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Pet parasites might alter the human brain


This low-key article from New Scientist might be the key to explaining people's response to pets:

Parasite hijacks brains with surgical precision
A mere parasite controls the fate of rats and mice by hijacking the part of the brain that makes the rodents naturally fear cats, a new study shows. Rats and mice normally flee if they smell cat urine, but not if they're infected by the protozoan parasite Toxoplasma gondii. The parasite can only complete its life cycle if its rodent host is eaten by a cat, so it "brainwashes" the creature into apparently liking the scent.  

Solar corona temperature

The solar corona temperature is around 1 million degrees. This is a long-standing puzzle for scientists.

I wonder if this puzzle is related to our concept of temperature. In effect temperature is a measure of the random collisions between particles. Traditionally temperatures increase when the particles are forced closer together (compressed) or move faster (heated).

But this assumes that the direction of motion is random. What if all the velocities are aligned? This would reduce the number of collisions and lower the observed temperature.

More radically, what if half the particles moved in the opposite direction like the LHC? Would this cause the observed temperature to skyrocket? Maybe there are +ve and -ve particles whirling around the Sun, constrained by magnetic fields and these particles collide causing the high temperature.

Why not 13 months in a year?

365 days divided by 13 is 28.08. So why not have 13 months of exactly 4 weeks (7 days x 4 weeks=28 days) in a year? Minor adjustments like leap years would still be needed but overall a much simpler system.

It seems that superstition and/or or religious dogma resulted in the current system. Note that there are actually 13 constellations along the ecliptic (Sun's path across background stars over a year) -  the 13th was conveniently ignored for horoscope purposes!

Do prime numbers always have a multiple of 6 beside them?

Prime numbers, of course, always have an even number on either side of them. But it looks like they always have a multiple of six either before them, after them or both, starting with prime number 5.

I have checked this up to 9973 and the conjecture holds. The simple test is:

Loop for each prime number
If (before/6 - int(before/6) OR (after/6=int(after/6)) then the test is true

Why is it so?




Corona Virus - 2020

(nothing to do with the Solar Corona above - we hope!)

Douglas Adams (HItchhikers Guide to the Galaxy) predicts the spread of a virulent pathogen through dirty telephones: