Posts filled under #exklusive_shot

:- @h_two_flo 
Kasol
Parv

:- @h_two_flo Kasol Parvati Valley, Himachal India Well I guess I survived another birthday happily enough, not sulking about the fact that I'm 26 now and it's just all down hill from here Use hash tags #_kmhoe #discoverhimachal #callfrommountains .U can also DM us. Tag us in ur photos and videos to get featured. Selected photos and videos also featured on our #facebook page. You can also mail us at "kullumanaliheavenonearth@yahoo.com" for any query and detail. Follow @discoverhimachal @kullumanaliheavenonearth @callfrommountains for more amazing destinations. #wildernessculture #travelstoke #natgeolandscape #theoutbound #neverstopexploring #rei1440project #ourplanetdaily #ic_adventures #worldshotz #exklusive_shot #awesome_earthpix #earthexperience #global_hotshotz #nakedplanet #greatshotz #jaw_dropping_shots #ic_landscapes #theworldshotz #hot_shotz #dream_image #epic_captures #big_shotz #igpodium #ig_bliss - #regrann

#GrammerCollective
"One G

#GrammerCollective "One Group. One Collective." presents... @bennybystrom . Use our main tag #GrammerCollective . Congratulations! Keep up the good work! Tag your best shots with #GrammerCollective . Selected by: @gianimated . O u r C o l l e c t i v e United as @GrammerCollective @CreativeGrammer . @StreetsGrammer . @BWGrammer . @Dark.Grammer . @EditGrammer . @FolkGrammer . @MinimalistGrammer . #grco_bennybystrom #stayandwander #rsa_folknature #liveoutdoors #liveauthentic #exklusive_shot #justgoshoot #peoplescreatives #destination_wow #watchthisinstagood #folkscenery #folkvibe #folkgood #folkportraits #folksouls #folkgreen #nature #livefolktakeover #agameof10k #lf10k #reflectiongram #pr0ject_uno #shotzdelight #photographyislifee #fartoodope #collectivelycreate #royalsnappingartists #bleachmyfilm

presents proudly the foll

presents proudly the following ARTIST : @oszvaldnoell / Paper pictures series Photo curated by ystein @oeysteinkarlsen Daily feature: 2017-08-22 Tag #bnw_drama to be featured Once featured you're member of @ bnw_drama Our curators: @ goerss.de / @ oeysteinkarlsen / @ rob.thomas.media ALLIANCES: @bnw_workers @dark_sovls @folksouls @bnwsouls @dark_poppies @bnw_greatshots @bnw_rose @bnw_creatives @bnw_mystery @amateurs_bnw @big_shotz_bw @big_shotz_travel @umbrellaplanet @bnw_planet @bnw_lombardia @bnw_switzerland @bnw_legit @blackandwhitehumansphotos @_fairies @__bnwart__ @__bodyart__ @___bodylanguage___ @___malelalanguage___ @bnw_diamond @bnw_users internal use only: #bnw_drama_oszvaldnoell No internet or stolen pictures. All pictures will be controlled with TinEye and Google Search. Proud member of @ hubdirectory #bnw_workers #bnw_mystery #bnw_greatshots #agameoftones #moodygrams #allshooterz #overxpoze #visualambassadors #theimaged #heatercentral #visualawareness #capturedconcepts #streethype #urbangathering #fatalframes #aesteticshot #artofvisuals #aov #createexplore #citykillerz #yngkillers #gearednomad #exklusive_shot #killerselects #vzcomood #barnyard_dreams #dark_poppies

After four days of no int

After four days of no internet and a roof over our heads, we are finally back from our short roadtrip (w/@martin_exploring ). We found alot of hidden gems, especially in Thuringia. I also want to work with a new editing style, so stay tuned! . . . #weekeepmoments #diewocheaufinstagram #theweekoninstagram #exploretocreate #aov #artofvisuals #moodygrams #ourplanetdaily #main_vision #soft_vision #folkgreen #visualsofearth #exklusive_shot #folkscenery #instalike #thevisualshare #killerselects #venturegrams #igersgermany #love #agameoftones #rsa_outdoors #watchthisinstagood10k #weroamgermany #munichandthemountains #fashion #iceland #folktravel #earthofficial

Reasons for Teaching your

Reasons for Teaching your Kids to Fly Fish: Exercise Patience Connecting to Environment Observational Skills Problem Solving Complex Motor Skills Physics Math (mostly adding inches) But most of all its just an awesome way to spend quality time with them outdoors! . . . . . #northwestcreatives#pnwwonderland#throughthepines#greatnorthcollective#vsco#ThatPNWLife#stayandwander#mountainstones#repyourwater#outdoorlife#camping#flyfishing#upperleftusa#thepnw#getoutdoors#livefolk#wildernessculture#wishyouwerenorthwest#folktravel#tentree#pnw#AwaketheSoull#thefolkpr0ject#folkscenery#passionpassport#exklusive_shot#outdoorsman#outdoors#campingvibes

An extract on #exklusive_shot

In a satirical piece published 1996, Albert A. Bartlett uses arithmetic to show that sustainable growth on Earth is impossible in a spherical Earth since its resources are necessarily finite. He explains that only a model of a flat Earth, stretching infinitely in the two horizontal dimensions and also in the vertical downward direction, would be able to accommodate the needs of a permanently growing population. Referring to Julian Simon's book The Ultimate Resource, Bartlett suggests "So, let us think of the 'Were going to grow the limits!' people as the 'New Flat Earth Society.'" The satiric nature of the piece is also made clear by a comparison to Bartlett's other publications, which mainly advocate the necessity of curbing population growth.

The Muslim conquest of Persia marks the beginning of the new history of Persian language and literature. This period produced world class Persian language poets and the language served, for a long span of time, as the lingua franca of major parts of the Muslim world and South Asia. It was also the official and cultural language of many Islamic dynasties, including the Samanids, Buyids, Tahirids, Ziyarids, the Mughal Empire, Timurids, Ghaznavids, Seljuqs, Khwarazmians, the Sultanate of Rum, the Shirvanshahs, Safavids, Afsharids, Zands, Qajars, Ottomans and also many Mughal successors such as the Nizam of Hyderabad. For example, Persian was the only non-European language known and used by Marco Polo at the Court of Kublai Khan and in his journeys through China. The heavy influence of Persian on other languages can still be witnessed across the Islamic world, especially, and it is still appreciated as a literary and prestigious language among the educated elite, especially in fields of music (for example, qawwalis) and art (Persian literature). After the Arab invasion of Persia, Persian began to adopt many words from Arabic and as time went by, a few words were even taken from Turco-Mongol languages under the Mongol Empire and Turko-Persian tradition.

The vast majority of modern Iranian Persian and Dari text is written with the Arabic script. Tajiki, which is considered by some linguists to be a Persian dialect influenced by Russian and the Turkic languages of Central Asia, is written with the Cyrillic script in Tajikistan (see Tajik alphabet).

For applying the above general construction of finite fields in the case of GF(p2), one has to find an irreducible polynomial of degree 2. For p = 2, this has been done in the preceding section. If p is an odd prime, there are always irreducible polynomials of the form X2 r, with r in GF(p). More precisely, the polynomial X2 r is irreducible over GF(p) if and only if r is a quadratic non-residue modulo p (this is almost the definition of a quadratic non-residue). There are p 1 2 {\displaystyle {\frac {p-1}{2}}} quadratic non-residues modulo p. For example, 2 is a quadratic non-residue for p = 3, 5, 11, 13, ..., and 3 is a quadratic non-residue for p = 5, 7, 17, .... If p 3 mod 4, that is p = 3, 7, 11, 19, ..., one may choose 1 p 1 as a quadratic non-residue, which allows us to have a very simple irreducible polynomial X2 + 1. Having chosen a quadratic non-residue r, let be a symbolic square root of r, that is a symbol which has the property 2 = r, in the same way as the complex number i is a symbolic square root of 1. Then, the elements of GF(p2) are all the linear expressions a + b , {\displaystyle a+b\alpha ,} with a and b in GF(p). The operations on GF(p2) are defined as follows (the operations between elements of GF(p) represented by Latin letters are the operations in GF(p)): ( a + b ) = a + ( b ) ( a + b ) + ( c + d ) = ( a + c ) + ( b + d ) ( a + b ) ( c + d ) = ( a c + r b d ) + ( a d + b c ) ( a + b ) 1 = a ( a 2 r b 2 ) 1 + ( b ) ( a 2 r b 2 ) 1 {\displaystyle {\begin{aligned}-(a+b\alpha )&=-a+(-b)\alpha \\(a+b\alpha )+(c+d\alpha )&=(a+c)+(b+d)\alpha \\(a+b\alpha )(c+d\alpha )&=(ac+rbd)+(ad+bc)\alpha \\(a+b\alpha )^{-1}&=a(a^{2}-rb^{2})^{-1}+(-b)(a^{2}-rb^{2})^{-1}\alpha \end{aligned}}}

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