tx · Bwy1SyhVSdH6tc9jHiiZaCcFLvycRcpAd58odgAUgqL6

3N3n75UqB8G1GKmXFr4zPhKCjGcqJPRSuJY:  -0.01000000 Waves

2024.04.28 15:31 [3082711] smart account 3N3n75UqB8G1GKmXFr4zPhKCjGcqJPRSuJY > SELF 0.00000000 Waves

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"height": 3082711, "applicationStatus": "succeeded", "spentComplexity": 0 } View: original | compacted Prev: 9TNLmNWabdFsX6poDq4zXG3jVPsTx2rkDGxqQChk5qUw Next: 4Y5WL8dQqwHHtb9Ei4jYd9217YqLbJ62uGymgyngzKKK Diff:
OldNewDifferences
11 {-# STDLIB_VERSION 5 #-}
22 {-# SCRIPT_TYPE ACCOUNT #-}
33 {-# CONTENT_TYPE DAPP #-}
4-let a = [[600497, 600733], [414197, 414253]]
4+let a = [[600496, 600733], [414197, 414253]]
55
6-let b = [-259051, -635637]
6+let b = [-259050, -635637]
77
8-let c = [[832966, -897142]]
8+let c = [[832966, -897141]]
99
1010 let d = [-381179]
1111
1919
2020
2121 func k (l,m) = {
22- let n = e(-(l))
23- let o = (10 + n)
24- let p = fraction(10, o, 1)
25- $Tuple2([IntegerEntry((m + "inputZ"), l), IntegerEntry((m + "expNegZ"), n), IntegerEntry((m + "onePlusExpNegZ"), o), IntegerEntry((m + "sigValue"), p)], p)
22+ let n = if ((l > 200))
23+ then 200
24+ else if ((-200 > l))
25+ then -200
26+ else l
27+ let o = e(-(n))
28+ let p = (10 + o)
29+ let q = fraction(10, p, 1)
30+ $Tuple2([IntegerEntry((m + "inputZ"), n), IntegerEntry((m + "expNegZ"), o), IntegerEntry((m + "onePlusExpNegZ"), p), IntegerEntry((m + "sigValue"), q)], q)
2631 }
2732
2833
29-func q (r,s,t,m) = {
30- let u = (((r[0] * s[0][0]) + (r[1] * s[0][1])) + t[0])
31- let v = (((r[0] * s[1][0]) + (r[1] * s[1][1])) + t[1])
32- let w = k(u, "Layer1N0")
33- let x = w._1
34- let y = w._2
35- let z = k(v, "Layer1N1")
36- let A = z._1
37- let B = z._2
38- let C = (x ++ A)
39- let D = [y, B]
40- $Tuple2(C, D)
34+func r (s,t,u,m) = {
35+ let v = (((s[0] * t[0][0]) + (s[1] * t[0][1])) + u[0])
36+ let w = (((s[0] * t[1][0]) + (s[1] * t[1][1])) + u[1])
37+ let x = k(v, "Layer1N0")
38+ let y = x._1
39+ let z = x._2
40+ let A = k(w, "Layer1N1")
41+ let B = A._1
42+ let C = A._2
43+ let D = (y ++ B)
44+ let E = [z, C]
45+ $Tuple2(D, E)
4146 }
4247
4348
44-func E (r,s,t,m) = {
45- let u = (((r[0] * s[0][0]) + (r[1] * s[0][1])) + t[0])
46- let F = k(u, "Layer2N0")
47- let x = F._1
48- let y = F._2
49- let C = x
49+func F (s,t,u,m) = {
50+ let v = (((s[0] * t[0][0]) + (s[1] * t[0][1])) + u[0])
51+ let G = k(v, "Layer2N0")
52+ let y = G._1
53+ let z = G._2
5054 let D = y
51- $Tuple2(C, D)
55+ let E = z
56+ $Tuple2(D, E)
5257 }
5358
5459
55-@Callable(G)
56-func predict (H,I) = {
57- let J = if ((H == 1))
58- then 1
59- else 0
60+@Callable(H)
61+func predict (I,J) = {
6062 let K = if ((I == 1))
6163 then 1
6264 else 0
63- let L = [J, K]
64- let M = q(L, a, b, "Layer1")
65- let N = M._1
66- let O = M._2
67- let P = E(O, c, d, "Layer2")
68- let Q = P._1
69- let R = P._2
70- (([IntegerEntry("result", R)] ++ N) ++ Q)
65+ let L = if ((J == 1))
66+ then 1
67+ else 0
68+ let M = [K, L]
69+ let N = r(M, a, b, "Layer1")
70+ let O = N._1
71+ let P = N._2
72+ let Q = F(P, c, d, "Layer2")
73+ let R = Q._1
74+ let S = Q._2
75+ (([IntegerEntry("result", S)] ++ O) ++ R)
7176 }
7277
7378
Full:
OldNewDifferences
11 {-# STDLIB_VERSION 5 #-}
22 {-# SCRIPT_TYPE ACCOUNT #-}
33 {-# CONTENT_TYPE DAPP #-}
4-let a = [[600497, 600733], [414197, 414253]]
4+let a = [[600496, 600733], [414197, 414253]]
55
6-let b = [-259051, -635637]
6+let b = [-259050, -635637]
77
8-let c = [[832966, -897142]]
8+let c = [[832966, -897141]]
99
1010 let d = [-381179]
1111
1212 func e (f) = {
1313 let g = fraction(f, 1, 10)
1414 let h = fraction(g, g, 10)
1515 let i = (10 - g)
1616 let j = fraction(h, 5, 1)
1717 (i + j)
1818 }
1919
2020
2121 func k (l,m) = {
22- let n = e(-(l))
23- let o = (10 + n)
24- let p = fraction(10, o, 1)
25- $Tuple2([IntegerEntry((m + "inputZ"), l), IntegerEntry((m + "expNegZ"), n), IntegerEntry((m + "onePlusExpNegZ"), o), IntegerEntry((m + "sigValue"), p)], p)
22+ let n = if ((l > 200))
23+ then 200
24+ else if ((-200 > l))
25+ then -200
26+ else l
27+ let o = e(-(n))
28+ let p = (10 + o)
29+ let q = fraction(10, p, 1)
30+ $Tuple2([IntegerEntry((m + "inputZ"), n), IntegerEntry((m + "expNegZ"), o), IntegerEntry((m + "onePlusExpNegZ"), p), IntegerEntry((m + "sigValue"), q)], q)
2631 }
2732
2833
29-func q (r,s,t,m) = {
30- let u = (((r[0] * s[0][0]) + (r[1] * s[0][1])) + t[0])
31- let v = (((r[0] * s[1][0]) + (r[1] * s[1][1])) + t[1])
32- let w = k(u, "Layer1N0")
33- let x = w._1
34- let y = w._2
35- let z = k(v, "Layer1N1")
36- let A = z._1
37- let B = z._2
38- let C = (x ++ A)
39- let D = [y, B]
40- $Tuple2(C, D)
34+func r (s,t,u,m) = {
35+ let v = (((s[0] * t[0][0]) + (s[1] * t[0][1])) + u[0])
36+ let w = (((s[0] * t[1][0]) + (s[1] * t[1][1])) + u[1])
37+ let x = k(v, "Layer1N0")
38+ let y = x._1
39+ let z = x._2
40+ let A = k(w, "Layer1N1")
41+ let B = A._1
42+ let C = A._2
43+ let D = (y ++ B)
44+ let E = [z, C]
45+ $Tuple2(D, E)
4146 }
4247
4348
44-func E (r,s,t,m) = {
45- let u = (((r[0] * s[0][0]) + (r[1] * s[0][1])) + t[0])
46- let F = k(u, "Layer2N0")
47- let x = F._1
48- let y = F._2
49- let C = x
49+func F (s,t,u,m) = {
50+ let v = (((s[0] * t[0][0]) + (s[1] * t[0][1])) + u[0])
51+ let G = k(v, "Layer2N0")
52+ let y = G._1
53+ let z = G._2
5054 let D = y
51- $Tuple2(C, D)
55+ let E = z
56+ $Tuple2(D, E)
5257 }
5358
5459
55-@Callable(G)
56-func predict (H,I) = {
57- let J = if ((H == 1))
58- then 1
59- else 0
60+@Callable(H)
61+func predict (I,J) = {
6062 let K = if ((I == 1))
6163 then 1
6264 else 0
63- let L = [J, K]
64- let M = q(L, a, b, "Layer1")
65- let N = M._1
66- let O = M._2
67- let P = E(O, c, d, "Layer2")
68- let Q = P._1
69- let R = P._2
70- (([IntegerEntry("result", R)] ++ N) ++ Q)
65+ let L = if ((J == 1))
66+ then 1
67+ else 0
68+ let M = [K, L]
69+ let N = r(M, a, b, "Layer1")
70+ let O = N._1
71+ let P = N._2
72+ let Q = F(P, c, d, "Layer2")
73+ let R = Q._1
74+ let S = Q._2
75+ (([IntegerEntry("result", S)] ++ O) ++ R)
7176 }
7277
7378

github/deemru/w8io/3ef1775 
89.04 ms