This report will look at the determination of the number of pints required to 'do a munter'. Initially we shall be looking at the types of females that are around and determining the types that can be regarded as 'stinking'
This report will follow on to use mathematical models to help determine the amount of pints required for an arbitrary male for him to succumb to the wrath of a minger.
This report is about the amount of fermented vegetable drinks required for consumption before a homo-sapien male is consciously willing to partake in a mating ritual with a homo-sapien female with defective attributes. Examples of these attributes include having big bones, having hair of a golden colour or having mammary glands of a small nature. One shall start this report by looking at the different types of females that are around. The first assumption to be made was by Singh1 (1997) who stated that the fitness of the women around is normally distributed with mean 6 and standard deviation of 2. This is represented in diagrammatic form in figure 1.
As we can see from figure 1, there are many females that are average, yet there are only a few really good and few really bad ones.
A corollary of this theorem was given by Ward et al2, who stated that one male's frame of reference of one female being fit* is different to another males with respect to the pint and 'gagging for a shag' (GFS) variables.
* Fit means that the female in question is worth a male releasing his reproductive mucus
The accessibility to the homo-sapien female's reproductive organs is sometimes an easy path yet sometimes a hard path. Ward gives the following result in this area:
MINGE ACCESSIBILITY µ GRIMNESS
This means that if the female in question is of high grimness then her minge accessibility will be also be easy. Conversely, if a female has hard accessibility then there is high probability that the aforementioned female is attractive. The graph for this is given in figure 2.
This graph is not very rigid though as there are many outliers to this theorem. For example there are many girls of a grimness factor high who regard themselves as having a grimness factor low hence they make their minge accessibility rating hard whereas it should be easy. Further studies in this area have been done by Oakley3.
Ratcliffe et al4 produced a law to find out the grimness of any female. This is as follows:
RATCLIFFE'S LAW
The total quality of a female can be found by using the following formula:
GRIMNESS =10 - TOTAL QUALITY
As all males are different the person conducting the study puts in how important they regard each of the four aspects of a female. Ie if they regard tits to be twice as important as everything else then a =2, b =1, c =1, d =1.
The point score for each of the aspect is within the range of 1 to 10.
This law gives us our value for the grimness factor variable.
Before deciding on how much alcohol is required for this unity of two bodies, one thought must be processed. What happens if the female would 'get a portion' regardless of alcohol? This problem has been overcome by Singh's Sober Theorem. This theorem is as follows:
|
WOULD THE FEMALE GET IT IF YOU WERE SOBER? |
if no go to Pint factor equation If yes then pints = 0 |
Ward2 gives the following formula to calculate the pint consumption required to be willing to fornicate with a scrubber.
|
GFS+W |
In general a REQUIRED PINT TO SHAG value of >15
results in the "NON SHAG SATURATION REGION"
Even though this study is quite thorough there are still many different aspects that need to be considered. These include religion factor, virgin factor and snootiness factor. The equations given in this report are quite well defined but due to the randomness and unpredictability of females, mathematical modelling might not give the best results all of the time.