上周被问到一个高频问题:
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" 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本篇就和大家说说我是怎么做的。
一、没有放之四海而皆准的标准做法
关于调整幅度,我听过最多的建议是每次调整20%。
但我做过很多次高于20%的调整,超过100%都做过,大部分取得了好的结果。
我并不是想说20%是错的。我一直觉得在谷歌广告投放中没有拿来即用的标准,因为适用于一个行业/广告账户的做法,放到另一个行业/广告账户可能就不起作用了。此外,算法在不断变化和发展,即使同一个行业,最佳做法也会变。
一切还是要结合自己的实际,多加测试。
二、我的调整频率:非必要不做调整,每次调整至少运行7天
我没有固定的调整频率,尤其是那些已经跑得很好很稳的广告,能不动就不会动。
当出价和预算进行大幅度的改动,就很可能回到学习期,而学习期一般需要7天才稳定,这就是为什么建议每次调整至少运行7天才进行下一次改动。
我一般是往上调还有很大的赚钱空间,或者不下调将会持续亏很多钱,才会去调整出价和预算。
关于为什么尽量少动广告,在今年的1月份也做过一期分享: ,这里就不重述。
三、我的调整幅度:没有固定的百分比,而是综合考虑现预算/出价+广告效果+可承担的风险
关于调整幅度,我会综合考虑我现在的广告系列每日预算/出价、广告效果和我能承受的预算损失大概是多少,而不是简单地采用一个百分比。
打个比方,假如我现在广告系列日预算是$50,增加20%,日预算才$60。很明显,这样的调整无法给我带来很大的增量。所以通常我会从$50调到$80, 或者是调到$100。
我大多时候用的是tCPA出价,但当有小爆单的迹象,为了扩量,我会把出价策略从tCPA改成不设限制的ROAS,直接把预算提高好几倍。
这一切都建立在我对这样做能够扩量且依然能盈利是有信心的。即使不幸最后亏钱了,我还有其它运行良好的广告系列能保证整个账户的投放是盈利的。
问题来了,我的做法可能就不适合新人和新账户了。
这个时候每次调20%的幅度就是一个很值得借鉴的做法。每次增20%是一个比较保险又不至于动作过小看不到效果的调整。
总的来说,大幅度调整出价和预算是高风险的,分阶段小规模扩量要安全得多。
四、调完之后崩了怎么办?
每次调整不超过20%,崩的几率低。
但如前面举例,每次20%的调整可能无法满足我们想要达到的增量需求。很多有投放经验的人调整幅度会大一些,尤其是在看到当前账户效果还不错的时候,加得就更大胆了 ,出现崩的概率也会高。
但要注意,有些看起来是崩的情况,实际只是因为学习期的不稳定 。
我的做法是:如果广告预算损失还在风险范围内,至少观察5天(从调整那天开始算起)再做调整。
如果超了,又没有信心继续跑下去会变好,就立马做调整。
以上仅为个人的一点经验分享,供参考。