tx · 9ecKwtM6oUtrNgrTgpfSHkPFAFMnmSVBxbn9yWxhNngW

3N4revPn12feiSAyC78tAZEJfsyprVYPzsL:  -0.05000000 Waves

2022.02.18 16:43 [1929138] smart account 3N4revPn12feiSAyC78tAZEJfsyprVYPzsL > SELF 0.00000000 Waves

{ "type": 13, "id": "9ecKwtM6oUtrNgrTgpfSHkPFAFMnmSVBxbn9yWxhNngW", "fee": 5000000, "feeAssetId": null, "timestamp": 1645191790638, "version": 2, "chainId": 84, "sender": "3N4revPn12feiSAyC78tAZEJfsyprVYPzsL", "senderPublicKey": "5smGxL7bfeRokaN53Z31Y72dF2Lkr5Cg1kuWRV3gniNe", "proofs": [ "5NBewrAqss8FEjQJBj4RMTqky8ypQXfawLLb48EEngEXEaSSFPeDcuh8jQiUHYnXj8uuSydPhv1JuMCsszzTwdC6" ], "script": 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"height": 1929138, "applicationStatus": "succeeded", "spentComplexity": 0 } View: original | compacted Prev: J5b4bNh5jk7ZntukHhZyMEX3rug9fYDwyucLH2Lqhy8p Next: HfZupzK9Mcy2Lv4p4Vpqo2uKoQP6nLSCJ4AQJUEJhJL7 Diff:
OldNewDifferences
5050 func skewness (x,y) = (((fraction(scale12, x, y) + fraction(scale12, y, x)) / 2) / 10000)
5151
5252
53-func skewnessBigInt (x,y) = ((fraction(scale12, x, y) + fraction(scale12, y, x)) / 2)
53+func skewnessBigInt (x,y) = {
54+ let skfirst = fraction(scale12, x, y)
55+ let skseconsd = fraction(scale12, y, x)
56+ ((skfirst + skseconsd) / 2)
57+ }
5458
5559
5660 func invariantCalc (x,y) = {
Full:
OldNewDifferences
11 {-# STDLIB_VERSION 5 #-}
22 {-# SCRIPT_TYPE ACCOUNT #-}
33 {-# CONTENT_TYPE DAPP #-}
44 let strAssetIdA = "34N9YcEETLWn93qYQ64EsP1x89tSruJU44RrEMSXXEPJ"
55
66 let strAssetIdB = "DG2xFkPdDwKUoBkzGAhQtLpSGzfXLiCYPEzeKH2Ad24p"
77
88 let assetIdA = if ((strAssetIdA == "WAVES"))
99 then unit
1010 else fromBase58String(strAssetIdA)
1111
1212 let assetIdB = if ((strAssetIdB == "WAVES"))
1313 then unit
1414 else fromBase58String(strAssetIdB)
1515
1616 let fee = 500
1717
1818 let feeGovernance = 200
1919
2020 let feeScale6 = 1000000
2121
2222 let scale3 = 1000
2323
2424 let scale8 = 100000000
2525
2626 let scale12 = 1000000000000
2727
2828 let slippageScale3 = 1000
2929
3030 let digits8 = 8
3131
3232 let digits12 = 12
3333
3434 let dAppThreshold = 50
3535
3636 let dAppThresholdScale2 = 100
3737
3838 let exchangeRatioLimitMin = 90000000
3939
4040 let exchangeRatioLimitMax = 110000000
4141
4242 let alpha = 50
4343
4444 let alphaDigits = 2
4545
4646 let beta = 46000000
4747
4848 let betaBigInt = 460000000000
4949
5050 func skewness (x,y) = (((fraction(scale12, x, y) + fraction(scale12, y, x)) / 2) / 10000)
5151
5252
53-func skewnessBigInt (x,y) = ((fraction(scale12, x, y) + fraction(scale12, y, x)) / 2)
53+func skewnessBigInt (x,y) = {
54+ let skfirst = fraction(scale12, x, y)
55+ let skseconsd = fraction(scale12, y, x)
56+ ((skfirst + skseconsd) / 2)
57+ }
5458
5559
5660 func invariantCalc (x,y) = {
5761 let sk = skewness(x, y)
5862 let xy = (x + y)
5963 let firstpow = pow(sk, digits8, alpha, alphaDigits, digits8, CEILING)
6064 let secondpow = pow(fraction(x, y, scale8), 0, 5, 1, (digits8 / 2), DOWN)
6165 let thirdpow = pow((sk - beta), digits8, alpha, alphaDigits, digits8, DOWN)
6266 let firstsum = fraction(xy, scale8, firstpow)
6367 let secondsum = (2 * fraction(secondpow, thirdpow, scale8))
6468 (firstsum + secondsum)
6569 }
6670
6771
6872 func calculateSendAmount (balanceA,balanceB,amountToSendEstimated,minTokenReceiveAmount,tokenReceiveAmount,tokenId) = {
6973 let slippageValue = (scale8 - ((scale8 * 1) / 10000000))
7074 let deltaBetweenMaxAndMinSendValue = (amountToSendEstimated - minTokenReceiveAmount)
7175 let x = (balanceA + tokenReceiveAmount)
7276 let y = (balanceB + tokenReceiveAmount)
7377 let invariant = invariantCalc(balanceA, balanceB)
7478 let invariantNew = if ((tokenId == strAssetIdA))
7579 then invariantCalc(x, (balanceB - amountToSendEstimated))
7680 else if ((tokenId == strAssetIdB))
7781 then invariantCalc((balanceA - amountToSendEstimated), y)
7882 else throw("Wrong asset in payment")
7983 let invariantEstimatedRatio = fraction(scale8, invariant, invariantNew)
8084 func getStepAmount (acc,step) = if ((acc == -1))
8185 then {
8286 let amountToSend = (amountToSendEstimated - ((step * deltaBetweenMaxAndMinSendValue) / 5))
8387 let stepInvariant = if ((tokenId == strAssetIdA))
8488 then invariantCalc(x, (balanceB - amountToSend))
8589 else invariantCalc((balanceA - amountToSend), y)
8690 if ((stepInvariant > invariant))
8791 then amountToSend
8892 else -1
8993 }
9094 else acc
9195
9296 let stepAmount = {
9397 let $l = [1, 2, 3, 4, 5]
9498 let $s = size($l)
9599 let $acc0 = -1
96100 func $f0_1 ($a,$i) = if (($i >= $s))
97101 then $a
98102 else getStepAmount($a, $l[$i])
99103
100104 func $f0_2 ($a,$i) = if (($i >= $s))
101105 then $a
102106 else throw("List size exceeds 5")
103107
104108 $f0_2($f0_1($f0_1($f0_1($f0_1($f0_1($acc0, 0), 1), 2), 3), 4), 5)
105109 }
106110 if ((0 > stepAmount))
107111 then throw("something went wrong while working with amountToSend")
108112 else if (if ((invariantEstimatedRatio > slippageValue))
109113 then (invariantNew > invariant)
110114 else false)
111115 then amountToSendEstimated
112116 else stepAmount
113117 }
114118
115119
116120 @Callable(i)
117121 func invariantCalcc (x,y) = {
118122 let sk = skewness(x, y)
119123 let xy = (x + y)
120124 let firstpow = pow(sk, digits8, alpha, alphaDigits, digits8, CEILING)
121125 let secondpow = pow(fraction(x, y, scale8), 0, 5, 1, (digits8 / 2), DOWN)
122126 let thirdpow = pow((sk - beta), digits8, alpha, alphaDigits, digits8, DOWN)
123127 let fractionFirst = fraction(xy, scale8, firstpow)
124128 let fractionSecond = fraction(secondpow, thirdpow, scale8)
125129 let invariant = (fractionFirst + (2 * fractionSecond))
126130 [IntegerEntry("invariant", invariant)]
127131 }
128132
129133
130134
131135 @Callable(i)
132136 func invariantCalccBigInt (x,y) = {
133137 let sk = skewnessBigInt(x, y)
134138 let xy = toBigInt((x + y))
135139 let firstpow = pow(toBigInt(sk), digits12, toBigInt(alpha), alphaDigits, digits12, CEILING)
136140 let secpowfraction = fraction(toBigInt(x), toBigInt(y), toBigInt(scale8))
137141 let secondpow = pow(secpowfraction, 0, toBigInt(5), 1, (digits8 / 2), DOWN)
138142 let thirdpow = pow(toBigInt((sk - betaBigInt)), digits12, toBigInt(alpha), alphaDigits, digits12, DOWN)
139143 let fractionFirst = toInt(fraction(xy, toBigInt(scale12), firstpow))
140144 let fractionSecond = (2 * toInt(fraction(secondpow, thirdpow, toBigInt(scale12))))
141145 let invariant = (fractionFirst + fractionSecond)
142146 [IntegerEntry("invariant", invariant)]
143147 }
144148
145149
146150
147151 @Callable(i)
148152 func exchange (balanceA,balanceB,pmtAmount,pmtAssetId,estimatedAmountToReceive,minAmountToReceive) = {
149153 let amount = calculateSendAmount(balanceA, balanceB, estimatedAmountToReceive, minAmountToReceive, pmtAmount, pmtAssetId)
150154 let governanceReward = fraction(amount, feeGovernance, feeScale6)
151155 let amountMinusFee = fraction(amount, (feeScale6 - fee), feeScale6)
152156 ([IntegerEntry("sendAmount", amount), IntegerEntry("sendAmountWithComission", amountMinusFee), IntegerEntry("invariant", invariantCalc(balanceA, balanceB))] ++ (if ((pmtAssetId == strAssetIdA))
153157 then [IntegerEntry("invariantNew", invariantCalc((balanceA + pmtAmount), (balanceB - amount)))]
154158 else [IntegerEntry("invariantNew", invariantCalc((balanceA - amount), (balanceB + pmtAmount)))]))
155159 }
156160
157161
158162 @Verifier(tx)
159163 func verify () = sigVerify(tx.bodyBytes, tx.proofs[0], tx.senderPublicKey)
160164

github/deemru/w8io/169f3d6 
89.45 ms