If you haven't yet bothered with a map of your own, get one now! This is the time to mark the geographical features, label the rivers, straits, and seas, to delineate the empires if they're not on your specific map. I haven't been able to find a map that shows all the areas and features I need at once so I've printed several. When you come across something in the lectures that don't show on your map, type it into search and see where and what it is if the lecture isn't clear enough or if it's too fast.
Wikipedia has an easy to see map of plate tectonics --
Plate Tectonics
Worldatlas.com has a couple of
Useful maps of the modern Middle East
For a topographical map of the Middle East, needed for this lecture and to understand the later lectures better, try this one:
topographical map of the Middle East
I also found this to better see where the Balkans and the Straits of Dardanelles and Bosporus are:
![](data:image/png;base64,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)
Bosphorus (also Bosporus) is red, Dardanelles is yellow, the Balkan Peninsula is the land in the upper left corner. This is where Turkey is divided into its Asian and European parts, the city of Istanbul lies on both sides of the Bosphorus Strait.
Link and password for questions and practice at Quizlet for this lecture:
Quizlet and the password is rivlandlec2
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