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Creator Tom Hooper. &ref(https://m.media-amazon.com/images/M/MV5BNjRlNTY3MTAtOTViMS00ZjE5LTkwZGItMGYwNGQwMjg2NTEwXkEyXkFqcGdeQXVyNjg2NjQwMDQ@._V1_UX182_CR0,0,182,268_AL_.jpg). Tom Hooper. 2019. scores 28420 votes. Family. There's so much emotion in this song just runs chills up your spine what a voice. Person: Cats can't be trained. America's Got Talent. Yo when I was younger and one of my cats was giving birth me and my sibs thought she was eating one of her babies but it was the placenta the whole time ?. I don't think that is funny where those big cats trying to get a hold of kids. Should get one of those, I've got pine kitty litter everywhere.
2:01 AND HIS NAME IS JOHN CENA. I made it on time. 1:25 the cat kept saying “no no no. Nothing on earth will ever sound more stupid than the word jellicle. Amazed you don't chain lock yr bike around a tree trunk In SA uv got to lock everything. I have a bike & am very careful about that. was that Vodka (Moonshine) or as is known in SA Witblits ?? Safe journeys to u & Miss Muffet... Package cats package free import scala. annotation. tailrec import cats. arrow. FunctionK /** * A free operational monad for some functor `S`. Binding is done * using the heap instead of the stack, allowing tail-call * elimination. */ sealed abstract class Free [ S [_], A] extends Product with Serializable { import Free. { FlatMapped, Pure, Suspend} final def map [ B]( f: A => B): Free [ S, B] = flatMap(a => Pure (f(a))) * Modify the functor context `S` using transformation `f`. * * This is effectively compiling your free monad into another * language by changing the suspension functor using the given * natural transformation `f`. * If your natural transformation is effectful, be careful. These * effects will be applied by `mapK`. final def mapK [ T [_]]( f: S ~ > T): Free [ T, A] = foldMap[ Free [ T, *]] { // this is safe because Free is stack safe new FunctionK [ S, Free [ T, *]] { def apply [ B]( sb: S [ B]): Free [ T, B] = Suspend (f(sb))}} * Bind the given continuation to the result of this computation. * All left-associated binds are reassociated to the right. final def flatMap [ B]( f: A => Free [ S, B]): Free [ S, B] = FlatMapped ( this, f) * Catamorphism. Run the first given function if Pure, otherwise, * the second given function. final def fold [ B]( r: A => B, s: S [ Free [ S, A]] => B)( implicit S: Functor [ S]): B = (s, r) /** Takes one evaluation step in the Free monad, re-associating left-nested binds in the process. */ @ tailrec final def step: Free [ S, A] = this match { case FlatMapped ( FlatMapped (c, f), g) => c. flatMap(cc => f(cc). flatMap(g)) case FlatMapped ( Pure (a), f) => f(a) case x => x} * Evaluate a single layer of the free monad. final def resume ( implicit S: Functor [ S]): Either [ S [ Free [ S, A]], A] = this match { case Pure (a) => Right (a) case Suspend (t) => Left ( S (t)( Pure (_))) case FlatMapped (c, f) => c match { case Pure (a) => f(a) case Suspend (t) => Left ( S (t)(f)) case FlatMapped (d, g) => d. flatMap(dd => g(dd). flatMap(f))}} * A combination of step and fold. May be used to define interpreters with custom * (non-monoidial) control flow. final def foldStep [ B]( onPure: A => B, onSuspend: S [ A] => B, onFlatMapped: *1 case _ => ( " FlatMapped should be right associative after step ")} * Run to completion, using a function that extracts the resumption * from its suspension functor. final def go ( f: S [ Free [ S, A]] => Free [ S, A])( implicit S: Functor [ S]): A = { @ tailrec def loop ( t: Free [ S, A]): A = match { case Left (s) => loop(f(s)) case Right (r) => r} loop( this)} * Run to completion, using the given comonad to extract the * resumption. final def run ( implicit S: Comonad [ S]): A = go( S. extract) * Run to completion, using a function that maps the resumption * from `S` to a monad `M`. final def runM [ M [_]]( f: S [ Free [ S, A]] => M [ Free [ S, A]])( implicit S: Functor [ S], M: Monad [ M]): M [ A] = { def step ( t: S [ Free [ S, A]]): M [ Either [ S [ Free [ S, A]], A]] = M (f(t))() resume match { case Left (s) => M. tailRecM(s)(step) case Right (r) => M (r)}} * Run to completion, using monadic recursion to evaluate the * resumption in the context of `S`. final def runTailRec ( implicit S: Monad [ S]): S [ A] = { def step ( rma: Free [ S, A]): S [ Either [ Free [ S, A], A]] = rma match { case Pure (a) => S ( Right (a)) case Suspend (ma) => S (ma)( Right (_)) case FlatMapped (curr, f) => curr match { case Pure (x) => S ( Left (f(x))) case Suspend (mx) => S (mx)(x => Left (f(x))) case FlatMapped (prev, g) => S ( Left (prev. flatMap(w => g(w). flatMap(f))))}} S. tailRecM( this)(step)} * Catamorphism for `Free`. * Run to completion, mapping the suspension with the given * transformation at each step and accumulating into the monad `M`. * This method uses `tailRecM` to provide stack-safety. final def foldMap [ M [_]]( f: FunctionK [ S, M])( implicit M: Monad [ M]): M [ A] = M. tailRecM( this)( match { case Pure (a) => M ( Right (a)) case Suspend (sa) => M (f(sa))( Right (_)) case FlatMapped (c, g) => M (ldMap(f))(cc => Left (g(cc)))}) * Compile your free monad into another language by changing the * suspension functor using the given natural transformation `f`. * effects will be applied by `compile`. final def compile [ T [_]]( f: FunctionK [ S, T]): Free [ T, A] = mapK(f) * Lift into `G` (typically a `EitherK`) given `InjectK`. Analogous * to `` but lifts programs rather than constructors. *{{{ *scala> type Lo[A] = [List, Option, A] *defined type alias Lo *scala> val fo = (Option("foo")) *fo: [Option, String] = Free(... ) *scala> [Lo] *res4: [Lo, String] = Free(... ) *}}} final def inject [ G [_]]( implicit ev: InjectK [ S, G]): Free [ G, A] = mapK(new ( S ~ > G) { def apply [ B]( sb: S [ B]): G [ B] = (sb)}) final def toFreeT [ G [_]: Applicative]: FreeT [ S, G, A] = foldMap[ FreeT [ S, G, *]](new ( S ~ > FreeT [ S, G, *]) { def apply [ B]( sb: S [ B]): FreeT [ S, G, B] = FreeT (sb)}) override def toString: String = " Free(... ) "} object Free extends FreeInstances { * Return from the computation with the given value. final private [free] case class Pure [ S [_], A]( a: A) extends Free [ S, A] /** Suspend the computation with the given suspension. */ final private [free] case class Suspend [ S [_], A]( a: S [ A]) extends Free [ S, A] /** Call a subroutine and continue with the given function. */ final private [free] case class FlatMapped [ S [_], B, C]( c: Free [ S, C], f: C => Free [ S, B]) extends Free [ S, B] * Lift a pure `A` value into the free monad. def pure [ S [_], A]( a: A): Free [ S, A] = Pure (a) * Lift an `F[A]` value into the free monad. def liftF [ F [_], A]( value: F [ A]): Free [ F, A] = Suspend (value) * Absorb a step into the free monad. def roll [ F [_], A]( value: F [ Free [ F, A]]): Free [ F, A] = liftF(value). flatMap(identity) * Suspend the creation of a `Free[F, A]` value. @ deprecated( " Use ", " 1. 0. 0-MF ") def suspend [ F [_], A]( value: => Free [ F, A]): Free [ F, A] = defer(value) * Defer the creation of a `Free[F, A]` value. def defer [ F [_], A]( value: => Free [ F, A]): Free [ F, A] = pure*2. flatMap(_ => value) * a FunctionK, suitable for composition, which calls mapK def mapK [ F [_], G [_]]( fk: FunctionK [ F, G]): FunctionK [ Free [ F, *], Free [ G, *]] = new FunctionK [ Free [ F, *], Free [ G, *]] { def apply [ A]( f: Free [ F, A]): Free [ G, A] = (fk)} * a FunctionK, suitable for composition, which calls compile def compile [ F [_], G [_]]( fk: FunctionK [ F, G]): FunctionK [ Free [ F, *], Free [ G, *]] = mapK(fk) * a FunctionK, suitable for composition, which calls foldMap def foldMap [ F [_], M [_]: Monad]( fk: FunctionK [ F, M]): FunctionK [ Free [ F, *], M] = new FunctionK [ Free [ F, *], M] { def apply [ A]( f: Free [ F, A]): M [ A] = ldMap(fk)} * This method is used to defer the application of an InjectK[F, G] * instance. The actual work happens in * `FreeInjectKPartiallyApplied#apply`. * This method exists to allow the `F` and `G` parameters to be * bound independently of the `A` parameter below. // TODO: to be deprecated / removed in cats 2. 0 def inject [ F [_], G [_]]: FreeInjectKPartiallyApplied [ F, G] = new FreeInjectKPartiallyApplied * Uses the Partially Applied Type Params technique? for ergonomics. final private [free] class FreeInjectKPartiallyApplied [ F [_], G [_]]( private val dummy: Boolean = true) extends AnyVal { def apply [ A]( fa: F [ A])( implicit I: InjectK [ F, G]): Free [ G, A] = Free ( I (fa))} * `FreeLiftInjectKPartiallyApplied#apply`. * This method exists to allow the `G` parameter to be * bound independently of the `F` and `A` parameters below. def liftInject [ G [_]]: FreeLiftInjectKPartiallyApplied [ G] = new FreeLiftInjectKPartiallyApplied final private [free] class FreeLiftInjectKPartiallyApplied [ G [_]]( private val dummy: Boolean = true) extends AnyVal { def apply [ F [_], A]( fa: F [ A])( implicit I: InjectK [ F, G]): Free [ G, A] = def injectRoll [ F [_], G [_], A]( ga: G [ Free [ F, A]])( implicit I: InjectK [ G, F]): Free [ F, A] = Free ( I (ga)) def match_ [ F [_], G [_], A]( fa: Free [ F, A])( implicit F: Functor [ F], I: InjectK [ G, F]): Option [ G [ Free [ F, A]]] = ( I (_), _ => None) implicit def catsFreeMonadForId: Monad [ Free [ Id, *]] = catsFreeMonadForFree[ Id] implicit def catsFreeDeferForId: Defer [ Free [ Id, *]] = catsFreeDeferForFree[ Id]} private trait FreeFoldable [ F [_]] extends Foldable [ Free [ F, *]] { implicit def F: Foldable [ F] final override def foldLeft [ A, B]( fa: Free [ F, A], b: B)( f: ( B, A) => B): B = ldStep( a => f(b, a), fa => F. foldLeft(fa, b)(f), { case (fx, g) => F. foldLeft(fx, b)*3}) final override def foldRight [ A, B]( fa: Free [ F, A], lb: Eval [ B])( f: ( A, Eval [ B]) => Eval [ B]): Eval [ B] = a => f(a, lb), fa => F. foldRight(fa, lb)(f), { case (fx, g) => F. foldRight(fx, lb)*4})} private trait FreeTraverse [ F [_]] extends Traverse [ Free [ F, *]] with FreeFoldable [ F] { implicit def TraversableF: Traverse [ F] def F: Foldable [ F] = TraversableF final override def traverse [ G [_], A, B]( fa: Free [ F, A])( f: A => G [ B])( implicit G: Applicative [ G]): G [ Free [ F, B]] =
2:09 The husky:me playing in water when I was 7 The cat:My mom ???. Me: tries spear fishing kids in the pool: 0:07. Gloves and cat high five buster. How does anything beat avengers in best graphics effect.

The Wtf mom cat reaction had me dying laughing!? 1:40

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&ref(https://drscdn.500px.org/photo/237590641/m%3D2048/v2?sig=7087500e97048e0061ff4d6d31632cdcc1e6ef0a9f678d898a822c5afe001e36) SO CUTE I LIKE CAT ??????. I still think Elaine Paige's version is the best version of this song.

Aww i wish i had a frend like that

&ref(https://drscdn.500px.org/photo/135649127/m%3D2048/v2?sig=94cb38005c208598a4704f7aa7fb2aff2e7bdfcad988f022fe96ecf0936e7ef4) I'm not sure why everyone has been so negative about this movie. It's always going to be creepy when you try turning humans into cats-cgi or not. The music and performance was overall phenomenal aside from (sadly) James Corden and Rebel Wilson's parts. For those people who say there's no plot I ask what were you expecting? Have you seen the Broadway show of this before? I thought it was delightful and the music was sensational just like the original musical it's based off of. When the film opened against The Rise of Skywalker there's your first problem. This is so sure and ?????.
O'so cute. Omg SO cute/funny! I go follow you ? follow you back? I have ragdoll cats?. TheThings: The top 10 scenes from Cats that will make you uncomfortable Me: This is going to be a long video. You have to put the entire movie in it.
2:33 ??~ ??. It's all about opinions, but I found the film highly entertaining. The plot is very simple so not sure why people have expressed it as non existent. Thought all the stars played their parts very well and Francesca Hayward was excellent. Went with my 6 and 8 year old kids and although they found the first 20 minutes a bit confusing, they loved it after that. Cuteness overloaded Beware. Meow! Love cats? Us too! In fact, we love them so much that we have hundreds of them that we get to play with all day long! No, not real cats (although that would be amazing). We’re talking about cat games! You’re probably used to caring for cats, but here, you can pamper them and dress them up! You can make all sorts of feline friends for free in this section, so put your best paw forward... and try and avoid a cat-astrophe! by Lilou, Lea and Lee.
When will the book be released. 1:29 lulu: ohh wait. I want to play with this ball but why is this thing following me????. 2:24 xDD. ???? ?????? ???...

  1. Correspondent: Larry Gaper
  2. Bio: Hey Guys , I'm Alex . I love fortnite ,and rarely watch CSGO Gamblers , but hopefully you guys have a god day! This is my first ever account

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