The skill "Hero Flash" only gives one card to me

  1. Bug description
    The skill “Hero Flash” only gives one card to me.
    It should give me totally 5 cards on my 10th turn.

  2. Bug reproduction steps

A.duel
B.just keep passing turn.
C.I only get a “H” card on my 2th turn.

  1. Screenshot OR error code
Summary

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

  1. Expected behavior
    It should give me totally 5 cards on my 10th turn.

Try again

It will give the “H”.“E”.“R”.“O” and “HERO” cards to me now.
However, it still has some problems.

  1. It will give double same cards to me.
  2. It keeps giving more cards to me after it gives the “HERO” card to me.(Those cards are useless cards.)
Summary

7Z0FnBbFH4dn37gi9mgElDq6GwSkS0JKUuSII6Q7DFDsRMUExRYDuxVEQcXG7i5sVOzgv8+7t3t7b/xvZt4FjjvWzz2Lt3Mz+873O++7M7+ZeYUhhNhjHZw5SgYs9O62YEHOrIkzlzXpMWzahPlzG9cYkTN/wfQ5szs3bxr5r3GNHotmLlw0P6fz7JxFC+dPmNm4xuBFE2dOn9Q/Z9nwOTNyZneevWjmzDCZluk5YeGEpj1mTs+ZvXBoztyZE5alWL9N6zNhVg5XUgdbv8mZ3zz33KIkFwbmLFgwYWrOgrKUnjPZ+6twz5xJM5pbOQQDRmZ6+ophyxYszJnVtMecmTNzJi20bnFB0z45s3PmT5/UdMD0BQuzW4wdm5uk+7KFOWPHNa4xa8GkOfNnTp+Y96Jay76oie3aTWgzqU3bFh1atc5p3r7DuHHUVnnhHKdUuGdeVoohApszUh4KpAetX2WkhCyeMKNl3zmLZg8bOmVS72Yjho4ePei4Hu2WdFveo2+LtgtGd+s+ben0aY0GDhg9uP3I0T1GT+o1vHmb46ZP7jBp+dTFPbrPHDFw9JC+01qMmrp0/qKWzZdPat5/yIBGg3u0Gmm9sFGLZw9sPWjJ/N7NF/daMn35ork5S6f0zGm9ZPa8CZOW9Fu+rGfrbiHuY39XFPeQMn66lf+C8PgF05fnpI1fbOdqXTHzlTx2XFpaethK3yTF/knlf4yIQ9Os/wuk46D0VJAG0kEGKAFKglKgNDBBJigDyoJyAN3SK4CKoBKoDA4BVUBVUA0cCg4D1UENUBPUArVBFqgD6oJ6oD5oABqCRqAxaAKagmYAR6e3AC1BK9AatAFtQTvQHnQAh4OOoBPoDI4AXUBX0A10Bz1AT9AL9AZ9QF/QDxwJ+oMBYCAYBI4Cg8EQMBQMA8PB0WAEGAlGgdFgDBgLjgHjwLFgPMgGE8BEMAlMBjlgCpgKpoHp4DgwA8wEs8BsMAfMBfPAfLAALASLwGKwBCwFy8BycDw4AZwITgIrwEpwMjgFrAKngtPA6eAMcCY4C5wNzgHngvPA+eACsBpcCC4CF4M14BJwKbgMXA6uAFeCtWAduApcDdaDa8C14DpwPbgB3AhuAjeDDeAWcCu4DdwONoI7wJ3gLnA3uAfcC+4D94MHwIPgIfAweAQ8Ch4Dm8Bm8DjYAp4AT4KtYBt4CjwNngHbwbPgOfA8eAG8CF4CL4Md4BXwKngNvA7eAG+Ct8Db4B3wLngPvA8+AB+Cj8DH4BPwKfgMfA6+AF+Cr8BO8DX4BnwLvgPfgx/Aj2AX+An8DH4Bu8Gv4DfwO/gD/An+An+Df8C/4D+wBwjr3S6dt7z0AAiCEOAzNT0FpII0kA4yQAlQEpQCpYEJMkEZUBaUA+VBBVARVAKVwSGgCqgKqoFDwWGgOqgBaoJaoDbIAnVAXVAP1AcNQEPQCDQGTUBT0Aw0By1AS9AKtAZtQFvQDrQHHcDhoCPoBDqDI0AX0BV0A91BD9AT9AK9QR/QF/QDR4L+YAAYCAaBo8BgMAQMBcPAcHA0GAFGglFgNBgDxoJjwDhwLBgPssEEMBFMApNBDpgCpoJpYDo4DswAM8EsMBvMAXPBPDAfLAALwSKwGCwBS8EysBwcD04AJ4KTwAqwEpwMTgGrwKngNHA6OAOcCc4CZ4NzwLngPHA+uACsBheCi8DFYA24BFwKLgOXgyvAlWAtWAeuAleD9eAacC24DlwPbgA3gpvAzWADuAXcCm4Dt4ON4A5wJ7gL3A3uAfeC+8D94AHwIHgIPAweAY+Cx8AmsBk8DraAJ8CTYCvYBp4CT4NnwHbwLHgOPA9eAC+Cl8DLYAd4BbwKXgOvgzfAm+At8DZ4B7wL3gPvgw/Ah+Aj8DH4BHwKPgOfgy/Al+ArsBN8Db4B34LvwPfgB/Aj2AV+Aj+DX8Bu8Cv4DfwO/gB/gr/A3+Af8C/4D9AVSRfWg3W6AQIgCEIgDFJAKkgD6SADlAB0YdJLgdLABJmgDCgLyoHyoAKoCCqByuAQUAVUBdXAoeAwUB3UADVBLVAbZIE6oC6oB+qDBqAhaAQagyagKWgGmoMWoCVoBVqDNqAtaAfagw7gcNARdAKdwRGgC+gKuoHuoAfoCXqB3qAP6Av6gSNBfzAADASDwFFgMBgChoJhYDg4GowAI8EoMBqMAWPBMYCeUvqxYDzIBhPARDAJTAY5YAqYCqaB6eA4MAPMBLPAbDAHzAXzwHywACwEi8BisAQsBcvAcnA8OAGcCE4CK8BKcDI4BawCp4LTwOngDHAmOAucDc4B54LzwPngArAaXAguAheDNeAScCm4DFwOrgBXgrVgHbgKXA3Wg2vAteA6cD24AdwIbgI3gw3gFnAruA3cDjaCO8Cd4C5wN7gH3AvuA/eDB8CD4CHwMHgEPAoeA5vAZvA42AKeAE+CrWAbeAo8DZ4B28Gz4DnwPHgBvAheAi+DHeAV8Cp4DbwO3gBvgrfA2+Ad8C54D7wPPgAfgo/Ax+AT8Cn4DHwOvgBfgq/ATvA1+AZ8C74D34MfwI9gF/gJ/Ax+AbvBr+A38Dv4A/wJ/gJ/g3/Av+A/sAcIq1ecboAACAL68elhkAJSQRpgoCE9A5QAJUEpUBqYIBOUAWVBOVAeVAAVQSVQGRwCqoCqoBo4FBwGqoMaoCaoBWqDLFAH1AX1QH3QADQEjUBj0AQ0Bc1Ac9ACtAStQGvQBrQF7UB70AEcDjqCTqAzOAJ0AV1BN9Ad9AA9QS/QG/QBfUE/cCToDwaAgWAQOAoMBkPAUDAMDAdHgxFgJBgFRoMxYCw4BjAAkn4sGA+ywQQwEUwCk0EOmAKmgmlgOjgOzAAzwSzA2En6HDAXzAPzwQKwECwCi8ESsBQsA8vB8eAEcCI4CawAK8HJ4BSwCpwKTgOngzPAmeAscDY4B5wLzgPngwvAanAhuAhcDNaAS8Cl4DJwObgCXAnWgnXgKnA1WA+uAdeC68D14AZwI7gJ3Aw2gFvAreA2cDvYCO4Ad4K7wN3gHnAvuA/cDx4AD4KHwMPgEfAoeAxsApvB42ALeAI8CbaCbeAp8DR4BmwHz4LnwPPgBfAieAm8DHaAV8Cr4DXwOngDvAneAm+Dd8C74D3wPvgAfAg+Ah+DT8Cn4DPwOfgCfAm+AjvB1+Ab8C34DnwPfgA/gl3gJ/Az+AXsBr+C38Dv4A/wJ/gL/A3+Af+C/8AeIEIWDBAAQRACYcCYanoqSAPpIAOUACVBKVAamCATlAFlQTlQHlQAFUElUBkcAqqAqqAaOBQcBqqDGqAmqAVqgyxQB9QF9UB90AA0BI1AY9AENAXNQHPQArQErUBr0Aa0Be1Ae9ABHA46gk6gMzgCdAFdQTfQHfQAPUEv0Bv0AX1BP3Ak6A8GgIFgEDgKDAZDwFAwDAwHR4MRYCQYBUaDMWAsOAaMA8eC8SAbTAATwSQwGeSAKWAqmAamg+PADDATzAKzwRwwF8wD88ECsBAsAovBErAULAPLwfHgBHAiOAmsACvByeAUsAqcCk4Dp4MzwJngLHA2OAecC84D54MLwGpwIbgIXAzWgEvApeAycDm4AlwJ1oJ14CpwNVgPrgHXguvA9eAGcCO4CdwMNoBbwK3gNnA72AjuAHeCu8Dd4B5wL7gP3A8eAA+Ch8DD4BHwKHgMbAKbweNgC3gCPAm2gm3gKfA0eAZsB8+C58Dz4AXwIngJvAx2gFfAq+A18Dp4A7wJ3gJvg3fAu+A98D74AHwIPgIfg0/Ap+Az8Dn4AnwJvgI7wdfgG/At+A58D34AP4Jd4CfwM/gF7Aa/gt/A7+AP8Cf4C/wN/gH/gv/AHiDCFgwQAEEQAmGQAoiKpKcBgiXpGaAEKAlKgdLABJmgDCgLyoHyoAKoCCqByuAQUAVUBdXAoeAwUB3UADVBLVAbZIE6oC6oB+qDBqAhaAQagyagKWgGmoMWoCVoBVqDNqAtaAfagw7gcNARdAKdwRGgC+gKuoHuoAfoCXqB3qAP6Av6gSNBfzAADASDwFFgMBgChoJhYDg4GowAI8EoMBqMAWPBMWAcOBaMB9lgApgIJoHJIAdMAVPBNDAdHAdmgJlgFpgN5oC5YB6YDxaAhWARWAyWgKVgGVgOjgcngBPBSWAFWAlOBqeAVeBUcBo4HZwBzgRngbPBOeBccB44H1wAVoMLwUXgYrAGXAIuBZeBy8EV4EqwFqwDV4GrwXpwDbgWXAeuBzeAG8FN4GawAdwCbgW3gdvBRnAHuBPcBe4G94B7wX3gfvAAeBA8BB4Gj4BHwWNgE9gMHgdbwBPgSbAVbANPgafBM2A7eBY8B54HL4AXwUvgZbADvAJeBa+B18Eb4E3wFngbvAPeBe+B98EH4EPwEfgYfAI+BZ+Bz8EX4EvwFdgJvgbfgG/Bd+B78AP4EewCP4GfwS9gN/gV/AZ+B3+AP8Ff4G/wD/gX/Af2AJFiwQABEAQhEAYpIBWkAeLB6RmgBCgJSoHSwASZoAwoC8qB8qACqAgqgcrgEFAFVAXVwKHgMFAd1AA1QS1QG2SBOqAuqAfqgwagIWgEGgPi2ulNQTPQHLQALS1kHDyK2oELBVMRrP5MuOs6IfipkFpemMxjYPzOMnrXbOvfe9bvEc/TYe4q0jjXrCEEaTiY7mBYP+dmWP9OzTvLHk7+vze33jy6GmmcyT8lKv/W1j94JHTOqvmH+1iP3F0DaZzJPy33upH7U9+6723peWfV/McdcV5AdA2mcSZ/pwqc/P+xCtyRmnfWyz+01/I/cdN6S99wGmfyD+der+HJn8cz56yXf4rv+ZsIafXPLbMaXU2EY05NoOXZr76SKozyaZbQGZF0cDKXUq1fOXcVSWWl4ByQL7Tgu2LaDxkGagiT2T9M7wmMEaFr9tRxf5q33RE0S7kXjRhXm8wWqh55bYKhBpHoxzTdhMb/T8isoy52jmk1qLmVldxKiC7+/2ZELde2S0z7fwkjiZnhRMDWKjWQLeyqpwasKsrgLNWeQ0JKofz5G3s5/8Beyx93iEAwg3PNTNvjHDWE3WBoJMQznbNs/iZuy1Uu4LwLJjqbzEiL+Li+MJmYRssMtJ+XOa+MyRS1SMNrYAiTqWpSTq0sJJ3KlDdfnFpFKDiV6XWr7FIDTqmOU6NLzX/dKOB6IOF1R+no62Y1oaAU0wFtOQLCZFqglBzVhaQc3KwvctQUCnLUEoVIjtpCQY4s4cgREmYdISlHXSEpB1M5fZGjvlCQg2mjhUaOhkJBDqa5Rj5ma8b5DG5cmF4W03ClvNJUSHqF6by+eIUpwdJeaVGYKrWlUPAKU53th0i3vDQrT+tfJhOgadk8RAbz3VVanFIjM6VJ3dYuIJhh8i8pddsJSXWZfz1WqKlb0J3HFNJBKCjPPPBJwl/lbWVjlTc7CgVlmZfuVdYqLy1gK8tsdUfZ/HedFqfUyLR2kadsIMOkhUkp21VIKtvNwhIhr2xBd53/uoTq3YWC6j0s9BBqqtuqxqpu9hQKqvYS+VW1ykszbFVZVuCoauR//XFKjaw/EHmqGhkmqxGkVO0nJFVlVcPFQk7Vgu44/3UfFGe1hbTiA9zEeYrbisa+EnOgUFCUVR72w5OlIas9pCQYLCQlYNVIoZVgqFCQYJhQkGC4UJCAVTRStT5CSNY6q3EKba2PEgq1Ploo1PoYoVDrkQ9yfuobJouU3P41i5Wk5DhWSMrBoqdCK0e2UJBjglCQY6JQkIOnGMZSA2PstX7mZOHpZOcISU2mCElNWGBWaDWZJhQ0mS4UNGEhXSMhp4mrDQvv3A42C/CkpJglJKVgIV+hlYIFhtJSzBUKUrBgUVkKFjgyABioacQduTcX6OTKYkkpTRcJSU1ZdFloNeVJX1rTpUJBUxaXKtc+i1Hth+pm89sahvWQboQChuChmiWqWVxKtX7llB5JRQrPwf+YkbWspO7kJDFPzL0W6GyyvlVKZNbA2oMYeSJzE8HVeWVnRr1yI15GK0UhNsHJQsEEp1ggy0Abp/ywuUok7sbGtE3zVJErcm83SVokiGCYp4ncJ5E+hsniYimRWIDcUeQXybmJRAaJyYQFzHtJoJgayH9dQiAWVksLdLZQaKXnCIUHExZ0R9Tpa5is67Zt4FRxmnm+c72fYbLaW0q91Xl34CZ0SoxJzMrxQqvSRUJBpYuFgkprhIJKrKT3DEzwyjJFmFJN1tcz9G6100z3fSySKjdFTMksxo+8aR5psiRfStErhIKiLO+XHW5yridSNBSTRkK1tUJBtXVCQbWrhIJqV8vW7nqV2r1mf9futSq1e51K7V6vUrs3CM/Qzo1CsqpvEgpVzTYT+7WqNwiFqr5FKFT1rUKhqm+Trd3bVWp34/6u3TtUavdOldq9S6V22ZrEmRnBDiX2R7BTE2GTDUt4Y4/MN4qqqNgnMXY2iYw0WA+RJDLZ5cT+7Oi0ZZH9eRCIDGoLk71PJts5B4xsYU8XiaSyUnCWmgcS5zMm3mGyyUpkNlNN6xHeyjwSMWXTlejBfvsONAb72bzFHehiExcp07LRi7Rp2RAmgWkLeNrwybSbhIJpN/tZu48LBVNvEc6AlzAiQj8hPANeTwpJbbYKBW22if2szVNCQRs2Crpe+KNNtvBO9Qr4P9XrGaGgPRsfuQNqbIAkJfVzQkFqNlPar1K/IBSkZsOn6Di2rtT5r8eJKL8kFKRiA6rIzO2aIkiO/HBn5o44t5zo4072lu2XHOeW2fxKyiOvCgWPsJHWfvXI60LBI2z2tc8q/E2h4BE2H3MftNmETEqqd4SCVGxotl+lek8oSMWma/tMqg+EglRsAielzkdCQZ2PxX5W5xOhoM6nYh+q85lQUOdzIdyY7Bci6jGdffmiH9OD9mM6u/VNFvZjejBbeB/Tg/4/pu8UeRMcncd092OB7QKj5+LtrU+y/PnHmRX3jfA87rN9oZT12eJQ2vpshbhfrf+DULA+2zUWGnV2CYWmwfaS+eLjbDXpdhfYclJK291CQVu2r9yv2v4mFLRli81Coy1bfSoHAtka1O0WsEWolKR/CwVJ2W50v0r6r1CQlC1RC42kbM2qLCmdyv8br6c1K+dKaE/KG2wdK+0Ntpjdr94IGwreYBvcQuONVB0V2b7XG/cXGUbIsOP+bOqbxaVU61dO6XbM0YiN+0d2/yV1JyeJyV7AuXH/krJmYddgeyzMNgs3kBfzN+LG/BOaqfT+NpOpYiZ2SPbG94MZYbOMkXgBQuyoclkjf3zfSpIWGVwyTPZbduL75WXFYGtm7yQM5wYSmSChEBX3rhAxecTcQCUVISoXplZ9iKHwgFbFUbmvYVY18s8TMIw0s5pzvZ9hHirrAvbcrifyXBBdaswfVN/fatdQUbtmYVK7loratY388w2smsk07PkG7ITuzDcwnPdQe76BEX++QR3DnW9QV9YZ9VSdwWbsCRYvaTkj7l01UFG/YWFSv5GK+o1lVWqiqlLTfaFSMxWVmhcmlVqoqMSXCbjDsq1kJWutKlmbfSFZWxXJ2hUmydqrSNZBVqXDVVXquC9U6qSiUufCpNIRKip1cR5l6guzq9vIDGF2k5Wvu6p8PfaFfD1V5OtVmOTrrSIf333izDzYtXODMPu6GgaE2U9WwyNVNey/LzQcoKIh3/PymSgcGmYLO2yBIiIQyuBcUwh3+oGR+8OXqWz3nIXsDIVBKh45yrVESJiDZS0xRNUSQ/eFJYapWILv9fFr0kn+6+qWcK47loi+bh6tIinfU2QPRYowJTqhK3KPTEAaqfHSnblwui/dfmmJX7r993Fe+ihZT45W9eSYfeHJsSqePOZAEmaciieP9T6ij5eVNFtV0gn7QtKJKpJOOpAknawiaY6silNUVZy6L1ScpqLi9ANJxeNUVJzhPuIb5kzvI/4sWXlnq8o7Z1/IO1dF3nkHkrzzVeRdYETNJljo7QIsktV4sarGS/aFxktVNF52IGnM1zYqhxmP9z7KnyAr7Ymq0p60L6RdoSLtygNJ2pN1pD3FKGB2wSqdXE+V9chpqh45fV945AwVj5x5IHnkLB01+WpW7yyDQIYRCtqzDPjC1iwupVq/ckq3I5ZBw1sy/2NGvtmV1J2cJCbf88q1QGfzfFnT8I2wfURi03BDebMOggXuNGCu3hemulDFVHzLrXc2gZERNi82Em+PFjubYI2RfzaBlSQtoohhXuI8mfUxzEtlK52v1/VO7YiudOeGEomfL7PL9Su8wPixW8gVKhV+5YHUiteqPKitc9Tua5hXGflnFQSNNPNq53o/w1wv64Zr8t5H4roh3vu3ee2+UP06FdWvP5BUv0FF9RuN/LMLrBrMDNizC/h2a2d2QcB5r7RnFwTizy642XBnF2yQdcgtOg7hS7YTbH4r7YBIRrepuOD2A8kFG1VccIesWnfqqHWXX2rdraLWPQeSWveqqHWf282ynqzul5XuAR3pHvRLuodUpHv4QJLuERXpHpVV6zEdtTb5pdZmFbUeP5DU2qKi1hPOI099YT5pRC0S2+p+cg7qFrT/IBC2F4ltM/IWiYWzhR1tjaSyUnD2dZHYU1ZpfMNFoKZIoV6dKBv/prBIxO1pK9FWoSaSXcl7L9ho10isSPnzD8eK+Iz7BmgIc7tsk3pWp0k951eTel6lSb1QlNR6UaXJvWREzRh52dU6IMwdslq/oqP1q35p/ZqK1q+T2CgaWmcL78ySFP9nlryh4qU3XeuEhPmWrHXe1rHOO35Z510V67xnqE8qKqzWyX9/KbFvI++rSP+Bo3ZNker9TIz+bDQ/3A9VqPvwkv/+ElehLUGcKvxItg18rNMGPvGrDXyq0gY+K04Cfq7SBr7wdhO/lJX+Kx3pd/ol/dcq0n9TnKT/VkX679y+iXu/mcGw6GVd+t7IG9ULZgl7VC+SKjdFTMk/yFrnRx3r7PLLOj+pWOfn/fCAneh7rPKXn9g6Tgcy+rr5i4o1drt9WsP8NbpP+1ucPm2K3af93dOnTckW3j5tiv992j88n9/RfVnOzme6+Wec94CCdpgpaPDBflX6Qhb0CFTQe0DCR6C/vP3ev2Wb5T86zfJfv5rlfyrNck9xUpMWI91sjUDUNKpAwNMvDgYkvcD2RMpeCAd88kJKQMELfHVzsfFCWkBjvkW6awGrf5sha4ESOhYo6ZcFSqlYoHRxsoCpY4HMQAHTssro5FpW1kvldLxU3i8vVVDxUsXi5KVKOqpXdt9OrP7iIbIWqKJjgap+WaCaigUOLU4WOEzHAtVlVa+ho3pNv1SvpaJ67eKkepaO6nUCwg1z1nXfBKwuRj1ZO9TXsUMDv+zQUMUOjYqTHRrr2KFJIC8EZ4wxhdnU29VoJuuJ5jqeaOGXJ1qqeKKVlZhl/8XBE9nCHrpBWRFIzeDs3Z7eyP1536rvU4N5ZyEbomut47k23q5MW1mLtdOxWHu/LNZBxWKH8wKLicWc647Foq+bHXUs0smp7poizQnj8QooxRkedL/KpHOc6rZvV39tfUHVbb9c/8d38/994uq27z9OdR8h25666LSnrn61p24q7an7QYHdw+yh0556ert7vWQt0lvHIn38skhfFYv0O2gR9zCP1LFI/4ATDnJfV2bIDiMOCOSFEUNZwg4jRlLlpoi5g4FuZvZNWi8iM2xnNsiTWdjJLJIqN0VMZkfJ+nWwjl+H+OXXoSp+HRaIjUnubb8mO5sn0SOCOVzHb0e7HVHDHOHtiI6UlXuUjtyj/ZJ7jIrcY4uS3MfoyD0uOqZ1rLejOV5W82wdzSf4pflEFc0nFSXNJ1svppVQ09zVPsfb4ZsiK/VUHamn+SX1dBWpjytKUs9IRuqZAWd9gpESnbNbwqxkSpgt6585Ov6Z65d/5qn4Z35R8s+CZNRd6O2oLJKVerGO1Ev8knqpitTLipLUy5OR+nhZdU/QUfdEv9Q9SUXdFUVJ3ZXJqHuyJ850SiBq6uEqt3t4wawO9kizM/Xw1ECcqYeRVFYKzlID0yGZRFZppwXyph5ST2hFId6ph5HvXzs9TiTJrlj9OaT2q9p/Q7qJxhfMM7zdsTNlm+lZOs30bL+a6TkqzfTc4qTmeck04/Oj44MXeLttq2W9caGONy7yyxsXq3hjTZz4YFH1RrbYy/HBS5Lx3qXebuNlsla7XMdqV/hltStVrLY2zqB1UbWacz1hnHBdMla5yhMvdOKDzuc5/0+pzue6eXWcai9oPYhdLfoPaQUtJSooVmBXW+Jqd56QEl1PGCtYL9uurtFpV9f61a6uU2lX1x8U2D3MG5JpVzd6u+M3yVrlZh2rbPDLKreoWOXWg1ZxD/O2ZKxye1T80Lq/zBQ75LfRE/JLyRLe+GFK/JDfHXHih6l2Znd6Mkt1MrPjh6nxM7tL1rd36/j2Hr98e6+Kb++LM9BQ2H1r+zLOQMP9yfjuAU8c8cHogYaHEg80PLxPBxoeCeTfo4ACoh9U+J35aJyuaUHC2nedWFj77xMLawuv/0xoG0P9Dcl8zDvQsEm2mW7WaaaP+9VMt6g00yeKk5pPJtOMt0bHh7d5BxqekvXG0zreeMYvb2xX8cazxckbz1kvtqPQ84brkee9AwIvyFriRR1LvOSXJV5WscSO4mSJV/ywxKvu56qRGl1CvtJe86O012U994aO5970y3NvqXju7eLkuXf8cMG73k7xe7KWeF/HEh/4ZYkPVSzxUXGyxMd+WOITt59x8tgVhmHVk5Ep7P7qp25/1fpVlrD7q5FUuSm8B48+5meylvpcx1Jf+GWpL1Us9VVxstTOZB6Ev/YEzr/x9o++lbXFdzq2+N4vW/ygYosfi5MtdiVji588gdguw/sHzJ+9/aNfZL2xW8cbv/rljd9UvPF7nEBsUfVGtrDHn1CWoVnONYX9eSByz+TR2LD3UHXOQjYQ+0cy3vvT2+/6S9Zqf+tY7R+/rPavitX+04gCHKhWc647Vou+bu5Jxir4xAnEcge8Cmeskx9KdcY7TSMYW+32besPYhcU/y5otlxBg9h2tanv6ehct2WLU+2BoGS7CgY12lUo6FO7CgcV2lXKQYHdw0wNJtGu0oKePme6rFUydKxSwi+rlFSxSqmDVnEPs3QyVjGDTl/Uvb/MNLsvmhnMi52mZQm7LxpJlZsi5k7KBPNvLksgNt3OrKwns3QnM3tz2fT4mZWT9W15Hd9W8Mu3FVV8WykYG4gt7L5NuLls5WR8d0hQuIHYKu7bldVxrSorezUd2Q/1S/bDVGSvXpRkr5GM7DWDUYG7Wq72Vse0tqz2WTra1/FL+7oq2tcrStrXD/ow/NnAldzqIDaUlbyRjuSN/ZK8iYrkTYuS5M38kLx5UDLw1sKP0lrKeqqVjqda++WpNiqealuUPNXOD5Xbezs5HWQlP1xH8o5+Sd5JRfLORUnyI/yQvIvbv1g3b23YDpwZdv+iazAvcGZkCbt/EUmVm8J7RAJn3WQt013HMj38skxPFcv0KkqW6Z3Mg2Yft38hzL7BqIme/VwfjUl7IRj5A2ei55HBOBM9I6msFJx9nejZP5h/RSkFOAOgzoBoZEXpgKD6GkT7rveesPbf+79jlTnQ2x8cJNtMj9JppoP9aqZDVJrp0OKk5rBkmvHwYFQg82hvf3GErDdG6nhjlF/eGK3ijTFB9RWlB6o3ssVeDmSOTcZ7x3j7qeNkrXasjtXG+2W1bBWrTQjGjqIXVas51xMGMicmY5VJwfwrSimFmnICms7neGTRxuQ41V5Q/Ni+7cTVbsuiHz/e29Vu5x+n2nNk29UUnXY11a92NU2lXU0/KLB7mMcl065mePv4M2WtMkvHKrP9ssocFavMPWgV9zDnJWOV+W6fzq2/zAx7bGBBMC/2mJEl7LGBSKrcFDF3sjAqM6KiJezMFnkyK5E/sxLxM1ss69slOr5d6pdvl6n4dnmcgQbbl/qPDgWtKLV9oz8HKuGK0uOT8d0J7kCDYZ4YPdBwUuKBhhX7dKBhpWegwRlk4MeZYeUMPpgnx+ma2nelP7mtoGdC2zj6whb0huTUakytnOIdaFgl20xP1Wmmp/nVTE9XaaZnFCc1z0ymGZ8VjApMn+0daDhH1hvn6njjPL+8cb6KNy4oTt5YHfQh/HChd0DgIllLXKxjiTV+WeISFUtcWpwscZkflrg8KBnYvsKP0q6U9dxaHc+t88tzV6l47uri5Ln1frjgGm+n+FpZS1ynY4nr/bLEDSqWuLE4WeImPyxxczA2MB6w+6sbgnmB8UCWEJ7AeCB+YPwWWUvdqmOp2/yy1O0qltpYnCx1RzIPwne6/Vlh3uXtH90ta4t7dGxxr1+2uE/FFvcXJ1s8kIwtHgzmBWLLbL80YD7k7R89LOuNR3S88ahf3nhMxRubgrGB2KLqjWxhjz+hLEOznGvmVgSHkfuTZllgZzDvLGQDsZuT8d7j3n7XFlmrPaFjtSf9stpWFattC8ZGAYqq1ZzrjtWir5tPJWOVp4N5gVjuIDoQS6nOv81nNKp9fwdf7GrTX0WWMPiyXbZdPavTrp7zq109r9KuXjgosHuYLybTrl7y9jlflrXKDh2rvOKXVV5VscprB63iHubryVjljWD+FaVW/WSWtPuibwbzYqcls4TwrCgtGT92+pabmf1ircrILGVn9rYns1JOZpFUuSliMntH1rfv6vj2Pb98+76Kbz8IxgZiC/JtoQ3EfpiM7z5yO66G+bG34/qJrOyf6sj+mV+yf64i+xdFSfYvk5H9q2BU4G6nt2P6taz23+ho/61f2n+nov33RUn7H/wY/vzR20HcJSv5TzqS/+yX5L+oSL67KEn+qx+S/xaUDLz97kdpf8h66k8dT/3ll6f+VvHUP0XJU//6ofJ/3k7OHlnJobLkRsgnyQMhBcmDoSIkOZWdtOThkNO/qFby8tzAWdDuX6SE8gJnwSxh9y8iqXJTeI9I4Cw1JGmZNB3LpPtlmQwVy5QoSpYpGUriQbNUKC8wVjoUNdHTdH0U/j53RNyZ6JkZijPRM5LKSsHZ14meZULxV5Q6g578P4WaZUP7fg1isgMedvmJBzycWo2plXIhT3+wvGwzraDTTCv61UwrqTTTysVJzUOSacZVQnmBzPGPrjDMqq43rFZRTdYbh+p44zC/vFFdxRs1Qvt+Ren+8ka2sN9fUZahTc58R6nzHusEMmMO2UBmzWS8V8u1mtVPrS1rtSwdq9Xxy2p1VaxWLxQ7il5UreZcd6wWfd2sn4xVGoTyApncgfNZ7nyeU6obyGwYp9rt29bf9qOg4IV9Xb/a7WrbC8GLRrLtqrFOu2riV7tqqtKumh0U2D3M5sm0qxbuW7DVx28pa5VWOlZp7ZdV2qhYpe1Bq7iH2S4Zq7QPOX069/4yS9tjAx1CebHH0lnCHhuIpMpNEXMnh7uZuRNnMk07s46ezEwns0iq3BQxmXWS9W1nHd8e4Zdvu6j4tmsodqChsPs24UBDt2R81z0k3EBmj1DUQEPPUMKBhl6hfTnQ0DuUf0UpBTgDDM6AQ2SgoU9IfY6tfdf6z4TJClvQ5LaEXdO+7seLIcx+ss30SJ1m2t+vZjpApZkOLE5qDkqmGR8VigpMD3a9YbWKIbLeGKrjjWF+eWO4ijeOLk7eGBHyIfww0rVESJijZC0xWscSY/yyxFgVSxxTnCwxzg9LHBuSDGyP96O0bFnPTdDx3ES/PDdJxXOTi5PncvxwwRT3bcjqFE+VtcQ0HUtM98sSx6lYYkZxssRMPywxKxQbGA/Z/dXZobzAeChLCE9gPBQ/MD5H1lJzdSw1zy9LzVex1ILiZKmFoSQehBeFhBs4X+y+01j9oyWytliqY4tlftliuYotji9OtjghGVucGIoKxJ7kesPqH62Q9cZKHW+c7Jc3TlHxxqqQ+orSA9Ub2WIvB2JPTcZ7p7lWs/pdp8ta7Qwdq53pl9XOUrHa2aHYKEBRtZpzPWEg9pxkrHJuKH8g1gnGOkFYb1DWPC9OtRc0iF1QtSc7W86uFv34d0ELeRMGX86XbVcX6LSr1X61qwtV2tVFBwV2D/PiZNrVGvct2OpzXiJrlUt1rHKZX1a5XMUqVxy0inuYVyZjlbWhfLuoRmKnmXZfdF0oL3aamSXsvmgkVW6KmDu5Kk5mZezMrvZkViZ/ZmXiZ7Ze1rfX6Pj2Wr98e52Kb68PqQdi97dvEwZib0jGdzeGhBuIvcl9u7I6rjfLyr5BR/Zb/JL9VhXZbytKst+ejOwbQ1GBuztc7a2O6Z2y2t+lo/3dfml/j4r29xYl7e8L+TD8eb8rudVBfEBW8gd1JH/IL8kfVpH8kaIk+aN+SP5YSDLwtsmP0jbLeupxHU9t8ctTT6h46smi5Kmtfqi8LeQ8bPK/hnWfRlqA2VoB8ynrUjqX2kYuWb82n5b1xDM6ntjulyeetVhP5PdEvBLdP3iuKPni+VASjxYvuB8rlgNelJX7JR25X/ZL7h2qcr9SlOR+NRm5X5NV+HUdhd/wS+E3VRV+qygp/HYyCr8TEm5s891Q1Fzd9/K9+0cOZ67u+6E4c3XdFLJHSC6Z+UEob66us3DImT5MvThzd80PQ7HRS7ti9Sdh28InFjZyJBE2sPNPPGZl/32c6OVH7pux1aX/WLapfqLTVD/1q6l+ptpUPy9Oin6RTFP+MpQXj95yyxphfuX6w+r275T1x9c6/vjGL398q+qP70KxMemi6o9sYb/Poi6j1JyJSTtx6FBuHrtzf7E774JcTPr7ZPz3g2u3kDB/lLXbLh27/eSX3X5WtdsvodigSFG1m3PdsVv0dXN3Mnb5NZQXl6YE5/Oc2nQ+z511OOZvcardvi39B7bI8X+q3ZY1cbXb+as/sOW/nrjabdvEqfbfZdvWHzpt60+/2tZfqm3r74Miu4f5TzJt61/3rdjqpv8na5c9OnbBFL7YxQgr2iUQPmgX5zCD4STsEgrn6+fx+jPL2iHlcDgvpFw2S9gh5ciRmyLmTlLC+Vcdk1k5O7NUT2blnMzsVcfl4meWFpb0bnpYw7sZfnm3hKp3S4ZjByCS9W5BjxEFDUDoTm8zSyXjvdJh4caozXDUAERmOOEARJnwvhyAKBvOG4BwJtGhl/OAwhEZgLB8HNNdTXZkyTbG3ttuLnLodFfLhz0DEBVkm2pFnaZaya+mWlm1qR5SnBStkkxTrhqOmndQzfVHQJiHyvrjMB1/VPfLHzVU/VGzOPmjVtiHoGJt1xYhYWbJ2qKOji3q+mWLeqq2qF+cbNHAD1s0DEvOX2jkR2mNZX3XRMd3Tf3yXTNV3zUvTr5r4YcTWobzz3EQGUaaYc9xaBXOP8fByDBby/qmjY5v2vrlm3Z5pafFKz3uH7UvTt7pkMyjzuHuR5jlko6yluikY4nOflniCB1LdClOluiajCW6ybqgu44Levjlgp46LuhVnFzQOxkX9HGHM4TZ19s97idrjyN17NHfL3sM0LHHwOJkj0HJ2OOocFSMfrC3izxE1iNDdTwyzC+PDNfxyNHh2Dh9UfVIttjLcfoRyXhwpLf7PUrWcqN1LDfGL8uN1bHcMXECREXVcvnvL06AaFwyljk2HLuGnIPSnGFwN1Y/fi9Uu10tiavdftmJq92+vh/ictmy7WuCTvua6Ff7mqTTviYfFNo9zJxk2tcUb3dyqqxlpulYZrpfljlOxzIzDlrGPcyZyVhmljtq5ZafWT53fzNPmL18FnexOvcuc1PE3MmccP7Nvcmsgp3ZXE9mFZzM7M29K8TPbJ6sf+fr+HeBX/5dqOPfRXHi9geqf83FyfhviSduv9Tb0V0mK/9yHfmP90v+E3TkP7EoyX9SMvKviI71rvR2ZE+W9cApOh5Y5ZcHTtXxwGlFyQOn+xFAOcPboTxTVvqzdKQ/2y/pz9GR/tyiJP15fkh/vmzM9gI/Slst660Ldbx1kV/euljHW2uKkrcu8UPtS6PisoEMIy1ox2Uvi4rLBjPMy2W9cYWON670yxtrreTNRGJvJPKIua4o+eOqZB49rvZ2ltfLyn6NjuzX+iX7dbqyX1+UZL8hGdlvlFX6Jh2lb/ZL6Q26St9SlJS+NRmlb/PEUG8PR00J3xhOOCX8jvC+nBJ+Zzj/lHAO77TwSN2R8C6N6Kh91/pz/QsStqC5/vbfJx7zsu8vTnT0bu9QwD2yTfZenSZ7n19N9n7dJvtAcVL2wWSa9EOeuPdts48Jmw97hwsekfXJozo+ecwvn2zS9clmjdh35DgAfZIt7PddVGbUmzPv1073MFPYcfBt1vP7jtS8s5CNfT+ejA+3eIcqnpC13ZM6ttvql+226druKY1gS+Q4AG3nXHdsF33dfDoZ2zzjiX/zC2/8mxKdPWgiU3q2x6l2+7b334OcXS36Ma6Ctq5POO3gWdk29pxOG3verzb2gm4be/Gg2O5hvpRMG3vZ263fIWubV3Rs86pftnlN1zavH7SNe5hvJGObN93+oHv/mRXt0PVbntB1xSxhh64jqXJTxNzJ225m9s0SB69kZ/aOJ7NKTmaRVLkpYjJ7V9bD7+l4+H2/PPyBroc/jDNgETn2o4d1t8IxP0rGgx97YuGfRA9YfJp4wOKzfTpg8XmcAQtnkILDeYgxv9gL3dqC5k3af59YWPu6/29O5pfeAYuvZJvsTp0m+7VfTfYb3Sb7bXFS9rtkmvT34aj5DT94Byx+lPXJLh2f/OSXT37W9ckvxcknu/0IVv7qHVj4TdYev+vY4w+/7PGnrj3+Kk72+NsPe/wTlpwn8a8fpf0n6789Ov4TKX7t+JWi6T+r5OLjv2CKD44IpXg61+EUSXukpGjYI9Uve6Tp2iO9ONkjww97lEhx+igbG3xs2F+WHbb7vSVT8r4sO5wl7H5vJFVuCu/Bo5JZStZepXXsZfplr0xde5UpTvYqm5LEQ3S5FOEG8su770DsFSZrkYo6Fqnkl0Uq61rkkOJkkSrJWKRqSl5g+IzOq4JmNdcn7Bkm65PDdHxS3S+f1ND1Sc0U/wPDhdUn2cIe30JlhoE585kTzL1OhfD5wdfO1QjmnYVsYLhWMj6s7dqOPclkbVdHx3Z1/bJdPV3b1U+JjT4UVds51x3bRV83GyRjm4YpsZuY8xMpTdhjqm5JjeJU+97e9NV+2Xuv2u2/T1zt9vU41d5Yto010WljTf1qY81021jzg2K7h9kimTbW0nlrDhuixP8A

Try again

1 Like

It works correctly now.
Thanks for your fixing.