fredup
Israel uses 1016 million m^3 of water [1] or about 800,000 acre feet on agriculture per year. While studies have shown that California as a whole could save 5.6-6.6 million acre feet per year while maintaining productivity and the same acreage farmed [2]. It is a bit more difficult to restrict the number to the central valley, but the central valley accounts for more than half of California's total agriculture [3], so we can just use the statewide number.
The entire state's annual agricultural water usage is less than 45 million acre feet [2]. Even if Israel had all of this water they would max out at under 60 years.
1. https://en.wikipedia.org/wiki/Water_supply_and_sanitation_in... 2. http://www.nrdc.org/water/files/ca-water-supply-solutions-ag..., p.2 3. http://www.nass.usda.gov/Statistics_by_State/California/Publ... p.22-38
I don't think 120,000 lives qualifies as splitting hairs. I thought I was delivering good news, but judging by my karma, it has not been well received.
Wikipedia gives an immediate death toll of 70,000–80,000 people, of whom 20,000 were soldiers for Hiroshima and 22,000-75,000 people for Nagasaki. This is far from hundreds of thousands of incinerated civilians.
This is inaccurate. Much fewer than 200,000 people were killed immediately (totaled across both bombings), including both incinerated and not, civilian and not.
In theory it should be simple to identify who you are in conflict with if the ticket is not general admission. They would just have to send an usher to the seat. However, it is difficult to determine who defrauded who without a whole lot of investigation.
You would have to establish the entire chain of custody for both of the tickets. Three possibilities with different culprits are: the original purchaser double sold the tickets, a third-party got the barcode and sold a fraudulent ticket to whoever is in your seat, or the person in your seat made the fraudulent ticket themselves.
You have taken things to an absurd extreme and gotten one result, I can "relax the assumptions" to the opposite extreme and get the opposite result:
Suppose the goalie only blocks 10% of shots when guessing correctly, and the kicker makes 80% to the strong side and 50% to the weak side. In this model it is obviously better to always kick to the strong side.
I thought this was an interesting result, so I took a look at the source. It turns out it is a toy problem where the goalie always stops the penelty kick if she guesses right and the kicker always makes the goal if kicking to one side, and misses with some probability when kicking to the other.
This is clearly a toy problem that you can't draw any sort of real world soccer advice from.
Now, with Wikipedia it is easier for the crank to get to the journalist. If the journalists had fact checked and never reprinted the "fact", it would have eventually been removed from the Wikipedia entry.
[1] http://en.wikipedia.org/wiki/Section_230_of_the_Communicatio...