1.
Decimal
–
This article aims to be an accessible introduction. For the mathematical definition, see Decimal representation, the decimal numeral system has ten as its base, which, in decimal, is written 10, as is the base in every positional numeral system. It is the base most widely used by modern civilizations. Decimal fractions have terminating decimal representations and other fractions have repeating decimal representations, Decimal notation is the writing of numbers in a base-ten numeral system. Examples are Brahmi numerals, Greek numerals, Hebrew numerals, Roman numerals, Roman numerals have symbols for the decimal powers and secondary symbols for half these values. Brahmi numerals have symbols for the nine numbers 1–9, the nine decades 10–90, plus a symbol for 100, Chinese numerals have symbols for 1–9, and additional symbols for powers of ten, which in modern usage reach 1072. Positional decimal systems include a zero and use symbols for the ten values to represent any number, positional notation uses positions for each power of ten, units, tens, hundreds, thousands, etc. The position of each digit within a number denotes the multiplier multiplied with that position has a value ten times that of the position to its right. There were at least two independent sources of positional decimal systems in ancient civilization, the Chinese counting rod system. Ten is the number which is the count of fingers and thumbs on both hands, the English word digit as well as its translation in many languages is also the anatomical term for fingers and toes. In English, decimal means tenth, decimate means reduce by a tenth, however, the symbols used in different areas are not identical, for instance, Western Arabic numerals differ from the forms used by other Arab cultures. A decimal fraction is a fraction the denominator of which is a power of ten. g, Decimal fractions 8/10, 1489/100, 24/100000, and 58900/10000 are expressed in decimal notation as 0.8,14.89,0.00024,5.8900 respectively. In English-speaking, some Latin American and many Asian countries, a period or raised period is used as the separator, in many other countries, particularly in Europe. The integer part, or integral part of a number is the part to the left of the decimal separator. The part from the separator to the right is the fractional part. It is usual for a number that consists only of a fractional part to have a leading zero in its notation. Any rational number with a denominator whose only prime factors are 2 and/or 5 may be expressed as a decimal fraction and has a finite decimal expansion. 1/2 =0.5 1/20 =0.05 1/5 =0.2 1/50 =0.02 1/4 =0.25 1/40 =0.025 1/25 =0.04 1/8 =0.125 1/125 =0.008 1/10 =0

2.
Christian
–
A Christian is a person who follows or adheres to Christianity, an Abrahamic, monotheistic religion based on the life and teachings of Jesus Christ. Christian derives from the Koine Greek word Christós, a translation of the Biblical Hebrew term mashiach, while there are diverse interpretations of Christianity which sometimes conflict, they are united in believing that Jesus has a unique significance. The term Christian is also used as an adjective to describe anything associated with Christianity, or in a sense all that is noble, and good. According to a 2011 Pew Research Center survey, there were 2.2 billion Christians around the world in 2010, by 2050, the Christian population is expected to exceed 3 billion. According to a 2012 Pew Research Center survey Christianity will remain the worlds largest religion in 2050, about half of all Christians worldwide are Catholic, while more than a third are Protestant. Orthodox communions comprise 12% of the worlds Christians, other Christian groups make up the remainder. Christians make up the majority of the population in 158 countries and territories,280 million Christian live as a minority. In the Greek Septuagint, christos was used to translate the Hebrew מָשִׁיחַ, in other European languages, equivalent words to Christian are likewise derived from the Greek, such as Chrétien in French and Cristiano in Spanish. The second mention of the term follows in Acts 26,28, where Herod Agrippa II replied to Paul the Apostle, Then Agrippa said unto Paul, Almost thou persuadest me to be a Christian. The third and final New Testament reference to the term is in 1 Peter 4,16, which believers, Yet if as a Christian, let him not be ashamed. The city of Antioch, where someone gave them the name Christians, had a reputation for coming up with such nicknames, in the Annals he relates that by vulgar appellation commonly called Christians and identifies Christians as Neros scapegoats for the Great Fire of Rome. Another term for Christians which appears in the New Testament is Nazarenes which is used by the Jewish lawyer Tertullus in Acts 24, the Hebrew equivalent of Nazarenes, Notzrim, occurs in the Babylonian Talmud, and is still the modern Israeli Hebrew term for Christian. A wide range of beliefs and practices is found across the world among those who call themselves Christian, denominations and sects disagree on a common definition of Christianity. Most Baptists and fundamentalists, for example, would not acknowledge Mormonism or Christian Science as Christian, in fact, the nearly 77 percent of Americans who self-identify as Christian are a diverse pluribus of Christianities that are far from any collective unity. The identification of Jesus as the Messiah is not accepted by Judaism, the term for a Christian in Hebrew is נוּצְרי, a Talmudic term originally derived from the fact that Jesus came from the Galilean village of Nazareth, today in northern Israel. Adherents of Messianic Judaism are referred to in modern Hebrew as יְהוּדִים מָשִׁיחַיים, the term Nasara rose to prominence in July 2014, after the Fall of Mosul to the terrorist organization Islamic State of Iraq and the Levant. The nun or ن— the first letter of Nasara—was spray-painted on the property of Christians ejected from the city, where there is a distinction, Nasrani refers to people from a Christian culture and Masihi is used by Christians themselves for those with a religious faith in Jesus. In some countries Nasrani tends to be used generically for non-Muslim Western foreigners, another Arabic word sometimes used for Christians, particularly in a political context, is Ṣalībī from ṣalīb which refers to Crusaders and has negative connotations

3.
Number of the Beast
–
The Number of the Beast is a term in the Book of Revelation, of the New Testament, that is associated with the Beast of Revelation in chapter 13. In most manuscripts of the New Testament and in English translations of the Bible, in critical editions of the Greek text, such as the Novum Testamentum Graece, it is noted that 616 is a variant. In the oldest preserved manuscript as of 2017, as well as ancient sources like Codex Ephraemi Rescriptus. The Number of the beast is described in the passage of Revelation 13, the actual number is only mentioned once, in verse 18. Possible translations include not only to count, to reckon but also to vote or to decide, in the Textus Receptus, derived from Byzantine text-type manuscripts, the number 666 is represented by the final 3 letters χξϛ. 17καὶ ἵνα μή τις δύνηται ἀγοράσαι ἢ πωλῆσαι εἰ μὴ ὁ ἔχων τὸ χάραγμα, 18Ὧδε ἡ σοφία ἐστίν· ὁ ἔχων τὸν νοῦν ψηφισάτω τὸν ἀριθμὸν τοῦ θηρίου· ἀριθμὸς γὰρ ἀνθρώπου ἐστί· καὶ ὁ ἀριθμὸς αὐτοῦ χξϛʹ. The last letter of the Greek alphabet is not the equivalent of the English letter Z, the Greek letter stigma ligature represents the number 6. 18ὧδε ἡ σοφία ἐστίν· ὁ ἔχων νοῦν ψηφισάτω τὸν ἀριθμὸν τοῦ θηρίου, irenaeus knew about the 616 reading, but did not adopt it. In the 380s, correcting the existing Latin-language version of the New Testament, around 2005, a fragment from Papyrus 115, taken from the Oxyrhynchus site, was discovered at the Oxford Universitys Ashmolean Museum. It gave the number as 616 χιϛʹ. This fragment is the oldest manuscript of Revelation 13 found as of 2017, the age of a manuscript is not an indicator of the date of its writing but refers to how old the physical material is. All original biblical manuscripts are non-existent today, as they were held and copied onto new materials, eventually the originals fell apart, leaving fragments for a period and then only the copies. So the oldest texts might actually be found among the newest copies, Codex Ephraemi Rescriptus, known before the P115 finding but dating to after it, has 616 written in full, ἑξακόσιοι δέκα ἕξ, hexakosioi deka hex. Papyrus 115 and Ephraemi Rescriptus have led scholars to regard 616 as the original number of the beast. Associating the number of the beast as the duration of the beast’s reign Corresponding symbolism for the Antichrist, in Greek isopsephy and Hebrew gematria, every letter has a corresponding numeric value. Summing these numbers gives a value to a word or name. The use of isopsephy to calculate the number of the beast is used in many of the below interpretations, preterist theologians typically support the numerical interpretation that 666 is the equivalent of the name and title, Nero Caesar. A manner of speaking against the emperor without the Roman authorities knowing, also Nero Caesar in the Hebrew alphabet is נרון קסר NRON QSR, which when used as numbers represent 5020065010060200, which add to 666

4.
Recursion
–
Recursion occurs when a thing is defined in terms of itself or of its type. Recursion is used in a variety of disciplines ranging from linguistics to logic, the most common application of recursion is in mathematics and computer science, where a function being defined is applied within its own definition. While this apparently defines a number of instances, it is often done in such a way that no loop or infinite chain of references can occur. The ancestors of ones ancestors are also ones ancestors, the Fibonacci sequence is a classic example of recursion, Fib =0 as base case 1, Fib =1 as base case 2, For all integers n >1, Fib, = Fib + Fib. Many mathematical axioms are based upon recursive rules, for example, the formal definition of the natural numbers by the Peano axioms can be described as,0 is a natural number, and each natural number has a successor, which is also a natural number. By this base case and recursive rule, one can generate the set of all natural numbers, recursively defined mathematical objects include functions, sets, and especially fractals. There are various more tongue-in-cheek definitions of recursion, see recursive humor, Recursion is the process a procedure goes through when one of the steps of the procedure involves invoking the procedure itself. A procedure that goes through recursion is said to be recursive, to understand recursion, one must recognize the distinction between a procedure and the running of a procedure. A procedure is a set of steps based on a set of rules, the running of a procedure involves actually following the rules and performing the steps. An analogy, a procedure is like a recipe, running a procedure is like actually preparing the meal. Recursion is related to, but not the same as, a reference within the specification of a procedure to the execution of some other procedure. For instance, a recipe might refer to cooking vegetables, which is another procedure that in turn requires heating water, for this reason recursive definitions are very rare in everyday situations. An example could be the procedure to find a way through a maze. Proceed forward until reaching either an exit or a branching point, If the point reached is an exit, terminate. Otherwise try each branch in turn, using the procedure recursively, if every trial fails by reaching only dead ends, return on the path led to this branching point. Whether this actually defines a terminating procedure depends on the nature of the maze, in any case, executing the procedure requires carefully recording all currently explored branching points, and which of their branches have already been exhaustively tried. This can be understood in terms of a definition of a syntactic category. A sentence can have a structure in which what follows the verb is another sentence, Dorothy thinks witches are dangerous, so a sentence can be defined recursively as something with a structure that includes a noun phrase, a verb, and optionally another sentence

5.
666 (number)
–
666 is the natural number following 665 and preceding 667. Six hundred and sixty-six is called the number of the Beast in chapter 13 of the Book of Revelation, of the New Testament,666 is the sum of the first 36 natural numbers, and thus it is a triangular number. Notice that 36 =15 +21,15 and 21 are also triangular numbers, in base 10,666 is a repdigit and a Smith number. A prime reciprocal magic square based on 1/149 in base 10 has a total of 666. The prime factorization of 666 is 2 •32 •37, some manuscripts of the original Greek use the symbols χξϛ chi xi stigma, while other manuscripts spell out the number in words. In modern popular culture,666 has become one of the most widely recognized symbols for the Antichrist or, alternatively, the number 666 is purportedly used to invoke Satan. Earnest references to the number occur both among apocalypticist Christian groups and in explicitly anti-Christian subcultures, references in contemporary Western art or literature are, more likely than not, intentional references to the Beast symbolism. Such popular references are therefore too numerous to list and it is common to see the symbolic role of the integer 666 transferred to the digit sequence 6-6-6. Some people take the Satanic associations of 666 so seriously that they actively avoid things related to 666 or the digits 6-6-6, in some early biblical manuscripts, including Papyrus 115, the number is cited as 616. In the Bible,666 is the number of talents of gold Solomon collected each year, in the Bible,666 is the number of Adonikams descendants who return to Jerusalem and Judah from the Babylonian exile. In the Bible, there may be a latent reference to 666 in the name of the great sixth-century BC king of Babylon, commonly spelled Nebuchadnezzar, transliterating from the Book of Daniel, the name is Nebuchadrezzar or Nebuchadrezzur in the Book of Jeremiah. The number of name can be calculated, since Hebrew letters double as numbers. Nebuchadrezzar is 663, and Nebuchadrezzur,669, midway between the two variants is 666. If the mysteries of Jeremiah are to be related to those of Revelation, Nebuchadrezzar, using gematria, Neron Caesar transliterated from Greek into Hebrew produces the number 666. The Latin spelling of Nero Caesar transliterated into Hebrew produces the number 616, thus, in the Bible,666 may have been a coded reference to Nero the Roman Emperor from 55 to 68 AD. Is the magic sum, or sum of the constants of a six by six magic square. Is the sum of all the numbers on a roulette wheel, was a winning lottery number in the 1980 Pennsylvania Lottery scandal, in which equipment was tampered to favor a 4 or 6 as each of the three individual random digits. Was the original name of the Macintosh SevenDust computer virus that was discovered in 1998, the number is a frequent visual element of Aryan Brotherhood tattoos

6.
Fibonacci number
–
The Fibonacci sequence is named after Italian mathematician Leonardo of Pisa, known as Fibonacci. His 1202 book Liber Abaci introduced the sequence to Western European mathematics, the sequence described in Liber Abaci began with F1 =1. Fibonacci numbers are related to Lucas numbers L n in that they form a complementary pair of Lucas sequences U n = F n and V n = L n. They are intimately connected with the ratio, for example. Fibonacci numbers appear unexpectedly often in mathematics, so much so that there is a journal dedicated to their study. The Fibonacci sequence appears in Indian mathematics, in connection with Sanskrit prosody, in the Sanskrit tradition of prosody, there was interest in enumerating all patterns of long syllables that are 2 units of duration, and short syllables that are 1 unit of duration. Counting the different patterns of L and S of a given duration results in the Fibonacci numbers, susantha Goonatilake writes that the development of the Fibonacci sequence is attributed in part to Pingala, later being associated with Virahanka, Gopāla, and Hemachandra. He dates Pingala before 450 BC, however, the clearest exposition of the sequence arises in the work of Virahanka, whose own work is lost, but is available in a quotation by Gopala, Variations of two earlier meters. For example, for four, variations of meters of two three being mixed, five happens, in this way, the process should be followed in all mātrā-vṛttas. The sequence is also discussed by Gopala and by the Jain scholar Hemachandra, outside India, the Fibonacci sequence first appears in the book Liber Abaci by Fibonacci. The puzzle that Fibonacci posed was, how many pairs will there be in one year, at the end of the first month, they mate, but there is still only 1 pair. At the end of the month the female produces a new pair. At the end of the month, the original female produces a second pair. At the end of the month, the original female has produced yet another new pair. At the end of the nth month, the number of pairs of rabbits is equal to the number of new pairs plus the number of pairs alive last month and this is the nth Fibonacci number. The name Fibonacci sequence was first used by the 19th-century number theorist Édouard Lucas, the most common such problem is that of counting the number of compositions of 1s and 2s that sum to a given total n, there are Fn+1 ways to do this. For example, if n =5, then Fn+1 = F6 =8 counts the eight compositions, 1+1+1+1+1 = 1+1+1+2 = 1+1+2+1 = 1+2+1+1 = 2+1+1+1 = 2+2+1 = 2+1+2 = 1+2+2, all of which sum to 5. The Fibonacci numbers can be found in different ways among the set of strings, or equivalently

7.
Portmanteau
–
In linguistics, a portmanteau is defined as a single morph that represents two or more morphemes. A portmanteau also differs from a compound, which not involve the truncation of parts of the stems of the blended words. For instance, starfish is a compound, not a portmanteau, of star and fish, whereas a hypothetical portmanteau of star and fish might be stish. Humpty Dumpty explains the practice of combining words in various ways by telling Alice, for instance, take the two words fuming and furious. Make up your mind that you will say both words, but leave it unsettled which you will say first … if you have the rarest of gifts, in then-contemporary English, a portmanteau was a suitcase that opened into two equal sections. The etymology of the word is the French porte-manteau, from porter, to carry, in modern French, a porte-manteau is a clothes valet, a coat-tree or similar article of furniture for hanging up jackets, hats, umbrellas and the like. It has also used especially in Europe as a formal description for hat racks from the French words porter. An occasional synonym for portmanteau word is frankenword, an autological word exemplifying the phenomenon it describes, blending Frankenstein, many neologisms are examples of blends, but many blends have become part of the lexicon. In Punch in 1896, the word brunch was introduced as a portmanteau word, in 1964, the newly independent African republic of Tanganyika and Zanzibar chose the portmanteau word Tanzania as its name. Similarly Eurasia is a portmanteau of Europe and Asia, a scientific example is a liger, which is a cross between a male lion and a female tiger. Jeoportmanteau. is a category on the American television quiz show Jeopardy. The categorys name is itself a portmanteau of the words Jeopardy, responses in the category are portmanteaus constructed by fitting two words together. The term gerrymander has itself contributed to portmanteau terms bjelkemander and playmander, oxbridge is a common portmanteau for the UKs two oldest universities, those of Oxford and Cambridge. Many portmanteau words receive some use but do not appear in all dictionaries, for example, a spork is an eating utensil that is a combination of a spoon and a fork, and a skort is an item of clothing that is part skirt, part shorts. On the other hand, turducken, a made by inserting a chicken into a duck. Similarly, the word refudiate was first used by Sarah Palin when she misspoke, though initially a gaffe, the word was recognized as the New Oxford American Dictionarys Word of the Year in 2010. The business lexicon is replete with newly coined portmanteau words like permalance, advertainment, advertorial, infotainment, a company name may also be portmanteau as well as a product name. By contrast, the public, including the media, use portmanteaux to refer to their favorite pairings as a way to. giv people an essence of who they are within the same name and this is particularly seen in cases of fictional and real-life supercouples

8.
Padovan sequence
–
The Padovan sequence is the sequence of integers P defined by the initial values P = P = P =1, and the recurrence relation P = P + P. The first few values of P are 1,1,1,2,2,3,4,5,7,9,12,16,21,28,37,49,65,86,114,151,200,265. The Padovan sequence is named after Richard Padovan who attributed its discovery to Dutch architect Hans van der Laan in his 1994 essay Dom, Hans van der Laan, Modern Primitive. The sequence was described by Ian Stewart in his Scientific American column Mathematical Recreations in June 1996 and he also writes about it in one of his books, Math Hysteria, Fun Games With Mathematics. The above definition is the one given by Ian Stewart and by MathWorld, other sources may start the sequence at a different place, in which case some of the identities in this article must be adjusted with appropriate offsets. This is a property of recurrence relations, the Perrin sequence can be obtained from the Padovan sequence by the following formula, P e r r i n = P + P. e. The Padovan sequence also satisfies the identity P2 − P P = P. The Padovan sequence is related to sums of binomial coefficients by the following identity, P = ∑2 m + n = k = ∑ m = ⌈ k /3 ⌉ ⌊ k /2 ⌋. For example, for k =12, the values for the pair with 2m + n =12 which give non-zero binomial coefficients are, and, and, + + =1 +10 +1 =12 = P. The Padovan sequence numbers can be written in terms of powers of the roots of the equation x 3 − x −1 =0 and this equation has 3 roots, one real root p and two complex conjugate roots q and r. Given these three roots, the Padovan sequence can be expressed by a formula involving p, q and r, P = a p n + b q n + c r n where a, b and c are constants. Since the magnitudes of the complex roots q and r are both less than 1, the powers of these roots approach 0 for large n, and P − a p n tends to zero. For all n ≥0, P is the integer closest to p n −1 s, the ratio of successive terms in the Padovan sequence approaches p, which has a value of approximately 1.324718. This constant bears the same relationship to the Padovan sequence and the Perrin sequence as the ratio does to the Fibonacci sequence. P is the number of ways of writing n +2 as a sum in which each term is either 2 or 3. This can be used to prove identities involving products of the Padovan sequence with geometric terms, such as, ∑ n =0 ∞ P α n = α2 α3 − α −1. A Padovan prime is P that is prime, the first few Padovan primes are 2,3,5,7,37,151,3329,23833. Also, if you count the number of As, Bs and Cs in each string, then for the nth string, you have P As, P Bs, the count of BB pairs, AA pairs and CC pairs are also Padovan numbers

9.
Natural number
–
In mathematics, the natural numbers are those used for counting and ordering. In common language, words used for counting are cardinal numbers, texts that exclude zero from the natural numbers sometimes refer to the natural numbers together with zero as the whole numbers, but in other writings, that term is used instead for the integers. These chains of extensions make the natural numbers canonically embedded in the number systems. Properties of the numbers, such as divisibility and the distribution of prime numbers, are studied in number theory. Problems concerning counting and ordering, such as partitioning and enumerations, are studied in combinatorics, the most primitive method of representing a natural number is to put down a mark for each object. Later, a set of objects could be tested for equality, excess or shortage, by striking out a mark, the first major advance in abstraction was the use of numerals to represent numbers. This allowed systems to be developed for recording large numbers, the ancient Egyptians developed a powerful system of numerals with distinct hieroglyphs for 1,10, and all the powers of 10 up to over 1 million. A stone carving from Karnak, dating from around 1500 BC and now at the Louvre in Paris, depicts 276 as 2 hundreds,7 tens, and 6 ones, and similarly for the number 4,622. A much later advance was the development of the idea that 0 can be considered as a number, with its own numeral. The use of a 0 digit in place-value notation dates back as early as 700 BC by the Babylonians, the Olmec and Maya civilizations used 0 as a separate number as early as the 1st century BC, but this usage did not spread beyond Mesoamerica. The use of a numeral 0 in modern times originated with the Indian mathematician Brahmagupta in 628, the first systematic study of numbers as abstractions is usually credited to the Greek philosophers Pythagoras and Archimedes. Some Greek mathematicians treated the number 1 differently than larger numbers, independent studies also occurred at around the same time in India, China, and Mesoamerica. In 19th century Europe, there was mathematical and philosophical discussion about the nature of the natural numbers. A school of Naturalism stated that the numbers were a direct consequence of the human psyche. Henri Poincaré was one of its advocates, as was Leopold Kronecker who summarized God made the integers, in opposition to the Naturalists, the constructivists saw a need to improve the logical rigor in the foundations of mathematics. In the 1860s, Hermann Grassmann suggested a recursive definition for natural numbers thus stating they were not really natural, later, two classes of such formal definitions were constructed, later, they were shown to be equivalent in most practical applications. The second class of definitions was introduced by Giuseppe Peano and is now called Peano arithmetic and it is based on an axiomatization of the properties of ordinal numbers, each natural number has a successor and every non-zero natural number has a unique predecessor. Peano arithmetic is equiconsistent with several systems of set theory

10.
Eschatology
–
Eschatology /ˌɛskəˈtɒlədʒi/ is a part of theology concerned with the final events of history, or the ultimate destiny of humanity. This concept is referred to as the end of the world or end time. The word arises from the Greek ἔσχατος eschatos meaning last and -logy meaning the study of, the Oxford English Dictionary defines eschatology as The part of theology concerned with death, judgment, and the final destiny of the soul and of humankind. In the context of mysticism, the phrase refers metaphorically to the end of ordinary reality, in many religions it is taught as an existing future event prophesied in sacred texts or folklore. More broadly, eschatology may encompass related concepts such as the Messiah or Messianic Age, the end time, history is often divided into ages, which are time periods each with certain commonalities. One age comes to an end and a new age or world to come, where different realities are present, begins. When such transitions from one age to another are the subject of eschatological discussion, the phrase, end of the world, is replaced by end of the age, end of an era, or end of life as we know it. Much apocalyptic fiction does not deal with the end of time but rather with the end of a period of time, the end of life as it is now. It is usually a crisis that brings an end to current reality and ushers in a new way of living, thinking, or being. This crisis may take the form of the intervention of a deity in history, a war, eschatologies vary as to their degree of optimism or pessimism about the future. In some eschatologies, conditions are better for some and worse for others, e. g. heaven, in Baháí belief, creation has neither a beginning nor an end. Instead, the eschatology of other religions is viewed as symbolic, in Baháí belief, human time is marked by a series of progressive revelations in which successive messengers or prophets come from God. In this view, the heaven and hell are seen as symbolic terms for the persons spiritual progress. In Baháí belief, the coming of Baháulláh, the founder of the Baháí Faith, signals the fulfilment of previous eschatological expectations of Islam, Christianity and other major religions. Christian eschatology is concerned with death, a state, Heaven, hell, the return of Jesus. Eschatological passages are found in places, esp. Isaiah, Daniel, Ezekiel, Matthew 24, The Sheep and the Goats, and the Book of Revelation, the Second Coming of Christ is the central event in Christian eschatology. Most Christians believe that death and suffering will continue to exist until Christs return, there are, however, various views concerning the order and significance of other eschatological events

11.
777 (number)
–
The number 777 is significant in various religious and political contexts. According to the Bible, Lamech, the father of Noah lived for 777 years, the numbers 3 and 7 are considered both perfect numbers under Hebrew tradition. Christian denominations consider seven to be a number because Genesis says that God rested on the 7th day. Because God rested on the 7th day, that is the reason for the observance of the Hebrew Sabbath on the last day of the week, the 7th day of the week is indicated on the Hebrew Lunar calendar containing 13 months of four weeks each. According to the American publication, the Orthodox Study Bible,777 represents the threefold perfection of the Trinity, the Watcher Community uses it as a reference to the 7 angels,7 trumpets, and 7 bowls of wrath from the Book of Revelation. 777 is also found in the title of the book 777, in other traditions and teachings, seven is seen as the perfect number that holds creation and the universe together. Religious or mythological cosmology refers to seven heavens, ancient Indian spiritual texts detail seven chakras, the Afrikaner Resistance Movement, a Boer-nationalist movement in South Africa, utilized the number 777 as part of their emblem. The number refers to a triumph of Gods number 7 over the Devils number 666, on the AWB flag, the numbers are arranged in a triskelion shape, resembling the Nazi hakenkreuz. In Unixs chmod, the value 777 grants all file access permissions to all user types, boeing, the airplane manufacturing giant, released the airplane in June 1995. The family of 777s include the 777-200, 777-200ER, the 777-300, the 777-200LR Worldliner, the 777-300ER,777 is used on most slot machines in the United States to identify a jackpot