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Error message When synchronising eQsl for OF2K
27-09-2018, 10:35 AM,
#1
Error message When synchronising eQsl for OF2K
I tried to follow the steps from the manual:
  1. Get eQSL QSL's – This function reads QSL from the eQSL Inbox and Archive.
Quote:If you check the option Get ONLY confirmed QSLs, Swisslog will only download confirmed QSL. It's very important to know the difference between Confirmed and Not Confirmed:
  • Confirmed means QSLs that eQSL has found a match (+- 1 hour) with any of your uploaded QSOs.
  • Not confirmed means QSLs requested in the Inbox but eQSL has not found any match in your uploaded QSOs. You have to check these QSOs carefully in your log for any possible errors: maybe you did a type error and you need to correct something. Or maybe the QSO partner uploaded a QSO with a wrong band, mode, date, time or callsign, or simply is not in your log. In this case, you will have to review your Inbox/Archive in your eQSL account and reject the QSLs manually, indicating the reason.
By default, the Get only QSL since latest synchronization is checked (recommended). The first time you execute this step Swisslog will retrieve all QSLs. Swisslog saves the date and time after every complete synchronization (after a succesful QSL importation). The latest synchronization date/time is displayed in the Latest synchronization field. This option is very useful to download only new QSLs entered in eQSL system since the latest synchronization date, making the synchronization process faster.
If you uncheck the Get only QSL since latest synchronization option, ALL QSLs from Inbox/Archive will be downloaded (both confirmed and not confirmed). Except if you check the Get ONLY confirmed QSLs, that only confirmed QSL will be downloaded. QSOs since and QSOs to fields will be enabled. IMPORTANT: The selected date range is based on the QSO dates. eQSL only accepts a QSO date range from 01/01/1900 and 31/12/2078. Swisslog will correct the dates if you are trying to set a date out of this range.
You must be connected to the internet to perform this function. It is executed asynchronously, which means you can perform other non-eQSL functions during the download. You will see the number of QSLs downloaded (or the message: no new QSL) for every QTH.
Hint: This is the very first operation you should perform if you have previously uploaded QSO's to eQSL.


When trying to synchronize with eQsl, I got this.

[img]data:image/png;base64,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[/img]

Trying to configure the online logbooks, eQsl tab, gives this also.
As you can see, there are no options for qhosing which qsls to download

[img]data:image/png;base64,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[/img]


I managed to download 1-one eqsl, and I know there are 1062 in the e-qsl inbox. How can I force Swisslog to re-download All of them?

73 de Tom OH6VDA
Happy Swisslog user since 1989.

JW6VDA permanently may 1983 - august 1989 and august 2001 - august 2014.
LA6VDA 1989-2001.

Now OH6VDA since september 2014.
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Error message When synchronising eQsl for OF2K - by JW6VDA - 27-09-2018, 10:35 AM

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