[ Launch: coffee_sol_lewitt_rules ] 6422996 by zeffii
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coffee_sol_lewitt_rules2
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german version found, but I highly recommend not looking at the drawing until | |
after you have spent time trying to figure out how to interpret the instructions. | |
at: | |
" the placing of a quad " | |
full page (german) | |
http://www.walkerart.org/collections/artworks/die-plazierung-eines-vierecks-the-location-of-a-quadrangle | |
just text (german) | |
image: http://i.imgur.com/ZpOWUi2.png | |
© The LeWitt Estate / Artists Rights Society (ARS), New York | |
Translation is my own: (it was bugging me, but it is no improvement) | |
The first line starts **from** a point halfway between a point halfway between | |
the centre of the page (wall) and the bottom right corner and the middle of | |
the left edge and the top right corner **to** a point halfway between | |
the middle of the bottom edge and top right corner. | |
The second line starts **from** a point halfway between the starting-point of | |
the 1st line and a point halfway between the middle of the bottom edge and | |
the top left corner **to** a point halfway between a point halfway between | |
the center of the page (wall) and the bottom left corner and the middle of | |
the bottom edge. | |
The third line starts **from** a point halfway between a point halfway between | |
the starting-point of the 1st line and the end-point of the 2nd line and | |
a point halfway between the middle of the left edge and the bottom left corner | |
**to** a point 'auf einer Achse von der' bottom left corner to a point | |
halfway between the middle of the right edge and the top right corner, | |
where a line from the center of the page to a point halfway between | |
the middle of the right edge and the bottom right corner would intersect the axis. | |
The fourth line starts **from** a point the same distance between the end of | |
the 3rd line, the endpoint of the 2nd line, and from a point halfway between | |
a point halfway between the center of the page and the middle of | |
the bottom edge and a point halfway between the middle of the bottom edge and | |
the bottom right corner **to** a point halfway between the starting point of | |
the 2nd line and a point, where a line would intersect the 1st line, if it ran | |
from the middle of the right edge to a point halfway between the middle of | |
the top edge and the top left corner. | |
SL 1974. | |
My thoughts: | |
Though Written in a procedural way, these instructions are at times somewhat | |
obfuscated and definitely inefficient without symbols. | |
- The 1st line turns out to be unparsable without adding an extra 'halfway between' | |
statement. | |
- The 3rd line doesn't make sense to me introducing the term axis | |
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{"description":"coffee_sol_lewitt_rules2","endpoint":"","display":"svg","public":true,"require":[],"fileconfigs":{"inlet.js":{"default":true,"vim":false,"emacs":false,"fontSize":12},"style.css":{"default":true,"vim":false,"emacs":false,"fontSize":12},"_.md":{"default":true,"vim":false,"emacs":false,"fontSize":12},"config.json":{"default":true,"vim":false,"emacs":false,"fontSize":12},"data2.csv":{"default":true,"vim":false,"emacs":false,"fontSize":12},"util.js":{"default":true,"vim":false,"emacs":false,"fontSize":12},"injet.coffee":{"default":true,"vim":false,"emacs":false,"fontSize":12},"inlet.coffee":{"default":true,"vim":false,"emacs":false,"fontSize":12},"readme.txt":{"default":true,"vim":false,"emacs":false,"fontSize":12}},"fullscreen":false,"play":false,"loop":false,"restart":false,"autoinit":true,"pause":true,"loop_type":"period","bv":false,"nclones":15,"clone_opacity":0.4,"duration":3000,"ease":"linear","dt":0.01,"thumbnail":"http://i.imgur.com/OqFYJQH.png"} |
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### | |
Info in the readme.txt tab (links to original german text) | |
this version is intentionally unfinished. | |
latest version | |
http://tributary.io/inlet/6440274 | |
(with overlay) | |
### | |
between = (p1, p2) -> | |
x: (p1.x + p2.x) * 0.5 | |
y: (p1.y + p2.y) * 0.5 | |
equid = (points) -> | |
# this formula averages, this is wrong. | |
num = points.length | |
[ret_x, ret_y] = [0, 0] | |
for p in points | |
ret_x += p.x | |
ret_y += p.y | |
x: ret_x / num | |
y: ret_y / num | |
intersect = (line1, line2) -> | |
[x1,y1,x2,y2] = [line1.p1.x, line1.p1.y, line1.p2.x, line1.p2.y] | |
[x3,y3,x4,y4] = [line2.p1.x, line2.p1.y, line2.p2.x, line2.p2.y] | |
[bx, by_, dx, dy] = [x2 - x1, y2 - y1, x4 - x3, y4 - y3] | |
b_dot_d_perp = (bx * dy) - (by_ * dx) | |
if b_dot_d_perp is 0 | |
console.log('doesnt intersect') | |
return None | |
[cx, cy] = [x3 - x1, y3 - y1] | |
t = (cx * dy - cy * dx) / b_dot_d_perp | |
p = | |
x: x1 + t * bx | |
y: y1 + t * by_ | |
# constants and setup | |
d3.select("body").style "background-color", d3.rgb(25, 25, 25) | |
svg = d3.select("svg") | |
group1 = svg.append("g").classed("group1", true) | |
.attr("transform", "translate(" + [200, 100] + ")") | |
.style | |
fill: "none" | |
stroke: "#aeaeae" | |
thin = 0.3 | |
thick = 1.2 | |
X = width = 415 | |
Y = height = 415 | |
A = {x: 0, y: 0} # top left | |
B = {x: X, y: 0} # top right | |
C = {x: X, y: Y} # bottom right | |
D = {x: 0, y: Y} # bottom left | |
MID = between(A, C) # center | |
AB = between(A, B) # mid top | |
BC = between(B, C) # mid right | |
CD = between(C, D) # mid bottom | |
AD = between(A, D) # mid left | |
# PHWB = point halfway between | |
# A quadrangle which is formed and enclosed by four lines, (if you say so.) | |
# L1 = (seems to contain ambiguity due to missing PHWB) | |
# from -> PHWB PHWB(MID, A) and (AD) and (A), to -> PHWB(AB, B) | |
L1 = | |
p1: between( between( between(MID, A), AD), A) | |
p2: between(AB, B) | |
# L2 = | |
# from -> PHWB (L1.p1) and PHWB (AB) and (A) | |
# to -> PHWB PHWB (MID) and (D) and (CD), | |
L2 = | |
p1: between(L1.p1, between(AB, A)) | |
p2: between( between(MID, D), CD) | |
# L_support_1 = | |
# from -> (X), to -> PHWB(BC, C) | |
L_support_1 = {p1: X, p2: between(BC, C)} | |
# L3 = ?? | |
# from -> PHWB PHWB (L1.p1) and (L2.p2) and PHWB (AD) and (D) | |
# to point which is on an axis between (D) to PHWB(BC, B) | |
# where L_support_1 would cross that axis, | |
L3 = | |
p1: between( between(L1.p1, L2.p2), between(AD, D)), | |
p2: between( D, between(BC, B)) | |
# L_support_2 = | |
# from -> (BC), to PHWB(AB, A) | |
L_support_2 = {p1: BC, p2: between(AB, A)} | |
# L4 = | |
# from -> point equidistant from (L3.p2), (L2.p2) and PHWB(MID, CD) and PHWB(CD, C) | |
# to -> PHWB (L2.p1) and a point where a L_support_2 crosses (L1) | |
L4 = | |
p1: equid([L3.p2, L2.p2, between(MID, CD), between(CD, C)]) | |
p2: between(L2.p1, intersect(L_support_2, L1)) | |
### populate svg ### | |
# lines only | |
line_data = [ | |
{line: {p1: A, p2: B}, line_thickness: thin}, | |
{line: {p1: B, p2: C}, line_thickness: thin}, | |
{line: {p1: C, p2: D}, line_thickness: thin}, | |
{line: {p1: A, p2: D}, line_thickness: thin}, | |
{line: L1, line_thickness: thick}, | |
{line: L2, line_thickness: thick}, | |
{line: L_support_1, line_thickness: thin}, | |
{line: L_support_2, line_thickness: thin}, | |
{line: L3, line_thickness: thin}, | |
{line: L4, line_thickness: thick}, | |
] | |
lines = group1.selectAll('line').data(line_data).enter() | |
.append('line') | |
.attr | |
x1: (d) -> d.line.p1.x | |
y1: (d) -> d.line.p1.y | |
x2: (d) -> d.line.p2.x | |
y2: (d) -> d.line.p2.y | |
.style | |
'stroke-width': (d) -> d.line_thickness | |
# verts only | |
vert_data = [A, B, C, D, MID, AB, BC, CD, AD] | |
verts = group1.selectAll('circle').data(vert_data).enter() | |
.append('circle') | |
.attr | |
r: 3 | |
cx: (d) -> d.x | |
cy: (d) -> d.y | |
.style | |
stroke: "none" | |
fill: "#789BA2" | |
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.cm-s-elegant.CodeMirror { background: #1e2426; color: #696969; } | |
.cm-s-elegant div.CodeMirror-selected {background: #064968 !important;} /* 33322B*/ | |
.cm-s-elegant span.cm-variable { color:#22EFFF; } | |
.cm-s-elegant span.cm-variable-2 { color: #FFCCB4; } | |
.cm-s-elegant span.cm-variable-3 { color: white; } | |
.cm-s-elegant span.cm-string { color: Chartreuse; } | |
.cm-s-elegant span.cm-string-2 {color: Chartreuse;} | |
.cm-s-elegant span.cm-def {color: #FFCCB4; opacity: 1.0} | |
.cm-s-elegant span.cm-bracket { color: #EBEFE7; } | |
.cm-s-elegant pre { color:#FFF; } | |
.cm-s-elegant span.cm-qualifier { color:#C0C0C0; } | |
.cm-s-elegant span.cm-comment { color: #AFB4B4;} | |
.cm-s-elegant span.cm-property {color: #FDA676;} | |
.cm-s-elegant span.cm-number { color: #FF92EE;} | |
.cm-s-elegant span.cm-keyword { color: #FFFF18; } | |
.cm-s-elegant .CodeMirror-cursor { border-left: 1px solid white !important; } | |
.cm-s-elegant .CodeMirror-gutters {background: #505050;} | |
.cm-s-elegant .CodeMirror-linenumber {color: #D3D3D3;} |
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