data:image/png;base64,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SC1907_the End_1422417179_1200data:image/png;base64,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 for Hereford Picture
https://en.wikipedia.org/wiki/Hereford_cattleLink for Charolais Picture
https://www.debruyckercharolais.com/blog/why-charolais-is-the-best-cattle-breed-for-calvingLink for Brangus Picture
https://txbrangus.org/Link for Brahman Picture
https://www.tbsnews.net/bangladesh/brahma-breed-cattle-imported-usa-seized-dhaka-airport-270799Link for Highland Picture
https://en.wikipedia.org/wiki/Highland_cattleLink for Hereford Picture
https://en.wikipedia.org/wiki/Hereford_cattleLink for Holstein Picture
https://en.wikipedia.org/wiki/Dairy_cattleLink for Jersey Picture
https://www.wisfarmer.com/story/news/state/2018/02/21/musqie-iatola-martha-achieves-jersey-cow-greatness/361048002/Link for Long Horn Picture
https://www.texasstandard.org/stories/a-380000-longhorn-a-look-at-the-never-ending-race-for-the-biggest-horns-in-texas/Link for Black Angus Picture
https://www.istockphoto.com/photo/black-angus-cattle-gm500154442-80610539Link for Black Baldie Picture
https://fineartamerica.com/featured/black-baldy-cow-riley-bradford.htmlLink for Red Angus Picture
https://www.schluderredangus.comLink for THE END photo
https://scrip.pharmaintelligence.informa.com/SC125636/The-End-Is-Nigh-For-Mylan-But-How-Different-Will-The-New-Company-BeLink for Night Farm photo
https://www.istockphoto.com/search/2/image?mediatype=illustration&phrase=farm+nightendOfCode:
1.) Ends the code and changes the background to starry night
2.)Changes background to "The End" to let the user know the code has finished Broadcast and Say(whatbreed):
1.) Calls to sprite 2 so the speaking looks smoother and text bubbles are not overlapped
2.) Shows the enitre list of all cows you have entered so that you can see your herd breeds.LoopAndAbstractionofCode:
The code cleaner by hiding the loops, if statements, and the parts that make the code runEnter the # of cows you have into the loop and abstraction procedure block0,Hereford,Black Baldie ,Long Horn100000000000