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00:02
@Mr.Eight I usually use MeshShading:
SphericalPlot3D[
 gyra[\[Theta], \[Phi]], {\[Theta], 0, Pi}, {\[Phi], -Pi, Pi},
 MeshFunctions -> {Function[gyra[#4, #5]], #4 &, #5 &},
 MeshShading -> {{{Blue, Red}}}, Mesh -> {{0}, 15, 15},
 PlotRange -> All]
 
13 hours later…
13:25
@MichaelE2 thanks for suggestion. Is it possible to keep color without mesh lines?
 
3 hours later…
16:03
Hello @Kuba, This is the first time I've used chat. Unfortunately, I'll be off web for about 10 days starting this afternoon--so we may need to finish the discussion about shortcuts and joker.m later.
 
1 hour later…
17:33
posted on January 03, 2019

User interface for ordinary chess games, including PGN read

18:05
posted on January 03, 2019 by Wolfram Blog Team

Mark Greenberg is a retired educator and contributor to the Tech-Based Teaching blog, which explores the intersections between computational thinking, edtech and learning. He recounts his experience adapting old game code using the Wolfram Language and deployment through the Wolfram Cloud. Chicken Scratch is an academic trivia game that I originally coded about 20 years [...]

18:16
@Mr.Eight Omit the default mesh functions (which I kept thinking you wanted them) and adjust the mesh shading "tensor":
SphericalPlot3D[
 gyra[\[Theta], \[Phi]], {\[Theta], 0, Pi}, {\[Phi], -Pi, Pi},
 MeshFunctions -> {Function[gyra[#4, #5]]},
 MeshShading -> {Blue, Red}, Mesh -> {{0}, 15, 15},
 PlotRange -> All]
 
4 hours later…
22:08
Is there any obvious mistake in this use of DateListPlot? I don't get why it is not plotting what I would expect i.imgur.com/5i6Zif0.png
23:06
@JoséD. The auto-scaling heuristics have decided to crop the outlier data point on Jan 2. Try DateListPlot[testData, PlotRange -> All].

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