{"group":{"group":{"id":56263,"name":"The Cody First XI – MATLAB Problems for Cricket Fans","lockable":false,"created_at":"2022-11-08T15:09:46.000Z","updated_at":"2025-12-14T01:33:56.000Z","description":"You may never score more runs than Sachin. You may never take more wickets than Murali. But you can outscore them both on Cody with this cricket-themed problem set.\nCreated to celebrate the 10th anniversary of Cody and the 2022 T20 World Cup (which happened to occur at the same time), this problem set tests basic array manipulation and calculation, data analysis, and string processing skills.\nThese problems are intended mainly for the cricket nerds out there. If that’s not you, but you’re looking for a challenge, you can test your MATLAB knowledge on a whole new application area. The MATLAB is mostly straightforward. The problems can be done without knowledge of cricket (minimal explanations have been provided, as needed). But some of the cricket terminology might bend your brain, if you’re not familiar with it. (You might find yourself on a sticky wicket. It might leave you stumped. etc.)","is_default":false,"created_by":287,"badge_id":62,"featured":false,"trending":false,"solution_count_in_trending_period":22,"trending_last_calculated":"2025-12-14T00:00:00.000Z","image_id":5183,"published":true,"community_created":true,"status_id":2,"is_default_group_for_player":false,"deleted_by":null,"deleted_at":null,"restored_by":null,"restored_at":null,"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\u003eYou may never score more runs than Sachin. You may never take more wickets than Murali. But you can outscore them both on Cody with this cricket-themed problem set.\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\u003eCreated to celebrate the 10th anniversary of Cody and the 2022 T20 World Cup (which happened to occur at the same time), this problem set tests basic array manipulation and calculation, data analysis, and string processing skills.\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\u003eThese problems are intended mainly for the cricket nerds out there. If that’s not you, but you’re looking for a challenge, you can test your MATLAB knowledge on a whole new application area. The MATLAB is mostly straightforward. The problems \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ecan\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e be done without knowledge of cricket (minimal explanations have been provided, as needed). But some of the cricket terminology might bend your brain, if you’re not familiar with it. (You might find yourself on a sticky wicket. It might leave you stumped. etc.)\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\"}]}","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 291px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 289.5px 145.5px; transform-origin: 289.5px 145.5px; 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: 266.5px 31.5px; text-align: left; transform-origin: 266.5px 31.5px; white-space: pre-wrap; 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: 266.5px 8px; transform-origin: 266.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eYou may never score more runs than Sachin. You may never take more wickets than Murali. But you can outscore them both on Cody with this cricket-themed problem set.\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: 266.5px 31.5px; text-align: left; transform-origin: 266.5px 31.5px; white-space: pre-wrap; 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: 254.5px 8px; transform-origin: 254.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eCreated to celebrate the 10th anniversary of Cody and the 2022 T20 World Cup (which happened to occur at the same time), this problem set tests basic array manipulation and calculation, data analysis, and string processing skills.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 147px; 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: 266.5px 73.5px; text-align: left; transform-origin: 266.5px 73.5px; white-space: pre-wrap; 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: 266.5px 8px; transform-origin: 266.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThese problems are intended mainly for the cricket nerds out there. If that’s not you, but you’re looking for a challenge, you can test your MATLAB knowledge on a whole new application area. The MATLAB is mostly straightforward. The problems \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: 11.5px 8px; transform-origin: 11.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ecan\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: 12px 8px; transform-origin: 12px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e be done without knowledge of cricket (minimal explanations have been provided, as needed). But some of the cricket terminology might bend your brain, if you’re not familiar with it. (You might find yourself on a sticky wicket. It might leave you stumped. etc.)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","published_at":"2022-11-08T15:20:00.000Z"},"current_player":null},"problems":[{"id":56523,"title":"Cricket - Sort Batters by Distance Run","description":"Given a string vector of batters' names, a vector of the total number of runs they scored, a vector of the number of 4s they scored, and a vector of the number of 6s, return a string array of the player's names sorted according to how far they actually ran for their runs, from farthest to least. You can assume that 4s and 6s were not run at all (so the problem is equivalent to sorting according to the number of runs scored not from boundaries).\r\nFor example,\r\n\r\nname = [\"Matt\";\"Ben\";\"Renee\"];\r\nruns = [6;18;20];\r\nfours = [0;2;3];\r\nsixes = [0;0;1];\r\n\r\nsortednames = sortbyrundistance(name,runs,fours,sixes)\r\nsortednames = \r\n  3×1 string array\r\n    \"Ben\"\r\n    \"Matt\"\r\n    \"Renee\"\r\nHere, Matt has run 6 runs, Ben 10 (8 of his total 18 came from 4s), Renee 2 (18 of her 20 runs came from boundaries).\r\nA batter's score is the total of runs physically run and runs scored from boundaries (hitting the ball to the boundary scores an automatic 4 runs, hitting it over the boundary scores an automatic 6 runs). The score is typically reported as the total runs scored, along with the number of boundary 4s and 6s. In the above example, Ben's score is 18 runs (total), including 2 4s and 0 6s. Hence, his score was 10 runs he actually ran, plus 8 runs from boundaries.","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 652.267px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 326.133px; transform-origin: 407px 326.133px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 84px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 42px; text-align: left; transform-origin: 384px 42px; white-space: pre-wrap; 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: 371px 8px; transform-origin: 371px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven a string vector of batters' names, a vector of the total number of runs they scored, a vector of the number of 4s they scored, and a vector of the number of 6s, return a string array of the player's names sorted according to how far they actually ran for their runs, from farthest to least. You can assume that 4s and 6s were not run at all (so the problem is equivalent to sorting according to the number of runs scored \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: 11.5px 8px; transform-origin: 11.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-weight: 700; \"\u003enot\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: 58px 8px; transform-origin: 58px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e from boundaries).\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 41px 8px; transform-origin: 41px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor example,\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 170.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 85.25px; text-align: left; transform-origin: 384px 85.25px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 324px;height: 165px\" 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\" alt=\"Table showing runs, fours, and sixes for three batters. Matt has 6 runs, 0 fours, 0 sixes. Ben has 18 runs, 2 fours, 0 sixes. Renee has 20 runs, 3 fours, 1 six.\" data-image-state=\"image-loaded\" width=\"324\" height=\"165\"\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 224.767px; 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: 404px 112.383px; transform-origin: 404px 112.383px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 120px 8.5px; tab-size: 4; transform-origin: 120px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 32px 8.5px; transform-origin: 32px 8.5px; \"\u003ename = [\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"Matt\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 68px 8.5px; tab-size: 4; transform-origin: 68px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eruns = [6;18;20];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 64px 8.5px; tab-size: 4; transform-origin: 64px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003efours = [0;2;3];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 64px 8.5px; tab-size: 4; transform-origin: 64px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003esixes = [0;0;1];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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 8.5px; tab-size: 4; transform-origin: 0px 8.5px; unicode-bidi: normal; white-space: pre; 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: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 216px 8.5px; tab-size: 4; transform-origin: 216px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003esortednames = sortbyrundistance(name,runs,fours,sixes)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 56px 8.5px; tab-size: 4; transform-origin: 56px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003esortednames = \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 72px 8.5px; tab-size: 4; transform-origin: 72px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003e  3\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 4px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 4px 8.5px; \"\u003e×\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 36px 8.5px; transform-origin: 36px 8.5px; \"\u003e1 string \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003earray\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 36px 8.5px; tab-size: 4; transform-origin: 36px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"Matt\"\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 44px 8.5px; tab-size: 4; transform-origin: 44px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\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: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 374px 8px; transform-origin: 374px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eHere, Matt has run 6 runs, Ben 10 (8 of his total 18 came from 4s), Renee 2 (18 of her 20 runs came from boundaries).\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 84px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 42px; text-align: left; transform-origin: 384px 42px; white-space: pre-wrap; 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: 384px 8px; transform-origin: 384px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eA batter's score is the total of runs physically run and runs scored from boundaries (hitting the ball to the boundary scores an automatic 4 runs, hitting it over the boundary scores an automatic 6 runs). The score is typically reported as the total runs scored, along with the number of boundary 4s and 6s. In the above example, Ben's score is 18 runs (total), including 2 4s and 0 6s. Hence, his score was 10 runs he actually ran, plus 8 runs from boundaries.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function name = sortbyrundistance(name,runs,fours,sixes)\r\nname = sort(name);\r\nend","test_suite":"%% Farewell, Little Master\r\nname = [\"Murali Vijay\";\"Shikhar Dhawan\";\"Cheteshwar Pujara\";\"Sachin Tendulkar\";\"Virat Kohli\";\"Rohit Sharma\";\"MS Dhoni\";\"Ravichandran Ashwin\";\"Bhuvneshwar Kumar\";\"Pragyan Ojha\";\"Mohammed Shami\"];\r\nruns = [43;33;113;74;57;111;4;30;4;0;11];\r\nfours = [8;7;12;12;5;11;0;4;1;0;2];\r\nsixes = [0;0;0;0;0;3;0;1;0;0;0];\r\nsortname = sortbyrundistance(name,runs,fours,sixes);\r\nassert( isequal(sortname,[\"Cheteshwar Pujara\";\"Rohit Sharma\";\"Virat Kohli\";\"Sachin Tendulkar\";\"Murali Vijay\";\"Ravichandran Ashwin\";\"Shikhar Dhawan\";\"MS Dhoni\";\"Mohammed Shami\";\"Bhuvneshwar Kumar\";\"Pragyan Ojha\"]) )\r\n%% IPL 2022\r\nname = [\"Yashasvi Jaiswal\";\"Jos Buttler\";\"Sanju Samson\";\"Devdutt Padikkal\";\"Shimron Hetmyer\";\"Ravichandran Ashwin\";\"Riyan Parag\";\"Trent Boult\";\"Obed McCoy\";\"Prasidh Krishna\"];\r\nruns = [22;39;14;2;11;6;15;11;8;0];\r\nfours = [1;5;2;0;2;0;1;0;0;0];\r\nsixes = [2;0;0;0;0;0;0;1;1;0];\r\nsortname = sortbyrundistance(name,runs,fours,sixes);\r\nassert( isequal(sortname,[\"Jos Buttler\";\"Riyan Parag\";\"Yashasvi Jaiswal\";\"Sanju Samson\";\"Ravichandran Ashwin\";\"Trent Boult\";\"Shimron Hetmyer\";\"Devdutt Padikkal\";\"Obed McCoy\";\"Prasidh Krishna\"]) )\r\n%% Inaugural WTC\r\nname = [\"Tom Latham\";\"Devon Conway\";\"Kane Williamson\";\"Ross Taylor\";\"Henry Nicholls\";\"BJ Watling\";\"Colin de Grandhomme\";\"Kyle Jamieson\";\"Tim Southee\";\"Neil Wagner\";\"Trent Boult\"];\r\nruns = [30;54;49;11;7;1;13;21;30;0;7];\r\nfours = [3;6;6;2;1;0;1;0;1;0;1];\r\nsixes = [0;0;0;0;0;0;0;1;2;0;0];\r\nsortname = sortbyrundistance(name,runs,fours,sixes);\r\nassert( isequal(sortname,[\"Devon Conway\";\"Kane Williamson\";\"Tom Latham\";\"Kyle Jamieson\";\"Tim Southee\";\"Colin de Grandhomme\";\"Ross Taylor\";\"Henry Nicholls\";\"Trent Boult\";\"BJ Watling\";\"Neil Wagner\"]) )\r\n%% Don Debut\r\nname = [\"Bill Woodfull\";\"Bill Ponsford\";\"Alan Kippax\";\"Stork Hendry\";\"Charles Kelleway\";\"Jack Ryder\";\"Donald Bradman\";\"Bert Oldfield\";\"Clarrie Grimmett\";\"Bert Ironmonger\"];\r\nruns = [0;2;16;30;8;33;18;2;7;4];\r\nfours = [0;0;3;4;1;3;4;0;1;0];\r\nsixes = [0;0;0;0;0;0;0;0;0;0];\r\nsortname = sortbyrundistance(name,runs,fours,sixes);\r\nassert( isequal(sortname,[\"Jack Ryder\";\"Stork Hendry\";\"Alan Kippax\";\"Charles Kelleway\";\"Bert Ironmonger\";\"Clarrie Grimmett\";\"Bill Ponsford\";\"Donald Bradman\";\"Bert Oldfield\";\"Bill Woodfull\"]) )\r\n%% T20 WC 2022 Subcontinental Heart Attack\r\nname = [\"Mohammad Rizwan\";\"Babar Azam\";\"Shan Masood\";\"Iftikhar Ahmed\";\"Shadab Khan\";\"Haider Ali\";\"Mohammad Nawaz\";\"Asif Ali\";\"Shaheen Shah Afridi\";\"Haris Rauf\"];\r\nruns = [4;0;52;51;5;2;9;2;16;6];\r\nfours = [1;0;5;2;1;0;2;0;1;0];\r\nsixes = [0;0;0;4;0;0;0;0;1;1];\r\nsortname = sortbyrundistance(name,runs,fours,sixes);\r\nassert( isequal(sortname,[\"Shan Masood\";\"Iftikhar Ahmed\";\"Shaheen Shah Afridi\";\"Haider Ali\";\"Asif Ali\";\"Shadab Khan\";\"Mohammad Nawaz\";\"Mohammad Rizwan\";\"Babar Azam\";\"Haris Rauf\"]) )\r\n%% Lara Breaks a Record\r\nname = [\"Phil Simmons\";\"Stuart Williams\";\"Brian Lara\";\"Jimmy Adams\";\"Keith Arthurton\";\"Shivnarine Chanderpaul\"];\r\nruns = [8;3;375;59;47;75];\r\nfours = [0;0;45;2;5;10];\r\nsixes = [0;0;0;2;0;0];\r\nsortname = sortbyrundistance(name,runs,fours,sixes);\r\nassert( isequal(sortname,[\"Brian Lara\";\"Jimmy Adams\";\"Shivnarine Chanderpaul\";\"Keith Arthurton\";\"Phil Simmons\";\"Stuart Williams\"]) )\r\n","published":true,"deleted":false,"likes_count":2,"comments_count":3,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T15:09:23.000Z","deleted_by":null,"deleted_at":null,"solvers_count":81,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T19:56:18.000Z","updated_at":"2025-12-06T06:35:55.000Z","published_at":"2022-11-08T15:09:23.000Z","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\u003eGiven a string vector of batters' names, a vector of the total number of runs they scored, a vector of the number of 4s they scored, and a vector of the number of 6s, return a string array of the player's names sorted according to how far they actually ran for their runs, from farthest to least. You can assume that 4s and 6s were not run at all (so the problem is equivalent to sorting according to the number of runs scored \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003enot\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e from boundaries).\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=\\\"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=\\\"165\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"324\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"Table showing runs, fours, and sixes for three batters. Matt has 6 runs, 0 fours, 0 sixes. Ben has 18 runs, 2 fours, 0 sixes. Renee has 20 runs, 3 fours, 1 six.\\\"/\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=\\\"code\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003e\u003c![CDATA[name = [\\\"Matt\\\";\\\"Ben\\\";\\\"Renee\\\"];\\nruns = [6;18;20];\\nfours = [0;2;3];\\nsixes = [0;0;1];\\n\\nsortednames = sortbyrundistance(name,runs,fours,sixes)\\nsortednames = \\n  3×1 string array\\n    \\\"Ben\\\"\\n    \\\"Matt\\\"\\n    \\\"Renee\\\"]]\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\u003eHere, Matt has run 6 runs, Ben 10 (8 of his total 18 came from 4s), Renee 2 (18 of her 20 runs came from boundaries).\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\u003eA batter's score is the total of runs physically run and runs scored from boundaries (hitting the ball to the boundary scores an automatic 4 runs, hitting it over the boundary scores an automatic 6 runs). The score is typically reported as the total runs scored, along with the number of boundary 4s and 6s. In the above example, Ben's score is 18 runs (total), including 2 4s and 0 6s. Hence, his score was 10 runs he actually ran, plus 8 runs from 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jyaTar0jreXGvrQjJE+DJ/H3RGz/+sPSiNMfFgOPnuM2KnQ/XHE+DA4VmERwT/2aY8RpzZilhBM6h/27AHpd6XPa1vF3oPZe98tX1x26EMzxvowaOj2znztBb9uf5YH8OH+/vt74Y5gYafghxLjw/6dSQfo/GPf3OpOEJzqdo8ngITgQh/6j8CZ8sMw3dKdh30+M2qe2C6S9KEZo30YpFRCkwVLTYOtRfyiCciHJU/9EouS05pWi/ChtwtsBDP/2L0HofyD/s8EkBBc6EP/kdKzXY0fn7N7er2/HT5TJjblQB+aMdqHYZ8nXF/vl1IHjvOSqbAPS+0GQX5aGZUIHw6cDDVA3z82WIvbl09YZiQEF/rQHxDPblez54dC+HCu2Q36iBPLqNCHZoz3YZhSCU6l8FUW7Ojsf4s2AT7cf+P3m05rAvGH+HD/qd/FnNgEooTgQh8GxdUzN8Db67CTwmvwL2l22J0G9KEZ430YplSCNQPvtU1oT90L9yhwSULEh0Ex4mmNgX6MD4NixInlRyUEF/owWI3c7d8Fa3mGZOc/v6dVs0QfmgH4MGgL92f1w9N7WvvPeDcJlurDIJL9a05rJ/iT82HwTx3MUS0/EoILfRievdzJqARzN166KbiDPZM1E4E+NAPxYZhS8UfM/tXeXi5+jtBFbaIP987766288wPC//gHcmI+fLPiTwH4Oar+AeHSIiG42IfBgPlcYLrnQSC2rnwcLOT0B8zaNBHoQzMQH3bKSLwRc7BhcdNxDHY4dr/1RB+Ww0ZvvZUvmtPqNEX4cB6D6/V2zwdzAD2p+akgIbjYh8EGiMVFT4jB3Kq3+U35vPYXcnoh3Kzomwb0oRmQD8OUijdiDjpEa7px3+MgbN2UeJoPqyzjuaYe1/+rTmvD1JPyYdWZbjbGfu/d6qmdpyIhGOHDcPXimqshfO+Pg0ua7uFuJdDmKe3H5MTOU6EPzYB82EmptCPmjiiLS9vbN8Kmpnw6yYcva6Wu1Dt8vfdzDKf2yD8hH+qvXw9jeO0vz5jamZkSghE+3O3Upa/d2N55ut1dqtR2D/WT83XwPPX/69MaS5wQ9KEZmA/DSW5vxBzWy/XQTI2l+PB9O2Q6v3l7M/h99OyJ92M4GR/utJ3pS9du+Hf/NPeuOBkkBCN8GDUNu9LMGLYhuLJ541qw7HFlYjvc0IdmgD7srLxoxqx9m5n6tCtIU3wYaiHAO5HkB3MiPvSHx11md4deciQEY3zYGTH30jxn58nTS/FNAvrQDNCHYSGsN2IOMiqztAtIE3wYjs5DTq17eDI+DA6T6zC5U0AkBKN82L/Bq087ldA5pd5ncjum0YdmoD7szBS2CdG5oeuViKX0Dzsz5x7nTi/FcCI+3O3b6Ktmars5pPhwb/i2VHhncr/uzDZ6TGw3B/rQENSH3UMqmumbOrvXj78dTooPB4V47hQrUE5m/nBQiD/LMfyGSAjG+XB/d/iRWBIsURoUYhBlk4A+NAP2YSel0nbUdgdn+67509lJPuwMzx3nT7Mg72R8uL8b3lfHtenpMMWHUmOtd2KWTr/vdf+QuWdznGWHPjQD92EnpTJQQtyyEgZkmg/33/RY9s6pOuKEfLi//3y2h73W3ogJISEY7cP9N5193hybswWo92bdef60ylRPEvrQDNyH3T6bt0Tq7e2ZNPPanc5kdqIPyw5C57F/7ZR3ezkxH+7vBQddl0+S21NLBNRICMb7sHxQXJ+tXtjsXcP4vnPl2QcT7F7Th4bE+nAku09ue4/zzdtPLCq/3mw3Sty8c+pr10AfzmfnllPi2pUHE6uaa5AQTPFhGVaPgk7i5r3BZ+Lek0aJ565PsnddQh+accI+rHi7U2Hauam/U9+cKifqQ+G1/EsntuVhgIRgmg+FlzsPtq9f395+urOwz1fFysQWffvQh2b8CB9OmxP34eSREEz3IWmgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EKDx4Z/lxb//JxnN3+QO6msyhv9d3sD/ra/JGCQE/6avyQj+Xe7gn0sf/iIvCCEkc36hDwkhpII+JISQGvqQEEJqxIfMp6BU+ZT/R8bzj+UN/Ed9TcYgIfhv+pqM4P/KHZR8CuttUKp6m+9kPP9c3sB/1tdkDBKC/6GvyQiqJwrrDy2gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8Bxvrw7Y6yqw39vNardva0YcLgPvx286u+ypNxPvzy6u7W1eLy1q+vPmtLvkgIpvvw4NnNrY1ia+v+u7zjr2SsD68XygNt6OesXlXsaMOEgX14fLVYfaGvs2SEDw9fXNAIE9afHWp7pkgIJvrw68MzeveEjXfH2p4nY314Ue9fcVEbenmuFxXFI22ZMLAPf5MbdTXjR3S6D1/4v2Uh7wdKug+PHuqNa1j/pB9lyVgfrujdK4rX2tLHDb2mKO5oy4RBffixvlOrr/R9fqT68OhqfcsCNr7ppzkiIZjiwy/retd8fs24izjSh2/01pXc1qYe9lprXtOmCQP68Jvr6jzThvxI9OG3y3rHQi5kLEQJwQQfHnS71zU38xXiSB+2A+Hi7HCq5IleUjJ3WD0NMB8eu77OljZkSJoPv/kzhz4X8p1ykBCM9+GnVb1jXW4e6RXZMdKHD/TGCU+1bZYrekXJijZNGMyHv+uNWs84I5Dkw0CH61v+uzNf9JrskBCM9mGgw40tv694OVchjvThLb1vwuBQ+H07XC6Kt9o4XSAfHuhtKg60IUdSfHi8oTesKB4eyK/36KBNDVzIdcAnIRjrw6+NDs+8qKLu28eb2lAUd6tL8mOkDy/pbRNW3mtjF78TWTzXxumC+PDQzWvnO3lYkuLDZ3rDio226vBz48jftCU3JARjfbil96q42Q5J3jWdxI/akhkjfbimd61iqATRl2YGBTeID11sZjx5WJLgwy+uc3Pf7woeN13ETEuzJQQjffiH3qniD22oOHTT2Ot5jpjH+fC93rSagVyJl4MumZOGXszr7RZv4D3QfEoAPnSdnZwnD0sSfDiUffpV2y/nOWKWEIzz4eFAOcORm4h9qA15Mc6HXnpZeKPNIdv6aQ1UcPNYv0TwVroMNJ8S433IycOaeB++0ht2oduLOXY1OHlWcUoIxvnQPTh+1fcNX50os0xKjfNhMDM4VGx9Tj+tOa+to5i2D5vJw1xnvRzxPtSJwtXZyppvOpBez7KDKCEY5cPD+i4VG7O36YN+NGPKHBjnQz+9XHJWmwNe6ocObR7FtH3oJg+v5poVdUT7UJfy9D5AqlWPJe/0fVZICEb50N2lvrSJ62LnWNc+zodBpqSkL3nccebAoDqOSfvQTR6eyXmhWUW0D3Wwt9o33XqoHcTL+j4rJARjfHisQ5LemzTvaTN1xvkwSC+XXNd2j71maxsFKbiZsg8/6z8g1woHj1gfftM71v+DdV2fHFPMEoIxPnyn96g/5rSDeCbD8cooH4bp5ZKV2V0Qn+pHDfM3BpvPhH3Y5PNynzwsifWhW8vTn413HcQcS4olBGN8qOn5DX3bwXUQg0qcPBjlw056uWS2urDZINGBFNxM2Icuz5f95GFJrA/1ETJUrKmrLFYzvKMSghE+dB3sger/Y00xZ1gNO8qHnfRyySX9pGHXX6tXcUU/GcN0fegKRzh5WBLpQ/drHuq+uMFghtVLEoIRPnR3aGjji/v1xxk+UUb5sJsqKelmS3xV1ZzTT8YwWR9+dsssOHlYEulD92seKl4/0pua4dpHCcEIH6rvBobL379/qj/P8Ikyyofd9HJJtwRxU9s9gCNUpurDZvLwvjbkTaQPdYpheDSnA+YMM8wSghE+1PHw4APDDZjzm9Me5cNuermkU4I4k3EpAQpupupDN3nYUxWbI5E+XPhjdRVM+S3BlRBc7MMven+GByVaEpvfE2WMD/tk1ymnuaetPsP7JC5koj50k4c9yyyyJM6Hi3/Nbv1jfpMQEoKLfejibvh5ke0TZYwPd/RmBYQliM1xUx69BTevH9zelErF89efzBlPT9OHzeRhlkspeojzoVtPNpyBOtIr8jtbSkJwsQ91F6AL+rYHV3GTXQ3nGB8+0psVEJQghlvbKLf0Q48df5px5ZZ8xe3NhnvVNc/LV+f1EuFi/aFc19N8itsspvqw2dGUk4dKnA+1+nDOr9kVFOdXgSghuNiHWn04J+7cEyW7CsQxPrytNyvEL0G8o20Bm/phQ2BDYa38Dq/tRnWV3wn06EnYCI+r/+ZUSPWhJvmKjeOvz+5ubW39/uog7+2+In24MJ3SXJLf9JeE4GIfLkqnlOSaUBnjQ+9YlM12Exu/BLFZq3f2mr4o6e760B5G2nIjHx+6qpHibrvzfXE/6zLEOB9q529er1qX7J3Rt/kgIbjQh67zN2+aRm9ydnvcjPGhtzL5ltcTbPPH7QTjbb8vGU4Q9umwKK55tTyT9mF7ekXIr9mehRTrw4jqQpcwyK6/LSG40Iduxfy86kLtYQ9WKE6VET7crW9VxT1vprAtQWxV99JfyhKcXN+vw4Ap+9A7DqkLz6OfS0zvxqUDssvbSwgu9KG7O/PGItrDXte32TDCh/7Ghk/325xGMx7ea+oTzwfbOvgFNxE6nLQP27PgZslzp/aSKB+61Xrzejeu4Ca79RUSggt96GZq9G0vruBG32bDCB/66eXX/qkALrfbHkO/vf9aXwl1vrjCO6l+mAn70C2I6ufXTMuzo3z4VW/SPNfFjAgniYTgQh+6k6T0bS8vIq6ZIiN8GE4JvtVXJa4Esc2hvA0G17XfhJnNEXuZrg+bEwIGyHKr9kgfxvT9XB8yu4JsCcGFPozp+7k+ZG4F2SN86KWXZYjcJkC0BLHd2kZSzt7avjYD3V+x02W6Pryrf61w5v7Hg8MvB8/8tkwrtM19mN1tlBA09WFu9Q4jfOj17aSk0FuaV5cgtuNpee+tVGkmGP1BtHDu9pOdnW3PszWT9WGzJXZRrH/QtrLT+Hvba8xz+y9zH7Y3NxMkBE19mFuGPt2H/ghYlpx4A+a6A9iYauV9+c7fF9YtYQn3ij3r8izvO0Zsx9e+EyewXs8d2FMUvwczhYfuZKkst+KM9GHM3CDnD+cRMzfI+UN5EeNDP71cZUi8npqUILZ+rHaA9ZeqaMHNXrBX7EVvoV+4EnCqPnT1DsXqzHjOPbrz3BAxyocp+eXslt9KCC70YUJ+eVXfZkO6D31nVT07r0FKENuE85Pu5VVD52iV8/665/AM+6n6sOke9jjPPZeLm9qQE1E+dCcHzxsLu/R9drMOEoILfeg2xJg3Fo5YJD5J0n3o50KqDp+3/ZfMEDYFiSvVehT/rJVtaejUHnZ2AfM3xpmoD5vZw97Ca7clYo6n30b58Lven3mb17iKEq5P6SOm96zZPa5PWYg/yVevwPNannvD6Vpn/lY3dUFOW65d0t3kwe87TtSH7jzM/qKaZuFKhrvdx/lQs07zqta1d8P1y724Cs55PWzdAofrlxfipZc1Yexp6brXfazLs/f0nVDnW4LscrCGT/BmIyfqQ/099x6mXuLW3ma3VCrWh3oawLwJBe3dXNW3+SAhuNCHbgX4vB62Bunv+jYbkn3op5e1c+edpbey225tU3/o+3OtavBH0DN7gPmbzU7Th260MtS/OXZVN9kN9iJ9qP3riP0P81v4KCG42IeLdwhyi8SzK1hK9qGfXnY7vHqberUv3XnL/uFTVe7Et9jsocyeb6fpQze3NZgfdaetZ5ccjfShu4HDSyeO9Yr8dsaQEFzsQ+0+z9ke0iWksttsKdmH/spjtyC5dzXyS/3QLzas2vwc8uw59l5/cpo+XDi35WIxu2dzpA9dPmrx+Smf9H0+SAgu9qErYlh8fkp2C+mTfejXE7rccFhQWHNePwv0V60e8U9vdtL0aLMz0/ShPpyHC67ddHd+p3/E+fBYp7+G57YW/96nioTgYh8ufl5ke2Jrsg+9sXGbDAkXnFRobU0orWqLRP/it9UlAW01zjR9uPjwivqCDGe/4nzoDsMcfqJke1xApA/dE2W4hIHnL8f60D/Dqdnw2k+RKI3p/NP4qoIbv4Axw/6h1tPMsZ0eUp9dbi/Wh24wN5RwWtyBnCwSgot96J4og9WF+U44pPrQL59p9mcISwor2sSxt765uCgN/tnMGc4faudlTrlIfUGGe9xE+tAdwDx0+Jtbf5Hd6uVoH7qarqH9w3W34tX89uFM9aFfPOgVy8xsd+2JTluEquDGt1iG+WXNpwxX/scs0J0mkT50o7mhAbPO0Gb4a471oXuiDA2YteQrw01FUn3op5K9A5W7A2b/NOb2CL6ikB1v/AF0hvWHC9eSue0eWH84hApv4A654XKOK8AlBCN86IQ38FB2w+X8MnrJPvTTy97+/37VtXBNmwV/p0KxVnBY/cz6FC9fM00funKRweGwnsuc3dYi8T50v9f+6X43GMxxhyAJwRgfuinY/nukUzpDK6imTKoP/fSyvxWDX0RTojvZVPgfVcNo352+OAV/PD5NH7r9WYayn8cLRoMTJtaHboFF7w/WncWQ4XrHeB8eah+6Nwjd4+auvs+JVB/66WW/b+cPgotizT9q2c+fVAU3gTs7HcQM9rdxO9gM9F/c8pQMuzfRPnRzDn0dRLddRpbHtkoIxviwmXLoizK3H12OJ4En+tBPL4fny/uzhJ7JSvwpx6o7GEw2bgbf4htuqj50k9nrveXC7pz69QyzAdE+dGu8V2cTpN/0/uU42EvwoQvCjdkwc+n5DMs3k33oD2fbchvBn1gM5eSveK5WrYTVOe5UPuF5sNBloj50xf/FVo/yjrT4MMftvuJ92HQCL3SfKceuc5NfKbEgIRjlw6YTOLOj11edr8ly/jXVh35fL8wN+9YLTentF1usVC1hdc4lOWVA2AucOl0fNucF3J8R4pEL0yy7N/E+PHKbAHVnWd1kxHqW3cMEHza7EncevM0DOcP565JEH/rG8sptBG9msZolbPE7fdWyle75eteevNx/u3O7k6OerA/d8oCiuNr51X5xwZhl9zDBh+2B/sEz5VgLiXM9sDXBh808dVjWfqjLSfumInIg0Yd+etkvtynx9m3o5Ej8HEy9SWzK+cvCxHzYPIOLdX/W/+g3nfvK9eGc4MMmIVBstPuifXZ7i2dZeyhICEb68LgJwpvtU/mdGyznWHsoJPrQV1vn5JO2rLDZ2kbxTxio1620u8bOY7I+bOdoiuLC73Ua7/jjQ68xz9Feig9dWU3JwwOZRTw6aDqHmSZTSiQEI33YlNUUxZkX1Vqobx/dzHamyZSSNB8G6eVuKXVTKtPpOAb1NbpAzzfZINP1YTvcq7i8tdU8rIXV/LaCrUjx4fePTWe6ZD28gfltHalICMb6sB0xCxtb7eO4NGSeo+VUHwYTf0GhTElTZ9jdxOuBtgvVmcwlfp9xiAn78Ps7/9fcYTXXn3OSD79/GryFmU4elkgIRvvQO+27w5kcSw8r0nzon34XJpFL3EY2M2uS/f/KjaX3IoQ4ZR96c11dNnJ9Nif6cEiIq1kWitRICMb7cEiIF7KNwEQf+ktNZrdi0JNSZvbwCnqV2jYkxCveApVJ+/D7ka5T7nI3w0JsJdGH/UJczW/TvhYJwQQf9gvxQoZHfzvSfOhvbd0ptympx8X+1jY1/pF8hSs27Bfilb3pnzfa8C6Y86q5kO9YL92H3782lUsNV/Pt25RICKb48Pun2Ri8n98xCy1pPvRXF3ezJq7wurtDQ4m/HqUuuKl4HKzxE27sZXD+ssenpmqk5tec+zYjfPj9+wdXL1ezkfPjpERCMMmH349fhEa8meEuuh5pPvQrqzvlNkLlMn9rG8XX6ANtq3gQ1N1cktMDsvLh9++Hr25uVaO+1a2bLzIep1SM8GHZR3xW38Ci2HqWaV6+RUIwzYcln37Th8qZX7MPwTQfLuDJ5ubmlW7aeS57j25v1r3E89vNSHpJGeXDmoPsf8gVo3xY8fkg726NQ0Iw2YfC8cFBtjllH1MfjuX1zsyc4xIC+JBUjPchqZEQHOVDUvNT+HAa0Ico9CGKhCB9CEAfmkEfotCHKBKC9CEAfWgGfYhCH6JICNKHAPShGfQhCn2IIiFIHwLQh2bQhyj0IYqEIH0IQB+aQR+i0IcoEoL0IQB9aAZ9iEIfokgI0ocA9KEZ9CEKfYgiIUgfAtCHZtCHKPQhioQgfQhAH5pBH6LQhygSgvQhAH1oBn2IQh+iSAjShwD0oRn0IQp9iCIhSB8C0Idm0Ico9CGKhCB9CEAfmkEfotCHKBKC9CEAfWgGfYhCH6JICNKHAPShGfQhCn2IIiFIHwLQh2bQhyj0IYqEIH0IQB+aQR+i0IcoEoL0IQB9aAZ9iEIfokgI0ocA9KEZ9CEKfYgiIUgfAtCHZtCHKPQhioQgfQhAH5pBH6LQhygSgvQhAH1oBn2IQh+iSAjShwD0oRn0IQp9iCIhSB8C0Idm0Ico9CGKhCB9CEAfmkEfotCHKBKC9CEAfWgGfYhCH6JICNKHAPShGfQhCn2IIiFIHwLQh2bQhyj0IYqEIH0IQB+aQR+i0IcoEoL0IQB9aAZ9iEIfokgI0ocA9KEZ9CEKfYgiIUgfAtCHZtCHKPQhioQgfQhAH5pBH6LQhygSgvQhAH1oBn2IQh+iSAjShwD0oRn0IQp9iCIhSB8C0Idm0Ico9CGKhCB9CEAfmkEfotCHKBKC9CEAfWgGfYhCH6JICNKHAPShGfQhCn2IIiFIHwLQh2bQhyj0IYqEIH0IQB+aQR+i0IcoEoL0IQB9aAZ9iEIfokgI0ocA9KEZ9CEKfYgiIUgfAtCHZtCHKPQhioQgfQhAH5pBH6LQhygSgvQhQOPDv8iLv/0rGc1f5Q7+BxnPP5Q38B/0NRmDhOA/6Wsygn+TO/iX0oe/yAtCCMmcX+hDQgipoA8JIaSGPiSEkBrx4Z/lxb//JxnN3+QO/j8ynn8sb+A/6msyBgnBf9PXZAT/V+7gn0sfst4GhfU2KKy3QZEQZL0NAOsPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzN+iA+PPz7c2ihKtm6++qptk2GUD+WOXC1vyIWtu88+aVu2SAgm+/Dbu4dbq9Ud5A1M9uHjzS43th/s6IdZk+zD47tbPhGx+OWuqLBh/dWxfjANRvjw45bei5r137/pB3kiIZjow89BTK2/ONL2PEn24bbeuA4X773XC7Il2Yev9N4p77R5kK+/6pUt66/0s0mQ7MMPl/U+eNycXLc5AQnBJB8ehk/YkjML43DKWPmw5MobvSRTUn14KGMUj0Vx+PGMXhiwdagfT4BEHx7NPh+E1T/08wyREEzx4ae+mPp1WqOOJAx9WKzc02vyJNWH3SfzAh/+ppd1Wf+iFyw/aT78Us2j9nEz2zGfhGCCDz91HsnKVr5jZksfll3EPb0qRxJ9eKD3rGG+D3/Xq2Y5M5kBYpIPv/R2l2su5DqLKCEY78OP/TosisvZCtHWh1kLMc2HxzO9m7k+fKcXVWzcv+nL4MJUojfFh4cX9F/fy+VMh3wSgtE+9GPqzNZDSdI7shWisQ+L63pZhqT58IXesJZ5PvzSPsnvHlSx+vVdK9St6prlJ8GHx14mZf3+h4PDbwcf7noPiV/1usyQEIz1YRtT6x/qSejP7SDkZtWQH9Y+LF7rdfmR5sPPB44Peufm+fCmXlOst1U5x230ftSmJSfBh+3j5ExbdHT8al0bi+J3bcsLCcFYHzb9wfttZ/Bz85BdMJs9Vcx9eE2vy4/UfIrjm965ORH4US8p7gbjmM9uzHhZG5aceB+2ufmrQX79qHlwFNNJMyUgIRjpQ1fttRrUvR67LN/6hOoWEjD3Yb4dxBP0oXuUb3SmxZqczDQ6iPE+vK//7uJud6Kw+eShNmSFhGCcD7+5J0qnOqmZiLirDXkB+XBzf29n58EVfads64XZcXI+PNQris/a0PBQP5hG8Eb7sLkhPakkV5S4mmMHR0IwzofuNs08Nr65Wdgs1+6BPqx4fU3fV2hjfpycD10icHZO7FhHzGcmkU+N9uEf9b+6WJ15QJS3xE2B/aYNOSEhGOXDr3qTehLxbtCRZUrKwof7+ze0QVjJteTm5Hyoz/LVHuk5VR7o+6Um2odu/uCFvg/4pB+u6/uckBCM8qGr7u+baHFdxxxnYG18uHdWW4Rcl+2dnA+1x9OXNflSfzRv8nF5iPWhu2Nn9H0Hl1PJsChbQjDGh8c6e9ibiHMxlWMH28aH+3e0Rch1s5uT86HO6PTGp372TN8uNbE+dOn2gRHdpPrMaUgIxvjQJZf783BuPJLhDKyRD59qi/BE23LjxHx4PO8C3e9qEtnUWB8+q//NxcDmPi7bkuG+DhKCMT6cM+IocTOIk9o8KQ4jH77RFuGBtuXGifnQ/b57kgfNrhD39e1SE+vDRRNc2mfOsCRbQjDChy7keudfS7SsfSrrnhIw8uH+ijaV5Fpwc3LjZZ3s+aBvAzTBPInffqwP/3hWo29n0BK6STwj0pAQjPChy88PzbBqGddqfquYrXy4pk0lj7UpN048n9L3+3f/8STGhrE+XAR9uADtYG/o2xncgHki60ATMPLhrrYIz7UtN07Oh5ow7QtflzuYRPGslQ+1Pz2JHFMaEoKLfXi8MAmnF+S3xsfIhy+1RXipbX28TEs+v9mZ92U/GSfnQ7cKpUd67viQSeyBaORDV2ucYTpAQnCxD133b/ghqk/gC/o2H4x8+ERbSta0qcPL7eub1aB6ZfPadkQXcu/JDS1qvLi9HBWNJ+dDF78XZgqyXaZ1Ghs6GPnQFZNkuOBMQnCxD90NGp4edHGV3QSikQ+9FXs3tCngySX9VLk4M8l4Tj8pka997Fd4FxeXoZt4cj50E2Izy5Q/DyzKX1KMfKgppr7lPFNHQnCxD3W8Mech6tb49JY0TBkbH3rdw550yt4DT3aOs/fCdX2BD3c7+iyKO3rZT8wJ+tDlAzszPoduqe5Efvo2PnTV2jluaSohuNiHutxxTr7pqL4ivxJOEx++9jpzZ2eWL+91NsBxXNnVCyp8H+5d1Fcet/S6n5cT9OFxs8+pf1RSezjaRFZWmfjwyG0KmWE5dqQPNW6Gqg8FDbjsluwZ+HAn2N5mpnu42yO3mou+ED0fXuwV6E9/eN8J+rAdGBfrbhXacXvg3tWJjAxNfOg2QJzGlj+JSAgu9KGr7++tZ1W0C5ldHxvy4drm5qZXiC1c1Msa3vaMlR0X3+pFJXMuq1nxLv4pOUkf+mfXb/1x8P3w08N2a/z1qWxcYOHD5pCkHHcjiPOhS8/NmxzUZU8X9G02QD6c5VxXWntzPXeuHVwv9OFPfxLBifqwWaM2y+pk9i0w8GGzm2mW28HG+dBNsM67Q3o2T3Z7ptn60O/w1dzWTwZoB8GLffizbyR2sj4cPIB5Yzo5QAMfNockzZscmy4Sggt96LrQ+rYXV3Cjb7PB1ofb7/Uqx2v9oOba4zf7u09ve0PsleY/iPDhT74w+oR9+P2gHSF7eIejLT24D5uHxlVtyAwJwYU+dHMv+rYXd36hvs0G4/FysflUr6sJcimuM/jSS0c31YodH67dfvL25eNb+q7mvF76k3LSPmynxjw2pjQshH3YnEN4ZhLrddKREFzow5i+n4u13GYdrH1YGs7LGj/Qtop2X8T3nvzccXyhDy9pv3EnKMvu9j5/Lk7Yh1/c0ryQ1WfTyaOiPmxPWM9vI4IaCUFTH+a2x7i9D4vz7STipjYJfjrE2z72tjYFPrzY5Fn8jWZ/8p0iTtSHR+5c3FnWF3YslwXQh4eu8jDTycMSCUFTH+a2YO8EfNja7L02CO1ModCWLLpBcOBDb9Dt1yI+0rafk5P04ZFbsSdsbJU0XaGSqWxcgPnwuOlA53l0sCAhyPlDgJPwYTMp+FjfC+Gy5h1tLdHepO9Dv4jRH3K7vuTPyQn6sP2pFxf+0CHMp4etEudV1i4RmA/dLkB9Z2jmgoTgQh8m5JcHTuyaLpAPz23f3tzc7Fl/ov07f+FKeKrKXptj1uMFfB/6iWQ/Q927VcRPwwn6sCk+POMvQvvWNK9OYysXyIfNGu/JlKePQEJwoQ9d1mnefdLFTxf0bTZAPmz2c3h5p5MOqVo96RVFsFjZn1nUL/G/wN8kcU/bhFx92CxO2eikTZsPprGhA+LDA9db7jujPhskBBf60K1PmVfHr4/aaewjl4CND0tt+SeOatY4LD4c4mz13wc+DLaE0DYhVx+6PMGFmdntpgRnElOIgA+bdSlZbuPQICG40Idu/fK8CWudrx440XW6WPmwkwmuzOVNEs6j+q8DH9YtirYJmfrQjW/6BoJu3nvwKIxlYrwPj5t8U5bLlhskBBf6MObMbr0kuyMK7XwYzBaekwY/nTKHOvE86EPvpKpMfaibt/f3fJwIplBxN96HzUxqhkdk+kgILvZh/P6HE0nUxWPoQ7+6psoa39PXC6iXJXs+rGTa4H2Qpw/dcSD9czlf9NMp1JiM9qHrJffMKOSFhOBiH+qWaBf0bQ9uSDJ0wvVkMfRh0MWTbRAX7OXgqLMn9OGQD11sDkyM6R7Zc4J7aRjrw+yX6TVICC72oXt8DD883Drw7CqXLH3ol05LycwNfb2AuhLH0164Tjl7H7ok8sBSUhe6+naZGenDr9kv02uQEFzsw8XHK2u9a3bpZVMf+rsvyPb+kT6sd9T2tBd+bfY+XFAKFlNNtiSM82FzQEC+y/QaJAQX+/BYHyCDuSd3QXbpFFMf+iU3oi7//ZWdQWbyKfRhgOYKhnawchOIE9gVdpwPuUyvRUJwsQ9dSA3Osbjj9Saz03A0lj70+4OiLj+fsnBza/pwyIf6ex/KnC76z5eIUT5sjpHJeJleg4RghA/dFMxQ6bomXDI8sdXSh/5uNnI+qF9vM3OuShf6cEhourPN0FxO5v1DLtPzkRCM8KELuYHx8LFWH2Z4YquhD4PlebIq2a/H1lUow9CHQz7UhMmqvu3yof440/nD5uDBrJfpNUgIRvjQrXgaGDAvqGiYMoY+9A+lr5LGgSAX7eVKHw750PWABjqAbmyjb5eZdB9+a85QyHqZXoOEYIwP3YC5P8OsNf6rGRZz2vlw77y2VlQLmP0BdOf45Ded/R3ow0EfuuqIh/o+xI1tprBgL9mHx83xUXkv02uQEIzx4ZF2qzf6Zghd9zDHe2rmw72gumatavOvDYsK368Va5u3H+y0VqQPh3zolt/3n6DpnvRTmOtJ9mGzaXjmy/QaJARjfNhkofr2AXFLQLNbnFJi5cPnl7StpjZXsMHNy6pJaeS5sqmbvNKHQz5sztDsW2966AaMg//1EpHqQy7T6yIhGOVDl4Vbn33IuvmZDLMpJj7c23ly3dt0oaKusQ62eGjPRAkzz/Sh/usGjdYsR5u94tjt9bA+hdKIRB+6Kjku02uQEIzyYbNJyFY3cJqNJLNc7AP5cJCz6r7n+r7iejM4fqQtgjtXhT4c9OGx6wPObIPd6HAaSzPSfPi12fIw+2V6DRKCcT5sFjl2pqWbDFV2Wx9WnIwPm8MBgrMEzj2qjLgTDK17ztejDzs022B3pnsOm3RC/9zispHkwyPdyILL9DwkBON82E42/O73EL+6ycMzuZ28XHMiPmyLr1/6JTcl57unrbieJH04x4fNJGFR3PQmuV+1zdNYaJrkw6ZrfPlggAxH0RKCkT5st9DdaEs3X7he45xonDQn4cNz7QHM4Yn0PehpUvTh3Ahsqo5Lbr6rkgdfnzXbGExm6jvFh25bnznM2e90qkgIRvrQO72/ePihfMweH7xoxhvZJuxPwIe+DsOUyiyt4ejDeU9ktwhFudz2DIWNiaRXE3zYuSG90IfzaQ7fqWimH4QLuS5+tPfh+UCH+7t+UXYXWeWs0IdzRyjzukNnphK88T70O8yD0IcLCIXoka0OzX24sh0cjleyd10/msU/Z5k+nD9j087sdNmYTN1stA8PvbmCYejDRQwI8XK+5Zy2Ply5UR+GEjL0nwRL+OjDBTPYX4MBTUuQHlxuYn3YLtObC324kF4hZqxDUx9evNddlKy87ZtE3KyWODfQhwt8+P24b8zs5QaXn1gfPtR//ALow8V8nXm0rD6bzgM2nWQfPt7s48r2g/pYqAFeXu8U3lx/qp84rus3lbiSxBrvg86eED8ZY314uFXTLbae5fCPpkaiYvX+4v9mmYj04YHesEVkWJcoIZjkw7KLGBhx9X7e20gm+3A0z29vnq3v+ebtxwMdyaVmrA+T+Pri5la1LmNj6+G7qT3I4/MppB8JwUQffv/+5dlWPTl94f4fuS8E/3E+rNHTUqbID/FhzZdpLh6gD1EkBJN9WHGY31kpffxoH06YH+jDiUIfokgIjvMhqaAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQ4DGh3+RF3/7VzKav8od/A8ynn8ob+A/6GsyBgnBf9LXZAT/JnfwL6UPf5EXhBCSOb/Qh4QQUkEfEkJIDX1ICCE14kPml1GYX0ZhfhlFQpD5ZQDW25hBH6LQhygSgvQhAH1oBn2IQh+iSAjShwD0oRn0IQp9iCIhSB8C0Idm0Ico9CGKhCB9CEAfmkEfotCHKBKC9CEAfWgGfYhCH6JICNKHAPShGfQhCn2IIiFIHwLQh2bQhyj0IYqEIH0IQB+aQR+i0IcoEoL0IQB9aAZ9iEIfokgI0ocA9KEZ9CEKfYgiIUgfAtCHZtCHKPQhioQgfQhAH5pBH6LQhygSgvQhAH1oBn2IQh+iSAjShwD0oRn0IQp9iCIhSB8C0Idm0Ico9CGKhCB9CEAfmkEfotCHKBKC9CEAfWgGfYhCH6JICNKHAPShGfQhCn2IIiFIHwLQh2bQhyj0IYqEIH0IQB+aQR+i0IcoEoL0IQB9aAZ9iEIfokgI0ocA9KEZ9CEKfYgiIUgfAtCHZtCHKPQhioQgfQhAH5pBH6LQhygSgvQhAH1oBn2IQh+iSAjShwD0oRn0IQp9iCIhSB8C0Idm0Ico9CGKhCB9CEAfmkEfotCHKBKC9CEAfWgGfYhCH6JICNKHAPShGfQhCn2IIiFIHwLQh2bQhyj0IYqEIH0IQB+aQR+i0IcoEoL0IQB9aAZ9iEIfokgI0ocA9KEZ9CEKfYgiIUgfAtCHZtCHKPQhioQgfQhAH5pBH6LQhygSgvQhAH1oBn2IQh+iSAjShwD0oRn0IQp9iCIhSB8C0IdmAD789lVfRPL5m76YFoAPP3/RF3kjIUgfAtCHZozy4eG7+5cL4cLWw1eH2jiHo3f3N6rri61nn7VtMozx4fGnZ1ur9R1Zv/tH4nNlckgI0ocA9KEZI3z48Wr9S3b8+kE/GODbQ/3p12y80/aJkO7Dw2frei+UyxO7JYlICCb58JXet5oL2povyT7c1lvXsFly49FL/Thjkn34se4ZBpx5pR/28SKwoXB1Un3EZB/O3pCyl5izESUEU3x4eEbvWg19iPvQceXxnl6SKYk+PL6vN67DzaFR81GPPotiSr/+RB9+7fSuHfeP9IL8kBBM8WEnBulDOx8Wxdqtt3pRlqT58Fuv3YT1T3pJSL8Oi+KFfj4B0nz47YLegRk2ppluikBCMMGHn/WGOehDSx8Wxco9vSpHknx4OPhjLumbRRz25zO9YvlJ8uGwDovicq49RAnBBB92Y4o+tPVhUVzMt4uY4sPjQbsJq7Ozgv6v/8LNZ79t6WthMkJM8mFwBze2XJK55vKxXpUZEoLxPgyTKSX0obUPi3PZCjHFhzf1bpWs33z26ej74cELbzZsfWbA1/hv9YX2fT631/cPsJePFB+2v+XV3w6qlm8fvbs6oVmEFCQEo33YSaaU0IfmPsxXiAk+/Kj3qsSb/P/cdvq6/Zt32l5seHXHTXZ1fSK9oQQfHjbdwV+9Z8enpvpmNaKWc4JICMb78KBBnyT0ob0Pi4t6ZW7E+/BYS6pncidtpycsu2me5HcD831xzQ+1YclJ8OHv+i/vTBYc3dXm4jdtyQsJwYT5wwbNM9OHJ+DD4rFemhnxPmy0d7U77/+xv8vnfuXdbuMnbS+mUYYY78Nj1xG8qQ2OZmL2zET6zGlICNKHACfhw7N5FiLG+9DlRlZn60L+0I+CukKnvdlpxRf6yWV9v9zE+9BNOFyYSSR/cU+UqUyqJiEhSB8CQD7c3H+zs7OzfV3fNjzSa/Mi2odN1VdfLfVD/cw33K/a1tMLdCmESfz6433o6oh70ibuEXFf32eFhCB9CAD6sOb9o/PaUuPa8yLah7/pbbqr7wOO3Eiwld83bflV3/t8mfPZ0hHvQzcB21N4fawfTaPLnIiEIH0IYOLD/f29oI+4kuWAOdqHbrjcv0WV69/8oe9bf/Ze7/qOU9jvKtqHR/qPvqrvA9SV6/o2KyQE6UMAIx/u71/Utoqn2pgVsT50P+Yz+r6D6w3+ru+/H2sWub8L6DqIU8inRvvw27Oa3lkCl3zSt1khIUgfApj58LW2VdzWxqyI9aHLjgwNcTVD2oymXe3hwBShziCuTiCfGj9enofrYPeMpSePhCB9CGDmw/1z2ijc0LasiPWhq7YZ2tlLR8DNWFDfDxWQLNDlMmHjQ3dDciy4kRCkDwHsfHhbG4Xgg1yI9eFHHewN9V90urCJTR0uD+VLj7TAZAIDZtP+IecPE6APFTsfPtBGIcslKtH5lAVoxY2LTVedM9j/0wHzBPKpNj7U5wnzywnQh4qdD59oo3BO27LCyoe6T8OWvn1Wvx2eH3Tj7+WfL7Pxod6/SVQgpSIhSB8C2PlwRxsF+hBAx8cun6KbPDg9zuIyzMu/U7aJD11+ft7BC5NFQpA+BLDz4WNtFIZ8+HpnJ+WglZc7JRG1jPFfm/gHJGHkQ6c3t1HB4ulBvWL5N3Uw8aEOl/Pc4EZCkD4EsPPhPW0Ugg9qntzYPFt/uLZ5PeKolbcPNuvLi7Ubc8oZ47829Q9IxsiHrsC63tTv+1d9+7F+24f2IHuLk5cKCx+66dYsh8v0IYqdD69po9Ctt9l94FfjlJy9t6sfObwLyq/d217RNxVnn+tVIRFfq8RfOR4bH7ruoavWdjsXzOnuaI9o+ROqBj787LZAm/P8mDASgvQhgJ0P17RReKBtNbu3/M+UtduhkAIfvu3YqyiuzXboor62Iv5KBBsfuj1h3fShZktW9W0fbk+cpT80BPZhez51nt1D+hDFzIdPta3itTZWvA+W8rVcDHzk+3B3RoelEPW6hrivFeKvhDDxoWaT2/XIWn2zoW/7cAteln4TRNCHn9rzAmb3AcsDCUH6EMDKh7s6N1dxVhsrZvt6juBkAe+qi73+uqUXKpFfWxJ/JYaFDz+7/k2zz6n2F7v7nvq4KcalTzCP9+GLreB4qdUp7G4xBglB+hDAyIe7gcLuaKvwumeo6jjn9SMHpdUQdDpjvzblShADHx43p+g11de6W8u85LHb4WrpK0zG+1B/z8oZzUXlh4QgfQhg4sO3nfm5N9pe8n6OjcqOZDsruNiH/og5+msTrkQx8GHzs24X56kh554pWl+y/OeOGvnwap5nSQkSgvQhAOrDnZ0n21f0rcPf3aa7d/alUE/tpYt96HcQo7824UoU3IfNKXrr7fSX5kvnui7mmmXAxodZboytSAjShwCQD/tZea+XlviLVori+vOyO/b6nmeklWYGL8KH7TA8/mvjr4SBfdhMHrraQ0Fb5rpO+5BLX5Bt48MzH7QxQyQE6UOAE/Chd7zenn+OwIo7VuWN19oMgjs+PP9gZ39v515QhXheL0342oQ/AAb14WFzeLA/EahNc89XVx8ufcfIav7QO9M6MyQE6UMAex/6I1B/z5uiXSi352Vf3CA49OE1LYV5E+RpXMcz/msT/gAY0IfHug9Bx2vaFtM/XPodv6x8WKx/1fbckBCkDwHMfRgUTvs28+tlvFGs02fgw7bTFmy77VapxH9twh8AA/qw+UlfDXayiZkb1HF2xvOHwpcPbf3hRo6bwZZICNKHANY+9Ett9t9qo3DWm1X0F/e5rR8CH3p9Nn8ZoC57if/alD8ABvNhc0b9epgdTcgvZ1xvo3xrjJhpUkVCkD4EsPXhxXCd8SNtFsJyaq9/psU5vg/9dS/+d2hXLv5rU/4AGMiHB/rHFKudVSZaZzzv9+0OqMq4Hruheaws/+5nY5AQpA8BDH24dr27D41fiBN+ttemeLXT5/twu26q8AfMuk1E/Nem/AEwiA+/uW0Iim5ydOH2h+0WEEu/hYGBDxshrmaZU5EQpA8B7HwYjJQrdr3scPdI5na8qp1B34c7dVONtgm1D+O/NukPgAF8eOzOV5/NiXROD+jDbYGz9EkECx+6G+adX50REoL0IQDkw3N+OUw4PycEuZBBdLGz78O6RdE2ofZh/Ncm/QEwgA/dnoc9y5Rdf0ff9hGxBc5yYOLDQ80uLf92kCOQEKQPASAfbt7RFxXX9YqG5/rBAuqL430Y/7VJfwDMeB/+rn9IsTE7yHOb18zZoUCDefkPUDLxodsOcvm7yyOQEKQPATAf7vm72hRP9BKHf4LAHOp+pefDlarB4S0mqX0Y/7VJfwDMaB+68W5xpucnfKifzckPaMpl+bf8s/Ghm06dW8I+USQE6UMAzIfhrofdEbN/6Rzq4hrPh2EFjPdB7cP4r036A2DG+vBLs0yv90hRzbQMJ5hdevl3fb+82PhwMst1RiAhSB8CgD4MMrjdEbN/Qv0c6uxJvA/jvzbpD4AZ6cMj/fkOdWgWHq/sRtSDBzQvDUY+vFvfj3kp+akiIUgfAqA+fBOsMA5HzDe0dQH1emdPe+Fp9jM+jP/apD8AZpwPj90BAc0JAR1cQmVwE6uFBzQvDUY+1AnEeVuKTxUJQfoQAPXhfpBSCUfMY30YFsBM3Idu9r+zTK/FTYcN1o9orc4EukNGPnQPCH2bExKC9CEA7MMwpRKMmH1VXpGjlPuZyacs8GH81yb9ATCjfOjOgirWv2nLDDqeHvKdOy1gAuev2/pwXonSVJEQpA8BYB+GKZVgxOyfyHxF2waJ92H81yb9ATBjfNhsedhdpuehsTo0YHa//gkcGWLkQ63Idie25oSEIH0IgPvQW+lR4o+Y/XKXcE6wh3gfxn9t0h8AM8KH35otD+espnDlOAMdQB0uTyGUY324VTPUI9bqds4fxkMfKgY+fBukVLwRs7dnQrGmbYPE+zD+a5P+AJh0Hx43h8LN3bpQpbneO8G4wJZLRawP9bYN/HqPtc/N/HI89KFi4MOgyR8x7/miXLQvf7wP47826Q+ASfehFoYs+um+0Kt6laduWJ3CGUqxPnT3rX+OwW0VtPTHJ4xAQpA+BLDw4Z6nrGDE7Bcn+nvWlLzuFv3F+zDha1P+AJhkHzrPLTo93a3I7esguu7hJIqPY33oSpD6K9DdYvCl3+5nBBKC9CGAhQ87KZV2xOzv1h8WWb8ve27nNrcf7zS7ziT4MP5rU/4AmFQfujrq3mV6Aa4/NPv7b4q5J3EAe6wPXQ/QO4awxdUnTaAeMx0JQfoQwMSHYUqlHTG/0YaKYKvY9j84e6U2UoIP47825Q+ASfTh12bLw4UdGfcTn7myKeaexlxZrA+PXRqqp2bzyG2dNrtVUAZICNKHADY+DFMq7YjZ9+Q5PSJK8L9EN71O8GHC1yb8ATBpPmx+tzH7Drg9/VY73cCmfRp7ucT6sBkw9+xh0WydluNwmT5EsfFh0OqNmIMNCC85Te75ddJn1VIpPoz/2oQ/ACbNh81JHzHb0hy7YfEF72Tm78fN2paJbOUS7cOmg9g9WvSoua05ZpfpQxgjH4YplXYFXLDdw9odyfG+fRysaHG79af4MOFr46+ESfJhs+Vh8fuzfoJscnO8iieAg6aHeXkiU2XRPmw7iMW6f58+NbdkGhOqyUgI0ocARj7spFTWXE8s3O6hxD8AVDjrJu+SfBj/tfFXwqT48IP+3+cQxqYbGZcC+O3d5+9HB8/awzW7o+ilJd6Hx+2/vrjw6qB6Rhz+0WyNMYGzqMchIUgfAlj5MJip81bHLdqS9ZFel+bD+K9NuBIlwYftlofDhLHZDgRnmcxRcvE+9ErZK1a3mtP8Kwb2Cpo8EoL0IYCZD8OUSjtinr/HTFsUmObD6K9NuRIk3oeHzZaHc+jEpt8jCpnOyZoJPvx+FAox5GaOtTaChCB9CGDmw+ADb8S8d11b+vB22kr0YezXplwJEu3D47AvM0A3NgeEuLr828A2pPjw+9HwXXyYqw7pQxQ7H3ZSKu1+Mn4yN8S3UaIPY79WiL8SItqH7VzgPGZi87gpJfE4MyEdpvnw+/cX/bMOk7oliUgI0ocAdj7spFQ81zzyjoTyWAlslOzDuK+tiL8SIdaHbW50Lj2x+aEpM3HcnMKy5YZEH37/2tNFPPP7pG5JIhKC9CGAoQ87KZVmxLy/v3u7m+UtudF+LqT7MOpra+KvBIj04bebul3VAvpSAkevgpnHX/1qxAmQ6sPv3788DB8RG6/mLwWfOhKCY3z4Yjjm8iLZh483WzorO95qs3JPm4W3t89rxNas3Xqjnziu639VEn6t94H/jRWLv9YRf+Vo4vMpCJ+f3ayK7Lbu/zG4o/ayku7Dkk+/b23J0serWw8/5Nw1rJAQHONDoiT7cDRvH1zZrIr/1ja3n5sV/SV87Qn9AQ0/xodTZpQPiYeEIH0I8ON8OHnoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDAPrQDPoQhT5EkRCkDwHoQzPoQxT6EEVCkD4EoA/NoA9R6EMUCUH6EIA+NIM+RKEPUSQE6UMA+tAM+hCFPkSREKQPAehDM+hDFPoQRUKQPgSgD82gD1HoQxQJQfoQgD40gz5EoQ9RJATpQwD60Az6EIU+RJEQpA8B6EMz6EMU+hBFQpA+BKAPzaAPUehDFAlB+hCAPjSDPkShD1EkBOlDgMaHfy8v/tdfyWj+h9zBfybj+W/lDfxv+pqMQULwf+prMoL/I3fw70sf/iIvCCEkc36hDwkhpII+JISQGvqQEEJqxIeEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhPww/vSn/w+Hk269rvlYfAAAAABJRU5ErkJggg==\",\"relationship\":null}],\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"target\":\"/matlab/document.xml\",\"relationshipId\":\"rId1\"}]}"},{"id":56483,"title":"Cricket - Average Partnership Contribution","description":"The (infamous) Duckworth-Lewis method uses statistical models of how much each wicket partnership is worth to an innings (on average). Given an 10-by-n matrix representing the score at the end of each partnership (either by the fall of a wicket or the innings ending) for n innings, return a 10-element vector that gives the average proportion of the total score each wicket contributes. For innings that are completed without all 10 wickets falling, there will be NaNs for the partnerships that did not occur. (This means the total team score is the last non-NaN value in each column.) The average across the n sample innings should ignore NaNs.\r\nIf the total innings score is 200 and the first wicket fell at a score of 40, the first wicket was worth 0.2 of the total. If the second wicket fell at 60, it was worth 20 runs = 0.1 of the total. And so on.\r\n\r\nx = [0 50;20 80;30 120;70 130;70 140;80 180;100 180;110 200;140 NaN;150 NaN]\r\nx =\r\n     0    50\r\n    20    80\r\n    30   120\r\n    70   130\r\n    70   140\r\n    80   180\r\n   100   180\r\n   110   200\r\n   140   NaN\r\n   150   NaN\r\n\r\navg = partnershipcontrib(x)\r\navg =\r\n    0.1250\r\n    0.1417\r\n    0.1333\r\n    0.1583\r\n    0.0250\r\n    0.1333\r\n    0.0667\r\n    0.0833\r\n    0.2000\r\n    0.0667","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 1289.83px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 644.917px; transform-origin: 407px 644.917px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 127.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 63.75px; text-align: left; transform-origin: 384px 63.75px; white-space: pre-wrap; 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: 365px 8px; transform-origin: 365px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe (infamous) Duckworth-Lewis method uses statistical models of how much each wicket partnership is worth to an innings (on average). Given an 10-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: 4px 8px; transform-origin: 4px 8px; 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: 256.5px 8px; transform-origin: 256.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e matrix representing the score at the end of each partnership (either by the fall of a wicket or the innings ending) for \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: 4px 8px; transform-origin: 4px 8px; 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: 257px 8px; transform-origin: 257px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e innings, return a 10-element vector that gives the average proportion of the total score each wicket contributes. For innings that are completed without all 10 wickets falling, there will be \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: 12px 8px; transform-origin: 12px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003eNaN\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: 28px 8px; transform-origin: 28px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003es for the partnerships that did not occur. (This means the total team score is the last non-\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: 12px 8px; transform-origin: 12px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003eNaN\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: 117.5px 8px; transform-origin: 117.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e value in each column.) The average across 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: 4px 8px; transform-origin: 4px 8px; 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: 96px 8px; transform-origin: 96px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e sample innings should ignore \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: 12px 8px; transform-origin: 12px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003eNaN\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: 5.5px 8px; transform-origin: 5.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003es.\u003c/span\u003e\u003c/span\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: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 369.5px 8px; transform-origin: 369.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eIf the total innings score is 200 and the first wicket fell at a score of 40, the first wicket was worth 0.2 of the total. If the second wicket fell at 60, it was worth 20 runs = 0.1 of the total. And so on.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 581.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 290.75px; text-align: left; transform-origin: 384px 290.75px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 969px;height: 576px\" 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alt=\"A two-column matrix of nondecreasing values, with the last non-NaN value highlighted in each column. This is converted to another 2-column matrix of the differences from row to row. The total score is shown below, being the highlighted values from before. The matrix is again converted to a new 2-column matrix where each value is the proportion of the total (given by the total score values from before). Finally, a column vector is calculated from the matrix by averaging across the columns.\" data-image-state=\"image-loaded\" width=\"969\" height=\"576\"\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 510.833px; 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: 404px 255.417px; transform-origin: 404px 255.417px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 304px 8.5px; tab-size: 4; transform-origin: 304px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003ex = [0 50;20 80;30 120;70 130;70 140;80 180;100 180;110 200;140 NaN;150 NaN]\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 12px 8.5px; tab-size: 4; transform-origin: 12px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003ex =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e     0    50\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    20    80\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    30   120\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    70   130\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    70   140\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    80   180\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   100   180\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   110   200\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   140   NaN\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   150   NaN\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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 8.5px; tab-size: 4; transform-origin: 0px 8.5px; unicode-bidi: normal; white-space: pre; 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: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 108px 8.5px; tab-size: 4; transform-origin: 108px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eavg = partnershipcontrib(x)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 20px 8.5px; tab-size: 4; transform-origin: 20px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eavg =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.1250\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.1417\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.1333\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.1583\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.0250\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.1333\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.0667\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.0833\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.2000\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    0.0667\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function avg = partnershipcontrib(s)\r\n\r\navg = mean(s);\r\n\r\nend","test_suite":"%% 12 innings\r\nx = [93 10 9 14 5 46 165 7 42 14 8 88;164 44 10 31 58 55 169 24 72 18 9 98;227 53 10 34 100 144 173 31 145 63 10 228;NaN 58 25 63 NaN 178 241 35 158 69 32 356;NaN 67 143 178 NaN 195 497 58 180 84 45 372;NaN 67 151 342 NaN 277 592 69 188 88 60 379;NaN 88 224 370 NaN 311 592 75 206 151 102 476;NaN 90 NaN 376 NaN 319 643 131 226 185 102 502;NaN 93 NaN 396 NaN 325 668 131 NaN 219 105 522;NaN 101 NaN 431 NaN 326 707 136 NaN 253 109 554];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.127561166808451;0.12977999987294;0.155703562754948;0.0927761241656379;0.177085480116408;0.108446996646594;0.163626020105591;0.0902197552243652;0.0409854550106841;0.0605319499146062])) \u003c 1e-5 )\r\n%% 15 innings\r\nx = [0 36 0 16 40 2 107 49 0 58 15 0 31 35 15;47 149 13 35 43 14 115 92 0 136 106 6 62 51 35;68 204 255 96 102 23 197 183 49 136 133 45 141 72 50;71 237 382 300 114 29 211 199 55 173 137 71 142 78 102;118 308 NaN 507 132 85 217 304 62 173 204 79 162 78 133;132 319 NaN 542 251 96 238 321 67 173 248 87 181 157 150;172 NaN NaN 566 251 143 276 350 67 208 248 99 182 225 183;NaN NaN NaN 572 266 166 NaN 414 71 237 264 117 194 252 197;NaN NaN NaN 572 275 171 NaN 433 75 239 277 119 195 282 197;NaN NaN NaN 606 282 213 NaN 436 90 248 278 129 221 282 250];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.0935178799346019;0.123522199506716;0.214786109140686;0.107581946541405;0.144429580185992;0.105164272050944;0.100678940349023;0.0802158893817775;0.0295136677949011;0.0817011534864528])) \u003c 1e-5 )\r\n%% 10 innings\r\nx = [2 61 9 66 70 24 30 34 2 11;144 176 174 66 126 83 46 82 27 16;NaN 225 259 66 149 159 90 122 74 42;NaN 228 277 153 184 193 100 156 80 43;NaN 229 279 NaN 189 198 133 282 81 51;NaN 261 480 NaN 194 284 163 336 81 82;NaN 263 508 NaN 219 286 197 359 93 124;NaN 263 NaN NaN 220 299 214 466 98 159;NaN 269 NaN NaN 236 300 238 468 105 165;NaN 276 NaN NaN 239 313 239 526 112 193];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.131857056901008;0.25577103343828;0.166489867398518;0.115025818107455;0.0590566909925436;0.149512322121404;0.0855127326608772;0.0780370592130176;0.0413840570886391;0.0573537352490243])) \u003c 1e-5 )\r\n%% 17 innings\r\nx = [47 132 4 29 4 33 14 1 185 16 80 10 39 96 22 49 44;48 175 8 30 11 86 14 20 189 28 139 44 53 NaN 33 113 101;49 260 15 31 13 139 44 131 289 244 142 51 124 NaN NaN 179 103;60 277 70 77 13 161 187 143 321 331 146 55 124 NaN NaN 201 134;90 355 85 88 15 209 200 171 322 339 149 85 124 NaN NaN NaN 142;179 444 114 180 18 294 204 210 347 345 180 106 126 NaN NaN NaN 142;237 510 119 199 21 311 236 255 354 346 181 119 130 NaN NaN NaN 158;248 520 124 205 21 410 320 293 361 350 182 155 156 NaN NaN NaN 159;252 NaN 124 225 21 442 337 301 381 363 227 159 165 NaN NaN NaN 185;257 NaN 124 246 47 NaN 337 312 382 365 233 167 168 NaN NaN NaN 190];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.240994776523359;0.124242738355593;0.166998542784811;0.123630511079241;0.0693601120017177;0.133635916354558;0.0730614634765755;0.0807820974677455;0.0569861900798804;0.0682662046838182])) \u003c 1e-5 )\r\n%% 16 innings\r\nx = [38 32 56 7 87 67 6 0 42 53 8 78 28 0 19 6;140 NaN 75 51 87 100 320 21 55 119 196 100 28 63 47 48;168 NaN 92 148 87 110 329 130 55 122 218 101 32 89 101 48;213 NaN 136 283 219 115 337 176 65 167 318 117 43 196 121 85;266 NaN 150 306 252 169 339 182 86 226 357 373 50 215 121 89;290 NaN 160 347 331 NaN 379 230 106 254 415 439 61 246 130 189;NaN NaN 206 375 333 NaN 418 261 202 301 424 452 64 345 165 197;NaN NaN 206 384 333 NaN 418 273 210 314 455 494 69 353 172 239;NaN NaN 240 394 362 NaN 446 305 237 388 466 NaN 85 353 173 252;NaN NaN 248 403 NaN NaN 453 305 286 419 466 NaN 89 365 181 254];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.182240310458828;0.175892478952746;0.0875416554422805;0.152836201456442;0.112910555705271;0.12396440347931;0.113191687593507;0.0426419111443832;0.0783210269004195;0.0404773549272449])) \u003c 1e-5 )\r\n%% 6 innings\r\nx = [132 23 8 4 1 5;175 52 8 4 10 18;260 68 63 4 33 18;277 80 74 36 36 64;355 80 177 125 43 71;444 112 208 147 43 108;510 113 216 208 43 109;520 148 231 240 52 119;NaN 149 251 253 82 166;NaN 155 265 253 82 167];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.0817279080428618;0.0762315818040129;0.125787053267087;0.0983562962636804;0.169623320455451;0.13384999984987;0.0684430187318784;0.0996265908248745;0.156119498902202;0.0195055780101392])) \u003c 1e-5 )\r\n%% 2 innings\r\nx = [0 79;23 144;40 167;47 177;53 215;68 249;77 249;108 261;110 284;132 320];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.1234375;0.188683712121212;0.100331439393939;0.0421401515151515;0.0821022727272727;0.109943181818182;0.0340909090909091;0.136174242424242;0.0435132575757576;0.139583333333333])) \u003c 1e-5 )\r\n%% 7 innings\r\nx = [82 77 39 17 25 16 9;100 77 146 28 88 57 35;146 91 262 102 119 242 35;163 98 279 114 286 242 39;247 103 305 168 362 277 47;503 173 307 172 368 299 50;557 206 364 194 489 304 59;559 220 605 258 493 309 73;570 267 615 277 554 314 83;NaN NaN 631 293 556 315 86];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.107497876929982;0.11206962590314;0.173226871930385;0.0672585891886349;0.104632115131127;0.120518985511512;0.103128650710132;0.120309237160835;0.0739838287054595;0.0243239063603082])) \u003c 1e-5 )\r\n%% Only one partnership (non-NaN)\r\nx = [51 135 80 56 0 73 12 95 25 158 19 13 10 164 3 1 49 5;99 162 NaN 75 35 146 12 117 115 249 53 63 20 208 34 34 90 39;100 165 NaN 92 73 161 49 117 163 267 80 142 21 218 54 34 99 90;NaN 225 NaN 136 73 351 76 311 NaN 310 92 170 51 330 115 59 128 113;NaN 241 NaN 150 74 389 205 313 NaN 321 143 188 94 364 115 90 152 119;NaN 281 NaN 160 84 394 224 315 NaN 326 170 196 100 388 137 127 208 170;NaN 288 NaN 206 123 422 233 376 NaN 370 178 196 100 396 185 149 241 203;NaN 294 NaN 206 181 449 245 434 NaN 447 178 205 100 408 210 173 267 239;NaN 312 NaN 240 193 475 258 451 NaN 460 226 205 104 424 210 200 283 270;NaN 343 NaN 248 202 481 270 460 NaN NaN 226 231 104 424 210 200 426 271];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.211390656192859;0.168194620890675;0.0927330577536002;0.177194557307618;0.114920288442186;0.0786823138140911;0.0873894127938098;0.0799241281835184;0.0661291359874339;0.0496857216889986])) \u003c 1e-5 )\r\n%% No NaNs at all\r\nx = [2 114;9 116;18 195;20 266;50 294;206 316;215 326;229 340;242 390;247 422];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.139119673043345;0.0165397087322755;0.111820519216379;0.0881718057447666;0.0939041003895082;0.341855824395111;0.0300669647140089;0.0449277586967784;0.0855574956348217;0.0480361494330065])) \u003c 1e-5 )\r\n%% Only one innings - no NaNs\r\nx = [20;35;39;111;123;123;128;133;149;153];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.130718954248366;0.0980392156862745;0.0261437908496732;0.470588235294118;0.0784313725490196;0;0.0326797385620915;0.0326797385620915;0.104575163398693;0.0261437908496732])) \u003c 1e-5 )\r\n%% Only one innings - with NaNs\r\nx = [107;152;204;250;NaN;NaN;NaN;NaN;NaN;NaN];\r\navg = partnershipcontrib(x);\r\nassert( max(abs(avg - [0.428;0.18;0.208;0.184;NaN;NaN;NaN;NaN;NaN;NaN])) \u003c 1e-5 )","published":true,"deleted":false,"likes_count":2,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T20:18:04.000Z","deleted_by":null,"deleted_at":null,"solvers_count":37,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T18:20:52.000Z","updated_at":"2025-12-06T12:44:27.000Z","published_at":"2022-11-08T15:10:27.000Z","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\u003eThe (infamous) Duckworth-Lewis method uses statistical models of how much each wicket partnership is worth to an innings (on average). Given an 10-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 representing the score at the end of each partnership (either by the fall of a wicket or the innings ending) for \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 innings, return a 10-element vector that gives the average proportion of the total score each wicket contributes. For innings that are completed without all 10 wickets falling, there will be \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\u003eNaN\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003es for the partnerships that did not occur. (This means the total team score is the last non-\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\u003eNaN\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e value in each column.) The average across the \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 sample innings should ignore \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\u003eNaN\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003es.\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\u003eIf the total innings score is 200 and the first wicket fell at a score of 40, the first wicket was worth 0.2 of the total. If the second wicket fell at 60, it was worth 20 runs = 0.1 of the total. And so on.\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=\\\"576\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"969\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"A two-column matrix of nondecreasing values, with the last non-NaN value highlighted in each column. This is converted to another 2-column matrix of the differences from row to row. The total score is shown below, being the highlighted values from before. The matrix is again converted to a new 2-column matrix where each value is the proportion of the total (given by the total score values from before). Finally, a column vector is calculated from the matrix by averaging across the columns.\\\"/\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=\\\"code\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003e\u003c![CDATA[x = [0 50;20 80;30 120;70 130;70 140;80 180;100 180;110 200;140 NaN;150 NaN]\\nx =\\n     0    50\\n    20    80\\n    30   120\\n    70   130\\n    70   140\\n    80   180\\n   100   180\\n   110   200\\n   140   NaN\\n   150   NaN\\n\\navg = partnershipcontrib(x)\\navg =\\n    0.1250\\n    0.1417\\n    0.1333\\n    0.1583\\n    0.0250\\n    0.1333\\n    0.0667\\n    0.0833\\n    0.2000\\n    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- How Much More to Beat Bradman?","description":"Sir Don Bradman famously needed only 4 runs in his final innings to retire with an average of 100. Out for a duck, he ended instead with the legendary figure of 99.94.\r\nGiven a player's career average and total runs scored, calculate how many runs they would need to score in one final innings to bring their career average to 100 (assuming, for safety, that they will be dismissed in this final innings).\r\nBatting average is defined as total runs divided by number of dismissals (ie number of innings - number of not-outs).\r\nFor example, Bradman himself scored 6996 runs at an average of 99.94. Given one more innings, he would need to score 104 runs, to get a total of 7100, for an average of 7100/(71 dismissals) = 100. (This makes sense - he still needs the 4 from the previous innings, plus another 100 for the new one.)\r\nChris Martin, on the other hand, scored 123 runs at an average of 2.36. Given one more innings to get his average to 100, he would need to score a mere 5177 runs.\r\n% The Don\r\nr = beatthedon(99.94,6996)\r\nr =\r\n        104\r\n\r\n% Chris Martin\r\nr = beatthedon(2.36,123)\r\nr =\r\n        5177","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 439.9px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 219.95px; transform-origin: 407px 219.95px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 368.5px 8px; transform-origin: 368.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eSir Don Bradman famously needed only 4 runs in his final innings to retire with an average of 100. Out for a duck, he ended instead with the legendary figure of 99.94.\u003c/span\u003e\u003c/span\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: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 371.5px 8px; transform-origin: 371.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven a player's career average and total runs scored, calculate how many runs they would need to score in one final innings to bring their career average to 100 (assuming, for safety, that they will be dismissed in this final innings).\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 365px 8px; transform-origin: 365px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eBatting average is defined as total runs divided by number of dismissals (ie number of innings - number of not-outs).\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: 384px 31.5px; text-align: left; transform-origin: 384px 31.5px; white-space: pre-wrap; 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: 384px 8px; transform-origin: 384px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor example, Bradman himself scored 6996 runs at an average of 99.94. Given one more innings, he would need to score 104 runs, to get a total of 7100, for an average of 7100/(71 dismissals) = 100. (This makes sense - he still needs the 4 from the previous innings, plus another 100 for the new one.)\u003c/span\u003e\u003c/span\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: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 372px 8px; transform-origin: 372px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eChris Martin, on the other hand, scored 123 runs at an average of 2.36. Given one more innings to get his average to 100, he would need to score a mere 5177 runs.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 183.9px; 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: 404px 91.95px; transform-origin: 404px 91.95px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 36px 8.5px; tab-size: 4; transform-origin: 36px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"border-block-end-color: rgb(2, 128, 9); border-block-start-color: rgb(2, 128, 9); border-bottom-color: rgb(2, 128, 9); border-inline-end-color: rgb(2, 128, 9); border-inline-start-color: rgb(2, 128, 9); border-left-color: rgb(2, 128, 9); border-right-color: rgb(2, 128, 9); border-top-color: rgb(2, 128, 9); caret-color: rgb(2, 128, 9); color: rgb(2, 128, 9); column-rule-color: rgb(2, 128, 9); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(2, 128, 9); text-decoration-color: rgb(2, 128, 9); text-emphasis-color: rgb(2, 128, 9); \"\u003e% The Don\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 104px 8.5px; tab-size: 4; transform-origin: 104px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003er = beatthedon(99.94,6996)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 12px 8.5px; tab-size: 4; transform-origin: 12px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003er =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 44px 8.5px; tab-size: 4; transform-origin: 44px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e        104\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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 8.5px; tab-size: 4; transform-origin: 0px 8.5px; unicode-bidi: normal; white-space: pre; 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: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 56px 8.5px; tab-size: 4; transform-origin: 56px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"border-block-end-color: rgb(2, 128, 9); border-block-start-color: rgb(2, 128, 9); border-bottom-color: rgb(2, 128, 9); border-inline-end-color: rgb(2, 128, 9); border-inline-start-color: rgb(2, 128, 9); border-left-color: rgb(2, 128, 9); border-right-color: rgb(2, 128, 9); border-top-color: rgb(2, 128, 9); caret-color: rgb(2, 128, 9); color: rgb(2, 128, 9); column-rule-color: rgb(2, 128, 9); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(2, 128, 9); text-decoration-color: rgb(2, 128, 9); text-emphasis-color: rgb(2, 128, 9); \"\u003e% Chris Martin\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 96px 8.5px; tab-size: 4; transform-origin: 96px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003er = beatthedon(2.36,123)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 12px 8.5px; tab-size: 4; transform-origin: 12px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003er =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 48px 8.5px; tab-size: 4; transform-origin: 48px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e        5177\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function target = beatthedon(avg,r)\r\ntarget = avg*r;\r\nend","test_suite":"%% Chris Martin\r\nassert( isequal(beatthedon(2.36,123),5177) )\r\n%% Sachin Tendulkar\r\nassert( isequal(beatthedon(53.78,15921),13779) )\r\n%% Shane Warne\r\nassert( isequal(beatthedon(17.32,3154),15146) )\r\n%% Virat Kohli\r\nassert( isequal(beatthedon(49.53,8074),8326) )\r\n%% Jacques Kallis\r\nassert( isequal(beatthedon(55.37,13289),10811) )\r\n%% Herbert Sutcliffe\r\nassert( isequal(beatthedon(60.73,4555),3045) )\r\n%% Andy Flower\r\nassert( isequal(beatthedon(51.54,4794),4606) )\r\n%% Javed Miandad\r\nassert( isequal(beatthedon(52.57,8832),8068) )\r\n%% Garry Sobers\r\nassert( isequal(beatthedon(57.78,8032),5968) )\r\n%% Kane Williamson\r\nassert( isequal(beatthedon(52.62,7368),6732) )\r\n%% Muthiah Muralidaran\r\nassert( isequal(beatthedon(11.67,1261),9639) )\r\n%% Michael Holding\r\nassert( isequal(beatthedon(13.78,910),5790) )\r\n","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T20:17:29.000Z","deleted_by":null,"deleted_at":null,"solvers_count":59,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T18:26:08.000Z","updated_at":"2026-03-16T15:51:07.000Z","published_at":"2022-11-08T15:10:56.000Z","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\u003eSir Don Bradman famously needed only 4 runs in his final innings to retire with an average of 100. Out for a duck, he ended instead with the legendary figure of 99.94.\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\u003eGiven a player's career average and total runs scored, calculate how many runs they would need to score in one final innings to bring their career average to 100 (assuming, for safety, that they will be dismissed in this final innings).\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\u003eBatting average is defined as total runs divided by number of dismissals (ie number of innings - number of not-outs).\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, Bradman himself scored 6996 runs at an average of 99.94. Given one more innings, he would need to score 104 runs, to get a total of 7100, for an average of 7100/(71 dismissals) = 100. (This makes sense - he still needs the 4 from the previous innings, plus another 100 for the new one.)\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\u003eChris Martin, on the other hand, scored 123 runs at an average of 2.36. Given one more innings to get his average to 100, he would need to score a mere 5177 runs.\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[% The Don\\nr = beatthedon(99.94,6996)\\nr =\\n        104\\n\\n% Chris Martin\\nr = beatthedon(2.36,123)\\nr =\\n        5177]]\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\"}]}"},{"id":56498,"title":"Cricket - Career Batting Statistics","description":"Given a vector s of strings representing a batter's individual innings scores, return their career statistics as a 4-element (numeric) row vector representing: average, half-centuries, centuries, and ducks. The strings will be in the form of a number (\"42\") or a number with an asterisk (\"42*\") to represent \"not-out\".\r\nBatting average is defined as total runs divided by number of dismissals (ie number of innings - number of not-outs).\r\nHalf-centuries is the number of scores from 50 to 99 (whether out or not-out)\r\nCenturies is the number of scores greater than 99 (whether out or not-out)\r\nDucks is the number of scores of 0 out (0* should not be counted)\r\nFor example:\r\ns = [\"53\";\"163*\";\"6\";\"186\";\"147*\";\"0\";\"89*\";\"0*\"];\r\nstats = battingstats(s)\r\nstats =\r\n   161     2     3     1\r\nIn this case, the batter has a total of sum([53 163 6 186 147 0 89 0]) = 644 runs from 4 completed innings (8 innings - 4 not-outs). Hence their average is 644/4 = 161. They have two half-centuries (53 and 89*), three centuries (163*, 186, 147*), and one duck (0 - the 0* does not count as a duck).","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 381.9px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 190.95px; transform-origin: 407px 190.95px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 63.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 31.75px; text-align: left; transform-origin: 384px 31.75px; white-space: pre-wrap; 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: 48px 8px; transform-origin: 48px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven a vector \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: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003es\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: 325px 8px; transform-origin: 325px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e of strings representing a batter's individual innings scores, return their career statistics as a 4-element (numeric) row vector representing: average, half-centuries, centuries, and ducks. The strings will be in the form of a number (\"42\") or a number with an asterisk (\"42*\") to represent \"not-out\".\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cul style=\"block-size: 102.167px; counter-reset: list-item 0; font-family: Helvetica, Arial, sans-serif; list-style-type: square; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 51.0833px; transform-origin: 391px 51.0833px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 40.8667px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 20.4333px; text-align: left; transform-origin: 363px 20.4333px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 347px 8px; transform-origin: 347px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eBatting average is defined as total runs divided by number of dismissals (ie number of innings - number of not-outs).\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 240.5px 8px; transform-origin: 240.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eHalf-centuries is the number of scores from 50 to 99 (whether out or not-out)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 234.5px 8px; transform-origin: 234.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eCenturies is the number of scores greater than 99 (whether out or not-out)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 157.5px 8px; transform-origin: 157.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eDucks is the number of scores of 0 out (0* should \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 11.5px 8px; transform-origin: 11.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-weight: 700; \"\u003enot\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 40px 8px; transform-origin: 40px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e be counted)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ul\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 41px 8px; transform-origin: 41px 8px; 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: 81.7333px; 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: 404px 40.8667px; transform-origin: 404px 40.8667px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 200px 8.5px; tab-size: 4; transform-origin: 200px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003es = [\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 16px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 16px 8.5px; \"\u003e\"53\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"163*\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 12px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 12px 8.5px; \"\u003e\"6\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"186\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"147*\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 12px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 12px 8.5px; \"\u003e\"0\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"89*\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 16px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 16px 8.5px; \"\u003e\"0*\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 92px 8.5px; tab-size: 4; transform-origin: 92px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003estats = battingstats(s)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 28px 8.5px; tab-size: 4; transform-origin: 28px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003estats =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 96px 8.5px; tab-size: 4; transform-origin: 96px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   161     2     3     1\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 63.5px; 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: 384px 31.75px; text-align: left; transform-origin: 384px 31.75px; white-space: pre-wrap; 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: 115px 8px; transform-origin: 115px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eIn this case, the batter has a total 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: 144px 8px; transform-origin: 144px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 144px 8.5px; transform-origin: 144px 8.5px; \"\u003esum([53 163 6 186 147 0 89 0]) = 644\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: 107.5px 8px; transform-origin: 107.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e runs from 4 completed innings (8 innings - 4 not-outs). Hence their average is 644/4 = 161. They have two half-centuries (53 and 89*), three centuries (163*, 186, 147*), and one duck (0 - the 0* does not count as a duck).\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function stats = battingstats(s)\r\nstats = mean(s);\r\nend","test_suite":"%% 1 score\r\ns = \"0\";\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 0) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[0 0 1]) )\r\n%% 3 scores\r\ns = [\"0\",\"196*\",\"0\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 98) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[0 1 2]) )\r\n%% 4 scores\r\ns = [\"27\",\"0\",\"34\",\"9*\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 23.3333) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[0 0 1]) )\r\n%% 7 scores\r\ns = [\"13\",\"31*\",\"55\",\"39*\",\"16*\",\"0\",\"0*\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 51.3333) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[1 0 1]) )\r\n%% 11 scores\r\ns = [\"46\",\"16\",\"0\",\"79\",\"84\",\"23*\",\"21*\",\"55\",\"86\",\"85*\",\"0\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 61.875) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[5 0 2]) )\r\n%% 16 scores\r\ns = [\"14\",\"72*\",\"64\",\"2\",\"47\",\"87\",\"3\",\"14\",\"3\",\"82*\",\"41\",\"27*\",\"56\",\"22\",\"159*\",\"0\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 57.75) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[5 1 1]) )\r\n%% 22 scores\r\ns = [\"104\",\"0\",\"59\",\"0*\",\"82*\",\"97*\",\"12*\",\"108*\",\"112\",\"11\",\"0*\",\"69*\",\"0\",\"186\",\"71*\",\"43*\",\"14*\",\"2*\",\"0\",\"0\",\"154\",\"34*\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 115.8) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[5 5 4]) )\r\n%% 26 scores\r\ns = [\"62*\",\"106*\",\"12*\",\"50\",\"5\",\"39\",\"8*\",\"48*\",\"60*\",\"127*\",\"0\",\"58\",\"28*\",\"0\",\"0\",\"0*\",\"6*\",\"128*\",\"67*\",\"6\",\"26\",\"77\",\"5\",\"0\",\"69*\",\"44\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 79.3077) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[7 3 4]) )\r\n%% 30 scores\r\ns = [\"6*\",\"0\",\"0\",\"9\",\"0\",\"17\",\"0*\",\"0\",\"39*\",\"0\",\"26\",\"68*\",\"49\",\"50\",\"17*\",\"4*\",\"162*\",\"78*\",\"39\",\"17\",\"0*\",\"52\",\"104*\",\"81\",\"0\",\"87\",\"95\",\"0*\",\"160*\",\"0\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 64.4444) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[7 3 7]) )\r\n%% 32 scores\r\ns = [\"0\",\"55*\",\"50\",\"125\",\"46\",\"76\",\"29*\",\"0\",\"21\",\"74\",\"0*\",\"62\",\"64\",\"0\",\"0\",\"90\",\"73*\",\"33*\",\"0*\",\"14*\",\"33*\",\"29*\",\"0\",\"53*\",\"7\",\"78*\",\"152\",\"20\",\"79*\",\"87\",\"92*\",\"45\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 78.2632) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[13 2 5]) )\r\n%% 34 scores\r\ns = [\"25\",\"62*\",\"108\",\"26\",\"124*\",\"50\",\"82\",\"16\",\"69*\",\"0*\",\"10\",\"65*\",\"23*\",\"91*\",\"0\",\"76\",\"50*\",\"0*\",\"76\",\"21\",\"96*\",\"89*\",\"129*\",\"29*\",\"1*\",\"0\",\"17\",\"0\",\"42\",\"19*\",\"55\",\"55\",\"0\",\"97\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 84.3684) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[14 3 4]) )\r\n%% 35 scores\r\ns = [\"15*\",\"0*\",\"65*\",\"26\",\"11\",\"36*\",\"12\",\"70*\",\"0*\",\"16*\",\"128\",\"0\",\"34*\",\"0*\",\"12\",\"1*\",\"0\",\"164\",\"0\",\"49*\",\"34*\",\"0\",\"55\",\"134\",\"0\",\"95*\",\"125*\",\"140\",\"2*\",\"108\",\"23*\",\"60\",\"35\",\"34*\",\"0\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 82.4444) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[5 6 6]) )\r\n%% 36 scores\r\ns = [\"0\",\"29\",\"34\",\"31*\",\"72*\",\"57*\",\"139*\",\"81*\",\"14*\",\"162*\",\"33*\",\"59*\",\"7*\",\"135*\",\"165*\",\"146\",\"100*\",\"75*\",\"0*\",\"0\",\"49\",\"46*\",\"13*\",\"85\",\"0*\",\"1*\",\"11*\",\"36*\",\"0*\",\"201\",\"0\",\"9*\",\"38*\",\"0\",\"43\",\"30\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 158.4167) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[6 7 4]) )\r\n%% 40 scores\r\ns = [\"81*\",\"51\",\"46\",\"0*\",\"8\",\"14*\",\"8*\",\"133\",\"9\",\"128*\",\"0*\",\"65*\",\"112*\",\"64\",\"0\",\"0\",\"0*\",\"0\",\"0\",\"0\",\"94*\",\"0\",\"0*\",\"1\",\"79*\",\"48*\",\"84*\",\"97\",\"71\",\"11*\",\"25\",\"27*\",\"10*\",\"25*\",\"0\",\"71\",\"28*\",\"0\",\"0*\",\"98*\"];\r\nstats = battingstats(s);\r\nassert( abs(stats(1) - 78.3158) \u003c 0.001 )\r\nassert( isequal(stats(2:4),[11 3 8]) )\r\n\r\n%% No runs, no outs (average = NaN, ducks = 0)\r\nfor k = 1:4\r\n    s = repmat(\"0*\",randi(8),1);\r\n    stats = battingstats(s);\r\n    assert( isnan(stats(1)) \u0026 isequal(stats(2:4),[0 0 0]) )\r\nend\r\n\r\n%% Runs, no outs (average = Inf, ducks = 0)\r\nfor k = 1:4\r\n    s = string(randi([1 99],randi(8),1)) + \"*\";\r\n    stats = battingstats(s);\r\n    assert( isinf(stats(1)) \u0026 isequal(stats(3:4),[0 0]) )\r\nend\r\n\r\n%% Runs, all half-centuries, no not-outs\r\nfor k = 1:10\r\n    n = randi(50);\r\n    x = randi([51 99],n,1);\r\n    s = string(x);\r\n    stats = battingstats(s);\r\n    % batting average = mean\r\n    assert( abs(mean(x) - stats(1)) \u003c 1e-8 )\r\n    % No ducks, no centuries, all 50s\r\n    assert( isequal(stats(2:4),[n 0 0]) )\r\nend\r\n\r\n%% Ducks, 50s, 100s, no not-outs\r\nfor k = 1:10\r\n    n1 = randi(10);\r\n    n2 = randi(10);\r\n    n3 = randi(10);\r\n    x = [zeros(n1,1);50;99;randi([50 99],n2,1);100;randi([100 400],n3,1)];\r\n    s = string(x);\r\n    stats = battingstats(s);\r\n    % batting average = mean\r\n    assert( abs(mean(x) - stats(1)) \u003c 1e-8 )\r\n    % No ducks, no centuries, all 50s\r\n    assert( isequal(stats(2:4),[(n2+2) (n3+1) n1]) )\r\nend","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T15:11:27.000Z","deleted_by":null,"deleted_at":null,"solvers_count":35,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T18:31:11.000Z","updated_at":"2025-12-06T12:50:07.000Z","published_at":"2022-11-08T15:11:27.000Z","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\u003eGiven a vector \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\u003es\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e of strings representing a batter's individual innings scores, return their career statistics as a 4-element (numeric) row vector representing: average, half-centuries, centuries, and ducks. The strings will be in the form of a number (\\\"42\\\") or a number with an asterisk (\\\"42*\\\") to represent \\\"not-out\\\".\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eBatting average is defined as total runs divided by number of dismissals (ie number of innings - number of not-outs).\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eHalf-centuries is the number of scores from 50 to 99 (whether out or not-out)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eCenturies is the number of scores greater than 99 (whether out or not-out)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eDucks is the number of scores of 0 out (0* should \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003enot\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e be counted)\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[s = [\\\"53\\\";\\\"163*\\\";\\\"6\\\";\\\"186\\\";\\\"147*\\\";\\\"0\\\";\\\"89*\\\";\\\"0*\\\"];\\nstats = battingstats(s)\\nstats =\\n   161     2     3     1]]\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\u003eIn this case, the batter has a total of \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\u003esum([53 163 6 186 147 0 89 0]) = 644\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e runs from 4 completed innings (8 innings - 4 not-outs). Hence their average is 644/4 = 161. They have two half-centuries (53 and 89*), three centuries (163*, 186, 147*), and one duck (0 - the 0* does not count as a duck).\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\"}]}"},{"id":56503,"title":"Cricket - Career Bowling Statistics","description":"Given a vector s of strings representing a bowler's individual innings records, return their career statistics as a 3-element (numeric) row vector representing: average, strike rate, and economy rate. The strings will be in the standard form: \"O-M-R-W\", such as \"31.4-8-123-4\" to represent 31 overs and 4 balls, 8 maidens, 123 runs conceded, 4 wickets taken.\r\nNote that overs can be given as integers (\"31\" meaning 31 complete overs) or as pseudo decimals (\"31.4\" meaning 31 overs and 4 balls). All overs can be assumed to be 6-balls. All other statistics will be integers.\r\nCareer statistics are defined as:\r\nAverage = (total runs conceded) / (total wickets taken)\r\nSR = (total balls delivered) / (total wickets taken)\r\nEcon = (total runs conceded) / (total overs delivered)\r\n(Note that economy is given as runs/over. However, it can be calculated as runs/ball then converted to runs/over, assuming 6 balls/over.)\r\nFor example:\r\ns = [\"23.1-8-55-5\";\"24-5-84-0\"];\r\nstats = bowlingstats(s)\r\nstats =\r\n   27.8000   56.6000    2.9470\r\nHere, the bowler has delivered 47.1 overs (= 47*6 + 1 = 282 + 1 = 283 balls), conceded 139 runs, and taken 5 wickets. Hence their average is 139/5 = 27.8, their strike rate is 283/5 = 56.6, and their economy rate is 139/47.1667 = 2.947. (Or equivalently, economy = 139/283 = 0.4912 runs/ball, which converts to 0.4912*6 = 2.947 runs/over.)","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 472.533px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 236.267px; transform-origin: 407px 236.267px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 63.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 31.75px; text-align: left; transform-origin: 384px 31.75px; white-space: pre-wrap; 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: 48px 8px; transform-origin: 48px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven a vector \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: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003es\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: 330px 8px; transform-origin: 330px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e of strings representing a bowler's individual innings records, return their career statistics as a 3-element (numeric) row vector representing: average, strike rate, and economy rate. The strings will be in the standard form: \"O-M-R-W\", such as \"31.4-8-123-4\" to represent 31 overs and 4 balls, 8 maidens, 123 runs conceded, 4 wickets taken.\u003c/span\u003e\u003c/span\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: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 374px 8px; transform-origin: 374px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eNote that overs can be given as integers (\"31\" meaning 31 complete overs) or as pseudo decimals (\"31.4\" meaning 31 overs and 4 balls). All overs can be assumed to be 6-balls. All other statistics will be integers.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 100.5px 8px; transform-origin: 100.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eCareer statistics are defined as:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cul style=\"block-size: 61.3px; counter-reset: list-item 0; font-family: Helvetica, Arial, sans-serif; list-style-type: square; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 30.65px; transform-origin: 391px 30.65px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 170.5px 8px; transform-origin: 170.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eAverage = (total runs conceded) / (total wickets taken)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 152px 8px; transform-origin: 152px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eSR = (total balls delivered) / (total wickets taken)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 166.5px 8px; transform-origin: 166.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eEcon = (total runs conceded) / (total overs delivered)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ul\u003e\u003cdiv style=\"block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 355.5px 8px; transform-origin: 355.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e(Note that economy is given as runs/over. However, it can be calculated as runs/ball then converted to runs/over, assuming 6 balls/over.)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 41px 8px; transform-origin: 41px 8px; 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: 81.7333px; 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: 404px 40.8667px; transform-origin: 404px 40.8667px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 128px 8.5px; tab-size: 4; transform-origin: 128px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003es = [\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 52px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 52px 8.5px; \"\u003e\"23.1-8-55-5\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 44px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 44px 8.5px; \"\u003e\"24-5-84-0\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 92px 8.5px; tab-size: 4; transform-origin: 92px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003estats = bowlingstats(s)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 28px 8.5px; tab-size: 4; transform-origin: 28px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003estats =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 120px 8.5px; tab-size: 4; transform-origin: 120px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   27.8000   56.6000    2.9470\u003c/span\u003e\u003c/span\u003e\u003c/div\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: 10px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 10px; perspective-origin: 384px 31.5px; text-align: left; transform-origin: 384px 31.5px; white-space: pre-wrap; 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: 374.5px 8px; transform-origin: 374.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eHere, the bowler has delivered 47.1 overs (= 47*6 + 1 = 282 + 1 = 283 balls), conceded 139 runs, and taken 5 wickets. Hence their average is 139/5 = 27.8, their strike rate is 283/5 = 56.6, and their economy rate is 139/47.1667 = 2.947. (Or equivalently, economy = 139/283 = 0.4912 runs/ball, which converts to 0.4912*6 = 2.947 runs/over.)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function s = bowlingstats(bf)\r\n\r\ns = mean(bf);\r\n\r\nend","test_suite":"%% Random figures (of various levels of realism) part I\r\ns = [\"47-5-6-9\";\"4.4-43-167-1\";\"35-3-73-1\";\"37-8-158-1\";\"43-11-176-4\";\"28.3-39-136-2\";\"43-18-110-10\"];\r\nassert( max(abs(bowlingstats(s) - [29.5 51.0357142857143 3.46815955213436])) \u003c 0.001 )\r\ns = [\"38-8-148-4\";\"35-42-147-6\";\"39-45-164-1\";\"46.3-4-107-8\";\"16.4-24-113-9\"];\r\nassert( max(abs(bowlingstats(s) - [24.25 37.5357142857143 3.87630827783064])) \u003c 0.001 )\r\ns = [\"2-41-199-5\";\"46.1-48-41-4\";\"5-50-76-1\";\"43-22-142-6\";\"27-22-33-3\";\"1.3-17-65-6\";\"7.5-23-162-1\";\"30-39-44-7\";\"37-38-66-5\"];\r\nassert( max(abs(bowlingstats(s) - [21.7894736842105 31.5 4.15037593984962])) \u003c 0.001 )\r\ns = [\"16-4-85-5\";\"15.1-46-74-4\";\"22-33-171-2\";\"28-48-197-6\";\"7.3-28-11-2\";\"7.3-16-72-4\";\"12.5-5-200-10\"];\r\nassert( max(abs(bowlingstats(s) - [24.5454545454545 19.8181818181818 7.43119266055046])) \u003c 0.001 )\r\ns = [\"13-9-186-6\";\"38-1-177-3\";\"17.5-44-124-8\";\"19.5-43-179-7\";\"25-17-42-2\";\"11.5-5-52-3\";\"15-32-1-2\";\"15.5-21-19-6\"];\r\nassert( max(abs(bowlingstats(s) - [21.0810810810811 25.3513513513514 4.98933901918977])) \u003c 0.001 )\r\n%% Random figures (of various levels of realism) part II\r\ns = [\"43.5-36-199-6\";\"2-10-104-3\"];\r\nassert( max(abs(bowlingstats(s) - [33.6666666666667 30.5555555555556 6.61090909090909])) \u003c 0.001 )\r\ns = [\"26.2-48-119-8\";\"26-31-180-7\";\"24.4-39-102-5\";\"8-4-107-6\"];\r\nassert( max(abs(bowlingstats(s) - [19.5384615384615 19.6153846153846 5.97647058823529])) \u003c 0.001 )\r\ns = [\"26-32-62-4\";\"7.3-49-89-2\";\"14-37-134-9\";\"47-49-165-7\";\"30-39-64-9\";\"27-27-132-10\";\"47.3-23-102-7\";\"13-32-32-6\"];\r\nassert( max(abs(bowlingstats(s) - [14.4444444444444 23.5555555555556 3.67924528301887])) \u003c 0.001 )\r\ns = [\"50-45-186-2\";\"32.1-27-22-8\";\"43.3-14-167-8\";\"25.1-9-31-1\";\"1.2-3-172-2\";\"13-9-120-7\"];\r\nassert( max(abs(bowlingstats(s) - [24.9285714285714 35.3928571428571 4.22603430877901])) \u003c 0.001 )\r\ns = [\"14-13-8-7\";\"40-10-88-7\";\"31-44-14-4\";\"35.4-2-196-5\"];\r\nassert( max(abs(bowlingstats(s) - [13.304347826087 31.4782608695652 2.53591160220994])) \u003c 0.001 )\r\n%% Random figures (of various levels of realism) part III\r\ns = \"11-16-166-7\";\r\nassert( max(abs(bowlingstats(s) - [23.7142857142857 9.42857142857143 15.0909090909091])) \u003c 0.001 )\r\ns = [\"45-43-122-9\";\"13.3-6-153-3\";\"48.1-36-33-1\";\"23-28-99-7\";\"45-27-153-6\";\"24.2-16-61-3\";\"30-9-168-10\";\"1.4-16-136-10\";\"37.2-34-66-5\";\"21.3-27-108-7\"];\r\nassert( max(abs(bowlingstats(s) - [18.016393442623 28.4754098360656 3.79620034542314])) \u003c 0.001 )\r\ns = [\"15-37-129-8\";\"1-20-101-10\";\"15-35-107-2\";\"34-4-148-4\";\"8.2-38-55-1\";\"12-3-48-10\"];\r\nassert( max(abs(bowlingstats(s) - [16.8 14.6285714285714 6.890625])) \u003c 0.001 )\r\ns = [\"37-7-85-7\";\"40-33-108-10\";\"29.2-2-93-10\";\"19.1-12-126-8\";\"9-49-101-2\";\"45-48-159-9\";\"46.1-50-143-2\";\"38-4-114-8\";\"19-10-32-1\"];\r\nassert( max(abs(bowlingstats(s) - [16.859649122807 29.7543859649123 3.3997641509434])) \u003c 0.001 )\r\ns = [\"3-22-47-3\";\"46-33-148-4\";\"9-4-176-9\";\"5.4-20-155-4\";\"16.3-22-8-5\";\"34.1-21-111-8\";\"11.4-14-118-5\"];\r\nassert( max(abs(bowlingstats(s) - [20.0789473684211 19.8947368421053 6.05555555555556])) \u003c 0.001 )\r\n%% Random figures (of various levels of realism) part IV\r\ns = [\"34-25-192-3\";\"5-32-164-3\";\"50.4-38-85-1\";\"29-35-164-6\";\"11-7-89-10\";\"5-46-77-8\";\"4-19-142-3\";\"2.2-27-48-7\";\"17-50-36-1\"];\r\nassert( max(abs(bowlingstats(s) - [23.7380952380952 22.5714285714286 6.31012658227848])) \u003c 0.001 )\r\ns = [\"17-27-112-5\";\"17-1-158-3\";\"39-14-83-4\";\"20-50-17-7\";\"11.1-36-118-6\";\"29-11-128-5\";\"12.2-33-26-4\";\"9.4-7-174-6\"];\r\nassert( max(abs(bowlingstats(s) - [20.4 23.275 5.25886143931257])) \u003c 0.001 )\r\ns = \"28-17-161-2\";\r\nassert( max(abs(bowlingstats(s) - [80.5 84 5.75])) \u003c 0.001 )\r\ns = \"23.3-35-107-3\";\r\nassert( max(abs(bowlingstats(s) - [35.6666666666667 47 4.5531914893617])) \u003c 0.001 )\r\ns = [\"21-29-169-6\";\"22.5-28-158-1\"];\r\nassert( max(abs(bowlingstats(s) - [46.7142857142857 37.5714285714286 7.46007604562738])) \u003c 0.001 )\r\n%% Tim Southee's stats\r\nts = [\"23.1-8-55-5\";\"24-5-84-0\";\"16-2-59-0\";\"18-3-63-4\";\"16.2-5-62-1\";\"27-1-100-0\";\"18-1-94-2\";\"12-2-58-0\";\"17-4-62-1\";\"31-8-64-2\";\"16-2-62-1\";\"11-4-41-3\";\"19-4-68-0\";\"19-3-61-4\";\"23-4-89-2\";\"33-6-119-3\";\"4-0-11-0\";\"29-5-94-1\";\"32-10-82-2\";\"1.4-0-10-0\";\"28-7-102-2\";\"15-2-49-2\";\"28.2-5-103-2\";\"1-0-11-0\";\"12-2-32-1\";\"19-3-77-2\";\"3.5-0-8-2\";\"8-2-20-0\";\"10-1-40-0\";\"26-4-100-0\";\"19-5-70-2\";\"14-4-30-1\";\"24-6-64-7\";\"18-3-68-1\";\"18-4-46-4\";\"22-4-62-5\";\"20-5-58-3\";\"15-3-45-1\";\"36-8-94-0\";\"32-9-77-0\";\"23.2-9-44-3\";\"30-6-77-2\";\"28.2-8-58-4\";\"19-4-50-6\";\"26-6-76-2\";\"15-4-51-0\";\"16-1-52-4\";\"29.1-4-101-2\";\"15.5-2-58-2\";\"11-2-24-3\";\"28-3-79-4\";\"8.5-5-12-3\";\"19-6-38-3\";\"23-4-81-3\";\"20-0-93-3\";\"16-3-50-2\";\"16.2-9-19-4\";\"9-2-32-2\";\"30-9-69-1\";\"4-1-21-0\";\"21-8-63-1\";\"16-4-28-3\";\"23-5-62-0\";\"9-0-33-0\";\"30-5-67-3\";\"11-3-21-1\";\"24-4-54-1\";\"11-3-20-0\";\"12-4-17-2\";\"37-8-91-4\";\"26-3-87-1\";\"17.4-6-41-1\";\"24-1-104-1\";\"34-4-162-2\";\"30-5-83-4\";\"18-7-43-1\";\"24-8-70-1\";\"29-6-88-0\";\"25-4-97-4\";\"17-1-50-1\";\"16-1-58-0\";\"27-4-71-3\";\"21-6-52-3\";\"21-5-63-3\";\"12.3-2-26-4\";\"31-5-87-2\";\"25-4-85-0\";\"7-2-30-1\";\"17-8-28-2\";\"15-3-68-2\";\"28-14-73-1\";\"14-7-35-1\";\"23-3-80-1\";\"35-5-114-1\";\"16-6-46-3\";\"19-11-20-2\";\"23.4-10-53-3\";\"21-4-80-6\";\"24-6-60-2\";\"34-5-158-2\";\"13-5-34-1\";\"28.3-7-94-5\";\"12.5-2-48-3\";\"27-7-98-2\";\"6-2-17-1\";\"19-9-34-2\";\"19-3-71-2\";\"10-3-25-4\";\"26-4-86-1\";\"26-7-62-6\";\"19-4-65-1\";\"25-5-56-1\";\"12-3-42-3\";\"27-7-68-6\";\"25-8-52-2\";\"15-5-35-3\";\"27-13-61-2\";\"14-2-76-3\";\"24-4-98-3\";\"15-2-52-1\";\"12-1-57-0\";\"7-3-17-0\";\"12-2-33-1\";\"29-7-63-4\";\"12-6-15-2\";\"32-7-88-4\";\"20-4-60-1\";\"37-4-90-2\";\"30.2-7-93-4\";\"21.1-6-69-5\";\"33.1-6-103-3\";\"15-3-44-0\";\"20.1-5-49-4\";\"21-6-61-5\";\"13-5-38-2\";\"11-2-36-3\";\"19-7-35-4\";\"15-2-62-1\";\"17.4-6-32-5\";\"22-4-96-2\";\"26-7-69-2\";\"23-8-33-2\";\"23-7-61-2\";\"20-8-45-0\";\"25.1-8-43-6\";\"17-1-37-1\";\"22-6-64-1\";\"19-4-48-4\";\"27.4-6-69-5\";\"22-2-75-3\";\"22-6-43-0\";\"13-2-31-0\";\"38-4-114-2\";\"5-2-21-1\";\"12-4-28-3\";\"17-6-54-1\";\"12-2-33-1\";\"17.4-6-35-5\";\"32-11-75-1\";\"26-5-90-2\";\"14-3-55-4\";\"23.5-5-87-0\";\"32-1-154-0\";\"11-0-67-1\";\"23-2-100-3\";\"19-5-68-1\"];\r\nassert( max(abs(bowlingstats(ts) - [28.9942363112392 57.8933717579251 3.00492807008811])) \u003c 0.001 )\r\n%% No wickets\r\nfor k = 1:4\r\n    n = randi(10);\r\n    o = randi([1 50],n,1);\r\n    m = randi(50,n,1);\r\n    r = randi([1 200],n,1);\r\n    w = zeros(n,1);\r\n    bf = o + \"-\" + m + \"-\" + r + \"-\" + w;\r\n    s = bowlingstats(bf);\r\n    assert( isinf(s(1)) )\r\n    assert( isinf(s(2)) )\r\nend\r\n%% No runs or wickets\r\nfor k = 1:4\r\n    n = randi(10);\r\n    o = randi([1 50],n,1);\r\n    m = randi(50,n,1);\r\n    r = zeros(n,1);\r\n    w = zeros(n,1);\r\n    bf = o + \"-\" + m + \"-\" + r + \"-\" + w;\r\n    s = bowlingstats(bf);\r\n    assert( isnan(s(1)) )\r\n    assert( isinf(s(2)) )\r\nend","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T15:13:00.000Z","deleted_by":null,"deleted_at":null,"solvers_count":28,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T18:38:20.000Z","updated_at":"2025-12-06T12:54:56.000Z","published_at":"2022-11-08T15:13:00.000Z","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\u003eGiven a vector \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\u003es\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e of strings representing a bowler's individual innings records, return their career statistics as a 3-element (numeric) row vector representing: average, strike rate, and economy rate. The strings will be in the standard form: \\\"O-M-R-W\\\", such as \\\"31.4-8-123-4\\\" to represent 31 overs and 4 balls, 8 maidens, 123 runs conceded, 4 wickets taken.\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\u003eNote that overs can be given as integers (\\\"31\\\" meaning 31 complete overs) or as pseudo decimals (\\\"31.4\\\" meaning 31 overs and 4 balls). All overs can be assumed to be 6-balls. All other statistics will be integers.\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\u003eCareer statistics are defined as:\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eAverage = (total runs conceded) / (total wickets taken)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eSR = (total balls delivered) / (total wickets taken)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eEcon = (total runs conceded) / (total overs delivered)\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(Note that economy is given as runs/over. However, it can be calculated as runs/ball then converted to runs/over, assuming 6 balls/over.)\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[s = [\\\"23.1-8-55-5\\\";\\\"24-5-84-0\\\"];\\nstats = bowlingstats(s)\\nstats =\\n   27.8000   56.6000    2.9470]]\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\u003eHere, the bowler has delivered 47.1 overs (= 47*6 + 1 = 282 + 1 = 283 balls), conceded 139 runs, and taken 5 wickets. Hence their average is 139/5 = 27.8, their strike rate is 283/5 = 56.6, and their economy rate is 139/47.1667 = 2.947. (Or equivalently, economy = 139/283 = 0.4912 runs/ball, which converts to 0.4912*6 = 2.947 runs/over.)\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\"}]}"},{"id":56508,"title":"Cricket - Represent Average in \"Dulkars\" and \"Ses\"","description":"Sachin Tendulkar's Test average was 53.78. So if Tendulkar = 53.78, one dulkar = 5.378. Similarly, Roger Twose's average was 25.12. So if Twose = 25.12, one se = 12.56.\r\nGiven a batter's average x, return a 2-element vector v = [s d] that represents the number of whole (integer) units of Ses (12.56) and Dulkars (5.38) that most closely represents x. That is, , where .\r\nFor example, if x = 31.12, v = [2 1]:\r\n","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 434.5px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 217.25px; transform-origin: 407px 217.25px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 359px 8px; transform-origin: 359px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eSachin Tendulkar's Test average was 53.78. So if Tendulkar = 53.78, one dulkar = 5.378. Similarly, Roger Twose's average was 25.12. So if Twose = 25.12, one se = 12.56.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 42.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21.25px; text-align: left; transform-origin: 384px 21.25px; white-space: pre-wrap; 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: 80px 8px; transform-origin: 80px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven a batter's average \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: 3px 8px; transform-origin: 3px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ex\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: 86px 8px; transform-origin: 86px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e, return a 2-element vector \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: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 36px 8.5px; transform-origin: 36px 8.5px; \"\u003ev = [s d]\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: 172px 8px; transform-origin: 172px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e that represents the number of whole (integer) units of Ses (12.56) and Dulkars (5.38) that most closely represents \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: 3px 8px; transform-origin: 3px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ex\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: 29.5px 8px; transform-origin: 29.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e. That is, \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"vertical-align:-5px\"\u003e\u003cimg src=\"data:image/png;base64,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\" style=\"width: 120px; height: 18px;\" width=\"120\" height=\"18\"\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: 25px 8px; transform-origin: 25px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e, where \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"vertical-align:-5px\"\u003e\u003cimg src=\"data:image/png;base64,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\" style=\"width: 55.5px; height: 18px;\" width=\"55.5\" height=\"18\"\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: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.75px; text-align: left; transform-origin: 384px 10.75px; white-space: pre-wrap; 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: 48.5px 8px; transform-origin: 48.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor example, 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: 3px 8px; transform-origin: 3px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ex\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: 30px 8px; transform-origin: 30px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e = 31.12, \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: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 36px 8.5px; transform-origin: 36px 8.5px; \"\u003ev = [2 1]\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: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 301.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 150.75px; text-align: left; transform-origin: 384px 150.75px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 399px;height: 296px\" 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\" alt=\"A table showing various possible combinations of s and d, and the resulting value of 12.56*s + 5.38*d. The difference between this value and the target value of 31.12 is shown with color coding. The smallest difference is highlighted, corresponding to s = 2 and d = 1 (for which 12.56*s + 5.38*d is 30.5)\" data-image-state=\"image-loaded\" width=\"399\" height=\"296\"\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function v = sedulkar(x)\r\nv = x;\r\nend","test_suite":"%% x = 2.21\r\nassert( isequal(sedulkar(2.21),[0 0]) )\r\n%% x = 8.68\r\nassert( isequal(sedulkar(8.68),[0 2]) )\r\n%% x = 10.14\r\nassert( isequal(sedulkar(10.14),[0 2]) )\r\n%% x = 12.22\r\nassert( isequal(sedulkar(12.22),[1 0]) )\r\n%% x = 14.76\r\nassert( isequal(sedulkar(14.76),[0 3]) )\r\n%% x = 18.62\r\nassert( isequal(sedulkar(18.62),[1 1]) )\r\n%% x = 22.39\r\nassert( isequal(sedulkar(22.39),[0 4]) )\r\n%% x = 22.89\r\nassert( isequal(sedulkar(22.89),[1 2]) )\r\n%% x = 25.4\r\nassert( isequal(sedulkar(25.4),[2 0]) )\r\n%% x = 26.84\r\nassert( isequal(sedulkar(26.84),[0 5]) )\r\n%% x = 33.35\r\nassert( isequal(sedulkar(33.35),[1 4]) )\r\n%% x = 39.59\r\nassert( isequal(sedulkar(39.59),[1 5]) )\r\n%% x = 41.5\r\nassert( isequal(sedulkar(41.5),[2 3]) )\r\n%% x = 43.37\r\nassert( isequal(sedulkar(43.37),[3 1]) )\r\n%% x = 46.45\r\nassert( isequal(sedulkar(46.45),[2 4]) )\r\n%% x = 50.51\r\nassert( isequal(sedulkar(50.51),[4 0]) )\r\n%% x = 56.16\r\nassert( isequal(sedulkar(56.16),[4 1]) )\r\n%% x = 62.71\r\nassert( isequal(sedulkar(62.71),[2 7]) )\r\n%% x = 64.83\r\nassert( isequal(sedulkar(64.83),[3 5]) )\r\n%% x = 66.42\r\nassert( isequal(sedulkar(66.42),[4 3]) )\r\n%% x = 75.1\r\nassert( isequal(sedulkar(75.1),[0 14]) )\r\n%% x = 70.87\r\nassert( isequal(sedulkar(70.87),[1 11]) )","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T15:13:29.000Z","deleted_by":null,"deleted_at":null,"solvers_count":28,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T18:47:37.000Z","updated_at":"2025-12-06T13:00:09.000Z","published_at":"2022-11-08T15:13:29.000Z","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\u003eSachin Tendulkar's Test average was 53.78. So if Tendulkar = 53.78, one dulkar = 5.378. Similarly, Roger Twose's average was 25.12. So if Twose = 25.12, one se = 12.56.\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\u003eGiven a batter's average \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ex\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e, return a 2-element vector \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\u003ev = [s d]\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e that represents the number of whole (integer) units of Ses (12.56) and Dulkars (5.38) that most closely represents \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ex\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e. That is, \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:customXml w:element=\\\"equation\\\"\u003e\u003cw:customXmlPr\u003e\u003cw:attr w:name=\\\"displayStyle\\\" w:val=\\\"false\\\"/\u003e\u003c/w:customXmlPr\u003e\u003cw:r\u003e\u003cw:t\u003ex \\\\approx 12.56s + 5.38d\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:customXml\u003e\u003cw:r\u003e\u003cw:t\u003e, where \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:customXml w:element=\\\"equation\\\"\u003e\u003cw:customXmlPr\u003e\u003cw:attr w:name=\\\"displayStyle\\\" w:val=\\\"false\\\"/\u003e\u003c/w:customXmlPr\u003e\u003cw:r\u003e\u003cw:t\u003es, d \\\\in \\\\mathbb{W}\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:customXml\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:r\u003e\u003cw:t\u003eFor example, if \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ex\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e = 31.12, \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\u003ev = [2 1]\u003c/w:t\u003e\u003c/w:r\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=\\\"296\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"399\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"A table showing various possible combinations of s and d, and the resulting value of 12.56*s + 5.38*d. The difference between this value and the target value of 31.12 is shown with color coding. The smallest difference is highlighted, corresponding to s = 2 and d = 1 (for which 12.56*s + 5.38*d is 30.5)\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" 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\",\"relationship\":null}],\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"target\":\"/matlab/document.xml\",\"relationshipId\":\"rId1\"}]}"},{"id":56513,"title":"Cricket - Peak Batting Average","description":"Given a vector s of strings representing a batter's individual innings scores (in chronological order), return the highest batting average they achieved in their career, ignoring any undefined or infinite averages. (You can assume that every batter will be dismissed at least once in their career, but not necessarily in their first innings.) The strings will be in the form of a number (\"42\") or a number with an asterisk (\"42*\") to represent \"not-out\".\r\nBatting average is defined as total runs divided by number of dismissals (ie number of innings - number of not-outs).\r\nFor example, if s = [\"81\",\"99*\",\"57\",\"118*\",\"36*\",\"0\",\"18\",\"10\",\"61*\",\"0\",\"83*\",\"24\",\"10*\"]:\r\nAfter their first innings, the batter has an average of 81\r\nAfter their second, their average is 180 (81 + 99 runs, with still only one dismissal)\r\nAfter their third, 118.5 (237 runs, two dismissals)\r\nFourth, 177.5 (355 runs, still two dismissals)\r\nFifth, 195.5 (391/2)\r\nSixth, 130.3 (391/3)\r\netc\r\nHence, their career maximum was after their fifth innings: 195.5.\r\n \r\nmaxavg = maxbattingavg(s)\r\nmaxavg =\r\n  195.5000\r\nSimilarly,\r\n  s = [\"17*\",\"12*\",\"14\",\"59\",\"6*\",\"0\",\"18\"];\r\nmaxavg = maxbattingavg(s)\r\nmaxavg =\r\n    54\r\n \r\n","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 1163.07px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 581.533px; transform-origin: 407px 581.533px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 84.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 42.25px; text-align: left; transform-origin: 384px 42.25px; white-space: pre-wrap; 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: 48px 8px; transform-origin: 48px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven a vector \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: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003es\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: 321px 8px; transform-origin: 321px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e of strings representing a batter's individual innings scores (in chronological order), return the highest batting average they achieved in their career, ignoring any undefined or infinite averages. (You can assume that every batter will be dismissed at least once in their career, but not necessarily in their first innings.) The strings will be in the form of a number (\"42\") or a number with an asterisk (\"42*\") to represent \"not-out\".\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 365px 8px; transform-origin: 365px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eBatting average is defined as total runs divided by number of dismissals (ie number of innings - number of not-outs).\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.75px; text-align: left; transform-origin: 384px 10.75px; white-space: pre-wrap; 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: 48.5px 8px; transform-origin: 48.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor example, 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: 300px 8px; transform-origin: 300px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 300px 8.5px; transform-origin: 300px 8.5px; \"\u003es = [\"81\",\"99*\",\"57\",\"118*\",\"36*\",\"0\",\"18\",\"10\",\"61*\",\"0\",\"83*\",\"24\",\"10*\"]\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: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cul style=\"block-size: 143.033px; counter-reset: list-item 0; font-family: Helvetica, Arial, sans-serif; list-style-type: square; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 71.5167px; transform-origin: 391px 71.5167px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 173px 8px; transform-origin: 173px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eAfter their first innings, the batter has an average of 81\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 257.5px 8px; transform-origin: 257.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eAfter their second, their average is 180 (81 + 99 runs, with still only one dismissal)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 152px 8px; transform-origin: 152px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eAfter their third, 118.5 (237 runs, two dismissals)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 138.5px 8px; transform-origin: 138.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFourth, 177.5 (355 runs, still two dismissals)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 61px 8px; transform-origin: 61px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFifth, 195.5 (391/2)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 62px 8px; transform-origin: 62px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eSixth, 130.3 (391/3)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 9.5px 8px; transform-origin: 9.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eetc\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ul\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 200px 8px; transform-origin: 200px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eHence, their career maximum was after their fifth innings: 195.5.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 290.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 145.25px; text-align: left; transform-origin: 384px 145.25px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 376px;height: 285px\" 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\" alt=\"MATLAB line plot of the cumulative total runs and total dismissals for the given example\" data-image-state=\"image-loaded\" width=\"376\" height=\"285\"\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: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e \u003c/span\u003e\u003c/span\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 358px;height: 285px\" 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\" alt=\"MATLAB line plot of the running average for the given example\" data-image-state=\"image-loaded\" width=\"358\" height=\"285\"\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 61.3px; 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: 404px 30.65px; transform-origin: 404px 30.65px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 100px 8.5px; tab-size: 4; transform-origin: 100px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003emaxavg = maxbattingavg(s)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 32px 8.5px; tab-size: 4; transform-origin: 32px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003emaxavg =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 40px 8.5px; tab-size: 4; transform-origin: 40px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e  195.5000\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: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 27.5px 8px; transform-origin: 27.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eSimilarly,\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 81.7333px; 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: 404px 40.8667px; transform-origin: 404px 40.8667px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 176px 8.5px; tab-size: 4; transform-origin: 176px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 28px 8.5px; transform-origin: 28px 8.5px; \"\u003e  s = [\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"17*\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"12*\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 16px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 16px 8.5px; \"\u003e\"14\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 16px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 16px 8.5px; \"\u003e\"59\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 16px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 16px 8.5px; \"\u003e\"6*\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 12px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 12px 8.5px; \"\u003e\"0\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 16px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 16px 8.5px; \"\u003e\"18\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 100px 8.5px; tab-size: 4; transform-origin: 100px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003emaxavg = maxbattingavg(s)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 32px 8.5px; tab-size: 4; transform-origin: 32px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003emaxavg =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 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\" alt=\"MATLAB line plot of the cumulative total runs and total dismissals for the given second example\" data-image-state=\"image-loaded\" width=\"384\" height=\"285\"\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: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e \u003c/span\u003e\u003c/span\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 351px;height: 285px\" 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\" alt=\"MATLAB line plot of the running average for the given second example\" data-image-state=\"image-loaded\" width=\"351\" height=\"285\"\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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 8px; transform-origin: 0px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function maxavg = maxbattingavg(s)\r\nmaxavg = max(s);\r\nend","test_suite":"%% The Don\r\nbradman = [\"18\";\"1\";\"79\";\"112\";\"40\";\"58\";\"123\";\"37*\";\"8\";\"131\";\"254\";\"1\";\"334\";\"14\";\"232\";\"4\";\"25\";\"223\";\"152\";\"43\";\"0\";\"226\";\"112\";\"2\";\"167\";\"299*\";\"0\";\"103*\";\"8\";\"66\";\"76\";\"24\";\"48\";\"71\";\"29\";\"25\";\"36\";\"13\";\"30\";\"304\";\"244\";\"77\";\"38\";\"0\";\"0\";\"82\";\"13\";\"270\";\"26\";\"212\";\"169\";\"51\";\"144*\";\"18\";\"102*\";\"103\";\"16\";\"187\";\"234\";\"79\";\"49\";\"0\";\"56*\";\"12\";\"63\";\"185\";\"13\";\"132\";\"127*\";\"201\";\"57*\";\"138\";\"0\";\"38\";\"89\";\"7\";\"30*\";\"33\";\"173*\";\"0\"];\r\nassert( abs(maxbattingavg(bradman) - 112.2917) \u003c 0.001 )\r\n%% The Little Master\r\ntendulkar = [\"15\";\"59\";\"8\";\"41\";\"35\";\"57\";\"0\";\"24\";\"88\";\"5\";\"10\";\"27\";\"68\";\"119*\";\"21\";\"11\";\"16\";\"7\";\"15\";\"40\";\"148*\";\"6\";\"17\";\"114\";\"5\";\"0\";\"11\";\"111\";\"1\";\"6\";\"0\";\"73\";\"50\";\"9*\";\"165\";\"78\";\"62\";\"28\";\"104*\";\"71\";\"142\";\"96\";\"6\";\"43\";\"11*\";\"34\";\"85\";\"179\";\"54\";\"40\";\"10\";\"4\";\"0*\";\"52*\";\"2\";\"24\";\"122\";\"31\";\"177\";\"74\";\"10\";\"0\";\"42\";\"7\";\"18\";\"2\";\"61\";\"36\";\"15\";\"4\";\"169\";\"9\";\"35\";\"9\";\"7\";\"15*\";\"88\";\"92\";\"4\";\"83\";\"143\";\"139\";\"8\";\"23\";\"15\";\"148\";\"13\";\"4\";\"155*\";\"79\";\"177\";\"31\";\"34\";\"7\";\"47\";\"113\";\"67\";\"0\";\"136\";\"6\";\"29\";\"0\";\"9\";\"53\";\"124*\";\"18\";\"126*\";\"15\";\"44*\";\"217\";\"15\";\"61\";\"0\";\"116\";\"52\";\"45\";\"4\";\"97\";\"8\";\"21\";\"20\";\"18\";\"122\";\"39\";\"201*\";\"76\";\"65\";\"10\";\"10\";\"126\";\"17\";\"74\";\"36*\";\"20\";\"69\";\"155\";\"15\";\"1\";\"22*\";\"88\";\"103\";\"26\";\"90\";\"176\";\"36\";\"42\";\"79\";\"117\";\"0\";\"0\";\"8\";\"0\";\"41\";\"86\";\"16\";\"12\";\"34\";\"92\";\"193\";\"54\";\"35\";\"43\";\"16*\";\"36\";\"176\";\"8\";\"51\";\"9\";\"32\";\"8\";\"7\";\"55\";\"1\";\"0\";\"1\";\"37\";\"0\";\"44\";\"241*\";\"60*\";\"194*\";\"2\";\"8\";\"1\";\"8\";\"2\";\"5\";\"55\";\"3\";\"20\";\"32*\";\"248*\";\"36\";\"94\";\"52\";\"52\";\"41\";\"16\";\"22\";\"109\";\"16\";\"23\";\"19\";\"14\";\"23\";\"26\";\"16\";\"28*\";\"4\";\"1\";\"34\";\"44\";\"14\";\"63\";\"0\";\"64\";\"14\";\"101\";\"31\";\"122*\";\"37\";\"16\";\"91\";\"1\";\"82\";\"1\";\"1\";\"56*\";\"82\";\"62\";\"15\";\"154*\";\"12\";\"71\";\"13\";\"153\";\"13\";\"0\";\"27\";\"12\";\"5\";\"31\";\"6\";\"14\";\"13\";\"49\";\"88\";\"10*\";\"68\";\"47\";\"109\";\"12\";\"37\";\"103*\";\"11\";\"5\";\"160\";\"49\";\"64\";\"62\";\"9\";\"4\";\"100*\";\"40\";\"53\";\"105*\";\"16\";\"143\";\"7\";\"100\";\"106\";\"8\";\"84\";\"203\";\"41\";\"54\";\"98\";\"38\";\"214\";\"53*\";\"40\";\"12\";\"13\";\"61\";\"36\";\"111*\";\"13\";\"6\";\"146\";\"14*\";\"34\";\"12\";\"16\";\"56\";\"1\";\"40\";\"23\";\"91\";\"7\";\"76\";\"38\";\"94\";\"3\";\"73\";\"32\";\"41\";\"80\";\"15\";\"8\";\"25\";\"13\";\"19\";\"17\";\"27\";\"13\";\"8\";\"8\";\"76\";\"5\";\"2\";\"81\";\"13*\";\"7\";\"37\";\"21\";\"32\";\"1\";\"10\";\"74\"];\r\nassert( abs(maxbattingavg(tendulkar) - 59.1654) \u003c 0.001 )\r\n%% King Kane\r\nkane = [\"131\";\"4\";\"69\";\"0\";\"8\";\"50\";\"1\";\"21\";\"15\";\"49\";\"68\";\"19\";\"0\";\"19\";\"34\";\"4\";\"11\";\"0\";\"77\";\"39\";\"102*\";\"19\";\"0\";\"22\";\"8\";\"32\";\"52\";\"17\";\"13\";\"0\";\"10\";\"135\";\"18\";\"13\";\"15\";\"4\";\"11\";\"24\";\"42\";\"55*\";\"91\";\"1\";\"60\";\"6\";\"13\";\"3\";\"114\";\"74\";\"62\";\"45\";\"58\";\"56\";\"113\";\"3\";\"47\";\"7\";\"113\";\"2\";\"42\";\"52\";\"43\";\"161*\";\"3\";\"23\";\"32\";\"11\";\"192\";\"54\";\"31*\";\"69\";\"242*\";\"132\";\"27\";\"0\";\"6\";\"140\";\"59\";\"166\";\"32*\";\"22\";\"9\";\"88\";\"71\";\"1\";\"108*\";\"16\";\"22\";\"7\";\"97\";\"91\";\"113\";\"68*\";\"2*\";\"77\";\"5\";\"75\";\"25\";\"8\";\"27\";\"4\";\"61\";\"13\";\"42\";\"53\";\"104*\";\"2\";\"130\";\"2\";\"1\";\"176\";\"1\";\"43\";\"54\";\"102\";\"22\";\"0\";\"63\";\"37\";\"28*\";\"30\";\"89\";\"139\";\"91\";\"2\";\"48\";\"200*\";\"74\";\"0\";\"4\";\"20\";\"51\";\"4\";\"104*\";\"34\";\"14\";\"9\";\"0\";\"89\";\"3\";\"5\";\"251\";\"129\";\"21\";\"238\";\"13\";\"1\";\"49\";\"52*\";\"18\";\"24\";\"2\";\"15\";\"31\";\"48\"];\r\nassert( abs(maxbattingavg(kane) - 131) \u003c 0.001 )\r\n%% King Cricket, Sir Garfield\r\nsobers = [\"14*\";\"26\";\"47\";\"8*\";\"12\";\"11\";\"43\";\"11\";\"35*\";\"64\";\"27\";\"25\";\"27\";\"1\";\"1\";\"53\";\"14\";\"17\";\"66\";\"47\";\"9\";\"4\";\"29\";\"39\";\"42\";\"52\";\"52\";\"80\";\"365*\";\"125\";\"109*\";\"14\";\"27\";\"25\";\"142*\";\"4\";\"198\";\"106*\";\"29\";\"9\";\"44\";\"0\";\"14\";\"29\";\"45\";\"72\";\"226\";\"0\";\"31\";\"147\";\"19\";\"145\";\"92\";\"49*\";\"132\";\"14\";\"9\";\"0\";\"168\";\"1\";\"1\";\"20\";\"64\";\"21\";\"40\";\"153\";\"42\";\"19\";\"16*\";\"104\";\"50\";\"64\";\"42\";\"8\";\"19\";\"9\";\"102\";\"52\";\"26\";\"30\";\"27\";\"69\";\"24\";\"45\";\"42\";\"55\";\"34*\";\"18\";\"8\";\"161\";\"46\";\"163*\";\"3\";\"94\";\"174\";\"81\";\"0\";\"50\";\"53*\";\"70\";\"95\";\"74*\";\"17\";\"33*\";\"0\";\"113*\";\"68\";\"19\";\"48\";\"152\";\"95*\";\"2\";\"36\";\"19\";\"67\";\"49\";\"36\";\"110\";\"52\";\"13\";\"113\";\"11\";\"0\";\"20\";\"39\";\"0\";\"10\";\"48\";\"29\";\"50*\";\"13\";\"0\";\"44\";\"93\";\"29\";\"0\";\"4\";\"108*\";\"178*\";\"9\";\"132\";\"0\";\"13*\";\"19\";\"9\";\"35\";\"142\";\"5\";\"28\";\"2\";\"10\";\"51\";\"21\";\"74\";\"150*\";\"23\";\"57\";\"0\";\"0\";\"20\"];\r\nassert( abs(maxbattingavg(sobers) - 64.9787) \u003c 0.001 )\r\n%% 30 scores\r\ns = [\"88\",\"85\",\"42\",\"178\",\"52*\",\"12\",\"86\",\"47*\",\"90*\",\"94\",\"0\",\"0\",\"0*\",\"39\",\"159\",\"0\",\"37*\",\"0\",\"64\",\"125\",\"106\",\"103*\",\"18*\",\"22\",\"0*\",\"71\",\"3*\",\"0\",\"56*\",\"58\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 113.3333) \u003c 0.001 )\r\n%% 12 scores\r\ns = [\"62\",\"51\",\"0\",\"0*\",\"52\",\"129\",\"105\",\"0\",\"27\",\"0\",\"0\",\"79\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 66.5) \u003c 0.001 )\r\n%% 31 scores\r\ns = [\"0\",\"45*\",\"175\",\"51\",\"0\",\"27\",\"18\",\"70\",\"0*\",\"0\",\"198\",\"63*\",\"9\",\"43*\",\"13\",\"0\",\"0*\",\"0*\",\"0*\",\"74\",\"84\",\"48*\",\"81\",\"0\",\"0\",\"123\",\"15\",\"98\",\"16\",\"40\",\"3*\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 110) \u003c 0.001 )\r\n%% 36 scores\r\ns = [\"126\",\"11\",\"158\",\"15\",\"0*\",\"0\",\"55\",\"0\",\"21\",\"0*\",\"119\",\"0\",\"0\",\"24\",\"90*\",\"44\",\"66\",\"93\",\"70\",\"28\",\"0*\",\"19\",\"0\",\"0*\",\"21\",\"108\",\"69\",\"0\",\"52*\",\"23\",\"3\",\"0\",\"173\",\"0*\",\"198\",\"16*\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 126) \u003c 0.001 )\r\n%% 26 scores\r\ns = [\"3\",\"11\",\"49\",\"15\",\"70\",\"92\",\"0\",\"46\",\"0\",\"3*\",\"32\",\"26\",\"0*\",\"24*\",\"0\",\"13\",\"119\",\"35\",\"0\",\"159\",\"32\",\"30\",\"81*\",\"65\",\"0*\",\"0\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 45.25) \u003c 0.001 )\r\n%% 31 scores\r\ns = [\"2\",\"0\",\"54*\",\"40\",\"62\",\"0*\",\"0*\",\"37\",\"74\",\"0*\",\"40\",\"155\",\"155\",\"52\",\"5\",\"46\",\"0\",\"16\",\"0\",\"0*\",\"69\",\"28\",\"125\",\"4*\",\"0\",\"51\",\"0*\",\"0\",\"115\",\"43\",\"108\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 68.7778) \u003c 0.001 )\r\n%% 25 scores\r\ns = [\"53*\",\"0\",\"0\",\"0\",\"136\",\"23\",\"0*\",\"0\",\"121\",\"0\",\"71\",\"0\",\"0\",\"31\",\"13\",\"164\",\"0*\",\"113\",\"0\",\"64\",\"99*\",\"146\",\"46\",\"43*\",\"0\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 59.1053) \u003c 0.001 )\r\n%% 18 scores\r\ns = [\"64\",\"48\",\"42\",\"11\",\"106*\",\"35\",\"0\",\"65*\",\"0\",\"129\",\"0*\",\"0\",\"124*\",\"111\",\"21\",\"16\",\"97\",\"0\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 73.5) \u003c 0.001 )\r\n%% 23 scores\r\ns = [\"67\",\"5\",\"102*\",\"34\",\"103*\",\"90\",\"0\",\"47\",\"4*\",\"19\",\"62*\",\"13\",\"57\",\"29\",\"125\",\"148\",\"169*\",\"44*\",\"0\",\"0\",\"79\",\"135\",\"77*\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 103.6667) \u003c 0.001 )\r\n%% Start with * (Inf)\r\ns = [\"67*\",\"5*\",\"102\",\"34\",\"103*\",\"90\",\"0\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 174) \u003c 0.001 )\r\n%% Start with 0* (NaN)\r\ns = [\"0*\",\"67*\",\"5*\",\"42\",\"134\",\"3*\",\"90\",\"0\",\"12\"];\r\nmaxavg = maxbattingavg(s);\r\nassert( abs(maxavg - 125.5) \u003c 0.001 )","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T15:14:33.000Z","deleted_by":null,"deleted_at":null,"solvers_count":28,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T19:02:57.000Z","updated_at":"2025-12-06T13:05:31.000Z","published_at":"2022-11-08T15:14:33.000Z","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\u003eGiven a vector \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\u003es\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e of strings representing a batter's individual innings scores (in chronological order), return the highest batting average they achieved in their career, ignoring any undefined or infinite averages. (You can assume that every batter will be dismissed at least once in their career, but not necessarily in their first innings.) The strings will be in the form of a number (\\\"42\\\") or a number with an asterisk (\\\"42*\\\") to represent \\\"not-out\\\".\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\u003eBatting average is defined as total runs divided by number of dismissals (ie number of innings - number of not-outs).\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, if \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\u003es = [\\\"81\\\",\\\"99*\\\",\\\"57\\\",\\\"118*\\\",\\\"36*\\\",\\\"0\\\",\\\"18\\\",\\\"10\\\",\\\"61*\\\",\\\"0\\\",\\\"83*\\\",\\\"24\\\",\\\"10*\\\"]\u003c/w:t\u003e\u003c/w:r\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=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eAfter their first innings, the batter has an average of 81\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eAfter their second, their average is 180 (81 + 99 runs, with still only one dismissal)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eAfter their third, 118.5 (237 runs, two dismissals)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eFourth, 177.5 (355 runs, still two dismissals)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eFifth, 195.5 (391/2)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eSixth, 130.3 (391/3)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eetc\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\u003eHence, their career maximum was after their fifth innings: 195.5.\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=\\\"285\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"376\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"MATLAB line plot of the cumulative total runs and total dismissals for the given example\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" w:val=\\\"rId1\\\"/\u003e\u003c/w:customXmlPr\u003e\u003c/w:customXml\u003e\u003cw:r\u003e\u003cw:t\u003e \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:customXml w:element=\\\"image\\\"\u003e\u003cw:customXmlPr\u003e\u003cw:attr w:name=\\\"height\\\" w:val=\\\"285\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"358\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"MATLAB line plot of the running average for the given example\\\"/\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=\\\"code\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003e\u003c![CDATA[maxavg = maxbattingavg(s)\\nmaxavg =\\n  195.5000]]\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\u003eSimilarly,\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[  s = [\\\"17*\\\",\\\"12*\\\",\\\"14\\\",\\\"59\\\",\\\"6*\\\",\\\"0\\\",\\\"18\\\"];\\nmaxavg = maxbattingavg(s)\\nmaxavg =\\n    54]]\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=\\\"285\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"384\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"MATLAB line plot of the cumulative total runs and total dismissals for the given second example\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" w:val=\\\"rId3\\\"/\u003e\u003c/w:customXmlPr\u003e\u003c/w:customXml\u003e\u003cw:r\u003e\u003cw:t\u003e \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:customXml w:element=\\\"image\\\"\u003e\u003cw:customXmlPr\u003e\u003cw:attr w:name=\\\"height\\\" w:val=\\\"285\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"351\\\"/\u003e\u003cw:attr 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\",\"relationship\":null},{\"partUri\":\"/media/image3.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":56518,"title":"Cricket - Report the Result (Part I: Limited Overs)","description":"Given two scalar strings representing the scores for a limited-overs match, return a string reporting the result in the form \"TeamName won by n runs/wickets\" (runs or wickets as appropriate). The strings will be given in the order the teams batted and will have the form \"TeamName r/w\" (where r is runs and w is wickets). If a team is all out, their score will be given as just \"TeamName r\".\r\nFor example, \"Pakistan 159/8\" and \"India 160/6\" means that Pakistan batted first and the result should be \"India won by 4 wickets\". But \"Chennai Super Kings 192/3\" and \"Kolkata Knight Riders 165/9\" means that CSK batted first and the result should be \"Chennai Super Kings won by 27 runs\".\r\nUnlike the 2019 World Cup final, you do not need to worry about ties. You can also be grammatically incorrect for a win by 1 wicket or 1 run (ie you can report the result as \"... won by 1 wickets\", rather than making a special case for \"1 wicket\").\r\nThe strings will always use single spaces between the team name and the score, but team names may be multiple words (\"Chennai Super Kings\", \"South Africa\", etc) which will also be separated by single spaces.\r\nres = resultstring(\"Pakistan 159/8\",\"India 160/6\")\r\nres = \r\n    \"India won by 4 wickets\"\r\n\r\nres = resultstring(\"Chennai Super Kings 192/3\",\"Kolkata Knight Riders 165/9\")\r\nres = \r\n    \"Chennai Super Kings won by 27 runs\"\r\nRules for reporting the result:\r\nIf the team batting first has the higher score, they win by n runs (where n is the difference in the score).\r\nIf the team batting second has the higher score, they win by n wickets, where n is the number of wickets they still have in hand - i.e. the number of wickets that have not fallen. (Given that an innings consists of 10 wickets in total, a team that has lost m wickets wins by n = (10 - m) wickets.)","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 533.767px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 266.883px; transform-origin: 407px 266.883px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 84px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 42px; text-align: left; transform-origin: 384px 42px; white-space: pre-wrap; 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: 379.5px 8px; transform-origin: 379.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven two scalar strings representing the scores for a limited-overs match, return a string reporting the result in the form \"\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: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003eTeamName\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: 26px 8px; transform-origin: 26px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e won 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: 4px 8px; transform-origin: 4px 8px; 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: 298px 8px; transform-origin: 298px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e runs/wickets\" (runs or wickets as appropriate). The strings will be given in the order the teams batted and will have the form \"\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: 47px 8px; transform-origin: 47px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003eTeamName r/w\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: 28px 8px; transform-origin: 28px 8px; 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: 2.5px 8px; transform-origin: 2.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003er\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: 39px 8px; transform-origin: 39px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e is runs 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: 4.5px 8px; transform-origin: 4.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ew\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: 153.5px 8px; transform-origin: 153.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e is wickets). If a team is all out, their score will be given as just \"\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: 40.5px 8px; transform-origin: 40.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003eTeamName r\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: 4.5px 8px; transform-origin: 4.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e\".\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: 384px 31.5px; text-align: left; transform-origin: 384px 31.5px; white-space: pre-wrap; 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: 382.5px 8px; transform-origin: 382.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor example, \"Pakistan 159/8\" and \"India 160/6\" means that Pakistan batted first and the result should be \"India won by 4 wickets\". But \"Chennai Super Kings 192/3\" and \"Kolkata Knight Riders 165/9\" means that CSK batted first and the result should be \"Chennai Super Kings won by 27 runs\".\u003c/span\u003e\u003c/span\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: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 384px 8px; transform-origin: 384px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eUnlike the 2019 World Cup final, you do not need to worry about ties. You can also be grammatically incorrect for a win by 1 wicket or 1 run (ie you can report the result as \"... won by 1 wickets\", rather than making a special case for \"1 wicket\").\u003c/span\u003e\u003c/span\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: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 379px 8px; transform-origin: 379px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe strings will always use single spaces between the team name and the score, but team names may be multiple words (\"Chennai Super Kings\", \"South Africa\", etc) which will also be separated by single spaces.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 143.033px; 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: 404px 71.5167px; transform-origin: 404px 71.5167px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 200px 8.5px; tab-size: 4; transform-origin: 200px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 76px 8.5px; transform-origin: 76px 8.5px; \"\u003eres = resultstring(\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 64px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 64px 8.5px; \"\u003e\"Pakistan 159/8\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 52px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 52px 8.5px; \"\u003e\"India 160/6\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 24px 8.5px; tab-size: 4; transform-origin: 24px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eres = \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 112px 8.5px; tab-size: 4; transform-origin: 112px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 96px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 96px 8.5px; \"\u003e\"India won by 4 wickets\"\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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 8.5px; tab-size: 4; transform-origin: 0px 8.5px; unicode-bidi: normal; white-space: pre; 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: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 308px 8.5px; tab-size: 4; transform-origin: 308px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 76px 8.5px; transform-origin: 76px 8.5px; \"\u003eres = resultstring(\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 108px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 108px 8.5px; \"\u003e\"Chennai Super Kings 192/3\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 116px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 116px 8.5px; \"\u003e\"Kolkata Knight Riders 165/9\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 24px 8.5px; tab-size: 4; transform-origin: 24px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eres = \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 160px 8.5px; tab-size: 4; transform-origin: 160px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 144px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 144px 8.5px; \"\u003e\"Chennai Super Kings won by 27 runs\"\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: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 92.5px 8px; transform-origin: 92.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eRules for reporting the result:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cul style=\"block-size: 81.7333px; counter-reset: list-item 0; font-family: Helvetica, Arial, sans-serif; list-style-type: square; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 40.8667px; transform-origin: 391px 40.8667px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 178px 8px; transform-origin: 178px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eIf the team batting first has the higher score, they win by \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 41.5px 8px; transform-origin: 41.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e runs (where \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 96px 8px; transform-origin: 96px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e is the difference in the score).\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 61.3px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 30.65px; text-align: left; transform-origin: 363px 30.65px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 189.5px 8px; transform-origin: 189.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eIf the team batting second has the higher score, they win by \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 49.5px 8px; transform-origin: 49.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e wickets, where \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 107px 8px; transform-origin: 107px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e is the number of wickets they still have in hand - i.e. the number of wickets that have not fallen. (Given that an innings consists of 10 wickets in total, a team that has lost \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 5.5px 8px; transform-origin: 5.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003em\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 51.5px 8px; transform-origin: 51.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e wickets wins by \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 25px 8px; transform-origin: 25px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e = (10 - \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 5.5px 8px; transform-origin: 5.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003em\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 31.5px 8px; transform-origin: 31.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e) wickets.)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ul\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function res = resultstring(first,second)\r\nres = first + second;\r\nend","test_suite":"%%\r\nres = resultstring(\"Sudbury Centurions 51/8\",\"Wayland Ultra Mega Kings 53/3\");\r\nassert( isequal(res,\"Wayland Ultra Mega Kings won by 7 wickets\") )\r\n%%\r\nres = resultstring(\"Framingham Centurions 37/9\",\"Ashland Mighty Ducks 33/5\");\r\nassert( isequal(res,\"Framingham Centurions won by 4 runs\") )\r\n%%\r\nres = resultstring(\"Arlington Banana Slugs 165/2\",\"Sudbury 161/9\");\r\nassert( isequal(res,\"Arlington Banana Slugs won by 4 runs\") )\r\n%%\r\nres = resultstring(\"Ashland Mighty Ducks 180/1\",\"Arlington Banana Slugs 61/0\");\r\nassert( isequal(res,\"Ashland Mighty Ducks won by 119 runs\") )\r\n%%\r\nres = resultstring(\"Wayland 83/0\",\"Arlington Mighty Ducks 17/5\");\r\nassert( isequal(res,\"Wayland won by 66 runs\") )\r\n%%\r\nres = resultstring(\"Ashland Ultra Mega Kings 187/6\",\"Natick Avengers 174/9\");\r\nassert( isequal(res,\"Ashland Ultra Mega Kings won by 13 runs\") )\r\n%%\r\nres = resultstring(\"Wayland 250/3\",\"Sudbury Ultra Mega Kings 125/7\");\r\nassert( isequal(res,\"Wayland won by 125 runs\") )\r\n%%\r\nres = resultstring(\"Sudbury Centurions 86/4\",\"Framingham 90/5\");\r\nassert( isequal(res,\"Framingham won by 5 wickets\") )\r\n%%\r\nres = resultstring(\"Wayland Mighty Ducks 68/4\",\"Ashland Centurions 71/5\");\r\nassert( isequal(res,\"Ashland Centurions won by 5 wickets\") )\r\n%%\r\nres = resultstring(\"Ashland Centurions 113/7\",\"Framingham Banana Slugs 115/1\");\r\nassert( isequal(res,\"Framingham Banana Slugs won by 9 wickets\") )\r\n%%\r\nres = resultstring(\"Arlington Ultra Mega Kings 71/2\",\"Ashland Banana Slugs 72/3\");\r\nassert( isequal(res,\"Ashland Banana Slugs won by 7 wickets\") )\r\n%%\r\nres = resultstring(\"Natick Avengers 181/3\",\"Sudbury Ultra Mega Kings 128/5\");\r\nassert( isequal(res,\"Natick Avengers won by 53 runs\") )\r\n%%\r\nres = resultstring(\"Sudbury 80/9\",\"Natick Centurions 81/6\");\r\nassert( isequal(res,\"Natick Centurions won by 4 wickets\") )\r\n%%\r\nres = resultstring(\"Arlington 212/2\",\"Wayland Ultra Mega Kings 58/0\");\r\nassert( isequal(res,\"Arlington won by 154 runs\") )\r\n%%\r\nres = resultstring(\"Framingham Avengers 217/1\",\"Sudbury 143/9\");\r\nassert( isequal(res,\"Framingham Avengers won by 74 runs\") )\r\n%%\r\nres = resultstring(\"Sudbury 24/3\",\"Framingham Banana Slugs 30/5\");\r\nassert( isequal(res,\"Framingham Banana Slugs won by 5 wickets\") )\r\n%%\r\nres = resultstring(\"Framingham Banana Slugs 215/4\",\"Sudbury 188/5\");\r\nassert( isequal(res,\"Framingham Banana Slugs won by 27 runs\") )\r\n%%\r\nres = resultstring(\"Arlington Ultra Mega Kings 130/8\",\"Ashland Banana Slugs 38/1\");\r\nassert( isequal(res,\"Arlington Ultra Mega Kings won by 92 runs\") )\r\n%%\r\nres = resultstring(\"Arlington Mighty Ducks 23/9\",\"Framingham Banana Slugs 27/8\");\r\nassert( isequal(res,\"Framingham Banana Slugs won by 2 wickets\") )\r\n%%\r\nres = resultstring(\"Wayland Banana Slugs 114/2\",\"Arlington 41/6\");\r\nassert( isequal(res,\"Wayland Banana Slugs won by 73 runs\") )\r\n%%\r\nres = resultstring(\"Wayland Ultra Mega Kings 99/4\",\"Natick 100/4\");\r\nassert( isequal(res,\"Natick won by 6 wickets\") )\r\n%%\r\nres = resultstring(\"Ashland Avengers 62/2\",\"Sudbury Centurions 67/5\");\r\nassert( isequal(res,\"Sudbury Centurions won by 5 wickets\") )\r\n%%\r\nres = resultstring(\"Framingham Mighty Ducks 55/2\",\"Wayland 61/4\");\r\nassert( isequal(res,\"Wayland won by 6 wickets\") )\r\n%%\r\nres = resultstring(\"Arlington 235/2\",\"Framingham Banana Slugs 231/2\");\r\nassert( isequal(res,\"Arlington won by 4 runs\") )\r\n%%\r\nres = resultstring(\"Ashland Mighty Ducks 96/7\",\"Framingham Centurions 99/8\");\r\nassert( isequal(res,\"Framingham Centurions won by 2 wickets\") )\r\n%%\r\nres = resultstring(\"Wayland 244/5\",\"Framingham Banana Slugs 173/3\");\r\nassert( isequal(res,\"Wayland won by 71 runs\") )\r\n%%\r\nres = resultstring(\"Arlington Banana Slugs 210/6\",\"Framingham Avengers 215/6\");\r\nassert( isequal(res,\"Framingham Avengers won by 4 wickets\") )\r\n%%\r\nres = resultstring(\"Framingham Avengers 29/5\",\"Arlington Banana Slugs 35/7\");\r\nassert( isequal(res,\"Arlington Banana Slugs won by 3 wickets\") )\r\n%%\r\nres = resultstring(\"Ashland Avengers 13/8\",\"Sudbury Banana Slugs 16/6\");\r\nassert( isequal(res,\"Sudbury Banana Slugs won by 4 wickets\") )\r\n%%\r\nres = resultstring(\"Arlington 102/0\",\"Natick Avengers 77/7\");\r\nassert( isequal(res,\"Arlington won by 25 runs\") )\r\n%%\r\nres = resultstring(\"Framingham Avengers 87/3\",\"Arlington Banana Slugs 88/7\");\r\nassert( isequal(res,\"Arlington Banana Slugs won by 3 wickets\") )\r\n%%\r\nres = resultstring(\"Natick Mighty Ducks 15/1\",\"Wayland Centurions 16/8\");\r\nassert( isequal(res,\"Wayland Centurions won by 2 wickets\") )\r\n%%\r\nres = resultstring(\"Arlington 136/0\",\"Natick Mighty Ducks 142/9\");\r\nassert( startsWith(res,\"Natick Mighty Ducks won by 1 wickets\") )\r\n%%\r\nres = resultstring(\"Wayland Banana Slugs 26/3\",\"Sudbury Ultra Mega Kings 32/2\");\r\nassert( isequal(res,\"Sudbury Ultra Mega Kings won by 8 wickets\") )\r\n%%\r\nres = resultstring(\"Arlington 42/6\",\"Framingham Avengers 48/9\");\r\nassert( startsWith(res,\"Framingham Avengers won by 1 wickets\") )\r\n%%\r\nres = resultstring(\"Natick 242/6\",\"Sudbury Centurions 38/5\");\r\nassert( isequal(res,\"Natick won by 204 runs\") )\r\n%%\r\nres = resultstring(\"Wayland Mighty Ducks 9/9\",\"Natick 14/4\");\r\nassert( isequal(res,\"Natick won by 6 wickets\") )\r\n%%\r\nres = resultstring(\"Sudbury 193/9\",\"Framingham Banana Slugs 86/9\");\r\nassert( isequal(res,\"Sudbury won by 107 runs\") )","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T15:15:17.000Z","deleted_by":null,"deleted_at":null,"solvers_count":26,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T19:46:09.000Z","updated_at":"2025-12-06T13:15:19.000Z","published_at":"2022-11-08T15:15:17.000Z","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\u003eGiven two scalar strings representing the scores for a limited-overs match, return a string reporting the result in the form \\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eTeamName\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e won 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 runs/wickets\\\" (runs or wickets as appropriate). The strings will be given in the order the teams batted and will have the form \\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eTeamName r/w\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\u003er\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e is runs and \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ew\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e is wickets). If a team is all out, their score will be given as just \\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eTeamName r\u003c/w:t\u003e\u003c/w:r\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:r\u003e\u003cw:t\u003eFor example, \\\"Pakistan 159/8\\\" and \\\"India 160/6\\\" means that Pakistan batted first and the result should be \\\"India won by 4 wickets\\\". But \\\"Chennai Super Kings 192/3\\\" and \\\"Kolkata Knight Riders 165/9\\\" means that CSK batted first and the result should be \\\"Chennai Super Kings won by 27 runs\\\".\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\u003eUnlike the 2019 World Cup final, you do not need to worry about ties. You can also be grammatically incorrect for a win by 1 wicket or 1 run (ie you can report the result as \\\"... won by 1 wickets\\\", rather than making a special case for \\\"1 wicket\\\").\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 strings will always use single spaces between the team name and the score, but team names may be multiple words (\\\"Chennai Super Kings\\\", \\\"South Africa\\\", etc) which will also be separated by single spaces.\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[res = resultstring(\\\"Pakistan 159/8\\\",\\\"India 160/6\\\")\\nres = \\n    \\\"India won by 4 wickets\\\"\\n\\nres = resultstring(\\\"Chennai Super Kings 192/3\\\",\\\"Kolkata Knight Riders 165/9\\\")\\nres = \\n    \\\"Chennai Super Kings won by 27 runs\\\"]]\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\u003eRules for reporting the result:\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eIf the team batting first has the higher score, they win 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 runs (where \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 is the difference in the score).\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eIf the team batting second has the higher score, they win 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 wickets, where \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 is the number of wickets they still have in hand - i.e. the number of wickets that have not fallen. (Given that an innings consists of 10 wickets in total, a team that has lost \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003em\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e wickets wins 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 = (10 - \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003em\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e) wickets.)\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\"}]}"},{"id":56528,"title":"Cricket - Most Frequent Bowler-Batter Wicket Combinations","description":"Given a table representing all wickets taken in a particular set of matches, return a table of the bowler-batter pairs that occur most commonly.\r\nThe input table will have three variables: Batter, Bowler, and Dismissal, representing the batter dismissed, the bowler of the delivery when the wicket fell, and the type of dismissal, respectively. The dismissal will be one of the set:  \"bowled\", \"caught\", \"caught and bowled\", \"hit wicket\", \"lbw\", \"run out\", \"stumped\". Note that run outs are included in the list of wickets. However, because they are not credited to the bowler, your function should not count these.\r\nThe output table should have three variables: Batter, Bowler, and NumberOfDismissals. Each row of the table should represent a unique combination of bowler and batter, all with the same value of NumberOfDismissals (which should be the maximum of all pairs in the data set).\r\nFor example,\r\n\r\nbt = [\"Ben\";\"Matt\";\"Renee\";\"Renee\";\"Ben\";\"Ned\";\"Ben\";\"Renee\"];\r\nbw = [\"Ned\";\"Renee\";\"Ned\";\"Ben\";\"Ned\";\"Matt\";\"Renee\";\"Ned\"];\r\nw = [\"hit wicket\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"stumped\";\"run out\";\"caught\"];\r\nwickets = table(bt,bw,w,'VariableNames',[\"Batter\",\"Bowler\",\"Dismissal\"])\r\nwickets =\r\n  8×3 table\r\n    Batter     Bowler      Dismissal  \r\n    _______    _______    ____________\r\n    \"Ben\"      \"Ned\"      \"hit wicket\"\r\n    \"Matt\"     \"Renee\"    \"lbw\"       \r\n    \"Renee\"    \"Ned\"      \"bowled\"    \r\n    \"Renee\"    \"Ben\"      \"caught\"    \r\n    \"Ben\"      \"Ned\"      \"lbw\"       \r\n    \"Ned\"      \"Matt\"     \"stumped\"   \r\n    \"Ben\"      \"Renee\"    \"run out\"   \r\n    \"Renee\"    \"Ned\"      \"caught\"    \r\n    \r\npairs = whosyourbunny(wickets)\r\npairs =\r\n  2×3 table\r\n    Batter     Bowler    NumberOfDismissals\r\n    _______    ______    __________________\r\n    \"Ben\"      \"Ned\"             2         \r\n    \"Renee\"    \"Ned\"             2         ","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 1172.4px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 586.2px; transform-origin: 407px 586.2px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 373.5px 8px; transform-origin: 373.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven a table representing all wickets taken in a particular set of matches, return a table of the bowler-batter pairs that occur most commonly.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 84.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 42.25px; text-align: left; transform-origin: 384px 42.25px; white-space: pre-wrap; 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: 129px 8px; transform-origin: 129px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe input table will have three variables: \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: 24px 8px; transform-origin: 24px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003eBatter\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: 4px 8px; transform-origin: 4px 8px; 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: 24px 8px; transform-origin: 24px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003eBowler\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: 18px 8px; transform-origin: 18px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e, 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: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 36px 8.5px; transform-origin: 36px 8.5px; \"\u003eDismissal\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: 148px 8px; transform-origin: 148px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e, representing the batter dismissed, the bowler of the delivery when the wicket fell, and the type of dismissal, respectively. The dismissal will be one of the set:  \"bowled\", \"caught\", \"caught and bowled\", \"hit wicket\", \"lbw\", \"run out\", \"stumped\". Note that run outs are included in the list of wickets. However, because they are not credited to the bowler, your function should \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: 11.5px 8px; transform-origin: 11.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-weight: 700; \"\u003enot\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: 41px 8px; transform-origin: 41px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e count these.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 64px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 32px; text-align: left; transform-origin: 384px 32px; white-space: pre-wrap; 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: 145.5px 8px; transform-origin: 145.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe output table should have three variables: \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: 24px 8px; transform-origin: 24px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003eBatter\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: 4px 8px; transform-origin: 4px 8px; 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: 24px 8px; transform-origin: 24px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003eBowler\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: 18px 8px; transform-origin: 18px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e, 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: 72px 8px; transform-origin: 72px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 72px 8.5px; transform-origin: 72px 8.5px; \"\u003eNumberOfDismissals\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: 95.5px 8px; transform-origin: 95.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e. Each row of the table should represent a unique combination of bowler and batter, all with the same value 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: 72px 8px; transform-origin: 72px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 72px 8.5px; transform-origin: 72px 8.5px; \"\u003eNumberOfDismissals\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: 57px 8px; transform-origin: 57px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e (which should be the maximum of all pairs in the data set).\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 41px 8px; transform-origin: 41px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor example,\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 424.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 212.25px; text-align: left; transform-origin: 384px 212.25px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 901px;height: 419px\" 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alt=\"A table of 8 dismissals, giving batter name, bowler name, and type of dismissal. One entry is crossed out, because the dismissal is \u0026quot;run out\u0026quot;. This table is aggregated into a square matrix of batters (rows) vs bowlers (columns). Each entry in the matrix is the number of times each batter-bowler pair appears in the original table. The maximum value in the matrix is highlighted, one from the row \u0026quot;Ben\u0026quot; and the other from the row \u0026quot;Renee\u0026quot;, both from the column \u0026quot;Ned\u0026quot;. This matrix is then transformed to the resulting table of batter-bowler combinations (Ben-Ned and Renee-Ned), both with NumberOfDismissals equal to 2.\" data-image-state=\"image-loaded\" width=\"901\" height=\"419\"\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 490.4px; 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: 404px 245.2px; transform-origin: 404px 245.2px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 248px 8.5px; tab-size: 4; transform-origin: 248px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003ebt = [\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"Matt\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 240px 8.5px; tab-size: 4; transform-origin: 240px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003ebw = [\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"Matt\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 312px 8.5px; tab-size: 4; transform-origin: 312px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003ew = [\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 48px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 48px 8.5px; \"\u003e\"hit wicket\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"bowled\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"caught\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 36px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 36px 8.5px; \"\u003e\"stumped\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 36px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 36px 8.5px; \"\u003e\"run out\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"caught\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 288px 8.5px; tab-size: 4; transform-origin: 288px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 96px 8.5px; transform-origin: 96px 8.5px; \"\u003ewickets = table(bt,bw,w,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 60px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 60px 8.5px; \"\u003e'VariableNames'\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e,[\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"Batter\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"Bowler\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 44px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 44px 8.5px; \"\u003e\"Dismissal\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e])\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 36px 8.5px; tab-size: 4; transform-origin: 36px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003ewickets =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 44px 8.5px; tab-size: 4; transform-origin: 44px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003e  8\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 4px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 4px 8.5px; \"\u003e×\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 28px 8.5px; transform-origin: 28px 8.5px; \"\u003e3 table\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 60px 8.5px; transform-origin: 60px 8.5px; \"\u003e    Batter     \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003eBowler\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 36px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 36px 8.5px; \"\u003eDismissal\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e  \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 28px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 28px 8.5px; \"\u003e_______\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 28px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 28px 8.5px; \"\u003e_______\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 48px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 48px 8.5px; \"\u003e____________\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 48px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 48px 8.5px; \"\u003e\"hit wicket\"\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"Matt\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003e     \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 28px 8.5px; transform-origin: 28px 8.5px; \"\u003e       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"bowled\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"caught\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 28px 8.5px; transform-origin: 28px 8.5px; \"\u003e       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"Matt\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003e     \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 36px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 36px 8.5px; \"\u003e\"stumped\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003e   \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 36px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 36px 8.5px; \"\u003e\"run out\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003e   \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 152px 8.5px; tab-size: 4; transform-origin: 152px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"caught\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 16px 8.5px; tab-size: 4; transform-origin: 16px 8.5px; unicode-bidi: normal; white-space: pre; 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: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 120px 8.5px; tab-size: 4; transform-origin: 120px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003epairs = whosyourbunny(wickets)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 28px 8.5px; tab-size: 4; transform-origin: 28px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003epairs =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 44px 8.5px; tab-size: 4; transform-origin: 44px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003e  2\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 4px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 4px 8.5px; \"\u003e×\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 28px 8.5px; transform-origin: 28px 8.5px; \"\u003e3 table\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 172px 8.5px; tab-size: 4; transform-origin: 172px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 60px 8.5px; transform-origin: 60px 8.5px; \"\u003e    Batter     \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003eBowler\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 72px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 72px 8.5px; \"\u003eNumberOfDismissals\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 172px 8.5px; tab-size: 4; transform-origin: 172px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 28px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 28px 8.5px; \"\u003e_______\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 24px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 24px 8.5px; \"\u003e______\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 72px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 72px 8.5px; \"\u003e__________________\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 172px 8.5px; tab-size: 4; transform-origin: 172px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 92px 8.5px; transform-origin: 92px 8.5px; \"\u003e             2         \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 172px 8.5px; tab-size: 4; transform-origin: 172px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 92px 8.5px; transform-origin: 92px 8.5px; \"\u003e             2         \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function toppairs = whosyourbunny(wickets)\r\ntoppairs = max(wickets.Dismissal);\r\nend","test_suite":"%% Bowlers from Afghanistan\r\nbt = [\"KT Kasuza\";\"TK Musakanda\";\"PS Masvaure\";\"W Madhevere\";\"Sikandar Raza\";\"RP Burl\";\"RW Chakabva\";\"DT Tiripano\";\"SC Williams\";\"VM Nyauchi\";\"KT Kasuza\";\"PS Masvaure\";\"SC Williams\";\"W Madhevere\";\"TK Musakanda\";\"RP Burl\";\"RW Chakabva\";\"DT Tiripano\";\"B Muzarabani\";\"Sikandar Raza\";\"PS Masvaure\";\"KT Kasuza\";\"TK Musakanda\";\"W Madhevere\";\"Sikandar Raza\";\"RP Burl\";\"RW Chakabva\";\"DT Tiripano\";\"B Muzarabani\";\"VM Nyauchi\"];\r\nbw = [\"Yamin Ahmadzai\";\"Amir Hamza\";\"Amir Hamza\";\"Amir Hamza\";\"Amir Hamza\";\"Ibrahim Zadran\";\"Zahir Khan\";\"Zahir Khan\";\"Amir Hamza\";\"Amir Hamza\";\"Rashid Khan\";\"Amir Hamza\";\"Sayed Shirzad\";\"Sayed Shirzad\";\"Rashid Khan\";\"Amir Hamza\";\"Rashid Khan\";\"Amir Hamza\";\"Rashid Khan\";\"Rashid Khan\";\"Javed Ahmadi\";\"Rashid Khan\";\"Rashid Khan\";\"Sayed Shirzad\";\"Rashid Khan\";\"Rashid Khan\";\"Rashid Khan\";\"Rashid Khan\";\"Amir Hamza\";\"Rashid Khan\"];\r\nw = [\"bowled\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"run out\";\"caught\";\"caught and bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"lbw\"];\r\nwickets = table(bt,bw,w,'VariableNames',[\"Batter\",\"Bowler\",\"Dismissal\"]);\r\npairs = sortrows(whosyourbunny(wickets),1:2);\r\nassert( isequal(pairs.Batter,[\"KT Kasuza\";\"PS Masvaure\";\"RW Chakabva\";\"Sikandar Raza\";\"TK Musakanda\";\"W Madhevere\"]) )\r\nassert( isequal(pairs.Bowler,[\"Rashid Khan\";\"Amir Hamza\";\"Rashid Khan\";\"Rashid Khan\";\"Rashid Khan\";\"Sayed Shirzad\"]) )\r\nassert( all(pairs.NumberOfDismissals == 2) )\r\n%% Bowlers from Australia\r\nbt = [\"RG Sharma\";\"Shubman Gill\";\"AM Rahane\";\"GH Vihari\";\"RR Pant\";\"CA Pujara\";\"R Ashwin\";\"Navdeep Saini\";\"JJ Bumrah\";\"Mohammed Siraj\";\"Shubman Gill\";\"RG Sharma\";\"AM Rahane\";\"RR Pant\";\"CA Pujara\";\"Shubman Gill\";\"RG Sharma\";\"CA Pujara\";\"AM Rahane\";\"MA Agarwal\";\"RR Pant\";\"SN Thakur\";\"Navdeep Saini\";\"Washington Sundar\";\"Mohammed Siraj\";\"RG Sharma\";\"Shubman Gill\";\"AM Rahane\";\"CA Pujara\";\"MA Agarwal\";\"Washington Sundar\";\"SN Thakur\";\"RJ Burns\";\"DJ Malan\";\"JE Root\";\"BA Stokes\";\"H Hameed\";\"JC Buttler\";\"OJ Pope\";\"OE Robinson\";\"MA Wood\";\"CR Woakes\";\"RJ Burns\";\"H Hameed\";\"DJ Malan\";\"JE Root\";\"OJ Pope\";\"BA Stokes\";\"JC Buttler\";\"OE Robinson\";\"MA Wood\";\"CR Woakes\";\"RJ Burns\";\"H Hameed\";\"JE Root\";\"DJ Malan\";\"OJ Pope\";\"JC Buttler\";\"CR Woakes\";\"OE Robinson\";\"BA Stokes\";\"SCJ Broad\";\"H Hameed\";\"DJ Malan\";\"RJ Burns\";\"JE Root\";\"OJ Pope\";\"BA Stokes\";\"CR Woakes\";\"OE Robinson\";\"JC Buttler\";\"JM Anderson\";\"H Hameed\";\"Z Crawley\";\"DJ Malan\";\"JE Root\";\"BA Stokes\";\"JC Buttler\";\"MA Wood\";\"JM Bairstow\";\"MJ Leach\";\"OE Robinson\";\"Z Crawley\";\"DJ Malan\";\"H Hameed\";\"MJ Leach\";\"BA Stokes\";\"JM Bairstow\";\"JE Root\";\"MA Wood\";\"OE Robinson\";\"JM Anderson\";\"H Hameed\";\"Z Crawley\";\"JE Root\";\"DJ Malan\";\"BA Stokes\";\"JC Buttler\";\"MA Wood\";\"MJ Leach\";\"JM Bairstow\";\"SCJ Broad\";\"H Hameed\";\"DJ Malan\";\"Z Crawley\";\"JE Root\";\"BA Stokes\";\"JC Buttler\";\"MA Wood\";\"JM Bairstow\";\"MJ Leach\";\"RJ Burns\";\"Z Crawley\";\"DJ Malan\";\"JE Root\";\"BA Stokes\";\"OJ Pope\";\"SW Billings\";\"CR Woakes\";\"SCJ Broad\";\"MA Wood\";\"RJ Burns\";\"DJ Malan\";\"Z Crawley\";\"BA Stokes\";\"JE Root\";\"SW Billings\";\"OJ Pope\";\"CR Woakes\";\"MA Wood\";\"OE Robinson\";\"Abdullah Shafique\";\"Imam-ul-Haq\";\"Babar Azam\";\"Azhar Ali\";\"Abdullah Shafique\";\"Imam-ul-Haq\";\"Azhar Ali\";\"Fawad Alam\";\"Mohammad Rizwan\";\"Faheem Ashraf\";\"Sajid Khan\";\"Hasan Ali\";\"Babar Azam\";\"Shaheen Shah Afridi\";\"Imam-ul-Haq\";\"Azhar Ali\";\"Abdullah Shafique\";\"Fawad Alam\";\"Babar Azam\";\"Faheem Ashraf\";\"Sajid Khan\";\"Imam-ul-Haq\";\"Abdullah Shafique\";\"Azhar Ali\";\"Fawad Alam\";\"Mohammad Rizwan\";\"Sajid Khan\";\"Nauman Ali\";\"Hasan Ali\";\"Babar Azam\";\"Naseem Shah\";\"Abdullah Shafique\";\"Azhar Ali\";\"Imam-ul-Haq\";\"Fawad Alam\";\"Mohammad Rizwan\";\"Babar Azam\";\"Sajid Khan\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Naseem Shah\"];\r\nbw = [\"JR Hazlewood\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"JR Hazlewood\";\"PJ Cummins\";\"C Green\";\"MA Starc\";\"MA Starc\";\"PJ Cummins\";\"JR Hazlewood\";\"PJ Cummins\";\"NM Lyon\";\"NM Lyon\";\"JR Hazlewood\";\"PJ Cummins\";\"NM Lyon\";\"JR Hazlewood\";\"MA Starc\";\"JR Hazlewood\";\"JR Hazlewood\";\"PJ Cummins\";\"JR Hazlewood\";\"MA Starc\";\"JR Hazlewood\";\"PJ Cummins\";\"NM Lyon\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"JR Hazlewood\";\"MA Starc\";\"JR Hazlewood\";\"JR Hazlewood\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"C Green\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"NM Lyon\";\"C Green\";\"NM Lyon\";\"PJ Cummins\";\"JR Hazlewood\";\"NM Lyon\";\"NM Lyon\";\"C Green\";\"MA Starc\";\"MG Neser\";\"C Green\";\"MA Starc\";\"NM Lyon\";\"MA Starc\";\"NM Lyon\";\"NM Lyon\";\"C Green\";\"MA Starc\";\"JA Richardson\";\"MG Neser\";\"JA Richardson\";\"MA Starc\";\"MA Starc\";\"NM Lyon\";\"JA Richardson\";\"NM Lyon\";\"JA Richardson\";\"JA Richardson\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"C Green\";\"NM Lyon\";\"SM Boland\";\"MA Starc\";\"NM Lyon\";\"NM Lyon\";\"MA Starc\";\"MA Starc\";\"SM Boland\";\"SM Boland\";\"MA Starc\";\"SM Boland\";\"SM Boland\";\"SM Boland\";\"SM Boland\";\"C Green\";\"MA Starc\";\"SM Boland\";\"SM Boland\";\"C Green\";\"NM Lyon\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"SM Boland\";\"SM Boland\";\"SM Boland\";\"NM Lyon\";\"C Green\";\"SM Boland\";\"NM Lyon\";\"PJ Cummins\";\"PJ Cummins\";\"SM Boland\";\"SPD Smith\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"SM Boland\";\"C Green\";\"MA Starc\";\"MA Starc\";\"PJ Cummins\";\"C Green\";\"C Green\";\"C Green\";\"MA Starc\";\"SM Boland\";\"SM Boland\";\"PJ Cummins\";\"SM Boland\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"PJ Cummins\";\"NM Lyon\";\"M Labuschagne\";\"NM Lyon\";\"NM Lyon\";\"MA Starc\";\"MA Starc\";\"PJ Cummins\";\"C Green\";\"MA Starc\";\"MA Starc\";\"MJ Swepson\";\"MJ Swepson\";\"NM Lyon\";\"C Green\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"NM Lyon\";\"NM Lyon\";\"PJ Cummins\";\"NM Lyon\";\"PJ Cummins\";\"MA Starc\";\"MA Starc\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"MA Starc\";\"C Green\";\"NM Lyon\";\"NM Lyon\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"MA Starc\";\"NM Lyon\";\"NM Lyon\";\"PJ Cummins\"];\r\nw = [\"caught and bowled\";\"caught\";\"bowled\";\"run out\";\"caught\";\"caught\";\"run out\";\"caught\";\"run out\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"hit wicket\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"caught and bowled\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"run out\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"run out\";\"caught\";\"run out\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"run out\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught and bowled\";\"bowled\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\"];\r\nwickets = table(bt,bw,w,'VariableNames',[\"Batter\",\"Bowler\",\"Dismissal\"]);\r\npairs = sortrows(whosyourbunny(wickets),1:2);\r\nassert( isequal(pairs.Batter,\"MA Wood\") )\r\nassert( isequal(pairs.Bowler,\"PJ Cummins\") )\r\nassert( all(pairs.NumberOfDismissals == 5) )\r\n%% Bowlers from Bangladesh\r\nbt = [\"JD Campbell\";\"S Moseley\";\"NE Bonner\";\"KC Brathwaite\";\"KR Mayers\";\"J Da Silva\";\"J Blackwood\";\"KAJ Roach\";\"RRS Cornwall\";\"JA Warrican\";\"JD Campbell\";\"KC Brathwaite\";\"S Moseley\";\"NE Bonner\";\"J Blackwood\";\"J Da Silva\";\"KAJ Roach\";\"JD Campbell\";\"S Moseley\";\"KC Brathwaite\";\"KR Mayers\";\"J Blackwood\";\"NE Bonner\";\"J Da Silva\";\"AS Joseph\";\"JA Warrican\";\"ST Gabriel\";\"KC Brathwaite\";\"S Moseley\";\"JD Campbell\";\"JA Warrican\";\"KR Mayers\";\"J Blackwood\";\"J Da Silva\";\"AS Joseph\";\"NE Bonner\";\"RRS Cornwall\";\"HDRL Thirimanne\";\"BOP Fernando\";\"AD Mathews\";\"DM de Silva\";\"FDM Karunaratne\";\"P Nissanka\";\"N Dickwella\";\"PWH de Silva\";\"FDM Karunaratne\";\"HDRL Thirimanne\";\"AD Mathews\";\"DM de Silva\";\"P Nissanka\";\"BOP Fernando\";\"RTM Mendis\";\"HDRL Thirimanne\";\"BOP Fernando\";\"AD Mathews\";\"FDM Karunaratne\";\"DM de Silva\";\"P Nissanka\";\"N Dickwella\";\"RTM Mendis\";\"RAS Lakmal\";\"M Shumba\";\"BRM Taylor\";\"D Myers\";\"T Maruma\";\"R Kaia\";\"T Kaitano\";\"DT Tiripano\";\"VM Nyauchi\";\"B Muzarabani\";\"R Ngarava\";\"M Shumba\";\"BRM Taylor\";\"T Kaitano\";\"D Myers\";\"T Maruma\";\"R Kaia\";\"RW Chakabva\";\"VM Nyauchi\";\"DT Tiripano\";\"R Ngarava\";\"D Elgar\";\"SJ Erwee\";\"KD Petersen\";\"RD Rickelton\";\"K Verreynne\";\"PWA Mulder\";\"T Bavuma\";\"KA Maharaj\";\"LB Williams\";\"D Olivier\";\"SJ Erwee\";\"D Elgar\";\"KD Petersen\";\"T Bavuma\";\"K Verreynne\";\"PWA Mulder\";\"KA Maharaj\";\"SR Harmer\";\"LB Williams\";\"D Olivier\";\"SJ Erwee\";\"D Elgar\";\"KD Petersen\";\"RD Rickelton\";\"T Bavuma\";\"K Verreynne\";\"PWA Mulder\";\"KA Maharaj\";\"SR Harmer\";\"LB Williams\";\"D Elgar\";\"KD Petersen\";\"SJ Erwee\";\"RD Rickelton\";\"T Bavuma\";\"PWA Mulder\";\"Abdullah Shafique\";\"Azhar Ali\";\"Babar Azam\";\"Fawad Alam\";\"Mohammad Rizwan\";\"Abid Ali\";\"Hasan Ali\";\"Sajid Khan\";\"Nauman Ali\";\"Faheem Ashraf\";\"Abdullah Shafique\";\"Abid Ali\";\"Abdullah Shafique\";\"Abid Ali\";\"Azhar Ali\";\"Babar Azam\";\"TWM Latham\";\"WA Young\";\"LRPL Taylor\";\"DP Conway\";\"TA Blundell\";\"R Ravindra\";\"KA Jamieson\";\"TG Southee\";\"N Wagner\";\"HM Nicholls\";\"TWM Latham\";\"DP Conway\";\"WA Young\";\"HM Nicholls\";\"TA Blundell\";\"LRPL Taylor\";\"KA Jamieson\";\"R Ravindra\";\"TG Southee\";\"TA Boult\";\"WA Young\";\"DP Conway\";\"LRPL Taylor\";\"HM Nicholls\";\"DJ Mitchell\";\"TWM Latham\";\"FDM Karunaratne\";\"BOP Fernando\";\"BKG Mendis\";\"DM de Silva\";\"LD Chandimal\";\"N Dickwella\";\"RTM Mendis\";\"L Embuldeniya\";\"AM Fernando\";\"AD Mathews\";\"BOP Fernando\";\"L Embuldeniya\";\"BKG Mendis\";\"AD Mathews\";\"FDM Karunaratne\";\"DM de Silva\";\"BOP Fernando\";\"BKG Mendis\";\"CAK Rajitha\";\"FDM Karunaratne\";\"DM de Silva\";\"LD Chandimal\";\"N Dickwella\";\"RTM Mendis\";\"P Jayawickrama\";\"AM Fernando\";\"JD Campbell\";\"RA Reifer\";\"NE Bonner\";\"KC Brathwaite\";\"KR Mayers\";\"J Da Silva\";\"AS Joseph\";\"KAJ Roach\";\"J Blackwood\";\"JNT Seales\";\"KC Brathwaite\";\"RA Reifer\";\"NE Bonner\"];\r\nbw = [\"Mustafizur Rahman\";\"Mustafizur Rahman\";\"Taijul Islam\";\"Nayeem Hasan\";\"Mehedi Hasan Miraz\";\"Nayeem Hasan\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Nayeem Hasan\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Abu Jayed\";\"Soumya Sarkar\";\"Abu Jayed\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Abu Jayed\";\"Abu Jayed\";\"Taijul Islam\";\"Nayeem Hasan\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Abu Jayed\";\"Abu Jayed\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Nayeem Hasan\";\"Nayeem Hasan\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Taijul Islam\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Ebadat Hossain\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Shoriful Islam\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Taijul Islam\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Saif Hassan\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taskin Ahmed\";\"Taijul Islam\";\"Taijul Islam\";\"Shakib Al Hasan\";\"Mehedi Hasan Miraz\";\"Shakib Al Hasan\";\"Shakib Al Hasan\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Shakib Al Hasan\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Shakib Al Hasan\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Ebadat Hossain\";\"Mehedi Hasan Miraz\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Khaled Ahmed\";\"Khaled Ahmed\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Khaled Ahmed\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Ebadat Hossain\";\"Taijul Islam\";\"Taijul Islam\";\"Ebadat Hossain\";\"Taijul Islam\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Shoriful Islam\";\"Mehedi Hasan Miraz\";\"Shoriful Islam\";\"Mominul Haque\";\"Ebadat Hossain\";\"Shoriful Islam\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mominul Haque\";\"Taskin Ahmed\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Shoriful Islam\";\"Shoriful Islam\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Shoriful Islam\";\"Mominul Haque\";\"Nayeem Hasan\";\"Nayeem Hasan\";\"Taijul Islam\";\"Shakib Al Hasan\";\"Nayeem Hasan\";\"Nayeem Hasan\";\"Shakib Al Hasan\";\"Shakib Al Hasan\";\"Nayeem Hasan\";\"Nayeem Hasan\";\"Shakib Al Hasan\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Shakib Al Hasan\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Shakib Al Hasan\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Shakib Al Hasan\";\"Mustafizur Rahman\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Khaled Ahmed\";\"Khaled Ahmed\";\"Khaled Ahmed\"];\r\nw = [\"lbw\";\"lbw\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"stumped\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"run out\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"stumped\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught and bowled\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"run out\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"run out\";\"run out\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"stumped\";\"lbw\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"stumped\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"run out\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"run out\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"run out\";\"bowled\";\"bowled\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"run out\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\"];\r\nwickets = table(bt,bw,w,'VariableNames',[\"Batter\",\"Bowler\",\"Dismissal\"]);\r\npairs = sortrows(whosyourbunny(wickets),1:2);\r\nassert( isequal(pairs.Batter,[\"AD Mathews\";\"Abid Ali\";\"DM de Silva\";\"J Da Silva\"]) )\r\nassert( isequal(pairs.Bowler,[\"Taijul Islam\";\"Taijul Islam\";\"Shakib Al Hasan\";\"Taijul Islam\"]) )\r\nassert( all(pairs.NumberOfDismissals == 3) )\r\n%% Bowlers from England\r\nbt = [\"RG Sharma\";\"CA Pujara\";\"V Kohli\";\"AM Rahane\";\"RR Pant\";\"KL Rahul\";\"SN Thakur\";\"RA Jadeja\";\"Mohammed Shami\";\"JJ Bumrah\";\"KL Rahul\";\"RG Sharma\";\"CA Pujara\";\"V Kohli\";\"KL Rahul\";\"AM Rahane\";\"RR Pant\";\"Mohammed Shami\";\"I Sharma\";\"JJ Bumrah\";\"RA Jadeja\";\"KL Rahul\";\"RG Sharma\";\"V Kohli\";\"CA Pujara\";\"AM Rahane\";\"RA Jadeja\";\"RR Pant\";\"I Sharma\";\"KL Rahul\";\"CA Pujara\";\"V Kohli\";\"AM Rahane\";\"RR Pant\";\"RG Sharma\";\"Mohammed Shami\";\"RA Jadeja\";\"JJ Bumrah\";\"Mohammed Siraj\";\"KL Rahul\";\"RG Sharma\";\"CA Pujara\";\"V Kohli\";\"AM Rahane\";\"RR Pant\";\"Mohammed Shami\";\"I Sharma\";\"RA Jadeja\";\"Mohammed Siraj\";\"RG Sharma\";\"KL Rahul\";\"CA Pujara\";\"RA Jadeja\";\"V Kohli\";\"AM Rahane\";\"RR Pant\";\"SN Thakur\";\"JJ Bumrah\";\"UT Yadav\";\"KL Rahul\";\"RG Sharma\";\"CA Pujara\";\"RA Jadeja\";\"AM Rahane\";\"V Kohli\";\"SN Thakur\";\"RR Pant\";\"JJ Bumrah\";\"UT Yadav\";\"HDRL Thirimanne\";\"BKG Mendis\";\"MDKJ Perera\";\"AD Mathews\";\"LD Chandimal\";\"N Dickwella\";\"MD Shanaka\";\"MDK Perera\";\"L Embuldeniya\";\"PWH de Silva\";\"MDKJ Perera\";\"BKG Mendis\";\"L Embuldeniya\";\"HDRL Thirimanne\";\"LD Chandimal\";\"N Dickwella\";\"MD Shanaka\";\"PWH de Silva\";\"MDK Perera\";\"AD Mathews\";\"MDKJ Perera\";\"BOP Fernando\";\"HDRL Thirimanne\";\"LD Chandimal\";\"AD Mathews\";\"RTM Mendis\";\"N Dickwella\";\"RAS Lakmal\";\"L Embuldeniya\";\"MDK Perera\";\"MDKJ Perera\";\"BOP Fernando\";\"HDRL Thirimanne\";\"AD Mathews\";\"LD Chandimal\";\"N Dickwella\";\"MDK Perera\";\"RTM Mendis\";\"L Embuldeniya\";\"AM Fernando\";\"RG Sharma\";\"Shubman Gill\";\"V Kohli\";\"AM Rahane\";\"CA Pujara\";\"RR Pant\";\"R Ashwin\";\"S Nadeem\";\"I Sharma\";\"JJ Bumrah\";\"RG Sharma\";\"CA Pujara\";\"Shubman Gill\";\"AM Rahane\";\"RR Pant\";\"Washington Sundar\";\"R Ashwin\";\"V Kohli\";\"S Nadeem\";\"JJ Bumrah\";\"Shubman Gill\";\"CA Pujara\";\"V Kohli\";\"RG Sharma\";\"AM Rahane\";\"R Ashwin\";\"AR Patel\";\"I Sharma\";\"Kuldeep Yadav\";\"Mohammed Siraj\";\"Shubman Gill\";\"CA Pujara\";\"RG Sharma\";\"RR Pant\";\"AM Rahane\";\"AR Patel\";\"V Kohli\";\"Kuldeep Yadav\";\"I Sharma\";\"R Ashwin\";\"Shubman Gill\";\"CA Pujara\";\"V Kohli\";\"AM Rahane\";\"RG Sharma\";\"RR Pant\";\"Washington Sundar\";\"AR Patel\";\"R Ashwin\";\"JJ Bumrah\";\"Shubman Gill\";\"CA Pujara\";\"V Kohli\";\"AM Rahane\";\"RG Sharma\";\"R Ashwin\";\"RR Pant\";\"AR Patel\";\"I Sharma\";\"Mohammed Siraj\";\"TWM Latham\";\"KS Williamson\";\"LRPL Taylor\";\"HM Nicholls\";\"BJ Watling\";\"C de Grandhomme\";\"MJ Santner\";\"KA Jamieson\";\"TG Southee\";\"DP Conway\";\"DP Conway\";\"KS Williamson\";\"N Wagner\";\"TWM Latham\";\"LRPL Taylor\";\"HM Nicholls\";\"TWM Latham\";\"DP Conway\";\"WA Young\";\"LRPL Taylor\";\"HM Nicholls\";\"DJ Mitchell\";\"N Wagner\";\"MJ Henry\";\"TA Blundell\";\"AY Patel\";\"DP Conway\";\"WA Young\";\"JD Campbell\";\"KC Brathwaite\";\"SSJ Brooks\";\"J Blackwood\";\"JO Holder\";\"J Da Silva\";\"AS Joseph\";\"KAJ Roach\";\"NE Bonner\";\"JNT Seales\";\"KC Brathwaite\";\"JD Campbell\";\"SSJ Brooks\";\"J Blackwood\";\"JD Campbell\";\"SSJ Brooks\";\"NE Bonner\";\"J Blackwood\";\"AS Joseph\";\"JO Holder\";\"KC Brathwaite\";\"KAJ Roach\";\"V Permaul\";\"J Da Silva\";\"JD Campbell\";\"SSJ Brooks\";\"NE Bonner\";\"J Blackwood\";\"JO Holder\";\"KC Brathwaite\";\"SSJ Brooks\";\"JD Campbell\";\"NE Bonner\";\"JO Holder\";\"J Blackwood\";\"KR Mayers\";\"AS Joseph\";\"KAJ Roach\";\"JNT Seales\";\"MS Harris\";\"M Labuschagne\";\"SPD Smith\";\"DA Warner\";\"C Green\";\"AT Carey\";\"PJ Cummins\";\"MA Starc\";\"NM Lyon\";\"TM Head\";\"AT Carey\";\"MS Harris\";\"DA Warner\";\"M Labuschagne\";\"TM Head\";\"C Green\";\"SPD Smith\";\"AT Carey\";\"MG Neser\";\"JA Richardson\";\"DA Warner\";\"MG Neser\";\"MS Harris\";\"SPD Smith\";\"TM Head\";\"M Labuschagne\";\"AT Carey\";\"MA Starc\";\"JA Richardson\";\"DA Warner\";\"NM Lyon\";\"M Labuschagne\";\"SPD Smith\";\"TM Head\";\"MS Harris\";\"C Green\";\"AT Carey\";\"PJ Cummins\";\"SM Boland\";\"DA Warner\";\"MS Harris\";\"M Labuschagne\";\"SPD Smith\";\"C Green\";\"AT Carey\";\"PJ Cummins\";\"UT Khawaja\";\"DA Warner\";\"MS Harris\";\"M Labuschagne\";\"SPD Smith\";\"C Green\";\"AT Carey\";\"DA Warner\";\"UT Khawaja\";\"SPD Smith\";\"M Labuschagne\";\"TM Head\";\"C Green\";\"MA Starc\";\"PJ Cummins\";\"AT Carey\";\"NM Lyon\";\"DA Warner\";\"M Labuschagne\";\"UT Khawaja\";\"SM Boland\";\"TM Head\";\"SPD Smith\";\"C Green\";\"MA Starc\";\"AT Carey\";\"PJ Cummins\";\"WA Young\";\"TWM Latham\";\"DP Conway\";\"KS Williamson\";\"DJ Mitchell\";\"TA Blundell\";\"KA Jamieson\";\"TG Southee\";\"AY Patel\";\"TA Boult\";\"WA Young\";\"KS Williamson\";\"TWM Latham\";\"DP Conway\";\"DJ Mitchell\";\"C de Grandhomme\";\"KA Jamieson\";\"TA Blundell\";\"AY Patel\";\"TG Southee\";\"WA Young\";\"TWM Latham\";\"HM Nicholls\";\"DP Conway\";\"TA Blundell\";\"MG Bracewell\";\"KA Jamieson\";\"TG Southee\";\"MJ Henry\";\"DJ Mitchell\";\"TWM Latham\";\"DP Conway\";\"HM Nicholls\";\"WA Young\";\"TA Blundell\";\"MG Bracewell\";\"TG Southee\";\"MJ Henry\";\"KA Jamieson\";\"TA Boult\"];\r\nbw = [\"OE Robinson\";\"JM Anderson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"JM Anderson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"OE Robinson\";\"SCJ Broad\";\"JM Anderson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"JM Anderson\";\"MA Wood\";\"MM Ali\";\"JM Anderson\";\"JM Anderson\";\"MA Wood\";\"MA Wood\";\"MA Wood\";\"SM Curran\";\"MA Wood\";\"MM Ali\";\"MM Ali\";\"OE Robinson\";\"OE Robinson\";\"JM Anderson\";\"JM Anderson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"C Overton\";\"C Overton\";\"SM Curran\";\"SM Curran\";\"C Overton\";\"C Overton\";\"OE Robinson\";\"OE Robinson\";\"OE Robinson\";\"JM Anderson\";\"OE Robinson\";\"MM Ali\";\"OE Robinson\";\"C Overton\";\"C Overton\";\"CR Woakes\";\"OE Robinson\";\"JM Anderson\";\"CR Woakes\";\"OE Robinson\";\"C Overton\";\"CR Woakes\";\"CR Woakes\";\"OE Robinson\";\"OE Robinson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"CR Woakes\";\"CR Woakes\";\"MM Ali\";\"JE Root\";\"MM Ali\";\"CR Woakes\";\"C Overton\";\"SCJ Broad\";\"SCJ Broad\";\"DM Bess\";\"SCJ Broad\";\"MJ Leach\";\"DM Bess\";\"DM Bess\";\"DM Bess\";\"MJ Leach\";\"DM Bess\";\"SM Curran\";\"MJ Leach\";\"DM Bess\";\"SM Curran\";\"DM Bess\";\"DM Bess\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"JM Anderson\";\"JM Anderson\";\"JM Anderson\";\"MA Wood\";\"JM Anderson\";\"MA Wood\";\"JM Anderson\";\"JM Anderson\";\"MA Wood\";\"SM Curran\";\"MJ Leach\";\"DM Bess\";\"MJ Leach\";\"DM Bess\";\"MJ Leach\";\"DM Bess\";\"DM Bess\";\"MJ Leach\";\"JE Root\";\"JE Root\";\"JC Archer\";\"JC Archer\";\"DM Bess\";\"DM Bess\";\"DM Bess\";\"DM Bess\";\"MJ Leach\";\"MJ Leach\";\"JM Anderson\";\"JM Anderson\";\"MJ Leach\";\"MJ Leach\";\"JM Anderson\";\"JM Anderson\";\"JM Anderson\";\"DM Bess\";\"MJ Leach\";\"BA Stokes\";\"MJ Leach\";\"JC Archer\";\"OP Stone\";\"MJ Leach\";\"MM Ali\";\"MJ Leach\";\"MM Ali\";\"JE Root\";\"MM Ali\";\"MM Ali\";\"OP Stone\";\"OP Stone\";\"MJ Leach\";\"MM Ali\";\"MJ Leach\";\"MJ Leach\";\"MM Ali\";\"MM Ali\";\"MM Ali\";\"MM Ali\";\"MJ Leach\";\"OP Stone\";\"JC Archer\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"JE Root\";\"JE Root\";\"JE Root\";\"JE Root\";\"JE Root\";\"JM Anderson\";\"MJ Leach\";\"BA Stokes\";\"JM Anderson\";\"BA Stokes\";\"MJ Leach\";\"JM Anderson\";\"JE Root\";\"BA Stokes\";\"BA Stokes\";\"OE Robinson\";\"JM Anderson\";\"OE Robinson\";\"MA Wood\";\"MA Wood\";\"OE Robinson\";\"MA Wood\";\"OE Robinson\";\"JM Anderson\";\"JE Root\";\"OE Robinson\";\"OE Robinson\";\"OE Robinson\";\"SCJ Broad\";\"MA Wood\";\"JE Root\";\"SCJ Broad\";\"SCJ Broad\";\"DW Lawrence\";\"OP Stone\";\"MA Wood\";\"OP Stone\";\"JM Anderson\";\"MA Wood\";\"SCJ Broad\";\"SCJ Broad\";\"SCJ Broad\";\"OP Stone\";\"C Overton\";\"MA Wood\";\"BA Stokes\";\"CR Woakes\";\"BA Stokes\";\"MJ Leach\";\"C Overton\";\"MJ Leach\";\"DW Lawrence\";\"MJ Leach\";\"BA Stokes\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"MD Fisher\";\"MJ Leach\";\"BA Stokes\";\"DW Lawrence\";\"BA Stokes\";\"S Mahmood\";\"MJ Leach\";\"CR Woakes\";\"S Mahmood\";\"MJ Leach\";\"MJ Leach\";\"S Mahmood\";\"S Mahmood\";\"MJ Leach\";\"MJ Leach\";\"BA Stokes\";\"S Mahmood\";\"C Overton\";\"CR Woakes\";\"CR Woakes\";\"CR Woakes\";\"BA Stokes\";\"C Overton\";\"S Mahmood\";\"JE Root\";\"OE Robinson\";\"MJ Leach\";\"MA Wood\";\"OE Robinson\";\"OE Robinson\";\"CR Woakes\";\"JE Root\";\"CR Woakes\";\"MA Wood\";\"MA Wood\";\"OE Robinson\";\"SCJ Broad\";\"BA Stokes\";\"OE Robinson\";\"JE Root\";\"BA Stokes\";\"JM Anderson\";\"JM Anderson\";\"BA Stokes\";\"CR Woakes\";\"JE Root\";\"JM Anderson\";\"SCJ Broad\";\"OE Robinson\";\"OE Robinson\";\"DJ Malan\";\"JE Root\";\"JE Root\";\"DJ Malan\";\"JM Anderson\";\"OE Robinson\";\"MA Wood\";\"JM Anderson\";\"OE Robinson\";\"JM Anderson\";\"MJ Leach\";\"BA Stokes\";\"JM Anderson\";\"MA Wood\";\"SCJ Broad\";\"JM Anderson\";\"MA Wood\";\"SCJ Broad\";\"SCJ Broad\";\"JE Root\";\"SCJ Broad\";\"SCJ Broad\";\"MA Wood\";\"MJ Leach\";\"MA Wood\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"OE Robinson\";\"SCJ Broad\";\"OE Robinson\";\"SCJ Broad\";\"CR Woakes\";\"MA Wood\";\"MA Wood\";\"MA Wood\";\"CR Woakes\";\"SCJ Broad\";\"SCJ Broad\";\"CR Woakes\";\"MA Wood\";\"MA Wood\";\"MA Wood\";\"MA Wood\";\"SCJ Broad\";\"MA Wood\";\"SCJ Broad\";\"MA Wood\";\"JM Anderson\";\"JM Anderson\";\"SCJ Broad\";\"MJ Potts\";\"MJ Potts\";\"MJ Potts\";\"JM Anderson\";\"JM Anderson\";\"MJ Potts\";\"BA Stokes\";\"JM Anderson\";\"MJ Potts\";\"MJ Potts\";\"SCJ Broad\";\"SCJ Broad\";\"SCJ Broad\";\"SCJ Broad\";\"JM Anderson\";\"MJ Potts\";\"MW Parkinson\";\"BA Stokes\";\"JM Anderson\";\"BA Stokes\";\"JM Anderson\";\"MJ Leach\";\"JM Anderson\";\"SCJ Broad\";\"SCJ Broad\";\"MJ Leach\";\"MJ Potts\";\"JM Anderson\";\"MJ Leach\";\"MJ Potts\";\"BA Stokes\";\"SCJ Broad\";\"MJ Potts\";\"SCJ Broad\";\"SCJ Broad\";\"SCJ Broad\";\"JM Anderson\"];\r\nw = [\"caught\";\"caught\";\"caught\";\"run out\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"run out\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"run out\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"stumped\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"stumped\";\"caught\";\"caught\";\"caught\";\"lbw\";\"run out\";\"stumped\";\"stumped\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"run out\";\"lbw\";\"bowled\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"run out\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"run out\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"run out\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"run out\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"run out\";\"caught\";\"caught\";\"run out\";\"caught\";\"caught\";\"caught\"];\r\nwickets = table(bt,bw,w,'VariableNames',[\"Batter\",\"Bowler\",\"Dismissal\"]);\r\npairs = sortrows(whosyourbunny(wickets),1:2);\r\nassert( isequal(pairs.Batter,[\"AM Rahane\";\"CA Pujara\";\"CA Pujara\";\"DP Conway\";\"RG Sharma\";\"RR Pant\"]) )\r\nassert( isequal(pairs.Bowler,[\"JM Anderson\";\"JM Anderson\";\"MJ Leach\";\"SCJ Broad\";\"MJ Leach\";\"OE Robinson\"]) )\r\nassert( all(pairs.NumberOfDismissals == 4) )\r\n%% Bowlers from India\r\nbt = [\"DA Warner\";\"WJ Pucovski\";\"M Labuschagne\";\"MS Wade\";\"C Green\";\"TD Paine\";\"PJ Cummins\";\"MA Starc\";\"NM Lyon\";\"SPD Smith\";\"WJ Pucovski\";\"DA Warner\";\"M Labuschagne\";\"MS Wade\";\"SPD Smith\";\"C Green\";\"DA Warner\";\"MS Harris\";\"SPD Smith\";\"MS Wade\";\"M Labuschagne\";\"TD Paine\";\"C Green\";\"PJ Cummins\";\"NM Lyon\";\"JR Hazlewood\";\"MS Harris\";\"DA Warner\";\"M Labuschagne\";\"MS Wade\";\"SPD Smith\";\"C Green\";\"TD Paine\";\"MA Starc\";\"NM Lyon\";\"JR Hazlewood\";\"RJ Burns\";\"Z Crawley\";\"DP Sibley\";\"JM Bairstow\";\"DW Lawrence\";\"JC Buttler\";\"JE Root\";\"OE Robinson\";\"SCJ Broad\";\"JM Anderson\";\"RJ Burns\";\"Z Crawley\";\"DP Sibley\";\"JM Bairstow\";\"DW Lawrence\";\"JC Buttler\";\"JE Root\";\"SM Curran\";\"SCJ Broad\";\"OE Robinson\";\"DP Sibley\";\"H Hameed\";\"RJ Burns\";\"JM Bairstow\";\"JC Buttler\";\"MM Ali\";\"SM Curran\";\"OE Robinson\";\"MA Wood\";\"JM Anderson\";\"RJ Burns\";\"DP Sibley\";\"H Hameed\";\"JM Bairstow\";\"JE Root\";\"MM Ali\";\"SM Curran\";\"OE Robinson\";\"JC Buttler\";\"JM Anderson\";\"RJ Burns\";\"H Hameed\";\"DJ Malan\";\"JM Bairstow\";\"JC Buttler\";\"JE Root\";\"MM Ali\";\"SM Curran\";\"C Overton\";\"OE Robinson\";\"RJ Burns\";\"H Hameed\";\"JE Root\";\"C Overton\";\"DJ Malan\";\"JM Bairstow\";\"MM Ali\";\"OJ Pope\";\"OE Robinson\";\"CR Woakes\";\"RJ Burns\";\"DJ Malan\";\"H Hameed\";\"OJ Pope\";\"JM Bairstow\";\"MM Ali\";\"JE Root\";\"CR Woakes\";\"C Overton\";\"JM Anderson\";\"RJ Burns\";\"DW Lawrence\";\"DP Sibley\";\"BA Stokes\";\"OJ Pope\";\"JE Root\";\"JC Buttler\";\"JC Archer\";\"DM Bess\";\"JM Anderson\";\"RJ Burns\";\"DP Sibley\";\"DW Lawrence\";\"BA Stokes\";\"JE Root\";\"OJ Pope\";\"JC Buttler\";\"DM Bess\";\"JC Archer\";\"JM Anderson\";\"RJ Burns\";\"DP Sibley\";\"JE Root\";\"DW Lawrence\";\"BA Stokes\";\"OJ Pope\";\"MM Ali\";\"OP Stone\";\"MJ Leach\";\"SCJ Broad\";\"DP Sibley\";\"RJ Burns\";\"MJ Leach\";\"DW Lawrence\";\"BA Stokes\";\"OJ Pope\";\"BT Foakes\";\"JE Root\";\"OP Stone\";\"MM Ali\";\"DP Sibley\";\"JM Bairstow\";\"JE Root\";\"Z Crawley\";\"OJ Pope\";\"BA Stokes\";\"JC Archer\";\"MJ Leach\";\"SCJ Broad\";\"BT Foakes\";\"Z Crawley\";\"JM Bairstow\";\"DP Sibley\";\"BA Stokes\";\"JE Root\";\"OJ Pope\";\"JC Archer\";\"BT Foakes\";\"MJ Leach\";\"JM Anderson\";\"DP Sibley\";\"Z Crawley\";\"JE Root\";\"JM Bairstow\";\"BA Stokes\";\"OJ Pope\";\"BT Foakes\";\"DW Lawrence\";\"DM Bess\";\"MJ Leach\";\"Z Crawley\";\"JM Bairstow\";\"DP Sibley\";\"BA Stokes\";\"OJ Pope\";\"JE Root\";\"BT Foakes\";\"DM Bess\";\"MJ Leach\";\"DW Lawrence\";\"TWM Latham\";\"DP Conway\";\"LRPL Taylor\";\"HM Nicholls\";\"BJ Watling\";\"C de Grandhomme\";\"KA Jamieson\";\"KS Williamson\";\"N Wagner\";\"TG Southee\";\"TWM Latham\";\"DP Conway\";\"D Elgar\";\"KD Petersen\";\"AK Markram\";\"HE van der Dussen\";\"Q de Kock\";\"PWA Mulder\";\"T Bavuma\";\"M Jansen\";\"K Rabada\";\"KA Maharaj\";\"AK Markram\";\"KD Petersen\";\"HE van der Dussen\";\"KA Maharaj\";\"D Elgar\";\"Q de Kock\";\"PWA Mulder\";\"M Jansen\";\"K Rabada\";\"L Ngidi\";\"AK Markram\";\"D Elgar\";\"KD Petersen\";\"HE van der Dussen\";\"K Verreynne\";\"T Bavuma\";\"K Rabada\";\"KA Maharaj\";\"M Jansen\";\"L Ngidi\";\"AK Markram\";\"KD Petersen\";\"HE van der Dussen\";\"D Elgar\";\"AK Markram\";\"KA Maharaj\";\"HE van der Dussen\";\"T Bavuma\";\"K Verreynne\";\"M Jansen\";\"KD Petersen\";\"K Rabada\";\"L Ngidi\";\"AK Markram\";\"D Elgar\";\"KD Petersen\";\"WA Young\";\"KS Williamson\";\"LRPL Taylor\";\"HM Nicholls\";\"TWM Latham\";\"R Ravindra\";\"TA Blundell\";\"TG Southee\";\"KA Jamieson\";\"WER Somerville\";\"WA Young\";\"WER Somerville\";\"TWM Latham\";\"LRPL Taylor\";\"HM Nicholls\";\"KS Williamson\";\"TA Blundell\";\"KA Jamieson\";\"TG Southee\";\"WA Young\";\"TWM Latham\";\"LRPL Taylor\";\"DJ Mitchell\";\"HM Nicholls\";\"R Ravindra\";\"TA Blundell\";\"TG Southee\";\"WER Somerville\";\"KA Jamieson\";\"TWM Latham\";\"WA Young\";\"LRPL Taylor\";\"DJ Mitchell\";\"TA Blundell\";\"R Ravindra\";\"KA Jamieson\";\"TG Southee\";\"WER Somerville\";\"HM Nicholls\";\"HDRL Thirimanne\";\"FDM Karunaratne\";\"AD Mathews\";\"DM de Silva\";\"KIC Asalanka\";\"N Dickwella\";\"RAS Lakmal\";\"L Embuldeniya\";\"MVT Fernando\";\"CBRLS Kumara\";\"HDRL Thirimanne\";\"P Nissanka\";\"FDM Karunaratne\";\"DM de Silva\";\"KIC Asalanka\";\"AD Mathews\";\"RAS Lakmal\";\"L Embuldeniya\";\"MVT Fernando\";\"CBRLS Kumara\";\"BKG Mendis\";\"HDRL Thirimanne\";\"FDM Karunaratne\";\"DM de Silva\";\"KIC Asalanka\";\"AD Mathews\";\"L Embuldeniya\";\"RAS Lakmal\";\"N Dickwella\";\"MVT Fernando\";\"HDRL Thirimanne\";\"BKG Mendis\";\"AD Mathews\";\"DM de Silva\";\"N Dickwella\";\"KIC Asalanka\";\"FDM Karunaratne\";\"L Embuldeniya\";\"RAS Lakmal\";\"MVT Fernando\"];\r\nbw = [\"Mohammed Siraj\";\"Navdeep Saini\";\"RA Jadeja\";\"RA Jadeja\";\"JJ Bumrah\";\"JJ Bumrah\";\"RA Jadeja\";\"Navdeep Saini\";\"RA Jadeja\";\"JJ Bumrah\";\"Mohammed Siraj\";\"R Ashwin\";\"Navdeep Saini\";\"Navdeep Saini\";\"R Ashwin\";\"JJ Bumrah\";\"Mohammed Siraj\";\"SN Thakur\";\"Washington Sundar\";\"T Natarajan\";\"T Natarajan\";\"SN Thakur\";\"Washington Sundar\";\"SN Thakur\";\"Washington Sundar\";\"T Natarajan\";\"SN Thakur\";\"Washington Sundar\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"SN Thakur\";\"SN Thakur\";\"Mohammed Siraj\";\"SN Thakur\";\"Mohammed Siraj\";\"JJ Bumrah\";\"Mohammed Siraj\";\"Mohammed Shami\";\"Mohammed Shami\";\"Mohammed Shami\";\"JJ Bumrah\";\"SN Thakur\";\"SN Thakur\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Siraj\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Siraj\";\"SN Thakur\";\"SN Thakur\";\"JJ Bumrah\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Shami\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Mohammed Shami\";\"Mohammed Siraj\";\"I Sharma\";\"I Sharma\";\"I Sharma\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Mohammed Shami\";\"JJ Bumrah\";\"Mohammed Shami\";\"I Sharma\";\"I Sharma\";\"JJ Bumrah\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"JJ Bumrah\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Mohammed Shami\";\"RA Jadeja\";\"Mohammed Siraj\";\"Mohammed Shami\";\"Mohammed Shami\";\"JJ Bumrah\";\"RA Jadeja\";\"Mohammed Siraj\";\"Mohammed Shami\";\"JJ Bumrah\";\"JJ Bumrah\";\"JJ Bumrah\";\"UT Yadav\";\"UT Yadav\";\"UT Yadav\";\"Mohammed Siraj\";\"RA Jadeja\";\"SN Thakur\";\"RA Jadeja\";\"JJ Bumrah\";\"SN Thakur\";\"RA Jadeja\";\"RA Jadeja\";\"JJ Bumrah\";\"JJ Bumrah\";\"RA Jadeja\";\"SN Thakur\";\"UT Yadav\";\"UT Yadav\";\"UT Yadav\";\"R Ashwin\";\"JJ Bumrah\";\"JJ Bumrah\";\"S Nadeem\";\"R Ashwin\";\"S Nadeem\";\"I Sharma\";\"I Sharma\";\"JJ Bumrah\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"I Sharma\";\"R Ashwin\";\"JJ Bumrah\";\"S Nadeem\";\"S Nadeem\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"I Sharma\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"Mohammed Siraj\";\"AR Patel\";\"R Ashwin\";\"I Sharma\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"Kuldeep Yadav\";\"AR Patel\";\"AR Patel\";\"Kuldeep Yadav\";\"I Sharma\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"Washington Sundar\";\"AR Patel\";\"AR Patel\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Washington Sundar\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"I Sharma\";\"Mohammed Shami\";\"I Sharma\";\"Mohammed Shami\";\"Mohammed Shami\";\"Mohammed Shami\";\"I Sharma\";\"R Ashwin\";\"RA Jadeja\";\"R Ashwin\";\"R Ashwin\";\"JJ Bumrah\";\"Mohammed Shami\";\"Mohammed Shami\";\"Mohammed Siraj\";\"SN Thakur\";\"Mohammed Shami\";\"Mohammed Shami\";\"SN Thakur\";\"Mohammed Shami\";\"JJ Bumrah\";\"Mohammed Shami\";\"Mohammed Siraj\";\"JJ Bumrah\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Siraj\";\"Mohammed Shami\";\"Mohammed Shami\";\"R Ashwin\";\"R Ashwin\";\"Mohammed Shami\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"Mohammed Shami\";\"JJ Bumrah\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"R Ashwin\";\"Mohammed Shami\";\"JJ Bumrah\";\"JJ Bumrah\";\"UT Yadav\";\"UT Yadav\";\"Mohammed Shami\";\"Mohammed Shami\";\"JJ Bumrah\";\"JJ Bumrah\";\"SN Thakur\";\"JJ Bumrah\";\"Mohammed Shami\";\"JJ Bumrah\";\"SN Thakur\";\"R Ashwin\";\"UT Yadav\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"RA Jadeja\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"UT Yadav\";\"R Ashwin\";\"RA Jadeja\";\"AR Patel\";\"RA Jadeja\";\"R Ashwin\";\"RA Jadeja\";\"RA Jadeja\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"AR Patel\";\"R Ashwin\";\"J Yadav\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"J Yadav\";\"J Yadav\";\"J Yadav\";\"J Yadav\";\"R Ashwin\";\"R Ashwin\";\"RA Jadeja\";\"JJ Bumrah\";\"R Ashwin\";\"JJ Bumrah\";\"RA Jadeja\";\"RA Jadeja\";\"Mohammed Shami\";\"RA Jadeja\";\"RA Jadeja\";\"R Ashwin\";\"R Ashwin\";\"Mohammed Shami\";\"RA Jadeja\";\"R Ashwin\";\"RA Jadeja\";\"RA Jadeja\";\"RA Jadeja\";\"Mohammed Shami\";\"R Ashwin\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Shami\";\"Mohammed Shami\";\"AR Patel\";\"JJ Bumrah\";\"JJ Bumrah\";\"R Ashwin\";\"JJ Bumrah\";\"R Ashwin\";\"JJ Bumrah\";\"R Ashwin\";\"RA Jadeja\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"JJ Bumrah\";\"R Ashwin\";\"JJ Bumrah\";\"R Ashwin\"];\r\nw = [\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"run out\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"run out\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"run out\";\"caught\";\"run out\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"stumped\";\"lbw\";\"bowled\";\"caught and bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"stumped\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"stumped\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"stumped\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"stumped\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"stumped\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"stumped\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"run out\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"stumped\";\"lbw\";\"lbw\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"stumped\";\"lbw\";\"stumped\";\"bowled\";\"caught\";\"stumped\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"caught\"];\r\nwickets = table(bt,bw,w,'VariableNames',[\"Batter\",\"Bowler\",\"Dismissal\"]);\r\npairs = sortrows(whosyourbunny(wickets),1:2);\r\nassert( isequal(pairs.Batter,[\"AK Markram\";\"BA Stokes\";\"D Elgar\";\"DP Sibley\";\"JE Root\";\"JM Bairstow\";\"MJ Leach\";\"OJ Pope\";\"TWM Latham\"]) )\r\nassert( isequal(pairs.Bowler,[\"Mohammed Shami\";\"R Ashwin\";\"JJ Bumrah\";\"AR Patel\";\"JJ Bumrah\";\"Mohammed Siraj\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\"]) )\r\nassert( all(pairs.NumberOfDismissals == 4) )\r\n%% Bowlers from New Zealand\r\nbt = [\"Shan Masood\";\"Abid Ali\";\"Haris Sohail\";\"Fawad Alam\";\"Mohammad Rizwan\";\"Azhar Ali\";\"Faheem Ashraf\";\"Zafar Gohar\";\"Shaheen Shah Afridi\";\"Naseem Shah\";\"Shan Masood\";\"Mohammad Abbas\";\"Abid Ali\";\"Haris Sohail\";\"Azhar Ali\";\"Mohammad Rizwan\";\"Fawad Alam\";\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Zafar Gohar\";\"DP Sibley\";\"Z Crawley\";\"JE Root\";\"OJ Pope\";\"DW Lawrence\";\"James Bracey\";\"OE Robinson\";\"MA Wood\";\"SCJ Broad\";\"RJ Burns\";\"RJ Burns\";\"Z Crawley\";\"JE Root\";\"DP Sibley\";\"Z Crawley\";\"JE Root\";\"OJ Pope\";\"RJ Burns\";\"James Bracey\";\"OP Stone\";\"MA Wood\";\"SCJ Broad\";\"JM Anderson\";\"RJ Burns\";\"DP Sibley\";\"Z Crawley\";\"OJ Pope\";\"DW Lawrence\";\"James Bracey\";\"JE Root\";\"MA Wood\";\"SCJ Broad\";\"OP Stone\";\"RG Sharma\";\"Shubman Gill\";\"CA Pujara\";\"V Kohli\";\"RR Pant\";\"AM Rahane\";\"R Ashwin\";\"I Sharma\";\"JJ Bumrah\";\"RA Jadeja\";\"Shubman Gill\";\"RG Sharma\";\"V Kohli\";\"CA Pujara\";\"AM Rahane\";\"RA Jadeja\";\"RR Pant\";\"R Ashwin\";\"Mohammed Shami\";\"JJ Bumrah\";\"Z Crawley\";\"OJ Pope\";\"JE Root\";\"AZ Lees\";\"BA Stokes\";\"JM Bairstow\";\"MJ Potts\";\"SCJ Broad\";\"BT Foakes\";\"MW Parkinson\";\"AZ Lees\";\"Z Crawley\";\"OJ Pope\";\"JM Bairstow\";\"BA Stokes\";\"Z Crawley\";\"AZ Lees\";\"OJ Pope\";\"JM Bairstow\";\"BA Stokes\";\"JE Root\";\"SCJ Broad\";\"BT Foakes\";\"MJ Potts\";\"JM Anderson\";\"Z Crawley\";\"OJ Pope\";\"JE Root\";\"AZ Lees\";\"JM Bairstow\";\"MA Agarwal\";\"Shubman Gill\";\"CA Pujara\";\"AM Rahane\";\"RA Jadeja\";\"WP Saha\";\"SS Iyer\";\"AR Patel\";\"R Ashwin\";\"I Sharma\";\"Shubman Gill\";\"CA Pujara\";\"AM Rahane\";\"MA Agarwal\";\"RA Jadeja\";\"R Ashwin\";\"SS Iyer\";\"Shubman Gill\";\"CA Pujara\";\"V Kohli\";\"SS Iyer\";\"WP Saha\";\"R Ashwin\";\"MA Agarwal\";\"AR Patel\";\"J Yadav\";\"Mohammed Siraj\";\"MA Agarwal\";\"CA Pujara\";\"Shubman Gill\";\"SS Iyer\";\"V Kohli\";\"WP Saha\";\"J Yadav\";\"Shadman Islam\";\"Nazmul Hossain Shanto\";\"Mahmudul Hasan Joy\";\"Mushfiqur Rahim\";\"Mominul Haque\";\"Liton Das\";\"Mehedi Hasan Miraz\";\"Yasir Ali Chowdhury\";\"Taskin Ahmed\";\"Shoriful Islam\";\"Shadman Islam\";\"Nazmul Hossain Shanto\";\"Shadman Islam\";\"Mohammad Naim\";\"Nazmul Hossain Shanto\";\"Mominul Haque\";\"Liton Das\";\"Nurul Hasan\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Yasir Ali Chowdhury\";\"Shoriful Islam\";\"Shadman Islam\";\"Nazmul Hossain Shanto\";\"Mohammad Naim\";\"Mominul Haque\";\"Yasir Ali Chowdhury\";\"Nurul Hasan\";\"Mehedi Hasan Miraz\";\"Liton Das\";\"Shoriful Islam\";\"Ebadat Hossain\";\"D Elgar\";\"SJ Erwee\";\"AK Markram\";\"HE van der Dussen\";\"T Bavuma\";\"Zubayr Hamza\";\"K Verreynne\";\"K Rabada\";\"GA Stuurman\";\"D Olivier\";\"SJ Erwee\";\"D Elgar\";\"AK Markram\";\"HE van der Dussen\";\"Zubayr Hamza\";\"T Bavuma\";\"K Verreynne\";\"K Rabada\";\"M Jansen\";\"GA Stuurman\";\"D Elgar\";\"AK Markram\";\"SJ Erwee\";\"T Bavuma\";\"K Verreynne\";\"HE van der Dussen\";\"PWA Mulder\";\"K Rabada\";\"KA Maharaj\";\"L Sipamla\";\"SJ Erwee\";\"D Elgar\";\"AK Markram\";\"HE van der Dussen\";\"T Bavuma\";\"PWA Mulder\";\"M Jansen\";\"K Rabada\";\"KA Maharaj\"];\r\nbw = [\"TG Southee\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"MJ Henry\";\"KA Jamieson\";\"TG Southee\";\"TA Boult\";\"TA Boult\";\"KA Jamieson\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"KA Jamieson\";\"KS Williamson\";\"TA Boult\";\"KA Jamieson\";\"TG Southee\";\"KA Jamieson\";\"TG Southee\";\"TG Southee\";\"TG Southee\";\"TG Southee\";\"KA Jamieson\";\"N Wagner\";\"TG Southee\";\"N Wagner\";\"TG Southee\";\"N Wagner\";\"MJ Henry\";\"N Wagner\";\"MJ Henry\";\"AY Patel\";\"TA Boult\";\"TA Boult\";\"AY Patel\";\"MJ Henry\";\"TA Boult\";\"TA Boult\";\"MJ Henry\";\"MJ Henry\";\"MJ Henry\";\"N Wagner\";\"N Wagner\";\"AY Patel\";\"AY Patel\";\"N Wagner\";\"TA Boult\";\"TA Boult\";\"KA Jamieson\";\"N Wagner\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"N Wagner\";\"TG Southee\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"TG Southee\";\"TG Southee\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"N Wagner\";\"TA Boult\";\"TA Boult\";\"TG Southee\";\"TG Southee\";\"KA Jamieson\";\"KA Jamieson\";\"C de Grandhomme\";\"TG Southee\";\"TG Southee\";\"TA Boult\";\"TA Boult\";\"TG Southee\";\"TG Southee\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"MJ Henry\";\"TA Boult\";\"TA Boult\";\"MG Bracewell\";\"TA Boult\";\"MG Bracewell\";\"MG Bracewell\";\"TA Boult\";\"MG Bracewell\";\"TA Boult\";\"MJ Henry\";\"TA Boult\";\"TG Southee\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"TG Southee\";\"KA Jamieson\";\"TG Southee\";\"TG Southee\";\"TG Southee\";\"TG Southee\";\"AY Patel\";\"AY Patel\";\"KA Jamieson\";\"KA Jamieson\";\"AY Patel\";\"TG Southee\";\"TG Southee\";\"KA Jamieson\";\"TG Southee\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"R Ravindra\";\"AY Patel\";\"R Ravindra\";\"R Ravindra\";\"AY Patel\";\"N Wagner\";\"N Wagner\";\"N Wagner\";\"TA Boult\";\"TA Boult\";\"TA Boult\";\"TG Southee\";\"KA Jamieson\";\"TG Southee\";\"TA Boult\";\"TG Southee\";\"KA Jamieson\";\"TA Boult\";\"TG Southee\";\"TA Boult\";\"TG Southee\";\"TA Boult\";\"TG Southee\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"KA Jamieson\";\"N Wagner\";\"TG Southee\";\"N Wagner\";\"N Wagner\";\"DJ Mitchell\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"LRPL Taylor\";\"MJ Henry\";\"KA Jamieson\";\"MJ Henry\";\"MJ Henry\";\"TG Southee\";\"MJ Henry\";\"MJ Henry\";\"MJ Henry\";\"MJ Henry\";\"N Wagner\";\"TG Southee\";\"MJ Henry\";\"TG Southee\";\"MJ Henry\";\"KA Jamieson\";\"N Wagner\";\"TG Southee\";\"TG Southee\";\"N Wagner\";\"TG Southee\";\"TG Southee\";\"N Wagner\";\"MJ Henry\";\"MJ Henry\";\"MJ Henry\";\"N Wagner\";\"N Wagner\";\"N Wagner\";\"KA Jamieson\";\"KA Jamieson\";\"TG Southee\";\"TG Southee\";\"MJ Henry\";\"N Wagner\";\"N Wagner\";\"KA Jamieson\";\"C de Grandhomme\";\"MJ Henry\";\"KA Jamieson\"];\r\nw = [\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"run out\";\"bowled\";\"stumped\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"stumped\";\"bowled\";\"caught\";\"caught and bowled\";\"caught and bowled\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\"];\r\nwickets = table(bt,bw,w,'VariableNames',[\"Batter\",\"Bowler\",\"Dismissal\"]);\r\npairs = sortrows(whosyourbunny(wickets),1:2);\r\nassert( isequal(pairs.Batter,\"JM Bairstow\") )\r\nassert( isequal(pairs.Bowler,\"TA Boult\") )\r\nassert( all(pairs.NumberOfDismissals == 3) )\r\n%% Bowlers from Pakistan\r\nbt = [\"TA Blundell\";\"TWM Latham\";\"LRPL Taylor\";\"HM Nicholls\";\"BJ Watling\";\"KS Williamson\";\"AK Markram\";\"HE van der Dussen\";\"F du Plessis\";\"Q de Kock\";\"D Elgar\";\"T Bavuma\";\"KA Maharaj\";\"GF Linde\";\"A Nortje\";\"L Ngidi\";\"D Elgar\";\"HE van der Dussen\";\"F du Plessis\";\"AK Markram\";\"KA Maharaj\";\"Q de Kock\";\"GF Linde\";\"K Rabada\";\"A Nortje\";\"T Bavuma\";\"D Elgar\";\"HE van der Dussen\";\"F du Plessis\";\"AK Markram\";\"Q de Kock\";\"PWA Mulder\";\"GF Linde\";\"KA Maharaj\";\"K Rabada\";\"A Nortje\";\"D Elgar\";\"HE van der Dussen\";\"F du Plessis\";\"AK Markram\";\"Q de Kock\";\"T Bavuma\";\"GF Linde\";\"KA Maharaj\";\"K Rabada\";\"PWA Mulder\";\"KT Kasuza\";\"PS Masvaure\";\"TK Musakanda\";\"BRM Taylor\";\"M Shumba\";\"R Kaia\";\"RW Chakabva\";\"TS Chisoro\";\"B Muzarabani\";\"R Ngarava\";\"KT Kasuza\";\"M Shumba\";\"TK Musakanda\";\"R Kaia\";\"BRM Taylor\";\"DT Tiripano\";\"TS Chisoro\";\"B Muzarabani\";\"R Ngarava\";\"TK Musakanda\";\"KT Kasuza\";\"BRM Taylor\";\"M Shumba\";\"TS Chisoro\";\"RW Chakabva\";\"LM Jongwe\";\"DT Tiripano\";\"R Kaia\";\"B Muzarabani\";\"TK Musakanda\";\"KT Kasuza\";\"BRM Taylor\";\"RW Chakabva\";\"M Shumba\";\"DT Tiripano\";\"R Kaia\";\"TS Chisoro\";\"R Ngarava\";\"LM Jongwe\";\"KOA Powell\";\"NE Bonner\";\"RL Chase\";\"J Blackwood\";\"KR Mayers\";\"JO Holder\";\"KC Brathwaite\";\"KAJ Roach\";\"JA Warrican\";\"J Da Silva\";\"KOA Powell\";\"KC Brathwaite\";\"NE Bonner\";\"RL Chase\";\"KR Mayers\";\"J Blackwood\";\"JO Holder\";\"J Da Silva\";\"JA Warrican\";\"KOA Powell\";\"KC Brathwaite\";\"RL Chase\";\"AS Joseph\";\"NE Bonner\";\"KR Mayers\";\"J Blackwood\";\"J Da Silva\";\"JO Holder\";\"KAJ Roach\";\"KOA Powell\";\"AS Joseph\";\"NE Bonner\";\"RL Chase\";\"J Blackwood\";\"KC Brathwaite\";\"KR Mayers\";\"JO Holder\";\"KAJ Roach\";\"J Da Silva\";\"Saif Hassan\";\"Shadman Islam\";\"Mominul Haque\";\"Nazmul Hossain Shanto\";\"Liton Das\";\"Yasir Ali Chowdhury\";\"Mushfiqur Rahim\";\"Taijul Islam\";\"Abu Jayed\";\"Ebadat Hossain\";\"Shadman Islam\";\"Nazmul Hossain Shanto\";\"Mominul Haque\";\"Saif Hassan\";\"Mushfiqur Rahim\";\"Mehedi Hasan Miraz\";\"Nurul Hasan\";\"Liton Das\";\"Abu Jayed\";\"Taijul Islam\";\"Mahmudul Hasan Joy\";\"Shadman Islam\";\"Mominul Haque\";\"Mushfiqur Rahim\";\"Liton Das\";\"Nazmul Hossain Shanto\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Khaled Ahmed\";\"Shakib Al Hasan\";\"Mahmudul Hasan Joy\";\"Shadman Islam\";\"Mominul Haque\";\"Nazmul Hossain Shanto\";\"Liton Das\";\"Mushfiqur Rahim\";\"Mehedi Hasan Miraz\";\"Shakib Al Hasan\";\"Khaled Ahmed\";\"Taijul Islam\";\"DA Warner\";\"UT Khawaja\";\"M Labuschagne\";\"TM Head\";\"C Green\";\"SPD Smith\";\"AT Carey\";\"PJ Cummins\";\"MA Starc\";\"NM Lyon\";\"DA Warner\";\"M Labuschagne\";\"SPD Smith\";\"NM Lyon\";\"TM Head\";\"UT Khawaja\";\"C Green\";\"AT Carey\";\"MA Starc\";\"DA Warner\";\"M Labuschagne\";\"DA Warner\";\"M Labuschagne\";\"SPD Smith\";\"UT Khawaja\";\"TM Head\";\"AT Carey\";\"C Green\";\"MA Starc\";\"NM Lyon\";\"MJ Swepson\";\"DA Warner\";\"M Labuschagne\";\"SPD Smith\"];\r\nbw = [\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Mohammad Abbas\";\"Mohammad Abbas\";\"Shaheen Shah Afridi\";\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Faheem Ashraf\";\"Yasir Shah\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Yasir Shah\";\"Hasan Ali\";\"Yasir Shah\";\"Shaheen Shah Afridi\";\"Yasir Shah\";\"Yasir Shah\";\"Yasir Shah\";\"Nauman Ali\";\"Hasan Ali\";\"Yasir Shah\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Faheem Ashraf\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Yasir Shah\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Hasan Ali\";\"Sajid Khan\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Faheem Ashraf\";\"Nauman Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Tabish Khan\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Sajid Khan\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Sajid Khan\";\"Hasan Ali\";\"Sajid Khan\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Mohammad Abbas\";\"Mohammad Abbas\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Faheem Ashraf\";\"Yasir Shah\";\"Mohammad Abbas\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Faheem Ashraf\";\"Faheem Ashraf\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Mohammad Abbas\";\"Mohammad Abbas\";\"Shaheen Shah Afridi\";\"Mohammad Abbas\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Hasan Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Sajid Khan\";\"Faheem Ashraf\";\"Hasan Ali\";\"Hasan Ali\";\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Sajid Khan\";\"Sajid Khan\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Shaheen Shah Afridi\";\"Sajid Khan\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Sajid Khan\";\"Nauman Ali\";\"Babar Azam\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Naseem Shah\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Faheem Ashraf\";\"Nauman Ali\";\"Hasan Ali\";\"Faheem Ashraf\";\"Sajid Khan\";\"Sajid Khan\";\"Nauman Ali\";\"Babar Azam\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Naseem Shah\";\"Sajid Khan\";\"Naseem Shah\";\"Nauman Ali\";\"Naseem Shah\";\"Shaheen Shah Afridi\";\"Naseem Shah\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Naseem Shah\"];\r\nw = [\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"run out\";\"caught\";\"caught\";\"caught\";\"run out\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"run out\";\"bowled\";\"bowled\";\"run out\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"run out\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"run out\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"run out\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"run out\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"run out\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught and bowled\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"stumped\";\"caught\";\"caught\";\"run out\";\"caught\";\"caught and bowled\";\"lbw\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"run out\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"run out\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\"];\r\nwickets = table(bt,bw,w,'VariableNames',[\"Batter\",\"Bowler\",\"Dismissal\"]);\r\npairs = sortrows(whosyourbunny(wickets),1:2);\r\nassert( isequal(pairs.Batter,[\"GF Linde\";\"J Da Silva\";\"KT Kasuza\";\"M Labuschagne\";\"MA Starc\";\"Taijul Islam\"]) )\r\nassert( isequal(pairs.Bowler,[\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Sajid Khan\"]) )\r\nassert( all(pairs.NumberOfDismissals == 3) )\r\n%% Bowlers from South Africa\r\nbt = [\"FDM Karunaratne\";\"MDKJ Perera\";\"BKG Mendis\";\"HDRL Thirimanne\";\"M Bhanuka\";\"N Dickwella\";\"MD Shanaka\";\"PWH de Silva\";\"PVD Chameera\";\"AM Fernando\";\"MDKJ Perera\";\"HDRL Thirimanne\";\"BKG Mendis\";\"M Bhanuka\";\"FDM Karunaratne\";\"N Dickwella\";\"MD Shanaka\";\"PWH de Silva\";\"PVD Chameera\";\"AM Fernando\";\"Abid Ali\";\"Imran Butt\";\"Babar Azam\";\"Shaheen Shah Afridi\";\"Azhar Ali\";\"Mohammad Rizwan\";\"Fawad Alam\";\"Faheem Ashraf\";\"Hasan Ali\";\"Nauman Ali\";\"Abid Ali\";\"Imran Butt\";\"Babar Azam\";\"Imran Butt\";\"Azhar Ali\";\"Abid Ali\";\"Babar Azam\";\"Fawad Alam\";\"Mohammad Rizwan\";\"Hasan Ali\";\"Yasir Shah\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Imran Butt\";\"Abid Ali\";\"Babar Azam\";\"Azhar Ali\";\"Fawad Alam\";\"Faheem Ashraf\";\"Hasan Ali\";\"Yasir Shah\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"SD Hope\";\"KC Brathwaite\";\"NE Bonner\";\"KR Mayers\";\"J Blackwood\";\"RL Chase\";\"J Da Silva\";\"RRS Cornwall\";\"KAJ Roach\";\"JO Holder\";\"KC Brathwaite\";\"KOA Powell\";\"SD Hope\";\"KR Mayers\";\"J Blackwood\";\"JO Holder\";\"RL Chase\";\"RRS Cornwall\";\"J Da Silva\";\"JNT Seales\";\"KC Brathwaite\";\"KOA Powell\";\"RL Chase\";\"KR Mayers\";\"SD Hope\";\"JO Holder\";\"J Da Silva\";\"KAJ Roach\";\"JNT Seales\";\"J Blackwood\";\"KC Brathwaite\";\"SD Hope\";\"KR Mayers\";\"KOA Powell\";\"JO Holder\";\"J Da Silva\";\"J Blackwood\";\"KAJ Roach\";\"JNT Seales\";\"MA Agarwal\";\"CA Pujara\";\"V Kohli\";\"KL Rahul\";\"AM Rahane\";\"R Ashwin\";\"RR Pant\";\"SN Thakur\";\"Mohammed Shami\";\"JJ Bumrah\";\"MA Agarwal\";\"SN Thakur\";\"KL Rahul\";\"V Kohli\";\"CA Pujara\";\"AM Rahane\";\"R Ashwin\";\"RR Pant\";\"Mohammed Shami\";\"Mohammed Siraj\";\"MA Agarwal\";\"CA Pujara\";\"AM Rahane\";\"GH Vihari\";\"KL Rahul\";\"RR Pant\";\"SN Thakur\";\"Mohammed Shami\";\"R Ashwin\";\"Mohammed Siraj\";\"KL Rahul\";\"MA Agarwal\";\"AM Rahane\";\"CA Pujara\";\"RR Pant\";\"R Ashwin\";\"SN Thakur\";\"Mohammed Shami\";\"JJ Bumrah\";\"Mohammed Siraj\";\"KL Rahul\";\"MA Agarwal\";\"CA Pujara\";\"AM Rahane\";\"RR Pant\";\"R Ashwin\";\"SN Thakur\";\"JJ Bumrah\";\"V Kohli\";\"Mohammed Shami\";\"MA Agarwal\";\"KL Rahul\";\"CA Pujara\";\"AM Rahane\";\"V Kohli\";\"R Ashwin\";\"SN Thakur\";\"UT Yadav\";\"Mohammed Shami\";\"JJ Bumrah\";\"Shadman Islam\";\"Nazmul Hossain Shanto\";\"Mominul Haque\";\"Mushfiqur Rahim\";\"Taskin Ahmed\";\"Liton Das\";\"Yasir Ali Chowdhury\";\"Mehedi Hasan Miraz\";\"Khaled Ahmed\";\"Mahmudul Hasan Joy\";\"Shadman Islam\";\"Mahmudul Hasan Joy\";\"Mominul Haque\";\"Mushfiqur Rahim\";\"Liton Das\";\"Yasir Ali Chowdhury\";\"Mehedi Hasan Miraz\";\"Nazmul Hossain Shanto\";\"Khaled Ahmed\";\"Taskin Ahmed\";\"Mahmudul Hasan Joy\";\"Tamim Iqbal\";\"Nazmul Hossain Shanto\";\"Mominul Haque\";\"Liton Das\";\"Yasir Ali Chowdhury\";\"Mushfiqur Rahim\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Mahmudul Hasan Joy\";\"Nazmul Hossain Shanto\";\"Tamim Iqbal\";\"Mushfiqur Rahim\";\"Mominul Haque\";\"Yasir Ali Chowdhury\";\"Liton Das\";\"Mehedi Hasan Miraz\";\"Khaled Ahmed\";\"Taijul Islam\";\"WA Young\";\"TWM Latham\";\"DP Conway\";\"N Wagner\";\"DJ Mitchell\";\"HM Nicholls\";\"C de Grandhomme\";\"KA Jamieson\";\"TG Southee\";\"TA Blundell\";\"TWM Latham\";\"WA Young\";\"DP Conway\";\"HM Nicholls\";\"TA Blundell\";\"DJ Mitchell\";\"KA Jamieson\";\"TG Southee\";\"N Wagner\";\"MJ Henry\";\"WA Young\";\"TWM Latham\";\"HM Nicholls\";\"DJ Mitchell\";\"DP Conway\";\"TA Blundell\";\"C de Grandhomme\";\"KA Jamieson\";\"TG Southee\";\"MJ Henry\"];\r\nbw = [\"A Nortje\";\"PWA Mulder\";\"PWA Mulder\";\"PWA Mulder\";\"A Nortje\";\"A Nortje\";\"A Nortje\";\"L Sipamla\";\"A Nortje\";\"A Nortje\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"A Nortje\";\"A Nortje\";\"L Ngidi\";\"PWA Mulder\";\"L Sipamla\";\"L Sipamla\";\"L Sipamla\";\"K Rabada\";\"K Rabada\";\"KA Maharaj\";\"A Nortje\";\"KA Maharaj\";\"L Ngidi\";\"L Ngidi\";\"A Nortje\";\"K Rabada\";\"KA Maharaj\";\"A Nortje\";\"A Nortje\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"A Nortje\";\"A Nortje\";\"K Rabada\";\"A Nortje\";\"KA Maharaj\";\"PWA Mulder\";\"A Nortje\";\"A Nortje\";\"K Rabada\";\"KA Maharaj\";\"KA Maharaj\";\"GF Linde\";\"GF Linde\";\"GF Linde\";\"KA Maharaj\";\"GF Linde\";\"K Rabada\";\"GF Linde\";\"A Nortje\";\"A Nortje\";\"K Rabada\";\"A Nortje\";\"A Nortje\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"K Rabada\";\"K Rabada\";\"A Nortje\";\"A Nortje\";\"K Rabada\";\"KA Maharaj\";\"KA Maharaj\";\"K Rabada\";\"K Rabada\";\"A Nortje\";\"K Rabada\";\"L Ngidi\";\"A Nortje\";\"KA Maharaj\";\"L Ngidi\";\"K Rabada\";\"PWA Mulder\";\"PWA Mulder\";\"PWA Mulder\";\"KA Maharaj\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"L Ngidi\";\"KA Maharaj\";\"KA Maharaj\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"K Rabada\";\"L Ngidi\";\"K Rabada\";\"L Ngidi\";\"K Rabada\";\"L Ngidi\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"L Ngidi\";\"M Jansen\";\"L Ngidi\";\"M Jansen\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"D Olivier\";\"D Olivier\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"D Olivier\";\"K Rabada\";\"M Jansen\";\"K Rabada\";\"M Jansen\";\"D Olivier\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"L Ngidi\";\"M Jansen\";\"M Jansen\";\"L Ngidi\";\"L Ngidi\";\"D Olivier\";\"K Rabada\";\"M Jansen\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"KA Maharaj\";\"K Rabada\";\"K Rabada\";\"L Ngidi\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"SR Harmer\";\"SR Harmer\";\"SR Harmer\";\"SR Harmer\";\"LB Williams\";\"LB Williams\";\"D Olivier\";\"PWA Mulder\";\"D Olivier\";\"LB Williams\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"SR Harmer\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"D Olivier\";\"PWA Mulder\";\"PWA Mulder\";\"PWA Mulder\";\"D Olivier\";\"KA Maharaj\";\"SR Harmer\";\"SR Harmer\";\"KA Maharaj\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"SR Harmer\";\"M Jansen\";\"D Olivier\";\"D Olivier\";\"K Rabada\";\"GA Stuurman\";\"D Olivier\";\"AK Markram\";\"AK Markram\";\"K Rabada\";\"M Jansen\";\"K Rabada\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"KA Maharaj\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"KA Maharaj\";\"KA Maharaj\";\"L Sipamla\";\"M Jansen\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"KA Maharaj\"];\r\nw = [\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"run out\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"run out\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"stumped\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"bowled\";\"caught and bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"stumped\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\"];\r\nwickets = table(bt,bw,w,'VariableNames',[\"Batter\",\"Bowler\",\"Dismissal\"]);\r\npairs = sortrows(whosyourbunny(wickets),1:2);\r\nassert( isequal(pairs.Batter,[\"AM Rahane\";\"Babar Azam\";\"KC Brathwaite\";\"KL Rahul\"]) )\r\nassert( isequal(pairs.Bowler,[\"K Rabada\";\"KA Maharaj\";\"K Rabada\";\"M Jansen\"]) )\r\nassert( all(pairs.NumberOfDismissals == 3) )","published":true,"deleted":false,"likes_count":1,"comments_count":0,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T20:10:18.000Z","deleted_by":null,"deleted_at":null,"solvers_count":20,"test_suite_updated_at":"2022-11-08T20:04:47.000Z","rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T20:18:12.000Z","updated_at":"2025-12-06T13:26:51.000Z","published_at":"2022-11-08T15:16:13.000Z","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\u003eGiven a table representing all wickets taken in a particular set of matches, return a table of the bowler-batter pairs that occur most commonly.\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 table will have three variables: \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\u003eBatter\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:rFonts w:cs=\\\"monospace\\\"/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eBowler\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e, and \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\u003eDismissal\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e, representing the batter dismissed, the bowler of the delivery when the wicket fell, and the type of dismissal, respectively. The dismissal will be one of the set:  \\\"bowled\\\", \\\"caught\\\", \\\"caught and bowled\\\", \\\"hit wicket\\\", \\\"lbw\\\", \\\"run out\\\", \\\"stumped\\\". Note that run outs are included in the list of wickets. However, because they are not credited to the bowler, your function should \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:b/\u003e\u003c/w:rPr\u003e\u003cw:t\u003enot\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e count these.\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 output table should have three variables: \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\u003eBatter\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:rFonts w:cs=\\\"monospace\\\"/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eBowler\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e, and \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\u003eNumberOfDismissals\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e. Each row of the table should represent a unique combination of bowler and batter, all with the same value of \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\u003eNumberOfDismissals\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e (which should be the maximum of all pairs in the data set).\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=\\\"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=\\\"419\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"901\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"A table of 8 dismissals, giving batter name, bowler name, and type of dismissal. One entry is crossed out, because the dismissal is \u0026quot;run out\u0026quot;. This table is aggregated into a square matrix of batters (rows) vs bowlers (columns). Each entry in the matrix is the number of times each batter-bowler pair appears in the original table. The maximum value in the matrix is highlighted, one from the row \u0026quot;Ben\u0026quot; and the other from the row \u0026quot;Renee\u0026quot;, both from the column \u0026quot;Ned\u0026quot;. This matrix is then transformed to the resulting table of batter-bowler combinations (Ben-Ned and Renee-Ned), both with NumberOfDismissals equal to 2.\\\"/\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=\\\"code\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003e\u003c![CDATA[bt = [\\\"Ben\\\";\\\"Matt\\\";\\\"Renee\\\";\\\"Renee\\\";\\\"Ben\\\";\\\"Ned\\\";\\\"Ben\\\";\\\"Renee\\\"];\\nbw = [\\\"Ned\\\";\\\"Renee\\\";\\\"Ned\\\";\\\"Ben\\\";\\\"Ned\\\";\\\"Matt\\\";\\\"Renee\\\";\\\"Ned\\\"];\\nw = [\\\"hit wicket\\\";\\\"lbw\\\";\\\"bowled\\\";\\\"caught\\\";\\\"lbw\\\";\\\"stumped\\\";\\\"run out\\\";\\\"caught\\\"];\\nwickets = table(bt,bw,w,'VariableNames',[\\\"Batter\\\",\\\"Bowler\\\",\\\"Dismissal\\\"])\\nwickets =\\n  8×3 table\\n    Batter     Bowler      Dismissal  \\n    _______    _______    ____________\\n    \\\"Ben\\\"      \\\"Ned\\\"      \\\"hit wicket\\\"\\n    \\\"Matt\\\"     \\\"Renee\\\"    \\\"lbw\\\"       \\n    \\\"Renee\\\"    \\\"Ned\\\"      \\\"bowled\\\"    \\n    \\\"Renee\\\"    \\\"Ben\\\"      \\\"caught\\\"    \\n    \\\"Ben\\\"      \\\"Ned\\\"      \\\"lbw\\\"       \\n    \\\"Ned\\\"      \\\"Matt\\\"     \\\"stumped\\\"   \\n    \\\"Ben\\\"      \\\"Renee\\\"    \\\"run out\\\"   \\n    \\\"Renee\\\"    \\\"Ned\\\"      \\\"caught\\\"    \\n    \\npairs = whosyourbunny(wickets)\\npairs =\\n  2×3 table\\n    Batter     Bowler    NumberOfDismissals\\n    _______    ______    __________________\\n    \\\"Ben\\\"      \\\"Ned\\\"             2         \\n    \\\"Renee\\\"    \\\"Ned\\\"             2         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- You Miss, I Hit (Rank Bowlers by Proportion of Bowled and LBW Wickets)","description":"Which bowlers threaten your stumps the most? Given a table of all wickets taken during some particular set of matches and two thresholds, w and p, return a table of the bowlers who have taken at least w wickets with a proportional of at least p of those wickets being either bowled or LBW. The table returned should be sorted in descending order of this proportion. If bowlers share the same proportion, they should be ordered in descending order of total wickets.\r\nThe input table will have two variables, Bowler and Dismissal. Both are string vectors. The first is the names of the bowlers, the second is the type of wicket, which will be from the set: \"bowled\", \"caught\", \"caught and bowled\", \"hit wicket\", \"lbw\", \"stumped\".\r\nThe output table should have three variables: Bowler, Wickets, and WWProp. The first is the names of the bowlers (string), the second is the number of wickets taken by each bowler (double), and the third is the proportion of each bowler's wickets that were bowled or LBW.\r\nFor example, with thresholds of w = 2, p = 0.5:\r\n\r\nb = [\"Ben\";\"Matt\";\"Renee\";\"Renee\";\"Ben\";\"Ned\";\"Ben\";\"Ned\"];\r\nw = [\"hit wicket\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"stumped\";\"bowled\";\"caught and bowled\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"])\r\nwickets =\r\n  8×2 table\r\n    Bowler          Dismissal     \r\n    _______    ___________________\r\n    \"Ben\"      \"hit wicket\"       \r\n    \"Matt\"     \"lbw\"              \r\n    \"Renee\"    \"bowled\"           \r\n    \"Renee\"    \"lbw\"              \r\n    \"Ben\"      \"lbw\"              \r\n    \"Ned\"      \"stumped\"          \r\n    \"Ben\"      \"bowled\"           \r\n    \"Ned\"      \"caught and bowled\"\r\n    \r\nwwprop = wicketwicketprop(wickets,2,0.5)\r\nwwprop =\r\n  2×3 table\r\n    Bowler     Wickets    WWProp \r\n    _______    _______    _______\r\n    \"Renee\"       2             1\r\n    \"Ben\"         3       0.66667","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 1434.47px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 717.233px; transform-origin: 407px 717.233px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 84px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 42px; text-align: left; transform-origin: 384px 42px; white-space: pre-wrap; 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: 375px 8px; transform-origin: 375px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eWhich bowlers threaten your stumps the most? Given a table of all wickets taken during some particular set of matches and two thresholds, \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: 4.5px 8px; transform-origin: 4.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ew\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: 16px 8px; transform-origin: 16px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e 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: 4px 8px; transform-origin: 4px 8px; 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: 171px 8px; transform-origin: 171px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e, return a table of the bowlers who have taken at least \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: 4.5px 8px; transform-origin: 4.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ew\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: 119.5px 8px; transform-origin: 119.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e wickets with a proportional of at least \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: 4px 8px; transform-origin: 4px 8px; 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: 346.5px 8px; transform-origin: 346.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e of those wickets being either bowled or LBW. The table returned should be sorted in descending order of this proportion. If bowlers share the same proportion, they should be ordered in descending order of total wickets.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 63.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 31.75px; text-align: left; transform-origin: 384px 31.75px; white-space: pre-wrap; 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: 123px 8px; transform-origin: 123px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe input table will have two variables, \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: 24px 8px; transform-origin: 24px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003eBowler\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: 16px 8px; transform-origin: 16px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e 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: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 36px 8.5px; transform-origin: 36px 8.5px; \"\u003eDismissal\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: 169.5px 8px; transform-origin: 169.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e. Both are string vectors. The first is the names of the bowlers, the second is the type of wicket, which will be from the set: \"bowled\", \"caught\", \"caught and bowled\", \"hit wicket\", \"lbw\", \"stumped\".\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 63.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 31.75px; text-align: left; transform-origin: 384px 31.75px; white-space: pre-wrap; 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: 145.5px 8px; transform-origin: 145.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe output table should have three variables: \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: 24px 8px; transform-origin: 24px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003eBowler\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: 4px 8px; transform-origin: 4px 8px; 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: 28px 8px; transform-origin: 28px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 28px 8.5px; transform-origin: 28px 8.5px; \"\u003eWickets\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: 18px 8px; transform-origin: 18px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e, 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: 24px 8px; transform-origin: 24px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003eWWProp\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: 120px 8px; transform-origin: 120px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e. The first is the names of the bowlers (string), the second is the number of wickets taken by each bowler (double), and the third is the proportion of each bowler's wickets that were bowled or LBW.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 100px 8px; transform-origin: 100px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor example, with thresholds 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: 4.5px 8px; transform-origin: 4.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ew\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: 16px 8px; transform-origin: 16px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e = 2, \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: 4px 8px; transform-origin: 4px 8px; 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: 20px 8px; transform-origin: 20px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e = 0.5:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 686.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 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alt=\"A table contains bowler's name and type of dismissal. 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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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 236px 8.5px; tab-size: 4; transform-origin: 236px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003eb = [\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"Matt\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 340px 8.5px; tab-size: 4; transform-origin: 340px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003ew = [\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 48px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 48px 8.5px; \"\u003e\"hit wicket\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"bowled\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 36px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 36px 8.5px; \"\u003e\"stumped\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"bowled\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 76px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 76px 8.5px; \"\u003e\"caught and bowled\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 236px 8.5px; tab-size: 4; transform-origin: 236px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 80px 8.5px; transform-origin: 80px 8.5px; \"\u003ewickets = table(b,w,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 60px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 60px 8.5px; \"\u003e'VariableNames'\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e,[\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"Bowler\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e,\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 44px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 44px 8.5px; \"\u003e\"Dismissal\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 8px 8.5px; transform-origin: 8px 8.5px; \"\u003e])\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 36px 8.5px; tab-size: 4; transform-origin: 36px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003ewickets =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 44px 8.5px; tab-size: 4; transform-origin: 44px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003e  8\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 4px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 4px 8.5px; \"\u003e×\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 28px 8.5px; transform-origin: 28px 8.5px; \"\u003e2 table\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 80px 8.5px; transform-origin: 80px 8.5px; \"\u003e    Bowler          \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 36px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 36px 8.5px; \"\u003eDismissal\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003e     \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 28px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 28px 8.5px; \"\u003e_______\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 76px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 76px 8.5px; \"\u003e___________________\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 48px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 48px 8.5px; \"\u003e\"hit wicket\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 28px 8.5px; transform-origin: 28px 8.5px; \"\u003e       \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 24px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 24px 8.5px; \"\u003e\"Matt\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003e     \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 56px 8.5px; transform-origin: 56px 8.5px; \"\u003e              \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"bowled\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 44px 8.5px; transform-origin: 44px 8.5px; \"\u003e           \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 56px 8.5px; transform-origin: 56px 8.5px; \"\u003e              \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"lbw\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 56px 8.5px; transform-origin: 56px 8.5px; \"\u003e              \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 36px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 36px 8.5px; \"\u003e\"stumped\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 40px 8.5px; transform-origin: 40px 8.5px; \"\u003e          \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 32px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 32px 8.5px; \"\u003e\"bowled\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 44px 8.5px; transform-origin: 44px 8.5px; \"\u003e           \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ned\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 24px 8.5px; transform-origin: 24px 8.5px; \"\u003e      \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 76px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 76px 8.5px; \"\u003e\"caught and bowled\"\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 16px 8.5px; tab-size: 4; transform-origin: 16px 8.5px; unicode-bidi: normal; white-space: pre; 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: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 160px 8.5px; tab-size: 4; transform-origin: 160px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003ewwprop = wicketwicketprop(wickets,2,0.5)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 32px 8.5px; tab-size: 4; transform-origin: 32px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003ewwprop =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 44px 8.5px; tab-size: 4; transform-origin: 44px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 12px 8.5px; transform-origin: 12px 8.5px; \"\u003e  2\u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 4px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 4px 8.5px; \"\u003e×\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 28px 8.5px; transform-origin: 28px 8.5px; \"\u003e3 table\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 132px 8.5px; tab-size: 4; transform-origin: 132px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 60px 8.5px; transform-origin: 60px 8.5px; \"\u003e    Bowler     \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003eWickets\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003eWWProp \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 132px 8.5px; tab-size: 4; transform-origin: 132px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 28px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 28px 8.5px; \"\u003e_______\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 28px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 28px 8.5px; \"\u003e_______\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(255, 0, 0); border-block-start-color: rgb(255, 0, 0); border-bottom-color: rgb(255, 0, 0); border-inline-end-color: rgb(255, 0, 0); border-inline-start-color: rgb(255, 0, 0); border-left-color: rgb(255, 0, 0); border-right-color: rgb(255, 0, 0); border-top-color: rgb(255, 0, 0); caret-color: rgb(255, 0, 0); color: rgb(255, 0, 0); column-rule-color: rgb(255, 0, 0); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(255, 0, 0); perspective-origin: 28px 8.5px; text-decoration-color: rgb(255, 0, 0); text-emphasis-color: rgb(255, 0, 0); transform-origin: 28px 8.5px; \"\u003e_______\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 132px 8.5px; tab-size: 4; transform-origin: 132px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 28px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 28px 8.5px; \"\u003e\"Renee\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 88px 8.5px; transform-origin: 88px 8.5px; \"\u003e       2             1\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 132px 8.5px; tab-size: 4; transform-origin: 132px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 20px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 20px 8.5px; \"\u003e\"Ben\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 96px 8.5px; transform-origin: 96px 8.5px; \"\u003e         3       0.66667\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function ww = wicketwicketprop(w,nthresh,rthresh)\r\nww = sort(w);\r\nend","test_suite":"%% Bowlers from Australia\r\nb = [\"JR Hazlewood\";\"PJ Cummins\";\"PJ Cummins\";\"JR Hazlewood\";\"PJ Cummins\";\"MA Starc\";\"PJ Cummins\";\"JR Hazlewood\";\"PJ Cummins\";\"NM Lyon\";\"NM Lyon\";\"JR Hazlewood\";\"PJ Cummins\";\"NM Lyon\";\"JR Hazlewood\";\"MA Starc\";\"JR Hazlewood\";\"JR Hazlewood\";\"PJ Cummins\";\"JR Hazlewood\";\"MA Starc\";\"JR Hazlewood\";\"PJ Cummins\";\"NM Lyon\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"JR Hazlewood\";\"MA Starc\";\"JR Hazlewood\";\"JR Hazlewood\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"C Green\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"NM Lyon\";\"C Green\";\"NM Lyon\";\"PJ Cummins\";\"JR Hazlewood\";\"NM Lyon\";\"NM Lyon\";\"C Green\";\"MA Starc\";\"C Green\";\"MA Starc\";\"NM Lyon\";\"MA Starc\";\"NM Lyon\";\"NM Lyon\";\"C Green\";\"MA Starc\";\"MA Starc\";\"MA Starc\";\"NM Lyon\";\"NM Lyon\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"C Green\";\"NM Lyon\";\"SM Boland\";\"MA Starc\";\"NM Lyon\";\"NM Lyon\";\"MA Starc\";\"MA Starc\";\"SM Boland\";\"SM Boland\";\"MA Starc\";\"SM Boland\";\"SM Boland\";\"SM Boland\";\"SM Boland\";\"C Green\";\"MA Starc\";\"SM Boland\";\"SM Boland\";\"C Green\";\"NM Lyon\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"SM Boland\";\"SM Boland\";\"SM Boland\";\"NM Lyon\";\"C Green\";\"SM Boland\";\"NM Lyon\";\"PJ Cummins\";\"PJ Cummins\";\"SM Boland\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"SM Boland\";\"C Green\";\"MA Starc\";\"MA Starc\";\"PJ Cummins\";\"C Green\";\"C Green\";\"C Green\";\"MA Starc\";\"SM Boland\";\"SM Boland\";\"PJ Cummins\";\"SM Boland\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"PJ Cummins\";\"NM Lyon\";\"MA Starc\";\"MA Starc\";\"PJ Cummins\";\"C Green\";\"MA Starc\";\"NM Lyon\";\"C Green\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"NM Lyon\";\"NM Lyon\";\"PJ Cummins\";\"NM Lyon\";\"PJ Cummins\";\"MA Starc\";\"MA Starc\";\"PJ Cummins\";\"PJ Cummins\";\"PJ Cummins\";\"MA Starc\";\"MA Starc\";\"C Green\";\"NM Lyon\";\"NM Lyon\";\"PJ Cummins\";\"PJ Cummins\";\"NM Lyon\";\"MA Starc\";\"NM Lyon\";\"NM Lyon\";\"PJ Cummins\"];\r\nw = [\"caught and bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"caught and bowled\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught and bowled\";\"bowled\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,18,0.1);\r\nassert( isequal(wwprop.Bowler,[\"PJ Cummins\";\"MA Starc\";\"SM Boland\";\"NM Lyon\"]) )\r\nassert( isequal(wwprop.Wickets,[44;30;18;33]) )\r\nassert( max(abs(wwprop.WWProp - [0.386363636363636;0.333333333333333;0.277777777777778;0.272727272727273])) \u003c 1e-3 )\r\n%% Bowlers from Bangladesh\r\nb = [\"Taijul Islam\";\"Nayeem Hasan\";\"Mehedi Hasan Miraz\";\"Nayeem Hasan\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Nayeem Hasan\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Nayeem Hasan\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Nayeem Hasan\";\"Nayeem Hasan\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Taijul Islam\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Ebadat Hossain\";\"Taijul Islam\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Taijul Islam\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taskin Ahmed\";\"Taijul Islam\";\"Taijul Islam\";\"Shakib Al Hasan\";\"Mehedi Hasan Miraz\";\"Shakib Al Hasan\";\"Shakib Al Hasan\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Shakib Al Hasan\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Shakib Al Hasan\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Ebadat Hossain\";\"Mehedi Hasan Miraz\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Khaled Ahmed\";\"Khaled Ahmed\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Khaled Ahmed\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Ebadat Hossain\";\"Taijul Islam\";\"Taijul Islam\";\"Ebadat Hossain\";\"Taijul Islam\";\"Taijul Islam\";\"Mehedi Hasan Miraz\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Ebadat Hossain\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Taskin Ahmed\";\"Taskin Ahmed\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Ebadat Hossain\";\"Nayeem Hasan\";\"Nayeem Hasan\";\"Taijul Islam\";\"Shakib Al Hasan\";\"Nayeem Hasan\";\"Nayeem Hasan\";\"Shakib Al Hasan\";\"Shakib Al Hasan\";\"Nayeem Hasan\";\"Nayeem Hasan\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Taijul Islam\";\"Shakib Al Hasan\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Shakib Al Hasan\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Ebadat Hossain\";\"Shakib Al Hasan\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Mehedi Hasan Miraz\";\"Ebadat Hossain\";\"Khaled Ahmed\";\"Mehedi Hasan Miraz\";\"Khaled Ahmed\";\"Khaled Ahmed\";\"Khaled Ahmed\"];\r\nw = [\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"caught and bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"stumped\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"stumped\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught and bowled\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"stumped\";\"lbw\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"stumped\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,9,0.4);\r\nassert( isequal(wwprop.Bowler,[\"Nayeem Hasan\";\"Shakib Al Hasan\";\"Taijul Islam\";\"Ebadat Hossain\";\"Mehedi Hasan Miraz\";\"Taskin Ahmed\"]) )\r\nassert( isequal(wwprop.Wickets,[12;15;44;25;42;18]) )\r\nassert( max(abs(wwprop.WWProp - [0.583333333333333;0.533333333333333;0.522727272727273;0.48;0.476190476190476;0.444444444444444])) \u003c 1e-3 )\r\n%% Bowlers from England\r\nb = [\"OE Robinson\";\"JM Anderson\";\"JM Anderson\";\"OE Robinson\";\"JM Anderson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"OE Robinson\";\"SCJ Broad\";\"JM Anderson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"JM Anderson\";\"MA Wood\";\"MM Ali\";\"JM Anderson\";\"JM Anderson\";\"MA Wood\";\"MA Wood\";\"MA Wood\";\"MA Wood\";\"MM Ali\";\"MM Ali\";\"OE Robinson\";\"OE Robinson\";\"JM Anderson\";\"JM Anderson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"C Overton\";\"C Overton\";\"C Overton\";\"C Overton\";\"OE Robinson\";\"OE Robinson\";\"OE Robinson\";\"JM Anderson\";\"OE Robinson\";\"MM Ali\";\"OE Robinson\";\"C Overton\";\"C Overton\";\"CR Woakes\";\"OE Robinson\";\"JM Anderson\";\"CR Woakes\";\"OE Robinson\";\"C Overton\";\"CR Woakes\";\"CR Woakes\";\"OE Robinson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"CR Woakes\";\"CR Woakes\";\"MM Ali\";\"JE Root\";\"MM Ali\";\"CR Woakes\";\"C Overton\";\"SCJ Broad\";\"SCJ Broad\";\"DM Bess\";\"SCJ Broad\";\"MJ Leach\";\"DM Bess\";\"DM Bess\";\"DM Bess\";\"DM Bess\";\"MJ Leach\";\"DM Bess\";\"DM Bess\";\"DM Bess\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"JM Anderson\";\"JM Anderson\";\"JM Anderson\";\"MA Wood\";\"JM Anderson\";\"MA Wood\";\"JM Anderson\";\"JM Anderson\";\"MA Wood\";\"MJ Leach\";\"DM Bess\";\"MJ Leach\";\"DM Bess\";\"MJ Leach\";\"DM Bess\";\"DM Bess\";\"MJ Leach\";\"JE Root\";\"JE Root\";\"DM Bess\";\"DM Bess\";\"DM Bess\";\"DM Bess\";\"MJ Leach\";\"MJ Leach\";\"JM Anderson\";\"JM Anderson\";\"MJ Leach\";\"MJ Leach\";\"JM Anderson\";\"JM Anderson\";\"JM Anderson\";\"DM Bess\";\"MJ Leach\";\"BA Stokes\";\"MJ Leach\";\"MJ Leach\";\"MM Ali\";\"MJ Leach\";\"MM Ali\";\"JE Root\";\"MM Ali\";\"MM Ali\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"MM Ali\";\"MM Ali\";\"MM Ali\";\"MM Ali\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"JE Root\";\"JE Root\";\"JE Root\";\"JE Root\";\"JE Root\";\"JM Anderson\";\"MJ Leach\";\"BA Stokes\";\"JM Anderson\";\"BA Stokes\";\"MJ Leach\";\"JM Anderson\";\"BA Stokes\";\"BA Stokes\";\"OE Robinson\";\"JM Anderson\";\"OE Robinson\";\"MA Wood\";\"MA Wood\";\"OE Robinson\";\"MA Wood\";\"OE Robinson\";\"JM Anderson\";\"OE Robinson\";\"OE Robinson\";\"OE Robinson\";\"SCJ Broad\";\"MA Wood\";\"JE Root\";\"SCJ Broad\";\"SCJ Broad\";\"MA Wood\";\"JM Anderson\";\"MA Wood\";\"SCJ Broad\";\"SCJ Broad\";\"SCJ Broad\";\"C Overton\";\"MA Wood\";\"BA Stokes\";\"CR Woakes\";\"BA Stokes\";\"MJ Leach\";\"C Overton\";\"MJ Leach\";\"BA Stokes\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"BA Stokes\";\"BA Stokes\";\"MJ Leach\";\"CR Woakes\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"BA Stokes\";\"C Overton\";\"CR Woakes\";\"CR Woakes\";\"CR Woakes\";\"BA Stokes\";\"C Overton\";\"JE Root\";\"OE Robinson\";\"MJ Leach\";\"MA Wood\";\"OE Robinson\";\"OE Robinson\";\"CR Woakes\";\"JE Root\";\"CR Woakes\";\"MA Wood\";\"MA Wood\";\"OE Robinson\";\"SCJ Broad\";\"BA Stokes\";\"OE Robinson\";\"JE Root\";\"BA Stokes\";\"JM Anderson\";\"JM Anderson\";\"BA Stokes\";\"CR Woakes\";\"JM Anderson\";\"SCJ Broad\";\"OE Robinson\";\"OE Robinson\";\"JE Root\";\"JE Root\";\"JM Anderson\";\"OE Robinson\";\"MA Wood\";\"JM Anderson\";\"OE Robinson\";\"JM Anderson\";\"MJ Leach\";\"BA Stokes\";\"JM Anderson\";\"MA Wood\";\"SCJ Broad\";\"JM Anderson\";\"MA Wood\";\"SCJ Broad\";\"SCJ Broad\";\"JE Root\";\"SCJ Broad\";\"SCJ Broad\";\"MA Wood\";\"MJ Leach\";\"MA Wood\";\"MJ Leach\";\"MJ Leach\";\"MJ Leach\";\"OE Robinson\";\"SCJ Broad\";\"OE Robinson\";\"SCJ Broad\";\"CR Woakes\";\"MA Wood\";\"MA Wood\";\"MA Wood\";\"CR Woakes\";\"SCJ Broad\";\"SCJ Broad\";\"CR Woakes\";\"MA Wood\";\"MA Wood\";\"MA Wood\";\"MA Wood\";\"SCJ Broad\";\"MA Wood\";\"SCJ Broad\";\"MA Wood\";\"JM Anderson\";\"JM Anderson\";\"SCJ Broad\";\"MJ Potts\";\"MJ Potts\";\"MJ Potts\";\"JM Anderson\";\"JM Anderson\";\"MJ Potts\";\"BA Stokes\";\"JM Anderson\";\"MJ Potts\";\"MJ Potts\";\"SCJ Broad\";\"SCJ Broad\";\"SCJ Broad\";\"JM Anderson\";\"MJ Potts\";\"BA Stokes\";\"JM Anderson\";\"BA Stokes\";\"JM Anderson\";\"MJ Leach\";\"JM Anderson\";\"SCJ Broad\";\"SCJ Broad\";\"MJ Leach\";\"MJ Potts\";\"JM Anderson\";\"MJ Leach\";\"MJ Potts\";\"SCJ Broad\";\"MJ Potts\";\"SCJ Broad\";\"SCJ Broad\";\"JM Anderson\"];\r\nw = [\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"stumped\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"stumped\";\"caught\";\"lbw\";\"stumped\";\"stumped\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,14,0.3);\r\nassert( isequal(wwprop.Bowler,[\"MM Ali\";\"BA Stokes\";\"MJ Leach\";\"CR Woakes\";\"JE Root\";\"OE Robinson\"]) )\r\nassert( isequal(wwprop.Wickets,[14;19;48;18;16;39]) )\r\nassert( max(abs(wwprop.WWProp - [0.5;0.421052631578947;0.333333333333333;0.333333333333333;0.3125;0.307692307692308])) \u003c 1e-3 )\r\n%% Bowlers from India\r\nb = [\"Mohammed Siraj\";\"RA Jadeja\";\"RA Jadeja\";\"JJ Bumrah\";\"JJ Bumrah\";\"RA Jadeja\";\"RA Jadeja\";\"Mohammed Siraj\";\"R Ashwin\";\"R Ashwin\";\"JJ Bumrah\";\"Mohammed Siraj\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"SN Thakur\";\"SN Thakur\";\"Mohammed Siraj\";\"SN Thakur\";\"Mohammed Siraj\";\"JJ Bumrah\";\"Mohammed Siraj\";\"Mohammed Shami\";\"Mohammed Shami\";\"Mohammed Shami\";\"JJ Bumrah\";\"SN Thakur\";\"SN Thakur\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Siraj\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Siraj\";\"SN Thakur\";\"SN Thakur\";\"JJ Bumrah\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Shami\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Mohammed Shami\";\"Mohammed Siraj\";\"I Sharma\";\"I Sharma\";\"I Sharma\";\"Mohammed Siraj\";\"Mohammed Shami\";\"JJ Bumrah\";\"Mohammed Shami\";\"I Sharma\";\"I Sharma\";\"JJ Bumrah\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"JJ Bumrah\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Mohammed Shami\";\"RA Jadeja\";\"Mohammed Siraj\";\"Mohammed Shami\";\"Mohammed Shami\";\"JJ Bumrah\";\"RA Jadeja\";\"Mohammed Siraj\";\"Mohammed Shami\";\"JJ Bumrah\";\"JJ Bumrah\";\"JJ Bumrah\";\"UT Yadav\";\"UT Yadav\";\"UT Yadav\";\"Mohammed Siraj\";\"RA Jadeja\";\"SN Thakur\";\"RA Jadeja\";\"SN Thakur\";\"RA Jadeja\";\"JJ Bumrah\";\"JJ Bumrah\";\"RA Jadeja\";\"SN Thakur\";\"UT Yadav\";\"UT Yadav\";\"UT Yadav\";\"R Ashwin\";\"JJ Bumrah\";\"JJ Bumrah\";\"R Ashwin\";\"I Sharma\";\"I Sharma\";\"JJ Bumrah\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"I Sharma\";\"R Ashwin\";\"JJ Bumrah\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"I Sharma\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"Mohammed Siraj\";\"AR Patel\";\"R Ashwin\";\"I Sharma\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"I Sharma\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"I Sharma\";\"Mohammed Shami\";\"I Sharma\";\"Mohammed Shami\";\"Mohammed Shami\";\"Mohammed Shami\";\"I Sharma\";\"R Ashwin\";\"RA Jadeja\";\"R Ashwin\";\"R Ashwin\";\"JJ Bumrah\";\"Mohammed Shami\";\"Mohammed Shami\";\"Mohammed Siraj\";\"SN Thakur\";\"Mohammed Shami\";\"Mohammed Shami\";\"SN Thakur\";\"Mohammed Shami\";\"JJ Bumrah\";\"Mohammed Shami\";\"Mohammed Siraj\";\"JJ Bumrah\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Siraj\";\"Mohammed Shami\";\"Mohammed Shami\";\"R Ashwin\";\"R Ashwin\";\"Mohammed Shami\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"Mohammed Shami\";\"JJ Bumrah\";\"SN Thakur\";\"SN Thakur\";\"SN Thakur\";\"R Ashwin\";\"Mohammed Shami\";\"JJ Bumrah\";\"JJ Bumrah\";\"UT Yadav\";\"UT Yadav\";\"Mohammed Shami\";\"Mohammed Shami\";\"JJ Bumrah\";\"JJ Bumrah\";\"SN Thakur\";\"JJ Bumrah\";\"Mohammed Shami\";\"JJ Bumrah\";\"SN Thakur\";\"R Ashwin\";\"UT Yadav\";\"AR Patel\";\"AR Patel\";\"AR Patel\";\"RA Jadeja\";\"AR Patel\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"UT Yadav\";\"R Ashwin\";\"RA Jadeja\";\"AR Patel\";\"RA Jadeja\";\"R Ashwin\";\"RA Jadeja\";\"RA Jadeja\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"Mohammed Siraj\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"R Ashwin\";\"AR Patel\";\"R Ashwin\";\"R Ashwin\";\"RA Jadeja\";\"JJ Bumrah\";\"R Ashwin\";\"JJ Bumrah\";\"RA Jadeja\";\"RA Jadeja\";\"Mohammed Shami\";\"RA Jadeja\";\"RA Jadeja\";\"R Ashwin\";\"R Ashwin\";\"Mohammed Shami\";\"RA Jadeja\";\"R Ashwin\";\"RA Jadeja\";\"RA Jadeja\";\"RA Jadeja\";\"Mohammed Shami\";\"R Ashwin\";\"JJ Bumrah\";\"JJ Bumrah\";\"Mohammed Shami\";\"Mohammed Shami\";\"AR Patel\";\"JJ Bumrah\";\"JJ Bumrah\";\"R Ashwin\";\"JJ Bumrah\";\"R Ashwin\";\"JJ Bumrah\";\"R Ashwin\";\"RA Jadeja\";\"R Ashwin\";\"AR Patel\";\"AR Patel\";\"JJ Bumrah\";\"R Ashwin\";\"JJ Bumrah\";\"R Ashwin\"];\r\nw = [\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"caught and bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"stumped\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"stumped\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"stumped\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"stumped\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"stumped\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"lbw\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"stumped\";\"lbw\";\"lbw\";\"lbw\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"stumped\";\"lbw\";\"stumped\";\"bowled\";\"caught\";\"stumped\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"caught\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,9,0.1);\r\nassert( isequal(wwprop.Bowler,[\"RA Jadeja\";\"JJ Bumrah\";\"I Sharma\";\"AR Patel\";\"SN Thakur\";\"R Ashwin\";\"Mohammed Shami\";\"UT Yadav\";\"Mohammed Siraj\"]) )\r\nassert( isequal(wwprop.Wickets,[26;47;14;39;26;67;34;10;31]) )\r\nassert( max(abs(wwprop.WWProp - [0.576923076923077;0.574468085106383;0.5;0.461538461538462;0.423076923076923;0.417910447761194;0.411764705882353;0.4;0.258064516129032])) \u003c 1e-3 )\r\n%% Bowlers from New Zealand\r\nb = [\"TG Southee\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"MJ Henry\";\"KA Jamieson\";\"TG Southee\";\"TA Boult\";\"TA Boult\";\"KA Jamieson\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"KA Jamieson\";\"TA Boult\";\"KA Jamieson\";\"TG Southee\";\"KA Jamieson\";\"TG Southee\";\"TG Southee\";\"TG Southee\";\"TG Southee\";\"KA Jamieson\";\"N Wagner\";\"TG Southee\";\"N Wagner\";\"TG Southee\";\"N Wagner\";\"MJ Henry\";\"N Wagner\";\"MJ Henry\";\"AY Patel\";\"TA Boult\";\"TA Boult\";\"AY Patel\";\"MJ Henry\";\"TA Boult\";\"TA Boult\";\"MJ Henry\";\"MJ Henry\";\"MJ Henry\";\"N Wagner\";\"N Wagner\";\"AY Patel\";\"AY Patel\";\"N Wagner\";\"TA Boult\";\"TA Boult\";\"KA Jamieson\";\"N Wagner\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"N Wagner\";\"TG Southee\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"TG Southee\";\"TG Southee\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"N Wagner\";\"TA Boult\";\"TA Boult\";\"TG Southee\";\"TG Southee\";\"KA Jamieson\";\"KA Jamieson\";\"TG Southee\";\"TG Southee\";\"TA Boult\";\"TA Boult\";\"TG Southee\";\"TG Southee\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"MJ Henry\";\"TA Boult\";\"TA Boult\";\"TA Boult\";\"TA Boult\";\"TA Boult\";\"MJ Henry\";\"TA Boult\";\"TG Southee\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"TG Southee\";\"KA Jamieson\";\"TG Southee\";\"TG Southee\";\"TG Southee\";\"TG Southee\";\"AY Patel\";\"AY Patel\";\"KA Jamieson\";\"KA Jamieson\";\"AY Patel\";\"TG Southee\";\"TG Southee\";\"KA Jamieson\";\"TG Southee\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"AY Patel\";\"N Wagner\";\"N Wagner\";\"N Wagner\";\"TA Boult\";\"TA Boult\";\"TA Boult\";\"TG Southee\";\"KA Jamieson\";\"TG Southee\";\"TA Boult\";\"TG Southee\";\"KA Jamieson\";\"TA Boult\";\"TG Southee\";\"TA Boult\";\"TG Southee\";\"TA Boult\";\"TG Southee\";\"TA Boult\";\"KA Jamieson\";\"KA Jamieson\";\"TA Boult\";\"KA Jamieson\";\"N Wagner\";\"TG Southee\";\"N Wagner\";\"N Wagner\";\"KA Jamieson\";\"KA Jamieson\";\"KA Jamieson\";\"MJ Henry\";\"KA Jamieson\";\"MJ Henry\";\"MJ Henry\";\"TG Southee\";\"MJ Henry\";\"MJ Henry\";\"MJ Henry\";\"MJ Henry\";\"N Wagner\";\"TG Southee\";\"MJ Henry\";\"TG Southee\";\"MJ Henry\";\"KA Jamieson\";\"N Wagner\";\"TG Southee\";\"TG Southee\";\"N Wagner\";\"TG Southee\";\"TG Southee\";\"N Wagner\";\"MJ Henry\";\"MJ Henry\";\"MJ Henry\";\"N Wagner\";\"N Wagner\";\"N Wagner\";\"KA Jamieson\";\"KA Jamieson\";\"TG Southee\";\"TG Southee\";\"MJ Henry\";\"N Wagner\";\"N Wagner\";\"KA Jamieson\";\"MJ Henry\";\"KA Jamieson\"];\r\nw = [\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"stumped\";\"caught and bowled\";\"caught and bowled\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"caught\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,12,0.4);\r\nassert( isequal(wwprop.Bowler,\"AY Patel\") )\r\nassert( isequal(wwprop.Wickets,21) )\r\nassert( max(abs(wwprop.WWProp - 0.476190476190476)) \u003c 1e-3 )\r\n%% Bowlers from Pakistan\r\nb = [\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Nauman Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Hasan Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Faheem Ashraf\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Nauman Ali\";\"Faheem Ashraf\";\"Nauman Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Sajid Khan\";\"Hasan Ali\";\"Hasan Ali\";\"Hasan Ali\";\"Sajid Khan\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Faheem Ashraf\";\"Faheem Ashraf\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Hasan Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Sajid Khan\";\"Faheem Ashraf\";\"Hasan Ali\";\"Hasan Ali\";\"Faheem Ashraf\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Sajid Khan\";\"Sajid Khan\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Shaheen Shah Afridi\";\"Sajid Khan\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Sajid Khan\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Nauman Ali\";\"Faheem Ashraf\";\"Hasan Ali\";\"Faheem Ashraf\";\"Sajid Khan\";\"Sajid Khan\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Hasan Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Sajid Khan\";\"Nauman Ali\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Shaheen Shah Afridi\";\"Nauman Ali\"];\r\nw = [\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught and bowled\";\"bowled\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"stumped\";\"caught\";\"caught\";\"caught\";\"caught and bowled\";\"lbw\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,15,0.5);\r\nassert( isequal(wwprop.Bowler,\"Hasan Ali\") )\r\nassert( isequal(wwprop.Wickets,43) )\r\nassert( max(abs(wwprop.WWProp - 0.558139534883721)) \u003c 1e-3 )\r\n%% Bowlers from South Africa\r\nb = [\"A Nortje\";\"PWA Mulder\";\"PWA Mulder\";\"PWA Mulder\";\"A Nortje\";\"A Nortje\";\"A Nortje\";\"A Nortje\";\"A Nortje\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"A Nortje\";\"A Nortje\";\"L Ngidi\";\"PWA Mulder\";\"K Rabada\";\"K Rabada\";\"KA Maharaj\";\"A Nortje\";\"KA Maharaj\";\"L Ngidi\";\"L Ngidi\";\"A Nortje\";\"K Rabada\";\"KA Maharaj\";\"A Nortje\";\"A Nortje\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"A Nortje\";\"A Nortje\";\"A Nortje\";\"KA Maharaj\";\"PWA Mulder\";\"A Nortje\";\"A Nortje\";\"K Rabada\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"K Rabada\";\"A Nortje\";\"A Nortje\";\"K Rabada\";\"A Nortje\";\"A Nortje\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"K Rabada\";\"K Rabada\";\"A Nortje\";\"A Nortje\";\"K Rabada\";\"KA Maharaj\";\"KA Maharaj\";\"K Rabada\";\"K Rabada\";\"A Nortje\";\"K Rabada\";\"L Ngidi\";\"A Nortje\";\"KA Maharaj\";\"L Ngidi\";\"K Rabada\";\"PWA Mulder\";\"PWA Mulder\";\"PWA Mulder\";\"KA Maharaj\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"L Ngidi\";\"KA Maharaj\";\"KA Maharaj\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"K Rabada\";\"L Ngidi\";\"K Rabada\";\"L Ngidi\";\"K Rabada\";\"L Ngidi\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"L Ngidi\";\"M Jansen\";\"L Ngidi\";\"M Jansen\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"D Olivier\";\"D Olivier\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"D Olivier\";\"K Rabada\";\"M Jansen\";\"K Rabada\";\"M Jansen\";\"D Olivier\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"L Ngidi\";\"M Jansen\";\"M Jansen\";\"L Ngidi\";\"L Ngidi\";\"D Olivier\";\"K Rabada\";\"M Jansen\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"KA Maharaj\";\"K Rabada\";\"K Rabada\";\"L Ngidi\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"L Ngidi\";\"L Ngidi\";\"L Ngidi\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"SR Harmer\";\"SR Harmer\";\"SR Harmer\";\"SR Harmer\";\"PWA Mulder\";\"D Olivier\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"SR Harmer\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"D Olivier\";\"PWA Mulder\";\"PWA Mulder\";\"PWA Mulder\";\"D Olivier\";\"KA Maharaj\";\"SR Harmer\";\"SR Harmer\";\"KA Maharaj\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"SR Harmer\";\"KA Maharaj\";\"KA Maharaj\";\"KA Maharaj\";\"SR Harmer\";\"M Jansen\";\"D Olivier\";\"D Olivier\";\"K Rabada\";\"D Olivier\";\"K Rabada\";\"M Jansen\";\"K Rabada\";\"K Rabada\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"KA Maharaj\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"K Rabada\";\"KA Maharaj\";\"KA Maharaj\";\"M Jansen\";\"M Jansen\";\"M Jansen\";\"K Rabada\";\"KA Maharaj\"];\r\nw = [\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught and bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"stumped\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"lbw\";\"bowled\";\"caught and bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"stumped\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,9,0.2);\r\nassert( isequal(wwprop.Bowler,[\"KA Maharaj\";\"D Olivier\";\"SR Harmer\";\"PWA Mulder\";\"A Nortje\"]) )\r\nassert( isequal(wwprop.Wickets,[40;11;13;12;25]) )\r\nassert( max(abs(wwprop.WWProp - [0.45;0.363636363636364;0.307692307692308;0.25;0.24])) \u003c 1e-3 )\r\n%% Bowlers from Sri Lanka\r\nb = [\"AM Fernando\";\"MVT Fernando\";\"MVT Fernando\";\"AM Fernando\";\"MVT Fernando\";\"MVT Fernando\";\"MVT Fernando\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"AM Fernando\";\"AM Fernando\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"RTM Mendis\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"RTM Mendis\";\"L Embuldeniya\";\"RAS Lakmal\";\"L Embuldeniya\";\"RAS Lakmal\";\"RAS Lakmal\";\"RAS Lakmal\";\"RAS Lakmal\";\"MVT Fernando\";\"MVT Fernando\";\"MVT Fernando\";\"L Embuldeniya\";\"L Embuldeniya\";\"MVT Fernando\";\"RAS Lakmal\";\"RAS Lakmal\";\"MVT Fernando\";\"RAS Lakmal\";\"L Embuldeniya\";\"RAS Lakmal\";\"RAS Lakmal\";\"RAS Lakmal\";\"MVT Fernando\";\"MVT Fernando\";\"MVT Fernando\";\"RAS Lakmal\";\"MVT Fernando\";\"RAS Lakmal\";\"RAS Lakmal\";\"P Jayawickrama\";\"RTM Mendis\";\"P Jayawickrama\";\"P Jayawickrama\";\"RTM Mendis\";\"P Jayawickrama\";\"P Jayawickrama\";\"P Jayawickrama\";\"RAS Lakmal\";\"RAS Lakmal\";\"RTM Mendis\";\"P Jayawickrama\";\"P Jayawickrama\";\"RTM Mendis\";\"RTM Mendis\";\"P Jayawickrama\";\"RTM Mendis\";\"P Jayawickrama\";\"P Jayawickrama\";\"L Embuldeniya\";\"L Embuldeniya\";\"MVT Fernando\";\"RAS Lakmal\";\"RAS Lakmal\";\"MVT Fernando\";\"L Embuldeniya\";\"P Jayawickrama\";\"L Embuldeniya\";\"L Embuldeniya\";\"RAS Lakmal\";\"P Jayawickrama\";\"P Jayawickrama\";\"L Embuldeniya\";\"P Jayawickrama\";\"P Jayawickrama\";\"P Jayawickrama\";\"MVT Fernando\";\"P Jayawickrama\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"P Jayawickrama\";\"RTM Mendis\";\"RTM Mendis\";\"P Jayawickrama\";\"RTM Mendis\";\"P Jayawickrama\";\"RAS Lakmal\";\"P Jayawickrama\";\"RTM Mendis\";\"L Embuldeniya\";\"RTM Mendis\";\"L Embuldeniya\";\"RTM Mendis\";\"RTM Mendis\";\"L Embuldeniya\";\"P Jayawickrama\";\"L Embuldeniya\";\"L Embuldeniya\";\"P Jayawickrama\";\"RTM Mendis\";\"L Embuldeniya\";\"RTM Mendis\";\"RTM Mendis\";\"RTM Mendis\";\"RTM Mendis\";\"P Jayawickrama\";\"L Embuldeniya\";\"RTM Mendis\";\"RTM Mendis\";\"L Embuldeniya\";\"RTM Mendis\";\"RTM Mendis\";\"RTM Mendis\";\"L Embuldeniya\";\"L Embuldeniya\";\"L Embuldeniya\";\"RTM Mendis\";\"L Embuldeniya\";\"AM Fernando\";\"CAK Rajitha\";\"CAK Rajitha\";\"CAK Rajitha\";\"CAK Rajitha\";\"AM Fernando\";\"L Embuldeniya\";\"AM Fernando\";\"CAK Rajitha\";\"AM Fernando\";\"AM Fernando\";\"CAK Rajitha\";\"CAK Rajitha\";\"CAK Rajitha\";\"CAK Rajitha\";\"AM Fernando\";\"AM Fernando\";\"AM Fernando\";\"CAK Rajitha\";\"AM Fernando\";\"CAK Rajitha\";\"AM Fernando\";\"AM Fernando\";\"RTM Mendis\";\"AM Fernando\";\"AM Fernando\"];\r\nw = [\"caught\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"hit wicket\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"stumped\";\"caught\";\"bowled\";\"lbw\";\"caught and bowled\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"bowled\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"caught\";\"lbw\";\"lbw\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught and bowled\";\"caught\";\"lbw\";\"lbw\";\"bowled\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,15,0.2);\r\nassert( isequal(wwprop.Bowler,[\"RTM Mendis\";\"MVT Fernando\";\"L Embuldeniya\";\"P Jayawickrama\";\"RAS Lakmal\"]) )\r\nassert( isequal(wwprop.Wickets,[27;17;41;25;20]) )\r\nassert( max(abs(wwprop.WWProp - [0.518518518518518;0.470588235294118;0.439024390243902;0.4;0.4])) \u003c 1e-3 )\r\n%% Bowlers from West Indies\r\nb = [\"KAJ Roach\";\"JA Warrican\";\"JA Warrican\";\"JA Warrican\";\"JA Warrican\";\"RRS Cornwall\";\"ST Gabriel\";\"RRS Cornwall\";\"RRS Cornwall\";\"RRS Cornwall\";\"ST Gabriel\";\"RRS Cornwall\";\"JA Warrican\";\"ST Gabriel\";\"JA Warrican\";\"JA Warrican\";\"ST Gabriel\";\"ST Gabriel\";\"RRS Cornwall\";\"AS Joseph\";\"RRS Cornwall\";\"RRS Cornwall\";\"RRS Cornwall\";\"RRS Cornwall\";\"ST Gabriel\";\"AS Joseph\";\"RRS Cornwall\";\"JA Warrican\";\"RRS Cornwall\";\"JA Warrican\";\"RRS Cornwall\";\"RRS Cornwall\";\"JA Warrican\";\"RRS Cornwall\";\"JO Holder\";\"KAJ Roach\";\"KAJ Roach\";\"JO Holder\";\"JO Holder\";\"JO Holder\";\"KAJ Roach\";\"JO Holder\";\"KAJ Roach\";\"KR Mayers\";\"KR Mayers\";\"KAJ Roach\";\"AS Joseph\";\"RRS Cornwall\";\"KAJ Roach\";\"RRS Cornwall\";\"RRS Cornwall\";\"AS Joseph\";\"KR Mayers\";\"KAJ Roach\";\"ST Gabriel\";\"JO Holder\";\"AS Joseph\";\"JO Holder\";\"KAJ Roach\";\"KAJ Roach\";\"AS Joseph\";\"KR Mayers\";\"KAJ Roach\";\"JNT Seales\";\"KAJ Roach\";\"JO Holder\";\"JNT Seales\";\"JO Holder\";\"JNT Seales\";\"JNT Seales\";\"AS Joseph\";\"AS Joseph\";\"KAJ Roach\";\"JO Holder\";\"AS Joseph\";\"AS Joseph\";\"KAJ Roach\";\"AS Joseph\";\"JNT Seales\";\"V Permaul\";\"JO Holder\";\"KAJ Roach\";\"AS Joseph\";\"V Permaul\";\"KAJ Roach\";\"V Permaul\";\"V Permaul\";\"V Permaul\";\"AS Joseph\";\"KAJ Roach\";\"JNT Seales\";\"JNT Seales\";\"KR Mayers\";\"KR Mayers\";\"JNT Seales\";\"AS Joseph\";\"KAJ Roach\";\"AS Joseph\";\"JNT Seales\";\"KAJ Roach\";\"JNT Seales\";\"JNT Seales\";\"KR Mayers\";\"KR Mayers\";\"KR Mayers\";\"AS Joseph\";\"KR Mayers\";\"KR Mayers\";\"KAJ Roach\";\"KAJ Roach\";\"KAJ Roach\";\"JNT Seales\";\"JNT Seales\";\"JNT Seales\";\"JO Holder\";\"JO Holder\";\"RRS Cornwall\";\"KAJ Roach\";\"JO Holder\";\"JO Holder\";\"ST Gabriel\";\"JNT Seales\";\"KAJ Roach\";\"ST Gabriel\";\"KR Mayers\";\"KAJ Roach\";\"JO Holder\";\"KR Mayers\";\"KR Mayers\";\"KAJ Roach\";\"KAJ Roach\";\"KAJ Roach\";\"KR Mayers\";\"KR Mayers\";\"JO Holder\";\"KR Mayers\";\"JNT Seales\";\"KAJ Roach\";\"KAJ Roach\";\"KAJ Roach\";\"JNT Seales\";\"JNT Seales\";\"KAJ Roach\";\"JO Holder\";\"KR Mayers\";\"JNT Seales\";\"JO Holder\";\"JO Holder\";\"KAJ Roach\";\"KAJ Roach\";\"JNT Seales\";\"JNT Seales\";\"JO Holder\";\"KAJ Roach\";\"KR Mayers\";\"JNT Seales\";\"JNT Seales\";\"JNT Seales\";\"KAJ Roach\";\"KAJ Roach\";\"JNT Seales\";\"KAJ Roach\";\"JNT Seales\";\"JO Holder\";\"JO Holder\";\"JNT Seales\";\"AS Joseph\";\"KR Mayers\";\"JO Holder\";\"JO Holder\";\"AS Joseph\";\"ST Gabriel\";\"ST Gabriel\";\"JA Warrican\";\"JA Warrican\";\"JA Warrican\";\"RRS Cornwall\";\"JA Warrican\";\"RRS Cornwall\";\"JA Warrican\";\"JA Warrican\";\"V Permaul\";\"V Permaul\";\"V Permaul\";\"JA Warrican\";\"JA Warrican\";\"V Permaul\";\"V Permaul\";\"JA Warrican\";\"V Permaul\";\"V Permaul\";\"V Permaul\";\"JO Holder\";\"KAJ Roach\";\"KAJ Roach\";\"JNT Seales\";\"AS Joseph\";\"KR Mayers\";\"KR Mayers\";\"JNT Seales\";\"JNT Seales\";\"AS Joseph\";\"AS Joseph\";\"AS Joseph\";\"AS Joseph\";\"KR Mayers\";\"KR Mayers\";\"KAJ Roach\";\"KAJ Roach\";\"KAJ Roach\";\"KAJ Roach\";\"AS Joseph\";\"KAJ Roach\"];\r\nw = [\"bowled\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"caught\";\"stumped\";\"caught\";\"stumped\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught and bowled\";\"caught\";\"caught\";\"bowled\";\"bowled\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"hit wicket\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught and bowled\";\"caught\";\"lbw\";\"caught\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"bowled\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,12,0.2);\r\nassert( isequal(wwprop.Bowler,[\"JA Warrican\";\"KAJ Roach\";\"KR Mayers\";\"JO Holder\";\"V Permaul\";\"JNT Seales\"]) )\r\nassert( isequal(wwprop.Wickets,[19;45;24;26;13;30]) )\r\nassert( max(abs(wwprop.WWProp - [0.421052631578947;0.377777777777778;0.333333333333333;0.307692307692308;0.307692307692308;0.2])) \u003c 1e-3 )\r\n%% Bowlers from Zimbabwe\r\nb = [\"B Muzarabani\";\"B Muzarabani\";\"B Muzarabani\";\"DT Tiripano\";\"B Muzarabani\";\"B Muzarabani\";\"B Muzarabani\";\"DT Tiripano\";\"DT Tiripano\";\"DT Tiripano\";\"B Muzarabani\";\"B Muzarabani\";\"DT Tiripano\";\"DT Tiripano\";\"B Muzarabani\";\"DT Tiripano\";\"B Muzarabani\";\"B Muzarabani\";\"B Muzarabani\";\"B Muzarabani\";\"B Muzarabani\";\"B Muzarabani\";\"DT Tiripano\";\"B Muzarabani\";\"B Muzarabani\";\"B Muzarabani\";\"DT Tiripano\";\"DT Tiripano\";\"B Muzarabani\"];\r\nw = [\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"lbw\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"caught\";\"bowled\";\"caught\";\"bowled\";\"caught\";\"lbw\";\"caught\";\"lbw\";\"lbw\"];\r\nwickets = table(b,w,'VariableNames',[\"Bowler\",\"Dismissal\"]);\r\nwwprop = wicketwicketprop(wickets,4,0.3);\r\nassert( isequal(wwprop.Bowler,\"B Muzarabani\") )\r\nassert( isequal(wwprop.Wickets,19) )\r\nassert( max(abs(wwprop.WWProp - 0.473684210526316)) \u003c 1e-3 )","published":true,"deleted":false,"likes_count":3,"comments_count":5,"created_by":287,"edited_by":287,"edited_at":"2022-11-11T21:21:28.000Z","deleted_by":null,"deleted_at":null,"solvers_count":15,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T20:40:07.000Z","updated_at":"2025-12-06T13:35:18.000Z","published_at":"2022-11-08T15:16:46.000Z","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\u003eWhich bowlers threaten your stumps the most? Given a table of all wickets taken during some particular set of matches and two thresholds, \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ew\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e 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, return a table of the bowlers who have taken at least \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ew\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e wickets with a proportional of at least \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 of those wickets being either bowled or LBW. The table returned should be sorted in descending order of this proportion. If bowlers share the same proportion, they should be ordered in descending order of total wickets.\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 table will have two variables, \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\u003eBowler\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e and \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\u003eDismissal\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e. Both are string vectors. The first is the names of the bowlers, the second is the type of wicket, which will be from the set: \\\"bowled\\\", \\\"caught\\\", \\\"caught and bowled\\\", \\\"hit wicket\\\", \\\"lbw\\\", \\\"stumped\\\".\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 output table should have three variables: \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\u003eBowler\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:rFonts w:cs=\\\"monospace\\\"/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eWickets\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e, and \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\u003eWWProp\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e. The first is the names of the bowlers (string), the second is the number of wickets taken by each bowler (double), and the third is the proportion of each bowler's wickets that were bowled or LBW.\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, with thresholds of \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ew\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e = 2, \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 = 0.5:\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=\\\"681\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"846\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"A table contains bowler's name and type of dismissal. The table rows are color-coded by the bowler's name. This table is transformed into a summary table containing the total number of wickets for each unique bowler and the number of bowled or LBW. This table is then transformed by calculating the proportional of bowled or LBW to the total wickets for each bowler. Entries below the thresholds for total wickets or for proportion of bowled/LBW are crossed out. The remaining entries are then sorted by the proportion column to produce the final result table.\\\"/\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=\\\"code\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003e\u003c![CDATA[b = [\\\"Ben\\\";\\\"Matt\\\";\\\"Renee\\\";\\\"Renee\\\";\\\"Ben\\\";\\\"Ned\\\";\\\"Ben\\\";\\\"Ned\\\"];\\nw = [\\\"hit wicket\\\";\\\"lbw\\\";\\\"bowled\\\";\\\"lbw\\\";\\\"lbw\\\";\\\"stumped\\\";\\\"bowled\\\";\\\"caught and bowled\\\"];\\nwickets = table(b,w,'VariableNames',[\\\"Bowler\\\",\\\"Dismissal\\\"])\\nwickets =\\n  8×2 table\\n    Bowler          Dismissal     \\n    _______    ___________________\\n    \\\"Ben\\\"      \\\"hit wicket\\\"       \\n    \\\"Matt\\\"     \\\"lbw\\\"              \\n    \\\"Renee\\\"    \\\"bowled\\\"           \\n    \\\"Renee\\\"    \\\"lbw\\\"              \\n    \\\"Ben\\\"      \\\"lbw\\\"              \\n    \\\"Ned\\\"      \\\"stumped\\\"          \\n    \\\"Ben\\\"      \\\"bowled\\\"           \\n    \\\"Ned\\\"      \\\"caught and bowled\\\"\\n    \\nwwprop = wicketwicketprop(wickets,2,0.5)\\nwwprop =\\n  2×3 table\\n    Bowler     Wickets    WWProp \\n    _______    _______    _______\\n    \\\"Renee\\\"       2             1\\n    \\\"Ben\\\"         3       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- Report the Result (Part II: Test Matches)","description":"Given two scalar strings representing the scores for a test match, return a string reporting the result in the appropriate form:\r\n\"Match drawn\"\r\n\"TeamName won by n runs\"\r\n\"TeamName won by n wickets\"\r\n\"TeamName won by an innings and n runs\"\r\nThe strings will be given in the order the teams batted and will have the form \"TeamName r/w \u0026 r/w\" (where r is runs and w is wickets). If a team is all out, their score will be given as just \"r\" (rather than \"r/10\"). The convention \"d\" is used for declared innings (eg \"432/1d\") and \"(f/o)\" for following on (eg \"England 123 \u0026 234 (f/o)\").\r\nGiven that tied Tests are very rare (and drawn Tests with the scores level equally rare), you do not need to worry about scores being level. You can also be grammatically incorrect for a win by 1 wicket or 1 run (ie you can report the result as \"... won by 1 wickets\", rather than making a special case for \"1 wicket\"). Other than that, your function will need to cope with all other possibilities, such as \"West Indies 123 \u0026 456/7d (f/o)\".\r\nThe strings will always use single spaces between the team name and the scores, but team names may be multiple words (\"Sri Lanka\", \"South Africa\", etc) which will also be separated by single spaces. The two innings scores will be separated by \"\u0026\".\r\nFor a match to have a result (not a draw), the losing team must have completed two innings with their total score still below the winning team’s score. If the winning team is batting last, their margin of victory will be in terms of wickets. Otherwise, it will be in terms of runs. If they batted only one innings, their victory will be given as an innings and runs. All possible permutations of how this can occur are summarized in the table below.\r\n\r\n\r\ns1 = \"India 250 \u0026 307\";\r\ns2 = \"Australia 235 \u0026 291\";\r\nres = reportresult(s1,s2)\r\nres = \r\n    \"India won by 31 runs\"\r\n\r\n\r\ns1 = \"South Africa 573/4d\";\r\ns2 = \"Bangladesh 147 \u0026 172 (f/o)\";\r\nres = reportresult(s1,s2)\r\nres = \r\n    \"South Africa won by an innings and 254 runs\"\r\n    \r\nTest matches are played over a fixed time period. If the match is not completed in that time, the result is a draw (regardless of the score).\r\nTo avoid running out of time (thus resulting in a draw), a team can choose to declare their innings completed before they are all out. This is effectively a gamble to forfeit the remainder of their innings for the sake of time.\r\nAfter both teams' first innings, if Team B is sufficiently far (200+ runs) behind Team A, A can choose to make B follow-on, meaning Team B has to bat again immediately, while Team A can keep their second innings in reserve if needed. Hence, the order of innings is A, B, B, A (if necessary), instead of the usual A, B, A, B.\r\nWith these rules, you can always figure out the order of play, and the result, given the team scores. For example:\r\nTeam A 543/6d \u0026 123/4\r\nTeam B 234 \u0026 456/7d (f/o)\r\nTeam A scores 543 and declares with 4 wickets still in hand\r\nTeam B scores 234 (all out)\r\nTeam B, forced to follow-on (309 runs behind), scores 456 and declares with 3 wickets in hand, giving A a target of 148 to win\r\nTeam A scores 123 for the loss of 4 wickets, leaving them 24 runs behind Team B's total\r\nResult: match drawn, because the team with the lower score (A) had not yet completed their second innings.","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 1713.07px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 856.533px; transform-origin: 407px 856.533px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 373.5px 8px; transform-origin: 373.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven two scalar strings representing the scores for a test match, return a string reporting the result in the appropriate form:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cul style=\"block-size: 81.7333px; counter-reset: list-item 0; font-family: Helvetica, Arial, sans-serif; list-style-type: square; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 40.8667px; transform-origin: 391px 40.8667px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 45px 8px; transform-origin: 45px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e\"Match drawn\"\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 2.5px 8px; transform-origin: 2.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e\"\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003eTeamName\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 26px 8px; transform-origin: 26px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e won by \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 18.5px 8px; transform-origin: 18.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e runs\"\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 2.5px 8px; transform-origin: 2.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e\"\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003eTeamName\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 26px 8px; transform-origin: 26px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e won by \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 27px 8px; transform-origin: 27px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e wickets\"\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 2.5px 8px; transform-origin: 2.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e\"\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003eTeamName\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 74.5px 8px; transform-origin: 74.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e won by an innings and \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003en\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 18.5px 8px; transform-origin: 18.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e runs\"\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ul\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: 384px 31.5px; text-align: left; transform-origin: 384px 31.5px; white-space: pre-wrap; 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: 244px 8px; transform-origin: 244px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe strings will be given in the order the teams batted and will have the form \"\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: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003eTeamName\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: 2px 8px; transform-origin: 2px 8px; 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: 2.5px 8px; transform-origin: 2.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003er\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: 2px 8px; transform-origin: 2px 8px; 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: 4.5px 8px; transform-origin: 4.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ew\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: 8.5px 8px; transform-origin: 8.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e \u0026amp; \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: 2.5px 8px; transform-origin: 2.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003er\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: 2px 8px; transform-origin: 2px 8px; 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: 4.5px 8px; transform-origin: 4.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ew\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: 28px 8px; transform-origin: 28px 8px; 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: 2.5px 8px; transform-origin: 2.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003er\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: 39px 8px; transform-origin: 39px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e is runs 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: 4.5px 8px; transform-origin: 4.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ew\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: 1.5px 8px; transform-origin: 1.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e is wickets). If a team is all out, their score will be given as just \"\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: 2.5px 8px; transform-origin: 2.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003er\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: 46.5px 8px; transform-origin: 46.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e\" (rather than \"\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: 2.5px 8px; transform-origin: 2.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003er\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: 116px 8px; transform-origin: 116px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e/10\"). The convention \"d\" is used for declared innings (eg \"432/1d\") and \"(f/o)\" for following on (eg \"England 123 \u0026amp; 234 (f/o)\").\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 84px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 42px; text-align: left; transform-origin: 384px 42px; white-space: pre-wrap; 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: 375.5px 8px; transform-origin: 375.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eGiven that tied Tests are very rare (and drawn Tests with the scores level equally rare), you do not need to worry about scores being level. You can also be grammatically incorrect for a win by 1 wicket or 1 run (ie you can report the result as \"... won by 1 wickets\", rather than making a special case for \"1 wicket\"). Other than that, your function will need to cope with all other possibilities, such as \"West Indies 123 \u0026amp; 456/7d (f/o)\".\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: 384px 31.5px; text-align: left; transform-origin: 384px 31.5px; white-space: pre-wrap; 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: 382.5px 8px; transform-origin: 382.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe strings will always use single spaces between the team name and the scores, but team names may be multiple words (\"Sri Lanka\", \"South Africa\", etc) which will also be separated by single spaces. The two innings scores will be separated by \"\u0026amp;\".\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 84px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 42px; text-align: left; transform-origin: 384px 42px; white-space: pre-wrap; 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: 384px 8px; transform-origin: 384px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor a match to have a result (not a draw), the losing team must have completed two innings with their total score still below the winning team’s score. If the winning team is batting last, their margin of victory will be in terms of wickets. Otherwise, it will be in terms of runs. If they batted only one innings, their victory will be given as an innings and runs. All possible permutations of how this can occur are summarized in the table below.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 516.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 258.25px; text-align: left; transform-origin: 384px 258.25px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 586px;height: 511px\" 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\" alt=\"Table shows 6 permutations of innings and results. (1) Team A bats first and third, Team B bats second and fourth. Team A wins. The margin is given as \u0026quot;n runs\u0026quot;. (2) Team A bats first and third, Team B bats second and fourth. Team B wins (with the fourth innings still in progress). The margin is given as \u0026quot;n wickets\u0026quot;. (3) Team A bats first and fourth, Team B bats second and third (following on). Team A wins (with the fourth innings still in progress). The margin is given as \u0026quot;n wickets\u0026quot;. (4) Team A bats first and fourth, Team B bats second and third (following on). Team B wins. The margin is given as \u0026quot;n runs\u0026quot;. (5) Team A bats first and third, Team B bats second (only one innings). Team B wins. The margin is given as \u0026quot;an innings and n runs\u0026quot;. (6) Team A bats first (only one innings), Team B bats second and third (following on). Team A wins. The margin is given as \u0026quot;an innings and n runs\u0026quot;.\" data-image-state=\"image-loaded\" width=\"586\" height=\"511\"\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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 8px; transform-origin: 0px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 265.633px; 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: 404px 132.817px; transform-origin: 404px 132.817px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 92px 8.5px; tab-size: 4; transform-origin: 92px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003es1 = \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 68px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 68px 8.5px; \"\u003e\"India 250 \u0026amp; 307\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 108px 8.5px; tab-size: 4; transform-origin: 108px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003es2 = \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 84px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 84px 8.5px; \"\u003e\"Australia 235 \u0026amp; 291\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 100px 8.5px; tab-size: 4; transform-origin: 100px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eres = reportresult(s1,s2)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 24px 8.5px; tab-size: 4; transform-origin: 24px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eres = \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 104px 8.5px; tab-size: 4; transform-origin: 104px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 88px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 88px 8.5px; \"\u003e\"India won by 31 runs\"\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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 8.5px; tab-size: 4; transform-origin: 0px 8.5px; unicode-bidi: normal; white-space: pre; 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: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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 8.5px; tab-size: 4; transform-origin: 0px 8.5px; unicode-bidi: normal; white-space: pre; 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: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 108px 8.5px; tab-size: 4; transform-origin: 108px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003es1 = \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 84px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 84px 8.5px; \"\u003e\"South Africa 573/4d\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 136px 8.5px; tab-size: 4; transform-origin: 136px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003es2 = \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 112px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 112px 8.5px; \"\u003e\"Bangladesh 147 \u0026amp; 172 (f/o)\"\u003c/span\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003e;\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 100px 8.5px; tab-size: 4; transform-origin: 100px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eres = reportresult(s1,s2)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 24px 8.5px; tab-size: 4; transform-origin: 24px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eres = \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 196px 8.5px; tab-size: 4; transform-origin: 196px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; \"\u003e    \u003c/span\u003e\u003cspan style=\"border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 180px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 180px 8.5px; \"\u003e\"South Africa won by an innings and 254 runs\"\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 404px 10.2167px; transform-origin: 404px 10.2167px; white-space: nowrap; \"\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: 16px 8.5px; tab-size: 4; transform-origin: 16px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e    \u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003cul style=\"block-size: 143.033px; counter-reset: list-item 0; font-family: Helvetica, Arial, sans-serif; list-style-type: square; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 71.5167px; transform-origin: 391px 71.5167px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 40.8667px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 20.4333px; text-align: left; transform-origin: 363px 20.4333px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 331.5px 8px; transform-origin: 331.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eTest matches are played over a fixed time period. If the match is not completed in that time, the result is a \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 15px 8px; transform-origin: 15px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003edraw\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e (regardless of the score).\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 40.8667px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 20.4333px; text-align: left; transform-origin: 363px 20.4333px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 241.5px 8px; transform-origin: 241.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eTo avoid running out of time (thus resulting in a draw), a team can choose to \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 23.5px 8px; transform-origin: 23.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003edeclare\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 98px 8px; transform-origin: 98px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e their innings completed before they are all out. This is effectively a gamble to forfeit the remainder of their innings for the sake of time.\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 61.3px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 30.65px; text-align: left; transform-origin: 363px 30.65px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 347.5px 8px; transform-origin: 347.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eAfter both teams' first innings, if Team B is sufficiently far (200+ runs) behind Team A, A can choose to make B \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 28px 8px; transform-origin: 28px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003efollow-on\u003c/span\u003e\u003c/span\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 330.5px 8px; transform-origin: 330.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e, meaning Team B has to bat again immediately, while Team A can keep their second innings in reserve if needed. Hence, the order of innings is A, B, B, A (if necessary), instead of the usual A, B, A, B.\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ul\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 354.5px 8px; transform-origin: 354.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eWith these rules, you can always figure out the order of play, and the result, given the team scores. For example:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 74px 8px; transform-origin: 74px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eTeam A 543/6d \u0026amp; 123/4\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 83px 8px; transform-origin: 83px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eTeam B 234 \u0026amp; 456/7d (f/o)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003col style=\"block-size: 102.167px; counter-reset: list-item 0; font-family: Helvetica, Arial, sans-serif; list-style-type: decimal; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 51.0833px; transform-origin: 391px 51.0833px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 185.5px 8px; transform-origin: 185.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eTeam A scores 543 and declares with 4 wickets still in hand\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 86.5px 8px; transform-origin: 86.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eTeam B scores 234 (all out)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 40.8667px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 20.4333px; text-align: left; transform-origin: 363px 20.4333px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 361.5px 8px; transform-origin: 361.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eTeam B, forced to follow-on (309 runs behind), scores 456 and declares with 3 wickets in hand, giving A a target of 148 to win\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 275.5px 8px; transform-origin: 275.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eTeam A scores 123 for the loss of 4 wickets, leaving them 24 runs behind Team B's total\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ol\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 339.5px 8px; transform-origin: 339.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eResult: match drawn, because the team with the lower score (A) had not yet completed their second innings.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function res = reportresult(s1,s2)\r\nres = s1+s2;\r\nend","test_suite":"%% Draw, 4th innings in progress\r\ns1 = \"Sri Lanka 253 \u0026 342\";\r\ns2 = \"West Indies 300 \u0026 147/5\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"Match drawn\") )\r\n%% Draw, team 2 following on\r\ns1 = \"India 622/7d\";\r\ns2 = \"Australia 300 \u0026 6/0 (f/o)\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"Match drawn\") )\r\n%% Draw, 3rd innings in progress\r\ns1 = \"Sri Lanka 282 \u0026 287/3\";\r\ns2 = \"New Zealand 578\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"Match drawn\") )\r\n%% Draw, only 2 innings (yawn)\r\ns1 = \"India 537/8d\";\r\ns2 = \"Sri Lanka 952/6d\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"Match drawn\") )\r\n%% Four completed innings, Team 1 wins (#1 in table)\r\ns1 = \"India 250 \u0026 307\";\r\ns2 = \"Australia 235 \u0026 291\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"India won by 31 runs\") )\r\n%% Four completed innings, Team 1 wins by a single run (#1 in table)\r\ns1 = \"West Indies 252 \u0026 146\";\r\ns2 = \"Australia 213 \u0026 184\";\r\nres = reportresult(s1,s2);\r\nassert( startsWith(res,\"West Indies won by 1 run\") )\r\n%% Team 1 declared (#1 in table)\r\ns1 = \"New Zealand 178 \u0026 585/4d\";\r\ns2 = \"Sri Lanka 104 \u0026 236\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"New Zealand won by 423 runs\") )\r\n%% Four innings in order, Team 2 wins (#2 in table)\r\ns1 = \"Pakistan 181 \u0026 190\";\r\ns2 = \"South Africa 223 \u0026 151/4\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"South Africa won by 6 wickets\") )\r\n%% Four innings in order, Team 2 wins by a single wicket (#2 in table)\r\ns1 = \"Pakistan 269 \u0026 219\";\r\ns2 = \"West Indies 273 \u0026 216/9\";\r\nres = reportresult(s1,s2);\r\nassert( startsWith(res,\"West Indies won by 1 wicket\") )\r\n%% Team 1 wins after Team 2 follows on (#3 in table)\r\ns1 = \"Pakistan 310/9d \u0026 160/5\";\r\ns2 = \"Ireland 130 \u0026 339 (f/o)\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"Pakistan won by 5 wickets\") )\r\n%% Team 2 wins after following on (#4 in table)\r\ns1 = \"Australia 401/9d \u0026 111\";\r\ns2 = \"England 174 \u0026 356 (f/o)\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"England won by 18 runs\") )\r\n%% Team 2 wins after following on and declaring! (#4 in table)\r\ns1 = \"Australia 445 \u0026 212\";\r\ns2 = \"India 171 \u0026 657/7d (f/o)\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"India won by 171 runs\") )\r\n%% Innings victory for Team 2 (#5 in table)\r\ns1 = \"Sri Lanka 144 \u0026 139\";\r\ns2 = \"Australia 323\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"Australia won by an innings and 40 runs\") )\r\n%% Innings victory for Team 2 with declaration (#5 in table)\r\ns1 = \"Bangladesh 211 \u0026 209\";\r\ns2 = \"New Zealand 432/6d\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"New Zealand won by an innings and 12 runs\") )\r\n%% Innings victory for Team 1 (#6 in table)\r\ns1 = \"India 474\";\r\ns2 = \"Afghanistan 109 \u0026 103 (f/o)\";\r\nres = reportresult(s1,s2);\r\nassert( isequal(res,\"India won by an innings and 262 runs\") )","published":true,"deleted":false,"likes_count":1,"comments_count":16,"created_by":287,"edited_by":287,"edited_at":"2022-11-13T04:10:24.000Z","deleted_by":null,"deleted_at":null,"solvers_count":12,"test_suite_updated_at":"2022-11-13T04:10:24.000Z","rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-07T20:56:16.000Z","updated_at":"2025-12-06T13:57:56.000Z","published_at":"2022-11-08T15:17:22.000Z","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\u003eGiven two scalar strings representing the scores for a test match, return a string reporting the result in the appropriate form:\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003e\\\"Match drawn\\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\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\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eTeamName\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e won 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 runs\\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\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\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eTeamName\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e won 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 wickets\\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\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\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eTeamName\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e won by an innings and \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 runs\\\"\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 strings will be given in the order the teams batted and will have the form \\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003eTeamName\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\u003er\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\u003ew\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e \u0026amp; \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003er\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\u003ew\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\u003er\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e is runs and \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ew\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e is wickets). If a team is all out, their score will be given as just \\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003er\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e\\\" (rather than \\\"\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003er\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e/10\\\"). The convention \\\"d\\\" is used for declared innings (eg \\\"432/1d\\\") and \\\"(f/o)\\\" for following on (eg \\\"England 123 \u0026amp; 234 (f/o)\\\").\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\u003eGiven that tied Tests are very rare (and drawn Tests with the scores level equally rare), you do not need to worry about scores being level. You can also be grammatically incorrect for a win by 1 wicket or 1 run (ie you can report the result as \\\"... won by 1 wickets\\\", rather than making a special case for \\\"1 wicket\\\"). Other than that, your function will need to cope with all other possibilities, such as \\\"West Indies 123 \u0026amp; 456/7d (f/o)\\\".\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 strings will always use single spaces between the team name and the scores, but team names may be multiple words (\\\"Sri Lanka\\\", \\\"South Africa\\\", etc) which will also be separated by single spaces. The two innings scores will be separated by \\\"\u0026amp;\\\".\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 a match to have a result (not a draw), the losing team must have completed two innings with their total score still below the winning team’s score. If the winning team is batting last, their margin of victory will be in terms of wickets. Otherwise, it will be in terms of runs. If they batted only one innings, their victory will be given as an innings and runs. All possible permutations of how this can occur are summarized in the table below.\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=\\\"511\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"586\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"Table shows 6 permutations of innings and results. (1) Team A bats first and third, Team B bats second and fourth. Team A wins. The margin is given as \u0026quot;n runs\u0026quot;. (2) Team A bats first and third, Team B bats second and fourth. Team B wins (with the fourth innings still in progress). The margin is given as \u0026quot;n wickets\u0026quot;. (3) Team A bats first and fourth, Team B bats second and third (following on). Team A wins (with the fourth innings still in progress). The margin is given as \u0026quot;n wickets\u0026quot;. (4) Team A bats first and fourth, Team B bats second and third (following on). Team B wins. The margin is given as \u0026quot;n runs\u0026quot;. (5) Team A bats first and third, Team B bats second (only one innings). Team B wins. The margin is given as \u0026quot;an innings and n runs\u0026quot;. (6) Team A bats first (only one innings), Team B bats second and third (following on). Team A wins. The margin is given as \u0026quot;an innings and n runs\u0026quot;.\\\"/\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\u003e\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[s1 = \\\"India 250 \u0026 307\\\";\\ns2 = \\\"Australia 235 \u0026 291\\\";\\nres = reportresult(s1,s2)\\nres = \\n    \\\"India won by 31 runs\\\"\\n\\n\\ns1 = \\\"South Africa 573/4d\\\";\\ns2 = \\\"Bangladesh 147 \u0026 172 (f/o)\\\";\\nres = reportresult(s1,s2)\\nres = \\n    \\\"South Africa won by an innings and 254 runs\\\"\\n    ]]\u003e\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eTest matches are played over a fixed time period. If the match is not completed in that time, the result is a \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003edraw\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e (regardless of the score).\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eTo avoid running out of time (thus resulting in a draw), a team can choose to \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003edeclare\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e their innings completed before they are all out. This is effectively a gamble to forfeit the remainder of their innings for the sake of time.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eAfter both teams' first innings, if Team B is sufficiently far (200+ runs) behind Team A, A can choose to make B \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003efollow-on\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e, meaning Team B has to bat again immediately, while Team A can keep their second innings in reserve if needed. Hence, the order of innings is A, B, B, A (if necessary), instead of the usual A, B, A, B.\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\u003eWith these rules, you can always figure out the order of play, and the result, given the team scores. For example:\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\u003eTeam A 543/6d \u0026amp; 123/4\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\u003eTeam B 234 \u0026amp; 456/7d (f/o)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eTeam A scores 543 and declares with 4 wickets still in hand\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eTeam B scores 234 (all out)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eTeam B, forced to follow-on (309 runs behind), scores 456 and declares with 3 wickets in hand, giving A a target of 148 to win\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"2\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eTeam A scores 123 for the loss of 4 wickets, leaving them 24 runs behind Team B's total\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\u003eResult: match drawn, because the team with the lower score (A) had not yet completed their second innings.\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\"}]},{\"partUri\":\"/media/image1.png\",\"contentType\":\"image/png\",\"content\":\"data:image/png;base64,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- Is It LBW?","description":"LBW has an unfair reputation as complicated. But if you've watched a third umpire referral, you'll know that it's just a logical process, based on four decisions: did the ball hit bat or pad first, where did the ball pitch, where was the impact with the pad, would it have hit the stumps? Given three (x,y) coordinate pairs representing the location of where the ball pitched, hit the batter, and would have hit the plane of the wicket, and a logical (T/F) scalar indicating whether the batter was attempting to play the ball, return a logical scalar indicating whether the batter is out LBW (assuming all the other criteria have been met, such as legal delivery, contact with the body before the bat, etc.)\r\nEach coordinate pair is given as a 2-element vector [x y], where the x coordinate is the distance across the pitch, centered on middle stump, with x \u003e 0 corresponding to the batter's off side (and x \u003c 0 corresponding to the batter's leg side).\r\nFor the first coordinate pair - ie where the ball pitched - the y coordinate is measured from the bowler's wicket to the batter's wicket (hence 0 \u003c y \u003c 2012). If the ball did not pitch at all, this coordinate vector will be [NaN NaN].\r\nFor the other two coordinate pairs, the y coordinate is measured as height above the ground.\r\nFor simplicity, you can assume the wicket is a simple rectangle 71.12cm high (ie ) and 22.86cm wide (ie ).\r\nAll distances are in cm.\r\n\r\n(Diagram assumes a right-handed batter)\r\nLaw 36 (Leg Before Wicket) states that for the batter to be out LBW:\r\nThe ball cannot pitch outside the line of leg stump\r\nIf the batter is making a genuine attempt to play the ball, the impact has to be in line with the wicket (but can be above the height of the wicket)\r\nIf the batter is not making an attempt to play the ball, the impact has to be in line with the wicket or outside the off stump\r\nThe ball must have been going on to hit the wicket\r\n\r\n% pitching in line; impact in line (below stump height); playing the ball; hitting wickets =\u003e Out\r\np1 = [4.41 1385.29];\r\np2 = [-3.03 4.62];\r\np3 = [-6.3 9.71];\r\nout = islbw(p1,p2,p3,true)\r\nout =\r\n  logical\r\n   1","description_html":"\u003cdiv style = \"text-align: start; line-height: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; \"\u003e\u003cdiv style=\"block-size: 2159.57px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 416.5px 1079.78px; transform-origin: 416.5px 1079.78px; vertical-align: baseline; \"\u003e\u003cdiv style=\"block-size: 126px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 63px; text-align: left; transform-origin: 384px 63px; white-space: pre-wrap; 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: 366px 8px; transform-origin: 366px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eLBW has an unfair reputation as complicated. But if you've watched a third umpire referral, you'll know that it's just a logical process, based on four decisions: did the ball hit bat or pad first, where did the ball pitch, where was the impact with the pad, would it have hit the stumps? Given three (\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: 3px 8px; transform-origin: 3px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ex\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: 2px 8px; transform-origin: 2px 8px; 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: 3.5px 8px; transform-origin: 3.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ey\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: 192px 8px; transform-origin: 192px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e) coordinate pairs representing the location of where the ball pitched, hit the batter, and would have hit the plane of the wicket, and a logical (T/F) scalar indicating whether the batter was attempting to play the ball, return a logical scalar indicating whether the batter is out LBW (assuming all the other criteria have been met, such as legal delivery, contact with the body before the bat, etc.)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 64px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 32px; text-align: left; transform-origin: 384px 32px; white-space: pre-wrap; 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: 164px 8px; transform-origin: 164px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eEach coordinate pair is given as a 2-element vector \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: 20px 8px; transform-origin: 20px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 20px 8.5px; transform-origin: 20px 8.5px; \"\u003e[x y]\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: 179px 8px; transform-origin: 179px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e, where the x coordinate is the distance across the pitch, centered on middle stump, with \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: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003ex\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: 148.5px 8px; transform-origin: 148.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e \u0026gt; 0 corresponding to the batter's off side (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: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; \"\u003ex\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: 118.5px 8px; transform-origin: 118.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e \u0026lt; 0 corresponding to the batter's leg side).\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 42.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21.25px; text-align: left; transform-origin: 384px 21.25px; white-space: pre-wrap; 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: 187.5px 8px; transform-origin: 187.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor the first coordinate pair - ie where the ball pitched - 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: 3.5px 8px; transform-origin: 3.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ey\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: 174.5px 8px; transform-origin: 174.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e coordinate is measured from the bowler's wicket to the batter's wicket (hence 0 \u0026lt; \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: 3.5px 8px; transform-origin: 3.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ey\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: 211.5px 8px; transform-origin: 211.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e \u0026lt; 2012). If the ball did not pitch at all, this coordinate vector will be \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: 36px 8px; transform-origin: 36px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-family: Menlo, Monaco, Consolas, \u0026quot;Courier New\u0026quot;, monospace; perspective-origin: 36px 8.5px; transform-origin: 36px 8.5px; \"\u003e[NaN NaN]\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: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\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: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 123px 8px; transform-origin: 123px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor the other two coordinate pairs, 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: 3.5px 8px; transform-origin: 3.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"font-style: italic; \"\u003ey\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: 167px 8px; transform-origin: 167px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e coordinate is measured as height above the ground.\u003c/span\u003e\u003c/span\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: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; 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: 252px 8px; transform-origin: 252px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eFor simplicity, you can assume the wicket is a simple rectangle 71.12cm high (ie \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"vertical-align:-5px\"\u003e\u003cimg src=\"data:image/png;base64,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\" style=\"width: 89px; height: 18px;\" width=\"89\" height=\"18\"\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: 73.5px 8px; transform-origin: 73.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e) and 22.86cm wide (ie \u003c/span\u003e\u003c/span\u003e\u003cspan style=\"vertical-align:-5px\"\u003e\u003cimg 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style=\"width: 125.5px; height: 18px;\" width=\"125.5\" height=\"18\"\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: 4.5px 8px; transform-origin: 4.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\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: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 72.5px 8px; transform-origin: 72.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eAll distances are in cm.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 541.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 270.75px; text-align: left; transform-origin: 384px 270.75px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 846px;height: 536px\" 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\" alt=\"Two diagram showing coordinates. The first shows a cricket pitch with wickets at each end. Coordinate axes are centered on the base of one wicket, the x-axis going across the pitch from right to left, the y-axis going up the pitch to the opposite wicket. A point marked p1 shows the typical location of where the ball might pitch. The second diagram shows a batter in front of a wicket. Coordinate axes are centered on the wicket, again with the x-axis running across the bottom of the wicket from right to left, and the y-axis running vertically up the middle stump. Two points labeled p2 and p3 show the position of typical impacts with the batter's pad (p2) and the plane of the wicket (p3).\" data-image-state=\"image-loaded\" width=\"846\" height=\"536\"\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 130.5px 8px; transform-origin: 130.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003e(Diagram assumes a right-handed batter)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; 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: 214.5px 8px; transform-origin: 214.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eLaw 36 (Leg Before Wicket) states that for the batter to be out LBW:\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cul style=\"block-size: 122.6px; counter-reset: list-item 0; font-family: Helvetica, Arial, sans-serif; list-style-type: square; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 61.3px; transform-origin: 391px 61.3px; margin-top: 10px; margin-bottom: 20px; \"\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 156.5px 8px; transform-origin: 156.5px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe ball cannot pitch outside the line of leg stump\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 40.8667px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 20.4333px; text-align: left; transform-origin: 363px 20.4333px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 350px 8px; transform-origin: 350px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eIf the batter is making a genuine attempt to play the ball, the impact has to be in line with the wicket (but can be above the height of the wicket)\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 40.8667px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 20.4333px; text-align: left; transform-origin: 363px 20.4333px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 356px 8px; transform-origin: 356px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eIf the batter is not making an attempt to play the ball, the impact has to be in line with the wicket or outside the off stump\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003cli style=\"block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; \"\u003e\u003cspan style=\"block-size: auto; display: inline; margin-inline-start: 0px; margin-left: 0px; perspective-origin: 158px 8px; transform-origin: 158px 8px; unicode-bidi: normal; \"\u003e\u003cspan style=\"\"\u003eThe ball must have been going on to hit the wicket\u003c/span\u003e\u003c/span\u003e\u003c/li\u003e\u003c/ul\u003e\u003cdiv style=\"block-size: 861.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 430.75px; text-align: left; transform-origin: 384px 430.75px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; \"\u003e\u003cimg class=\"imageNode\" style=\"vertical-align: baseline;width: 866px;height: 856px\" 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Vi4sr+675661gAahlbBGSCyfevGTV49JSMyv9XW22kMrhMR6he5rQmJhjZBYOxgXDDChWbx9oHKRNwBUDSGx2YSQWHshJAYAZSEkhojYMr0LixGx+xKkqkZmQ8Qu6v3Mh4iI05GQGED/yIYrRpkEL0wLaHiP8dQ+C4R4j8lqARPt8x7jaYGWIn3aw2xDtY/Zpjzbpo3uYzy1r+/77aOXF93vmOrw+tnNgwup9QJru6haL7IepfbZRdzeY7LaReH2+OTuYRrWGKWFPjTM4T3GU3ssfOI9xlP7LOziPSarhWe0z3uMJ7Ol3XPiiBvoGqVe/OTVY9q22G+hfZ3NO2cl6vmuzvOknZe983Ud2ragPrz962khKz1OvMd4ao8FEL3HeGrfpP92J3qP8WzLbLOCXdxrFxXb/63qQl/999OTYEDzePtB5SLv7pJ8dpPPMUBbICQ2m9QRRIJqqGPfeM+j8u8OwGxBSAwRsWV6FxYjYvclSFWNzIaIXdT7mQ8REacjITGA/mFhCy9c4akBDcJGQ7WP2ZjNk5BYqPYQEhuqfXkvNP/B+S+m7h6mAY1REsgJ1R5CYusXP3n1mITEfPs42wvnT7rnrEQ93xESgzx4+9eTkFio9hASGwZL9N+5xCou7vaeV+WC4ubx9oPKPukmsRAO+xPaACGx2YSQWHshJAYAZSEkhojYMr0LixGx+xKkqkZmQ8Qu6v3Mh4iI05GQGED/sLCFF67w1IAGYaOh2sdszOZJSCxUewiJDdW+PBeaL50+RWjFkdnSEhLz1T6OSUJiVUhIrF68/etJSCxUe/oeEht3EbFZlFj4TOWC4ubx9oPKPuke3n5UCeDAtCEkNpsQEmsvhMQAoCyExBARW6Z3YTEidl+CVNXIbIjYRb2f+RARcToSEgPoHxYOuXTbJ9a0/9aQRbaW+NF3v5Oqac8/PbWcqmnfT+6+K1XTPl1//S8+lerT2nuPPBTt++Dc16N99t+xPu1htrCP2aY829+x30ztyzPb23P/xf2OqQ7ffPCPV1/ZePPg4u/EK1+ZH6wl6sXXPz58Z6qmfX9/7+2pmvZ943O3rd59/56hOx8chDsS19Z/5/ZHDqfCHFqbWzwe7bP/jvVpz45jX07VtOe+LxxN1bRv6979qZr26TqzhX1FZpt7ZLcb6BqlXvzk1WPatthvYV8fZ7PzlJ3L9Nyl5zQ939VxnkzW7Lzsna/r0LYF9aH7+tKDn3H3t3n52PbUcaI1++9Yn/bUeUya3//cn6b6tNaF2bpKnhCXWfQib0Ji7cTbDyr7pFuMC98ksl9hmhASm00IibUXQmIAUBZCYoiILdO7sBgRuy9BqmpkNkTsot7PfIiIOB0JiQH0DwtU6N15LHyhYQut6brdxSdWu7F0NFqzuwbFarqeDX1oze5eFKt9+Py5aI3ZmM2rdWO2i9Ea+y2sJWtXtt3kfsdUh5fnwzt72J039E4cWnv90KZoze70ka2tXFge3D1M79pjYQwNb2jN7vATq80tPhmtWdAjVtN1u0NRrHbfoSeitS3zC9GarjNbWCsy29yCH+gapV785NVj2rbYb2Gtj7PZecuCJXpey57TEqs8TyYma3Ze9s7XdWjbgvrQfW131PL2t/nm0r3RWu3H5Jbxx6RpQatYrQuzdZW84RKzyIW/1uM9lwrN4+0HlYu8u0Oez1giYQ2YJoTEZhNCYu2FkBgAlIWQGCJiy/QuLEbE7kuQqhqZDRG7qPczHyIiTkdCYgD9QwMVJoEcZvNqzEZIzKsRElu3zpDYC+dPugENQithjdnSNUJiQzkmw5quVznbvnvuGpy3CIlBlei+JiQW1giJjYeQWD/x9oPKRd7dgZAYdAVCYrMJIbH2QkgMAMpCSAwRsWV6FxYjYvclSFWNzIaIXdT7mQ8REacjITGA/qGBCpNADrN5NWYjJObVCImtW0dI7PzGWwaBi2wII5HQSlhjtnSNkNhQjsmwputVznb8zg2D8xchMagS3deExMIaIbHx6L9t4yxyAT8hsXbi7QeVi7y7w7gQQFaAaUFIbDYhJNZeCIkBQFkIiSEitkzvwmJE7L4EqaqR2RCxi3o/8yEi4nQkJAbQPzRYYVpYJBa8GKX2WLDDe4yn9nl1TwumFOljtlDtYbah2ufVPZkttA2zffTyovsdUx1eP7s5dUG1p158bRdje49JjN09TAMZo7TwRpE+C4sU6dMeC614j/HUPq/uyWyhsdn2nDjiBrpGqRc/efWYti19TVnZb6GzOJudu+wcZkEYPedlz3ExtWfceVLVvmTNzsve+boObVtQH7qvLSzl7e9xtuGYHGcXZusq+m/bOAmJzQ7eflC5yLs7EBKDrkBIbDYhJNZeCIkBQFkIiSEitkzvwmJE7L4EqaqR2RCxi3o/8yEi4nQkJAbQPzRkYRJaCdUeZhuqfV7dk9lCmS1Ue8rO1sWQ2MqF5dWl06dSoYtJAhqJhFZCCYnlUy9+8uoxCYlN3jeLs9k5zM5lhMSgSnRfExILJSQ2nkkCJkUgJNZOvP2gcpF3t/D2oSchHJgmhMRmE0Ji7YWQGACUhZAYImLL9C4sRsTuS5CqGpkNEbuo9zMfIiJOR0JiAP1DQxYmoZVQ7WG2odrn1T2ZLZTZQrWn7GxdC4llw2GJkwQ0EgmthBISy6de/OTVYxISm7xvFmdLzmeExKBKdF8TEgslJJYP/fctZtGL9wmJtRNvP6hc5N0txgUBEgHyYucAO65GOSmExGYT22/e/kwkJDY96tg33vOo/PwAMFsQEkNEbJnehcWI2H0JUlUjsyFiF/V+5kNExOlISAygf2TDFb+9emUtYJGt6fovX/letGbBjljtrc13RGu6bgGTWO3a3t3RmgVaYjVmYzav1o3ZLkZr7Lewlqxd2XaT+x1THV6eDy/MvvrsvtQF2Fqzi7GT9eN3bkiFLLbML0RDGbpuAZNYbfvCo9GahT5itV0nT0drur7z+NPRmoVWYjVma3a2uQU/0DVKvfjJq8e0bbHfwlqfZtt3z11r57VrFx5LnfOSdVPX854ns7WVrbdGa8manZe983Ud2ragPnRfvzq/wd3fpoWsYrXaj8kt449J0wJdsVoXZusy44JcZS7wJiTWTrz9oHKRd/cYF8Bhn8Ik1BEuGXeMEhLrJoTE2gshMQAoCyExRMSW6V1YjIjdlyBVNTIbInZR72c+REScjoTEAPqHBipMAjnM5tWYjZCYVyMktm6RkNj5jbcMQhUWttCgBaEVZvNqRWYjJDaUYzKs6XpVs1ngNTnfERKDKtF9TUgsrBESmwy9mNguHDbLXuxLSKydePtB5SLvbmL7TYM49v8TvIEi1BEu0WPTk2O1m9RxrEA11LFvvOdR+fkBYLYgJIaI2DK9C4sRsfsSpKpGZkPELur9zIeIiNORkBhA/9BAhUkgh9m8GrMREvNqhMTWnTQkdurR3amwhQYtCK0wm1crMhshsaEck2FN16uajZAY1IXua0JiYY2Q2PQhJNZOvP2gcpE3QL8hJAZ5ISTWXgiJAUBZCIkhIrZM78JiROy+BKmqkdkQsYt6P/MhIuJ0JCQG0D8sfPLWpo1r/sdP306FLbRmj038twvfSNW051+fO52qad87u3akatqn6z+5+65Un9ZufPFItO9fnn0m2sdszJaofZ2Y7ZsvpGraw34L+5K1aw990v2OqQ5/sv9PBhdR2wXYiW8tzw3WEgcXWl9YXl06fWp17vGlQYAj0UIgidsePpSqaQhD17fu3Z/q05oFR2J9f/3YsWjfrpNnon3ac/+R5VRNe5gt7NP1JmfbcfBBN9A1Sr34yavHtG2x38K+Ps32N/dtGIS3zGvffDwdMvn9uhmcJ6WmPZePbk3VtO9Huz6dqmlfsvaTA3/inq/r0LYF9aH/lr5+cFN6f0vtjSP3pI4TrQXHpNS0x/u3O3FwTEpN+370wO+OSalpn67//b23p/q01oXZwIeQWDvx9oPKRd4A/YaQGOSFkFh7ISQGAGUhJIaI2DK9C4sRsfsSpKpGZkPELur9zIeIiNORkBhA/8jegWeUyd15TLuLj/cYT+2zuwZ5j8lqdyHSPu8xnnbXoyJ92sNsQ7WP2aY8WyYENUrt6/t+++jlRfc7pjq8fnbz4CJrvQuHXUytF2BbOEzDFqrencfCFt5jstpdiLTPe4yn3RmoSJ/2WEDEe4yn9jFbs7PtOXHEDXSNUi9+8uoxbVvst9A+zabnu1GOOk+OUvssuOI9RrXzsne+rkPbFtSHt3897U5cepx4j/HUnmzocJTal+eYNO2uX9rnPcazLbOBDyGxduLtB5WLvAH6DSExyAshsfZCSAwAykJIDBGxZXoXFiNi9yVIVY3Mhohd1PuZDxERpyMhMYD+YWELL1zhqQENwkZDtY/ZmM2TkFio9vQhJGZ3D/MCFqoGLQitMJtnkdkIiflqH8dkNbPtu+eutRDJOL3zZB61j5BYv/D2rychsVDtISRWH4TE2om3H1Qu8gboN4TEIC+ExNoLITEAKAshMUTEluldWIyI3ZcgVTUyGyJ2Ue9nPkREnI6ExAD6h4UtvHCFpwY0CBsN1T5mYzZPQmKh2jPLIbG/uXfDyLuHqRrQILTCbJ5FZiMk5qt9HJPVzHb8zg1rIZJx6nmSkBjkwdu/noTEQrWHkFh9EBJrJ95+ULnIG6DfEBKDvBASay+ExACgLITEEBFbpndhMSJ2X4JU1chsiNhFvZ/5EBFxOhISA+gfFqTQ4IWFRTRkoTVdt4BGrHZj6Wi0ZoGQWE3XL932iWjNgimx2ofPn4vWmI3ZvFo3ZrsYrbHfwlqydmXbTe53THV4eT590fYL508OAhqx4MV9h56I1iwQEqvp+t3374nWLLwRq80tPhmtWVgkVtN1ZgtrbZxtbsEPdI1SL37y6jFtW+y3sNaX2eycp6ESC8Ik50NTa7pu4ZNY7fVDm6I1C7vEasmanZe983Ud2ragPnRfW1jK29/mm0v3Rmu1H5Nbxh+T5isbb47WujAb+BASayfeflC5yBug3xASg7wQEmsvhMQAoCyExBARW6Z3YTEidl+CVNXIbIjYRb2f+RARcToSEgPoHxqoMAnkMJtXYzZCYl6NkNi6SUhs5cLy2t3DCK2ENWZrdjZCYkM5JsOarlcxm537khCJSUgMqkT3NSGxsEZIbPoQEmsn3n5QucgboN8QEoO8EBJrL4TEAKAshMQQEVumd2ExInZfglTVyGyI2EW9n/kQEXE6EhID6B8aqDAJ5DCbV2M2QmJejZDYuhYQOH7nhlSYgtBKWGO2ZmcjJDaUYzKs6XoVs1mQRAMmhMSgSnRfExILa4TEpg8hsXbi7QeVi7wB+g0hMcgLIbH2QkgMAMpCSAwRsWV6FxYjYvclSFWNzIaIXdT7mQ8REacjITGA/mGBCgti5FFDGL954x/dx3hq378+d9p9TNZ/emo51ZeqH5P/P+OvVn4Q7xuh9jDbUO1jNmbzbPts/+PEJvc7pqp97albVo8u7hyENTRMsetLpwZredS+uceX3McEfuFoqs99jOPOJ79SqE97mG2o9rVxtgce3+8GukapFz959Zi2LfZbaB9ms7snJiGTPGr45GfPH3If46l9l49udR+j/vSLt7vn7Dq0bUF9pPbtQfn/M7595uHUceI9xlN76jwmzR8fvjPVl6p3YDbwISTWTrz9oHKRN0C/ISQGeSEk1l4IiQFAWQiJISK2TO/CYkTsvgSpqpHZELGLej/zISLidCQkBtA/NHRh2h2FYnfnGaX2WDjDe4yn9nl1T7t7UZE+ZgvVHmYbqn1e3ZPZQtsw20cvL7rfMVXpU0t3DQIye04cSYUsPPUOPBaw8B7jqX1e3dPu8FOkz+4oVKRPe5htqPZ5dc+qZ7PjMhvmGqde/OTVY477DLDfQmdltiQkptrdkmJ3JRql9mSDKqPUvmTt+tnN7nm7Dm1bUB+6r+2OWt7+HmcbjslxdmE28CEk1k68/aBykTdAvyEkBnkhJNZeCIkBQFkIiSEitkzvwmJE7L4EqaqR2RCxi3o/8yEi4nQkJAbQPzRkYRJaCdUeZhuqfV7dk9lCmS1U93XZ2eoMiX17ecNEARlTgxaEVoZqn1f3ZLZQQmKh2sMxOVT7vLpn3tmyQRJCYlAluq8JiYUSEps+hMTaibcfVC7yBug3hMQgL4TE2gshMQAoCyExRMSW6V1YjIjdlyBVNTIbInZR72c+REScjoTEAPqHhixMQiuh2sNsQ7XPq3syWyizhWpP2dnqCIm99tQta3cPmyQgY2rQgtDKUO3z6p7MFkpILFR7OCaHap9X98w728qF5VSQhJAYVInua0JioYTEpg8hsXbi7QeVi7wB+g0hMcgLIbH2QkgMAMpCSAwRsWV6FxYjYvclSFWNzIaIXdT7mQ8REacjITGA/pENV/z26pW1gEW2puu/fOV70ZoFO2K1tzbfEa3pugVMYrVre3dHaxZoidWYjdm8Wjdmuxitsd/CWrJ2ZdtN7ndMRc3ePUydWwgDFDuPPx0NV1iwI1bbMr8Qrem6BUxite0Lj0ZrFvqI1XadPB2t6TqzhbU2zmbHpXe8jlIvfvLqMW1b7Lew1pfZlk6fSgVOrl14LBUs0ZquX312X7RmoZVYbWXrrdFasnZ53j+X16FtC+pD9/Wr8xvc/W1ayCpWq/2Y3DL+mDQt0BWrdWE28CEk1k68/aBykTdAvyEkBnkhJNZeCIkBQFkIiSEitkzvwmJE7L4EqaqR2RCxi3o/8yEi4nQkJAbQPzRQYRLIYTavxmyExLxaX0JisbuHqYTE1mvMFtZ0vcnZCIkN5ZgMa7pexWyExAjP1Inua0JiYY2Q2PQhJBZiF23bhdnZwESyZvW6L7LW7XrWuX17btN7H/Q9MGE2aMMxn4fkuEtel77e5HW25bXWjc2p+yqrvR+Tou+np21zHHru0F7778Q8z1M3yev0Xmv2NSeP6yr22r35Em3GvHRl/ybY69XXrK9bX++0XrNtV9/HrPb6JsV7HtXeDwCYHQiJISK2TO/CYkTsvgSpqpHZELGLej/zISLidCQkBtA/NFBhEshhNq/GbITEvFofQmLjwmGJhMTWa8wW1nS9ydkIiQ3lmAxrul7VbOc33rIWJCEkBlWi+5qQWFgjJJaPqi8i9p6jKqd1obX3WtRxF0Xb69aLx/NqfXVccO1tS61jm/ac3rbGae/buNcz7r3NHjfjjvnEOt6HGHnfnxjeY9Uis+R5TTHyvsdZ6zrmY9i2inw2zexxlaXM+9c03msro/fvxqSf04Si+8h6xu2jKrHXWfS4T2z6NVfBuJm9Y0Ep+r5N873K89n2tNdsvaOwx3i9iZPMXHbfeHjPo46bDwC6BSExRMSW6V1YjIjdlyBVNTIbInZR72c+REScjoTEAPqHBS0spJH48fvvpcIWWrPHJr6za0eqpj2/eeMfUzXt+8WFb6Rq2qfrH333O6k+rf36tVejfe8f3B/tYzZmS9Q+Zpvd2X5xYY/7HVMe7e5hXhAm5u6lw4Mgh4UyErc9fGiwlqhhil1fOpWqad/9R5ZTNe3T9R3Hvpzq09oDJ56J9m3ffzjapz3ZPu3Z9hCzmdrXxtnsuPSO11HqxU9ePaZti/0W9vVptnMnFwchFPPdbx1NhUySddMCJ4k/euDTqZr2/Oz5Q6ma9r21PJeqad/a2lc/457f69C2BfWh+/qdswfc/W1eevizgwBhotZGHpPS86NdExyT0pfnmDSvfGU+1ae1LszWZaq+iNh7jqqc1gXh3mtRYxdFj3tv85rnwvJJ8LahVrktey5vG5M66j0oclH9uB5z0mO/DHlez6jj33u8WmSf5tl3Wao65uv+rNtsed7zPMbe2yLv37TwXlsZvc/OuPc7u8+r2kf2HLF9VBVVHfeJTbzmqhg3u3csGFXtX7Pu80VCns90Hkft33HvySSzFt03o/CeR+3KcQsA+SAkhojYMr0LixGx+xKkqkZmQ8Qu6v3Mh4iI05GQGED/yN6BZ5TJ3XlMC2l4j/HUvmyYI6bdhUj7vMd42l2PivRpD7MN1T5mm/Jsmza6j/HUvr7vt49eXnS/YxqlhcPy3j1M3XPiyCBAoXfZsdCEhitGqX0WvvAek9XuQqR93mM87c5ARfq0h9mGal8bZ7Pj0jteR6kXP3n1mLYt9lton2ZbOn0qFTqJqXcrssCX9xhP7bOwivcY9frZze55vg5tW1Af3v71tDtx6XHiPcZTeywU5T3GU/vyHJOm3fVL+7zHeLZlti5T9UXE3nNUZVMXgmfxXouavSi6yovf1arm955breIi7ybfgyIX1Y877hObuODdtuFtO+sovMerRebI87qUqvf3pOeevNRxXHqvddL3b5p4r62M3vsx7n3Xz2nez8QkFvkMjKOO16nW9RmoknHnUm+GvOffSbTt1LGPDXveccdvEb1/myb5nIyjyL4Zh/c8al37AACmAyExRMSW6V1YjIjdlyBVNTIbInZR72c+REScjoTEAPqHhS28cIWnBjQIGw3VPmZjNk9CYqHa06aQ2LeXN7jhlzwSEourfcxGSMyT/RaqPV2abeXCcipo4qnhE0JikAdv/3oSEgvVHkJihMTG4b0WVS+KbiI0UPYibO951bLP38R7oBS9qH5cnznp8V+EPK9j3D7xetQi+zTPfkzIM0MRq37/63qdifo+T/L+TRvvtZXR22/j3vvkc5rnfStqkc9BjLqPpUTbTpWvu2om/Rmi7vet6p8T6jwezUnfn0nmm3Tf5MF7HrXNxyoATA4hMUTEluldWIyI3ZcgVTUyGyJ2Ue9nPkREnI6ExAD6h4UtvHCFpwY0CBsN1T5mYzZPQmKh2tOGkFjRu4ephMTiah+zERLzZL+Fag8hsaHaR0isX3j715OQWKj2EBIjJDYO77WoyUXRdV9Mrpa5ENt7PrXMczf1HuhxWfSi+ryvtc7jLu9rGIfXoxbZp3lemzHu/S9rFe9/U8elmbzXed+/NuC9tjJ6/27k+Zw2sZ+qoO5j3jM5rtqG7Tfv9SbqsdDU++Ydf0Vo6rwxyXs0yflwkn2TF+951LYepwBQDEJiiIgt07uwGBG7L0GqamQ2ROyi3s98iIg4HQmJAfQPC1Jo8MLCIhqy0JquW0AjVruxdDRas0BIrKbrl277RLRmwZRY7cPnz0VrzMZsXq0bs12M1thvYS1Zu7LtJvc7JrXM3cPUuYUwXGEBjWyAIvG+Q09EaxYIidV0/e7790RrFt6I1eYWn4zWLCwSq+k6s4W1Ns5mx6V3vI5SL37y6jFtW+y3sNa32fbdc9cgVGJBmFjgRNctfBKrvX5oU7RmYZdYLVm7PO+f9+vQtgX1ofvawlLe/jbfXLo3Wqv9mNwy/pg0X9l4c7TWhdm6TNUXEXvPUZWTXBxdJd5rUe2i6KYuJleLXoztPZda9Hmbfg+SY7PMRfXjes0iF9LnJc/28+wPr08tsk/z7M9x54+qLHpMJnjPWaf2evO8f23Be21l9D4zeT6n3nrVlv085/nM1mHZ110XeX+GaPp9K/t+5fn8Vmne92mSn4Py7ptJ8J5HLXuuBoB2QUgMEbFlehcWI2L3JUhVjcyGiF3U+5kPERGnIyExgP6hgQqTQA6zeTVmIyTm1bocEqvi7mEqIbH1GrOFNV1vcjZCYkM5JsOarlc9mwVJCIlBlei+JiQW1giJ5aPqi4i956jKSS6OrhLvtah2UfS4C7utbtoMSYDEtP8etw9iFrnA2/CeSy1ykbf1eM81zmR+7z0Z956aeR5njxmF15N13HMUIe97lgevT7VtTUre1xczOd7NZN+aefZZ1jLv/6TbMke9dtPrUa3fHu/V1LbgvbYy2vxZiuwHNbY/7Hknfe6i5NmnWb3Xra/d64npva/TxubwXmuiveY875s9Lvs+Je/dpO9Toj1HEfK8Xs/k9RadIc/j7DF5scd6z5Fo25oU73nUou85ALQTQmKIiC3Tu7AYEbsvQapqZDZE7KLez3yIiDgdCYkB9A8NVJgEcpjNqzEbITGv1tWQWJXhsERCYus1Zgtrut7kbITEhnJMhjVdr3q28xtvISQGlaL7mpBYWCMklo+qLyK2x6vec6rZx49yWhcfe687r/a685JcUO49T8xJLhhP8J5HLfI+25zec8WcZBs246TPr457j/I89yT7MS95tpv3ffJ61SL71Hq85xqlzTTJMTnJ8V6ESY+bSV67vT+TPn/WtmBzZPVer+r1JHrHm617zzNK2x95j91J9sck+zlh0s9D3tdtTPI5KPLa62SS1+456fs06XFUhEm3UfcM6iT7f9y+sdcxKd7zqJO8FwDQfgiJISK2TO/CYkTsvgSpqpHZELGLej/zISLidCQkBtA/NFhhWlgkFrwYpfZYsMN7jKf2eXVPC6YU6WO2UO1htqHa59U9mS20DbN99PJi6rulby9vcMMtVbjnxJFUWMJTwxUW7PAe46l9Xt3TwhtF+iwsUqRPe5htqPZ5dc+qZ7Pj0jteR6kXP3n1mOM+A+y30Fmdben0qUEQJhY4GaX2WGjFe4yn9iVr189uTv0bUKe2LagP3dcWlvL29zjbcEyOswuzdZk6LiJOyHNRfRfwXvc47X0rc7H0JBeRT7od7znUSZ9v3DGkTnKBe5ZJtqPm2abXl7XMa8+S57Nh5sXrVYsci3lfY2LRc0Xe7Uw6wySvv+7zXMy2Mu6zVuT9muScZk66vxPybKfO11/kuRPybqNN1HlejlHnZ3uSecrM0MT7Nm4bRY5V73nUop9bAGgnhMQQEVumd2ExInZfglTVyGyI2EW9n/kQEXE6EhID6B8asjAJrYRqD7MN1T6v7slsocwWqj1lZ0tCYq89dUstdw9TCYmt9zDbUO3z6p5Vz0ZIbCjH5FDt8+qeRWYjJAZVo/uakFgoIbF81HERcUKeC7m7gPe6R1nmPVMmuRB+Erx+dZKLvCd5jVVcPD7J9hLzXFSf94L9qsgTBpnk/fL61SLv/STvddljPs+2JglHGHneY3PS542Rd3tqW6nj34VJ3p8ix6uSZ1uTkPezUPZ1G3lee1XHbBXkPXeqVbxPRt5jKu/7lXc/m1XMMMn2EifZ93V8jr3nUavatwDQDgiJISK2TO/CYkTsvgSpqpHZELGLej/zISLidCQkBtA/NGRhEloJ1R5mG6p9Xt2T2UKZLVR7ys5mIbE67x6mEhJb72G2odrn1T2rno2Q2FCOyaHa59U9i872jc/dlgqgeGETT+0hJAYJuq8JiYUSEstHHRcRJ+S5ALoLeK87Zpn3yyPvReSTXJjt9auTPFfegECVF47nfU8S815U31Q4I8/rn/Q48p5DLfL+T/I+V4H3vFnzkve4rGJ/KnmOIbWtjHv/ipzn8r43VeyTPPt/ku3kee1F3pMY47ZX5bbKkue9Vqv8t8Coct/knaXKGSY5z5qTHLfj5ilyHHnPo1a9fwFguhASQ0RskfZH4d9evbKm/hH4P376dqpmf4RO1HVT+3T9g3Nfj/Z9/O61aN/rf/GpaJ/2fPz+e6ma9jBb2KfrpvbpOrOFfcw2G7P993Nn12ra09f95gVLEHE29H7uQ0TE6UhIDKB/1PH7G98phH26bmqfrjNb2MdszJaofeNm+/nrb66eOnvSDbPU4Z7lxdVdJ08HQQlbS7RASKIFO7SW7jmTqmmfrpvpvvX1ucXj0b7dTz8X7bt754PxPukJ+qSH2cI+XTfTfevrVc9mx6V3vI5SL37y6jG9z0DyOkz2W9g3y7Od2PZ/HwRXEq9deGxNDZy8+62jqZr2WGhFa9p37ZuPp2ral6z9/Lk73EBXHdq2oD50X18+tt3d3+a7Lx5JHydS+/7n/jTapz11HpOJqT5Z78JsXaaOi4gT8lz83AW81+1Z14X7eS6CN/Pi9aqTXOTt9Wet46LxSS6sz3tRfd6AQFny7M9J3zPvOdQi+yDvezxJaGEUed7/vOR5j6f9eTXbSh3/LuR9X6rCe24173Gb53NQ9bGUZ5tVfe7Kkudzm1jkPDSOKs9TXl/Wac5gTrLfx+2bIset9zxqHe8PAEwPQmKIiC3S/ijs/S+Cmm9tviNa03X7I3Gsdm3v7mjN/hdTY7XsH6i1puu/fOV70RqzhTVdZ7awxmxhTddnYTb7BTOp6fps77eL0ZoXLEHE2dD7uQ8REacjITGA/mG/b+nvYXynwGxejdna+30J+y2sHfjsltWtn9u7umPPvBtmqcO5hfAuOzuPPx29A48FO2K1LfML0ZquW2AjVtu+8Gi0ZncGitUGwY9ITdeZLay1cTY7Lr3jdZR68ZNXj2nbYr+Ftb7OduyZp1MhE71jka5ffXZftGahlVhtZeut0VqydnneD3TVoW0L6kP39avzG9z9bdqduGK1bPBJa7pe+JjcMv6YNC2QFat1YbYuU8dFxAl5LnzuAt7r9qzz4mhve1nzbt/rVfM+T55wQNXhCSVv6GSSi+rzPGfdn4kiz+89j1rk2MzzWs2qyLO9vHN4vVnrIu/7ZraVOv5dyPPZmuSzOo5x28s7Q57zXJHP1zjq2Ad1kOf9Met8vXlew7jtV/EcZbDn9raZ1V5nXuo4hrznUev4LADA9CAkhojYIvmDd1jTdWYLa8wW1nSd2cJaW2Z7fM+ewS+Y2/7wDwY17Znt/UZIDLGPej/3ISLidCQkBtA/7Pct/T2M7xSYzasxW3u/L2G/rdduXPnZ6uP/z9cGATFCYoRWsjVCYvnUi5+8ekxCYn6tz7OtXFheC5nEwieExCAPuq8JiYU1QmL5qOMi4oQ8YYku4L3urHVePG7keS/zXjzu9ap5L/L2erPWfcG4t82sk1xUn+d9NouSJwhQ5D3znkct8px53ouqj3tvG2qeOcad08xJjoki5HkNZlsZ9/qL7Pe6jv0YVc3g9ap1Hkve9tQ2kPdYr3LfeuQ5vkbhPT5r3TN428w6yfFWx+fYex617vcIAJqFkBgiYovkD95hTdeZLawxW1jTdWYLa22ZTX/JtJr2zPZ+IySG2Ee9n/sQEXE6EhID6B/2+5b+HsZ3Cszm1Zitvd+XsN/+b6vf+uTtq89ffGMQECMkNpTQSljr42yExIZyTIY1Xa9rNkJiUBW6rwmJhTVCYvmo4yLiBLtY2HtOtQt4rztrE3jbzZoHr0/Nc5F3nn1bZ3giIU8wYNLXkec5i3wu8rxnRT9v3nOpRS7cn8Y+9rah5plj3P4r+h5PQp73zmwrdfy7MG6/mFVSxQx59mORz1Zexr1nbWDc+2xWfZ7wKPM6pnGu88jzGZnkdYx7T4p8jr3nUev8PABA8xASQ0RskR///P3UH4L1D8T2x2StxbQ/Tmuf9xhP+2N4kT7tsT9ce4/x1D5mYzZPZgvVni7PltxFLNH+W3tmer9t2ug+xvSCJYg4G3o/9yEi4nQkJAbQPwr//sZ3CgO1j9mYzbPu70uyal8f9tsPL11ZC4dlPXDmjBtmqcM9J44EIQkLaGiAYpTaZ4EQ7zFZLYShfd5jPC30UaRPe5htqPa1cTY7Lr3jdZT6vbRXj2nbYr+F9nm2pdOnUkGTRA2iWPjEe4yn9lnYxXuMev3sZjfQVYe2LagPb/96WshKjxPvMZ7aYwFE7zGe2pfnmDQt0KV93mM82zJbl6njIuKEPBdedwHvdatl3qNJGLevzDx4fWqei7zz7NsmLhbP8zqKXNzvPU/WSefLEwAo+p55z6UWed663ttRjHuP8mzP61Orfs0xvG1nbSvjzjVFznl5jv8qyXP8jqOK5yjDuP3Q1LE8inGv0Sx6XpsUb9tq7P3Ks5+bmCHP65hkn4/bN0U+x97zqE3tawBoBkJiiIgtkpDYaJktlNlCtYfZhmpfG2bzftHUnpneb4TEEHup93MfIiJOR0JiAP2j8O9vfKcwUPuYjdk86/6+JKv2zfJ+++l3X07dPcyTkJgvgZxQ7SEktv6dtFePSUjMt++zaegkUcMnhMQgD97+9SQkFqo9hMSqv4g4Ic8Fz13Ae93qJBdtl6GqC9m9PjXPc4w7bsym8LatFtk/eeab5LORZ9+VOY6851Pz7NMsVR1vkzAuSDTuPcrzmpuiTZ+RSRn32ov8uzBu35b5t8ajimMhz/tg26lTb7uJZc4ZVdGm47zoMdamGbxtq5Ps8zzH76R4z6PaMQsAswMhMUTEFklIbLTMFspsodrDbEO1b9qzZe8ilrjtD/9grWem9xshMcRe6v3ch4iI05GQGED/KPz7G98pDNQ+ZmM2z7q/L8mqfbO6305++q9WP/+1l9xgmEpIzJdATqj2EBJb/07aq8ckJObb99lWLiyngiemhk8IiUEevP3rSUgsVHsIiVV/EXHCuAvczS7gvW61yYuive2reS4g9/rUPPOMuxh/kgvZy1LXa/GeK2vefT/uNZpljiPv+dQiz2093nOpZV6zR9l9Oe58ZjZFnvevrYx7H4v8uzBu3xZ5zlFU8f7n+dxO06rfsyLUcawUpejnf9x+HnfeqZIqX0sd+8Z7HrXqfxMAYLoQEkNEbJH/58oPVj98/tya9kfoxH8+9dVUTf94rOsfnPt6qk9r//7yS9G+64uHo30fv3st2qc97x/cn6ppz6+YbaD26TqzhX3MFvZpT1dn837JTEx6Znq/ff6RVE17vGAJIs6G3s99iIg4HQmJAfSPwr+/8Z3CQO1jNmbz+ur+vqRP++0H+xZWjz38xdVdj3xp9aHj31hd+NKLa2o4LFl76MnjbpilDncdObg6t/jkIDSx5v7Dg7VEDU7sfPIrqZr2/fVjx1I17dP1ucXjqT6t7Vg6Ge279+BitG/3089F+7SH2cK+Ns5mx6V3vI5Sv4/26jGHnwH2W7av77MtnT41CJa8uXTvmhZ2Sbz00F+makkQxXz7zMOpmva98cQ9qZr2JWvXTvy5G+iqQ9sW1Ifu6yvP7HX3t/kPBzamjhOtvfvikWif9lx6+LOpmvaMPCaPjD8mzcvHtqf6tNaF2bpMnRd4dzkkoXivW22SKi4g9/rUPBd5e31qkxfVjzuGi76Wcc9r5vl85PkclH2/vOdUi1y4P43Pb9nje9w+K3M+K4L3GtS2Usf7WMW5axKqOH7HveZp2/Tx7DHuWKl6v46i6D73Hqc2OUOV7+e45ypy/HjPoxb5twYA2gshMUTEFnlj6Wjqf2VU/2Bs/4ujsZquX7rtE9Ga/VE6Vsv+gVpr9r+0Gqvpuv0vt8ZqzBbWdJ3ZwhqzhTVd7+Jsh3fudH/JTLS7jFnPbO+3i9GaFyxBxNnQ+7kPERGnIyExgP5hv2/p72F8p8BsXo3Z2vt9SV/224HPbkkFwe7fubi69XN719RasrZjz7wbZqnDuYXwTjp2F5/YXXbuO/REtGZ3DYrVdP3u+/dEaxbYiNUGAY5Ize4oFKvpOrOFtTbOZseld7yOUr+P9uoxbVvst7DW99mSkJjelUiDKXaHoljt9UObojW7I1KslqxdnvcDXXVo24L60H1toSVvf5sWYorV7A5esZquFz4mt4w/Js1XNt4crXVhti5Tx0XECdMImdSB97rVJqlif3l9ap6LvL0+tckLxau8qD5LnpDIuOfP8xxl3y/vOdUizz+Nz++496rse13mWCiC9xrUtjLuM5XnPJOl6X1TxfHr9bTNaTPuWGnbZ847F3qPU8uenyehyvdz3HMV+Rx7z6M2+V4BQP0QEkNEbJFcqBDWdJ3ZwhqzhTVdZ7Zwn05zNu8XzKzWM9v7jZAYYh/1fu5DRMTpSEgMoH/Y71v6exjfKTCbV2O29n5fMuv77eSn/8oNghESI7Ti1ZgtXSMkNpRjMqzpet2zrVxYjoZPCIlBHnRfExILa4TE8lHHRcQJ0wiZ1IH3uhPLvD9FqGJ/eX1qnou8vT61yQvFxx1nk1xUnyXPMTzqPc/TX+b1JXjPqxbZH3lee9XYe+ltJ3Hce1W2v2rGvZ62UsV5JkvT+6aK49fraZvTZtyxUuTcUwbvNaje6/EepzY5w7jjdpLPSR2fY+951Kb3NwDUCyExRMQWyYUKYU3XmS2sMVtY03VmC2vTmm3bH/6B+wtmVrub2GzvN0JiiH3U+7kPERGnIyExgP5hv2/p72F8p8BsXo3Z2vt9yazutxtXfrZ64olT0SAYITFCK16N2dI1QmJDOSbDmq7XPdsL509GwyeExCAPuq8JiYU1QmL5qOMi4oRxFzubXcB73Yll3p8iVLG/vD41z0XeXp/a1YvqPcaFW8zYNvL0VoH3vGqR/TGNz++492vcvizbXzXjXk9bqeI8k6XpfVPF8ev1tM1pM+5YafLfAsN7Dar3erzHqU3OMO64neRzUsfn2Hseten9DQD1QkgMEbFF2h+89Q/Io/T+sDxO+6N2kT77I3qRPu1htqHa59U9mS2U2UK1p42zeb9cxsz26rZmeb95wRJEnA29n/sQEXE6EhID6B/Z38P4TiFUe5htqPZ5dU9mC2W2UHtscvewvYtfS4W/RpkEw8xk7cCZM26YpQ73nDiSCkt4aoDCgh3eYzy1z6t7WnijSJ+FRYr0aQ+zDdU+r+5Z9Wx2XHrH6yj1e2ivHnPcZ4D9FtqX2fbdc1cqcDJKDalYaMV7jKf2JWvXz252A111aNuC+tB9bWEpb3+P08JZRfq0p+wxOc4uzNZl6riIOGHcxc5mF/Bed2KZ96cIVewvr0/Nc5G316d29aJ6jzzHsZklT1/Z15bgPbdaZH/kef1VUzZIVLa/asa9nrZSxXkmS9P7porj1+tpm9Nm3LFS5NxTBu81qN7r8R6nNjnDuON2ks9JHZ9j73nUpvc3ANQLITFExBbJH/OHap9X92S2UGYL1R5mG6p9Xt1z0tns7mDeL5cx7fHar9ua5f3mBUsQcTb0fu5DRMTpSEgMoH9kfw/jO4VQ7WG2odrn1T2ZLZTZ0trdww58dsta2IuQ2FDt8+qehFZC+zgbIbGhHJNDtc+re1Y128qFZTdwkrVIaMXUvmSNkNjsoPuakFgoIbF81HERccK4i53NLuC9brVJqthfXp+a5yLvpgMfoxj3nlTxWsbNa2a3k6enKrznVotcuD+Nz2/Z46qJY2ESvNegtpVx72Oe80yWps8ZVRy/Xo9a5HM1a3TtM+fts6aPzVFU+X6Oe64in2PveVQ+EwCzBSExRMQWyR/zh2qfV/dktlBmC9UeZhuqfV7dc9LZvF8sx6n9uq1Z3m9esAQRZ0Pv5z5ERJyOhMQA+kf29zC+UwjVHmYbqn1e3ZPZQplt3ecvvhGEvQiJDdU+r+5JaCW0j7MREhvKMTlU+7y6Z1WzERKDMui+JiQWSkgsH3VcRJwwjZBJHXivW22SKi5m9/rUPBd5z+pF9aPwnjtrQp5jv8r3yHt+tciF+9P4/JY9rsYdC2XOZ0XwXoPaVup4H5s+Z1Rx/LbpPNdWxh0rTb5HRfd5m/Zzle/nuOcq8jn2nkct8m8NALQXQmKIiC3y/710ZPXa3t1r6h+RbxxL1+yP14m6/t4jD6X6tHZ98XC0799ffina98G5r0f7tOfXr72aqmnPjWNHUzXtYzZm8/qYLezTnq7MtvvPbnF/sRyn9SXPqdvq/n67lKppjxcsQcTZ0Pu5DxERpyMhMYD+Ufz3N75TMLWP2ZjN66v7+5Kuz/buD360uuuRL6258KUX17SQmNY0FLZ38blUTfuStT1f+IIbZqnDnV94eHX7wqOpkMQDJ54ZrCVa2CLRgh1a075sTft0ffsjh1N9Wrv34GK0b8fSyWjf3OLxaJ/2MFvY18bZ7Lj0jtdR6nfQXj3m4DPAfgv6mG3owYf2rr46v2GgBk7eOfv5tXXTQjKJrx/clKppX7amfcna1cN/5ga66tC2BfWh+/ofDmx097d55Zm9qeNEa5ePbY/2ac87Zw+katpT9pg0Lz34mVSf1rowW5ep4yLihGmETOrAe91qkxdFe9tX81xA7vWpeeYZd1F9meNmUpq6wH/cZ8VM5h73mswq8Z5fLXKMTuPzW3Zf5tlHTdHl89+497HI57upz2lCFe9/06+5i9RxrBSl6Od/3H5ucoYqj7k69o33PGqRf2sAoL0QEkNEbJH2v4r6w8j/+uhbm++I1nTd/hdMY7XsH6i1Zn/IjtV+e/VKtKbrv3zle9Eas4U1XWe2sMZsYU3XuzKb90tlXpPn1Ofr/n67GK15wRJEnA29n/sQEXE6EhID6B/2+5b+HsZ3Cszm1Zitvd+XdHW2G1d+Nrh72Oe/9pJ7F7BhEOxr0dr9OxejtWRtx555N8xSh3ML4V12dh5/OnUnHa1ZeCNW2zK/EK3put2pJ1azkEasZoGNWG3XydPRmq4zW1hr42x2XHrH6yj1+2evHtO2xX4La8y2XvPucnT12X2puxlpze5sFKutbL01WkvWLs/7ga46tG1Bfei+zgaYtGZhp1jt2oXHojVdL3xMbhl/TJp2169YrQuzdZk6L/DuckhC8V63OslF22Xxtq/mwetT81zkXfRi/Drwtq1WuX+858+a57iv+pjxtqEWuXB/Gp/fsgGJPK+5yHtRhDZ9RiZl3Gsv8u9CleGXPFRx/I57zWX+fZwV2nScFz1u2zSDt211ks9J0fdjFN7zqE2dXwGgGQiJISK2SC5UCGu6zmxhjdnCmq4zW1hrcrbH9+xxf6nM67Y//IPBc+q2ur/fCIkh9lHv5z5ERJyOhMQA+of9vqW/h/GdArN5NWZr7/clXZzth5eurAW6CImFNUIrzObVisxGSGwox2RY0/WmZju/8ZYgfEJIDPKg+5qQWFgjJJaPOi4iTphGyKQOvNedtQmqupDd61PzXOSdZ982cbF4ntcxyUX148izD/JYNd421CL7Is97WzXjQjl59qXXp1Z5PIxi3CxmWxl3nBf5d6GKfTsJVRy/eT7vfSfPe9TUZ87bthp7HXmOlSLn0EnJ8zomeS/H7Zsin2PvedQm3icAaA5CYoiILZILFcKarjNbWGO2sKbrzBbWmpzN+4VyUu05dVvd32+ExBD7qPdzHyIiTkdCYgD9w37f0t/D+E6B2bwas7X3+5IuzfatT96+euCzW1KBLkJiYY3QCrN5tSKzERIbyjEZ1nS9qdn23XNXED4hJAZ50H1NSCysERLLRx0XESdUcZF+G/Bed9YmLoweF7LIu6+8XjXvLF6vWubYycu449ec5KL6PIzbD+Os41jxtqMW2eY0Pr/j3ts8+zLP/mkCb7tZ20od/y5UsW8noarj1+tTq37dXWPcsWIWOV4mJc/+HnUe9B6vNjFDnvdykuNt3PMVmcl7HrXIvzUA0F4IiSEitsiPf/5+8IflRLsIQGsx7Y/T2uc9xtP+GF6kT3vsj/LeYzy1j9mYzZPZQrWn7bPZXcC8Xygn1e5G5m0nUV9jJ/bbpo3uY0wvWIKIs6H3cx8iIk5HQmIA/aPw7298pzBQ+5iN2Tzr/r4kq/a1aTa9e5iGuyzspQGvUWqfhcu8x6gHzpxxwyx1uOfEkSAkYQENDUmMUvssEOI9JquFMLTPe4ynhT6K9GkPsw3VvjbOZseld7yOUr979uoxbVvst1BmW3fp9KlB4ESDKBY+0TDKKLXPwi7eY9TrZze7ga46tG1BfXj719NCVnqceI/x1B4LIHqP8dS+PMekaYEu7fMe49mW2bpMHRcRJ0wjZFIH3uvOOsmF20Wo8uJxr1fNe5H3uNCHWSd5ji+z6n2Td7sx68Dbjlrkwv1pfH7HHVN59mWez0qR92MS8nw2zLYy7j0s8u9CFft2Eqo6fse97iLvxSQk+6Lq96cq8nzezLrxtpl1FHk+s3WS99+VSY6DcfumyLHrPY9a97kVAJqFkBgiYoskJDZaZgtltlDtYbah2tfUbN4vk0X1tpOor7ET+42QGGIv9X7uQ0TE6UhIDKB/FP79je8UBmofszGbZ93fl2TVvjbMduPKz1afv/hGKrylYS9CYkO1j9AKs3kWmY2QmK/2cUw2O9vKheVU+ISQGOTB27+ehMRCtYeQWPUXESdMI2RSB97r9qzz4ugqL2D3etW8c+QJB9QZoMjznpiTXFSfl7zbzlrXMeJtSy2y3Wl8fse9r3n2ZZ7XbdZF3u2bbaWOfxeq2LeTUNXxm+c8V+TzlQdvhjrOZ2XI8/6YRY6ZvOTZ1+Petzxz1DnDuM9H4iT7f9xMRebxnket67MAANOBkBgiYoskJDZaZgtltlDtYbah2tfEbFXdRSxx1N3E9DV2Yr8REkPspd7PfYiIOB0JiQH0j8K/v/GdwkDtYzZm86z7+5Ks2jft2bLhsEQNexESG6p9hFaYzbPIbITEfLWPY7LZ2V44fzIVPiEkBnnw9q8nIbFQ7SEkVv1FxAlVXaQ/bbzXHbMO8lw8Psl+8vrVSS7y9vqz1nHReJ5jK3GSi+rzMsn21brwtqUW2Qd5Zqyaccd63n1Z9WdmEvJsO7Gt1PHvQlX7Ni9VHr9eb9Y68LZj2ntZx3mtCOOOFbWO15z3XJznHOj1ZS1yLh1H3hnMSd7DcfumyOfYex61jvcHAKYHITFExBb5T089uXrptk+saX+8TvzJ3XelavrHaF1//S8+lerT2nuPPBTt++Dc16N99t+xPu356LvfSdW055+eWk7VtI/ZmM3rY7awT3vaPJv3i2RZk211fr/9XXy/ecESRJwNvZ/7EBFxOhISA+gfhX9/4zuFgdrHbMzm9dX9fUkbZ/vqX25ePfziD1OBre13L6xptcQDz34nVdOeB4+eS9W0b8fuo6ma9iVrOx/c64ZZ6nDukd2rd9+/ZxC2SNxx7MuDtUQNStz3haOpmvZt3bs/VdM+Xb9754OpPq1tf+RwtG9u8Xi0z/471qc9zBb2tXE2Oy6943WU+p2zV485+Ayw34I+Zkv3Pbz9nkFIJvHKV+ZXX9l485oaUvnx4TtTNe37+3tvT9W0L1l788E/dgNddWjbgvrQfX3pwc+4+9u8fGx76jjRmv13rE976jwmze9/7k9TfVrrwmxdpo6LiBPyXPjcBbzXHbPM++WR9+LxSS7M9vrVSZ4rb0CgygvH874niXUEE4xxoZesVb4HWbztqUW2ned9rppx72nefZn3GKl6n0x6TLSVOv5dqGrf5qXK4zfPfi3ynoxiGtssQt5/AxKn8ZnL+z7lnaXKGfKeqxIn+ZzU8Tn2nketev8CwHQhJIaI2CJvLB2N/i+T2v9SbKym6/ZH6ljN/pdPY7UPnz8XrdkfwGM1Xbf/5dZYjdnCmq4zW1hjtrCm622dbeF/+Sv3F8myJncT6/5+uxitecESRJwNvZ/7EBFxOhISA+gf9vuW/h7GdwrM5tWYrb3fl7Rptm998vbVA5/dMrjTlwW5NLildwHTdbsjWKy2d/Fr0ZrdgSxWS9Z27Jl3wyx1OLcQ3knH7uITu8vOfYeeiNa2zC9Ea7pugYtYze7wE6vNLT4ZrWWDHVrTdWYLa22czY5L73gdpX7n7NVj2rbYb2GN2cLayoXltWCK3aFI71ikoZXXD22K1uyOSLFasnZ53g901aFtC+pD97XdUcvb3+abS/dGaxZ2itV0vfAxuWX8MWla0CpW68JsXaaOi4gTqrxIf5p4r3uUVV24n/eC9Um35z2HOulF3t5zeFZx8fikF9Sbk1xUPyne9jyrOiZieNtUi7z30/j82vvkbSdxkn057rkSqzgujbzbU9tKHf8uVLlv81Dl8Zv3vFPkffFo+tgtQ95/p9QqXrc9Rx3vk9fvWdUM3nOPcpLPSR2fY+951CreFwBoD4TEEBFbJBcqhDVdZ7awxmxhTdeZLazVPZv3S2RV2ra6v98IiSH2Ue/nPkREnI6ExAD6h/2+pb+H8Z0Cs3k1Zmvv9yVtme2Hl66kQluExAiteDVma3Y2QmJDOSbDmq43PRshMZgU3deExMIaIbF81HERcUKeC6C7gPe6x2nvW5mLpfNe/G5Ouh3vOdRJn2+SkMAkF7hnmWQ7apltjiPva6r7wnlvm2qR7VuP91xq1Yw77ifZl3lef2LZ89wkn1e1rYw7rou8X1Xu2zxUffzm3cf2uCKfN6OpY7ZK8p4Ds5bZ33W+T5PMU2aGJt63cdsocgx5z6MWPfYBoJ0QEkNEbJFcqBDWdJ3ZwhqzhTVdZ7awVuds2/7wD9xfIqvS7ibW/f1GSAyxj3o/9yEi4nQkJAbQP+z3Lf09jO8UmM2rMVt7vy+Z9mw3rvxs9fmLb6TCWSYhMUIrXo3Zmp2NkNhQjsmwputNz7Z0+tRa+ISQGORB9zUhsbBGSCwfdVxEnFD1RfrTwnvdebX3d5KLpie9cLwtF3nb6/Cey9MeO8mF7pMEAjwn2dak5HltZT5DefG2qxbZp3lmq5pxx9Gk+3LSz5M9Pu97ZY+b5Lj3bCvj3rcix3TV+3YcdRy/3nPEnOQ9KnIstYVJP2OqzTzJfi/yPuX9PCuTbKPIDN7z5HWSbY3bN/baJ8V7HrXI+w0A7YWQGCJii7Q/eOsfpEepf6z26p72R+0iffZH9CJ92sNsQ7XPq3syWyizhWrPtGbzfoGs2lneb16wBBFnQ+/nPkREnI6ExAD6R/b3ML5TCNUeZhuqfV7dk9lCuz5bEg7z3H73QjTENUrtsZCY9xhP7UvWDpw544ZZ6nDPiSOpQISnhiQs2OE9xlP7vLqnhTeK9FlYpEif9jDbUO3z6p5Vz2bHpXe8jlK/a/bqMcd9BthvoX2eTQMoqoZULLTiPcZT+5K162c3u4GuOrRtQX3ovrawlLe/x2nhrCJ92lP2mBxnF2brMnVcRJyQ52LoLuC9bnXce5hojzPtfUlM1ia98N0sum+851KLXuTtPdc4kwvsvfclz3tijxn3OHuuusjzGou+n5PgbVct8hqsx3sutWrq2Jd59pGnd0wmx2We57THeutqWxn32m3+Salj346ijuM3z3NmtbmTY8c7nryecVp/Wxg3Q97PS9veJ+/5xjlqhrzvwbjH2XPlZdz7ZtuaFO951DLvOQC0D0JiiIgtkj/mD9U+r+7JbKHMFqo9zDZU+7y6pzeb3eXL+wWyah/8808Frydm9jXmcZr7zQuWIOJs6P3ch4iI05GQGED/yP4exncKodrDbEO1z6t7MltoV2ezu4dpQMuTkFioBiYIrQzVPq/uyWyhsdkIiQ3lmByqfV7ds67ZVi4suwGUIqEVU/uSNUJis4Pua0JioYTE8lHHRcQJdrGw95xqF/Bet5pcCO7V6rLMfvGeTy16kfe03oMqL6qfhDzzltlPk+BtWy2yT/PMVzV17Mumj0vTtjmN968q6vh3oenPaV3v/zSOJ9W23ybyHivj9n/Vlj2emt7Ped+nSeaq43PsPY/atuMTAMpBSAwRsUXyx/yh2ufVPZktlNlCtYfZhmqfV/f0ZvN+eazL7OuJmX2NeZzmfvOCJYg4G3o/9yEi4nQkJAbQP7K/h/GdQqj2MNtQ7fPqnswW2rXZvvXJ20fePUwlJBaqgQlCK0O1z6t7MltobDZCYkM5Jodqn1f3rGu2pdOn3ABKkdCKqX3JGiGx2UH3NSGxUEJi+ajjIuKEui7SbxrvdavJRdFNXlRe5kJs7/nUMs/d1Hugx2WVF9VPwrjtmmXey0nwtq0WeR159mXV1LUvmzouzeS9nsb7VxV1/LvQ9Oe0zve/yeNJTY6tNjHJsZLnnFmFRY5Pj6b28yTv0SSfkzo+x97zqG08RgGgOITEEBFbpP3BO/aH7Lc23xGt6br94T1Wu7Z3d7RmfwyP1X579Uq0puu/fOV70RqzhTVdZ7awxmxhTde7Ppv+kmk17Znt/XYxWvOCJYg4G3o/9yEi4nQkJAbQP+z3Lf09jO8UmM2rMVt7vy9parYfXroShLEWvvTiWiArWzv84g+jNV3//NdeitYsJBar3b9zMVpL1nbsmXfDLHU4txAGIXYefzoakrBgR6y2ZX4hWtN1C2HEatsXHo3WLPQRq+06eTpa03VmC2ttnM2OS+94HaV+L+3VY9q22G9hjdnCWrJmgZOrz+5LBVU0jGKhlVhtZeut0VqydnneD3TVoW0L6kP39avzG9z9bVrIKla7duGxaE3XCx+TW8Yfk6YFumK1LszWZeq4iDihzov0m8R73apeFF33ReVVXPzuPa9a9iLvpt+DKi+qz0ueGavYV3nxtq8W2ad5ZqyaOvelzTPu+cuq7/M03r+qqOPfhaY/p3W//3mevyqbPJdMyqTHSpOfwSqoez9P+v5M8jmp43PsPY9a9fsPANOFkBgiYovkQoWwpuvMFtaYLazpOrOFtbbMpr9kWk17Znu/ERJD7KPez32IiDgdCYkB9A/7fUt/D+M7BWbzaszW3u9L6p7tB/sWUncP02AWIbF1CYmt15gtrOl6k7MREhvKMRnWdH1as61cWCYkBrnQfU1ILKwREstHHRcRJ9R9kX5TeK9bzV4UXddF5WX2heI9t1rVRd7jLnYvovcejNtO1eETw9tO1iYvlve2rxZ5LXmO46ppYl+OO+cV0V539j2exvtXFXX8u9D057Sp93/cXGUt8tltkiLHSl3vWZ3vVR2vuch7M8nnpI7Psfc8atuPVwCYDEJiiIgtkgsVwpquM1tYY7awpuvMFtbaMpv+kmk17Znt/UZIDLGPej/3ISLidCQkBtA/7Pct/T2M7xSYzasxW3u/L6lztpOf/qvVXY98yQ1gmYTE1iUktl5jtrCm603ORkhsKMdkWNP1ac22dPoUITHIhe5rQmJhjZBYPuq4iDihyyEJxXvdauyi6HHvbV5tH1R54bW3DbXKbdl7MO6i97zGXleVF9XnIc9xXfU2x+G9BrXIPs0zZ9U0tS9ttqqOS3sej2m8f1Ux7twVm3kUbfycVoW99qqOp8SmzyFFKXqsVPkZbOq9qnI/2/weVX5Oiu6bUXjPo8bmAoBuQkgMEbFF/stzzw7+sJ1of/hPfGfXjlRN/6it6z+5+65Un9ZuHDsS7fvnU1+N9v3HT9+O9mnPLy58I1XTnn997nSqpn3MxmxeH7OFfdrT9dn0l0yrac8s77d/GzGbFyxBxNnQ+7kPERGnIyExgP5h4ZO3Nm1cM/j9TWr22MTB729S057B76ZS077B76ZS0z5dH/5uut6ntRtfzPxuKrV/efaZaB+zMVui9nVitm++kKppTx2zvfS/3rP6+H2PrN6/Y3F17+PPpQJYtpb40PFvDEJeiVo7/K0fRfu055GT307VtOfh5QupmvY98PCJVE37krVd+x9xwyx1uOPgg4NAhoU5Eu8/sjxYS9TAxNzjS6ma9m17+FCqpn26vnXv/lSf1iw4Euv768eORft2nTwT7dMeZgv72jibHZfe8TpK/V7aq8e0bbHfwj5mC/uSxx85cXz1reW5QeArUYMpl49uTdUs4JL4o12fTtW0L1n7yYE/cQNddWjbgvqwkFLi6wc3pfe31N44ck/qONHatW8+Hu3TnsExKTXtGRyTUtO+Hz3wu2NSatqn639/7+2pPq11YbYuU8dFxAldDkko3utWR10UbbVx73FMe+/ruODa25ZaxzbLXFw/7vVUeVF9HrxtZK3jPRyF9xrUIq/HerznUqum6X1pM5b5fI5iGu9fVYx7T8bN7jGNfettR60am2HcnKO03iKf1WlS9lgp855VfczkpcxrHrd/xz3vJDOX3Tce3vOoXTt+AWA0hMQQEVvkxz9/P/WHbP1fO7VwgdZi2v86q/Z5j/G0/zXYIn3akw08jFL7mI3ZPJktVHu6Ppv+kmn/rT0zvd8yFyypXrAEEWdD7+c+REScjoTEAPpH4d/f+E5hoPYxG7N51v19SVbtKzLbgc9uSQWuRml3GYvdzWuU2mN3BPMe46l9FhTzHqMeOHPGDbPU4Z4TRwZBCL1bjoUhNCQxSu2z8IT3mKx2px7t8x7jaXcGKtKnPcw2VPvaOJsdl97xOkr9Xtqrx7Rtsd9CmS1Ue/7m3vSdk0apdzmy4Ir3GPX62c1uoKsObVtQH97+9bQ7celx4j3GU3uyocNRal+eY9K0u35pn/cYz7bMBrON/gzgmfeiaHucd3G5/Xei1Wf9ImubMXkfEvW9SOptfB/sNem+87TXDt0j+Xwmx6bu0+Q4Tep5yHOswOySHE/JseMdU8nx1MZz3TTQ9yv7XiXvl71XbXq/kn2YvEZ97clrTl43AEDXICSGiNgiCYmNltlCmS1Ue5htqPa1ZTb9QsD+W3tmer8REkPspd7PfYiIOB0JiQH0j8K/v/GdwkDtYzZm86z7+5Ks2jfJbCc//VdrASwvcOVJSGxdQmJxtY/ZCIl5st9CtYeQ2NBYaCUmIbHZwdu/noTEQrWHkBiMQ38G8OTi7/7g7f+sHA9g2HHgHR8qAAAAQFshJIaI2CIJiY2W2UKZLVR7mG2o9rVlNv3izP5be2Z6vxESQ+yl3s99iIg4HQmJAfSPwr+/8Z3CQO1jNmbzrPv7kqzal2e2G1d+tnruu5dSASwvcOVJSGxdQmJxtY/Zuh8Se2rpLnedkJgvs4Vqz/6dc6lgyihjoZWYhMRmB2//ehISC9UeQmIwDv0ZwJNQUD+wu8F4+1+1xwAY40JidpchAAAAgLZCSAwRsUXeWDqa+iO3/jHbLgKI1XT90m2fiNbsD/ax2ofPn4vW7AKBWE3X7Y/ysRqzhTVdZ7awxmzhPtX1rs+mX55ZTXtme79djNa8YAkizobez32IiDgdCYkB9A/7fUt/D+M7BWbzaszW3u9LysyW3D1s+90LqXCVhrEsCBarLXzpxWjt8Is/jNZ03cJesdrexa9FaxYui9WStR175t0wSx3OLYQhCQtoaBhCa/cdeiJas0BIrKbrd9+/J1qz8EasNrf4ZLRmYZFYTdeZLay1cTY7Lr3jdZT6vXS29tpTtwwCMV5QzLbFfgtrzBbWdN1m0zCKhlReP7QpWrOwS6yWrF2e9wNddWjbgvrQfW1hKW9/m28u3RutWTgrVtN1C0TFaiOPyS3jj0nzlY03R2tdmA1mG/0ZwJOQWD/w9n1WgARCYgAAANBlCIkhIrZILlQIa7rObGGN2cKarjNbWGvLbPrlmdW0Z7b3GyExxD7q/dyHiIjTkZAYQP+w37f09zC+U2A2r8Zs7f2+pMhsdvewA5/dshamIiRWXkJi6zVmC2u63uRsVYXEvr28IRWIsf/WHpOQmF9jtrCm6zbb+Y23uMEUQmKQoPuakFhYIyQGVaE/A3gSEpt9uItYt7B9McomPrO2He84SSQkBgAAAG2GkBgiYovkQoWwpuvMFtaYLazpOrOFtbbMpl+eWU17Znu/ERJD7KPez32IiDgdCYkB9A/7fUt/D+M7BWbzaszW3u9LJp3t+YtvpIJUJiGx8hISW68xW1jT9SZnKxsSszuGJXcPU20t20dIzK8xW1jTdZtt3z13ucEUQmKQoPuakFhYIyQGVaE/A3gSEpttxt0RKhHagwWwvH2UaAGuuhkXEmviNQAAAAAUhZAYImKLtD94q/oH73997nRQ9/ynp5ZTfan6Mfn/M/5q5QfxvhFqz2/e+Ef3MZ7ax2zM5slsodrT9dn0yzP7b+3p637zgiWIOBt6P/chIuJ0JCQG0D/q+P0tq/bxnQKzeTJbqPZUMdurx54chK48Hzx6LhWy8h7jefDsy4X6tOcLL/x39zGe2vfw8gX3MeqDR54Igix1+cDj+wdhDQ0/7PrSqcFaHrVv7vEl9zGBXzia6nMf47jzya8U6tMeZhuqfW2czY5L73gdpX4v7YVhEi1Apn2DzwD7LZDZQrUnmc0CKuPU0Mrlo1vdx6g//eLt7rFbh7YtqI/Uvj0o/3/Gt888nDpOvMd4as/Pnj/kPsZT+/Ick+aPD9+Z6kvVOzAbzDb6M4AnIbHZZlzYxyTw0y7aENBqQ1ANAAAAoCiExBARW2T2j9yjzP4vpObR/lddi/TZ/4pskT7tYbah2ufVPZktlNlCtacLs+mXZ95jVd3WLO83L1iCiLOh93MfIiJOR0JiAP0j+3sY3ymEag+zDdU+r+7JbKFNzHbjys/cu4dp4GqUdrewIn12d7IifdpjQS/vMZ7al6wdOHMmFWKp0z0njqSCD556J51sUGKU2ufVPe0OP0X67I5CRfq0h9mGap9X96x6NjsuveN1lPq9tBeGScyGxMZ9Bthvocy27sqF5UEYRe9klA2qjFL7krXrZze7x24d2ragPnRf2x21vP09TruDV5E+7Sl7TI6zC7PBbKM/A3gSEptduItYNxkXErMAV92MC4lx3gAAAIA2Q0gMEbFFcqHCUO3z6p7MFspsodrDbEO1z6t7VjGbfnnmPVbVbc3yfvOCJYg4G3o/9yEi4nQkJAbQP7K/h/GdQqj2MNtQ7fPqnswWWvdsP7x0ZWyQapyExPJJSGy9h9mGap9X96x6tklDYq89dUvqe2kvDJNoj9VeQmKT9zHbukunTw0CKEVCK6b2JWuExGYH3deExEIJiUFV6M8AnoQ9ZpdxQR+TO0K1jzzhvrrxtqkCAAAAtBlCYoiILZILFYZqn1f3ZLZQZgvVHmYbqn1e3bOK2fTLM++xqm5rlvebFyxBxNnQ+7kPERGnIyExgP6R/T2M7xRCtYfZhmqfV/dkttC6ZtO7h6lekGqchMTySUhsvYfZhmqfV/esera8ITG7K1gSdtHvpTUE46nPQUhs8j5mW5eQGIxC9zUhsVBCYlAV+jOAJyGx2YS7iHWXPPuuzs9tG+5kBgAAAFAGQmKIiC3S/uCtfwDXP3y/tfmOaE3X7Q/vsdq1vbujNftDf6z226tXojVd/+Ur34vWmC2s6TqzhTVmC2u63vXZ9As0q2nPbO+3i9GaFyxBxNnQ+7kPERGnIyExgP5hv2/p72F8p8BsXo3ZujOb3j3s/p2LbnjK1HULdMVqux75UrRmAbJY7fCLP4zWdP3zX3spWrOQWKyWZ7Yde+ZTIZY6nVsIgxA7jz8dDUlYsCNW2zK/EK3puoUwYrXtC49Gaxb6iNV2nTwdrek6s4W1Ns5mx6V3vCZaOMzuCKZhF/1eWtc9rT95LtsW+y2sMVtY03Wd7fzGW1JhFAutaIhFaytbb43WkrXL8/5xW4e2LagP3devzm9w97dpIatY7dqFx6I1Xb/67L5obeQxuWX8MWlaoCtW68JsMNvozwCehMRmkzx3EWPftxdvf6l1BrXGHTuExAAAAKDtEBJDRGyRXKgQ1nSd2cIas4U1XWe2sNaW2fQLNKtpz2zvN0JiiH3U+7kPERGnIyExgP5hv2/p72F8p8BsXo3Z2j/btz55++qBz25JhaUIiRES82qEVsKars/SbKNCYt9e3uCGXfR7aa+uWsAseT5CYn6N2cKarutshMQghu5rQmJhjZAYVIX+DOBJUGj2yHMnKhPay7i7eZl1fHbzHDv22gAAAADaDCExRMQWyYUKYU3XmS2sMVtY03VmC2ttmU2/QLOa9sz2fiMkhthHvZ/7EBFxOhISA+gf9vuW/h7GdwrM5tWYrd2zWTjMC0sREiMk5tUIrYQ1XZ+l2byQmHf3MFW/l/bqKiGxocwW7tMis+27565UMIWQGCToviYkFtYIiUFV6M8AnoTEZg9vP2dlv7ebvEG/qvdjnjvQAQAAALQdQmKIiC3y//vGj1ctQJD41qaNa/7bhW+kavqHcl3/6O++k+rT2q9fuxTte//zj0T7Pn7/vWif9ryza0eqpj2/eeMfUzXtYzZm8/qYLezTnq7Ppl+gWU17Znq/PXB/qqY9XrAEEWdD7+c+REScjoTEAPqHBWQsgJIY/v62XrPHJg5/N12vac/wd1O/7xeD3039Pl3/6Lu/+91U+rT269dejfa9f3B/tI/ZmC1R+7o82w8vXVn9wgv/fRC0SrTwVOLCyW+nahqk0vUDz34n1ae1R/+370f75g99Ndr32P9xKdqnPQ88fCJV056ysy2c/HIqHFOnu5cOD8IOFjhJ3PbQocFaogYjdn3pVKqmffcfWU7VtE/Xdxz7cqpPaw+ceCbat33/4Wif9mT7tIfZwr42zmbHpR6nsbuHqfq9tFfPaqGz5DPAfgv7mC3s057sbBpM+dnz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alt=\"Three diagrams showing where the points p1, p2, and p3 must be located for a batter to be out LBW. The first diagram shows p1 in a strip along the pitch from the leg stump across to the off-side edge of the pitch. The second diagram shows p2 impacting the batter's leg. A region covering the width of the wicket extending from the ground upward is marked \u0026quot;if playing the ball\u0026quot;. Another region extends this to the off-side of the wicket and is labeled \u0026quot;if not playing the ball\u0026quot;. The third diagram shows p3 in a region exactly covering the wicket.\" data-image-state=\"image-loaded\" width=\"866\" height=\"856\"\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgb(247, 247, 247); block-size: 163.467px; 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: 413.5px 81.7333px; transform-origin: 413.5px 81.7333px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; \"\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 413.5px 10.2167px; transform-origin: 413.5px 10.2167px; white-space: nowrap; \"\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: 388px 8.5px; tab-size: 4; transform-origin: 388px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"border-block-end-color: rgb(2, 128, 9); border-block-start-color: rgb(2, 128, 9); border-bottom-color: rgb(2, 128, 9); border-inline-end-color: rgb(2, 128, 9); border-inline-start-color: rgb(2, 128, 9); border-left-color: rgb(2, 128, 9); border-right-color: rgb(2, 128, 9); border-top-color: rgb(2, 128, 9); caret-color: rgb(2, 128, 9); color: rgb(2, 128, 9); column-rule-color: rgb(2, 128, 9); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(2, 128, 9); text-decoration-color: rgb(2, 128, 9); text-emphasis-color: rgb(2, 128, 9); \"\u003e% pitching in line; impact in line (below stump height); playing the ball; hitting wickets =\u0026gt; Out\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 413.5px 10.2167px; transform-origin: 413.5px 10.2167px; white-space: nowrap; \"\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: 80px 8.5px; tab-size: 4; transform-origin: 80px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003ep1 = [4.41 1385.29];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 413.5px 10.2167px; transform-origin: 413.5px 10.2167px; white-space: nowrap; \"\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: 72px 8.5px; tab-size: 4; transform-origin: 72px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003ep2 = [-3.03 4.62];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 413.5px 10.2167px; transform-origin: 413.5px 10.2167px; white-space: nowrap; \"\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: 68px 8.5px; tab-size: 4; transform-origin: 68px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003ep3 = [-6.3 9.71];\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 413.5px 10.2167px; transform-origin: 413.5px 10.2167px; white-space: nowrap; \"\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: 104px 8.5px; tab-size: 4; transform-origin: 104px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eout = islbw(p1,p2,p3,true)\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 413.5px 10.2167px; transform-origin: 413.5px 10.2167px; white-space: nowrap; \"\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: 20px 8.5px; tab-size: 4; transform-origin: 20px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003eout =\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 413.5px 10.2167px; transform-origin: 413.5px 10.2167px; white-space: nowrap; \"\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: 36px 8.5px; tab-size: 4; transform-origin: 36px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e  logical\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003cdiv style=\"background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; 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: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; 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: 413.5px 10.2167px; transform-origin: 413.5px 10.2167px; white-space: nowrap; \"\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: 16px 8.5px; tab-size: 4; transform-origin: 16px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; \"\u003e\u003cspan style=\"margin-inline-end: 0px; margin-right: 0px; \"\u003e   1\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e\u003c/div\u003e","function_template":"function out = islbw(p1,p2,p3,playing)\r\n\r\nout = ~playing;\r\n\r\nend","test_suite":"%% pitching outside off; impact in line (below stump height); not playing the ball; hitting wickets =\u003e Out\r\np1 = [27.28 1424.27];\r\np2 = [-3.12 28.27];\r\np3 = [-8.7 40.96];\r\nout = islbw(p1,p2,p3,false);\r\nassert( out )\r\nassert( islogical(out) \u0026\u0026 isscalar(out) )\r\n%% pitching in line; impact in line (below stump height); playing the ball; hitting wickets =\u003e Out\r\np1 = [5.86 1421.49];\r\np2 = [1.61 54.78];\r\np3 = [-9.08 52.09];\r\nassert( islbw(p1,p2,p3,true) )\r\n%% pitching outside off; impact in line (above stump height); playing the ball; hitting wickets =\u003e Out\r\np1 = [26.6 1496.9];\r\np2 = [-3.14 95.25];\r\np3 = [-5.19 19.11];\r\nassert( islbw(p1,p2,p3,true) )\r\n%% Not pitching; impact in line (below stump height); not playing the ball; hitting wickets =\u003e Out\r\np1 = [NaN NaN];\r\np2 = [5.55 12.52];\r\np3 = [3.9 31.94];\r\nassert( islbw(p1,p2,p3,false) )\r\n%% Not pitching; impact in line (below stump height); playing the ball; missing wickets (height) =\u003e Not Out\r\np1 = [NaN NaN];\r\np2 = [10.82 11.51];\r\np3 = [11.2 97.36];\r\nassert( ~islbw(p1,p2,p3,true) )\r\n%% pitching outside leg; impact in line (below stump height); playing the ball; missing wickets (line) =\u003e Not Out\r\np1 = [-19.09 1389.66];\r\np2 = [-7.84 53.34];\r\np3 = [11.97 59.04];\r\nassert( ~islbw(p1,p2,p3,true) )\r\n%% Not pitching; impact in line (below stump height); playing the ball; missing wickets (line) =\u003e Not Out\r\np1 = [NaN NaN];\r\np2 = [10.56 40.08];\r\np3 = [16.42 11.05];\r\nassert( ~islbw(p1,p2,p3,true) )\r\n%% pitching outside leg; impact in line (below stump height); playing the ball; hitting wickets =\u003e Not Out\r\np1 = [-22.8 1687.75];\r\np2 = [3.47 14.65];\r\np3 = [4.47 25.18];\r\nassert( ~islbw(p1,p2,p3,true) )\r\n%% pitching outside leg; impact in line (below stump height); playing the ball; missing wickets (height) =\u003e Not Out\r\np1 = [-15.41 1463.97];\r\np2 = [-0.55 1.56];\r\np3 = [7.89 75.48];\r\nassert( ~islbw(p1,p2,p3,true) )\r\n%% pitching outside leg; impact outside leg (below stump height); not playing the ball; hitting wickets =\u003e Not Out\r\np1 = [-24.39 1534.74];\r\np2 = [-14.44 56.26];\r\np3 = [4.47 8.99];\r\nassert( ~islbw(p1,p2,p3,false) )\r\n%% pitching in line; impact outside leg (below stump height); not playing the ball; missing wickets (height) =\u003e Not Out\r\np1 = [3.76 1471.27];\r\np2 = [-12.95 65.68];\r\np3 = [-11.81 81.8];\r\nassert( ~islbw(p1,p2,p3,false) )\r\n%% pitching outside off; impact outside off (below stump height); playing the ball; hitting wickets =\u003e Not Out\r\np1 = [19.97 1547.71];\r\np2 = [11.48 35.26];\r\np3 = [0.47 7.12];\r\nassert( ~islbw(p1,p2,p3,true) )\r\n%% pitching outside off; impact outside off (above stump height); not playing the ball; missing wickets (height) =\u003e Not Out\r\np1 = [36.28 1401.06];\r\np2 = [13.68 84.19];\r\np3 = [1.21 81.25];\r\nassert( ~islbw(p1,p2,p3,false) )\r\n%% pitching in line; impact outside off (below stump height); not playing the ball; missing wickets (line) =\u003e Not Out\r\np1 = [7 1452.42];\r\np2 = [18.86 22.21];\r\np3 = [16.16 44.46];\r\nassert( ~islbw(p1,p2,p3,false) )\r\n%% pitching outside off; impact outside off (below stump height); not playing the ball; hitting wickets =\u003e Out\r\np1 = [48.96 1639.7];\r\np2 = [26.63 50.69];\r\np3 = [-9.9 67.64];\r\nassert( islbw(p1,p2,p3,false) )\r\n%% pitching outside off; impact outside off (above stump height); playing the ball; hitting wickets =\u003e Not Out\r\np1 = [29.7 1467.15];\r\np2 = [11.55 75.57];\r\np3 = [5.48 48.54];\r\nassert( ~islbw(p1,p2,p3,true) )\r\n%% pitching outside off; impact outside off (above stump height); not playing the ball; hitting wickets =\u003e Out\r\np1 = [48.96 1639.7];\r\np2 = [11.55 75.57];\r\np3 = [-9.9 67.64];\r\nassert( islbw(p1,p2,p3,false) )","published":true,"deleted":false,"likes_count":1,"comments_count":5,"created_by":287,"edited_by":287,"edited_at":"2022-11-08T15:17:58.000Z","deleted_by":null,"deleted_at":null,"solvers_count":14,"test_suite_updated_at":null,"rescore_all_solutions":false,"group_id":1,"created_at":"2022-11-08T13:49:16.000Z","updated_at":"2025-12-06T14:04:27.000Z","published_at":"2022-11-08T15:17:58.000Z","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\u003eLBW has an unfair reputation as complicated. But if you've watched a third umpire referral, you'll know that it's just a logical process, based on four decisions: did the ball hit bat or pad first, where did the ball pitch, where was the impact with the pad, would it have hit the stumps? Given three (\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ex\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\u003ey\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e) coordinate pairs representing the location of where the ball pitched, hit the batter, and would have hit the plane of the wicket, and a logical (T/F) scalar indicating whether the batter was attempting to play the ball, return a logical scalar indicating whether the batter is out LBW (assuming all the other criteria have been met, such as legal delivery, contact with the body before the bat, etc.)\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\u003eEach coordinate pair is given as a 2-element vector \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\u003e[x y]\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e, where the x coordinate is the distance across the pitch, centered on middle stump, with \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\u003ex\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e \u0026gt; 0 corresponding to the batter's off side (and \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\u003ex\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e \u0026lt; 0 corresponding to the batter's leg side).\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 the first coordinate pair - ie where the ball pitched - the \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ey\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e coordinate is measured from the bowler's wicket to the batter's wicket (hence 0 \u0026lt; \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ey\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e \u0026lt; 2012). If the ball did not pitch at all, this coordinate vector will be \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\u003e[NaN NaN]\u003c/w:t\u003e\u003c/w:r\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:r\u003e\u003cw:t\u003eFor the other two coordinate pairs, the \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:rPr\u003e\u003cw:i/\u003e\u003c/w:rPr\u003e\u003cw:t\u003ey\u003c/w:t\u003e\u003c/w:r\u003e\u003cw:r\u003e\u003cw:t\u003e coordinate is measured as height above the ground.\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 simplicity, you can assume the wicket is a simple rectangle 71.12cm high (ie \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:customXml w:element=\\\"equation\\\"\u003e\u003cw:customXmlPr\u003e\u003cw:attr w:name=\\\"displayStyle\\\" w:val=\\\"false\\\"/\u003e\u003c/w:customXmlPr\u003e\u003cw:r\u003e\u003cw:t\u003e0 \\\\leq y \\\\leq 71.12\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:customXml\u003e\u003cw:r\u003e\u003cw:t\u003e) and 22.86cm wide (ie \u003c/w:t\u003e\u003c/w:r\u003e\u003cw:customXml w:element=\\\"equation\\\"\u003e\u003cw:customXmlPr\u003e\u003cw:attr w:name=\\\"displayStyle\\\" w:val=\\\"false\\\"/\u003e\u003c/w:customXmlPr\u003e\u003cw:r\u003e\u003cw:t\u003e-11.43 \\\\leq x \\\\leq 11.43\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:customXml\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:r\u003e\u003cw:t\u003eAll distances are in cm.\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=\\\"536\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"846\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"Two diagram showing coordinates. The first shows a cricket pitch with wickets at each end. Coordinate axes are centered on the base of one wicket, the x-axis going across the pitch from right to left, the y-axis going up the pitch to the opposite wicket. A point marked p1 shows the typical location of where the ball might pitch. The second diagram shows a batter in front of a wicket. Coordinate axes are centered on the wicket, again with the x-axis running across the bottom of the wicket from right to left, and the y-axis running vertically up the middle stump. Two points labeled p2 and p3 show the position of typical impacts with the batter's pad (p2) and the plane of the wicket (p3).\\\"/\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\u003e(Diagram assumes a right-handed batter)\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\u003eLaw 36 (Leg Before Wicket) states that for the batter to be out LBW:\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eThe ball cannot pitch outside the line of leg stump\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eIf the batter is making a genuine attempt to play the ball, the impact has to be in line with the wicket (but can be above the height of the wicket)\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eIf the batter is not making an attempt to play the ball, the impact has to be in line with the wicket or outside the off stump\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"ListParagraph\\\"/\u003e\u003cw:numPr\u003e\u003cw:numId w:val=\\\"1\\\"/\u003e\u003c/w:numPr\u003e\u003cw:jc w:val=\\\"left\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eThe ball must have been going on to hit the wicket\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=\\\"856\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"866\\\"/\u003e\u003cw:attr w:name=\\\"verticalAlign\\\" w:val=\\\"baseline\\\"/\u003e\u003cw:attr w:name=\\\"altText\\\" w:val=\\\"Three diagrams showing where the points p1, p2, and p3 must be located for a batter to be out LBW. The first diagram shows p1 in a strip along the pitch from the leg stump across to the off-side edge of the pitch. The second diagram shows p2 impacting the batter's leg. A region covering the width of the wicket extending from the ground upward is marked \u0026quot;if playing the ball\u0026quot;. Another region extends this to the off-side of the wicket and is labeled \u0026quot;if not playing the ball\u0026quot;. The third diagram shows p3 in a region exactly covering the wicket.\\\"/\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=\\\"code\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003e\u003c![CDATA[% pitching in line; impact in line (below stump height); playing the ball; hitting wickets =\u003e Out\\np1 = [4.41 1385.29];\\np2 = [-3.03 4.62];\\np3 = [-6.3 9.71];\\nout = islbw(p1,p2,p3,true)\\nout =\\n  logical\\n   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CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6CY4opvQP7oJAIAU6KYY/5rT/6RsecL/pIc8Jfawnmn6wRPdBABACnRTDC1js6GbKtP0gye6CQCAFOimGFrGZkM3VabpB090EwAAKdBNMbSMzYZuqkzTD57oJgAAUqCbYmgZmw3dVJmmHzzRTQAApEA3xdAyNhu6qTJNP3iimwAASIFuiqFlbDZ0U2WafvBENwEAkALdFEPL2Gzopso0/eCJbgIAIAW6KYaWsdnQTZVp+sET3QQAQAp0UwwtY7OhmyrT9IMnugkAgBTophhaxmZDN1Wm6QdPdBMAACnQTTG0jM2GbqpM0w+e6CYAAFKgm2JoGZsN3VSZph880U0AAKRAN8XQMjYbuqkyTT94opsAAEiBboqhZWw2dFNlmn7wRDcBAJAC3RRDy9hs6KbKNP3giW4CACAFuimGlrHZ0E2VafrBE90EAEAKdFMMLWOzoZsq0/SDJ7oJAIAU6KYYWsZmQzdVpukHT3QTAAAp0E0xtIzNhm6qTNMPnugmAABSoJtiaBmbDd1UmaYfPNFNAACkQDfF0DI2G7qpMk0/eKKbAABIgW6KoWVsNnRTZZp+8EQ3AQCQAt0UQ8vYbOimyjT94IluAgAgBbophpax2dBNlWn6wRPdBABACnRTDC1js6GbKtP0gye6CQCAFOimGFrGZkM3VabpB090EwAAKdBNMbSMzYZuqkzTD57oJgAAUqCbYmgZmw3dVJmmHzzRTQAApEA3xdAyNhu6qTJNP3iimwAASIFuiqFlbDZ0U2WafvBENwEAkALdFEPL2Gzopso0/eCJbgIAIAW6KYaWsdnQTZVp+sET3QQAQAp0UwwtY7OhmyrT9IMnugkAgBTophhaxmZDN1Wm6QdPdBMAACnQTTG0jM2GbqpM0w+e6CYAAFKgm2JoGZsN3VSZph880U0AAKRAN8XQMjYbuqkyTT94opsAAEiBboqhZWw2dFNlmn7wRDcBAJAC3RRDy9hs6KbKNP3giW4CACAFuimGlrHZ0E2VafrBE90EAEAKdFMMLWOzoZsq0/SDJ7oJAIAU6KYYWsZmQzdVpukHT3QTAAAp0E0xtIzNhm6qTNMPnugmAABSoJtiaBmbDd1UmaYfPNFNAACkQDfF0DI2G7qpMk0/eKKbAABIgW6KoWVsNnRTZZp+8EQ3AQCQAt0UQ8vYbOimyjT94IluAgAgBbophpax2dBNlWn6wRPdBABACnRTDC1js6GbKtP0gye6CQCAFOimGFrGZkM3VabpB090EwAAKdBNMbSMzYZuqkzTD57oJgAAUqCbYmgZmw3dVJmmHzzRTQAApEA3xdAyNhu6qTJNP3iimwAASIFuiqFlbDZ0U2WafvBENwEAkALdFEPL2Iz+f5eXVzuXl5efa9fY6AftXl19ZyPbvC2jT8to8H8/7jBjg/+l7Om1pKPpB090EwAAKdBNMbSMzci6yWxtb9wZ2WCIGpl863oyGg77QPsHHqZdY4OsNP3giW4CACAFuimGlrEZndpNf/fB32pANx1M0w+e6CYAAFKgm2JoGZvRqd30wQe7E06HHDZ9tqw0/eCJbgIAIAW6KYaWsRlZN9nXdekX+7oqm+EjR7a5KRv7ui2bTdlcl8368m+tm/7OBgceNm7s60XZ2NeUNP3giW4CACAFuimGlrEZndhNlk3jCSe66RiafvBENwEAkALdFEPL2IxO66bhdNMHwyec6KZjaPrBE90EAEAKdFMMLWMzurm5Wa1WX1q82MYGX9vGBp+X0Y9lZF8/KQ/8rIy+0WFjNn3wwaGHlZEN/mgbG+i1pKPpB090EwAAKdBNMbSMTcrCRWxwo11joyFqivXkgZsyKqebPvjg7w47TGzwfreXkqYfPNFNAACkQDfF0DI2qdIuAxscFEDKpg8+oJuOoukHT3QTAAAp0E0xtIxNqrTLwAaHBNDt6aYPPvg7uukYmn7wRDcBAJAC3RRDy9iMTrkvhKJpwH0hjqHpB090EwAAKdBNMbSMzeiEbvo7NdPgvykPpJsOoukHT3QTAAAp0E0xtIzN6IRuUjIV5YF000E0/eCJbgIAIAW6KYaWsRlZN5mt7Y07IxtcaddMvnV9N7r7dNPgb/c9zDx6tqw0/eCJbgIAIAW6KYaWsRkd300Kplt00+E0/eCJbgIAIAW6KYaWsRkd3U3T003DCae9DhvQTaLpB090E4Bb56M3o3FX/x1AF+imGFrGZmTdtF6vf9put7axivnSNja4KqMvysi+DiP7+q6M/vDodNMHH+x32JPPpteSjqYfPNFNQHqWSmdnv3jWmUWUHglgyeimGFrGZnTsfSEenm764IO/2+ewcXP3bNwXAt7oJiCvV4JpwuqJfAKWjW6KoWVsRsd2k2Lpvn0OGzd0k2j6wRPdBORkyaQiOsibNzoewOLQTTG0jM3oyG56fLppvKUe3XQQTT94opuAfI5sJjmjnYBloptiaBmblIWL2OBGu8ZGK+1eXq4nD9wolabK9146bDKywfvdXkqafvBENwG5nJ+f0ky3zrhmD1geuimGlrFJlXYZ2GC/bvo/qZSm/nb83guH0U1Tmn7wRDcBiczSTLc47QQsDN0UQ8vYpEq7DGywXzcplB4av/fCYXTTlKYfPNFNQBbznGma4KwTsCR0UwwtYzPabDbX19fDDcJtY4NvbGODT8vo+zKyr+/KA383jv4v6qSH/vblw66/LaNHz6bXko6mHzzRTUAO80dTwUknYDHophhaxmZ01H0hlEmPcV+Ig2j6wRPdBCTgFU0jrtcDFoJuiqFlbEbHdNPfqZIe+z+/dBjd9JCmHzzRTUD3Trp73l4oJ2AJ6KYYWsZmdEw3KZKe8tJhdNNDmn7wRDcBnXujtvHFSSegfXRTDC1jM7JuMlvbG3dGNrjSrpl863oyssOslTQ46LDps2Wl6QdPdBPQM9cL9KYoJ6B1dFMMLWMzopsq0vSDJ7oJ6FdgNQ0oJ6BtdFMMLWMzopsq0vSDJ7oJ6FVwNQ0oJ6BldFMMLWMzsm7abDbvym3BrWI+K7cKf1tGw6Z86082ss23ZTTcV9w2dph10zGH6dn+v7axgV5LOpp+8EQ3AX2qUE0jygloFt0UQ8vYjI65L8T9GzwM94KwwaGHDRv7yn0h4I1uAroUczeIpxBOQKvophhaxmZEN1Wk6QdPdBPQoXM1TB2UE9AmuimGlrEZ0U0VafrBE90EdKfWJXp3KCegRXRTDC1jk7JwERvcaNfYaKXdy8v15IGb3Wi4L8QRhw1s8H63l5KmHzzRTUBv6l2id4dwAhpEN8XQMjap0i4DG9BNgTT94IluAvpS/2RTQTkBzaGbYmgZm1Rpl4EN6KZAmn7wRDcBPWmlmgaUE9AYuimGlrEZ/X693m63wyeOhs16/YltbPBdGX1VRvb1JxvZZrivuG3elVH5fNMxh+nZ/mfb2ECvJR1NP3iim4COtHCJ3h3CCWgL3RRDy9iMuC9ERZp+8EQ3Af1oK5t+8YszvS4ATaCbYmgZmxHdVJGmHzzRTUAvWrpG7xannICG0E0xtIzNiG6qSNMPnugmoBOtnWwqCCegHXRTDC1jM7JuMlvbG3dGNrjSrpl863oyssOG+0LIIYdNny0rTT94opuAPrSZTVyrBzSEboqhZWxGdFNFmn7wRDcBPWjxGr1bnHICGkE3xdAyNiO6qSJNP3iim4AOtHqyqSCcgDbQTTG0jM2IzzdVpOkHT3QTsHxtZxPX6gGNoJtiaBmbEd1UkaYfPNFNwOK1nk2EE9AGuimGlrEZ0U0VafrBE90ELF3DH226c64XC6AeuimGlrEZ/ctqdXNz84XFi21Wq9WPtrHBD2X0dRnZ169sZJu3ZfR9Gdlh1k3HHKZn+4ttbKDXko6mHzzRTcDCLSKbCCegAXRTDC1jk7JwERsMGSM2Wmn38nI9eeBmNxruC3HEYQMbvN/tpaTpB090E7BsC8km7g4B1Ec3xdAyNqnSLgMb0E2BNP3giW4CluxcUbIEhBNQGd0UQ8vYpEq7DGxANwXS9IMnuglYsCVlE+EE1EY3xdAyNiPuC1GRph880U3Aci0rmwgnoDK6KYaWsRnRTRVp+sET3QQsVvv3H3+IcAJqoptiaBmbEd1UkaYfPNFNwFIt7WzTgHACKqKbYmgZm5F109WOJczn2jU2+kG7V1ff2cg2b8vo0zIy1k3HHDawwf9S9vRa0tH0gye6CVioJWYT4QTURDfF0DI2I+sms7W9cWdkgyFqZPKt68nIDhvuCyGHHDZ9tqw0/eCJbgIWSiGyNIQTUA3dFEPL2Izopoo0/eCJbgKWaTF/t+kh/gAuUAvdFEPL2Izopoo0/eCJbgIWabHZRDgB1dBNMbSMzYj7QlSk6QdPdBOwRMu7ld49hBNQB90UQ8vYjOimijT94IluAhZo0dn0izP9FABi0U0xtIzNiG6qSNMPnugmYHmWnU2EE1AJ3RRDy9iMbm5uVqvVlxYvtrHB17axwedl9GMZ2ddPygM/K6NvdodZNx1zmJ7tj7axgV5LOpp+8EQ3AYuz9GwinIA66KYYWsYmZeEiNrjRrrHREDXFevLAzW403BfiiMMGNni/20tJ0w+e6CZgaZb5h5umuBs5UAHdFEPL2KRKuwxsQDcF0vSDJ7oJWBqlx7JxbwggHt0UQ8vYpEq7DGxANwXS9IMnuglYmOVfpTfSTwMgDt0UQ8vYjLgvREWafvBENwHL0kk28REnIB7dFEPL2Izopoo0/eCJbgIWpYcPNxV8xAmIRjfF0DI2I7qpIk0/eKKbgEVRdPSAjzgBweimGFrGZmTdZLa2N+6MbHClXTP51vVkZIcNn2+SQw6bPltWmn7wRDcBS9LLVXoj/UwAgtBNMbSMzYhuqkjTD57oJmBBusomPuIEBKObYmgZmxHdVJGmHzzRTcBy9PPhpoKPOAGh6KYYWsZmZN20Xq9/2m63trGK+dI2Nrgqoy/KyL4OI/v6roz+UEZ2mHXTMYdNn02vJR1NP3iim4DlOFNvdIOPOAGR6KYYWsZmxH0hKtL0gye6CViMvq7SG3ClHhCJboqhZWxGdFNFmn7wRDcBi6HY6AknnIBAdFMMLWMzopsq0vSDJ7oJWIr+TjdxwgkIRTfF0DI2KQsXscGNdo2NVtq9vFxPHrjZjYb7Qhxx2MAG73d7KWn6wRPdBCxEj9nErSGASHRTDC1jkyrtMrAB3RRI0w+e6CZgIbq7KUTBlXpAGLophpaxSZV2GdiAbgqk6QdPdBOwDH2ebuJKPSAQ3RRDy9iMNpvN9fX1cINw29jgG9vY4NMy+r6M7Ou78sDfldG3u8Osm445bPpsei3paPrBE90ELIMyoz+ccAKi0E0xtIzNiPtCVKTpB090E7AIvZ5uMvoJAXijm2JoGZtR3W7SYfY1JU0/eKKbgCXoOJu4NQQQhW6KoWVsRnRTRZp+8EQ3AUugxOgTV+oBMeimGFrGZmTdZLa2N+6MbHClXTP51vVkZIcN94WQQw6bPltWmn7wRDcBC9Dz6SZuDQFEoZtiaBmbEd1UkaYfPNFNwAL03U2ccAJi0E0xtIzNiG6qSNMPnugmoH2dZxMnnIAYdFMMLWMzsm7abDbvym3BrWI+K7cKf1tGw6Z86082ss23ZTTcV9w2dph10zGHTZ9NryUdTT94opuA9vXeTZxwAkLQTTG0jM2I+0JUpOkHT3QT0Lzus4kTTkAIuimGlrEZ0U0VafrBE90ENK//buJvOAER6KYYWsZmRDdVpOkHT3QT0LoE2cTfcAIi0E0xtIxNysJFbHCjXWOjlXYvL9eTB252o+G+EEccNrg7zPZS0vSDJ7oJaF2GbuKEExCAboqhZWxSpV0GNqCbAmn6wRPdBLROZdE3TjgB/uimGFrGJlXaZWADuimQph880U1A41KcbuKEExCAboqhZWxGv1+vt9vt8ImjYbNef2IbG3xXRl+VkX39yUa2Ge4rbpt3ZVQ+33TMYdNn02tJR9MPnugmoHHqit5xK3LAHd0UQ8vYjLgvREWafvBENwFtS3K6iVuRA/7ophhaxmZEN1Wk6QdPdBPQtjN1Rfc44QR4o5tiaBmbEd1UkaYfPNFNQNPOVRX9484QgDe6KYaWsRlZN5mt7Y07IxtcaddMvnU9Gdlhw30h5JDDps+WlaYfPNFNQNOyXKbHhXqAP7ophpaxGdFNFWn6wRPdBDRNUZEBF+oBzuimGFrGZkQ3VaTpB090E9CyPKebOOEEuKObYmgZm1HU55t+bg+c+vDusA/1n259aP85A00/eKKbgJZl6ib+hBPgjG6KoWVsRlHdVILovo/uDtN/2fnI/nMGmn7wRDcBLVNR5MCFeoAvuimGlrEZRXXTL0sR3fr5hx/dHfbrj/RfC/tWEpp+8EQ3AQ1LdbqJC/UAZ3RTDC1jM/qX1erm5uaLIXZublar1Y+2scEPZfR1GdnXr2xkm7dl9H0Z2WHWOXseVqKo+OX02f71X++u1PvwY72yBDT94IluAhqWq5u4UA/wRTfF0DI2KQsXscGQMWKjlXYvL9eTB252IyudPQ/7demiQfkPd4fZnr6T5qNNI00/eKKbgIapJ7LgQj3AFd0UQ8vYpEq7DGzg1013J5x+WcZ3h9mevpUqm+imCHQT0K5kp5u4UA/wRTfF0DI2qdIuAxtEdJPGd4f9679+XL6TK5vopgh0E9CubN3EhXqAK7ophpaxGUXdF8I2t59h+vDRs91+vilZNtFNEegmoF2qiTy4UA/wRDfF0DI2owrd9NET3VS+k+iWECNNP3iim4Bmnasm8nijnxyAB7ophpaxGbXRTeVb2bKJbopANwHNSneZHh9wAlzRTTG0jM3IuulqxxLmc+0aG/2g3aur72xkm7dl9GkZGcudfQ/7345x9MEH/49hYO4OK59uynaVHt0Ugm4CmpWvm/iAE+CJboqhZWxG1k1ma3vjzsgGQ9TI5FvXk5EdZr2jwauH/Xysow8++PWjZxv/c75sopsi0E1As9QSmfABJ8AR3RRDy9iMWuim8Sq9hNlEN0Wgm4BW5ft4Ex9wAlzRTTG0jM0osJt+OeSRedhNH43/Nd2Hm4ymHzzRTUCrEl6mxwecAE90UwwtYzMKvC9E6SMrpOmz/br8R9tLR9MPnugmoFUZu4kPOAGO6KYYWsZmVL+bxsv3Ml6lRzeFoJuAVqkkcuEDToAfuimGlrEZVe+mtB9uMpp+8EQ3AY3K+PEmPuAEeKKbYmgZm9HNzc1qtfpyaJjVygZf28YGn5fRj2VkXz8pD/ysjL7ZHWbRs+9h/+1QSOa/vf9s5T/qxWSj6QdPdBPQqJSX6fEBJ8AR3RRDy9ikrGLEBjfaNTYa6qdYTx642Y0sevY97Pa+EL/UeDgs8YebjKYfPNFNQKPoJgDzoptiaBmblDLG2CC4m8YPN/3S9lLS9IMnuglo1JlKIhn99ADmRzfF0DI2KWWMsUFsN/2bYfzzYS8lTT94opuARqkjsuHGEIAbuimGlrEZVbgvxEe7ZxtL6ufjICVNP3iim4BGqSOyoZsAN3RTDC1jMwrspo+HSjK7biofbvr1OEhJ0w+e6CagTTlvp8cN9QBHdFMMLWMzqtlN4+jjMkhJ0w+e6CagTVm7iRtDAG7ophhaxmZk3WS2tjfujGxwpV0z+db1ZGSHWflo8Oph5fTSBx/8Us823hMi74ebjKYfPNFNQJty3k6PbgIc0U0xtIzNqF43Zf9wk9H0gye6CWhT1m7ihnqAG7ophpaxGVXrpjKy79kgK00/eKKbgDYlvQ053QT4oZtiaBmbkXXTer3+abvd2sYq5kvb2OCqjL4oI/s6jOzruzL6QxnZYdY++x72/xxL6YMP/q/js427/6/yQL2WdDT94IluAtqkisiHG+oBXuimGFrGZlTrvhAfDnu/1GH2NSVNP3iim4A2qSLyoZsAL3RTDC1jM6rUTfpwE90Eb3QT0KSst9PjRuSAH7ophpaxGQV20/BZqIF10/jhpp/vDrOvKWn6wRPdBDSJbgIwN7ophpaxSVm4iA1utGtstNLu5eV68sDNbmT9s/dhQyyZX2rv491h9qCUNP3giW4CmpS3m7gROeCFboqhZWxSpV0GNgjppvEvN/367jDbS0nTD57oJqBJdBOAudFNMbSMTaq0y8AGEd2kDzfdHWZ7KWn6wRPdBDQp7Z9vopsAN3RTDC1jM9psNtfX18N9xW1jg29sY4NPy+j7MrKv78oDf1dG3+4OswLa+7Ahl8z/bvxy/9n0WtLR9IMnugloEt0EYG50UwwtYzOqcF+IUXkE94WAN7oJaBLdBGBudFMMLWMzqtRNw4eb7L/RTfBGNwFNopsAzI1uiqFlbEZ1uumXw3+0/0Y3wRvdBDQpbzf9Qv8CAOZGN8XQMjYj6yaztb1xZ2SDK+2aybeuJyM7zCJIg9cPK81kPnzwbFlp+sET3QQ06UwRkZD+BQDMjW6KoWVsRpHdNN5+3PyvJ9+zQVaafvBENwFNopsAzI1uiqFlbEY1uunRs2Wl6QdPdBPQJLoJwNzophhaxmZk3bTZbN6V+4dbxXxWbhz+toyGTfnWn2xkm2/LaLivuG3sMMugvQ/735Rs+h8fPZteSzqafvBENwFNopsAzI1uiqFlbEaR94X4cMymjx4/m31NSdMPnugmoEl0E4C50U0xtIzNKLybPnzi2exrSpp+8EQ3AU2imwDMjW6KoWVsRoHd9PGQTT+3Ed0kmn7wRDcBTaKbAMyNboqhZWxSFi5igxvtGhuttHt5uZ48cLMbWQrte9iQTR98rIG5O8z2UtL0gye6CWgS3QRgbnRTDC1jkyrtMrCBXzeNd9P7+Mlns72UNP3giW4CmsTfvQUwN7ophpaxSZV2GdjArZvGbHr4B2/pJnijm4Am5e2mM/0LAJgb3RRDy9iMfr9eb7fb4RNHw2a9/sQ2NviujL4qI/v6k41sM9xX3Dbvyqh8vmmvw8Zs+i93h02fTa8lHU0/eKKbgCbRTQDmRjfF0DI2o6D7QpSzTXeHDRv7yn0h4I1uAppENwGYG90UQ8vYjGK6qfzF23uHDRv7SjfBG90ENIluAjA3uimGlrEZhXRT+YO3H9NND2j6wRPdBDTpXBWRD90EeKGbYmgZm5F1k9na3rgzssGVds3kW9eTkR1mPaTB5LBf//rju1vnjRfpffBrjZ54tqw0/eCJbgKalLeb3uhfAMDc6KYYWsZm5NNNvxxCSQ/8dcmme3+4iW4STT94opuAJtFNAOZGN8XQMjYjn24aU6k8cEyo6R9uoptE0w+e6CagSXQTgLnRTTG0jM3I5/NNYyr9/OOPP/rvysmm4SK9yWHD5u4w+5qSph880U1Am1QR+dBNgBe6KYaWsRm5dNP/rcTSnf/x4WHDxr7STfBGNwFtUkXkc65/AABzo5tiaBmbkUs3/ZtSS7c+fHzYsLGvdBO80U1Am86UEeno5wcwO7ophpaxGf3LanVzc/OFxYttVqvVj7axwQ9l9HUZ2devbGSbt2X0fRnZYZZFjw8ruXTr3zxx2PTZ9FrS0fSDJ7oJaBPdBGBmdFMMLWOTsnARGwwZIzZaaffycj154GY3si56dNhHpZeKD+/dSO/usMHdYbaXkqYfPNFNQJuy/uFb/nwT4IZuiqFlbFKlXQY2mKObyp+5Hf0fPnr6sMHdYbaXkqYfPNFNQJuy3lCP20IAbuimGFrGJlXaZWCDObrpo//92Ew///kvnz1scHeY7aWk6QdPdBPQJroJwMzophhaxmbkcx/ysrGvzx02bOwr94WAN7oJaJQ6Ihu6CXBDN8XQMjYjuqkiTT94opuARiW9MQS3IQfc0E0xtIzNiG6qSNMPnugmoFFJu0k/PYD50U0xtIzNyLrpascS5nPtGhv9oN2rq+9sZJu3ZfRpGRnrpmMOG9wdpteSjqYfPNFNQKOS3lBPPz2A+dFNMbSMzci6yWxtb9wZ2WCIGpl863oyssOsmzQ46LDps2Wl6QdPdBPQqJw3huA25IAfuimGlrEZ0U0VafrBE90ENCpnN3FbCMAP3RRDy9iM6KaKNP3giW4CWqWSyIVuAvzQTTG0jM2I+0JUpOkHT3QT0KqUN4bQzw7AAd0UQ8vYjOimijT94IluAlqV8UI9Pt4EOKKbYmgZmxHdVJGmHzzRTUCrMnYTl+kBjuimGFrGZnRzc7Narb4cGma1ssHXtrHB52X0YxnZ10/KAz8ro292h1k3HXPY9Nn0WtLR9IMnuglolloiE/7qLeCIboqhZWxSFi5igxvtGhsNUVOsJw/c7EbDfSGOOGxwd5jtpaTpB090E9CshB9w0k8OwAPdFEPL2KRKuwxsQDcF0vSDJ7oJaFa+C/X4eBPgiW6KoWVsUqVdBjagmwJp+sET3QQ0K1838fEmwBPdFEPL2Iy4L0RFmn7wRDcB7VJN5MHHmwBPdFMMLWMzopsq0vSDJ7oJaFe6Dzjp5wbggm6KoWVsRnRTRZp+8EQ3Ae3KdqEeH28CXNFNMbSMzci6yWxtb9wZ2eBKu2byrevJyA4bPt8khxw2fbasNP3giW4C2pWtm/h4E+CKboqhZWxGdFNFmn7wRDcBDUt2oZ5+agA+6KYYWsZmRDdVpOkHT3QT0LBcJ5w43QT4optiaBmbkXXTer3+abvd2sYq5kvb2OCqjL4oI/s6jOzruzL6QxnZYdZNxxw2fTa9lnQ0/eCJbgJapqLIgW4CfNFNMbSMzYj7QlSk6QdPdBPQslQX6ulnBuCEboqhZWxGdFNFmn7wRDcBLct0oR6nmwBndFMMLWMzopsq0vSDJ7oJaJqaIgO6CXBGN8XQMjYpCxexwY12jY1W2r28XE8euNmNhvtCHHHY4O4w20tJ0w+e6CagaYku1NNPDMAL3RRDy9ikSrsMbEA3BdL0gye6CWhangv1ON0EeKObYmgZm1Rpl4EN6KZAmn7wRDcBbUtzwkk/LwA3dFMMLWMz2mw219fXww3CbWODb2xjg0/L6Psysq/vygN/V0bf7g6zbjrmsOmz6bWko+kHT3QT0LYsJ5zO9PMCcEM3xdAyNiPuC1GRph880U1A27J0E5fpAe7ophhaxmZEN1Wk6QdPdBPQuCQX6umnBeCHboqhZWxGdFNFmn7wRDcBjctxwonTTYA/uimGlrEZWTeZre2NOyMbXGnXTL51PRnZYcN9IeSQw6bPlpWmHzzRTUDrUpxw0s8KwBHdFEPL2Izopoo0/eCJbgJal+GEE6ebgAB0UwwtYzOimyrS9IMnugloXoITTvpJAXiim2JoGZuRddNms3lXbgtuFfNZuVX42zIaNuVbf7KRbb4to+G+4raxw6ybjjls+mx6Lelo+sET3QQ0r/8TTpxuAiLQTTG0jM2I+0JUpOkHT3QT0L7uTzjp5wTgim6KoWVsRnRTRZp+8EQ3Ae3r/YQTp5uAEHRTDC1jM6KbKtL0gye6CViAzk846acE4ItuiqFlbFIWLmKDG+0aG620e3m5njxwsxsN94U44rDB3WG2l5KmHzzRTcAC9H3CidNNQAy6KYaWsUmVdhnYgG4KpOkHT3QTsARdn3DSzwjAGd0UQ8vYpEq7DGxANwXS9IMnuglYgp5POHG6CQhCN8XQMjaj36/X2+12+MTRsFmvP7GNDb4ro6/KyL7+ZCPbDPcVt827MiqfbzrmsOmz6bWko+kHT3QTsAgdn3DSTwjAG90UQ8vYjLgvREWafvBENwGL0O8JJ043AVHophhaxmZEN1Wk6QdPdBOwDG+UGb05088HwB3dFEPL2Izopoo0/eCJbgIWotMr9c714wFwRzfF0DI2I+sms7W9cWdkgyvtmsm3ricjO2y4L4Qcctj02bLS9IMnuglYiD6v1OMqPSAO3RRDy9iM6KaKNP3giW4ClqLLE0762QAEoJtiaBmbEd1UkaYfPNFNwFL0eMKJ001AILophpaxGfH5poo0/eCJbgIWo79bQ5BNQCS6KYaWsRnRTRVp+sET3QQsR3dX6nFTCCAS3RRDy9iM6KaKNP3giW4ClqO3K/U43QSEoptiaBmb0b9cXLx///4LixfbXFxc/MU2NvihjP5YRvb1KxvZ5s9l9H0Z2WHWTcccNn02vZZ0NP3giW4CFqSvK/XIJiAW3RRDy9ikLFzEBjfaNTZaaffycj154GY3Gu4LccRhg7vDbC8lTT94opuAJenqSj39TACC0E0xtIxNqrTLwAZ0UyBNP3iim4BF6SicON0EBKObYmgZm1Rpl4EN6KZAmn7wRDcBi9LPR5zIJiAa3RRDy9iMuC9ERZp+8EQ3AcvSy0ecyCYgHN0UQ8vYjOimijT94IluAhamkyv19NMAiEM3xdAyNiO6qSJNP3iim4ClUXgsG6ebgHh0UwwtYzOybrrasYT5XLvGRj9o9+rqOxvZ5m0ZfVpGxrrpmMMGd4fptaSj6QdPdBOwND18xIlsAiqgm2JoGZuRdZPZ2t64M7LBEDUy+db1ZGSHDfeFkEMOmz5bVpp+8EQ3AYuz/I84neknARCJboqhZWxGdFNFmn7wRDcBy7P0cCKbgCrophhaxmZEN1Wk6QdPdBOwQAu/N8S5fgwAoeimGFrGZsR9ISrS9IMnuglYokWHE9kE1EE3xdAyNiO6qSJNP3iim4BFWnA4kU1AJXRTDC1jM6KbKtL0gye6CVgmRcjycCs9oBa6KYaWsRnd3NysVqsvh4ZZrWzwtW1s8HkZ/VhG9vWT8sDPyuib3WHWTcccNn02vZZ0NP3giW4ClmmpdyMnm4Bq6KYYWsYmZeEiNrjRrrHREDXFevLAzW403BfiiMMGd4fZXkqafvBENwELtcxwIpuAeuimGFrGJlXaZWADuimQph880U3AUi0xnMgmoCK6KYaWsUmVdhnYgG4KpOkHT3QTsFjL+zNOZBNQE90UQ8vYjLgvREWafvBENwHLtbRwIpuAquimGFrGZkQ3VaTpB090E7Bgywonsgmoi26KoWVsRnRTRZp+8EQ3AUu2pM84kU1AZXRTDC1jM7JuMlvbG3dGNrjSrpl863oyssOGzzfJIYdNny0rTT94opuARVtOOJFNQG10UwwtYzOimyrS9IMnuglYuDN1SePO9XIBVEM3xdAyNiO6qSJNP3iim4ClW0Q4kU1AfXRTDC1jM7JuWq/XP223W9tYxXxpGxtcldEXZWRfh5F9fVdGfygjO8y66ZjDps+m15KOph880U3A4i3g7hBkE9AAuimGlrEZcV+IijT94IluApav9XA60+sEUBXdFEPL2Izopoo0/eCJbgI60HY4kU1AG+imGFrGZkQ3VaTpB090E9CDlm+rx430gEbQTTG0jE3KwkVscKNdY6OVdi8v15MHbnaj4b4QRxw2uDvM9lLS9IMnugnoQ6unnM74aBPQCrophpaxSZV2GdiAbgqk6QdPdBPQiTbDiZNNQDvophhaxiZV2mVgA7opkKYfPNFNQC9avFaPbAIaQjfF0DI2o81mc319Pdwg3DY2+MY2Nvi0jL4vI/v6rjzwd2X07e4w66ZjDps+m15LOpp+8EQ3Af1o7ZQT1+gBTaGbYmgZmxH3hahI0w+e6CagI22FEyebgLbQTTG0jM2IbqpI0w+e6CagJ+cNlRMnm4DG0E0xtIzNiG6qSNMPnugmoC+thBMnm4Dm0E0xtIzNyLrJbG1v3BnZ4Eq7ZvKt68nIDhvuCyGHHDZ9tqw0/eCJbgJ600I58ckmoEF0UwwtYzOimyrS9IMnugnozvmZ6qUaqgloEd0UQ8vYjOimijT94IluAjpU95QTl+gBbaKbYmgZm5F102azeVduC24V81m5VfjbMho25Vt/spFtvi2j4b7itrHDrJuOOWz6bHot6Wj6wRPdBHSpXjlxiR7QKrophpaxGXFfiIo0/eCJbgL69KZOOVFNQLvophhaxmZEN1Wk6QdPdBPQqwrlRDUBLaObYmgZmxHdVJGmHzzRTUC/gsuJagLaRjfF0DI2KQsXscGNdo2NVtq9vFxPHrjZjYb7Qhxx2ODuMNtLSdMPnugmoGtx5UQ1Aa2jm2JoGZtUaZeBDeimQJp+8EQ3AZ2LKSeqCWgf3RRDy9ikSrsMbEA3BdL0gye6CeiefzlRTcAS0E0xtIzN6Pfr9Xa7HT5xNGzW609sY4PvyuirMrKvP9nINsN9xW3zrozK55uOOWz6bHot6Wj6wRPdBCTg+kGns3OqCVgEuimGlrEZcV+IijT94IluAnJ4c6bMmRmnmoDFoJtiaBmbEd1UkaYfPNFNQBbn8590IpqAJaGbYmgZmxHdVJGmHzzRTUAis16vRzQBC0M3xdAyNiPrJrO1vXFnZIMr7ZrJt64nIztsuC+EHHLY9Nmy0vSDJ7oJyOV8lgv2zogmYHnophhaxmZEN1Wk6QdPdBOQz5uT2smaiWgClohuiqFlbEZ0U0WafvBENwE5HddONBOwYHRTDC1jM+LzTRVp+sET3QTkdf5m/3o6G5KJZgKWjG6KoWVsRnRTRZp+8EQ3AelZPr1UT2dnbwgmoAd0UwwtYzOimyrS9IMnugmAnA/e3BpH+g6AHtBNMbSMzehfLi7ev3//hcWLbS4uLv5iGxv8UEZ/LCP7+pWNbPPnMvq+jOww66ZjDps+m15LOpp+8EQ3AQCQAt0UQ8vYpCxcxAY32jU2Wmn38nI9eeBmNxruC3HEYYO7w2wvJU0/eKKbAABIgW6KoWVsUqVdBjagmwJp+sET3QQAQAp0UwwtY5Mq7TKwAd0USNMPnugmAABSoJtiaBmbEfeFqEjTD57oJgAAUqCbYmgZmxHdVJGmHzzRTQAApEA3xdAyNiO6qSJNP3iimwAASIFuiqFlbEbWTVc7ljCfa9fY6AftXl19ZyPbvC2jT8vIWDcdc9jg7jC9lnQ0/eCJbgIAIAW6KYaWsRlZN5mt7Y07IxsMUSOTb11PRnbYcF8IOeSw6bNlpekHT3QTAAAp0E0xtIzNiG6qSNMPnugmAABSoJtiaBmbEd1UkaYfPNFNAACkQDfF0DI2I+4LUZGmHzzRTQAApEA3xdAyNiO6qSJNP3iimwAASIFuiqFlbEZ0U0WafvBENwEAkALdFEPL2Ixubm5Wq9WXQ8OsVjb42jY2+LyMfiwj+/pJeeBnZfTN7jDrpmMOmz6bXks6mn7wRDcBAJAC3RRDy9ikLFzEBjfaNTYaoqZYTx642Y2G+0Iccdjg7jDbS0nTD57oJgAAUqCbYmgZm1Rpl4EN6KZAmn7wRDcBAJAC3RRDy9ikSrsMbEA3BdL0gye6CQCAFOimGFrGZsR9ISrS9IMnugkAgBTophhaxmZEN1Wk6QdPdBMAACnQTTG0jM2IbqpI0w+e6CYAAFKgm2JoGZuRdZPZ2t64M7LBlXbN5FvXk5EdNny+SQ45bPpsWWn6wRPdBABACnRTDC1jM6KbKtL0gye6CQCAFOimGFrGZkQ3VaTpB090EwAAKdBNMbSMzci6ab1e/7Tdbm1jFfOlbWxwVUZflJF9HUb29V0Z/aGM7DDrpmMOmz6bXks6mn7wRDcBAJAC3RRDy9iMuC9ERZp+8EQ3AQCQAt0UQ8vYjOimijT94IluAgAgBbophpaxGdFNFWn6wRPdBABACnRTDC1jk7JwERvcaNfYaKXdy8v15IGb3Wi4L8QRhw3uDrO9lDT94IluAgAgBbophpaxSZV2GdiAbgqk6QdPdBMAACnQTTG0jE2qtMvABnRTIE0/eKKbAABIgW6KoWVsRpvN5vr6erhBuG1s8I1tbPBpGX1fRvb1XXng78ro291h1k3HHDZ9Nr2WdDT94IluAgAgBbophpaxGXFfiIo0/eCJbgIAIAW6KYaWsRnRTRVp+sET3QQAQAp0UwwtYzOimyrS9IMnugkAgBTophhaxmZk3WS2tjfujGxwpV0z+db1ZGSHDfeFkEMOmz5bVpp+8EQ3AQCQAt0UQ8vYjOimijT94IluAgAgBbophpaxGdFNFWn6wRPdBABACnRTDC1jM7Ju2mw278ptwa1iPiu3Cn9bRsOmfOtPNrLNt2U03FfcNnaYddMxh02fTa8lHU0/eKKbAABIgW6KoWVsRtwXoiJNP3iimwAASIFuiqFlbEZ0U0WafvBENwEAkALdFEPL2Izopoo0/eCJbgIAIAW6KYaWsUlZuIgNbrRrbLTS7uXlevLAzW403BfiiMMGd4fZXkqafvBENwEAkALdFEPL2KRKuwxsQDcF0vSDJ7oJAIAU6KYYWsYmVdplYAO6KZCmHzzRTQAApEA3xdAyNqPfr9fb7Xb4xNGwWa8/sY0Nviujr8rIvv5kI9sM9xW3zbsyKp9vOuaw6bPptaSj6QdPdBMAACnQTTG0jM2I+0JUpOkHT3QTAAAp0E0xtIzNiG6qSNMPnugmAABSoJtiaBmbEd1UkaYfPNFNAACkQDfF0DI2I+sms7W9cWdkgyvtmsm3ricjO2y4L4Qcctj02bLS9IMnugkAgBTophhaxmZEN1Wk6QdPdBMAACnQTTG0jM2IbqpI0w+e6CYAAFKgm2JoGZsRn2+qSNMPnugmAABSoJtiaBmbEd1UkaYfPNFNAACkQDfF0DI2I7qpIk0/eKKbgB6dj968Gb7qPwHIjm6KoWVsRv9ycfH+/fsvLF5sc3Fx8Rfb2OCHMvpjGdnXr2xkmz+X0fdlZIdZNx1z2PTZ9FrS0fSDJ7oJ6Iil0tnZL55wdvbGIkqPApAT3RRDy9ikLFzEBjfaNTZaaffycj154GY3Gu4LccRhg7vDbC8lTT94opuALjwXTFPUE5AZ3RRDy9ikSrsMbEA3BdL0gye6CVi8832S6T7LJx0KIBG6KYaWsUmVdhnYgG4KpOkHT3QTsGgHN9Mt0glIh26KoWVsRtwXoiJNP3iim4DlOj+ymeSMdAJSoZtiaBmbEd1UkaYfPNFNwEKdGE0FZ52AROimGFrGZkQ3VaTpB090E7BEs0RTQTkBWdBNMbSMzci66WrHEuZz7Rob/aDdq6vvbGSbt2X0aRkZ66ZjDhvcHabXko6mHzzRTcDizBhNI046ATnQTTG0jM3IuslsbW/cGdlgiBqZfOt6MrLDhvtCyCGHTZ8tK00/eKKbgIWZu5pG3J0cSIBuiqFlbEZ0U0WafvBENwGL4lJNI046Ab2jm2JoGZsR3VSRph880U3AgvhV04Dr9YC+0U0xtIzNiPtCVKTpB090E7AYvtU0opyAjtFNMbSMzYhuqkjTD57oJmAhAqppwB91ArpFN8XQMjYjuqkiTT94opuARQiqphHX6wF9optiaBmb0c3NzWq1+nJomNXKBl/bxgafl9GPZWRfPykP/KyMvtkdZt10zGHTZ9NrSUfTD57oJmAJ3ihpolBOQIfophhaxiZl4SI2uNGusdEQNcV68sDNbjTcF+KIwwZ3h9leSpp+8EQ3Ae2LPNl0i5NOQHfophhaxiZV2mVgA7opkKYfPNFNQOtqVNOIP+oE9IVuiqFlbFKlXQY2oJsCafrBE90ENC76Er37uEkE0BO6KYaWsRlxX4iKNP3giW4CmlbtZNMtrtcDukE3xdAyNiO6qSJNP3iim4CW1TzZtEM5AX2gm2JoGZsR3VSRph880U1Aw5rIJsNJJ6AHdFMMLWMzsm4yW9sbd0Y2uNKumXzrejKyw4bPN8khh02fLStNP3iim4BmVb9G7z5uEgEsHt0UQ8vYjOimijT94IluAlrVysmmHU46ActGN8XQMjYjuqkiTT94opuARrV0sukW1+sBS0Y3xdAyNiPrpvV6/dN2u7WNVcyXtrHBVRl9UUb2dRjZ13dl9IcyssOsm445bPpsei3paPrBE90EtKnFbBpQTsBi0U0xtIzNiPtCVKTpB090E9Cipj7a9AB/1AlYKLophpaxGdFNFWn6wRPdBDToXInSKq7XA5aIboqhZWxGdFNFmn7wRDcB7WnujhBPoJyAxaGbYmgZm5SFi9jgRrvGRivtXl6uJw/c7EbDfSGOOGxwd5jtpaTpB090E9CcJWST4aQTsDB0UwwtY5Mq7TKwAd0USNMPnugmoDULyaYBf9QJWBK6KYaWsUmVdhnYgG4KpOkHT3QT0JgFZZPhJhHActBNMbSMzWiz2VxfXw83CLeNDb6xjQ0+LaPvy8i+visP/F0Zfbs7zLrpmMOmz6bXko6mHzzRTUBblpVNA67XAxaCboqhZWxG3BeiIk0/eKKbgKYsL5sGlBOwBHRTDC1jM6KbKtL0gye6CWjJMrPJcNIJaB/dFEPL2Izopoo0/eCJbgIasthsGnCTCKBxdFMMLWMzsm4yW9sbd0Y2uNKumXzrejKyw4b7Qsghh02fLStNP3iim4B2LDqbBpx0AlpGN8XQMjYjuqkiTT94opuAZiw+mwzX6wHtoptiaBmbEd1UkaYfPNFNQCt6yKYB5QQ0im6KoWVsRtZNm83mXbktuFXMZ+VW4W/LaNiUb/3JRrb5toyG+4rbxg6zbjrmsOmz6bWko+kHT3QT0AplRwc46QQ0iW6KoWVsRtwXoiJNP3iim4BGnCk6+kA6Ae2hm2JoGZsR3VSRph880U1AG3q5Su8O5QQ0hm6KoWVsRnRTRZp+8EQ3AU3oL5sMJ52AptBNMbSMTcrCRWxwo11jo5V2Ly/XkwdudqPhvhBHHDa4O8z2UtL0gye6CWjBuUqjO/xRJ6AddFMMLWOTKu0ysAHdFEjTD57oJqAFfX24aeKMk05AI+imGFrGJlXaZWADuimQph880U1AA7q8Su8O1+sBTaCbYmgZm9Hv1+vtdjt84mjYrNef2MYG35XRV2VkX3+ykW2G+4rb5l0Zlc83HXPY9Nn0WtLR9IMnugmor/NsGlBOQH10UwwtYzPivhAVafrBE90E1Ke26BsnnYDa6KYYWsZmRDdVpOkHT3QTUF2C000FN4kAqqKbYmgZmxHdVJGmHzzRTUBtabLJcJMIoCK6KYaWsRlZN5mt7Y07IxtcaddMvnU9Gdlhw30h5JDDps+WlaYfPNFNQG1Kiiy4Xg+ohW6KoWVsRnRTRZp+8EQ3AZVlOt0klBNQBd0UQ8vYjOimijT94IluAupKmE2Gk05YmnPz5nzhH9Gjm2JoGZsRn2+qSNMPnugmoC6FRD7cJAILcf5m8nepz86WO3fpphhaxmZEN1Wk6QdPdBNQVc7TTcJJJzTvfNJMOws9Y0o3xdAyNiO6qSJNP3iim4CazrUKy4rr9dCyZ6KpWOLcpZtiaBmb0eri4v37919YvNjm4uLiL7axwQ9l9Mcysq9f2cg2fy6j78vIDrNuOuaw6bPptaSj6QdPdBNQU+rTTQXlhEa9WE2D5c1duimGlrFJWbiIDW60a2y00u7l5XrywM1uNNwX4ojDBneH2V5Kmn7wRDcBFZFNA/6oE9rz4ENNz1ja1KWbYmgZm1Rpl4EN6KZAmn7wRDcBFdFNwvV6aMqrp5p2ljVz6aYYWsYmVdplYAO6KZCmHzzRTUA9ZNM9lBNasX81mTMdtAh0UwwtYzPivhAVafrBE90E1EM3TXDSCQ04KJpGC7orOd0UQ8vYjOimijT94IluAqohmx7hjzqhrsOrySwn+OmmGFrGZkQ3VaTpB090E1AN3fQEbhKBas6P/T/JxUxauimGlrEZWTdd7VjCfK5dY6MftHt19Z2NbPO2jD4tI2PddMxhg7vD9FrS0fSDJ7oJqIVsegbX66GGo041yVKmLN0UQ8vYjKybzNb2xp2RDYaokcm3ricjO2y4L4Qcctj02bLS9IMnugmohW56HuWEYKdUk1nIjKWbYmgZmxHdVJGmHzzRTUAl51pw4UmcdEKcE6NpsIxP5tFNMbSMzYhuqkjTD57oJqASTje9hptEIMQM1WQWMVvpphhaxmbEfSEq0vSDJ7oJqESrLbyEk05wNk80mUX8HSe6KYaWsRnRTRVp+sET3QTUwemm/XC9HhzNVk1mCeFEN8XQMjYjuqkiTT94opuAOuimvVFO8PFmxmoyC7hSj26KoWVsRjc3N6vV6suhYVYrG3xtGxt8XkY/lpF9/aQ88LMy+mZ3mHXTMYdNn02vJR1NP3iim4A6tNTCPvijTpjdnKeaigWccKKbYmgZm5SFi9jgRrvGRkPUFOvJAze70XBfiCMOG9wdZnspafrBE90EVMHppgNxvR7mNH81mfZPONFNMbSMTaq0y8AGdFMgTT94opuAKrTQwgEoJ8zDJZpM+yec6KYYWsYmVdplYAO6KZCmHzzRTUANnG46CiedcDqvajLNz0+6KYaWsRlxX4iKNP3giW4CaqCbjsUfdcIpzme+F8QDepZm0U0xtIzNiG6qSNMPnugmoAatsnAEbhKBYzmeaipar3q6KYaWsRnRTRVp+sET3QRUcK5VFo7D9Xo4gns1tf8JJ7ophpaxGVk3ma3tjTsjG1xp10y+dT0Z2WHD55vkkMOmz5aVph880U1ABVymdypOOuEwAdE0aPyEE90UQ8vYjOimijT94IluAiqIWcJ1jnLC3oKqqfkTTnRTDC1jM6KbKtL0gye6CahAayychnLCPs4jz+/qORtFN8XQMjYj66b1ev3Tdru1jVXMl7axwVUZfVFG9nUY2dd3ZfSHMrLDrJuOOWz6bHot6Wj6wRPdBMTjMr25UE54TdippqLtC/XophhaxmbEfSEq0vSDJ7oJiEc3zYZwwouCq6n1C/XophhaxmZEN1Wk6QdPdBMQTysszIFywnPCo2nQ9AknuimGlrEZ0U0VafrBE90ExNMCC7MgnPCkKtXU+AknuimGlrFJWbiIDW60a2y00u7l5XrywM1uNNwX4ojDBneH2V5Kmn7wRDcB4bhMb15nrf+xUcSrFE0DvYIm0U0xtIxNqrTLwAZ0UyBNP3iim4BwdNPcCCdMVKymtmcj3RRDy9ikSrsMbEA3BdL0gye6CQin5RXmQzjhzpua1dT2hXp0UwwtYzPabDbX19fDDcJtY4NvbGODT8vo+zKyr+/KA39XRt/uDrNuOuaw6bPptaSj6QdPdBMQTssrzIhwQlH1VFPR8GSkm2JoGZsR94WoSNMPnugmIBqX6XkgnGAaqKamTzjRTTG0jM2IbqpI0w+e6CYgGt3kgnBKr4loGuj1NIhuiqFlbEZ0U0WafvBENwHRWlnc9YZwyq2Zamr51vh0UwwtYzOybjJb2xt3Rja40q6ZfOt6MrLDhvtCyCGHTZ8tK00/eKKbgGhaW2FuhFNe55XvBTHV7oV6dFMMLWMzopsq0vSDJ7oJCHautRXm1vQfHIWjhk41Fc0mPN0UQ8vYjOimijT94IluAoLx8SY3hFNKzVVTwzORboqhZWxG1k2bzeZduS24Vcxn5Vbhb8to2JRv/clGtvm2jIb7itvGDrNuOuaw6bPptaSj6QdPdBMQjG7y0+7nSuCkwWgatHrCiW6KoWVsRtwXoiJNP3iim4Bgba7zOkE45dJoNbU7EemmGFrGZkQ3VaTpB090ExBMCyu44N4QeZw3fOq21Qv16KYYWsZmRDdVpOkHT3QTEIvbQrjiI05ZNHuqqWg04OmmGFrGJmXhIja40a6x0Uq7l5fryQM3u9FwX4gjDhvcHWZ7KWn6wRPdBMTi402+uFIvhcarqdmAp5tiaBmbVGmXgQ3opkCafvBENwGx6CZnXKnXveajadDmPKSbYmgZm1Rpl4EN6KZAmn7wRDcBsbgthDOu1OvcIqqp1XlIN8XQMjaj36/X2+12+MTRsFmvP7GNDb4ro6/KyL7+ZCPbDPcVt827MiqfbzrmsOmz6bWko+kHT3QTEEurKrjhSr2OLSSaBnrFbaGbYmgZmxH3hahI0w+e6CYgFLeF8MeVer1aUDU1Og3pphhaxmZEN1Wk6QdPdBMQio83+eNKvT69WdY1rk1OQ7ophpaxGdFNFWn6wRPdBISimwJwpV5/FnWqqWjxhBPdFEPL2Iysm8zW9sadkQ2utGsm37qejOyw4b4Qcshh02fLStMPnugmIJSWVHDFlXqdWWA1tXnCiW6KoWVsRnRTRZp+8EQ3AaG0pIIrrtTrySKjaaDX3xK6KYaWsRnRTRVp+sET3QRE4jK9GFyp143FVlOTpz3pphhaxmbE55sq0vSDJ7oJiEQ3BeFKvS6cL+xeEFMNnvakm2JoGZsR3VSRph880U1ApCWvAheFK/U6sOBTTUV79U43xdAyNiO6qSJNP3iim4BIWk/BHVfqLd3iq6nFeqebYmgZm9Hq4uL9+/dfWLzY5uLi4i+2scEPZfTHMrKvX9nINn8uo+/LyA6zbjrmsOmz6bWko+kHT3QTEIi/ehuHK/WWrINoGuinaQfdFEPL2KQsXMQGN9o1Nlpp9/JyPXngZjca7gtxxGGDu8NsLyVNP3iim4BAfLwpDlfqLVcn1dRgvNNNMbSMTaq0y8AGdFMgTT94opuAQHRTIK7UW6bzjv6vpLl4p5tiaBmbVGmXgQ3opkCafvBENwGBuC1EJK7UW6BuTjUVrc1BuimGlrEZcV+IijT94IluAgJpMYUQXKm3OJ1VU3tzkG6KoWVsRnRTRZp+8EQ3AXG4LUQsrtRblO6iaaCfrRV0UwwtYzOimyrS9IMnugmIw8ebgnGl3nJ0WU3NTUG6KYaWsRlZN13tWMJ8rl1jox+0e3X1nY1s87aMPi0jY910zGGDu8P0WtLR9IMnugmIQzcF40q9heg0mkxjU5BuiqFlbEbWTWZre+POyAZD1MjkW9eTkR023BdCDjls+mxZafrBE90ExOl2cdgsrtRbgn6rybR1woluiqFlbEZ0U0WafvBENwFxtJJCHK7Ua96bvv/fCW2dcKKbYmgZmxHdVJGmHzzRTUAYbgsRjyv12tb1qaZCP2kb6KYYWsZmxH0hKtL0gye6CQjDx5sq4Eq9hiWopsZOedJNMbSMzYhuqkjTD57oJiDI/5tuqoIr9RqVIppMU6c86aYYWsZmRDdVpOkHT3QTEOQDPt5UBVfqNSlLNZmWyp1uiqFlbEY3Nzer1erLoWFWKxt8bRsbfF5GP5aRff2kPPCzMvpmd5h10zGHTZ9NryUdTT94opuAGP/ug3+nZRRicaVec847vxfEVEvlTjfF0DI2KQsXscGNdo2Nhqgp1pMHbnaj4b4QRxw2uDvM9lLS9IMnugmIYe8GWkYhGFfqtSXRqaZCP3cL6KYYWsYmVdplYAO6KZCmHzzRTUCIf2fvBv8rLaMQiyv1WpKumpoKd7ophpaxSZV2GdiAbgqk6QdPdBMQwt4MOOFUC1fqtSJhNJmGwp1uiqFlbEbcF6IiTT94opuACMPpJk44VcOVek3IWU2mnflHN8XQMjYjuqkiTT94opuACGM2ccKpFq7Uq+888W3425l/dFMMLWMzopsq0vSDJ7oJCFBON3HCqRqu1Kss7ammopkTTnRTDC1jM7JuMlvbG3dGNrjSrpl863oyssPsfVKDgw6bPltWmn7wRDcBAUo1GS2jEI0r9WpKXk0NdTvdFEPL2Izopoo0/eCJbgL83Z5u4oRTNVypV036aDLNTD+6KYaWsRnRTRVp+sET3QT4K8000joK0bhSrw6qadTK+U66KYaWsU356MMPh7egDz/6WP/Bh3XTer3+abvd2sYq5kvb2OCqjL4oI/s6jOzruzL6QxnZYfYSjzls+mx6Lelo+sET3QS4uzvdxAmnerhSLx7RdKuVE050UwwtY6v4SO81ow9v/+PYTPKhZzlxX4iKNP3giW4C3JX3KtE6CtG4Ui8a1XRPI9lON8XQMraK+4X0wUfjf5pU08AxnOimijT94IluArzdP93ECad6uFIv1Buq6b5GZh/dFEPL2Crun28aTzd9/LCajF840U0VafrBE90EeCvvUztaRyEcV+qF4VTTI/qXqYxuiqFlbCUf672mnG56oprurt9zYeEiNrjRrrHRSruXl+vJAze7kb24Yw4b3B1meylp+sET3QQ4m55u4oRTPVypF4RqekIb1U43xdAytpZdON2ebPrww4/M+J/E8yNOpV0GNqCbAmn6wRPdBDgr71L3aB2FcFypF4Boelob1U43xdAytpbbbvqwXLRXPuRk7pXT7r85KO0ysAHdFEjTD57oJsDXw9NNnHCqiCv1vFFNz2pi8tFNMbSMreW2m8aTTfcL6e4Kvg/0X2a32Wyur6+HG4Tbxgbf2MYGn5bR92VkX9+VB/6ujL7dHWYv7ZjDps+m15KOph880U2Ar/IeNaF1FMJxpZ6rc+4F8QK6KREtY2u5d17pwT3H7z7spP8wO+4LUZGmHzzRTYCrx6ebOOFUEVfq+eFU08uaiHa6KYaWsbXc1dHD+z/cnXDSf5gd3VSRph880U2Aq/IW9YAWUojHlXpOqKZXtTD36KYYWsbWojeapz7FpG/QTV3S9IMnugnw9NTpJk44VcSVeh6Ipn3QTXloGVvJ7jK9J26ap++4dpPZ2t64M7LBlXbN5FvXk5EdZi9Ng4MOmz5bVpp+8EQ3AZ7KO9QjWkghHlfqzY5q2k8LzU43xdAytpLby/Se+iNN+hbd1CVNP3iimwBHT59u4oRTTVypN6vzN/p3xWvopjy0jK1EbzNP/m1bfc/vD9/STRVp+sET3QQ4Ku9QT9BKCvG4Um9GnGo6hP7RaqKbYmgZW8ftZXpP/okmfc+1mzabzbtyW3CrmM/KrcLfltGwKd/6k41s820ZDfcVt40dZq/tmMOmz6bXko6mHzzRTYCf5043ccKpJq7UmwvVdBj9s9VEN8XQMraO28v0NJzS9/z+7i33hahI0w+e6CbAT3mDepJWUqiAK/XmQDQdrIGJRzfF0DK2Dr3HPHlG6aVbRsyDbqpI0w+e6CYgwJtf/MLeDbR6QmVcqXc6qukIdFMaWsZW8eJlertu0nh+dFNFmn7wRDcBAWyRae8GWj2hNq7UOw3RdBy6KQ0tY6t48TK9l261NxsLF7HBjXaNjVbavbxcTx642Y3sxR1z2ODuMNtLSdMPnugmIICtmezdoCyeUB9X6p2AajoW3ZSGlrFVjF30XBnpm34fbxqUdhnYgG4KpOkHT3QT4O/c1kz2blAWT6iPK/WO9oZqOloD5znpphhaxtZQ+TK9QWmXgQ3opkCafvBENwH+hj9xY+8GZfGEBnCl3lE41XQSuikNLWNrqH2Z3u/X6+12O3ziaNis15/YxgbfldFXZWRff7KRbYb7itvmXRmVzzcdc9j02fRa0tH0gye6CfBHNzWHK/UORzWdiOv00tAytoaxi54ro9tucrxMj/tCVKTpB090E+BvWG/au0FZPPXmzZslXrrFlXoHIppORzeloWVsBbdX4j19n3F90/MyPbqpIk0/eKKbAH/DmsneDca1U3fKYvB8afXElXqHoJrmoH/MmuimGFrGVqAzSi+fbvK8mx7dVJGmHzzRTYC74bYQ/XaTfsjRks49caXevs65F8Q89O9ZE90UQ8vYCsYueu5CPH3z8Xc/nO/KPesms7W9cWdkgyvtmsm3ricjO8xengYHHTZ9tqw0/eCJbgLcDR9v6rabHl/wdm71pG+2jCv19sOpprm0MOPophhaxsa7vUxPw6nn7qY3/He6qQeafvBENwHuuu6m5653a//CPa7U2wPVNJ8WJhzdFEPL2Hh7XaY3baSPx/9MN/VA0w+e6CbA3bhosneDcdublxeDTdcTV+q9gmiaFd2Uh5ax8YYEMk9XkL45Pd2kmJqzm+wrn2+qQtMPnugmwN24aLJ3g3Hbm33io9F64kq9F1FNM9O/a1V0UwwtY8O9eJneU6ebysmmB//xJHRTRZp+8EQ3Ad7Kh33s3WDc9kY/5B7aqyeu1HvW+RI+orYsTWQ63RRDy9hwtxWk4ZS+d/+bt4+nm/qg6QdPdBPgretuOnQxONw0op164kq9p3GqyUETlU43xdAyNtyYQM98vOnxmaXdfSLMbN20urh4//79FxYvtrm4uPiLbWzwQxn9sYzs61c2ss2fy+j7MrLD7LUcc9j02fRa0tH0gye6CfBW1qD2bjBuO3PcYrCVU09cqfcUqsmF/nXroptiaBkb7TaEnoqgj/W9XVONl+h9+JGu1Jutm4yFi9jgRrvGRivtXl6uJw/c7Eb2Wo45bHB3mO2lpOkHT3QT4K2smuzdoOz05ZT/J3oD9cSVeg8RTV70D1wX3RRDy9hoL12m9/B7YzV9POyN/5lu6oGmHzzRTYC3smqyd4Oy05eTr3Sr/DkartSboJrctJHodFMMLWOjjQVkNLzvNpvGUhp8tDv1NP53uqkHmn7wRDcBzhQG9m5QdvqiH/IEdVfqXKl3h2jypH/kyuimGFrGBtt9Xknjex5dpWcldZtQ4zdm6ybuC1GRph880U2As667aYbsONf/VCVcqSdUk6tG5hndFEPL2GC355Qed9MT2XRn/A7d1ANNP3iimwBnWo7au0HZ6cocq0Gu1GtAk39gqyf6d66NboqhZWywMYAGu4vx5MVsopv6oekHT3QT4EzrJns30F5PZvn/onOlXmWcanLXymlNuimGlrGx7m4r/iCCXs6m+bvpascS5nPtGhv9oN2rq+9sZJu3ZfRpGRl7LcccNrg7TK8lHU0/eKKbAF+3l6HZu4H2ejLLyRqu1KuKagqgf+vq6KYYWsbG2l2m9+CE0+1/fyab5u8ms7W9cWdkgyFqZPKt68nIDrPXosFBh02fLStNP3iimwBft1eh2buB9nqiH/JEXKlXDdEUopk2p5tiaBkb6v5fsb2XQbv//PDivZ3xu3RTDzT94IluAnx13U1zXePGlXp1UE0x2jmlSTfF0DI21L3TTYMPPzIf7v7jcyebzPh9uqkHmn7wRDcBvm5XpvZuoL2OzLUe5Eq9Cs65F0SQhuYX3RRDy9hQY/4844Vqcugm+8p9IarQ9IMnugnwpaUT3fQirtSLxqmmMC2dz6SbYmgZG+n2eryPPp5csGc+fKWJxgfRTT3Q9IMnuglwtTuTYu8G2uvIfL3BlXqhqKZALVU53RRDy9hIt1fkDfsf316g9+GHH70eROMj6aYeaPrBE90EuNqdSLF3A+11RD/kDLhSLw7RFKqpuUU3xdAyNtJYP69ckfe08bjZuunm5ma1Wn05NMxqZYOvbWODz8voxzKyr5+UB35WRt/sDrPXcsxh02fTa0lH0w+e6CbAVdfdNOdpGq7UC0I1xWprZtFNMbSMDbS7TE/jAxx73LMsXMQGN9o1NhqiplhPHrjZjey1HHPY4O4w20tJ0w+e6CbAlRZPfXbTrP+fdK7UC3BeOU/TOWssyOmmGFrGBrp/md6BxuPoph5o+sET3QS40vKJbnoVV+q541RTtOZynG6KoWVsoDF+jrpMj27qh6YfPNFNgKe7//e+vRtorx/z/v/SuVLPF9UUrr0Yp5tiaBkb54TL9GbuJu4LUZGmHzzRTYCnvrtJP+RcuFLPD9FUQYPnMOmmGFrGxjnhMj26qR+afvBENwGe7lar9m6gvW7MXRpcqeeFaqqgyflEN8XQMjbO2D7HXaZHN/VD0w+e6CbAk5ZQxt4NtNeN2ReGlVf3nV6pRzTV0GiF000xtIwNc8plevN3k9na3rgzssGVds3kW9eTkR1mr0WDgw6bPltWmn7wRDcBnrSIMvZuoL1uzL801P9wJV1eqUc11dDabfR26KYYWsaGOeUyPbqpH5p+8EQ3AY7u3erA3g20143514ZcqTezN1RTvLOG5xHdFEPL2DBj+hx5mR7d1A9NP3iimwBHfXeTfsg5caXejDjVVEOzp5pGdFMMLWOjnHSZ3vzdtF6vf9put7axivnSNja4KqMvysi+DiP7+q6M/lBGdpi9lmMOmz6bXks6mn7wRDcBju4tXO3dQHu9cLmsTf/blfR0pR7VVEPb1UQ3RdEyNsrtZXofa3yY8dA5u8m+Dg1jG/vKfSECafrBE90EONJiamDvBtrrhcvVSFypNwuiqYbWo8nQTTG0jA1ye7qJbqKb4I5uAvzcjwB7N9BeL3wagyv1Tkc11bCAaqKbomgZG+PjMXwGdBPdBG90E+Dn3sebOuwmp2Wi/tcrWf6VeufcC6KCRUSToZtiaBkb4i6bmrgvhLFwERvcaNfYaKXdy8v15IGb3cheyzGHDe4Os72UNP3giW4C/PTdTfoh58aVeqfgVFMNS6kmuimKlrEBPrr9bFPx0RGnnMqBGsyhtMvABnRTIE0/eKKbAD/317D2bqC9TridmeFKvaNRTTUsp5ropihaxrrbfbJp5/BTTvrf0GgOpV0GNqCbAmn6wRPdBPjRumpk7wba64TbiZnKJ5wWe6Ue0VTDkqLJ0E0xtIx1Nz3ZNDj4vNHtZX7HXeP32Gazub6+Hm4QbhsbfGMbG3xaRt+XkX19Vx74uzL6dneYvZRjDps+m15LOpp+8EQ3AW4mAWDvBtrrhN8Fbfcvb6xgmVfqUU01LKya6KYoWsa27eOPP/7o/mV+H31k/+W4W0vcw30hKtL0gye6CXAzWf/bu4H2OuG4YuRKvQOdV07NnBYXTYZuiqFlbNPu3U/inpNPO9FNFWn6wRPdBLjpu5v0Q3rgSr2DcKqphiVWE90URcvYpu3ZTf/0j//wD//R/MM//pP+y8vopoo0/eCJbgLcaIFV2LuB9vrgGhdcqbc/qqmCszeLrCa6KYqWscv3T2Mz3fpH/deXWDeZre2NOyMbXGnXTL51PRnZYfZOqcFBh02fLStNP3iimwA3WmMVvXWTb1twpd5+iKYalnmqaUQ3xdAydumm1TR4vZzopoo0/eCJbgK8TE+a0E2H4Eq9fVBNNSy4muimKFrGLtw/KpbuezWc6KaKNP3giW4CvPTdTc6LR67Uew3RVMOio8nQTTG0jF22RyebRv+g7z7Hummz2bwrtwW3ivms3Cr8bRkNm/KtP9nINt+W0XBfcdvYYfZOecxh02fTa0lH0w+e6CbAy3Rd21s36Yd0w5V6L6Kaalh6NdFNUbSMXbSns+nVcOK+EBVp+sET3QR40VpLOusm9yvZuFLvBW+opnhny/zDXlN0UwwtY5fsqYv0ipcv1aObKtL0gye6CfCi5ZZ01k3+a0iu1HsGp5pqWP6pphHdFEPL2AV7Ppv+43988YbkdFNFmn7wRDcBTh6s++mmQ3Gl3lOopho6qSa6KYqWsQumRHrSax9xsnARG9xo19hopd3Ly/XkgZvdyN4pjzlscHeY7aWk6QdPdBPg5Mhu+pk9cOpn+o55+M173woWsI7kSr1HiKYauokmQzfF0DJ2uV463fTKCSe6qR5NP3iimwAnD5a49m6gvZeNPTTxV/qO0X/ZufetYPohXXGl3hTVVENP1UQ3RdEydrkUSM945YRTaZeBDeimQJp+8EQ3AU607Lpl7wbae9lfjUG087Of3Wujv55+8/63gsWcjOFKvTvn3Auigr6iydBNMbSMXax/UiA954UTTr9fr7fb7fCJo2GzXn9iGxt8V0ZflZF9/clGthnuK26bd2VUPt90zGHTZ9NrSUfTD57oJsDHw6vM7N1Ae68Zm0geldHdlXo/+2v9pxpizsVwpd4tTjXV0F010U1RtIxdrJcv03vxlnrcF6IiTT94opsAHw8vMrN3A+295q/HLBrpv9yn71T8aNMg6Bo2rtQbUU01dFhNdFMULWMX67m/3XTrhQv16KaKNP3giW4CfBzfTXcnnJ66Dk/fqptNYZewcaUe0VRFl9Fk6KYYWsYulvLoWXRTmzT94IluAnw8XO3au4H2XjWG0UDj+3QyqnI2hdwWYpD+Sj2qqYZeq4luiqJl7GIpj56nxz3BuslsbW/cGdngSrtm8q3rycgOs7c3DQ46bPpsWWn6wRPdBPjQCmzH3g2096rbzzA9FUfle7WzKa4nUl+pd175p8+p32gydFMMLWMXS3X0PD3uCXRTRZp+8EQ3AS4enSixdwPtveq2m56/TK/mLSEGgTmR90o9TjXV0HU10U1RtIxdLNXR8/S4J9BNFWn6wRPdBLh4dKbA3g2096oXuql8q3Y2RXZT1iv1qKYKzt70XU10UxQtYxfrtftCvNxN9pXPN1Wh6QdPdBPgYo5uepxH5dNNta/Siz0Lk/FKPaKphs5PNY3ophhaxi4W99NbJk0/eKKbABdait2xdwPtver5bhr/c/1sCrstxCjdlXpUUw0ZqoluiqJl7GLx95uWSdMPnugmwIUWY3fs3UB7r3q2m8ZvNJBNsRevJbtSj3tBVJAjmgzdFEPL2MX6J/XRc/5Jj3vC6uLi/fv3X1i82Obi4uIvtrHBD2X0xzKyr1/ZyDZ/LqPvy8gOs/e4Yw6bPpteSzqafvBENwEeHi9+7d1Ae6/6qyGPzMNuKv+9+oebwq9dy3SlHueaKkhTTXRTFC1jl+uVC/X0qGdYuIgNbrRrbLTS7uXlevLAzW5k73HHHDa4O8z2UtL0gye6CfDg0U3lw00NZFP4Z37SXKlHNcU7q/IJtlrophhaxi7XyyecXrhMb1DaZWADuimQph880U2Ah8frX3s30N6rnummVq7Si//IT5Ir9aimeIlONY3ophhaxi7Yiyec9JjnlHYZ2IBuCqTpB090E+BBq7J77N1Ae696upvayabY20IMKgdFzBmJynWYUbZqopuiaBm7YC+dcHrxdBP3hahI0w+e6CbAg9Zl99i7gfZeddtNk7/fVP6jBnVV+JtGeuZaIpbX3A8iWL5oMnRTDC1jl+z5W+q9fJUe3VSRph880U2AgyfWwAdEz1Pd1M6Hm6r8SaP+r9Qjm2KlrCa6KYqWsYv23JV6L/ztpgHdVJGmHzzRTYCD+btpvEpvcgKqnhofpO/9Sj0+2hQpaTQZuimGlrHL9nQ4vZJNQzdd7VjCfK5dY6MftHt19Z2NbPO2jD4tI2NvdMccNrg7TK8lHU0/eKKbAAdPrILt3UB7r3qimxr6cFONvwRr9Ny1OP/MnG0KlLea6KYoWsYu3FOX6r1yK72xm8zW9sadkQ2GqJHJt64nIzvM3uk0OOiw6bNlpekHT3QT4EALtPvs3UB7r3rcTeN/aSWb4m8LMej6Sj2yKU7maqKbomgZu3SPwukfXviDt0I3VaTpB090EzC/p9b49m6gvVeVzzLd66aWPtzknRDP6vhKPbIpSu5oMnRTDC1jl29STntUE91UlaYfPNFNwPyeWgfbu4H2XvWom8ZRK9lU5eNNAz19LX4rbm5AHiR9NdFNUbSM7cE//eP4Oad/+Id/3KeauC9EVZp+8EQ3AfObuZua+nBTvW6qfFbG7zQb94SIQDQN6KYYWsZmRDdVpOkHT3QTML+nFsL2bqC9Vz3oprY+3FTpthCDTq/U4yq9AFRTQTfF0DI2I7qpIk0/eKKbgPlprTZh7wbae9W0m8po3G2Dfsh4ta9n81l6c5Weu7M3VJPQTTG0jM3o5uZmtVp9OTTMamWDr21jg8/L6Mcysq+flAd+Vkbf7A6zd7tjDps+m15LOpp+8EQ3AbN7ciV8QPtMu2ncbebDTZ7Xq72qyyv1ON3kjFNN99BNMbSMTcrCRWxwo11joyFqivXkgZvdyN7ujjlscHeY7aWk6QdPdBMwuydXwvZuoL1XTbqppT94O6r18aZBh1fqkU2+qKYJuimGlrFJlXYZ2IBuCqTpB090EzC7ObuptQ831e2mDq/Uo5scEU0P0U0xtIxNqrTLwAZ0UyBNP3iim4DZadE2Ze8G2nvd0ErGumlMqKayqeZ1etUrY/6fnWzyQzU9RjfF0DI2I+4LUZGmHzzRTcDstGybsncD7b1uiCVj3TRuG/pw06jmcrS3K/W4B7mTs5rnRdtFN8XQMjYjuqkiTT94opuAuT19CsHeDbT3urGWhm4aP9zUWjZVvVSvtyv19D+LeXGq6Rl0UwwtYzOimyrS9IMnugmY23zd1N6Hm6RiOPV1pR6X6Xmgmp5FN8XQMjYj6yaztb1xZ2SDK+2aybeuJyM7zN7zNDjosOmzZaXpB090EzC3py+9sncD7b1uyCUznm1qMZuqhlNXV+pxmd7siKaX0E0xtIzNiG6qSNMPnugmYG5avz1g7wbae93QS7f0n1pT7+4QXV2pp/9NzIVqehndFEPL2Izopoo0/eCJbgLmphXcA4ck0BhMRXsfbrpVbYHa0ZV6XKY3K6LpVXRTDC1jM7JuWq/XP223W9tYxXxpGxtcldEXZWRfh5F9fVdGfygjO8ze9Y45bPpsei3paPrBE90EzOyZtbC9G2jvdWMxjVr6g7cPVbtWr58r9eimGVFNe6CbYmgZmxH3hahI0w+e6CZgZnN2U5sfbrpVK5z6uVJP/4M4HdW0F7ophpaxGdFNFWn6wRPdBMzsmbMh9m6gvdeNN4QwbWdTvXDq5ko9/Q/iRETTvuimGFrGZkQ3VaTpB090EzAzLeUesncD7b3utps0bFetu0N0cqVe7RNnnaCa9kc3xdAyNikLF7HBjXaNjVbavbxcTx642Y3sje+YwwZ3h9leSpp+8EQ3AfN6bi18SAapm9q9J8SdOkvWTq7Uo5tORzQdhG6KoWVsUqVdBjagmwJp+sET3QTM67lryOzdQHuvK93U8j0h7tS5Vq+PK/W4LcSpqKYD0U0xtIxNqrTLwAZ0UyBNP3iim4B5zdZNrX+46VadcOriSj266SRnb6imQ9FNMbSMzWiz2VxfXw83CLeNDb6xjQ0+LaPvy8i+visP/F0Zfbs7zN77jjls+mx6Lelo+sET3QTM67kF/QHd9NdLyqZK4dTFlXp00wk41XQMuimGlrEZcV+IijT94IluAualVd0jB3TTkE2L+HCTVAmnHq7Uq3zSbMmopuPQTTG0jM2IbqpI0w+e6CZgVs+eB9m/m8ar9BaUTZUWsR1cqcf5puMQTUejm2JoGZsR3VSRph880U3ArJ5dCu/dTYv6cNOtCgvZDq7Uo5uOQTWdgG6KoWVsRtZNZmt7487IBlfaNZNvXU9Gdpi9/Wlw0GHTZ8tK0w+e6CZgVid30yKzqcq1esu/Uo9uOthZlYtC+0E3xdAyNiO6qSJNP3iim4BZaXn32J7dtNBsqhJOi79Sj7/fdCBONZ2KboqhZWxGdFNFmn7wRDcBs9IC77H9umnMpn0/CNWW+HBa/JV6dNNBqKbT0U0xtIzNyLpps9m8K7cFt4r5rNwq/G0ZDZvyrT/ZyDbfltFwX3Hb2GH2BnjMYdNn02tJR9MPnugmYE7Pr4T3yqGSTYu6J8Sdmf4Y7AEqn3A6+Qemm/ZHNM2CboqhZWxG3BeiIk0/eKKbgDk9/4mVZ7rpr412F55NJnxpq+et5eRTbPrfwWuoppnQTTG0jM2IbqpI0w+e6CZgTs+fAXm6m/5qCCXt//XSsyn+Wr2lX6nHH3DaB9E0H7ophpaxGdFNFWn6wRPdBMxJK70n3PXRfWMqld0xoZadTfHhtPAr9eim11FNc6KbYmgZm5SFi9jgRrvGRivtXl6uJw/c7Eb2JnjMYYO7w2wvJU0/eKKbgDlprfcEezfQ3n1jKv3sr//6r/6qnGxaeDbFh5OetpYTf1w+4PQaqmledFMMLWOTKu0ysAHdFEjTD57oJmBGL/xBHns30N49Osd0Z+nZdPopmAMt/Eo9/a/gSUTT7OimGFrGJlXaZWADuimQph880U3AjA7tJp1kurXEv9v0WOxid9lX6nGh3vOoJgd0UwwtYzP6/Xq93W6HTxwNm/X6E9vY4Lsy+qqM7OtPNrLNcF9x27wro/L5pmMOmz6bXks6mn7wRDcBM3phGWzvBtq7Z6ylnT6yKfpaPT1pLaf9sFyo9wyiyQfdFEPL2Iy4L0RFmn7wRDcBM9Ki7yn2bqC9O5PL9H62/Gv0boWG07Kv1OOE01OoJi90UwwtYzOimyrS9IMnugmYz0tLeHs30N6de5fp/eyv9N+6EBpOi75S74UrO9N6QzW5oZtiaBmbEd1UkaYfPNFNwHxeWgTbu4H27ugmej/rK5oGkeFU+4TTST8rF+o9wKkmV3RTDC1jM7JuMlvbG3dGNrjSrpl863oyssPsHVGDgw6bPltWmn7wRDcB8zm0mzoWufytfc7mpB+VC/Xuo5qc0U0xtIzNiG6qSNMPnugmYD4vrYGTdVPoKaclX6nHCacdoskf3RRDy9iM6KaKNP3giW4C5qP135PSdVNgOC36Sj1OOBVUUwS6KYaWsRnx+aaKNP3giW4CZvPi8j1fNwWG05Kv1OPOEOaMe0HEoJtiaBmbEd1UkaYfPNFNwGxeXAEn7KbAcFrwlXpcqMeppjh0UwwtYzOimyrS9IMnugmYDd300Gn36D7Akq/Uy36hHtUUiG6KoWVsRquLi/fv339h8WKbi4uLv9jGBj+U0R/LyL5+ZSPb/LmMvi8jO8zeKY85bPpsei3paPrBE90EzEbrwKel7KZT/yrs/pZ6pd558moimmLRTTG0jE3KwkVscKNdY6OVdi8v15MHbnYje6c85rDB3WG2l5KmHzzRTcBstBR8WtJuCrtWb5FX6lFN+odAELophpaxSZV2GdiAbgqk6QdPdBMwl5evFcvaTVHhtMAr9ZJXE9FUAd0UQ8vYpEq7DGxANwXS9IMnugmYy8uXiqXtpqhwWtiVepxq0j8EItFNMbSMzYj7QlSk6QdPdBMwl5cXwnm7KeruEEu6Uo9q0j8EYtFNMbSMzYhuqkjTD57oJmAuWhI+I3E3Bd0dYjlX6r3hAj3UQTfF0DI2I7qpIk0/eKKbgLloVfiM1N0Uc63eMq7U41ST/iFQAd0UQ8vYjKybrnYsYT7XrrHRD9q9uvrORrZ5W0aflpGxd8pjDhvcHabXko6mHzzRTcBMXlm15+6mmHBawJV63AsCNdFNMbSMzci6yWxtb9wZ2WCIGpl863oyssPsnVKDgw6bPltWmn7wRDcBM6GbXhQRTq1fqXde+4xYZVRTdXRTDC1jM6KbKtL0gye6CZjJKycSsndTyN0hmr5SL/sFem+opvrophhaxmZEN1Wk6QdPdBMwE60On5O+m0LONrR7pR4X6KEBdFMMLWMz4r4QFWn6wRPdBMzjtWvE6KaIa/UavVKPe0HoHwKV0U0xtIzNiG6qSNMPnugmYB6vXSJGNxn/cGrxSj1ONaEVdFMMLWMzopsq0vSDJ7oJmAfdtA//cGruSj2qCe2gm2JoGZvRzc3NarX6cmiY1coGX9vGBp+X0Y9lZF8/KQ/8rIy+2R1m75THHDZ9Nr2WdDT94IluAubx2uqYbhq5h1NbV+pljybuBdEYuimGlrFJWbiIDW60a2w0RE2xnjxwsxvZO+Uxhw3uDrO9lDT94IluAuahleKz6KbC/bZ6DV2px6kmNIZuiqFlbFKlXQY2oJsCafrBE90EzOLV0xx00y3v1XQrV+q9oZrQGrophpaxSZV2GdiAbgqk6QdPdBMwi1fPctBNO87X6jVxpR6nmtAiuimGlrEZcV+IijT94IluAmZBNx3AOZzqX6lHNaFNdFMMLWMzopsq0vSDJ7oJmIVWjM+jm+5xDqfc1VIZ0dQyuimGlrEZ0U0VafrBE90EzEKLxufRTff53h2i9pV6iVFNbaObYmgZm5F1k9na3rgzssGVds3kW9eTkR1m75QaHHTY9Nmy0vSDJ7oJmMPrK3W6acp1fc0JpzqoptbRTTG0jM2IbqpI0w+e6CZgDq9/pIZuesD1Wj09BwIRTQtAN8XQMjYjuqkiTT94opuAObx+goNuesgznLhSLxrVtAh0UwwtYzOyblqv1z9tt1vbWMV8aRsbXJXRF2VkX4eRfX1XRn8oIzvM3imPOWz6bHot6Wj6wRPdBMxBi8cX0E2PeIYTV+pFIpqWgm6KoWVsRtwXoiJNP3iim4A5aP34ArrpMc+7Q+gp4I9qWg66KYaWsRnRTRVp+sET3QTMYI+/GEQ3PcVvxc2VekHeUE0LQjfF0DI2I7qpIk0/eKKbgBnQTcfyu1aPK/UCcKppYeimGFrGJmXhIja40a6x0Uq7l5fryQM3u5G9Ux5z2ODuMNtLSdMPnugmYAZ7rNHppqedudETwA3VtDh0UwwtY5Mq7TKwAd0USNMPnugmYAZaR76EbkJXiKYloptiaBmbVGmXgQ3opkCafvBENwGn2+ezNHQTOkI1LRPdFEPL2Iw2m8319fVwg3Db2OAb29jg0zL6vozs67vywN+V0be7w+yd8pjDps+m15KOph880U3A6fb4eBPdhG6ccS+IpaKbYmgZmxH3hahI0w+e6CbgdHQT8uBU04LRTTG0jM2IbqpI0w+e6CbgdPvcgoBuQg+opkWjm2JoGZsR3VSRph880U3A6bSkfBHdhMUjmpaOboqhZWxG1k1ma3vjzsgGV9o1k29dT0Z2mL1TanDQYdNny0rTD57oJuBke/2JVboJC0c1LR/dFEPL2Izopoo0/eCJbgJOts/Hm+gmLBrR1AW6KYaWsRnRTRVp+sET3QScjG5C56imTtBNMbSMzci6abPZvCu3BbeK+azcKvxtGQ2b8q0/2cg235bRcF9x29hh9k55zGHTZ9NrSUfTD57oJuBkWlu+jG7CUlFN3aCbYmgZmxH3hahI0w+e6CbgZFpdvoxuwiIRTT2hm2JoGZsR3VSRph880U3Aqfa6LQTdhCWimvpCN8XQMjYjuqkiTT94opuAU+318Sa6CYtDNHWHboqhZWxSFi5igxvtGhuttHt5uZ48cLMb2TvlMYcN7g6zvZQ0/eCJbgJOtc9fvaWbsDRUU4fophhaxiZV2mVgA7opkKYfPNFNwKm0zHwF3YQleUM19YhuiqFlbFKlXQY2oJsCafrBE90EnEoLzVfQTVgMTjX1im6KoWVsRr9fr7fb7fCJo2GzXn9iGxt8V0ZflZF9/clGthnuK26bd2VUPt90zGHTZ9NrSUfTD57oJuBE+328iW7CUlBN/aKbYmgZmxH3hahI0w+e6CbgRHQTOkI0dY1uiqFlbEZ0U0WafvBENwEn2u+2EHQTFoBq6hzdFEPL2Izopoo0/eCJbsJS/HOr/mY/9m6gvYXSyhr+zs73jPF5nXEviO7RTTG0jM3IuslsbW/cGdngSrtm8q3rycgOs3dKDQ46bPpsWWn6wRPdhKX4baN+82/3Y+8G2lsowinIcM5nv7+lPCtONWVAN8XQMjYjuqkiTT94opuwFMqU5vy9suI1dBP2cFsvGoahmnKgm2JoGZsR3VSRph880U1YCmVKc+gmzOauXkIv1COa0qCbYmgZmxGfb6pI0w+e6CYshTKlOb9SVryGbsLLJvUSeKEe1ZQI3RRDy9iM6KaKNP3giW7CUihTmqOqeBXdhJc8rJegE05EUy50UwwtYzOimyrS9IMnuglLoUxpzb63haCb8Lwn6iXkhBPVlA3dFEPL2IxWFxfv37//wuLFNhcXF3+xjQ1+KKM/lpF9/cpGtvlzGX1fRnaYvVMec9j02fRa0tH0gye6CUuhTmnNvh9vopvwnKfrRd90RDXlQzfF0DI2KQsXscGNdo2NVtq9vFxPHrjZjeyd8pjDBneH2V5Kmn7wRDdhKdQpraGbcJKzN5rgDzlfqEc0pUQ3xdAyNqnSLgMb0E2BNP3giW7CUqhTWqOoeB3dhMdeqBfXC/WopqTophhaxiZV2mVgA7opkKYfPNFNWAp1SmsUFa+jm/DA2ZsX6+WNHjY7oikvuimGlrEZcV+IijT94IluwlKoUxqz920h6CZMvV4veuDMqKbM6KYYWsZmRDdVpOkHT3QTlkKh0pi9P95EN+G+ferF44TTy6e40Du6KYaWsRnRTRVp+sET3YSlUKg0Zt+/eks34c6+p3z08Nlwqik9uimGlrEZWTdd7VjCfK5dY6MftHt19Z2NbPO2jD4tI2PvlMccNrg7TK8lHU0/eKKb0K5/Vpu0TE2xh8V30wQRdbz962XeE05UE+imIFrGZmTdZLa2N+6MbDBEjUy+dT0Z2WH2TqnBQYdNny0rTT94opvQLrqpXXTTkQ6Ll/nuRU40YUA3xdAyNiO6qSJNP3iim9CuBXTT/h9voptweL3MdS9yqgkF3RRDy9iM6KaKNP3giW5Cu+imdtFNhzsmXuYIp1dud45M6KYYWsZmxH0hKtL0gye6Ce1aQDftf1sIuim5I0/5nPwRJ0414R66KYaWsRnRTRVp+sET3YR2LaCbVBH7oJsye6M5fbjTwolqwgTdFEPL2Izopoo0/eCJbkK72u+m/f/qLd2U2pmm9DGODyeiCQ/RTTG0jM3o5uZmtVp9OTTMamWDr21jg8/L6Mcysq+flAd+Vkbf7A6zd8pjDps+m15LOpp+8EQ3oV3td9MBH2+imzI7pZuODSeqCY/RTTG0jE3KwkVscKNdY6Mhaor15IGb3cjeKY85bHB3mO2lpOkHT3QT2kU3tYtuOshJ3XRMOJ0df2EgekY3xdAyNqnSLgMb0E2BNP3giW5Cu9rvpgNuC0E3ZXZaNx18Vz1ONeEZdFMMLWOTKu0ysAHdFEjTD57oJrSr/W5SROyFbkrsxG467A/gUk14Ft0UQ8vYjLgvREWafvBEN6FdzXfTIbeFoJsyO7mb9r5Wj2jCS+imGFrGZkQ3VaTpB090E9rVfDcd8vEmuimz07tpv3KimvAyuimGlrEZ0U0VafrBE92Edr3QTf+ff27Bf/ibl/3XiozRtJv+az2kaZPXP0U3HWSObnq1nIgmvIpuiqFlbEbWTWZre+POyAZX2jWTb11PRnaYvVNqcNBh02fLStMPnugmtOuFbvpnPaQurVef9TeKjNG0mxbRHZPXP0U3HWSebrJyev5zTlQT9kA3xdAyNiO6qSJNP3iim9Auuqkyumkuc3WTeTKdiCbsh26KoWVsRnRTRZp+8EQ3oV2td9Ord4emm1DM2E3mzZu7eDo7O3tDNGFfdFMMLWMzsm5ar9c/bbdb21jFfGkbG1yV0RdlZF+HkX19V0Z/KCM7zN4pjzls+mx6Lelo+sET3YR2td5Nr35Qn25CMW83yTm9hEPRTTG0jM2I+0JUpOkHT3QT2kU31aKzGXTTXFy6CTgY3RRDy9iM6KaKNP3giW5Cu1rvJq2Jn7fYbnpT/s4q3TQXugltoJtiaBmbEd1UkaYfPNFNaBfdVMt5OZlGN82FbkIb6KYYWsYmZeEiNrjRrrHRSruXl+vJAze7kb1THnPY4O4w20tJ0w+e6Ca0q/Fuev3vkC62m/Tj0U1zeTPOGKA2uimGlrFJlXYZ2IBuCqTpB090E9pFN1VSzo68oZtmQzehDXRTDC1jkyrtMrAB3RRI0w+e6Ca0q/Fuev5PkN5aajdplX9ON82FbkIb6KYYWsZmtNlsrq+vhxuE28YG39jGBp+W0fdlZF/flQf+roy+3R1m75THHDZ9Nr2WdDT94IluQrsa7yYtiV+w8G76z//8K73ax+img9BNaAPdFEPL2Iy4L0RFmn7wRDehXW1306t/9Xa53XT7d4H++bd/r5f7CN10ELoJbaCbYmgZmxHdVJGmHzzRTWhX2930+sebFttN+gmHX8Bz4UQ3HYS/UIs20E0xtIzNiG6qSNMPnugmtItuqmN30+zhF/BMONFNB6Gb0Aa6KYaWsRlZN5mt7Y07IxtcaddMvnU9Gdlh9k6pwUGHTZ8tK00/eKKb0K62u+n120IstZt2F5WNv4Df6BVP0U0H0T8oUBndFEPL2Izopoo0/eCJbkK72u4mrYhf0kU3/fa3T90dgm46iP5BgcrophhaxmZEN1Wk6QdPdBPa1XQ37XFbiKV20+6isttfwBPX6tFNh9hd+QjURTfF0DI2I+umzWbzrtwW3Crms3Kr8LdlNGzKt/5kI9t8W0bDfcVtY4fZO+Uxh02fTa8lHU0/eKKb0K6mu2mPjzcttZv0E977BTwOJ7rpENxOD42gm2JoGZsR94WoSNMPnugmtItuquLu5MjdL+BRONFNh6Cb0Ai6KYaWsRnRTRVp+sET3YR2Nd1NWhG/aJnddLfIv/cLeHh3CLrpEPr3BGqjm2JoGZsR3VSRph880U1oF91UxZPd9PDuEHTTAfh4E1pBN8XQMjYpCxexwY12jY1W2r28XE8euNmN7J3ymMMGd4fZXkqafvBEN6FdLXfTPreFWGg36Sc001/A5Fo9uukAXKaHVtBNMbSMTaq0y8AGdFMgTT94opvQrpa7aZ+PN3XWTZNwopsOQDehFXRTDC1jkyrtMrAB3RRI0w+e6Ca0i26q4d5FZQ9/AffCiW46gP45gerophhaxmb0+/V6u90OnzgaNuv1J7axwXdl9FUZ2defbGSb4b7itnlXRuXzTcccNn02vZZ0NP3giW5Cu1ruJq2IX7bIbrp3cuTRL+A3uw850U3743QTmkE3xdAyNiPuC1GRph880U1oF91Uw0vddHfKiW7aH92EZtBNMbSMzYhuqkjTD57oJrSr4W7a6zK9ZXaTfsLBU78AhRPdtD/9awL10U0xtIzNiG6qSNMPnugmtItuqkE/4eDJX0AJJ7ppb5xuQjvophhaxmZk3WS2tjfujGxwpV0z+db1ZGSH2TulBgcdNn22rDT94IluQrsa7qYzrYlftsRuuv+3hp7+BYzhRDftTf+YQAPophhaxmZEN1Wk6QdPdBPa1XA3aUn8iiV20/2zI8/8Aoa7Q9BN++J0ExpCN8XQMjYjuqkiTT94opvQrna7aa+/etttNw2nnOimfenfEmgB3RRDy9iM+HxTRZp+8EQ3oV3tdtN+H29aZDfpJxw9/wv4e7ppT5xuQkvophhaxmZEN1Wk6QdPdBPaRTdVoJ9w9MIv4D/o4XiF/imBJtBNMbSMzYhuqkjTD57oJrSr3W7a77YQS+ymyemRl34Be16qmB2nm9AUuimGlrEZrS4u3r9//4XFi20uLi7+Yhsb/FBGfywj+/qVjWzz5zL6vozsMHunPOaw6bPptaSj6QdPdBPa1W43aVH8mp67ae94zE3/kkAb6KYYWsYmZeEiNrjRrrHRSruXl+vJAze7kb1THnPY4O4w20tJ0w+e6Ca0q9lu2vdcywK76Vw/4uiVX8CeVytmxukmtIVuiqFlbFKlXQY2oJsCafrBE92EdjXbTfsGwwK7ST9h8dovgHB6BdmExtBNMbSMTaq0y8AGdFMgTT94opvQLropnn7C4tVfAOH0svEfCWgH3RRDy9iMuC9ERZp+8EQ3oV3NdpNWxa9aXjdNT5C8/gvg7hAv4XQTWkM3xdAyNiO6qSJNP3iim9Auuincod3E3SFeQDahOXRTDC1jM6KbKtL0gye6Ce1qtZv2PsmyvG6a3BZiv18A1+o940z/QEA76KYYWsZmZN10tWMJ87l2jY1+0O7V1Xc2ss3bMvq0jIy9Ux5z2ODuML2WdDT94IluQrta7aa9S2F53aSfUPb7BRBOTyKb0CC6KYaWsRlZN5mt7Y07IxsMUSOTb11PRnaYvVNqcNBh02fLStMPnugmtItuCqefUPb8BRBOT9E/DtASuimGlrEZ0U0VafrBE92EdrXaTVoYv25x3fTgEzn7/gK4O8Rj0ysegTbQTTG0jM2IbqpI0w+e6Ca0i26KdmQ3cXeIR8gmNIluiqFlbEbcF6IiTT94opvQrka7af/L0hbXTQ9W+wf8ArhWb4JsQpvophhaxmZEN1Wk6QdPdBPaRTdF009465BfAOF054xsQqPophhaxmZEN1Wk6QdPdBPa1Wg37X9N2tK66eEt4A76BRBOt7iTHppFN8XQMjajm5ub1Wr15dAwq5UNvraNDT4vox/LyL5+Uh74WRl9szvM3imPOWz6bHot6Wj6wRPdhHY12k1aHe9had308A+1HvYL4O4QBX/uFu2im2JoGZuUhYvY4Ea7xkZD1BTryQM3u5G9Ux5z2ODuMNtLSdMPnugmtKvNbjogD3J1E3eHGJFNaBjdFEPL2KRKuwxsQDcF0vSDJ7oJ7Wqzmw64Hm1p3fTwYzkH/wK4Vo+PNqFpdFMMLWOTKu0ysAHdFEjTD57oJrSLbgqmn3Dn8F9A9nDiZBPaRjfF0DI2I+4LUZGmHzzRTWhXm910wMVoC+umR/czOOIXcJ75Wj1ONqF1dFMMLWMzopsq0vSDJ7oJ7Wqzm7RG3sfCuunRyZKjfgFpTzlRTWgf3RRDy9iM6KaKNP3giW5Cu5rspkPuGpeym5KWE9WEJaCbYmgZm5F1k9na3rgzssGVds3kW9eTkR1m75QaHHTY9Nmy0vSDJ7oJ7Wqymw6JgoV106OV/9G/gHTlRDVhGeimGFrGZkQ3VaTpB090E9pFN8XST3jnhF/Am0TpRDRhMeimGFrGZkQ3VaTpB090E9rVZDdprbyXZXXTo9tCnPgLyJFOZ+dUE5aDboqhZWxG1k3r9fqn7XZrG6uYL21jg6sy+qKM7Oswsq/vyugPZWSH2TvlMYdNn02vJR1NP3iim9AuuinU43ton/wLePOm69vrnb2hmbAsdFMMLWMz4r4QFWn6wRPdhHa12E2H3BaCbhqdv7F8OusooOyHsWLiPBMWiG6KoWVsRnRTRZp+8EQ3oV0tdtNB154tq5sed0CTJ/wAHI1uiqFlbEZ0U0WafvBEN6FddFMo/YT30E1AX+imGFrGJmXhIja40a6x0Uq7l5fryQM3u5G9Ux5z2ODuMNtLSdMPnugmtKvFZbsaYz+L6qbHt4Wgm4DO0E0xtIxNqrTLwAZ0UyBNP3iim9AuuinS44830U1AZ+imGFrGJlXaZWADuimQph880U1oV4PL9sNurU03AWgJ3RRDy9iMNpvN9fX1cINw29jgG9vY4NMy+r6M7Ou78sDfldG3u8PsnfKYw6bPpteSjqYfPNFNaBfdFEk/4X10E9AXuimGlrEZcV+IijT94IluQrsaXLYfdjdtuglAS+imGFrGZkQ3VaTpB090E9rV4LJdjbGnJXXTE7eFoJuAztBNMbSMzYhuqkjTD57oJrSrvWX7QX/1dlnd9MTHm+gmoDN0UwwtYzOybjJb2xt3Rja40q6ZfOt6MrLD7J1Sg4MOmz5bVpp+8EQ3oV3tLdsP+3gT3QSgKXRTDC1jM6KbKtL0gye6Ce2imwLpJ5ygm4C+0E0xtIzNiG6qSNMPnugmtKu9Zftht4WgmwA0hW6KoWVsRtZNm83mXbktuFXMZ+VW4W/LaNiUb/3JRrb5toyG+4rbxg6zd8pjDps+m15LOpp+8EQ3oV3tLdvVGPtaUDc9dVsIugnoDN0UQ8vYjLgvREWafvBEN6FdzS3bD7wtxJK66amPN9FNQGfophhaxmZEN1Wk6QdPdBPa1dyy/cCPN9FNAJpCN8XQMjYjuqkiTT94opvQLropjn7CKboJ6AvdFEPL2KQsXMQGN9o1Nlpp9/JyPXngZjeyd8pjDhvcHWZ7KWn6wRPdhHbRTXH0E07RTUBf6KYYWsYmVdplYAO6KZCmHzzRTWgX3RTmycv06CagM3RTDC1jkyrtMrAB3RRI0w+e6Ca0q7Vl+6HZRDcBaArdFEPL2Ix+v15vt9vhE0fDZr3+xDY2+K6Mvioj+/qTjWwz3FfcNu/KqHy+6ZjDps+m15KOph880U1oV1vL9vMD/3iTWU43neuHnKKbgL7QTTG0jM2I+0JUpOkHT3QT2tXUsv3gk01mOd2kH/IBugnoC90UQ8vYjOimijT94IluQrsaWrYfcbLJ0E0AWkI3xdAyNiO6qSJNP3iim9Cudpbtx5xsMovppqc/3kQ3AZ2hm2JoGZuRdZPZ2t64M7LBlXbN5FvXk5EdZu+UGhx02PTZstL0gye6Ce1qZdl+rro4GN0EoCV0UwwtYzOimyrS9IMnugntamPZftwleqPFdNPTt4Wgm4DO0E0xtIzNiG6qSNMPnugmtKuJZfuRl+iNFtNN+lkfopuAvtBNMbSMzYjPN1Wk6QdPdBPa1cCy/YSTTWYp3XSmn/YhugnoC90UQ8vYjOimijT94IluQrvqL9tPOdlkltJNz3y8iW4COkM3xdAyNiO6qSJNP3iim9Cu2sv20042GboJQEvophhaxma0urh4//79FxYvtrm4uPiLbWzwQxn9sYzs61c2ss2fy+j7MrLD7J3ymMOmz6bXko6mHzzRTWhX5WX7qdW0nG565rYQdBPQGbophpaxSVm4iA1utGtstNLu5eV68sDNbmTvlMccNrg7zPZS0vSDJ7oJ7aq6bD/65uP3LKWb9CM/QjcBfaGbYmgZm1Rpl4EN6KZAmn7wRDehXRWX7SdfojdaSDc9d1sIugnoDN0UQ8vYpEq7DGxANwXS9IMnugntqrdsP/F+ELcW0k3PfbyJbgI6QzfF0DI2I+4LUZGmHzzRTWhXrWX7PCebDN0EoCV0UwwtYzOimyrS9IMnugntqrRsn+lkk1lINz13Wwi6CegM3RRDy9iM6KaKNP3giW5Cu6os2+e4H8SthXSTfvLH6CagL3RTDC1jM7JuutqxhPlcu8ZGP2j36uo7G9nmbRl9WkbG3imPOWxwd5heSzqafvBEN6FdFZbts12iN1pGNz17Wwi6CegM3RRDy9iMrJvM1vbGnZENhqiRybeuJyM7zN4pNTjosOmzZaXpB090E9oVv2yf7xK90TK66dmPN9FNQGfophhaxmZEN1Wk6QdPdBPaFb1sn/dkk6GbALSEboqhZWxGdFNFmn7wRDehXcHL9plPNplldNOzt4Wgm4DO0E0xtIzNiPtCVKTpB090E9oVumyf/WSTWUY36R/gCXQT0Be6KYaWsRnRTRVp+sET3YR2RS7bHappId30/G0h6CagM3RTDC1jM6KbKtL0gye6Ce2KW7bPefPxexbRTc9/vIluAjpDN8XQMjajm5ub1Wr15dAwq5UNvraNDT4vox/LyL5+Uh74WRl9szvM3imPOWz6bHot6Wj6wRPdhHZFLds9LtEb0U0AWkI3xdAyNikLF7HBjXaNjYaoKdaTB252I3unPOawwd1htpeSph880U1oV9Cyff77QdxaRDc9f1sIugnoDN0UQ8vYpEq7DGxANwXS9IMnugntClm2u51sMovoJv07PIVuAvpCN8XQMjap0i4DG9BNgTT94IluQrsilu1+J5vMErrphdtC0E1AZ+imGFrGZsR9ISrS9IMnugnt8l+2O90P4tYSuumFjzfRTUBn6KYYWsZmRDdVpOkHT3QT2uW9bPe8RG9ENwFoCd0UQ8vYjOimijT94IluQrucl+2ul+iNltBN+sd4Et0E9IVuiqFlbEbWTWZre+POyAZX2jWTb11PRnaYvVNqcNBh02fLStMPnugmtMt12e5+ssnQTQBaQjfF0DI2I7qpIk0/eKKb0C7PZbv/ySazgG566bYQdBPQGbophpaxGdFNFWn6wRPdhHb5LdsjTjaZBXTTSx9vopuAztBNMbSMzci6ab1e/7Tdbm1jFfOlbWxwVUZflJF9HUb29V0Z/aGM7DB7pzzmsOmz6bWko+kHT3QT2uW2bI+pJroJQFvophhaxmbEfSEq0vSDJ7oJ7XJatjvffPyeBXST/k2eRjcBfaGbYmgZmxHdVJGmHzzRTWiXy7I96BK9Ed0EoCV0UwwtYzOimyrS9IMnugnt8li2h9wP4lb73fTibSHoJqAzdFMMLWOTsnARG9xo19hopd3Ly/XkgZvdyN4pjzlscHeY7aWk6QdPdBPaNf+yPfJkk2m/m178eBPdBHSGboqhZWxSpV0GNqCbAmn6wRPdhHbNvmwPPdlk2u+mc/3LPI1uAvpCN8XQMjap0i4DG9BNgTT94IluQrtmXrYHn2wy7XeT/mmeQTcBfaGbYmgZm9Fms7m+vh5uEG4bG3xjGxt8Wkbfl5F9fVce+Lsy+nZ3mL1THnPY9Nn0WtLR9IMnugntmnXZHl9NdBOAttBNMbSMzYj7QlSk6QdPdBPaNeeyPfoSvVHz3fTyx5voJqAzdFMMLWMzopsq0vSDJ7oJ7Zpv2V7jZJOhmwC0hG6KoWVsRnRTRZp+8EQ3oV2zLdurnGwyzXfTy7eFoJuAztBNMbSMzci6yWxtb9wZ2eBKu2byrevJyA6zd0oNDjps+mxZafrBE92Eds20bK90ssk03036F3oO3QT0hW6KoWVsRnRTRZp+8EQ3oV3zLNurVRPdBKAtdFMMLWMzopsq0vSDJ7oJ7Zpj2X6uQqii9W565eNNdBPQGbophpaxGVk3bTabd+W24FYxn5Vbhb8to2FTvvUnG9nm2zIa7ituGzvM3imPOWz6bHot6Wj6wRPdhHadvmyvd4neiG4C0BK6KYaWsRlxX4iKNP3giW5Cu05ette6H8St1rvpldtC0E1AZ+imGFrGZkQ3VaTpB090E9p14rK98skm03o36R/qWXQT0Be6KYaWsRnRTRVp+sET3YR2nbZsr32yyTTeTWf6l3oW3QT0hW6KoWVsUhYuYoMb7RobrbR7ebmePHCzG9k75TGHDe4Os72UNP3giW5Cu05Zttc/2WQa76bXPt5ENwGdoZtiaBmbVGmXgQ3opkCafvBEN6FdJyzbW6gmuglAW+imGFrGJlXaZWADuimQph880U1o19HL9gYu0Rs13k2v3RaCbgI6QzfF0DI2o9+v19vtdvjE0bBZrz+xjQ2+K6Ovysi+/mQj2wz3FbfNuzIqn2865rDps+m1pKPpB090E9p15LK9iUv0Ro13k/69nkc3AX2hm2JoGZsR94WoSNMPnugmtOu4ZXsrJ5tM29306m0h6CagM3RTDC1jM6KbKtL0gye6Ce06Ztnezskm03Y3vfrxJroJ6AzdFEPL2Izopoo0/eCJbkK7jli2t1RNdBOAttBNMbSMzci6yWxtb9wZ2eBKu2byrevJyA6zd0oNDjps+mxZafrBE92Edh28bD9XEbSi7W569bYQdBPQGbophpaxGdFNFWn6wRPdhHYduGxv6hK9UdvdpH+2F9BNQF/ophhaxmZEN1Wk6QdPdBPaddiyvaH7Qdxquptevy0E3QR0hm6KoWVsRny+qSJNP3iim9CuQ5bt7Z1sMk130+sfb6KbgM7QTTG0jM2IbqpI0w+e6Ca064Ble4MnmwzdBKAldFMMLWMzopsq0vSDJ7oJ7dp72d7kySbTdDe9flsIugnoDN0UQ8vYjFYXF+/fv//C4sU2FxcXf7GNDX4ooz+WkX39yka2+XMZfV9Gdpi9Ux5z2PTZ9FrS0fSDJ7oJ7dp32d5oNTXeTfrHewndBPSFboqhZWxSFi5igxvtGhuttHt5uZ48cLMb2TvlMYcN7g6zvZQ0/eCJbkK79lu2t3mJ3qjlbtrjthB0E9AZuimGlrFJlXYZ2IBuCqTpB090E9q1z7K91Uv0Ri130x4fb6KbgM7QTTG0jE2qtMvABnRTIE0/eKKb0K49lu0Nn2wydBOAltBNMbSMzYj7QlSk6QdPdBPa9eqyvemTTablbtrjthB0E9AZuimGlrEZ0U0VafrBE92Edr22bG+8mtrupvFf+BV0E9AXuimGlrEZ0U0VafrBE92Edr28bD9XADSs4W7a57YQdBPQGbophpaxGVk3Xe1YwnyuXWOjH7R7dfWdjWzztow+LSNj75THHDa4O0yvJR1NP3iim9Cul5btrV+iN2q4m/b5eBPdBHSGboqhZWxG1k1ma3vjzsgGQ9TI5FvXk5EdZu+UGhx02PTZstL0gye6Ce16Ydn+H7T8bxvdBKAldFMMLWMzopsq0vSDJ7oJ7Xp22f6bX1X/eNBeGu6mfW4LQTcBnaGbYmgZmxHdVJGmHzzRTWjXc8v2v2/gtgp74fNNAFpCN8XQMjYj7gtRkaYfPNFNaNfTy/bf/KqB7NgP3QSgJXRTDC1jM6KbKtL0gye6Ce16ctk+VBPddDr+fhOQD90UQ8vYjOimijT94IluQrueWLb/fSvZsRe6CUBL6KYYWsZmdHNzs1qtvhwaZrWywde2scHnZfRjGdnXT8oDPyujb3aH2TvlMYdNn02vJR1NP3iim9CuR8v28RK9Ed10qn0u1KObgL7QTTG0jE3KwkVscKNdY6Mhaor15IGb3cjeKY85bHB3mO2lpOkHT3QT2vVw2X57ssnQTSfTP/JL6CagL3RTDC1jkyrtMrAB3RRI0w+e6Ca0a7psvzvZZOimk+1xoR7dBPSFboqhZWxSpV0GNqCbAmn6wRPdhHZNlu33TjYZuulke1yoRzcBfaGbYmgZmxH3hahI0w+e6Ca0696y/TfKjVt00+n0r/wCugnoC90UQ8vYjOimijT94IluQrt2y/bJJXojuul0r1+oRzcBfaGbYmgZmxHdVJGmHzzRTWjX7bJ9eoneiG463esX6tFNQF/ophhaxmZk3WS2tjfujGxwpV0z+db1ZGSH2TulBgcdNn22rDT94IluQrvKsv3xySZDN52ObgKyoZtiaBmbEd1UkaYfPNFNaNe4bH/iZJOhm2bw6oV6dBPQF7ophpaxGdFNFWn6wRPdhHbZsv3Jk02GbpoB3QQkQzfF0DI2I+um9Xr903a7tY1VzJe2scFVGX1RRvZ1GNnXd2X0hzKyw+yd8pjDps+m15KOph880U1o1z//9plqoptm8eqFenQT0Be6KYaWsRlxX4iKNP3giW5Cu/6DGuMJdNMc9O/8LLoJ6AvdFEPL2Izopoo0/eCJbkKrzs8m2TFFN83htQv16CagL3RTDC1jM6KbKtL0gye6CY168yA7puimObx2oR7dBPSFboqhZWxSFi5igxvtGhuttHt5uZ48cLMb2TvlMYcN7g6zvZQ0/eCJbkKTzs9sWU83edO/9nPoJqAvdFMMLWOTKu0ysAHdFEjTD57oJrTozbiqp5u8vXKhHt0E9IVuiqFlbFKlXQY2oJsCafrBE92E9pxrVU83eXvlQj26CegL3RRDy9iMNpvN9fX1cINw29jgG9vY4NMy+r6M7Ou78sDfldG3u8PsnfKYw6bPpteSjqYfPNFNaM14id6IbvJGNwGp0E0xtIzNiPtCVKTpB090ExpTLtEb0U3uXr5Qj24C+kI3xdAyNiO6qSJNP3iim9CUu5NNhm5yRzcBmdBNMbSMzYhuqkjTD57oJrTk3skmQze5e/lCPboJ6AvdFEPL2Iysm8zW9sadkQ2utGsm37qejOwwe6fU4KDDps+WlaYfPNFNaMfkZJOhm/zpn/5pdBPQF7ophpaxGdFNFWn6wRPdhGY8qCa6KcKLF+rRTUBf6KYYWsZmRDdVpOkHT3QTGnF78/F76CZ/L16oRzcBfaGbYmgZm5F102azeVduC24V81m5VfjbMho25Vt/spFtvi2j4b7itrHD7J3ymMOmz6bXko6mHzzRTWjCw0v0RnRTAP0CnkQ3AX2hm2JoGZsR94WoSNMPnugmtGB6P4hbdFOAly7Uo5uAvtBNMbSMzYhuqkjTD57oJtT35MkmQzcFeOlCPboJ6AvdFEPL2Izopoo0/eCJbkJ1T59sMnRTALoJyINuiqFlbFIWLmKDG+0aG620e3m5njxwsxvZO+Uxhw3uDrO9lDT94IluQmVP3A/iFt0U4YUL9egmoC90UwwtY5Mq7TKwAd0USNMPnugmVPXcJXojuikC3QSkQTfF0DI2qdIuAxvQTYE0/eCJbkJNz16iN6KbIrxwoR7dBPSFboqhZWxGv1+vt9vt8ImjYbNef2IbG3xXRl+VkX39yUa2Ge4rbpt3ZVQ+33TMYdNn02tJR9MPnugm1PPiySZDN4XQb+MJdBPQF7ophpaxGXFfiIo0/eCJbkI1L59sMnRTiOcv1KObgL7QTTG0jM2IbqpI0w+e6CZU8trJJkM3hXj+Qj26CegL3RRDy9iM6KaKNP3giW5CHa9XE90URb+Sx+gmoC90UwwtYzOybjJb2xt3Rja40q6ZfOt6MrLD7J1Sg4MOmz5bVpp+8EQ3oYYXbj5+D90U49kL9egmoC90UwwtYzOimyrS9IMnugnx9rhEb0Q3xXj2Qj26CegL3RRDy9iM6KaKNP3giW5CuFfvB3GLbopBNwFJ0E0xtIzNiM83VaTpB090E4Lte7LJ0E1BnrtQj24C+kI3xdAyNiO6qSJNP3iimxBr75NNhm4KQjcBOdBNMbSMzYhuqkjTD57oJkTa734Qt+imIM9dqEc3AX2hm2JoGZvR6uLi/fv3X1i82Obi4uIvtrHBD2X0xzKyr1/ZyDZ/LqPvy8gOs3fKYw6bPpteSzqafvBENyHOAZfojeimKM+ccKKbgL7QTTG0jE3KwkVscKNdY6OVdi8v15MHbnYje6c85rDB3WG2l5KmHzzRTQhzyCV6I7opCt0EpEA3xdAyNqnSLgMb0E2BNP3giW5CkENPNhm6KcozF+rRTUBf6KYYWsYmVdplYAO6KZCmHzzRTYhx8MkmQzeF0W/pAboJ6AvdFEPL2Iy4L0RFmn7wRDchwhEnm0yn3fSr4UtjP8DTF+rRTUBf6KYYWsZmRDdVpOkHT3QTAhxVTZ12069+85th09gP8PSFenQT0Be6KYaWsRnRTRVp+sET3QR3h918/J4eu+k31hzDCSe6CUA4uimGlrEZWTdd7VjCfK5dY6MftHt19Z2NbPO2jD4tI2PvlMccNrg7TK8lHU0/eKKb4Oy4S/RG/XXTr8bmaLCbnr5Qj24C+kI3xdAyNiPrJrO1vXFnZIMhamTyrevJyA6zd0oNDjps+mxZafrBE90EX8fcD+JWd900nGwyw4V6rf0Ab/T7mqCbgL7QTTG0jM2IbqpI0w+e6CZ4OuFkk+mum9Qcv7VRaz/Akxfq0U1AX+imGFrGZkQ3VaTpB090ExydcrLJdNVNv7rXTb9q8Ad46kI9ugnoC90UQ8vYjLgvREWafvBEN8HNaSebTE/d9Pe/vddNv6GbAFRAN8XQMjYjuqkiTT94opvg5ORq6qmbfvWb397vpt82+AM8daEe3QT0hW6KoWVsRnRTRZp+8EQ3wceJl+iNeummoZqm3fSrBn8A/eLuo5uAvtBNMbSMzejm5ma1Wn05NMxqZYOvbWODz8voxzKyr5+UB35WRt/sDrN3ymMOmz6bXks6mn7wRDfBwwwnm0wn3fT3pTTud9NvGvwBnrhQj24C+kI3xdAyNikLF7HBjXaNjYaoKdaTB252I3unPOawwd1htpeSph880U1wMMfJJtNFN5WTTab1bnriQj26CegL3RRDy9ikSrsMbEA3BdL0gye6CbOb52ST6aGbdLLJ3O+m3/6KbgIQjm6KoWVsUqVdBjagmwJp+sET3YS5zVVNPXTT7mSTab2bnrhQj24C+kI3xdAyNiPuC1GRph880U2Y17kW4XNYfDf9J0XGaNJNv2nwB3ijX+EdugnoC90UQ8vYjOimijT94Iluwpxmu0RvtPBuOpt2x6SbftvgD/D4Qj26CegL3RRDy9iM6KaKNP3giW7CjGa6H8StRXfT2fmD7ph203+vh7Xk0YV6dBPQF7ophpaxGVk3ma3tjTsjG1xp10y+dT0Z2WH2TqnBQYdNny0rTT94opswm3lPNpkld9N40dsL3fSf9LiW0E1A5+imGFrGZkQ3VaTpB090E+Yy88kms9xuGk42mRe66Z/1yJY8ulCPbgL6QjfF0DI2I7qpIk0/eKKbMI/ZTzaZxXbT7R0WXuomh3+vk+ll79BNQF/ophhaxmZk3bRer3/abre2sYr50jY2uCqjL8rIvg4j+/qujP5QRnaYvVMec9j02fRa0tH0gye6CXPwqKbFdtPdaZuXumnOGw/O5eGFenQT0Be6KYaWsRlxX4iKNP3giW7CDOa/RG+0yG7SJXqjpXXTwwv16CagL3RTDC1jM6KbKtL0gye6CSfzOdlklthNkz+C9FI3zfj3gWdDNwF9o5tiaBmbEd1UkaYfPNFNOJXTySazvG66f7LJLK2bHl6oRzcBfaGbYmgZm5SFi9jgRrvGRivtXl6uJw/c7Eb2TnnMYYO7w2wvJU0/eKKbcBq3k01mcd00OdlkXuymFi/Ue/AD0E1AX+imGFrGJlXaZWADuimQph880U04ietJk4V104OTTebFblrAhXp0E9AXuimGlrFJlXYZ2IBuCqTpB090E07gfMpkWd30qJoW2E0Pfgi6CegL3RRDy9iMNpvN9fX1cINw29jgG9vY4NMy+r6M7Ou78sDfldG3u8PsnfKYw6bPpteSjqYfPNFNOJrnJXqjJXXTo78ZO3i5m9q/EzndBPSFboqhZWxG3BeiIk0/eKKbcCy/+0HcWk43Pb5Eb/RyN/1nHdySaf7RTUBf6KYYWsZmRDdVpOkHT3QTjuN+ssksppse3g/i1ivd1OKFeuWFC90E9IVuiqFlbEZ0U0WafvBEN+Eo/iebzEK66ZmTTeaVbmr+Qj26CegL3RRDy9iMrJvM1vbGnZENrrRrJt+6nozsMHun1OCgw6bPlpWmHzzRTThCxMkms4xueu5kk1lgN00u1KObgL7QTTG0jM2IbqpI0w+e6CYcLur6siV005P3g7j1Sjc1fydyugnoC90UQ8vYjOimijT94IluwqFCLtEbtd9Nz1+iN3qtm1q/UI9uAvpCN8XQMjYj66bNZvOu3BbcKuazcqvwt2U0bMq3/mQj23xbRsN9xW1jh9k75TGHTZ9NryUdTT94optwmKBL9EbNd9MLl+iNlthN938mugnoC90UQ8vYjLgvREWafvBEN+EgcSebTOPd9MrJJvNaN7V+oR7dBPSFboqhZWxGdFNFmn7wRDfhAJEnm0zb3fTaySazxG66f6Ee3QT0hW6KoWVsRnRTRZp+8EQ3YX/Rq/yWu+n1k03m1W5q/ANOdBPQF7ophpaxSVm4iA1utGtstNLu5eV68sDNbmTvlMccNrg7zPZS0vSDJ7oJ+4pf4zfcTftU0x7d9J/1P9eSexfq0U1AX+imGFrGJlXaZWADuimQph880U3YT/AleqNmu2mPS/RGr3dTixfqlVc2oJuAvtBNMbSMTaq0y8AGdFMgTT94opuwl9D7QdxqtJv2ukRv9Ho3tX2hHt0E9IVuiqFlbEa/X6+32+3wiaNhs15/YhsbfFdGX5WRff3JRrYZ7itum3dlVD7fdMxh02fTa0lH0w+e6CbsocbJJtNmN+17ssm83k1tX6hHNwF9oZtiaBmbEfeFqEjTD57oJryuyskm02I37X+yyezRTU1fqEc3AX2hm2JoGZsR3VSRph880U14TaWTTabBbjrgZJPZo5uavlCPbgL6QjfF0DI2I7qpIk0/eKKb8IqKJ0Sa66b7fxN2Hwvtpt2PSTcBfaGbYmgZm5F1k9na3rgzssGVds3kW9eTkR1m75QaHHTY9Nmy0vSDJ7oJL6p1id6osW466BK90R7d1OKFenQT0Cm6KYaWsRnRTRVp+sET3YQX1LtEb9RWNx12id5ood20u1CPbgL6QjfF0DI2I7qpIk0/eKKb8LyqJ5tMS910+Mkms083tfwBJ7oJ6AvdFEPL2Iz4fFNFmn7wRDfhWdXPhDTUTUecbDL7dFPLdyKnm4C+0E0xtIzNiG6qSNMPnugmPKOB8yDNdNNRJ5vMXt3U4oV6eml0E9AXuimGlrEZ0U0VafrBE92Ep9W+Rm/QSjcdWU17dlPDF+rRTUBf6KYYWsZmtLq4eP/+/RcWL7a5uLj4i21s8EMZ/bGM7OtXNrLNn8vo+zKyw+yd8pjDps+m15KOph880U14SuUbQkgb3XTcJXqjvbqp4Qv16CagL3RTDC1jk7JwERvcaNfYaKXdy8v15IGb3cjeKY85bHB3mO2lpOkHT3QTntDIKZAWuunYS/RG+3VTuxfq0U1AX+imGFrGJlXaZWADuimQph880U14rIVr9AYNdNMJJ5vMft3U7oV6dBPQF7ophpaxSZV2GdiAbgqk6QdPdBMeaSWb6nfTSSebzHK7qVyoRzcBfaGbYmgZmxH3hahI0w+e6CY81Ew2Ve+m0042mf26qcUL9egmoEd0UwwtYzOimyrS9IMnugkPtJNNlbvp9o8YnWC53VQu1KObgL7QTTG0jM2IbqpI0w+e6CZMNZRNVbvp1Ev0Rnt2U7MfcKKbgL7QTTG0jM3IuulqxxLmc+0aG/2g3aur72xkm7dl9GkZGXunPOawwd1hei3paPrBE92EiZayqWY3nXyJ3mjPbmr2TuR0E9AXuimGlrEZWTeZre2NOyMbDFEjk29dT0Z2mL1TanDQYdNny0rTD57oJtzXVDbV66ZZTjaZfbup1TuR001AX+imGFrGZkQ3VaTpB090E+5pK5uqddM8J5vMvt3U6oV6dBPQF7ophpaxGdFNFWn6wRPdhDutLd/rdNNcJ5vMvt3U6oV6dBPQF7ophpaxGXFfiIo0/eCJbsIdrZibUaWb5qumA7qp0Qv16CagL3RTDC1jM6KbKtL0gye6CTvNLd4rdNNsl+iN9u6mRi/Uo5uAvtBNMbSMzYhuqkjTD57oJtxq7MNNJrybZrxEb7Tobjqjm4De0E0xtIzN6ObmZrVafTk0zGplg69tY4PPy+jHMrKvn5QHflZG3+wOs3fKYw6bPpteSzqafvBEN0Hay6bwbpr3ZJPZu5tavFCPbgK6QzfF0DI2KQsXscGNdo2Nhqgp1pMHbnYje6c85rDB3WG2l5KmHzzRTRCtllsS201zn2wy+3dTg9X6i3O6CegM3RRDy9ikSrsMbEA3BdL0gye6CUWLC/fQbpq/mg7ppjY/4EQ3AX2hm2JoGZtUaZeBDeimQJp+8EQ3YdRiNkV203DX7fnt301tXqhHNwF9oZtiaBmbEfeFqEjTD57oJoy0VG5LWDc5XKI3WnY3/YJuAjpDN8XQMjYjuqkiTT94opswaPJ0U1g3zX4/iFsHdFOTF+rRTUBf6KYYWsZmRDdVpOkHT3QTTJvZFNRNXiebzAHd1OIZvzO6CegL3RRDy9iMrJvM1vbGnZENrrRrJt+6nozsMHun1OCgw6bPlpWmHzzRTTBaJ7cmpJvcTjaZQ7qpxQv16CagL3RTDC1jM6KbKtL0gye6Cc2eboroJseTTeaQbmrxQr3/pBf7BLoJWCC6KYaWsRnRTRVp+sET3YRmTzcFdJNrNR3WTS3+Fv57vdgn0E3AAtFNMbSMzci6ab1e/7Tdbm1jFfOlbWxwVUZflJF9HUb29V0Z/aGM7DB7pzzmsOmz6bWko+kHT3QTmj3d5N5NnpfojQ7qpgYv1KObgL7QTTG0jM2I+0JUpOkHT3QTmj3d5NxNvpfojQ7qpgYv1Pub3+jVPkY3AQtEN8XQMjYjuqkiTT94opvQ7Okm325yP9lk6CYALaGbYmgZmxHdVJGmHzzRTdAauUGO3RRwsskc1E0NXqj3N7/Sq32MbgIWiG6KoWVsUhYuYoMb7RobrbR7ebmePHCzG9k75TGHDe4Os72UNP3giW5Kr93TTY7dFFJNHXTTv9WrfYxuAhaIboqhZWxSpV0GNqCbAmn6wRPdlF7CbjrTj+7usG5q70K9v/m3z16oRzcBC0Q3xdAyNqnSLgMb0E2BNP3giW5KT0vkFvl0U8wleqPDuqm9X8Xf/NtnL9Sjm4AFoptiaBmb0Wazub6+Hm4QbhsbfGMbG3xaRt+XkX19Vx74uzL6dneYvVMec9j02fRa0tH0gye6KbuGTzf5dFPE/SBuHdhNzV2oZ78AvdxH6CZggeimGFrGZsR9ISrS9IMnuim7ZN0UeLLJHNhNzV2oZ7+A5y7Uo5uABaKbYmgZmxHdVJGmHzzRTdlphdyk+bsp8mSTObCbmvtl2C/guQv16CZggeimGFrGZkQ3VaTpB090U3Itn26avZtiTzaZQ7uptQv16CagL3RTDC1jM7JuMlvbG3dGNrjSrpl863oyssPsnVKDgw6bPltWmn7wRDcl1969r++Zt5vCq+nwbmrtQr3hF/DMhXp0E7BAdFMMLWMzopsq0vSDJ7opOS2Q2zRrNwVfojeimwC0hG6KoWVsRnRTRZp+8EQ35dbenwy6b8ZuqnCyyRzaTa2d/ht+Ac9cqEc3AQtEN8XQMjYj66bNZvOu3BbcKuazcqvwt2U0bMq3/mQj23xbRsN9xW1jh9k75TGHTZ9NryUdTT94optya/rjTTN2U42TTaaHbnrmTuR0E7BAdFMMLWMz4r4QFWn6wRPdlFuObqpzsskc3E2Nnf8bfwFPX6hHNwELRDfF0DI2I7qpIk0/eKKbctP6uFEzdVOtajqimxr7hYy/gKcv1KObgAWim2JoGZsR3VSRph880U25aX3cqFm66Uw/ag2Hd1NbF+qVX4Be8RTdBCwQ3RRDy9ikLFzEBjfaNTZaaffycj154GY3snfKYw4b3B1meylp+sET3ZRa25fpzdFN1S7RGx3eTW1dqFd+AU9eqEc3AQtEN8XQMjap0i4DG9BNgTT94IluSq37bqp0P4hbh3dTW2cAyy/gyQv16CZggeimGFrGJlXaZWADuimQph880U2pdd5NdU82mSO6qakL9egmoC90UwwtYzP6/Xq93W6HTxwNm/X6E9vY4Lsy+qqM7OtPNrLNcF9x27wro/L5pmMOmz6bXks6mn7wRDel1thtrx86sZsqn2wyR3RTUxfq6Rfw1IV6dBOwQHRTDC1jM+K+EBVp+sET3ZRaz91U/WSToZsAtIRuiqFlbEZ0U0WafvBEN6XWbze1UE1HdVNTvxP9Ap66UI9uAhaIboqhZWxGdFNFmn7wRDelpuVxq47vpvqX6I2O6aaWPnN2+wvQa76PbgIWiG6KoWVsRtZNZmt7487IBlfaNZNvXU9Gdpi9U2pw0GHTZ8tK0w+e6KbUtDxu1bHd1MbJJnNMN7V0od7tL+CJC/XoJmCB6KYYWsZmRDdVpOkHT3RTaloet+rIbmrkZJM5pptaulDv9hfwxIV6dBOwQHRTDC1jM6KbKtL0gye6KbO2/sjqY0d1UzMnm0wv3fTEhXp0E7BAdFMMLWMz4vNNFWn6wRPdlFmP3dRQNR3ZTQ39Vna/gMcX6tFNwALRTTG0jM2IbqpI0w+e6KbM+uumM/1kjTiqmxq6enL3C3h8oR7dBCwQ3RRDy9iM6KaKNP3giW7KrLduaukSvdFx3dTOhXp0E9AXuimGlrEZrS4u3r9//4XFi20uLi7+Yhsb/FBGfywj+/qVjWzz5zL6vozsMHunPOaw6bPptaSj6QdPdFNmnXVTO/eDuHVcN7Xza7n7BTy6UI9uAhaIboqhZWxSFi5igxvtGhuttHt5uZ48cLMb2TvlMYcN7g6zvZQ0/eCJbsqspT8V9JSDuqm5k02GbgLQErophpaxSZV2GdiAbgr0/2/vbn9ju647z8fKIK99MeM0GugX6hcBco3xjYFBXiWR4EY0IyDpyJ10HtuCQUoQ7JKF27LLLVmUdGk3rVzqr551zv6xyEMWD+s8rLV31fp+gGHVvuQZVlR7huvrc3io7QdPdFNmp9RN7Z1sMvO6qZ0L9W7fgAcX6tFNwBGim2JojE2qtEvHFnRTIG0/eKKbMjudbmrsfhA3ZnZTMyec7rwBetk7dBNwhOimGBpjM+K+EBVp+8ET3ZTZqXRTi5fo9U6om+5fqEc3AUeIboqhMTYjuqkibT94opsyO5FuavISvd7MbmrmQr07b8D9C/XoJuAI0U0xNMZmRDdVpO0HT3RTZifRTc2ebDIn1E33L9Sjm4AjRDfF0BibkXXTxY4lzEd6amz1tZ5eXHxpK3v4oqw+KCtjPynnHNa5PUyvJR1tP3iimzJr5w8F7XdIN7V7ssnM7aZWLtS7+wbcu1CPbgKOEN0UQ2NsRtZN5sqe9U96tuiiRgafuhys7DD7SanFpMOG3y0rbT94opsyO/5uavlkk5nbTd+W/+uqu/sG3LtQj24CjhDdFENjbEZ0U0XafvBEN2V29N3UdjUt6KZG3hm6CTgtdFMMjbEZ0U0VafvBE92U2ZF3U6M3H79jdjc1cqHe4A0YXqhHNwFHiG6KoTE2I+4LUZG2HzzRTZkddTc1foleb3Y3NXKhHt0EnBa6KYbG2Izopoq0/eCJbspM03Gzxrqp6ftB3JjfTW0k7eANGF6oRzcBR4huiqExNiO6qSJtP3iimzLTdNysx7vpT/+L/k9o2/xuauNCveEboFde0E3AEaKbYmiMzej6+vrs7OyTrmHOzmzxK3uwxUdl9duyso/vly/8sKw+2x1mPynnHDb8bnot6Wj7wRPdlJmm42Y92k1/diRj+2l10+BCPboJOEJ0UwyNsUlZuIgtrvXU2KqLmmIz+MLtbmU/Kecc1rk9zJ6lpO0HT3RTZpqOm/VIN3UXjJ16N7Vxod7wDRhcqEc3AUeIboqhMTap0i4dW9BNgbT94IluykzTcbP2dtOf9qc96KYI994AvfQe3QQcIbophsbYpEq7dGxBNwXS9oMnuimxRm52/bh93fRnxzS2L+imJt6ce2/A3Qv16CbgCNFNMTTGZsR9ISrS9oMnuimxI+ymcrLpaMb2Bd3UxMnAe2/A3Qv16CbgCNFNMTTGZkQ3VaTtB090U2LH10062WROv5tauFCPbgJOC90UQ2NsRnRTRdp+8EQ3JXZs3bQ72WROv5taeHfuh+vRvQEABuimGBpjM7JuMlf2rH/Ss8WFnprBpy4HKzvMflJqMemw4XfLStsPnuimxI6sm+7+dk2CbmrhQj26CTgtdFMMjbEZ0U0VafvBE92U2Fuajpt1d2y/vUSvl6CbGrhQ73433blQj24CjhDdFENjbEZ0U0XafvBENyV2RN109xK9XoJuauB04P1uunMncroJOEJ0UwyNsRlZN202m2+urq7swSrmE3uwxUVZfVxW9rFb2cdXZfWLsrLD7CflnMOG302vJR1tP3iimxI7nm66d7LJ0E0RHnTTbb7STcARoptiaIzNiPtCVKTtB090U2LH0k0PTjaZBN3UwIV6D7rp9kI9ugk4QnRTDI2xGdFNFWn7wRPdlNiRdNPDk02GborwoJtuL9Sjm4AjRDfF0BibEd1UkbYfPNFNiR1FN939m0F3ZOim+hfqPeym3ak/ugk4QnRTDI2xSVm4iC2u9dTY6kxPX77cDL5wu1vZT8o5h3VuD7NnKWn7wRPdlFgLf1l11H/ce4leL0M31b8T+cNu2mUs3QQcIbophsbYpEq7dGxBNwXS9oMnuimx9rtp7yV6vRTdVP0NopuA00I3xdAYm1Rpl44t6KZA2n7wRDcl1no3vfgvmtH3SNFN1S/Ue9hNuwv16CbgCNFNMTTGZrTdbi8vL7sbhNuDLT6zB1t8UFZflZV9fFW+8Kdl9fnuMPtJOeew4XfTa0lH2w+e6KbEGu+mt4bZMZSim6pfqEc3AaeFboqhMTYj7gtRkbYfPNFNiTXdTS/evZcdQzm6qfY7tKebbi7Uo5uAI0Q3xdAYmxHdVJG2HzzRTYlpOG6SVRPdVP1CvT3ddHMncroJOEJ0UwyNsRnRTRVp+8ET3ZSYhuMGvVVeIN2k/x617OsmXahHNwFHiG6KoTE2I+smc2XP+ic9W1zoqRl86nKwssPsJ6UWkw4bfrestP3giW5KTMNxc7pL9Hrpu6n2hXr7ukkX6tFNwBGim2JojM2IbqpI2w+e6KbENBy3RiebDN1U+U8T7+smXahHNwFHiG6KoTE2I7qpIm0/eKKbEtNw3JbdySZDN1W+UG9vN5UL9egm4AjRTTE0xmZk3bTdbl+V24JbxXxYbhX+RVl1D+VTv7aVPXxeVt19xe3BDrOflHMOG343vZZ0tP3giW7Kq/pfB9rnTjXRTabuhXp7u6lcqEc3AUeIboqhMTYj7gtRkbYfPNFNeTXYTS/00oRuopsArIhuiqExNiO6qSJtP3iim/JqrpvuXqLXo5sqv0l7u6lcqEc3AUeIboqhMTYjuqkibT94opvyaq2bbu8HcYNuqvxLaHQTcFrophgaY5OycBFbXOupsdWZnr58uRl84Xa3sp+Ucw7r3B5mz1LS9oMnuikvusndCt1U9UK9/d3UX6hHNwFHiG6KoTE2qdIuHVvQTYG0/eCJbsqr8j2uH6Cb9qlat/u7qb8TOd0EHCG6KYbG2KRKu3RsQTcF0vaDJ7opr9a66f5vN9FNPf3XqeKRbuou1KObgCNEN8XQGJvRzzebq6ur7jeOuofN5n17sMWXZfVpWdnHb2xlD919xe3hVVmV32+ac9jwu+m1pKPtB090U150k7s1uqnmhXqPdFN3oR7dBBwhuimGxtiMuC9ERdp+8EQ35UU3uVujm2peqPdIN3UX6tFNwBGim2JojM2IbqpI2w+e6Ka86CZ3p9pNf0k3AUeJboqhMTYjuqkibT94opvyopvcrdFNNS/Ue6yb/pRuAo4S3RRDY2xG1k3myp71T3q2uNBTM/jU5WBlh9lPSi0mHTb8bllp+8ET3ZRX1Ttc76GXdQfd1KGbAKyEboqhMTYjuqkibT94opvyopvcrdJNFS/Ue6yb/sNf0k3AMaKbYmiMzYhuqkjbD57oprzoJnerdFPFO5HTTcBpoZtiaIzNiN9vqkjbD57oprzoJnfrdFO9N+rRbvpTugk4RnRTDI2xGdFNFWn7wRPdlBfd5G6dbqp3od6j3fQf6CbgGNFNMTTGZkQ3VaTtB090U16ajVvxQi/rDrqp0H+heI9301/STcARoptiaIzN6Oz8/PXr1x9bvNjD+fn57+zBFl+X1S/Lyj5+ait7+E1ZfVVWdpj9pJxz2PC76bWko+0HT3RTXpqNW0E3ParamcHHu+lP6SbgCNFNMTTGJmXhIra41lNjqzM9fflyM/jC7W5lPynnHNa5PcyepaTtB090U16ajVtBNz2q2oV6j3fTf6CbgCNEN8XQGJtUaZeOLeimQNp+8EQ35aXZuBV006Na7Kb/otcG4IjQTTE0xiZV2qVjC7opkLYfPNFNeWk2bgXd9LhaF+qNdNP/rZcG4IjQTTE0xmbEfSEq0vaDJ7oprYp/TnWvt/S67qCbhG4CsAa6KYbG2Izopoq0/eCJbkqLbvK3VjfVeq9Guuk/vqvXBuB40E0xNMZmRDdVpO0HT3RTWnTTbD9550c/+vPOj9555x39215rdVOtayrpJuC00E0xNMZmZN10sWMJ85GeGlt9racXF1/ayh6+KKsPysrYT8o5h3VuD9NrSUfbD57oprTopll+8pOSTLd+9Hg6rdZNlS7UG+umPb+PBqBxdFMMjbEZWTeZK3vWP+nZoosaGXzqcrCyw+wnpRaTDht+t6y0/eCJbkqLbprhQTQVj511Wq2bKr1ZY930pl4agONBN8XQGJsR3VSRth880U1pvaXZuBVH0E2PVFNnfzit1k2VLtQb7SYu1AOODt0UQ2NsRnRTRdp+8EQ3pdVaN+0ZwxvrpnfUSPvtK6f1uqnOhXqj3cSFesDRoZtiaIzNiPtCVKTtB090U1p00zQjJ5uKH+kL71ivm+pcqDfaTVyoBxwduimGxtiM6KaKtP3giW5Ki26a5CeqozEPTjmddjdxoR5wbOimGBpjM6KbKtL2gye6KS26aYrxa/Ru3A+n9bqpzoV6493EhXrAsaGbYmiMzej6+vrs7OyTrmHOzmzxK3uwxUdl9duyso/vly/8sKw+2x1mPynnHDb8bnot6Wj7wRPdlBbdNMFh2fQgnFbspipvF90EnBa6KYbG2KQsXMQW13pqbNVFTbEZfOF2t7KflHMO69weZs9S0vaDJ7oprUp/EuhRell3NdNNh2bTn//5T3REsWI3VblQb7ybuFAPODZ0UwyNsUmVdunYgm4KpO0HT3RTWnTT4RRFhxiE04rdVOX9eqKb9tw6HkDL6KYYGmOTKu3SsQXdFEjbD57oprTopoM9dSe9uwZ31TvxbuJCPeDI0E0xNMZmxH0hKtL2gye6KS266VCHX6XXufsrTmt2U40L9Z7oJi7UA44M3RRDY2xGdFNF2n7wRDelRTcdSkF0qDtX6q3ZTd/qv1Mkugk4LXRTDI2xGdFNFWn7wRPdlFY/GLdj3zVfbXTTtNNNgyv1Vu2mCqH7VDdxoR5wXOimGBpjM7JuMlf2rH/Ss8WFnprBpy4HKzvMflJqMemw4XfLStsPnuimtPrBuB3NdtPUbLp7wmnVbqpwod5T3bTvJCGAdtFNMTTGZkQ3VaTtB090U1r93NuOE+qm2xNOJ99NXKgHHBW6KYbG2Izopoq0/eCJbkqrn3vb0Ww3KYam2J1wWrWbKlyo92Q3caEecFTophgaYzOybtpsNt9cXV3Zg1XMJ/Zgi4uy+ris7GO3so+vyuoXZWWH2U/KOYcNv5teSzrafvBEN6XVz73taLWbpp9ucuum+BNOdBNwWuimGBpjM+K+EBVp+8ET3ZRVjdtaj9n3N1Rb6KYpf7vpxu5CvZPvJi7UA44K3RRDY2xGdFNF2n7wRDdlRTcdRik0jY5duZviL9R7upv2vW0AWkU3xdAYmxHdVJG2HzzRTVnRTQeZc5ne7YV6p99NXKgHHBO6KYbG2KQsXMQW13pqbHWmpy9fbgZfuN2t7CflnMM6t4fZs5S0/eCJbsqKbjrIvG56R0ev3E3h79nT3cQJJ+CY0E0xNMYmVdqlYwu6KZC2HzzRTVnRTQeZ1003v+C0cjeF38vjgG6inIAjQjfF0BibVGmXji3opkDafvBEN2X1lqbeVjTaTXNuC+HXTdEX6h3UTYQTcDTophgaYzPabreXl5fdDcLtwRaf2YMtPiirr8rKPr4qX/jTsvp8d5j9pJxz2PC76bWko+0HT3RTVq11074bszXQTQqhqXT02t0UfZLwsG6inIBjQTfF0BibEfeFqEjbD57opqzopoOog6bS0Wt3U/SFeod2E+EEHAe6KYbG2Izopoq0/eCJbsqKbjqIOmgqHb16NwVfqHdwN/GHnICjQDfF0BibEd1UkbYfPNFNWdFNB1EHTaWjV++m4Av1JnQTp5yAI0A3xdAYm5F1k7myZ/2Tni0u9NQMPnU5WNlh9pNSi0mHDb9bVtp+8EQ3ZUU3HUQdNJWOztRNb77glBPQOrophsbYjOimirT94Iluyir8b6g+QS9roIFuaut+etFv26Ru4pQT0Dy6KYbG2Izopoq0/eCJbsqKbjrIvG5y+ru3puluIpyAxtFNMTTGZmTdtN1uX5XbglvFfFhuFf5FWXUP5VO/tpU9fF5W3X3F7cEOs5+Ucw4bfje9lnS0/eCJbsqKbjrIvL9769dNsRfqTe0mygloG90UQ2NsRtwXoiJtP3iim7Kimw7yE5XQNH7dFHsn8undRDgBLaObYmiMzYhuqkjbD57opqzopsOohKbRsR7dFPq+zegmygloGN0UQ2NsRnRTRdp+8EQ3ZaUhtxUv9LIGWuimOb/gdHNbCI9uCr1Qb1Y3EU5As+imGBpjk7JwEVtc66mx1Zmevny5GXzhdreyn5RzDuvcHmbPUtL2gye6KSvNuK1otpvmXKh3c5meRzeFvnHzuok7kgOtoptiaIxNqrRLxxZ0UyBtP3iim7LSiNuKk+omHerTTZEX6s3sJk45AY2im2JojE2qtEvHFnRTIG0/eKKbstKA24pmu2nGhXq7000u3RR5od7sbiKcgCbRTTE0xmb0883m6uqq+42j7mGzed8ebPFlWX1aVvbxG1vZQ3dfcXt4VVbl95vmHDb8bnot6Wj7wRPdlJXm21a0203TTzjRTR3KCWgP3RRDY2xG3BeiIm0/eKKbkor9O0BP2ztlN9FNk0843WaTSzdFXqi3pJsIJ6A9dFMMjbEZ0U0VafvBE92UFN10sKknnHRYJ3U3UU5Ac+imGBpjM6KbKtL2gye6KSm66XDvKIgOc+d0k083Bb51C7uJcAIaQzfF0BibkXWTubJn/ZOeLS701Aw+dTlY2WH2k1KLSYcNv1tW2n7wRDclRTdNMOVKvd3fbuq4dFPgr6Yt7SbKCWgL3RRDY2xGdFNF2n7wRDclRTdNMOVKPR1S+HRT3IV6y7uJcAJaQjfF0BibEd1UkbYfPNFNSb2lsbYVTXfThHC6e5WeVzfFNe8K3cQfwQUaQjfF0BibEb/fVJG2HzzRTUm11k17h+tmuungX3EaZpNTN8VdqLdGN3HKCWgH3RRDY2xGdFNF2n7wRDclRTdNc1g43csmr24Ku1BvnW4inIBW0E0xNMZmRDdVpO0HT3RTUnTTRIeE00/0tTtO3RR2od5K3UQ5AY2gm2JojM3o7Pz89evXH1u82MP5+fnv7MEWX5fVL8vKPn5qK3v4TVl9VVZ2mP2knHPY8LvptaSj7QdPdFNSdNNkT91V70cPsolu2iGcgBbQTTE0xiZl4SK2uNZTY6szPX35cjP4wu1uZT8p5xzWuT3MnqWk7QdPdFNSdNN046ec3tFX3eXUTWEX6q3XTZQT0AK6KYbG2KRKu3RsQTcF0vaDJ7opqbh7WR9GL2uosW4aK6c9J5uMVzdFVe+a3UQ4AfXRTTE0xiZV2qVjC7opkLYfPNFNSdFNs7yzv5z2V5NfN0VdqLdqN3FHcqA6uimGxtiMuC9ERdp+8EQ3JUU3zfXO/d9z+tFPHqkmv26KevvW7SZOOQG10U0xNMZmRDdVpO0HT3RTUnTTAu+8o3j60Y/eebSZOnTTPYQTUBXdFENjbEZ0U0XafvBENyVFN93x9vNn9v+r/s6zZ8/1D2tx66agC/VW7ybKCaiKboqhMTYj66aLHUuYj/TU2OprPb24+NJW9vBFWX1QVsZ+Us45rHN7mF5LOtp+8EQ3JaUpthUv9LKGVu+mro523i7/9vZzrXvrlpNbNwW9fw7dRDgBFdFNMTTGZmTdZK7sWf+kZ4suamTwqcvByg6zn5RaTDps+N2y0vaDJ7opKQ2xrYjpprf7NLpR/mlQTeZZ/88r8eummPOFHt1EOQH10E0xNMZmRDdVpO0HT3RTUhphWxHUTf3leNKfbrpfTWbNcPLrppgL9Xy6iXACaqGbYmiMzYhuqkjbD57opqQ0wbYi6Dq9b7+9LSdbDM8/3dD1e2vw66aYN9CpmygnoBK6KYbG2Iy4L0RF2n7wRDclpfm1FWHdtAun5zcnm549N3dPRK14wsmxm0Iu1HPrJsIJqIJuiqExNiO6qSJtP3iim3KK+sOph9o/Rnt209v9RXvPbk4u3b2ET/+0AsduCnkH/bqJP4IL1EA3xdAYmxHdVJG2HzzRTTml76Zn3TV6u2rq3IbTevfUo5tGcMoJCEc3xdAYm9H19fXZ2dknXcOcndniV/Zgi4/K6rdlZR/fL1/4YVl9tjvMflLOOWz43fRa0tH2gye6Kae83dSXUTHso9tfdjqKbgq5UM+1mwgnIBzdFENjbFIWLmKLaz01tuqiptgMvnC7W9lPyjmHdW4Ps2cpafvBE92UU9puunMriPv3f9idcKKbbvh2E+UERKObYmiMTaq0S8cWdFMgbT94optySttNuxuPD67R6+0+dRzdFPEWencT4QTEoptiaIxNqrRLxxZ0UyBtP3iim3J6S3NrK8K6qQ8js+emeUfWTRG3RHTvJsoJCEU3xdAYmxH3hahI2w+e6KacWuum/TdXW7+bdpfp7fkjTcfWTQEX6gV0E+EEBKKbYmiMzYhuqkjbD57oppyydtNNG+3Jpttu2vfJeVy7KeBCvYhu4o7kQBy6KYbG2Izopoq0/eCJbsopazf1XWS0HDi2bgq4UC+kmzjlBIShm2JojM3Iuslc2bP+Sc8WF3pqBp+6HKzsMPtJqcWkw4bfLSttP3iim3JK2k03l+ntvRJv101ar8C3m/wv1Avqpjdf6P8iAL7ophgaYzOimyrS9oMnuimnpN00dpne2C0j5vLtJv8L9aK6iVNOQAy6KYbG2Izopoq0/eCJbsop4o//TKGXdc/q3dR3kdFySJ9b8bYQdNPhCCcgAN0UQ2NsRtZNm83mm6urK3uwivnEHmxxUVYfl5V97Fb28VVZ/aKs7DD7STnnsOF302tJR9sPnuimnHJ20+hlemO32pvLt5v838XAbqKcgAB0UwyNsRlxX4iKtP3giW7KKWc3jV6m5/DrTXTTJIQT4I1uiqExNiO6qSJtP3iim3LK2U19Fhkth/S5NS/T8+4m9wv1YruJcgK80U0xNMZmRDdVpO0HT3RTTim7KfwyPe9ucr8TeXQ3EU6AL7ophsbYpCxcxBbXempsdaanL19uBl+43a3sJ+Wcwzq3h9mzlLT94IluykljaiseuQ/1yt00epnerpu0XoV3N3nnb3g38UdwAVd0UwyNsUmVdunYgm4KpO0HT3RTTppSWxHTTX0WPXaf8ZuoWvMyPfdu8r5QL76bOOUEeKKbYmiMTaq0S8cWdFMgbT94opty0ozaipBuujmjNH66ac3L9Ny7yft9rNFNhBPgh26KoTE2o+12e3l52d0g3B5s8Zk92OKDsvqqrOzjq/KFPy2rz3eH2U/KOYcNv5teSzrafvBEN+WkEbUVId10c0ZJy6GHd9N7+/nzZ90/PHs2/xSUezc5X6hXpZsoJ8AN3RRDY2xG3BeiIm0/eKKbctKA2oqQbuoiyOyvIH3y5rNv7zqq92zmWSj3bnK+UK9SNxFOgBO6KYbG2Izopoq0/eCJbkrJ/QbWEz0yJ6/aTYddptevdtH07Fl/yql71n9iKrppLsoJ8EA3xdAYmxHdVJG2HzzRTSll7KaDLtPrTzfpuQJLn5oVTu7d5HyhXr1uIpwAD3RTDI2xGVk3mSt71j/p2eJCT83gU5eDlR1mPym1mHTY8Ltlpe0HT3RTShm7qa+fp/54U7/qn912kj4551I9/256S/8FfVTspjff5I7kwOrophgaYzOimyrS9oMnuimlhN10k0Z7u2lwuql0051MKp+dc8LJv5t838mq3cQpJ2B1dFMMjbEZ0U0VafvBE92UUsJuukmjfaeNhqeb+m4a5FX5JSctpvDvJt8L9ep202O3CwEwF90UQ2NsRtZN2+32VbktuFXMh+VW4V+UVfdQPvVrW9nD52XV3VfcHuww+0k557Dhd9NrSUfbD57oppR8r+6aLqCb+vQxWg7c3PxBTdU9Lc+kfH7GhXp000KccgJWRTfF0BibEfeFqEjbD57oppRa66ZHfpVlxW4au0zv/ufuPC3Kuap9hz4hoJtcTx1W7ybCCVgV3RRDY2xGdFNF2n7wRDellK+bhr/BNHCTTY//AlM5uM3zTa5/iqt+N1FOwJrophgaYzOimyrS9oMnuimlfN3Ul4/Z0033rtLbo+lu8rxQr4VuIpyA9dBNMTTGJmXhIra41lNjqzM9fflyM/jC7W5lPynnHNa5PcyepaTtB090U0rpuml354eH3fR0NqmbtJgiops8L9RropsoJ2A1dFMMjbFJlXbp2IJuCqTtB090U0rpuunmMr2HF+MdkE3lZNWMX28K6SbPC/Ua6SbCCVgJ3RRDY2xSpV06tqCbAmn7wRPdlJLrTdhm0Mu6b71u6sunp3+4cUg2lZNVMy7Ti+kmxzezlW5688UjZQ1gErophsbYjH6+2VxdXXW/cdQ9bDbv24MtviyrT8vKPn5jK3vo7ituD6/Kqvx+05zDht9NryUdbT94optSytZNu8v07p1w2v37aBQ9/RWPCekmxwv1mukmTjkBq6CbYmiMzYj7QlSk7QdPdFNK2bqpLx95tiugt29ONj1+J71O/1VzrtIL6ibHd7OhbiKcgBXQTTE0xmZEN1Wk7QdPdFNKybrpzummzrNnz81NND1xKmn+RXomppv8Tji11E2UE7Ac3RRDY2xGdFNF2n7wRDellKybdneF2Ge8mvq6uj1FNVFMN/ndGaKtbiKcgKXophgaYzOybjJX9qx/0rPFhZ6awacuBys7zH5SajHpsOF3y0rbD57oppQ0h7bihV7WfWt1U9c+nW/vnGQqno8U0dtvl96aXU1h3eSWwY11E+UELEQ3xdAYmxHdVJG2HzzRTSlpCm2FczfdXKbX/47S82fPSjw9ez4WTbsb7dnX6V9mCOomtwv1musmwglYhG6KoTE2I7qpIm0/eKKbUtIQ2grnbrq5TG/SeaO7Z6Zmp1NQN7n9Pa72uunRv/UF4AB0UwyNsRnx+00VafvBE92UkkbQVjh3U98+RsvDPOvowNnX6kV1k9cb2mI3ccoJmI9uiqExNiO6qSJtP3iim1LSBNoK324aXKY31e43omaFU1g3OZ1warKb+CO4wGx0UwyNsRnRTRVp+8ET3ZSR419KneWxMwjrdNOsy/TuUDnNOTysm5xuDdFmN3HKCZiLboqhMTajs/Pz169ff2zxYg/n5+e/swdbfF1Wvywr+/iprezhN2X1VVnZYfaTcs5hw++m15KOth880U0Z5eqmvnqMltOVcBr/47j7xXWTz1vaajcRTsA8dFMMjbFJWbiILa711NjqTE9fvtwMvnC7W9lPyjmHdW4Ps2cpafvBE92UUapuWnSZXlHCacb/C+K6yeeEU7PdRDkBs9BNMTTGJlXapWMLuimQth880U0ZpeqmpZfpGf0dJ60mCOwml99Za7ibCCdgBrophsbYpEq7dGxBNwXS9oMnuimjVN3UN4/Rcpa5/2+I7CaPN7XlbqKcgOnophgaYzPivhAVafvBE92Ukdef+5nLs5tWuEzv5kI9LSaI7CaPK/Xa7ibCCZiKboqhMTYjuqkibT94opsyaq2bHruv9BrdtMJlejfdNP3/FaHd5BBOjXcTdyQHJqKbYmiMzYhuqkjbD57opowydVNfPEbLeY7ifJPDlXqtdxOnnIBp6KYYGmMzsm662LGE+UhPja2+1tOLiy9tZQ9flNUHZWXsJ+Wcwzq3h+m1pKPtB090U0aJuunmMr05dxG/dRzdtP772n43EU7AFHRTDI2xGVk3mSt71j/p2aKLGhl86nKwssPsJ6UWkw4bfrestP3giW7KKFE39cFjJnRTd2Xfvd+Gmvr/ihvB3bT6G3sE3UQ5ARPQTTE0xmZEN1Wk7QdPdFNGebqpnCgyE7vp3pf3/69o++83FSv/itNRdBPhBByMboqhMTYjuqkibT94opsycvkbqQvoZT2wuJt22TTlpg79nST0vCj3lphxZ4nwblr5rT2ObqKcgEPRTTE0xmbEfSEq0vaDJ7opoxzd9PbNrfSKZ4eeL+oPG5xw6o+fcyPz+G5a9709lm4inIDD0E0xNMZmRDdVpO0HT3RTRim6qY+dgQNPGJXcuhNO/VmrGb/dVKWbVr2p3tF0E+UEHIRuiqExNiO6qSJtP3iimzLK0E03N9K7Q595ik5T6fyUzlrNyqYa3bRqOB1RNxFOwAHophgaYzO6vr4+Ozv7pGuYszNb/MoebPFRWf22rOzj++ULPyyrz3aH2U/KOYcNv5teSzrafvBEN2WU4zq9uW4v73v27OYXpOZlU5VuWjOcjqmb+CO4wNPophgaY5OycBFbXOupsVUXNcVm8IXb3cp+Us45rHN7mD1LSdsPnuimjDRotuKFXtYDdbrJyunO/SQ6z2bcEqJXpZtWDKej6iZOOQFPoptiaIxNqrRLxxZ0UyBtP3iimzLSmNmK5rrJvP1c55qePX8+t5pqddN6JxSPrJsIJ+AJdFMMjbFJlXbp2IJuCqTtB090U0aaMlvRYjeto1Y3rRVOx9ZNlBMwjm6KoTE2I+4LUZG2HzzRTRlpxmwF3bS+df608fF1E+EEjKGbYmiMzYhuqkjbD57opow0YraCbnKwSjgdYTdRTsAIuimGxtiM6KaKtP3giW5KaNU/8bOCRwddummBNcLpKLuJcAIeRTfF0BibkXWTubJn/ZOeLS701Aw+dTlY2WH2k1KLSYcNv1tW2n7wRDclRDdFqdlNa/yS03F2E3ckBx5DN8XQGJsR3VSRth880U0J0U1R6nbT8lNOR9pNnHICHkE3xdAYmxHdVJG2HzzRTQnRTVEqd9PicDrabnr8d+aA1OimGBpjM7Ju2mw231xdXdmDVcwn9mCLi7L6uKzsY7eyj6/K6hdlZYfZT8o5hw2/m15LOtp+8EQ3JUQ3RandTUvL6Xi7iVNOwD50UwyNsRlxX4iKtP3giW5KaJVbra2IbnK06M0+5m4inICH6KYYGmMzopsq0vaDJ7opoda66dHf4qeb1rDg7T7qbqKcgAfophgaYzOimyrS9oMnuikhuilKE9204P0+8m4inIB76KYYGmOTsnARW1zrqbHVmZ6+fLkZfOF2t7KflHMO69weZs9S0vaDJ7opIbopShvd9O27c+9IfuzdRDkBQ3RTDI2xSZV26diCbgqk7QdPdFNCdFOURrpp9lt+/N1EOAF30U0xNMYmVdqlYwu6KZC2HzzRTQnRTVGa6aaZ7/kJdBN/BBe4g26KoTE2o+12e3l52d0g3B5s8Zk92OKDsvqqrOzjq/KFPy2rz3eH2U/KOYcNv5teSzrafvBENyU096otL3pZD9FNK5pTTqfQTZxyAm7RTTE0xmbEfSEq0vaDJ7opIbopSkvdNCecTqObCCfgBt0UQ2NsRnRTRdp+8EQ3JUQ3RWmqm2aU04l0E+UECN0UQ2NsRnRTRdp+8EQ3JUQ3RWmsmyaH08l0E+EE9OimGBpjM7JuMlf2rH/Ss8WFnprBpy4HKzvMflJqMemw4XfLStsPnuimhOimKK1109Q7kp9ON1FOQIduiqExNiO6qSJtP3iimxLSINmKF3pZD9FN65t0yumUuolwAuimKBpjM6KbKtL2gye6KSHNka2gm0JNCaeT6qaRG94DWdBNMTTGZmTdtN1uX5XbglvFfFhuFf5FWXUP5VO/tpU9fF5W3X3F7cEOs5+Ucw4bfje9lnS0/eCJbkpIU2Qr6KZgh5fTiXUTp5yQHt0UQ2NsRtwXoiJtP3iimxLSENkKuinaweF0at00steAFOimGBpjM6KbKtL2gye6KSHNkK2gm+IdWE4n102cckJydFMMjbEZ0U0VafvBE92Uz7uaIFvx+CRLN7k5LJxOsJsIJ6RGN8XQGJuUhYvY4lpPja3O9PTly83gC7e7lf2knHNY5/Ywe5aSth880U350E1h2u2mw+5IfordRDkhM7ophsbYpEq7dGxBNwXS9oMnuikfuilMw9100Cmn0+wmwgl50U0xNMYmVdqlYwu6KZC2HzzRTfnQTWGa7qYDwulEu4lyQlp0UwyNsRn9fLO5urrqfuOoe9hs3rcHW3xZVp+WlX38xlb20N1X3B5elVX5/aY5hw2/m15LOtp+8EQ35UM3hWm7m54up5PtJsIJSdFNMTTGZsR9ISrS9oMnuimfA++lFoZuqueJvXC63fTmC/4ILjKim2JojM2IbqpI2w+e6KZ8WuumxwdYusnf6G444W7ilBNSoptiaIzNiG6qSNsPnuimfOimMEfQTaPb4aS7iXBCQnRTDI2xGVk3mSt71j/p2eJCT83gU5eDlR1mPym1mHTY8Ltlpe0HT3RTPnRTmGPoprE7kp92N1FOyIduiqExNiO6qSJtP3iim/Khm8IcRTeN7IhT7ybCCdnQTTE0xmZEN1Wk7QdPdFM+dFOYI+mmR7fEyXcT5YRk6KYYGmMz4vebKtL2gye6KYm3nz+z/7/Rd549e/7t45dl1aFXuAfdFGZ/OSXoJsIJqdBNMTTGZkQ3VaTtB09006np6mjn7fJvbz/Xuvd/aWBsRXmN+9BNcfaGU4ZuGjvhCZwauimGxtiM6KaKtP3giW46MW/3aXSj/NOgmswbmhcb0b/IveimSHvKKUc3ccoJedBNMTTGZnR2fv769euPLV7s4fz8/Hf2YIuvy+qXZWUfP7WVPfymrL4qKzvMflLOOWz43fRa0tH2gye66cS83V+OJ/3ppvvVZNoKp/5170U3hXoYTkm6iT+CizTophgaY5OycBFbXOupsdWZnr58uRl84Xa3sp+Ucw7r3B5mz1LS9oMnuun03JaTLYbnn258T/NiE8qr3oduivXgjuRZuolTTsiCboqhMTap0i4dW9BNgbT94IluOkE34fT85mTTs+fm7omolk44vdCr3oNuinbvlFOebiKckAPdFENjbFKlXTq2oJsCafvBE910gm4K6e3+or1nujnE4BI+DYsLfP8HP/zhn3d++IMf/ED/Ngvd1JJhOCXqJsoJKdBNMTTGZsR9ISrS9oMnuukEqY+eddfo7aqpcxtO39WsOM/3v1+S6dYP56cT3dSWu+WUqpsIJyRAN8XQGJsR3VSRth880U0nqC+j4rn+qbj9Zacl3fQgmoq5Z53opsbcCadc3UQ54fTRTTE0xmZEN1Wk7QdPdNPpuXMriLsnmzq7E07zu+mRaurMCye6qTm7csrWTYQTTh3dFENjbEbWTRc7ljAf6amx1dd6enHxpa3s4Yuy+qCsjP2knHNY5/YwvZZ0tP3giW46Pbsbjw+u0evtPjW7m36gRtpvTjmNjKp0UyU34ZSum7gjOU4c3RRDY2xG1k3myp71T3q26KJGBp+6HKzsMPtJqcWkw4bfLSttP3iim05PH0bmmdZ3LO2mkZNNxQ/1hRPQTQ3SHcnzdROnnHDa6KYYGmMzopsq0vaDJ7rp5Owu03twtmlxN31fdTRm8iknuqlJ/SmnjN1EOOGU0U0xNMZmRDdVpO0HT3TTyblpoz3ZdNtNs/7w7fg1ejemhhPd1KYunFJ2E+WEE0Y3xdAYmxH3hahI2w+e6KaT03eR0XJgUTcdlk2Tw4luatVbWbuJcMLJoptiaIzNiG6qSNsPnuimU3Nzmd7wDuSy6ybNh1Mcmk1//uff1xGHoZua9VbWbqKccKrophgaYzOimyrS9oMnuunUjF2mtzsX9YamwykURYeYFE4jNzCjmyr7H3+mSnroxLuJcMJpoptiaIzN6Pr6+uzs7JOuYc7ObPEre7DFR2X127Kyj++XL/ywrD7bHWY/KeccNvxuei3paPvBE910avouMloO6XNzbgvx1J307pp0Vz26qV3/468fDadT7ybKCSeJboqhMTYpCxexxbWeGlt1UVNsBl+43a3sJ+Wcwzq3h9mzlLT94IluOjGjl+ntbrU3/debDr9KrzPlV5zopnbZ6//LP1Uo3XP63UQ44QTRTTE0xiZV2qVjC7opkLYfPNFNJ2b0Mr0Fv96kIDrUhCv16KZ29a9//ymnBN3EH8HF6aGbYmiMTaq0S8cWdFMgbT94optOTJ9FRsshfW7GZXrTTjdNulKPbmpXef17wylDN3HKCSeHboqhMTYj7gtRkbYfPNFNp8XpMr2p2TTlhJNe3D50U2U3r39POeXoJsIJJ4ZuiqExNiO6qSJtP3iim07L6GV6u27STHi46d10+Aknvbh96KbKdq//YTgl6SbKCaeFboqhMTYjuqkibT94optOS59F3/nOMy2HbqJq+mV6iqEpDj7hpBe3D91U2Z3Xf7+c0nQT4YRTQjfF0BibkXWTubJn/ZOeLS701Aw+dTlY2WH2k1KLSYcNv1tW2n7wRDedlJszSuOnmwIu06ObeifUTffDKU83UU44IXRTDI2xGdFNFWn7wRPddFJuzihpOfTwbnrf++533+j/5Y3vjp6DmvK3m24cfKGeXt0+dFNlg9c/vCN5pm4inHAy6KYYGmMzopsq0vaDJ7rppPQR9MhdIe7fTe9739VaRspJKTSNjn3KC726feimyu69AXdPOaXqJu5IjlNBN8XQGJuRddNms/nm6urKHqxiPrEHW1yU1cdlZR+7lX18VVa/KCs7zH5Szjls+N30WtLR9oMnuumUHHaZXj8I7qLpjTfKKSd71n9ijzmX6R18oR7d1LD7b8CdcMrVTZxywomgm2JojM2I+0JUpO0HT3TTKTnoMr3+vNLN8/KrToqox8JpXjf9QEc/gW5q2MM3YFdO2bppdKMCx4JuiqExNiO6qSJtP3iim05JXz9P/fGmfggsT3c3iPheWT9yqd68bjrwF5zopobteQNuwildN3HKCaeAboqhMTYjuqkibT94optOyE0a7e2mm9NNz/sRsH9657565YzTIyec5twWgm7qnGA33ZRTwm4inHD86KYYGmOTsnARW1zrqbHVmZ6+fLkZfOF2t7KflHMO69weZs9S0vaDJ7rphNyk0b5fb9qdbnq3nwC7Z4NK6j/3yB3KFUJT6egnjM2idFNl+9+APpwydhPlhKNHN8XQGJtUaZeOLeimQNp+8EQ3nZA+fYyWA8/0ubdvu2kQSeXmEPsv1FMHTaWjn0A3NeyRN6C7I3nObiKccOTophgaY5Mq7dKxBd0USNsPnuim0zF2md7t5267qX9yo1yoRzet60S7qTvllLSbKCccN7ophsbYjLbb7eXlZXeDcHuwxWf2YIsPyuqrsrKPr8oX/rSsPt8dZj8p5xw2/G56Lelo+8ET3XQ6dr/BpPUdN9n07Ft10wPlzhB007pOtpv++s/SdhPhhGNGN8XQGJsR94WoSNsPnuim09GXj9nTTbur9OimUKfbTX/9P97SG5gPfwQXx4tuiqExNiO6qSJtP3iim07G7s4PD7vpTjZ9+8i4O9ZNrvfTo5saNvoG5A0nTjnhaNFNMTTGZkQ3VaTtB09008m4uUyvuxhv6G42PTbtlt9v2n8/vXnddODfvR373+7ppsqeeAPylhPhhCNFN8XQGJuRdZO5smf9k54tLvTUDD51OVjZYfaTUotJhw2/W1bafvBEN52MPnx6+ocbg2x6bNYtX6LFPfP+7i3ddPLdxCkn4MjQTTE0xmZEN1Wk7QdPdNOp2F2md++E0+7f9Ved9o+6Y5fpvfl9ldA0dNPpd9O3777Q25gP4YRjRDfF0BibEd1UkbYfPNFNp6IPH3mmRrJqujnZtGup/d1ULtPT4gGV0DQ69il0U8MOeAM45QQcEbophsbYjKybttvtq3JbcKuYD8utwr8oq+6hfOrXtrKHz8uqu6+4Pdhh9pNyzmHD76bXko62HzzRTSfizummzrNnz81NNO1ONpm9c2453bT/t5vMnF9wOvC2EHRTyw55Awgn4HjQTTE0xmbEfSEq0vaDJ7rpROzuCrHPbTV9++3eC6ve6L7qkav0zJwL9Q68TO9Nvay96KbKDnsDEpfTWPUDDaKbYmiMzYhuqkjbD57ophPRhU/n2zsnmYrnd6tpfzf1p5ve0GKPOd2kQ5+kl7UX3VTZgW8Ap5yAI0E3xdAYmxHdVJG2HzzRTafh5jK9/m83PX/2rMTTs+f3osns6aZylZ4We02/UO/Q0010U8sOfgPy3h7ihf4LAEeBboqhMTYpCxexxbWeGlud6enLl5vBF253K/tJOeewzu1h9iwlbT94optOw81leg8y6YE9E25/5KO/3NSZfsKJbuqk6SZOOQFHgW6KoTE2qdIuHVvQTYG0/eCJbjoNffoYLUc87Kb+l5tGs2n6CaeDs4luatmEN+BdvZ8JEU44HnRTDI2xSZV26diCbgqk7QdPdNNJGFymN06z3q1DsmnyCScd9rTRy5zopsomvQGccgKaRzfF0Bib0c83m6urq+43jrqHzeZ9e7DFl2X1aVnZx29sZQ/dfcXt4VVZld9vmnPY8LvptaSj7QdPdNNJOPwyvQfddFA2vfnmDxREhzn8dBPd1LJpbwDhBLSOboqhMTYj7gtRkbYfPNFNJ6Frn46WYzTo3ej/4O3T2TTtSr1D/3aToZtaNvUNoJyAttFNMTTGZkQ3VaTtB0900ymYcJnevW7qb6V3SDZNulJPhxyCbmrZ5DeAcAKaRjfF0BibEd1UkbYfPNFNp2DCZXrDbjo8m6aE0+FX6dFNbZvxBiS+Izl/BBfto5tiaIzNyLrJXNmz/knPFhd6agafuhys7DD7SanFpMOG3y0rbT94optOQVc/HS3HDG571mfTd7V40qG/4jQlm8b/V3q6qbI5bwCnnIB20U0xNMZmRDdVpO0HT3TTCZhymd7dbuqz6Q0tDnBYOE3KJrqpabPeAO5IDjSLboqhMTYjuqkibT94optOwJTL9O4Otd2t9CZk02Hh9H197YHoppbNfAM45QQ0im6KoTE2I36/qSJtP3iim05A10wdLUfd6abJ2WSeuqveDydmE93UtLlvAOEEtIluiqExNiO6qSJtP3iim47fzWV6z7QeddtNU+4JcWv8lNO0a/Q6dFPL5r8BlBPQIrophsbYjOimirT94IluOn5d/3QO6qbdPLsnm777ne/o2ZjHy2nyySZDN7VswRtAOAENoptiaIzN6Oz8/PXr1x9bvNjD+fn57+zBFl+X1S/Lyj5+ait7+E1ZfVVWdpj9pJxz2PC76bWko+0HT3TT0XvWBVBnWjd1V+ndu5We/YuejfrB/nKaU01vvjl672a6qbJFb0DeO5KP72qgIrophsbYpCxcxBbXempsdaanL19uBl+43a3sJ+Wcwzq3h9mzlLT94IluOna7bDrsvhA33dSfbtJz6f5JT5/yg/u/5/TD78+qJrqpbcveAE45Aa2hm2JojE2qtEvHFnRTIG0/eKKbjtrbN7fSK549fSfym1m2+/LBVXrf+273T1oc4Ac/UDz98Ic/mNlMHbqpZQvfgMR3JOeP4KJNdFMMjbFJlXbp2IJuCqTtB0900zHrSmfoyVNO6qY+kvYonw1EN7Vs8RvAKSegKXRTDI2xGXFfiIq0/eCJbjpiNzfSu0OfeVwZZPur9PaYelvy5eimli1/AwgnoCV0UwyNsRnRTRVp+8ET3ZRM+WX9x043xXeTXtZ+dFNla7wBlBPQDrophsbYjOimirT94IluSqZ0Ux9Je9BN66KbDOEENINuiqExNiPrposdS5iP9NTY6ms9vbj40lb28EVZfVBWxn5Szjmsc3uYXks62n7wRDclM95N925MHkAvaz+6qbKV3oDEdySnnNAWuimGxtiMrJvMlT3rn/Rs0UWNDD51OVjZYfaTUotJhw2/W1bafvBENyXT2girl7Uf3VTZWm8Ap5yANtBNMTTGZkQ3VaTtB090UzJ0UyS6SbgjOdAEuimGxtiM6KaKtP3giW5KRsNcK17oZe1HN1W24hvAKSegAXRTDI2xGXFfiIq0/eCJbkpGo1wr6KamrfkGEE5AfXRTDI2xGdFNFWn7wRPdlIwmuVbQTU1b9w2gnIDa6KYYGmMzopsq0vaDJ7opGc1xraCbmrbyG0A4AZXRTTE0xmZ0fX19dnb2SdcwZ2e2+JU92OKjsvptWdnH98sXflhWn+0Os5+Ucw4bfje9lnS0/eCJbkpGY1wr6Kamrf4GcEdyoCq6KYbG2KQsXMQW13pqbNVFTbEZfOF2t7KflHMO69weZs9S0vaDJ7opl9buazY+TNJNla3/BnDKCaiJboqhMTap0i4dW9BNgbT94IluyoVuCkU3PZD4juSUE+qjm2JojE2qtEvHFnRTIG0/eKKbcqGbQtFNe3DKCaiGboqhMTYj7gtRkbYfPNFNudBNoeimfRKHE38EF5XRTTE0xmZEN1Wk7QdPdFMudFMoumk/TjkBddBNMTTGZkQ3VaTtB090Uy6tDax0U9Pc3gDCCaiCboqhMTYj6yZzZc/6Jz1bXOipGXzqcrCyw+wnpRaTDht+t6y0/eCJbsqltXl1/LIluqkyxzeAO5IDFdBNMTTGZkQ3VaTtB090Uy50Uyi66XGccgLi0U0xNMZmRDdVpO0HT3RTLnRTKLppBHckB8LRTTE0xmZk3bTZbL65urqyB6uYT+zBFhdl9XFZ2cduZR9fldUvysoOs5+Ucw4bfje9lnS0/eCJbsqFbgpFN43ilBMQjG6KoTE2I+4LUZG2HzzRTbnQTaHopnGJw4k7kqMKuimGxtiM6KaKtP3giW7KpbXfxtfLegTdVJn/G8ApJyAS3RRDY2xGdFNF2n7wRDflQjeFopueRDgBgeimGBpjk7JwEVtc66mx1Zmevny5GXzhdreyn5RzDuvcHmbPUtL2gye6KRe6KRTddADuSA6EoZtiaIxNqrRLxxZ0UyBtP3iim3Khm0LRTYfglBMQhW6KoTE2qdIuHVvQTYG0/eCJbsqFbgpFNx2EO5IDQeimGBpjM9put5eXl90Nwu3BFp/Zgy0+KKuvyso+vipf+NOy+nx3mP2knHPY8LvptaSj7QdPdFMuGtZa8UIv6xF0U2VhbwCnnIAQdFMMjbEZcV+IirT94IluykWzWivoprbFvQGJw4lyQiC6KYbG2Izopoq0/eCJbspFk1or6Ka2Rb4BnHIC/NFNMTTGZkQ3VaTtB090Uy4a1FpBN7Ut9A1IHE78EVxEoZtiaIzNyLrJXNmz/knPFhd6agafuhys7DD7SanFpMOG3y0rbT94opty0ZzWCrqpbbFvwLvckRxwRjfF0BibEd1UkbYfPNFNqbR247InpkW6qbLoN4Br9QBfdFMMjbEZ0U0VafvBE92UCt0Ui26aiNtDAK7ophgaYzOybtput6/KbcGtYj4stwr/oqy6h/KpX9vKHj4vq+6+4vZgh9lPyjmHDb+bXks62n7wRDelQjfFopsm45QT4IhuiqExNiPuC1GRth880U2p0E2x6KbpOOUE+KGbYmiMzYhuqkjbD57oplToplh00xyccgK80E0xNMZmRDdVpO0HT3RTKq1NpHRT2yq9AYnDiTuSwxfdFENjbFIWLmKLaz01tjrT05cvN4Mv3O5W9pNyzmGd28PsWUrafvBEN6XS2kD6xJBIN1VW6w3gjuSAD7ophsbYpEq7dGxBNwXS9oMnuikVuikW3TRX5lNO+k8AOKCbYmiMTaq0S8cWdFMgbT94optSoZti0U2zJQ4nTjnBD90UQ2NsRj/fbK6urrrfOOoeNpv37cEWX5bVp2VlH7+xlT109xW3h1dlVX6/ac5hw++m15KOth880U2p0E2x6KYFEpcT4QQvdFMMjbEZcV+IirT94IluSoVuikU3LZE4nLhWD07ophgaYzOimyrS9oMnuimV1n7dXi/rMXRTZbXfgMTl9MT/pADMQzfF0BibEd1UkbYfPNFNqdBNseimhbhWD1gV3RRDY2xG1k3myp71T3q2uNBTM/jU5WBlh9lPSi0mHTb8bllp+8ET3ZQK3RSLbloq8R3JCSc4oJtiaIzNiG6qSNsPnuimVOimWHTTcnlPORFOWB/dFENjbEZ0U0XafvBEN6VCN8Wim1ZAOAGroZtiaIzNiN9vqkjbD57oplQ0j7XiqbuG0U2VNfIGpC0nwglro5tiaIzNiG6qSNsPnuimVDSOtYJualwrbwDhBKyDboqhMTYjuqkibT94optS0TTWCrqpce28AVnLiXDCuuimGBpjMzo7P3/9+vXHFi/2cH5+/jt7sMXXZfXLsrKPn9rKHn5TVl+VlR1mPynnHDb8bnot6Wj7wRPdlIqGsVbQTY1r6A0gnIAV0E0xNMYmZeEitrjWU2OrMz19+XIz+MLtbmU/Kecc1rk9zJ6lpO0HT3RTKprFWkE3Na6lNyDrHcn5A7hYE90UQ2NsUqVdOragmwJp+8ET3ZSKRrFWPPW/pdNNlbX1BiQ95UQ4YUV0UwyNsUmVdunYgm4KpO0HT3RTJu9qEmsF3dS4xt6AnOH01FlZYAK6KYbG2Iy4L0RF2n7wRDdlQjcFo5tWlrKcCCesh26KoTE2I7qpIm0/eKKbMqGbgtFNa0sZTtwbAquhm2JojM2IbqpI2w+e6KZM6KZgdNP6MpYTv+KEtdBNMTTGZmTddLFjCfORnhpbfa2nFxdf2soeviirD8rK2E/KOYd1bg/Ta0lH2w+e6KZMWhs56abGNfkGJAwnrtTDWuimGBpjM7JuMlf2rH/Ss0UXNTL41OVgZYfZT0otJh02/G5ZafvBE92USWsT51P/MzrdVFmbb0DCO5JzpR5WQjfF0BibEd1UkbYfPNFNmdBNwegmH/lOOXGlHtZBN8XQGJsR3VSRth880U2Z0E3B6CYn6cKJK/WwDrophsbYjLgvREXafvBEN2VCNwWjm9xkKyeu1MMq6KYYGmMzopsq0vaDJ7opE7opGN3kJ1s46f9sYBG6KYbG2Izopoq0/eCJbsqktd+n18t6FN1UWdtvQK5y4oQT1kA3xdAYm9H19fXZ2dknXcOcndniV/Zgi4/K6rdlZR/fL1/4YVl9tjvMflLOOWz43fRa0tH2gye6KRO6KRjd5CpXOHFrCKyAboqhMTYpCxexxbWeGlt1UVNsBl+43a3sJ+Wcwzq3h9mzlLT94IluyoRuCkY3+Up1R3JuDYEV0E0xNMYmVdqlYwu6KZC2HzzRTZnQTcHoJm+ZTjlxwgnL0U0xNMYmVdqlYwu6KZC2HzzRTZnQTcHoJneJwokTTliOboqhMTYj7gtRkbYfPNFNmWj+asWTcyDdVNlRvAF5ykn/BwPz0U0xNMZmRDdVpO0HT3RTJhq/WkE3te443oA04cQt9bAY3RRDY2xGdFNF2n7wRDdlovGrFXRT647lDUhSTlyoh8XophgaYzOybjJX9qx/0rPFhZ6awacuBys7zH5SajHpsOF3y0rbD57opkw0frWCbmrd0bwBScKJO0NgKbophsbYjOimirT94IluykTTVyvoptYdzxuQ447knHDCUnRTDI2xGdFNFWn7wRPdlImmr1Y8+esadFNlx/QGpDjlxAknLEQ3xdAYm5F102az+ebq6soerGI+sQdbXJTVx2VlH7uVfXxVVr8oKzvMflLOOWz43fRa0tH2gye6KZF3NXy1gm5q3VG9ARnCiW7CQnRTDI2xGXFfiIq0/eCJbkqEbopGN4U6/XLiQj0sRDfF0BibEd1UkbYfPNFNidBN0eimWKcfTpxwwjJ0UwyNsRnRTRVp+8ET3ZQI3RSNbop26uVEN2EZuimGxtikLFzEFtd6amx1pqcvX24GX7jdrewn5ZzDOreH2bOUtP3giW5KpLWZkm5q3RG+ASceTlyoh2XophgaY5Mq7dKxBd0USNsPnuimRFobKZ/8387ppsqO8Q048TuS6/9KYB66KYbG2KRKu3RsQTcF0vaDJ7opEbopGt1Uw0mfcuJCPSxCN8XQGJvRdru9vLzsbhBuD7b4zB5s8UFZfVVW9vFV+cKfltXnu8PsJ+Wcw4bfTa8lHW0/eKKbEqGbotFNVZxyOD15cSswhm6KoTE2I+4LUZG2HzzRTYnQTdHopkpOt5z4BScsQjfF0BibEd1UkbYfPNFNidBN0eimWk43nPR/IDAL3RRDY2xGdFNF2n7wRDcl0tovzOtlPY5uquyY34BTLSd+wQlL0E0xNMZmZN1kruxZ/6Rniws9NYNPXQ5Wdpj9pNRi0mHD75aVth880U2J0E3R6KaKTjSc6CYsQTfF0BibEd1UkbYfPNFNidBN0eimmk7zjuT8ghOWoJtiaIzNiG6qSNsPnuimROimaHRTXad4yoluwhJ0UwyNsRlZN22321fltuBWMR+WW4V/UVbdQ/nUr21lD5+XVXdfcXuww+wn5ZzDht9NryUdbT94opsSoZui0U2VnWI46f80YA66KYbG2Iy4L0RF2n7wRDclormrFU//D+d0U2VH/wacYjnp/zBgDrophsbYjOimirT94IluSkRzVyvopuadQDedXjhxYwgsQDfF0BibEd1UkbYfPNFNiWjuagXd1LxT6KaTKye6CQvQTTE0xiZl4SK2uNZTY6szPX35cjP4wu1uZT8p5xzWuT3MnqWk7QdPdFMimrtaQTc17zS66cTCiW7CAnRTDI2xSZV26diCbgqk7QdPdFMimrtaQTc170S66bTuSP6W/o8CZqCbYmiMTaq0S8cWdFMgbT94opsS0dzViqfnP7qpslPpppM65UQ3YQG6KYbG2Ix+vtlcXV11v3HUPWw279uDLb4sq0/Lyj5+Yyt76O4rbg+vyqr8ftOcw4bfTa8lHW0/eKKbEtHc1Qq6qXmn000nFE50Exagm2JojM2I+0JUpO0HT3RTIpq7lnrD/n9rQ/rEm9/VWr6rf34E3dS8E+qm0yknugkL0E0xNMZmRDdVpO0HT3RTIpq7luqb6K439In7RaV/fQzd1LyT6qZTCaenfy8QeBTdFENjbEZ0U0XafvBENyWiuWupe2eV3rg9rfS9u+H0xvf0r4+hm5p3Wt10IuVEN2EBuimGxtiMrJvMlT3rn/RscaGnZvCpy8HKDrOflFpMOmz43bLS9oMnuikRzV2Lfa/vomJ3rqnQvz74933opuadWjedRDjRTViAboqhMTYjuqkibT94opsS0dy13J1w0r/c0AmnJ881dZ7+OzR0U2Un102ncEdyugkL0E0xNMZmRDdVpO0HT3RTIpq7VrC7Hu/+aaX9/7of3dS80+umEzjlxH0hsADdFENjbEb8flNF2n7wRDclst7/1L474XTvlnnlV58OOdlk6KbmnWI3HX040U1YgG6KoTE2I7qpIm0/eKKbElnxEqWbE07DM0slpw7Mpjf1qkbQTZWdZDcdeznRTViAboqhMTYjuqkibT94opsSWbGbdiectO71/3jQrzb19KpG0E2VnWg3HXc40U1YgG6KoTE2o7Pz89evX39s8WIP5+fnv7MHW3xdVr8sK/v4qa3s4Tdl9VVZ2WH2k3LOYcPvpteSjrYfPNFNiaw5LXaJ1LlTSSWbtHjaAb/eTjdVdqrddNTlRDdhAbophsbYpCxcxBbXempsdaanL19uBl+43a3sJ+Wcwzq3h9mzlLT94IluSmTNWfHmjzjd+eNN3fLwbKKbjsDpdtMRh9PTvxcIPIpuiqExNqnSLh1b0E2BtP3giW5K5F0NXmvYXah3c8Kp/42nCdl0yBye66QAACw1SURBVP9sTjdVdsLddLx3JKebsADdFENjbFKlXTq2oJsCafvBE92UyJrdtLtQTyec+mw6+FebOnRT+065m472lJNePTAH3RRDY2xG3BeiIm0/eKKbMtHgtYrhnSGmZ9Mh/7M53VTZaXfTkYaTXjwwB90UQ2NsRnRTRdp+8EQ3ZbLqlUldKXW6WpqRTYeMf3RTZSfeTUdZTgf8XiDwKLophsbYjOimirT94IluymTVKfH2zhBT7wjRO2T8o5sqO/luOsJw4nZ6WIJuiqExNiPrposdS5iP9NTY6ms9vbj40lb28EVZfVBWxn5Szjmsc3uYXks62n7wRDdlsuovON3eGaL7MDWbDhr/6KbKTr+bjq+c6CYsQTfF0BibkXWTubJn/ZOeLbqokcGnLgcrO8x+Umox6bDhd8tK2w+e6KZMVu2m3YV6ncnZRDfpS5qWoZuOLZzoJixBN8XQGJsR3VSRth880U2paPRax82Feub2rzgd7JC7KdNNlaXopiO7I7leNDAL3RRDY2xGdFNF2n7wRDelsuqAuLtQb+odIXp6RaPopspydNNxnXLSSwZmoZtiaIzNiPtCVKTtB090UyrrXqh3e2eI6Q662ohuqixLNx1ROHGZHhahm2JojM2IbqpI2w+e6KZcNHytY/gnnKahm/QlTUvTTcdTTnQTFqGbYmiMzYhuqkjbD57oplxWvVCv/6tNnRnX6en1jKObKkvUTccSTnq1wDx0UwyNsRldX1+fnZ190jXM2ZktfmUPtviorH5bVvbx/fKFH5bVZ7vD7CflnMOG302vJR1tP3iim3JZ80K9XTbNOOF02P9qTjdVlqmbjqSc9FqBeeimGBpjk7JwEVtc66mxVRc1xWbwhdvdyn5Szjmsc3uYPUtJ2w+e6KZkNH0t97072TT9hBPdRDe15wjCicv0sAzdFENjbFKlXTq2oJsCafvBE92UzFoX6pU/dnvTTpPvDKFX8wS6qbJk3XQEdySnm7AM3RRDY2xSpV06tqCbAmn7wRPdlMxKF+qVbJp9Z4gDpz+6qbJs3dT+KSe9TGAmuimGxtiMuC9ERdp+8EQ3ZbPK/6KubHrzze6xM/GE0yF/9NbQTZXl66bGw4nTTViIboqhMTYjuqkibT94opuyWWMu7C/P63+n6eZPOE074XTo9Ec3VZawm9oupwP/BwfgMXRTDI2xGdFNFWn7wRPdlI4msAVus+n2Qr1Jd4agm+imhjUcTnqFwFx0UwyNsRlZN5kre9Y/6dniQk/N4FOXg5UdZj8ptZh02PC7ZaXtB090UzqLL9S7k00zL9TTK3kS3VRZzm5qt5y4TA9L0U0xNMZmRDdVpO0HT3RTOgvvDFHuP747vTTnQr2Dpz+6qbKs3dRqOOnVAbPRTTE0xmZEN1Wk7QdPdFM+i044lTtC3Lkqr1t3Jpxw0ut4Gt1UWdpuavOO5JxuwmJ0UwyNsRlZN202m2+urq7swSrmE3uwxUVZfVxW9rFb2cdXZfWLsrLD7CflnMOG302vJR1tP3iim/JZcsJpdyO9neknnA6f/uimyvJ2U5OnnPTKgPnophgaYzPivhAVafvBE92U0Pz/Kb2PpEE2zbgzhF7FAeimyjJ3U3vhxOkmLEc3xdAYmxHdVJG2HzzRTQnNPuHU/2rTMJumX6g3YfqjmypL3U3NlRPdhOXophgaYzOimyrS9oMnuimjmSec+mx6cD1e/4+dw044TRn+6KbKkndTW+FENmEFdFMMjbFJWbiILa711NjqTE9fvtwMvnC7W9lPyjmHdW4Ps2cpafvBE92UkiaxSXRB3oPTSuWfzf0TUftN+cuddFNl2bupqXKim7ACuimGxtikSrt0bEE3BdL2gye6KaUZ0+DN/R/un1Xa3RfisBNOk4Y/uqkyuqmdcCKbsAa6KYbG2KRKu3RsQTcF0vaDJ7opp6lX6n23XKNn7sXR7rYQnQPCSd//MHRTZXRTO3ck18sBFqGbYmiMzWi73V5eXnY3CLcHW3xmD7b4oKy+Kiv7+Kp84U/L6vPdYfaTcs5hw++m15KOth880U05Tbs1xG01me/e1tH3Bp8wT94bYtr/aE43VUY3dZo45cTpJqyCboqhMTYj7gtRkbYfPNFNSU2ZBe9cite5jSP9wx36xGMmDn90U2V0U6+FcNJLAZahm2JojM2IbqpI2w+e6KasJlx9dO+kkv71QU+Zp24Noe99KLqpMrpJqpcTp5uwDrophsbYjOimirT94Iluymr2H3FaYMq99Dp0U2V0043K4UQ2YSV0UwyNsRlZN5kre9Y/6dniQk/N4FOXg5UdZj8ptZh02PC7ZaXtB090U1rxk+Dk4Y9uqoxuulW1nPQagKXophgaYzOimyrS9oMnuimv6EFw+v9mTjdVRjfdUTGcON2EtdBNMTTGZkQ3VaTtB090U2KxN1ieMfvRTZXRTXdVuyM52YTV0E0xNMZmZN203W5flduCW8V8WG4V/kVZdQ/lU7+2lT18XlbdfcXtwQ6zn5RzDht+N72WdLT94Iluyix0DtT3nIJuqoxuGqpzyolswnrophgaYzPivhAVafvBE92UWeS9IabeE6JDN1VGN91TI5xe6HsDK6CbYmiMzYhuqkjbD57optTiwmlONtFNtdFND8SXk74xsAa6KYbG2Izopoq0/eCJbsotKpxmZRPdVBvd9FB0OM37/3SA/eimGBpjk7JwEVtc66mx1Zmevny5GXzhdreyn5RzDuvcHmbPUtL2gye6KbmYcJo5+9FNldFN+4SWE9mEVdFNMTTGJlXapWMLuimQth880U3ZRYTT3NmPbqqMbtorMJzIJqyLboqhMTap0i4dW9BNgbT94IluSs8/nGbPfnRTZXTTfmF3JCebsDK6KYbG2Ix+vtlcXV11v3HUPWw279uDLb4sq0/Lyj5+Yyt76O4rbg+vyqr8ftOcw4bfTa8lHW0/eKKb4BxOC24HRjdVRjc9JuaUE9mEtdFNMTTGZsR9ISrS9oMnugm+f8dpyV2U6abK6KZHRYQT2YTV0U0xNMZmRDdVpO0HT3QTjN8QuOhvdtJNldFNI9zLiWzC+uimGBpjM7rtph//+Mfvvffe35SHfy4P/7082Mf/Vh7+sTz8W3n4u/fe++M//uM5h71n35Ru0vaDJ7oJHa8ZcFE20U210U1jfMPpBdkEB3RTDI2xGVk3mSt7ph8WQfpv2yuvIyVtP3iim1L7z9/RE58ZcOnoRzdVRjeNcyynZf+LA/AIuimGxtiM6KaKtP3giW5K7D/bJK+nZv0ZcPHoRzdVRjc9wS2cyCb4oJtiaIzNiG6qSNsPnuimtLpquttNq8+Ay68zopsqo5ue4nNHcq7Rgxe6KYbG2Ixuf79JPyyC2De178nvN8Eb3ZRUqaZBN61bTkvuo3eDbqqMbnqawyknTjbBDd0UQ2NsRnRTRdp+8EQ3pXRTTfe6ab0ZcJ3/wZxuqoxuOsDq4cTJJvihm2JojM2IbqpI2w+e6KaEbqvpfjetNQSuNPnRTZXRTQdZtZw42QRPdFMMjbEZnZ2fv379+uPwbrJven5+/jt7oJvgiW5K5241PeymNYbA1SY/uqkyuukwb632W078ZhN80U0xNMYmZeHS0Q+LIPYN7Vtfl29dXkc+2n7wRDclM6ymfd307VvLymnF/72cbqqMbjrUOqecqCZ4o5tiaIxNqrQL3RRP2w+e6KZU7lfT3m4ys6fAdQc/uqkyuulwK5QTl+jBHd0UQ2NsUqVd6KZ42n7wRDcl8rCaHuummVPg2v9zOd1UGd00xbJy4lwTItBNMTTGZsR9ISrS9oMnuimNfdX0eDfZFDhxDHSY++imyuimaeaXE9WEGHRTDI2xGdFNFWn7wRPdlMT+ahrrJnN4Or1wmfvopsropqnm/XIg1YQodFMMjbEZ0U0VafvBE92UwmPVBOTzV/r/KpxMvbke0YRAdFMMjbHZ/FgNU92P9YKy0faDJ7opgb/SvAjAvZvMwenkc54WeBTdFENjbDZ0U2XafvBEN6XA+Sbghn83mXefbKcXL94imhCNboqhMTYbuqkybT94opuSmPX7TVgT/7XTefet/fX04sW7JBOqoJtiaIzNhm6qTNsPnuimNKbeTw8r4792Vu9aPxXvGv0jUAPdFENjbDZ0U2XafvBENyWyr5z0KfjjvzaAyuimGBpjs6GbKtP2gye6KZWH5aRPwB//tQFURjfF0BibDd1UmbYfPNFNydwvJ/0z/PFfG0BldFMMjbHZ0E2VafvBE92UzrCc9I/wx39tAJXRTTE0xmZDN1Wm7QdPdFNCd8tJ/wR//NcGUBndFENjbDZ0U2XafvBEN6V0W076B/jjvzaAyuimGBpjs6GbKtP2gye6KambctIS/vivDaAyuimGxths6KbKtP3giW5Kq5STFvDHf20AldFNMTTGZkM3VabtB090U2JdOekp/PFfG0BldFMMjbHZjHTT//fjH//4vffe++/lwT7+t/Lwj/bw/+pr9ph5GN0EN3RTav+ZST4O3QSgMrophsbYbEa66Z9f7tgX6pm5tNV7+po9Zh5GN8EN3QTEoJsAVEY3xdAYmw3dVJm2HzzRTUAMuglAZXRTDI2x2dBNlWn7wRPdBMSgmwBURjfF0BibzVg3bTYb652P7eHq6so+div7+MpWf6ev2WPmYXQT3NBNQAy6CUBldFMMjbHZjHWTfdqS57o82Mer8rC1h/UPo5vghm4CYtBNACqjm2JojM2GbqpM2w+e6CYgBt0EoDK6KYbG2Gzopsq0/eCJbgJi0E0AKqObYmiMzWakZN4rvXNmD8XGVno6coOHmYfRTXBDNwEx6CYAldFNMTTGZkM3VabtB090ExCDbgJQGd0UQ2NsNnRTZdp+8EQ3ATHoJgCV0U0xNMZmM9JNf3t5ebndbr+yB0se+/jKVvbwU1v9m75mj5mH0U1wQzcBMegmAJXRTTE0xmYz0k3cFyKCth880U1ADLoJQGV0UwyNsdnQTZVp+8ET3QTEoJsAVEY3xdAYmw3dVJm2HzzRTUAMuglAZXRTDI2x2YwFkIWO2Bfqmbm01cgNHmYeRjfBDd0ExKCbAFRGN8XQGJsN3VSZth880U1ADLoJQGV0UwyNsdnQTZVp+8ET3QTEoJsAVEY3xdAYm81IN/3Tdtv9TtIX5Tbi9vHXtrKHz231j/qaPWYeRjfBDd0ExKCbAFRGN8XQGJvN2Pkm+7QlD/eFcKXtB090ExCDbgJQGd0UQ2NsNnRTZdp+8EQ3ATHoJgCV0U0xNMZmQzdVpu0HT3QTEINuAlAZ3RRDY2w2IyXzXumdM3soNrbS05EbPMw8jG6CG7oJiEE3AaiMboqhMTYbuqkybT94opuAGHQTgMrophgaY7OhmyrT9oMnugmIQTcBqIxuiqExNpuRbvqXq6urzWbzqT1Y8tjHb2xlD919xf+bvmaPmYfRTXBDNwEx6CYAldFNMTTGZjPSTdwXIoK2HzzRTUAMuglAZXRTDI2x2dBNlWn7wRPdBMSgmwBURjfF0BibDd1UmbYfPNFNQAy6CUBldFMMjbHZjAWQhY7YF+qZubTVyA0eZh5GN8EN3QTEoJsAVEY3xdAYmw3dVJm2HzzRTUAMuglAZXRTDI2x2dBNlWn7wRPdBMSgmwBURjfF0Bibzfq/qMTvN02i7QdPdBMQg24CUBndFENjbDZ0U2XafvBENwEx6CYAldFNMTTGZkM3VabtB090ExCDbgJQGd0UQ2NsNiMl86+vX78+Pz//pT1Y8tjHT21lD7+x1T/oa/aYeRjdBDd0ExCDbgJQGd0UQ2NsNiPd9J6Fjn3FmT0UG1vp6cgNHmYeRjfBDd0ExKCbAFRGN8XQGJsN3VSZth880U1ADLoJQGV0UwyNsdnQTZVp+8ET3QTEoJsAVEY3xdAYm81IN3FfiAjafvBENwEx6CYAldFNMTTGZkM3VabtB090ExCDbgJQGd0UQ2NsNnRTZdp+8EQ3ATHoJgCV0U0xNMZmMxZAFxcX1jpf20Pxpa3s4Qv7f/5ZX7PHzMPoJrihm4AYdBOAyuimGBpjsxnrJusdsS/UM3Npq5EbPMw8jG6CG7oJiEE3AaiMboqhMTYbuqkybT94opuAGHQTgMrophgaY7OhmyrT9oMnugmIQTcBqIxuiqExNpuxbrJPW+9wXwhX2n7wRDcBMegmAJXRTTE0xmZDN1Wm7QdPdBMQg24CUBndFENjbDZ0U2XafvBENwEx6CYAldFNMTTGZjNSMv/17Ozs+vr6t/ZgyWMf37eVPXxoq7/R1+wx8zC6CW7oJiAG3QSgMrophsbYbEa66T0LHfuKrn6Kja30dOQGDzMPo5vghm4CYtBNACqjm2JojM2GbqpM2w+e6CYgBt0EoDK6KYbG2Gzopsq0/eCJbgJi0E0AKqObYmiMzWakm7gvRARtP3iim4AYdBOAyuimGBpjs6GbKtP2gye6CYhBNwGojG6KoTE2G7qpMm0/eKKbgBh0E4DK6KYYGmOzGQsgCx2xL9Qzc2mrkV9UmnkY3QQ3dBMQg24CUBndFENjbDZ0U2XafvBENwEx6CYAldFNMTTGZkM3VabtB090ExCDbgJQGd0UQ2NsNmPdtNlsrHc+toerqyv72K3s4ytb/Z2+Zo+Zh9FNcEM3ATHoJgCV0U0xNMZmM9ZN9mlLHu4L4UrbD57oJiAG3QSgMrophsbYbOimyrT94IluAmLQTQAqo5tiaIzNhm6qTNsPnugmIAbdBKAyuimGxthsRkrmvdI7Z/ZQbGylpyM3eJh5GN0EN3QTEINuAlAZ3RRDY2w2dFNl2n7wRDcBMegmAJXRTTE0xmZDN1Wm7QdPdBMQg24CUBndFENjbDYj3fS3l5eX2+32K3uw5LGPr2xlDz+11b/pa/aYeRjdBDd0ExCDbgJQGd0UQ2NsNiPdxH0hImj7wRPdBMSgmwBURjfF0BibDd1UmbYfPNFNQAy6CUBldFMMjbHZ0E2VafvBE90ExKCbAFRGN8XQGJvNWABZ6Ih9oZ6ZS1uN3OBh5mF0E9zQTUAMuglAZXRTDI2x2dBNlWn7wRPdBMSgmwBURjfF0BibDd1UmbYfPNFNQAy6CUBldFMMjbHZjHTTP2233e8kfVFuI24ff20re/jcVv+or9lj5mF0E9zQTUAMuglAZXRTDI2x2Yydb7JPW/JwXwhX2n7wRDcBMegmAJXRTTE0xmZDN1Wm7QdPdBMQg24CUBndFENjbDZ0U2XafvBENwEx6CYAldFNMTTGZjNSMu+V3jmzh2JjKz0ducHDzMPoJrihm4AYdBOAyuimGBpjs6GbKtP2gye6CYhBNwGojG6KoTE2G7qpMm0/eKKbgBh0E4DK6KYYGmOzGemmf/n973//s5/97FN7sOSxj/9uK3v4X7b6e33NHjMPo5vghm4CYtBNACqjm2JojM1mpJu4L0QEbT94opuAGHQTgMrophgaY7OhmyrT9oMnugmIQTcBqIxuiqExNhu6qTJtP3iim4AYdBOAyuimGBpjsxkLIAsdsS/UM3Npq5EbPMw8jG6CG7oJiEE3AaiMboqhMTYbuqkybT94opuAGHQTgMrophgaY7OhmyrT9oMnugmIQTcBqIxuiqExNpv1f1GJ32+aRNsPnugmIAbdBKAyuimGxths6KbKtP3giW4CYtBNACqjm2JojM2GbqpM2w+e6CYgBt0EoDK6KYbG2GxGSuZfX79+fX5+/kt7sOSxj5/ayh5+Y6t/0NfsMfMwuglu6CYgBt0EoDK6KYbG2GxGuuk9Cx37ijN7KDa20tORGzzMPIxughu6CYhBNwGojG6KoTE2G7qpMm0/eKKbgBh0E4DK6KYYGmOzoZsq0/aDJ7oJiEE3AaiMboqhMTabkW7ivhARtP3giW4CYtBNACqjm2JojM2GbqpM2w+e6CYgBt0EoDK6KYbG2Gzopsq0/eCJbgJi0E0AKqObYmiMzWYsgC4uLqx1vraH4ktb2cMX9v/8s75mj5mH0U1wQzcBMf7qr/5KzwCgCrophsbYbMa6yXpH7Av1zFzaauQGDzMPo5vghm4CACAFuimGxths6KbKtP3giW4CACAFuimGxths6KbKtP3giW4CACAFuimGxthsxrrJPm29w30hXGn7wRPdBABACnRTDI2x2dBNlWn7wRPdBABACnRTDI2x2dBNlWn7wRPdBABACnRTDI2x2YyUzH89Ozu7vr7+rT1Y8tjH921lDx/a6m/0NXvMPIxughu6CQCAFOimGBpjsxnppvcsdOwruvopNrbS05EbPMw8jG6CG7oJAIAU6KYYGmOzoZsq0/aDJ7oJAIAU6KYYGmOzoZsq0/aDJ7oJAIAU6KYYGmOzGekm7gsRQdsPnugmAABSoJtiaIzNhm6qTNsPnugmAABSoJtiaIzNhm6qTNsPnugmAABSoJtiaIzNZiyALHTEvlDPzKWtRn5RaeZhdBPc0E0AAKRAN8XQGJsN3VSZth880U0AAKRAN8XQGJsN3VSZth880U0AAKRAN8XQGJvNWDdtNhvrnY/t4erqyj52K/v4ylZ/p6/ZY+ZhdBPc0E0AAKRAN8XQGJvNWDfZpy15uC+EK20/eKKbAABIgW6KoTE2G7qpMm0/eKKbAABIgW6KoTE2G7qpMm0/eKKbAABIgW6KoTE2m5GSea/0zpk9FBtb6enIDR5mHkY3wQ3dBABACnRTDI2x2dBNlWn7wRPdBABACnRTDI2x2dBNlWn7wRPdBABACnRTDI2x2Yx0099eXl5ut9uv7MGSxz6+spU9/NRW/6av2WPmYXQT3NBNAACkQDfF0BibzUg3cV+ICNp+8EQ3AQCQAt0UQ2NsNnRTZdp+8EQ3AQCQAt0UQ2NsNnRTZdp+8EQ3AQCQAt0UQ2NsNmMBZKEj9oV6Zi5tNXKDh5mH0U1wQzcBAJAC3RRDY2w2dFNl2n7wRDcBAJAC3RRDY2w2dFNl2n7wRDcBAJAC3RRDY2w2I930T9tt9ztJX5TbiNvHX9vKHj631T/qa/aYeRjdBDd0EwAAKdBNMTTGZjN2vsk+bcnDfSFcafvBE90EAEAKdFMMjbHZ0E2VafvBE90EAEAKdFMMjbHZ0E2VafvBE90EAEAKdFMMjbHZjJTMe6V3zuyh2NhKT0du8DDzMLoJbugmAABSoJtiaIzNhm6qTNsPnugmAABSoJtiaIzNhm6qTNsPnugmAABSoJtiaIzNZqSb/uX3v//9z372s0/twZLHPv67rezhf9nq7/U1e8w8jG6CG7oJAIAU6KYYGmPX9kffuU+f+N9/orX8if452Eg3cV+ICNp+8EQ3AQCQAt0UQ2Ps2lRFt/5In7hfVPrXaHRTZdp+8EQ3AQCQAt0UQ2Ps2u6dVfqj29NKf3E3nP7oL/Sv0eimyrT94IluAgAgBbophsbY1f2FyqizO9dU6F8f/HuksQCy0BH7Qj0zl7YaucHDzMPoJrihmwAASIFuiqExdn13wkn/ckMnnKqda+rQTZVp+8ET3QQAQAp0UwyNsQ521+PdP620/19j0U2VafvBE90EAEAKdFMMjbEOdiec7t0yr/zqU82TTWb9X1Ti95sm0faDJ7oJAIAU6KYYGmM93JxwGp5ZKjlVOZvoptq0/eCJbgIAIAW6KYbGWA+7E05a9/p/rPqrTT26qTJtP3iimwAASIFuiqEx1kUfTeZOJZVs0qKikZL519evX5+fn//SHix57OOntrKH39jqH/Q1e8w8jG6CG7oJAIAU6KYYGmNd3PwRpzt/vKlbNpBNY930noWOfcWZPRQbW+npyA0eZh5GN8EN3QQAQAp0UwyNsS52F+rdnHDqf+OphWyim2rT9oMnugkAgBTophgaY3300WR0wqnPpuq/2tSjmyrT9oMnugkAgBTophgaY30M7wzRUDZxX4jatP3giW4CACAFuimGxlgnfTSZrpZayia6qTZtP3iimwAASIFuiqEx1sntnSGauSNEQTdVpu0HT3QTAAAp0E0xNMY6ub0zRPehnWwa7aaLiwtrna/tofjSVvbwhf0//6yv2WPmYXQT3NBNAACkQDfF0BjrpY8maSibRrvJekfsC/XMXNpq5AYPMw+jm+CGbgIAIAW6KYbGWC83F+qZ27/i1AC6qTJtP3iimwAASIFuiqEx1svuQr1m7ghR0E2VafvBE90EAEAKdFMMjbFubu8M0ZSxbrJPW+9wXwhX2n7wRDcBAJAC3RRDY6yb4Z9wagbdVJm2HzzRTQAApEA3xdAY66b/q02d47lOzz49I4Dopkm0/eCJbgIAIAW6KYbGWC+7bGrshNNIyfzXs7Oz6+vr39qDJY99fN9W9vChrf5GX7PHzMPoJrihmwAASIFuiqEx1sdf3Mmmtk44jXTTexY69hVd/RQbW+npyA0eZh5GN8EN3QQAQAp0UwyNsS7KH7u9aadjuQ853RRB2w+e6CYAAFKgm2JojPVQsqnNO0PQTZVp+8ET3QQAQAp0UwyNsQ6UTf/7f/fRZFo64TTSTdwXIoK2HzzRTQAApEA3xdAYu77+8rz+d5pu/oRTSyec6KbKtP3giW4CACAFuimGxtjV3WbT7YV6Dd0Zgm6qTNsPnugmAABSoJtiaIxd251savJCvbEAstAR+0I9M5e2GvlFpZmH0U1wQzcBAJAC3RRDY+y6/mKQTS1eqEc3VabtB090EwAAKdBNMTTGrqrcEeLOVXl9NJl2TjjRTZVp+8ET3QQAQAp0UwyNsWva3Uhvp70TTmPdtNlsrHc+toerqyv72K3s4ytb/Z2+Zo+Zh9FNcEM3AQCQAt0UQ2PsivpIGmRTg3eGGOsm+7QlD/eFcKXtB090EwAAKdBNMTTGrqf/1aZhNjV4oR7dVJm2HzzRTQAApEA3xdAYu5o+mx5cj9f/Y6eVE050U2XafvBENwEAkALdFENj7Ep0Qd6D00rln839E1G1jJTMe6V3zuyh2NhKT0du8DDzMLoJbugmAABSoJtiaIxdx839H+6fVdrdF6KZE050U2XafvBENwEAkALdFENj7Br+pFyjZ+7F0e62EJ02woluqkzbD57oJgAAUqCbYmiMXe62msyf3NbRXww+YZq4N8RIN/3t5eXldrv9yh4seezjK1vZw09t9W/6mj1mHkY3wQ3dBABACnRTDI2xi925FK9zG0f6hzv0iapGuon7QkTQ9oMnugkAgBTophgaYxe7d1JJ//qgp0wTt4agmyrT9oMnugkAgBTophgaY7OhmyrT9oMnugkAgBTophgaY7MZCyALHbEv1DNzaauRGzzMPIxughu6CQCAFOimGBpjs6GbKtP2gye6CQCAFOimGBpjs6GbKtP2gye6CQCAFOimGBpjsxnppn/abrvfSfqi3EbcPv7aVvbwua3+UV+zx8zD6Ca4oZsAAEiBboqhMTabsfNN9mlLHu4L4UrbD57oJgAAUqCbYmiMzYZuqkzbD57oJgAAUqCbYmiMzYZuqkzbD57oJgAAUqCbYmiMzWakZN4rvXNmD8XGVno6coOHmYfRTXBDNwEAkALdFENjbDZ0U2XafvBENwEAkALdFENjbDZ0U2XafvBENwEAkALdFENjbDYj3fQvv//973/2s599ag+WPPbx321lD//LVn+vr9lj5mF0E9zQTQAApEA3xdAYm81IN3FfiAjafvBENwEAkALdFENjbDZ0U2XafvBENwEAkALdFENjbDZ0U2XafvBENwEAkALdFENj7FP+03f05ESMBZCFjtgX6pm5tNXIDR5mHkY3wQ3dBABACnRTDI2x4/7Td75DN9FNa9L2gye6CQCAFOimGBpjx3TVRDfRTavS9oMnugkAgBTophgaYx9XqilTN9mnrXf4/SZX2n7wRDcBAJAC3RRDY+xjbqqJbqKbVqXtB090EwAAKdBNMTTG7ndbTXQT3bQqbT94opsAAEiBboqhMXafu9WUqJv+9fXr1+fn57+0B0se+/iprezhN7b6B33NHjMPo5vghm4CACAFuimGxtiHhtWUqJves9Cxrzizh2JjKz0ducHDzMPoJrihmwAASIFuiqEx9r771UQ39eimtWj7wRPdBABACnRTDI2xQw+riW7q0U1r0faDJ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