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#genuary10 — Public Fediverse posts

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  1. For #genuary10 "polar coordinates", I wanted to take the prompt quite literally and draw a map of the poles.
    The sketch shows Antarctic sea-ice extent in September for the years 2005 (pink), 2011 (purple), 2018 (blue) and 2025 (black), in a radius range ~2500 to 4000 km from the pole.
    The data is from #NOAA #NSIDC and its continuation is threatened by US administration budget cuts on climate research.

    #genuary #genuary2026 #genuary10 #antarctic #climate #dataviz #plotter

  2. For #genuary10 "polar coordinates", I wanted to take the prompt quite literally and draw a map of the poles.
    The sketch shows Antarctic sea-ice extent in September for the years 2005 (pink), 2011 (purple), 2018 (blue) and 2025 (black), in a radius range ~2500 to 4000 km from the pole.
    The data is from #NOAA #NSIDC and its continuation is threatened by US administration budget cuts on climate research.

    #genuary #genuary2026 #genuary10 #antarctic #climate #dataviz #plotter

  3. #genuary #genuary2026 #genuary10 #generativeart #p5js #creativecoding *That's some pleasant generative-art there. I'm hoping this code-artistic practice can survive-and-prevail in some category that isn't conflated with "slop" *That won't be easy

  4. #genuary #genuary2026 #genuary10 #generativeart #p5js #creativecoding *That's some pleasant generative-art there. I'm hoping this code-artistic practice can survive-and-prevail in some category that isn't conflated with "slop" *That won't be easy

  5. #genuary #genuary2026 #genuary10 #generativeart #p5js #creativecoding *That's some pleasant generative-art there. I'm hoping this code-artistic practice can survive-and-prevail in some category that isn't conflated with "slop" *That won't be easy

  6. #genuary #genuary2026 #genuary10 #generativeart #p5js #creativecoding *That's some pleasant generative-art there. I'm hoping this code-artistic practice can survive-and-prevail in some category that isn't conflated with "slop" *That won't be easy

  7. Genuary 2026 10 - "Polar coordinates"

    You have probably always wondered what would happen if you kept transforming 2d points to polar coordinates forever. Well, you get an iterated map (x,y) -> (sqrt(x^2+y^2), atan2(y,x)). Shown below are the (smoothly animated) first 10 iterations starting from random points on [-1,1]. In hindsight it makes sense that the positive x axis (y=0 -> angle=0) would be an invariant set of this map.

    #genuary #genuary2026 #genuary10 #mathematics

  8. Genuary 2026 10 - "Polar coordinates"

    You have probably always wondered what would happen if you kept transforming 2d points to polar coordinates forever. Well, you get an iterated map (x,y) -> (sqrt(x^2+y^2), atan2(y,x)). Shown below are the (smoothly animated) first 10 iterations starting from random points on [-1,1]. In hindsight it makes sense that the positive x axis (y=0 -> angle=0) would be an invariant set of this map.

    #genuary #genuary2026 #genuary10 #mathematics

  9. Genuary 2026 10 - "Polar coordinates"

    You have probably always wondered what would happen if you kept transforming 2d points to polar coordinates forever. Well, you get an iterated map (x,y) -> (sqrt(x^2+y^2), atan2(y,x)). Shown below are the (smoothly animated) first 10 iterations starting from random points on [-1,1]. In hindsight it makes sense that the positive x axis (y=0 -> angle=0) would be an invariant set of this map.

    #genuary #genuary2026 #genuary10 #mathematics

  10. Genuary 2026 10 - "Polar coordinates"

    You have probably always wondered what would happen if you kept transforming 2d points to polar coordinates forever. Well, you get an iterated map (x,y) -> (sqrt(x^2+y^2), atan2(y,x)). Shown below are the (smoothly animated) first 10 iterations starting from random points on [-1,1]. In hindsight it makes sense that the positive x axis (y=0 -> angle=0) would be an invariant set of this map.

    #genuary #genuary2026 #genuary10 #mathematics

  11. Genuary 2026 10 - "Polar coordinates"

    You have probably always wondered what would happen if you kept transforming 2d points to polar coordinates forever. Well, you get an iterated map (x,y) -> (sqrt(x^2+y^2), atan2(y,x)). Shown below are the (smoothly animated) first 10 iterations starting from random points on [-1,1]. In hindsight it makes sense that the positive x axis (y=0 -> angle=0) would be an invariant set of this map.

    #genuary #genuary2026 #genuary10 #mathematics

  12. #genuary #genuary2026 #genuary10

    infinite cycles of death & rebirth

    This one was really short since h9 already had a polar coordinate reference system built in. 7 variables and a 2-line draw loop! Code here:
    h9.bees.free/genuary26/10-pola

  13. #genuary #genuary2026 #genuary10

    infinite cycles of death & rebirth

    This one was really short since h9 already had a polar coordinate reference system built in. 7 variables and a 2-line draw loop! Code here:
    h9.bees.free/genuary26/10-pola

  14. #genuary #genuary2026 #genuary10

    infinite cycles of death & rebirth

    This one was really short since h9 already had a polar coordinate reference system built in. 7 variables and a 2-line draw loop! Code here:
    h9.bees.free/genuary26/10-pola

  15. #genuary #genuary2026 #genuary10

    infinite cycles of death & rebirth

    This one was really short since h9 already had a polar coordinate reference system built in. 7 variables and a 2-line draw loop! Code here:
    h9.bees.free/genuary26/10-pola

  16. #genuary #genuary2026 #genuary10

    infinite cycles of death & rebirth

    This one was really short since h9 already had a polar coordinate reference system built in. 7 variables and a 2-line draw loop! Code here:
    h9.bees.free/genuary26/10-pola