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What's the fork A2C? I nearly bought this at one point which apparently takes 38mm so should easily do a 28mm with guards, 380mm A2C. Only road A2C one I could find.

https://www.planetx.co.uk/i/q/FOSETDF380/selcof-td380-carbon-flat-mount-disc-fork

Usual caveat of the PX product descriptions being completely divorced from reality though.

🇬🇧 New poll. Rwanda deal

All voters
Support 47%
Oppose 26%

Labour voters
Support 39%
Oppose 36%

Savanta ComRes https://t.co/nISMY4feUD

https://twitter.com/GoodwinMJ/status/1515255814705008644?t=EW9AXTHKy3819OMS80tYgw&s=19

Utterly disgusted.

Shoulda stuck with your usual SRAM

I know right?

Would have liked to see the LED strips in operation!

Spotted at the pool

Also to try to divert attention away from the mess that boho had got himself into.

100% this. The refugees minister said one week ago that it wasn't happening: https://www.bbc.co.uk/news/uk-politics-61105696

I think you can get a form with the W function again, but that's it

You know this is nonsense.

CO2 is an externality. Consumption of resources and CO2 production are not the same thing even to first order

Whats the alternative to immigration? Encouraging people to have more babies, which historically has been shown to be very difficult

Sorting out the fucking housing market would be a start? Who's gonna have a child when people are still in flat shares at 35?

Not under the Tories though

From some random actuarial lecture notes on the internet - looks like the same v.

1.2 Present Value

Definition: Let X be the amount that must be invested at the start of a
time period to accumulate $1 at the end of the period at effective annual
interest rate i. Then X satisfies the equation X(1 + i) = 1, or equivalently,
X = 1/(1 + i). The quantity v = 1/(1 + i) is called the present value of
an amount of $1 due in one time period (or present value factor or
discount factor).

Example 1.5: A person invests $X in a risky fund, which average annual
rate of return is 19.5%. What amount must the person invest in order to
accumulate $1,000,000 in 25 years?

Solution: The amount X solves the equation X(1 + i)^25 = $1,000,000.
Thus, X = $1,000,000 v^25 = $1,000,000(1.195)^−25 = $11,635.96.

It's kind of close to: t = ln (A(t)/A(0))/ln(1 + i) which is the formula for time for some compounding investment to hit a value of A(t), starting value A(0), with interest i. But the numerator of that fraction doesn't make a lot of sense here.

In other words the question might be "how long is it before my investment is worth e^(1 - n/(1 + i)) times what I started with?" Unusual.

Oh and a''(t) = ln(1+i) doesn't seem to be something that would occur in the real world either, I agree

https://www.theguardian.com/education/2022/apr/13/graduates-to-be-hit-with-brutal-student-loan-interest-rates-of-up-to-12

JFC

0.75% base rate for the homeowners, 9% for the undergrads

Reminder that we still haven't seen the report or the rest of the photos. I think he's going down for this (at some point)

I'll go second dibs on the Apex shifter (if you're happy to post)

"Hi Rob. Do I want disk brakes? Nah, that's a load of bollocks, rim brakes perform better"

"Hello again Rob. Jockey wheels that will save me a whole watt you say? For £700? Fucking sign me up"

https://news.sky.com/story/uk-economy-grows-by-just-01-in-february-12587855

Cool. 0.1% as we head into a cost of living crisis. Economy's circling the drain it seems

Anyone want:

• some used PDW guards for 700c/25mm for £25?
  
• a pair of brand new rim brake 28h DT Swiss R460s for £35?
  

Will this work ok with r7070 flatmounts?

Nah. You need post mount on the front and back with IS to post adapter on the back

My Bluetooth seems to have started dropping out as well on a Pixel 5

I paid approx. £50 on a £150 order

It's SFAB

Socially isolating Android users is basically Apple policy, yes, see green bubbles

As is restricting your choice in hardware

Yeah, the flat bar mountain bike shifters are incompatible but the 11 speed Apex should work fine. Actually it might be the only option as I can't see any Rival/Force version. (You need SRAM Exact Actuation 11 speed, and any 1:1 Actuation or X Actuation will not work.)

1. Buy 11 speed flat bar road shifter (e.g. Apex)
   
2. Buy flat bar brakes
   
3. Install
   
4. Sell old shifters and brakes for a net profit
   
   

Done

Don't buy any 11 speed mountain bike components

It seems like you're saying that as it's (possibly) legal, it's fine.

I don't think it'll pass the sniff test with the electorate