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A ogni giro, i simboli DENARO devono assumere un valore denaro casuale.","fontSize":25,"anchorX":0,"anchorY":1,"width":1173,"height":100,"overflow":0},"fileID":135701}],"fileID":135878},{"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/WildHolder/DescriptionHolder/LabelHolder3/Label3","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135526},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"Sostituisce tutti i simboli tranne il simbolo SCATTER e DENARO.","fontSize":25,"anchorX":0,"anchorY":0,"width":433,"height":75,"overflow":0},"fileID":135702}],"fileID":135879},{"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottomHolder/MalfunctionLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135527},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"I pagamenti e i giochi sono cancellati dal malfunzionamento.","fontSize":50,"anchorY":0,"width":1400,"height":200,"overflow":0},"fileID":135703}],"fileID":135880},{"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTopHolder/WhenWinningOnMultiplePaylines","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135528},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"Quando si vince su più linee, tutte le vincite vengono aggiunte alla vincita totale.","fontSize":50,"anchorY":0,"width":1288,"height":250,"overflow":0},"fileID":135704}],"fileID":135881},{"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/AnteBetHolder/ARuleHolder4/Rule4","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135529},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"Il giocatore ha l'opzione di aumentare il moltiplicatore puntata a 15x puntata per linea. 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I valori possibili sono:","fontSize":50,"anchorY":0,"width":1400,"height":450,"overflow":0},"fileID":135735}],"fileID":135912},{"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTopHolder/OnlyTheHighestWin","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135560},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"Viene pagata solo la vincita più alta per linea.","fontSize":50,"anchorY":0,"width":1400,"height":250,"overflow":0},"fileID":135736}],"fileID":135913},{"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/ScatterHolder/DescriptionHolder/LabelHolder2/Label2","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135561},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"Compare su tutti i rulli.","fontSize":50,"anchorX":0,"anchorY":0,"width":900,"height":250,"overflow":0},"fileID":135737}],"fileID":135914},{"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/MaxWin/TitleHolder/Title","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135562},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"VINCITA MASSIMA","fontSize":75,"anchorY":1,"width":1400,"height":150,"overflow":0},"fileID":135738}],"fileID":135915},{"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/MoneySymbolHolder/DescriptionHolder/RulesHolder/RuleHolder1/Rule1New","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135563},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"Questi sono i simboli DENARO. Durante ogni giro, i simboli DENARO assumono un valore casuale che può essere vinto durante la funzione GIRI GRATIS.","fontSize":50,"anchorY":0,"width":1285,"height":450,"overflow":0},"fileID":135739}],"fileID":135916},{"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpinsHolder1/RulesHolder/RuleHolder2/Rule2","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135564},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"Nel gioco base, ogni volta che 2 simboli SCATTER compaiono senza che ne sia un terzo, c'è una probabilità che un altro possa arrivare sullo schermo con una funzione casuale:","fontSize":50,"anchorY":0,"width":1400,"height":450,"overflow":0},"fileID":135740}],"fileID":135917},{"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/Rules/AllSymbolsPayLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135565},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"Tutti i simboli pagano da sinistra a destra su rulli adiacenti iniziando dal rullo più a sinistra.","fontSize":50,"width":1157,"height":151,"overflow":0},"fileID":135741}],"fileID":135918},{"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpinsHolder1/RulesHolder/ListHolder1/LabelHolder2/Label2","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135566},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"- Inoltre, in modo casuale un polipo può comparire e cambiare un simbolo sullo schermo in uno SCATTER.","fontSize":50,"anchorY":0,"width":1400,"height":450,"overflow":0},"fileID":135742}],"fileID":135919},{"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/AnteBetHolder/TitleHolder/Title","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135567},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"PUNTATA ANTE","fontSize":75,"anchorY":1,"width":1400,"height":150,"overflow":0},"fileID":135743}],"fileID":135920},{"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/MoneySymbolHolder/DescriptionHolder/RulesHolder/RuleHolder2/Rule2","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135568},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"Valori possibili: 0,2x, 0,5x, 1x, 2x, 3x, 4x, 5x, 10x, 15x, 20x o 50x la puntata totale.","fontSize":50,"anchorY":0,"width":1300,"height":350,"overflow":0},"fileID":135744}],"fileID":135921},{"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/ExtraRuleHolder/Rule","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":135596,"guid":"2c41b6a83050972428e10434c7c19977"},"children" : [],"psr":"d"},"fileID":135569},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"8c3012be2202e1849a73f67a5cede8d3"},"_text":"In modo casuale, dopo un giro del gioco base c'è la possibilità che i valori dei simboli DENARO sullo schermo vengano raccolti e assegnati. Quando ciò si verifica, sui simboli DENARO può comparire un moltiplicatore casuale che ne moltiplicherà il valore. 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') 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g1lyKqr6dt9UiijhbAVdbmLURe4vY/VI8vj4ebg+qKmYvHUJ5VDoZyHNePigiOHZ4TKBLF1jh5dVWD7X1+/i/Icrx/Rvr/G3QlgcMmUWZVpKIMxgF2aIBOYrKCKqXTW1jeXNj8/PVvYAkAlXxilNljdk5n1Rq7nBl+IZRhN1TGIAzJBwsaKD/iKBGHhxoHY57Axr7IISfiQTkjwkISjJiCfx35ptvCF8VN3z9NNLMsWODfnZbeMS85a8NIkXe3UhmSbTmjQREx99X9WFW1c0jAydtbx755aC4a1udAvqxfc+vDQ4nzbzO1vXpu/5C+XXl6U1dcbnhA2aUKwKjU20q6h9TUHXaNCZPrhVoNj5rrClkPzUgNEMqH7N6lSmjO9sPnMxnJd0YzlW0s3XOnKiYn5TaUyTFh99Mvlc6+c3Do93TJl3cGz9TQ9faFxnEMtCGP8gNcuvDd4BJ9gtCEnSySBBUMAkQAYac5SM6oxuc+3Ay2dBmLa+/J+bQcQIfBPMf1zn0CMhsBKmMPWkxJM53dMJwr704ytyTiQo5RwiR+VpDtrBcTNeiAg5hQMDLkTXnxe5yh0YAhWOb40Q5XUfm1v7yKXi6NXphVoamo0BWnKgRGP0ryyuX7luIRwDgySJI6od9QfaM8Hx8Rwgxg8g8KMluEcdJsblYHyjWZ2mEliM8vzE4+Ha4KKeJp1oYD3uCpPigA8E1fRXlIDqOdfQpefO4H+9OOq9tsg/fTCd7a3GJi1WWrTmGQ6ZGxHqcaQiOLMiVUXQfLlD4HqnSqmiKc4c+PK24h98VqLPxnbJZhBm6TEwkDgs4c3rrAhOH/d9MO+cc+h/0Wr7rkpl4uun7HA5OdnWjCjnkdJW066e75GV98o9enZeylhbGtBQdvYBPdcFt9Mw/hmN+Yj9lY8o4DlIRcocWETqAVqelpu69Qx0p7fz2OAZH1JVt7Qmgfi0DXgEqkMIkQR2o1icBxR4Qa1CP2chV7MGqCdjmnjiMFAQM3CgH7a9DQQjP7K4C7O5wciMgorU+jZZPK5aDTmYaJePyRiP+jJWiLE8ojhhSTZzBYT09hokmBZbXNmANlbyy7sajf1W37XJtVI9WnYXHL06EHnwhtv7Zxlo0OuANnE8XXhKoMYWRjzFx/eM2RIGwhxa+TpeoFi/MoT9/r1GTKN2S8gFRQXGRPRhS/wwhufftNoF4bIGJ27iHKIhZY8Co0Sv/MOUWmU2L1djIqxihcvsmesqpc+/R3Ph/m9dFl6PhrFYvdW75zpzByp5yfui3jOcKYSAaY3aQa2FBhr87mSaadQ3+6uy4Vjs0G8psEYaYoVEwGh65Xe/XmSiOFq8KkzN8oy2gROiMExzMYrD38npi1hUU4Q4EuASEJLcZ73exLI+TsTJ5YXSjW5Ul2ZTllUXCgHfT8gNhopEElHcP2VpeXlWkOVIW2WOb62qiT6DlzmXsrqAI65t8PGgXjRMTH/aCzy6WmJ5c708J5em4vIPTj2pnsFZv1D7BfKdhxmqh/wWRLQU90Aq+wB2cCOAb/LTaH34QN3aL8gx2Cxz8D48xs+mfjTWPwEBP0BDAT9nofTcOsgqmKXQ+IoD3yAbkagIh/ZvgcgP5IRkaGM73N4fuI7cCyLKZNvXcR2g8cvi9576s75/QuzHAv2nb/X0fHdhX0LHM/8A5065RhnlQyDcJjEOs7hGJcmDaLpIGnauBDJmGUn7m/uunmoo0SjKcULoy68MDpXxql78sIIEj15xHYiSkGij4WzNEfpC2qur5dNoxsO/n5ktl0U6Vx6Hn3/LhOZNJVWm6NS5dSm4aqTVt7Yke9c0lRulXb2x+qDQG2BPWOkJhDzykYmfjbWX05lYKsaaK0BwkEmYONM+Oi2Er082m5PF3V+tWu8o2X/+bvt7XfPd7dklWy80JpYp3Tff4I5kEk2dnZXhXTxWRD4Stc3h9qxUUo6Dt3s6kZ4FaKyzdX18sT/Zsnotc09bBsZqT6xRGClLxBYO5H1l6gf6fLuuVdIHLaUECWTAw2H+47MyhBG5i6cEDpqfKWsb5nPVlZX13PF7q98gSJLr5ixdISzpX60KmbG7CY1HO2vyk9Py8M2A1Q5zvMuXjC74uAqFdqH0pzZOeQ8XBLJviG3C1jqV2zvKd8+P7tzRsYjG4epkzq37Rs90Jz6Nw7Bt5N3zC5KGBo4RBUtA08/tHM4/aWWIkOggHSrpwZ2DZlcwT2Su9+XK0z7YIOHXXJw9x8QxJkdahIwaoc5TnAA1zOmvLsLvWFygl1yEFoZOEdqMK0UfMHslkEvcGIzTxgFwsP6o8MGNCkZBJALeDfB/PPo160t109tn5Xuou0uMDgigAt+yzHJMqL/cA19fH6stKLzxA8bgZKtIMvExjjFkMFBMEQRZ8Qfk2+JTMM8Hj7Z78CIh8tw40eyJwAdqGE7/XLz4cPNNHcbagAcSwSZFeE+D63sqJe1UbDHE7Ac04h4lIaPlDwAwCxC7RJDjXmHtzBNd+r7px9DdzAHOMp9HPPAUcp/k+1TgPGAls+c/FgWXAvLiS/f3uff/OP77/b1bgNz0Y6T9GfNgD78Fg1PoM/BhxHEJxHHjrFnUAAULJu332bP6EPGJpjXGswLryoIAnxIFQwGf3ChkXvpsVMuXZpCV7yERrrAERmc5iXwAUjz6rBThkrZHoBl5vSyMWQUAN9iFTBYGjeESJhinVKRP/wA52U0BC8CK5w20QGA6493sVrvTqTD5DFhiNB6GtNah2kNZfopiUeMEQTypzlAVT5pVvqiM85eD47BpYERoUP72uIiMLhnZMBVmWNi97ViAZBzTG4XwrWdLHsoHAicErZHxwIBTj8BXn8I5JySXo/z/dbW950cAFwRcfTquAiwjKF1kXuCS5G1DcHH2LsmsAMWgx2IOn36IseCnYb7B8u3zHOLHkrdInzJvgk91J1/i1kikT7Pc9ET/bz7cEAuBX8BZWicH8XOhSRPeCV4fcficS15YOLF43Kak5qMFiW7f1wAhPQQIJrfNwMMW/PgAfhURO/oaxChRBgLYzHlGkxjH6bxMBZP+m+weNRzm2MyRmTEqsrHjLIqDS0f7Oh9p7WVvi+35KnGj1flWeQDI65L+cKqqo5SfRgNh0bqs6tsVc/PdYANIjhBBBpRAQPF73IjbaiSgeJ3uVE2X03g/oH7Mu4bGOswgE/AkT8BiW/fu2X8gy3oGrp/CN34cvH8qyDm5OzXNszSoXuJC+wpk4sS4NXdm+LiUdGE0adA5HvvAMHR8nBFbCgqyrbHFM0hNiX2+Du2Rwizs8xsc3AGIDjTlAgE717z5Y4x9paDn3s2ug1YaUPOxHQ56UTy9Ik5E7mu6Ond3+9c/flLc/JlPiX7NGEqc3ZpfHxpjkkd5u5m/Y9Xk9wUzE/sxcv/isfpZCBE921z6kqj1/bGtbZyrq2NLq2bY6OF6eiO7WuBJIaAIszEIgLrcHGNkYSwdDn3GT3+FYcDQpPyUK19JzG5p3v06ybA/0tHl23bhqMFA5Tis7z2v4LtH8dg8AGLDzzeYDC4yftIRAMz5n0GYl/3ml0Un+LQE8NrnE25qqL4i3Bkwcs9e3J70M0vnoJX38YOqGAdIE+SBktHzC+vXzwyyj9o3q/uRqk5JrAUu6nfTvx73JX/CYfX0QWt4HYrfifKISmjIteFFoi6u0VgE5otcl8UkS1HUU8Pe8bKEvqTcJr9kcmlh3D4JC8lQmOhyH3eO8fKzJFg24zEc4YP2hF4BIVzPq155ZdtTS8vn6IGkaq6RHGyNqKNLmyDRXt+3J4ZgFUHr2bbhxsLksCzItCFebCy8G5huhFMLRoEu4UYkWPUwbvlrka/kriDnwF/uCZ96vgCiXZ8bYMZFruPsfKBLvcnMBklN8+ZmZS5ek2nlaXL+TOm+zisnawblWUK6+ldg4O5oA1jbXW8N6ysg+UaUoPnPwlrJ7sTsEhXQAKIg1daW90J6Bo86i7pF+g7ONxnRHgUcSiv3Xm/YJpPxtrZbe6XGU1vt8JKTNUA76Cz4WhOP1k/UC5mRGQo4xy24XXjpzhmhVQSwdoDxYLZzAv6V7S98gj6+E5n512QfORVYLy3wjZrx9s3WtJHmyRDaRgYZSrLsJWRMT1UYioLKXwdRJ0/C0IPl5YeRg/Orrje01YSyQmSJGZm2SNE9jyMIWWm7ByHKMKebU+WsrWa6LkY6/kfsfYk2rjnfndTulCcu+gt9M/XmOiDn1kq7QqFvdLCdUWljKqd68heMKnIFNXWH49fBsaMyrLlawIwr0zUxPsM6x9NpXuxNv2QASCLtZWPmEFJ92jHljkjFl/ZVj5gi5GdrzfrxkoR399aZIx62B4wKMpYakVNsjGTW3Kj5h3/594Bs2y9/+oiRcpk5ffczZJkuyNTNNgyosxsh1Hqs0sHtst/i7M73AejbKlJAjlTdo37HnRPs4aJHbPHhowoL5P0ve6zU0qLa40T8X1BEmUumrQgK3tmVaFcNbmhTgHlAWpnhs2pJTg7F+exDtvL4nuWODiPHwezJTRXZ5qweOOu4pmvrG2KAZG6mVaBTiUevXtTx4SUlKr29TuLZh1e2xSLrmjqjYI4zfDu3w6Ug7eqNzTl6/n+itgwMCE7kyfLyeBHGkZMXVs5bUezUydgKuFeZ3aApsDOS5t/guRHDI7gDm9+ENbEOkpiCTZZQHdKqTmqh1veE2UuTSGxwgmM0iUJyeM6YZIuyr2TjRAm1yw4L0hPSO7H12T/kqTHfwDY80Dz2+71+9Gdq22t9NBWAIOiTaNtbAyAVniS/kZiHf78BXTnZEEBTo4LIJCtGYsiknRSrigjC6eB1OjIyhDxpbEJokXMt2xdF3g8vI+wTI/B1+GoawPd3LB3XyO8vh51Afp2OJkX7r4FZeyoT+qj4X8V94Z/i69lyLWB3tS4b18jvYmheXw9crknnzw+QPcfMHDwaAOaiznAaPcdL77Ow3I+AV+LvPiad3JD34iGr04cc+vWgwnol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