圣诞节 | 『诞』愿『福』常伴

江铃福特科技
发布于:2021-12-25
点击-切换图片
全能无缝图
点击切换GIF动图+展开(有触发区)
推荐:江铃福特通过「点击切换GIF动图+展开」的交互形式模拟打开圣诞礼物,借此祝福大家圣诞快乐。
文章内容来源于公众号:江铃福特科技 点此可查看原文。若涉及版权问题或存在侵权情况,请及时与我们联系,我们将第一时间进行删除处理。
x-_p-_o-[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]-o_q-_-xx-_p-_o-[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]-o_q-_-x