Here's the answers i found for the equations taken at face value: i=11 t=40585/22 s=no answer B=0 or 1.5 e=(-31±√129)/16 h is anything W=1/(200√42) Final answer would be -11s or 8117s(31±√129)/(14080√42)
sqrt(2) + sqrt(2) = 2 * sqrt(2) sqrt(8) = sqrt(4*2) = sqrt(4)*sqrt(2) = 2 * sqrt(2) comes straight from the fact that sqrt is distributive over multiplication or something
10:10 it looks weird at first but it makes sense when you use the property sqrt(a*b) = sqrt(a) * sqrt(b) sqrt(8) = sqrt(2*4) = sqrt(2) * sqrt(4) = sqrt (2) * 2 = sqrt(2) + sqrt(2)
@ depends on what you call a character, I guess.(square is only a single character in unicode because they introduced infinite inconsistencies when it comes to differentiating between typesetting and the text itself(and what constitutes "plain text")) It was never explicitly mentioned in the puzzle anywhere either.
How I got each answer: i: basic algebra t: thought about factorials when doing other problems and realizes it works on this one s: looked at the problem and thought about 2s 3s and 5s being specific values, the other values have a difference of 12, suggesting that the numbers don't explode very much, lo and behold, the square works B: looked at the final answer and though perhaps B could be a square root to counteract the squaring effect from s. Checked that it works h: saw pretty quickly that a dot works W: I never figured out what this is, after many minutes of thinking of possibilities, I went on to guess the answer, the moment I thought that the answer could be an integer despite the +0.4, I thought about perfect squares, then the final answer came to mind
1:14 did bro just say a negative + a positive equals a greater negative? then switches the sign on -8 making the value -5 the real answer: 5 = -7 which it does not, therefore no answer
13:07 crazy that the puzzle creator is wishing us a wonderful 13082033478585225956056333208054576745409436178226342908066265566934614672842161048304768562947313435389842049149535921090512687475188845950481368402436444804007734225703575500327336811537670190540034537231636693839145971463875771016113794100905049942366677141759676424283214208772398352253862399075809896854471602760838622772525181979549290936932940921979559250982223468099574333899135034765980981077568062106227769465285984389474844862019289187129392239342484946229074983744167803649274348715287487829533964691017070965513283663606106812428993495619076086224947686918393208549192435223921866339416300875558457504592256237268486721674507381347194656886167348052784210624808070267003883372515441581683700853425257202924499386551871205396302529013529128818001970756246384209290762003603135011921122344529842666094323476265918070749834884276245039438646092504241147773177261824745390122050610211867889490106883769206943537169643722601497304704038464903932759366813704505680966098392554275015587958310623666048487185111155223176837472166075774650921113813721156120157211082655949936213901087983159094464770015354317655566262477578745491010205220411502999603396399382043413258874985087692228173904721628577170442861451468392721637744119467384687250905783398595706202578674022303778107914577005193768796610652313464937160788215475269182396286668979624375583971331742549459009693122791238608906943620686969928985528703697583076301708353568200723067667761366415684814251804758361904610633196231078296158451244581072015355510360625579630747872655155993417793876610159791350706056085489620234463454571826799111678580195263031608974870904177074721377432775651262476648853981198254891302503620333271812634107189394365535565481055170284299030164140757278391560253757591204388378183481011158489876764602389234087507481049179834503697867206994325976870325114852729009846534387155161704406253473325641668942516261735855483570089318699014945729809748871428700322769763306721035154223683593192717642702469478783326125037341834580680776570299113669636955983305462692518650396394314764872708466269496680447944712121316873046798676087404979258644469095797420201507318430142710699670552464450047297868913490696249973331677229945580636518723384709252848727607384151358321476400473377068677159420140232594322647811119204965653790398303986040127552813939369454118213126387180166895368914220580132000785602390824620093551604060696648269931104988128593975721996043636639530757887017516286280972781201882582840066622108453699873383660624823827501393379510711667786159802467430694509596492042513359593235290301934482978615511668331559287809596932401347245270170044040508026559850579652635480035731262128939250523229587323247457446126502445031865948757690486466731228289915310535301894506628079317265110072901464390485532354514230446682747498044871877407216528458781957724140384263024222024277506804745244895320982295682248565468780004852700379609109107921425498612481277147277994049308654810186676821755314397431229309965516685736055042381714415855930187791830796390535903426989886286229891912900630871614648779811122224874801662389361394358597760922386229416231490821331112745502862654645298514994669053597412959637081156234018562462764334372648914330560478155694625389878936351659106100437373322758559543245639018054151540648297052123643302469840310880423375747972177861576491434183956736888218794437734198419939561156463332477624322634774406732956234100885348827974564158815294722560754878851806952146421378056418524474573604202472348494562439349368016015278198417740116591010305332017410589743410884568763232877190131575399380354884519181501078916818425628761563321061162101763103922493485293139379662488459409698111812594251856668085292481319934435157411500716277076165240919007960702508979683155601314456397782220991344172814146922393983152337759429806174455814660565983985778498861454009592682976510775393071558722536639602310064262780447735236115652727962273115371447987075802342423571913339954442421012871662799796682098789586059202851736812143237231059785820542682887751873072445432394574196978415105709996742238037619548082889162799891245663009197049924661282762569969722926367887975657460019572668765095109563447141092044568474402198612685086828173035004652627111544505845433587174411475006611708349224192600297549625499632071499364557148750680697470361638236526372960073052409543309005572405721543763002596901015692334783479978233169944518303522512583626590297940380878303262810900403721533844234692714996392449599149515822810720755515210482649345388444574637992959573264539792915685647330809794453067263058850988094369743046708835433737912505344918655257867807878269044627165397017268861456554590512351597973167228542255875539028675550185456661877636740078429314852258047233008436998727477103636545217821357950020128993239371033495368348936467887434791085592468580470950528313929634178009288170244937842576943422768995239455653220757432097648173089199565589033553083969395368907072010953579981505504548317859212308094947926996865719148417010517453197981105625176439706036094938299976908237525311664241798808293564863107878538007119419612538964901063230138533990422480388552239672076134411478855526934092859755290315787934392495815045274101837805627599849339238213411962451540426359606325558844828045693425748466359977002737336320000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000 when it's only 2025 cba
why does the ending say "Please accept my best wishes for a wonderful 13082033478585225956056333208054576745409436178226342908066265566934614672842161048304768562947313435389842049149535921090512687475188845950481368402436444804007734225703575500327336811537670190540034537231636693839145971463875771016113794100905049942366677141759676424283214208772398352253862399075809896854471602760838622772525181979549290936932940921979559250982223468099574333899135034765980981077568062106227769465285984389474844862019289187129392239342484946229074983744167803649274348715287487829533964691017070965513283663606106812428993495619076086224947686918393208549192435223921866339416300875558457504592256237268486721674507381347194656886167348052784210624808070267003883372515441581683700853425257202924499386551871205396302529013529128818001970756246384209290762003603135011921122344529842666094323476265918070749834884276245039438646092504241147773177261824745390122050610211867889490106883769206943537169643722601497304704038464903932759366813704505680966098392554275015587958310623666048487185111155223176837472166075774650921113813721156120157211082655949936213901087983159094464770015354317655566262477578745491010205220411502999603396399382043413258874985087692228173904721628577170442861451468392721637744119467384687250905783398595706202578674022303778107914577005193768796610652313464937160788215475269182396286668979624375583971331742549459009693122791238608906943620686969928985528703697583076301708353568200723067667761366415684814251804758361904610633196231078296158451244581072015355510360625579630747872655155993417793876610159791350706056085489620234463454571826799111678580195263031608974870904177074721377432775651262476648853981198254891302503620333271812634107189394365535565481055170284299030164140757278391560253757591204388378183481011158489876764602389234087507481049179834503697867206994325976870325114852729009846534387155161704406253473325641668942516261735855483570089318699014945729809748871428700322769763306721035154223683593192717642702469478783326125037341834580680776570299113669636955983305462692518650396394314764872708466269496680447944712121316873046798676087404979258644469095797420201507318430142710699670552464450047297868913490696249973331677229945580636518723384709252848727607384151358321476400473377068677159420140232594322647811119204965653790398303986040127552813939369454118213126387180166895368914220580132000785602390824620093551604060696648269931104988128593975721996043636639530757887017516286280972781201882582840066622108453699873383660624823827501393379510711667786159802467430694509596492042513359593235290301934482978615511668331559287809596932401347245270170044040508026559850579652635480035731262128939250523229587323247457446126502445031865948757690486466731228289915310535301894506628079317265110072901464390485532354514230446682747498044871877407216528458781957724140384263024222024277506804745244895320982295682248565468780004852700379609109107921425498612481277147277994049308654810186676821755314397431229309965516685736055042381714415855930187791830796390535903426989886286229891912900630871614648779811122224874801662389361394358597760922386229416231490821331112745502862654645298514994669053597412959637081156234018562462764334372648914330560478155694625389878936351659106100437373322758559543245639018054151540648297052123643302469840310880423375747972177861576491434183956736888218794437734198419939561156463332477624322634774406732956234100885348827974564158815294722560754878851806952146421378056418524474573604202472348494562439349368016015278198417740116591010305332017410589743410884568763232877190131575399380354884519181501078916818425628761563321061162101763103922493485293139379662488459409698111812594251856668085292481319934435157411500716277076165240919007960702508979683155601314456397782220991344172814146922393983152337759429806174455814660565983985778498861454009592682976510775393071558722536639602310064262780447735236115652727962273115371447987075802342423571913339954442421012871662799796682098789586059202851736812143237231059785820542682887751873072445432394574196978415105709996742238037619548082889162799891245663009197049924661282762569969722926367887975657460019572668765095109563447141092044568474402198612685086828173035004652627111544505845433587174411475006611708349224192600297549625499632071499364557148750680697470361638236526372960073052409543309005572405721543763002596901015692334783479978233169944518303522512583626590297940380878303262810900403721533844234692714996392449599149515822810720755515210482649345388444574637992959573264539792915685647330809794453067263058850988094369743046708835433737912505344918655257867807878269044627165397017268861456554590512351597973167228542255875539028675550185456661877636740078429314852258047233008436998727477103636545217821357950020128993239371033495368348936467887434791085592468580470950528313929634178009288170244937842576943422768995239455653220757432097648173089199565589033553083969395368907072010953579981505504548317859212308094947926996865719148417010517453197981105625176439706036094938299976908237525311664241798808293564863107878538007119419612538964901063230138533990422480388552239672076134411478855526934092859755290315787934392495815045274101837805627599849339238213411962451540426359606325558844828045693425748466359977002737336320000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000"?
Here's the answers i found for the equations taken at face value:
i=11
t=40585/22
s=no answer
B=0 or 1.5
e=(-31±√129)/16
h is anything
W=1/(200√42)
Final answer would be -11s or 8117s(31±√129)/(14080√42)
they should make it so this is also a correct answer
@mano__diep1318since s has no solution with reasonable assumptions, you can't interpret the final answer literally.
@mano__diep1318this answer does not exist
@@chri-k i treat s as a nonsensical variable that doesn't exist.
I feel like -11s should be the answer but at the same time, 8117s(31±√129)/(14080√42) is funnier
my TH-cam recap last year said I watched Icely Puzzles 91x as much as the average fan
For me Icely was my 3rd most watched channel in 2024 behind iFireMonkey, the Fortnite leaker in 1st & ZackScottGames in 2nd.
Wait how do you look your youtube recap?
For me it was 37x the average viewer
Mine was a meager 26x. I need to pump it up this year!
The average viewer is a UTTP or cjCook spam bot lol
The final question's letters also spell out Best Wishes, too
cursed bestwishes algebra
13:08 Guys are we in year 1.308203347 x 10^5818 ?
r/unexpectedfactorial
@@isaacroansison2539 r/ihavereddit
Don’t let olympiad question creators see this
(Because they like to use the current year as the answer)
sqrt(2) + sqrt(2) = 2 * sqrt(2)
sqrt(8) = sqrt(4*2) = sqrt(4)*sqrt(2) = 2 * sqrt(2)
comes straight from the fact that sqrt is distributive over multiplication or something
sqrt all over the place, much like my gf
surd supremacy
also, this is super obvious dude; and sqrt is not distributive; it's just exponent rules;
13:08 this year is 2025, not 2025!
But anyway, cool puzzle
r/accidentalfactorial
1:11 mfw icely forgets order of operations in the first two minutes of the video
frog
He didn't forget anything
@@mithudeb2516not order, but it should be -7 not -5
W is dirty. That's not even standard mathematical notation, it's specifically programming notation.
But that final answer was amazing.
Noooooo my brain hurst from the "string" math thing. I'm just imagining doing a equation and submitting something like *34-3 or )-98
Hurts*
1:13. Icley… You can’t simplify the equation like that. It should be -6-8 =-14 and +7, so it should be -7.
oh my god the h puzzle also using the ... to mean repeating digits is also so funny
10:10 it looks weird at first but it makes sense when you use the property sqrt(a*b) = sqrt(a) * sqrt(b)
sqrt(8) = sqrt(2*4) = sqrt(2) * sqrt(4) = sqrt (2) * 2 = sqrt(2) + sqrt(2)
did bro seriously think -6+7 = -13
We found icely weakness:
Cursed math.
kinda unrelated, but i may be the first person that said "poke all toads" this year, at 0:17(don't ask why)
poke all toads
poke all toads
poke all toads
poke all toads
poke all toads
5:50 CHECK AGAIN.
1-10-10+4=-15
-10-6+7-8=-10+1-8=-17
-15≠-17
That ending was, in fact, incredible
13:07
That number is practically infinity
calculator says 1.3082033478E5818
r/unexpectedfactorial
the second one you can litterally just add 4t+0t+5t+8t+5t to get 22t = 40585 so t=40585/22 easy
*opens weird menu on calculator*
“Oh hey I can sneak into someone’s dms here”
spaghetti designer allows for
i=7
t=0+8073 (0 gets pasted to the numbers before)
s=-12
B=1.5*
e=)
h=-9710+6
W=-168121+2
result = -72958
yeah but there's only one way to do it in a single character
@ depends on what you call a character, I guess.(square is only a single character in unicode because they introduced infinite inconsistencies when it comes to differentiating between typesetting and the text itself(and what constitutes "plain text")) It was never explicitly mentioned in the puzzle anywhere either.
Amazing puzzle!
Happy New Year! 🎄
5:58 that's wrong. -6+7-8 = -14+7 = -7, not -5.
square root problem explanation
√8 = √(4*2) = √4 * √2 = 2√2
and √2 + √2 is also 2√2
2√2 = 2√2
Video suggestion: "keys and doors puzzles that get more cursed (incredible F3 puzzle too)
Day 12** of asking Icely to continue Lockpick
fun fact
2025 = 0³ + 1³ + 2³ + 3³ + 4³ + 5³ + 6³ + 7³ + 8³ + 9³
It is also (1+2+3+4+5+6+7+8+9)^2
I love math puzzles with some interesting twists like this.
Happy new year Icely!
How I got each answer:
i: basic algebra
t: thought about factorials when doing other problems and realizes it works on this one
s: looked at the problem and thought about 2s 3s and 5s being specific values, the other values have a difference of 12, suggesting that the numbers don't explode very much, lo and behold, the square works
B: looked at the final answer and though perhaps B could be a square root to counteract the squaring effect from s. Checked that it works
h: saw pretty quickly that a dot works
W: I never figured out what this is, after many minutes of thinking of possibilities, I went on to guess the answer, the moment I thought that the answer could be an integer despite the +0.4, I thought about perfect squares, then the final answer came to mind
Couldn't figure out the seventh equation by myself. Oh well.
"0-12" is also a valid solution for "s"
Fun fact: it also works if s=^2
This was a magical experience. Absolutely delightful!
happy new year!
1:14 did bro just say a negative + a positive equals a greater negative?
then switches the sign on -8 making the value -5
the real answer: 5 = -7 which it does not, therefore no answer
Wow W is genius! My mind was blown once I realized what it was
12:43
What is this man saying
We did not hear that, and captions are not helping
11:35 took me a couple of seconds but holy that is cool
Once one of the answers to one of the homework questions I had was 0x=8 or just 0=8 bro
random fun fact: chinese hacker (clown #2) is mad that there are alternate solutions to the puzzle
it would've been funny if the answer was literally 'incorrect'
day 1 of chess battling advancedling! anyways icely, first video of year, needs a first comment of the year too! lol!
advanced algebra advanced
MATH
10:03
8^(1/2)
(4*2)^(1/2)
4^(1/2) * 2^(1/2)
2 * 2^(1/2)
HA! I INTUITIVELY SAID MODULO FOR W (i feel smart now)
6:49 wait it fricking italicized the stuff lol
Battle, chess, advanc
1:14 you incorrectly simplified 5s-6+7-8 to 5s-5 because you treated the 6 as a positive. It should be 5s-6+7-8 = 5s+(-6+7-8) = 5s-7
W was so ass stuck me there for a near hour
Wouldn’t have gotten the . and the %
Haven’t seen mod used that way
chess battle advaced unicode override
1:10 Behold, he sucks at math /lh
1h after post
2025 Central Basic Algebra
More Japanese troll puzzles plesse
13:07 crazy that the puzzle creator is wishing us a wonderful 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when it's only 2025
cba
2025!
Your performance on the final puzzle of Level gave me the impression that you were better at math than this.
i used to make/do more cryptarithm type puzzles way long ago and math intuition of functions is very different :frog:
Привет из Беларуси
no i cant
Blursed.
a²+b²=c²
12:43 what...
Goddamnit I hate that W
Mmm algebra
W gets me a dislike for this puzzle.
√a + √b = √(ab) if i recall correctly
that's logarithms, not roots
Only if a=2 b=2 and ab=8 :)
In ℝ, √x • √v = √(xv). In ℂ, given the representations
x = rₓeⁱᶿₓ
v = rᵥeⁱᶿᵥ
where r,θ ∈ ℝ ∧ r ≥ 0 ∧ θ ∈ [0, 2π)
√x • √v = √(rₓrᵥ)eⁱ⁽ᶿₓ⁺ᶿᵥ⁾ᐟ²
√a + √b = c√ba
Bro did -6+7-8=-5 as if it didn’t equal -7 you bozo
hewwo
why does the ending say "Please accept my best wishes for a wonderful 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