tag:blogger.com,1999:blog-11803670098293435822024-03-13T20:05:13.972-07:00The Simply Complex BlogA blog dedicated to modeling and documenting complex geometry in the AEC industry using AUTODESK Products including DynamoBIM and DynamoBIM training.Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.comBlogger140125tag:blogger.com,1999:blog-1180367009829343582.post-39170171067577825552022-07-22T14:21:00.000-07:002022-07-22T14:21:24.187-07:00Big News! I have moved to a new companyAfter 20 years with JAMA - LA I decided to move on and join a firm in Texas.<div>AG&E. They do amazing work. I will lead their Advanced Design Technology initiatives remotely.</div><div><a href="https://www.linkedin.com/feed/update/urn:li:activity:6950526023666982914?utm_source=linkedin_share&utm_medium=member_desktop_web">Read all about it here</a></div><div><br /></div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjpn_bf8eHwi2JzK0vBT_KxLoPd7RLnNvjLvWZ_KXpsj-T6PP8QN13yGo7cfAtLLy5LfH-w5tn8AQC_ZZ8ZskCJfF4zunxX3S-SJyoWvvb_1QcwUmcKrJW_PetyWYsnAaHAT-FUuawuIsKL_2U0DecrIxRyVltaVaUB6yRakikBRD6tNM6E5M2UwghW" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="518" data-original-width="1500" height="111" src="https://blogger.googleusercontent.com/img/a/AVvXsEjpn_bf8eHwi2JzK0vBT_KxLoPd7RLnNvjLvWZ_KXpsj-T6PP8QN13yGo7cfAtLLy5LfH-w5tn8AQC_ZZ8ZskCJfF4zunxX3S-SJyoWvvb_1QcwUmcKrJW_PetyWYsnAaHAT-FUuawuIsKL_2U0DecrIxRyVltaVaUB6yRakikBRD6tNM6E5M2UwghW" width="320" /></a></div><br />I will still be involved in helping the AEC community as always, including presenting at conferences,</div><div>and publishing etc.</div><div><br /></div><div>Thank you for all the support over the years and here is to another 20 more!</div><div><br /></div><div>Marcello</div><div><br /></div>Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com1tag:blogger.com,1999:blog-1180367009829343582.post-66177842063351066122021-09-12T21:41:00.005-07:002021-10-04T19:16:40.428-07:00 Save the Date! My #AU2021 class titled "10 Yrs Worth of Dynamo and Revit Volume 3" is on Oct 7th 10AM US Pacific Time<div class="feed-shared-update-v2__description-wrapper" style="background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-family: -apple-system, system-ui, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", "Fira Sans", Ubuntu, Oxygen, "Oxygen Sans", Cantarell, "Droid Sans", "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Lucida Grande", Helvetica, Arial, sans-serif; font-size: 16px; margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><div class="feed-shared-inline-show-more-text feed-shared-update-v2__description feed-shared-inline-show-more-text--minimal-padding feed-shared-inline-show-more-text--expanded" style="--artdeco-reset-typography_getlineheight: 1.42857; -webkit-line-clamp: initial; background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: 2rem; margin: 0px 16px; max-height: none; max-width: 928px; overflow: hidden; padding: var(--artdeco-reset-base-padding-zero); position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);" tabindex="-1"><div class="feed-shared-text relative feed-shared-update-v2__commentary" dir="ltr" style="--artdeco-reset-typography_getfontsize: 1.4rem; --artdeco-reset-typography_getlineheight: 1.42857; background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--artdeco-reset-typography_getFontSize); line-height: var(--artdeco-reset-typography_getLineHeight); margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span class="break-words" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); word-break: break-word;"><span style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span dir="ltr" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span color="var(--color-text)" style="font-size: var(--artdeco-reset-base-font-size-hundred-percent);"><b>Save the Date! </b></span></span></span></span></div><div class="feed-shared-text relative feed-shared-update-v2__commentary" dir="ltr" style="--artdeco-reset-typography_getfontsize: 1.4rem; --artdeco-reset-typography_getlineheight: 1.42857; background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--artdeco-reset-typography_getFontSize); line-height: var(--artdeco-reset-typography_getLineHeight); margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span class="break-words" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); word-break: break-word;"><span style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span dir="ltr" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span color="var(--color-text)" style="font-size: var(--artdeco-reset-base-font-size-hundred-percent);">My</span><span color="var(--color-text)" style="font-size: var(--artdeco-reset-base-font-size-hundred-percent);"> </span>AU2021<span color="var(--color-text)" style="font-size: var(--artdeco-reset-base-font-size-hundred-percent);"> </span><span color="var(--color-text)" style="font-size: var(--artdeco-reset-base-font-size-hundred-percent);">class titled </span></span></span></span></div><div class="feed-shared-text relative feed-shared-update-v2__commentary" dir="ltr" style="--artdeco-reset-typography_getfontsize: 1.4rem; --artdeco-reset-typography_getlineheight: 1.42857; background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--artdeco-reset-typography_getFontSize); line-height: var(--artdeco-reset-typography_getLineHeight); margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span class="break-words" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); word-break: break-word;"><span style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span dir="ltr" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span color="var(--color-text)" style="font-size: var(--artdeco-reset-base-font-size-hundred-percent);">"10 Yrs Worth of Dynamo and Revit Volume 3" </span></span></span></span></div><div class="feed-shared-text relative feed-shared-update-v2__commentary" dir="ltr" style="--artdeco-reset-typography_getfontsize: 1.4rem; --artdeco-reset-typography_getlineheight: 1.42857; background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--artdeco-reset-typography_getFontSize); line-height: var(--artdeco-reset-typography_getLineHeight); margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span class="break-words" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); word-break: break-word;"><span style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span dir="ltr" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span color="var(--color-text)" style="font-size: var(--artdeco-reset-base-font-size-hundred-percent);">is on Oct 7th 10AM US Pacific Time. </span></span></span></span></div><div class="feed-shared-text relative feed-shared-update-v2__commentary" dir="ltr" style="--artdeco-reset-typography_getfontsize: 1.4rem; --artdeco-reset-typography_getlineheight: 1.42857; background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--artdeco-reset-typography_getFontSize); line-height: var(--artdeco-reset-typography_getLineHeight); margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span class="break-words" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); word-break: break-word;"><span style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span dir="ltr" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">I will have Live Demos, Q&A and crazy Dynamo, Revit, and <a href="http://therevitcomplex.blogspot.com/2019/10/what-is-rhino-inside.html">RhinoInsideRevit</a> content.<br style="box-sizing: inherit; line-height: inherit;" /></span></span></span></div><div class="feed-shared-text relative feed-shared-update-v2__commentary" dir="ltr" style="--artdeco-reset-typography_getfontsize: 1.4rem; --artdeco-reset-typography_getlineheight: 1.42857; background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--artdeco-reset-typography_getFontSize); line-height: var(--artdeco-reset-typography_getLineHeight); margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span class="break-words" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); word-break: break-word;"><span style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span dir="ltr" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">I will be covering 30 examples taken from the last 10 years I have been teaching at Autodesk University. </span></span></span></div><div class="feed-shared-text relative feed-shared-update-v2__commentary" dir="ltr" style="--artdeco-reset-typography_getfontsize: 1.4rem; --artdeco-reset-typography_getlineheight: 1.42857; background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--artdeco-reset-typography_getFontSize); line-height: var(--artdeco-reset-typography_getLineHeight); margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span class="break-words" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); word-break: break-word;"><span style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span dir="ltr" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">Head Over to the class page Sign up for AU2021 (Its free this year!) and check it out.....add a comment, ask a question, and Recommend it to <a data-attribute-index="3" href="https://www.linkedin.com/feed/hashtag/?keywords=aec&highlightedUpdateUrns=urn%3Ali%3Aactivity%3A6842701252191776768" style="background-color: var(--artdeco-reset-link-background-color-transparent); border: var(--artdeco-reset-link-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); font-weight: var(--font-weight-bold); line-height: inherit; margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); position: relative; text-decoration: var(--artdeco-reset-link-text-decoration-none); touch-action: manipulation; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">#AEC</a>, Then attend the class, I will See you Then!<br style="box-sizing: inherit; line-height: inherit;" /><a data-artdeco-is-focused="true" data-attribute-index="5" href="https://bit.ly/2VLvfWq" style="border: var(--artdeco-reset-link-border-zero); box-sizing: inherit; font-size: 14px; font-weight: var(--font-weight-bold); line-height: inherit !important; margin: var(--artdeco-reset-base-margin-zero); outline: none; padding: var(--artdeco-reset-base-padding-zero); position: relative; text-decoration: var(--artdeco-reset-link-text-decoration-underline); touch-action: manipulation; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">https://bit.ly/2VLvfWq</a></span></span></span></div></div></div><div class="feed-shared-image feed-shared-image--single-image feed-shared-update-v2__content" style="background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-family: -apple-system, system-ui, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", "Fira Sans", Ubuntu, Oxygen, "Oxygen Sans", Cantarell, "Droid Sans", "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Lucida Grande", Helvetica, Arial, sans-serif; font-size: 16px; margin-top: 8px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><div class="relative" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><div class="feed-shared-image__container" style="background-color: var(--color-background-container); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); height: 0px; margin: var(--artdeco-reset-base-margin-zero); padding-top: 507.917px; position: relative; vertical-align: var(--artdeco-reset-base-vertical-align-baseline); width: 540px;"><button aria-describedby="feed-shared-image-" class="feed-shared-image__image-link" style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-color: initial; border-style: none; border-width: initial; box-sizing: inherit; cursor: pointer; display: block; font-family: inherit; height: 507.917px; left: 0px; margin-bottom: 0px; padding: 0px; position: absolute; top: 0px; touch-action: manipulation; width: 540px;" type="button"><div class="ivm-image-view-model" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); height: 507.917px; margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); width: 540px;"><div class="ivm-view-attr__img-wrapper ivm-view-attr__img-wrapper--use-img-tag display-flex" style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; display: flex; font-size: var(--artdeco-reset-base-font-size-hundred-percent); height: 507.917px; margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); width: 540px;"><img alt="AU Class Page and Some Class Examples" class="ivm-view-attr__img--centered feed-shared-image__image lazy-image ember-view" height="564" id="ember625" loading="lazy" src="https://media-exp1.licdn.com/dms/image/C5622AQHpw2Rrzl9vnw/feedshare-shrink_800/0/1631427108726?e=1634169600&v=beta&t=tLRwmZ7Tx0ws-daLYAXJhKodA1I6lG3EqLiPFBjnnco" style="background-position: 50% 50%; background-size: cover; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--artdeco-reset-base-font-size-hundred-percent); height: 507.917px; margin: var(--artdeco-reset-base-margin-zero); object-fit: cover; object-position: center center; outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline); width: 540px;" width="600" /></div></div></button></div></div></div>Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com1tag:blogger.com,1999:blog-1180367009829343582.post-9476418199524464592021-01-21T22:42:00.009-08:002021-01-21T22:49:32.743-08:00GET CENTER POINT OF MANY POINTS USING DYNAMO OR GRASSHOPPER<p>If you ever wanted to get the center point from many points using <a href="https://dynamobim.org/">Dynamo</a> or <a href="https://www.grasshopper3d.com/">Grasshopper</a> then see image below....and yes there are many ways to do this one task including using custom nodes.</p><p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu-T6vVy4FpnxfWDfmnFtlJI7IXhACur7jv2TV2E08ENk2BvUfsMMyBPuhjeNgB0D7Ox0nrEXskI-DsMptFv5AKAyabcgkL9Jmua43gJZ0L0hyphenhyphenjHprD1I-D_d5yybP9XxSE79dZVlpruc/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2048" data-original-width="1570" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu-T6vVy4FpnxfWDfmnFtlJI7IXhACur7jv2TV2E08ENk2BvUfsMMyBPuhjeNgB0D7Ox0nrEXskI-DsMptFv5AKAyabcgkL9Jmua43gJZ0L0hyphenhyphenjHprD1I-D_d5yybP9XxSE79dZVlpruc/w491-h640/CENTERPOINTS.png" width="491" /></a></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibmGqzfWXtCjhB0ue680HIOk6V_pNcJBhuPHfSDwhFGMovlE8kito-cUGCUthTHw1wxEmVRH7cY5GkUj5vRsQUDriNHdJB9W-hm3uYP3yNjosYOlfgNxtRP7jiGluf0fogeBQg5Bl3Sdw/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2048" data-original-width="1570" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibmGqzfWXtCjhB0ue680HIOk6V_pNcJBhuPHfSDwhFGMovlE8kito-cUGCUthTHw1wxEmVRH7cY5GkUj5vRsQUDriNHdJB9W-hm3uYP3yNjosYOlfgNxtRP7jiGluf0fogeBQg5Bl3Sdw/w491-h640/CENTERPOINTS.png" width="491" /></a></div><br /><br /></div><br /><br /></div><br /><br /><p></p><p>If you like this format there are 100's of more examples similar to this one in my new book</p><p><a href="https://www.aeccheatsheets.com/dynamo-and-grasshopper-reference-ma"> "Dynamo and Grasshopper Cheat Sheet Reference Manual" More information here </a></p><p><br /></p><p><br /></p>Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com1tag:blogger.com,1999:blog-1180367009829343582.post-13035825443685130132021-01-18T14:48:00.000-08:002021-01-18T14:48:05.321-08:00ORIENT REVIT STRUCTURAL FRAMING PERP TO CURVE SURFACE<p> Have you ever wanted to orient structural framing perpendicular to a curve roof in Revit? You could change the "cross sectional rotation parameter" on each beam or you could use Grasshopper inside Revit that uses the new Rhino.Inside.Revit Technology. See image below and good luck.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbchcMzK9mTJK-9h_pAtSefx4T4YzWmPO526uuWyGgvgeOtPfaphTSdy6R_PRLC_ftwzsftygfo-MYErLMfy9wic3pHrour5k7_4l8wno5m57YMcGwWePW1OdvKywdDDdgLTVvS_-Pbag/s2048/BMNONACORIENTATION.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1487" data-original-width="2048" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbchcMzK9mTJK-9h_pAtSefx4T4YzWmPO526uuWyGgvgeOtPfaphTSdy6R_PRLC_ftwzsftygfo-MYErLMfy9wic3pHrour5k7_4l8wno5m57YMcGwWePW1OdvKywdDDdgLTVvS_-Pbag/w400-h290/BMNONACORIENTATION.png" width="400" /></a></div><div class="separator" style="clear: both; text-align: left;">If this example looks familiar... it is! I showed how to do this method using Adaptive Components in the past see this previous post. <a href="https://therevitcomplex.blogspot.com/2017/11/orient-beams-perp-to-surface-using.html">https://therevitcomplex.blogspot.com/2017/11/orient-beams-perp-to-surface-using.html</a> and my lastest book "Dynamo and Grasshopper Cheat Sheet Reference Manual shows how to do this in Grasshopper. ALSO.....<span style="text-align: center;">What about Beams that are segmented and on a planar curve in 3D space? No Problem see the image below to solve that problem as well.</span><span style="text-align: center;"> </span></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjKVsnBvEuYjY9_ucO-MgXD8H2UZbcT25UKKaIq4OPCJjEReRYuQr9TSzgwWBGDEgSgkv9iuwTfAKYHXofLin_3wdPwi-5_7fJoHnq118H9Diglc2QyzJjSpwHQqTmoxrx4EutBsd2FGM/s2048/BEAM+ORIENTATION+refer+book.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1053" data-original-width="2048" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjKVsnBvEuYjY9_ucO-MgXD8H2UZbcT25UKKaIq4OPCJjEReRYuQr9TSzgwWBGDEgSgkv9iuwTfAKYHXofLin_3wdPwi-5_7fJoHnq118H9Diglc2QyzJjSpwHQqTmoxrx4EutBsd2FGM/w400-h206/BEAM+ORIENTATION+refer+book.png" width="400" /></a></div><span style="text-align: center;">The page numbers are where these concepts are located in the book. Want to learn more? Check out the book here. </span><a href="https://www.aeccheatsheets.com/dynamo-and-grasshopper-reference-ma">https://www.aeccheatsheets.com/dynamo-and-grasshopper-reference-ma</a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><br /></p>Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-66465567663341191452020-11-23T15:46:00.006-08:002020-11-23T15:48:31.741-08:00My Autodesk University (AU2020) Class is Online for Viewing, Live Q&A is also there<p> Hello everyone. </p><p>I taught a class last week at <a href="https://www.autodesk.com/autodesk-university/class/8-Yrs-Worth-Dynamo-and-Revit-Classes-1-Speaker-60-Min-Volume-2-2020" target="_blank">#AU2020</a> titled</p><p>"<span face=""Artifakt Legend", Verdana, sans-serif" style="background-color: white; color: #3c3c3c;"><span style="font-size: medium;">8 Yrs’ Worth of Dynamo and Revit Classes from 1 Speaker in 60 Min Volume 2" </span></span></p><p>In this class I went over all 25 of my conference classes that I taught since 2012. </p><p>The session as well as my Live Q&A session are all available on demand right now.</p><p>Go check it out. If you have any questions just type them in the comments section and I will answer them.</p><p>I also included in the class a way to download datasets and handouts from all my previous 25 classes!</p><p>Thank you and go check out the class and many others that are available on-demand. </p><p><span face="Artifakt Legend, Verdana, sans-serif" style="color: #3c3c3c;"><span style="background-color: white;"><a href="https://www.autodesk.com/autodesk-university/class/8-Yrs-Worth-Dynamo-and-Revit-Classes-1-Speaker-60-Min-Volume-2-2020">https://www.autodesk.com/autodesk-university/class/8-Yrs-Worth-Dynamo-and-Revit-Classes-1-Speaker-60-Min-Volume-2-2020</a></span></span></p><p><span face="Artifakt Legend, Verdana, sans-serif" style="color: #3c3c3c;"><span style="background-color: white;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span face="Artifakt Legend, Verdana, sans-serif" style="color: #3c3c3c;"><a href="https://www.autodesk.com/autodesk-university/class/8-Yrs-Worth-Dynamo-and-Revit-Classes-1-Speaker-60-Min-Volume-2-2020" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="932" data-original-width="1736" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWZDgO6aBTsg76ea2IH6B95WQdtxI0voCKseOnXHxTyjckIC_UIdZLf1pkbfwnWf2Q2ypPZuIPNgPmn0ECilXL9_v0D3tEmIUZ8U0V7jopHm7Ju9IOWeqGTxR0wTjQoY2QpI3Hzzyr8LE/w400-h216/image.png" width="400" /></a></span></div><span face="Artifakt Legend, Verdana, sans-serif" style="color: #3c3c3c;"><br /><br /></span><p></p>Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-23787617145570754962020-07-09T13:23:00.002-07:002020-07-09T13:23:45.313-07:00Rhino.Inside.Revit at USC BIM Conference 2020Hi everyone, Thanks for joining me at the 14th annual <a href="https://arch.usc.edu/events/bim-bop-2020">USC BIM Conference </a><br />
<br />
<img alt="" height="226" src="data:image/png;base64,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" width="400" /><br />
<br />
I spoke on Rhino.Inside.Revit Technology with over 300 people virtually.<br />
If you missing it or wanted the presentation and the dataset please download it here.<br />
<a href="https://arch.usc.edu/events/bim-bop-2020">https://a360.co/3iKdEVz</a><br />
<br />
Also dont forget to signup and get updates for when<br />
the Dynamo and Grasshopper for Revit Reference Manual will be published.<br />
<a href="https://www.simplycomplex.org/dynamo-reference-manual">https://www.simplycomplex.org/dynamo-reference-manual</a><br />
<br />
If you want training on Rhino.Inside.Revit Contact me via email.<br />
marcellojs@hotmail.com<br />
Thank you<br />
<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-39625326554622187092020-05-11T17:14:00.000-07:002020-05-11T17:17:26.975-07:00Want all of my families I have ever built? Its now available in one spot! Hello<br />
I have some amazing news.<br />
I noticed that over the last 10 years I have created some crazy Revit families and I never made them available to the public in one place until now.<br />
<br />
So I teamed up with a company called <a href="https://unifilabs.com/"> UNIFI </a>who specializes in storing and managing AEC content. They agreed to host all of my content on their site under their subscription page. See image below.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw36DwP5C808S_gt2fBYC0auph3_hfeWGmDlEdRoXRR78sQDiGR5Zr6CwhsIloGWwUPiU1t4WmHBRWH0xGRKHCT_PILBtogcaxFYogg0DPVD50wm_f5-gx4b3MONOCLimIcC3fthlZimY/s1600/wholegraphicforpublicannouncement2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="948" data-original-width="1570" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw36DwP5C808S_gt2fBYC0auph3_hfeWGmDlEdRoXRR78sQDiGR5Zr6CwhsIloGWwUPiU1t4WmHBRWH0xGRKHCT_PILBtogcaxFYogg0DPVD50wm_f5-gx4b3MONOCLimIcC3fthlZimY/s400/wholegraphicforpublicannouncement2.png" width="400" /></a></div>
<br />
<br />
This would include many families that I never showed before or never gave to the public including the Revit Elephant, classical columns, BatMobile Topo Model and many more<br />
So what are you waiting for? ......<br />
<br />
<b>Oh..... So what if you are not a UNIFI Customer?</b><br />
<b>No Problem ... just get the <a href="https://unifilabs.com/get-a-demo/">UNIFI demo here</a> and Download all the content before your trial is up :)</b><br />
<br />
<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com4tag:blogger.com,1999:blog-1180367009829343582.post-72751199300256555702020-05-01T17:10:00.002-07:002020-05-01T17:10:54.600-07:00GET AND SET REVIT PARAMETERS USING RHINO INSIDE AND GRASSHOPPER INSIDE REVIT<span style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px;">Have you ever wanted an alternate method to get and set parameters in Revit? Its easy just use the latest technology by <a href="https://www.rhino3d.com/">Mcneel</a>, Rhino Inside Revit!</span><br style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px;" /><span style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px;">Just follow the steps below and good luck.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg77z535VqmVdXYxg-HKcAN4koxqoL8DtpGNZ8xWF33AKbGnPfYMifhPyyicKpNG9je14oWrkmtD7X8qKKwVcrbP79LOGQUqMmawZAAQ_aRfaS0QaGJlfTjz0nxhyWZMNX4bxy7S2z-KaI/s1600/GH_GET_SET_PARAMETERS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg77z535VqmVdXYxg-HKcAN4koxqoL8DtpGNZ8xWF33AKbGnPfYMifhPyyicKpNG9je14oWrkmtD7X8qKKwVcrbP79LOGQUqMmawZAAQ_aRfaS0QaGJlfTjz0nxhyWZMNX4bxy7S2z-KaI/s400/GH_GET_SET_PARAMETERS.png" width="300" /></a></div>
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<a href="http://therevitcomplex.blogspot.com/2019/10/what-is-rhino-inside.html" style="color: #4d469c; text-decoration-line: none;">If you are not familiar with Rhino Inside read about it here.</a></div>
<div class="separator" style="background-color: white; clear: both; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px;">
If you want more of these types of examples they could be found in my <a href="https://www.simplycomplex.org/dynamo-reference-manual" style="color: #4d469c; text-decoration-line: none;">new book</a></div>
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<a href="https://www.simplycomplex.org/dynamo-reference-manual" style="color: #4d469c; text-decoration-line: none;">to be published soon.</a></div>
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Thank you readers and good luck with Grasshopper inside REVIT!</div>
<div>
<br /></div>
Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-37302300457944723992019-10-10T13:35:00.003-07:002019-10-10T13:35:48.375-07:00CREATE REVIT BEAMS FROM 2-PT AC LINE FAMILIES USING RHINO INSIDE AND GRASSHOPPERHave you ever wanted an alternate method to create structural roof beams in Revit? Its easy just use a 2-point adaptive component and Grasshopper (which uses the Rhino.Inside.Revit addin)<br />
Just follow the steps below and good luck.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWKt-xGDPlj4Z9aep6ybt6Un2ACsI3JJt040Atrh_aYNnsXdbAcw1akNp1yhE6tQobl7qf0vghxUshmLPeSXHIz4eItk2NnACuYkpluMW1JNDPbkTyn8Bb9FSQ5ERxNOjmSMyMDzV1iL8/s1600/GH_BEAMS_AC_LINES.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWKt-xGDPlj4Z9aep6ybt6Un2ACsI3JJt040Atrh_aYNnsXdbAcw1akNp1yhE6tQobl7qf0vghxUshmLPeSXHIz4eItk2NnACuYkpluMW1JNDPbkTyn8Bb9FSQ5ERxNOjmSMyMDzV1iL8/s400/GH_BEAMS_AC_LINES.png" width="300" /></a></div>
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<a href="https://www.youtube.com/channel/UC7IkO1Bc4PhFKAHEArmQ0jw">If you would like to see this as a demo watch this youtube channel</a></div>
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<a href="http://therevitcomplex.blogspot.com/2019/10/what-is-rhino-inside.html">If you are not familiar with Rhino Inside read about it here.</a></div>
<div class="separator" style="clear: both; text-align: left;">
<a href="http://therevitcomplex.blogspot.com/2018/01/create-roof-beams-from-2-point-adaptive.html">If you want the Dynamo equivalent as shown above then read about it here.</a></div>
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If you want more of these types of examples they could be found in my <a href="https://www.simplycomplex.org/dynamo-reference-manual">new book</a></div>
<div class="separator" style="clear: both; text-align: left;">
<a href="https://www.simplycomplex.org/dynamo-reference-manual">to be published soon.</a></div>
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Thank you readers and good luck with Grasshopper!</div>
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<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-25846299069672094682019-10-03T14:54:00.001-07:002019-10-03T14:54:19.004-07:00CONVERT SURFACES FROM REVIT TO RHINO USING RHINO INSIDE REVIT AND GRASSHOPPEREver wanted an alternative to convert surfaces from Revit to Rhino?<br />It's easy! Just use Rhino Inside Revit and Grasshopper and follow the steps below.<br />
<br />
If you don't now what Rhino Inside Revit is just read <a href="http://therevitcomplex.blogspot.com/2019/10/what-is-rhino-inside.html">this blog post.</a><br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV9xixEs-cYd8XXxmvVUw_x9eaR9j-GRFMaqMUAg0vOJNwjoyyqLTGB_M4A4UZm_p0FYbi3TJi9JrveOyDYRANRiEcLecbQOV4Xq7dpBSytnKYTpATBZGKbhMA5aCEb-ByVvLLGSj3ZRg/s1600/RHINO_TO_REVIT.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV9xixEs-cYd8XXxmvVUw_x9eaR9j-GRFMaqMUAg0vOJNwjoyyqLTGB_M4A4UZm_p0FYbi3TJi9JrveOyDYRANRiEcLecbQOV4Xq7dpBSytnKYTpATBZGKbhMA5aCEb-ByVvLLGSj3ZRg/s400/RHINO_TO_REVIT.png" width="300" /></a></div>
<br />
You could also download this Rhino Revit Family<a href="https://a360.co/2M9grby"> here</a> feel free to dissect it and enjoy for educational purposes.<br />
If you have any questions about this method or need further help email me at<br />
marcellojs@Hotmail.com.<br />
Also make sure to subscribe to this blog so you don't miss out on more exciting posts.Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-70666613351233521042019-10-03T12:58:00.000-07:002019-10-03T21:17:34.887-07:00WHAT IS RHINO INSIDE?<br />
<div style="margin-bottom: .0001pt; margin: 0in;">
A NEW TECHNOLOGY<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
There is a new technology that is
emerging in our AECO+ industry.<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
It is called Rhino Inside.<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
Rhino inside means that Rhino is
installed as an “add-in” to other software. This is revolutionary for software
in AEC. In this blog post let’s focus on all the amazing things Rhino has to
offer when it is attached to Revit….<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
and thus refer to <u>Rhino
Inside</u> as <u>Rhino Inside Revit.</u><o:p></o:p></div>
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<div style="margin-bottom: .0001pt; margin: 0in;">
WHAT DOES RHINO INSIDE REVIT DO?<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
For starters Rhino inside Revit makes
a seamless by-directional handshake between Rhino and Revit so elements and
data could be passed back and forth in real time. <o:p></o:p><br />
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
….and…..There is more…. Much much
more.<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
With Rhino Inside Revit you also
get all of Rhino’s functionally including Grasshopper for Revit. Grasshopper is
a visual programming language similar in concept to Dynamo although there are
fundamental differences. <o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
If you want to know more about <a href="https://www.rhino3d.com/6/new/grasshopper">grasshopper read about it here!</a>
If you are a grasshopper user and also use Revit then this is what you have
been waiting for!<br />
<br />
<a href="http://therevitcomplex.blogspot.com/2019/10/convert-surfaces-from-revit-to-rhino.html">Click on this blog post if you want an example on how to get Revit Surfaces into the Rhino program. For this example I created a "Rhino" in Revit then converted it to Rhino geometry via grasshopper.</a><br />
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</div>
<br />
See another example below of Grasshopper for Revit side by side with Dynamo for Revit just for comparison purposes. In this example the total area of structural beams in Revit is calculated.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5ahTpo99_y3CouPYgdqR9V0JFV4mTrN7PsCXDcyidMf-NUBa4V7rfxvp00IvNW6WH-Hge_UvxfNR8IbrXgeNpz_nIjulMvS417G6t32NAUiGlXt1mOFv5D6PU4AgXox585bIqxiKI8Fo/s1600/GRASSHOPPERDYNAMOPAIR2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1054" data-original-width="1600" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5ahTpo99_y3CouPYgdqR9V0JFV4mTrN7PsCXDcyidMf-NUBa4V7rfxvp00IvNW6WH-Hge_UvxfNR8IbrXgeNpz_nIjulMvS417G6t32NAUiGlXt1mOFv5D6PU4AgXox585bIqxiKI8Fo/s400/GRASSHOPPERDYNAMOPAIR2.png" width="400" /></a></div>
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With Grasshopper for Revit it now offers a new
plethora of functionality that taps, all the grasshopper add-ins including Human
UI, and many others and gives you access to all of Rhino’s geometry creation
tools<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
Not a Rhino user but want to use Grasshopper
for Revit? No problem! The great thing about Rhino inside Revit is that you don't
even need to know anything about <u>Rhino</u> to use Grasshopper for
Revit. If you only open Grasshopper within Revit then Rhino is invisible, you
never even see it.<o:p></o:p></div>
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<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
WHERE DO I GET RHINO INSIDE?<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
So how does one start to use Rhino
inside Revit? Currently Rhino inside Revit is an add-in that could be found
here.<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<a href="https://github.com/mcneel/rhino.inside/tree/master/Autodesk/Revit">https://github.com/mcneel/rhino.inside/tree/master/Autodesk/Revit</a><o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
Also, you would need a licensed
version of Rhino (at least up<br />
To version 6) and would need to get the WIP (version 7 beta) here.<o:p></o:p></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<a href="https://www.rhino3d.com/download/rhino.inside-revit/7/wip">https://www.rhino3d.com/download/rhino.inside-revit/7/wip</a><span class="MsoHyperlink"><o:p></o:p></span></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
I plan to show the world this
amazing technology through this blogsite, conference presentations, and
training. I am currently writing a book <a href="https://www.simplycomplex.org/dynamo-reference-manual">"The Dynamo
Handbook"</a> and I also will be adding in some Grasshopper for Revit
examples within the handbook for easy reference...</div>
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Good luck with the new tech and
keep looking forward AEC!</div>
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<o:p></o:p></div>
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<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com1tag:blogger.com,1999:blog-1180367009829343582.post-21391509190628438992019-07-01T20:28:00.002-07:002019-07-01T20:28:27.322-07:00CREATE GRIDS IN RAM USING DYNAMO AND C# AND ZERO TOUCHHave you ever wanted to create orthogonal Grids in RAM Structural Software?<br />
Its easy if you use Dynamo, C# and the RAM API.<br />
See the image below<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWv54PSyalJIChGkW8kpDhlwM4BBh22vPHl_LNZGuY-2UmiUt-vpI9xISIjpCkAAiN9chwBQFUeaYWtbmfCJUrxGQKySWV4C2w3znw6_JHG9-m5Ynmu3RbwTHLVKKXlOxDCfXHq8mm-9g/s1600/WRITE_GRID.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWv54PSyalJIChGkW8kpDhlwM4BBh22vPHl_LNZGuY-2UmiUt-vpI9xISIjpCkAAiN9chwBQFUeaYWtbmfCJUrxGQKySWV4C2w3znw6_JHG9-m5Ynmu3RbwTHLVKKXlOxDCfXHq8mm-9g/s640/WRITE_GRID.png" width="480" /></a></div>
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For more information see previous Blog on a detailed description on how to get started using the RAM API and c# and Dynamo together.Make sure to load in the Interop.RAMDATAACCESSLib.dll file that is in the RAM install directory</div>
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<a href="http://therevitcomplex.blogspot.com/2019/06/getting-started-with-ram-api-using.html">http://therevitcomplex.blogspot.com/2019/06/getting-started-with-ram-api-using.html</a></div>
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<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-81615613877329923142019-06-17T10:54:00.001-07:002019-06-17T10:54:13.389-07:00GETTING STARTED WITH THE RAM API USING DYNAMO AND C# GET NUMBER OF STORIESHello Readers<br />
When I was first looking into how to get started with using the RAM API for CONNECTING Dynamo to RAM. I found NO help out on the internet.<br />
I thought I would simplify this process for you if you were wanting to get into the RAM API by creating this simple example on how to get the story count from a RAM model.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOnVuTBrKbQansXGs2tQGhLw6FPdn-QSGbXf7cmAgI3pMUHiuX29DKPuSovYlU1SWQ1AHf51VxcloJ-fVbyrGJBpKtdnFuV_H_gK7TWVkos6lPk0kuTduDp_0XulbNFOlVqpV_1OLnx00/s1600/GET_NUM_STORIES.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOnVuTBrKbQansXGs2tQGhLw6FPdn-QSGbXf7cmAgI3pMUHiuX29DKPuSovYlU1SWQ1AHf51VxcloJ-fVbyrGJBpKtdnFuV_H_gK7TWVkos6lPk0kuTduDp_0XulbNFOlVqpV_1OLnx00/s640/GET_NUM_STORIES.png" width="480" /></a></div>
Make sure you have the proper references loaded into your class library project in visual studio.<br />
For more API examples please reference the RAM API Manual called "RAM DataAccess Developers Guide.pdf". It could be found in the RAM Install Directory.<br />
<br />
Note: It was written by developers for developers and its not always straight forward so I showed the direct relationships to the C# Code. Also all the examples in the manual are NOT in C#.<br />
<br />
Also download the Dynamo Package called "Simplex" if you want more Dynamo for RAM nodes.<br />
If you want to know more about Dynamo then learn about it here. <a href="https://dynamobim.org/">https://dynamobim.org/</a><br />
Also if you have Simplex comments post here. <a href="https://github.com/marcellosgamb/SIMPLEX">https://github.com/marcellosgamb/SIMPLEX</a><br />
<div>
<br /></div>
Good Luck!<br />
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Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-33295566732170639182019-06-15T17:16:00.002-07:002019-06-15T17:16:48.045-07:00GETTING STARTED WITH THE ETABS API USING DYNAMO AND C#Hello<br />
When I was first looking into how to get started with using the ETABS api for making my own addins I found no easy examples out there. I thought I would simplify this process for you.<br />
Simply follow the steps below to get started. I chose Dynamo since it is an easy way to "call" these methods.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6NJj2-tDnIGUKkjgiB1tV2uddSW4oEA8iTgBoXvENDrUf_u-bEfjN5_4lNmGWusrtu0rIIbX_wKLIDcM85wQ4RzmkyV7Lu-6h2V1zDQcmgVh0W_l3oJbCiku3ylKkYkDv2CuR3MFvkNo/s1600/ETABS_API.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6NJj2-tDnIGUKkjgiB1tV2uddSW4oEA8iTgBoXvENDrUf_u-bEfjN5_4lNmGWusrtu0rIIbX_wKLIDcM85wQ4RzmkyV7Lu-6h2V1zDQcmgVh0W_l3oJbCiku3ylKkYkDv2CuR3MFvkNo/s640/ETABS_API.png" width="480" /></a></div>
Make sure you have the proper references loaded into your class library project in visual studio.<br />
Also you could reference the API docs that are installed in your ETABS install directory although they will not be as easy to understand as the example above.<br />
Have questions? There is a dynamo package that has all the API methods exposed called "Simplex"<br />
Don't know about Dynamo? Learn about it here. <a href="https://dynamobim.org/">https://dynamobim.org/</a><br />
Also Simplex comments post here. <a href="https://github.com/marcellosgamb/SIMPLEX">https://github.com/marcellosgamb/SIMPLEX</a><br />
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Good luck!!!!Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-79041937931951979482019-04-30T01:45:00.000-07:002019-04-30T01:45:31.774-07:00New Dynamo for RAM just added to the Dynamo SIMPLEX packageGood News everyone.<br />
The Simplex Package now has Dynamo for RAM.<br />
I will add more examples in the future.<br />
Also added were descriptions and an new github site<br />
<a href="https://github.com/marcellosgamb/SIMPLEX">https://github.com/marcellosgamb/SIMPLEX</a><br />
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Check it all out<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsfhUp-UB3e3Kfp-yzVA52JgieCwFoMog65GUruha4gDc3YXSbaYFB_lYZh9EV6rAS0H0V3vJuZj5Pl2aN3U4E4Jwbss6qOXwpiai70tTR0Nsonlvwl_V29nH4lmaqEPZpAQQlFX8RE8c/s1600/announcement.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="489" data-original-width="1600" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsfhUp-UB3e3Kfp-yzVA52JgieCwFoMog65GUruha4gDc3YXSbaYFB_lYZh9EV6rAS0H0V3vJuZj5Pl2aN3U4E4Jwbss6qOXwpiai70tTR0Nsonlvwl_V29nH4lmaqEPZpAQQlFX8RE8c/s400/announcement.png" width="400" /></a></div>
<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-64695856235183737502019-04-06T20:44:00.000-07:002019-04-06T20:45:24.522-07:00GET THE NTH ITEM FROM EACH LIST USING DYNAMO BIM AND LIST AT LEVELHave you ever wanted to get the nth item out of a nested list that is just 2 levels deep in Dynamo? For example you want to get the first entry from a nested list so you want the first entry from the first list, the first entry from the second list and so on? Its easy. See the image below that gets the top surface of a list of cube faces and learn how.<br />
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The trick here is to use "list at level" and it removes the need in this cast to use "list.map"<br />
Have fun getting those nth items!Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-12549359931223655262019-01-13T17:51:00.000-08:002019-01-13T17:51:09.536-08:00VISUALIZE A VECTOR NORMAL TO A CURVE IN DYNAMO BIMHave you ever wanted to know how to show a vector that is normal to a curve in Dynamo?<br />
Just follow the image below and learn how!<br />
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The next question is why would you ever want to know this? Why would you not want to know it?</div>
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If you have a curve, placing a vector and showing its direction normal (perp) to your curve reveals a lot about the local behavior of your curve, including what direction the curve would offset when you need to move the curve. There are many other ways to show the orientation and normal vector to a curve. This is just one method. </div>
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Also, OOTB Dynamo does not show a physical representation of a vector so using a single straight line to represent the vector is helpful to visualize the abstract vector.</div>
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The question is why, when creating a vector in dynamo, it does not display. However dynamo will display a plane and IMHO that is just as abstract as a vector. Oh well. Let us not wait for that to happen and use the method above to visualize that vector!</div>
<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com4tag:blogger.com,1999:blog-1180367009829343582.post-31415384733219761422019-01-03T15:49:00.000-08:002019-01-03T15:49:07.897-08:001st Place Speaker Award for AU 2018<h3 class="post-title entry-title" itemprop="name" style="color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 22px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; position: relative;">
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I am pleased to announce that the class that I taught at AU 2018</div>
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"<span style="color: #888888; font-family: FrutigerNextW04Light, Calibri, Arial, sans-serif; line-height: 1.13333;"><a href="https://www.autodesk.com/autodesk-university/class/Getting-Started-Customizing-Dynamo-Non-Programmers-Using-C-2018" style="border: 0px; box-sizing: inherit; color: #0696d7; font-family: "Artifakt Element", Arial, sans-serif; font-size: 14px; margin: 0px; padding: 0px; text-align: center; text-decoration-line: none; vertical-align: baseline;" target="_blank">Getting Started with Customizing Dynamo for the Non-Programmers Using C#</a></span><span style="line-height: 1.4;">"</span><b style="line-height: 1.4;"> </b></div>
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<b>has been rated the top lab class at AU2018!</b></div>
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If you want to see the class click on the link here. </div>
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<span style="color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px;"><a href="https://www.autodesk.com/autodesk-university/class/Getting-Started-Customizing-Dynamo-Non-Programmers-Using-C-2018">https://www.autodesk.com/autodesk-university/class/Getting-Started-Customizing-Dynamo-Non-Programmers-Using-C-2018</a></span></div>
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<b>I want to thank everyone who has followed me on this blog, listened to the podcast and supported my efforts to help the AEC community over the years.</b></div>
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<b>I never dreamed in a million years I would ever be teaching at such great conferences such as </b><b style="background-color: transparent; line-height: 1.4;"> <a href="https://www.autodesk.com/autodesk-university/?">Autodesk University</a> and <a href="http://www.rtcevents.com/">BILT</a> let alone winning any top speaker awards.</b></div>
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<b style="line-height: 1.4;">If you were ever curious how my speaker ranking landed for each year I presented at both these conferences since 2011 see the image below and Thank you again.</b></div>
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Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com2tag:blogger.com,1999:blog-1180367009829343582.post-33971289787831397362018-11-19T15:29:00.003-08:002018-11-19T15:29:56.105-08:00GET ANALYSIS RESULTS FROM ETABS USING DYNAMO AND SIMPLEX PACAKGEHello Readers!<br />
Did you know that Dynamo does not only talk with Revit?<br />It now talks with ETABS structural analysis software!<br />
Get the new SIMPLEX package from the Dynamo Package Manager<br />
see the image below, follow the steps and get those results!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEL6aOLeEin9bpy8Upnmr7sW9SuzbGtN-LX6u9qnsinh1gViTqJeLuyd9jfMDGLsgTxi6BzOvgvfmo8JQrN5QKZ0gemwGrSrUFAb5Crg1e2AZ7C9otY755o4BW18-Ny_NekNlQByZpTvM/s1600/ETABS_ANALYSIS_FRAME_RESULTS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEL6aOLeEin9bpy8Upnmr7sW9SuzbGtN-LX6u9qnsinh1gViTqJeLuyd9jfMDGLsgTxi6BzOvgvfmo8JQrN5QKZ0gemwGrSrUFAb5Crg1e2AZ7C9otY755o4BW18-Ny_NekNlQByZpTvM/s400/ETABS_ANALYSIS_FRAME_RESULTS.png" width="300" /></a></div>
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Why do this? ETABS is a rich database just like Revit.<br />
Why do Dynamo for Revit?<br />
The same applies for Dynamo for ETABS.<br />
Dynamo for ETABS HAS NOTHING TO DO WITH REVIT FYI.<br />
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That means Dynamo for ETABS does not link Revit with ETABS.<br />
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Again....<br />
Why Dynamo for ETABS?<br />Why Dynamo for REVIT?<br />
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If you don't use ETABS then find someone who does and<br />
point them to this post. You will be their hero.<br />
Everyone wins<br />
Good Luck<br />
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<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com6tag:blogger.com,1999:blog-1180367009829343582.post-5312556896828613452018-08-26T12:57:00.000-07:002018-08-26T12:57:10.888-07:00New Dynamo for ETABS, Dynamo for SAP and Dynamo for Tekla just added to the Dynamo SIMPLEX packageGood news everyone,<br />
I have just finished updating the Simplex package for Dynamo.<br />
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The Simplex package has 3 major categories.<br />
SIMPLE<br />
This collection of Nodes allow you to do some tasks with Revit including copying<br />
3D families from unopened Revit files to the Current (opened) Revit File and wrapping and unwrapping elements.<br />
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This also has the only known set of nodes (has far as I know) that allow you to read text from word (.docx) files<br />
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COMPLEX<br />
This set of nodes create complex dynamo geometry shapes including the Dynamo Cow. Why? Why not!<br />
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STRUCTURE</div>
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These set of nodes allow you to access the databases of </div>
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ETABS version 2016 and this contains over 800+ nodes</div>
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If you want to get started using these nodes that first open ETABS 2016 </div>
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and use the example to get started. I will post more on these later. This example gets analysis results.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl47INKNxlDTu6Nk1v2o-T2M7XvPRD6bDWFZLENKfYSwEwCJcRY1cndzYkkFL3WMVaNqGdBw_OY7coV1FXfnw2zDoLqANj9CEZKdtnZeMua953RMQw2JrM1S4UTYrTvvOAE6eVG37WhQQ/s1600/ETABS_ANALYSIS_FRAME_RESULTS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl47INKNxlDTu6Nk1v2o-T2M7XvPRD6bDWFZLENKfYSwEwCJcRY1cndzYkkFL3WMVaNqGdBw_OY7coV1FXfnw2zDoLqANj9CEZKdtnZeMua953RMQw2JrM1S4UTYrTvvOAE6eVG37WhQQ/s400/ETABS_ANALYSIS_FRAME_RESULTS.png" width="300" /></a></div>
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SAP version 19 and this contains over 800+ nodes</div>
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If you want to get started using these nodes that first open SAP version 19 first </div>
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and use the example to get started. I will post more on these later. This example gets frame lengths.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuRdVKTvoFAUPiduJqNhDYHixuA6TeeUI4ijY-ryJF6nFb-odSvRp1rwxr94i7JYAlka8k7uFlYmhig3VXpno2kUQdo8CUEjiQ2d-kKGK3HiROyNcbO1EhmtgM8kQE6VlINXmt99G9jFw/s1600/SAP_GET_FRAME_LENGTHS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuRdVKTvoFAUPiduJqNhDYHixuA6TeeUI4ijY-ryJF6nFb-odSvRp1rwxr94i7JYAlka8k7uFlYmhig3VXpno2kUQdo8CUEjiQ2d-kKGK3HiROyNcbO1EhmtgM8kQE6VlINXmt99G9jFw/s400/SAP_GET_FRAME_LENGTHS.png" width="300" /></a></div>
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and Finally TEKLA version 2016 and this contains over 30+ nodes</div>
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If you want to get started using these nodes that first open TEKLA version 2016 and then open Dynamo with the simplex package installed. </div>
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There are some sample nodes shown below. for example you could get the Beam finshes or convert TEKLA beam geometry to Dynamo solid geometry or even create beams with start and end points similar to Dynamo for Revit.</div>
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Since there are over 1800 nodes in the simplex package now it is not fully documented. </div>
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It is a work in progress and I wanted to get this out to the AEC community ASAP so it is still<br /> in Beta it is not uploaded to GITHUB so use it at your own risk</div>
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Comments? Post them Here. And thanks to Scott Hegie for his efforts in helping put these nodes together.</div>
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If you are a Hard core expert or beginner in ETABS or SAP or TEKLA or Revit I am sure the Simplex pacakge will have something to offer you.</div>
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Good Luck and I will be posting more indepth examples on how to use </div>
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each of these </div>
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SIMPLE<br />COMPLEX<br />and<br />STRUCTURAL </div>
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TEKLA<br />ETABS<br />AND SAP<br />Nodes in the future.</div>
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<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com12tag:blogger.com,1999:blog-1180367009829343582.post-18674484212297778502018-08-17T19:19:00.002-07:002018-08-17T19:29:58.191-07:00What Classes Has Marcello Taught since 2011? A common question I have been asked over the years is the following;<br />
Which classes (and how many classes) have you taught?<br />
I have been keeping a running list of all the classes that I taught and what "ranking" they have received since 2011 at the major conferences (mainly <a href="http://www.rtcevents.com/">BILT</a> and <a href="http://au.autodesk.com/">AU</a>)<span style="text-align: center;">I thought I would share this list with all the readers. (see image)</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCov0OS77L-3RhNB_lXqY-n1eCdJz8EM4PdAeveamXIuhYaQwOGjrJf34tpX8L4ng_9P5OYsA_dGsXhiD-lwGcx44myQfpWCc68GjxSmMB43Uz9AT3O5jo_CpjdJEQciL4WxvO94xR224/s1600/lectures_by_marcello_and_ranking.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1005" data-original-width="1535" height="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCov0OS77L-3RhNB_lXqY-n1eCdJz8EM4PdAeveamXIuhYaQwOGjrJf34tpX8L4ng_9P5OYsA_dGsXhiD-lwGcx44myQfpWCc68GjxSmMB43Uz9AT3O5jo_CpjdJEQciL4WxvO94xR224/s400/lectures_by_marcello_and_ranking.png" width="400" /></a></div>
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I have never, ever, shown this list in its entirety to anyone, ever.<br />
If you were curious on how many classes I taught in the past or which ones were ranked, then it is all here in a simple summary. As you could see its an ongoing list and I dont plan retiring from presenting anytime time soon. I am just getting started, therefore this list will continue to grow as I get older :)<br />
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Thank you again AEC community I would not be showing or pushing myself to learn and present and share content without your loving support.<br />
<br />
Marcello<br />
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<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com3tag:blogger.com,1999:blog-1180367009829343582.post-32064997207247228092018-07-03T10:07:00.001-07:002018-07-03T10:08:10.535-07:00WANT A CORINTHIAN CLASSICAL COLUMN IN REVIT? HERE YOU GO!Dear Readers of my Blog<br />
Thank you for all the years of support.<br />
I wanted to give everyone a chance to take home this Revit Family<br />
The Classical Corinthian Column created with Native Revit Elements.<br />
Hurry because this link will not last long.<br />
Not subscribed?<br />
Make sure to add your email for all the latest updates.<br />
Thanks again<br />
<br />
<a href="https://a360.co/2IPQI4e">download here (link will be live thru summer 2018)</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQzs08_xB0cYq2oYY5rw046xDqGp-Umobceoxjz9rB1VbG-uSuAxl3B8fyJMHWc2_YLxMv2qQvgEfV-dWboFQk20AS8TI50OjvlmwLC0hcMRxMFQyTfz1tPbbl7okiCp2iUe9Pna1zjH4/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="923" data-original-width="1183" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQzs08_xB0cYq2oYY5rw046xDqGp-Umobceoxjz9rB1VbG-uSuAxl3B8fyJMHWc2_YLxMv2qQvgEfV-dWboFQk20AS8TI50OjvlmwLC0hcMRxMFQyTfz1tPbbl7okiCp2iUe9Pna1zjH4/s400/Untitled.png" width="400" /></a></div>
<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com1tag:blogger.com,1999:blog-1180367009829343582.post-79426844183705599092018-06-25T14:35:00.002-07:002018-06-25T14:35:24.914-07:00WANT TO READ TEXT FROM WORD (.DOCX) FILES? DOWNLOAD THE LATEST SIMPLEX DYNAMO PACKAGEEver wanted to get all that text from a word (.docx) file?<br />
Then get the latest Dynamo Simplex package and follow the image below and get that text!!!!<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhc6PhaaLFhNzk3SSVQsd-sFwFUPMN38-XqgLneLyqqtJ02BW_TXzjfmV0qHscXviz0ybDSzI75QQ-HbKDm96yCAs_pfkx42x3kUfiNZnXsXv9i2sQSPzp80PMpiv_AQyje-NCyRm152A/s1600/READ_TEXT_FROM_WORD.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhc6PhaaLFhNzk3SSVQsd-sFwFUPMN38-XqgLneLyqqtJ02BW_TXzjfmV0qHscXviz0ybDSzI75QQ-HbKDm96yCAs_pfkx42x3kUfiNZnXsXv9i2sQSPzp80PMpiv_AQyje-NCyRm152A/s640/READ_TEXT_FROM_WORD.png" width="480" /></a></div>
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Note: As of this posting the Simplex Dynamo Package is the only Package that has the ability to read word Documents.<br />
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<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-15029666908952044542018-06-18T10:46:00.000-07:002018-06-18T10:46:19.685-07:00WANT POINTS EVENLY ON A Dynamo SURFACE? CONSIDER USING LIST AT LEVEL If you want points to be evenly distributed across your Dynamo surface consider using List at level as shown in the image below in lieu of cross product lacing.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEingy-jBdaGDrLvmtWOuRAih8sK5EU_UdY2uDSuc_iy7BB6fJokeWA8cul9oYGf2ieoVYcxmIkf2v9MCuxv4irJk6KDIFjtmLACrFKgfBBbUx1guiZpvF4iRI5trYprmlMXGJPa7TTV8hU/s1600/SURFACE_MULTIPLE_POINTATPARAMETER_LIST_AT_LEVEL_L1_U.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEingy-jBdaGDrLvmtWOuRAih8sK5EU_UdY2uDSuc_iy7BB6fJokeWA8cul9oYGf2ieoVYcxmIkf2v9MCuxv4irJk6KDIFjtmLACrFKgfBBbUx1guiZpvF4iRI5trYprmlMXGJPa7TTV8hU/s640/SURFACE_MULTIPLE_POINTATPARAMETER_LIST_AT_LEVEL_L1_U.png" width="480" /></a></div>
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List at level could replace using cross product lacing in some cases. Its best if you try it for yourself and decide when it is right for you to use list at level. Good luck!</div>
<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0tag:blogger.com,1999:blog-1180367009829343582.post-50177721596192363242018-06-13T18:22:00.001-07:002018-06-13T18:22:07.252-07:00The AEC Complex Comic Hello, I am excited to announce the newest member to the SimplyComplex Family of Media.<br />
The AEC Complex Comic!<br />
The link to the website could be found here.<br />
The issues are (for now) online single page comic strips.<br />
Eventually they will be able to be printed.<br />
Make sure to subscribe to get the issues.<br />
<br />
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<img border="0" data-original-height="821" data-original-width="1085" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfcBXa_kp_ZlXLYIWOFQK9JYzWaLaIkViGPYiEh-_9XRJhlC6j7UBNMuVXCKg7-KlPIlxhLD_M0HjMqEew4W40SbCeG7SmPk-yKsbYySYK5kW-k3Os2HARAhkQV44pRW-w38mviHXW2iU/s400/topicsb12.png" width="400" /></div>
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<a href="http://www.aeccomplexcomic.com/">www.aeccomplexcomic.com</a></div>
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<br />Marcello Sgambellurihttp://www.blogger.com/profile/12824595918519858527noreply@blogger.com0