Let's try to figure out <path>
At least, like, a little bit. 😳
<path> can draw anything.
All the other basic shapes are just syntactic sugar for paths.
<rect>, <circle>, all that stuff.
<svg viewBox="0 0 142.13 134.27"> <path d="M96.33,23.07L118,66.9l48.36,7-35,34.11,8.26,48.17L96.33,133.46,53.08,156.21,61.34,108l-35-34.11,48.36-7s0.34-20.71,12.82-26S96.33,23.07,96.33,23.07Z"> </svg>
<svg viewBox="0 0 142.13 134.27"> <path d=" M 96,23 L 118,66.9l48.36,7-35,34.11,8.26,48.17 L 96.33,133.46,53.08,156.21,61.34,108l-35-34.11,48.36-7 s 0.34-20.71,12.82-26 S 96.33,23.07,96.33,23.07 Z "> </svg>
So it's like LETTERS then NUMBERS.
The control... let's call it a VIRTUAL PEN.
You can lift it up and set it down.
You can move it all around.
Lift up the Pen and move it to these exact coordinates.
Lift up the Pen and move it relatively these distances
Lower the pen and draw a straight line to these exact coordinates
Lower the pen and draw a straight line relatively these distances
M (absolute x,y coordinates)
m (relative x,y distances)
L (absolute x,y coordinates)
l (relative x,y distances)
H (single absolute X coordinate)
h (relative X distance)
V (single absolute Y coordinate)
v (relative Y distance)
Z ends the path.
If you leave it off, the path can be an open-ended path (like a line).
If you add it, a straight line will be drawn from the last place the pen ended up and where the pen started.
A path might have multiple paths...
But what about CURVES?!?!
Turns out curves are kinda complicated.
There are five kinds in three groups:
Cubic Bézier (C, c, S, s)
Quadratic Bézier (Q, q, T, t)
Elliptical arc (A, a)
I think the easiest one to understand is Q
Because it involves actually defining the final coordinate.
Q 60,100 50,50
Yeah anyway path is super cool and weird and you could probably do cool stuff if you learned it well.