- published: 27 Feb 2016
- views: 77709
112 is the common emergency telephone number that can be dialed free of charge from most mobile telephones and, in some countries, fixed telephones in order to reach emergency services (ambulance, fire and rescue, police).
112 is a part of the GSM standard and all GSM-compatible telephone handsets are able to dial 112 even when locked or with no SIM card present. It is also the common emergency number in all member states of the European Union as well as several other countries of Europe and the world. 112 often available alongside other numbers traditionally used in the given country to access emergency services. In some countries, calls to 112 are not connected directly but forwarded by the GSM network to local emergency numbers (e.g., 911 in North America or 000 in Australia).
112 is not always supported by VoIP operators or on non-GSM networks.
112 was first standardised by a Recommendation by the CEPT in 1972 and later by a decision of the EU Council in 1991 and subsequently reaffirmed in 2002 by article 26 of the Universal Service Directive and its subsequent amendments.
In mathematics, certain kinds of mistaken proof are often exhibited, and sometimes collected, as illustrations of a concept of mathematical fallacy. There is a distinction between a simple mistake and a mathematical fallacy in a proof: a mistake in a proof leads to an invalid proof just in the same way, but in the best-known examples of mathematical fallacies, there is some concealment in the presentation of the proof. For example, the reason validity fails may be a division by zero that is hidden by algebraic notation. There is a striking quality of the mathematical fallacy: as typically presented, it leads not only to an absurd result, but does so in a crafty or clever way. Therefore, these fallacies, for pedagogic reasons, usually take the form of spurious proofs of obvious contradictions. Although the proofs are flawed, the errors, usually by design, are comparatively subtle, or designed to show that certain steps are conditional, and should not be applied in the cases that are the exceptions to the rules.
1-1 may refer to:
Meet the Beatles! is the second Beatles album released in the United States. It was the first US Beatles album to be issued by Capitol Records, on 20 January 1964 in both mono and stereo formats. It topped the popular album chart on 15 February 1964 and remained at number one for eleven weeks before being replaced by The Beatles' Second Album. The cover featured Robert Freeman's portrait used in the United Kingdom for With the Beatles, with a blue tint added to the original stark black-and-white photograph.
After constantly rejecting requests by both Brian Epstein and George Martin to release Beatles records in the United States, in November 1963 EMI label head Sir Joseph Lockwood sent a deputy to Los Angeles ordering Capitol Records to commence releasing and promoting Beatles product in the United States. Despite the "first album" claim on its cover, ten days prior to its release Vee-Jay Records of Chicago beat Capitol to the punch with the release of the Beatles' American debut album Introducing... The Beatles, which had been delayed for release for various reasons since the previous summer. Perhaps as a result of the Vee-Jay release, Liberty Music Shops advertised in the New York Times of 12 January 1964 that Meet the Beatles! was available for purchase, an ad not authorised by Capitol.
Meet the Math Facts Level 1 - 1+1=2
NUMBERJACKS | 1, 2, 3, Go | S1E38
1+1=2 (Bulan Ayu & Marum Ayu)
1-2 SWITCH OR DARE LIVE! (Smosh Games Live)
Beyoncé - 1+1
"Prove" 2 = 1 Using Calculus
1+1=2 (en arithmétique de Peano) | Infini 13
2+1 — Русский трейлер (2017)
CÂT FAC 1 + 1 x 2? ŞI ALTE CALCULE...
Mr Bean Animated Episode 1 (1/2) of 47
Adding and subtracting basic equations by sight is essential to a solid math foundation. Meet the Math Facts 1, 2, and 3 make learning to add and subtract fun and easy! With adorable characters that your child will grow to love, your child will be able to easily recall basic math facts to 10 + 10. Learning to add and subtract has never been this easy! Level 1: Sums 0 to 8 Level 2: Sums 9 to 12 Level 3: Sums 13 to 20 Preschool Prep Series products have won over 25 national awards and are used in thousands of schools across the country! You will be amazed at how easily your little one can learn math!™ Watch the full Math Facts Series: Meet the Math Facts 1: https://youtu.be/HJqq2KyfPJg Meet the Math Facts 2: https://youtu.be/xEr96R5jlz4 Meet the Math Facts 3: https://youtu.be/Bzx4CtGCApU...
1+1=2 karya Herry SSS dibawakan oleh Bulan Ayu & Marum Ayu dengan iringan musik Kak Nunuk, diambil dari DVD Koleksi Abadi Lagu Taman Kanak-Kanak Vol.4 produksi Gema Nada Pertiwi Dapat diperoleh di www.gnpmusic.co.id dan toko seperti Disc Tarra, Duta Suara, Musik Plus, dll. Tersedia juga di iTunes: https://itunes.apple.com/id/album/id897148299 Melon : http://www2.melon.co.id/#/album-detail/10019688 Amazon: http://www.amazon.com/dp/B00L1B1H1S KKBox: http://www.kkbox.com/tw/en/album/qDHHIrNkgYMgjp0FFob20091-index.html Deezer : http://www.deezer.com/album/7276882
SUBSCRIBE ►►http://smo.sh/SubscribeSmoshGames We're playing some party games with the 1-2 Switch then some Truth or Dare! We're also joined by some special guests! SMOSH GAMES LIVE is happening every Wednesday! We’ll be LIVESTREAMING some gameplay for 2 whole hours starting at 2PM PST! Play with us! Subscribe: http://smo.sh/SubscribeSmoshGames Stream: http://twitch.tv/SmoshGames Like us on Facebook: http://facebook.com/SmoshGames Follow us on Twitter: http://twitter.com/SmoshGames Add us to your circles on Google+: http://google.com/+SmoshGames
Beyoncé's official live video for '1+1'. Click to listen to Beyoncé on Spotify: http://smarturl.it/BeyonceSpot?IQid=Bey11 As featured on 4. Click to buy the track or album via iTunes: http://smarturl.it/Beyonce4iTunes?IQid=Bey11 Google Play: http://smarturl.it/Bey11play?IQid=Bey11 Amazon: http://smarturl.it/4BeyonceAmz?IQid=Bey11 More from Beyoncé I Was Here: https://youtu.be/i41qWJ6QjPI Crazy In Love: https://youtu.be/ViwtNLUqkMY Countdown: https://www.youtube.com/watch?v=2XY3AvVgDns Follow Beyoncé Website: http://www.beyonce.com/ Facebook: https://www.facebook.com/beyonce Twitter: https://twitter.com/beyonce Instagram: https://instagram.com/beyonce/ Subscribe to Beyoncé on YouTube: http://smarturl.it/BeyonceSub?IQid=Bey11 More great Classic RnB videos here: http://smarturl.it/Classi...
This is a fake proof of why 2 = 1 using a bit of calculus. Can you figure out where the mistake is? If you like my videos, you can support me at Patreon: http://www.patreon.com/mindyourdecisions Connect on social media My Blog: http://mindyourdecisions.com/blog/ Twitter: http://twitter.com/preshtalwalkar Books: http://goo.gl/BDlEkB Facebook: https://www.facebook.com/pages/Mind-Your-Decisions/168446714965 Google+: https://plus.google.com/108336608566588374147/posts Pinterest: https://www.pinterest.com/preshtalwalkar/ Tumblr: http://preshtalwalkar.tumblr.com/ Instagram: https://instagram.com/preshtalwalkar/ Patreon: http://www.patreon.com/mindyourdecisions Newsletter (sent about 2 times a year): http://eepurl.com/KvS0r My Books "The Joy of Game Theory" shows how you can use math to out-...
À la fin du 19ème siècle, de nombreux monstres mathématiques avaient remis en question toutes les découvertes du passé. Il est temps de prouver (enfin!) les vérités les plus basiques des mathématiques, dont 1+1=2. Pour ce faire, le génie de Peano fut d'inventer une approche purement axiomatique. Pour écrire des symboles mathématiques : http://math.typeit.org/ L'axiomatisation | Passe-Science https://www.youtube.com/watch?v=m6AN1rjeO5Q L'analyse de Fourier | Infini 9 https://www.youtube.com/watch?v=eOehH6H42Es Ces courbes qui colorient tout l'espace | Infini 10 https://www.youtube.com/watch?v=u-W1jXq5JGg Top 8 des monstres mathématiques | Infini 11 https://www.youtube.com/watch?v=f13ZaZrfIUc La géométrie hyperbolique | Relativité 12 http://www.youtube.com/watch?v=8TmB2uLBzaA Jean-Mic...
Русские трейлеры к фильмам и сериалам! Интересные ролики о фильмах и их съёмках! Подпишись на канал ►http://bit.ly/1djo89b◄ Новости,промо,трейлеры,даты выходов фильмов и сериалов только у нас: ►http://vk.com/iVideos◄ Русский трейлер фильма 2+1 2017 года ▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬ Дата выхода в РФ - ►12 января 2017◄ • Оригинальное название: Demain tout commence • Страна: Франция, Великобритания • Режиссер: Хьюго Желен • Жанр: комедия, семейный • В главных ролях: Омар Си ("1+1", "Шоколад", "Самба"), Клеменс Поэзи («Гарри Поттер и Кубок огня», «Гарри Поттер и Дары смерти», «Залечь на дно в Брюгге», «Сплетница»), Антуан Бертран («Папаша», «То, что необходимо для жизни») Жизнь главного героя была легка и беззаботна ровно до тех пор, пока одна из его бывших не подкинула ему грудного...
https://www.facebook.com/pages/Vax-Populi/156983884364551
Mr. Bean Animated Series Complete Collection Episode 1 Part 1
ik zit hier wel alleen, maar denk aan iedereen
want het leven gaat soms als een trein voorbij
mag ik met je mee
over land of over zee
ieder neemt z'n eigen koffer mee
waar gaan we naartoe, wat is onze koers?
hoeveel dagen zeilen zal het zijn
refrein:
naar een wereld voor onszelf, jij en ik alleen
niemand zal ons vinden onze wereld is klein
maar fijn 't klinkt toch geweldig
één en één is twee, twee zijn één is niet alleen
vaar over gedachten, roer in de hand
liefde in de zeilen en niemand zet ons nog aan de kant
is er ooit een valse noot?
geen storm die jaagt op onze boot
de golven slaan kapot op de rotsen van het lot
refrein:
naar een wereld voor onszelf, jij en ik alleen
niemand zal ons vinden onze wereld is klein
maar fijn 't klinkt toch geweldig
één en één is twee, twee zijn één is niet alleen
één en één is niet alleen
is er iets op aarde met nog meer waarde?
wat zal het antwoord zijn
geld en dat soort zaken heb ik niets meer mee te maken
vrijheid wat ons betreft altijd
een wereld voor onszelf, voor onszelf
naar een wereld voor onszelf jij en ik alleen...
refrein:
naar een wereld voor onszelf, jij en ik alleen
niemand zal ons vinden onze wereld is klein
maar fijn 't klinkt toch geweldig
één en één is twee, twee zijn één is niet alleen
één en één is twee, twee zijn één is niet alleen
één en één is twee, twee zijn één is niet alleen