https://oddcomputer.com/Recent content on oddComputer.comHugoenSat, 06 Jun 2026 09:23:01 -0400https://oddcomputer.com/posts/lattice_polygons/Sat, 06 Jun 2026 09:23:01 -0400https://oddcomputer.com/posts/lattice_polygons/https://oddcomputer.com/posts/showcase/Mon, 11 Mar 2019 00:00:00 +0000https://oddcomputer.com/posts/showcase/<p>This article offers a sample of basic Markdown syntax that can be used in Hugo content files, also it shows whether basic HTML elements are decorated with CSS in a Hugo theme.</p>https://oddcomputer.com/posts/about/Fri, 25 Jan 2019 00:00:00 +0000https://oddcomputer.com/posts/about/<h1 id="hi-there">Hi there</h1> <p>My name is Radek and I&rsquo;m the author of this theme. I made it to help you present your ideas easier.</p> <p>We all know how hard is to start something on the web, especially these days. You need to prepare a bunch of stuff, configure them and when that’s done — create the content.</p> <p>This theme is pretty basic and covers all of the essentials. All you have to do is start typing!</p>https://oddcomputer.com/posts/hello/Fri, 25 Jan 2019 00:00:00 +0000https://oddcomputer.com/posts/hello/<p>Lorem ipsum dolor sit amet, consectetur adipiscing elit. Nullam nec interdum metus. Aenean rutrum ligula sodales ex auctor, sed tempus dui mollis. Curabitur ipsum dui, aliquet nec commodo at, tristique eget ante. <strong>Donec quis dolor nec nunc mollis interdum vel in purus</strong>. Sed vitae leo scelerisque, sollicitudin elit sed, congue ante. In augue nisl, vestibulum commodo est a, tristique porttitor est. Proin laoreet iaculis ornare. Nullam ut neque quam.</p> <blockquote> <p>Fusce pharetra suscipit orci nec tempor. Quisque vitae sem sit amet sem mollis consequat. Sed at imperdiet lorem. Vestibulum pharetra faucibus odio, ac feugiat tellus sollicitudin at. Pellentesque varius tristique mi imperdiet dapibus. Duis orci odio, sodales lacinia venenatis sit amet, feugiat et diam.</p>https://oddcomputer.com/electronics/555_timer/Mon, 01 Jan 0001 00:00:00 +0000https://oddcomputer.com/electronics/555_timer/<h1 id="555-timers">555 timers</h1> <ul> <li>crumb video</li> <li>minimum implementation</li> </ul>https://oddcomputer.com/electronics/arduino/Mon, 01 Jan 0001 00:00:00 +0000https://oddcomputer.com/electronics/arduino/<ul> <li>crumb video</li> <li>minimum implementation</li> </ul>https://oddcomputer.com/math/lattice_polygons/Mon, 01 Jan 0001 00:00:00 +0000https://oddcomputer.com/math/lattice_polygons/<h3 id="figure-1-an-example-lattice-polygon">Figure 1: An example lattice polygon</h3> <p><img src="https://oddcomputer.com/images/LatticePolygons/01_PicksTheorem.png" alt="A quadrilateral lattice polygon on a coordinate grid with four lattice vertices enclosing one interior lattice point in a mathematical analytic geometry diagram" title="test"> A sample of a lattice polygon. The formula is called &ldquo;Pick&rsquo;s Theorem&rdquo; and in this example B=8, and I=1. This paper is not about Pick&rsquo;s Theorem, but it uses the same rules for counting border points. They do not have to be verticies of the polygon, they can also be points along an edge. For fun notice that A=(8/2)+1-1=4. Try this out on several shapes if you like, but be informed that the rest of this paper will ignore the results of Pick&rsquo;s and do something way simpler.</p>https://oddcomputer.com/electronics/oscilliscopes/Mon, 01 Jan 0001 00:00:00 +0000https://oddcomputer.com/electronics/oscilliscopes/<h1 id="you-need-one">You need one</h1> <ul> <li>Big cool analog ones</li> <li>Tiny inexpensive cool ones</li> <li>Modern feature rich cool ones</li> </ul>https://oddcomputer.com/math/slope_distance_coordinates/Mon, 01 Jan 0001 00:00:00 +0000https://oddcomputer.com/math/slope_distance_coordinates/<h3 id="figure-1-the-md-coordinate-system">Figure 1: The md coordinate system</h3> <p><img src="https://oddcomputer.com/images/LatticePolygons/01_PicksTheorem.png" alt="Diagram illustrating, with the use of a right triangle, the simple way to calculate between x,y coordinates and m,d coordinates" title="test"> Coordinate system that locates a point by the slope of the line that would intersect it and the origin (m), and its distance from the origin (d). This is not much different from polar, just slope instead of angle. Function will be d as a function of m.</p>