Problem 53130. Easy Sequences 55: "Ugly" Rectangles?

Created by Ramon Villamangca

Solve Later

{"parts":[{"partUri":"/matlab/document.xml","contentType":"application/vnd.mathworks.matlab.code.document+xml","content":"<?xml version=\"1.0\" encoding=\"UTF-8\"?><w:document xmlns:w=\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\"><w:body><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>A positive integer</w:t></w:r><w:hyperlink w:docLocation=\"https://en.wikipedia.org/wiki/Regular_number\"><w:r><w:t> </w:t></w:r></w:hyperlink><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"false\"/></w:customXmlPr><w:r><w:t>n</w:t></w:r></w:customXml><w:r><w:t> is called a </w:t></w:r><w:hyperlink w:docLocation=\"https://en.wikipedia.org/wiki/Regular_number\"><w:r><w:t>regular number, </w:t></w:r></w:hyperlink><w:r><w:t>if and only if there exist a non-negative integer </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"false\"/></w:customXmlPr><w:r><w:t>k</w:t></w:r></w:customXml><w:r><w:t>, such that </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"false\"/></w:customXmlPr><w:r><w:t>n\\ |\\ 60^k</w:t></w:r></w:customXml><w:r><w:t>.  For some reason, such a number is also refered to as an </w:t></w:r><w:hyperlink w:docLocation=\"https://en.wikipedia.org/wiki/Talk%3ARegular_number#%22Ugly%22_numbers?\"><w:r><w:t>ugly number</w:t></w:r></w:hyperlink><w:r><w:t>. Below are the first few regular numbers:</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>                            </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"true\"/></w:customXmlPr><w:r><w:t>\\{1, 2, 3, 4, 5, 6, 8, 9, 10, 12, 15, 16, 18, 20, 24, 25, 27, 30, 32, 36, 40, 45, 48, 50, 54, 60...\\}</w:t></w:r></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>We say that an integer-sided rectangle is a \"regular\" rectangle if its area is a regular number. In the figure below, the red-colored rectanges are regular, while the blue ones are not.</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>                                                                    </w:t></w:r><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"190\"/><w:attr w:name=\"width\" w:val=\"221\"/><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>All </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"false\"/></w:customXmlPr><w:r><w:t>28</w:t></w:r></w:customXml><w:r><w:t> regular rectangles whose areas are less than equal to </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"false\"/></w:customXmlPr><w:r><w:t>20</w:t></w:r></w:customXml><w:r><w:t> are listed below:</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>                                    </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"true\"/></w:customXmlPr><w:r><w:t>\\{ \\  1\\times 1,\\  1\\times 2,\\  1\\times 3,\\  1\\times 4,\\  2\\times 2,\\  1\\times 5,\\  1\\times 6,\\  2\\times 3,\\  1\\times 8,\\  2\\times 4,\\  1\\times 9,\\\\\n\\ \\ 3\\times 3,\\  1\\times 10,\\  2\\times 5,\\  1\\times 12,\\  2\\times 6,\\  3\\times 4,\\  1\\times 15,\\  3\\times 5,\\  1\\times 16,\\  2\\times 8,\\  \\\\\n\\ \\ 4\\times 4,\\  1\\times 18,\\  2\\times 9,\\  3\\times 6,\\  1\\times 20,\\  2\\times 10,\\  4\\times 5\\  \\} </w:t></w:r></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>And their total area is:</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>                                </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"true\"/></w:customXmlPr><w:r><w:t>A_{T} = 1+2+3+4+4+5+6+6+8+8+9+9+10+10+12+12+12\\\\\n\\ \\ \\ \\ +15+15+16+16+16+18+18+18+20+20+20 = 313\\ \\text{sq units}</w:t></w:r></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:rPr><w:b/></w:rPr><w:t>For a given area limit </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"false\"/></w:customXmlPr><w:r><w:t>a</w:t></w:r></w:customXml><w:r><w:rPr><w:b/></w:rPr><w:t>, find the total area of all regular rectangles with areas less than equal </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"false\"/></w:customXmlPr><w:r><w:t>a</w:t></w:r></w:customXml><w:r><w:rPr><w:b/></w:rPr><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: 20.4333px; 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; "><div style="block-size: 538px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 269px; transform-origin: 407px 269px; vertical-align: baseline; "><div 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; "><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: 54.5px 8px; transform-origin: 54.5px 8px; unicode-bidi: normal; "><span style="">A positive integer</span></span><a target='_blank' href = "https://en.wikipedia.org/wiki/Regular_number"><span style=""><span style=""> </span></span></a><span style="font-family: &quot;STIXGeneral&quot;, &quot;STIXGeneral-webfont&quot;, serif; font-style: italic; font-weight: 400; color: rgb(0, 0, 0);">n</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: 35.5px 8px; transform-origin: 35.5px 8px; unicode-bidi: normal; "><span style=""> is called a </span></span><a target='_blank' href = "https://en.wikipedia.org/wiki/Regular_number"><span style=""><span style="">regular number, </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: 148px 8px; transform-origin: 148px 8px; unicode-bidi: normal; "><span style="">if and only if there exist a non-negative integer </span></span><span style="font-family: &quot;STIXGeneral&quot;, &quot;STIXGeneral-webfont&quot;, serif; font-style: italic; font-weight: 400; color: rgb(0, 0, 0);">k</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: 35px 8px; transform-origin: 35px 8px; unicode-bidi: normal; "><span style="">, such that </span></span><span style="vertical-align:-5px"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGIAAAAnCAYAAAD0MJ3RAAAEw0lEQVRoQ+1auYoVQRSd+QB3IxERl0AQNHBJNFAQt1RQ0WBAcY9dMXJXNHONJlNBMxVF0EARXBCNXRAFI/cf0HOgzuO+sqqXeV2PhlcNh+F17efcuvdW9QwP5acVDAy3YhZ5EkNZiJYYQRYiCxFlYD9KJgBHWsJRX6bRxh1x3618TV8YSD/IMgwxHpgP/AauhobMQvRHiH0YZiOwKwuRnvCiEW44IRbi79u8I+JULUDRamCmq3IHf+8VMDsLZdNc+dMKGv9AHWIp8D0L0c3AFPzcBuwAZgMHgFvAxwJiN6HsOPAKeO2E47tDrm2IZIr8BrgM7In1PagxguTcdgI8cAQVCUD+LgG7gZOAzeh24vcVgP1sCVi8yjej7CGwCpgBfAZeSPhBFIIWfN1ZJkm9ECDPN1yR+QEFIffCTI+uzReJ/Sg+cNdRbKXnXeMOmhBMJZ84lmMW7ItAF/YOmBQhmvWtuH5A/otyCjjH1eNuOOsPMkhCWEJ/gohFcgs+Kd5v7Qa+Xg+EgjiDN8nmY3eFhGd84BNNAgZJCPl4n6wSHYZeOtFYT+4l1IZZEXeNrJ916IbOmMpMCP7bDSyvIgQtaTpg81+lb1/xvizIlS3UL09xsuYavpmBRCiD9jigaB10LXy4iyYXLEZxwgpGETnWVuCuJ1JXVyEh1qEGj+MrgSUAVdaJkALQshiYNLkVnkh1ie+HENa90GKvAQfd2jQ+358D7BWEUs+6QtCFPQcoPlPdxYCEYvbEAE4uO0YcEkLWPoqKVJMP/9JyHgOn3TttuVCm0IsYKXaEMhfNiz6b/voPwN3Os4HWGvLxdYWg4X4BuAvUn+IFBR8B1gKdNLjINck3Ks+msrJ+m31I4V7It21TCGH9fOi+h66L4zKA81FQtuu8iffMjmKPjQccg9nRYdMX251w72gIR4HOATAmhPWp7HQ7cB6gZfGxW32q7bABNVIIYf18LFuiS6YF86Hx8fbXT3eLboRFMttHL/di/MSE8CdFX2aP58pANOEG+O90kVqIooBrBZuLGc0DdO6oE6wbE8KmejYdE1tK1aLpWA/KpBBC861Dpg5mY8maoresdXfEezRQ8PIPMTaTqD1gBYFSCKGMhULQ0oM3oHhvU1CtTVxUFbHOYbFDR8g1WaJDAUrxoWxiFTgPVkkhhPXfRcYTEsx6h6K22jlKV2utPyRE2ZFeky281q01i+7KKYSwxlWU5cn6LZlVMkTbf+34wOWHhLBW4Qc2m01pQcykTgHBL09jECSFEJyGUtiYxYbWpumLk1hyoh0Xu50tpSEkhLZYyOLtLSPT1mMAXVST/3GRSogyy9Y5IEQ2D7kUkLcMvnuyl4nLUV7li91/wvhC2LQ1dNNo3RYnRgsoOuSUWkKgQiohOBTnSp9PQvWhhoFb62JM3AvEvrTxZoGPDrYUiG14NondzFbiwBeCEx1xLUOHF6p/EZgIjAI64FUarGKllEJwClzDBkcm18HnEfAMKLNmv+0vtKE4/PLW0+VnldvXivw1Vi21EI1NtMmOshBNstlDX1mIHshrsmkWokk2e+irjUIwq/kEBD8p9rDWVjdtoxCtJizV5LIQqZit2W8WoiZhqapnIVIxW7PfLERNwlJV/we9GjI33RbT/AAAAABJRU5ErkJggg==" style="width: 49px; height: 19.5px;" width="49" height="19.5"></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: 19px 8px; transform-origin: 19px 8px; unicode-bidi: normal; "><span style="">.  For some reason, such a number is also refered to as an </span></span><a target='_blank' href = "https://en.wikipedia.org/wiki/Talk%3ARegular_number#%22Ugly%22_numbers?"><span style=""><span style="">ugly number</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: 129px 8px; transform-origin: 129px 8px; unicode-bidi: normal; "><span style="">. Below are the first few regular numbers:</span></span></div><div 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; "><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: 56px 8px; transform-origin: 56px 8px; unicode-bidi: normal; "><span style="">                            </span></span><span style="vertical-align:-5px"><img src="data:image/png;base64,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" style="width: 515.5px; height: 18.5px;" width="515.5" height="18.5"></span></div><div 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; "><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: 380.5px 8px; transform-origin: 380.5px 8px; unicode-bidi: normal; "><span style="">We say that an integer-sided rectangle is a "regular" rectangle if its area is a regular number. In the figure below, the red-colored rectanges are regular, while the blue ones are not.</span></span></div><div style="block-size: 195.5px; 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 97.75px; text-align: left; transform-origin: 384px 97.75px; 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: 136px 8px; transform-origin: 136px 8px; unicode-bidi: normal; "><span style="">                                                                    </span></span><img class="imageNode" style="vertical-align: baseline;width: 221px;height: 190px" 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" data-image-state="image-loaded" width="221" height="190"></div><div 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; "><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: 9.5px 8px; transform-origin: 9.5px 8px; unicode-bidi: normal; "><span style="">All </span></span><span style="vertical-align:-5px"><img src="data:image/png;base64,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" style="width: 18px; height: 18px;" width="18" height="18"></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: 174px 8px; transform-origin: 174px 8px; unicode-bidi: normal; "><span style=""> regular rectangles whose areas are less than equal to </span></span><span style="vertical-align:-5px"><img src="data:image/png;base64,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" style="width: 18px; height: 18px;" width="18" height="18"></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: 53px 8px; transform-origin: 53px 8px; unicode-bidi: normal; "><span style=""> are listed below:</span></span></div><div style="block-size: 60.5px; 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 30.25px; text-align: left; transform-origin: 384px 30.25px; 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: 72px 8px; transform-origin: 72px 8px; unicode-bidi: normal; "><span style="">                                    </span></span><span style="vertical-align:-24px"><img 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" style="width: 472.5px; height: 60.5px;" width="472.5" height="60.5"></span></div><div 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; "><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: 69.5px 8px; transform-origin: 69.5px 8px; unicode-bidi: normal; "><span style="">And their total area is:</span></span></div><div 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; "><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: 64px 8px; transform-origin: 64px 8px; unicode-bidi: normal; "><span style="">                                </span></span><span style="vertical-align:-15px"><img src="data:image/png;base64,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" style="width: 476.5px; height: 42px;" width="476.5" height="42"></span></div><div 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; "><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: 76px 8px; transform-origin: 76px 8px; unicode-bidi: normal; "><span style="font-weight: 700; ">For a given area limit </span></span><span style="font-family: &quot;STIXGeneral&quot;, &quot;STIXGeneral-webfont&quot;, serif; font-style: italic; font-weight: 400; color: rgb(0, 0, 0);">a</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: 247.5px 8px; transform-origin: 247.5px 8px; unicode-bidi: normal; "><span style="font-weight: 700; ">, find the total area of all regular rectangles with areas less than equal </span></span><span style="font-family: &quot;STIXGeneral&quot;, &quot;STIXGeneral-webfont&quot;, serif; font-style: italic; font-weight: 400; color: rgb(0, 0, 0);">a</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: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; "><span style="font-weight: 700; ">.</span></span></div></div></div>

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Problem 53130. Easy Sequences 55: "Ugly" Rectangles?

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Problem 53130. Easy Sequences 55: "Ugly" Rectangles?

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