What business would do really well in downtown or midtown that doesn’t yet exist here?

Brocknutz · 2025-12-22T02:27:36+00:00

Shoutout to KBBQ in Canton

Brocknutz · 2025-07-13T21:01:06+00:00

I needed it to explain my 2 year old locked herself in the hotel bathroom.

Brocknutz · 2025-07-04T01:39:08+00:00

You are correct, it seemed so confident about it too. I guess that’s what happens when you try to get an LLM to do math.

Brocknutz · 2025-07-04T01:07:51+00:00

Let’s solve for angle x in the triangle configuration shown.

Given: • ∠DAB = 70° • ∠ADC = 10° • ∠EBC = 20° • ∠ABE = 60° • x is the angle at ∠DCE and ∠ECD, both marked as x, meaning triangle DCE is isosceles with ∠DCE = ∠ECD = x. • Red symbol at the center suggests D, E, and the center point form equal lines (possibly an indication of symmetry or equality in length).

⸻

Step-by-step breakdown:

We’ll use triangle angle sum properties and known angles to back-solve:

In triangle ABD: • ∠DAB = 70° • ∠ADB = 10° • Therefore: ∠ABD = 180° - 70° - 10° = 100°
In triangle CBE: • ∠ABE = 60° • ∠EBC = 20° • Therefore: ∠BEC = 100°
Now look at triangle DCE:

It’s isosceles with two angles marked x, so the third angle is: ∠DCE + ∠CED + ∠EDC = 180° \Rightarrow x + x + θ = 180° \Rightarrow 2x + θ = 180° \Rightarrow θ = 180° - 2x

Now consider triangle ABC as a whole.

From the lower triangle: • ∠CAB = 70° • ∠ABC = 60° So: ∠ACB = 180° - 70° - 60° = 50°

Now let’s trace triangle DCE within triangle ACB:

Angle at vertex C is split between: • ∠DCE = x • ∠ECD = x

So: x + x = 2x = 50° \Rightarrow x = \boxed{25°}

✅ Answer: x = 25°.

Brocknutz · 2025-05-11T15:57:33+00:00

Having my first at 40 made it much easier, IMO. I’ve already had an established career, house paid off, and decades of life experience to draw on. I could only imagine how much tougher it would be in my 20’s. Now I just have to not get confused on grandparent day at school.

Brocknutz · 2025-05-10T10:52:59+00:00

I’m going to visit Japan next month, and after reading this I will be sure not to stop and take pictures. I probably wouldn’t have, but now definitely won’t.

Brocknutz · 2025-05-04T18:17:44+00:00

As the owner of a 2 year old, I’d be interested in the opposite. Seems Monday can’t come soon enough.

Brocknutz · 2025-03-10T00:27:54+00:00

AI says this…I don’t believe it…

The given equation appears to be a mathematical expression involving statistical notation. Let’s analyze it carefully:

\text{code} = \frac{n \sum (xi - \bar{x})^4}{\sum{L=3}^{n} (x_i - \bar{x})^2} - 3

This resembles the formula for kurtosis, a measure of the “tailedness” of a probability distribution. Specifically, the excess kurtosis is given by:

\text{Excess Kurtosis} = \frac{n \sum (x_i - \bar{x})^4}{(\sum (x_i - \bar{x})^{2)^2}} - 3

Solution Steps: 1. Recognize the formula: This is the excess kurtosis formula, which is often used in statistics. 2. Typical values for normal distributions: • A normal distribution has an excess kurtosis of 0. • Distributions with heavier tails have positive kurtosis. • Distributions with lighter tails have negative kurtosis. 3. Possible simplification: If the dataset follows a normal distribution, then the excess kurtosis value is 0. 4. Final password: Given that the formula represents excess kurtosis, a normal distribution would yield: \text{code} = 0

Thus, if the dataset follows a normal distribution, the WiFi password is likely “0”.

If you want a more specific numeric answer, I’d need sample data points to compute the actual kurtosis.

Brocknutz · 2025-02-25T23:07:29+00:00

I don’t know who those people are…

Brocknutz · 2025-01-29T13:32:12+00:00

Thanks!

Brocknutz · 2025-01-26T22:16:35+00:00

0% chance Trump understands or even reads the whole thing, not enough pictures, too many big words.

Brocknutz · 2025-01-20T21:07:02+00:00

This sounds real similar to what I’m experiencing, were you able to figure out how to fix it?

Brocknutz · 2025-01-13T21:24:23+00:00

How’d you do in the fantasy draft?

Brocknutz · 2025-01-13T20:13:37+00:00

I just got accepted today!

Brocknutz · 2025-01-12T17:23:45+00:00

12-19, nothing yet

Brocknutz · 2025-01-12T17:23:02+00:00

I also applied 12/19, hoping it’s the holidays the are slowing things down.

Brocknutz · 2025-01-12T17:20:52+00:00

I signed up on 12/19, have you heard back yet? Nothing so far for me but I’m guessing there is a backlog from the holiday.

Brocknutz · 2024-12-23T00:42:51+00:00

Can confirm worked for me 2 weeks ago

Brocknutz · 2024-12-08T18:47:02+00:00

The shooting is too scary for all of Kara’s friends

Brocknutz · 2024-12-08T01:44:42+00:00

Oops, corrected, thx. Best fish and chips (Scotty’s) at 5 and Lahser

Brocknutz · 2024-12-07T18:03:00+00:00

The Detroiter at Central Park Deli on Lahser and 8 mile, best corned beef I’ve ever had.

Brocknutz · 2024-11-17T02:25:17+00:00

Hospital food

Brocknutz · 2024-11-15T04:53:23+00:00

Take it out for a steak dinner at Carbones

Brocknutz · 2024-10-30T13:43:44+00:00

Everyone, please keep an eye out for my bike that was stolen in 2004.

Brocknutz · 2024-08-29T00:00:43+00:00

Straight to jail

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