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Maze

Posted August 3, 2017 by arodriguez

Students struggle understanding proportional relationships and scaling shapes. This module allows students to scale one shape and transfer it to 3 different environments. Students will create a game online (SL Nova) and program a Sphero (robot) while learning the math standards.

Interview with Hal Scheintaub

Posted August 2, 2017 by ilee

Teachers with GUTS interviewed Hal Scheintaub and demo of StarLogo Nova models created by his students on August 2, 2017.

Modeling Change

Posted July 3, 2017 by sgibbs

This contributed curriculum physics unit introduces and builds models to explore concepts of independent and dependent change, constant and variable x and y change, gravity, and projectile motion. Each lesson contains detailed instructions on how to build each model, and links to base models and completed projects. Modeling Change Lesson 1 is also uploaded as an independent resource (since it can serve as an alternative introduction to StarLogo Nova).

Alternative Intro to StarLogo Nova - Modeling Change Lesson 1

Posted July 3, 2017 by sgibbs

The first part of the Modeling Change Unit can be used as a fun stand-alone programming activity for students unfamiliar with StarLogo Nova. It guides students to build a model that use keyboard controls to change the two-dimensional location of agents (in section 1a) and change other traits including the third dimension (z), shape, color, and heading (in section 1b).

Fall Introductory Unit for Project GUTS after-school clubs

Posted August 25, 2016 by turtle

The Project GUTS after-school clubs were structured to have 10-12 week units in the Fall and Spring Semesters, with a 4-6 weeks Introduction to StarLogo Nova and computer science concepts, followed by a 4-6 week content unit. This is the curriculum page for the Fall Semester Unit introductory weeks. It assumes students are new to Project GUTS and to StarLogo Nova. If you have repeating students, see the Resources Link to Other activities to Introduce Project GUTS for additional ideas.

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