Las respuestas obtenidas por algunos métodos de descifrado comunes son poco legibles, no el código js

eval (function (p, a, c, k, e, d) {
    e = function (c) {
        return (c <a? "": e (parseInt (c / a))) + ((c = c% a)> 35? String.fromCharCode (c + 29): c.toString (36))
    };
    if (! ''. replace (/ ^ /, String)) {
        while (c--) d [e (c )] = k [c] || e (c);
        k = [función (e) {
            return d [e]
        }];
        e = función () {
            return '\\ w +'
        };
        c = 1;
    }
    ;
    while (c--) if (k [c]) p = p.replace (nuevo RegExp ('\\ b' + e (c) + '\\ b', 'g'), k [c]);
    console.log (p);
    devuelve p;
} ('gj $ = ["\\ f \\ B \\ 1l \\ X", "\\ 1g", "\\ 1g", "\\ 1d", "\\ f \\ B \\ 1l \\ l \\ X "," \\ 1g "," \\ 1g "," \\ 1g "," \\ 1d "," \\ 2l \\ 1y \\ 1y \\ Z \\ Z \\ Z \\ Z "," \\ 2l \\ Z \\ Z \\ Z \\ Z \\ Z \\ Z "," "," "," \\ 1a \\ I \\ Q \\ s \ \ p \\ f \\ o \\ 2T \\ p \\ d \\ v \\ n \\ o \\ d \\ a \\ 1X "," \\ X "," \\ 1g \\ v "," \\ 1d \\ v \\ 1j \\ 1j \\ Q \\ v \\ X "," \\ 1g \\ v "," \\ 1d \\ 1a \\ 1B \\ I \\ Q "," \\ 1a \\ I \\ Q \\ X "," \\ 1g \\ v "," \\ 1d \\ v \\ 1j \\ 1j \\ Q \\ v \\ X " , "\\ 1g \\ v", "\\ 1d \\ v \\ D \\ v \\ 2U \\ v", "\\ 1a \\ 1B \\ I \\ Q", "\\ 1a \\ I \\ Q \\ D \\ o \\ d \\ 1N \\ 1X "," \\ v \\ D \\ l \\ r \\ 1N \\ 1X "," \\ 1a \\ 1B \\ I \\ Q "," \\ o \\ d \\ 1V \\ p "," \\ 1a \\ I \\ Q \\ v \\ d \\ a \\ 1w \\ l \ \ F \\ b \\ o \\ 1b \\ a \\ v \\ l \\ b \\ v \\ n \\ o \\ d \\ a \\ X ","\\ 1d \\ v \\ 1j \\ 1j \\ Q \\ v \\ X "," \\ 1d \\ v \\ 1a \\ 1B \\ I \\ Q "," \\ 1a \\ I \\ Q \\ v \\ f \\ a \\ D \\ p \\ 1b \\ a \\ v \\ l \\ F \\ b \\ o \\ 1b \\ a \\ v \ \ l \\ b \\ v \\ n \\ o \\ d \\ a \\ X "," \\ 1d \\ v \\ 1j \\ 1j \\ Q \\ v \\ X "," \\ 1d \\ v \\ 1a \\ 1B \\ I \\ Q "," \\ D \\ k \\ 1Z \\ l \\ d \\ 1b \\ l \\ z "," \\ E \\ K "," \\ D \\ p \\ G \\ z \\ a \\ K \\ p \\ 1w \\ d ", \ '\\ D \\ p \\ G \\ z \\ a \\ D \\ p \\ 1b \\ a \ ', \' \\ D \\ p \\ G \\ z \\ a \\ G \\ I \ ']; g 2f = {" \\ D \\ l \\ r \\ M ": 2W," \\ D \\ l \\ r \\ 1N ": 2X}; gt = [[c, c, c], [1S, c, c], [2b, c, c], [2k, 2q, c], [2N, 2H, c], [2b, 2q, c], [2G, 2E, c], [1S, 1S, c] , [2b, 1S, c]]; g 2i = [[c, c, R], [c, R, c], [c, R, R], [R, R, c], [c, R , R], [c, R, c], [c, R, c], [c, 2M, 2k], [R, R, c]]; g N = [[c, h, 1E, 2m] , [h, 1i, 2j, 1E], [2m, 1E, 2r, 2I], [1E, 2j, 2J, 2r]]; 1e 2z (A, 1I, 1A, T) {A ["\\ 1l \\ a \\ B \\ o \\ d \\ 1z \\ l \\ b \\ s "] (); A [" \\ z \\ b \\ f \\ p \\ 1s \\ a \\ 1T \\ b \\ k \\ n \\ a "] = j $ [0] + T [c] + j $ [1] + + T [h] + j $ [2] + + T [1i] + j $ [3]; A ["\\ D \ \ p \\ 1b \\ a \\ 1O \\ p "] (1I, 1A); A [" \\ n \\ o \\ d \\ a \\ 1O \\ p "] (1I + h, 1A + h); A ["\\ z \\ b \\ f \\ p \\ 1s \\ a"] ()}; 1e 2g (A, 2n, 2p, 2t, 2s, T) {A [ "\\ 1l \\ a \\ B \\ o \\ d \\ 1z \\ l \\ b \\ s"] (); A ["\\ z \\ b \\ f \\ p \\ 1s \\ a \\ 1T \\ b \\ k \\ n \\ a "] = j $ [4] + T [c] + j $ [5] + + T [h] + j $ [6] + + T [1i] + j $ [7] + + R + j $ [8]; A ["\\ n \\ o \\ d \\ a \\ 2K \\ o \\ K \\ b \\ s "] = h; A [" \\ D \\ p \\ 1b \\ a \\ 1O \\ p "] (2n, 2p); A [" \\ n \\ o \\ d \\ a \\ 1O \\ p "] (2t, 2s); A [" \\ z \\ b \\ f \\ p \\ 1s \\ a "] ();}; 1e 1P () {1F [" \\ F \\ n \\ a \\ l \\ f \\ 2y \\ a \\ F \\ b "] (c, c, V [" \\ 1w \\ o \\ K \\ b \ \ s "], V [" \\ s \\ a \\ o \\ B \\ s \\ b "]); g 1h = c; O (1h = c; 1h <N [" \\ n \ \ a \\ d \\ B \\ b \\ s "]; 1h ++) {g 1U = N [1h]; 2h (1F, 1U);}; O (1h = c; 1h <N [" \\ n \\ a \\ d \\ B \\ b \\ s "]; 1h ++) {g 1U = N [1h]; 2o (1F, 1U)}}; g 1Q = 10.0; 1e 2o (A, u ) {g 1H = u ["\\ n \\ a \\ d \\ B \\ b \\ s "]; O (i = c; i <1H; i ++) {g P = i; A [" \\ 1V \\ o \\ n \\ n \\ 1T \\ b \\ k \\ n \\ a "] = j $ [9]; A [" \\ z \\ b \\ f \\ p \\ 1s \\ a \ \ 1T \\ b \\ k \\ n \\ a "] = j $ [10]; A [" \\ 1l \\ a \\ B \\ o \\ d \\ 1z \\ l \\ b \\ s "] (); A [" \\ l \\ f \\ F "] (t [u [P]] [c], t [u [P]] [h], 1Q, c, 2d ["\\ 1z \\ 1q"] * 1i, h); A ["\\ F \\ n \\ p \\ z \\ a \\ 1z \\ l \\ b \\ s"] () ; A ["\\ 1V \\ o \\ n \\ n"] (); A ["\\ z \\ b \\ f \\ p \\ 1s \\ a"] ()}}; g 1o = j $ [11]; 1e 2h (A, u) {1o = j $ [12]; g 1H = u ["\\ n \\ a \\ d \\ B \\ b \\ s"] ; g H = []; gq = []; g T = 2i [u [c]]; g 1k = -h, 1t = 2Y; O (i = c; i <1H; i ++) {g P = i , U = (i + h)% 1H; gm = 2Z 2V (); L (t [u [P]] [h] == t [u [U]] [h]) {2g (A, t [ u [P]] [c], t [u [P]] [h], t [u [U]] [c], t [u [U]] [h], T); m ["\\ r \\ w "] = t [u [P]] [c]; m [" \\ k \\ w "] = t [u [P]] [h]; m [" \\ r \\ E "] = t [u [U]] [c]; m [" \\ k \\ E "] = t [u [U]] [h]; 1o + = j $ [13] + j $ [14] + m ["\\ r \\ w"] + j $ [15] + m ["\\ k \\ w"] + j $ [16] + m ["\\ r \\ E"] + j $ [17] + m ["\\ k \\ E"] + j $ [18]; 1J}; L (t [u [P]] [h] <t [u [U]] [h]) {m ["\\ r \\ w"] = t [u [P]] [c]; m ["\\ k \\ w "] = t [u [P]] [h]; m [" \\ r \\ E "] = t [u [U]] [c]; m [" \\ k \\ E "] = t [u [U]] [h]} 1p {m [" \\ r \\ w "] = t [u [U]] [c]; m [" \\ k \\ w "] = t [u [U]] [h]; m ["\\ r \\ E"] = t [u [P]] [c]; m ["\\ k \\ E"] = t [u [P]] [h]}; m ["\\ D"] = 1f ["\\ I \\ l \\ f \\ z \\ a \\ 1y \\ n \\ p \\ l \\ b "] (m [" \\ r \\ E "] - m [" \\ r \\ w "]) / 1f [" \\ I \\ l \\ f \\ z \\ a \\ 1y \\ n \\ p \\ l \\ b "] (m [" \\ k \\ E "] - m [" \\ k \\ w "]); m [" \\ F \\ G \ \ f \\ f \\ a \\ d \\ b \\ M "] = m [" \\ r \\ w "]; 1t = m [" \\ k \\ w "] <1t? m [ "\\ k \\ w"]: 1t; 1k = m ["\\ k \\ E"]> 1k? m ["\\ k \\ E"]: 1k; 1o + = j $ [19] + m ["\\ r \\ w"] + j $ [20] + m ["\\ k \\ w"] + j $ [21] + m ["\\ r \\ E"] + j $ [22] + m ["\\ k \\ E "] + j $ [23] + m [" \\ D "] + j $ [24]; H [" \\ I \\ G \\ z \\ s "] (m) }; 1o + = j $ [25] + 1t + j $ [26] + 1k + j $ [27]; g 2F = 1f ["\\ K \\ p \\ F \\ G \\ D \\ a \\ d \\ b "] [" \\ B \\ a \\ b \\ 1D \\ n \\ a \\ D \\ a \\ d \\ b \\ 2c \\ k \\ 1q \\ K "] (j $ [28]); L (1k == - h) 2x; g Y = c; O (g C = 1t; C <1k + h; C ++) {g 2C = 1u; O (ge = c; e <H ["\\ n \\ a \\ d \\ B \\ b \\ s"]; e ++) {L (H [e] ["\\ k \\ w"] == C ) {q [Y ++] = e; 2C = 2B; 1o + = j $ [29] + C + j $ [30] + e + j $ [31]}}; O (ge = c; e <Yh; e ++) { O (g J = e + h; J <Y; J ++) {L (H [q [e]] ["\\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M "]> H [q [J]] [" \\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M "]) {g 1v = q [e]; q [e] = q [J]; q [J] = 1v} 1p L (H [q [e]] ["\\ F \\ G \\ f \\ f \\ a \\ d \\ b \ \ M "] == H [q [J]] [" \\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M "]) {L (H [q [e ]] ["\\ D"]> H [q [J]] ["\\ D"]) {g 1v = q [e]; q [e] = q [J]; q [J] = 1v }}}}; g 1m = c; g 1c = []; O (ge = c; e <Y;) {L (e! = Yh) {g S = H [q [e]]; g W = H [q [e + h]]; g 1Y = S ["\\ k \\ w "] == C? S [" \\ r \\ w "] :( S [" \\ k \\ E "] == C? S [" \\ r \\ E " ]: - h); g 1W = W ["\\ k \\ w"] == C? W ["\\ r \\ w"] :( W ["\\ k \\ E"] == C? W ["\\ r \\ E"]: - h); L (S ["\\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M"] = = W ["\\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M"] || (1Y! = - h && 1W! = - h && 1Y! = 1W)) {2z ( A, S ["\\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M"], C, T); g 1L = S ["\\ k \\ w" ] == C? S ["\\ k \\ E"]: S ["\\ k \\ w"]; g 1M = W ["\\ k \\ w"] == C? W [" \\ k \\ E "]: W [" \\ k \\ w "]; L (1L> C && 1M <C || 1L <C && 1M> C) {1c [1m ++] = S [" \\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M "]; e + = 1i; 1J} 1p L (1L> C && 1M> C) {e + = 1i; 1J} 1p {1c [1m ++] = S ["\\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M"]; 1c [1m ++] = W ["\\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M "]; e + = 1i; 1J}} 1p {1c [1m ++] = S [" \\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M "];e + = h}} 1p {1c [1m ++] = 1f ["\\ I \\ l \\ f \\ z \\ a \\ 1q \\ d \\ b"] (H [q [e]] [ "\\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M"]); e + = h}}; O (ge = c; e <1m-h; e + = 1i ) {g 2u = 1c [e + h] -1c [e]; L (2u> = c) {2g (A, 1c [e], C, 1c [e + h], C, T);}} ; O (ge = c; e <Y;) {L (C == H [q [e]] ["\\ k \\ E"]) {1o + = j $ [32] + C + j $ [33 ] + q [e] + j $ [34]; g J = e; 2S (J + h <Y) {q [J] = q [J + h]; J ++}; Y -} 1p {e ++} }; O (ge = c; e <Y; e ++) {H [q [e]] ["\\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M"] = H [q [e]] ["\\ r \\ w"] + 1f ["\\ I \\ l \\ f \\ z \\ a \\ 1q \\ d \\ b"] (1f ["\\ I \\ l \\ f \\ z \\ a \\ 1y \\ n \\ p \\ l \\ b"] (C + hH [q [e]] ["\\ k \ \ w "]) * H [q [e]] [" \\ D "]); L (C + h == H [q [e]] [" \\ k \\ E "]) {H [ q [e]] ["\\ F \\ G \\ f \\ f \\ a \\ d \\ b \\ M"] = H [q [e]] ["\\ r \\ E" ]}}}}; g 1R = 1u; g 1n = -h; g 2L; 1e 2A (1r) {1x = 2e (V, 1r ["\\ r"], 1r ["\\ k"]) ; O (i = c; i <t ["\\ n \\ a \\ d \\ B \\ b \\ s"]; i ++) {L (2d ["\\ l \\ 1l \\ z "] (t [i] [c] -1x ["\\ r"]) <1Q && 2d ["\\ l \\ 1l \\ z"] (t [i] [h] -1x ["\\ k" ]) <1Q) {1R = 2B; 1n = i; 2w}}}; 1e 2v (1r) {1x = 2e (V, 1r ["\\ r"], 1r ["\\ k"]); L (1R && 1n! = - h) {g 1G = c; O (ge = c; e <N ["\\ n \\ a \\ d \\ B \\ b \\ s"]; e ++) {O (g J = c; J <1E; J ++) {L (N [e] [J] == 1n) {1G = e; 2w}}}; L (N [N ["\\ n \\ a \ \ d \\ B \\ b \\ s "] - h]! = N [1G]) {g 1v = N [N [" \\ n \\ a \\ d \\ B \\ b \\ s "] -h]; N [N [" \\ n \\ a \\ d \\ B \\ b \\ s "] - h] = N [1G]; N [1G] = 1v}; t [ 1n] [c] = 1f ["\\ I \\ l \\ f \\ z \\ a \\ 1q \\ d \\ b"] (1x ["\\ r"]); t [1n] [h] = 1f ["\\ I \\ l \\ f \\ z \\ a \\ 1q \\ d \\ b"] (1x ["\\ k"]); 1P ()}}; 1e 2D (1r) {1R = 1u; 1n = -h; 1P ()}; 1e 2e (1K, 1I, 1A) {g 1C = 1K ["\\ B \\ a \\ b \\ 2c \\ p \\ G \\ d \\ K \\ o \\ d \\ B \\ 1Z \\ n \\ o \\ a \\ d \\ b \\ 2y \\ a \\ F \\ b " ] (); 2x {x: 1I-1C ["\\ n \\ a \\ 1V \\ b"] * (1K ["\\ 1w \\ o \\ K \\ b \\ s"] / 1C ["\\ 1w \\ o \\ K \\ b \\ s"]), y:1A-1C ["\\ b \\ p \\ I"] * (1K ["\\ s \\ a \\ o \\ B \\ s \\ b"] / 1C ["\\ s \\ a \\ o \\ B \\ s \\ b "])}}; g V = 1f [" \\ K \\ p \\ F \\ G \\ D \\ a \\ d \\ b " ] ["\\ B \\ a \\ b \\ 1D \\ n \\ a \\ D \\ a \\ d \\ b \\ 2c \\ k \\ 1q \\ K"] (j $ [35]); V ["\\ 1w \\ o \\ K \\ b \\ s"] = 2f ["\\ D \\ l \\ r \\ M"]; V ["\\ s \\ a \\ o \\ B \\ s \\ b "] = 2f [" \\ D \\ l \\ r \\ 1N "]; g 1F = V [" \\ B \\ a \\ b \\ 1Z \\ p \\ d \\ b \\ a \\ r \\ b "] (j $ [2Q]); V [" \\ l \\ K \\ K \\ 1D \\ 1b \\ a \\ d \\ b \\ 2a \\ o \\ z \\ b \\ a \\ d \\ a \\ f "] (j $ [2P], 2A, 1u); V [" \\ l \\ K \\ K \\ 1D \\ 1b \\ a \\ d \\ b \\ 2a \\ o \\ z \\ b \\ a \\ d \\ a \\ f "] (j $ [2O], 2v, 1u); V ["\\ l \\ K \\ K \\ 1D \\ 1b \\ a \\ d \\ b \\ 2a \\ o \\ z \\ b \\ a \\ d \\ a \\ f "] (j $ [2R], 2D, 1u); 1F [" \\ b \\ f \\ l \\ d \\ z \\ n \\ l \\ b \\ a "] (0.5,0.5); 1P (); ', 62, 192,'|||||||||| x65 | x74 | 0x0 | x6e | wjjjsnjq4e1 | x72 | var | 0x1 || _ | x79 | x61 | wjjjsnjq172 | x6c | x69 | x6f | wjjjsnjq22e | x78 | x68 | wjjs | x20 | x31 x73 ||| | wjjjsnjq76e | x67 | wjjjsnjq2a1 | X6D | x32 | x63 | x75 | wjjjsnjqb81 | x70 | wjjjsnjq468 | 64 | Si | x58 | wjjjsnjq3ab | para | wjjjsnjq368 | X3e | 0xff | wjjjsnjq10f | wjjjsnjq4aa | wjjjsnjq1b2 de la misma manera que, en | demás | x49 | wjjjsnjqe3d | X6B | wjjjsnjq226 | falso | wjjjsnjqf24 | x77 | POS | x46 | x50 | wjjjsnjqaba | x2f | wjjjsnjq5d5 | x45 | 0x4 | wjjjsnjq8c9 | wjjjsnjq3d5 | wjjjsnjqcba | wjjjsnjqc6c | continúe | wjjjsnjq6d1 | wjjjsnjq921 | wjjjsnjqc47 | x59 | x54 | wjjjsnjq54b | wjjjsnjqf73 | wjjjsnjqccb | 0x2bc | x53 | wjjjsnjq2c9 | x66 | wjjjsnjq12a | X3A | wjjjsnjqfc4 | x43 ||||||||||| X4c | 0x3e8 | x42 | Matemáticas | wjjjsnjq23a | wjjjsnjq73c | wjjjsnjqe6e | wjjjsnjq7f5 | wjjjsnjq254 |0x5 | 0x64 | x23 | 0x3 | wjjjsnjq657 | wjjjsnjq7cc | wjjjsnjq1c3 | 0x190 | 0x7 | wjjjsnjq8f2 | wjjjsnjqbb1 | wjjjsnjqe39 | wjjjsnjq527 | ruptura | retorno | x52 | wjjjsnjq118 | wjjjsnjqa7d | verdadero | wjjjsnjq112 | wjjjsnjq615 | 0x28a | wjjjsnjq61e | 0x32 | 0x1c2 | 0x6 | 0x8 | x57 | wjjjsnjq8c6 | 0xc8 | 0x258 | 38 | 37 | 36 | 39 | while | x7a | x3d | Objeto | 0x400 | 0x300 | 0x270f | nuevo |||||| '.split (' | '), 0, {}));

 

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