Event JSON
{
"id": "4d475b1b181c75b6bea253fa12757f55718b18bf82eb2bbdd65f33f031a2dc07",
"pubkey": "a88458cdd8d60aad789fada08236c2229e7f105cc9d01db9ca98e8d3834ee83e",
"created_at": 1775669835,
"kind": 1,
"tags": [
[
"t",
"mathart"
],
[
"t",
"mandelbrotset"
],
[
"t",
"fractals"
],
[
"proxy",
"https://post.lurk.org/@mathr/116370298365393974",
"web"
],
[
"imeta",
"url https://post.lurk.org/system/media_attachments/files/116/370/266/788/401/820/original/4ccd9bb5c92e877e.png",
"m image/png"
],
[
"imeta",
"url https://post.lurk.org/system/media_attachments/files/116/370/265/805/518/928/original/3e8383f574322511.png",
"m image/png"
],
[
"proxy",
"https://post.lurk.org/users/mathr/statuses/116370298365393974",
"activitypub"
],
[
"L",
"pink.momostr"
],
[
"l",
"pink.momostr.activitypub:https://post.lurk.org/users/mathr/statuses/116370298365393974",
"pink.momostr"
],
[
"-"
]
],
"content": "experiment exploring #MandelbrotSet #fractals #MathArt adding layers of cauliflowers to mini mandelbrots by choosing where to zoom\n\nlocations:\n\n-1.74968481650579377858075949782979923\n\n-1.749684816504354894259770797352982820550801324341230434823606\n\nzoom of the second one with 8 layers is about 1e44, didn't save the zoom level of the first (with 3 layers)\n\nI think I can generalize the way I found them (I constructed specific external angles expressed as periodic binary exansions, and traced their external rays towards the minibrots)\n\n(apologies for the poor image quality)\nhttps://post.lurk.org/system/media_attachments/files/116/370/265/805/518/928/original/3e8383f574322511.png\nhttps://post.lurk.org/system/media_attachments/files/116/370/266/788/401/820/original/4ccd9bb5c92e877e.png\n",
"sig": "93d9873aef583cdd7ba117be1e4f1a9fe2718016106c8a68cab570b00346050d9ed1cc7dc683031adc37e5e1cbcbee69ae90f6306ed8598f12cd3d79d3271f93"
}
