| If a man, A, who weighs 11 stone
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| Leaves from his home at 8:30 in the morning
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| In a car whose consumption is 16.25 mpg
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| At an average speed of 40 m.p.h
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| To his office which is 12 miles away
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| And he stops for a coffee on the way for 15 minutes
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| And also puts air in one of his tyres
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| Which has a slow puncture
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| Letting out air at a rate of 2 lbs per square inch
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| Per mile travelled
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| When the car is moving at 32 m.p.h
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| And he picks up a hitch-hiker B
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| Who weighs 14 stone plus suitcase
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| But hitch-hiker B who is a political activist
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| Distributes leaflets from his suitcase
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| Each of which weigh an ounce
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| At the scale of 2 leaflets per person
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| At every bus stop
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| And every vehicle on either side of them
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| At every red traffic light during the journey
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| Which includes 20 bus stops
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| With an average of 6 people per stop
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| 5 lorries each with a passenger
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| One of which exchanged a Yorkie Bar
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| Weighing an ounce for 12 of the leaflets
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| And 2 coaches each containing 51 people
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| 7 of which from one coach returned the leaflets
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| And 16 people from the other coach
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| Who asked for a further leaflet
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| Each for a member of one of their families
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| Assuming that man A
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| Then had to travel a further 2.86 miles
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| Out of his way to drop off hitch-hiker B
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| How late would man A be
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| In arriving at the office by 9:30 a.m.
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| If he still had 6 miles to travel
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| And his watch was running 23 minutes slow
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| But the clock at the office was running
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| 2 minutes faster than his
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| Was in fact 17 minutes and 3 secs ahead
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| Of the correct time
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| Which was 2:30 in the morning in Caracas
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| If when 5 miles from the office
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| He telephoned his boss
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| To apologize for being late
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| But was told by his boss C
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| To pick up a package 2.63 miles away
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| From his present location
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| And deliver it to client D in Bristol by train
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| By 4:30 that afternoon
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| And at the same time man D
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| Was mistakenly told to come to London
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| To receive same package from man A
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| Now man A’s train, train 1
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| Left 30 mins. |
| late
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| But man D’s train, train 2
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| Left 5 mins early
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| So when the trains passed each other
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| Train 1 was travelling at 75 m.p.h
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| To make up for lost time
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| And train 2 was travelling at 52 m.p.h
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| Would man A reach Bristol earlier or later
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| According to his watch
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| Which was now running 5 mins. |
| slower
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| Than man D’s would have been
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| Had he not got off the train
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| And checked the correct time
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| At a station between Bristol and London
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| And stopped to phone A’s boss, man C
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| To double check A would be there to meet him
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| And discover his mistake
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| Catch next train, train 3, back to Bristol
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| Which unlike A’s train 1
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| Which stopped at 4 stations on the way
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| For 6 mins each stop
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| Was an express train
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| D’s train caught up with A’s train 1
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| 4 miles from Bristol
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| As the trains drew alongside each other
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| A’s train was travelling at 12 m.p.h
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| And D’s train was travelling at 13.6 m.p.h
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| And man A was sat in the front
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| How long would it take to fill the bath? |