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本帖最后由 matang 于 2024-5-14 20:21 编辑
大家好, 看到网站上有很多分享转到Contact公司节省电费的帖子, 但是不是很个性化, 所以我写了一个可以计算电费的网页app, 希望帮助大家计算自己能省多少电费.
Contact公司的Good-Night-Plan每天给3个小时免费用电, 每天晚上9点到夜里12点, 大家可以把大功率的电器都集中在这个时间段里面去使用, 比如heater, 热水器, 干衣机等等.
以下是我上个月的账单, 差不多做到了70%免费电, 哈哈省了不少钱.
![](data:image/png;base64,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计算器链接: https://sma148.github.io/energy-calculation/
用法: 使用你最近一个月的电费账单
1) 填入本月使用的Kwh(一共多少度电)
2) 现在的电力公司每天的固定费用(Cent为单位, 比如$1.05 就填 105)
3) 现在的电力公司每度电的费用(Cent为单位)
4) 预估转到Contact Good-Night-Plan, %多少电量是在免费区间(每天9pm-midnight)试用的.
5) 点击calculate
6) 可以拖拽Free Electricity Percentage 实时观看能节省多少钱.
计算器有什么需要改进的意见请告诉我, 希望大家多多支持一下我写的计算器,使用我的邀请码注册Contact公司的plan, 这样你我各拿$100的Credit, 谢谢!
邀请码: FR6Q6MH
邀请链接: https://contact.co.nz/friends/FR6Q6MH |
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