| Explanation | The origin of `Small Fortune Co-ordinates' is at (U1,Z1), where `U1' is the `Stem' and `Z1' is the `Root' of `Small Fortune' (SF) or `Small Fortune Co-ordinates' (SFC). They are both integers. The origin of `Small Fortune' is the starting point of one's fortune from year to year. The `Small Fortune' of male is spinning clockwisely but the `Small Fortune' of female is spinning anti-clockwisely. It starts to move from the `Origin of Small Fortune' at (U1,Z1) to the next `Fortune Co-ordinates' on a yearly base. The `Small Fortune' repeats in 60 `Fortune Co-ordinates' expressed as `(G1,C1)' where `G1' and `C1' are integers. `Small Fortune' (SF) is `Individual Annual Fortune' (IAF). `Small Fortune' is a special type of annual fortune of a person. `Small Fortune' is different from `Year Fortune' (YF) which is same as the `Stem' (U1) and `Root' (Z1) of a year in Gregorian calendar. `Small Fortune' controls the fate of an individual in one year. Usually, people would not experience exactly the same `Small Fortune' in a year. `Small Fortune' highlights the fortune of an individual in one year, while `Year Fortune' is the fortune encountered by the general public. For example, in a particular year, a large-scale natural disaster or war occurred. Many people were killed and injured, but some people were unharmed due to they have different `Small Fortune'. `Small Fortune' begins neither from the first day of year in Gregorian calendar nor the first day of the first month in Chinese lunar calendar. It begins from `Joint of February' and ends before `Joint of February' next year in Gregorian calendar. The standard general form of `Small Fortune' Formula for people born in `y' B.C. is G1=&C{SC=m:5-2x{R[(1-y)/10] (Mod 5)}+a, SC=f:1-2x{R[(1-y)/10] (Mod 5)}-a} (Mod 10) & C1=&C{SC=m:2+a (Mod 12), SC=f:8-a (Mod 12)}. `G1' is the `Stem' and `C1' is the `Root' of `Small Fortune'. The standard general form of `Small Fortune' Formula for people born in `y' A.D. is G1=&C{SC=m:5+2x{R[y/10] (Mod 5)}+a, SC=f:1+2x{R[y/10] (Mod 5)}-a} (Mod 10) & C1=&C{SC=m:2+a (Mod 12), SC=f:8-a (Mod 12)}. `y' is the year of birth after `Joint of Year'. `Joint of Year' is same as `Joint of February'. If the birthday is before `Joint of Year', usually it is on a day from 3rd to 5th in February, the year of birth `y' is regarded as previous year. If the time is before the `Joint of Year' in B.C., it should be counted as the previous year, that is, the year is `y+1'. If the time is before the `Joint of Year' in A.D., It should also be counted as the previous year, but the year is `y-1'. If y-1=0, `y' is 1 year in B.C., that is, 1 B.C., and the formula for people born in `y' B.C. must be used. `a' is the age of a person in the current year, regardless of birthday or not. If the location of `Small Fortune Co-ordinates' is at (X,Y), then the position of `Small Fortune Co-ordinates' is at (G1,C1) after `b' years. The `Small Fortune' Formula is G1=&C{SC=m:X+I[b/n], SC=f:X-I[b/n]} (Mod 10) & C1=&C{SC=m:Y+I[b/n], SC=f:Y-I[b/n]} (Mod 12). The `Time Interval' between two consecutive `Small Fortune Co-ordinates' is 1 year, `n=1', where `n' is the `Time Interval' between two consecutive `Small Fortune Codes' (SFC) or `Small Fortune Co-ordinates' (SFC) in year. The `Small Fortune' Formula can be simplified to G1=&C[SC=m:X+b, SC=f:X-b] (Mod 10) & C1=&C[SC=m:Y+b, SC=f:Y-b] (Mod 12). It can be further simplified as follows: For male, G1=X+b (Mod 10) & C1=Y+b (Mod 12). For female, G1=X-b (Mod 10) & C1=Y-b (Mod 12). `b' is the number of years. In case of male, the `Small Fortune' spins clockwisely according to the increment in value of `b'. In case of female, the `Small Fortune' spins anti-clockwisely according to the increment in value of `b'. `SC' is the `Sex Code' of a person. The `Sex Code' of male is `M' and m=0. The `Sex code' of female is `F' and f=1. In general, the value of `m' is assigned to `0' and the value of `f' is `1'. The `Sex Code' of transsexual is the original sex at birth. The `Sex Code' of hermaphrodite (H), people have neutral sex (N) or genderless (N) could be either `M' or `F'. In this case, both sex codes should be used to check out which one is more accurate. `I[n]' is an integer function such that it takes the integral part of number `n' without rounding up the number. `&C[ ]' is a conditional function of an event such that the mathematical expression after the `:' sign must be operated if the event occurs (i.e. The conditional `&C[ ]' becomes true.). `G1=(Mod 10)' is a special modulated function such that the smallest value of it is 1 and the largest value of it is 10. If G1>10 then `G1' becomes `G1-10' and if G1<1 then `G1' becomes `G1+10'. Thus, the value range of `G1=(Mod 10)' is from 1 to 10. `C1=(Mod 12)' is a modulated function such that if C1>11 then `C1' becomes `C1-12' and if C1<0 then `C1' becomes `C1+12'. Thus, the value range of `C1=(Mod 12)' is from 0 to 11. |
| Example | Assume a male was born at 10:00 p.m. on 16th Jan., A.D.1962. Find the stem and root of his `Small Fortune' in A.D.2012. Since the birthday is before `Joint of Year', y=1961. The age is a=2012-1961. a=51. According to the standard general form of `Small Fortune' Formula for people in A.D., G1=&C{SC=m:5+2x{R[y/10] (Mod 5)}+a (Mod 10), SC=f:1+2x{R[y/10] (Mod 5)}-a (Mod 10)} & C1=&C{SC=m:2+a (Mod 12), SC=f:8-a (Mod 12)}, for male is G1=5+2x{R[y/10] (Mod 5)}+a (Mod 10) & C1=2+a (Mod 12), G1=5+2x{R[1961/10] (Mod 5)}+(2012-1961) (Mod 10) & C1=2+(2012-1961) (Mod 12). G1=5+2x{1 (Mod 5)}+51 (Mod 10) & C1=2+51 (Mod 12). G1=5+2x1+51 (Mod 10) & C1=53 (Mod 12). G1=58 (Mod 10) & C1=53-4x12. G1=58-5x10 & C1=5. G1=8 & C1=5. Thus, the `Stem' of `Small Fortune' in A.D.2012 is `H' because the 8th alphabet is `H' and the `Root' is `5'. The `Small Fortune Code' is `H5'. The `Small Fortune Co-ordinates' are (8,5). For female in A.D., SC=f. If the `Small Fortune Co-ordinates' (X,Y)=(5,8) and y=7, apply the simplified `Small Fortune' Formula. G1=&C[SC=m:X+b, SC=f:X-b] (Mod 10) & C1=&C[SC=m:Y+b, SC=f:Y-b] (Mod 12). The values of `G1' and `C1' of the new `Small Fortune Co-ordinates' (G1,C1) after `b' years are: G1=5-7 (Mod 10) & C1=8-7 (Mod 12). G1= -2 (Mod 10) & C1=1 (Mod 12). G1=10-2 & C1=1. G1=8. Hence, after counting 7 years anti-clockwisely, the `Small Fortune' will move from `Co-ordinates' (5,8) with a value of the `Sequence Code of Small Fortune Co-ordinates' of `45' to `Co-ordinates' (8,1) with a new value of the `Sequence Code of Small Fortune Co-ordinates' of `38'. Thus, the value of the `Sequence Code of Small Fortune Co-ordinates' is changed from `45' to `38'. |
