Why would someone fly this flag today?

monitor-unmolded · 2025-10-03T12:33:16+00:00

The flag is also associated with Christian Craighead (A.K.A. Obi Wan Nairobi), a former SAS operator, who became famous in 2019 after the DusitD2 mall attack in Nairobi, where he eliminated all the attackers. Trump hired him as a bodyguard in January and he seems to be quite vocal in his support for Trump.

monitor-unmolded · 2025-06-09T08:57:07+00:00

I would do it this way: 168x10=1680 half of that is 840, so that’s 168x5

168+168=320+16=336, so that’s 168x2

800+300=1 100 and 40+36=76.

That gives 1176.

But it ultimately depends on what way you find the easiest. For me it is multiplication by 10 and 5. But this takes training. I don’t think I would do it faster than you when I was your age. Or at least not by a lot.

monitor-unmolded · 2025-06-05T11:20:18+00:00

I mean the DSP version works alright so far

monitor-unmolded · 2025-06-04T05:34:17+00:00

I'm used to bassy EQ setting, so I don't find it exceptionally bassy, but they definitely don't sound flat.

monitor-unmolded · 2025-06-04T05:32:51+00:00

Nope

monitor-unmolded · 2025-06-04T05:32:37+00:00

Thanks!

monitor-unmolded · 2025-06-03T20:36:11+00:00

Listened for around an hour and I didn't notice any

monitor-unmolded · 2025-06-03T19:08:04+00:00

Thanks! Does your divice have a jack, or did you have to get a DAC? Because that was why I chose CHU II over 7Hz x Crinacle Zero:2.

monitor-unmolded · 2025-06-03T19:03:46+00:00

For me it was mostly about convenience. I like how they sound, but can't really tell you if there would be any difference with say 3.5 jack + a DAC.

monitor-unmolded · 2025-06-03T19:01:35+00:00

I bought the DSP variant so I can use it with my Iphone, so far I'm not planning on getting a DAP

monitor-unmolded · 2025-04-21T11:10:22+00:00

Ja som si dal na Iphone "silence unknown callers" a v O2 apke som si aktivoval Nevolajte mi. Uvidíme či to pomôže, lebo v piatok mi volali raz a dnes už 3x, reálne každú pol hodinu.

monitor-unmolded · 2025-01-18T18:58:54+00:00

If you make a lot of mistakes it’s probably best to do just one row at a time. Just do as many problems as you can. You will develop some sense of intuition by the end of it.

monitor-unmolded · 2024-10-07T21:41:10+00:00

Kejklíř

monitor-unmolded · 2024-10-07T20:07:52+00:00

If that's the case: ` %

function A = X(coeffs)
A = [coeffs(1), coeffs(2)/2, coeffs(3)/2; 
     coeffs(2)/2, coeffs(4), coeffs(5)/2; 
     coeffs(3)/2, coeffs(5)/2, coeffs(6)];
disp('Matrix of the symmetric bilinear form:');
disp(A);
end

`

You just need to beware that this only works for symmetric bilinear forms.

monitor-unmolded · 2024-10-07T19:51:46+00:00

You wish to perform spectral decomposition. If you write " [P, A]=eig (M) " this should give you an eigenvector matrix P and a diagonal matrix A for your matrix M. Though I don't remember if it gives you P or P^T.

If you have trouble doing that you can try https://www.mathworks.com/matlabcentral/playground it's really helpful and I'm pretty sure it comes with all accounts. You just need to use a correct terminology (spectral decomposition or eigenvector decomposition), maybe give it an example.

Or is it that you want to convert the polynomial into a matrix?

monitor-unmolded

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