5 Fun Facts About 2025 You Probably Don't Know

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  • Опубліковано 4 січ 2025

КОМЕНТАРІ • 267

  • @jackkalver4644
    @jackkalver4644 2 дні тому +118

    Here’s a good one: remove the 0. Want it back in the right place? Just multiply by 9.

  • @docsigma
    @docsigma 2 дні тому +206

    I was born in 1980, so I am getting a kick out of this video

    • @Rubika-Jansen_2018
      @Rubika-Jansen_2018 2 дні тому +4

      Same to me🤩

    • @maxhagenauer24
      @maxhagenauer24 2 дні тому +9

      By the way, you are old, just a side note reminder in case you forgot.

    • @maxhagenauer24
      @maxhagenauer24 2 дні тому +2

      @@therationalanarchist I was saying he is old, I never said or thought that I was never going to get older.

    • @EaglePicking
      @EaglePicking 2 дні тому +4

      Same. We turned 20 in 2000 and now we're turning 45 in 45 squared. Wow such age! :-)

    • @nychan2939
      @nychan2939 2 дні тому

      But I think both of you are very young. Do you know why?​@@maxhagenauer24

  • @_Loki__Odinson_
    @_Loki__Odinson_ 2 дні тому +123

    2:53 truly a remarkable name

    • @verkuilb
      @verkuilb 2 дні тому +7

      The thing is, that’s NOT a “unique name” given to them by mathematicians. That’s just an English language description of them. If mathematicians had given them a name like “square-dles” or “squarities”, THAT would be a unique name used by mathematicians.

    • @conorpillay4315
      @conorpillay4315 2 дні тому +19

      @@verkuilb it was in fact intended as a humorous statement for this very reason

    • @lucastora9207
      @lucastora9207 2 дні тому +7

      @@verkuilb I think that's what Loki was saying in a different way (:

    • @dabmachine1
      @dabmachine1 2 дні тому +11

      @@verkuilb bro is not getting it

    • @Affixton96
      @Affixton96 2 дні тому +5

      @@verkuilb r/woooosh

  • @wwsciffsww3748
    @wwsciffsww3748 2 дні тому +26

    8:33 You can also multiply by (-1)^(-2) to extend it further

    • @khoozu7802
      @khoozu7802 2 дні тому +4

      That is what i want to say

  • @Nikioko
    @Nikioko 2 дні тому +59

    I was born in 1979, and my age squared is 2025 as well.
    Oh, and 44² = 45² - 45 - 44 = 2025 - 89 = 1936
    and 46² = 45² + 45 + 46 = 2025 + 91 = 2116.
    This works with every subsequent square numbers, following the first binomial formula:
    (n + 1)² = n² + 2n + 1² = n² + n + (n + 1)

    • @PW-qi1gi
      @PW-qi1gi 2 дні тому +6

      Right, everyone born in 1979 OR 1980 will be 45 years old at some point this year.

    • @Dharun-ge2fo
      @Dharun-ge2fo 2 дні тому +1

      You can also use the difference of two squares formulas like 46²-45²=(46-45)(46+45), so 46²= 2025+91 = 2116, do the same for 44².

    • @Nikioko
      @Nikioko 2 дні тому

      @@Dharun-ge2fo That what you call the "difference of two squares formula" is the third binomial formula (a + b)(a - b) = a² - b².
      Yes, you can use that as well:
      (n + 1)² - n² = [(n + 1) + n] [(n + 1) - n] = [2n + 1] [1] = 2n + 1
      And to make the set complete: you can use the second binomial formula as well:
      (n - 1) = n² - 2n + 1² = n² - n - (n - 1)

  • @kicorse
    @kicorse 2 дні тому +16

    The fact that 2025 is 45^2 has definitely been coming up in variant-sudoku. 45 is important because it's the triangular number for 9 (the sum of 1 to 9).

  • @girla9480
    @girla9480 2 дні тому +72

    Fun fact: the last time we had a square number year was 1936, the year when Hitler started his military campaign.

    • @MarianMurphy-rz8ej
      @MarianMurphy-rz8ej 2 дні тому +4

      Ok

    • @verkuilb
      @verkuilb 2 дні тому

      …and in 2025, Trump takes office.

    • @verkuilb
      @verkuilb 2 дні тому

      Another equally fun fact: in 2025, Trump takes office.

    • @AdamRapW
      @AdamRapW 2 дні тому +25

      Your facts aren't so fun.

    • @verkuilb
      @verkuilb 2 дні тому

      In 2025, Trump takes office. Equally relevant.

  • @Fensmiler
    @Fensmiler 2 дні тому +15

    7:32 i am so happy that he put in the numberblock colors

    • @kaushalagrawal6258
      @kaushalagrawal6258 День тому

      what's numberblock colors?

    • @thetroll1900
      @thetroll1900 21 годину тому

      @@kaushalagrawal6258 Numberblocks is series about numbers it's like really good

    • @itsphoenixingtime
      @itsphoenixingtime 9 годин тому

      @@kaushalagrawal6258numberblocks is a math show and the characters 1-5 are coloured red, orange, yellow, green, light blue respectively

  • @Nikioko
    @Nikioko 2 дні тому +11

    Every square of numbers ending with 5 is calculated by multiplying the first digit(s) with itself plus 1 and then attaching 25:
    75² = 7 · 8 and attach 25, we get 5625.
    This can be proven with the first binomial formula:
    (10n + 5)² = 100n² + 100n + 5² = 100 · n · (n + 1) + 25

  • @dr.johnslab7502
    @dr.johnslab7502 2 дні тому +6

    That is a very fun and awesome video! Thanks, and Happy 2025 everyone! 🎉

  • @pepanovakno
    @pepanovakno 2 дні тому +44

    Time traveler whats this year? Me: (1+2+3+4+5+6+7+8+9)²

    • @Nikioko
      @Nikioko 2 дні тому +4

      Or [(9² + 9)/2]²
      The square of a triangular number.

    • @patrickfernandez4739
      @patrickfernandez4739 2 дні тому +2

      Time traveler: "Eh! Doc, this is getting pretty heavy! "

    • @foxymetroid
      @foxymetroid 2 дні тому +1

      Or the sum of all the cubed integers from 1 to 9.

    • @proboiz_50
      @proboiz_50 День тому

      45²

    • @Hi-Im-Noob-uwu
      @Hi-Im-Noob-uwu День тому

      *AD not AA(after apocalypse)

  • @TheEulerID
    @TheEulerID 2 дні тому +8

    My mother, born in 1931 has now seen two perfect square years. That is 1936 and 2025. Most of us will only see one given that you'd need to be a minimum of 89 to have seen 44^2 and 45^2. Indeed, the great majority of those born in 1937 or the years immediately after, will not have experienced a perfect square year at all given life expectancy at the time.
    I will be 161 in 2116, so it seems the likelihood of me experiencing another one is a very good approximation to zero.

    • @acelm8437
      @acelm8437 День тому +1

      My grandma was born 1937 and died 2024 🙁 RIP

  • @chezbegood390
    @chezbegood390 День тому +3

    I discovered this a few years ago. My favorite part is the 15 perfect square days this year, where each segment of the date is a perfect square.

  • @Yusso
    @Yusso 2 дні тому +17

    I just noticed another fun fact: (2² + 4² + 5²)² = 2025

    • @dorderre
      @dorderre 2 дні тому +5

      Ah yes, bcs 2²+4²=20
      I didn't even notice that, thx ^^

    • @AlvinoCH-lj5wv
      @AlvinoCH-lj5wv 2 дні тому +3

      Or (7²-2²)²

  • @kinkinawesome
    @kinkinawesome 2 дні тому +6

    Along with the square of 45, the product of the proper divisors of 45 is also 2025

    • @goldenwarrior1186
      @goldenwarrior1186 15 годин тому

      That’s probably because that expression simplifies to 45x45

  • @dong1971
    @dong1971 2 дні тому +6

    Fact 3 is amazing. Thank you Paresh..

  • @Chipfoxxo
    @Chipfoxxo День тому +3

    fun fact: this is the only square year most of us watching this video right now will ever live to see, since the next one is in 2116 and you would have to be at least 89 right now to have seen 1936

  • @peterdegelaen
    @peterdegelaen 2 дні тому +8

    Another one I saw in another video: 2025 is the sum of the first 45 odd numbers: 1+3+5+7+ ... +89

    • @feierlord
      @feierlord День тому +4

      That comes from the fact that it’s a perfect square, it would do that for any square number.

    • @Itz_Sophia19
      @Itz_Sophia19 15 годин тому

      yep! that's because it is a square number, or 45x90/2.
      sum of a number sequence with equal intervals = amount of numbers (first number + last number) / 2
      45(1+89)/2 = 45x90/2 = 45x45 = 42²
      square numbers are very interesting

  • @annahanslope7528
    @annahanslope7528 10 годин тому

    10:26 the only reason this works is because 1+2+3+4+5+6+7+8+9=45 and the formula for a triangular number is ((x^2)+x)/2

  • @bogo2
    @bogo2 2 дні тому +4

    This video makes me feel that the year would be good :D

  • @ketankyadar5228
    @ketankyadar5228 20 годин тому

    Great video Presh Talwalkar
    Don't know this much Pattern existed and i think there will be more 😅
    But Happy New Year 2025

  • @stickfiftyfive
    @stickfiftyfive 2 дні тому +2

    Good video. nice clear explanations as always!

  • @iowa_don
    @iowa_don 2 дні тому +6

    I remember it was a (sort of) big deal that 1961 was the same right side up or upside down.

    • @verkuilb
      @verkuilb 2 дні тому +3

      Same with 2002 (on a standard LED numeric font).

  • @futurepath
    @futurepath День тому

    Happy New Year Presh

  •  2 дні тому +2

    That was amazing!

  • @AJMTT
    @AJMTT День тому

    Very cool video! 😊

  • @stickfiftyfive
    @stickfiftyfive 2 дні тому +5

    Also, 2025 is among the first few elements in this self-referencing iterated sequence, via Domotro from Combo Class.
    Where T(n) is a triangular number,
    and with n > 1:
    T(2) = 3
    3^2 = 9
    T(9) = 45
    45^2 = 2,025
    T(2,025) = 2,051,325
    2,051,325^2 = 4,207,934,255,625
    T(4,207,934,255,625) = 8,853,355,349,833,265,389,198,125
    Tn^2 = 78,381,900,950,421,300,982,881,904,787,876,752,731,430,503,515,625
    k = sum of first n cubes
    n = 2, k = 9
    n = 9, k = 2,025
    n = 2,025, k = 4,207,934,255,625
    k = 78,381,900,950,421,300,982,881,904,787,876,752,731,430,503,515,625

  • @aliabniki3751
    @aliabniki3751 День тому

    It's wonderful
    Thanks for the good video

  • @marshy25
    @marshy25 2 дні тому +1

    very cool. Thank you!

    • @MarianMurphy-rz8ej
      @MarianMurphy-rz8ej 2 дні тому

      Something wrong with u

    • @marshy25
      @marshy25 2 дні тому

      @MarianMurphy-rz8ejlol ok buddy. Not sure why you would watch this video unless you like numbers/math patterns.

  • @neuralwarp
    @neuralwarp 2 дні тому +9

    The S(n³) = (Sn)² theorem is crying out for a proof by induction.

    • @maelmcd2
      @maelmcd2 День тому

      Nah

    • @maelmcd2
      @maelmcd2 День тому

      Use a telescoping series

    • @RK-tf8pq
      @RK-tf8pq 16 годин тому +1

      You can prove it mathematically as; (Sn)**2 equal (n(n+1)/2)**2. Expanding and rearranging can get it equal to ((n-1)*n/2)**2 + n**3. Which is equal to (S(n-1))**2 + n**3. You can then repeat the process to show that it is equal to (S(n-2))**2 + (n-1)**3 + n**3. You can continue that process to prove the identity.

    • @maelmcd2
      @maelmcd2 9 годин тому +1

      ​@@RK-tf8pq Calculate the sum of (k+1)^4-k^4 for k varying from 1 to n :
      You can do it by using telescoping
      You can do it by simplifying (k+1)^4-k^4 and using linearity of the sum and using the formulas for the sums of k^2 and k
      You get a formula for the sum of the n first cubes and you can verify it's the same as (n(n-1)/2)^2

  • @irfanmuzaki6698
    @irfanmuzaki6698 2 дні тому +2

    This year is truly fascinating

  • @Allanapolis83232
    @Allanapolis83232 6 годин тому +1

    2025 is a special year with a lot of mathematical characteristics.

  • @Vengemann
    @Vengemann 2 дні тому +14

    The fact that the next square number year is after 91 years😐 only few from now will witness it

    • @EaglePicking
      @EaglePicking 2 дні тому +2

      91 is a very cool number as well. It's 7 x 13. It's also a hexagonal, tetrahedral and pyramidal number.

    • @eduardopestanamarino5588
      @eduardopestanamarino5588 2 дні тому

      😅😅😊😊😊😊

  • @Neodynium.the_permanent_magnet

    Would be interesting to know which next year will have all these properties.

  • @alnitaka
    @alnitaka 2 дні тому

    I note that today, in standard date notation, is 1-2-25, and 1225 is the square of 35. And I note that 4-2-25, 5-6-25, and 7-2-25 are also squares.

  • @MirkoRatar
    @MirkoRatar День тому +42

    I swear, The Hidden Path to Manifesting Financial Power is one of the best books I’ve read. It’s life-changing.

  • @diedrike863
    @diedrike863 2 дні тому +2

    0:50 Also people born in late 1979 from now until their birthday.

  • @michaelbaker9347
    @michaelbaker9347 День тому

    The addition of 1-9 is something I'm very familiar with adding up to 45. Good tidbit to know if you play sudoku

  • @Mparmpas123
    @Mparmpas123 2 дні тому +1

    I am watching this at 2 AM and this is what im gonna write on my final exam tommorow

  • @dwirz
    @dwirz День тому +1

    is there a pattern in fact 5 that will work for range from 1 written 1 time to any natural number n written n-times, or is it just unique for 45?

  • @KelseyThornton
    @KelseyThornton 14 годин тому

    I like that cubes to squares proof!

  • @m.tahaturkmen5192
    @m.tahaturkmen5192 День тому

    There is a Turkish politician named devlet bahçeli, back in 2009 he celebrated his party's 40th anniversary with this calculation:
    "There are two zeros in 2009; get rid of them what's left, 29. Scrap the zero next to 9, what's left 9 and scrap the zero next to 2 now what's left is 2.
    If you add 2 and 9 you get 11 and when you add 29 to 11 you end up with 40. Happy 40th anniversary of nationalist movement party (strong applause from the audience)"
    This video reminded to me those days.

  • @GaurangAgrawal2
    @GaurangAgrawal2 День тому +2

    3:27 Al Khwarizmi would be so jealous

  • @CYXNIGHT
    @CYXNIGHT 9 годин тому

    It HAS to be a good year

  • @pavfrang
    @pavfrang 2 дні тому +1

    perfect!

  • @kevinbelt6008
    @kevinbelt6008 День тому

    Fun addendum to fact #1: the next year in which someone can be born so that they turn a certain age when the year is the square of that age is 2070, which is … 45 years from now, the same length of time as it is from my birth to now (I’m a lucky 1980 kid). This pattern holds, such that I was born 44 years after the last such occurrence in 1936.

  • @StarTheTripleDevil
    @StarTheTripleDevil 3 години тому

    I just realized another fact about 2025.
    All the people who turn the sum of the digits of their year of birth this year:
    1) 1998: 1+9+9+8=27=3³
    2) 2016: 2+0+1+6=9=3²
    Both are powers of 3.

  • @tkyap2524
    @tkyap2524 2 дні тому +8

    The mind behind the facts is amazing. May 2025 be an auspicious year.

  • @lukasjetu9776
    @lukasjetu9776 2 дні тому +2

    cool!

  • @moritzvaneimern299
    @moritzvaneimern299 День тому

    I just noticed: if you square any number between 40 and 49, the last two digits of that number will a square number two. More specific it will be the square of 50 minus that number...

  • @Tjoachim
    @Tjoachim 2 дні тому +14

    4:49 idk why I found that so funny😂

  • @NeverMatter
    @NeverMatter 2 дні тому +22

    Fact 4 its so lame.. then every number can be written in terms of all digit by having power as 0

    • @PW-qi1gi
      @PW-qi1gi 2 дні тому +3

      Yeah but not with exactly one occurrence per digit. Still a bit lame though

    • @SnigdhaMedha
      @SnigdhaMedha День тому +1

      They intentionally did that to use those digits.. it’s not lame. You couldn’t even make that fact

  • @premiunm
    @premiunm 14 годин тому

    2025 is also the Year where (a+b)^2 = the Year where a = first half of the year b = Second half of the year so a=20 b=25

  • @mahima_abhishek_
    @mahima_abhishek_ 2 дні тому +4

    2025=1⁰+2⁰+3⁰+4⁰+...+2025⁰🤯

  • @reenabaisla4967
    @reenabaisla4967 День тому

    Excellent

  • @7ymke
    @7ymke День тому +2

    1^0+2^0+3^0...+2025^0 = 2025 😶

  • @crashbandicoot2383
    @crashbandicoot2383 День тому

    That's enough motivation for not wasting this year

  • @suzetterocher212
    @suzetterocher212 День тому

    Two more fun facts. The golden ratio is also in there.
    Between 2025 and 3025 exactly 1000 years.

  • @何玟蒝何玟蒝
    @何玟蒝何玟蒝 День тому

    Most of the interesting facts are extended from 2025=45², but it's still very interesting. 2025, being a perfect square itself, is quite a rare year since you need to wait 91 years for the next perfect square to come.

  • @DerekMitchell
    @DerekMitchell 2 дні тому +1

    But there's a couple more more...2025 is the product of two squares 9^2 x 5^2=2025. It's the sum of three squares 5^2+20^2+40^2=2025.

  • @MichaelAutism
    @MichaelAutism День тому

    This is a crazy number

  • @pengxu9244
    @pengxu9244 2 дні тому

    Kind of a random fact, but 4 adjacent tiles (either vertical or horizontal, it doesn’t really matter which) in Minesweeper with the numbers 2, 0, 2 and 5 respectively in them (the 0 would just be an empty space) is the last possible valid combination of numbers that represent the current year before 2100.

  • @alex_zetsu
    @alex_zetsu День тому

    The cube sum of the digits never impressed me. A prime number will always be a prime number, a square number will always be a square number, but this neat little adding of cubes only works because we use base 10.

  • @deepchopra7390
    @deepchopra7390 День тому

    2025- Amazing mathematical year

  • @btmillack21
    @btmillack21 День тому

    I would like to suggest a new name for the "numbers which when chopped into two parts with equal length, added and squared result in the same number" as "quadratic selfreflecting numbers".
    Much better, isn't it?

  • @medhalimaye885
    @medhalimaye885 День тому

    I have noticed that 2025 has 13 divisors and 5 divisors 1, 9, 25, 81, and 225 are perfect square numbers.

  • @pandapanda25611
    @pandapanda25611 2 дні тому +1

    3:58 i was gonna comment that

  • @Wendy_O._Koopa
    @Wendy_O._Koopa День тому

    So, as Wendy Koopa, the fictional character, I abide by the floating timeline. I always hatched 16 years before the present day, just as Mario, Peach... actually _most_ of the main cast were born 24 years before the present day. -Yes, Mario was currently born -_-after-_ the release of Super Mario 64... die mad, or something? Anyhow, the smelly mammal _behind_ this account, was actually born in 1980... sometimes I call them "the world's oldest millennial," because there seems to be some debate as to where millennials actually start. So once I finish making them type this out for me, I should make them watch this video because it was very interesting, and indirectly about them.

  • @weylinpiegorsch9253
    @weylinpiegorsch9253 2 дні тому

    I miss the outro music. When did it stop?

  • @malakigallant
    @malakigallant 2 дні тому

    My suggestion: Bifursqum numbers, for Bifurcate then square the sum.

  • @rated-r84gg2
    @rated-r84gg2 2 дні тому +1

    Also the year of the snake

  • @MandieClaresta
    @MandieClaresta День тому

    Great analysis, thank you! Could you help me with something unrelated: My OKX wallet holds some USDT, and I have the seed phrase. (alarm fetch churn bridge exercise tape speak race clerk couch crater letter). Could you explain how to move them to Binance?

  • @RK-tf8pq
    @RK-tf8pq 16 годин тому

    I had noticed that the sum of the cubes of first n number is square of total of first n numbers. I thought that I invented a new mathematical formula and even proved the formula, only to find out that the formula already exists. My proof was: the total of first n numbers is n(n+1)/2. You square it and rearrange it to show that it is ((n-1)n/2))**2 + n**3. The first term here is the square of total of first n-1 numbers. If you keep repeating this operation, you can prove the formula.

  • @adipy8912
    @adipy8912 2 дні тому +1

    Anyone seen CtC's video about 45²?

  • @TourGor
    @TourGor 2 дні тому +4

    1:52 hawk 2(ah)

  • @goldenwarrior1186
    @goldenwarrior1186 16 годин тому

    9:06 Someone should turn both the second and third equations into brain teasers

  • @SnigdhaMedha
    @SnigdhaMedha День тому +1

    The fifth one is actually the 1st one explained..😂

  • @Dreamprism
    @Dreamprism 2 дні тому

    The previous "sum of the first n cubes" date was 1296, when Edward Longshanks invaded Scotland.

  • @IainR-pb9gq
    @IainR-pb9gq День тому

    Square dates
    Where day² × month² = year
    15 March 2025 : 15² × 3² = 2025
    09 May 2025 : 9² × 5² = 2025
    05 September 2025 : 5² × 9² = 2025
    Last time it happened was 4 November 1936 (three that year: other two 22 February 1936 and 4 April 1936)
    Next time it will happen is 23 February 2116
    then 24 February 2304 (one of six that year)

  • @JimmyMatis-h9y
    @JimmyMatis-h9y День тому

    NGL, that last one 🤯

  • @bonmangtay1949
    @bonmangtay1949 19 годин тому

    Mabye there are other numbers with ALL the propertys of 2025?

  • @MathComputerSciencePhysics
    @MathComputerSciencePhysics 2 дні тому +7

    Any 2070 kids in the chat?

    • @tobyfitzpatrick3914
      @tobyfitzpatrick3914 День тому +1

      Just putting the finishing touches to my time machine 😊

    • @SnigdhaMedha
      @SnigdhaMedha День тому

      Me

    • @ChomssOnYt
      @ChomssOnYt День тому

      you must feel old.. I was born in 2125. We have flying sharks now btw.

  • @KWONGYINGHEIKINGSTON鄺盈熹
    @KWONGYINGHEIKINGSTON鄺盈熹 2 години тому

    Before you post the video,I already know fact 1 and 3

  • @southernbreeze3278
    @southernbreeze3278 2 дні тому

    uh oh. this could be the sign of a 2025 apocolypse

  • @i.setyawan
    @i.setyawan 2 дні тому

    My being very excited over this proves that I am a nerd. 😂

  • @CristiNeagu
    @CristiNeagu 2 дні тому +1

    2025 = 45^2... Like the "second coming" of 45. It's a sign, I tell you.

  • @daddykhalil909
    @daddykhalil909 День тому

    8:15 I wonder: was it worth losing time and efforts on such a clip??

  • @lancewinson
    @lancewinson 2 дні тому

    I like induction better for cube sum

  • @ra1nman_mashups
    @ra1nman_mashups День тому

    Fact 6: 2025 hasn’t had the same calendar as any year since 2014

  • @TheSourovAqib
    @TheSourovAqib 2 дні тому +2

    I swear everyone is making these videos now lol

  • @tavuong666
    @tavuong666 День тому

    Fun fact: next square (46) year everyone watching this is 6 feet under.

  • @aloi4
    @aloi4 День тому

    1) 9 = 9²
    2) 9 in base 2 is 1001. 10+01 = 11, (3 in base 2). 3² is 9
    3) 9 = 1³+2³ = (1+2)²
    4) 9 = 1⁵×3²×4⁰ = 1+2+3+4+5-6 = 1⁸+2+3+4+5-6×7⁰
    5) In base 3: 1 22 101010, has 9 digits. [This fact as well as fact 3, if k=1³+2³+...+n³, in base n+1 when making the list up to √k will have k digits].
    443 556 is the next year n, so that n = (1+2+...+k)² and there is m so that k = (1+2+...+m)²

  • @irfanmuzaki6698
    @irfanmuzaki6698 2 дні тому +2

    If only I was born in 1980

  • @Pikatoshiii
    @Pikatoshiii День тому

    They are called tech numbers in programming stuff

  • @haronka
    @haronka День тому

    I knew the first three, but not the fourth one

  • @p_dadon
    @p_dadon День тому

    Save this for amc10

  • @martinst8764
    @martinst8764 День тому

    Surely Fact 2 numbers are called 'Presh Numbers' 🤣

  • @GD-mw1kd
    @GD-mw1kd День тому

    Curious earthlings about their decimals 😂

  • @quinn7894
    @quinn7894 День тому

    Matt parker was born in 1980

  • @Syed_Shahriyer
    @Syed_Shahriyer День тому

    A special date in this year: 4th May, 2025