pouët.net

FOEM Eclectic Yout Vol. 16 OuT NoW


Link: www.foem.info




FOEM/Eclectic Youth Vol. 16

Part One - Assort

CD1: GROOVES, JAZZ, POP, SURF, BLUEGRASS
CD2: IDM, AMBIENT, BREAKS, EXPERIMENTAL




FOEM/Eclectic Youth Vol. 16

Part Two - Consort

CD3: MINIMAL, HOUSE, TECHNO
CD4: HARDTECHNO, HARDCORE








Tracklist - Part One - Assort

CD1:
01
Flavio Gaete - Lullaby (New York City, NY, US)
www.flaviogaete.net
02
Paper Plane Pilot - Sending Messages (San Diego, CA, US)
www.paperplanepilot.com
03
Gorowski - Basin In My Home (London, UK)
www.wmrecordings.com
04
Yogimeister - Spicy Brown (Tel Aviv, IL)
www.amiestreet.com/yogimeister
05
Ja-Seen - DJ Island (Dover, DE, US)
www.myspace.com/ja_seen
06
CobSOn - Bobby (Toulouse, FR)
www.wmrecordings.com
07
Lexa - Nachtmens (Zaanstad, NL)
www.djtrx.com
08
James Sadoway - Wednesday Morning (Vancouver, CA)
www.myspace.com/jamessadoway
09
Akcija and Crsto - For All That You Are To Me (Berlin, DE)
www.myspace.com/akcija
10
Audioglider - Coming Up For Air (London, UK)
www.myspace.com/audioglider
11
Bitbasic - Get Me Out (Guildford, UK)
www.bitbasic.co.uk
12
Kamen - Peace (Cologne, DE)
www.myspace.com/kamengroup
13
Blue Dew - The Swimming Song (Zwolle, NL)
www.wmrecordings.com
14
Happy Elf - Bingo In The Country (Delft, NL)
www.wmrecordings.com
15
Benni Blanco - That Fat Bastard Ate My T-Bone
(Portsmouth, UK) www.vortechtral.co.uk
16
Phil Reavis - Roadtrip (Indianapolis, IN, US)
www.wmrecordings.com



CD2:
01
Noraj Cue - Broken Wires (Keyboardman)
(Heerhugowaard, NL) www.noraj-cue.com
02
Bit24 - Parasympathetic (SalmonArm, CA)
www.infinityloopmusic.com/infinityloop
03
Downliners Sekt - Benz (Paris, FR)
www.dsekt.com
04
Flying Club - Perfection Deception (Lincolnshire, UK)
www.myspace.com/flyingclub
05
C13360 - E-Sensorika (Izhevsk, RU)
www.djion.promodj.ru
06
Vinyl Fixx - Raw and Filthy (Calgary, CA)
www.myspace.com/vinylfixx
07
Distimia - Torments (Moscow, RU)
www.skrm1.us
08
Sick Freak - Burned (Moscow, RU)
www.skrm1.us
09
Connary Fagen - The Waves (Logan, UT, US)
www.conn.slightlydark.com
10
MiaMia - Jimmy Pale (Amsterdam, NL)
www.last.fm/music/MiaMia
11
Hardmoon - Colniko (Spijkenisse, NL)
www.hardmoon.com
12
Alygos - South Pacific Gyre (Rotterdam, NL)
www.enntess.org
13
LeeDVD - lenajgiwittuju (Poznan, PL)
www.audiotong.net
14
CaoShangFei - Waxing (Shanghai, CN)
www.caoshangfei.net
15
phredbull - Redheaded Stepchild (Remix)
(Chicago, IL, US) www.myspace.com/phredbull





Tracklist - Part Two - Consort

CD3:
01
6884 - 1988 (Torino, IT)
www.myspace.com/devote6884
02
K-Drive and Ginman - Funkimal (Rotterdam+Tilburg, NL)
www.myspace.com/kdriveandginman
03
CJ RUDI - Puppet Monster (dr.nojoke’s Papp Monster Remix)
(Berlin, DE) www.drnojoke.de
04
Roman Craft - Waterfall (Novosibirsk, RU)
no website
05
Little Lazy - Up down up town (Haarlem, NL)
www.myspace.com/littlelazyguys
06
Mihai Popoviciu - Minaret (Sibiu, RO)
www.myspace.com/mihaipopoviciu
07
Kid Culture - Revolution in DETROIT (Amsterdam, NL)
www.myspace.com/djkidculture
08
Life Science - Musik (Brighton, UK)
www.myspace.com/robbeats
09
s m x ´ - Mr. Minimal (Flensburg, DE)
www.myspace.com/smx4real
10
Mister Roy - Humpty Hump (Essen, DE)
www.myspace.com/misterroy
11
Bo Un - Urlaub mit Platon (Cologne, DE)
www.bo-un.de
12
Johannes Ahlberg - New Era (Stockholm, SE)
www.myspace.com/Johannesahlberg
13
Rydel - CatchYour Breath (Ljubljana, SI)
www.djrydel.com



CD4:
01
X-TremeBass - Experimento (Frankfurt am Main, DE)
www.x-tremebass.de
02
ABUSE - Oomek Exciter (Tilburg, NL)
www.myspace.com/abusetechno
03
Acid Flux - Mexicore (DestroyER Remix)
(Mexico City, MX + Prague, CZ) www.schranz.cz
04
Nebula Tronic - Aye Aye, Captain (Schifferstadt, DE)
www.nebula-tronic.de.hm
05
Hexor - Massacre in Hell (Wuppertal, DE)
www.confuse-dynamiks.de
06
CrovaX - BeuQen (Tilburg, NL)
www.myspace.com/crovax013
07
Murasame - Nemesis Prime (Bielefeld, DE)
www.murasame-music.com
08
Haste - Fucked Up System (Oradea, RO)
www.unitedsb.de
09
The Penetrator - Zentrifugalmaschinenhirnterror
(Hannover, DE) www.myspace.com/thepenetratormusic
10
Apulse - Compression (Stockholm, SE)
www.headcore.net
11
Alekz - She (dedicatedtohermix) (Amsterdam, NL)
www.unitedsb.de
12
Sizzle - Jonny (Varna, BG)
www.darkness-falls.info
13
Crack-D - Life Sucks (Rhythmical Overdose RMX)
(Yekaterinburg, RU) www.myspace.com/rhytmicaloverdose
14
Paul Marky - Pussylike (Herne, DE)
www.unitedsb.de
15
Chris Alex - The Anxiety (Osnabrück, DE)
www.unitedsb.de



Graphic Design by
Jan Uretsky
Uretsky+Co, NYC
www.uretsky.net


Link: www.foem.info



Cheerz

These notes provide a quick introduction to the Coq system and show how it can be used to define logical concepts and functions and reason about them. It is designed as a tutorial, so that readers can quickly start their own experiments, learning only a few of the capabilities of the system. A much more comprehensive study is provided in [1], which also
provides an extensive collection of exercises to train on.

Expressions and logical formulas
The Coq system provides a language in which one handles formulas, verify that they are well-formed, and prove them. Formulas may also contain functions and limited forms of computations are provided for these functions. The first thing you need to know is how you can check whether a formula is well-formed. The command is called Check. Here are a few examples, which use a few of the basic objects
and types of the system.

Check True.
True : Prop
Check False.
False : Prop
Check 3.
3 : nat
Check (3+4).
3 + 4 : nat
Check (3=5).
3=5 : Prop
Check (3,4).
(3,4) : nat * nat
1
Check ((3=5)/\True).
3 = 5 /\ True
Check nat -> Prop.
nat -> Prop : Type
Check (3 <= 6).
3 <= 6 : Prop

The notation A :B is uniformly used to indicate that the type of the expression A is the expression B. Among these formulas, some can be read as propositions (they have type Prop), others may be read as numbers (they have type nat), others may be read as elements of more
complex data structures. You can also try to check badly formed formulas and in this case the Coq system returns an informative error statement.

Complex formulas can be constructed by combining propositions with logical connectives, or other expressions with addition, multiplication, the pairing construct, and so on. You can also construct a new function by using the keyword fun, which replaces the  symbol of lambda calculus and similar theories.

Check (fun x:nat => x = 3).
fun x : nat => x = 3 : nat -> Prop
Check (forall x:nat, x < 3 \/ (exists y:nat, x = y + 3)).
forall x : nat, x < 3 \/ (exists y : nat, x = y + 3) : Prop
Check (let f := fun x => (x * 3,x) in f 3).
let f := fun x : nat => (x * 3, x) in f 3 : nat * nat

Please note that some notations are overloaded. For instance, the * sign is used both to represent conventional multiplication on numbers and the cartesian product on types. One can find the function hidden behind a notation by using the Locate command.

Locate "_ <= _".
Notation Scope
"x <= y" := le x y : nat_scope
(default interpretation)

The conditions for terms to be well-formed have two origins: first, the syntax must be respected (parentheses, keywords, binary operators must have two arguments); second, expressions must respect a type discipline. The Check not only checks that expressions are well-formed but it also gives the type of expressions. For instance we can use the

Check

command to verify progressively that some expressions are well-formed
.
Check True.
True : Prop
2
Check False.
False : Prop
Check and.
and : Prop -> Prop -> Prop
Check (and True False).
True /\ False : Prop

In the last example, and is a function that expects an argument of type Prop and returns a function of type Prop -> Prop. It can therefore be applied to True, which has the right type. But the function we obtain expects another argument of type Prop and it can be applied to the argument False. The notation

a -> b -> c

actually stands for

a -> (b -> c)

and the notation f a b actually stands for (f a) b.

The last example also shows that the notation /\ is an infix notation for the function and.

Some constructs of the language have a notion of bound variable. Among the examples we have already seen, the forall and exist logical quantifiers and the fun function constructor and the let .. in local declaration construct have this characteristic. When constructs have a bound variable, this variable can be used with some type inside some part of the construct called the scope. The type is usually given explicitely, but it may also sometimes be left untold, and the Coq system will infer it.

The Coq tool/validator/language has a brilliant name =)

surely does. i have a weak spot for french CS innovations only for that reason already.