VydVEzi5lly5ap9+ju1VdfDYsXLy69b/zfdXfAAQeotetV6dfWvGDoBXwiNwGfyE3AJys3KYuABFibt4hD71e+8hVVJmT17W9/W62bstdee60pvzwmvzAXry3kYdbyDKK+ffv+9Vx5vtF+++0X5s+fr84X1157rVo/q169epWeURWv7Q1DL+ATuQn4RG4CPlm5SVkEJMDavEUceo855hhVKmR14403qnVT98ILL4TTTjtN/a21+vKXv2w+F0ie79S9JLKcc8456nVyBdKJJ56ozq3VnnvuGe644w61rkcMvYBP5CbgE7kJ+GTlJmURkABr8xZx6B07dqwqFrJ6+OGH1bqdQgqfwYMHq7+5J3KF0KJFi9RaCxcuDHvssYc63zJ16lT1evnVOSmS5Aqh+PxK+vXrFyZOnFi6WipezyuGXsAnchPwidwEfLJyk7IISIC1eVMceuWZOOedd17pocVy69SOO+5Yer6N3LYkV6PE58dmzpypCoasVq9erdaNyXN5JkyYUCpLyp/x6KOPDpMmTarp9XmTW8duvvnm0t8gt5AdfPDBpWcbyd8it5sdddRRpVKm0m1kQv4Zxd9dJfIsqeXLl6s1hPzn06dPDyeccELpe5TPUP5Ohw8fXvr/BymbrMIqBQy9gE+dkptApyE3AZ+s3KQsAhJgbd6Uhl4pDKS0qHaViRQKUnTEry979tlnQ//+/dXranX88cerNbuTkkjKlPh13fXp06dUtMiVM/HrO8VLL70UNtpoI/W398S6uqgIGHoBn1LPTaBTkZuAT1ZuUhYBCbA2bypD79KlS8M222yjyoVK5Fx5TbxOmTygOn5NrXp6Do78DH21Mqs7uTJmzZo1ap1OMHfuXPX3ViPPTIrXKQKGXsCnlHMT6GTkJuCTlZuURUACrM2bwtArz56RW47iYqGangojuXVKru6JX1ON3Ir1zjvvqPWEFEXx+bWQ26iq/Yx8iuq53U++33idImDoBXxKNTeBTkduAj5ZuUlZBCTA2rwpDL3VbunqiTzsuNLzgeSWtvj8aq6++mq1jnjiiScyXVEUk+cYxWum7pFHHlF/ZzXWr6IVAUMv4FOquQl0OnIT8MnKTcoiIAHW5vU+9MqvjsWFQlZnnHFG+PDDD9XaS5YsyVTw7LzzzuYtY7KOXBETn5+FPKi70hVLnsgVUJUeQh2T7yr+O6uRB2rH61jkmVQ9PZcqNQy9gE8p5iZQBOQm4JOVm5RFQAKszet96L3oootUoVCPSlcETZ48WZ1r2WqrrcI999yjXv/RRx+Fs88+W51fD3nGT7x+XqQUkqJuzJgxpV80k6u7+vbtu8Hnlau25Nfd5Pa7SldvjR07Vv2dlRx00EHh+eefV2uIefPmhbPOOqv0y3K9e/f+62vkf5cST8o6uVJMyia5bTF+vXcMvYBPKeYmUATkJuCTlZuURUACrM3rfeiVn2qPS4V6SKlgPb9ISo5Ro0ap87v74he/WLFsque5PJVIMROv325ytY78SluWh4kLKZLku4jXe+WVV8Lhhx+uzo9tuumm5oPD5Z+ZPAQ8Pr8aKbEWLFig1vOKoRfwKcXcBIqA3AR8snKTsghIgLV5vQ+9ctVIXATUq9IvbclVNJWeXyQlk1w5E79G/OQnPwn77LOPek29Tj/9dPUe7SS3lzVSzsktfXPmzFHrPv744+Gkk05S55cNGjQozJgxQ71OrhBq9PNU+mfnDUMv4FOKuQkUAbkJ+GTlJmURkABr83ofeht5uLVFni8Uv0eZ3HZ11FFHla6SkZJKCo5ly5ap88quvfZatX4jJkyYoN6jXe67776w7777qs+U1X777Rd+/vOfq/WFXHkkv/wm3638Et3gwYPDuHHjKj576NJLL1XrZyWFkXyv7777rlrfE4ZewKcUcxMoAnIT8MnKTcoiIAHW5vU+9NZyC1MWcotV/B71Gjp0qFq/EVdddZV6j3aQW/GkvIk/T716KuSykId+x2vXy/sVRgy9gE8p5iZQBOQm4JOVm5RFQAKszet96D3vvPPUv/g3Qp5/E79HPeRKlSy/pFaLvJ6xM2nSJPVZGrFw4UL1HvXYbbfd1Nr1kiueVq5cqd7DC4ZewKcUcxMoAnIT8MnKTcoiIAHW5vU+9D755JNh++23V//yXy9ZK36PesiDl+O1G3HssceGjz/+WL1Pq8nP22d9mHU1ixYtUu9TD/nls3jtRlgP4PaCoRfwKcXcBIqA3AR8snKTsghIgLV5Uxh6m3l10Y477qjWr4c8yyheuxHz589X79EOs2fPVp+lEXI7mzwwPH6fepxzzjlq/UbIM5Li9/CCoRfwKdXcBDoduQn4ZOUmZRGQAGvzpjD0NvqrWN31VBjI+8ybNy9MmTKl9PBquS2s0oOR5Yoc+bn3eP16yC+xxeu3izzLJ/48jZAHWMfv0Z08z0jeU77jBx98sMdiSf5ZxOs3Qh6sHb+HFwy9gE+p5ibQ6chNwCcrNymLgARYmzeVoVd+MUueNxQXAFndfffdau2f/vSn4eKLLw5bb721On+vvfYK06dPN28Ra8aVL/JrYPG67XThhReqz1Svz3/+86VfVYvfQ8g/P/l1ufg1UgJWuqrqrbfeCoceeqh6Tb369eun3sMLhl7Ap5RzE+hk5Cbgk5WblEVAAqzNm9LQK1fznHXWWXU/WFpuZ4vXlCuHBg4cqM6NjRw50nytPDg5PrcWffv2LZVQ8ZrtJt9n/NnqdfDBB6v1hTzD6Otf/7o6v2zbbbcNM2bMUK8T8pyh+Px6yf/fxOt7wdAL+JR6bgKditwEfLJyk7IISIC1eVMcel999dUwYcKEmn9aXW49q3T1ypgxY9T5Frlq5qabblKvlwJLblmTZyHFr4n17t279Fluvvnm0uvitfLQrDJGfrnsBz/4gVpfbjOrpYyTIueJJ55Qr3///ffDaaedps6vx3HHHafW94KhF/CpU3IT6DTkJuCTlZuURUACrM2b+tArtzctXry49PwbKWEmTpxYMnXq1NItZ6tXr1avKZPXxYVCT+RqoJ6esSMPvZ41a1bpp+jlM8j/lDJGiir59bRKzz/K04oVK0L//v3V35rF5z73uXDDDTeotUWW29zklrMXXnhBrfHjH/847L///ur8rORZSfHaXjD0Aj51Ym4CnYDcBHyycpOyCEiAtXmLPPRKoRQXCtU89thjap3UWc8SyqLSA7rlYdZZbxmUK73idcTDDz+cea3u5LVSLMbresHQC/hEbgI+kZuAT1ZuUhYBCbA2b5GH3npub/LwnKFmk1+B22abbdTfWgt5QHWlK6ZGjRqlzq9G1rOuLhJy62F8fq3kVsF4PU8YegGfyE3AJ3IT8MnKTcoiIAHW5i3y0HvyySerUqGa6667Tq3TCe6///6w++67q7+3J8OGDQs/+tGP1FrimWeeqek5TpYrrrhCrSc+/PDDcNFFF6nzq8n7F+dqwdAL+ERuAj6Rm4BPVm5SFgEJsDZvkYfeyZMnq2KhmkceeUSt0ynk2Uq1XmEkt6719DwoeV5T/JpayfOJ3njjDbVmmTybatNNN1Wvi8mtZ/Jrbz09Z8oLhl7AJ3IT8IncBHyycpOyCEiAtXk7YeiV0kIeIC3PtZEHSgt5uLX8ZHt8bncLFixQBUNPpKDo6VfM5HYsWVMeci2fQf6nFDDLly/v8XWelH/dzSqN5O+XkkgeJh6/Lma9Pos5c+aoNbuT71RuS9t5553Va6UkkucoyQPH49d5xdAL+NSpuQmkjtwEfLJyk7IISIC1eVMceqXQkKtLhg8fXvUKkz59+oSRI0dWLA7kypP4NZVcffXV6vVCio2DDz449O7dW72mu379+pU+i5Ra8RreyHcsBZyUXfL3zZs3r+bCS545FP/tWY0fP16tW4n8ql25mJOC0PODrCth6AV86pTcBDoNuQn4ZOUmZRGQAGvzpjb0TpkypVQAxeVCNXK1ifWQYykWpMSJz48NGTJEvVZubzr66KPVubXYY489SgVMvKZ3UsiUxf9dmfxd8d+blRSB8bqdjKEX8KkTchPoROQm4JOVm5RFQAKszZvK0CtXtUiBEJcKWVlX9Tz77LPhW9/6lvnT7Ntvv33p+TvW1SqN/DqXkPdL5dfVpBySq6e6f/6JEyeapdE111yj/tasBg4cqNbtZAy9gE8p5ybQychNwCcrNymLgARYmzeFoVeeSXTAAQeoQqEeciVQvH6Z3MI0bdq00q1p5513XunWJnk2TnyekKuK+vbtq9avh5Qu8fqeSCEUf+bu4vOz3NrXk3jdTsbQC/iUam4CnY7cBHyycpOyCEiAtXlTGHqlTImLhHrJz7nH69dDnoEUr90Iee5O/B5exJ81JlccdT9fbhWMz8lq9913V5+jkzH0Aj6lmptApyM3AZ+s3KQsAhJgbV7vQ+/zzz8fdtttN1Um1EtuK4vfox7yueK1GyG/3hW/hwfxrWeWuCy6//771TlZHXfcceqzdDKGXsCnFHMTKAJyE/DJyk3KIiAB1ub1PvQ286oisffee6v3qIfcGhev3ShvVxfV+t3HZdHLL78cNt54Y3VeFpdccon6PJ2MoRfwKcXcBIqA3AR8snKTsghIgLV5vQ+9Rx55pCoSGpHlJ9mrOeKII9T6jbB+rS0vtRZFwnrm0lFHHaXOq1Xv3r3D0qVL1ZqdjKEX8CnF3ASKgNwEfLJyk7IISIC1eb0PvXIlUFwmNOKJJ55Q71EmBcU555xTes/BgweXfu1MriCKzyuTX0mL12+EVbrkIUtRJOLXi6eeeqr0i2bxubW48sor1XqdjqEX8CnF3ASKgNwEfLJyk7IISIC1eb0PvbvuuqsqE+p17LHHqvXLpCCRn7KPXyO/eDZnzhx1vpDnFg0YMEC9pl5nnHGGeo92q/bLZ7GeCq6ZM2eq86uRki5epwgYegGfUsxNoAjITcAnKzcpi4AEWJvX+9C78847q0KhXgsWLFDri4suukid2912220XbrnlFvU6kfUqnJ7IVU3x+u1WywOty3oqispmzJgR9tlnH/XaWJ8+fcLYsWNLvzIXr1EEDL2ATynmJlAE5Cbgk5WblEVAAqzN633oveCCC1SxUA+5pSxeW1x//fXqXIuUVg899JB6/RtvvBGOP/54dX497rzzTrV+O2UpvmopispWrVoVTjjhhLDpppuqdYTc9tfT7YFFwNAL+JRibgJFQG6i2f68eKH6z5CdlZuURUACrM3rfeht1s+wv/7662rt5cuXVywwLFJqrF27Vq0jVyzV+3yest13371UPMVrt0uWoij+9bMslixZEmbNmlV6mLd8b++++646p4gYegGfUsxNoAjITTSDFER/OfzQELq6wr9PvUz998jOyk3KIiAB1uZNYejdcccdVWFRK7m9SUqheE1x9tlnq/OrufHGG9U6Qp5rFJ+bxXnnnafWbKf48/Qkfi0ax9AL+JRqbgKdjtxEvboXRN1RFjWHlZuURUACrM2bwtArv1ImD5qOS4tq5KqhSs8pkl/r2nbbbdVrqjnyyCPNq4vEuHHj1Pm1OOCAA8KaNWvUeu2S5aoieQB2/Ho0jqEX8CnV3AQ6HbmJLCoVRN3Fr0F9rNykLAISYG3eVIZeKX2y3DLWU1Ek5BlG8Wtqde+996r1ysaMGaPO74n8mtrq1avVOu2SpSjK8pwiZMPQC/iUcm4CnYzcRDW1FERcVdR8Vm5SFgEJsDZvSkPvokWLavq1rv322690NVL8+jL5xa099thDva5Wp556qlqzu3nz5oVtttlGva67Xr16hREjRoTXXntNvb6d4s9VCUVRazH0Aj6lnptApyI3YclSEFEWtYaVm5RFQAKszZvi0Cu3Qh199NGlq3LKt6f169ev9Nyfnq4mKps9e7YqQ7KQoqfag5nltjJ5jtFJJ5301yui5DPKg7BHjhzp4ifia72qqJEHWqM2DL2AT52Sm0CnITdRVm9B1F28Jupn5SZlEZAAa/MWceht5Ba0stSf3VNrUSS4qqj1GHoBn8hNwCdys9iaURCVcVVRc1m5SVkEJMDavEUceo8//nhViGR18803q3VTUmtZRFHUHgy9gE/kJuATuVk8zSyIuqMsai4rNymLgARYm7eIQ+9Xv/pVVYpkNXbsWLVuKmotikT8WrQGQy/gE7kJ+ERuFkOrCqLu4vdEY6zcpCwCEmBt3iIOvb1791alSFbycOp43TK5RU0KGa9X5dTykHDh9fN3IoZewCdyE/CJ3Ox8rS6JBFcVNZ+Vm5RFQAKszVvEoffwww9XxUhWU6ZMUetKSRSfJzyVLrVeVeTpMxcBQy/gE7kJ+ERuFkOrCyPKouazcpOyCEiAtXmLOPTKr6bF5UhW999//wZrViqKyrw8EDv+XJXEr0NrMfQCPpGbgE/kZnG0sjCK3wuNs3KTsghIgLV5izj0ysOp43Iki169eoXVq1dvsGYtV+zkXRjV8hkFVxW1H0Mv4BO5CfhEbhZLKwojripqDSs3KYuABFibt4hD76uvvhqGDh2qSpJajR8/Xq0Zn1NJnoVRrc8qil+H1mPoBXwiNwGfyM3iaXZhRFnUGlZuUhYBCbA2b1GH3u9973th++23V0VJNfK8o+XLl6v1ai1i5Lz4te3AVUW+MfQCPpGbgE/kZjE1szCK10ZzWLlJWQQkwNq8RR56p0+fXrqlLC5MKunTp09YtGiRWkfUWsaIPAqjWj9f/Dq0B0Mv4BO5CfhEbhZXMwojripqHSs3KYuABFibt+hD7z333FPTr6ONGDEi/PCHP1Sv767Wq4tEu6/gid/f0u7PhPUYegGfyE3AJ3KzuP68eKEqf7KiLGodKzcpi4AEWJuXofeTsGbNmjBlypRw1FFHhb59+/61PNl5553D8OHDw+zZs9VrLNV+ES3WrnKGq4r8Y+gFfCI3AZ/IzWJqRlEk4nXRPFZuUhYBCbA2L0Ov9tprr6lfO6tV1sKoHQ+8jt/T0q7iCjaGXsAnchPwidwsnmYVRVxV1FpWblIWAQmwNi9Db/PVeiVPWfz6Zqq1vIpfh/Zi6AV8IjcBn8jNYmlWUSQoi1rLyk3KIiAB1uZl6G2NLIVRKx94Xcvn4Kqi/DH0Aj6Rm4BP5GZxNLMoEvH6aC4rNymLgARYm5eht3VqKWpaXdjE72Np1Xujdgy9gE/kJuATuVkMtRZF8gtptfxKGlcVtZ6Vm5RFQAKszcvQ21pZfiGt2c8v4ha0dDD0Aj6Rm4BP5Gbny1IUlV9TrTCiLGo9Kzcpi4AEWJuXobf1ai2Mmn07Wi1XNnFVkQ8MvYBP5CbgE7nZ2eopisp6Kozic9F8Vm5SFgEJsDYvQ2/r1XqFj2jm1UXx2pZmvh/qx9AL+ERuAj6Rm52rkaKozCqMuKqoPazcpCwCEmBtXobe9qi1MGrm1UXx2pb4NcgHQy/gE7kJ+ERudqZmFEVlcWFEWdQeVm5SFgEJsDYvQ2/71Ho7WjOu9qmlnOIWND8YegGfyE3AJ3Kz8zSzKCrrXhjF/x1aw8pNyiIgAdbmZehtr7iwsTTj6iKeV5QWhl7AJ3IT8Inc7CytKIrK5DVcVdQ+Vm5SFgEJsDYvQ2971XLFj4hfl1UtZVEzrmBCczD0Aj6Rm4BP5GbnaGVR1P094v8MrWHlJmURkABr8zL0tl9c2lgaLXJqueUtfg3yw9AL+ERuAj6Rm52hHUUR2svKTcoiIAHW5mXobb9arvpp9Fa0eL1Yo+ujuRh6AZ/ITcAncjN9FEWdycpNyiIgAdbmZeitTq7yEVLyNEtc3sSkzCm/b1a1rh9/przE33cRMfQCPpGbgE/kZtooijqXlZuURUACrM3L0FuZFBlxyYLWKXJxxNAL+ERuAj6Rm+miKOpsVm5SFgEJsDYvQ68mV+fU8swfNF9RCyOGXsAnchPwidxME0VR57Nyk7IISIC1eRl6tbjAQHsV8XlKDL2AT+Qm4BO5mR6KomKwcpOyCEiAtXkZejfErWc+FO0KI4ZewCdyE/CJ3EwLRVFxWLlJWQQkwNq8DL3rURT5IrcDxv+MOhVDL+ATuQn4RG6mg6KoWKzcpCwCEmBtXobe9SiLfCnS7WgMvYBP5CbgE7mZBoqi4rFyk7IISIC1eRl614vLCuSLsojcBPJGbgI+kZv+URQVk5WblEVAAqzNy9C7XlxWIH9FuRWNoRfwidwEfCI3faMoKi4rNymLgARYm5ehdx0pJeKiAvmjLNL7GED7kJuAT+SmXxRFxWblJmURkABr8zL0rkNZ5BNlkd7HANqH3AR8Ijd9oiiClZuURUACrM3L0LsOZZFPlEV6HwNoH3IT8Inc9IeiCMLKTcoiIAHW5mXoXYeyyCfKIr2PAbQPuQn4RG76QlGEMis3KYuABFibl6F3HcoinyiL9D4G0D7kJuATuekHRRG6s3KTsghIgLV5GXrXoSzyibJI72MA7UNuAj6Rmz5QFCFm5SZlEZAAa/My9K5DWeQTZZHexwDah9wEfCI380dRBIuVm5RFQAKszcvQuw5lkU+URXofA2gfchPwidzMF0URKrFyk7IISIC1eRl616Es8omySO9jAO1DbgI+kZv5oShCT6zcpCwCEmBtXoZeIH8MvYBP5CbgE7mZD4oiVGPlJmURkABr8zL0Avlj6AV8IjcBn8jN9qMoQi2s3KQsAhJgbV6GXiB/DL2AT+Qm4BO52V4URaiVlZuURUACrM3L0Avkj6EX8IncBHwiN9uHoghZWLlJWQQkwNq8DL1A/hh6AZ/ITcAncrM9KIqQlZWblEVAAqzNy9AL5I+hF/CJ3AR8Ijdbj6II9bByk7IISIC1eRl6gfwx9AI+kZuAT+Rma1EUoV5WblIWAQmwNi9DL5A/hl7AJ3IT8IncbB2KIjTCyk3KIiAB1uZl6K3dqlWrwvLly9Eka9asUd9xUTH0Aj6Rm4BP5GZrUBShUVZuUhYBCbA2L0Nv7S688MLQ1dWFJnn00UfVd1xUDL2AT+Qm4BO52XwURWgGKzcpi4AEWJuXobd2t912myo8UJ/NNtssrFy5Un3HRcXQC/hEbgI+kZvNRVGEZrFyk7IISIC1eRl6a/fkk0+q0gP1GTRokPp+i4yhF/CJ3AR8Ijebh6IIzWTlJmURkABr8zL01u6tt94KW221lSo+kN3JJ5+svt8iY+gFfCI3AZ/IzeagKEKzWblJWQQkwNq8DL3ZHHjggar4QHaTJk1S322RMfQCPpGbgE/kZuMoitAKVm5SFgEJsDYvQ282p59+uio+kN3dd9+tvtsiY+gFfCI3AZ/IzcZQFKFVrNykLAISYG1eht5srrzySlV8ILtnn31WfbdFxtAL+ERuAj6Rm/WjKEIrWblJWQQkwNq8DL3ZzJ07VxUfyKZ///7h5z//ufpui4yhF/CJ3AR8IjfrQ1GEVrNyk7IISIC1eRl6s1m6dKkqP5DNkUceqb7XomPoBXwiNwGfyM3sKIrQDlZuUhYBCbA2L0NvNh9//HHYddddVQGC2p1//vnqey06hl7AJ3IT8InczIaiCO1i5SZlEZAAa/My9GY3dOhQVYCgdtOnT1ffadEx9AI+kZuAT+Rm7SiK0E5WblIWAQmwNi9Db3ajR49WBQhqN3/+fPWdFh1DL+ATuQn4RG7WhqII7WblJmURkABr8zL0ZnfTTTepAgS12XzzzcNrr72mvtOiY+gFfCI3AZ/IzeooipAHKzcpi4AEWJuXoTe7xx57TJUgqM0+++yjvk8w9AJekZuAT+RmzyiKkBcrNymLgARYm5ehNzu5MkaukImLEFR38sknq+8TDL2AV+Qm4BO5WRlFEfJk5SZlEZAAa/My9NZHrpCJixBUd/nll6vvEgy9gFfkJuATuWmjKELerNykLAISYG1eht76nHTSSaoIQXX33HOP+i7B0At4RW4CPpGbGkURPLByk7IISIC1eRl663PZZZepIgTVLVmyRH2XYOgFvCI3AZ/IzQ1RFMELKzcpi4AEWJuXobc+d911lypC0LP+/fuHn//85+q7BEMv4BW5CfhEbq5HUQRPrNykLAISYG1eht76LF68WJUh6NmRRx6pvkesw9AL+ERuAj6Rm+tQFMEbKzcpi4AEWJuXobc+a9asCTvssIMqRFDZt7/9bfU9Yh2GXsAnchPwidykKIJPVm5SFgEJsDYvQ2/9Bg8erAoRVPad73xHfYdYh6EX8IncBHwqem5SFMErKzcpi4AEWJuXobd+55xzjipEUNn8+fPVd4h1ij70Al6Rm4BPRc5NiiJ4ZuUmZRGQAGvzMvTW7/rrr1eFCGybb755eO2119R3iHWKPPQCnpGbgE9FzU2KInhn5SZlEZAAa/My9Nbv+9//vipFYNt3333V94f1ijr0At6Rm4BPRcxNiiKkwMpNyiIgAdbmZeit3/Lly8PGG2+sihFop5xyivr+sF4Rh14gBeQm4FPRcpOiCKmwcpOyCEiAtXkZehvzla98RRUj0C6//HL13WG9og29QCrITcCnIuUmRRFSYuUmZRGQAGvzMvQ2Zvjw4aoYgXbPPfeo7w7rFWnoBVJCbgI+FSU3KYqQGis3KYuABFibl6G3MRMmTFDFCLQlS5ao7w7rFWXoBVJDbgI+FSE3KYqQIis3KYuABFibl6G3MbfffrsqRrChnXfeOaxdu1Z9d1ivCEMvkCJyE/Cp03OTogipsnKTsghIgLV5GXob8+STT6pyBBv6+te/rr43bKjTh14gVeQm4FMn5yZFEVJm5SZlEZAAa/My9DZm9erVYeutt1YFCdb79re/rb43bKiTh14gZeQm4FOn5iZFEVJn5SZlEZAAa/My9DbuwAMPVAUJ1rvpppvUd4YNderQC6SO3AR86sTcpChCJ7Byk7IISIC1eRl6Gzdy5EhVkGC9xx57TH1n2FAnDr1AJyA3AZ86LTcpitAprNykLAISYG1eht7GTZ06VRUkWKdPnz7h9ddfV98ZNtRpQy/QKchNwKdOyk2KInQSKzcpi4AEWJuXobdxc+fOVSUJ1tl3333V9wWtk4ZeoJOQm4BPnZKbFEXoNFZuUhYBCbA2L0Nv41544QVVkmCdESNGqO8LWqcMvUCnITcBnzohNymK0Ims3KQsAhJgbV6G3ubYddddVVGCrjB58mT1XUHrhKEX6ETkJuBT6rlJUYROZeUmZRGQAGvzMvQ2x9ChQ1VRgq5w7733qu8KWupDL9CpyE3Ap5Rzk6IInczKTcoiIAHW5mXobY4xY8aoogRd4bnnnlPfFbSUh16gk5GbgE+p5iZFETqdlZuURUACrM3L0NscN910kypKim7nnXcOa9euVd8VtFSHXqDTkZuATynmJkURisDKTcoiIAHW5mXobY7HHntMlSVFd9RRR6nvCbYUh16gCMhNwKfUcpOiCEVh5SZlEZAAa/My9DbH66+/Hvr06aMKkyIbPXq0+p5gS23oBYqC3AR8Sik3KYpQJFZuUhYBCbA2L0Nv8+yzzz6qMCkyuTUv/o5gS2noBYqE3AR8SiU3KYpQNFZuUhYBCbA2L0Nv85x88smqMCkyuTUv/o5gS2XoBYqG3AR8SiE3KYpQRFZuUhYBCbA2L0Nv80yaNEkVJkW1xRZblG7Ni78j2FIYeoEiIjcBn7znJkURisrKTcoiIAHW5mXobZ677rpLlSZFtd9++6nvB5V5H3qBoiI3AZ885yZFEYrMyk3KIiAB1uZl6G2eZ555RpUmRTVixAj1/aAyz0MvUGTkJuCT19ykKELRWblJWQQkwNq8DL3Ns2bNmrDDDjuo4qSIJk+erL4fVOZ16AWKjtwEfPKYmxRFgJ2blEVAAqzNy9DbXIcffrgqToro3nvvVd8NKvM49AIgNwGvvOUmRRGwjpWblEVAAqzNy9DbXKNGjVLFSRE999xz6rtBZd6GXgDrkJuAT55yk6IIWM/KTcoiIAHW5mXoba7rr79eFSdFs8suu4SPPvpIfTeozNPQC2A9chPwyUtuUhQBG7Jyk7IISIC1eRl6m+uhhx5S5UnRHHXUUep7Qc+8DL0ANkRuAj55yE2KIkCzcpOyCEiAtXkZeptrxYoVYeONN1YFSpGMHj1afS/omYehF4BGbgI+5Z2bFEWAzcpNyiIgAdbmZehtvgEDBqgCpUhmz56tvhP0LO+hF4CN3AR8yjM3KYqAyqzcpCwCEmBtXobe5hs/frwqUIpixx13DC+99JL6TtCzPIdeAJWRm4BPeeUmRRHQMys3KYuABFibl6G3+Yr83KLTTz9dfR+oLq+hF0DPyE3Apzxyk6IIqM7KTcoiIAHW5mXobY0DDjhAFSmdrlevXmHBggXqu0B1eQy9AKojNwGf2p2bFEVAbazcpCwCEmBtXobe1njiiScKVxhdeeWV6ntAbdo99AKoDbkJ+NTO3KQoAmpn5SZlEZAAa/My9LbO4sWLQ58+fVSp0onGjBmj/n7Urp1DL4DakZuAT+3KTYoiIBsrNymLgARYm5eht7WeeeaZUpGy9dZbq4KlExx11FHhzjvvVH83smnX0AsgG3IT8KkduUlRBGRn5SZlEZAAa/My9LbH8uXLw7Rp08I555wTDj744KQNHz48TJo0KTz44INh7dq16m9Fdu0YegFkR24CPrU6NymKgPpYuUlZBCTA2rwMvUD+Wj30AqgPuQn41MrcpCgC6mflJmURkABr8zL0Avlr5dALoH7kJuBTq3KToghojJWblEVAAqzNy9AL5K9VQy+AxpCbgE+tyE2KIqBxVm5SFgEJsDYvQy+Qv1YMvQAaR24CPjU7NymKgOawcpOyCEiAtXkZeoH8NXvoBdAc5CbgUzNzk6IIaB4rNymLgARYm5ehF8hfM4deAM1DbgI+NSs3KYqA5rJyk7IISIC1eRl6gfw1a+gF0FzkJuBTM3KToghoPis3KYuABFibl6EXyF8zhl4AzUduAj41mpsURUBrWLlJWQQkwNq8DL1A/hodegG0BrkJ+NRIblIUAa1j5SZlEZAAa/My9AL5a2ToBdA65CbgU725SVEEtJaVm5RFQAKszcvQC+Sv3qEXQGuRm4BP9eQmRRHQelZuUhYBCbA2L0MvkL96hl4ArUduAj5lzU2KIqA9rNykLAISYG1ehl4gf1mHXgDtQW4CPmXJTYoioH2s3KQsAhJgbV6GXiB/WYZeAO1DbgI+1ZqbFEVAe1m5SVkEJMDavAy9QP5qHXoBtBe5CfhUS25SFAHtZ+UmZRGQAGvzMvQC+atl6AXQfuQm4FO13KQoAvJh5SZlEZAAa/My9AL5qzb0AsgHuQn41FNuUhQB+bFyk7IISIC1eRl6gfz1NPQCyA+5CfhUKTcpioB8WblJWQQkwNq8DL1A/ioNvfEeBtBe5Cbgk5Wb/750sSqFLBRFQOtYuUlZBCTA2rwMvUD+rKGX3ATyR24CPqncfOMNVQpZKIqA1rJys2pZ9O//9od1lwYCyI3sw/j4/e9/XwpcAPmRfRgf5CaQP3IT8GmD3Ky1KBpyuNrjAJrLys0NyqIQwoz4BA4ODg4ODg4ODg4ODg6Oph01FkVh2LD4lRwcHO07ZlAWcXBwcHBwcHBwcHBwcLT+oCji4EjloCzi4ODg4ODg4ODg4ODgaPFBUcTBkdJBWcTBwcHBwcHBwcHBwcHRwoOiiIMjtWN9WWQ94JqHAQL54yG6gE/WwwDJTSB/5Cbgy78vXaxLIcOfBg9W+xlA61m5WfXX0OSF8U8eAmgv2YfxIcEb/+QhgPaSfRgf5CaQP3IT8OPPixeqUsjyx4MPVnsZQHtYuUlZBCTA2rwMvUD+KIsAn8hNwAeKIiANVm5SFgEJsDYvQy+QP8oiwCdyE8hfrUWR3HoW72EA7WXlJmURkABr8zL0AvmjLAJ8IjeBfNVaFMnDrMlNIH9WblIWAQmwNi9DL5A/yiLAJ3ITyE+WoojcBHywcpOyCEiAtXkZeoH8URYBPpGbQD6yFkVykJtA/qzcpCwCEmBtXoZeIH+URYBP5CbQfvUURXKQm0D+rNykLAISYG1ehl4gf5RFgE/kJtBetRZFfxlyeLw1yU3AASs3KYuABFibl6EXyB9lEeATuQm0T81F0eGHkpuAU1ZuUhYBCbA2L0MvkD+GXsAnchNojyxFUel8chNwycpNyiIgAdbmZegF8sfQC/hEbgKtl7UoKr2G3ARcsnKTsghIgLV5GXqB/DH0Aj6Rm0Br1VMUlV5HbgIuWblJWQQkwNq8DL1A/hh6AZ/ITaB16i2KSq8lNwGXrNykLAISYG1ehl4gfwy9gE/kJtAajRRFpdeTm4BLVm5SFgEJsDYvQy+QP4ZewCdyE2i+Roui0hrkJuCSlZuURUACrM3L0Avkj6EX8IncBJqrGUVRaR1yE3DJyk3KIiAB1uZl6AXyx9AL+ERuAs3TrKKotBa5Cbhk5SZlEZAAa/My9AL5Y+gFfCI3geZoZlFUWo/cBFyycpOyCEiAtXkZeoH8MfQCPpGbQOOaXRSV1iQ3AZes3KQsAhJgbV6GXiB/DL2AT+Qm8vLHX38U3nv5mTB35vRw0fnfCpPHjw4L584OH698QZ3rWSuKotK65CbgkpWblEVAAqzNy9AL5I+hF/CJ3ES7/e9//mWYd/t3wr57fSV0dXWZhh1xWPjRg/eq13rTqqKotDa5Cbhk5SZlEZAAa/My9AL5Y+gFfCI30U6/++TtMPLE41Q5ZNloo15h6sVjw59+8wu1jgetLIpK65ObgEtWblIWAQmwNi9DL5A/hl7AJ3IT7fKHX74fzh5xoiqFqpl6yTi1Vt5aXRSV3oPcBFyycpOyCEiAtXkZeoH8MfQCPpGbaJfbr79SFUG12HyzTUvPMorXy0s7iqLS+5CbgEtWblIWAQmwNi9DL5A/hl7AJ3IT7fDpmy+HTXr3VkVQrXbaoV/4188+VOu2W7uKotJ7kZuAS1ZuUhYBCbA2L0MvkD+GXsAnchPtcPu0qaoAyurZR+epddupnUWRIDcBn6zcpCwCEmBtXoZeIH8MvYBP5Cba4fwzRqjyJ6uZ105R67ZLu4siQW4CPlm5SVkEJMDavAy9QP4YegGfyE20w4H77q3Kn6xGnXayWrcd8iiKBLkJ+GTlJmURkABr8zL0Avlj6AV8IjfRDvKQ6rj8yWpok8uYWuRVFAlyE/DJyk3KIiAB1uZl6AXyx9AL+ERuoh2GHXGYKn+ymjhmlFq3lfIsigS5Cfhk5SZlEZAAa/My9AL5Y+gFfCI30Q4XnnuWKn+yuvvm69S6rZJ3USTITcAnKzcpi4AEWJuXoRfIH0Mv4BO5iVp9+ubLYcWi+WH+vbNKv2625NF54Y+//kidZ7njhqtU+ZPV0scfVOta/vWzD8PCubPDPTOuL/3PlYsXht+ueUOdV4mHokiQm4BPVm5SFgEJsDYvQy+QP4ZewCdyE9V8uOK5MOL4Y1R5I+RZROeOPCW89/Iz6nXdvfnck+q1WWzSu3f4wy/fV+t2t3TBg6XPKefGr99oo15h9Fmnhc/eWqFe152XokiQm4BPVm5SFgEJsDYvQy+QP4ZewCdyE5X86Te/KBVBcfFikTJGrjaK1yj7n//4N+Gb3zhKva5WE8ecq9YskyuJLjr/W+o1Fvmc1156oVpDeCqKBLkJ+GTlJmURkABr8zL0Avlj6AV8Ijdh+e+//jhMvnC0KluqmXrx2PBf/naNWk88+N0Z6vxabPrFTcLypx5V64lf/Wx5OG/kCPWaamZed8UG63grigS5Cfhk5SZlEZAAa/My9AL5Y+gFfCI3Yblp6mWqYKmVFEbxeuL/WvtWOOzA/dX51Xzr1JPUWkKufBp6+KHq/Fo9/fCc0joeiyJBbgI+WblJWQQkwNq8DL1A/hh6AZ/ITcTeXba49CyiuFyp1cZf+ELpKqJ4XSEPnY7Pr0YeUB2vI26cMlGdm8X+e+8V/vD4g6oUsrS7KBLkJuCTlZuURUACrM3L0Avkj6EX8InctP363Z+GuTOnh3Gjzgz7D9orDNx9QBh54nFh9vRrSg9rjs/vJM345bJ9Bu4ZVi5eoNb+v9b+LJz2zeHq/EomjTtfrSEW3j87bPmlLdT5WS0xiqFYHkWRIDcBn6zcpCwCEmBtXoZeIH8MvYBP5OaG/uvffhC+e+PVYcAu/VWxUPa5z30uXDL6nLD21aXq9Z3ghKO/rv7mepx+4vDwzx+uUut/+ubLNV25JAWdPLw6fv27y54Ohx6wnzq/HpOMcshDUSTITcAnKzcpi4AEWJu3yEMv4AVDL+ATubne7z55O9MzcHbaoV/HXWUkzwGK/85GyG1n8XsIeV7QV/fcXZ1fdvSQw8KqCt/t6LNOU+fXaw+jIPJQFAlyE/DJyk3KIiAB1uYt6tALeMLQC/hEbq7zp9/8TemWs7hMqOaQr+0bPvzJc2q9lG279Vbq76zXwfvvE37z/uvqPcTHK18IQw45UL3m3JGnlIq7+HzxxpInwjZbbaleU6+jjZLIQ1EkyE3AJys3KYuABFibt4hDL+ANQy/gE7m5zpxbb1RFQq3klrR4vZTt2n8n9Tc2YuHc2eo9unvv5WdKz4eS8z57a4X677uTX1qL12/EmU6LIkFuAj5ZuUlZBCTA2rxFHHoBbxh6AZ/IzV+FP/zy/dB3iz6qSMii0i92pSjLrXi1kNvG4veo16CBe6r1G3GJ06JIkJuAT1ZuUhYBCbA2b9GGXsAjhl7AJ3LzV+H5xx9UJUJW8jPu8bqpmn/vLPX3NWL3L++i3qMecmtavHajPnJaFAlyE/DJyk3KIiAB1uYt2tALeMTQC/hEbv4q3D5tqioRsjr9m8PVuqn65w/fDIMP+pr6G+u1Y7/t1HvU4zdrXldrN2KU46JIkJuAT1ZuUhYBCbA2b9GGXsAjhl7AJ3LzV2HkicepIiEreehyvG7K5BlC8d9Yr4G7D1Dr10NuF9xoo15q/Xq94bgoEuQm4JOVm5RFQAKszVu0oRfwiKEX8Inc/FU474wRqkjIas/dvqzWTdl//eyDMO3yi0OvXo2XM1ddMk6tL+S2sksvODcctN+gsEnv3qXnRsnzkm6aeln4468/UueLU084Vq2f1Y5dXWGu86JIkJuAT1ZuUhYBCbA2b9GGXsAjhl7AJ3LzV+HmqyapQiGrb37jKLVuJ/jujVeHrbfsq/7eWg055MCw6vmn1LpPPzyndDVWfH6ZXI0kv5IWv+7HD90XBuzSX51fq73l19kSKIoEuQn4ZOUmZRGQAGvzFm3oBTxi6AV8Ijd/FX44705VKmQ1adz5at1O8eZzT4YRxx+j/uZq9h+0V/j0zZfVek89cE/4Ug2/Pie/fGYVTUsXPBh27b+TOr8nm3R1hQu7usLfJ1IUCXIT8MnKTcoiIAHW5i3a0At4xNAL+NQpubnk0Xml25fGjTqzVGycO/KU0n9W6Xam7t5+6ceqXMjqvltvUOtaPlzxXLhh8iXh+GFHln5SXv53eT6QPI8nPtebf1n7s/DwnbeWPrfcLia/cia3j3X/HrbfdpvSfy/fffx68ctVr4RhRxyqvr9Kzj9jRPhvf79WrSP/XOWzyD/rzTfbdIPX9O3qCnt1dYVju7rCJV1d4ZmurvBH5w+ztpCbgE9WblIWAQmwNm+KQy/QaRh6AZ9Sz00pJeQKlrhkKJMiQZ6L86+ffaheW/an3/wi85UqMesKmu6k2JByJX5dmTyvR8quFEqjmHzm3655Q/3nlsfuu0P97dW889LTap3YnxcvDL+JSiFLKkWRIDcBn6zcpCwCEmBt3pSGXqBTMfQCPqWam1LwZLk1SoqangqdO264Sr2mVuecdpJar0xKqiy/tiZX5vT0OVN37WUT1N9czWP3zVLrdCdFUVwKWVIqigS5Cfhk5SZlEZAAa/OmMPQCnY6hF/Apxdz8X7/9RZh68ThVKlRz8P77hOcfe0CtJ3755sth4B67qdfU4snv3a3WK6256pVw7umnqPOrOfaoI8IHK5ao9TqB3H4X/73VyBVX8TplnVoUCXIT8MnKTcoiIAHW5vU+9AJFwNAL+JRibs6efo0qFGolV+5UumXqmksvVOdXc/SQweH//Q8/V2uJeoqRMvkVMbl6Kl4zdZeP/7b6W6v53qyb1Dqik4siQW4CPlm5SVkEJMDavN6HXqAIGHoBn1LLzf/749Vh76/soQqFLL516onh93/zjlpbHuAcPyy5moVzZ6t1xG3XX6nOzeqZH9yv1k3dg9+dof7Oal57ZqFap9OLIkFuAj5ZuUlZBCTA2ryeh16gKBh6AZ9Sy80fPXivKhPq8Z0r7Vub7rvlBnVuJWPPOSP8j3/4RK2x+JG5Ycd+26nzs5o09ny1dt4+e2tFmH/vrL/+8pxcPSUPGJdnQskvpJ094sTSfy/FW/xaIf+5PMw7/lsrkbXjK6zKRdHfy6/QdXWFk7u6wrCurvBludWwqyuc9n9+BW3mzv3DUw/cHX73ydvqc6SA3AR8snKTsghIgLV5PQ+9QFEw9AI+pZabUlDEhUI9NtqoV1i5WF+xIqTwiM+PDdx9gFlCyC+DNfrLamXbbLWlKkryIH/TPTOuL/3N8WesZJPevcPk8aPNX6G7/7bvqPMt22+3bXjuse9t8Nryr56dY5zfE7mtT64C8/B91orcBHyycpOyCEiAtXk9D71AUTD0Aj6llpty9UpcBNTruKFDwr/9nX7ekBQKPf2CmZQmla6cuXHKRHV+I/7hvZXqPdrp2R/MC4d8bV/1uWp1zqknhX98/zW17rWXXlgq7OLzy+R2QLlCqftrpCh6r6srDDXOr9XJxw4Lby39kfo8HpGbgE9WblIWAQmwNq/noRcoCoZewKfUcvPMk49XBUAjFsz9rnqPMrkSZacd+v31XCkwpOSwrpYR8utngwY29jyl7uT9/tvfr1Xv0y5y5VXWZzhZbp82Va0tVr+wqHTFj1yFVD5XblEbcfwx4dfv/nSDc8u3nmW9osgiV359+ubL6vN4Q24CPlm5SVkEJMDavJ6HXqAoGHoBn1LLzUtGj1L/8t+Ic08/Wb1HTH497eOVL6j/PPb92beo9RsxYJf+6j3a5c3nnuzxyp8sDtpvkFq/O7mS68MVz5WehxT/d6JcFP1JCjRj/XrIr+JVujrMC3IT8MnKTcoiIAHW5vU89AJFwdAL+JRabsqzc+J/8W+EXMnSrOfYnDvyFLV+Iw47cH/1Hu3wv/7p03DaCceqz1MvKWbi96hV9189+ydj7UZcMWGMej9PyE3AJys3KYuABFib1/PQCxQFQy/gU2q5KQ9bzvJrWrWIb3mql/wiWLx2I5Y8Ok+9RzvI7WfxZ2mE3PYVv0ctuhdF4l+MtRsht795vrqI3AR8snKTsghIgLV5PQ+9QFEw9AI+pZib1142Qf2LfyPWvvq8eo96ZPm1sGq+ceTg8P/88n31Hu0gzwyKP08jTjpmmHqPauKiqKy/sX4j5BlU8Xt7QW4CPlm5SVkEJMDavN6HXqAIGHoBn1LMTbkaRG5tiv/Fvx7yXB65Wil+j7Ly83TkYcyVHmxddsyRh6v16/XUA3er9dul2VdIzZ05Xb1Hd3/89Uel71e+Z/m+KxVF4gJj/UbIrYPx5/GC3AR8snKTsghIgLV5vQ+9QBEw9AI+pZqb8mtWzbiS5/hhR6q1hdyaJuVP91/qEvKeSxc8qM4XD9xxs1o/Kymv8iyKxI7bb6c+V72+vPNO4YPlS9R7iI9XvhiuumRc2G7rrf56/sAddwh3dHWF/2gURWKJ8R6NGD50iPpcXpCbgE9WblIWAQmwNm8KQy/Q6Rh6AZ9Szk25wkgeAh0XALWSq5Os5xXNv3dW1Z+MHzfqTPVgbPm/5Zar+NxaybOY5FfI4s/TTvI3xJ+rEZPHj1bvId5c8kQYdsSh6vyyUV1d4e+NskgMa+Izq6T8iz+bF+Qm4JOVm5RFQAKszZvK0At0MoZewKfUc1PKjacfnhOGHHJgpp96l+fyWD/V/sKC74f+O2yvzrfMvHaKer3cqnbD5EvUFUk9kdu+bp82tcfb4dpFbgkb3EAB191hB+wf3l22WL3H7z55u6arwoZ1dYX/LyqK/nL4oeHZR+eFnXbop86vx3nchgYgIys3KYuABFibN6WhF+hUDL2AT52Um1JCSHF0yzWTw6UXnFsqhOTKI/k1LimT5Kqf2dOvKd3CFr+2bP9Be6lCoRIphCqtJZ9FrlCSZ+IMPfzQUjkyaOCepdveRp91Wrhp6mXh4TtvNQurvF036SL1t2a15Ze2CAvvv1Ot/aff/iJceO5Z6vxKbomKovI6s6ZNVefW45G7b1Of0QtyE/DJyk3KIiAB1uZNdegFOglDL+ATubne+y8/o8qEau644Sq1TuqWP/Wo+juzuvGKiWpdsXDubHVuTzbq6gq/iIoi8W9/9/NwwbdGqvOz2LX/juHv3n5VfUYvyE3AJys3KYuABFibt6hDL+AJQy/gE7m5XtYiQ4w5+3S1Tido5NlLciVV/Dwn8d//4eNw3NAj1fnVXNJvO7WWkKu3Grkd7dpLL1RrekJuAj5ZuUlZBCTA2rxFHXoBTxh6AZ/IzfXkuUFxoVCNFCPxOp3gVz9bHk7/5nD191Yz8qTjws9ffV6tJxZ9/151fi127LddeO9l/ewj8cpTj4Yhhx6kXlPNRed/K/yXX61R63lCbgI+WblJWQQkwNq8RR16AU8YegGfyM31nvnB/apUqEaejRSv0ynk1+bk4dvx31yJXI0kD/iO1yk79/RT1GtqdeMU+7Y2Ic+NyvKsKXl+VU+f0wtyE/DJyk3KIiAB1uYt6tALeMLQC/jU6bkpv+7163d/at4WFZPbmuJioRp5SHW8jkWKF1k//s+9k+/vnhnXh+233Ub97WVyK5g8zDt+bXdS6MSvy2KbrbYsfZZ43TL55ysPDe+7RR/12jIpvuRz1vL/Cx6Qm4BPVm5SFgEJsDZvJw29QKoYegGfOiU35UqRJY/OK13pc8yRh5d+eSwuDjbfbNPS1S8P3HFzxeLhsrHnq5Khkq8fdnD4xevL1Bpi6YIHS796Fj9TR35BTX6dTW5fk19Kk7Lpt2veUK/3Rr4v+d6kkJFbuORvmzx+dOk7r6V8ue/WG9T3l9WKH81X68b+8Mv3S99p+TPK/z/IZ37qgbtr+pyekJuAT1ZuUhYBCbA2b4pDL9BpGHoBn1LPTblqSAoBKWHicqEncqWMFB3xep+89mLpNqX4/FifzTYLP5ynfxperqCp5fWx44cdGVYuXqjW6xST6nj+Uex7s25S63YychPwycpNyiIgAdbmTWnoBToVQy/gU8q5+eZzT/Z4e1Q1G23UK6xYpK9W+cmi+eGMk45X55cdvP8+4eE7Z6rXya1mA3cfoM7PQm75itf1SsotuUKq/NnlCh4Rn/fnxQvDN42/NasrLrpArd3JyE3AJys3KYuABFibN5WhF+hkDL2AT6nm5vx7bw977vZlVShkdezXj1BrC7llSW67GnH8MaVbyeSWNrm9TX5uvdKzh26+apJavx7XTboo/OtnH6j1PZFSKP7cZd0LIymKQldX2NM4L6uThx+tPkcnIzcBn6zcpCwCEmBt3hSGXqDTMfQCPqWYm5+9taJ0VVBcJtRLrgiK36MeB+03SK1dr7kzp6v1vZAriuLPG5NzykWR2Ns4J6vTvjlcfZZORm4CPlm5SVkEJMDavN6HXqAIGHoBn1LMzQnnn62KhEZ8vPIF9R712GvP3dTa9Tpgn73Df3j7J+o9PIg/q+W1GdP+WhSJM41zsrph8iXqs3QychPwycpNyiIgAdbm9T70AkXA0Av4lFpuNvuqItGsXyOTX2CL126Ex+cXdX9GUU9mdCuKxE3GOVk9Me8u9Xk6GbkJ+GTlJmURkABr83oeeoGiYOgFfEotN3t6Vk495Gfs4/eol/wqW7x+I+Rh2fF75CnLd/9GVBbJ/x2fk4X82l2zbhdMBbkJ+GTlJmURkABr83oeeoGiYOgFfEotN0efdZoqEhoxbtSZ6j26+3DFc6UrfG6fNjUse+KR0oOv43PKli54UK3fiG222lK9R16yFEXDoqKo7HLj3FrdccNV6jN1OnIT8MnKTcoiIAHW5vU89AJFwdAL+JRabsqvk8VFQr02/eImpQIofg8ht6adPeJE9Rq52kce3hyfL/7TL94NQw8/RL2mXr033jj8l1+tUe/TblmKIhFfVVT2y66ucNQWfdT51Yw67eTwX/42/++h3chNwCcrNymLgARYm9fz0AsUBUMv4FNquTnkkANVmVAvKZ7i9cWq558KRw85TJ1ftkO/bcPDd81UrxPz752lzm9Es56n1Ij4M/UkflZRd385/NDw3svPlG79i19XiTwjqWi3n5WRm4BPVm5SFgEJsDav56EXKAqGXsCn1HLzussmqEKhHvt+dWB4/dkfqvX/9bMPS1cPxefH5CHbq19YpF7/h0/fC+eNPEWdX48jDz0o/Om3lW97a4csVxVVK4rKa362+ifh6onjQ98erjLafdedS7ee/eGX76vPVBTkJuCTlZuURUACrM3reegFioKhF/Aptdx85akfqGIhq969Nw4Pzb5FrS2mXDhanV/J0UccFj5982W1xtsv/jgc8rV91flZTb9iolq7nVpRFHX38coXwtyZ00vPjdp/0F6lq8Ymjx8dFs6d7eKKqryRm4BPVm5SFgEJsDav56EXKAqGXsCn1HLzf/7j3zR8K9rUi8eqdcWbzz2pzq3m2ksvVOuIx+d8N3ypz+bq/Cx++vQCtW67yHOZ4s/Tk7ggqlYUoTpyE/DJyk3KIiAB1ub1PPQCRcHQC/iUYm6uWDS/dBtYXFjUQoqmP/76I7WmGHP26er8agZ9ZY/wd2+/qtYSN0y+RJ1fq0svOFet107yrKD4M1VS6YHWFEWNITcBn6zcpCwCEmBtXu9DL1AEDL2AT6nm5pxbbwibbfpFVVz05MyTjw8f/XSpWku8seSJsGXfL6nX1OK+W25Q64n/8Y+f1FUYjT3njPD7v3lHrdcuzbj9jKKoceQm4JOVm5RFQAKszZvC0At0OoZewKeUc/OeGdeHTXr3VgWGZfRZp5UeXh2vUSa3psWvqdWxXz+i4tVKQp7Ls/lmm6rXWY4fdmSPn7Md4s9UCUVRa5GbgE9WblIWAQmwNm8qQy/QyRh6AZ9Sz035WXV5KHKl0khuO1v2xCPqdd1JOVNrmVOJPOMnXre7z95aUSqsKt0+J7d9VVujHWq9qoiiqPXITcAnKzcpi4AEWJs3paEX6FQMvYBPnZKbUhpJ2bLk0Xlh/r2zwlMP3F0qaOLzLFkf5myRn3mP17X87pO3//oZ5Ve/5L3lV8Hi8/JQa1Ek4pKIoqj5yE3AJys3KYuABFibN8WhF+g0DL2AT+Tmr8LDd96qypCsxo86U62bmvhvqsS6qoiiqPnITcAnKzcpi4AEWJu3aEMv4BFDL+ATufmrcM2l41UhkpXcRhavm5JaryoaRlHUNuQm4JOVm5RFQAKszVu0oRfwiKEX8Inc/FU46ZhhqhTJSp55FK+bkvjvqSS+qoiiqHXITcAnKzcpi4AEWJu3aEMv4BFDL+ATufmrcMnoUaoUyerg/fdR64r4eUhyBY+HB1l3V+tVRRRF7UVuAj5ZuUlZBCTA2rxFG3oBjxh6AZ/IzXU/bR8XI1l9+8xT1bo9lTCeCqP4s1VCUdRe5Cbgk5WblEVAAqzNW7ShF/CIoRfwidz8VXj1x4+rYiSrWdOmqnXjc2IeCqOeCq3uul9VRFHUHuQm4JOVm5RFQAKszVu0oRfwiKEX8Inc/FX4468/CgN3H6AKklpt0rt3+PTNlzdYs9YSJu/CKP48FoqifJCbgE9WblIWAQmwNm/Rhl7AI4ZewCdyc53Fj8wN2269lSpKajHj6slqvVrLojx/Ra3Wz0hRlA9yE/DJyk3KIiAB1uYt4tALeMPQC/hEbq43/YqJqiipZsTxx4T/+NFbaq34wdY9yaswij+HpXxVEUVR+5GbgE9WblIWAQmwNm9Rh17AE4ZewCdycz0pfW65enLov+P2qjSxjD3njPDOS0+rdcqkBIpfU4lc5RO/vpWyXFVEUZQPchPwycpNyiIgAdbmLerQC3jC0Av4RG5qH654Luw/aC9VnJRts9WW4emH56jXxbJcXSTaWRgN3bvy31cmVxVRFOWH3AR8snKTsghIgLV5iz70Ah4w9AI+kZuV/XbNG2HJo/PCDZMvCZPHjw4L584OH698QZ3Xk6yFUTseeP3ajGnqfS03999JvRbtQ24CPlm5SVkEJMDavAy9QP4YegGfyM3Wq/WWr7JWFkZ/XrywdMVQ/J6xYVv0Ua9Fe5GbgE9WblIWAQmwNi9DL5A/hl7AJ3KzPbIURq164LUURfIMovj9LO28JQ42chPwycpNyiIgAdbmZegF8sfQC/hEbrZPlsKo2WVNuSh6w3gvS/x6tB+5Cfhk5SZlEZAAa/My9AL5Y+gFfCI32yvLL6Q163a0clEkarkFrdlFFepDbgI+WblJWQQkwNq8DL1A/hh6AZ/IzfartTBqxu1o3YuiWm9Ba1ZJhcaQm4BPVm5SFgEJsDYvQy+QP4ZewCdys/2y/EJaI8VNXBTVWhbF6yAf5Cbgk5WblEVAAqzNy9AL5I+hF/CJ3MxHrYVRvVcXWUURt6ClhdwEfLJyk7IISIC1eRl6gfwx9AI+kZv5qfWB11mvLrKKIsqi9JCbgE9WblIWAQmwNi9DL5A/hl7AJ3IzX7U8vyjL1UWViiIxzFg7Fq+H/JCbgE9WblIWAQmwNi9DL5A/hl7AJ3IzX7XejlbL1UU9FUUiXjOWpZRC65GbgE9WblIWAQmwNi9DL5A/hl7AJ3Izf824uqhaUfSGsWaMW9B8ITcBn6zcpCwCEmBtXoZeIH8MvYBP5Gb+arm6qKeyqFpRJHheUXrITcAnKzcpi4AEWJuXoRfIH0Mv4BO56UMtVxdZt6LVUhSJm/vvpNaLWesjP+Qm4JOVm5RFQAKszcvQC+SPoRfwidzMRgoVKXZqKXdaofzeJXvvVXpodVVb9FHreCZ/m1zlVPQrnchNwCcrNymLgARYm5ehF8gfQy/gE7lZm3JJFBcbaK0iF0bkJuCTlZuURUACrM3L0Avkj6EX8IncrK6WZwqhtYp4ixy5Cfhk5SZlEZAAa/My9AL5Y+gFfCI3q4uLC7RfTw/47lTkJuCTlZuURUACrM3L0Avkj6EX8Inc7JncBhUXF8hH0QojchPwycpNyiIgAdbmZegF8sfQC/hEblZGUeRPkW5HIzcBn6zcpCwCEmBtXoZeIH8MvYBP5GZllEX+FOmB1+Qm4JOVm5RFQAKszcvQC+SPoRfwidysjF8/86dIt6KRm4BPVm5SFgEJsDYvQy+QP4ZewCdys7K4qIAP8T+nTkVuAj5ZuUlZBCTA2rwMvUD+GHoBn8jNyuKSAj7E/5w6FbkJ+GTlJmURkABr8zL0Avlj6AV8Ijcri0sK+BD/c+pU5Cbgk5WblEVAAqzNy9AL5I+hF/CJ3KwsLingQ/zPqVORm4BPVm5SFgEJsDYvQy+QP4ZewCdys7K4pIAP8T+nTkVuAj5ZuUlZBCTA2rwMvUD+GHoBn8jNyuKSAj7E/5w6FbkJ+GTlJmURkABr8zL0Avlj6AV8Ijcri0sK+BD/c+pU5Cbgk5WblEVAAqzNy9AL5I+hF/CJ3KwsLingQ/zPqVORm4BPVm5SFgEJsDYvQy+QP4ZewCdys7K4pIAP8T+nTkVuAj5ZuUlZBCTA2rwMvUD+GHoBn8jNyoYefmjr7L1XGNbVVd0WffRrCy7+59SpyE3AJys3KYuABFibl6EXyB9DL+ATudl+f168MISurqr+UqBiBBq5Cfhk5SZlEZAAa/My9AL5Y+gFfCI324uiCLUiNwGfrNykLAISYG1ehl4gfwy9gE/kZvtQFCELchPwycpNyiIgAdbmZegF8sfQC/hEbrYHRRGyIjcBn6zcpCwCEmBtXoZeIH8MvYBP5GbrURShHuQm4JOVm5RFQAKszcvQC+SPoRfwidxsLYoi1IvcBHyycpOyCEiAtXkZeoH8MfQCPpGbrUNRhEaQm4BPVm5SFgEJsDYvQy+QP4ZewCdyszUoitAochPwycpNyiIgAdbmZegF8sfQC/hEbtbvs7dWhJumXqaddXqY0dVV1c39d9KvLbBbrpmsvuMiIzcBn6zcpCwCEmBtXoZeIH8MvYBP5Gb93n/lmdDV1YUmGXzQ19R3XGTkJuCTlZuURUACrM3L0Avkj6EX8IncrN+/fvZh2HH77VTpgfqMOft09R0XGbkJ+GTlJmURkABr8zL0Avlj6AV8IjcbM+yIw1Tpgfrcfv1U9f0WGbkJ+GTlJmURkABr8zL0Avlj6AV8Ijcbc9H531KlB+rz7A/mqe+3yMhNwCcrNymLgARYm5ehF8gfQy/gE7nZmLvHnKtKD9TnF68vU99vkZGbgE9WblIWAQmwNi9DL5A/hl7AJ3Kzfn9evDAsM0oPZLfnbl8O//uffqm+4yIjNwGfrNykLAISYG1ehl4gfwy9gE/kZn2kKApdXeHvu7pCL6P8QDYnDz9afcdFR24CPlm5SVkEJMDavAy9QP4YegGfyM3sykVR2VeN8gPZXHXJOPU9Fx25Cfhk5SZlEZAAa/My9AL5Y+gFfCI3s4mLInGaUX4gm4fvmqm+66IjNwGfrNykLAISYG1ehl4gfwy9gE/kZu2sokhca5QfyObN555U33fRkZuAT1ZuUhYBCbA2L0MvkD+GXsAncrM2lYoi8ahRfqB2W2/ZN/zuk7fVd1505Cbgk5WblEVAAqzNy9AL5I+hF/CJ3Kyup6JIvGUUIKjd4QcfoL5zkJuAV1ZuUhYBCbA2L0MvkD+GXsAncrNn1Yoi8Z+6usKWG22kShDU5oJvjVTfO8hNwCsrNymLgARYm5ehF8gfQy/gE7lZWS1FkfjL4YeGww7cX5UgqM0dN1ylvnuQm4BXVm5SFgEJsDYvQy+QP4ZewCdy05alKJLzv33mqaoEQW2WzP+e+v5BbgJeWblJWQQkwNq8DL1A/hh6AZ/ITS1rUSRuvXaKKkFQm0/ffFn9MwC5CXhl5SZlEZAAa/MWfegFPGDoBXwiNzdUT1EkfvzQHFWCoLqBuw9Q/wywDrkJ+GTlJmURkABr8xZ56AW8YOgFfCI316u3KBJrX12qihBUd8px31DfJdYhNwGfrNykLAISYG3eog69gCcMvYBP5OY6jRRF4r//w8dh1/47qTIEPbt64nj1XWIdchPwycpNyiIgAdbmLeLQC3jD0Av4RG42XhSVDT9qiCpD0LMf3H2b+h6xDrkJ+GTlJmURkABr8xZt6AU8YugFfCp6bjarKBKXjT1PlSHo2arnn1LfI9YhNwGfrNykLAISYG3eIg29gFcMvYBPRc7NZhZFYu7MG1UZgsq22WrL8Pu/eUd9j1iH3AR8snKTsghIgLV5izL0Ap4x9AI+FTU3m10UieVPPaoKEVQ25JAD1XeI9chNwCcrNymLgARYm7cIQy/gHUMv4FMRc7MVRZH49bsrwya9e6tSBLax55yhvkOsR24CPlm5SVkEJMDavJ0+9AIpYOgFfCpabraqKCrb76sDVSkC23dvvFp9f1iP3AR8snKTsghIgLV5O3noBVLB0Av4VKTcbHVRJM446XhVisD2/GMPqO8P65GbgE9WblIWAQmwNm+nDr1AShh6AZ+KkpvtKIrEtMkXq1IE2uc+97nwy1WvqO8P65GbgE9WblIWAQmwNm8nDr1Aahh6AZ+KkJvtKorE43O+q4oRaHvtsZv67rAhchPwycpNyiIgAdbm7bShF0gRQy/gU6fnZjuLIvH2iz9WxQi0U48/Rn132BC5Cfhk5SZlEZAAa/N20tALpIqhF/Cpk3Oz3UWR+MOn74XtttlalSPY0LWXXqi+O2yI3AR8snKTsghIgLV5O2XoBVLG0Av41Km5mUdRVHbkoQepcgQbevSe29X3hg2Rm4BPVm5SFgEJsDZvJwy9QOoYegGfOjE38yyKxLhzzlDlCDb01tIfqe8NGyI3AZ+s3KQsAhJgbd7Uh16gEzD0Aj51Wm7mXRSJ7954tSpHsN52W28V/vMv3lXfGzZEbgI+WblJWQQkwNq8KQ+9QKdg6AV86qTc9FAUiSXzv6cKEqwnt+nF3xk0chPwycpNyiIgAdbmTXXoBToJQy/gU6fkppeiSPzijWWqIMF640edqb4zaOQm4JOVm5RFQAKszZvi0At0GoZewKdOyE1PRZH43//0adhjwK6qJME6d06/Rn1n0MhNwCcrNymLgARYmze1oRfoRAy9gE+p56a3oqjsxGOGqpIE6yx9/EH1fUEjNwGfrNykLAISYG3elIZeoFMx9AI+pZybXosiccWEC1RJgq7Qq9fnw9/+bLn6vqCRm4BPVm5SFgEJsDZvKkMv0MkYegGfUs1Nz0WRePC7M1RRgq6w91d2V98VbOQm4JOVm5RFQAKszZvC0At0OoZewKcUc9N7USRWLl6gihJ0hdO+eaz6rmAjNwGfrNykLAISYG1e70MvUAQMvYBPqeVmCkWR+OcP3wx9Nt9MlSVFd92kCeq7go3cBHyycpOyCEiAtXk9D71AUTD0Aj6llJupFEVlB+03SJUlRffYfbPU9wQbuQn4ZOUmZRGQAGvzeh16gSJh6AV8SiU3UyuKxKjTTlJlSdGtfnGR+p5gIzcBn6zcpCwCEmBtXo9DL1A0DL2ATynkZopFkbhp6iRVlhRZv223CX/45Xvqe4KN3AR8snKTsghIgLV5vQ29QBEx9AI+ec/NVIsi8eT37laFSZEdNfgQ9R2hMnIT8MnKTcoiIAHW5vU09AJFxdAL+OQ5N1MuisSa5c+qwqTILjzvbPUdoTJyE/DJyk3KIiAB1ub1MvQCRcbQC/jkNTdTL4rE//sffh522qGfKk2K6q6brlPfESojNwGfrNykLAISYG1eD0MvUHQMvYBPHnOzE4qisqOHHKZKk6J6ceFD6vtBZeQm4JOVm5RFQAKszZv30AuAoRfwyltudlJRJC7+9jmqNCmijTbaKHy2eoX6flAZuQn4ZOUmZRGQAGvz5jn0AliHoRfwyVNudlpRJO65+XpVnBTRoIF7qu8GPSM3AZ+s3KQsAhJgbd68hl4A6zH0Aj55yc1OLIrESwsfUsVJEY088Tj13aBn5Cbgk5WblEVAAqzNm8fQC2BDDL2ATx5ys1OLIiG3Xm3Uq5cqT4rm+ssvVt8NekZuAj5ZuUlZBCTA2rztHnoBaAy9gE9552YnF0VlX91zd1WeFM3jc76rvhf0jNwEfLJyk7IISIC1eds59AKwMfQCPuWZm0UoisSpJxyrypOieeelp9X3gp6Rm4BPVm5SFgEJsDZvu4ZeAJUx9AI+5ZWbRSmKxA2TL1HlSZFss9WW6jtBdeQm4JOVm5RFQAKszduOoRdAzxh6AZ/yyM0iFUXitWcWhi9stJEqUYriktHnqO8E1ZGbgE9WblIWAQmwNm+rh14A1TH0Aj61OzeLVhSVHT/s66pEKYpF379PfR+ojtwEfLJyk7IISIC1eVs59AKoDUMv4FM7c7OoRZFY8ug8VaIUwUH7DQp/+s0v1PeB6shNwCcrNymLgARYm7dVQy+A2jH0Aj61KzeLXBSVfefKS1WZ0smOGnxIWP3iIvU9oDbkJuCTlZuURUACrM3biqEXQDYMvYBP7chNiqL1xo06U5UqnWjX/juFT998Wf39qB25Cfhk5SZlEZAAa/M2e+gFkB1DL+BTq3OTokj78UP3hVOO+4YqWDrBnrt9Ocy4+vLw63d/qv5uZENuAj5ZuUlZBCTA2rzNHHoB1IehF/CplblJUdSz915+Jjx8561h8vjRYfRZpyXt9mlTw9IFD4Y//PJ99XeiPuQm4JOVm5RFQAKszdusoRdA/Rh6AZ9alZsURUBjyE3AJys3KYuABFibtxlDL4DGMPQCPrUiNymKgMaRm4BPVm5SFgEJsDZvo0MvgMYx9AI+NTs3KYqA5iA3AZ+s3KQsAhJgbd5Ghl4AzcHQC/jUzNykKAKah9wEfLJyk7IISIC1eesdegE0D0Mv4FOzcpOiCGguchPwycpNyiIgAdbmrWfoBdBcDL2AT83ITYoioPnITcAnKzcpi4AEWJs369ALoPkYegGfGs1NiiKgNchNwCcrNymLgARYmzfL0AugNRh6AZ8ayU2KIqB1yE3AJys3KYuABFibt9ahF0DrMPQCPtWbmxRFQGuRm4BPVm5SFgEJsDZvLUMvgNZi6AV8qic3KYqA1iM3AZ+s3KQsAhJgbd5qQy+A1mPoBXzKmpsURUB7kJuAT1ZuUhYBCbA2b09DL4D2YOgFfMqSmxRFQPuQm4BPVm5SFgEJsDZvpaEXQPsw9AI+1ZqbFEVAe5GbgE9WblIWAQmwNq819AJoL4ZewKdacpOiCGg/chPwycpNyiIgAdbmjYdeAO3H0Av4VC03KYqAfJCbgE9WblIWAQmwNi9lEZA/hl7Ap55yk6IIyA+5Cfhk5SZlEZAAa/NSFgH5Y+gFfKqUmxRFQL7ITcAnKzcpi4AEWJuXsgjIH0Mv4JOVm/++dLEqhSwURUDrkJuAT1ZuUhYBCbA2L2URkD+GXsAnlZtvvKFKIQtFEdBa5Cbgk8rNWsqi3//+96UXAsiP7MP4+Pd/+8O6S+oB5Eb2YXyQm0D+NsjNWouiIYerPQ6guchNwCfr3zc3KItCCDPiEzg4ODg4ODg4ODiSPGosisKwYfErOTg4ODg4in7MoCzi4ODg4ODg4ODorIOiiIODg4ODo5GDsoiDg4ODg4ODg6ODDooiDg4ODg6ORg/KIg4ODg4ODg4Ojg45KIo4ODg4ODiacawvi6wHXPMQXSB/PAwQ8Ml6GCC5CeTn35cu1qWQ4U+DB6v9DKD1yE3AJ+vfN6v+Gpq8MP7JQwDtJfswPiRw4588BNBesg/jg9wE8vHnxQtVKWT548EHq70MoD3ITcAn6983KYuABFibl7IIyB9DL+ADRRGQBnIT8Mn6903KIiAB1ualLALyx9AL5K/WokhuPYv3MID2IjcBn6x/36QsAhJgbV7KIiB/DL1AvmotiuRh1uQmkD9yE/DJ+vdNyiIgAdbmZegF8sfQC+QnS1FEbgI+kJuAT9a/b1IWAQmwNi9DL5A/hl4gH1mLIjnITSB/5Cbgk/Xvm5RFQAKszcvQC+SPoRdov3qKIjnITSB/5Cbgk/Xvm5RFQAKszcvQC+SPoRdor1qLor8MOTzemuQm4AC5Cfhk/fsmZRGQAGvzMvQC+WPoBdqn5qLo8EPJTcApchPwycpNyiIgAdbmZegF8sfQC7RHlqKodD65CbhEbgI+WblJWQQkwNq8DL1A/hh6gdbLWhSVXkNuAi6Rm4BPVm5SFgEJsDYvQy+QP4ZeoLXqKYpKryM3AZfITcAnKzcpi4AEWJuXoRfIH0Mv0Dr1FkWl15KbgEvkJuCTlZuURUACrM3L0Avkj6EXaI1GiqLS68lNwCVyE/DJyk3KIiAB1uZl6AXyx9ALNF+jRVFpDXITcIncBHyycpOyCEiAtXkZeoH8MfQCzdWMoqi0DrkJuERuAj5ZuUlZBCTA2rwMvUD+GHqB5mlWUVRai9wEXCI3AZ+s3KQsAhJgbV6GXiB/DL1AczSzKCqtR24CLpGbgE9WblIWAQmwNi9DL5A/hl6gcc0uikprkpuAS+Qm4JOVm5RFQAKszcvQC+SPoRd5+njlC2Hh3Nlh8vjR4aLzvxXmzpwe3nv5mfDHX3+kzvWqFUVRaV1yE3CJ3AR8snKTsghIgLV5GXqB/DH0Ig8v/fDhcMrwo0NXV5fpK7sPCPfcfL370qhVRVFpbXITcIncBHyycpOyCEiAtXkZeoH8MfSinf70m1+E2dOvCZv07q0KIstJxwwL/7L2Z2odD1pZFJXWJzcBl8hNwCcrNymLgARYm5ehF8gfQy/a6Y4brlKFUDWnHPeN8M8frlJr5anVRVHpPchNwCVyE/DJyk3KIiAB1uZl6AXyx9CLdvnJosfC7rvuosqgWky/YqJaLy/tKIpK70NuAi6Rm4BPVm5SFgEJsDYvQy+QP4ZetMthB+6vSqBabbRRr9KDr+M1261dRVHpvchNwCVyE/DJyk3KIiAB1uZl6AXyx9CLdvj0jWWhV6/PqxIoi+svv1it207tLIoEuQn4RG4CPlm5SVkEJMDavAy9QP4YetEOix+Zq8qfrEYcf4xat13aXRQJchPwidwEfLJyk7IISIC1eRl6gfwx9KIdZlx9uSp/stpzwK7hf/7j36i1Wy2PokiQm4BP5Cbgk5WblEVAAqzNy9AL5I+hF+1w6QXnqvKnHvG6rZZXUSTITcAnchPwycpNyiIgAdbmZegF8sfQi3aYO3O6Kn6yOmi/QWrdVsqzKBLkJuATuQn4ZOUmZRGQAGvzMvQC+WPoRTu8/MQjqvzJ6uwRJ6p1WyXvokiQm4BP5Cbgk5WblEVAAqzNy9AL5I+hF7X6wy/fDysXLwxPPXB36Uoh8ds1b6jzLJ+9tUKVP1ndMPkSta7lj7/+KCx5dF64fdrUMP/eWWHFovnh0zdfVudV4qEoEuQm4BO5Cfhk5SZlEZAAa/My9AL5Y+hFNVIS3TT1stB3iz6qwBFDDjkwPHDHzep1sV3776Rem8WyJx5Ra3b33svPhHNHnhI232xT9Vohv6b25nNPqtd156UoEuQm4BO5Cfhk5SZlEZAAa/My9AL5Y+hFT+QqokolUeyYIw8P/7L2Z2qNsjtuuEq9plZHDT4k/OGX76k1y+Qqoo026qVeZzl+2JHhT7/5hVrDU1EkyE3AJ3IT8MnKTcoiIAHW5mXoBfLH0ItKpCjaZacdVNnSEyliVr+wSK0lfvHGsrDHl3dRr6nF3Tddp9YTcsvZtZdeqM6vRn6d7d/+7ud/XcdbUSTITcAnchPwycpNyiIgAdbmZegF8sfQC4s842ebrbZUJUstBu4+IPzrZx+qNcUVE8ao86vZZ6+vhP/w9k/UWkKeYxSfXyu5tU7W8FgUCXIT8IncBHyycpOyCEiAtXkZeoH8MfTCMvqs01S5ksXEMeeG//3Pv1TrSglV6+1iZeVSJ/b4nO+GL/Wp7RY5izzb6IPZt6pSyNLuokiQm4BP5Cbgk5WblEVAAqzNy9AL5I+htzK5nWr29GvCyBOPK10ts/+gvcK4UWeWfgXs1+/+VJ3fKeQqnl122lGVK1ndd8sNam1x89RJ6txKjh/29fD37+jv+u0XfxwO+dq+6vys7jOKoVgeRZEgNwGfyE3AJys3KYuABFibl6EXyB9DryZXv0y+cHTYpHdvVS6UDdilf/jujVeH//q3H6jXp+6Ru2aqv7ceewzYNbxs/IKZPFx66OGHqvNjcuXPhyueU6//w6fvlX71LD6/HiONcshDUSTITcAnchPwycpNyiIgAdbmZegF8sfQuyH5+fUsP/EupcfvPnlbrZMyuXoq/jvrJd9PvL745LUXw+nfHK7OL5MybuHc2ep1Yv69s9T59drIKIg8FEWC3AR8IjcBn6zcpCwCEmBtXoZeIH8Mvev9zesvha8fdrAqFKq58Lyz1Vopa+Sh0ZanH56j3kPIQ7Anjx+tnmF02IH7m1cUif/0i3druiqpVjsbJZGHokiQm4BP5Cbgk5WblEVAAqzNy9AL5I+hd73Lxp6nyoRaff+7M9R6qZJnMsV/XyPkmU/xe3T32zVvlK4iumfG9aUru+L/vrulCx5U6zdiD6dFkSA3AZ/ITcAnKzcpi4AEWJuXoRfIH0PvOisXL1RFQhbyM/PyLJ543RQ99cDd6u9rRN8t+jTtu7n0gnPV+o041mlRJMhNwCdyE/DJyk3KIiAB1uZl6AXyx9C7zo1TJqoiISspnOJ1U/THX38Utt92G/X3NaLaFUO1GjRwT7V2Ix53WhQJchPwidwEfLJyk7IISIC1eRl6gfwx9K7T08OWa3X/bd9R66bq1munqL+vEauee1K9Rz322nM3tXa9Du/qCv/RaVEkyE3AJ3IT8MnKTcoiIAHW5mXoBfLH0LuO3EYWlwlZyS1S8bqp+sMv3y/dPhb/jfX6eOUL6j3qcdB+g9Ta9ZrnuCgS5CbgE7kJ+GTlJmURkABr8zL0Avlj6F1nz92+rMqErCaOGaXWTdmzj84Lhx2wv/o7sxp84P7hf/7jJ2p9eY6RPNT6mCMPLxVT8qto+w/aK1x0/rdKD72Ozxc3XzVJrZ9Vr66ucGNXV/hvjosiQW4CPpGbgE9WblIWAQmwNi9DL5A/ht51vvmNo1SpkNXdN1+n1k3dysULwnHDjlR/a622/NIW4fuzb1HrfvbWinDYgZWLKCmP5BfS4te9/8qzpXIpPr9WW3d1hbucX1FURm4CPpGbgE9WblIWAQmwNi9DL5A/ht51Jo07XxULWS19/EG1bif43Sdvh5umXpb5oddya9/8e2ep9T598+Vw1OBD1Pmxjb/whfDoPbebrx9yyIHq/GpO6+oKbyVSFAlyE/CJ3AR8snKTsghIgLV5GXqB/HXK0Cu/4PXAHTeHGyZfEkafdVo4ftiRYfL40eHNGh+sfN+tN6hyIatfvLFMrRuTz7nk0Xnh3JGnhJEnHle65UqKmKUL/BdNctvYikXzw9SLx5a+X7llLH7W0+abbVr67+bOnF567lG8hphy4Wj13VUit8F9+JPn1BpCvjP5Z73TDv02eM0mXV1hj66uMKyrK1zQ1RV+0NUVfuf4V88qITcBnzolN4FOY+UmZRGQAGvzMvQC+Ut96JXyRZ5709NVL1Im3D5taqnsiF9fJrdFxa/LQn7SPV6zOylOxo06s1SmxK8tk/JFiqT4td7J9/rrd3/a4/dbJs8i6rP5Zupv74kUT/E6sT8vXlgqhP7QrRSypFIUCXIT8Cn13AQ6lZWblEVAAqzNy9AL5C/lofdfP/swDNx9gCoXKpFn3chr4nXKzj9jhHpNre675Qa1XtnqFxaFXfvvpF5TiVwtE6/RKVb8aL76e6uZOKbnX5mToiguhSwpFUWC3AR8Sjk3gU5m5SZlEZAAa/My9AL5S3Xo/c37r4dRp5+sioVqRhx/TPhwhX1b09MPz1Hn12KfvfYMf//OT9V6Qq4UkiuG4tdUc/NVl6u1OoE8wyj+W6sZ2kPJ06lFkSA3AZ9SzU2g01m5SVkEJMDavAy9QP5SHXrlmT9xqVArKR+sW6b+9NtfhBOPGarOr+b6SReptYTcchU/0ycLKa/iNVP3/GMPqL+zmgu+NVKtIzq5KBLkJuBTqrkJdDorNymLgARYm5ehF8hfikPvOy89HTbp3VuVCllMv2KiWlfIQ5Pjc3sizyD6l7U/U+v8/pO3w7dOPVGdn8U3jhys1k2dPBtKfuUs/lt7Mnv6NWqdTi+KBLkJ+JRibgJFYOUmZRGQAGvzMvQC+Utx6JXyIC4UstryS1uEhfffqdYWl15wrjq/EvkVtfj14jtXXqbOzerzn/98eP3ZH6q18yTPfJJCTR4YLr82J7/oJj9jL89kkv950jHDSv/dxytfUK8tk19Li//WSqSMk4dnd399uSiSh1k/3tUVzv8/v3y2l9wS2NUVTujqChfKrXz9dyrd9iYFVfwZUkBuAj6lmJtAEVi5SVkEJMDavAy9QP5SHHqllIhLhXrIL6j97pO31fryy2W1PDhbboWLXyvk5+U32qiXOr8et1wzWa2fh5WLF5aKoSxXdMkDxa3SaNVzT5Z+PS4+3xJfVSRF0R/lyrCurrCJcX4l8s9TfjVP/tnGn8crchPwKcXcBIrAyk3KIiAB1uZl6AXyl+LQu8tOO6oyoF5XXHSBWl/IrWU9FUZSnFjPPfq3v/t5OG7oEHV+vc47Y4R6j3b67QdvhIljRqnPVat9vzowLHviEbWu/GfVnuckV3h1f40URf+5qyuMNc6t1SFf2zc8++g89Xk8IjcBn1LMTaAIrNykLAISYG1ehl4gfykOvfX8ulglX955p/DB8iXqPcQff/1RuGHyJaVbocrn77RDv7Bw7mx1btmCud9V79GISmVWO8gtZ3J1UPyZspIrweK1hVzVNfqs0zYojeTKpcMO3L90JVP3c8u3nn3fWD8r+ecZr+8RuQn4lGJuAkVg5SZlEZAAa/My9AL5S3HoHXbEYaoAaMRdN12r3iMmt1PJr5vF/3ns3NNPVus3Yta0qeo92qVZt/uJat+d/PcfrnjOvFqr+8OsjzXWrofcJvjmc0+q9/KE3AR8SjE3gSKwcpOyCEiAtXkZeoH8pTj0nj2isV8Zi8lDmeP3qIcUHd2vQmqGJTndMvXwXTPVZ2nEG0ueUO9Ri/hXzwYaa9frtBOODf/7nz5V7+kFuQn4lGJuAkVg5SZlEZAAa/My9AL5S3HolStQ4n/xb4T8klf8HvWQX+2K127E7l/exbzSph2aeaufqOcqnrgoEnsYazfC8+1o5CbgU4q5CRSBlZuURUACrM3L0AvkL9Wh91tNvLpIfhUtXr8ea199Xq3diLtvvk69RzvIw6fjz9IIeQ6RPP8ofp+eWEWRON9YvxEjjj9GvbcX5CbgU6q5CXQ6Kzcpi4AEWJuXoRfIX6pDr1yp0qyfpz9ov0Fq/e6k6Fj9wqKKz9Qpkwc2N+szyS+xyQO24/doh4fvvFV9nkYMPfxQ9R4xeSaUfMfyXVcqisTjxvqNGDRwT/VZvCA3AZ9SzU2g01m5SVkEJMDavAy9QP5SHnrlFqJmPCPo9goPkZb1pUzofq5cJXP8sCNLt5zF5wv57+L1s5JfA/uXtT9Ta7fLzVdNUp+pEQ/ccbN6D/Ff/nZNmHPrjaWyrnxu3802DVO6usJaoygS/0EKHuM96jVgl/7qc3lBbgI+pZybQCezcpOyCEiAtXkZeoH8pT70fvrmy6XbyOISoFbyi1/W1UKXXnCuOrc7Kanm3ztLvU5KpEY+jzxsO+stW8120fnfUp+rXpWeu/T7v3knXDL6HHV+2eFdXeGnRlkkbu6/kzq/XnIlWPzZvCA3AZ9Sz02gU1m5SVkEJMDavAy9QP46YeiV27Xmzpye6aHMcoXQ5PGjzWLm7puuU+db+u+wfXhhwffV66XAkmfhxOdXIoWFXJEkzwqK18rDndOvUZ+xHl/84ibhkbtmqvXFuSNPUefHtu/qCv8SFUV/OfzQ8PHKF8OwIw5V59fj6CMOU5/NC3IT8KkTchPoRFZuUhYBCbA2L0MvkL9OG3rlyp6Fc2eHm6ZeFsaNOrNUwkiJJFe4yLNzzh5xYumKoEq3ef12zRuZbm2TteM1yqQ0mj39mtLVQnIFk/zqmtxiJkWSXLkkt789/fAcs7DK0/uvPBu26LO5+luzunrieLW2uP+26ercSuSB1v+tW1FUXmPxI3PDjv22U+dnJf9/En8+L8hNwKdOy02gU1i5SVkEJMDavAy9QP4Yejf0vVk3qUKhmvdffkatk7oRx31D/Z1ZSCH2m/dfV+tKSdd3iz7q/J58PyqKym67/kp1blY/ffpxta4X5CbgE7kJ+GTlJmURkABr8zL0Avlj6N3QpHHnq0KhGrmSKV4ndUsXPFj3L7vJlVmfvbVCrSnqeXj2kVv0Cf/5F++qtUQjDxSXK77i9TwhNwGfyE3AJys3KYuABFibl6EXyB9D74bqKR8q/Zpa6r5749Xhc5/7nPp7ezJw9wHhqQfuVmsJuaro4P33Ua+pxaP33K7WE3Krn9xaGJ9fzSnDjw6fvrFMrecJuQn4RG4CPlm5SVkEJMDavAy9QP4Yejd03WUTVLFQzTM/uF+t0ymq/Spcdzvt0C+8+dyTao2yh2bfql5Tq1NPOFatVybPfJKrhOLXVCK/VlfpmVWekJuAT+Qm4JOVm5RFQAKszcvQC+SvCEPvH375funB1fF/bpEHTsflQjW/++RttU5Mfj5eHr4tv9wW/3ferVy8sPRw8PjvLpNflpOHicv3HL+2O3m4d/zaLN6r8mwoeXC5FEHx68rkv7vlmslVP6cX5CbgUxFyE0iRlZuURUACrM3L0Avkr5OGXiltpDCQ4kLKDfkFNCky4sJg9FmnhSWPzlOvF1LoHDe09lvRJo09X60hpBR64I6bS1e8xL+uJg94HjRwz9Itb3LlzrInHkmiRJLSSH49bOrFY0vfoXzPc2dOr+kqnd9+8Eb44sYbq+8vi1uvnaLWjUkpJ4Xf5PGjS5/xovO/VfrM8s8ihe+4O3IT8KmTchPoJFZuUhYBCbA2L0MvkL9OGHrlipORJx6X+YHM8rP38sybeD25rWzbrbdS58eGHHpQ+OS1F9Xrpazo6QoXixRI1156YU1XKaXotRnT1N+clZQ/8bqdjNwEfOqE3AQ6kZWblEVAAqzNy9AL5C/1oVeKmawlUXeVnl/z+JzvhiMOPkCdX3bGSceHnyx6TL1uxaL5DX0euRrKKrC8kqt2yreoyf+U/zs+58+LF4YfGH9rVkcccqBau5ORm4BPqecm0Kms3KQsAhJgbV6GXiB/KQ+9s6ZNDV/aoo8qFbK66pJxam0hz7a5YfIl4ZgjDy9d+SMPcB5x/DGlW5rkdqf4fHHM1w9X62d18P77JvHQ7ErPMZL/vHyOFEWhqytca5yXVb9ttg7/9W8/UJ+jU5GbgE8p5ybQyazcpCwCEmBtXoZeIH+pDr3yzKG4TKiX/Nx7vH495CHa8dr1knLK84OY5Qqi+DN3J883KhdF4gbjnKz677A9ZRG5CeQu1dwEOp2Vm5RFQAKszcvQC+QvxaH3v372QaaHUFezY7/t1HvU4+OVL6i1G3HjlInqPTyoVhSJoXvv9deiSDxpnJPV8KFD1GfpZOQm4FOKuQkUgZWblEVAAqzNy9AL5C/FobeZVxUJeU5Q/B71aOaVRcLj1UW1FEViWLeiSKw1zslq8oWj1efpZOQm4FOKuQkUgZWblEVAAqzNy9AL5C/FoVd+cj4uEhrRzF/Zkucaxes3YuHc2eo98lJrUSRmRGWR6G+cl4WUhPFn6mTkJuBTirkJFIGVm5RFQAKszcvQC+QvxaG30oOV69VTISMPspZfOLt92tRwz4zrw4crnlPndCfFU7x+I6xfF8uDPIMo/mw9ecMoi57o6gpfNM6txbhzzgj/8zd/oz5XJyM3AZ9SzE2gCKzcpCwCEmBtXoZeIH8pDr2DBu6pyoR6yS+P/WbN6+o9xOoXFoWD9hukXnP2iBPDv6z9mTpfLHvi4fDFTTZRr6nXZWPPU++RhywFnXVVUdmUHbZX51dz8P77hPdefkZ9pk5HbgI+pZibQBFYuUlZBCTA2rwMvUD+Uhx6m3mrl1wtFK8vFt4/OwzYpb86v+zoIYPDquefUq8TJx0zTJ1fr2beIlevRm8/K/vL4YeWnsGU5fvZtf9OpdIu/kxFQG4CPqWYm0ARWLlJWQQkwNq8DL1A/lIces8/Y4QqFeox8sTjwj9/uEqtL7eabb7Zpur82MDdB4R//exD9frXn/1h2PerA9X59bh3xjS1fjtlKYpEXBB1L4rKa/6v3/4izLv9prD/oL3U68u++MVNwuTxo8PfvP6S+kxFQW4CPqWYm0ARWLlJWQQkwNq8DL1A/lIceh++81ZVLmS1z8A9w8rFC9Ta//Dea+HEY4aq8yuZUuEXuh6afUvo3XtjdX4WW23ZN6x99Xm1djvFn6kn1nOK4qKoO7mV7+mH54SpF48Nxxx5eKk8GjfqzDB35vTw8coX1PlFQ24CPqWYm0ARWLlJWQQkwNq8DL1A/lIcen+16pWw/bbbqLKiVht/4Qvhwe/OUOuKW66ZrM6vptJtUlKCxOdmIVc+xWu2U5ariirdflapKEJ15CbgU4q5CRSBlZuURUACrM3L0AvkL9WhV541FBcWtZISJ15P/NMHb4aD9ttHnV/N2HPOUGuJP/76ox5vteqJ3AaX59U1FEX5IzcBn1LNTaDTWblJWQQkwNq8DL1A/lIeeq+7bIIqLqqR5+DIQ5bjtcT3Zt2kzq/FdttsHd556Wm1npDnH404/hj1mp5su/VW4dF7bldrtVP8mSqhKGodchPwKeXcBDqZlZuURUACrM3L0AvkL/WhV34tLC4wLBtt1Kt0i1n8+rL/8Q+fhOOHHaleV6sbp1yi1iz73Sdvl24pi19j2aR379IzmeI12qnWq4qGGSURRVHzkJuAT6nnJtCprNykLAISYG1ehl4gf50w9Fa7ekf+u2q3dK1cvFC9Lgt5hlK8ZmzJo/Mq3pYmJZFc9SQPfY5f1061FkXCeqA1RVHzkJuAT52Qm0AnsnKTsghIgLV5GXqB/HXS0Pvpmy+XSp+nHrg7zL93VqmcqbV8ueOGq1QZktWaV55V61qkuFo4d/ZfP6N8Zrn6KD4vD/HfVIl1+xlFUXORm4BPnZSbQCexcpOyCEiAtXkZeoH8MfSuM37UmaoQyepHD96j1k1JrVcVWbefURQ1H7kJ+ERuAj5ZuUlZBCTA2rwMvUD+GHrXGXr4oaoUyerWa6eodVMS/z2VxFcVURS1BrkJ+ERuAj5ZuUlZBCTA2rwMvUD+GHrXkZ+qj0uRrORh2/G63cntZvF/5kWtVxVRFLUPuQn4RG4CPlm5SVkEJMDavAy9QP4Yetc5eP99VDGS1TWXXqjWFXERI/93fE7e4r+lEoqi9iE3AZ/ITcAnKzcpi4AEWJuXoRfIH0PvOt8+81RVjGT1+H13qHUr3d4m/3l8bl7iMquS7lcVURS1HrkJ+ERuAj5ZuUlZBCTA2rwMvUD+GHrXmTVtqipHsnrv5cUbrFmthPFSGMWfy0JR1H7kJuATuQn4ZOUmZRGQAGvzMvQC+WPoXefTN18Om/TurUqSWu0/aC+1ZqWrirrL+5a0aoVW2RsURW1HbgI+kZuAT1ZuUhYBCbA2L0MvkD+G3vVuv/5KVZLUYod+24aljz+o1qulLBJ5FkbxZ7GUryqiKGovchPwidwEfLJyk7IISIC1eRl6gfwx9K73h1++F84ecaIqS6r5zpV22VNrWSTyKIxqvaqIoigf5CbgE7kJ+GTlJmURkABr8zL0Avlj6N3QhyueC5eMPif06tVLlSax/jtuH265enL4jx+9pdYRKxcvVK/piZwfr9FK8ftb5KoiiqJ8kJuAT+Qm4JOVm5RFQAKszcvQC+SPodf29MNzwjZbbanKk7LDDty/9Jyj+HWxWq/eKWtXYXTTWaer97ZQFOWH3AR8IjcBn6zcpCwCEmBtXoZeIH8MvT37eOULYeHc2WHy+NHhlmsmh6ULHgy/++RtdV5PshRG7fiFtD8vXli6Yih+79jN/XdSr0X7kJuAT+Qm4JOVm5RFQAKszcvQC+SPobc9vDy/SIoieQZR/J6Wdl3lBBu5CfhEbgI+WblJWQQkwNq8DL1A/hh62yfvwqhcFNVyVZGIX4/2IjcBn8hNwCcrNymLgARYm5ehF8gfQ297ZSmMmnllT7koqrUsakVZhWzITcAnchPwycpNyiIgAdbmZegF8sfQ215ZfiGtWc8v6l4U1XoLWrwG2o/cBHwiNwGfrNykLAISYG1ehl4gfwy97ZelMGr06qK4KOKqonSQm4BP5Cbgk5WblEVAAqzNy9AL5I+hNx+1/kJaI1cXxUURZVFayE3AJ3IT8MnKTcoiIAHW5mXoBfLH0JufWp9fVM/VRVZRxC1oaSE3AZ/ITcAnKzcpi4AEWJuXoRfIH0NvvuKippL4dT2pVBS9Yawba+RKJjQXuQn4RG4CPlm5SVkEJMDavAy9QP4YevNV6/OLar26qFJRxC1o6SE3AZ/ITcAnKzcpi4AEWJuXoRfIH0Nv/mq5Ha2WK356KopqLYtqLaXQeuQm4BO5Cfhk5SZlEZAAa/My9AL5Y+jNX61XF8Wv665aUSSGGWvG4nWRH3IT8Inc/P/buxtgy8ryXvCdNNIJ0g6jKIi0BEHwA0hhGG0CdstVPiKEaKMGLkEEBUURlBAEIUBCQkIQ5SNBIQFBSEhaUIjEJigQAleuHURrJjW5M5OpuTM1NWVVZmrm1kzVzFQlWVPv6Tl293qfc87e++y917P2/r1VvzIV9157n4Vv/R/+tdbakFOUm8oi6IFo8xp6oXuG3hwGubpoqat+BimKivbxIu1j0x25CTnJTcgpyk1lEfRAtHkNvdA9Q28Og1xdFN2KNmhR9K8DlFGeV5SL3ISc5CbkFOWmsgh6INq8hl7onqF3eKXYKcXNIFcDjdvi5y54y5sWbi1b0SvWd/JdR1W+aymu5r28kpuQk9yEnKLcVBZBD0Sb19AL3TP0Dm6xJGqXG0xOOd9L3X436+Qm5CQ3IacoN5VF0APR5jX0QvcMvYMpV7m0iwymZx6vMpKbkJPchJyi3FQWQQ9Em9fQC90z9K5MUZTDvF1hJDchJ7kJOUW5qSyCHog2r6EXumfoXVm7tKAb0QO+Z5nchJzkJuQU5aayCHog2ryGXuieoXd5rirKZZ6uLpKbkJPchJyi3FQWQQ9Em9fQC90z9C7PA61zmaeri+Qm5CQ3IacoN5VF0APR5jX0QvcMvctrlxV0r/3PaFbJTchJbkJOUW4qi6AHos1r6IXuGXqXVm55ahcVdG9ebkWTm5CT3IScotxUFkEPRJvX0AvdM/QuTVmUk7Ko3sfA9MhNyCnKTWUR9EC0eQ290D1D79KURTkpi+p9DEyP3IScotxUFkEPRJvX0AvdM/QuTVmUk7Ko3sfA9MhNyCnKTWUR9EC0eQ290D1D79KURTkpi+p9DEyP3IScotxUFkEPRJvX0AvdM/QuTVmUk7Ko3sfA9MhNyCnKTWUR9EC0eQ290D1D79KURTkpi+p9DEyP3IScotxUFkEPRJvX0AvdM/QuTVmUk7Ko3sfA9MhNyCnKTWUR9EC0eQ290D1D79KURTkpi+p9DEyP3IScotxUFkEPRJvX0AvdM/QurZQSm499+2S85U3Nu9asWdkr1tfvnXPKonofA9MjNyGnKDeVRdAD0eY19EL3DL3T989b72+aNWtW9K/Hvr16L/NDbkJOchNyinJTWQQ9EG1eQy90z9A7XYoiBiU3ISe5CTlFuaksgh6INq+hF7pn6J0eRRHDkJuQk9yEnKLcVBZBD0Sb19AL3TP0ToeiiGHJTchJbkJOUW4qi6AHos1r6IXuGXonT1HEKOQm5CQ3IacoN5VF0APR5jX0QvcMvZOlKGJUchNykpuQU5SbyiLogWjzGnqhe4beyVEUsRpyE3KSm5BTlJvKIuiBaPMaeqF7ht7JUBSxWnITcpKbkFOUm8oi6IFo8xp6oXuG3tV59L47m2sv+9TuPvj+5vo1a1Z03YGvq9875/7xhe9U53heyU3ISW5CTlFuKougB6LNa+iF7hl6V+f3Pv/rzZo1axiT73/74eoczyu5CTnJTcgpyk1lEfRAtHkNvdA9Q+/qPPwnd1SFB6N53Wv3a/6P/+YH1TmeV3ITcpKbkFOUm8oi6IFo8xp6oXuG3tX5L5/+VlV6MJp/c/zG6vzOM7kJOclNyCnKTWUR9EC0eQ290D1D7+r8P//x75tD99+vKj4Y3ic+fFZ1fueZ3ISc5CbkFOWmsgh6INq8hl7onqF3dcqvnr03KD4Y3pd+6/PV+Z1nchNykpuQU5SbyiLogWjzGnqhe4be0ZWiqFmzpvlsUHwwvG8/+MfVOZ5nchNykpuQU5SbyiLogWjzGnqhe4be0SwWRcWXg+KD4axbt2fzjy98tzrP80xuQk5yE3KKclNZBD0QbV5DL3TP0Du8XYui4umg/GA4R73l8Oo8zzu5CTnJTcgpyk1lEfRAtHkNvdA9Q+9w2kVR8T+vWdPsHRQgDO6Dp51Snet5JzchJ7kJOUW5qSyCHog2r6EXumfoHVxUFC16W1CAMLirL72oOt/zTm5CTnITcopyU1kEPRBtXkMvdM/QO5jliqLirKAAYXBfu/0PqnM+7+Qm5CQ3IacoN5VF0APR5jX0QvcMvStbqSgqrgsKEAb37//q69V5n3dyE3KSm5BTlJvKIuiBaPMaeqF7ht7lDVIUFX/6xkOqAoTBHLD/a5r//T+8WJ37eSc3ISe5CTlFuaksgh6INq+hF7pn6F3aoEXRvx779ub73/56VYIwmBOOe0d17pGbkJXchJyi3FQWQQ9Em9fQC90z9MaGKYrK68uVMeUKmXYRwso+fs6Z1flHbkJWchNyinJTWQQ9EG1eQy90z9BbG7YoWvSuX3xHVYSwsi9ef1X1zwC5CVnJTcgpyk1lEfRAtHkNvdA9Q+/uRi2Kigt/7VerIoSVPf7A3dW5RG5CVnITcopyU1kEPRBtXkMvdM/Qu9NqiqLiC9d+ripCWN6ee76s+e++953qXCI3ISu5CTlFuaksgh6INq+hF7pn6N1htUVR8Zf3f7kqQ1jekW8+rDqP7CA3ISe5CTlFuaksgh6INq+hF7pn6B1PUVT8w3NPNGt/+qerQoSlnXHqydV5ZAe5CTnJTcgpyk1lEfRAtHkNvdC9eR96x1UULXrTG99QFSIs7fOXfKI6h+wgNyGnec9NyCrKTWUR9EC0eQ290L15HnrHXRQVp5/87qoQYWn333ZTdQ7ZQW5CTvOcm5BZlJvKIuiBaPMaeqF78zr0TqIoKi6/6KNVIcLSXnh8a3UO2UFuQk7zmpuQXZSbyiLogWjzGnqhe/M49E6qKCruvvmGqhAh9tr9Xt38b/+wvTqH7CA3Iad5zE3ogyg3lUXQA9HmNfRC9+Zt6J1kUVT8zSMPVqUIsXf94mjneF7ITchp3nIT+iLKTWUR9EC0eQ290L15GnonXRQV/8uPnm/+8//sFVUxQu3CX/vV6vyxk9yEnOYpN6FPotxUFkEPRJvX0Avdm5ehdxpF0aJ3vO3nq2KE2i3XXVmdO3aSm5DTvOQm9E2Um8oi6IFo8xp6oXvzMPROsygqzvnAr1TFCLVvfe2u6tyxk9yEnOYhN6GPotxUFkEPRJvX0Avdm/Whd9pFUfHbV1xaFSPs7mUv26P5b//dk9W5Yye5CTnNem5CX0W5qSyCHog2r6EXujfLQ28XRVHx51/5UlWOsLsj3vTG6ryxO7kJOc1ybkKfRbmpLIIeiDavoRe6N6tDb1dFUfHSk49W5Qi72/Lek6rzxu7kJuQ0q7kJfRflprIIeiDavIZe6N4sDr1dFkXF//Xf/6g56MDXVQUJO1316Y9X543dyU3IaRZzE2ZBlJvKIuiBaPMaeqF7szb0dl0ULTpx03FVQcJOX73196tzxu7kJuQ0a7kJsyLKTWUR9EC0eQ290L1ZGnqzFEXFp847uypI2Ol73/qL6pyxO7kJOc1SbsIsiXJTWQQ9EG1eQy90b1aG3kxFUXHbDVdXBQk77P+afZv/9b/+fnXO2J3chJxmJTdh1kS5qSyCHog2r6EXujcLQ2+2oqjY9qd/UpUk7LD52P+iOl/U5CbkNAu5CbMoyk1lEfRAtHkNvdC9vg+9GYui4h9f+G7zM+vWVUUJa5oLzv5Qdb6oyU3Iqe+5CbMqyk1lEfRAtHkNvdC9Pg+9WYuiRUe9+fCqKGFNc/O1n6vOFTW5CTn1OTdhlkW5qSyCHog2r6EXutfXoTd7UVSccerJVVHCmuYv7/9Kda6oyU3Iqa+5CbMuyk1lEfRAtHkNvdC9Pg69fSiKiqsu+XhVlMy7PfZY2/yH55+ozhU1uQk59TE3YR5Euaksgh6INq+hF7rXt6G3L0VR8dVbf78qS+bdWw8/tDpPxOQm5NS33IR5EeWmsgh6INq8hl7oXp+G3j4VRcW/+8s/r8qSeff+XzqxOk/E5Cbk1KfchHkS5aayCHog2ryGXuheX4bevhVFxT/9/b9vXrPvq6rCZJ5defGF1XkiJjchp77kJsybKDeVRdAD0eY19EL3+jD09rEoWnT823+hKkzm2b1f+r3qHBGTm5BTH3IT5lGUm8oi6IFo8xp6oXvZh94+F0XF+WeeURUm86zcmtc+R8TkJuSUPTdhXkW5qSyCHog2r6EXupd56O17UVT8/tWXV4XJvNrv1a9auDWvfY6IyU3IKXNuwjyLclNZBD0QbV5DL3Qv69A7C0VR8cg9f1iVJvPqne84pjo/LE1uQk5ZcxPmXZSbyiLogWjzGnqhexmH3lkpior/6pnHq9JkXn3s336wOj8sTW5CThlzE4hzU1kEPRBtXkMvdC/b0DtLRVHx//6Pf98cevBBVXEyj/7gN6+ozg9Lk5uQU7bcBHaIclNZBD0QbV5DL3Qv09A7a0XRove+e3NVnMyjx+77cnVuWJrchJwy5SawU5SbyiLogWjzGnqhe1mG3lktiorPXPCRqjiZN2vXrm3+4blt1blhaXITcsqSm8DuotxUFkEPRJvX0AvdyzD0znJRVNz5+9dX5cm8efNhh1TnheXJTcgpQ24CtSg3lUXQA9HmNfRC97oeeme9KCq+u/W+qjyZN+875T3VeWF5chNy6jo3gViUm8oi6IFo8xp6oXtdDr3zUBQV/9OLf9Os3/vlVYEyT6741AXVeWF5chNy6jI3gaVFuaksgh6INq+hF7rX1dA7L0XRol846q1VgTJPHr3vzuqcsDy5CTl1lZvA8qLcVBZBD0Sb19AL3eti6J23oqi47tcvrgqUeXH4IQc3/8P2p6tzwvLkJuTURW4CK4tyU1kEPRBtXkMvdG/aQ+88FkXFM488sPCLYO0iZR588iP/tjofrExuQk7Tzk1gMFFuKougB6LNa+iF7k1z6J3XomjRqe9+V1WkzLq9X75X86PvPladC1YmNyGnaeYmMLgoN5VF0APR5jX0QvemNfTOe1FUlNLkxM3HVYXKrPrZn/mZ5o7f/c3qPDAYuQk5TSs3geFEuaksgh6INq+hF7o3jaFXUbTT3//NXzX7v3rfqliZNXvssbb5rd+4pPr7GZzchJymkZvA8KLcVBZBD0Sb19AL3Zv00Ksoqv3Dc08013zmk83Brz+wKllmwQdOO6X55lf9+tlqyU3IadK5CYwmyk1lEfRAtHkNvdC9SQ69iqLl/cftzzR/cdetzWUfP2/heUabj317b51/1gea2264pvmbbzxY/Z2MRm5CTpPMTWB0UW4qi6AHos1r6IXuTWroVRTB6shNyGlSuQmsTpSbyiLogWjzGnqhe5MYehVFsHpyE3KaRG4CqxflprIIeiDavIZe6N64h15FEYyH3IScxp2bwHhEuaksgh6INq+hF7o3zqFXUQTjIzchp3HmJjA+UW4qi6AHos1r6IXujWvoVRTBeMlNyGlcuQmMV5SbyiLogWjzGnqhe+MYehVFMH5yE3IaR24C4xflprIIeiDavIZe6N5qh15FEUyG3IScVpubwGREuaksgh6INq+hF7q3mqFXUQSTIzchp9XkJjA5UW4qi6AHos1r6IXujTr0KopgsuQm5DRqbgKTFeWmsgh6INq8hl7o3ihDr6IIJk9uQk6j5CYweVFuKougB6LNa+iF7g079CqKYDrkJuQ0bG4C0xHlprIIeiDavIZe6N4wQ6+iCKZHbkJOw+QmMD1RbiqLoAeizWvohe4NOvQqimC65CbkNGhuAtMV5aayCHog2ryGXujeIEOvogimT25CToPkJjB9UW4qi6AHos1r6IXurTT0KoqgG3ITclopN4FuRLmpLIIeiDavoRe6t9zQqyiC7shNyGm53AS6E+Wmsgh6INq8hl7o3lJDr6IIuiU3IaelcrO9h4HpinJTWQQ9EG1eQy90Lxp6/+XRrVUpFFEUweTITcgpyk3/vgndi3JTWQQ9EG1eQy90rxp6n3mmKoUiiiKYLLkJOVW56d83IYUoN1csi/7lP/3Tjkvqgc6UfdheP/7xjxcCF+hO2Yc/WYMWRccdW+1xYLzkJuS0W27+/8u/b0L3otzcrSxqmub69gssy7Isy1phDVgUNe96V/udlmVZlmVZlpVxXa8ssizLsqxRl6LIsizLsizLmr2lLLIsy7KskZaiyLIsy7Isy5rNpSyyLMuyrKGXosiyLMuyLMua3bWzLIoecO1hgNA9DwOEXP7l0a11KRT4vzdurPYzMHlyE3KKHqLr3zehe1FurvhraOWN7Z88BKar7MP2KoHb/slDYPL+eev9VSkU+T+POabay8B0yE3IqezD9vLvm9C9KDeVRdAD0eY19ML0KYqgH+Qm5KQsgpyi3FQWQQ9Em9fQC9M1aFFUbj1r72FguuQm5KQsgpyi3FQWQQ9Em9fQC9MzaFFUHmYtN6F7chNyUhZBTlFuKougB6LNa+iF6RimKJKbkIPchJyURZBTlJvKIuiBaPMaemHyhi2KypKb0D25CTkpiyCnKDeVRdAD0eY19MJkjVIUlSU3oXtyE3JSFkFOUW4qi6AHos1r6IXJGbQo+tfjjm1vTbkJCchNyElZBDlFuaksgh6INq+hFyZj4KLo2LcbeiEpuQk5yU3IKcpNZRH0QLR5Db0wfsMURQuvN/RCSnITcpKbkFOUm8oi6IFo8xp6YbyGLYoW3mPohZTkJuQkNyGnKDeVRdAD0eY19ML4jFIULbzP0AspyU3ISW5CTlFuKougB6LNa+iF8Ri1KFp4r6EXUpKbkJPchJyi3FQWQQ9Em9fQC6u3mqJo4f2GXkhJbkJOchNyinJTWQQ9EG1eQy+szmqLooVjGHohJbkJOclNyCnKTWUR9EC0eQ29MLpxFEULxzH0QkpyE3KSm5BTlJvKIuiBaPMaemE04yqKFo5l6IWU5CbkJDchpyg3lUXQA9HmNfTC8MZZFC0cz9ALKclNyEluQk5RbiqLoAeizWvoheGMuyhaOKahF1KSm5CT3IScotxUFkEPRJvX0AuDm0RRtHBcQy+kJDchJ7kJOUW5qSwihe3btzcPPfRQc9VVVzVbtmxpTjjhhObiiy9u7rjjjubZZ5+tXj9vos1r6IXBTKooWji2oRdSkpuQk9yEnKLcVBbRuVtuuaXZuHFjs2bNmtD+++/fXHLJJc1zzz1XvXdeRJvX0Asrm2RRtHB8Qy+kJDchJ7kJOUW5qSyiMy+99FJzwQUXNGvXrq0KosjRRx/dbNu2rTrOPIg2r6EXljfpomjhMwy9kJLchJzkJuQU5aayiM586lOfqgqhlRx33HFzWRhFm9fQC0ubRlG08DmGXkhJbkJOchNyinJTWUQn/uiP/qjZb7/9qjJoEOedd151vFkXbV5DL8SmVRQtfJahF1KSm5CT3IScotxUFtGJww8/vCqBhvHAAw9Ux5xl0eY19EJtmkVRYeiFnOQm5CQ3IacoN5VFTN03vvGNqvwZ1vnnn18dd5ZFm9fQC7ubdlFUGHohJ7kJOclNyCnKTWURU3fzzTdX5c+wNm/eXB13lkWb19ALO3VRFBWGXshJbkJOchNyinJTWcTUXXTRRVX5M6wDDzyw+bu/+7vq2LMq2ryGXtihq6KoMPRCTnITcpKbkFOUm8oipu7ss8+uyp9hrV27tjruLIs2r6EXui2KCkMv5CQ3ISe5CTlFuaksYuquvvrqqvwZ1pFHHlkdd5ZFm9fQy7zruigqDL2Qk9yEnOQm5BTlprKIqbvrrruq8mdYp556anXcWRZtXkMv8yxDUVQYeiEnuQk5yU3IKcpNZREjefzxx5sbbrihueqqqxaeQXTppZc2W7durV4X2bZtW7PHHntUBdAwyme2jxt59tlnm+uuu+4n37F85zvvvLN6XXbR5jX0Mq+yFEWFoRdykpuQk9yEnKLcVBYxlFISnX766QvPDGoXOMWGDRsWipkXXniheu+uDj300Oq9w7jnnnuqY+7q1ltvbTZu3Ljk9zz88MObG2+8sXnppZeq92YUbV5DL/MoU1FUGHohJ7kJOclNyCnKTWURA7vsssuWLF/aDj744ObRRx+tjrHoyiuvrN4zqOOOO6558cUXq2MWpaQqt6i137OUUlo9//zz1XGyiTavoZd5k60oKgy9kJPchJzkJuQU5aayiIF8/vOfb17+8pdXZctyytU75Qqf9rGKcivaYYcdVr1nENdcc011vMVjlque2q9fyS/90i81TzzxRHW8TKLNa+hlnmQsigpDL+QkNyEnuQk5RbmpLGJFDzzwwMBXFLXtu+++zZNPPlkds7jggguq16+k/AraU089VR2rOPHEE6vXD+qUU06pjpdJtHkNvcyLrEVRYeiFnOQm5CQ3IacoN5VFrOg973lPVa4MoxQxf/u3f1sdt5RIe+21V/X65ZQHarePU1xxxRXVa4d13333VcfNItq8hl7mQeaiqDD0Qk5yE3KSm5BTlJvKogHddNNNzZlnntm85S1vadatW9esX79+4QHK55577sKVN+3Xz4pHHnmk2WeffapiZVif/OQnq2MXl19+efXapZx00kkLv27WPsaXv/zl5vWvf331+mFdcskl1bGziDavoZdZl70oKgy9kJPchJzkJuQU5aayaAX3339/c9ppp1XFwq723nvv5vzzz194Zk77/X1XruRp/72jeOUrX9ncfPPN1fGLcuVR+/Vt5Xa26PyWZw1t3ry5ev0oyoOz28fPItq8hl5mWR+KosLQCznJTchJbkJOUW4qi5Zx5513LlxB1C4VllJ+ASwqNPpsy5Yt1d85qvLA6/bxi+985zvN+973vur1i970pjc1d9xxR/W+Yhy3n+2qffwsos1r6GVW9aUoKgy9kJPchJzkJuQU5aayaAlf+9rXFsqNdpmwknKVTB9+in1Qn/jEJ6q/cTV++7d/u/qM4umnn24+85nPNG94wxt+8tqXvexlzRlnnLHks4S+/e1vL9wW2P6MUR1wwAHVZ2QRbV5DL7OoT0VRYeiFnOQm5CQ3IacoN5VFge9973vNqaeeWpUJg7r00kurY/ZV+Zn69t+3Givd6rV9+/aFcujWW28Nn0+0qxtvvLE6/mqUK8Pan5FFtHkNvcyavhVFhaEXcpKbkJPchJyi3FQWBcrDrNtFwjDKA7BfeOGF6rh9VEqb9t+3GuXclEKo/TmjOP3006vjr8ZKRVaXos1r6GWW9LEoKgy9kJPchJzkJuQU5aayKPCRj3ykKhKGVZ531D5uH7300kvNhg0bqr9vNcb163Hj/l6lGGt/RhbR5jX0Miv6WhQVhl7ISW5CTnITcopyU1kUeOc731kVCcMqPwnfPm5fjesX0RYt9QyiYZXbxtrHHlW5quj73/9+9RlZRJvX0Mss6HNRVBh6ISe5CTnJTcgpyk1lUWCvvfaqyoRhlV8Rax+3r8rVReMsZh5//PHqM3b15JNPNlu3bl343PZ/t6ujjz66Ovaolvq1tSyizWvope/6XhQVhl7ISW5CTnITcopyU1kUOOyww6oyYVjnnHNOddw+e+qpp8byy2PlF+baxy7Kw6zLM4j22Wefn7y2PN/oqKOOau65557q9cUVV1xRHX9Ya9euXXhGVfvY2USb19BLn81CUVQYeiEnuQk5yU3IKcpNZVHg3e9+d1UqDOvqq6+ujtt3jz32WPO+972v+lsH9XM/93Phc4HK8512LYkiZ555ZvW+cgXSe9/73uq1g3rjG9/Y/N7v/V513IyizWvopa9mpSgqDL2Qk9yEnOQm5BTlprIocN5551XFwrDuuuuu6rizohQ+GzdurP7m5ZQrhB566KHqWPfff39z6KGHVq+PXHbZZdX7y6/OlSKpXCHUfv1S9ttvv+aiiy5auFqqfbysos1r6KWPZqkoKgy9kJPchJzkJuQU5eZMlkXlmThnn332wkOLy61TBxxwwMLzbcptS+VqlPbr22644YaqYBjW888/Xx23rTyX54ILLlgoSxa/4wknnNBcfPHFA72/a+XWseuuu27hbyi3kB1zzDELzzYqf0u53WzTpk0LpcxSt5EV5Z9R+9wtpTxLatu2bdUxivL/v+aaa5pTTjll4TyW77B4Tk888cSF/z2UsikqrPog2ryGXvpm1oqiwtALOclNyEluQk5Rbs5UWVQKg1JarHSVSSkUStHRfv+ihx9+uDnwwAOr9w3q5JNPro65q1ISlTKl/b5drV+/fqFoKVfOtN8/K771rW81e+yxR/W3Lye6umgeRJvX0EufzGJRVBh6ISe5CTnJTcgpys2ZKYseffTRZt99963KhaWU15b3tI+zqDyguv2eQS33HJzyM/QrlVm7KlfGbN++vTrOLLjtttuqv3cl5ZlJ7ePMg2jzGnrpi1ktigpDL+QkNyEnuQk5Rbk5E2VRefZMueWoXSysZLnCqNw6Va7uab9nJeVWrO9973vV8YpSFLVfP4hyG9VKPyPfR6Pc7lfOb/s48yDavIZe+mCWi6LC0As5yU3ISW5CTlFuzkRZtNItXcspDzte6vlA5Za29utXcvnll1fHKR544IGhrihqK88xah+z7+6+++7q71xJ9Kto8yDavIZespv1oqgw9EJOchNykpuQU5SbvS+Lyq+OtQuFYZ1xxhnNiy++WB37kUceGarg2bBhQ3jLWDlOuSKm/fphlAd1L3XFUiblCqilHkLdVs5V++9cSXmgdvs4kfJMquWeS9U30eY19JLZPBRFhaEXcpKbkJPchJyi3Ox9WXThhRdWhcIolroi6JJLLqleG3nlK1/Z3HLLLdX7f/jDHzYf+tCHqtePojzjp338rpRSqBR155577sIvmpWru/bZZ5/dvm+5aqv8ulu5/W6pq7fOO++86u9cyi/8wi803/zmN6tjFHfccUfzwQ9+cOGX5datW/eT95T/u5R4pawrV4qVsqnctth+f3bR5jX0ktW8FEWFoRdykpuQk9yEnKLc7H1ZVH6qvV0qjKKUCtHzi0rJcdZZZ1Wv39XP/uzPLlk2jfJcnqWUYqZ9/GkrV+uUX2kb5mHiRSmSyrloH+/b3/52c+yxx1avb9trr73CB4eXf2blIeDt16+klFj33Xdfdbysos1r6CWjeSqKCkMv5CQ3ISe5CTlFudn7sqhcNdIuAka11C9tlatolnp+USmZypUz7fcUf/3Xf90cccQR1XtG9f73v7/6jGkqt5etppwrt/Tdeuut1XG/+tWvNqeeemr1+kVvfetbm+uvv756X7lCaLXfZ6l/dtlEm9fQSzbzVhQVhl7ISW5CTnITcopys/dl0Woebh0pzxdqf8aictvVpk2bFq6SKSVVKTgef/zx6nWLrrjiiur4q3HBBRdUnzEtX/rSl5ojjzyy+k7DOuqoo5of/OAH1fGLcuVR+eW3cm7LL9Ft3LixOf/885d89tAnP/nJ6vjDKoVROa8vvPBCdfxMos1r6CWTeSyKCkMv5CQ3ISe5CTlFudn7smiQW5iGUW6xan/GqDZv3lwdfzV+/dd/vfqMaSi34pXypv19RrVcITeM8tDv9rFHlf0Ko2jzGnrJYl6LosLQCznJTchJbkJOUW72viw6++yzq3/xX43y/Jv2Z4yiXKkyzC+pDaKrZ+xcfPHF1XdZjfvvv7/6jFG84Q1vqI49qnLF03e/+93qM7KINq+hlwzmuSgqDL2Qk9yEnOQm5BTlZu/LogcffLDZf//9q3/5H1U5VvszRlEevNw+9mq85z3vaX70ox9VnzNp5efth32Y9Uoeeuih6nNGUX75rH3s1YgewJ1FtHkNvXRt3ouiwtALOclNyEluQk5Rbva+LCrGeXXRAQccUB1/FOVZRu1jr8Y999xTfcY03HTTTdV3WY1yO1t5YHj7c0Zx5plnVsdfjfKMpPZnZBFtXkMvXVIU7WDohZzkJuQkNyGnKDdnoixa7a9i7Wq5wqB8zh133NFceumlCw+vLreFLfVg5HJFTvm59/bxR1F+ia19/Gkpz/Jpf5/VKA+wbn/GrsrzjMpnlnN85513LlsslX8W7eOvRnmwdvszsog2r6GXriiKdjL0Qk5yE3KSm5BTlJszURYV5RezyvOG2gXAsL7whS9Ux/7Od77TfPzjH29e9apXVa9/05ve1FxzzTXhLWLjuPKl/BpY+7jT9LGPfaz6TqP66Z/+6YVfVWt/RlH++ZVfl2u/p5SAS11V9dxzzzVvf/vbq/eMar/99qs+I4to8xp66YKiaHeGXshJbkJOchNyinJzZsqiolzN88EPfnDkB0uX29naxyxXDh1++OHVa9u2bNkSvrc8OLn92kHss88+CyVU+5jTVs5n+7uN6phjjqmOX5RnGL3zne+sXr/o1a9+dXP99ddX7yvKc4barx9V+d9N+/hZRJvX0Mu0KYpqhl7ISW5CTnITcopyc6bKokVPPvlkc8EFFwz80+rl1rOlrl4599xzq9dHylUz1157bfX+UmCVW9bKs5Da72lbt27dwne57rrrFt7XPlYXxlXGlF8u++M//uPq+OU2s0HKuFLkPPDAA9X7v//97zfve9/7qteP4qSTTqqOn0W0eQ29TJOiKGbohZzkJuQkNyGnKDdnsizaVbm9aevWrQvPvyklzEUXXbTgsssuW7jl7Pnnn6/es6i8r10oLKdcDbTcM3bKQ69vvPHGhZ+iL9+h/GcpY0pRVX49bannH3XpiSeeaA488MDqbx3GT/3UTzWf//znq2MXw9zmVm45e+yxx6pj/Pmf/3nz8z//89Xrh1WeldQ+dhbR5jX0Mi2KoqUZeiEnuQk5yU3IKcrNmS+LVqMUSu1CYSX33ntvdZy+i54lNIylHtBdHmY97C2D5Uqv9nGKu+66a+hj7aq8txSL7eNmEW1eQy/ToChanqEXcpKbkJPchJyi3FQWLWOU25syPGdo3MqvwO27777V3zqI8oDqpa6YOuuss6rXr6QcL7q6qCi3HrZfP6hyq2D7eJlEm9fQy6QpilZm6IWc5CbkJDchpyg3lUXLOO2006pSYSWf+9znquPMgttvv7055JBDqr93OZs3b27+7M/+rDpW8fWvf32g5zhFPvOZz1THK1588cXmwgsvrF6/kq5/cW4Q0eY19DJJiqLBGHohJ7kJOclNyCnKTWXRMi655JKqWFjJ3XffXR1nVpRnKw16hVG5dW2550GV5zW13zOo8nyiZ555pjrmovJsqr322qt6X1u59az82ttyz5nKItq8hl4mRVE0OEMv5CQ3ISe5CTlFuTkXZVEpLcoDpMtzbcoDpYvycOvyk+3t1+7qvvvuqwqG5ZSCYrlfMSu3Y5Vjlodcl+9Q/rMUMNu2bVv2fZks/rpbVBqVv7+UROVh4u33tUXvH8att95aHXNX5ZyW29I2bNhQvbeUROU5SuWB4+33ZRVtXkMvk6AoGo6hF3KSm5CT3IScotycybKoFBrl6pITTzxxxStM1q9f32zZsmXJ4qBcedJ+z1Iuv/zy6v1FKTaOOeaYZt26ddV7drXffvstfJdSarWPkU05x6WAK2VX+fvuuOOOgQuv8syh9t8+rI9+9KPVcZdSftVusZgrBWHmB1kvJdq8hl7GTVE0PEMv5CQ3ISe5CTlFuTlzZdGll166UAC1y4WVlKtNooccl2KhlDjt17cdd9xx1XvL7U0nnHBC9dpBHHrooQsFTPuY2ZVCZlH7v1tU/q723zusUgS2jzvLos1r6GWcFEWjMfRCTnITcpKbkFOUmzNTFpWrWkqB0C4VhhVd1fPwww83v/qrvxr+NPv++++/8Pyd6GqV1fw6V1E+ry+/rlbKoXL11K7f/6KLLgpLo9/4jd+o/tZhHX744dVxZ1m0eQ29jIuiaHSGXshJbkJOchNyinJzJsqi8kyio48+uioURlGuBGoff1G5hemqq65auDXt7LPPXri1qTwbp/26olxVtM8++1THH0UpXdrHz6QUQu3vvKv264e5tW857ePOsmjzGnoZB0XR6hh6ISe5CTnJTcgpys2ZKItKmdIuEkZVfs69ffxRlGcgtY+9GuW5O+3PyKL9XdvKFUe7vr7cKth+zbAOOeSQ6nvMsmjzGnpZLUXR6hl6ISe5CTnJTcgpys3el0Xf/OY3mze84Q1VmTCqcltZ+zNGUb5X+9irUX69q/0ZGbRvPYu0y6Lbb7+9es2wTjrppOq7zLJo8xp6WQ1F0XgYeiEnuQk5yU3IKcrN3pdF47yqqHjLW95SfcYoyq1x7WOvVrariwY99+2y6K/+6q+aPffcs3rdMD7xiU9U32eWRZvX0MuoFEXjY+iFnOQm5CQ3IacoN3tfFh1//PFVkbAaw/wk+0p+8Rd/sTr+akS/1taVQYuiInrm0qZNm6rXDWrdunXNo48+Wh1zlkWb19DLKBRF42XohZzkJuQkNyGnKDd7XxaVK4HaZcJqPPDAA9VnLCoFxZlnnrnwmRs3blz4tbNyBVH7dYvKr6S1j78aUenShWGKoqL9/uJP//RPF37RrP3aQXz2s5+tjjfros1r6GVYiqLxM/RCTnITcpKbkFOUm70viw466KCqTBjVe97znur4i0pBUn7Kvv2e8otnt956a/X6ojy36OCDD67eM6ozzjij+oxpW+mXz9qWK7huuOGG6vUrKSVd+zjzINq8hl6GoSiaDEMv5CQ3ISe5CTlFudn7smjDhg1VoTCq++67rzp+ceGFF1av3dVrXvOa5rd+67eq9xXDXoWznHJVU/v40zbIA60XLVcULbr++uubI444onpv2/r165vzzjtv4Vfm2seYB9HmNfQyKEXR5Bh6ISe5CTnJTcgpys3el0Uf+chHqmJhFOWWsvaxiyuvvLJ6baSUVl/5yleq9z/zzDPNySefXL1+FH/wB39QHX+ahim+BimKFj377LPNKaec0uy1117VcYpy299ytwfOg2jzGnoZhKJosgy9kJPchJzkJuQU5Wbvy6Jx/Qz7008/XR1727ZtSxYYkVJqvPTSS9VxyhVLoz6fZ9EhhxyyUDy1jz0twxRF7V8/G8YjjzzS3HjjjQsP8y7n7YUXXqheM4+izWvoZSWKoskz9EJOchNykpuQU5SbvS+LigMOOKAqLAZVbm8qpVD7mMWHPvSh6vUrufrqq6vjFOW5Ru3XDuPss8+ujjlN7e+znPZ7Wb1o8xp6WY6iaDoMvZCT3ISc5CbkFOXmTJRF5VfKyoOm26XFSspVQ0s9p6j8WterX/3q6j0rOf7448Ori4rzzz+/ev0gjj766Gb79u3V8aZlmKuKygOw2+9n9aLNa+hlKYqi6TH0Qk5yE3KSm5BTlJszURYVpfQZ5pax5YqiojzDqP2eQX3xi1+sjrfo3HPPrV6/nPJras8//3x1nGkZpiga5jlFDCfavIZeIoqi6TL0Qk5yE3KSm5BTlJszUxYVDz300EC/1nXUUUctXI3Ufv+i8otbhx56aPW+Qf3Kr/xKdcxd3XHHHc2+++5bvW9Xa9eubU4//fTmqaeeqt4/Te3vtRRF0WRFm9fQS5uiaPoMvZCT3ISc5CbkFOXmTJVFi8qtUCeccMLCVTmLt6ftt99+C8/9We5qokU33XRTVYYMoxQ9Kz2YudxWVp5jdOqpp/7kiqjyHcuDsLds2ZLiJ+IHvapoNQ+0ZjDR5jX0sitFUTcMvZCT3ISc5CbkFOXmTJZFq7WaW9AW9f3ZPYMWRYWriiYv2ryGXhYpirpj6IWc5CbkJDchpyg3lUWBk08+uSpEhnXddddVx+2TQcsiRdF0RJvX0EuhKOqWoRdykpuQk9yEnKLcVBYF3vzmN1elyLDOO++86rh9MWhRVLTfy2REm9fQi6Koe4ZeyEluQk5yE3KKclNZFFi3bl1VigyrPJy6fdxF5Ra1UshkvSpnkIeEF1m//yyKNq+hd74pinIw9EJOchNykpuQU5SbyqLAscceWxUjw7r00kur45aSqP26IlPpMuhVRZm+8zyINq+hd34pivIw9EJOchNykpuQU5SbyqJA+dW0djkyrNtvv323Yy5VFC3K8kDs9vdaSvt9TFa0eQ2980lRlIuhF3KSm5CT3IScotxUFgXKw6nb5cgw1q5d2zz//PO7HXOQK3a6LowG+Y6Fq4qmL9q8ht75oyjKx9ALOclNyEluQk5RbiqLAk8++WSzefPmqiQZ1Ec/+tHqmO3XLKXLwmjQZxW138fkRZvX0DtfFEU5GXohJ7kJOclNyCnKTWXREv7wD/+w2X///auiZCXleUfbtm2rjjdoEVNe137vNLiqKLdo8xp654eiKC9DL+QkNyEnuQk5RbmpLFrGNddcs3BLWbswWcr69eubhx56qDpOMWgZU3RRGA36/drvYzqizWvonQ+KotwMvZCT3ISc5CbkFOWmsmgFt9xyy0C/jnb66ac3X/va16r372rQq4uKaV/B0/78yLS/EztFm9fQO/sURfkZeiEnuQk5yU3IKcpNZdEAtm/f3lx66aXNpk2bmn322ecn5cmGDRuaE088sbnpppuq90RW+kW0tmmVM64qyi/avIbe2aYo6gdDL+QkNyEnuQk5RbmpLBrBU089Vf3a2aCGLYym8cDr9mdGplVcEYs2r6F3dimK+sPQCznJTchJbkJOUW4qizow6JU8i9rvH6dBy6v2+5iuaPMaemeToqhfDL2Qk9yEnOQm5BTlprKoI8MURpN84PUg38NVRd2LNq+hd/YoivrH0As5yU3ISW5CTlFuKos6NEhRM+nCpv05kUl9NoOLNq+hd7YoivrJ0As5yU3ISW5CTlFuKos6NswvpI37+UVuQeuPaPMaemeHoqi/DL2Qk9yEnOQm5BTlprIogUELo3HfjjbIlU2uKsoh2ryG3tmgKOo3Qy/kJDchJ7kJOUW5qSxKYNArfIpxXl3UPnZknJ/H6KLNa+jtP0VR/xl6ISe5CTnJTcgpyk1lURKDFkbjvLqofexI+z10I9q8ht5+UxTNBkMv5CQ3ISe5CTlFuaksSmTQ29HGcbXPIOWUW9DyiDavobe/FEWzw9ALOclNyEluQk5RbiqLkmkXNpFxXF3keUX9Em1eQ28/KYpmi6EXcpKbkJPchJyi3FQWJTPIFT9F+33DGqQsGscVTIxHtHkNvf2jKJo9hl7ISW5CTnITcopyU1mUULu0iay2yBnklrf2e+hOtHkNvf2iKJpNhl7ISW5CTnITcopyU1mU0CBX/az2VrT28dpWe3zGK9q8ht7+UBTNLkMv5CQ3ISe5CTlFuaksGoNylU9RSp5xaZc3baXMWfzcYQ16/PZ36kr7fM+jaPMaevtBUTTbDL2Qk9yEnOQm5BTlprJoFUqR0S5ZmJx5Lo6izWvozU9RNPsMvZCT3ISc5CbkFOWmsmgE5eqcQZ75w/jNa2EUbV5Db26Kovlg6IWc5CbkJDchpyg3lUUjaBcYTNc8Pk8p2ryG3rwURfPD0As5yU3ISW5CTlFuKouG5NazHObtCqNo8xp6c1IUzRdDL+QkNyEnuQk5RbmpLBqCoiiXcjtg+5/RrIo2r6E3H0XR/DH0Qk5yE3KSm5BTlJvKoiEoi3KZp9vRos1r6M1FUTSfDL2Qk9yEnOQm5BTlprJoCO2ygm4piwy9WSiK5pehF3KSm5CT3IScotxUFg2hXVbQvXm5FS3avIbeHBRF883QCznJTchJbkJOUW4qiwZUSol2UUH3lEV1CDM9iiIMvZCT3ISc5CbkFOWmsmhAyqKclEV1CDMdiiIKQy/kJDchJ7kJOUW5qSwakLIoJ2VRHcJMnqKIRYZeyEluQk5yE3KKclNZNCBlUU7KojqEmSxFEbsy9EJOchNykpuQU5SbyqIBKYtyUhbVIczkKIpoM/RCTnITcpKbkFOUm8qiASmLclIW1SHMZCiKiBh6ISe5CTnJTcgpyk1l0YCURTkpi+oQZvwURSzF0As5yU3ISW5CTlFuKosGpCzKSVlUhzDjpShiOYZeyEluQk5yE3KKclNZNCBlUU7KojqEGR9FESsx9EJOchNykpuQU5SbyiLogWjzGnonS1HEIAy9kJPchJzkJuQU5aayCHog2ryG3slRFDEoQy/kJDchJ7kJOUW5qSyCHog2r6F3MhRFDMPQCznJTchJbkJOUW4qi6AHos1r6B0/RRHDMvRCTnITcpKbkFOUm8oi6IFo8xp6x0tRxCgMvZCT3ISc5CbkFOWmsgh6INq8ht7YKGWOoohRGXohJ7kJOclNyCnKTWUR9EC0eQ29tX+57FNDlzqKIlbD0As5yU3ISW5CTlFuKougB6LNa+itLZZFg5Y7iiJWy9ALOclNyEluQk5RbiqLxujZZ59ttm3bxphs3769OsfzKtq8ht7aMCWPoohxMPRCTnITcpKbkFOUm8qiMfrYxz7WrFmzhjH5kz/5k+ocz6to8xp6d7frVUUrlT2KIsbF0As5yU3ISW5CTlFuKovG6Hd+53eqwoPRvPzlL2+++93vVud4XkWb19C7u6XKonbpoyhinAy9kJPchJzkJuQU5aayaIwefPDBqvRgNG9961ur8zvPos1r6N1du+xpK+WPoohxM/RCTnITcpKbkFOUm8qiMXruueeaV77ylVXxwfBOO+206vzOs2jzGnp3Wu6qomEpihiGoRdykpuQk9yEnKLcVBaN2dve9raq+GB4F198cXVu51m0eQ29O42rLFIUMSxDL+QkNyEnuQk5RbmpLBqz97///VXxwfC+8IUvVOd2nkWb19C7U7v0GYWiiFEYeiEnuQk5yU3IKcpNZdGYffazn62KD4b38MMPV+d2nkWb19C7wziuKlIUMSpDL+QkNyEnuQk5RbmpLBqz2267rSo+GM6BBx7Y/OAHP6jO7TyLNq+hd4fVlkWKIlbD0As5yU3ISW5CTlFuKovG7NFHH63KD4Zz/PHHV+d13kWb19C7Q7v8GZayiNUw9EJOchNykpuQU5SbyqIx+9GPftQcdNBBVQHC4H7t136tOq/zLtq8ht7VX1W0SGHEqAy9kJPchJzkJuQU5aayaAI2b95cFSAM7pprrqnO6byLNq+hd3xlUaEwYhSGXshJbkJOchNyinJTWTQBH/7wh6sChMHdc8891Tmdd9HmNfSu/ha0NoURwzL0Qk5yE3KSm5BTlJvKogm49tprqwKEwey9997NU089VZ3TeRdt3nkfesd5VdGuFEYMw9ALOclNyEluQk5RbiqLJuDee++tShAGc8QRR1Tnk3jzzvvQO6myqFAYMShDL+QkNyEnuQk5RbmpLJqAcmVMuUKmXYSwstNOO606n8Sbd96H3nbBM24KIwZh6IWc5CbkJDchpyg3lUUTUq6QaRchrOzTn/50dS6JN+88D72TvKpoUSmL/nnr/dVnw64MvZCT3ISc5CbkFOWmsmhCTj311KoIYWW33HJLdS6JN+88D72TKosURAzL0As5yU3ISW5CTlFuKosm5FOf+lRVhLCyRx55pDqXxJt3nofedsmzGgoiVsPQCznJTchJbkJOUW4qiybk5ptvrooQlnfggQc2P/jBD6pzSbx553XoHcdVRQoixsXQCznJTchJbkJOUW4qiyZk69atVRnC8o4//vjqPLJDtHnndegdtSxSEDEJhl7ISW5CTnITcopyU1k0Idu3b29e+9rXVoUISzvnnHOq88gO0ead16G3XQItR0HEpBl6ISe5CTnJTcgpyk1l0QRt3LixKkRY2m/+5m9W55Ados07j0PvIFcVKYiYJkMv5CQ3ISe5CTlFuaksmqAzzzyzKkRY2j333FOdQ3aINu88Dr1LlUUKIrpi6IWc5CbkJDchpyg3lUUTdOWVV1aFCLG99967eeqpp6pzyA7R5p3HoVdBRDaGXshJbkJOchNyinJTWTRBX/7yl6tShNiRRx5ZnT92ijbvvA295aoiBRHZGHohJ7kJOclNyCnKTWXRBG3btq3Zc889q2KE2i//8i9X54+dos1r6IXuGXohJ7kJOclNyCnKTWXRhB122GFVMULt05/+dHXu2CnavIZe6J6hF3KSm5CT3IScotxUFk3YiSeeWBUj1G655Zbq3LFTtHkNvdA9Qy/kJDchJ7kJOUW5qSyasAsuuKAqRqg98sgj1bljp2jzGnqhe4ZeyEluQk5yE3KKclNZNGG/+7u/WxUj7G7Dhg3NSy+9VJ07doo2r6EXumfohZzkJuQkNyGnKDeVRRP24IMPVuUIu3vnO99ZnTd2F21eQy90z9ALOclNyEluQk5RbiqLJuz5559vXvWqV1UFCTudc8451Xljd9HmNfRC9wy9kJPchJzkJuQU5aayaAre9ra3VQUJO1177bXVOWN30eY19EL3DL2Qk9yEnOQm5BTlprJoCrZs2VIVJOx07733VueM3UWb19AL3TP0Qk5yE3KSm5BTlJvKoim47LLLqoKEHdavX988/fTT1Tljd9HmNfRC9wy9kJPchJzkJuQU5aayaApuu+22qiRhhyOPPLI6X9SizWvohe4ZeiEnuQk5yU3IKcpNZdEUPPbYY1VJwg6nn356db6oRZvX0AvdM/RCTnITcpKbkFOUm8qiKTnooIOqooQ1zSWXXFKdK2rR5jX0QvcMvZCT3ISc5CbkFOWmsmhKNm/eXBUlrGm++MUvVueKWrR5Db3QPUMv5CQ3ISe5CTlFuaksmpJzzz23KkpY03zjG9+ozhW1aPMaeqF7hl7ISW5CTnITcopyU1k0Jddee21VlMy7DRs2NC+99FJ1rqhFm9fQC90z9EJOchNykpuQU5SbyqIpuffee6uyZN5t2rSpOk/Eos1r6IXuGXohJ7kJOclNyCnKTWXRlDz99NPN+vXrq8Jknn34wx+uzhOxaPMaeqF7hl7ISW5CTnITcopyU1k0RUcccURVmMyzcmte+xwRizavoRe6Z+iFnOQm5CQ3IacoN5VFU3TaaadVhck8K7fmtc8RsWjzGnqhe4ZeyEluQk5yE3KKclNZNEUXX3xxVZjMq1e84hULt+a1zxGxaPMaeqF7hl7ISW5CTnITcopyU1k0RTfffHNVmsyro446qjo/LC3avIZe6J6hF3KSm5CT3IScotxUFk3R17/+9ao0mVenn356dX5YWrR5Db3QPUMv5CQ3ISe5CTlFuaksmqLt27c3r33ta6viZB5dcskl1flhadHmNfRC9wy9kJPchJzkJuQU5aayaMqOPfbYqjiZR1/84herc8PSos1r6IXuGXohJ7kJOclNyCnKTWXRlJ111llVcTKPvvGNb1TnhqVFm9fQC90z9EJOchNykpuQU5SbyqIpu/LKK6viZN68/vWvb374wx9W54alRZvX0AvdM/RCTnITcpKbkFOUm8qiKfvKV75SlSfzZtOmTdV5YXnR5jX0QvcMvZCT3ISc5CbkFOWmsmjKnnjiiWbPPfesCpR58uEPf7g6Lywv2ryGXuieoRdykpuQk9yEnKLcVBZ14OCDD64KlHly0003VeeE5UWb19AL3TP0Qk5yE3KSm5BTlJvKog587GMfqwqUeXHggQc2jz/+eHVOWF60eQ290D1DL+QkNyEnuQk5RbmpLOrA3XffXZUo8+IDH/hAdT5YWbR5Db3QPUMv5CQ3ISe5CTlFuaks6sgxxxxTFSmzbu3atc3WrVurc8HKos1r6IXuGXohJ7kJOclNyCnKTWVRR/7iL/6iecc73lEVKrOqPNT7c5/7XHUeGEy0eQ290D1DL+QkNyEnuQk5RbmpLOrQo48+2uy7775VsTJryhVFF110UfX3M7ho8xp6oXuGXshJbkJOchNyinJTWdSxb33rW83HP/7x5nWve11VssyCk046qbn99turv5vhRJvX0AvdM/RCTnITcpKbkFOUm8qiJJ588snmC1/4QnPuuec2mzZtWnimUV9t2bKlueqqq5r77ruv+jsZTbR5Db3QPUMv5CQ3ISe5CTlFuaksgh6INq+hF7pn6IWc5CbkJDchpyg3lUXQA9HmNfRC9wy9kJPchJzkJuQU5aayCHog2ryGXuieoRdykpuQk9yEnKLcVBZBD0Sb19AL3TP0Qk5yE3KSm5BTlJvKIuiBaPMaeqF7hl7ISW5CTnITcopyU1kEPRBtXkMvdM/QCznJTchJbkJOUW4qi6AHos1r6IXuGXohJ7kJOclNyCnKTWUR9EC0eQ290D1DL+QkNyEnuQk5RbmpLIIeiDavoRe6Z+iFnOQm5CQ3IacoN5VF0APR5jX0QvcMvZCT3ISc5CbkFOWmsgh6INq8hl7onqEXcpKbkJPchJyi3FQWQQ9Em9fQC90z9EJOchNykpuQU5SbyiLogWjzGnqhe4ZeyEluQk5yE3KKclNZBD0QbV5DL3TP0As5yU3ISW5CTlFuKougB6LNa+iF7hl6ISe5CTnJTcgpyk1lEfRAtHkNvdA9Qy/kJDchJ7kJOUW5qSyCHog2r6EXumfohZzkJuQkNyGnKDeVRdAD0eY19EL3DL2Qk9yEnOQm5BTlprIIeiDavIZe6J6hF3KSm5CT3IScotxcsSz68Y9/vPBGoDtlH7bXv/ynf1oIXKA7ZR+2l9yE7slNyEluQk5Rbu5WFjVNc337BZZlWZZlWZZlWZZlWdZcreuVRZZlWZZlWZZlWZZlWdbiUhZZlmVZlmVZlmVZlmVZP1nKIsuyLMuyLMuyLMuyLOsna2dZtEth9BPloUZA9+xNyMnehJzsTcjJ3oSc2ntzt6LIsizLsizLsizLsizLsizLsizLsizLsizLsiyrWv8fvRKl8Hu8kucAAAAASUVORK5CYII=\",\"relationship\":null}],\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"target\":\"/matlab/document.xml\",\"relationshipId\":\"rId1\"}]}"},{"id":972,"title":"Set a diagonal","description":"Given a matrix M, row vector v of appropriate length, and diagonal index d (where 0 indicates the main diagonal and off-diagonals are identified by positive and negative integers), return a new matrix where the specified diagonal of M is replaced by v. You may assume that v is the correct length for the specified diagonal. If d is not provided, assume it is zero.\r\nFor example,\r\nM = magic(5);\r\nsetDiagonal(M,1:4,-1)\r\n\r\nans =\r\n  17    24     1     8    15\r\n   1     5     7    14    16\r\n   4     2    13    20    22\r\n  10    12     3    21     3\r\n  11    18    25     4     9","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: 286.938px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407.5px 143.469px; transform-origin: 407.5px 143.469px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 63px; 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: 384.5px 31.5px; text-align: left; transform-origin: 384.5px 31.5px; 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=\"\"\u003eGiven a matrix M, row vector v of appropriate length, and diagonal index d (where 0 indicates the main diagonal and off-diagonals are identified by positive and negative integers), return a new matrix where the specified diagonal of M is replaced by v. You may assume that v is the correct length for the specified diagonal. If d is not provided, assume it is zero.\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: 384.5px 10.5px; text-align: left; transform-origin: 384.5px 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=\"\"\u003eFor example,\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 183.938px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 404.5px 91.9688px; transform-origin: 404.5px 91.9688px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eM = magic(5);\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003esetDiagonal(M,1:4,-1)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eans =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e  17    24     1     8    15\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   1     5     7    14    16\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   4     2    13    20    22\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e  10    12     3    21     3\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4375px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.666667px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.666667px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.666667px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.666667px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; 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; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 404.5px 10.2188px; text-wrap-mode: nowrap; transform-origin: 404.5px 10.2188px; \"\u003e\u003cspan style=\"block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; unicode-bidi: normal; white-space-collapse: preserve; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e  11    18    25     4     9\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function M = setDiagonal(M,v,d)\r\n\r\nend","test_suite":"%%\r\nM = 1;\r\nv = 7;\r\nd = 0;\r\nM2 = 7;\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\nassert(isequal(setDiagonal(M,v),M2));\r\n\r\n%%\r\nM = magic(5);\r\nv = 1:3;\r\nd = 2;\r\nM2 = M;\r\nM2([11,17,23]) = v;\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\n\r\n%%\r\nM = rand(6);\r\nv = [.2 -.2];\r\nd = -4;\r\nM2 = M;\r\nM2([5,12]) = v;\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\n\r\n%%\r\nM = zeros(99);\r\nv = ones(1,99);\r\nd = 0;\r\nM2 = eye(99);\r\nassert(isequal(setDiagonal(M,v),M2));\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\n\r\n%%\r\nM = zeros(3);\r\nv = -1:1;\r\nd = 0;\r\nM2 = diag(v);\r\nassert(isequal(setDiagonal(M,v),M2));\r\nassert(isequal(setDiagonal(M,v,d),M2));\r\n\r\n%%\r\nM = eye(4);\r\nv = zeros(1,4);\r\nM2 = zeros(4);\r\nd = 0;\r\nassert(isequal(setDiagonal(M,v),M2));\r\nassert(isequal(setDiagonal(M,v,d),M2));","published":true,"deleted":false,"likes_count":6,"comments_count":10,"created_by":3117,"edited_by":3117,"edited_at":"2025-02-02T14:23:27.000Z","deleted_by":null,"deleted_at":null,"solvers_count":354,"test_suite_updated_at":"2025-02-02T14:23:27.000Z","rescore_all_solutions":false,"group_id":13,"created_at":"2012-10-05T19:01:46.000Z","updated_at":"2026-03-24T19:58:54.000Z","published_at":"2012-10-05T19:01:46.000Z","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\u003eGiven a matrix M, row vector v of appropriate length, and diagonal index d (where 0 indicates the main diagonal and off-diagonals are identified by positive and negative integers), return a new matrix where the specified diagonal of M is replaced by v. You may assume that v is the correct length for the specified diagonal. If d is not provided, assume it is zero.\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\u003eFor example,\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[M = magic(5);\\nsetDiagonal(M,1:4,-1)\\n\\nans =\\n  17    24     1     8    15\\n   1     5     7    14    16\\n   4     2    13    20    22\\n  10    12     3    21     3\\n  11    18    25     4     9]]\u003e\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003c/w:body\u003e\u003c/w:document\u003e\",\"relationship\":null}],\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"target\":\"/matlab/document.xml\",\"relationshipId\":\"rId1\"}]}"}],"term":"tag:\"diagonals\"","current_player_id":null,"fields":[{"name":"page","type":"integer","callback":null,"default":1,"directive":null,"facet":null,"facet_method":"and","operator":null,"param":null,"static":null,"prepend":true},{"name":"per_page","type":"integer","callback":null,"default":50,"directive":null,"facet":null,"facet_method":"and","operator":null,"param":null,"static":null,"prepend":true},{"name":"sort","type":"string","callback":null,"default":null,"directive":null,"facet":null,"facet_method":"and","operator":null,"param":null,"static":null,"prepend":true},{"name":"body","type":"text","callback":null,"default":"*:*","directive":null,"facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":false},{"name":"group","type":"string","callback":null,"default":null,"directive":"group","facet":true,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"difficulty_rating_bin","type":"string","callback":null,"default":null,"directive":"difficulty_rating_bin","facet":true,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"id","type":"integer","callback":null,"default":null,"directive":"id","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"tag","type":"string","callback":null,"default":null,"directive":"tag","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"product","type":"string","callback":null,"default":null,"directive":"product","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"created_at","type":"timeframe","callback":{},"default":null,"directive":"created_at","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"profile_id","type":"integer","callback":null,"default":null,"directive":"author_id","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"created_by","type":"string","callback":null,"default":null,"directive":"author","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"player_id","type":"integer","callback":null,"default":null,"directive":"solver_id","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"player","type":"string","callback":null,"default":null,"directive":"solver","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"solvers_count","type":"integer","callback":null,"default":null,"directive":"solvers_count","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"comments_count","type":"integer","callback":null,"default":null,"directive":"comments_count","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"likes_count","type":"integer","callback":null,"default":null,"directive":"likes_count","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"leader_id","type":"integer","callback":null,"default":null,"directive":"leader_id","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true},{"name":"leading_solution","type":"integer","callback":null,"default":null,"directive":"leading_solution","facet":null,"facet_method":"and","operator":null,"param":"term","static":null,"prepend":true}],"filters":[{"name":"asset_type","type":"string","callback":null,"default":null,"directive":null,"facet":null,"facet_method":"and","operator":null,"param":null,"static":"\"cody:problem\"","prepend":true},{"name":"profile_id","type":"integer","callback":{},"default":null,"directive":null,"facet":null,"facet_method":"and","operator":null,"param":"author_id","static":null,"prepend":true}],"query":{"params":{"per_page":50,"term":"tag:\"diagonals\"","current_player":null,"sort":"map(difficulty_value,0,0,999) asc"},"parser":"MathWorks::Search::Solr::QueryParser","directives":{"term":{"directives":{"tag":[["tag:\"diagonals\"","","\"","diagonals","\""]]}}},"facets":{"#\u003cMathWorks::Search::Field:0x00007f4f45e95e80\u003e":null,"#\u003cMathWorks::Search::Field:0x00007f4f45e95de0\u003e":null},"filters":{"#\u003cMathWorks::Search::Field:0x00007f4f45e95520\u003e":"\"cody:problem\""},"fields":{"#\u003cMathWorks::Search::Field:0x00007f4f45e96100\u003e":1,"#\u003cMathWorks::Search::Field:0x00007f4f45e96060\u003e":50,"#\u003cMathWorks::Search::Field:0x00007f4f45e95fc0\u003e":"map(difficulty_value,0,0,999) asc","#\u003cMathWorks::Search::Field:0x00007f4f45e95f20\u003e":"tag:\"diagonals\""},"user_query":{"#\u003cMathWorks::Search::Field:0x00007f4f45e95f20\u003e":"tag:\"diagonals\""},"queried_facets":{}},"query_backend":{"connection":{"configuration":{"index_url":"http://index-op-v2/solr/","query_url":"http://search-op-v2/solr/","direct_access_index_urls":["http://index-op-v2/solr/"],"direct_access_query_urls":["http://search-op-v2/solr/"],"timeout":10,"vhost":"search","exchange":"search.topic","heartbeat":30,"pre_index_mode":false,"host":"rabbitmq-eks","port":5672,"username":"search","password":"J3bGPZzQ7asjJcCk","virtual_host":"search","indexer":"amqp","http_logging":"true","core":"cody"},"query_connection":{"uri":"http://search-op-v2/solr/cody/","proxy":null,"connection":{"parallel_manager":null,"headers":{"User-Agent":"Faraday v1.0.1"},"params":{},"options":{"params_encoder":"Faraday::FlatParamsEncoder","proxy":null,"bind":null,"timeout":null,"open_timeout":null,"read_timeout":null,"write_timeout":null,"boundary":null,"oauth":null,"context":null,"on_data":null},"ssl":{"verify":true,"ca_file":null,"ca_path":null,"verify_mode":null,"cert_store":null,"client_cert":null,"client_key":null,"certificate":null,"private_key":null,"verify_depth":null,"version":null,"min_version":null,"max_version":null},"default_parallel_manager":null,"builder":{"adapter":{"name":"Faraday::Adapter::NetHttp","args":[],"block":null},"handlers":[{"name":"Faraday::Response::RaiseError","args":[],"block":null}],"app":{"app":{"ssl_cert_store":{"verify_callback":null,"error":null,"error_string":null,"chain":null,"time":null},"app":{},"connection_options":{},"config_block":null}}},"url_prefix":"http://search-op-v2/solr/cody/","manual_proxy":false,"proxy":null},"update_format":"RSolr::JSON::Generator","update_path":"update","options":{"url":"http://search-op-v2/solr/cody"}}},"query":{"params":{"per_page":50,"term":"tag:\"diagonals\"","current_player":null,"sort":"map(difficulty_value,0,0,999) asc"},"parser":"MathWorks::Search::Solr::QueryParser","directives":{"term":{"directives":{"tag":[["tag:\"diagonals\"","","\"","diagonals","\""]]}}},"facets":{"#\u003cMathWorks::Search::Field:0x00007f4f45e95e80\u003e":null,"#\u003cMathWorks::Search::Field:0x00007f4f45e95de0\u003e":null},"filters":{"#\u003cMathWorks::Search::Field:0x00007f4f45e95520\u003e":"\"cody:problem\""},"fields":{"#\u003cMathWorks::Search::Field:0x00007f4f45e96100\u003e":1,"#\u003cMathWorks::Search::Field:0x00007f4f45e96060\u003e":50,"#\u003cMathWorks::Search::Field:0x00007f4f45e95fc0\u003e":"map(difficulty_value,0,0,999) asc","#\u003cMathWorks::Search::Field:0x00007f4f45e95f20\u003e":"tag:\"diagonals\""},"user_query":{"#\u003cMathWorks::Search::Field:0x00007f4f45e95f20\u003e":"tag:\"diagonals\""},"queried_facets":{}},"options":{"fields":["id","difficulty_rating"]},"join":" "},"results":[{"id":2094,"difficulty_rating":"easy-medium"},{"id":61062,"difficulty_rating":"medium"},{"id":972,"difficulty_rating":"medium"}]}}