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Tunnels Can Lead to A Place
What Tales will be sought?
Converging Entities
Slowly Drifting
Making Experiences through HydraVideoSynth & P5
For this week's Creative Code challenge by @sableRaph: “ Snake ”, ChromaticSnakePoetry takes the Chromatic Poetry Series: 18 Words Speaking [https://colorscape.illestpreacha.com/poetic-communication-visualization] and turns into a snake inspired theme.
The Poems were coded in P5js to take a snake-like shape through the rules of 18 Words Speaking. While the additional Data Visualization of the poems were done with a snake plot (Snake plot is the term used to describe a line chart on its side. So rather than the lines running left-right (x-axis) they run up-down (y-axis) - QResearchSoftware) in Python.(since pythons are snakes). Additional Edits were made to enhance the chromatic feeling.
Zoos Encroaching Diabolically in Multidimensional Universes
Consuming the resource of sentient entities
In whatever format, deemed efficient availability
Sunsets Sink Sincerely
Flaunting Fabolously Forever
Inside, Internally Inciting
Where The Winter
Worries About These
Thoughts and Tinkerings
Following Finite Faces
To The Top
Inside, Internally Integrating
Moments upon Moments
Time after time
Thoughts and Tinkerings
function setup() {
createCanvas(1200, 1200);
background('black')
//the color of the "snake" represents the color associated with the starting letter
color_dictionary={
"A": color(140, 156, 93),
"B": color(246, 166, 0),
"C": color(86, 160, 211),
"D":color(167, 13, 42),
"E": color(35, 18, 11),
"F": color(181, 51, 137),
"G": color(228, 163, 0),
"H":color(0, 150, 214),
"I": color(180, 216, 231),
"J": color(248, 222, 126),
"K": color(62, 81, 132),
"L":color(248, 221, 92),
"M":color(246, 96, 171),
"N": color(42, 128, 0),
"O": color(72, 191, 145),
"P": color(0, 166, 147),
//"P": color(255,177,129),
"Q": color(0, 109, 117),
"R":color(247, 86, 96),
"S": color(250, 128, 114),
"T": color(255, 204, 0),
"U": color(147, 149, 151),
"V": color(243, 229, 171),
"W": color(114, 47, 55),
"X": color(245, 166, 160),
"Y": color(246, 227, 180),
"Z": color(110, 76, 65),
};
}
// color it through
function testrun(x,z,y,a)
{
fill(x)
stroke("white")
while (y > 0)
{
square(50*a + 15*y,15 * z,15,15);
y = y - 1
}
}
// color it through
function testrun2(x,z,y,a)
{
fill(x)
stroke("white")
while (y > 0)
{
square(15*z,50*a + 15*y,15,15);
y = y - 1
}
}
//ZED
//first triplet
testrun(color_dictionary[startChr[0][0].toUpperCase()],3,chr[0],1);
testrun2(color_dictionary[startChr[0][1].toUpperCase()],7, chr[1],1);
testrun(color_dictionary[startChr[0][2].toUpperCase()] ,16, chr[2],1.5);
//second triplet
testrun2(color_dictionary[startChr[1][0].toUpperCase()],24,chr[3],5);
testrun(color_dictionary[startChr[1][1].toUpperCase()],21, chr[4],7);
testrun2(color_dictionary[startChr[1][2].toUpperCase()] ,40, chr[5],7);
//third triplet
testrun(color_dictionary[startChr[2][0].toUpperCase()],34,chr[6],15);
testrun2(color_dictionary[startChr[2][1].toUpperCase()],60, chr[7],11);
testrun(color_dictionary[startChr[2][2].toUpperCase()] ,41, chr[8],18);
//fourth triplet
testrun2(color_dictionary[startChr[3][0].toUpperCase()],3,chr[9],9);
testrun(color_dictionary[startChr[3][1].toUpperCase()],34,chr[10],1);
testrun2(color_dictionary[startChr[3][2].toUpperCase()] ,12, chr[11],11);
//fifth triplet
testrun(color_dictionary[startChr[4][0].toUpperCase()],36,chr[12],8);
testrun2(color_dictionary[startChr[4][1].toUpperCase()],30, chr[13],11);
testrun(color_dictionary[startChr[4][2].toUpperCase()] ,48, chr[14],9);
//Sixth triplet
testrun2(color_dictionary[startChr[5][0].toUpperCase()],46,chr[15],14);
testrun(color_dictionary[startChr[5][1].toUpperCase()],53,chr[16],14);
testrun2(color_dictionary[startChr[5][2].toUpperCase()] ,53, chr[17],16);
//SSS
//first triplet
testrun(color_dictionary[startChr[0][0].toUpperCase()],3,chr[0],1);
testrun2(color_dictionary[startChr[0][1].toUpperCase()],10.5, chr[1],1);
testrun(color_dictionary[startChr[0][2].toUpperCase()] ,8.8, chr[2],2.8);
//second triplet
testrun2(color_dictionary[startChr[1][0].toUpperCase()],24,chr[3],1);
testrun(color_dictionary[startChr[1][1].toUpperCase()],13.4, chr[4],6.9);
testrun2(color_dictionary[startChr[1][2].toUpperCase()] ,34, chr[5],3.7);
//third triplet
testrun(color_dictionary[startChr[2][0].toUpperCase()],6.4,chr[6],12);
testrun2(color_dictionary[startChr[2][1].toUpperCase()],47, chr[7],1.6);
testrun(color_dictionary[startChr[2][2].toUpperCase()] ,16.4, chr[8],13.8);
//fourth triplet
testrun2(color_dictionary[startChr[3][0].toUpperCase()],3,chr[9],9);
testrun(color_dictionary[startChr[3][1].toUpperCase()],34,chr[10],1);
testrun2(color_dictionary[startChr[3][2].toUpperCase()],7.5, chr[11],10);
//fifth triplet
testrun(color_dictionary[startChr[4][0].toUpperCase()],31,chr[12],8);
testrun2(color_dictionary[startChr[4][1].toUpperCase()],30, chr[13],9.3);
testrun(color_dictionary[startChr[4][2].toUpperCase()] ,34,chr[14],9);
//Sixth triplet
testrun2(color_dictionary[startChr[5][0].toUpperCase()],38,chr[15],12);
testrun(color_dictionary[startChr[5][1].toUpperCase()],45,chr[16],11.5);
testrun2(color_dictionary[startChr[5][2].toUpperCase()] ,42.5, chr[17],12);
//FFF
//first triplet
testrun(color_dictionary[startChr[0][0].toUpperCase()],3,chr[0],0.5);
testrun2(color_dictionary[startChr[0][1].toUpperCase()],10.5, chr[1],1);
testrun(color_dictionary[startChr[0][2].toUpperCase()] ,10.8, chr[2],2.8);
//second triplet
testrun2(color_dictionary[startChr[1][0].toUpperCase()],24,chr[3],1.9);
testrun(color_dictionary[startChr[1][1].toUpperCase()],13.4, chr[4],6.9);
testrun2(color_dictionary[startChr[1][2].toUpperCase()] ,34, chr[5],3.7);
//third triplet
testrun(color_dictionary[startChr[2][0].toUpperCase()],6.4,chr[6],12);
testrun2(color_dictionary[startChr[2][1].toUpperCase()],47, chr[7],1.6);
testrun(color_dictionary[startChr[2][2].toUpperCase()] ,16.4, chr[8],13.8);
//fourth triplet
testrun2(color_dictionary[startChr[3][0].toUpperCase()],3,chr[9],9);
testrun(color_dictionary[startChr[3][1].toUpperCase()],34,chr[10],1);
testrun2(color_dictionary[startChr[3][2].toUpperCase()],7.3, chr[11],7.8);
//fifth triplet
testrun(color_dictionary[startChr[4][0].toUpperCase()],31,chr[12],5);
testrun2(color_dictionary[startChr[4][1].toUpperCase()],21.8, chr[13],8.3);
testrun(color_dictionary[startChr[4][2].toUpperCase()] ,34,chr[14],6.3);
//Sixth triplet
testrun2(color_dictionary[startChr[5][0].toUpperCase()],38,chr[15],8);
testrun(color_dictionary[startChr[5][1].toUpperCase()],31,chr[16],11.5);
testrun2(color_dictionary[startChr[5][2].toUpperCase()] ,42.5, chr[17],8);
import matplotlib.pyplot as plt
import numpy as np
def snakeplotting_chromatic(x,min,max):
#18 words
triplet1 = [x[0],x[1],x[2]]
triplet2 = [x[3],x[4],x[5]]
triplet3 = [x[6],x[7],x[8]]
triplet4 = [x[9],x[10],x[11]]
triplet5 = [x[12],x[13],x[14]]
triplet6 = [x[15],x[16],x[17]]
Words = [1,2,3]
fig = plt.figure()
ax = fig.add_subplot(111)
ax.plot(triplet1, Words, 'go--')
ax.plot(triplet2, Words, 'rs-.')
ax.plot(triplet3, Words, 'bo-.')
ax.plot(triplet4, Words, 'co:')
ax.plot(triplet5, Words, 'mo--')
ax.plot(triplet6, Words, 'ys--')
ax.xaxis.tick_top()
ax.set_ylabel('word placement')
ax.set_ylim(3.5, 0)
ax.set_xlim(min, max)
ax.set_xlabel('CharCount')
plt.show()
----
#zed
snakeplotting_chromatic([4, 11, 12, 2, 16, 9, 9, 3, 8, 2, 8, 8, 2, 8, 6, 6, 9, 12],0,20)
#sss
snakeplotting_chromatic([7, 4, 9, 9, 10, 7, 6, 10, 8,5, 3, 6, 7, 5, 5, 8, 3, 10],2,11)
#FFF
snakeplotting_chromatic([9, 6, 5, 6, 10, 11, 6, 10, 8,7, 4, 7, 4, 5, 4, 8, 3, 10],2,13)