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Hello there wave

My name is David Crossman, and I am the CTO of Citrus 🍊. I love building products that make an impact and make a difference in the world. I also lead things at HackRegina 👨‍💻, where we aim to create a strong community through meetups, hackathons and our open Slack channel. I enjoy community participation and am open to mentoring new developers.

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Background

🤩 Favourites

Bun NestJS Next NodeJS React Postgres Redis AWS GitHub JavaScript TypeScript

👍 Experienced

. Angular Angular Bootstrap Chakra Express NPM React React RxJS SASS Spring Swagger Couchbase Firebase MariaDB MongoDB MySQL Github Vercel CodeCov ESLint C C++ CSS3 Go HTML5

🖥️ Workspace

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David Crossman's Projects

capstoneproject-public icon capstoneproject-public

Complete Source Code of indie game Capstone Project without Content, but this code have errors (can't compile normally)

coffee-maker icon coffee-maker

The objective of this lab is to introduce the environment we will be building our code in for the lab portion of this class. Since the majority of our testing environment will be using Java, students are given links to review Java and Eclipse. A very common testing tool that is conveniently integrated into the Eclipse IDE is JUnit.

gitclub icon gitclub

Commit to being a better program. Fight other developers using the power of code.

helicopter icon helicopter

A basic helicopter game built using the Open Scene Graph Library. Tested and working with the following compilers: Visual Studio 2010 on 64-bit Windows 8.1 G++ 4.8.2 on 64-bit Linux CentOS 6.4

integration-trapezoidal-rule icon integration-trapezoidal-rule

A program that will numerically integrate this function from -10 to +10 using multiple segment trapezoidal rule i.e evaluate the following integral. f(x) = 2 - 5x + 10x^2 + 1/2*x^3.

morse-imp icon morse-imp

Morse code to SMS service using an Electric Imp and Twilio

non-linear-equation icon non-linear-equation

The following is a set of two simultaneous nonlinear equations with two unknowns: x^2 + xy = 10 and y + 3x(y^2) = 57 using the multiple-equation Newton-Raphson method.

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