## Skill Building Deck

A slide deck of exercises to build CS and decoding skills

A slide deck of exercises to build CS and decoding skills

Dice and data is a hands-on activity in which students learn about probability and how probability is used in modeling and simulation. Students first investigate single dice rolls and connect the results to randomness, then students investigate two die rolls and learn how the results of two-die rolls are used to mimic animal movement in a wiggle walk.

Papercatchers is a participatory simulation in which students learn about population growth and limits to growth. Students play the role of members of a growing population, follow simple rules governing survival and reproduction, and collect and graph data.

This handout explains left and right degrees, x and y coordinates, and headings in StarLogo Nova.

Coding Challenge are a series of short challenges that focus on improving coding skills using StarLogo Nova. Each set of challenges focuses on a specific concept: degrees & heading, x & y coordinates and randomness, conditions including absolute value and percent chance, adding color to the terrain and repeat loops, using the z coordinate, and other computer science concepts (logic blocks, data collection),.

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.

Esta es la hoja de actividad para los estudiantes para "Dados y datos", una actividad de probabilidad. La probabilidad juega un rol importante en los modelos de sistemas complejos adaptativos. En esta actividad se programan agentes para imitar el movimiento de criaturas en el mundo real. También eventos aleatorios que ocurren cuando los agentes interactúen como por ejemplo contagiar una persona a otra.

A take on the classic board game Battleship, this paper and pencil activity is a fun way to help students understand the use of x and y coordinates in StarLogo Nova. After the activity, students can use the StarLogo Nova model to experiment with x and y locations in a game-like context.

An off-line activity to introduce students to concepts of randomness and how to program percent chance using a slider in StarLogo Nova.

This activity to explore randomness and how to program percent chance in StarLogo Nova.

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.

Modeling the movement of agents (people,molecules, cars or ideas) is an important part of modeling systems. Different agents will have varying amount of randomness in their “walks” which can have an impact on systems. In this activity, students will apply the concept of randomness to a simple StarLogo program in which the agents will use ‘random’ blocks to ‘wiggle’ as they move around SpaceLand. This programming activity follows the ‘What are the Chances?" activity.

This activity reviews the use of angles, heading, x, y, and z coordinates, and random ranges in StarLogo TNG. It corresponds to the coding challenges for StarLogo Nova (see related link). .

This activity uses the idea of the classic "battleship" game to review x and y coordinates in StarLogo Nova. Students do a pen and paper simulation of the game, and then use a base model in StarLogo Nova to review the coordinates.

Penny growth is a table-top hands-on activity in which students grow penny colonies based on simple rules. Through this activity and a corresponding computer model, students gain experience with modeling population growth, plotting data, and recognizing patterns. Different sized environments can be used to prompt a discussion of limits to growth fo the colonies.