Dimension Fusion Destruction bug

  1. Bug description
    Opponent’s cards and/or effects activations in response to Dimension Fusion Destruction are possible when it shouldn’t be.

  2. Bug reproduction steps

    On the replay provided below, the opponent activates Escape of the Unchained in response to Dimension Fusion Destruction.

    Spoiler

    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HmwGW8AL4EXwEngZbAWvgFfBa+B18AZ4E7wF3gbvgHfBe+B98AH4EHwEPgafgE/BZ2Ab+BxsB1+AL8FX4GvwDfgWfAe+Bz+AH8EOsBP8BH4Gv4BfwW/gd/AH+BP8Bf4Gu8A/4F/wH1AydKggAIJAAyHAEzRZmSAMskA2qAQqgyqgKhAgB1QD+4HqYH9wAKgBaoJaoDY4EBwEDgaHgDqgLsgF9cChoD5oAA4Dh4OGoBFoDI4ATUBT0Aw0By1AS9AKtAZtQFvQDrQHHUBH0AkcCY4CnUEX0BV0A3mgO+gBeoJeoDfIB31AX9AP9AcDwEBQAAaBwWAIGAqGgeFgBBgJRoHRYAwYC8aB8WACmAiOBpNAISgCk8EUMBUUg2lgOpgBZoJZYDYoAXPAXDAPzAcLwEJQChaBxWAJWAqWgeVgBTgGHAuOA8eDE8BKsAqcCE4CJ4NTwKngNHA6OAOcCc4CZ4NzwLngPLAanA8uABeCi8AacDFYC9aBS8Cl4DJwObgCXAmuAleDa8C14DpwPbgB3AhuAjeDW8Ct4DZwO7gD3AnuAneDe8C94D5wP3gAPAgeAg+DR8Cj4DHwOHgCPAmeAuvBBvA0eAZsBM+CTeA58DzYDLaAF8CL4CXwMtgKXgGvgtfA6+AN8CZ4C7wN3gHvgvfA++AD8CH4CHwMPgGfgs/ANvA52A6+AF+Cr8DX4BvwLfgOfA9+AD+CHWAn+An8DH4Bv4LfwO/gD/An+Av8DXaBf8C/4D+gZOpQQQAEgQZCIAPwkFlWGPBEWlY2qAQqgyqgKhAgB1QD+4HqYH9wAKgBaoJaoDY4EBwEDgaHgDqgLsgF9cChoD5oAA4Dh4OGoBFoDI4ATUBT0Aw0By1AS9AKtAZtQFvQDrQHHUBH0AkcCY4CnUEX0BV0A3mgO+gBeoJeoDfIB31AX9AP9AcDwEBQAAaBwWAIGAqGgeFgBBgJRoHRYAwYC8aB8WACmAiOBpNAISgCk8EUMBUUg2lgOpgBZoJZYDYoAXPAXDAPzAcLwEJQChaBxWAJWAqWAZ6YzloBjgHHguPA8eAEsBKsAieCk8DJ4BRwKjgNnA7OAGeCs8DZ4BxwLjgPrAbngwvAheAisAZcDNaCdeAScCm4DFwOrgBXgqvA1eAacC24DlwPbgA3gpvAzeAWcCu4DdwO7gB3grvA3eAecC+4D9wPHgAPgofAw+AR8Ch4DDwOngBPgqfAerABPA2eARvBs2ATeA48DzaDLeAF8CJ4CbwMtoJXwKvgNfA6eAO8Cd4Cb4N3wLvgPfA++AB8CD4CH4NPwKfgM7ANfA62gy/Al+Ar8DX4BnwLvgPfgx/Aj2AH2Al+Aj+DX8Cv4DfwO/gD/An+An+DXeAf8C/4DzC+kKWCAAgCDYRABmAwIisMePY2KxtUApVBFVAVCJADqoH9QHWwPzgA1AA1QS1QGxwIDgIHg0NAHVAX5IJ64FBQHzQAh4HDQUPQCDQGR4AmoCloBpqDFqAlaAVagzagLWgH2oMOoCPoBI4ER4HOoAvoCrqBPNAd9AA9QS/QG+SDPqAv6Af6gwFgICgAg8BgMAQMBcPAcDACjASjwGgwBowF48B4MAFMBEeDSaAQFIHJYAqYCorBNDAdzAAzwSwwG5SAOWAumAfmgwVgISgFi8BisAQsBcvAcrACHAOOBceB48EJYCVYBU4EJ4GTwSngVHAaOB2cAc4EZ4GzwTngXHAeWA3OBxeAC8FFYA24GKwF68Al4FJwGbgcXAGuBFeBq8E14FpwHbge3ABuBDeBm8Et4FZwG7gd3AHuBHeBu8E94F5wH7gfPAAeBA+Bh8Ej4FHwGHgcPAGeBE+B9WADeBo8AzaCZ8Em8Bx4HmwGW8AL4EXwEngZbAWvgFfBa+B18AZ4E7wF3gbvgHfBe+B98AH4EHwEPgafgE/BZ2Ab+BxsB1+AL8FX4GvwDfgWfAe+Bz+AH8EOsBP8BH4Gv4BfwW/gd/AH+BP8Bf4Gu8A/4F/wH9D/0+9/IACCQAMhkAEyQRjwekFWNqgEKoMqoCoQIAdUA/uB6mB/cACoAWqCWqA2OBAcBA4Gh4A6oC7IBfXAoaA+aAAOA4eDhqARaAyOAE1AU9AMNActQEvQCrQGbUBb0A60Bx1AR9AJHAmOAp1BF9AVdAN5oDvoAXqCXqA3yAd9QF/QD/QHA8BAUAAGgcFgCBgKhoHhYAQYCUaB0WAMGAvGgfFgApgIjgaTQCEoApPBFDAVFINpYDqYAWaCWWA2KAFzwNys//+G6/8///+R9eFWqfA2VkBTQnl1FYWfxqKRELy7xSBzIEPJK9R//++q/5SV29cElDwlzLZI/3+81cUn1/x6rNwfK/1TO64JKnlqmO3eSP+p+jfp5x8IP6lv6+U6aYYjB9mo5wb9DmvrN/17+l0ZUvKCYbb1FJ6Xcc4/UI7z5nvHla70z2m4Ts8fLczWnb7mhPtOX3Olf//7K/X8CYXZxp4/4U0jR2jq8UiEBVzpT3iqlabkZYTZxqWv/+uXSLq/eEyftEOu9K+/tInu4Mww29j8QeOSiKYlHrUl/atd6W/bukjPn3CYbZHi+Cc3gh3Zpm+srdePlf7xZ/TU9c0Ksy1SnAswvbPSOG/Gua2t3/Qn/HGb/ofZYbaknx3ZnxM51kq9wF0tnK3v87/rAd3/lcJsST8rst8qXw9XUpRG2c7Wb/pfLFmnp185zNad/0Y+rTTTpD9hbf2mv/CJ+/T8rxJmS/qWhBE7qrRb0dXa+k3/gYFNdP9XDbON849+EWdnm9paW68fwTu2vDcZyFDzom5qKdwK7ta8sBsYp4RmnP6Aurb0CG11Rn1lyjFvaGfNahMUVewAvudPcBm8G1zXuAyFBwuVZD9C2IFq2YE4u76ZYrisQCO4mh2s7j6Yd5Z5RUdPOVComPpy1XphzWar339s/+RGson7AnWLtdVT8lQtWOmTo0pAzWarpx+wipCVPmXW/eM3fdRSAoFstp7+0Gf6OEEJBLPZkj/WH1vnv6fp4zK9JZPN1tOfekxf8G4674nrzgh4Lg+8y07ygUaq4JX2IL83VhXBq+2ebF5T8WhzXpH3bPPaig+b88r9dWbKgVwuYmVN2+ax2WTtt2yabL9ls2T7LZsk22/JHLtfMDWAb5mYSsCUJqAIphTwJE0dxaM0BHmWJlfxIQ0laJ+R5lClHNKQFaY0miIaKB6lOUzxKM3hig9pGio+pGmk7EPSMBWGb2mYOsOoy+slqcublCdVpuHwpHEzxaPGTOfhWeMWig+NmR5kn9GYaUx8q8G0J7SJAvyiqPp5qWH92vQzEMZkKOxqb+zS/7dgahRP2rVTPGpH2p61YyqWhmaqYXe/IOkfMG3LPqNfJzsrdq+fYBoat26qrptm6mZMTqM4umnZgqlqPOnWRfGoW1fFh25MjRNxZkLdEv0/kafsQ9p113GQUrZ2oocSp5mmR6NZTyVKM/1/i16KR816K7ZvtLJy1AjOV3zo1kcph259lX1IN6Zgqq4k1k0wNZPZNNEVYoomT3IwjZNnOQoUH3IwLZRvOZhGap+Rg+muksrBNFieFGCqLM8KDFd8KMDUW74VYKqufUYBphRLqgBTjZm9XUUw45jd22XmMU/SMDuZZ2nGKz6kYbYz39IwO9o+Iw2zuCWVhtndGIoKjFPUu++9VhWFiqvLy0CkJ30mKz70maL40GeqUg59irkIdd/Qp1AxB6jIfSUQymZL9111/f2eDICJaUoZ+k9XXN3oGYpHuZnhz7PcsxQfcjNjoG+5mWHwGWXfkNvab8kdu18wU2JSuZhB0Wgv1lMyuEJSiRtLn1eO7DBPJ3l2mNmVPDvM7EqeHWZ2Jc8OM7sSZAczRXryJLNJevbkQsWHJ5md0rcnmc3yf0YEZuVM6klm6zS7J3b6mn73onvCHJ4N2JWp/zPqLLT4b6SFMdkn0Z2tEMHUn8Y3xV0EE4B2U0wjkGZwtZNUTmxaShly8mWYZ6Mcq/gwCpOS+jbK8Vb25dsZoyktH+xToAqmNjXaTX1UsVLfHhW5/N3lZNITXOXn0k/0c+knlefST1b8N6P2dhlJ2ow6RSmjDJyqRJTqq4rTFKs8fLpss65OdpgylUfY6Tpo0OjlIRAqVMyK34jSI9gGPNTpebuNiJwU89xyHYG6qho5iGDaW6sCISu5XLKM/WQ92SOYFjf23mXme3JdzHwrvy7mCSbXxfRF8nuXqWuCexfT+xrS5CriHOv3fqpgst89LlBMFuy5QK1WfBQoJh/2XaCYrPh/RjgmXU5a4JiM2agY+gumZN5jIZnS2bOQaxUfQjJFtG8hmVL6f0ZIpsZOKiRTZu+xeky57Vm9KxQf6jGFt2/1mPL7f0a9q5Uy1LtGiarrOH5YDeWx61rFbvuF1aizDMd/LSiusxLKt0PChv6quF5xWkE3KBLccqPiwy03KXaz03DL7q4k6VFvVsrhJKaCj20h7W0nmU5J7iTTKQlaSLcqZTiFqeytFhIz2puuOenELiFFre20kJjnPq6FZETpEWwZGrEyPVdJPDSSl+D/JfoIJtS3WkiRgwjm13e3kKzuNdlKDNkjmH/fbwnf0xEHU9fkupgXkLyEm7omKOGsI2C1kO61ftdbSKwqsMeFjVUJPBc2Vi+QUthYAcF3YWPFhP8ZUVn5IWlhZEWISOuJdSH2WGTWlfAsMutPSBGZNSx8i8yaF/8zIrN2R1KR1ysSlN2g+FD2aUWSsgjkW9mNyv+Qss8qZSi7SYkacUPPHCXE45jiOR08YabXnzlG88seJotExB3peSXyDZB+lQSKzUpU7RwZz8sjdouSYDzPiEo0nmesDkN0ZytEsFZMZDyPFWNix/OsOF/jeaw649miWxVJFmWFG98WZUUco73RrlKPTRqPRoXEa3ae6v+2TieyO+p0yDfxuiVOvhWimkdSBevrWO1kltmJLfvJdEp6iW/5ydi3ZWUsSwL1jGTs7rJjtxnO0kJ+2897+56QrCcmWAIpaZlnaSSr/cwKSWYJ/fvSVkFVzaaDZfa6WDdpqmK4Kdf+atGI0iPYarGHTfDJi/l3nGWsk/pIiXoySc0Nq2Ez44SxbBO7Ik+TqdniE8VpbRunFFbFp9Zl5ariM+t3ve25TZFg4M8VHwberkgy8Bc6+ijeDBx7NglN/KWyD5n4K6UME3+tWH6x7156tcRVim8Uq+JSnYrLiIpExGad+FaxG7Es8bXHbmGJMM9uYSkxKW5hOTKrHkl0xISOYPmyfcYRLLOW1BEsv7bHyrF8m2flWOZNinIsFedbOZaW22eUYwm8pMqxNJ7ZErH10pSWjd4Zroo/lagWpNE+VUN8nyhYRs9qn6pWMTeiIhFxJ8Gae1azhqX3PD0MwPJ8nh3BMn5SHMFSgL4dgc/3GUcw3XVSR7D0odVE4ekr0wJ33DJev09X53lljVjBuohmE0X/H4WK2UQxovQItvUU5/VFsmhl7Gm4j7qbjzAWYORoXa1DCJZjNCqOboJFGWNvP1ZcbFJJZWeg2rPZWPxRitlYQNK32SpZEuUqorL1u97cqiIjH6r6yQchKx9yypMP1falQrdfWYWuumq3gvaXIeIBfkSsIUvEmuURsda+JGLtskRk8VZzXCDSL8oOCdZypYJkXEC1ko/sjh8XONi63+ZbIar1/dkhVjnXK9A6MixS149FcmVZhNVrrXEBd0LJsqRM6xy6L1mnflnWaeCqdA+LrnTRNCcQ6k4YS/xa7a4AtqLdZURFIuKO2tBO7APlM5VXi1S9iWYk1kh1+mp2I86IikS4P4Y9G7vqGlYW9tSIa6J6fKmsqSyPNZPpseb7ksdalOWxlmrUeBM3F901XKVo5bKC7SsjKhIRm2WitVNhtfHqhLZendBOlhNYwtp6ZTR2Z0K1O+xLancsS+1OdlViFWn9Z0OV3DqqONJVlRzlVbzOXsXrIku8rn7F67YviZdXlnjdXdVBD7vYbu7SOqiqmWFdANXog/W0+2D6/ypUzD6YEaVHsK3HWUQSDUQOwNIZ7p/YPljcgI11Ur3sPph1CNHb6YPlezVSH7vxEm8kK9esA8Sel51IX1km6+fXZP3tvpcqBrjqw4Fer79AxvUPknX9g/1e/5B9qZANLauQDXOqsOFexRshQ7yRssQb5Ve80fuSeGPKEm+sV8XGyVBsvCzFJvhVbOK+pNjRZSk2Kboe07NbzQmaw8mFruZnsIFiNj+NqEiE+2M0P4vsxKyTUbWgWSlOdhLT7MSIsiLiTnuKXbFZYWKqU7EVe3XaNNsk0U4zzmFlXeccYj7h2ISmy3LbDL9um+n1WmclKVXWqSa71qhEZsu6zhK/1zlH/4OTlPQoVWJuWaVmnprgieqcc9cOVMV8uwzYp64Xl5V5+l8tUJ1xArsMGFGRiLiTWOjqE5R6dcEiGS5YLMsFS/y6YKn+B1OUaBeYKid3galycheYKse7QCwrS+Xlrvb+imhZdcEULWB+53KMI6sWiJI1EhF31GPtW5sVJo5zbm3Hq844Yqx2drK7yX5xggwTrJRlglV+TXCiqw1/koz8OFlGfpwiKz9O9Zsfp6WyUJxeVqE4w2mfnylDmLNkCHO2LGHO8SvMuakU5ryyhFktQ43zZahxgSw1LvSrxkWpVGNNWWpcrEY9wZGj8tPKeIJjrRr1BAe7cpXQSv5qnVOV5NoPahlRkYi4k7jE1UK4VIYDLpPhgMtlOeAKvw64MpUOuKosB1ztaj1cY0vefPOPqqLWCdPmzCNMl8V+KStYqJijhUaUHsG2nuI8sZETQeyE03mxp5bkI65TncdEIwcR11tXUU/RrBey2GfMd3JDgjb5nuaneeBytMlvtLI0VxE3uVoIN8sw/i0yjH+rLOPf5tf4t6eTUHeUVTDudFoQd8kQ7m4Zwt0jS7h7/Qp3XzoJd39Zwj0gQ60HZaj1kCy1Hvar1iPppNajZan1mN0CsbXRAkqTJgeq4vHoziy7cgLmoN8TaoJnGcwubyDxM6RPulogT6kexyjWy3DBBlkueNqvC55JJxdsLMsFz7paIZuiWyEcS9PMMYznHNk1+40xIyoSEXfU51VrDMMKE5tVewxjS4JbRazGdvIxHzuXX5BhkhdlmeQlvyZ52dVC2SojP16RkR+vysqP1/zmx+upbJq/UVaheNNpgbwlQ5i3ZQjzjixh3vUrzHupFOb9soT5QIYaH8pQ4yNZanzsV41PUqnGp2Wp8Vl0C4KHznICqtGC2BbdgmBXrhpayV997lQluapVlRhRkYi4k9juakF8IcMBX8pwwFeyHPC1Xwd8k0oHfFuWA75ztR6+tyU/7Y8t+v2zljOG8YOaYAzDiNIj2AY8vFKSt9uIyEnp4ttjGJGDiB1q9BgGl0uWsF/sLEdrbXcT/ezue0Xr6uPO/icrS3MV8bOrhfCLDOP/KsP4v8ky/u9+jf9HOgn1Z1kF4y+nBfG3DOF2yRDuH1nC/etXuP/SSTiKVFLh1IAEtQIBCWoFA5LU0nv1/tQKBdJIrYyy1MoMRNU5xhR4IXMyhnDAmQIvFHUUPSLuKFlWQvl2SNiIUkV2wGl9VJLhjsoy3FFFT2S8Uj537C437INU9escEfDfMimvc0ROWc6oZqmmt0z2s37Xq9HqMhTcX4aCB6RCwRp+FayZSgVrlaVg7YBdhR4oQ7SDZIh2cCpEO8SvaHVSKVrdskTLlaFUPRlKHZoKper7VapBKpU6rCylDk9e4zV01XiNZAjaWIagR6RC0CZ+BW2aSkGblSVoc1eN10L/hbXHA+OUQOOfhoSMbm5LVzXYSoasrWXI2iYVsrb1K2s7/Q949TcVshYq5oAIQtGEZetldaE8xd8q3GYTWfMz4OJtkaP2Zdmyg1ONd5Rhuk4yTHdkKkx3lF/TdQ7EvzWyt/tdlumS7bdME7tfdClL9K4ylO4mQ+m8VCjd3a/SPfYlpXuWpXQvuwdun184YK5p29vVA7ev0ogKJ6jb8gPuOQsJEX1kuKivDBf10xNZqnh30e6u1rfD+vt12IByjOHs7jsC00HlGMMZWJaDCvSdvO1srNg6SIbkg2VIPqSiJR/qV/Jh6ST58LIkHyFD5ZEyVB5V0SqP9qvymHRSeWxZKo+z+huNVDHeLuSqIibIkH+iDPmPrmj5J/mVvzCd5C8qS/7JAWt1W9UQQUyxPRBQxFQZHiiW4YFpFe2B6X49MCOdPDAzEFmyJYEHbC/MsqXXFDFbhvQlMqSfU9HSz/Ur/bx0kn6+F+kXBPjKVQ+qpwaj/nqhl78uleGVRTK8sriivbLEr1eWppNXlnlRe3nAmopx64+vaPplZofEioAzFaM9bWJkd/xUjMfYo9pWiP6zY1fVAlUc6xrVPk6GrY6XYasTKtpWKwP2/Bdxttpddkddyap0stuJXux2km03KzdD4uQyBi3iHxs4xbabHRI2xkwD4lTbbgFxmgy7nS7Dbmfsmd2S2siK263dzpRlt7PSyW5ne7HbOfYXNAFxrv1dTECcJ8Mdq2W44/yKdscFstxxYTq54yIv7ljj+vru4kDU9K/MAmlNHrg24MyTZL+IY04Sq8XNk2RUieusgdWuVpi4JGC/iHOpDPNdpicyWvFvPmu/ff4x524f4PKKNuYVsox5petL2Ktk5P3Vezvvr6novL9WVt5fl043heu93BRu0IMyCJpgTPopbrRvDHbz1phpSN91UyDBbGxGVCQiNmvEzc43s7fIcOKte9uJt1W0E28P2JOv73716jvSyW13enHbXTJccPfedsE9Fe2Ce/244L50csH9XlzwQCBqCmpmfNS09cYU1A9at6PhxiyQ4iFXl/phGeZ5ZG+b59GKNs9jfszzeDqZ5wkv5nnS1Yp9yq6s2IVhGNExKqv1gegFCrVssSHgvLUVqdzE0y6/EfNMbPWXTardOfDGsqq/7jHXYlR/z7paYptkmPe5vW3e5yvavJv9mHdLOpn3BS/mfdFpEL0kwxAv721DbK1oQ7zixxCvppMhXvNiiNejR5O5g+UEdxqjyW+4qr43ZZjlrb1tlrcr2izv+DHLu+lklve8mOV92yzT1DqKqp+n/lNY4xM1ID5wjQV/KMMsH+1ts3xc0Wb5xI9ZPk0ns3zmxSzbXGPBn9utGts4rNrJaN9212ifPd+jERWJcH+MVs0X9mifFSa+dEb7vpJhvq/1RErNC7S/kLPPKeZ8pBvzm4o25rd+jPmda5j/exl5/0NF5v2PFZ33O/zk/c50uin8FCjjSamfnVG+hyvp//7F1Yn61b45dB41KKSqlcKqFjBvDr8FnHWEAoWK+ZKHEaVHsK3nOkiu63cOYm8T3EQSfcTv9o3FOoT4w7mx/CnD3H/piVyoeDe3cUNcVdO+Zh6NjI2z0tlj8/9d0ebf5cf8/1gWylXFv66O7n8ydOJRrvMU7zpZMZZOsTHW/j3WiCeMKlSjQNCHRsFgGt2gtGAZN6hQ0L5BUcZERtDuKGcGJRgqnK6GyqpoQ2X7MVSldDJU5bIMVSUY1VfSZdZ/ivS+kiqqWrtad/nguYDRGs7RzPVRRNAZ47O/+zaiIhHuj9Eazgk6vfRqMpy6X7o6tXpFO3V/P049IJ2cWiMYeVna5VRR03KO3garFbSHockCUTsYNesMuWIt9XtgMMH0uEZUsqV+D7IOpNfOB8uw6CHpatE6QX+vYlr7d2fRKGfV9WPD3HSyYb1ENjzUqWnryzBHg3Q1x2GpMMfhfszRMJ3M0SiRORrLcMQR6eqIJqlwRFM/jmiWTo5onsgRLex2lSWP/rN+yvYRqmjpqsSYjLuVq2nUWoaR2qSrkdqmwkjt/BipfToZqUMiI3V0NX86uVooR8pwylHp6pTOqXBKFz9O6ZpOTumWyCl5Tguluwxz9EhXc/RMhTl6+TFH73QyR34ic/QJRo1eUx/lhEL67hzRV9/VVDE78yG6TMHzIyLmmL3McGQ5K+tjdOj7BaOWqMBIOUEzwf7BBKunGlGRiLhTHmAnpjwS1tS8KmFVCzG2niMGOkMNWshKzIiKRMSdWUHQGh+3wsQgq2h0E4ODHhc+GRL0NwbudmJ5LW5c38q6zvXF7A9bJzc0FUVgmJ8iMNxrvo7weVuRka/W/mT5apzYyFTk6Sg/eTo6nW4rYxLdVsYGo54sZIzQmnRoXDD6ycJAthjv1SMT0tUjE1PhkaOD8e8XJ3qv2P6DSenkk0L9ZILm2QdEkfWPxmFFTPYq/5R0lX9qKuQv9iv/tHSSf7pb/hleFZ+ZrorPSoXis/0qXpJOis9xKz7XuuvPtaQT86zG1wIx36sfFqSrHxYGI8+UzeNUeG7jg/iX0UutEZ7x5mMki6wcWCgWe82BJemaA0u9XsGydL2C5ako0yv8lulj0qlMH+su08e5yrQpiTjeKdMnePXDynT1wypXmQ6qO/Tc2JgVlyMnOmWaCHGSU6ZP9poDp6RrDpzq9QpOS9crOD0VZfoMv2X6zHQq02e5y/TZrjJtZrk4xynT53r1w3np6ofVrjKtqdTRCerp850ybbzUfYFTpi/0mgMXpWsOrPF6BRen6xWsTUWZXue3TF+STmX6UneZvsxVps0sFZc7ZfoKr364Ml39cJWrTIfUcGbsQYwrvtop00SIa5wyfa3XHLguXXPgeq9XcEO6XsGNqSjTN/kt0zenU5m+xV2mb7UH0BRV3OZV/tvTVf47UiH/nX7lvyud5L/bLf89jvwBca9X+e9LV/nvT4X8D/iV/8F0kv8ht/wPe1X8kXRV/NFUKP6YX8UfTyfFn3Ar/qT+m/GITyNFPGUXflUR671aYUO6WuHpVFjhGb9W2JhOVnjWbYVNQWvadkU97KpeQfGc7YeAIp736ofN6eqHLanwwwt+/fCi/gfblPTwQ6FivkqK+iwIxDbgZSkwzeN6YS+5/faybS9NEVu92uuVdLXXq6mw12t+7fV60P96U3vLXtZ+y16x+8Ubbnu8qf9Wk3/UU4xVDPkrzoyz5wzEWwkuzTx08kszD13+pbTMrEt+aWbWJLi0t736+5109fe7qfD3e379/f6+ZIIP3P7+MBi9grlirWAeEB8F/axg/nEw6Xqun1ituz6q+NSrAz9LVwduC1bwm46f+3Xn9gSNPdN95b/7mu7zv9qf+MLtvi+D1gz4lXps0lRjBvyvbNupzgz4kd1RmYIi4mvbdlaIas2A/41tu4D41qvtvktX231f0bb7IRg/DbL1x8nkSZjFP6aTHXe47bjTckzfgPjJvjF+XKNFUFWzwmquyo1RET8H7YlPctVCxWytGlF6BFst9jAJPnkx/45zjXWGvwSjHjZVM8Jq2LwQ8Wsw+mHTYLb4LehMY2mcUjgofrcuK1cVf1i/9wuIP70Wir/StVD8XdGFYpd+Aj0Vf4Ui2b1a/JNOBeNfd8H4zy4YquBcrdexdAN4c1BAS1MHUVYr1EHkmzQHhbQ0clCG5nJQpmbdxex6OifDnDmey7am1cig5uddFyMqEhF7+SJLs9/5yvbqwErp6sDKFe3AKlrihb2SuqxqOrlMuF2W49UN1dLVDftVtBuq+3XD/unkhgPcbqhh33Ps+LBi9m1rak7fNjpVPSIu1VpWQvl2iJkdqqht1YZ63/ZAr+47KF3dd7Bmvf2nhHeXK9b+lDnzEL/OrKNzipIaZ4q6buflala/NtIG1/u19TSnXxu0kovsju/XHmpbzgrRf3bM2dk6IOprzqz0rKbUQIueHugw25IBcbhXSzZMV0s2SmdLNtYSLw1kJZBM3rjsPyKVVm3itmpTyy16n7eZFj+xlGZOLNVcc95utuc+MyeW0hJPLNVCi1pEjHU8cjLNxFpqTosv00rMXGosM/FiCa2ss9S7ra29erqNJn+yWndMmb5t66rIrT/Y276Nuvp2srzZPpXe7OD2Zkfbm6roZNvJ/tvcgDkec6TjzVx70jMjKhIRd5SjtKjX+FmhKjdoJtbZlVj0a/yRiLjEutiJ3XHLeL086PrlamZiXV2J2aXGiIpExCXWzU5s5fY1ASVPt4s1326ek5hmX6YRFYmIS6y7Zs0JYIWJHpo9J0BP2yBOOTKSXeUkm9MwPtk4g/SqyHLWu6LLWb6sctbHvsepoq8WP5WJlaAt+W7OTvSrSF36V7QuA2TpMlCzRmj2/P4nCtz3t0FaVAeFnLGW0xusJZhNxIhKsJyekfIQLWrAmhZjTthMbKirvg1biRlRkYjYPBDDNHuEZbgMK46oSCuO1FIxxYXmZ4oLmZYa47bUWC1q9TS9PaX/bDBWTxtn3V/0rup4GaJOqEhRJ6ZC1KP9iDpJpqiFblGLbFGtLNF/lNVn5QXEZM01rZ5ev0+xRQ6IqTJELq5IkaelQuTpfkSeIVPkmW6RZ1nK6R2x2dbvenenRIaKcypSxbmpUHGeHxXny1RxgVvFhVpU+x1t9A6yMUFYqWbNOKb/L2vGMSMqx1w4OOEkYYu0qEnCKPs5WWaCizWnWs9qoCjOJGGRiFg1xBI7sZEPDdPUvLAz49hSLcGMY0ZUshnHlmlW78IKE8s1u3exQvPYSz9GsxqKcq1pXMPKus41xKRlzyp2bCrseZwfex5v3wpUcYIt2epRq1VV3d9ZgGWllmABFiNKj2BbTzGdaZ0Vl2y9FGy/HOx1AZZVttzWIcSJjtwneZX7ZK188ytaB42NsfZ7uUsls4JxYqekwgan+rHBaZYNclVxul0jqOIMr3l9Zrrm9VmpyOuz/eT1OTJrhHPdNcJ5mt2VWu1VuPPTVbgLUiHchX6Eu0imcGvcwl1s3XnzrSzRf4YsbtJbFWut0qh3pdZ5FfWSdBX10lSIepkfUS+XKeoVblGvtJTTq9arLIFb21eaGzIHbq/W7O+Hc0NR+ZGb4Nnna+yE7CzJzTATulZzRoDth1uMqEhEXGLXaVEVPnPWWgPd19uJqc5AtxGVYKDbaKPdoNnzAvBcrbjRVY3c5NW4N2t7t/NQpjlvsX2j7N43t/ox2W0yTXa722R3OLf8O71m8l0Vmcl3+8nke/xk8r0yM/k+dybf7zVnH6jInH3QT84+5CdnH5aZs4+4c/ZR6x/6NYnH9H8I/qGpoTw9v/lpLBoJ8bi+4xjz+HnJ1pnd21vxhH4S14WM884rVMwe0B0HrwupeUqYbT1lpf0HuZGfRvrltw0729hPsh6Qlf7GXvX09NUw23qmGMYnN/LnuyJp7kqQdqL0SeDWuPQDey39LZ1/Dap5wTDbROlHLc/pMf3eqpN+0asbVDVPC7ONTT+sxCz/6TH905TY9EN7Lf2nqvYLqHkZYbaJ0l8Xyfd1HvOfonREXPqZey19a2iHbSJ9rWn+4qf7S57+Ka70Xxp/tu7PrDDbROdfGEm3cI/Sz97L6Vfaa+mbk/lXDrNNlL41hVPiqZzi06e9dmJc+lX2cvpVpacvntQi79KOi/8KmI94yg5QQ1t/fEVjbUUeBOerLGpssd5rnb/BDlTLDnzaT/38jJ/6eaPOJmbKSddhj6vPntX/aJtq1sOFiqkHOcEc82xtMcr6xLwHv7v6zFznUs1muzfSNx7lDwSy2e6N9I0vOgPBbLa6X+0Rz1wlyYinz/SNtmJAy2ZbT4lf0tqaDtmeFtlj+mKTFumMNVLFc1abi1lPnvdq881ebb7Fj81f8GPzF8tj85c0631p1W67WjaPzTprv2XTZPstmyXbb9kk2X5L5tj94mVbmoAitnqV5hWv0rzqR5rX/EjzenmkeWNfkuZNWxpNEW95leZtr9K840ead/1I8155pHl/X5LmA82aOEMNcRKcaFRd/mGCq7GWXE52NPNqK+BqPvLqrY+9eusTP9761I+3PiuPt7btS2p8rkW9TKgfQg0r5vo72zXnLYvoEwnHX4j4Qot+gVrJFl96Vforr0p/7UfpbzTnqcXdnX6ZCX1bHhd8p1nvcslzgalycheYKse7QHxvq2wdQje/qfIPLpXtMT0jKpzALj/GqKxlix1eVd7pVeWf/Kj8s2Z94+JP5d1datRBfimPA37VrIf9vTvAVDi5A0yF4x0gftOiXhFBYU0/VRT+3VFYC0QdSLMvxknoj2iF9RDxp1eF/9Ks56vUuOerkh0wLpG//ai/KxXq/1Me9f/V7JfRPatvqhuvvvhPsxpnup70+D3JwdeNeywH30l6loNHwPe6HDzh5VsOvmqUJkeGVwUyZSgQ9qNAVioUyC6PApVkKlA5ZPX3FVEl5OrvV/UqjZAhTY4faaqlQpr9yiNNdZnS7B9yZh01Uj/A1kfv9Nfwqk9NGfrU8qNP7VToc6B+kDY+9bF1OkimTgfbsugd/kO8ylJHhix1/ciSmwpZ6u2JLIfKlKV+KLJGRT3jaZOEH9FgT073MK9aHy5D64Z+tG6UCq0b70nmHSFT6yYhq9E+5Zg3NGOGSR6koNHeNGQ/NaXZCRlRMY9aGGfVLBRptHe2QkTzUOTBmS6iRch5O5U0edTJiot7Sl4pQ56WMgzRyo8hWqfCEG0sGfLtDNaUlg/2KVBFW6ud0UcV7ULO2yO7UyTpBbWXkYUd/GRhx1RkYafyNDuOlFmWjrKU6quKziH3PH+Kmh1WAqHsPMK6hJxJ/YyHEAMh0dXLLbfbntw18qyTy1VEd+v3fqroIcNSPWVYqpcfS/VOhaXy9yTD+8i0Vl/rVtpf9JMhWH8Zgg3wI9jAVAhWsCeCDZIp2GAZKg2RodJQPyoNS4VKw/dEpREyVRoZinpm3JhTLDIt7Cin9RNWrYSSPUMvRtv1tx0SNnRWxRhX/T1WhivGyXDFeKdB5uktgaRnMyEVjplYnrr9aJlOmeSq2wtj6vbaTt1e5KrbTzpRr+n1un2yl7p9yp6Uiamuur3YVbdPk2G36TLsNkOW3Wamwm6z9kSM2TJtV+LU+3NkiDlXhpjzZIk5PxViLtgTMRfKFLNUhoKLZCi4WJaCS1Kh4NI9UXCZTAWXR4+WoFuOEjqQXStCzhQ/5tvq1hBHJCL2I46xRqkD2UagONZO3aw6zLGYPGKPSzQWY0QlGos53h6LsULECc5YzMoEYzFWnK+xmFUyrHiiLCuelAornhyKXuJCyQ6JU0LJH1IJxaYmTrVbilaIamaSKk5ztRRPT3CvSKZ30iw5Q4ZAZ8oS6KzkAsVlU7kFOrs8LcVzZN4jznW1FM+zS/Tfl7YKqmo2XQmzf7E65Cw7YT+cbETpEWy12IxN8MmL+XecNawrPD/mRHLDatg8d3GBcyJhe/0LI0qP8HoisZ+kJ3JhKPrpHTVbXORqM0eOK9bYLVpVXOxq0a6VUSzWySgWl8gqFpeG7BlTdlssrP2WPMnO0orzVGQuK0+RuVxmkbkiFPUEIPdEvdLk7MSVIWdWHLtaNZcTUBJPdneV02S+WoZbrpHhlmtlueU6103UnZBUR1xfHkfcINMRN8pQ7iYZyt0sS7lbUqHcreVR7jaZyt1ut29svTSlZaN3hqvijuj2rdF6VkPGy2R3ulrPqlXMjahIROxH3OVqLN0d8vh18j0yHHGvLEfclwpH3F8eRzwg0xEPuhpED4WiZldWq/N8qMaBxcN2O0T/H4VK5O1vovQItvX0fVbqXNrK2Ix2X8JuPuIRqx3S1TqEeNSqOLqJxxLcfqy42KSSyvu4DLM9IctsT6bCbE+5BiLXu5ptG2Tk59My8vMZWfm5MRX5+Wx5Cu8mmYX3Oac19bwMETfLEHGLLBFfSIWIL5ZHxJdkiviyPWphXVhIbHWNWqgx1x0/avGKXatbIar1/darror4NRkWeV2GRd6QZZE3y7ZI0pELK86TRd4qj0XelmmRd1yV9LvRlTTa5QTMtT7ec7XT7DmrzIUSAokXDnk/FPVWiK6dqjfpjMQ+cPXt7EafOdG1mnjhkA9ddcpHXht9H4e8vsQnyzOfpsIzn5XHM9tkeubz6EElbgq6Czg7sd0lre0TIyoSEZfYF05F86VXZb/yquzXspT9JpR4GQLf6n1bHvW+k6ne96HoueVRTzXnlv/BdUv/0asYO7yKsVOWGD/JEuPn8ojxi0wxfnXdfn+zi9XmLq2DqpoZNpbboo/0uzNWq2mFitlHMqL0CLb1OFAk4UDkbMs9R/Afdh/JOoT40+kj/eXVGH8nqM9jZbIOEHtediK7ZJnmH1mm+dfu66jiP1e9xEMe3t6Ny5CQL/pR5ORLMENSvmgZ5Xk3LkPmu3EZdlWS6VWMsAwxsmSJkS1LjErlEaOyTDGqeFWgqgwFhCwFcmQpUK08CuwnU4HqGVH1ibF0X9Acdt0/w2mm2esSGVGRiLjEDrATYzJNnlEwJtSkcqrhJKbZidlTbiYYmBM1M6wKxgoTtTLsCqa2V+cc6GgVFWicw8q6Saf9DMcmdJAs9xwsyz2HeM2DOklKj3W0sqY+tROpK+v6c2Vdf70M++Hl3ZYecajMUlM/I8ETvTnnrh2oigZ2Gbj73mtVY4ZWvbiszNP/6rCMBAt9GVGRiNiPODzDaWs39Kp2IxlqN5al9hGy1G6SEXlStgy1RVOZKjezcl9vdzePltVYmS1gfjfRIiPBYo1GVCQi9iNa2rc2K0y0cm5trTOccbLYnLKT3U32izYyTNBWlgnayTJBe0sSvS3dQUY+dZSRT51k5dORsvLpKC+FpbPMwtLFaVd3lSFMNxnC5MkSprssYXp4EaanTGF6yVCjtww18mWp0UeWGn29qNFPphr9M6KegGAF4Ry1lfEExICMqCcgjMWFldBK/mqgU8Xk2g86GVGRiNiPKHC1HAbJcMBgGQ4YIssBQ2U5YJgXBwyX6YARrlbFyIzol4XqhHnNLI+wURnOg4/GmtSBoBit/7/q/L96SpxgYoyf1vBY6yRyFTHOVaeOl2GVCTKsMlGWVY6WZZVJfjK4UKZlipy6dbIMgabIEGiqLIGKZQk0zY9A02UKNEOGKjNlqDJLliqzZalS4keVOTJVmWvXtbYGWkBp0uRAVcyL7s6xKydgDnvNz0jwLbbZ6QskftpwgauuXei1l14qQ+1FstReLEvtJX7UXipT7WWuenW5La9ZdQaydTXM3voKV2/dfsPJiIpExH7EMXZv3QoTxzq99eMSFP3YnLOTTyKHOF6GGU6QZYaVssywytWyOFFGPp0kI59OlpVPp8jKp1O9NEJPk1lYTndaFGfIEOZMGcKcJUuYs2UJc44XYc6VKcx5MtRYLUON82WpcYEsNS70osZFMtVYE92C4PGknIBqtCAujhkQZiFI1eytr3X11lWrijGiIhGxH7HO1YK4RIYDLpXhgMtkOeByWQ64wosDrpTpgKtcrYqrY3rrtZze+jWu3vppf2xR6K1fW1Zv/To/7aTrXb31G1x16o0yrHKTDKvcLMsqt8iyyq1+Mvg2mZa53alb75Ah0J0yBLpLlkB3yxLoHj8C3StToPtkqHK/DFUekKXKg7JUeciPKg/LVOUR++4auYFmK+HIEs2PZjjTbYWshIyocIIlmh+zK207JGxEqeJxVz37hAwXPCnDBU9l+FuUO9GBkuWGfZD1shyywUsd/LRMZzzjqoM3uqq/Z2UouEmGgs+lQsHnZSm42YuCW2Qq+IJTJb4oQ7SXZIj2cipE2ypLtFe8iPaqTNFek6HU6zKUeiMVSr0pS6m3vCj1tkyl3kle473rqvHekyHo+zIE/SAVgn4oS9CPvAj6sUxBP3HVeJ/qv7O8dWCcs9ao+MxVDW6TIevnMmTdngpZv5Al65cZ5Xj4+iuZMn/tVIvfyBDxWxkifpcKEb+XJeIP5RHxR5ki7pCh3E4Zyv2UCuV+lqXcL+VR7leZyv0WPZ5HSDhgrjr4e4Z7JjL+t/hDhs5/ytD5Lz2RSYp3ncMxiVjxu9X6b1la7/IzqvCPTI3/1RPjnUdjZbr/ZEioZEqQUM1MkYSBTEkSBjN9SKhlSpQwlClBtQwZqmWmSrWwLNWy/KiWLVO1SpmKveJ95UzFWQGvigw5q8qQU6RKzhxZclbzI+d+MuWsnmmtmqeqzLAo9rc1DSjiABma1pChac1UaVpLlqa1/Wh6YKb/tbuTaVqomFMEWAtrs41TJ9FHczqiVlqJPuIg2yKaIg6WYZFDZFikTqosUleWRXL9WKRepv9lnZNZxNqfbHl3cWgmLSL9YPXUIIlwIOP2UD/BWZhHSX4W5lmW4ywayPDWYTK8dXiqvNVQlrca+fFW41SqekSmNTGZdSEh0SQz+Wrw8ROTNc20xkWtEP1nx66qBapoZjVP+qiiuQz7tJBhn5apsk8r7/ZJOiGVkVBrP/Zpk0r7tLXtc9asNkG68CHRLtP5Itk+g8ju+C+S29v2sUPCRs0XEB1s+wRERxn26STDPkdmWrOFe7PP7nLAt62OkmWrzn5s1SWVtupqKd83ILpZv/cLiDwZLuguwwU9KtoFPWW5oJcfF/ROpQvybReook9m1CSGzJVmTcnVN9OZ9cR+2cCc6lCLm/XESLhfpvWygRUm+mfaLxsMkGGygXoioxX/JrP22+cfc+72AQoq2oCDZBlwsF3AVTFERt4P3dt5P6yi8364rLwf4afwj0xl4R+lHyyDg00wpswTo+0bgN3MNOYH0XeNyUwwh5IRFYmIS3ysVdr7i3EyHDd+bztuQkU7bqJtlHjHxf6Io/24alIqXVUoQ+2iva325IpWe4oftaf6Ubs4lWpPy4yaYJV51zRtvTHB6nTr9jLcmItNzHB1VWfKMMmsvW2S2RVtkhI/JpnjxyRzU2mSea5W5vzoSkY3hjG0QyWzoIxBkfhEF2ZGL7KlZYvSTOftlcjfiUUuFxKzOLaSy+YcupPikrIque4xGhnnsNTVrlomw9LL97alV1S0pY/xY+lj/Vj6uFRa+nineXOCDOFX7m3hV1W08Cf6Ef4kP8KfnErhT4kei+X+lRPcaYzFnuqq4E6TYYrT97YpzqhoU5zpxxRn+THF2ak0xTm2KaxD6D+FNT5RA+Jc1wjreTJMsXpvm+L8ijbFBX5McaEfU1yUSlOscY2wXmy3OmyDsDIcY2trXWNr9pxoRlQkIi7hdfbYmhUmLnHG1i6VYbLL9ERKzYyyW2L2OcWcj3QDXl7RBrzCjwGvdA2eXyUj76+uyLy/pqLz/lo/eX+dn8J/fab/54jMwp3gOaIbnLGzhyvp/77R1cW5yS7snUcNCqlqpbCqBczCfnOms7ZFoFAxH1wxovQItvVcZ5zr+p2D2NsEN4VEH3GLfaOwDiFudW4Ut8kw6+16Ihcq3s1q3OBW1bSveUwgOmF35u+xme+oaDPf6cfMd1kWylXF3a6O5T0ydLpXT+Q8xbtOVoylU2yMtX+PNbqvojW6349GD/i54Two84bzkHPDocyIh50O6CMyDPJouhrksYo2yON+DPKEH4M8KdMgT0X3QXTZ9J8ivQ+iivV2hWSlruZo5lz+G1xjXvY3u0ZUJCLuOE+7ernPyHDexnR13rMV7bxNfpz3nB/nPe+kbDvPdFa888RmV9tmizOcyqmLFzKjZrvgaqxlFF/MTDABpRGVbBnFl1y13ssyrLU1Xa31Sqa/V9ys/buzVpQjXvVjn9f82Od1P/Z5w6mp3pQh6lvpKurbqRD1HT+ivutH1Pf8iPq+DCU/SFclP0yFkh/5UfJjP0p+4kfJT+12g5Wt+s/6KdtHqOIz182e6WK3uar+z2UYYHu6GuCLVBjgSz8G+MqPAb72Y4BvXNX7t64a+DsZCn+frgr/kAqFf/Sj8A4/Cu/0o/BPTg38swxRf0lXUX9Nhai/+RH1dz+i/uFH1D+jRxm5b+eEQnpaOeIvfVdTxezUhWiCB8+PZH6O2dsgKi7BvzOjJhvHADlBM8FdmQlWfDOiIhGxGSf+sRNTHglral6VsKqFGAPNEf+6vvAIWYkZUZGIuDP7zx7HtMIEl2BYuptQwx6nqkcAP2OVbgeV15rG9a2s61xfzP6wdXLBcAqsq4V9WDfkNV8zwv5uBzLy1dqfLF+NE8tMRZ6G/eRpVtjH7SA77ON2UClsFTgrRLUmAakcdp6rik4onOBryyrh6OeqAtmiqlcniHR1Qk4qnFAtHP/I+O6yO2FC+/lxSXX9t6B51IDY3/pH47AiDvAqW410la1mKmSrJUu22n5kO9At20FelTo4XZU6JBVK1ZGlVF0/SuW6lapn3R3nWlkuDrWaIgtEfa86NkhXHQ8LR+YInMep8G3zB/EvlB4ejowLjDe//G5o5cBC0chrDjRO1xw4wusVNEnXK2iairLYTFZZbO6nLLZwl8WWrrJoZqVo5ZTF1l51bJOuOrZ1lcWgukPPzo1ZsQcS7ZyySIRo75TFDl5zoGO65kAnr1dwZLpewVGpKIudZZXFLn7KYld3WezmKotmVok8pyx296pjj3TVsaerLGoqdWKCerGXUxaNFyp7O2Ux32sO9EnXHOjr9Qr6pesV9E9FWRwgqywO9FMWC9xlcZCrLJpZIQY7ZXGIVx2HpquOw1xlMaQyx2D8Rwx3yiIRYoRTFkd6zYFR6ZoDo71ewZh0vYKxqSiL42SVxfF+yuIEd1mcaA/IKKo42qtsk9JVtsJUyFYkS7bJfmSb4pZtqiNbQBR7lW1auso2PRWyzZAl20w/ss1yyzbbq1Il6arUnFQoNVeWUvP8KDXfrdQC/R/mtLqKWGgXNlURpV4lXJSuEi5OhYRLZEm41I+Ey9wSLg9bU+maGS5W2DoGFHGMVx2PTVcdj0uFjsfL0vGEcDmWIVjp1nOVLZ+miBO9yndSusp3cirkO0WWfKeWR77T3PKdrv+jJv+op8SduxF9RnkOcaZXH5yVrj44OxU+OEeWD84tj0jnuX2wOhy9/qRirT8ZEOeH/aw/eUE46WpcF1q1dx9VXOTVIWvS1SEXhyv4PY+1styzzk9lfonbNZeGrVlmrQOGxGXh5M+NRF0M5yMut+1ihajWLLNX2HYJiCu92uWqdLXL1RVtl2t2b5c4eRJm8bV+7HKd2y7XW4r2DYgb7BvOxzVaBFU1K6zmqtxwFHFj2H7dOVctVMzXnY0oPYKtFnuRCT55Mf+OU9U6w5tiTiQjrIaDRsERNzsnEg5GnYge4fVEYj9JT+SWcPQjVMFscWvYmZoqclxxm5WJuaq43fq9X0Dc4bWI3JmuReSuii4id9uVvvciYu23bJEsB+2D3OOn+NzrLj732cVHFffbyqviAa/KP5iuyj9U0co/nArlH/Gj/KNu5R8LRz2mSS2Zk2HOsfp42HkVN4N6l+eijahIROxpiSfCke80+osnvTrnqXR1zvqKds6GBNWqOwHP7njajzuecbtjo1cVn01XFTdVtIrPyVLxeT8qbnaruMUu441/GhJSAvrBworZA3vB1QOzT8mICsf32sWLdpPaDjGPqIqXXD2wl726Zmu6uuaVsPVmhhLeXa5Y+1PmqFdlOeq1sIf1l193O+kNu1dmHSQk3nT1yoIx5xDfK3vLtpAVov/smLOzdUC8HXZmRmV+/nfC0a/2v+vqtb3n1WLvp6vFPkhni33ozWK77dWJj7xY7GO3xT5x9eQ+DcdP5qCZkzl8FnbeALPnCTEnc9AST+awLRy1nAQzQ+dkmol97mrpZFqJmYtOZCaeaHe7q3v0hVcvfhmWP5GaO6ZMv33lqgitP9jbfou6+q9leeobL5761u2p71zdm+9tG6wtPUJTmCgxN2CODvzgeCrXniDEiIpExH7Ej+GoVxRZeyA3aCa2w5VY9CuKkYi4xHbaid1xi95jyNHzPVczE/vJlZjtdiMqEhGX2M92Yiu3rwkoeXrOWHO+/eIkptmXaURFIuIS+9UaP+hqhYnfrKZ+N/G7LazjfyPZVU6yOQ3jk40T9o+KLB9/VnT5+EtW+fjb1YHfFY5/vdpK0JZ8N2cn/qlIXf6taF3+k6ULRai6kvi+JdQs1/0qkBXVYOdKrYVPglkJ3nw2ohIsfGKkrGVFjULS4soJm4mFspx6L2wlZkRFImKvSWRk2T38zCwJ1gpnVaC1srJS8E1cdpaP13ErlWWRym6LVMmKWudCb6foPxuMdS6qZjldMSFDpJyKFKlaKkTaz49I1csSaX+3SAfYIlmXqP8oq8/KC4gaWa6pbPT6tKYtWkDUkiFa7YoU7cBUiHaQH9EOLku0Q9yi1bGU0Dsgda3f9WZ+rgxV6lWkKoemQpX6flRpUJYqh7lVOTwrqj1LXusdvTCTgTTMsmYX0f8X1RmzixhROeZSaOFEE4I0yoqaEISymZNlJtjYVS1mWdWiERWJiM1dcYSd2MiHhmlqXtiZXaRJVoLZRYyoZLOLNM2yWttWmGiWZbe2m2d57G22yLIaTnKtZlzDyrrONcSkFbZOoGUq7NbKj91a20VbFW1syVaPWq2q6v7OpNhtsxJMim1E6RFs6ymmM62z4pKtV7DsV7FiOlJxeRn5iHa23NYhRHtH7g5e5e6YVb45kKyDxsZY+73cdZJZwTixTqmwwZF+bHCUZYNcVXS27/Cq6OI1r7uma153S0Ve5/nJ6+5l3eF7uO/wPZ2uRS+vQvROVyHyUyFEHz9C9C1LiH5uIfrbrVbrEvWfIYub9FbFAFfXYqBXkQrSVaRBqRBpsB+RhpQl0lC3SMNcVdlwuyqzzzw3ZA4cjsiyv9/LDUVdX26CJyxH2gnZl5ibYSY0yhl3yLUfBjCiIhFxiY2OrmCZD84aaB3jtImcgVYjKsFAq9EmGptlvz35lZ4HYpzrtj3eqxEn7OXGd5lmm2j7QPGwmqof00wqyzSFbtMUObfYyV4zbUpFZtpUP5lW7CfTppWVadPdmTbDa07NrMicmuUnp2b7yamSsnJqjjun5lr/0M+x0v8B

  3. Screenshot OR error code

  4. Expected behavior
    Dimension Fusion Destruction states that “your opponent cannot activate cards or effects in response to this card’s activation”, the opponent shouldn’t be able to chain into Escape of the Unchained.

Just watched the replay. When you activate dimension fusion destruction you don’t control any Uria \ Hamon \ Raviel so opponent can activate card in response like usual…