The GardenDespatches from The Satyrs’ Forest

Page 6

A dispatch from Barnard Castle

A shot looking up at an old Georgian palace with glass trees in the foreground

Hello. I’ve been to the Bowes Museum. I thought i might tell you about it.

Housed in a gloriously incongruous French mansion in the small town of Barnard Castle1, it was built to house the art collections of the noble Bowes-Lyons — a family lucky enough to count the Queen Mother herself among their members.

Its collection lies largely parallel to the “main” visual arts: ceramics, fashion, textiles, furniture, and other such things which must account for function as much as form. Most of it plunges headfirst into the latter, a bit frilly even for my often anti-modernist tastes, but i did like this caduceus-adorned wooden cabinet:

A dark wooden cabinet whose middle is adorned with a beautiful embossed caduceus

The star of the show here is the Silver Swan, a gorgeous eighteenth-century automaton which preens and sways on a bed of glass water. Unfortunately, it’s broken, and the closest you’ll get to see it is its dismembered corpse awaiting restoration, so [raspberry noise]. You can, however, see their exhibition on its legacy, which houses a wonderful collection of modern animatronics made by crafters and tinkerers from all over the world, like this 10/10 pianist:

There are a few items which don’t fit into the above. They’ve managed to snag some real Goyas, Canalettos, and El Grecos. (Los Grecos?) They even have Charles Babbage’s Difference Engine, somehow — i assume it’s on loan from London?

Information for visitors

  • Admission: ÂŁ15.50 for an annual membership; ÂŁ13.50 for locals — don’t be fooled by the eye-watering ÂŁ18 day ticket for shmucks!
  • Address: The Bowes Museum, Newgate, Barnard Castle, DL12 8NP
  • Accessibility: The museum has an accessible entrance and a lift serving all three floors.
  • Getting there: Bus network’s fucked at the minute. Sorry.

Mx Tynehorne’s link roundup, volume XXIV

A decorative frontispiece for a Victorian book of “curvilinear” designs

De Sledge­hammer­projectie

Een oppervlaktegetrouwe kaart van de landen van de wereld, met een gebogen rand die zachtjes naar de polen toe buigt

Deze pagina berust op chique nieuwe functies in HTML, dus werkt mogelijk niet op uw browser. Sorry.

De Sledge­hammer­projectie — vernoemd naar het Peter Gabriel-lied — is een nieuwe opper­vlakte­getrouwe kaart­projectie in dezelfde niche als de Winkel-tripel. Een samenstelling van de projecties van Hammer en Peters behoudt oppervlakte, geeft aantrekkelijke curven aan zowel meridianen als parallellen, en haar puntige polen vervormen verre noordelijke regio’s veel minder dan haar afgeplatte equivalenten. (Ik durf wel te zeggen dat zelfs de Antarctis er goed genoeg uitziet!)

De precieze formule, afgeleid van het techniek Strebe (2017):1

  • Sledge(λ,φ)=p(h[12h(λ,φ)]), waar
    • h(λ,φ) naar de Hammerprojectie2 verwijst,
    • h(x,y) naar haar inverse3 verwijst, en
    • p(λ,φ)=(893πλ,43sinφ)

De inverse:

Sledge(x,y)=h(2h[98π3x,asin(34y)])

En eindelijk een formule voor de buitenrand van de kaart:

tan2(316πx)=3-3y2

U kunt hier een interactieve versie finden.

The Sledgehammer projection

An equal-area map of the countries of the world, with a curved outline curving in gently towards the poles

This post relies on some spiffy new browser features, and might not work on your machine. Apologies.

The Sledgehammer projection — named after the Peter Gabriel song — is a novel equal-area map projection designed to fill the same niche as the Winkel Tripel. A composite of the Hammer and Peters projections, it preserves area, gives both parallels and meridians pleasing curves, and with its pointed poles, it does not distort areas in far northern latitudes to the extent that flat-topped projections such as Equal Earth do. (I dare even say that it handles Antarctica alright.)

The exact formula, based on Strebe (2017)’s technique:1

  • Sledge(λ,φ)=p(h[12h(λ,φ)]), where
    • h(λ,φ) refers to the Hammer projection2,
    • h(x,y) refers to its inverse3, and
    • p(λ,φ)=(893πλ,43sinφ)

To invert:

Sledge(x,y)=h(2h[98π3x,asin(34y)])

And, finally, an equation describing the outer boundary of the map:

tan2(316πx)=3-3y2

An interactive version is available here. Happy mapping!

</hiatus>

Welcome back, ladies and gentlefolk! I’ve been trapped labouring in a Colombian salt mine for the past four months, but after a daring escape which my lawyers have advised me not to speak of, i’ve returned to safety to provide you all with yet more content®™.

Some links i’ve had sitting around gathering mothballs to start you off:

Looking at the Big Sky: the world in 2025

I was, tentatively, putting off finishing this until i’d gotten the relevant part of the main site in a working state. But, given that i’m rebuilding the whole thing from scratch, and i was itching to put it out there — behold! The world in 2025 of Looking at the Big Sky, a sci-fi alternate-history -type setting i’m working on. (It’s not particularly sci- at the moment, i’ll admit — this is just a stepping stone on the way to 2338.)

You can find the full resolution image here. Wordpress is just being something of a shit.

Hey, wanna see the most beautiful thing i’ve ever seen?

I don’t know if it’ll come across too well in photo form. I was lying on the grass, as one does, and lo and behold, there in the sky appeared what i could only describe as a double-backwards-double-rainbow:

Two iridescent arcs intersect in the sky, a smaller version of the same phenomenon playing out below

I’ve never seen anything like it. Maybe that makes me a shut-in? I don’t know. Some quick prodding around revealed it to be not a rainbow, but a halo: a circum-zenithal arc, its iridescent colours made by the low sun’s light filtering through the icy clouds above.

The Sagrada Familia. The view from a Pennine peak. My home town from above, caught by pure chance on a flight to Turkey. The first sight of the Tyne Bridge down Grey Street. And now this. That’s the top tier — sights i’ll never forget in my life.

Mx Tynehorne’s link roundup, volume XXIII

Guardians of the Galaxy Volume 3 was really good. Can you guys believe it was the last Marvel film they’ll ever make?