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)
Just a reminder we are 19 days away from the commencement of Phase 3 of the Digital Television Transition Schedule. Between April 13 and June 21, Phase 3 stations will begin testing on their new frequency. Stations affected in the
Southern Ontario-Western New York-Erie area are CFTO-DT Toronto on
![](data:image/png;base64,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)
and CIII-DT Ayr on
![](data:image/png;base64,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)
. Viewers in Hamilton and vicinity will lose WPXJ-DT's signal as it also broadcasts on the
![](data:image/png;base64,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)
frequency, until WPXJ-DT moves to
![](data:image/png;base64,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)
by August 02, 2019. WBXZ-LP's
![](data:image/png;base64,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)
signal from Buffalo might be available to viewers in the same region who cannot currently receive it due to CIII-DT Ayr's signal on the same frequency.
If your TV set or converter box has a manual scan feature, you should add
![](data:image/png;base64,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)
and
![](data:image/png;base64,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)
to your channel lineup by April 13.