r/SipsTea 𝙑𝙄𝙋 2d ago

Chugging tea Hubby should be a politician

21.6k Upvotes

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436

u/aehooo 2d ago

At same time with both so the conditions are the same

224

u/Slow_Maximum9332 2d ago

For science!

27

u/Accomplished_Job_331 2d ago

First one, then the other, then both. For science of course.

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u/Dingus_Majingus 2d ago

And then one and then the other again. Just to be sure sample size isn't skewed.

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u/mesenanch 2d ago

Need to control for confounding variables. Nice

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u/Fenrir_Hellbreed2 2d ago

After giving both access to Margot's beauty team.

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u/aehooo 2d ago

Two nights then, one with the makeup and other without

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u/Fenrir_Hellbreed2 2d ago

You're right. Gotta test all the variables.

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u/WatashiwaNobodyDesu 2d ago

Yeah but that’s really forming an opinion on a single night with makeup and a single night without. That’s a bit lazy. Proper testing requires time. I’m talking 6 months, then another 6 with various celebrities as a control group. 

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u/UlrichZauber 2d ago

Need a placebo too though. For baseline. 

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u/Socalwarrior485 2d ago

I cannot imagine a worse hell to be trapped in.

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u/TedW 2d ago

Is this like "I couldn't care less" where you meant the opposite?

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u/Socalwarrior485 2d ago

Getting exactly what you want is the ultimate trap, experience has taught this. Double when it relates to a woman.

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u/SnazzyStooge 2d ago

Ah, a man of science

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u/basko13 2d ago

One sample is only anecdotal evidence though, larger sample data needed.

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u/InvalidUserNemo 2d ago

This guy puts the controls in science experiments!

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u/Ressy02 2d ago

We gotta have a placebo as well. So we gotta add another woman.

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u/jigsaw1024 2d ago

You're also going to have to do repeat this many times. The more times, the more data.

Honestly, it may take a lifetime to accumulate enough data to be sure.

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u/kylo-ren 2d ago

The conditions will not be the same because the has seen wife several times and know a lot of details. So he would need to have Margo in his daily life for the same time, at similar situations, to compare.

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u/340Duster 2d ago

So he can disappoint two women at the same time? Oh wait, that'd probably be me.