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00:00
re: Step 1
call an attorney is step 1. :)
perhaps, that should be Step 0?
yeah.
one of my advisor's other students did nothing but employment compensation advising and litigation.
he is retired now.
have you ever thought of doing an MBA?
I prefer to represent integers in the form of the infinite decimal expansion of nine ninths.
00:12
I removed my answer. It was in fact not a counterexample. More thought is required.
This might seem silly, but is there a nice trick for multiplying by either zero or one using logical arithmetic?
Preferably using two or fewer logical operations.
Three cycles is relatively expensive for such a simple operation.
If not, I can just use a conditional mov.
01:13
multiply the contents of a register by 1 using nop
i did think of doing an MBA. the debt burden is kind of a scam though.
the jd debt burden was more than enough.
01:38
I feel like such a creep proctoring exams on zoom lol. i cant wait to get back to classrooms!
01:54
Is there anyone around that can help with a stats experimental design problem?
02:47
@TedShifrin It was put on the low quality queue automatically, probably because of its length, but it passed muster with 2 "looks ok" votes.
I don't know why anything needed to be said about it.
What function graph is this
@PrateekMourya Looks a bit like $\frac{\sin(r)}r$
hard to tell with so little of it shown
03:47
@TedShifrin silliness.
04:03
Hi! I have a question: First from this article:

https://www.quantamagazine.org/how-many-numbers-exist-infinity-proof-moves-math-closer-to-an-answer-20210715/

This new article states that the paper by David Asperó and Ralf Schindler show Martin’s Maximum and Woodin’s axiom implies each other. Note that if one of them is true, then continuum hypothesis is false.

My question: Why don't we add Woodin's axiom or Martin’s Maximum in ZFC axioms and show that continuum hypothesis is false and we are done. Why don't we say that continuum hypothesis is no longer true? What is left to show?
Note that Godel said in paper in 1947: "the role of the continuum problem in set theory will be this, that it will finally lead to the discovery of new axioms which will make it possible to disprove Cantor’s conjecture". So, what is the problem of adding Martin's Maximum in ZFC axioms?
 
1 hour later…
05:15
@copper.hat Well, in hindsight, I was wrong, so deserved punishment.
06:02
@TedShifrin punishment is a bit severe...
@PrateekMourya The closest I could get simply was this.
that is way too set theoretic for me to comment on, user777.
i TAed for woodin a few times. one reason for not adding it to ZFC is that he has enough professional accolades already.
@leslietownes what is this "enough" of which you speak?
yeah, i dunno.
he was a really nice guy. i'm not sure i would have taught the classes the way he did, but he was thinking about it and being consistent and doing his best, which is more than you can say for many Big Names.
06:17
Yeah, I proved the Riemann Hypothesis today, but I think I've done enough already, so I'll just leave it be.
i did meet a few people along the way who took the attitude of, i got tenure so i'm going to put my feet up. my wife works with a bunch of them. i go between sympathizing with them and hating them.
in conclusion, leslie is a land of contrasts. thank you.
F. Scott Fitzgerald: The test of a first-rate intelligence is the ability to hold two opposed ideas in mind at the same time and still retain the ability to function.
The Riemann Theorem as it is now called.
@copper.hat Hi.
I think that $A(x_0-a)\lt 1$ is unavoidable
it is the nature of things :-)
But my question is specifically about convergence of $x_n$.
I understand that the sequence is not required to be considered at all
and that there are ways to solve the question without sequences at all but for my own understanding I want to know a counter example to $x_n\to a$
Pythagoras has already given a fantastic proof to the theorem I was trying to prove
and copper, you also suggested one proof. but the question is of $x_n\to a$ or not.
Linking the question again to avoid too much scrolling:
4
Q: Proving convergence of a sequence $\{x_{n}\}$ satisfying$|f( x_{n}) |=|f'( x_{n+1}) ||x_{n} -a|$,where $f$ is a function satisfying some conditions.

KoroTheorem: Let $\displaystyle f:[ a,b]\rightarrow \mathbb{R}$ be a function differentiable on $\displaystyle [ a,b]$ such that $\displaystyle f( a) =0$ and that there exists $\displaystyle A\in \mathbb{R}$ such that $\displaystyle |f'( x) |\leq A|f( x) |$ for all $\displaystyle x\in [ a,b]$, then $...

06:31
my first comment to your question addresses that i believe? if $f(l) = 0$ then you can show that $f(x_0) = 0$ which gives you a contradiction.
i am not sure that you can show that $x_n \to a$.
06:45
copper, I understand you point: if $f(l)=0$ and that $A(x_0-a)\lt 1$ then clearly $f(x_0)=0$ and here no where we required $x_n\to a$ (because $A(x_0-a)\lt 1$) and therefore it may not be necessary that $x_n\to a$ for the theorem to hold. And such a choice of $x_0$ is always possible as if not then $f$ is $0$ on the given interval.
thanks a lot copper.
@copper.hat i'll think more about showing the convergence part (as still it is neither been proven nor disproven)
07:08
@Koro probably not really worth it as you are shooting for a contradiction anyway.
@copper.hat :) yeah right. Also, now I don't have enough reason to believe as to why $x_n\to a$ will be true. there may be a case when $f$ is zero on $a\le t\lt c$ for some $c$ then $x_n$ may converge to $c$. This was also pointed by Pythagoras :)
i spent about half of my month's child tax credit on sushi, so you're welcome, america.
we met some friends for dinner tonight is a local italian place. not especially fancy (cucina on solano), it came to $150 and our friends were sharing an entree. prices have gone up in the last while!
sinful amount of $ on food.
i gave exactly one dumpling, which we had as an appetizer, to my daughter, who took one bite, rejected it, and then minutes later demanded more of the 'meatball'
she can say 'gyoza' now. she is learning new words.
potsticker in our house
07:20
that's what they called them at king tsin.
150 $ ??
she has had nigiri sushi and liked it but only salmon. not other fishes. she spat tuna out.
yes. i mean it was not a particularly fancy place
i like tuna, but salmon would be my fave
must be an irish thing :-)
salmon & blackberries feature in old stories
copper, i mean 150$ is very expensive
i thought yellowtail would be a simpler option.
07:22
for dinner
well, i am ashamed to say that i have had many meals that cost much more than than.
it's relative. 150 can be very expensive at a not too fancy place, at others it would be a steal.
however, a few years ago i took my entire irish family & kids out to an italian place in cork for about the same in euro.
which, knowing the irish, was probably about 30 people.
in '90 my self & a coworker rewarded ourselves with a nice $200 meal after a long day of getting the demo ready at a trade show.
involved some nice port as well.
i have turned back bottles of wine costing similar amounts.
for a lark.
long story.
07:24
i actually wonder what's the most i've ever personally racked up in a dinner. i'd guess $150 or so.
very special occasions. normally i eat for $10 or less.
i think if we eat out (as in take away) we average $15pp.
takeout. not take away
stop trying to be english
having a kid has complicated our food expenditures because we don't always know what she'll like. sometimes we buy two things and one of them doesn't work and then we have to eat it.
tonight she had vegan macaroni and 'cheese', some raw carrots, and a side of sweet potato fries.
yeah, that complicated life. also, my wife got it into her head that my daughter had wheat allergies so we spent a few years avoiding wheat which was a total pain.
07:31
my wife has sensitivities, which are not quite allergies, to all dairy, potatoes, and wheat. which means that everything she eats is disgusting.
my daughter liked squid tentacles when she was 3-4 yo.
i love squid and octopus. someone was telling me the other day there's some ethical issue with octopus because of how smart they are. what about how delicious they are?
ohh, potatoes would be a deal breaker
they are at the cat/dog level i thought?
yes, basically. i try not to think about it.
and maybe i also have an ethical issue with deciding how OK it is to eat something based upon how smart it is. debate me on that front, please.
it seems a little unfair to favour some because of their smartness :-)
bingo
07:34
exactly.
i hear kale is very intelligent, so i am avoiding
i only eat kale that hates itself and wants to die
:-). the risotto & scallops was delicious tonight though
risotto sounds really good right now.
the thought of it required me to find some leftovers in the fridge to fill the gap...
07:43
my in-laws love this place near their house, it's absolutely horrible for everything other than cacio e pepe which is delicious.
it sometimes sparks conversation, why don't you get something else? there's no polite way of saying that i wouldn't eat what you're eating.
i have never in my life questioned someone's restaurant order. that is sacred to me. but others do it. you get something without meat in it, and people want to talk about whether you're a vegetarian.
i can think of 10,000 more interesting things to talk about than what i'm about to eat or why i eat it.
this might be a california thing. restaurant conversation about food preferences. just do your order and shut up and don't ask questions.
for more on this, consult my blog, "leslie speaks." at the $5/month sponsorship tier you get access to videos where i insult specific people.
yeah, food is calories for me. i don't get the fascination.
i don't like spending gobs of $ on it for many reasons. mostly guilt :-)
too many folks out there with very little. the priests got to me as you can see.
my wife's external family has amnesia about her food sensitivities and so everytime we meet there's a discussion of them. it is tiring. i also hate being asked if i'm vegetarian because i ordered a salad.
my hs was a Franciscan seminary.
$150 would go a long way at the food bank, copper.
i do give reasonable amounts very few months when it gets too much for me.
07:52
i only donate to food banks, other charities have too many layers of stuff and you never know what your money is going to.
in cash, not in kind, because they know what they need.
yeah, i've gone through the mill on that, and got scalped once.
half of our furniture is inherited from the berkeley st vincent de paul. it's "our" goodwill or salvation army.
it was an elementary school teacher at my kids school who was going to Afghanistan to do stuff (like building toilets)
i am a minimal kind of fellow. i d not like waste.
except if it involves convex analysis.
waste involving convex analysis is a consulting opportunity.
:-)
ive never really been paid directly for any maths contribution.
i fell like such an imposter
07:56
food banks are usually very efficiently run. there's minimal overhead and they are focused like a laser beam on what their clients need. if you try to get more direct it is a problem.
yeah, i have volunteered at the ones i donate to.
one time a woman in front of me at the grocery store didn't have enough money to pay for her groceries and i pretended to pick up $20 off the floor and said that she dropped it. she started yelling at me and wouldn't take the money.
so food banks it is.
funny. i have offered to pay at times, but people are sensitive.
i was trying to provide an avenue for, this isn't me doing anything, this is on the floor and it must be yours because it isn't mine.
i have on other occasions been a little rude and offered to pay if they will just move on.
07:58
i guess i made it too obvious.
ha, i've done that once.
here's $20 can i just get out of here.
i've become more patient as i grow older.
maybe just weak
i've found that too although i am not all the way there.
the zen state is still decades to come.
im tolerant if people are genuinely trying
there's less and less of genuinely trying these days. maybe i'm cynical.
like some folks get to teh register and then need to go away and pick something else. that bugs me.
08:02
that's the worst.
nobody who was properly raised would do that.
another peeve is folks trying to do exact change with their limited arithmetic when there is a big backlog line.
every action that inconveniences us is intolerable and inexcusable until we're the one doing the same action
leaky, you have a point.
do as i say, not as i do. my dad's line.
although i've never held up a grocery line trying to pay with a check made to cash from the bank of belize.
08:04
that's inexcusable @LeakyNun
i met a bunch of friendly sas soldiers in belize.
any time checking or coinage come out in front of me i go into a little bit of a negative mood.
technically i was sort of the enemy
@LeakyNun is your moniker something that is safe for work to explain?
one time i was behind a guy in CVS who was trying to do a money-changing scam, where you confuse the checker with varying requests about exchanging dollar amounts for other dollars. the checker was frozen. i thought i should say something but didn't.
@copper.hat anagram of my real name
duh. slow here. never occurred.
08:07
i was thinking, i know exactly what this guy is doing, and he is getting over the CVS corpoeration in the amount of $15 right now.
i just stood there.
intent to defraud
the guy was really good at it. he was basically giving a class in how to do it.
i had this thing where i was torn between, stop a crime or just not snitch. it wasn't coming out of the checker's paycheck (probably?) so who cares.
at horse races there used to be collections of scammers
gives one a spidey sense
they wear a plaid uniform and have inside information about the horses.
and shells with peas
08:11
one time late in college i was on a date and i saw a guy steal my date's wallet and my no-snitch instinct caused me not to say anything and then the date ended because she couldn't pay for something. lesson in there somewhere, for someone.
the guy was clearly going through hard times and i don't know how we would have detained him in the coffee shop. it seemed pointless
so i just said nothing.
this is a pattern with me
there have been a few pickpocket attempts on me over teh years
i stopped one by saying "put it back." they are not violent criminals.
belize city was one particularly sensitive one
new orleans was another
countless times in paris & italy
surprisingly never in ireland
i respect pickpockets and other nonviolent criminals. mainland europe is swarming with them. if they get over on you, that's on you.
we had a guy break into our house once. he left when my wife screamed at him. they're not violent people.
they bug me
i can get a little 'agitated'
had two guys try to steal my backpack at the university ave mcds years ago
08:16
that's what i like about them. when they understand someone is about to get agitated they go away.
one was trying to distract by asking directions
classic.
i was trying to help, so i turned to get a map from my pack and caught the otehr guy
then i went balistic, the mcds manager just hid
one time someone was smoking on the porch of my house and i told them to go away, and they said, call the police, and i said, i don't call the police, you're going to call them on me. away they went. didn't have to prove the point.
the two left quickly while shouuting. i was a little younger and faster i those days and i think they realised i was not domesticated.
08:18
i somewhat appreciate nonviolent, silent, non-victimizing crime. i don't really care if someone steals my wallet.
just stealing some cash doesn't bother me that much. having to cancel cards, replace my bike link, etc etc, well, that really gets to me
that sucks. my wife has had her identity stolen several times.
she's had like 4 social security numbers.
wow. that must be confusing for many reasons. does ssa move her records to the latest one?
how come so frequently?
well 4x over 20 years and we don't really know why. i do think someone at her current job sells them to people.
time for my ugly sleep.
later!
08:21
gute nacht.
oiche mhaith agat
08:33
Is it normal for a question to get 3 upvotes in ≈30 seconds?
seems weird to me but i do not have any understanding of the underlying analytics.
(removed)
 
1 hour later…
11:01
Thanks @robjohn + @Wolgwang
11:58
@leslietownes How does that work?
All that does is increment instruction pointer
It's only useful for padding code.
@leslietownes using that criterion, there would be a lot of people that could be put on the menu...
13:04
TIL
in Kick me, Jul 5 at 23:53, by hyper-neutrino
Don't kick people more than twice daily. Kicking a user three times will raise an automatic moderator flag.
cc @TedShifrin^
et al
 
2 hours later…
14:48
could someone sanity check me on something? if $\alpha$ is a (complex) root of unity, then its an algebraic integer and its (monic) irreducible polynomial with coefficients in $\mathbb{Z}$ is just one of the cyclotomic polynomials right? So in particular all its conjugates are also roots of unity (of the same order)?
15:11
yes
15:24
Finally. So I've determined that division is a subset of the knapsack problem which is NP-complete for decision problems, explaining in part the difficulty of finding an efficient division algorithm. Solving the NP-complete variation, however, is something that I believe will be more useful. I'm still under the persuasion that most or all elements of NP are just a higher subset of P.
15:35
@Thorgott thanks
what does it mean for $D(z)$ to be rational here imgur.com/a/Fyxa7Ok ? I can see that for some branch of $\sqrt{}$ , $D(z)$ is holomorphic in an open disk centered at the origin, and so I understand the part about its maclaurin series having integer coefficients, is this result saying that there is some rational function $\frac{P(z)}{Q(z)}$ with $P,Q \in \mathbb{Z}[X]$ such that $D$ is equal to this in that open disk?
 
1 hour later…
16:44
> the hardness of the knapsack problem depends on the form of the input. If the weights and profits are given as integers, it is weakly NP-complete, while it is strongly NP-complete if the weights and profits are given as rational numbers.
Wait, what?
@PrateekMourya I guess my surface was pretty close to what Wolgwang found. They are actually the same, just scaled a bit differently. Mine was $\frac{\sin(5\arcsin(r))}{5\arcsin(r)}$ and that translates to $\frac45\left(4r^4-5r^2\right)+1$
How are they not both weakly NP-complete? You can describe all ratios as a pair of integers... heck, 1/x can be used to describe any fraction if you allow ratios in the denominator, including integers as ratios.
Wolgwang's was $r^4-5r^2$
Bob
Bob
is there a way for me to turn on mathjax so I can the LaTex rendered when I come here?
Bob
Bob
16:52
How do I do it?
@Bob have you gone to the installation page?
Bob
Bob
@robjohn No
You can use robjohn's script or extension.
once you install the bookmarklet, you just need to click on it. Are you on mobile?
Bob
Bob
No
I am on a desk top computer
16:54
That's better :-)
go to this page and install "start ChatJax"
Anyone interested in making a diagram for this answer:
15
A: How can I understand and prove the "sum and difference formulas" in trigonometry?

IsaacThere are several typical derivations used in high school texts. Here's one: diagram http://www.imgftw.net/img/400545892.png Take two points on the unit circle, one a rotation of (1,0) by α, the other a rotation of (1,0) by β. Their coordinates are as shown in the diagram. Let c be the lengt...

Bob
Bob
I did that
it is working now
I think
This is a test $\frac{3}{4} = 0.75$
it is not working
o_o
@Bob Have you bookmarked it?
Bob
Bob
maybe I need to logout and log back in
Bob
Bob
16:57
No
I just book marked it
You will have to click the bookmark every time to render $\LaTeX$
Hm, I see the partition problem as an interesting problem, but I don't see why it is in NP. It's literally just the solution set of $\frac{a_0 + a_1 + ... + a_n}{b_0 + b_1 + ... + b_m} = 1$. That is then reduced to working on the permutations for each $a_n$ and $b_n$ (which is much easier for me to agree upon as NP-complete).
Bob
Bob
$$test = 4$$
not workin
but that is okay
I thank you for the help
have a nice day
bye
@Wolgwang Do you? If you install "start ChatJax" rather than "render MathJax", it should render automatically
I see it rendered without having to click on the bookmark every time
17:04
I use the extension because I have to sometime render mhchem...
@Bob is the text centered in the column. or do you see the text with dollar signs around it?
@Wolgwang does that extension require clicking each time?
I thought it worked automatically
@robjohn do you know how to plot 3d function on phone
@PrateekMourya I don't do anything more than necessary on the phone. The mobile interface is not great for SE
I do all my plotting on my laptop
Ok so any laptop software
@robjohn Nope
17:09
but you do with my bookmark?
@PrateekMourya To plot functions, I use Mathematica, but others here use different things.
17:24
@BalarkaSen Sorry I forgot to see your message. Yeah you were right. That complex works.
17:36
@robjohn Yes, while using your and ManishEarth's script.
@Wolgwang Hmm... I wonder why you don't get the loop that checks if anything needs to be rendered.
I believe that everyone I know of gets MathJax rendered without executing the bookmark each time.
I have bookmarked 'render MathJax' as I use it only in transcript. It should render only when I click it, right?
17:55
@Wolgwang yes, that script does not start a loop. It executes once, unlike "start ChatJax"
Hmm. Thanks :-)
So the behavior you're seeing is as expected for "render MathJax". okay, I'll stop trying to debug a non-existent problem ;-)
i get a stream of ads for something called RobjohnCoin when i click start ChatJax.
it seems like an interesting offer except i know of a better cryptocurrency.
@leslietownes gotta pay for the development somehow...
@leslietownes you mean CopperCoin?
oh, wait...
close but no cigar.
it's called Shifrineum.
midnight run is on us netflix right now. i miss charles grodin. he is so funny in that movie.
if you just look at the script it seems pretty hackish, but his delivery and his silences make it incredibly funny.
18:12
@leslietownes have you seen "So, I married and Axe Murderer"?
He plays a great role there, too
yes, he is great in that. also a good san francisco movie, i think they shot quite a lot of it on location.
his feature debut in rosemary's baby was also great but for a different reason.
Yes, it appears they did.
hey, i resemble that remark!
coppercoin i mean
we have coppercoin already, it's called pennies. and i know they're mostly zinc now.
@leslietownes The movie I.Q. is a good Princeton movie. They shot a lot there. I remember at lot of the places in that movie.
18:15
i've never visited princeton but i love that movie. very good performances.
i gave away my last halfpenny. my kids had no interest.
somewhere i have some vichy french currency from ww2 that was minted in aluminum because of war needs.
it's preposterous, it's like disney dollars or something
it's as light as a coin made of balsa wood
i think i have a Sacagawea but it is so badly encrusted that i am not sure.
i used to be entertained by coins that had holes in them.
they had a sligtly nefarious purpose
they're the best. my oldest coin has a hole in it. it's from china.
for retrieving coins after then had been put into a coin box
that got fixed quickly
the euro ruined all hat
i am going to return and campaign for an irexit
18:19
in college i was into electroplating for a while and i would make pennies that looked like dimes and give them to people. i didn't have a lot of friends.
i also used the power supply from my roommate's sega genesis to run the whole thing and when he found me doing it he was really upset, although i wasn't harming anything. he may have been upset at how weird i was.
i used to take things apart to look inside. a lot of people got upset at me when i did that.
"i just needed 9 volts DC" was not a satisfactory explanation
it was like i was disturbing some magical thing
sometimes i overreached and had some panicked reassembly moments
probably explains why i am highly strung
18:22
i guess it is weird, you walk into your room and the thing for your video game is hooked up with alligator clips to a jar with weirdly colored fluid in it.
(the was the euphemism my family used for weird.)
highly strung, i like that.
sounds like fun.
electroplating is a blast. i'd also steal people's keys and turn them a different color and then put them back before the owner knew they were gone.
all that fun stuff is gone from the back of comics
the irish/uk comics had none of that stuff
us comics always had incredible ads. we were sooo gullible.
18:25
sea monkeys don't look like sea monkeys.
it was a bit like the lure of page 3 girls in the sunday newspapers.
that was the most prurient thing we had access to
that's something that surprised me on my first visit to the UK. i was 14 and just reading some newspaper that someone had left in a chip shop and there were women with tits out on page 3.
strange stuff.
i remember i asked my dad (who was a newspaperman) why that was on page 3, and he didn't know, and then we asked someone in the shop who explained that was the way of the world.
shrug and move on
i remember watching what was ostensible a family show on italian tv and in the middle lots of good looking well endowed girls started stripping
sometimes conservative means the opposite
there's a great moment on the simpsons about that. they go to brazil and one of the children's shows is basically pornographic.
@copper.hat sounds like a euphemism for a hangin'.
18:29
:-)
marge says "bert and ernie left it to your imagination."
i'd forgotten all that stuff. ahh, sunday world, that was the best, my mom did not approve of my dad buying it
for the articles, of course
as skimpy as those articles of clothing might have been
@leslietownes large marge?
please not large marge. i have childhood memories about large marge.
in retrospect, however, a great movie.
i loved peewee herman as a child. my dad loved him too. we would watch his show together before he went out jogging on saturdays.
the recent peewee movie has a gag involving a balloon that is the stupidest and most juvenile thing i have seen in my life, and i mean that as a compliment.
"recent" means 2016. my memory doesn't work so good since i drank my thermometer.
18:39
the mercury one or red alcohol one?
in the joke i think it has to be the mercury one.
i'm not sure you can even buy them anymore.
nah i remember sitting on one and breaking the thermometer a couple of years ago. luckily it was alcohol and not mercury... Also reminds me of the time when a couple of peope drank sanitiser when the alcohol shops were closed during the pandemic
ohh, goodness.
anyway adios amigos gotta pay back debt to my sleep-deprived brain
18:45
tatss
in dublin some street folks would heat boot polish to get some alcohol
many decades ago
AIQ
AIQ
Hi, can someone please help me ...
I have been pulling my hair out for a week and soon I am gonna go bald ...
this is crazy
i'm about 50% bald. i shave my head as a coping mechanism.
the beard still works so i'm growing that out even though my wife says it makes me look like a serial killer.
AIQ
AIQ
lol
AIQ people are more than happy to consider your questions but may not be able to know if they can answer them until you ask them. don't hide the ball here
18:54
stop pulling your hair out for a start
if you're like me it will fall out naturally after a time.
i just get a #2. always feel strange asking the lady for a number 2. sounds either sick or suggestive
i just cannot escape the dark hole of the gutter
my thoughts are not fast enough
i have never had my hair cut by a woman, which sounds misogynistic but isn't. they just haven't been there.
we used to go to the barbers. i now prefer to have a woman cut my hair.
i was 2 all around, taper in back in the beforetimes. now i just shave the whole thing. probably 1 or 0.5.
18:56
i did shave for a while, but got the cancer survivor skinhead vibe from people
maybe just the skinhead vibe
i'm worried about being mistaken for a skinhead because there is a lot of that around here.
people in shops seem surprised to see me wearing a mask, for example.
AIQ
AIQ
lol leslie
i used to have a nice goat skin jacket which didn't help
AIQ
AIQ
ok my question
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Q: The realistic probability of winning a best of 7 series (i.e., excluding all unreal and redundant combinations) where the first game is already lost?

MangoI want to know the probability of winning a best of 7 series (i.e., win 4 games out of 7) where the first game is already lost. There are some people who advocate taking all possible theoretical combinations, but that doesn't give us the true probability since some combinations are just not possi...

I have a feeling that people didn't read the question fully - i know it's a bit long
but without really reading it they seem not to be getting what I am looking for
it's long but it's well written.
my first move would be numerical simulation but that might not be what the question is about.

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