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By Hassi S., Sebestyen Z., Snoo H.

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Allow ship to move in a diagonal direction . Gone Fishing FISHING f1AP 2 3 4 5 2 3 4 5 6 7 8 N H --I---~---+- E S 6 7 8 39 40 SPACE FLIGHT Scenario In this simulation, you are living in the year 2062 as the captain of a space ship. Your orders are to deliver medical supplies from Alpha at coordinates (10,10) to Beta at coordinates (80,80) . Your rating as a space pilot will depend upon how fast you can make the trip. During each time interval, you will be able to determine the following information: 1.

6 to record the best fishing spots. A small marker can be used to keep track of your location on the grid. Gone Fi s hing Sample Run RUN NO BITES AT LOCATIOII 1 1 TOTAL LBS. THIS TRIP IS O. YOU HAVE FISHED FOR 0 HOURS. fI0VE(rl,S,E,\~,F ,G)? E flO BITES AT LOCATION 1 2 TOTAL LBS. THIS TRIP IS O. 1 HOURS . tI0VE(N,S,E,\J,F,B)? S YOU CAUGHT 1 FISH, EACH WEIGHING 2 LBS. AT LOCATION 2 2 TOTAL LBS. THIS TRIP IS 2. 2 HOURS. MOVE(N,S,E,H,F,[l)? S tlO BITES AT LOCATIOrl 3 2 TOTAL LBS. THIS TRIP IS 2. 3 HOURS.

Landing on a Plan et You begin your journey wit h 200 uni ts each of energy and crew morale. Two hundred units is probabl y not suff i ci ent to meet the objectives of the mission; therefore , during your journey, it will be nece ssary to land on a planet where yo u will recover yo ur 200 units of energy and morale. 2. If you pass within two units of a pl anet with velocities greater than two, up to ten units of energy will be cons umed each time-interval to maintain a cool heat sh ield. Landing on the "#" pl anet after the ali en i s elimin ated will complete the mission .

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A canonical decomposition for linear operators and linear relations by Hassi S., Sebestyen Z., Snoo H.


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