Babyshambles
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Why do women get more from theTMF than men? Here's a scientific explanation...
Women on this forum live in a fortunate set of circumstances. Whilst a man is very lucky if he finds a relationship with a woman into tickling from these boards, women find it relatively easy. Women are bombarded with multiple messages from men. Women respond to only a few of these. That is rational. Women are advanced by many men. They haven't got the time of energy to spend on every person. They have to be choosy. Women are choosy.
Now read my explanation. Note that one interpretation of this, is that the roles would be reversed and men would be hit on by lots of "pervy women" if the roles were reversed!!!
Consider this social economics experiment...
10 men
10 women
They are asked to pair off and every couple gets £100 ($200) real money. Easy, everyone can find somebody. The couples will likely split the money 50-50 so that every man and every women gets £50. So far so good.
Now, lets change things a bit.
9 men
10 women
Does this matter? It seems to be significant
Suddenly everyone pairs up, leaving a girl by herself. How horrible for her. Now, every couple still gets £100. Will each man and woman in the couple split the money 50-50 as shown below: -
Couple 1 (£100) = Man (£50) + Woman (£50)
Couple 2 (£100) = Man (£50) + Woman (£50)
Couple 3 (£100) = Man (£50) + Woman (£50)
Couple 4 (£100) = Man (£50) + Woman (£50)
Couple 5 (£100) = Man (£50) + Woman (£50)
Couple 6 (£100) = Man (£50) + Woman (£50)
Couple 7 (£100) = Man (£50) + Woman (£50)
Couple 8 (£100) = Man (£50) + Woman (£50)
Couple 9 (£100) = Man (£50) + Woman (£50)
Lonely woman (£0)
Probably not. Lonely woman is getting nothing. Maybe she'll go to one of the guys and say, "...choose me. If you do, I'll only ask for £20, meaning you get £80. We both win!!"
So that's what happens, leaving
Couple 1 (£100) = Man (£50) + Woman (£50)
Couple 2 (£100) = Man (£50) + Woman (£50)
Couple 3 (£100) = Man (£50) + Woman (£50)
Couple 4 (£100) = Man (£50) + Woman (£50)
Couple 5 (£100) = Man (£50) + Woman (£50)
Couple 6 (£100) = Man (£50) + Woman (£50)
Couple 7 (£100) = Man (£50) + Woman (£50)
Couple 8 (£100) = Man (£50) + Woman (£50)
Couple 9 (£100) = Man (£80) + Woman (£20)
New Lonely woman (£0)
Now the new lonely women is losing out on £50!!! And she's been dumped by her guy. So now, maybe she decides that £20 is better than nothing and goes to one of the guys and tries to strike a deal and the following might happen: -
Couple 1 (£100) = Man (£50) + Woman (£50)
Couple 2 (£100) = Man (£50) + Woman (£50)
Couple 3 (£100) = Man (£50) + Woman (£50)
Couple 4 (£100) = Man (£50) + Woman (£50)
Couple 5 (£100) = Man (£50) + Woman (£50)
Couple 6 (£100) = Man (£50) + Woman (£50)
Couple 7 (£100) = Man (£50) + Woman (£50)
Couple 8 (£100) = Man (£80) + Woman (£20)
Couple 9 (£100) = Man (£80) + Woman (£20)
New Lonely woman (£0)
The new lonely women continue to act in this fashion until you get something like this: -
Couple 1 (£100) = Man (£80) + Woman (£20)
Couple 2 (£100) = Man (£80) + Woman (£20)
Couple 3 (£100) = Man (£80) + Woman (£20)
Couple 4 (£100) = Man (£80) + Woman (£20)
Couple 5 (£100) = Man (£80) + Woman (£20)
Couple 6 (£100) = Man (£80) + Woman (£20)
Couple 7 (£100) = Man (£80) + Woman (£20)
Couple 8 (£100) = Man (£80) + Woman (£20)
Couple 9 (£100) = Man (£80) + Woman (£20)
New Lonely woman (£0)
The new lonely women may decide that £10 is better than nothing and a new deal arises, until eventually all men get £99.99 and 9 women get 1p and 1 woman gets absolutely nothing!!!!
Interesting how just a slightly bigger number of women leads to a big advantage for men. Now consider the TMF. There is not just 10% more women. There is probably 95% more women. They are in a HUGE bargaining postion. They get a LOT more at the expense of men.
Note - in the example above I used 10% more women to get you to think. At the TMF there are actually more men than women and the difference is greater than 10%.
That probably explains the balance.
Basically, men at the TMF are like the lonely girl in the example above, willing to accept a penny rather than nothing. Two interesting points: -
EVERY MAN LOSES OUT!! - We all get just the penny
Most MEN GET NOTHING!! - Even a penny would appeal to these poor suckers
Women on this forum live in a fortunate set of circumstances. Whilst a man is very lucky if he finds a relationship with a woman into tickling from these boards, women find it relatively easy. Women are bombarded with multiple messages from men. Women respond to only a few of these. That is rational. Women are advanced by many men. They haven't got the time of energy to spend on every person. They have to be choosy. Women are choosy.
Now read my explanation. Note that one interpretation of this, is that the roles would be reversed and men would be hit on by lots of "pervy women" if the roles were reversed!!!
Consider this social economics experiment...
10 men
10 women
They are asked to pair off and every couple gets £100 ($200) real money. Easy, everyone can find somebody. The couples will likely split the money 50-50 so that every man and every women gets £50. So far so good.
Now, lets change things a bit.
9 men
10 women
Does this matter? It seems to be significant
Suddenly everyone pairs up, leaving a girl by herself. How horrible for her. Now, every couple still gets £100. Will each man and woman in the couple split the money 50-50 as shown below: -
Couple 1 (£100) = Man (£50) + Woman (£50)
Couple 2 (£100) = Man (£50) + Woman (£50)
Couple 3 (£100) = Man (£50) + Woman (£50)
Couple 4 (£100) = Man (£50) + Woman (£50)
Couple 5 (£100) = Man (£50) + Woman (£50)
Couple 6 (£100) = Man (£50) + Woman (£50)
Couple 7 (£100) = Man (£50) + Woman (£50)
Couple 8 (£100) = Man (£50) + Woman (£50)
Couple 9 (£100) = Man (£50) + Woman (£50)
Lonely woman (£0)
Probably not. Lonely woman is getting nothing. Maybe she'll go to one of the guys and say, "...choose me. If you do, I'll only ask for £20, meaning you get £80. We both win!!"
So that's what happens, leaving
Couple 1 (£100) = Man (£50) + Woman (£50)
Couple 2 (£100) = Man (£50) + Woman (£50)
Couple 3 (£100) = Man (£50) + Woman (£50)
Couple 4 (£100) = Man (£50) + Woman (£50)
Couple 5 (£100) = Man (£50) + Woman (£50)
Couple 6 (£100) = Man (£50) + Woman (£50)
Couple 7 (£100) = Man (£50) + Woman (£50)
Couple 8 (£100) = Man (£50) + Woman (£50)
Couple 9 (£100) = Man (£80) + Woman (£20)
New Lonely woman (£0)
Now the new lonely women is losing out on £50!!! And she's been dumped by her guy. So now, maybe she decides that £20 is better than nothing and goes to one of the guys and tries to strike a deal and the following might happen: -
Couple 1 (£100) = Man (£50) + Woman (£50)
Couple 2 (£100) = Man (£50) + Woman (£50)
Couple 3 (£100) = Man (£50) + Woman (£50)
Couple 4 (£100) = Man (£50) + Woman (£50)
Couple 5 (£100) = Man (£50) + Woman (£50)
Couple 6 (£100) = Man (£50) + Woman (£50)
Couple 7 (£100) = Man (£50) + Woman (£50)
Couple 8 (£100) = Man (£80) + Woman (£20)
Couple 9 (£100) = Man (£80) + Woman (£20)
New Lonely woman (£0)
The new lonely women continue to act in this fashion until you get something like this: -
Couple 1 (£100) = Man (£80) + Woman (£20)
Couple 2 (£100) = Man (£80) + Woman (£20)
Couple 3 (£100) = Man (£80) + Woman (£20)
Couple 4 (£100) = Man (£80) + Woman (£20)
Couple 5 (£100) = Man (£80) + Woman (£20)
Couple 6 (£100) = Man (£80) + Woman (£20)
Couple 7 (£100) = Man (£80) + Woman (£20)
Couple 8 (£100) = Man (£80) + Woman (£20)
Couple 9 (£100) = Man (£80) + Woman (£20)
New Lonely woman (£0)
The new lonely women may decide that £10 is better than nothing and a new deal arises, until eventually all men get £99.99 and 9 women get 1p and 1 woman gets absolutely nothing!!!!
Interesting how just a slightly bigger number of women leads to a big advantage for men. Now consider the TMF. There is not just 10% more women. There is probably 95% more women. They are in a HUGE bargaining postion. They get a LOT more at the expense of men.
Note - in the example above I used 10% more women to get you to think. At the TMF there are actually more men than women and the difference is greater than 10%.
That probably explains the balance.
Basically, men at the TMF are like the lonely girl in the example above, willing to accept a penny rather than nothing. Two interesting points: -
EVERY MAN LOSES OUT!! - We all get just the penny
Most MEN GET NOTHING!! - Even a penny would appeal to these poor suckers



Babyshambles: Rich people have an advantage in life



