evaluation question 2

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Evaluation Question 2. How effective is the combination of your main product and ancillary tasks?

Evaluation Question 2.
How effective is the combination of your main product and ancillary tasks?

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Main Production & Opening Sequence

My main production piece was based on producing a local news programme based on where I am from in Oxford, tackling latest news close to home and important issues. The opening sequence focuses on showing local and popular places in Oxford while a theme tune plays at the start with the Oxford Logo flashing in. It is very effective that the Main Production feeds into the opening sequence as some of the raw footage I filmed fits nicely into the beginning of the opening sequence. Another effective use I have got out of both of them is the stories I have used also are used at the beginning showing me on location and reporting, with fellow reporters.

Main Production & Website

The main production obviously evolves around the TV news scene so it was important that the website I was going to do would be about the topic I was doing for my main production. The combination of both the main production and website worked out really well as I knew what to write about on the site and pictures. The pictures/videos & writing on the website was about the topics which were talked about in my production so they worked parallel with each other which was good. Also very effective was the final video had talked in more detail about the newas stories which I had wrote an in-depth report on the website.

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