corpus.blog
41554 blogs · [ { "id": "01a087a1-84b5-7201-9b10-8da7be7eff5e", "title": "NOISEMAS III", "url": "https://mathr.co.uk/web/noisemas-iii.html", "published_at": "2023-12-17T13:40:00+00:00" }, { "id": "01a087a1-84b5-7201-9b10-8da7befeefd3", "title": "Whirlpool", "url": "https://mathr.co.uk/web/whirlpool.html", "published_at": "2023-12-07T17:00:00+00:00" }, { "id": "01a087a1-84b5-7201-9b10-8da7bfa70c7b", "title": "Möbius Transformation", "url": "https://mathr.co.uk/web/moebius-transformation.html", "published_at": "2023-12-06T10:15:00+00:00" }, { "id": "01a087a1-84b5-7201-9b10-8da7c0554bea", "title": "Flame", "url": "https://mathr.co.uk/web/flame.html", "published_at": "2023-12-05T10:15:00+00:00" }, { "id": "01a087a1-84b5-7201-9b10-8da7c079f991", "title": "Square Root", "url": "https://mathr.co.uk/web/square-root.html", "published_at": "2023-12-02T12:15:00+00:00" }, { "id": "01a087a1-84b5-7201-9b10-8da7c0986096", "title": "Patterns in deep Mandelbrot zooms", "url": "https://mathr.co.uk/web/m-patterns.html", "published_at": "2023-11-13T01:05:00+00:00" }, { "id": "01a087a1-84b5-7201-9b10-8da7c0f7614e", "title": "cellphone", "url": "https://mathr.co.uk/web/cellphone.html", "published_at": "2023-11-12T17:35:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5994e462", "title": "Host", "url": "https://mathr.co.uk/web/host.html", "published_at": "2023-11-08T18:00:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac59faff6b", "title": "CarrotTuba", "url": "https://mathr.co.uk/web/carrottuba.html", "published_at": "2023-11-06T12:20:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5a932bcc", "title": "SubScript", "url": "https://mathr.co.uk/web/subscript.html", "published_at": "2023-10-25T13:00:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5ad00414", "title": "Calendar 2024", "url": "https://mathr.co.uk/web/calendar-2024.html", "published_at": "2023-09-27T16:20:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5b75e047", "title": "Exrtact", "url": "https://mathr.co.uk/web/exrtact.html", "published_at": "2023-09-12T13:20:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5c1d049f", "title": "Taxicab Voronoi", "url": "https://mathr.co.uk/web/taxicab-voronoi.html", "published_at": "2023-08-31T13:00:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5ce7d40c", "title": "FractInt", "url": "https://mathr.co.uk/web/fractint.html", "published_at": "2023-07-29T15:45:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5cff6d27", "title": "Amiga Development", "url": "https://mathr.co.uk/web/amiga-development.html", "published_at": "2023-07-25T13:09:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5d295ddb", "title": "Prescribot", "url": "https://mathr.co.uk/web/prescribot.html", "published_at": "2023-07-24T21:15:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5e0fc1fe", "title": "repa-sized", "url": "https://mathr.co.uk/web/repa-sized.html", "published_at": "2023-07-10T20:30:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5f0f7e9f", "title": "GridFlow", "url": "https://mathr.co.uk/web/gridflow.html", "published_at": "2023-07-05T11:00:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5f515417", "title": "FAuSt", "url": "https://mathr.co.uk/web/faust.html", "published_at": "2023-07-05T11:00:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5fb851ce", "title": "mouse2jack", "url": "https://mathr.co.uk/web/mouse2jack.html", "published_at": "2023-06-16T19:40:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac5fd18321", "title": "Trustworthy Mandelbrot", "url": "https://mathr.co.uk/web/m-trustworthy.html", "published_at": "2023-06-09T14:35:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac6078f5b6", "title": "Ten Dust Tree", "url": "https://mathr.co.uk/web/ten-dust-tree.html", "published_at": "2023-05-16T06:50:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac61243ead", "title": "Umbrella", "url": "https://mathr.co.uk/web/umbrella.html", "published_at": "2023-05-15T14:15:15+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac616f8007", "title": "exwhyscope", "url": "https://mathr.co.uk/web/exwhyscope.html", "published_at": "2023-05-11T15:02:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac621396a2", "title": "Phones At Home", "url": "https://mathr.co.uk/web/phones-at-home.html", "published_at": "2023-04-27T11:35:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac62606d1d", "title": "Clusters 3D", "url": "https://mathr.co.uk/web/clusters.html", "published_at": "2023-04-27T10:50:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac628e223b", "title": "Puzzle", "url": "https://mathr.co.uk/web/puzzle.html", "published_at": "2023-04-26T16:25:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac6389a7d6", "title": "Disco", "url": "https://mathr.co.uk/web/disco.html", "published_at": "2023-04-26T16:20:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac63f655b6", "title": "CyPi", "url": "https://mathr.co.uk/web/cypi.html", "published_at": "2023-04-26T15:25:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac6476470f", "title": "RDEX", "url": "https://mathr.co.uk/web/rdex.html", "published_at": "2023-04-26T15:00:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac64c58ab7", "title": "Wedged", "url": "https://mathr.co.uk/web/wedged.html", "published_at": "2023-04-26T14:40:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac6420d900", "title": "GraphGrow", "url": "https://mathr.co.uk/web/graphgrow.html", "published_at": "2023-04-26T14:05:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac64e0a8fd", "title": "Harmonic Protocol", "url": "https://mathr.co.uk/web/harmonic-protocol.html", "published_at": "2023-04-26T12:18:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac65cbe9f9", "title": "Deep Disco", "url": "https://mathr.co.uk/web/deep-disco.html", "published_at": "2023-04-25T19:32:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac66ac53ad", "title": "Dynamo", "url": "https://mathr.co.uk/web/dynamo.html", "published_at": "2023-04-25T19:15:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac6744d89a", "title": "z→z²+c", "url": "https://mathr.co.uk/web/zzc.html", "published_at": "2023-04-20T11:15:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac67d99f3f", "title": "Bowntz", "url": "https://mathr.co.uk/web/bowntz.html", "published_at": "2023-04-18T15:33:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac6852feb0", "title": "Creamed Whip", "url": "https://mathr.co.uk/web/creamed-whip.html", "published_at": "2023-03-28T00:00:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac688ef073", "title": "Distance Estimate", "url": "https://mathr.co.uk/web/de.html", "published_at": "2023-03-20T17:00:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac697f80b5", "title": "Multibrot", "url": "https://mathr.co.uk/web/multibrot.html", "published_at": "2023-03-12T23:34:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac69813356", "title": "z→z²+cz⁵", "url": "https://mathr.co.uk/web/z2cz5.html", "published_at": "2023-03-09T13:33:00+00:00" }, { "id": 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"https://mathr.co.uk/web/m-location-analysis.html", "published_at": "2022-12-21T16:21:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac70a50db2", "title": "Harmonic Protocols", "url": "https://mathr.co.uk/web/harmonic-protocols.html", "published_at": "2022-12-20T17:12:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac70cf2642", "title": "Householder's Method", "url": "https://mathr.co.uk/web/householders-method.html", "published_at": "2022-12-06T17:44:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac714adf7f", "title": "Barry", "url": "https://mathr.co.uk/web/barry.html", "published_at": "2022-12-06T14:42:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac71803968", "title": "Mandelbrot Notebook", "url": "https://mathr.co.uk/web/m-notebook.html", "published_at": "2022-12-06T13:59:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac7232fb45", "title": "Pi In The Mandelbrot Set", "url": "https://mathr.co.uk/web/m-pi.html", "published_at": "2022-12-06T13:56:00+00:00" }, { "id": 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"01a087a1-84b6-704a-a15d-46ac7d122d1a", "title": "Shape Estimate", "url": "https://mathr.co.uk/web/m-shape-estimate.html", "published_at": "2022-12-06T11:41:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac7d4a7900", "title": "Size Estimate", "url": "https://mathr.co.uk/web/m-size-estimate.html", "published_at": "2022-12-06T11:36:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac7d57674e", "title": "Interior Point", "url": "https://mathr.co.uk/web/m-interior-point.html", "published_at": "2022-12-06T11:25:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac7dd8c74b", "title": "Nucleus", "url": "https://mathr.co.uk/web/m-nucleus.html", "published_at": "2022-12-06T11:21:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac7df8a976", "title": "Misiurewicz Point (\"Naive\")", "url": "https://mathr.co.uk/web/m-misiurewicz-naive.html", "published_at": "2022-12-06T11:20:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac7dfe2cde", "title": "Misiurewicz Point (\"Full\")", "url": "https://mathr.co.uk/web/m-misiurewicz-full.html", "published_at": "2022-12-06T11:20:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac7ea82023", "title": "Child Size", "url": "https://mathr.co.uk/web/m-child-size.html", "published_at": "2022-12-06T11:20:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac7ebcd551", "title": "Attractor", "url": "https://mathr.co.uk/web/m-attractor.html", "published_at": "2022-12-06T11:20:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac7f6a8ec2", "title": "Interior Distance", "url": "https://mathr.co.uk/web/m-interior-distance.html", "published_at": "2022-12-06T10:41:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac8033a259", "title": "Misiurewicz Domains", "url": "https://mathr.co.uk/web/m-misiurewicz-domains.html", "published_at": "2022-12-06T10:28:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac80ff555d", "title": "Atom Domains", "url": "https://mathr.co.uk/web/m-atom-domains.html", "published_at": "2022-12-06T10:23:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac8145eb53", "title": "Interior Coordinates", "url": "https://mathr.co.uk/web/m-interior-coordinates.html", "published_at": "2022-12-06T10:21:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac81a35771", "title": "Exterior Distance", "url": "https://mathr.co.uk/web/m-exterior-distance.html", "published_at": "2022-12-06T10:21:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac82344b77", "title": "Dwell Gradient", "url": "https://mathr.co.uk/web/m-dwell-gradient.html", "published_at": "2022-12-06T10:13:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac82df9c2e", "title": "Exterior Coordinates", "url": "https://mathr.co.uk/web/m-exterior-coordinates.html", "published_at": "2022-12-06T10:09:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac83c59f66", "title": "Binary Decomposition", "url": "https://mathr.co.uk/web/m-binary-decomposition.html", "published_at": "2022-12-05T22:48:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac8472cca4", "title": "Escape Time", "url": "https://mathr.co.uk/web/m-escape-time.html", "published_at": "2022-12-05T22:29:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac84815737", "title": "Continuous Dwell", "url": "https://mathr.co.uk/web/m-continuous-dwell.html", "published_at": "2022-12-05T22:20:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac8497aa09", "title": "Membership", "url": "https://mathr.co.uk/web/m-membership.html", "published_at": "2022-12-05T21:48:00+00:00" }, { "id": "01a087a1-84b6-704a-a15d-46ac853a371c", "title": "Amiga DSP", "url": "https://mathr.co.uk/web/amiga-dsp.html", "published_at": "2022-12-05T17:50:00+00:00" } ] posts Claim your blog
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2023

NOISEMAS IIIoriginal ↗
17 Dec 2023
Whirlpooloriginal ↗
7 Dec 2023
Möbius Transformationoriginal ↗
6 Dec 2023
Flameoriginal ↗
5 Dec 2023
Square Rootoriginal ↗
2 Dec 2023
Patterns in deep Mandelbrot zoomsoriginal ↗
13 Nov 2023
cellphoneoriginal ↗
12 Nov 2023
Hostoriginal ↗
8 Nov 2023
CarrotTubaoriginal ↗
6 Nov 2023
SubScriptoriginal ↗
25 Oct 2023
Calendar 2024original ↗
27 Sept 2023
Exrtactoriginal ↗
12 Sept 2023
Taxicab Voronoioriginal ↗
31 Aug 2023
FractIntoriginal ↗
29 Jul 2023
Amiga Developmentoriginal ↗
25 Jul 2023
Prescribotoriginal ↗
24 Jul 2023
repa-sizedoriginal ↗
10 Jul 2023
GridFloworiginal ↗
5 Jul 2023
FAuStoriginal ↗
5 Jul 2023
mouse2jackoriginal ↗
16 Jun 2023
Trustworthy Mandelbrotoriginal ↗
9 Jun 2023
Ten Dust Treeoriginal ↗
16 May 2023
Umbrellaoriginal ↗
15 May 2023
exwhyscopeoriginal ↗
11 May 2023
Phones At Homeoriginal ↗
27 Apr 2023
Clusters 3Doriginal ↗
27 Apr 2023
Puzzleoriginal ↗
26 Apr 2023
Discooriginal ↗
26 Apr 2023
CyPioriginal ↗
26 Apr 2023
RDEXoriginal ↗
26 Apr 2023
Wedgedoriginal ↗
26 Apr 2023
GraphGroworiginal ↗
26 Apr 2023
Harmonic Protocoloriginal ↗
26 Apr 2023
Deep Discooriginal ↗
25 Apr 2023
Dynamooriginal ↗
25 Apr 2023
z→z²+coriginal ↗
20 Apr 2023
Bowntzoriginal ↗
18 Apr 2023
Creamed Whiporiginal ↗
28 Mar 2023
Distance Estimateoriginal ↗
20 Mar 2023
Multibrotoriginal ↗
12 Mar 2023
z→z²+cz⁵original ↗
9 Mar 2023
m-describeoriginal ↗
4 Mar 2023
Mandelbrot Artistsoriginal ↗
3 Mar 2023
Fast External Ray Algorithmsoriginal ↗
12 Feb 2023
mandelbrot-preludeoriginal ↗
6 Feb 2023
Hugsoriginal ↗
2 Feb 2023
Mandelbrot Codeoriginal ↗
2 Feb 2023
Curvesoriginal ↗
2 Feb 2023
Floating Pointoriginal ↗
31 Jan 2023
Haystack Situationsoriginal ↗
26 Jan 2023
Wavefunction Collapseoriginal ↗
5 Jan 2023
2023original ↗
1 Jan 2023

2022

Location Analysisoriginal ↗
21 Dec 2022
Harmonic Protocolsoriginal ↗
20 Dec 2022
Householder's Methodoriginal ↗
6 Dec 2022
Barryoriginal ↗
6 Dec 2022
Mandelbrot Notebookoriginal ↗
6 Dec 2022
Pi In The Mandelbrot Setoriginal ↗
6 Dec 2022
Fractal Dimension Of Julia Setsoriginal ↗
6 Dec 2022
The Spider Algorithmoriginal ↗
6 Dec 2022
Julia Morphingoriginal ↗
6 Dec 2022
Stretching Cuspsoriginal ↗
6 Dec 2022
Exponential Maporiginal ↗
6 Dec 2022
Zoom Interpolationoriginal ↗
6 Dec 2022
Poincaré Zoomoriginal ↗
6 Dec 2022
Glitchesoriginal ↗
6 Dec 2022
Series Approximationoriginal ↗
6 Dec 2022
Perturbationoriginal ↗
6 Dec 2022
Other Anglesoriginal ↗
6 Dec 2022
Hair Navigationoriginal ↗
6 Dec 2022
Islands In Hairsoriginal ↗
6 Dec 2022
Spoke Navigationoriginal ↗
6 Dec 2022
Lavaurs' Algorithmoriginal ↗
6 Dec 2022
The Farey Treeoriginal ↗
6 Dec 2022
Primary Bulboriginal ↗
6 Dec 2022
Tuningoriginal ↗
6 Dec 2022
External Anglesoriginal ↗
6 Dec 2022
External Ray Outoriginal ↗
6 Dec 2022
External Ray Inoriginal ↗
6 Dec 2022
Domain Sizeoriginal ↗
6 Dec 2022
Shape Estimateoriginal ↗
6 Dec 2022
Size Estimateoriginal ↗
6 Dec 2022
Interior Pointoriginal ↗
6 Dec 2022
Nucleusoriginal ↗
6 Dec 2022
Misiurewicz Point ("Naive")original ↗
6 Dec 2022
Misiurewicz Point ("Full")original ↗
6 Dec 2022
Child Sizeoriginal ↗
6 Dec 2022
Attractororiginal ↗
6 Dec 2022
Interior Distanceoriginal ↗
6 Dec 2022
Misiurewicz Domainsoriginal ↗
6 Dec 2022
Atom Domainsoriginal ↗
6 Dec 2022
Interior Coordinatesoriginal ↗
6 Dec 2022
Exterior Distanceoriginal ↗
6 Dec 2022
Dwell Gradientoriginal ↗
6 Dec 2022
Exterior Coordinatesoriginal ↗
6 Dec 2022
Binary Decompositionoriginal ↗
5 Dec 2022
Escape Timeoriginal ↗
5 Dec 2022
Continuous Dwelloriginal ↗
5 Dec 2022
Membershiporiginal ↗
5 Dec 2022
Amiga DSPoriginal ↗
5 Dec 2022
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