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General Knowledge Quiz

MotCO

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Thank you. Sticking with a religous theme, William Temple, an Archbishop of Canterbury, had two unusual (if not unique) facts relating to his tenure of the post. Please name both of them - the next questionmaster will be the person who gets both facts correct.

Edited to remove last part of question.
 
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xotGD

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1. At the time of his appointment he was not an ordained clergyman.
2. He never visited Canterbury
 

SuspectUsual

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Can’t say I’ve ever heard of him, but was one of his relatives also Archbishop? I have in my mind that there was a Frederick Temple who was Archbishop when Victoria died. No idea when your chap was around so could be an ancestor or a descendant
 

MotCO

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Can’t say I’ve ever heard of him, but was one of his relatives also Archbishop? I have in my mind that there was a Frederick Temple who was Archbishop when Victoria died. No idea when your chap was around so could be an ancestor or a descendant

Yes, it wasn't just a relative, but his father was also A of C. Now what else was unusual about him?
 

MotCO

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By way of a clue, what happened with this Archbishop is very unusual in the Anglican Church, but very common in the Catholic Church.
 

Calthrop

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By way of a clue, what happened with this Archbishop is very unusual in the Anglican Church, but very common in the Catholic Church.

It would seem: not after all, what I've been thinking of -- as mentioned above.
 

Calthrop

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By way of a clue, what happened with this Archbishop is very unusual in the Anglican Church, but very common in the Catholic Church.

Wiki informed that he was the first A. of C. to be cremated, which caught my attention; but unless I'm much wrong: that way of handling the business, is definitely not favoured by the Catholic Church -- maybe they don't outright forbid it nowadays, but I see them as un-keen on it. A lot more acceptable in Anglican-dom: so, the opposite of your clue as above.
 

MotCO

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Wiki informed that he was the first A. of C. to be cremated, which caught my attention; but unless I'm much wrong: that way of handling the business, is definitely not favoured by the Catholic Church -- maybe they don't outright forbid it nowadays, but I see them as un-keen on it. A lot more acceptable in Anglican-dom: so, the opposite of your clue as above.

It is to do with death, though
 

MotCO

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Did he die “on the job” so to speak? Heart attack in the pulpit on Easter Sunday?

Not sure if he died in his pulpit, but he certainly died in service. Most Archbishops of Canterbury retire, unlike Pope's where the reverse is generally true; I think the last Pope, Benedict XVI, was the first to retire.

I would like to invite @SteveM70 to take the floor - he managed to get both parts to the question correct.
 

SuspectUsual

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Given that last Friday was the 13th…..

1 - what’s the most Friday the 13ths there can be in a single calendar year?

2 - what’s the longest gap possible (in months) between successive Friday the 13ths?
 

krus_aragon

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On the first point:

Days of the week and "n-th of the month" will only line up for consecutive months when a month has a number of days that is a multiple of 7. The only contender for this is February, as it has 28 (excluding a leap year). Other months have a remainder of 31-28=3 or 30-28=2 excess days. When these excess days sum to 7, then it'll be Friday the 13th again.

If we want both February and March to have a Friday 13th, the excess days in the subsequent months don't add up to a multiple of 7 until October, indicating that November would be the next month with a Friday 13th. That only gives three in a calendar year, which feels a little low. But the sequence of months in the end of the year with 31,30,31,30,31 days makes it hard to find a sequence that is a multiple of 7. Having run the numbers in a spreadsheet I whipped up (modulus arithmetic for the win!), I can't find any improvement of 3, even if we allow any 12 consecutive months.

So the best I can find is 3: on the February, March, and November of a given year. (Or February and March, along with the June of the previous year.) Adding a leap year in doesn't increase the total, either.

On the second point:

Using the same spreadsheet, the longest stretch I can find is Friday the 13th of July and Friday 13th of September on the next year, 14 months later.
 

SuspectUsual

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On the first point:

Days of the week and "n-th of the month" will only line up for consecutive months when a month has a number of days that is a multiple of 7. The only contender for this is February, as it has 28 (excluding a leap year). Other months have a remainder of 31-28=3 or 30-28=2 excess days. When these excess days sum to 7, then it'll be Friday the 13th again.

If we want both February and March to have a Friday 13th, the excess days in the subsequent months don't add up to a multiple of 7 until October, indicating that November would be the next month with a Friday 13th. That only gives three in a calendar year, which feels a little low. But the sequence of months in the end of the year with 31,30,31,30,31 days makes it hard to find a sequence that is a multiple of 7. Having run the numbers in a spreadsheet I whipped up (modulus arithmetic for the win!), I can't find any improvement of 3, even if we allow any 12 consecutive months.

So the best I can find is 3: on the February, March, and November of a given year. (Or February and March, along with the June of the previous year.) Adding a leap year in doesn't increase the total, either.

On the second point:

Using the same spreadsheet, the longest stretch I can find is Friday the 13th of July and Friday 13th of September on the next year, 14 months later.

Absolutely spot on, 3 and 14 respectively. The floor is yours
 

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