Question Details:
The premise of the novel is that a graduate student stumbles upon a device that can time jump into the future. The catch is that every time he uses it, it leaps forward by a factor of twelve.
My question to you is, if you were using such a device (assume you can bring a car load of supplies with you, but can never go back to the past) how far forward in time would you travel before you stopped and why? Here's a breakdown on how the leaps stretch out:
1. 12 seconds by 12 = 144 seconds
2. 144 seconds by 12 = 1,728 seconds or 28.8 minutes
3. 28.8 minutes by 12 = 345.6 minutes or 5.76 hours
4. 5.76 hours by 12 = 69.12 hours or 2.88 days
5. 2.88 days by 12 = 34.56 days
6. 34.56 days by 12 = 414.72 days or 1.14 years
7. 1.14 years by 12 = 13.63 years
8. 13.63 years by 12 = 163.62 years
9. 163.62 years by 12 = 1,963.4 years
10. 1,963.4 years by 12 = 23,560.6 years
11. 23,560.6 years by 12 = 282,728 years
12. 282,728 years by 12 = 3,392,732 years