Couldn't they grow fresh potatoes in their poo, like Matt Damon does in that documentary about Matt Damon? And why stop at potatoes? Corn will grow from poo without even planting it first. Also peanuts.
Frog#1 is either a male or a female (50-50), whether you draw it on the left, top, etc. The same applies to Frog#2. When you see the two frogs together, those are the only four possible combinations of their genders.
Imagine rolling two dice lots of times and you want to keep track of how often they add up to 4. Will you roll a 1+3 combination as often as you roll a 2+2 combination? The only combinations are: A. Die#1 = 1, Die#2 = 3; B. Die#1 = 2, Die#2 = 2; C. Die#1 = 3, Die#2 = 1.
Although each die has an equal chance of rolling any number, the 1+3 combination is twice as likely to occur than the 2+2 combination. With a couple of dice and an hour or so, you can easily test this.
"John spent the next nine months at that house, working 12-hour days. Every. Day. Even holidays." How do they pay for the house when they don't go to work for nine months?
Good for her! If I'm ever confronted with the same decision in life, I will choose to LIVE my last days, not spend them as a vegetable in a strange bed.
When you see the two frogs together, those are the only four possible combinations of their genders.
Imagine rolling two dice lots of times and you want to keep track of how often they add up to 4. Will you roll a 1+3 combination as often as you roll a 2+2 combination? The only combinations are:
A. Die#1 = 1, Die#2 = 3;
B. Die#1 = 2, Die#2 = 2;
C. Die#1 = 3, Die#2 = 1.
Although each die has an equal chance of rolling any number, the 1+3 combination is twice as likely to occur than the 2+2 combination. With a couple of dice and an hour or so, you can easily test this.
How do they pay for the house when they don't go to work for nine months?