Lives in a poor Village in Albania, he can calculate 20 digit numbers.. dates in days hours and minutes.... he have been depressed bcs of his friends forcing him.
Er lernts aber nicht auswendig. Er wurde schon von Wissenschaftlern unter kontrollierten Bedingungen getestet, so dass sich stichhaltig belegen lässt dass er vorher nicht weiß welche Aufgaben ihm gestellt werden.
Im Video sind auch nur Potenzen. Er kann auch Brüche rechnen, und er hat Pi bis auf mehrere tausend Stellen memorisiert. Was wirklich praktisch niemand sonst kann ist Sinus, Cosinus, Tangens. Er kann problemlos den Tangens von z.b. 12899 auf dutzende von Stellen angeben.
@Curse274 yes. But the case was not about 37^4 but 37^100. Which is 1369^50=1874161^25 etc. It takes a lot of time to calculate. About Tammet, I believe he does not even know how to calculate, except maybe for finding the day of the weekin Calendars, which is a straight-forward Algorithm. He only memorizes things, which is a nice feat within his Autistic scope, but far from being deserved to be called genius.I believe that anyone can memorize 10,000 Pi digits given a significant effort and time
@Neueregel It's at the start of the documentary about Daniel Tammet they ask him what is 37^4 and he takes almost 30 seconds to answer. It's just a coincidence that Ruediger has to do 37^x as well. It's true what you said about pi memorizing. Memorizing stuff like that only gives you subjective knowledge about what works best for your own memory. I suggest that people give memorizing a go just to find that out.
memorizing pi has another advantage, as Rüdiger Gamm found out. Having pi memorized allows him to calculate sinus, cosinus and tangens, a skill he more or less stumbled upon later in his career. I think he is the only mental calculator that can give you dozens of digits of, for example, the tangens or cosinus of a 5-digit number. So memorizing pi turned out to give him much more than to just have pi memorized.
@kurtilein3 When you see him giving the tangent of 62875112 all he is doing is finding the remainder of it divided by 180 (mod 180 = 32) and then giving the answer of tan(32) from memory at say 2 digits a second. The beauty of his specialty is the outside observer might for a moment think he's the fastest calculator ever (especially with division and exponentiation) but when you find out it's just memory it's still mind-blowingly impressive.
i have to do calculations on this. One problem i have with this: i dont think that except for pi he memorizes any numbers he doesnt understand, which means cannot calculate himself. The second problem: you assume that in this kind of question, its the dregrees of which 360 make up the full circle. I think its given in radiant degrees, where 2 pi = full circle. In both cases, describing your method he would not be accurate to more than maybe 4 or 5 digits.
third and last comment.... Had to remove second comment due to errors i discovered when calculating...
i now did calculations, and i think you are right, when the question is asked in degrees he can use modulo to simplify down and then use his memory. If all questions are asked in this format, its a very finite set that he surely can memorize. But he could also calculate this using pi, and then he could do questions like Sin(182646.3467) as well, notice the point.
@daniel830905 no that's impossible because there are 10000 different numbers for ab^cd (with 1< ab<100 and 1<cd< 100 ) Also, 99^99 for example has nearly 200 digits. I think he memorised powers but only until 5 th or 6 th power. After that it's pure calculation with special techinques and binomial expansions
@Neueregel He said so in an interview with Adam Spencer. Also consider that how slow he is in the MCWC. MCWC competitions would be extremely easy to someone who could 'calculate' 37^100 in a few seconds. Besides he also said he spends up to 8 hours a day memorising he started doing so in 1991. Plenty of time to memorise if you ask me.
@Curse274 Since you mentioned 37^100, do you realise how HARD is that? Checking with my PC calculator, yields to a value of (6.6 x 10^156) --> a 157-digit number. I was a MCWC participant last year and I can assure you that none of us could ever calculate a number like that in less than 10 minutes (if we assume ~4 seconds per digit) So yes, I agree that Gamm's abilities are Memory-related, but there lots of techniques involved. Memorizing the Power table until 100^100 seems extremely PRODIGIOUS
@Neueregel It get's crazier. He is moving on to 200th powers. He is probably clinically insane to devote that much time to memorizing a table. Still, impressive none the less :)
@Curse274 I don't know. I wish he could do more shows, or start competing again in Competitions.. It is a great loss for the MC community, that he works his abilities only on his own. I mean , he is 10-times better than Scott Flansburg and more than 100-times better than Daniel Tammet.
@Neueregel Me too. He was a such a character. Flansburg is okay (sometimes) because he tries to help kids but Tammet is such a charlatan he annoys me. 37^4? That's just 1369 squared. A complete breeze anyone in the MC community but people call him a 'genius'. Oh well, at least he's out of the spot light now.
das meine ich ja... ich glaube sein talent besteht zum großen teil darin, dass er sehr viele teilergebnisse schon kennt und diese immensen zahlenfolgen im kopf behält und sie schnell abrufen kann.
@Leif3 jo, er ist ein genie, hat andere Deffizite... aber Rechnen kann er wie nichts... er sieht die Zahlen vor seinen Augen... muss trotzdem aber noch ein wenig rechnen =)
Gamm ist kein Savant per Definition - Punkt. Er hat einen Faible für Zahlen und vermutlich ein fotografisches Gedächtnis, was die Sache ungemein erleichtert. Sein IQ liegt angeblich im 200er Bereich - das erreicht kein Savant und bedeutet, daß er wohl in anderen Bereichen auch überdurchschnittliche Leistungen zu erbringen imstande sein muß! Mit einem Wort: Ausnahmeerscheinung...
bei einer Rechenaufgabe wie 37^100 wäre es als Otto-Normal-Bürger schon unmöglich auch nur zu erahnen in welchem Rahmen sich die Lösung befindet (hat schon mal jemand was von einer Sexvigintillion gehört? das entspricht 10^168!)
aber ähnlich gute "Taschenrechner", die eben diese ganzen "Quatuorvigintilliarden" nicht drinhaben, kann man durchaus gratis online bekommen. Eben Programme die bei solchen Berechnungen seeehr viele Stellen ausgeben, wenn irgendwie möglich dann alle. Da gibt es viele. Die Aufteilung in extra bezeichnete Triplets (Dreierkonstellationen) und die Anzeige, auf Beamer gut lesbar und für den Moderator beherrschbar, sind hier auf Gamm ausgerichtet. Also hol dir ein ähnliches Programm :)
haja is doch easy going, das kann ich auch... -.- bin auch ein mathe genie, hab ne ganze 3 auffer hauptschule lol.... omg wasn kranker... aber die die 64 bei 1:00 ca. is ja ma geil angesagt xD lol
ungenügend = 6; mangelhaft = 5; ausreichend = 4; befriedigend = 3; gut = 2; sehr gut = 1;- Und DAS ist GROSARTIGÜBERWÄLTIGEND, und für solch ein Talent kann keine Menschliche Zensur entscheiden! Dafür reicht die Wissenschaft noch nicht aus ;)
es stimmt, das es nicht alle so gut lernen können, wie es rüdiger kann.
trotzdem kann man es auch ohne spezielle veranlagung schaffen, sehr schnell im Kopf zu rechen, man schaue sich bloß mal die Weltmeisterschaft im Kopfrechnen an.
No, he said "Neunhundert dreiUNDZWANZIG Nonillionen". "Dreizehn" and "Dreiundzwanzig" is not easily to change. One is 2 syllables, the other 4 syllables. Its my mother language, believe me.
er ist KEIN savant, er ist weder krank noch savant noch sonstwie irgendwie behindert - bei ihm beißen sich die forscher immer noch die zähne aus. [wikipedia]
He's a mental coach to sports teams and business owners. He used to be bad at math so I guess he serves as an example of perserverance in his presentations. He needs to be in top form to make any such claim and needs to train alot. He also wants to go down in history so he needs to do what no one has ever done before.
I KNOW A GUY BETTER THAN HIM... THIS GUY IS 42 .
Lives in a poor Village in Albania, he can calculate 20 digit numbers.. dates in days hours and minutes.... he have been depressed bcs of his friends forcing him.
in the village of Varibop,Mallakaster Albania.
he's called Fatmir.
MrTomkaboy 5 months ago
This is mind-blowing.
fiddlercrab3 7 months ago
My turn: What is 2 + 2? It is 5!......FUCK =/
TheLuckySaGe 7 months ago
Keine Kunst, kann man auswendig lernen. ;/
Kenityx 8 months ago
@Kenityx
Er lernts aber nicht auswendig. Er wurde schon von Wissenschaftlern unter kontrollierten Bedingungen getestet, so dass sich stichhaltig belegen lässt dass er vorher nicht weiß welche Aufgaben ihm gestellt werden.
Im Video sind auch nur Potenzen. Er kann auch Brüche rechnen, und er hat Pi bis auf mehrere tausend Stellen memorisiert. Was wirklich praktisch niemand sonst kann ist Sinus, Cosinus, Tangens. Er kann problemlos den Tangens von z.b. 12899 auf dutzende von Stellen angeben.
kurtilein3 8 months ago
This has been flagged as spam show
@Curse274 yes. But the case was not about 37^4 but 37^100. Which is 1369^50=1874161^25 etc. It takes a lot of time to calculate. About Tammet, I believe he does not even know how to calculate, except maybe for finding the day of the weekin Calendars, which is a straight-forward Algorithm. He only memorizes things, which is a nice feat within his Autistic scope, but far from being deserved to be called genius.I believe that anyone can memorize 10,000 Pi digits given a significant effort and time
Neueregel 8 months ago
@Neueregel It's at the start of the documentary about Daniel Tammet they ask him what is 37^4 and he takes almost 30 seconds to answer. It's just a coincidence that Ruediger has to do 37^x as well. It's true what you said about pi memorizing. Memorizing stuff like that only gives you subjective knowledge about what works best for your own memory. I suggest that people give memorizing a go just to find that out.
Curse274 8 months ago
@Curse274
memorizing pi has another advantage, as Rüdiger Gamm found out. Having pi memorized allows him to calculate sinus, cosinus and tangens, a skill he more or less stumbled upon later in his career. I think he is the only mental calculator that can give you dozens of digits of, for example, the tangens or cosinus of a 5-digit number. So memorizing pi turned out to give him much more than to just have pi memorized.
kurtilein3 8 months ago
@kurtilein3 When you see him giving the tangent of 62875112 all he is doing is finding the remainder of it divided by 180 (mod 180 = 32) and then giving the answer of tan(32) from memory at say 2 digits a second. The beauty of his specialty is the outside observer might for a moment think he's the fastest calculator ever (especially with division and exponentiation) but when you find out it's just memory it's still mind-blowingly impressive.
Curse274 8 months ago
@Curse274
i have to do calculations on this. One problem i have with this: i dont think that except for pi he memorizes any numbers he doesnt understand, which means cannot calculate himself. The second problem: you assume that in this kind of question, its the dregrees of which 360 make up the full circle. I think its given in radiant degrees, where 2 pi = full circle. In both cases, describing your method he would not be accurate to more than maybe 4 or 5 digits.
kurtilein3 8 months ago
Comment removed
kurtilein3 8 months ago
@Curse274
third and last comment.... Had to remove second comment due to errors i discovered when calculating...
i now did calculations, and i think you are right, when the question is asked in degrees he can use modulo to simplify down and then use his memory. If all questions are asked in this format, its a very finite set that he surely can memorize. But he could also calculate this using pi, and then he could do questions like Sin(182646.3467) as well, notice the point.
kurtilein3 8 months ago
ach was, nur 37 zur 100en potenz???
chrism216 1 year ago
im not quite understand the video, did he just memorize all the values ab^(cd) from 1^1 to 99^99 !? thats insane !
daniel830905 1 year ago
@daniel830905 no that's impossible because there are 10000 different numbers for ab^cd (with 1< ab<100 and 1<cd< 100 ) Also, 99^99 for example has nearly 200 digits. I think he memorised powers but only until 5 th or 6 th power. After that it's pure calculation with special techinques and binomial expansions
Neueregel 1 year ago
@Neueregel This isn't true. Ruediger has stated that he has memorised all these powers. Either way it's amazing.
Curse274 8 months ago
@Curse274 that's a lie. There have to be about 300,000 to 500,000 to memorize. That's impossible
Neueregel 8 months ago
@Neueregel He said so in an interview with Adam Spencer. Also consider that how slow he is in the MCWC. MCWC competitions would be extremely easy to someone who could 'calculate' 37^100 in a few seconds. Besides he also said he spends up to 8 hours a day memorising he started doing so in 1991. Plenty of time to memorise if you ask me.
Curse274 8 months ago
@Curse274 Since you mentioned 37^100, do you realise how HARD is that? Checking with my PC calculator, yields to a value of (6.6 x 10^156) --> a 157-digit number. I was a MCWC participant last year and I can assure you that none of us could ever calculate a number like that in less than 10 minutes (if we assume ~4 seconds per digit) So yes, I agree that Gamm's abilities are Memory-related, but there lots of techniques involved. Memorizing the Power table until 100^100 seems extremely PRODIGIOUS
Neueregel 8 months ago
@Neueregel It get's crazier. He is moving on to 200th powers. He is probably clinically insane to devote that much time to memorizing a table. Still, impressive none the less :)
Curse274 8 months ago
@Curse274 I don't know. I wish he could do more shows, or start competing again in Competitions.. It is a great loss for the MC community, that he works his abilities only on his own. I mean , he is 10-times better than Scott Flansburg and more than 100-times better than Daniel Tammet.
Neueregel 8 months ago
@Neueregel Me too. He was a such a character. Flansburg is okay (sometimes) because he tries to help kids but Tammet is such a charlatan he annoys me. 37^4? That's just 1369 squared. A complete breeze anyone in the MC community but people call him a 'genius'. Oh well, at least he's out of the spot light now.
Curse274 8 months ago
Comment removed
Neueregel 8 months ago
Ich bräuchte schon jahre um die Bezeichnungen solcher hohen Zahlen zu lernen.... WAHNSINN der Kerl
wettercap 1 year ago
wtf
XairisC 1 year ago
wusst gar nicht das es solche zahlen gibt :O
.. naja denk mal das des son fachgenie is..
im endefekt.. krank ^^
frozzenMonkeys 2 years ago
1:13 fail xD
kRaToSWorLD 2 years ago
ich frage mich, wieviel von den ziffernfolgen auswendig gelernt sind und wieviele er in dem moment tatsächlich noch berechnet! weiß das jemand?
Leif3 2 years ago
mhhh die rufen das ja rein also die Zahl
deswegen kann man das nicht auswendig lernen und selbst wenn man das alles auswendig lernt ist man genie genug
Roflmaokiller 2 years ago
das meine ich ja... ich glaube sein talent besteht zum großen teil darin, dass er sehr viele teilergebnisse schon kennt und diese immensen zahlenfolgen im kopf behält und sie schnell abrufen kann.
Leif3 2 years ago
kuck dir mal die ZDF Doku zu dem an als er bei Kerner zu Gast war das erzählt er so ein bischen wie ers macht
Roflmaokiller 2 years ago
@Leif3 jo, er ist ein genie, hat andere Deffizite... aber Rechnen kann er wie nichts... er sieht die Zahlen vor seinen Augen... muss trotzdem aber noch ein wenig rechnen =)
FredThun 2 years ago
heilige scheise ich könnte mir das noch ent mal in 3 wochen MERKEN
Roflmaokiller 2 years ago
Gamm ist kein Savant per Definition - Punkt. Er hat einen Faible für Zahlen und vermutlich ein fotografisches Gedächtnis, was die Sache ungemein erleichtert. Sein IQ liegt angeblich im 200er Bereich - das erreicht kein Savant und bedeutet, daß er wohl in anderen Bereichen auch überdurchschnittliche Leistungen zu erbringen imstande sein muß! Mit einem Wort: Ausnahmeerscheinung...
Sterndi1 2 years ago 3
bei einer Rechenaufgabe wie 37^100 wäre es als Otto-Normal-Bürger schon unmöglich auch nur zu erahnen in welchem Rahmen sich die Lösung befindet (hat schon mal jemand was von einer Sexvigintillion gehört? das entspricht 10^168!)
FrontlinerCdV 2 years ago
Gibt es diesen Taschenrecher auch im Internet zum Runterladen?
selbi182 2 years ago
Nein, gibt es nicht. Es ist ein Programm das speziell für ihn programmiert wurde.
anydate 2 years ago
@selbi182
aber ähnlich gute "Taschenrechner", die eben diese ganzen "Quatuorvigintilliarden" nicht drinhaben, kann man durchaus gratis online bekommen. Eben Programme die bei solchen Berechnungen seeehr viele Stellen ausgeben, wenn irgendwie möglich dann alle. Da gibt es viele. Die Aufteilung in extra bezeichnete Triplets (Dreierkonstellationen) und die Anzeige, auf Beamer gut lesbar und für den Moderator beherrschbar, sind hier auf Gamm ausgerichtet. Also hol dir ein ähnliches Programm :)
kurtilein3 8 months ago
MENSCH! Der rechnet NICHT" Er sieht ALLE Zahlen als Zeichen und sieht im inneren Gedanken nach,wie die Rechnung als Zahl aussieht.
Earthbound64 2 years ago
Der Kerl hatte auf der Realschule ne 5 in Mathe, ich ne 4. Wer ist jetzt hier das Genie, hä?
Wahnsinn der Kerl, einfach unglaublich...
SchnitzHeinz 2 years ago 2
hahaha xD du hast se net mehr alle^^
turbatu1 2 years ago
haja is doch easy going, das kann ich auch... -.- bin auch ein mathe genie, hab ne ganze 3 auffer hauptschule lol.... omg wasn kranker... aber die die 64 bei 1:00 ca. is ja ma geil angesagt xD lol
zimizi 3 years ago
XD da kackt der rechner ab xDDDD
zimizi 3 years ago 2
windows halt
blainebrain 2 years ago
@blainebrain lol
maxprix 2 years ago
so große Zahlen kenn ich garnicht. :D
der hat's echt drauf.
mzelo 3 years ago 10
ungenügend = 6; mangelhaft = 5; ausreichend = 4; befriedigend = 3; gut = 2; sehr gut = 1;- Und DAS ist GROSARTIGÜBERWÄLTIGEND, und für solch ein Talent kann keine Menschliche Zensur entscheiden! Dafür reicht die Wissenschaft noch nicht aus ;)
HankePower 3 years ago 2
sehr gut!
ein normaler Taschenrechner geht bloß bis 10^100, da kann man 37^100 vergessen ^^
unglaublich was das menschliche gehirn mit entsprechendem training alles kann :)
mithi89 3 years ago
savant dazu, mein lieber..
Skelros 3 years ago
es stimmt, das es nicht alle so gut lernen können, wie es rüdiger kann.
trotzdem kann man es auch ohne spezielle veranlagung schaffen, sehr schnell im Kopf zu rechen, man schaue sich bloß mal die Weltmeisterschaft im Kopfrechnen an.
mithi89 3 years ago
das is mein punkt, ohne die spezielle gabe kann es niemand auf seinem niveau
Skelros 3 years ago
nicht das er nur abliest ^^
ansonsten: mein respekt!
EasyStu007 3 years ago
absolutly incredible!
Matziii1337 3 years ago
No, he said "Neunhundert dreiUNDZWANZIG Nonillionen". "Dreizehn" and "Dreiundzwanzig" is not easily to change. One is 2 syllables, the other 4 syllables. Its my mother language, believe me.
music
musicthree 3 years ago
There is a fault!!
3:47min
in 97^50
913 is correct and he said 923 in 97^50.
Sure!
musicthree 3 years ago
he said 913 nonillionen
JeanMi94 3 years ago
was ist das fürn prog im hintergrund???
Hippie1abc 3 years ago
Ist speziell für ihn programmiert worden.
anydate 3 years ago
This comment has received too many negative votes show
der is ziemlich krank
bea3921 3 years ago
er ist nicht krank, er ist ein savant...
Hippie1abc 3 years ago 2
er ist KEIN savant, er ist weder krank noch savant noch sonstwie irgendwie behindert - bei ihm beißen sich die forscher immer noch die zähne aus. [wikipedia]
thewienerwurst 3 years ago
Savant heißt nicht gleich behindert.
nur ein Großteil der Savants sind autisten, das heißt aber nicht, dass er kein savant ist.
dochkiffen 3 years ago
Well in fact, he was a very "bad" student, and he never was at the german "college" or university.
The first ability he diascovered was talking reward. (in the age of 2 years).
In a TV show he said he learned about 250,000 single terms, so he combinates his learned terms with just normal calculating.
Deathbinzki1 3 years ago
in response to curse274, this isn't perseverance. this is a gift, you have to be born with it, you can't learn to calculate like that.
chisophugis 3 years ago
In response to chisophugis perhaps you should read of Trachtenberg and his work with children.
Curse274 3 years ago
es cabron ese pinche perro
agrrrrrrrrr
ELEDITORDEVIDEOS 3 years ago
Ich will nicht wissen, wie viele Menschen mit solchen fähigkeiten in Deutschland durch das scheiss Schulraster fallen und nie entdeckt werden!
klori25 3 years ago 18
I'd like to know what is going on in is brain, if he see's such an arithmetical problem.. X_x
VampiresDawn 3 years ago
richtig arg man
michimichimichimichi 4 years ago
Sehr gut
80rs2 4 years ago
Hey
Have a look at wikipedia, but I don`t know if there is an english version of his life and what he`s doing.
anydate 4 years ago
So, what is this guy's day job? Does he use his ability towards anything useful?
WorldChampInfinity 4 years ago
He's a mental coach to sports teams and business owners. He used to be bad at math so I guess he serves as an example of perserverance in his presentations. He needs to be in top form to make any such claim and needs to train alot. He also wants to go down in history so he needs to do what no one has ever done before.
Curse274 4 years ago