A </p><p><span>B</span><innerframe> </p><p><span>C</span><frame> </p><p><span>D</span><outframe></p></div><div class="_zexg20j6mkr"></div><script type="text/javascript"> (window.slotbydup = window.slotbydup || []).push({ id: "u6995955", container: "_zexg20j6mkr", async: true }); </script><div class="info"><h3 class="title">正确答案</h3><script>ai2();</script><div class="text"><img alt="来源：www.examk.com" src="data:image/png;base64,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" 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