• themeatbridge@lemmy.world
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      1 year ago

      A lot of people understand how unfair the math is, and still buy the tickets because “you never know.”

      Source: I buy tickets sometimes because you never know…

      • verysoft@kbin.social
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        1 year ago

        If you can afford it, then it’s no harm really. I’ve made a profit from the lottery myself, albeit a minor one. Depending on the lottery, it’s not the worst thing you can give pocket change away to for a bit of fun. So I never understood this “you’ll never win” mentality/gatekeeping hobbies, people know the chances, but it’s fun either way.

      • Phen@lemmy.eco.br
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        1 year ago

        I would sometimes buy one just to have something to wait for. It’s cheaper than buying trash online.

        • Swedneck
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          1 year ago

          whip up some pizza dough and spend the week waiting for it to proof, then at the end you get a delicious pizza to look forward to

      • Honytawk@lemmy.zip
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        1 year ago

        No, we do know. You will not win once.

        Somebody might win a huge amount, but that one will not be you. I can guarantee that.

        You will put in more money than you will get out. Somebody needs to pay their shareholders.

        • Maalus@lemmy.world
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          1 year ago

          How can you guarantee that? The chance is close to zero, but not zero - ergo you cannot be 100% sure that they won’t win.

          And that’s the point they are trying to make - you don’t need to be 100% logical to enjoy life. Sure, they probably won’t win. But thinking they might, the anticipation of scratching the tickets, etc, is worth it to them.

    • Jonny@kbin.social
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      1 year ago

      I always feel it’s more of a tax on hope. I know a few folks who play and the understand the odds very well… but what if!

      ‘What if’ can be very appealing for only £2, even if it is incredibly, incredibly, (repeat incredibly a thousand more times) unlikely.

    • Kusimulkku@lemm.ee
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      1 year ago

      What a silly belief. Everyone knows the odds are ridiculous. It’s just that people are still hoping they’d win

  • nixcamic@lemmy.world
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    1 year ago

    It’s a quirk in statistics that buying a lottery ticket doesn’t really statistically improve your chances of winning over not buying a ticket.

    But like also your odds of winning with a ticket are infinitely higher than without.

  • WereCat@lemmy.world
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    1 year ago

    I’ll let you on a secret to increase your odds.

    Since the chance to guess the correct numbers is so low that it’s almost guaranteed you made a bad guess… Just change the guess to increase your odds.

  • Honytawk@lemmy.zip
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    1 year ago

    You win every time you do not play the lottery.

    You have more chance to play the lottery your whole life and never win a significant amount, than it is to win a significant amount once.

    Since the lottery is a business, big part of all the ticket sales is used to run the business (and to generate profit). Only the rest is used to pay the winnings.

  • Baphomet_The_Blasphemer@lemmy.world
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    1 year ago

    If the jackpot is up in the ridiculous set for life amounts, I’ll drop ten bucks on a few tickets here or there. My thoughts doing so is this: if I lose ten bucks, then nothing really changes in my life, but if I’m truly lucky and hit that one in a quadrillion chance of actually winning the jackpot, then everything changes. I don’t ever expect to win, but I won’t miss the minimal amount of money I’m throwing in for my chance to. So why not bet on the long shot every now and again as long as losing doesn’t hurt me financially?

  • Muninn@lemmy.dbzer0.com
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    1 year ago

    The way I see it, is that by never trying, I have statistically about the same chances of winning as someone playing.

    • agamemnonymous@sh.itjust.works
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      1 year ago

      Except their chances are infinitely higher than yours. It’s miniscule, but miniscule and finite is infinitely bigger than zero. Math gets funky around the edge cases

      • gimsy@feddit.it
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        1 year ago

        Not really, the chances to find a winning ticket of a lottery walking on the street is almost comparable

        • agamemnonymous@sh.itjust.works
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          1 year ago

          The chances of finding a winning ticket on the street are many orders of magnitude lower. How often do you find unredeemed lottery tickets walking on the street? I never have, the most I’ve seen are losing scratch-offs.

          • Honytawk@lemmy.zip
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            1 year ago

            The difference is still comparable.

            That is how low you stand a chance of winning.

            Want to see it in numbers? Last year people in the US spend 105 billion on lottery tickets. Meaning, you have 1 chance in 403 846 153 to win. If you played every week, it would take you 7 766 272 year to win. And even that isn’t certain.

            In math: 1 = 0,9999999999

            • agamemnonymous@sh.itjust.works
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              1 year ago

              Couple things:

              First, you fundamentally misunderstand how lottery winners are chosen. The odds are invariant with the number of players, the odds of winning are the same whether there’s no other players, or a billion. A sequence of numbers are chosen at random from a set range, and anyone whose ticket matches that sequence wins. You’re probably thinking of a raffle, where people purchase tickets which are shuffled together, and one is selected at random. The odds of winning a raffle do decrease with more players.

              Second, the probability of two things happening is equal to the product of their individual probabilities, P(A and B) = P(A) × P(B). For example, let’s say I have 10 dice in a bag, and only one is red; the odds of pulling out the red die and rolling a 6 is equal to 1/10 × 1/6, for a total of 1/60. So the probability of finding a winning lottery ticket on the ground is exactly equal to the probability of finding an unredeemed ticket on the ground, P(A), multiplied by the probability of any individual ticket being a winner, P(B). If P(A) = 1/10, then you’re ten times more likely to win by buying a ticket yourself. If P(A) is 1/1,000, then you’re 1,000 times more likely. Considering that I’ve never found an unredeemed lottery ticket on the ground, P(A) is likely extremely small, so the odds are extremely higher if your purchase a ticket yourself.

              Third, 1 does not equal 0.9999999999. 1 does equal 0.999…, which is very different. It only works with a literal infinite number of decimal places. Ten 9s is not sufficient, ten trillion 9s is not sufficient, no finite number of decimal places is sufficient to uphold that property.

    • Mr_Dr_Oink@lemmy.world
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      1 year ago

      Isn’t it "you miss 100% of the shots you don’t take.

      ?

      Edit. I think i completely missed your joke. It’s about the extremely low chance that you will win the lottery and you are using wayne Gretzkys famous quote to make the joke.

      Sorry, im an idiot and i ruin jokes by explaining them so someone can validate me and say “yes, well done, you got the joke…”

      • Honytawk@lemmy.zip
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        1 year ago

        That number is too low. You need about 5 more 9’s at the end for it to compare to lottery winnings.

  • The Barto@sh.itjust.works
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    1 year ago

    I just ask them how much they spend on lotto every week, then times that by 52 and then ask roughly what they’ve won over the year, take that from the first number and show them how much money they’ve wasted. Sometimes it goes well, most times it doesn’t, but they don’t bother me about the lotto anymore.

  • niktemadur@lemmy.world
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    1 year ago

    I’d rather see what Joshua the AI from “War Games” (the movie) has to say about all this…

    A strange game. The only winning move is not to play.

    • AngryCommieKender@lemmy.world
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      1 year ago

      The prop for the WOPR was actually a refrigerator box that was painted black and had Christmas lights. It also still exists. It was auctioned off for several thousand dollars a few years ago.

      • rmuk@feddit.uk
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        1 year ago

        Which is pretty cheap for a machine that could start World War III, but also expensive for a refrigerator box but that’s government contracts for you.

  • metaStatic@kbin.social
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    1 year ago

    been meaning to do the math on this for a long time but never remember about it.

    Turns out I saved $43,800 by not playing the local lottery every week since my first job.

    potentially times that by seven because there seems to be a different lottery for every day of the week.

    I’d like to check if my smartarse sequential number pick ever won in that time but finding the historical numbers is a bit more work than I could be bothered with right now.

    • Delphia@lemmy.world
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      1 year ago

      Depending on how your local lottery system works you probably would have had some minor wins over the years.

      I have a $5 ticket every week. My logic is that “I’m renting hope” every week theres a minuscule chance that it could be my last week at work ever. I see a house that I’ll never be able to afford and I think “Sure, if I win this week. Lol” as opposed to getting all shitty about wealth inequality.

        • Delphia@lemmy.world
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          1 year ago

          Its not false hope, I’m aware that its stupidly unlikely but its not impossible. I dont think Ill ever win the jackpot but the idea that it could happen is worth $5 a week.

          • mayonaise_met@feddit.nl
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            1 year ago

            The idea that it could happen is false hope though, because you’re buying into the idea that the chance is worth $5. The chance is so small it might as well be zero. So you’re way over spending for a could that is practically a won’t.

            There are some situations with some lotteries where the math works in your favor because of for instance rollover. But if you’re committed to $5 a week you’re not that lottery player.

            If you were to put $5 in S&P 500 weekly for a decade it is far more likely that you’ll have a profit of a few thousand on top of the money that you did not spend on lottery tickets (because you still own the stock). That’s not really as radically marxist as my previous comment might make me seem, but for your personal wallet it’s way better.

            In this economy if you want to become rich, the best thing is to start out rich. The next best thing is starting a company and pocketing the productivity of your employees. Back to that marxism thing again.

          • Honytawk@lemmy.zip
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            1 year ago

            You are more likely to play your whole life and never win a significant amount, than you are winning once.

            People who think they will get more out of it than they put in are delusional. Lottery is a business, only a small part of their earnings goes back into the pot.

    • agamemnonymous@sh.itjust.works
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      1 year ago

      I buy a lotto ticket when the Powerball gets ridiculous. Probably won’t win, but I definitely won’t if I don’t get a ticket. A few bucks every year is worth that improvement from zero to non-zero.

      • Honytawk@lemmy.zip
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        1 year ago

        You and many people, lowering your chances even more.

        You are just donating money at that point.

        • agamemnonymous@sh.itjust.works
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          1 year ago

          I’m fine with donating like $5 every couple years. Also no, more people buying Powerball tickets doesn’t reduce chances to win at all, it’s not a raffle. The only thing that decreases with more players is, potentially, the payout assuming multiple winners.

  • ExLisper@linux.community
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    1 year ago

    If someone thinks about playing lottery just tell them to bet on ‘1 2 3 4 5 6’ (or whatever the number of numbers in your lottery). Once you realize this combination is as probable as any other the chances of winning seem a lot smaller.

  • Johanno@feddit.de
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    1 year ago

    I once calculated the chance of winning the pot if you pay 10 million in tickets. It was about 50%

    • kameecoding@lemmy.world
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      1 year ago

      we did it in school it’s basic math from how many numbers how many do you need to guess correctly, they can arbitrarily set those numbers to always be more than the population.

      IIRC in my country where the population is around 5 million the odds of winning the lottery was about 1 in 6,5 million and in the neighboring country with 10 million people it was around 1 in 13 million