Problem 42720. Breaking Bad Tiles (Spelling with Element Symbols)

Created by Ned Gulley

Solve Later

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For instance, if given the string \"Paper\", you could return these symbols: Pa P Er (Protactinium, Phosphorus, Erbium).</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"75\"/><w:attr w:name=\"width\" w:val=\"201\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"\"/><w:attr w:name=\"relationshipId\" w:val=\"rId1\"/></w:customXmlPr></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>I'll give you a string, and you return a cell-array of strings. The answer is not always unique. I'll check that you use only element symbols, and that when they are glued together they spell the right string.</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Examples</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"code\"/></w:pPr><w:r><w:t><![CDATA['Paper'   => {'Pa','P','Er'}\n'America' => {'Am','Er','I','Ca'}\n'Paige'   => {'Pa','I','Ge'}]]></w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>The test suite is case-insensitive. Only strings with possible solutions will be supplied.</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>(Thanks for the idea,</w:t></w:r><w:r><w:t> </w:t></w:r><w:hyperlink w:docLocation=\"https://plus.google.com/+ShriramKrishnamurthi/posts/f33hP42DXR2\"><w:r><w:t>Shriram</w:t></w:r></w:hyperlink><w:r><w:t>!)</w:t></w:r></w:p></w:body></w:document>","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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","relationship":null}],"relationships":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/document","target":"/matlab/document.xml","relationshipId":"rId1"}]}

<div style = "text-align: start; line-height: 20.44px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: none solid rgb(0, 0, 0); white-space: normal; "><div style="block-size: 384.602px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 331.989px 192.301px; transform-origin: 331.996px 192.301px; vertical-align: baseline; "><div style="block-size: 62.7273px; 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: 308.991px 31.3636px; text-align: left; transform-origin: 308.999px 31.3636px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">Given a word, how you would spell it with element symbols from the periodic table? For instance, if given the string "Paper", you could return these symbols: Pa P Er (Protactinium, Phosphorus, Erbium).</span></span></div><div style="block-size: 80.4545px; 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: 308.991px 40.2273px; text-align: left; transform-origin: 308.999px 40.2273px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" style="vertical-align: baseline" 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" data-image-state="image-loaded"></div><div style="block-size: 62.7273px; 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: 308.991px 31.3636px; text-align: left; transform-origin: 308.999px 31.3636px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">I'll give you a string, and you return a cell-array of strings. The answer is not always unique. I'll check that you use only element symbols, and that when they are glued together they spell the right string.</span></span></div><div style="block-size: 20.9091px; 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: 308.991px 10.4545px; text-align: left; transform-origin: 308.999px 10.4545px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">Examples</span></span></div><div style="background-color: rgb(247, 247, 247); block-size: 60px; border-bottom-left-radius: 4px; border-bottom-right-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: 328.991px 30px; transform-origin: 328.999px 30px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; "><div style="background-color: rgba(0, 0, 0, 0); block-size: 20px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.994318px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.994318px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.994318px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.994318px; 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: 328.991px 10px; transform-origin: 328.999px 10px; white-space: nowrap; "><span style="block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; white-space: pre; margin-right: 45px; "><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'Paper'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">   =&gt; {</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'Pa'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">,</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'P'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">,</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'Er'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">}</span></span></div><div style="background-color: rgba(0, 0, 0, 0); block-size: 20px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.994318px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.994318px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.994318px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.994318px; 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: 328.991px 10px; transform-origin: 328.999px 10px; white-space: nowrap; "><span style="block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; white-space: pre; margin-right: 45px; "><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'America' </span><span style="margin-inline-end: 0px; margin-right: 0px; ">=&gt; {</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'Am'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">,</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'Er'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">,</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'I'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">,</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'Ca'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">}</span></span></div><div style="background-color: rgba(0, 0, 0, 0); block-size: 20px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 0.994318px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 0.994318px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 0.994318px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 0.994318px; 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: 328.991px 10px; transform-origin: 328.999px 10px; white-space: nowrap; "><span style="block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 0px; tab-size: 4; transform-origin: 0px 0px; white-space: pre; margin-right: 45px; "><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'Paige'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">   =&gt; {</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'Pa'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">,</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'I'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">,</span><span 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); text-decoration: none; text-decoration-color: rgb(170, 4, 249); ">'Ge'</span><span style="margin-inline-end: 0px; margin-right: 0px; ">}</span></span></div></div><div style="block-size: 20.9091px; 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: 308.991px 10.4545px; text-align: left; transform-origin: 308.999px 10.4545px; white-space: pre-wrap; margin-left: 4px; margin-top: 10px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">The test suite is case-insensitive. Only strings with possible solutions will be supplied.</span></span></div><div style="block-size: 20.9091px; 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: 308.991px 10.4545px; text-align: left; transform-origin: 308.999px 10.4545px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">(Thanks for the idea,</span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style=""> </span></span><a target='_blank' href = "https://plus.google.com/+ShriramKrishnamurthi/posts/f33hP42DXR2"><span style=""><span style="">Shriram</span></span></a><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">!)</span></span></div></div></div>

Solve

Solution Stats

21 Solutions
11 Solvers

Last Solution submitted on Oct 12, 2020

Last 200 Solutions

Problem Comments

1 Comment

1 Comment

Rafael S.T. Vieira on 12 Oct 2020

It's unfortunate that not all names can be build with the periodic table. I've tried this as a kid. The best that I can do with my name is RaF or RaFAl.

Solution Comments

Solution 824162

1 Comment

1 Comment

James on 11 Feb 2016

I had the syntax for doing this with grep for a list of words, but couldn't quite figure out how to change it into MATLAB code...

Solution 824158

2 Comments

2 Comments

Jan Orwat on 11 Feb 2016

fails to "heralds", "frames", "pace", "bathe", etc.

Ned Gulley on 11 Feb 2016

Thanks for the suggestion. I added "frames" to the test.

Solution 824021

2 Comments

2 Comments

Guillaume on 10 Feb 2016

It's a good thing that the length of a string does not count towards the score!

Jan Orwat on 11 Feb 2016

But it would fail to >12 elements phrase like "ButherLikesStewHisWifeLikesBrowniesWithBananas".

Problem Recent Solvers11

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chemistry

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Problem 42720. Breaking Bad Tiles (Spelling with Element Symbols)

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Problem 42720. Breaking Bad Tiles (Spelling with Element Symbols)

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Last 200 Solutions

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Problem Recent Solvers11

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