This election night, patience is a virtue
Rep. Eddie Day Pashinski October 30, 2020 | 3:39 PM
This Election Night won’t be like any we’ve experienced before in Luzerne County and Pennsylvania, but there’s no need to panic. The delay in receiving full results is due to an incredible amount of interest in voting by mail. Because of this, we should all be prepared to patiently wait for ALL votes to be accurately counted here in Luzerne County, across Pennsylvania and in the United States of America.
Currently, it is expected that it will take at least until Thursday to have a solid number for Luzerne County given the logistics of counting all of the mail-in ballots, which is a time-consuming and partially manual process, requiring sorting, the opening of two envelopes, preparing the ballots for the tabulating machine, and securing all ballots after they have been tabulated.
While I understand it’s nice to know who won and who lost on Election Night, it’s more important that we count every vote to ensure that the voters are heard. This year is unlike any other, but as we can see, Luzerne County has procedures in place to ensure a complete, transparent and accurate count as quickly as conditions allow.
To help provide a rough estimate of how long it will take to tabulate votes, a team of interested people and I have put together a basic formula using the number of people processing ballots and the total number of mail-in ballots to be processed. This formula was developed by timing the actual manual opening and preparing of the mail-in ballots, and concluded that one person can typically process two ballots per minute, or 120 ballots per hour, which means over 10 hours 1,200 ballots can be processed by one person or:
- 10 People can process 1,200 ballots per hour or 12,000 ballots per 10 hours.
- 20 people can process 2,400 ballots per hour or 24,000 in 10 hours.
- 50 people can process 60,000 ballots in 10 hours.
This means if you know how many paper ballots need to be processed and the number of people processing the ballots, you can estimate how many hours your county will take by using the example & formula below:
Example: A county has 72,000 paper ballots and 20 people processing. Using the formula, you can see it should take them 30 hours.
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)
That’s 120 ballots per person per hour, divided into 72,000 ballots, equaling 600 total hours needed. 600 divided by 20 people processing, equals 30 hours to process the paper ballots. The general formula is:
![](data:image/png;base64,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)
Given the incredible volume of mail ballots counties like Allegheny County (Approx. 413,000 ballots) and Philadelphia (Approx. 438,000 ballots) will have to process, it’s easy to see that this will be a time and labor-intensive process. With innumerable factors, please note that some details may change as conditions demand.
Add in the facts that mail in ballots – including those from the military – postmarked Nov. 3 and received by Nov. 6 will need to be counted and that some counties won’t begin counting their mail ballots until after Election Day, it’s even more important to be patient this Election Night. We should ignore anyone who tells us that because we don’t know the results by a certain time the results are somehow not to be trusted.
Making sure every eligible vote is counted accurately and the true winners are declared is the whole purpose of our election system, not the speed of the count. Voting is the power of the people, and the people must be heard. This election night, patience will truly be a virtue.