tx · BgXQzeibJ6sxd4Syjnb3oFzkazJ4kF1yu3ctYeGvh9Tu 3N3n75UqB8G1GKmXFr4zPhKCjGcqJPRSuJY: -0.01000000 Waves 2024.04.28 12:25 [3082524] smart account 3N3n75UqB8G1GKmXFr4zPhKCjGcqJPRSuJY > SELF 0.00000000 Waves
{ "type": 13, "id": "BgXQzeibJ6sxd4Syjnb3oFzkazJ4kF1yu3ctYeGvh9Tu", "fee": 1000000, "feeAssetId": null, "timestamp": 1714296352174, "version": 2, "chainId": 84, "sender": "3N3n75UqB8G1GKmXFr4zPhKCjGcqJPRSuJY", "senderPublicKey": "2AWdnJuBMzufXSjTvzVcawBQQhnhF1iXR6QNVgwn33oc", "proofs": [ "2ZF5hkjGjMUEhBxZyJpjRUWHn7ojG1f7pEJNGv2A8C8oKh53ws9hzxPXWSF4AXexMzSRLytLrv8j78p8CLiTxQrU" ], "script": "base64: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", "height": 3082524, "applicationStatus": "succeeded", "spentComplexity": 0 } View: original | compacted Prev: BM7ehgNJjRxHo7mhrVujFVsbX5FhFkTyDeqeCDjJhPbY Next: 3SS2H6aEuX3vuyY6DmmqnW7womLnia6zsZ7b9RdzwT5j Diff:
Old | New | Differences | |
---|---|---|---|
11 | 11 | ||
12 | 12 | func e (f) = { | |
13 | 13 | let g = 100000 | |
14 | - | let h = (f / g) | |
15 | - | let i = 2718281 | |
16 | - | let j = h | |
17 | - | let k = ((h * h) / (2 * g)) | |
18 | - | let l = (((h * h) * h) / ((6 * g) * g)) | |
19 | - | (((100000 + j) + k) + l) | |
14 | + | if (((-6 * g) > f)) | |
15 | + | then 0 | |
16 | + | else if ((f > (6 * g))) | |
17 | + | then g | |
18 | + | else { | |
19 | + | let h = [$Tuple2(60000, 5000), $Tuple2(50000, 10000), $Tuple2(40000, 20000), $Tuple2(30000, 30000), $Tuple2(20000, 50000), $Tuple2(10000, 70000), $Tuple2(0, 100000), $Tuple2(-10000, 70000), $Tuple2(-20000, 50000), $Tuple2(-30000, 30000), $Tuple2(-40000, 20000), $Tuple2(-50000, 10000), $Tuple2(-60000, 5000)] | |
20 | + | let i = ((f + 60000) / 10000) | |
21 | + | let j = h[i] | |
22 | + | let k = j._1 | |
23 | + | let l = j._2 | |
24 | + | l | |
25 | + | } | |
20 | 26 | } | |
21 | 27 | ||
22 | 28 | ||
26 | 32 | then -(n) | |
27 | 33 | else n | |
28 | 34 | let r = e(q) | |
29 | - | let s = ((p * | |
35 | + | let s = ((p * p) / (p + r)) | |
30 | 36 | $Tuple2([IntegerEntry((o + "positiveZ"), q), IntegerEntry((o + "expValue"), r), IntegerEntry((o + "sigValue"), s)], s) | |
31 | 37 | } | |
32 | 38 | ||
33 | 39 | ||
34 | 40 | func t (u,v,w,o) = { | |
35 | - | let x = (( | |
36 | - | let y = (( | |
41 | + | let x = (((u[0] * v[0][0]) + (u[1] * v[0][1])) + (w[0] * 100000)) | |
42 | + | let y = (((u[0] * v[1][0]) + (u[1] * v[1][1])) + (w[1] * 100000)) | |
37 | 43 | let z = m(x, "Layer1N0") | |
38 | 44 | let A = z._1 | |
39 | 45 | let B = z._2 | |
40 | 46 | let C = m(y, "Layer1N1") | |
41 | 47 | let D = C._1 | |
42 | 48 | let E = C._2 | |
43 | - | $Tuple2([B, E], (A ++ D)) | |
49 | + | let F = (A ++ D) | |
50 | + | let G = [B, E] | |
51 | + | $Tuple2(F, G) | |
44 | 52 | } | |
45 | 53 | ||
46 | 54 | ||
47 | - | func F (u,v,w,o) = { | |
48 | - | let x = ((fraction(u[0], v[0][0], 1000000) + fraction(u[1], v[0][1], 1000000)) + w[0]) | |
49 | - | let G = m(x, "Layer2N0") | |
50 | - | let A = G._1 | |
51 | - | let B = G._2 | |
52 | - | $Tuple2(B, A) | |
55 | + | func H (u,v,w,o) = { | |
56 | + | let x = (((u[0] * v[0][0]) + (u[1] * v[0][1])) + (w[0] * 100000)) | |
57 | + | let I = m(x, "Layer2N0") | |
58 | + | let A = I._1 | |
59 | + | let B = I._2 | |
60 | + | let F = A | |
61 | + | let G = B | |
62 | + | $Tuple2(F, G) | |
53 | 63 | } | |
54 | 64 | ||
55 | 65 | ||
56 | - | @Callable( | |
57 | - | func predict ( | |
58 | - | let | |
66 | + | @Callable(J) | |
67 | + | func predict (K,L) = { | |
68 | + | let M = if ((K == 1)) | |
59 | 69 | then 1000000 | |
60 | 70 | else 0 | |
61 | - | let | |
71 | + | let N = if ((L == 1)) | |
62 | 72 | then 1000000 | |
63 | 73 | else 0 | |
64 | - | let | |
65 | - | let | |
66 | - | let | |
67 | - | let | |
68 | - | let | |
69 | - | let | |
70 | - | let | |
71 | - | (([IntegerEntry("result", | |
74 | + | let O = [M, N] | |
75 | + | let P = t(O, a, b, "Layer1") | |
76 | + | let Q = P._1 | |
77 | + | let R = P._2 | |
78 | + | let S = H(R, c, d, "Layer2") | |
79 | + | let T = S._1 | |
80 | + | let U = S._2 | |
81 | + | (([IntegerEntry("result", U)] ++ Q) ++ T) | |
72 | 82 | } | |
73 | 83 | ||
74 | 84 |
Old | New | Differences | |
---|---|---|---|
1 | 1 | {-# STDLIB_VERSION 5 #-} | |
2 | 2 | {-# SCRIPT_TYPE ACCOUNT #-} | |
3 | 3 | {-# CONTENT_TYPE DAPP #-} | |
4 | 4 | let a = [[600497, 600732], [414197, 414253]] | |
5 | 5 | ||
6 | 6 | let b = [-259051, -635637] | |
7 | 7 | ||
8 | 8 | let c = [[832965, -897142]] | |
9 | 9 | ||
10 | 10 | let d = [-381179] | |
11 | 11 | ||
12 | 12 | func e (f) = { | |
13 | 13 | let g = 100000 | |
14 | - | let h = (f / g) | |
15 | - | let i = 2718281 | |
16 | - | let j = h | |
17 | - | let k = ((h * h) / (2 * g)) | |
18 | - | let l = (((h * h) * h) / ((6 * g) * g)) | |
19 | - | (((100000 + j) + k) + l) | |
14 | + | if (((-6 * g) > f)) | |
15 | + | then 0 | |
16 | + | else if ((f > (6 * g))) | |
17 | + | then g | |
18 | + | else { | |
19 | + | let h = [$Tuple2(60000, 5000), $Tuple2(50000, 10000), $Tuple2(40000, 20000), $Tuple2(30000, 30000), $Tuple2(20000, 50000), $Tuple2(10000, 70000), $Tuple2(0, 100000), $Tuple2(-10000, 70000), $Tuple2(-20000, 50000), $Tuple2(-30000, 30000), $Tuple2(-40000, 20000), $Tuple2(-50000, 10000), $Tuple2(-60000, 5000)] | |
20 | + | let i = ((f + 60000) / 10000) | |
21 | + | let j = h[i] | |
22 | + | let k = j._1 | |
23 | + | let l = j._2 | |
24 | + | l | |
25 | + | } | |
20 | 26 | } | |
21 | 27 | ||
22 | 28 | ||
23 | 29 | func m (n,o) = { | |
24 | 30 | let p = 100000 | |
25 | 31 | let q = if ((0 > n)) | |
26 | 32 | then -(n) | |
27 | 33 | else n | |
28 | 34 | let r = e(q) | |
29 | - | let s = ((p * | |
35 | + | let s = ((p * p) / (p + r)) | |
30 | 36 | $Tuple2([IntegerEntry((o + "positiveZ"), q), IntegerEntry((o + "expValue"), r), IntegerEntry((o + "sigValue"), s)], s) | |
31 | 37 | } | |
32 | 38 | ||
33 | 39 | ||
34 | 40 | func t (u,v,w,o) = { | |
35 | - | let x = (( | |
36 | - | let y = (( | |
41 | + | let x = (((u[0] * v[0][0]) + (u[1] * v[0][1])) + (w[0] * 100000)) | |
42 | + | let y = (((u[0] * v[1][0]) + (u[1] * v[1][1])) + (w[1] * 100000)) | |
37 | 43 | let z = m(x, "Layer1N0") | |
38 | 44 | let A = z._1 | |
39 | 45 | let B = z._2 | |
40 | 46 | let C = m(y, "Layer1N1") | |
41 | 47 | let D = C._1 | |
42 | 48 | let E = C._2 | |
43 | - | $Tuple2([B, E], (A ++ D)) | |
49 | + | let F = (A ++ D) | |
50 | + | let G = [B, E] | |
51 | + | $Tuple2(F, G) | |
44 | 52 | } | |
45 | 53 | ||
46 | 54 | ||
47 | - | func F (u,v,w,o) = { | |
48 | - | let x = ((fraction(u[0], v[0][0], 1000000) + fraction(u[1], v[0][1], 1000000)) + w[0]) | |
49 | - | let G = m(x, "Layer2N0") | |
50 | - | let A = G._1 | |
51 | - | let B = G._2 | |
52 | - | $Tuple2(B, A) | |
55 | + | func H (u,v,w,o) = { | |
56 | + | let x = (((u[0] * v[0][0]) + (u[1] * v[0][1])) + (w[0] * 100000)) | |
57 | + | let I = m(x, "Layer2N0") | |
58 | + | let A = I._1 | |
59 | + | let B = I._2 | |
60 | + | let F = A | |
61 | + | let G = B | |
62 | + | $Tuple2(F, G) | |
53 | 63 | } | |
54 | 64 | ||
55 | 65 | ||
56 | - | @Callable( | |
57 | - | func predict ( | |
58 | - | let | |
66 | + | @Callable(J) | |
67 | + | func predict (K,L) = { | |
68 | + | let M = if ((K == 1)) | |
59 | 69 | then 1000000 | |
60 | 70 | else 0 | |
61 | - | let | |
71 | + | let N = if ((L == 1)) | |
62 | 72 | then 1000000 | |
63 | 73 | else 0 | |
64 | - | let | |
65 | - | let | |
66 | - | let | |
67 | - | let | |
68 | - | let | |
69 | - | let | |
70 | - | let | |
71 | - | (([IntegerEntry("result", | |
74 | + | let O = [M, N] | |
75 | + | let P = t(O, a, b, "Layer1") | |
76 | + | let Q = P._1 | |
77 | + | let R = P._2 | |
78 | + | let S = H(R, c, d, "Layer2") | |
79 | + | let T = S._1 | |
80 | + | let U = S._2 | |
81 | + | (([IntegerEntry("result", U)] ++ Q) ++ T) | |
72 | 82 | } | |
73 | 83 | ||
74 | 84 |
github/deemru/w8io/3ef1775 109.98 ms ◑