v_kyr Posted January 30 Share Posted January 30 2 hours ago, firstdefence said: How do you find the centre of the monitor and does it come with a 3M adhesive pad I don't have a need for that, since I (re)use instead ... ... and I also have my own build on top floating protractor apps for measurements on screen if needed. Quote ☛ Affinity Designer 1.10.8 ◆ Affinity Photo 1.10.8 ◆ Affinity Publisher 1.10.8 ◆ OSX El Capitan ☛ Affinity V2.3 apps ◆ MacOS Sonoma 14.2 ◆ iPad OS 17.2 Link to comment Share on other sites More sharing options...
Alfred Posted January 30 Share Posted January 30 19 hours ago, Barry Newman said: The crux of the issue lies in the fundamental disconnect between the mathematical world and the experiential world. Mathematics, in its purest form, is a language of precision, a tool for expressing the exactitudes of the universe. It is a realm where a circle is divided into 2 radians, equivalent to 360 degrees. This division is not arbitrary but is based on the properties of a circle … The term π is crucially missing here. An angle of 2 radians is less than 115°, because 360° is 2π radians. Old Bruce and R C-R 2 Quote Alfred Affinity Designer/Photo/Publisher 2 for Windows • Windows 10 Home/Pro Affinity Designer/Photo/Publisher 2 for iPad • iPadOS 17.4.1 (iPad 7th gen) Link to comment Share on other sites More sharing options...
Old Bruce Posted January 30 Share Posted January 30 9 minutes ago, Alfred said: The term π is crucially missing here. Mmm...π ... "Could you cut that pie into six slices instead of eight? It is because I couldn't possibly eat eight slices of pie" And thanks for pointing out the mistake, it was bugging me. I hate radians mostly because I don't quite understand them. Alfred 1 Quote Mac Pro (Late 2013) Mac OS 12.7.4 Affinity Designer 2.4.1 | Affinity Photo 2.4.1 | Affinity Publisher 2.4.1 | Beta versions as they appear. I have never mastered color management, period, so I cannot help with that. Link to comment Share on other sites More sharing options...
v_kyr Posted January 30 Share Posted January 30 10 minutes ago, Alfred said: The term π is crucially missing here. An angle of 2 radians is less than 115°, because 360° is 2π radians. Jip, because the radian measure is derived from the arc length of the full circle. A circle whose radius is 1 (unit circle) has a circumference, i.e. an arc length, of 2π. An arc length of 2π corresponds to an angle of 360°. Other angles then lead proportionally to other arc lengths: If ω is the angle in degrees (°) and Ω is the angle in radians (rad). Conversely, any angle given in radians can of course be converted back into degrees: Alfred 1 Quote ☛ Affinity Designer 1.10.8 ◆ Affinity Photo 1.10.8 ◆ Affinity Publisher 1.10.8 ◆ OSX El Capitan ☛ Affinity V2.3 apps ◆ MacOS Sonoma 14.2 ◆ iPad OS 17.2 Link to comment Share on other sites More sharing options...
Barry Newman Posted February 6 Share Posted February 6 On 1/30/2024 at 8:42 PM, Alfred said: The term π is crucially missing here. An angle of 2 radians is less than 115°, because 360° is 2π radians. Yes, for some reason I didn't include π, but then again, I wasn't writing a thesis to be judged and dissected here, so we're leading the readers into yet another AFFINITY forum sidetrack, but it was a description of how alien this mathematical approach will be for many GRAPHIC DESIGNERS. Remember: complexity breeds complexity, complexity stifles usability, the more complexity, the less usability, the more chatter, the less focus and progress. Quote Link to comment Share on other sites More sharing options...
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