tx · DkKKgbk8iNLaN39ZxYaKKTuytqYxvgZJ7sqLNFBdio6x 3P7fBcGmUn3KCUhJSwvPd1yTsZhzEECbTPJ: -0.01000000 Waves 2022.02.13 16:00 [2986962] smart account 3P7fBcGmUn3KCUhJSwvPd1yTsZhzEECbTPJ > SELF 0.00000000 Waves
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Old | New | Differences | |
---|---|---|---|
1 | - | # no script | |
1 | + | {-# STDLIB_VERSION 5 #-} | |
2 | + | {-# SCRIPT_TYPE ACCOUNT #-} | |
3 | + | {-# CONTENT_TYPE DAPP #-} | |
4 | + | let FLATAPP = addressFromStringValue("3PPH7x7iqobW5ziyiRCic19rQqKr6nPYaK1") | |
5 | + | ||
6 | + | let kBalanceA = "A_asset_balance" | |
7 | + | ||
8 | + | let kBalanceB = "B_asset_balance" | |
9 | + | ||
10 | + | let kInvariant = "invariant" | |
11 | + | ||
12 | + | let scale8 = 100000000 | |
13 | + | ||
14 | + | let scale12 = 1000000000000 | |
15 | + | ||
16 | + | let digits8 = 8 | |
17 | + | ||
18 | + | let exchangeRatioLimitMin = 90000000 | |
19 | + | ||
20 | + | let exchangeRatioLimitMax = 110000000 | |
21 | + | ||
22 | + | let alpha = 50 | |
23 | + | ||
24 | + | let alphaDigits = 2 | |
25 | + | ||
26 | + | let beta = 46000000 | |
27 | + | ||
28 | + | func skewness (x,y) = (((fraction(scale12, x, y) + fraction(scale12, y, x)) / 2) / 10000) | |
29 | + | ||
30 | + | ||
31 | + | func invariantCalc (x,y) = { | |
32 | + | let sk = skewness(x, y) | |
33 | + | (fraction((x + y), scale8, pow(sk, digits8, alpha, alphaDigits, digits8, CEILING)) + (2 * fraction(pow(fraction(x, y, scale8), 0, 5, 1, (digits8 / 2), DOWN), pow((sk - beta), digits8, alpha, alphaDigits, digits8, DOWN), scale8))) | |
34 | + | } | |
35 | + | ||
36 | + | ||
37 | + | func d (A,B,invariant,amount) = { | |
38 | + | let Dmin = (B - fraction(amount, exchangeRatioLimitMax, scale8)) | |
39 | + | let Dmax = (B - fraction(amount, exchangeRatioLimitMin, scale8)) | |
40 | + | let A_new = (A + amount) | |
41 | + | let Fmin = (invariantCalc(A_new, Dmin) - invariant) | |
42 | + | func DF (a,u) = if ((a._1 == 0)) | |
43 | + | then a | |
44 | + | else { | |
45 | + | let D = a._2 | |
46 | + | let Flastvalid = a._3 | |
47 | + | let Dlastvalid = a._4 | |
48 | + | let Fprev = a._5 | |
49 | + | let Dprev = a._6 | |
50 | + | let F = (invariantCalc(A_new, D) - invariant) | |
51 | + | if ((F == 0)) | |
52 | + | then $Tuple6(0, D, 0, 0, 0, 0) | |
53 | + | else { | |
54 | + | let $t024172545 = if (if ((F > 0)) | |
55 | + | then (Flastvalid > F) | |
56 | + | else false) | |
57 | + | then $Tuple2(F, D) | |
58 | + | else $Tuple2(Flastvalid, Dlastvalid) | |
59 | + | let Fvalid = $t024172545._1 | |
60 | + | let Dvalid = $t024172545._2 | |
61 | + | if (((F - Fprev) == 0)) | |
62 | + | then $Tuple6(1, (D + 1), Fvalid, Dvalid, F, D) | |
63 | + | else { | |
64 | + | let Dnext = (D - fraction(F, (D - Dprev), (F - Fprev))) | |
65 | + | if (((D - Dnext) != 0)) | |
66 | + | then $Tuple6(1, Dnext, Fvalid, Dvalid, F, D) | |
67 | + | else if ((0 > F)) | |
68 | + | then $Tuple6(1, (D + 1), Fvalid, Dvalid, F, D) | |
69 | + | else $Tuple6(0, D, 0, 0, 0, 0) | |
70 | + | } | |
71 | + | } | |
72 | + | } | |
73 | + | ||
74 | + | let a = { | |
75 | + | let $l = [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12] | |
76 | + | let $s = size($l) | |
77 | + | let $acc0 = $Tuple6(1, Dmax, 9223372036854775807, B, Fmin, Dmin) | |
78 | + | func $f0_1 ($a,$i) = if (($i >= $s)) | |
79 | + | then $a | |
80 | + | else DF($a, $l[$i]) | |
81 | + | ||
82 | + | func $f0_2 ($a,$i) = if (($i >= $s)) | |
83 | + | then $a | |
84 | + | else throw("List size exceeds 12") | |
85 | + | ||
86 | + | $f0_2($f0_1($f0_1($f0_1($f0_1($f0_1($f0_1($f0_1($f0_1($f0_1($f0_1($f0_1($f0_1($acc0, 0), 1), 2), 3), 4), 5), 6), 7), 8), 9), 10), 11), 12) | |
87 | + | } | |
88 | + | if ((a._1 == 0)) | |
89 | + | then (B - a._2) | |
90 | + | else (B - a._4) | |
91 | + | } | |
92 | + | ||
93 | + | ||
94 | + | @Callable(i) | |
95 | + | func D (A,B,invariant,amount) = $Tuple2(nil, d(A, B, invariant, amount)) | |
96 | + | ||
97 | + |
github/deemru/w8io/3ef1775 35.27 ms ◑