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The image features a line graph titled "Distance Covered Over Time — 100 km Race" plotting "Distance Covered (kilometers)" on the vertical axis ranging from 0 to 100 in intervals of 10, against an unlabelled horizontal axis numbered from 0 to 10 in increments of 1. Two series are depicted: "Hare" and "Tortoise". The Hare series records distance coordinates at: 0 at 0, 20 at 1, 40 at 2, 60 at 3, 70 at 4, 70 at 5, 70 at 6 (annotated with "Hare naps (stuck at 70 km)"), 80 at 7, 88 at 8, 95 at 9, and 100 at 10 (annotated with "Finishes"). The Tortoise series records distance coordinates at: 0 at 0, 11 at 1, 22 at 2, 33 at 3, 44 at 4, 55 at 5 (with text "Tortoise overtakes" placed near 5 on the line), 66 at 6, 77 at 7, 88 at 8, and 100 at 9 (annotated with "Finishes").
Given the complexity of the image, the above description may not be entirely accurate.
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the line graph presents distance travelled in a 100-kilometer race between a tortoise and a hare.
overall, the garph shows that at the beginning both the hare and the torotoise were going at an equal distance. but, after a while the hare overtook the tortoise and sped up after that, the hare took a nap that made the torotoises ahead of him.
the line graph of the tortoise was very marginall throughout the race. and, the tortoise overtook the place of the hare at approximatly 55 kilometer at first, then the distance was steadily increasing but was then overtaken by the hare atmost 89 kilometer.
The hare at the beginning was going steadily between 0 kilometer and 70 kilometer. afterward from 4 to 5 the hare was taking a nap and was stuck at 70 kilomter. then from 6 to 10 the hare significately travelled throughout the race with approximatly 70 to 100 kilometer and finish the race.
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