it is associated with things like pythagoras theorem. the area of a circle is pi r squared and most the parallel postulate or most infamously what you could did back in the day. he really systematized the study of jiomart pre most of the results that we know about from euclidean geometry other had already derived. what euclid did was systematize it by saying here's a set of axioms from which we can prove all these other results. and there was always one axiom the kind of stuck out as annoying, like most of the axioms, were pretty indisputable, but there was one called the parallel postulate that said the following thing if i take a little line segment and from that line segment, i take two other line shooting out at right angles. okay, so here we are, little tiny line segment, two other line segments going right angles. follow them forever, says euclid. and he says, matter how far you follow them, they will stay at exactly the same distance from other. that is the parallel postulate, and it makes a certain amount of sense. that's what pa

i'm just admiring this account, where pythagoras is. i don't know, but pythagoras doesn't work.ith our conditional representations of its beauty. we really talked about that everything natural does not depend on us, does not depend on our creative hands , but it, and it is absolutely, because the lord creates it conditionally, when i would say that tchaikovsky and their literature and music were created by the lord because it is ideal beautiful. i'm sorry, little retort. cannons begin, for example, the description of a statue in the tsarskoye selo lyceum. yes description of the statue, for which it is excellent such. this is a reconstruction of the history of culture, when i, the ancient poet lyric , wanted to sing his beloved. i described a statue completely a statue and called her the name of his beloved why a, because the plastic canon is plastic proportionality. she is embedded in this statue, became a model for my own imitation for for education of my taste for education of taste and persuasiveness for readers. well then, of course, money is a matter of perception. what eff

and if there is sasha savelyeva well, look what tells us the square of pythagoras, finally we returned four programs. sustainable versions in general, so compatibility and so philip , our businessman works in the network and promotes the hamster, and in which network? maybe she has shops, he is a gynecologist, a cosmetologist, he has many networks. i also forgot the pathologist, and then the hamster organizes and fulfills the business plan that phoebe bedrosovich established love relationships while they last wonderful. well, if sasha saveliy is there, yes, it would be very cool, because i adore her, that through the hamster's mouth looks at everything that happens, and sasha it seems to me that we are a little taller of the same height, but to us people with a height of 1.34 all people above seem to be giants, dear viewers. look at both clues from the hamster. hi little ones let's immediately dance the arms up and paint the hips once or twice. we fight more, guys, well, in general, this is all somehow serious you need to be. you are at work. yes, i'm kidding. i'm kidding. you know tha

kovalevskaya answered sharply when pythagoras proved his he sacrificed the great theorem to the godshen, all cattle are afraid of everything new instead of mathematical problems. kovalevskaya had to solve the problems of a completely earthly construction of stone houses. with trading baths with them, but it all ended in failure and led us to complete ruin from the memoirs of sofya kovalevskaya and again sofya i had to make a choice to continue the adventure with business or still make my way to the university department, not in russia, but abroad, and she decided to get together instantly. it even looked, not like training camps, but like escape she knew there was only one person in the world who could help her. old faithful friend professor veer strasse at the very end of 1882, the kovalevsky family almost simultaneously received two letters one in berlin where at that moment lived in odessa where vladimir lived in the first letter, the swedish professor guestami, so the lifler student of veer strasse invited frau sofya kovalevsky to work in stockholm at the newly formed state unive

thank you thank you great olga, as pythagoras said , numbers rule the world, then luck rules the winners the time has come for advertising on the ntv channel the last words. the shepherd 's unique footage from the personal archive of water in the siberian sect, where people were turned into obedient dolls by the great omsk climbers, mastered the techniques of combat hypnosis. there was no voice. i call blood, which the members of the sect were afraid of, and why they gave the last to the pastor , they said they should not give it to me, and i will already wash it and give it to the lord personally secret video of self-taught hypnologist experiments on his followers. here she comes exclusive footage of the collapse of the last sect of modern russia in the author's project of andrei kunitsyn man in the right. today at 16:20 on ntv the host will premiere tomorrow at 20:00 on ntvno, a small cappuccino for only 35 rubles. only in the app delicious dot just one capsule per day to protect the joints and spine. you hit the mark if you know that your wishes will surely come true, because you can

option is not, a triangle with given sides is not a right triangle, since the theorem does not hold pythagorasstions behind, now we will sum up. how difficult did the first round seem to you, but how simple, how easy was katya to play, please tell any program. so, well, i found it difficult with some questions, because i don’t remember well, the eighth grade, but it’s okay , next time you’ll be lucky, maybe maxim , please tell us your impression of literature. i was honored, but a sadist ah. this is my belarusian food, of course, and the caliber of my fingers was just extra, the alley didn’t go out on me, it’s generally simple. well, i hope all these, how did you like it, i, in principle, liked that the question was quite interesting and, uh, it's good that in some questions you can make a mistake, that there were enough questions such as well, here it is necessary it was straight forward to think about and there were questions that were answered straight out of the water. uh-huh well , olesya asks how you are here no first round. and here, well, when some of the participants started very wron

algebra or geometry , the most difficult thing in the eighth grade and only 2 hours a week, he is pythagorasis will be more than enough to study the entire course, that is, without additional classes and parental torments, but remember, now the course of simple mathematics an extra hour is an additional four lessons per month and as many as 36 in the academic year. and that's just for one item. and they want many watches, too, can not take. or rather, we can't squeeze in. uh, an unlimited number of hours, and in the schedule, the children are already doing all the lessons. eight lessons are no longer possible even according to the norms of sanpin, and less is unrealistic without the variables of the existing system. perhaps to make it easier for everyone, you need to look not at the dial, but on the calendar in russia one of the longest we perform here only if my memory serves me ireland school holidays summer holidays 14 wonderful weeks. but if russian schoolchildren can be envied in the summer, then the rest of the time it remains only to regret them. and although the idea of ​​shortening

it's ironic because, you know, pythagoras went to ancient egypt and tried very hard to get into secret, you know, egyptian priest groups and stuff like that to learn their secrets. and when he came out, he said that they don't have any they don't have any knowledge, know they don't they're keeping this all secret and making everybody think that they everything. but they really didn't know very much. you know, i mean, a couple of things. yes. but most of it was for show legendary cia analyst sherman kent. he said that too many people in government, they only read classified information. and so that's they know in many cases they don't that a lot of that information is already well known outside of government already public knowledge. he called them innocents and he said there are too many of them at the cia. so is not normally how we think about our government, but it's all too true, all too. now. well, thanks a lot for, first of all, for writing the book and showing that we can uncover our secrets in a different way. we can use the computerized ability to figure it out at one point bef