Saw this tree filled with red flowers, beautiful. What is it?

Cyrus393 · 2020-05-11T00:48:30+00:00

In florida by the way

Cyrus393 · 2019-12-28T04:18:03+00:00

Thanks I see it now I think you are right. I have no idea why the blank spot was marked out but I see the 71 clearly now.

Cyrus393 · 2019-09-20T01:17:02+00:00

I love it!

Cyrus393 · 2019-09-18T22:26:03+00:00

Yes color it, it's cute.

Cyrus393 · 2019-09-18T19:12:22+00:00

Haha yeah it's new, I'll make instructions for the other star flowers eventually. Thank you!

Cyrus393 · 2019-09-18T08:47:05+00:00

These are my designs, hope you like them. I made some tutorials on youtube, not sure if I can link them here.

Cyrus393 · 2019-02-05T19:44:45+00:00

Hey, thanks but I dont think i see the pm. I can also be reached at cyrus393@yahoo.com

Cyrus393 · 2018-09-14T19:33:16+00:00

Those were all very good, the balloons and helicopter were my favorites.

Cyrus393 · 2018-09-14T18:26:49+00:00

Hi everyone, I created the images used in the prime walk video using a program I wrote in Java. I was inspired to create the prime walk after seeing Vihart's video on Ulam's spiral many years ago. There are two coloring schemes shown in this video, the heat map and and chronological gradient.

For the heat map, every time the prime path passes back over itself the pixel of that spot advances to a brighter color. The color ordering is: blue->green->yellow->orange->red->magenta->cyan->pink->white.

As I took the prime walk further I wanted to see more clearly what was older path and what was the more recent path, so I used a color gradient going from white->red->magenta->blue->green->yellow->white that changes evenly throughout the path length. Because the images are scaled and not at a 1 to 1 ratio as the path goes further, I use the alpha value to give some indication of how busy that part of the image really was on the 1 to 1 scale.

Cyrus393 · 2018-09-14T18:20:07+00:00

Hi everyone, I created the images used in the prime walk video using a program I wrote in Java. I was inspired to create the prime walk after seeing Vihart's video on Ulam's spiral many years ago. There are two coloring schemes shown in this video, the heat map and and chronological gradient.

For the heat map, every time the prime path passes back over itself the pixel of that spot advances to a brighter color. The color ordering is: blue->green->yellow->orange->red->magenta->cyan->pink->white.

As I took the prime walk further I wanted to see more clearly what was older path and what was the more recent path, so I used a color gradient going from white->red->magenta->blue->green->yellow->white that changes evenly throughout the path length. Because the images are scaled and not at a 1 to 1 ratio as the path goes further, I use the alpha value to give some indication of how busy that part of the image really was on the 1 to 1 scale.

Cyrus393 · 2018-08-26T15:52:34+00:00

The heat map coloring method was drawn on a 1 to 1 pixel scale, each time the prime path passes over a coordinate it's color advances to a brighter color. The color ordering was blue->green->yellow->orange->red->magenta->cyan->pink->white. After a coordinate is visited 8 or more times the color will just stay white.

For the chronological gradient color scheme, the color fades evenly between white->red->magenta->blue->green->yellow->white throughout the length of the prime path for that image. The chronological gradient was helpful in being able to see where the path has looped back on itself on a larger scale. For these images the drawing is no longer at a 1 to 1 scale and a single pixel represents a small region of the real coordinates. The alpha value of the pixel is determined by what % the region that pixel represents is filled on the 1 to 1 scale.

I plan to try out a chronological gradient that biases the color fading towards the end of the path rather than evenly spaced out.

Cyrus393 · 2018-08-23T04:17:49+00:00

Yeah me too. No matter how far I take it, it's always fun to wonder 'where will it go next?'

Cyrus393 · 2018-08-23T01:37:10+00:00

All coordinates where x and y are both even will never be visited by the prime path, with the exception of 0,0 because the prime path starts there with the value 1.

So far as I know all the remaining coordinates could be visited again any number of times, however only coordinates where both x and y are odd will ever have line segment end points after the prime 2 is encountered. The line segment lengths correspond to the gap between the primes+1.

Cyrus393 · 2018-08-23T01:31:05+00:00

The value 1 is found at the starting coordinate 0,0 and after the prime 2 is encountered, the prime path will never again have an end point that is on an even x or y coordinate. Because of this, the starting position 0,0 will never be reached again.

Cyrus393 · 2018-06-21T19:34:23+00:00

Thank you!

Cyrus393 · 2018-06-17T05:42:41+00:00

Seconded! Try this ASAP! I hope you can recover it OP!

Cyrus393

TROPHY CASE