PDA

View Full Version : Baseboard finish step up



Hillary Marks
10-14-2023, 7:48 PM
At the home stretch and saved this piece of baseboard for last while trying to think of how to do step up from one piece of baseboard to another. The tile is on a floated floor. Carpet will be install at the lower elevation. The change in elevation is 3/4". Any ideas? What does it look like and how do I cut it? I have a many types of saws including miter saw. (when I previewed the picture it was vertical, not sure why)

Doug Garson
10-14-2023, 8:19 PM
How about adding a corner block?
https://sawmillcreek.org/image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAoHCBUSFRgSFBIYGBgYGBgYHBgaGBgcGhgcGBgZGRgZGB kcIS4lHB4rHxkYJjgmKy8xNTU1GiQ7QDszPy40NTEBDAwMEA8Q GBISGDEkISE0NDQxNDQ0NDQ0NDQ0MTQxNDQ0NDQ0NDQ0NDE0ND Q0NDQ0NDU0NDQ0NDQ0NDQ0NDE0NP/AABEIAOEA4QMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAAAQIDBAYFB//EAEcQAAECAgUJBQUGBAMJAQAAAAEAAgMRITFBUWEEEnGBkaGxw fAFBiIy0RNCUnLhYoKSorLxM0NTwhQ0cxUjVGODk7PD4gf/xAAYAQEBAQEBAAAAAAAAAAAAAAAAAQIDBP/EAB0RAQEAAgIDAQAAAAAAAAAAAAABAhExUQMSIUH/2gAMAwEAAhEDEQA/AONSTKS0wSEIQJCEkAhCEESpBRKkEaNMJBNA0IQjJoQhAIQhBa 2pCG1IVCQhCAQhCCKEIQJCEIEhCEAUkykoEkmkgEk0kAkmkgRU golSCNGmkmgaEIRk0JJoBCEILW1IQ2pCoSEIQCipKKAQhJAJJp IBCEIApIQoEkmhAkk0kAkmkUESphQUwjRppJoGhCEAmkmjIQhC C1tSSbaklQIQhAKKkooBJNJAJIQgEIQgSSaFAkIQgSEIQJIqUl 6nYGQMjxRDeHEEGWaQKRTSSDRKao8hSC6TvN2FDyZjHsD5ufm J4cJZpNWaKaAubCWaWGmEk1FCaSaATSQjIJTAwXV9x8shtc6CY QdEeSWvIB8LWzLZmqonGa7vJ3uaaIQ2tVkLXx4CgUJTX2oxn/0htauJ7/dqMIGTuhARQWvD5DwNM7RXOVWu5WxJXFoUGuUpqKSEIQCSEIEh CEAhCEAVFSSUCQhCAQhCAC6TuUD7ckMn4DTPy0inXKS5wEXrqu 4YnFfL4BxVnJW7v2T7FkwP4gpB w/rUuEXe9 2ygM/wBQfoeuDTLkgQhCjRppIQNCEig6fuDkZflBiS8MNhp 0/wgbM9fTMmb4tq4fuFl0NsJ0KYD88uItcCGgEYCUv3XZZNlTQa7 FvHhivRLV8z/AP0vICyMyOPK9mYcHMJO9rh Er6EctbeuY7 5ZCdkrmOIzy5hYLc4OEyPul09Kt4SPmjU1AKYWGjSQhAIQkgEI QgEIQg ljuhk39LbFept7qZMP5DNb3nmvaLH/GPw/VRzHf1Pyj1W9MvLHdnJh/Ih/mPEqbe72Tj RC/BPiV6Bh3xHbks1v9R34h6JoZG9h5OP5EH/tMVzey4QqhsGhjPRXBjfiJ 96KQY24/nQRZkbBU1o0MYOS2NgtDaLxdyCpaxvw8ea0w5SobLYgxdq5DDi NDXta4SqcJhcnl/c6E6ZYXMP4m/Rdnlcjgb1lziKxMXjmEHzbLe6uUQ6WgPbe007F4kWC5hk9pacQ Qvsga11I2hZ8pyFkQSexrxiJHappdvkKF3 Xd0oD6WF0M3Wei8DLu6ceHS0B4wrWfWrt4CRVsbJ3wzJ7C3SOa qKDve43Y7GsZlhJL3B4Aqa0BzmHSTLeu0ydrXOpaKrlzvc3/Jwvv8A/leugyas6Oa1OErZms EbFxnfvu82KHZYx a6HD8TCPC5jM53hIpDqTgaKl15Xl95f8AKZR/ov8A0FWsx8cBUgohSCw2aEIQCSaECQnJKSAQiSEH2UjrNceJUS 3rNbzKmSokrbJZun8g5Jid5/F6BKaYKBy6znJhujeeaAmCirGMGGwLTDFH7clmar4bxVOm63Yg pyqvrorPPr0Kvyo IrMevqgZYDTUbxQdd6A5zaxnC8V6wkOh6HkVJrurRpCImx7XYp exHukjRVsUXQw6m28UH6oBe37Qwr2IKcpyRrxJ8NrheBTsXPZf 3TgxJlhLDdVu i6tkUOqKjFYDWEGDsDIzAydkImZbn06XucOK9bJqzo5rPDEhLq taMmrOjmg0FeZ3kE8lyj/AEn/AKSvTKqynyOonQaL8FUfE2ZJEdVDefuu9Fthdi5Q6qC/ZLivqEEushAaxyWpoiGxo2lT1i7r5jC7q5U7 XLSVsh9ycpNZY3WSvonsYhriDU36o/whNcRx2Dkmobrh4fcR/vRmjQ36rQzuNDHnyh2rNHJdf8A4FtszpcfVSGRsHuDYmom3KN7 p5G3zRHO 96LSzsDIm1QnO1OK6ZsJoqACCAqOf8A9jZL/wAL RC9 hCDlIveqC2pkR1VQYK9LwqHd62yJbCJl8TwOAK4x8Wr7TidQoH JRhxKDjM7aV57nk7 sdNF74PshMFVbnOr0AKs96o7qswTExJhr1uXLRH0agUhEqNxOw 0 qntl2vrj06yD2/HiMJEUgtMyA1lLZfLPHUsz 14xrjP1Oc39MrdwK8TJcqMN2dZaMD1uK2R2BtVVY U2dWNxUtvayTpudlJd5nuPzOcZ6ZlXQXtlKQ2CleUx/Xr1erWvIpUV0nZ3avs5MdSy4VsxaLsP2PRMeHAOaQQaQRUQuBa 8PEp7CRwpW7sfLjk/hBLmE0tJmRO1txwqO9bwz18rGWO/sdinX1SNF6rgRmxGh7DNpt5EWHBTXfbklO38w5ixWB1 1Vg/v63pgXUYe6fRETdDDqxrFBVTg4VeIb9lqsabKjceRQ/YUEYTpienitOTVnRzWdlS0ZNWdCDQVF1RUiqo4Ja4CuRkqiMMh X54Fq8uHkzzXE2BaW5CLXOOuSI0uylotVDu0GC1SbkTB7s9JJ4 q5sJramgakVkOXz8rXHQCl7aKaoZ1kBbi4Xqt8VotQZDDjGstG slL/BvPmiHUPVafb3AnQCeCRe/4ZaSEGf8A2f8A8x 5Cvzn3t/F9EkHxh3hkPhbPrYosMqLEZQa9AG76qGdavK9JONWhQY6gjAHY lnVbOKgwyOsjaguD5aaR1v2rXkUYvYWkTzDQL2mtvGWpefKy3n 1JXZK/NeCLbMCKOsCoN9LTXPG8GkHePxFXEz666mqIjZ1Wb2k1ai7Y7B OGZjrb19pZVax adPHretbXz19T69FhJ65K2E yaD2uzsvfBdMVE JpqcORxXW5LlLYjc9hmKiLQbiLCuCY6enqxasjy18J2ew0igtN ThceRW8c9fLwzljt3UkwsfZfaTMobnMNIoc0 ZpxwxWyS9ErjpIXVi60aCouq IbwmEn77/VVBDNFHVK05NWdHNZmGhacmrOjmg0FVxDIE4KwquL5TITMqr1U UQo4sp0U8FfnuNTTuHFZ4XtD8Ldc1Y5nxxTqkPVETOdaWjXNVu e0eaJslzmgNYamuf I/RTaSPLDa3SQOCKrDmmpj3bZeiYD7IbW6SOSk5zjXEH3RzKgWtt znaXS3BAPzveigaBzKrzWH437ZbpBWCQqa0aqdpSc4m0oIezb/AETt qaSEHxeN72nmEmDcpRanG4k75qsOtvXkelW40DTzUX27VIeU6 KTqwqG40g3yKCfXb6HiotNGgpxKAHWdT3yKD04T85gcBSLL7wd MyNeCiHmuf7X8HayseSRs10jUePXErS6h2DqtNNGuZ24LIvBvE upbqtBF6bDd0euBwShGymzTcOY0gKVfWiXLdiorZDf111rV7QD gvNY R6660rXDiY9aOvSDWxzobxFhuk8V2zFsxaKKRbIEUhdj2T2ozK G/C8CbmTn95ptbiuMY 2am1xhkPYS2RmC2thPvC9t4W8c7izljt9AUXheZ2R2uI3 7dJsQCchU8fEz0s0Ur1nheiWWbjlZpBlS05LWdHNZmVLTktZ0c wtMtBVUbymmVBpVpVUbynQqjLBY23OOky4K9shU0DVTtVMBWoi ZeTaVBNJFCSaEEVEqySiQgrQpSQoPiufNrtB5qoGfWC0QnDNE2 y0muf7rbDgMAEgJ27F5NvS8hgJnIHYm6G6QmJUgUr3A0CoAasF mymGHNl0E2MkLInTIJAmJjUr4WStAIdSKdUpciDqU4UQuYHS8T TTqrVsWuYqdKWkVbRMa1N1VLMiYJ0TLbzXKkGi8TGpWR2TEpzm M5vpz2q1rqiLaObCqo2FfmH9w6vU2qprpgO0zH6xumFM0W/W3YRTtUWUGip8nDBwHMUagmwiUpyFmAnMH7pVQ3HDrRt33q2DE l111pKg3rmBu3XozeutuiYUG5j7d3Pqo61pEWVPXWC81hlbv3c NxvWgG6fp9eWIQaQA050yGzmCKDDd8QlU3hoq6rsjtr2koUWQf 7rqmv0WB2Ftlw5GFFp6t5IeMwSPk3wzOimvM4aKtY5XGs5Yyvo zVoyWs6OYXk9hRHPgMLnZzvEC60ye4CeMgF6uSik6Oa9Uu5txs 00lVRvKdBVpVUfyu0FVllgK6azwnSEzVesGVd48mhzBjNcR7sO bz WYGtLZOSTb10Lj8o76iebDgH5nuAlcc1s5jGYWSP21lMTzRc0X QwGD8VLt6xfLjG5hlXbZTHZDGc97WNvc4NG0ryMo70ZMyhrnRD 9hpl N0mnUSuSLA4zd4ze4ku2mlUPgEUsMxceRXO a/kbnjn7XSZT3miu8kNjB8TiXnYJAbSvKyjL40TzxnkXNIY3YwCY 0zXltygtvBuKubGBroXO5ZXmtzHGfh wbhs qFP2mI2IUa Ob7QdINl1JenC8uw7l53a4sxK3ZQ/Mhl2FGmoK/kZVxssAcQBOUlbBitfMW3YGaphQAKb035OQc4UEU/RT4D G/7LwPxDohXtbNpZa00cWlQylntIecLKRhbxBSgxJ5j/AIhmnTXxBUVOEZjA7s70dParIgzhMeZpqvIrGscVnBk52s6iQH bDIrQx9IxoPzN9fRFUPhhwIvGc07zvpSzpydbXLECTxrFI0qbg RQKx428xt4qt5qeKn7nCrRaNaCyQGiinD3TPcU29aa/rqIUIZrEqhnAfZd5m6laKJmiVRPAjVvBRABKzZtEt51kLRCfPV jZf9bqbCs86tnOj9Q1qTCWmsYS2iXLGYQasy2jq/DgVa10sbKcaweuSrhPmBVKsYYaJTowlZTaa5Sw0i7Tdeg9Hsrt c5LJr5mATLGCSd7Dumu4yF4d4gQQRMEVEGUiCvnkJ4tExxFxBV uQ9pRciBDHf7l9WcM/2LjYKaGE6QNa64eTXyueWO H0grxe3 1GQ4URgjNbELHBgBaX50jLw07xJctlmUxYk/aRXuEqpyb BsmnWsDWhtAAl1VupVvm6iTx9150eI J/Fe987HuJGptTTq2hQbMVCXVFHWuzZGgiuzeLqOWzHM7Hr1GPAr lvboiQHV6cdINmkfVDYph2zbslpHu6RQUGYr619Y3on1p4bwca 0Vqh5QHVUG7rirWvvoXkvZm JtmqU7vh3gq DlkxJ2275hZpqQb3sDq6ViiQHNpbSN/1WgGVVvVdqkHTUHm5 HH0TXo5puO0 qFdjw8ubnOaMRP1VvaLs5jGfE8JPb4yqozZvhC6Z4Ko9JhAAVg acDQB1vVcNs5ArVK2w8aaJLIyZIPOzXsNPWKywxmh8O1rs8ceR 2rXLNe11lR1rPFGZFGIcw6RSOB2oqT3gyfjTi1wlPq5SYJnNnS adDm0bxLYlk7A4Fpsm3VWPTUoMcRImsDewycNYQaIhm3OAqM Tgq2MBLoZ8r6W4FWtdSZVHxDXQVU5sjmisESOFY6xRWdkwZe8C SMSPMJ4rQxwrE5SzgaaW2iV4ISyxk82I2j4sCOiFBh8XhNfiZd P3m6aalUWuvNl11h1TnoKJzBG6dtZbrrCA6gUyomDOof/NI0FIslRIy5A1aWnioLWRDPGjCu2eO4hamRJ0bLJ4YU7DpCxSO vd4uR4qxjxeZXnCiZ4HbYg2j6/XT6K BGn4SJgiRBFBBvCzMfnU0zFdsrzLjttURRTiNV2EuraCNn8OTS SWEgNca2mxjjwdqNhKiNlRbxxUoEUEFrhMGgiwi2tTMhJppuJr FwJ2U qDGBKiwz0Y6q1TFh268RRX9aiK52aojJTEvrrVTX1XaOuheg89 7CKr6tF2OFd0woOdv0SOGHA4Fb4rMKJUjXZeJ6xga8cWGR62Hq qwyKqotMqNWjq7jWoPhzpGoiiuwehouUCCKNVNeiVowruU2PlR Ztn6jHaEChxSyiydVOaTxY5a4ccOoqNxr oWZ4DuuVo6BVToZEpVWSNXynkUHp5wwQvM9u/43/h iE0IxR4nKqIJPZK47yoxI3jInWZbFbEHincAFUejCWidGsc/VZmGkK1rpBZVTlNp6oKp7VozYlxY7VUVdlJo6wUMpbnwNRGyrg UgbBmvI IT0kdFQdQ5w0PGqh20KpzwRDfOuW8S9VflBlmvuNOh1BQMUSPw na09bk4okQ4UgcNWHBEMUhp TeSOsUMd4ZfCc2eFiKlCaJmGTQ8UHgsMiCYZoc0hzTiDwp3rYG Etla00HCzrAKvtJhc1sUCkV4EJCotM5FpoJJkbHDzA6ad6m1ud hQCJ2WCYr ydSoa4ToPhfSL2vsOC0Az1zBBmJOApFNhEqVUNosAlXRf8TdIl QgGRtppmbDY4cCq3mgHRPgHcipNNkpTNoqJrBwPNBdDeWkSmDh hTLGQpF4ouWlrgfEKvWzEGwrIQTRSZCikicqZE/E2xXQYhpdWDWKhSaD8ptuOlRFrHSqnXrGGniFe14eJGz9tYKzv IqlMG 3DAgobQa5g0jnP0QaS8Dwuon5TrqN GtVxoebMSoNYsOOCnMOBa4TBoOIMioQXlrvZRHZwd5H3/AGTZncUEdPIU1bf2Ki5k sLB8UrOIqvjQyJCvCilZnHnfq11U1iaDPFhU1bqhXINtEqc2sW TWZ4lxroOIPOy29b3NJrrqnjcRYZ066Ka6YjJzOMzZSbZ2Oprq NRkVRlq6ArvsHAqVf7GnTbPGvSk5noDKWqVhwNBsUQDVwE9QvG FYRVkj8f52oUfb4/mf6IQePE8/wCJei6t2kJoVqNsLzDqxTd5dnFCFlUcrq1FED CdB5oQgwM/hM1LTlfkdo5oQl5F1v32f2qrJvLE6tehCC5lZ UcVM R nkEIUV5OSeQfN/evQyjzO dn9qELSIRPM/Q/kg2/c4oQgsH/sbwCmfKf8Ar8QhCg1xPI/5h lqg o/Of7UIRBC93Q39SO1f4R Zn62oQk5HpRvIdC859es80IQUZT/AG8ipZTUflf hiEKwZcq9/5GcHKt1Z0s4NQhA0IQqP/Z

Hillary Marks
10-14-2023, 9:27 PM
How about adding a corner block?

https://sawmillcreek.org/image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAoHCBUSFRgSFBIYGBgYGBgYHBgaGBgcGhgcGBgZGRgZGB kcIS4lHB4rHxkYJjgmKy8xNTU1GiQ7QDszPy40NTEBDAwMEA8Q GBISGDEkISE0NDQxNDQ0NDQ0NDQ0MTQxNDQ0NDQ0NDQ0NDE0ND Q0NDQ0NDU0NDQ0NDQ0NDQ0NDE0NP/AABEIAOEA4QMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAAAQIDBAYFB//EAEcQAAECAgUJBQUGBAMJAQAAAAEAAgMRITFBUWEEEnGBkaGxw fAFBiIy0RNCUnLhYoKSorLxM0NTwhQ0cxUjVGODk7PD4gf/xAAYAQEBAQEBAAAAAAAAAAAAAAAAAQIDBP/EAB0RAQEAAgIDAQAAAAAAAAAAAAABAhExUQMSIUH/2gAMAwEAAhEDEQA/AONSTKS0wSEIQJCEkAhCEESpBRKkEaNMJBNA0IQjJoQhAIQhBa 2pCG1IVCQhCAQhCCKEIQJCEIEhCEAUkykoEkmkgEk0kAkmkgRU golSCNGmkmgaEIRk0JJoBCEILW1IQ2pCoSEIQCipKKAQhJAJJp IBCEIApIQoEkmhAkk0kAkmkUESphQUwjRppJoGhCEAmkmjIQhC C1tSSbaklQIQhAKKkooBJNJAJIQgEIQgSSaFAkIQgSEIQJIqUl 6nYGQMjxRDeHEEGWaQKRTSSDRKao8hSC6TvN2FDyZjHsD5ufm J4cJZpNWaKaAubCWaWGmEk1FCaSaATSQjIJTAwXV9x8shtc6CY QdEeSWvIB8LWzLZmqonGa7vJ3uaaIQ2tVkLXx4CgUJTX2oxn/0htauJ7/dqMIGTuhARQWvD5DwNM7RXOVWu5WxJXFoUGuUpqKSEIQCSEIEh CEAhCEAVFSSUCQhCAQhCAC6TuUD7ckMn4DTPy0inXKS5wEXrqu 4YnFfL4BxVnJW7v2T7FkwP4gpB w/rUuEXe9 2ygM/wBQfoeuDTLkgQhCjRppIQNCEig6fuDkZflBiS8MNhp 0/wgbM9fTMmb4tq4fuFl0NsJ0KYD88uItcCGgEYCUv3XZZNlTQa7 FvHhivRLV8z/AP0vICyMyOPK9mYcHMJO9rh Er6EctbeuY7 5ZCdkrmOIzy5hYLc4OEyPul09Kt4SPmjU1AKYWGjSQhAIQkgEI QgEIQg ljuhk39LbFept7qZMP5DNb3nmvaLH/GPw/VRzHf1Pyj1W9MvLHdnJh/Ih/mPEqbe72Tj RC/BPiV6Bh3xHbks1v9R34h6JoZG9h5OP5EH/tMVzey4QqhsGhjPRXBjfiJ 96KQY24/nQRZkbBU1o0MYOS2NgtDaLxdyCpaxvw8ea0w5SobLYgxdq5DDi NDXta4SqcJhcnl/c6E6ZYXMP4m/Rdnlcjgb1lziKxMXjmEHzbLe6uUQ6WgPbe007F4kWC5hk9pacQ Qvsga11I2hZ8pyFkQSexrxiJHappdvkKF3 Xd0oD6WF0M3Wei8DLu6ceHS0B4wrWfWrt4CRVsbJ3wzJ7C3SOa qKDve43Y7GsZlhJL3B4Aqa0BzmHSTLeu0ydrXOpaKrlzvc3/Jwvv8A/leugyas6Oa1OErZms EbFxnfvu82KHZYx a6HD8TCPC5jM53hIpDqTgaKl15Xl95f8AKZR/ov8A0FWsx8cBUgohSCw2aEIQCSaECQnJKSAQiSEH2UjrNceJUS 3rNbzKmSokrbJZun8g5Jid5/F6BKaYKBy6znJhujeeaAmCirGMGGwLTDFH7clmar4bxVOm63Yg pyqvrorPPr0Kvyo IrMevqgZYDTUbxQdd6A5zaxnC8V6wkOh6HkVJrurRpCImx7XYp exHukjRVsUXQw6m28UH6oBe37Qwr2IKcpyRrxJ8NrheBTsXPZf 3TgxJlhLDdVu i6tkUOqKjFYDWEGDsDIzAydkImZbn06XucOK9bJqzo5rPDEhLq taMmrOjmg0FeZ3kE8lyj/AEn/AKSvTKqynyOonQaL8FUfE2ZJEdVDefuu9Fthdi5Q6qC/ZLivqEEushAaxyWpoiGxo2lT1i7r5jC7q5U7 XLSVsh9ycpNZY3WSvonsYhriDU36o/whNcRx2Dkmobrh4fcR/vRmjQ36rQzuNDHnyh2rNHJdf8A4FtszpcfVSGRsHuDYmom3KN7 p5G3zRHO 96LSzsDIm1QnO1OK6ZsJoqACCAqOf8A9jZL/wAL RC9 hCDlIveqC2pkR1VQYK9LwqHd62yJbCJl8TwOAK4x8Wr7TidQoH JRhxKDjM7aV57nk7 sdNF74PshMFVbnOr0AKs96o7qswTExJhr1uXLRH0agUhEqNxOw 0 qntl2vrj06yD2/HiMJEUgtMyA1lLZfLPHUsz 14xrjP1Oc39MrdwK8TJcqMN2dZaMD1uK2R2BtVVY U2dWNxUtvayTpudlJd5nuPzOcZ6ZlXQXtlKQ2CleUx/Xr1erWvIpUV0nZ3avs5MdSy4VsxaLsP2PRMeHAOaQQaQRUQuBa 8PEp7CRwpW7sfLjk/hBLmE0tJmRO1txwqO9bwz18rGWO/sdinX1SNF6rgRmxGh7DNpt5EWHBTXfbklO38w5ixWB1 1Vg/v63pgXUYe6fRETdDDqxrFBVTg4VeIb9lqsabKjceRQ/YUEYTpienitOTVnRzWdlS0ZNWdCDQVF1RUiqo4Ja4CuRkqiMMh X54Fq8uHkzzXE2BaW5CLXOOuSI0uylotVDu0GC1SbkTB7s9JJ4 q5sJramgakVkOXz8rXHQCl7aKaoZ1kBbi4Xqt8VotQZDDjGstG slL/BvPmiHUPVafb3AnQCeCRe/4ZaSEGf8A2f8A8x 5Cvzn3t/F9EkHxh3hkPhbPrYosMqLEZQa9AG76qGdavK9JONWhQY6gjAHY lnVbOKgwyOsjaguD5aaR1v2rXkUYvYWkTzDQL2mtvGWpefKy3n 1JXZK/NeCLbMCKOsCoN9LTXPG8GkHePxFXEz666mqIjZ1Wb2k1ai7Y7B OGZjrb19pZVax adPHretbXz19T69FhJ65K2E yaD2uzsvfBdMVE JpqcORxXW5LlLYjc9hmKiLQbiLCuCY6enqxasjy18J2ew0igtN ThceRW8c9fLwzljt3UkwsfZfaTMobnMNIoc0 ZpxwxWyS9ErjpIXVi60aCouq IbwmEn77/VVBDNFHVK05NWdHNZmGhacmrOjmg0FVxDIE4KwquL5TITMqr1U UQo4sp0U8FfnuNTTuHFZ4XtD8Ldc1Y5nxxTqkPVETOdaWjXNVu e0eaJslzmgNYamuf I/RTaSPLDa3SQOCKrDmmpj3bZeiYD7IbW6SOSk5zjXEH3RzKgWtt znaXS3BAPzveigaBzKrzWH437ZbpBWCQqa0aqdpSc4m0oIezb/AETt qaSEHxeN72nmEmDcpRanG4k75qsOtvXkelW40DTzUX27VIeU6 KTqwqG40g3yKCfXb6HiotNGgpxKAHWdT3yKD04T85gcBSLL7wd MyNeCiHmuf7X8HayseSRs10jUePXErS6h2DqtNNGuZ24LIvBvE upbqtBF6bDd0euBwShGymzTcOY0gKVfWiXLdiorZDf111rV7QD gvNY R6660rXDiY9aOvSDWxzobxFhuk8V2zFsxaKKRbIEUhdj2T2ozK G/C8CbmTn95ptbiuMY 2am1xhkPYS2RmC2thPvC9t4W8c7izljt9AUXheZ2R2uI3 7dJsQCchU8fEz0s0Ur1nheiWWbjlZpBlS05LWdHNZmVLTktZ0c wtMtBVUbymmVBpVpVUbynQqjLBY23OOky4K9shU0DVTtVMBWoi ZeTaVBNJFCSaEEVEqySiQgrQpSQoPiufNrtB5qoGfWC0QnDNE2 y0muf7rbDgMAEgJ27F5NvS8hgJnIHYm6G6QmJUgUr3A0CoAasF mymGHNl0E2MkLInTIJAmJjUr4WStAIdSKdUpciDqU4UQuYHS8T TTqrVsWuYqdKWkVbRMa1N1VLMiYJ0TLbzXKkGi8TGpWR2TEpzm M5vpz2q1rqiLaObCqo2FfmH9w6vU2qprpgO0zH6xumFM0W/W3YRTtUWUGip8nDBwHMUagmwiUpyFmAnMH7pVQ3HDrRt33q2DE l111pKg3rmBu3XozeutuiYUG5j7d3Pqo61pEWVPXWC81hlbv3c NxvWgG6fp9eWIQaQA050yGzmCKDDd8QlU3hoq6rsjtr2koUWQf 7rqmv0WB2Ftlw5GFFp6t5IeMwSPk3wzOimvM4aKtY5XGs5Yyvo zVoyWs6OYXk9hRHPgMLnZzvEC60ye4CeMgF6uSik6Oa9Uu5txs 00lVRvKdBVpVUfyu0FVllgK6azwnSEzVesGVd48mhzBjNcR7sO bz WYGtLZOSTb10Lj8o76iebDgH5nuAlcc1s5jGYWSP21lMTzRc0X QwGD8VLt6xfLjG5hlXbZTHZDGc97WNvc4NG0ryMo70ZMyhrnRD 9hpl N0mnUSuSLA4zd4ze4ku2mlUPgEUsMxceRXO a/kbnjn7XSZT3miu8kNjB8TiXnYJAbSvKyjL40TzxnkXNIY3YwCY 0zXltygtvBuKubGBroXO5ZXmtzHGfh wbhs qFP2mI2IUa Ob7QdINl1JenC8uw7l53a4sxK3ZQ/Mhl2FGmoK/kZVxssAcQBOUlbBitfMW3YGaphQAKb035OQc4UEU/RT4D G/7LwPxDohXtbNpZa00cWlQylntIecLKRhbxBSgxJ5j/AIhmnTXxBUVOEZjA7s70dParIgzhMeZpqvIrGscVnBk52s6iQH bDIrQx9IxoPzN9fRFUPhhwIvGc07zvpSzpydbXLECTxrFI0qbg RQKx428xt4qt5qeKn7nCrRaNaCyQGiinD3TPcU29aa/rqIUIZrEqhnAfZd5m6laKJmiVRPAjVvBRABKzZtEt51kLRCfPV jZf9bqbCs86tnOj9Q1qTCWmsYS2iXLGYQasy2jq/DgVa10sbKcaweuSrhPmBVKsYYaJTowlZTaa5Sw0i7Tdeg9Hsrt c5LJr5mATLGCSd7Dumu4yF4d4gQQRMEVEGUiCvnkJ4tExxFxBV uQ9pRciBDHf7l9WcM/2LjYKaGE6QNa64eTXyueWO H0grxe3 1GQ4URgjNbELHBgBaX50jLw07xJctlmUxYk/aRXuEqpyb BsmnWsDWhtAAl1VupVvm6iTx9150eI J/Fe987HuJGptTTq2hQbMVCXVFHWuzZGgiuzeLqOWzHM7Hr1GPAr lvboiQHV6cdINmkfVDYph2zbslpHu6RQUGYr619Y3on1p4bwca 0Vqh5QHVUG7rirWvvoXkvZm JtmqU7vh3gq DlkxJ2275hZpqQb3sDq6ViiQHNpbSN/1WgGVVvVdqkHTUHm5 HH0TXo5puO0 qFdjw8ubnOaMRP1VvaLs5jGfE8JPb4yqozZvhC6Z4Ko9JhAAVg acDQB1vVcNs5ArVK2w8aaJLIyZIPOzXsNPWKywxmh8O1rs8ceR 2rXLNe11lR1rPFGZFGIcw6RSOB2oqT3gyfjTi1wlPq5SYJnNnS adDm0bxLYlk7A4Fpsm3VWPTUoMcRImsDewycNYQaIhm3OAqM Tgq2MBLoZ8r6W4FWtdSZVHxDXQVU5sjmisESOFY6xRWdkwZe8C SMSPMJ4rQxwrE5SzgaaW2iV4ISyxk82I2j4sCOiFBh8XhNfiZd P3m6aalUWuvNl11h1TnoKJzBG6dtZbrrCA6gUyomDOof/NI0FIslRIy5A1aWnioLWRDPGjCu2eO4hamRJ0bLJ4YU7DpCxSO vd4uR4qxjxeZXnCiZ4HbYg2j6/XT6K BGn4SJgiRBFBBvCzMfnU0zFdsrzLjttURRTiNV2EuraCNn8OTS SWEgNca2mxjjwdqNhKiNlRbxxUoEUEFrhMGgiwi2tTMhJppuJr FwJ2U qDGBKiwz0Y6q1TFh268RRX9aiK52aojJTEvrrVTX1XaOuheg89 7CKr6tF2OFd0woOdv0SOGHA4Fb4rMKJUjXZeJ6xga8cWGR62Hq qwyKqotMqNWjq7jWoPhzpGoiiuwehouUCCKNVNeiVowruU2PlR Ztn6jHaEChxSyiydVOaTxY5a4ccOoqNxr oWZ4DuuVo6BVToZEpVWSNXynkUHp5wwQvM9u/43/h iE0IxR4nKqIJPZK47yoxI3jInWZbFbEHincAFUejCWidGsc/VZmGkK1rpBZVTlNp6oKp7VozYlxY7VUVdlJo6wUMpbnwNRGyrg UgbBmvI IT0kdFQdQ5w0PGqh20KpzwRDfOuW8S9VflBlmvuNOh1BQMUSPw na09bk4okQ4UgcNWHBEMUhp TeSOsUMd4ZfCc2eFiKlCaJmGTQ8UHgsMiCYZoc0hzTiDwp3rYG Etla00HCzrAKvtJhc1sUCkV4EJCotM5FpoJJkbHDzA6ad6m1ud hQCJ2WCYr ydSoa4ToPhfSL2vsOC0Az1zBBmJOApFNhEqVUNosAlXRf8TdIl QgGRtppmbDY4cCq3mgHRPgHcipNNkpTNoqJrBwPNBdDeWkSmDh hTLGQpF4ouWlrgfEKvWzEGwrIQTRSZCikicqZE/E2xXQYhpdWDWKhSaD8ptuOlRFrHSqnXrGGniFe14eJGz9tYKzv IqlMG 3DAgobQa5g0jnP0QaS8Dwuon5TrqN GtVxoebMSoNYsOOCnMOBa4TBoOIMioQXlrvZRHZwd5H3/AGTZncUEdPIU1bf2Ki5k sLB8UrOIqvjQyJCvCilZnHnfq11U1iaDPFhU1bqhXINtEqc2sW TWZ4lxroOIPOy29b3NJrrqnjcRYZ066Ka6YjJzOMzZSbZ2Oprq NRkVRlq6ArvsHAqVf7GnTbPGvSk5noDKWqVhwNBsUQDVwE9QvG FYRVkj8f52oUfb4/mf6IQePE8/wCJei6t2kJoVqNsLzDqxTd5dnFCFlUcrq1FED CdB5oQgwM/hM1LTlfkdo5oQl5F1v32f2qrJvLE6tehCC5lZ UcVM R nkEIUV5OSeQfN/evQyjzO dn9qELSIRPM/Q/kg2/c4oQgsH/sbwCmfKf8Ar8QhCg1xPI/5h lqg o/Of7UIRBC93Q39SO1f4R Zn62oQk5HpRvIdC859es80IQUZT/AG8ipZTUflf hiEKwZcq9/5GcHKt1Z0s4NQhA0IQqP/Z


YES! Thank you for responding. I'm making a jig to try that. I'm also going to try this and see what looks best. This was suggested in another group. 508999

Jim McCue
10-14-2023, 10:34 PM
Depending on what the taller piece is running to I would consider just ripping it 3/4" shorter. Like if it terminates in a doorframe or corner where it doesn't have to meet another piece that would make it noticeable.

Bradley Gray
10-15-2023, 4:09 AM
The best way is rip off or add to the shorter run to match up at the corner.

Brian Runau
10-15-2023, 7:12 AM
Not a criticism. If you install baseboard before your flooring, then run the flooring up to it with a gap and cover this with quarter round. When you replace either flooring in the future, and you will, you will have to remove all the baseboard as part of the job. Brian

Michael Zerance
10-15-2023, 8:07 AM
Depending on what the taller piece is running to I would consider just ripping it 3/4" shorter. Like if it terminates in a doorframe or corner where it doesn't have to meet another piece that would make it noticeable.

This is how we do it. Alternatively, on occasion we have had to add a piece to the bottom of the shorter piece because it was less noticeable than ripping the taller piece.

Jim Becker
10-15-2023, 10:05 AM
I'd absolutely use corner blocks for this kind of step situation.

Lee Schierer
10-15-2023, 2:17 PM
Even if you adjust the base molding you will still have a significant change of height between the top of the carpet to the tile. What about raising the floor in the carpeted area with some 3/4" sheets of plywood.

Hillary Marks
10-15-2023, 3:42 PM
Not a criticism. If you install baseboard before your flooring, then run the flooring up to it with a gap and cover this with quarter round. When you replace either flooring in the future, and you will, you will have to remove all the baseboard as part of the job. Brian

Carpet is going in this room. It's about 1/4" above the floor.