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Simplify math with some Fibonacci stuff

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main.py

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`‎main.py‎`

Lines changed: 67 additions & 59 deletions

Original file line number	Diff line number	Diff line change
`@@ -12,59 +12,67 @@ def sample_seed(seed):`
`12`	`12`	`subtraction = abs(seed)`
`13`	`13`	`mj = MSEED - subtraction`
`14`	`14`
`15`		`- sa0_42 = (mj - 1) % MBIG`
`16`		`- sa0__8 = (1 - sa0_42) % MBIG`
`17`		`- sa0_29 = (sa0_42 - sa0__8) % MBIG`
`18`		`- sa0_50 = (sa0__8 - sa0_29) % MBIG`
`19`		`- sa0_16 = (sa0_29 - sa0_50) % MBIG`
`20`		`- sa0_37 = (sa0_50 - sa0_16) % MBIG`
`21`		`- sa0__3 = (sa0_16 - sa0_37) % MBIG`
`22`		`- sa0_24 = (sa0_37 - sa0__3) % MBIG`
`23`		`- sa0_45 = (sa0__3 - sa0_24) % MBIG`
`24`		`- sa0_11 = (sa0_24 - sa0_45) % MBIG`
`25`		`- sa0_32 = (sa0_45 - sa0_11) % MBIG`
`26`		`- sa0_53 = (sa0_11 - sa0_32) % MBIG`
`27`		`- sa0_19 = (sa0_32 - sa0_53) % MBIG`
`28`		`- sa0_40 = (sa0_53 - sa0_19) % MBIG`
`29`		`- sa0__6 = (sa0_19 - sa0_40) % MBIG`
`30`		`- sa0_27 = (sa0_40 - sa0__6) % MBIG`
`31`		`- sa0_48 = (sa0__6 - sa0_27) % MBIG`
`32`		`- sa0_14 = (sa0_27 - sa0_48) % MBIG`
`33`		`- sa0_35 = (sa0_48 - sa0_14) % MBIG`
`34`		`- sa0__1 = (sa0_14 - sa0_35) % MBIG`
`35`		`- sa0_22 = (sa0_35 - sa0__1) % MBIG`
`36`		`- sa0_43 = (sa0__1 - sa0_22) % MBIG`
`37`		`- sa0__9 = (sa0_22 - sa0_43) % MBIG`
`38`		`- sa0_30 = (sa0_43 - sa0__9) % MBIG`
`39`		`- sa0_51 = (sa0__9 - sa0_30) % MBIG`
`40`		`- sa0_17 = (sa0_30 - sa0_51) % MBIG`
`41`		`- sa0_38 = (sa0_51 - sa0_17) % MBIG`
`42`		`- sa0__4 = (sa0_17 - sa0_38) % MBIG`
`43`		`- sa0_25 = (sa0_38 - sa0__4) % MBIG`
`44`		`- sa0_46 = (sa0__4 - sa0_25) % MBIG`
`45`		`- sa0_12 = (sa0_25 - sa0_46) % MBIG`
`46`		`- sa0_33 = (sa0_46 - sa0_12) % MBIG`
`47`		`- sa0_54 = (sa0_12 - sa0_33) % MBIG`
`48`		`- sa0_20 = (sa0_33 - sa0_54) % MBIG`
`49`		`- sa0_41 = (sa0_54 - sa0_20) % MBIG`
`50`		`- sa0__7 = (sa0_20 - sa0_41) % MBIG`
`51`		`- sa0_28 = (sa0_41 - sa0__7) % MBIG`
`52`		`- sa0_49 = (sa0__7 - sa0_28) % MBIG`
`53`		`- sa0_15 = (sa0_28 - sa0_49) % MBIG`
`54`		`- sa0_36 = (sa0_49 - sa0_15) % MBIG`
`55`		`- sa0__2 = (sa0_15 - sa0_36) % MBIG`
`56`		`- sa0_23 = (sa0_36 - sa0__2) % MBIG`
`57`		`- sa0_44 = (sa0__2 - sa0_23) % MBIG`
`58`		`- sa0_10 = (sa0_23 - sa0_44) % MBIG`
`59`		`- sa0_31 = (sa0_44 - sa0_10) % MBIG`
`60`		`- sa0_52 = (sa0_10 - sa0_31) % MBIG`
`61`		`- sa0_18 = (sa0_31 - sa0_52) % MBIG`
`62`		`- sa0_39 = (sa0_52 - sa0_18) % MBIG`
`63`		`- sa0__5 = (sa0_18 - sa0_39) % MBIG`
`64`		`- sa0_26 = (sa0_39 - sa0__5) % MBIG`
`65`		`- sa0_47 = (sa0__5 - sa0_26) % MBIG`
`66`		`- sa0_13 = (sa0_26 - sa0_47) % MBIG`
`67`		`- sa0_34 = (sa0_47 - sa0_13) % MBIG`
	`15`	`+ # note: coefecents are fibinocci numbers`
	`16`	`+ # a = 5`
	`17`	`+ # b = 3`
	`18`	`+ # for i in range(5, 55):`
	`19`	`+ # v = getvarname(i) # sa0_50, sa0_16,..`
	`20`	`+ # aa = (a * ((-1)*i) -1) % MBIG`
	`21`	`+ # bb = (b * (-1)**i) % MBIG`
	`22`	`+ # print(f"{v} = ({aa} + {bb}*mj) % MBIG")`
	`23`	`+ # c = a`
	`24`	`+ # a += b`
	`25`	`+ # b = c`
	`26`	`+ sa0_50 = (5 + 2147483644*mj) % MBIG`
	`27`	`+ sa0_16 = (2147483639 + 5*mj) % MBIG`
	`28`	`+ sa0_37 = (13 + 2147483639*mj) % MBIG`
	`29`	`+ sa0__3 = (2147483626 + 13*mj) % MBIG`
	`30`	`+ sa0_24 = (34 + 2147483626*mj) % MBIG`
	`31`	`+ sa0_45 = (2147483592 + 34*mj) % MBIG`
	`32`	`+ sa0_11 = (89 + 2147483592*mj) % MBIG`
	`33`	`+ sa0_32 = (2147483503 + 89*mj) % MBIG`
	`34`	`+ sa0_53 = (233 + 2147483503*mj) % MBIG`
	`35`	`+ sa0_19 = (2147483270 + 233*mj) % MBIG`
	`36`	`+ sa0_40 = (610 + 2147483270*mj) % MBIG`
	`37`	`+ sa0__6 = (2147482660 + 610*mj) % MBIG`
	`38`	`+ sa0_27 = (1597 + 2147482660*mj) % MBIG`
	`39`	`+ sa0_48 = (2147481063 + 1597*mj) % MBIG`
	`40`	`+ sa0_14 = (4181 + 2147481063*mj) % MBIG`
	`41`	`+ sa0_35 = (2147476882 + 4181*mj) % MBIG`
	`42`	`+ sa0__1 = (10946 + 2147476882*mj) % MBIG`
	`43`	`+ sa0_22 = (2147465936 + 10946*mj) % MBIG`
	`44`	`+ sa0_43 = (28657 + 2147465936*mj) % MBIG`
	`45`	`+ sa0__9 = (2147437279 + 28657*mj) % MBIG`
	`46`	`+ sa0_30 = (75025 + 2147437279*mj) % MBIG`
	`47`	`+ sa0_51 = (2147362254 + 75025*mj) % MBIG`
	`48`	`+ sa0_17 = (196418 + 2147362254*mj) % MBIG`
	`49`	`+ sa0_38 = (2147165836 + 196418*mj) % MBIG`
	`50`	`+ sa0__4 = (514229 + 2147165836*mj) % MBIG`
	`51`	`+ sa0_25 = (2146651607 + 514229*mj) % MBIG`
	`52`	`+ sa0_46 = (1346269 + 2146651607*mj) % MBIG`
	`53`	`+ sa0_12 = (2145305338 + 1346269*mj) % MBIG`
	`54`	`+ sa0_33 = (3524578 + 2145305338*mj) % MBIG`
	`55`	`+ sa0_54 = (2141780760 + 3524578*mj) % MBIG`
	`56`	`+ sa0_20 = (9227465 + 2141780760*mj) % MBIG`
	`57`	`+ sa0_41 = (2132553295 + 9227465*mj) % MBIG`
	`58`	`+ sa0__7 = (24157817 + 2132553295*mj) % MBIG`
	`59`	`+ sa0_28 = (2108395478 + 24157817*mj) % MBIG`
	`60`	`+ sa0_49 = (63245986 + 2108395478*mj) % MBIG`
	`61`	`+ sa0_15 = (2045149492 + 63245986*mj) % MBIG`
	`62`	`+ sa0_36 = (165580141 + 2045149492*mj) % MBIG`
	`63`	`+ sa0__2 = (1879569351 + 165580141*mj) % MBIG`
	`64`	`+ sa0_23 = (433494437 + 1879569351*mj) % MBIG`
	`65`	`+ sa0_44 = (1446074914 + 433494437*mj) % MBIG`
	`66`	`+ sa0_10 = (1134903170 + 1446074914*mj) % MBIG`
	`67`	`+ sa0_31 = (311171744 + 1134903170*mj) % MBIG`
	`68`	`+ sa0_52 = (823731426 + 311171744*mj) % MBIG`
	`69`	`+ sa0_18 = (1634923965 + 823731426*mj) % MBIG`
	`70`	`+ sa0_39 = (1336291108 + 1634923965*mj) % MBIG`
	`71`	`+ sa0__5 = (298632857 + 1336291108*mj) % MBIG`
	`72`	`+ sa0_26 = (1037658251 + 298632857*mj) % MBIG`
	`73`	`+ sa0_47 = (1408458253 + 1037658251*mj) % MBIG`
	`74`	`+ sa0_13 = (1776683645 + 1408458253*mj) % MBIG`
	`75`	`+ sa0_34 = (1779258255 + 1776683645*mj) % MBIG`
`68`	`76`
`69`	`77`
`70`	`78`	`sa1__1 = (sa0__1 - sa0_32) % MBIG`
`@@ -74,18 +82,18 @@ def sample_seed(seed):`
`74`	`82`	`sa1__5 = (sa0__5 - sa0_36) % MBIG`
`75`	`83`	`sa1__6 = (sa0__6 - sa0_37) % MBIG`
`76`	`84`	`sa1__7 = (sa0__7 - sa0_38) % MBIG`
`77`		`- sa1__8 = (sa0__8 - sa0_39) % MBIG`
	`85`	`+ sa1__8 = ((1- (mj-1)) - sa0_39) % MBIG`
`78`	`86`	`sa1__9 = (sa0__9 - sa0_40) % MBIG`
`79`	`87`	`sa1_10 = (sa0_10 - sa0_41) % MBIG`
`80`		`- sa1_11 = (sa0_11 - sa0_42) % MBIG`
	`88`	`+ sa1_11 = (sa0_11 - (mj-1)) % MBIG`
`81`	`89`	`sa1_12 = (sa0_12 - sa0_43) % MBIG`
`82`	`90`	`sa1_13 = (sa0_13 - sa0_44) % MBIG`
`83`	`91`	`sa1_14 = (sa0_14 - sa0_45) % MBIG`
`84`	`92`	`sa1_15 = (sa0_15 - sa0_46) % MBIG`
`85`	`93`	`sa1_16 = (sa0_16 - sa0_47) % MBIG`
`86`	`94`	`sa1_17 = (sa0_17 - sa0_48) % MBIG`
`87`	`95`	`sa1_18 = (sa0_18 - sa0_49) % MBIG`
`88`		`- sa1_19 = (sa0_19 - sa0_50) % MBIG`
	`96`	`+ sa1_19 = (sa0_19 - (5-3*mj)) % MBIG`
`89`	`97`	`sa1_20 = (sa0_20 - sa0_51) % MBIG`
`90`	`98`	`sa1_21 = (1 - sa0_52) % MBIG`
`91`	`99`	`sa1_22 = (sa0_22 - sa0_53) % MBIG`
`@@ -95,7 +103,7 @@ def sample_seed(seed):`
`95`	`103`	`sa1_26 = (sa0_26 - sa1__2) % MBIG`
`96`	`104`	`sa1_27 = (sa0_27 - sa1__3) % MBIG`
`97`	`105`	`sa1_28 = (sa0_28 - sa1__4) % MBIG`
`98`		`- sa1_29 = (sa0_29 - sa1__5) % MBIG`
	`106`	`+ sa1_29 = ((2*mj-3) - sa1__5) % MBIG`
`99`	`107`	`sa1_30 = (sa0_30 - sa1__6) % MBIG`
`100`	`108`	`sa1_31 = (sa0_31 - sa1__7) % MBIG`
`101`	`109`	`sa1_32 = (sa0_32 - sa1__8) % MBIG`
`@@ -108,15 +116,15 @@ def sample_seed(seed):`
`108`	`116`	`sa1_39 = (sa0_39 - sa1_15) % MBIG`
`109`	`117`	`sa1_40 = (sa0_40 - sa1_16) % MBIG`
`110`	`118`	`sa1_41 = (sa0_41 - sa1_17) % MBIG`
`111`		`- sa1_42 = (sa0_42 - sa1_18) % MBIG`
	`119`	`+ sa1_42 = ((mj-1) - sa1_18) % MBIG`
`112`	`120`	`sa1_43 = (sa0_43 - sa1_19) % MBIG`
`113`	`121`	`sa1_44 = (sa0_44 - sa1_20) % MBIG`
`114`	`122`	`sa1_45 = (sa0_45 - sa1_21) % MBIG`
`115`	`123`	`sa1_46 = (sa0_46 - sa1_22) % MBIG`
`116`	`124`	`sa1_47 = (sa0_47 - sa1_23) % MBIG`
`117`	`125`	`sa1_48 = (sa0_48 - sa1_24) % MBIG`
`118`	`126`	`sa1_49 = (sa0_49 - sa1_25) % MBIG`
`119`		`- sa1_50 = (sa0_50 - sa1_26) % MBIG`
	`127`	`+ sa1_50 = ((5-3*mj) - sa1_26) % MBIG`
`120`	`128`	`sa1_51 = (sa0_51 - sa1_27) % MBIG`
`121`	`129`	`sa1_52 = (sa0_52 - sa1_28) % MBIG`
`122`	`130`	`sa1_53 = (sa0_53 - sa1_29) % MBIG`

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`‎main.py‎`

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