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      "body": "Thanks to probability theory you can know how likely is something to happen. It’s used in scientific researches as well as in everyday life. But, how does it originate?\n\tFirst, probability was used by Arab mathematics who were studying about crypthogtaphy between the 8th and 13rd centuries. **Al – Khalil** (Al-Khalil ibn Ahmad al-Farahidi) was looking for all Arabic words with and without vowels so he used permutations and combinations to do that. He wrote first book contains statistics and probability, *The Book of Cryphographic Messages*. \n\tThe modern mathematical probability theory was appeared few centuries later, in 16th theory, thanks to games of chance. People wanted easy money very badly, so they was thinking how they need to play, how much money they need to invest and, of course, if they have chance to win. One of them was Italian mathematican and gambler, **Gerolamo Cardano**. Looking for strategies of earning money, he defined some of elementary rules of probability. In 1526, he wrote book named *The Book on Games of Chance (Liber de ludo aleae)*, and except meaningful results in probability, it contains tips for cheating. \n*“The greatest advantage in gambling lies in not playing at all.” (Gerolamo Cardano, Liber de ludo aleae)*\nhttps://www.statphys.sissa.it/dices_new.jpg\n*Photo: https://www.statphys.sissa.it*\nDuring 1654, **Blaise Pascal** and **Pierre de Fermat** discussed about probability exchanging a series of letters. Blaise Pascal was French mathematician, philosopher and physicist living in Paris, and one gambler posted a problem to him. He wrote it to Ferman, French lawyer and mathematician living in Toulouse. The following problem was discussed: If there are players A and B and they throw a coin repeatedly, head counts for A and tails counts for B. One of them who collect six points is winner. But, if the game is interrupted at a certain standing, how would they divide money? As a result of the letters, Pascal wrote *Treatise on the Arithmetical Triangle*, and described what is nowadays called Pascal’s triangle. It’s interesting that Pascal and Fermat have never met.\n*“I plainly see that the truth is the same at Toulouse and at Paris.” (Blaise Pascal, 1654)*\nhttps://2.bp.blogspot.com/-J4iANcdfYQU/TkvB8Hi4BfI/AAAAAAAAAV8/olDSM4D5i50/s1600/abc.jpg\n*Photo: https://2.bp.blogspot.com/*\nThree years later, in correspondence with Blaise Pascal, **Christiaan Huygens**, Dutch astronomer, physicist and mathematician, published book named *On Reasoning in Games of Chance (De Ratiociniis in Ludo Aleae)*. First proofs for some theorems and first mention of rule of large numbers are contained in *Art of Conjecturing (Ars Conjectandi)* written by **Jacob Bernoulli**, Swiss mathematician. In 1718, French mathematician **Abraham de Moivre** published his book that explains normal distributions and first had elements of random events, *The Doctrine of Chances*. In 19th century, **Pierre – Simon Laplace**, French mathematician and astronomer, completed the classic interpretation of probability theory publishing book *Analytic Theory of Probability (Theorie Analytique des Probabilities)*.\nhttp://www-groups.dcs.st-andrews.ac.uk/~history/Bookpages/DeMoivre10.gif\n*Photo: http://www-groups.dcs.st-andrews.ac.uk/*\n*“We define the art of conjecture, or stochastic art, as the art of evaluating as exactly as possible the probabilities of things, so that in our judgments and actions we can always base ourselves on what has been found to be the best, the most appropriate, the most certain, the best advised; this is the only object of the wisdom of the philosopher and the prudence of the statesman.” (Jacob Bernoulli – Ars Conjectandi)*\nThe modern probability theory is based on *Foundations of the Theory of Probability (Grundbegriffe der Wahrscheinlichkeitsrechnung)* written by **Andrey Nikolaevich Kolmogorov**, Soviet mathematician. He represented axiomatic foundations of probability theory.\n*“The theory of probability as mathematical discipline can and should be developed from axioms in exactly the same way as geometry and algebra.” (Andrey Nikolaevich Kolmogorov)*\nhttps://www.manhattanrarebooks.com/pictures/2169.jpg?v=1542577702\n*Photo:  https://www.manhattanrarebooks.com*",
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      "body": "Thanks to probability theory you can know how likely is something to happen. It’s used in scientific researches as well as in everyday life. But, how does it originate?\n\tFirst, probability was used by Arab mathematics who were studying about crypthogtaphy between the 8th and 13rd centuries. **Al – Khalil** (Al-Khalil ibn Ahmad al-Farahidi) was looking for all Arabic words with and without vowels so he used permutations and combinations to do that. He wrote first book contains statistics and probability, *The Book of Cryphographic Messages*. \n\tThe modern mathematical probability theory was appeared few centuries later, in 16th theory, thanks to games of chance. People wanted easy money very badly, so they was thinking how they need to play, how much money they need to invest and, of course, if they have chance to win. One of them was Italian mathematican and gambler, **Gerolamo Cardano**. Looking for strategies of earning money, he defined some of elementary rules of probability. In 1526, he wrote book named *The Book on Games of Chance (Liber de ludo aleae)*, and except meaningful results in probability, it contains tips for cheating. \n*“The greatest advantage in gambling lies in not playing at all.” (Gerolamo Cardano, Liber de ludo aleae)*\nhttps://www.statphys.sissa.it/dices_new.jpg\n*Photo: https://www.statphys.sissa.it*\nDuring 1654, **Blaise Pascal** and **Pierre de Fermat** discussed about probability exchanging a series of letters. Blaise Pascal was French mathematician, philosopher and physicist living in Paris, and one gambler posted a problem to him. He wrote it to Ferman, French lawyer and mathematician living in Toulouse. The following problem was discussed: If there are players A and B and they throw a coin repeatedly, head counts for A and tails counts for B. One of them who collect six points is winner. But, if the game is interrupted at a certain standing, how would they divide money? As a result of the letters, Pascal wrote *Treatise on the Arithmetical Triangle*, and described what is nowadays called Pascal’s triangle. It’s interesting that Pascal and Fermat have never met.\n*“I plainly see that the truth is the same at Toulouse and at Paris.” (Blaise Pascal, 1654)*\nhttps://2.bp.blogspot.com/-J4iANcdfYQU/TkvB8Hi4BfI/AAAAAAAAAV8/olDSM4D5i50/s1600/abc.jpg\n*Photo: https://2.bp.blogspot.com/*\nThree years later, in correspondence with Blaise Pascal, **Christiaan Huygens**, Dutch astronomer, physicist and mathematician, published book named *On Reasoning in Games of Chance (De Ratiociniis in Ludo Aleae)*. First proofs for some theorems and first mention of rule of large numbers are contained in *Art of Conjecturing (Ars Conjectandi)* written by **Jacob Bernoulli**, Swiss mathematician. In 1718, French mathematician **Abraham de Moivre** published his book that explains normal distributions and first had elements of random events, *The Doctrine of Chances*. In 19th century, **Pierre – Simon Laplace**, French mathematician and astronomer, completed the classic interpretation of probability theory publishing book *Analytic Theory of Probability (Theorie Analytique des Probabilities)*.\nhttp://www-groups.dcs.st-andrews.ac.uk/~history/Bookpages/DeMoivre10.gif\n*Photo: http://www-groups.dcs.st-andrews.ac.uk/*\n*“We define the art of conjecture, or stochastic art, as the art of evaluating as exactly as possible the probabilities of things, so that in our judgments and actions we can always base ourselves on what has been found to be the best, the most appropriate, the most certain, the best advised; this is the only object of the wisdom of the philosopher and the prudence of the statesman.” (Jacob Bernoulli – Ars Conjectandi)*\nThe modern probability theory is based on *Foundations of the Theory of Probability (Grundbegriffe der Wahrscheinlichkeitsrechnung)* written by **Andrey Nikolaevich Kolmogorov**, Soviet mathematician. He represented axiomatic foundations of probability theory.\n*“The theory of probability as mathematical discipline can and should be developed from axioms in exactly the same way as geometry and algebra.” (Andrey Nikolaevich Kolmogorov)*\nhttps://www.manhattanrarebooks.com/pictures/2169.jpg?v=1542577702\n*Photo:  https://www.manhattanrarebooks.com*",
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      "body": "Thanks to probability theory you can know how likely is something to happen. It’s used in scientific researches as well as in everyday life. But, how does it originate?\n\tFirst, probability was used by Arab mathematics who were studying about crypthogtaphy between the 8th and 13rd centuries. **Al – Khalil** (Al-Khalil ibn Ahmad al-Farahidi) was looking for all Arabic words with and without vowels so he used permutations and combinations to do that. He wrote first book contains statistics and probability, *The Book of Cryphographic Messages*. \n\tThe modern mathematical probability theory was appeared few centuries later, in 16th theory, thanks to games of chance. People wanted easy money very badly, so they was thinking how they need to play, how much money they need to invest and, of course, if they have chance to win. One of them was Italian mathematican and gambler, **Gerolamo Cardano**. Looking for strategies of earning money, he defined some of elementary rules of probability. In 1526, he wrote book named *The Book on Games of Chance (Liber de ludo aleae)*, and except meaningful results in probability, it contains tips for cheating. \n*“The greatest advantage in gambling lies in not playing at all.” (Gerolamo Cardano, Liber de ludo aleae)*\nhttps://www.statphys.sissa.it/dices_new.jpg\n*Photo: https://www.statphys.sissa.it*\nDuring 1654, **Blaise Pascal** and **Pierre de Fermat** discussed about probability exchanging a series of letters. Blaise Pascal was French mathematician, philosopher and physicist living in Paris, and one gambler posted a problem to him. He wrote it to Ferman, French lawyer and mathematician living in Toulouse. The following problem was discussed: If there are players A and B and they throw a coin repeatedly, head counts for A and tails counts for B. One of them who collect six points is winner. But, if the game is interrupted at a certain standing, how would they divide money? As a result of the letters, Pascal wrote Treatise on the Arithmetical Triangle, and described what is nowadays called Pascal’s triangle. It’s interesting that Pascal and Fermat have never met.\n*“I plainly see that the truth is the same at Toulouse and at Paris.” (Blaise Pascal, 1654)*\nhttps://2.bp.blogspot.com/-J4iANcdfYQU/TkvB8Hi4BfI/AAAAAAAAAV8/olDSM4D5i50/s1600/abc.jpg\n*Photo: https://2.bp.blogspot.com/*\nThree years later, in correspondence with Blaise Pascal, **Christiaan Huygens**, Dutch astronomer, physicist and mathematician, published book named *On Reasoning in Games of Chance (De Ratiociniis in Ludo Aleae)*. First proofs for some theorems and first mention of rule of large numbers are contained in *Art of Conjecturing (Ars Conjectandi)* written by **Jacob Bernoulli**, Swiss mathematician. In 1718, French mathematician **Abraham de Moivre** published his book that explains normal distributions and first had elements of random events, *The Doctrine of Chances*. In 19th century, **Pierre – Simon Laplace**, French mathematician and astronomer, completed the classic interpretation of probability theory publishing book *Analytic Theory of Probability (Theorie Analytique des Probabilities)*.\nhttp://www-groups.dcs.st-andrews.ac.uk/~history/Bookpages/DeMoivre10.gif\n*Photo: http://www-groups.dcs.st-andrews.ac.uk/*\n*“We define the art of conjecture, or stochastic art, as the art of evaluating as exactly as possible the probabilities of things, so that in our judgments and actions we can always base ourselves on what has been found to be the best, the most appropriate, the most certain, the best advised; this is the only object of the wisdom of the philosopher and the prudence of the statesman.” (Jacob Bernoulli – Ars Conjectandi)*\nThe modern probability theory is based on *Foundations of the Theory of Probability (Grundbegriffe der Wahrscheinlichkeitsrechnung)* written by **Andrey Nikolaevich Kolmogorov**, Soviet mathematician. He represented axiomatic foundations of probability theory.\n*“The theory of probability as mathematical discipline can and should be developed from axioms in exactly the same way as geometry and algebra.” (Andrey Nikolaevich Kolmogorov)*\nhttps://www.manhattanrarebooks.com/pictures/2169.jpg?v=1542577702\n*Photo:  https://www.manhattanrarebooks.com*",
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      "body": "Thanks to probability theory you can know how likely is something to happen. It’s used in scientific researches as well as in everyday life. But, how does it originate?\n\tFirst, probability was used by Arab mathematics who were studying about crypthogtaphy between the 8th and 13rd centuries. **Al – Khalil** (Al-Khalil ibn Ahmad al-Farahidi) was looking for all Arabic words with and without vowels so he used permutations and combinations to do that. He wrote first book contains statistics and probability, *The Book of Cryphographic Messages*. \n\tThe modern mathematical probability theory was appeared few centuries later, in 16th theory, thanks to games of chance. People wanted easy money very badly, so they was thinking how they need to play, how much money they need to invest and, of course, if they have chance to win. One of them was Italian mathematican and gambler, **Gerolamo Cardano**. Looking for strategies of earning money, he defined some of elementary rules of probability. In 1526, he wrote book named *The Book on Games of Chance (Liber de ludo aleae)*, and except meaningful results in probability, it contains tips for cheating. \n*“The greatest advantage in gambling lies in not playing at all.” (Gerolamo Cardano, Liber de ludo aleae)*\nhttps://www.statphys.sissa.it/dices_new.jpg\n*Photo: https://www.statphys.sissa.it*\nDuring 1654, **Blaise Pascal** and **Pierre de Fermat** discussed about probability exchanging a series of letters. Blaise Pascal was French mathematician, philosopher and physicist living in Paris, and one gambler posted a problem to him. He wrote it to Ferman, French lawyer and mathematician living in Toulouse. The following problem was discussed: If there are players A and B and they throw a coin repeatedly, head counts for A and tails counts for B. One of them who collect six points is winner. But, if the game is interrupted at a certain standing, how would they divide money? As a result of the letters, Pascal wrote Treatise on the Arithmetical Triangle, and described what is nowadays called Pascal’s triangle. It’s interesting that Pascal and Fermat have never met.\n*“I plainly see that the truth is the same at Toulouse and at Paris.” (Blaise Pascal, 1654)*\nhttps://2.bp.blogspot.com/-J4iANcdfYQU/TkvB8Hi4BfI/AAAAAAAAAV8/olDSM4D5i50/s1600/abc.jpg\n*Photo: https://2.bp.blogspot.com/*\nThree years later, in correspondence with Blaise Pascal, **Christiaan Huygens**, Dutch astronomer, physicist and mathematician, published book named *On Reasoning in Games of Chance (De Ratiociniis in Ludo Aleae)*. First proofs for some theorems and first mention of rule of large numbers are contained in *Art of Conjecturing (Ars Conjectandi)* written by **Jacob Bernoulli**, Swiss mathematician. In 1718, French mathematician **Abraham de Moivre** published his book that explains normal distributions and first had elements of random events, *The Doctrine of Chances*. In 19th century, **Pierre – Simon Laplace**, French mathematician and astronomer, completed the classic interpretation of probability theory publishing book *Analytic Theory of Probability (Theorie Analytique des Probabilities)*.\nhttp://www-groups.dcs.st-andrews.ac.uk/~history/Bookpages/DeMoivre10.gif\n*Photo: http://www-groups.dcs.st-andrews.ac.uk/*\n*“We define the art of conjecture, or stochastic art, as the art of evaluating as exactly as possible the probabilities of things, so that in our judgments and actions we can always base ourselves on what has been found to be the best, the most appropriate, the most certain, the best advised; this is the only object of the wisdom of the philosopher and the prudence of the statesman.” (Jacob Bernoulli – Ars Conjectandi)*\nThe modern probability theory is based on *Foundations of the Theory of Probability (Grundbegriffe der Wahrscheinlichkeitsrechnung)* written by **Andrey Nikolaevich Kolmogorov**, Soviet mathematician. He represented axiomatic foundations of probability theory.\n*“The theory of probability as mathematical discipline can and should be developed from axioms in exactly the same way as geometry and algebra.” (Andrey Nikolaevich Kolmogorov)*\nhttps://www.manhattanrarebooks.com/pictures/2169.jpg?v=1542577702\n*Photo:  https://www.manhattanrarebooks.com*",
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      "body": "Aleister, thank u! I checked out your profile and saw like a lot of really good photos. \nGreetings from Serbia to out of space! x)",
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      "body": "Welcome to the Steemit community @uma0!\nWe sincerely hope you find everything you are looking for and have found a new home here.\n\nSeven suggestions to consider:\n1. Guard your passwords carefully, and only publish with the posting key,\n2. Use your active key only for wallet transactions, keychain and steemconnect,\n3. The master password is only used to reset compromised passwords,\n4. DO NOT lose your passwords; copy and store offline,\n5. Do not publish other people's work, be it photos or written, without credit,\n6. An introduceyourself tag is used only once, and\n7. When you open your steemit.com, in the upper right corner of the page there are 3 bars. Click on those, and then on the \"welcome\", and you will get a lot of reading material that will help you.\n\nI found you because @xcountytravelers and @brittandjosie from @heyhaveyamet presented and promoted your publication to get more exposure and help you grow faster.\n\nIf you find yourself overwhelmed and need some guidance, or if you have any questions, there are informed Steemians available who can help you; you can click to go to the Steem Terminal in Discord here:\n<center>[![SteemTerminalBanner.jpg](https://cdn.steemitimages.com/DQmYppGeSD2VQh5Bdy53rxXu63iYfiLAynHNNb8ikG4cgS2/SteemTerminalBanner.jpg)](https://discord.gg/XZGPGpz)</center>\n\nHave fun and happy Steeming!",
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      "body": "Hi Uma :) it´s awesome that you decided to be an active part of the community.\nLooking forward to read some of your content about astronomy and physics and maybe mathematics :P\nWish you a good journey around here\nCheers",
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      "body": "Welcome Uma\nTo the great community of Steemit, \nYESS its true ; You are a new Steemian now! \nI saw your #introduceyourself and its nice to meet you. We havent met before but that changes as off now ! That’s what we do on the platform here.\nBlogging, building and uplifting eachother is what steemit needs and what its all about on this blockchain. The best part is that you could earn money too.💴💸💰\nI never blogged before I started but I just do. But always be carefull with all your passwords, Never give those up !! \nFor safety tips visit https://steemit.com/community/@brittandjosie/4-o-clocky-steem-keys-key-to-your-succes-so-secure-them\nfrom MOI.\nThe Steemify App I use is great, it is available in the Appstore and free, go cheque it out. Or read this blog \nhttps://steemit.com/busy/@exyle/using-steemify-to-stay-up-to-date-about-the-blockchain-like-project-destiny-please-consider-blockbrothers-for-your-witness-vote\nI wish you good luck with steeming and I Will See you around🍀 \nYour value and input is appreciated!\nGood luck with your journey and may you find what you are looking for.\nJust remember that all good things come in good time and never giving up is they key to big succes on Steemit. \nPlease vote for a witness to. Also you could join the SteemTerminal Discord. \nOr visit @heyhaveyamet #HHYA and My friend @xcountytravelers for more newbies exposure.\nLet me know if this was helpfull or you need more help, I am in Discord too @ brittandjosie3488\nGreetings from Brittandjosie from the Netherlands \nhttps://discord.gg/YBGGGd steemterminal discord invite",
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      "body": "Congratulations @uma0! You have completed the following achievement on the Steem blockchain and have been rewarded with new badge(s) :\n\n<table><tr><td><img src=\"https://steemitimages.com/60x60/http://steemitboard.com/img/notifications/firstpost.png\"></td><td>You published your First Post</td></tr>\n<tr><td><img src=\"https://steemitimages.com/60x60/http://steemitboard.com/img/notifications/firstvote.png\"></td><td>You made your First Vote</td></tr>\n<tr><td><img src=\"https://steemitimages.com/60x60/http://steemitboard.com/img/notifications/firstvoted.png\"></td><td>You got a First Vote</td></tr>\n<tr><td><img src=\"https://steemitimages.com/60x60/http://steemitboard.com/img/notifications/firstcomment.png\"></td><td>You made your First Comment</td></tr>\n</table>\n\n<sub>_You can view [your badges on your Steem Board](https://steemitboard.com/@uma0) and compare to others on the [Steem Ranking](https://steemitboard.com/ranking/index.php?name=uma0)_</sub>\n<sub>_If you no longer want to receive notifications, reply to this comment with the word_ `STOP`</sub>\n\n\n\n###### [Vote for @Steemitboard as a witness](https://v2.steemconnect.com/sign/account-witness-vote?witness=steemitboard&approve=1) to get one more award and increased upvotes!",
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