Question: What type of collection does Every Where Is Some Where and K.Flay have in common?

Context paragraphs:
Audi Type K: The Audi Type K was a car introduced by Audi at the Berlin Motor Show in September 1921.  Since the end of the war Audi had till now produced only cars of pre-war design, so that the Type K was the first post-war Audi design to be offered.  The Type K entered production in 1922 and was withdrawn in 1925, by which time the company had commenced production, in 1924, their Type M model which can be seen as a larger replacement for the Type K.  The Audi Type K was the first volume produced car in Germany to feature left-hand drive.

K.Flay: Kristine Meredith Flaherty (born June 30, 1985), known professionally as K.Flay, is an American singer and songwriter from Wilmette, Illinois.  Her album "Life as a Dog", released in 2014, peaked on the "Billboard" Heatseekers Albums chart at number two, and on "Billboard"' s Rap Albums chart at number 14.  In 2016, she signed with Interscope Records as the first artist signed to Dan Reynolds' Night Street Records imprint.

Every Where Is Some Where: Every Where Is Some Where is the second and major label debut studio album by American alternative hip hop recording artist K.Flay.  The album was released on April 4, 2017 by Interscope Records and Dan Reynolds' imprint Night Street Records, being the first artist signed to the later as well as the first album released.  The album is preceded by the singles "Blood In the Cut", "Black Wave" and "High Enough".  "Blood in the Cut" was featured in season 4 of Bojack Horseman and the announcement trailer for "Forza Motorsport 7 ".

Golden Features: Tom Stell, known professionally as Golden Features, is an Australian musician and producer signed to Warner Bros.  Records.  He previously shared a house with Peking Duk, and has collaborated with K. Flay, Nicole Millar, Thelma Plum, and Julia Stone.  His tracks featuring Millar, Plum, and Stone were listed in the Triple J Hottest 100, taking the 101st spot in 2014, the 92nd spot in 2015, and the 70th spot in 2016, respectively.  Golden Features has performed at Hard and alongside Alison Wonderland.

Throwdown! with Bobby Flay: Throwdown!  with Bobby Flay is a Food Network television program in which celebrity chef Bobby Flay challenges cooks renowned for a specific dish or type of cooking to a cook-off of their signature dish.

Top type: The top type in the type theory of mathematics, logic, and computer science, commonly abbreviated as top or by the "down tack" symbol (⊤), is the "universal" type, sometimes called the "universal supertype" as all other types in any given type system are subtypes of top.  In most cases it is the type which contains every possible object in the type system of interest.  It is in contrast with the bottom type, or the "universal subtype", which every other type is supertype of and in most cases it is the type that contains no members at all.

Imperial and Royal: The German phrase kaiserlich und königlich (] , "Imperial and Royal"), typically abbreviated as k. u. k., k. und k., k. & k. in German (in all cases the "und" is always spoken unabbreviated), cs.  és k. (császári és királyi)" in Hungarian, c. a k. (císařský a královský)" in Czech, C. i K. (Cesarski i Królewski)" in Polish, c. in k. (cesarski in kraljevski)" in Slovenian, "c. i kr.  (carski i kraljevski)" in Bosnian and Croatian, and I.R. ("imperial regio") in Italian, refers to the Court of the Habsburgs in a broader historical perspective.  Some modern authors restrict its use to the Dual Monarchy of Austria-Hungary from 1867 to 1918.  During that period, it indicated that the Habsburg monarch reigned simultaneously as the Emperor of Austria and as the King of Hungary, while the two territories were joined in a real union (akin to a two-state federation in this instance).  The acts of the common government, which only was responsible for the Imperial & Royal ("I&R") Ministry of Foreign Affairs, the I&R Ministry of War and the I&R Ministry of Finance (financing only the two other ministries), were carried out in the name of "His Imperial and Royal Majesty" and the central governmental bodies had their names prefixed with "k. u. k."

3 Days to Open with Bobby Flay: 3 Days to Open with Bobby Flay is an American reality cooking show aired on the Food Network.  The series debuted on July 15, 2012.  In the series, Bobby Flay visits new restaurants that will be opening three days from his arrival.  He makes a list of things that he thinks need to be fixed by opening night, and spends those three days preparing the owners for opening, and attempting to check every concern off his list.

Imperial-Royal: The adjective kaiserlich-königlich (usually abbreviated to "k. k." or "k.k.") is German for Imperial-Royal and was applied to the authorities and state institutions of the Austrian Empire until the Austro-Hungarian Compromise of 1867, which established the Austro-Hungarian Empire.  Thereafter, in what was now the Austro-Hungarian monarchy, the abbreviation "k. k." only applied to the western half of the empire (Cisleithania or Old Austria) which became a real union and double monarchy.  Common institutions of both halves of the empire were described from 1867 to 1918 as "k. u. k." or "Imperial "and" Royal".  Contrary to the regulations, the Common Army continued to use the abbreviation "k. k." to describe itself until 1889.

Neighborly polytope: In geometry and polyhedral combinatorics, a "k"-neighborly polytope is a convex polytope in which every set of "k" or fewer vertices forms a face.  For instance, a 2-neighborly polytope is a polytope in which every pair of vertices is connected by an edge, forming a complete graph.  2-neighborly polytopes with more than four vertices may exist only in spaces of four or more dimensions, and in general a "k"-neighborly polytope (other than a simplex) requires a dimension of 2"k" or more.  A "d"-simplex is "d"-neighborly.  A polytope is said to be neighborly, without specifying "k", if it is "k"-neighborly for formula_1.  If we exclude simplices, this is the maximum possible "k": in fact, every polytope that is "k"-neighborly for some "formula_2" is a simplex.

Supporting paragraphs: Every Where Is Some Where K.Flay
Answer: album