rust$>#rustc 1.71.0 (8ede3aae2 2023-07-12)p,xB7L-4c3ff48df34f5f95z-=1VYc-c7cd577a60a88eb7rustc_std_workspace_corefΝf,ޚsu-ba6f8b8bb8f76d1dV generatedbit     U8BOOLto_u8to_bool     )),, /Rhs// 33 66 99 <<???CCFFIILLOOcompareQPSSUWWY[[]``minccffiimmmaxppssvvintyyyyyyyyyy y y y y yyyyyyyyyyyyyyyyyyy y!y"y#yUyyyyyyyI8I16I32I64ISIZEto_i8to_i16to_i32to_i64to_isizey          y           y y y y IyyyUlUry  y  y  yprivate_integer_addyyy y y y y y   y   y   y   y  y!y"y#  y$  y%  y&  y' y impl_int_divy$y%y&y(M partial_divy)IMy*y+y,y-y.y/y0PlPry1NlNry2 y impl_int_remy3powiy4y5y6y7y8y9y:y;  y<  y=  y'y(y)y>y?y@yAyByCU1U2yDyEyFy*y+y,y-y.yGyHyIyJyKyL  yM  yN  yO  yPyQyRySyTyU  yV  yW  yX  yYto_intINTyZy[y\y]y^y_y`yaybycyd marker_traitsNonZeroZero to_orderingBitUnsignedU16U32U64USIZE     to_u16to_u32to_u64to_usize     Integer           TypeArray PowerOfTwooperator_aliases     AndABOr''Xor''Shleft''Shright''Sum''Diff''Prod''Quot''Mod'' PartialQuot''Negate'AbsVal'Exp''Gcf''Add1'Sub1'Double'Square'Cube'Sqrt'Compare''LengthMinimum''Maximum''Le''}''Gr''GrEq''LeEq''NotEq''Log2'privateInternalInternalMarkerTrimtrimTrimOut'TrimTrailingZerostrim_trailing_zerosTrimTrailingZerosOut'Invertinvert InvertOut' PrivateInvertprivate_invertPrivateInvertOut' InvertedUTerm  InvertedUIntIU'msblsb PrivateAnd private_and PrivateAndOut' PrivateXor private_xor PrivateXorOut' PrivateSub private_sub PrivateSubOut'PrivateIntegerAdddPrivateIntegerAddOutd PrivatePowY private_pow PrivatePowOut'4 ShiftDiff ShiftDiffOut'BitDiff BitDiffOut'InvertedUnsigned$$1'$/'/101'0/1'/ 0 1'0 / 1/ 1/. PrivateCmpSoFar private_cmp PrivateCmpOut': PrivateSetBit 'private_set_bitPrivateSetBitOut ' PrivateDivDQR Quotient Remainderprivate_div_quotientprivate_div_remainderPrivateDivQuot<<<  PrivateDivRem<<<  PrivateDivIf<<< RcmpD<<private_div_if_quotientprivate_div_if_remainderPrivateDivIfQuot<<< >PrivateDivIfRem<<< > PrivateDivIntdDivisorprivate_div_intPrivateDivIntOut'd@ PrivateRemURem@ private_rem PrivateRemOut'A@ PrivateMin CmpResult private_min PrivateMinOut''B PrivateMaxB private_max PrivateMaxOut''B      IsLessPrivateCmpis_less_private''D''D''DIsEqualPrivateDis_equal_private''E''E''EIsGreaterPrivateDis_greater_private''G''G''GIsLessOrEqualPrivateDis_less_or_equal_private''H''H''HIsNotEqualPrivateDis_not_equal_private''J''J''JIsGreaterOrEqualPrivateDis_greater_or_equal_private''K''K ''KPrivateSquareRootPrivateLogarithm2 type_operators                Same      Abs          Pow )    impl_pow_f  impl_pow_i D     Len    PartialDiv    Min    Max      IsLess   is_less    ' '  Q IsEqual   is_equal   ' '  Q  IsGreater    is_greater   ' '  R  IsLessOrEqual   is_less_or_equal   ' '  S  IsNotEqual    is_not_equal   ' '  T IsGreaterOrEqual   is_greater_or_equal    ' '  T   SquareRoot   Logarithm2  Gcd   ToInt   uint                                        ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D     # # # #            $ $ $ $             '    '  # # # #            $ $ $ $             '           '          '                      '                                     '      '                    Bl         3       3       3       3        3 !     "   a     #   2 $ '   2 %      2 &      2 '      2 (      2 )    * '    +       ,       -       .       /     0   a     1   2 2 '   2 3      2 4      2 5      2 6      2 7    8    9  '    :  '    ;  '    <     =  '   Br    >     ?  '    @    A    B  '    C  '    D  '   j    E  '   F   G   H  '   I  '   J    K   '     L   '     M    N  '    O  '    P        Q        R        S        T     :  : U     :  : V     :  : W     :  : X  ' :  : Y':: Z:: [ a j \  E ]   ^X _4t5 `4t5 a4't5 b4't5 Even Odd c dt e4 fXpYp gvv hvv ivv GetBit get_bit  GetBitOut  jUnBnw kxxUiBiw l w SetBit 'set_bit  SetBitOut ' F G H m 'y nxx'; oxxxx'; p ; q ; I r j s a j J t j u a j K L M N O v<< <<<< w<< j <<<< P Q R S x<<<xx<<>> y<<<xx<<>> T z<<<xx<<>> {<<<<<>> |<<<<<>> }<<<<<>> U V W ~ j  a j X Y Z ' B ' B ' B [  '  \ ] ^ ' C ' C ' C _  '     BaBb   '          ' ' ' ' ' ' ' ' 'V'tarr'AlVlArVr   '    '''''''     """assert_type_eq assert_typesealed     Sealed'   'op__op_internal__consts 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V        V 1   f 111111ivl      <     2  <զ  զ  / i  զ      զ  V      զ    զ   qrr_cmp_d V       V 1   f    Ϧ      3   զ   0 j  զ      զ  V    ˫ ܫ  զ              P 1111111ivl j      111111ivl       2       / i                 ܫ                P 1           3      0 j               ܫ           111111ivlxx+   < (             ,     )                  N      K +                 O     L +                      J        G       Áπ݀       π݀      Ä ÄÄ  ÄK       HɄ Ʉ ɄЄƂ     ߃    ʃ   Ä  Ƃl ˆ    ln ̇    n  ߊߊߊ؉     ؉o‹   oώю ю        Ə ԏ Ə ΒK  K      ̔R    ۔ ۔ ̔R@ɗ  @ș@  @A    AȜ7ޜ Ϝ՜ϜȜ7    ʟK     K֡@  ֡@A ͣ   AĥΥ@  @8  8ةݩ    ݩK     K**Self::I8  ,,     Self::I16  ,,     Self::I32  ,,     Self::I64**Self::U8  ,,     Self::U16  ,,     Self::U32  ,,     Self::U64  00     Self::USIZE**Self::I8  ,,     Self::I16  ,,     Self::I32  ,,     Self::I64**Self::U8  ,,     Self::U16  ,,     Self::U32  ,,     Self::U64  00     Self::USIZEI0II 000 _K(IIIJ J J0J J  J  J J J J KK0KK K KKKKL ׭L0L ׭L  L  L L L L M0M M MMMO0OO OOO OOQ0QQQQ 0000I9iP$'QQQRRRǪ RRǪ RR Ǫ Ǫ RRRRRRRΪ RRΪ RR Ϊ Ϊ RRRRRRRRRRR0R  R  R  R R Ǫ Rɮ RR Ϊ R RR R R SSǪ SǪ SS Ǫ SS SS S S S SSΪ SΪ SS Ϊ SSS0SS S S SSɮ Sɮ SS S SSSSS STTǪ TǪ TT Ǫ Ǫ TT TT T T T TT TTΪ T Ϊ TT Ϊ Ϊ  TTT0T T ׭T  T  T ׭Tɮ Tɮ TTT T T׭TT T T T UUǪ UU Ǫ UUUΪ UU Ϊ UU 0Ǫ Ϊ UUU0U U UǪ Uɮ UΪ U UUUWǪ WW IǪ WWΪ WW IΪ WW0WW WWWɮ W WW WW XXTArrXXfirstXXǪ XXXrestXX X Ϊ X  X XX XXXX X0X X XXXXXɮ XXX  X XXXX3  3Ϊ  Ϊ  Ϊ B     B<     <            c 0     0000I9iP$   0000I9iP$  0000I9iP$            <     <            c 0     0000I9iP$   0000I9iP$  0000I9iP$            :    :  Ǫ  Ǫ   Ϊ  Ϊ  X 0Ǫ  Ϊ  0000I9iP$      Ǫ   Ϊ     <     <"!< ! ! !!!<#"< # " #""<%%%Ϊ %% Ϊ %%$J 0Ϊ %%Ǫ %$0000I9iP$ $ $ $ %Ϊ %$ $$'' ' Ǫ '' ,,, EåǪ '''''Ϊ ''  Ϊ '''X 0 Ǫ  Ϊ ''(&0000I9iP$  '  & & 'Ǫ '  'Ϊ '& &&** * Ǫ ** ---IҊåǪ *****Ϊ **  Ϊ **)X 0 Ǫ  Ϊ ***)0000I9iP$  )  ) ) *Ǫ *  *Ϊ *) )),,,: ,  ,,, ,:.. . Ǫ .. Ǫ  .... . Ϊ .. Ϊ  ./.X 0Ǫ  Ϊ  ///.0000I9iP$  .  . . .Ǫ .  .Ϊ . . ..110B 1  010 0B33 3 Ǫ 33  Ǫ  3333 3 Ϊ 34  Ϊ  443n 0Ǫ  Ϊ  44420000I9iP$  3  3 3 3Ǫ 3  3Ϊ 3 3 32666: 6  666 6:88 8 Ǫ 88 Ǫ  8888 8 Ϊ 88 Ϊ  888X 0Ǫ  Ϊ  88870000I9iP$  8  7 7 8Ǫ 8  8Ϊ 8 7 77::2 :  :: :2< < < Ǫ < <  Ǫ < << < < Ϊ < <  Ϊ < <"">$$#;$#;%%%<%%<-^ This crate provides type-level numbers evaluated at compile time. It depends only on libcore.ab` The traits defined or used in this crate are used in a typical manner. They can be divided intofc: two categories: **marker traits** and **type operators**.=^ Many of the marker traits have functions defined, but they all do essentially the same thing:aZ convert a type into its runtime counterpart, and are really just there for debugging. For] example,  ```rust  use typenum::{Integer, N4}; assert_eq!(N4::to_i32(), -4);! ```` **Type operators** are traits that behave as functions at the type level. These are the meat ofc[ this library. Where possible, traits defined in libcore have been used, but their attached^% functions have not been implemented.([ For example, the `Add` trait is implemented for both unsigned and signed integers, but the^] `add` function is not. As there are never any objects of the types defined here, it wouldn't`^ make sense to implement it. What is important is its associated type `Output`, which is wherea the addition happens.   use std::ops::Add; use typenum::{Integer, P3, P4}; # " type X = >::Output; %) assert_eq!(::to_i32(), 7); ,   [ In addition, helper aliases are defined for type operators. For example, the above snippet ^ could be replaced with    % use typenum::{Integer, Sum, P3, P4}; (  type X = Sum;   ,   J Documented in each module is the full list of type operators implemented. M     https://docs.rs/typenum/1.16.0 9   force_unix_path_separator2   Type-level bits.C These are rather simple and are used as the building blocks of theF" other number types in this crate.`% **Type operators** implemented:#< - From `core::ops`: `BitAnd`, `BitOr`, `BitXor`, and `Not`.?$ - From `typenum`: `Same` and `Cmp`.'V  '0 Instantiates a singleton representing this bit.3 ɤ 3                      #    $    %     Not of 0 (!0 = 1)  ))  )) +  Not of 1 (!1 = 0)  ,,,, .! And with 0 ( 0 & B = 0)00 //'// 2 And with 1 ( 1 & 0 = 0) 33&33 5 And with 1 ( 1 & 1 = 1) 66&66 8 Or with 0 ( 0 | 0 = 0) 99%99 ; Or with 0 ( 0 | 1 = 1) <<%<< >  Or with 1 ( 1 | B = 1)@@   ??&?? B! Xor between 0 and 0 ( 0 ^ 0 = 0)$ CC&CC E! Xor between 1 and 0 ( 1 ^ 0 = 1)$ FF&FF H! Xor between 0 and 1 ( 0 ^ 1 = 1)$ II&II K! Xor between 1 and 1 ( 1 ^ 1 = 0)$ LL&LL N%% %OO%<%ORR%O%% Q%%&& &SS&<&SVV&SӸ & & U&&'' 'WW'<'WZZ(WӸ ( ( Y(((( ([[)<)[^^)[Ӹ ) ) ]))) ))* *``**`` b*+ +cc++cc e++ +ff,,ff h,, ,ii--ii k- --- -mm..mm o.. .pp..pp r// /ss//ss u00 0vv00vv x  Type-level signed integers. $ Type **operators** implemented:(#L9 From `core::ops`: `Add`, `Sub`, `Mul`, `Div`, and `Rem`.P<* From `typenum`: `Same`, `Cmp`, and `Pow`.-V Rather than directly using the structs defined in this module, it is recommended thatYX you import and use the relevant aliases from the [consts](../consts/index.html) module.[L Note that operators that work on the underlying structure of the number areOV intentionally not implemented. This is because this implementation of signed integersYU does *not* use twos-complement, and implementing them would require making arbitraryXP choices, causing the results of such operators to be difficult to reason about.S # Example   ) use std::ops::{Add, Div, Mul, Rem, Sub};, use typenum::{Integer, N3, P2};#3 assert_eq!(>::Output::to_i32(), -1);63 assert_eq!(>::Output::to_i32(), -5);63 assert_eq!(>::Output::to_i32(), -6);63 assert_eq!(>::Output::to_i32(), -1);63 assert_eq!(>::Output::to_i32(), -1);6                                                     )            #F Instantiates a singleton representing this strictly positive integer.I #   F Instantiates a singleton representing this strictly negative integer.I 5 Instantiates a singleton representing the integer 0.8 /   /   ?          /           "/ " " """" "#####$%%%% && && '' (( ) `-Z0 = Z0`)) )** *+ `-PInt = NInt`* * * **** +++ ++ `-NInt = PInt`+ + + ,++, ,,, - `Z0 + I = I`- ..... ..$. // `PInt + Z0 = PInt`/ / / //// //#/ 0/ `NInt + Z0 = NInt`0 0 0 0001 11#1 2O `P(Ul) + P(Ur) = P(Ul + Ur)`1    222222233IJ22223 33)3 4O `N(Ul) + N(Ur) = N(Ul + Ur)`4    4 4 4 4 4 5 5 5 544445 56)6 7O7 `P(Ul) + N(Ur)`: We resolve this with our `PrivateAdd`7:   7 7 7 7 7 7 88.IJ77778 89+9 +> ?@ `P + N = 0` where `P == N`??@@@??@@@ @@<@ AB! `P + N = Positive` where `P > N`A$ A A A ABBBAAAAB BC>C D?! `P + N = Negative` where `P < N`D$ D D D DEEEDDDDE EE;E G `Z0 - Z0 = Z0`GG GH#H H/ `Z0 - P = N`H H H HHHI II(I J/ `Z0 - N = P`J J J JJJJ JJ(J K/ `PInt - Z0 = PInt`K K K KKKL LL#L M/ `NInt - Z0 = NInt`L M M MMMM MM#M NO `P(Ul) - N(Ur) = P(Ul + Ur)`N    N N N N N N O O OIJNNNNO OP)P QO `N(Ul) - P(Ur) = N(Ul + Ur)`P    Q Q Q Q Q Q Q R RQQQQR RR)R SO7 `P(Ul) - P(Ur)`: We resolve this with our `PrivateAdd`S:   S T T T T T T T.IJSSTTU UU+U XO7 `N(Ul) - N(Ur)`: We resolve this with our `PrivateAdd`W:   X X X X X X Y Y.XXXXY YӿZ+Z ] `Z0 * I = Z0`\  ] ]]]] ]]"] ^/ `P * Z0 = Z0`^ ^ ^ ^^^^ ^^#^ _/ `N * Z0 = Z0`_ _ _ ____ ``#` `O P(Ul) * P(Ur) = P(Ul * Ur)`   ` a a a a aaabIJ``aab bb)b cO N(Ul) * N(Ur) = P(Ul * Ur)c   c c c c c cdddccccd de)e fO P(Ul) * N(Ur) = N(Ul * Ur)e   f f f f f ffggIJffffg gg)g hO N(Ul) * P(Ur) = N(Ul * Ur)h   h h h h h hiiihhhhi ij)j k( `Z0 / I = Z0` where `I != 0`k   k klkkl ll"l lm || | |||} |}}}|||||} }},}   0 == 0  = Հ/ 0 > -Xʀ  ڀ ݀ ڀڀ Bԁā / 0 < X    ӂ ؂B ߃/ X > 0Ճ     =„ބʄ΄ ʄʄ/ -X < 0    م ޅ= K -X < Yֆ Ӹ ٗ ڇB݇ K X > - Y Ӹ ƈ݈ɈԈƈƈ݈݈ B܉ݭȉ̉ ȉȉY X <==> Y ϊ Ɗӊފϊϊ ‹Eŋݭ͋ы ͋͋͌Y -X <==> -YҌ֌ ҌҌ Eݭ ( `Z0 % I = Z0` where `I != 0`Ə     "   0^0 = 1 ؜ ݜ$ ʝ/ 0^P = 0  ϝ ҝ ݝϝϝ ) / 0^N = 0     ʟ)͟ / 1^N = 1    ̠ Ѡ) ӡ/ (-1)^N = 1 if N is even ء ۡءء 3 / (-1)^N = -1 if N is odd  У գ3 Ѥ/ P^0 = 1Ť  ֤ ٤ ֤֤ $ / N^0 = 1     Ӧ$֦ O P(Ul)^P(Ur) = P(Ul^Ur)    ͧ  ħ ѧ ܧ IJͧͧΨ Ө* O% N(Ul)^P(Ur) = P(Ul^Ur) if Ur is evenש(        ު 4 O$ N(Ul)^P(Ur) = N(Ul^Ur) if Ur is oddϬ'        խ 4 ڰ ߰    ̱ ѱ  ѱѱ   Ҳ ݲ    ɳ γ'  ʴ ,,, E ,,, E' ص---IҊ ¶' ȷ ' ָ ź#ͺͺҺҺۺۺ #     ̼(ϼ    н ս*     % ߿    # '         IJ + '         ) '        IJ + '          +  #     *     (     #     % '        IJ + '         + '        IJ IJ) '         +                                        . All of the **marker traits** used in typenum.12K Note that the definition here for marker traits is slightly different than6NM the conventional one -- we include traits with functions that convert a typePH to the corresponding value, as well as associated constants that do theK same. J For example, the `Integer` trait includes the function (among others) `fnML to_i32() -> i32` and the associated constant `I32` so that one can do this:O  use typenum::{Integer, N42};  assert_eq!(-42, N42::to_i32());# assert_eq!(-42, N42::I32);  R A **marker trait** to designate that a type is not zero. All number types in thisU7 crate implement `NonZero` except `B0`, `U0`, and `Z0`.:O A **marker trait** to designate that a type is zero. Only `B0`, `U0`, and `Z0`R implement this trait.A A **Marker trait** for the types `Greater`, `Equal`, and `Less`.D*  ŏ0, The **marker trait** for compile time bits./  ŏ ŏ ŏ   ˓ ޓ      ɤ 3  ŏ   ŏ   ŏ 59 The **marker trait** for compile time unsigned integers. <    use typenum::{Unsigned, U3};   assert_eq!(U3::to_u32(), 3);  assert_eq!(U3::I32, 3);     ˓ ޓ   ˓ ޓ     ŏ ŏ ŏ ŏ ŏ ŏ ŏ ŏ ŏ ŏ47 The **marker trait** for compile time signed integers.:     use typenum::{Integer, P3}; assert_eq!(P3::to_i32(), 3);  assert_eq!(P3::I32, 3); ˓ޓ˓ޓ  ŏ ŏ ŏ ŏ ŏ!B The **marker trait** for type-level arrays of type-level numbers.EK Someday, it may contain an associated constant to produce a runtime array,NE like the other marker traits here. However, that is blocked by [this H8 issue](https://github.com/rust-lang/rust/issues/44168). ;! !!%F The **marker trait** for type-level numbers which are a power of two.!I! # Examples!" Here's a working example:"" " # use typenum::{PowerOfTwo, P4, P8};"&" fn only_p2() {}""# only_p2::();# only_p2::();# ##K Numbers which are not a power of two will fail to compile in this example:#N$ ```rust,compile_fail$, use typenum::{P9, P511, P1023, PowerOfTwo};$/$ fn only_p2() { }$#% only_p2::();% only_p2::();% only_p2::();% %% %%3 Aliases for the type operators used in this crate.6Z Their purpose is to increase the ergonomics of performing operations on the types defined8]H here. For even more ergonomics, consider using the `op!` macro instead.K6 For example, type `X` and type `Y` are the same here:9  % # #[macro_use] extern crate typenum;( use std::ops::Mul; use typenum::{Prod, P5, P7}; " type X = >::Output;% type Y = Prod; assert_type_eq!(X, Y); e      JR Alias for the associated type of `BitAnd`: `And = >::Output`U''O Alias for the associated type of `BitOr`: `Or = >::Output`R''ʶR Alias for the associated type of `BitXor`: `Xor = >::Output`U''ʶ O Alias for the associated type of `Shl`: `Shleft = >::Output`R '' ʶ      P Alias for the associated type of `Shr`: `Shright = >::Output` S '' ʶ      L Alias for the associated type of `Add`: `Sum = >::Output` O '' ʶ      M Alias for the associated type of `Sub`: `Diff = >::Output` P '' ʶ      M Alias for the associated type of `Mul`: `Prod = >::Output` P '' ʶ     M Alias for the associated type of `Div`: `Quot = >::Output` P''ʶL Alias for the associated type of `Rem`: `Mod = >::Output`O''ʶ! Alias for the associated type of$A `PartialDiv`: `PartialQuot = >::Output`D ''ʶ I Alias for the associated type of `Neg`: `Negate = ::Output`L'I Alias for the associated type of `Abs`: `AbsVal = ::Output`L' L Alias for the associated type of `Pow`: `Exp = >::Output`O''ʶ M Alias for the associated type of `Gcd`: `Gcf = >::Output>`P''ʶ C Alias to make it easy to add 1: `Add1 = >::Output`F'H Alias to make it easy to subtract 1: `Sub1 = >::Output`K'D Alias to make it easy to multiply by 2. `Double = Shleft`G'E Alias to make it easy to square. `Square = >::Output`H'I Alias to make it easy to cube. `Cube = as Mul>::Output`L'U Alias for the associated type of `SquareRoot`: `Sqrt = ::Output`X' P Alias for the associated type of `Cmp`: `Compare = >::Output`S''ʶI Alias for the associated type of `Len`: `Length = ::Output`L P Alias for the associated type of `Min`: `Minimum = >::Output`S''ʶ P Alias for the associated type of `Max`: `Maximum = >::Output`S''ʶ g       Q Alias for the associated type of `IsLess`: `Le = >::Output`T '' ʶ     !S Alias for the associated type of `IsEqual`: `Eq = >::Output` V!''!ʶ! !!!!"W Alias for the associated type of `IsGreater`: `Gr = >::Output`!Z"''"ʶ" """"#5 Alias for the associated type of `IsGreaterOrEqual`:"82 `GrEq = >::Output`#5#''#ʶ# ####$a Alias for the associated type of `IsLessOrEqual`: `LeEq = >::Output`$d$''$ʶ$ $$$$%\ Alias for the associated type of `IsNotEqual`: `NotEq = >::Output`%_&''&ʶ& &&&&'U Alias for the associated type of `Logarithm2`: `Log2 = ::Output`&X''' ''U **Ignore me!** This module is for things that are conceptually private but that mustX. be made public for typenum to work correctly.Y1V Unless you are working on typenum itself, **there is no need to view anything here**.Y? Certainly don't implement any of the traits here for anything.B Just look away.U Loooooooooooooooooooooooooooooooooook awaaaaaaaaaaaayyyyyyyyyyyyyyyyyyyyyyyyyyyyy...XY If you do manage to find something of use in here, please let me know. If you can make a\3 compelling case, it may be moved out of __private.6Y Note: Aliases for private type operators will all be named simply that operator followed\/ by an abbreviated name of its associated type.2. EEE.^I E Convenience trait. Calls `Invert` -> `TrimTrailingZeros` -> `Invert`H  ŏ '    + Gets rid of all zeros until it hits a one. .    -  ŏ  '    S Converts between standard numbers and inverted ones that have the most significant V digit on the outside.       ŏ  '   X Doubly private! Called by invert to make the magic happen once its done the first step. [" The Rhs is what we've got so far. %  2 ŏ!'* Terminating character for `InvertedUInt`s- I o 5< Inverted `UInt` (has most significant digit on the outside)? 1'ʶ!> I Does the real anding for `UInt`s; `And` just calls this and then `Trim`.L   ŏ /  ŏ ' I Does the real xoring for `UInt`s; `Xor` just calls this and then `Trim`.L   ŏ /  ŏ ' N Does the real subtraction for `UInt`s; `Sub` just calls this and then `Trim`.Q   ŏ /  ŏ '!5 Used for addition of signed integers; `C = P.cmp(N)`83 Assumes `P = Self` is positive and `N` is negative67 where `P` and `N` are both passed as unsigned integers:dd 9 ŏ&dӸ  44 1  ŏ '4< Performs `Shl` on `Lhs` so that `SizeOf(Lhs) = SizeOf(Rhs)`?% Fails if `SizeOf(Lhs) > SizeOf(Rhs)`(   '" Gives `SizeOf(Lhs) - SizeOf(Rhs)`%  ' Inverted unsigned numbers ŏ' K1'ʶ   !! !!! "/' "ʶ" """-""""# ### $61$%$$% %%0% &P1'&&&&&&ۍ'"&&&&&&' 'ގ'0' -- --- .A1'.ʶ......../ /// 04 0 0001 11/1 2X1' 2ו2Ν2 2ו22וɖ22222223 3˗3/3 ו9(9 9:,: :E1::::; ;;,;  > >>ܝ>?>>? ?ߞ@@ A A :A AAAAAA AA9B B ŏ B%B ':BB˫B BBBBBBCC  'Ћ CΝCCCCCC CC5C ŏЋ D"D ' DܮDΝD DDDDDDD#D <<< D<D<D<D DDDDDDDDDDDD EEE ENE ŏʲ EPE ŏʲ F&F<<<  F F F F F   ζFFFFFFFFFFG%G <<<  GGGGǶG   ζGGGGGGGGGGG,H <<< >HHHòHزH>HHHHHHHHHHHHHH HHH H[H ŏʲ I]I ŏʲ J/J<<< > JJJJǶJ>J   ζJJJJJJJJJJJJK.K<<< > KKKKǶKK   ζKKKKKKKKKKKKL#L d@L@LLLLLL LL;L ŏM(M'd@MMMMMMMMMM#M A@AMMMMMMN NN:N  ŏN(N 'A@NNNNNNNNNO$O BOBO OOO O O OO/O  ŏP'P ''BPʶPP PPPPP P P$P BQQ QQQ Q Q QQ/Q  ŏQ'Q ''BQʶQQ QQQQQ Q R*RRRRRRRRRRR!S DSDSSSSSSSS9S ŏS'''SʶSSSSST TT7T U(''UʶUUUUUU UU8U V*''VʶVVVVVV VW:W W"WDWXWWXXXXX:X ŏX(''XʶXXXXXY YY8Y Z)''ZʶZZZZZZ ZZ9Z [+''[ʶ[[[[[[ [\;\ \$\D\\\\\\]]]<] ŏ]*'']ʶ]]]]]^ ^^:^ _+''_ʶ______ __;_ `-''`ʶ`````` `a=a a(aDabaabbbbbBb ŏb.''bʶbbbbbc cc@c d/''dʶdddddd ddAd e1''eʶeeeeef ffCf g%gDggggggggg>g ŏh+''hʶhhhhhh hh<h i,''iʶiiiiii ij=j j.''jʶjjjjjk kk?k l+lDlllllllllEl ŏm1''mʶmmmmmm mnCn n2''nʶnnnnno ooDo p4''pʶpppppp pqFq qqq rrr  r r  ? Useful **type operators** that are not defined in `core::ops`.BHlHl__ii~~W A **type operator** that ensures that `Rhs` is the same as `Self`, it is mainly usefulZF for writing macros that can take arbitrary binary or unary operators.IX `Same` is implemented generically for all types; it should never need to be implemented[ for anything else.Y Note that Rust lazily evaluates types, so this will only fail for two different types if\ the `Output` is used.    ' use typenum::{Same, Unsigned, U4, U5};*3 assert_eq!(>::Output::to_u32(), 5);6 // Only an error if we use it:" # #[allow(dead_code)]+ type Undefined = >::Output;. // Compiler error: // Undefined::to_u32();      ŏ  Should always be `Self`        5 A **type operator** that returns the absolute value.8    ! use typenum::{Abs, Integer, N5};$. assert_eq!(::Output::to_i32(), 5);1      The absolute value.         +            +            G A **type operator** that provides exponentiation by repeated squaring. J   % use typenum::{Integer, Pow, N3, P3}; ( 4 assert_eq!(>::Output::to_i32(), -27); 7   )  )    " The result of the exponentiation. %   (F This function isn't used in this crate, but may be useful for others. I" It is implemented for primitives.%     use typenum::{Pow, U3}; let a = 7u32.powi(U3::new());! let b = 7u32.pow(3); assert_eq!(a, b); let x = 3.0.powi(U3::new());  let y = 27.0; assert_eq!(x, y);   ŏ && >[ A **type operator** for comparing `Self` and `Rhs`. It provides a similar functionality to:^ the function;` [`core::cmp::Ord::cmp`](https://doc.rust-lang.org/nightly/core/cmp/trait.Ord.html#tymethod.cmp);c but for types.<< <  < % use typenum::{Cmp, Ord, N3, P2, P5};<( use std::cmp::Ordering;<=G assert_eq!(>::Output::to_ordering(), Ordering::Greater);=JE assert_eq!(>::Output::to_ordering(), Ordering::Equal);=HD assert_eq!(>::Output::to_ordering(), Ordering::Less);>G>   ? ? ?ŏ? [ The result of the comparison. It should only ever be one of `Greater`, `Less`, or `Equal`.?^?  @?@@>@@ @@@   @ ݭ@@ ŏ@@A [ A **type operator** that gives the length of an `Array` or the number of bits in a `UInt`.@^A  B- The length as a type-level unsigned integer.A0B  BBIB B ŏD _ Division as a partial function. This **type operator** performs division just as `Div`, but isCbI only defined when the result is an integer (i.e. there is no remainder).CLD    D D DŏE ' The type of the result of the divisionD*E  E-# Method for performing the divisionE&E   ŏFB A **type operator** that returns the minimum of `Self` and `Rhs`.FEF   F F FŏG , The type of the minimum of `Self` and `Rhs`F/G  G' Method returning the minimumG G  ŏHB A **type operator** that returns the maximum of `Self` and `Rhs`.HEH   H H HŏI , The type of the maximum of `Self` and `Rhs`H/I  I' Method returning the maximumI I  ŏJJJT A **type operator** that returns `True` if `Self < Rhs`, otherwise returns `False`.JWJ    J J JŏK/ The type representing either `True` or `False`K2K  L+$ Method returning `True` or `False`.K'L  ŏLL L' '  LʶL MMLLLLM M  N(N  OU A **type operator** that returns `True` if `Self == Rhs`, otherwise returns `False`.OXP   P P PŏPP2P  Q,P'Q  ŏQQQ' '   QʶQ¥RR QQQQR R  S)S  UT A **type operator** that returns `True` if `Self > Rhs`, otherwise returns `False`.TWU     U U UŏUU2U  V.V'V   ŏV VW' '  WʶW¥WW"WWWWW W  X+X   Z#U A **type operator** that returns `True` if `Self <= Rhs`, otherwise returns `False`.YXZ    Z Z Zŏ[Z2[  [4['[  ŏ\$\\!' '   \ʶ\¥\\&\\\\] ]  ]1]  _ U A **type operator** that returns `True` if `Self != Rhs`, otherwise returns `False`._X`     ` ` `ŏ``2`  a0`'a   ŏa!aa' '  aʶb¥bb#aabbb b  c-c   e&U A **type operator** that returns `True` if `Self >= Rhs`, otherwise returns `False`.dXe   e e eŏfe2f  f7f'f  ŏg'gg$' '   gʶg¥gg)ggggh h  i4i  p A convenience macro for comparing type numbers. Use `op!` instead. Due to the intricacies of the macro system, if the left-hand operand is more complex than a simple `ident`, you must place a comma between it and the comparison sign. For example, you can do `cmp!(P5 > P3)` or `cmp!(typenum::P5, > typenum::P3)` but not `cmp!(typenum::P5 > typenum::P3)`. The result of this comparison will always be one of `True` (aka `B1`) or `False` (aka `B0`). # Example ```rust #[macro_use] extern crate typenum; use typenum::consts::*; use typenum::Bit; fn main() { type Result = cmp!(P9 == op!(P1 + P2 * (P2 - N2))); assert_eq!(Result::to_bool(), true); } ``` jo o Cop  oo1.9.0oo oouse the `op!` macro insteadooDp p CppzB A **type operator** for taking the integer square root of `Self`.xEx? The integer square root of `n` is the largest integer `m` suchxBA that `n >= m*m`. This definition is equivalent to truncating theyD0 real-valued square root: `floor(real_sqrt(n))`.y3z   z ' The result of the integer square root.z*z  }G A **type operator** for taking the integer binary logarithm of `Self`.zJ{D The integer binary logarighm of `n` is the largest integer `m` such{GA that `n >= 2^m`. This definition is equivalent to truncating the|D0 real-valued binary logarithm: `floor(log2(n))`.|3}   } , The result of the integer binary logarithm.}/}  Z A **type operator** that computes the [greatest common divisor][gcd] of `Self` and `Rhs`.}]~= [gcd]: https://en.wikipedia.org/wiki/Greatest_common_divisor~@    ' use typenum::{Gcd, Unsigned, U12, U8};*3 assert_eq!(>::Output::to_i32(), 4);6    ր  The greatest common divisor. ۀ  E A **type operator** for taking a concrete integer value from a type.HE It returns arbitrary integer value without explicitly specifying theHC type. It is useful when you pass the values to methods that acceptF( distinct types without runtime casting.Â+    ƒ2 Method returning the concrete value for the type.5Ń  ŏ B The concrete value for the type. Can be used in `const` contexts.؃E    Type-level unsigned integers.!"&ʡ *#NM From `::core::ops`: `BitAnd`, `BitOr`, `BitXor`, `Shl`, `Shr`, `Add`, `Sub`,RP) `Mul`, `Div`, and `Rem`., - Y [    J use std::ops::{Add, BitAnd, BitOr, BitXor, Div, Mul, Rem, Shl, Shr, Sub};M) use typenum::{Unsigned, U1, U2, U3, U4};,5 assert_eq!(>::Output::to_u32(), 2);84 assert_eq!(>::Output::to_u32(), 7);75 assert_eq!(>::Output::to_u32(), 1);82 assert_eq!(>::Output::to_u32(), 6);52 assert_eq!(>::Output::to_u32(), 1);52 assert_eq!(>::Output::to_u32(), 5);52 assert_eq!(>::Output::to_u32(), 1);52 assert_eq!(>::Output::to_u32(), 6);52 assert_eq!(>::Output::to_u32(), 1);52 assert_eq!(>::Output::to_u32(), 1);5                                                                                                                ;                ,   = Instantiates a singleton representing this unsigned integer.@                                            "$ '   "ʶ" """"""#"@#  #1 '   #ʶ# ######$ $  $$  $$  %%  &&  & &  &'  ''  ''  ((  ))  ))  **  ++  --  --  ..  //  00  11  20 '   2ʶ2 22222223#39   3 3 3 335! Length of `UTerm` by itself is 05$5 5  66 6 6, Length of a bit is 16 '   6ʶ6 66 7 7 766667 7  88 8 9 `UTerm + B0 = UTerm`9: :  :#:  :0 `U + B0 = U`: '   :ʶ; :;::;;; ;  ;#;  < `UTerm + B1 = UInt`<"< <  =#=  =)" `UInt + B1 = UInt`=%   = ===> >  >#>  ?)& `UInt + B1 = UInt`?)   ? ?? @??@ @  @#@  B" `UTerm + U = U`B   B BBBB B  B$B  C3" `UInt + UTerm = UInt`C% '   CʶC CCCCCCD D  D&D  EC2 `UInt + UInt = UInt
    `D5     E E E E F EEEEF F  F/F  HC2 `UInt + UInt = UInt
      `G5    H H H H H HHHHH H  I/I  JC2 `UInt + UInt = UInt
        `J5    J J J J K JJJJK K  K/L  MC9 `UInt + UInt = UInt<(Ul + Ur) + B1, B0>`M<    M M M M NN MMMMN N  O/O  Q `UTerm - B0 = Term`QQ Q  Q#Q  R0 `UInt - B0 = UInt`R '   RʶR RRRRRRS S  S#S  T:! `UInt - B1 = UInt`S$ '    TʶT TT TTTTT T  U#U  U  `UInt - B1 = UTerm`U"V V  V#V  W)& `UInt - B1 = UInt`V)   W WW WWWX X  X#X  Z `UTerm - UTerm = UTerm`YZ Z  Z&Z  [BW Subtracting unsigned integers. We just do our `PrivateSub` and then `Trim` the output.[Z a     [ \ \ [ \ \  \ ] [[\\\\] ]  ]%]    ^) `U - UTerm = U`^   ^ ^^^^ ^  _._   `J2 `UInt - UInt = UInt
          `_5    ` ` ` `` ````a a  a7a   cJ9 `UInt - UInt = UInt<(Ul - Ur) - B1, B1>`b<    c c c c֛c d ccccd d  e7e   fJ2 `UInt - UInt = UInt
            `f5    f f f f֛g ffffg g  h7h   iJ2 `UInt - UInt = UInt
              `i5     i i i i֛j iiiij j  k7k   m' 0 & X = 0m    m mmmm m  n&n   oE Anding unsigned integers.n= We use our `PrivateAnd` operator and then `Trim` the output.n@ a     ooo ooo  p p oooooop p  ʄ q(q    r) `UTerm & X = UTerm`q   r rrrr r  r*r   s: `X & UTerm = UTerm`s'    ss ssΆ sssss t  t.t    uJ2 `UInt & UInt = UInt
                `t5     u u u uu uuuuv v  v7v   xJ2 `UInt & UInt = UInt
                  `w5    x x x xϭy xxxxy y  y7y   {J2 `UInt & UInt = UInt
                    `z5    { { { {ϭ| {{{{| |  |7|   ~J2 `UInt & UInt = UInt
                      `~5    ~ ~ ~ ~ϭ ~~~~   ֑ 7   $ `UTerm | X = X`     ł  &  5 `X | UTerm = X`'    ÃƃΆ ÃÃ   Ά (   E2 `UInt | UInt = UInt
                        `5            1Æ  E2 `UInt | UInt = UInt
                          `Շ5       ߈     1  E2 `UInt | UInt = UInt
                            `Њ5       ڋ     1  E2 `UInt | UInt = UInt
                              `ˍ5        Վ     1  ɑ' 0 ^ X = X   ΑґΑΑ   (   E Xoring unsigned integers.ے= We use our `PrivateXor` operator and then `Trim` the output.@ a     ͓֓ Óѓړ   ͔ ͓͓֓֓ٔ ޔ  (    ) `UTerm ^ X = X`     Ŗ  ,   : `X ^ UTerm = X`'   ɗė̗Ά ɗɗ   Ά .    J2 `UInt ^ UInt = UInt
                                `5            ܫ Қ7՚   J2 `UInt ^ UInt = UInt
                                  `5           ڝ7ݝ   J2 `UInt ^ UInt = UInt
                                    `5     ğ  ȟ ğğ   7   J2 `UInt ^ UInt = UInt
                                      `5     ̢ ¢ Т ̢̢   ܫ 7   3 Shifting `UTerm` by a 0 bit: `UTerm << B0 = UTerm`6Ԧ ٦  #  3 Shifting `UTerm` by a 1 bit: `UTerm << B1 = UTerm`6   #  08 Shifting left any unsigned by a zero bit: `U << B0 = U`; '   ʶ    #  0O Shifting left a `UInt` by a one bit: `UInt << B1 = UInt, B0>`ҪR '   ʶ ܫ   #  3D Shifting left `UInt` by `UTerm`: `UInt << UTerm = UInt`լG '    ʶ ׭ ܭ  &  "C Shifting left `UTerm` by an unsigned integer: `UTerm << U = UTerm`ɮF       "  QD Shifting left `UInt` by `UInt`: `X << Y` = `UInt(X, B0) << (Y - 1)`G '  j     ʶ    α     /    "F Shifting right a `UTerm` by an unsigned integer: `UTerm >> U = UTerm`ƴI       "  3E Shifting right `UInt` by `UTerm`: `UInt >> UTerm = UInt`H '    ʶ    ˷&η  θ9 Shifting right `UTerm` by a 0 bit: `UTerm >> B0 = UTerm`<   #  9 Shifting right `UTerm` by a 1 bit: `UTerm >> B1 = UTerm`Ϲ<   к#Ӻ  ʻ09 Shifting right any unsigned by a zero bit: `U >> B0 = U`< '   ϻʶܻ һ߻ϻϻܻܻ   #  0; Shifting right a `UInt` by a 1 bit: `UInt >> B1 = U`> '    ʶ Ľ   #  QD Shifting right `UInt` by `UInt`: `UInt(U, B) >> Y` = `U >> (Y - 1)`ɾG '  j     ʶ     /    0 `UInt * B0 = UTerm` '    ʶ    #   `UTerm * B0 = UTerm`   #   `UTerm * B1 = UTerm`   #  0 `UInt * B1 = UInt` '   ʶ    #  3 `UInt * UTerm = UTerm`  '    ʶ    &  " `UTerm * U = UTerm`       "  J< `UInt * UInt = UInt<(Ul * UInt), B0>`? '     ʶ      .   JJ `UInt * UInt = UInt<(Ul * UInt), B0> + UInt`M '     ʶ       .    Zero == Zero   @     3 Nonzero > Zero '   ʶ    @    ݭ 3 Zero < Nonzero '   ʶ    E    ݭ C; `UInt` cmp with `UInt`: `SoFar` is `Equal`>           I    ݭ C; `UInt` cmp with `UInt`: `SoFar` is `Equal`>           I    ݭ C: `UInt` cmp with `UInt`: `SoFar` is `Less`=           I    ݭ C= `UInt` cmp with `UInt`: `SoFar` is `Greater`@           I    ݭ D7 Comparing non-terimal bits, with both having bit `B0`.:, These are `Equal`, so we propogate `SoFar`./  :     ˫        H    D7 Comparing non-terimal bits, with both having bit `B1`.:ڗ/  :     ˫      H    DR Comparing non-terimal bits, with `Lhs` having bit `B0` and `Rhs` having bit `B1`.U `SoFar`, Lhs is `Less`.  :     ˫      C    DR Comparing non-terimal bits, with `Lhs` having bit `B1` and `Rhs` having bit `B0`.U `SoFar`, Lhs is `Greater`.  :     ˫      C    M/ Got to the end of just the `Lhs`. It's `Less`.2': ʶ˫    ?    M6 Got to the end of just the `Rhs`. `Lhs` is `Greater`.9': ʶ˫  :   3' Got to the end of both! Return `SoFar`*:    ?   ; a j              5        + X^Nt      #  64t       1    64t  ā ҁ ׁ 1    ۂ] N is even͂ 4't Ν    ƃ  ڃ   ńCȄ    ͅ] N is odd 4't ҅߅ΝҺՅ    Ն" ҅҅߅߅  ҇CՇ       111111ivl   111111ivl gcd(0, 0) = 0Њ  gcd(x, 0) = xtڳƋ ы    gcd(0, y) = y4 Ì Ȍ '1 gcd(x, y) = 2*gcd(x/2, y/2) if both x and y even׌4vvvv 111111ivlٍ111111ivl 111111ivl ׎&, gcd(x, y) = gcd(x, y/2) if x odd and y even/vv܎ 111111ivl܎܎  &, gcd(x, y) = gcd(x/2, y) if x even and y oddڏ/vv 111111ivl ې  ݒ%H gcd(x, y) = gcd([max(x, y) - min(x, y)], min(x, y)) if both x and y oddKّ] This will immediately invoke the case for x even and y odd because the difference of two oddݑ` numbers is an even number.vv       ϓ    ܔ   ܮϜ Ԝ=r ݭ ŏЋ ̝՝   ߝܮЋ ߝߝ(xx   ƞ Ҟ מ =ݭ   :xxxx      Π   Gӡá     ˢ  ТТТ < ק^ A **type operator** that, when implemented for unsigned integer `N`, sets the bit at positiona `I` to `B`.ǧ 'ܮΝ As è ŏЋ ک^ Alias for the result of calling `SetBit`: `SetBitOut = >::Output`.a  ' ܮΝЋ 1    ' ܮΝЋ  ѫݫ ތ @ Ћ 5xx'Ν   5   Gxxxx'    $ ǰ ̰ ?      &   ȳ5˳ &    5 7 j   -   U a j        J   /    7 j -   U a j  J   /    ;    2<<       զ    զ       T    P    D<< j    ز           ټ   X      Z      A  L<<<xx        *                M<<<xx       H                 O<<<xx        P          Ƃɂ      :<<<  ƅ ؅݅  Z    \    ;<<<     ؉[ۉ    ]    =<<<     ]          > jܑ 5    ے\ a j       Г      ̔7ϔ     +    3'  ʶі  +   2'  ʶ јܘ +   ̙5'  љʶԙי љљԙԙיי š -   ޛ    Ȝ"˜ %'  ʶ ǝԝ    '  %  +    3'  ʶàƠ ààƠƠ ֡+١   2'  ʶۢ   -   5'  ʶ Ƥפ +      ͦ Ҧ$ %'  ʶ ߧ  'Ш ը %   ٪   ߫ * ; Ʊɱͱ ټ   βν 111111ivl111111ivlټ/ .ƱƱɱɱͱͱ ȿԾ پ پپ  ٿ* +' ʶ                #' ʶ   $' ʶ  $' ʶ  $' ʶ  #' ʶ   $' ʶ  $' ʶ  $' ʶ  &' ʶ   * A type-level array of type-level numbers.-.R It is not very featureful right now, and should be considered a work in progress.2U #'Ǫ Ϊ   E Create a new type-level arrray. Only usable on Rust 1.13.0 or newer.H6 There's not a whole lot you can do with it right now.9    #[macro_use]  extern crate typenum;  use typenum::consts::*;  % type Array = tarr![P3, N4, Z0, P38]; ( # fn main() { let _: Array; } !    ! Length of `ATerm` by itself is 0 $    Size of a `TypeArray`' Ϊ       Ǫ Ϊ    & 7           /        & 7           /         $ '' Ǫ  Ϊ      & Ǫ Ϊ    &     ! !  ! ! !&! " " " """" " "&" #!'##Ϊ ###### # $-$ Ǫ Ϊ %)'%%å%å%å% Ϊ & Ǫ & %%%%%%& & &-& Ǫ Ϊ å()'((((( Ϊ ( Ǫ ( ((((((( ( )-) Ǫ Ϊ å+ + +++ + ,$, ,'',,,Ǫ  -Ϊ  -- ,,,,,,- - .&. Ǫ Ϊ  0# 0 000 0 0,0  1.'111 Ǫ  1 Ϊ  22 1111112 2 2.2  Ǫ Ϊ  555 5 555 5 6$6 6''666Ǫ  6Ϊ  77 6666667 7 7&7 Ǫ Ϊ  999 : : :: :'::Ǫ ;Ϊ ; ::::; ; ;; Ǫ Ϊ  "' Returns `core::cmp::Ordering::Greater`"*""  #$ Returns `core::cmp::Ordering::Less`#'##  $% Returns `core::cmp::Ordering::Equal`$(%%  %% Asserts that two types are the same.%(% % %&') Asserts that a type is `True`, aka `B1`.',' ' '' ) ))~))))))))))))))))))))**************++/' +ʶ+ ++++++++. + + ,++,. , , ,,,,,-- - '-- ----) ( Convenient type operations. Any types representing values must be able to be expressed as `ident`s. That means they need to be in scope. For example, `P5` is okay, but `typenum::P5` is not. You may combine operators arbitrarily, although doing so excessively may require raising the recursion limit. # Example ```rust #![recursion_limit="128"] #[macro_use] extern crate typenum; use typenum::consts::*; fn main() { assert_type!( op!(min((P1 - P2) * (N3 + N7), P5 * (P3 + P4)) == P10) ); } ``` Operators are evaluated based on the operator precedence outlined [here](https://doc.rust-lang.org/reference.html#operator-precedence). The full list of supported operators and functions is as follows: `*`, `/`, `%`, `+`, `-`, `<<`, `>>`, `&`, `^`, `|`, `==`, `!=`, `<=`, `>=`, `<`, `>`, `cmp`, `sqr`, `sqrt`, `abs`, `cube`, `pow`, `min`, `max`, `log2`, `gcd` They all expand to type aliases defined in the `operator_aliases` module. Here is an expanded list, including examples: --- Operator `*`. Expands to `Prod`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P2 * P3), P6); # } ``` --- Operator `/`. Expands to `Quot`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P6 / P2), P3); # } ``` --- Operator `%`. Expands to `Mod`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P5 % P3), P2); # } ``` --- Operator `+`. Expands to `Sum`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P2 + P3), P5); # } ``` --- Operator `-`. Expands to `Diff`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P2 - P3), N1); # } ``` --- Operator `<<`. Expands to `Shleft`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(U1 << U5), U32); # } ``` --- Operator `>>`. Expands to `Shright`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(U32 >> U5), U1); # } ``` --- Operator `&`. Expands to `And`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(U5 & U3), U1); # } ``` --- Operator `^`. Expands to `Xor`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(U5 ^ U3), U6); # } ``` --- Operator `|`. Expands to `Or`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(U5 | U3), U7); # } ``` --- Operator `==`. Expands to `Eq`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P5 == P3 + P2), True); # } ``` --- Operator `!=`. Expands to `NotEq`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P5 != P3 + P2), False); # } ``` --- Operator `<=`. Expands to `LeEq`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P6 <= P3 + P2), False); # } ``` --- Operator `>=`. Expands to `GrEq`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P6 >= P3 + P2), True); # } ``` --- Operator `<`. Expands to `Le`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P4 < P3 + P2), True); # } ``` --- Operator `>`. Expands to `Gr`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(P5 < P3 + P2), False); # } ``` --- Operator `cmp`. Expands to `Compare`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(cmp(P2, P3)), Less); # } ``` --- Operator `sqr`. Expands to `Square`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(sqr(P2)), P4); # } ``` --- Operator `sqrt`. Expands to `Sqrt`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(sqrt(U9)), U3); # } ``` --- Operator `abs`. Expands to `AbsVal`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(abs(N2)), P2); # } ``` --- Operator `cube`. Expands to `Cube`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(cube(P2)), P8); # } ``` --- Operator `pow`. Expands to `Exp`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(pow(P2, P3)), P8); # } ``` --- Operator `min`. Expands to `Minimum`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(min(P2, P3)), P2); # } ``` --- Operator `max`. Expands to `Maximum`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(max(P2, P3)), P3); # } ``` --- Operator `log2`. Expands to `Log2`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(log2(U9)), U3); # } ``` --- Operator `gcd`. Expands to `Gcf`. ```rust # #[macro_use] extern crate typenum; # use typenum::*; # fn main() { assert_type_eq!(op!(gcd(U9, U21)), U3); # } ``` ) ) ) ) )  ) )# ) * ) ) ) *  ) ) * * * *  * *# *   Type aliases for many constants. This file is generated by typenum's build script. For unsigned integers, the format is `U` followed by the number. We define aliases for - Numbers 0 through 1024 - Powers of 2 below `u64::MAX` - Powers of 10 below `u64::MAX` These alias definitions look like this: ```rust use typenum::{B0, B1, UInt, UTerm}; # #[allow(dead_code)] type U6 = UInt, B1>, B0>; ``` For positive signed integers, the format is `P` followed by the number and for negative signed integers it is `N` followed by the number. For the signed integer zero, we use `Z0`. We define aliases for - Numbers -1024 through 1024 - Powers of 2 between `i64::MIN` and `i64::MAX` - Powers of 10 between `i64::MIN` and `i64::MAX` These alias definitions look like this: ```rust use typenum::{B0, B1, UInt, UTerm, PInt, NInt}; # #[allow(dead_code)] type P6 = PInt, B1>, B0>>; # #[allow(dead_code)] type N6 = NInt, B1>, B0>>; ``` # Example ```rust # #[allow(unused_imports)] use typenum::{U0, U1, U2, U3, U4, U5, U6}; # #[allow(unused_imports)] use typenum::{N3, N2, N1, Z0, P1, P2, P3}; # #[allow(unused_imports)] use typenum::{U774, N17, N10000, P1024, P4096}; ``` We also define the aliases `False` and `True` for `B0` and `B1`, respectively.                                      111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl! ! ,,, E! ! ---IҊ! ! 111111ivl" " ,,, E" " ---IҊ" " 111111ivl# # ,,, E# # ---IҊ# # 111111ivl$ $ ,,, E$ $ ---IҊ$ $ 111111ivl% % ,,, E% % ---IҊ% % 111111ivl& & ,,, E& & ---IҊ& & 111111ivl' ' ,,, E' ' ---IҊ' ' 111111ivl( ( ,,, E( ( ---IҊ( ( 111111ivl) ) ,,, E) ) ---IҊ) * 111111ivl* * ,,, E* * ---IҊ+ + 111111ivl+ + ,,, E+ , ---IҊ, , 111111ivl, , ,,, Eـ- - ---IҊـ- - 111111ivl- . ,,, E. . ---IҊ. . 111111ivl/ / ,,, E/ / ---IҊ/ / 111111ivl0 0 ,,, E؅0 0 ---IҊ؅0 0 111111ivl1 1 ,,, E1 1 ---IҊ1 1 111111ivl2 2 ,,, E2 2 ---IҊ2 2 111111ivl3 3 ,,, E׊3 3 ---IҊ׊3 4 111111ivl4 4 ,,, E4 4 ---IҊ5 5 111111ivl5 5 ,,, E5 5 ---IҊ6 6 111111ivl6 6 ,,, E֏7 7 ---IҊ֏7 7 111111ivl7 8 ,,, E8 8 ---IҊ8 8 111111ivl9 9 ,,, E9 9 ---IҊ9 9 111111ivl: : ,,, EՔ: : ---IҊՔ: : 111111ivl; ; ,,, E; ; ---IҊ; ; 111111ivl< < ,,, E< < ---IҊ< < 111111ivl= = ,,, Eԙ= = ---IҊԙ= = 111111ivl> > ,,, E> > ---IҊ? ? 111111ivl? ? ,,, E? ? ---IҊ@ @ 111111ivl@ @ ,,, EӞA A ---IҊӞA A 111111ivlA A ,,, EB B ---IҊB B 111111ivlC C ,,, EC C ---IҊC C 111111ivlD D ,,, EңD D ---IҊңD D 111111ivlE E ,,, EE E ---IҊE E 111111ivlF F ,,, EF F ---IҊF F 111111ivlG G ,,, EѨG G ---IҊѨG G 111111ivlH H ,,, EH H ---IҊI I 111111ivlI I ,,, EI I ---IҊJ J 111111ivlJ J ,,, EЭJ K ---IҊЭK K 111111ivlK K ,,, EL L ---IҊL L 111111ivlM M ,,, EM M ---IҊM M 111111ivlN N ,,, EϲN N ---IҊϲN N 111111ivlO O ,,, EO O ---IҊO O 111111ivlP P ,,, EP P ---IҊQ Q 111111ivlQ Q ,,, EηQ R ---IҊηR R 111111ivlـR S ,,, ES S ---IҊS S 111111ivlـT T ,,, ET T ---IҊT T 111111ivlU U ,,, EͼU U ---IҊͼU U 111111ivlV V ,,, EV V ---IҊV W 111111ivlW W ,,, EW W ---IҊX X 111111ivlX X ,,, EY Y ---IҊY Y 111111ivl؅Z Z ,,, EZ Z ---IҊZ Z 111111ivl؅[ [ ,,, E[ [ ---IҊ[ [ 111111ivl\ \ ,,, E\ \ ---IҊ\ \ 111111ivl] ] ,,, E] ] ---IҊ^ ^ 111111ivl^ ^ ,,, E_ _ ---IҊ_ _ 111111ivl` ` ,,, E` ` ---IҊ` ` 111111ivl׊a a ,,, Ea a ---IҊa a 111111ivl׊b b ,,, Eb b ---IҊb b 111111ivlc c ,,, Ec c ---IҊd d 111111ivld d ,,, Ed e ---IҊe e 111111ivle f ,,, Ef f ---IҊf f 111111ivlg g ,,, Eg g ---IҊg g 111111ivl֏h h ,,, Eh h ---IҊh h 111111ivl֏i i ,,, Ei i ---IҊi j 111111ivlj j ,,, Ej j ---IҊk k 111111ivlk k ,,, El l ---IҊl l 111111ivlm m ,,, Em m ---IҊm m 111111ivln n ,,, En n ---IҊn n 111111ivlՔo o ,,, Eo o ---IҊo o 111111ivlՔp p ,,, Ep p ---IҊq q 111111ivlq q ,,, Er r ---IҊr r 111111ivls s ,,, Es s ---IҊs s 111111ivlt t ,,, Et t ---IҊt t 111111ivlu u ,,, Eu u ---IҊu u 111111ivlԙv v ,,, Ev v ---IҊw w 111111ivlԙw w ,,, Ew x ---IҊx x 111111ivlx y ,,, Ey y ---IҊy y 111111ivlz z ,,, Ez z ---IҊz z 111111ivl{ { ,,, E{ { ---IҊ{ { 111111ivl| | ,,, E| | ---IҊ} } 111111ivlӞ} } ,,, E~ ~ ---IҊ~ ~ 111111ivlӞ  ,,, E  ---IҊ  111111ivl  ,,, EĀ ̀ ---IҊ  111111ivlŁ ΁ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ą 111111ivlң  ,,, E  ---IҊ؅  111111ivlң † ,,, EՆ ކ ---IҊ  111111ivlև ߇ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ̊ Պ 111111ivl  ,,, Eɋ ҋ ---IҊ  111111ivlѨʌ ӌ ,,, Eω  ---IҊω  111111ivlѨ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ɏ 111111ivl  ,,, E Ɛ ---IҊݐ  111111ivl Ǒ ,,, Eڑ  ---IҊ  111111ivlے  ,,, E  ---IҊ  111111ivlЭ  ,,, E  ---IҊ  111111ivlЭ  ,,, E̕  ---IҊ̕ѕ ڕ 111111ivl  ,,, EΖ ז ---IҊ  111111ivlϗ ؗ ,,, E  ---IҊ  111111ivl  ,,, Eݚ  ---IҊݚ  111111ivl  ,,, E  ---IҊŚ Κ 111111ivlϲ  ,,, E̛ ՛ ---IҊ  111111ivlϲל  ,,, E  ---IҊ  111111ivl  ,,, Eɡ  ---IҊɡ Þ 111111ivl  ,,, E ʟ ---IҊ  111111ivl̠ ՠ ,,, E  ---IҊ  111111ivl  ,,, Eڦ  ---IҊڦ  111111ivlη  ,,, E  ---IҊ֣ ߣ 111111ivlη ʤ ,,, Eݤ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eƭ  ---IҊƭ˧ ԧ 111111ivl  ,,, EҨ ۨ ---IҊ  111111ivlݩ  ,,, E  ---IҊ  111111ivlͼ  ,,, Eײ  ---IҊײ ɫ 111111ivlͼ  ,,, EǬ Ь ---IҊ  111111ivlҭ ۭ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eù Ű ---IҊùܰ  111111ivlDZ б ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EԾ  ---IҊԾѴ ڴ 111111ivl ŵ ,,, Eص  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊƸ ϸ 111111ivl  ,,, E͹ ֹ ---IҊ  111111ivlغ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ļ 111111ivl  ,,, E½ ˽ ---IҊ  111111ivl; ־ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E†  ---IҊ†  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EӋ  ---IҊӋ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EЗ  ---IҊЗ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eͣ  ---IҊͣ΁ ׁ 111111ivl ‚ ,,, EՂ ނ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eި  ---IҊިÅ ̅ 111111ivl  ,,, Eʆ ӆ ---IҊ  111111ivlՇ އ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eʯ Ȋ ---IҊʯߊ  111111ivlʋ Ӌ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E۴  ---IҊ۴Ԏ ݎ 111111ivl ȏ ,,, Eۏ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊɒ Ғ 111111ivl  ,,, EǻГ ٓ ---IҊǻ  111111ivl۔  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ǖ 111111ivl  ,,, Eŗ Η ---IҊ  111111ivlИ ٘ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E Û ---IҊڛ  111111ivlŜ Μ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊϟ ؟ 111111ivl à ,,, E֠ ߠ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlω  ,,, E  ---IҊģ ͣ 111111ivlω  ,,, Eˤ Ԥ ---IҊ  111111ivl֥ ߥ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ § 111111ivl  ,,, E ɨ ---IҊ  111111ivl˩ ԩ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊլ ެ 111111ivl ɭ ,,, Eܭ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊʰ Ӱ 111111ivl  ,,, Eѱ ڱ ---IҊ  111111ivlܲ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ȴ 111111ivl̕  ,,, EƵ ϵ ---IҊ  111111ivl̕Ѷ ڶ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E Ĺ ---IҊ۹  111111ivlƺ Ϻ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlݚ  ,,, E  ---IҊн ٽ 111111ivlݚ ľ ,,, E׾  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlɡ  ,,, E  ---IҊ  111111ivlɡ  ,,, Eځ  ---IҊځ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eƈ  ---IҊƈ  111111ivlڦ  ,,, E  ---IҊ  111111ivlڦ  ,,, E  ---IҊ  111111ivl  ,,, E׍  ---IҊ׍  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EÔ  ---IҊÔ  111111ivl  ,,, E  ---IҊ  111111ivlƭ  ,,, E  ---IҊ  111111ivlƭ  ,,, Eԙ  ---IҊԙ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlײ  ,,, E  ---IҊ  111111ivlײ  ,,, E  ---IҊ  111111ivl  ,,, Eѥ  ---IҊѥ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlù  ,,, E  ---IҊ  111111ivlù  ,,, Eα  ---IҊα  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E߶  ---IҊ߶  111111ivl  ,,, E  ---IҊ  111111ivlԾ  ,,, E  ---IҊ  111111ivlԾ  ,,, E  ---IҊ  111111ivl  ,,, E˽  ---IҊ˽  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl׀  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊĂ ͂ 111111ivl ƒ ,,, EՃ ރ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ׆  111111ivl̇ Շ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ‰ 111111ivl  ,,, Eʊ ӊ ---IҊ  111111ivlߋ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ̍ Ս 111111ivl ʎ ,,, Eݎ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E ȑ ---IҊߑ  111111ivlԒ ݒ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ʔ 111111ivl  ,,, Eҕ ە ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊԘ ݘ 111111ivlə ҙ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eǜ М ---IҊ  111111ivlܝ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊɟ ҟ 111111ivl Ǡ ,,, Eڠ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E ţ ---IҊܣ  111111ivlѤ ڤ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ǧ 111111ivl  ,,, Eϧ ا ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊѪ ڪ 111111ivlƫ ϫ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EĮ ͮ ---IҊ  111111ivlٯ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊƱ ϱ 111111ivl IJ ,,, Eރײ  ---IҊރ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E µ ---IҊٵ  111111ivlζ ׶ ,,, E  ---IҊ  111111ivl  ,,, Eʊ  ---IҊʊ ĸ 111111ivl  ,,, E̹ չ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eۏ  ---IҊۏμ ׼ 111111ivlý ̽ ,,, E߽  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eǖ  ---IҊǖ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E؛  ---IҊ؛  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EĢ  ---IҊĢ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eէ  ---IҊէ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eҳ  ---IҊҳ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EϿ  ---IҊϿ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl†  ,,, E  ---IҊ  111111ivl†  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlӋ  ,,, E  ---IҊ  111111ivlӋ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E Ɂ ---IҊ  111111ivlՂ ނ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ„ ˄ 111111ivl  ,,, EӅ ܅ ---IҊ  111111ivlЗ  ,,, E  ---IҊ  111111ivlЗ  ,,, E  ---IҊՈ ވ 111111ivlʉ Ӊ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EȌ ь ---IҊ  111111ivlݍ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊʏ ӏ 111111ivl Ȑ ,,, Eې  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E Ɠ ---IҊݓ  111111ivlҔ ۔ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ȗ 111111ivl  ,,, EрЗ ٗ ---IҊр  111111ivl  ,,, E  ---IҊ  111111ivlͣ  ,,, E  ---IҊҚ ۚ 111111ivlͣǛ Л ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EŞ Ξ ---IҊ  111111ivlڟ  ,,, E  ---IҊ  111111ivl  ,,, EΌ  ---IҊΌǡ С 111111ivlި Ţ ,,, Eآ  ---IҊ  111111ivlި  ,,, E  ---IҊ  111111ivl  ,,, Eߑ å ---IҊߑڥ  111111ivlϦ ئ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ũ 111111ivl  ,,, Eͩ ֩ ---IҊ  111111ivl  ,,, E˘  ---IҊ˘  111111ivl  ,,, E  ---IҊϬ ج 111111ivlʯĭ ͭ ,,, E  ---IҊ  111111ivlʯ  ,,, Eܝ  ---IҊܝ  111111ivl  ,,, E° ˰ ---IҊ  111111ivlױ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊij ͳ 111111ivl ´ ,,, EȤմ ޴ ---IҊȤ  111111ivl۴  ,,, E  ---IҊ  111111ivl۴  ,,, E  ---IҊ׷  111111ivl̸ ո ,,, E٩  ---IҊ٩  111111ivl  ,,, E  ---IҊ º 111111ivl  ,,, Eʻ ӻ ---IҊ  111111ivl߼  ,,, E  ---IҊ  111111ivl  ,,, EŰ  ---IҊŰ̾ վ 111111ivl ʿ ,,, Eݿ  ---IҊ  111111ivlǻ  ,,, E  ---IҊ  111111ivlǻ  ,,, Eֵ  ---IҊֵ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E¼  ---IҊ¼  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl ɀ ,,, EՂ܀  ---IҊՂ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E ǃ ---IҊރ  111111ivlӄ ܄ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ɇ 111111ivl  ,,, Eч ڇ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EҎ  ---IҊҎӊ ܊ 111111ivlȋ ы ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EƎ ώ ---IҊ  111111ivlۏ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊȑ ё 111111ivl ƒ ,,, Eْ  ---IҊ  111111ivl  ,,, EϚ  ---IҊϚ  111111ivl  ,,, E ĕ ---IҊە  111111ivlЖ ٖ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ƙ 111111ivl  ,,, EΙ י ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊМ ٜ 111111ivlŝ Ν ,,, E̦  ---IҊ̦  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eà ̠ ---IҊ  111111ivlء  ,,, Eݫ  ---IҊݫ  111111ivl  ,,, E  ---IҊţ Σ 111111ivlĤ ͤ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ħ 111111ivl ç ,,, Eɲ֧ ߧ ---IҊɲ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E̪ ժ ---IҊ  111111ivl  ,,, Eڷ  ---IҊڷ  111111ivl  ,,, E­ ˭ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊذ  111111ivlױ  ,,, Eƾ  ---IҊƾ  111111ivlځ  ,,, E  ---IҊγ ׳ 111111ivlځʹ ִ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊĶ Ͷ 111111ivl÷ ̷ ,,, E߷  ---IҊ  111111ivl  ,,, E  ---IҊ ù 111111ivl º ,,, Eպ ޺ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E˽ Խ ---IҊ  111111ivlƈ  ,,, E  ---IҊ  111111ivlƈ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl׍  ,,, E  ---IҊ  111111ivl׍  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlÔ  ,,, E  ---IҊ  111111ivlÔ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlԙ  ,,, E  ---IҊ  111111ivlԙ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eل  ---IҊل  111111ivl  ,,, E  ---IҊ  111111ivlѥ  ,,, E  ---IҊ  111111ivlѥ  ,,, E  ---IҊ  111111ivl  ,,, Eŋ  ---IҊŋ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E֐  ---IҊ֐  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E—  ---IҊ—  111111ivl  ,,, E  ---IҊ  111111ivlɀ Ҁ ,,, E  ---IҊ  111111ivl  ,,, EӜ  ---IҊӜ ɂ 111111ivl ȃ ,,, Eۃ  ---IҊ  111111ivlα  ,,, E  ---IҊ  111111ivlα  ,,, Eц چ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Elj Љ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EШ ƌ ---IҊШ݌  111111ivl߶܍  ,,, E  ---IҊ  111111ivl߶  ,,, E  ---IҊӏ ܏ 111111ivlҐ ې ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊɒ Ғ 111111ivlȓ ѓ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ȕ 111111ivl ǖ ,,, Eʹږ  ---IҊʹ  111111ivl  ,,, E  ---IҊ  111111ivl˽  ,,, EЙ ٙ ---IҊ  111111ivl˽  ,,, E޹  ---IҊ޹  111111ivl  ,,, EƜ Ϝ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E ş ---IҊܟ  111111ivl۠  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊҢ ۢ 111111ivlѣ ڣ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊȥ ѥ 111111ivlǦ Ц ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ǩ 111111ivl Ʃ ,,, E٩  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EϬ ج ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eů ί ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E IJ ---IҊ۲  111111ivlڳ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊѵ ڵ 111111ivlж ٶ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊǸ и 111111ivlƹ Ϲ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ƻ 111111ivl ż ,,, Eؼ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eο ׿ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, É  ---IҊ́  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E݆  ---IҊ݆  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eɍ  ---IҊɍ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eڒ  ---IҊڒ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eƙ  ---IҊƙ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eמ  ---IҊמ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eå  ---IҊå  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EԪ  ---IҊԪ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ́ ց 111111ivl̂ Ղ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊÄ ̄ 111111ivl… ˅ ,,, EѶޅ  ---IҊѶ  111111ivl  ,,, E  ---IҊ ‡ 111111ivl  ,,, EԈ ݈ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eʋ Ӌ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E Ɏ ---IҊ  111111ivlߏ  ,,, E  ---IҊ  111111ivlރ  ,,, E  ---IҊ֑ ߑ 111111ivlރՒ ޒ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ̔ Ք 111111ivl˕ ԕ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ— ˗ 111111ivl ʘ ,,, Eݘ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eӛ ܛ ---IҊ  111111ivlʊ  ,,, E  ---IҊ  111111ivlʊ  ,,, Eɞ Ҟ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E ȡ ---IҊߡ  111111ivlޢ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊդ ޤ 111111ivlۏԥ ݥ ,,, E  ---IҊ  111111ivlۏ  ,,, E  ---IҊ˧ ԧ 111111ivlʨ Ө ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ʪ 111111ivl ɫ ,,, Eܫ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EҮ ۮ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlǖ  ,,, Eȱ ѱ ---IҊ  111111ivlǖ  ,,, E  ---IҊ  111111ivl  ,,, E Ǵ ---IҊ޴  111111ivlݵ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊԷ ݷ 111111ivlӸ ܸ ,,, E  ---IҊ  111111ivl؛  ,,, E  ---IҊʺ Ӻ 111111ivl؛ɻ һ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ɽ 111111ivl Ⱦ ,,, E۾  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlĢ  ,,, E  ---IҊ  111111ivlĢ  ,,, EЃ  ---IҊЃ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivlէ  ,,, E  ---IҊ  111111ivlէ  ,,, E  ---IҊ  111111ivl  ,,, E͏  ---IҊ͏  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eޔ  ---IҊޔ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eʛ  ---IҊʛ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E۠  ---IҊ۠  111111ivl  ,,, E  ---IҊ  111111ivlҳ  ,,, E  ---IҊ  111111ivlҳ  ,,, E  ---IҊ  111111ivl  ,,, Eǧ  ---IҊǧ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eج  ---IҊج  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eij  ---IҊij  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, Eո  ---IҊո  111111ivl  ,,, E  ---IҊ  111111ivlϿ  ,,, E  ---IҊ  111111ivlϿ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E À ---IҊڀ  111111ivlف  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊЃ ك 111111ivlτ ؄ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊƆ φ 111111ivlŇ · ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ʼn 111111ivl Ċ ,,, E׊  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E͍ ֍ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, EÐ ̐ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E “ ---IҊٓ  111111ivlؔ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊϖ ؖ 111111ivlΗ ח ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊř Ι 111111ivlĚ ͚ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ĝ 111111ivl Ý ,,, E֝ ߝ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E̠ ՠ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E£ ˣ ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊئ  111111ivlק  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊΩ ש 111111ivlͪ ֪ ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊĬ ͬ 111111ivlí ̭ ,,, E߭  ---IҊ  111111ivl  ,,, E  ---IҊ ï 111111ivl ° ,,, Eհ ް ---IҊ  111111ivl  ,,, EÀ   ---IҊÀ   111111ivl  ,,, E ˳ Գ ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, Eԅ  ʶ ---IҊԅ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ ׹  111111ivlֺ ߺ ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ ͼ ּ 111111ivl̽ ս ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ ÿ ̿ 111111ivl  ,,, Eё   ---IҊё   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, EΝ   ---IҊΝ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, Eߢ   ---IҊߢ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E˩   ---IҊ˩   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, Eܮ   ---IҊܮ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, Eȵ   ---IҊȵ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, Eٺ   ---IҊٺ   111111ivl  ,,, E   ---IҊ   111111ivlр  ,,, E   ---IҊ   111111ivlр  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivlΌ  ,,, E   ---IҊ   111111ivlΌ  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E   ---IҊ   111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E Ƃ  ---IҊ ݂  111111ivlߑ܃  ,,, E  ---IҊ  111111ivlߑ  ,,, E  ---IҊ Ӆ ܅  111111ivl҆ ۆ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ɉ ҈  111111ivlȉ щ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ȋ  111111ivl nj  ,,, E ڌ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl˘  ,,, E Џ ُ  ---IҊ  111111ivl˘  ,,, E  ---IҊ  111111ivl  ,,, E ƒ ϒ  ---IҊ  111111ivl  ,,, E  ---IҊ  111111ivl  ,,, E ŕ  ---IҊ ܕ  111111ivlۖ  ,,, E  ---IҊ  111111ivlܝ  ,,, E  ---IҊ Ҙ ۘ  111111ivlܝљ ڙ  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ ț ћ  111111ivlǜ М  ,,, E  ---IҊ  111111ivl  ,,, E  ---IҊ Ǟ  111111ivl Ɵ  ,,, E!ٟ  ---IҊ!  111111ivl  ,,, Eǂ!  ---IҊǂ!  111111ivl  ,,, E!Ϣ آ  ---IҊ!  111111ivlȤ  ,,, E!  ---IҊ!  111111ivlȤ  ,,, E؇!ť Υ  ---IҊ؇!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E! Ĩ  ---IҊ!ۨ  111111ivlک  ,,, E!  ---IҊ!  111111ivl  ,,, EĎ!  ---IҊĎ!ѫ ګ  111111ivl٩Ь ٬  ,,, E!  ---IҊ!  111111ivl٩  ,,, E!  ---IҊ!Ǯ Ю  111111ivlƯ ϯ  ,,, EՓ!  ---IҊՓ!  111111ivl  ,,, E!  ---IҊ! Ʊ  111111ivl Ų  ,,, E!ز  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!ε ׵  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivlŰ  ,,, E!ĸ ͸  ---IҊ!  111111ivlŰ  ,,, Eҟ!  ---IҊҟ!  111111ivl  ,,, E! û  ---IҊ!ڻ  111111ivlټ  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!о پ  111111ivlϿ ؿ  ,,, E!  ---IҊ!  111111ivlֵ  ,,, E!  ---IҊ!  111111ivlֵ  ,,, E!  ---IҊ!  111111ivl  ,,, Eϫ!  ---IҊϫ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl¼  ,,, E!  ---IҊ!  111111ivl¼  ,,, E̷!  ---IҊ̷!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, Eݼ!  ---IҊݼ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E!ʁ Ӂ  ---IҊ!  111111ivl  ,,, E!  ---IҊ!  111111ivl  ,,, E! Ʉ  ---IҊ!  111111ivl߅  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!և ߇  111111ivlՈ ވ  ,,, E!  ---IҊ!  111111ivl  ,,, E!  ---IҊ!̊ Պ  111111ivlˋ ԋ  ,,, E!  ---IҊ!  111111ivl  ,,, E"  ---IҊ" ˍ  111111ivl ʎ  ,,, E"ݎ  ---IҊ"  111111ivl  ,,, E˄"  ---IҊ˄"  111111ivl  ,,, E"ӑ ܑ  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E܉"ɔ Ҕ  ---IҊ܉"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E" ȗ  ---IҊ"ߗ  111111ivlޘ  ,,, E"  ---IҊ"  111111ivl  ,,, EȐ"  ---IҊȐ"՚ ޚ  111111ivlԛ ݛ  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"˝ ԝ  111111ivlʞ Ӟ  ,,, Eٕ"  ---IҊٕ"  111111ivl  ,,, E"  ---IҊ" ʠ  111111ivl ɡ  ,,, E"ܡ  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, EŜ"Ҥ ۤ  ---IҊŜ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"ȧ ѧ  ---IҊ"  111111ivl  ,,, E֡"  ---IҊ֡"  111111ivl  ,,, E" Ǫ  ---IҊ"ު  111111ivlݫ  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"ԭ ݭ  111111ivlӮ ܮ  ,,, E¨"  ---IҊ¨"  111111ivl  ,,, E"  ---IҊ"ʰ Ӱ  111111ivlɱ ұ  ,,, E"  ---IҊ"  111111ivl  ,,, Eӭ"  ---IҊӭ" ɳ  111111ivl ȴ  ,,, E"۴  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"ѷ ڷ  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"Ǻ к  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, Eй" ƽ  ---IҊй"ݽ  111111ivlܾ  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivlՂ  ,,, E"  ---IҊ"  111111ivlՂ  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivlҎ  ,,, E"  ---IҊ"  111111ivlҎ  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"  111111ivl  ,,, E"  ---IҊ"   111111ivlϚ   ,,, E"   ---IҊ"   111111ivlϚ   ,,, E"   ---IҊ"   111111ivl   ,,, E"   ---IҊ"   111111ivl   ,,, E"   ---IҊ"   111111ivl   ,,, E"   ---IҊ"   111111ivl   ,,, E"   ---IҊ"   111111ivl   ,,, E"   ---IҊ"   111111ivl   ,,, E"   ---IҊ"   111111ivl   ,,, E"   ---IҊ"   111111ivl   ,,, E#   ---IҊ#   111111ivl   ,,, E#   ---IҊ#   111111ivl   ,,, E#   ---IҊ#   111111ivl   ,,, Eφ#   ---IҊφ#   111111ivl   ,,, E#   ---IҊ#  Ɓ  111111ivl̦  Ƃ  ,,, E#ۂ   ---IҊ#   111111ivl̦   ,,, E#   ---IҊ#  Ƅ  111111ivl  ƅ  ,,, E#ۅ   ---IҊ#   111111ivl   ,,, E#   ---IҊ#  Ƈ  111111ivl  ƈ  ,,, E#ۈ   ---IҊ#   111111ivl   ,,, E̒#   ---IҊ̒#  Ɗ  111111ivlݫ  Ƌ  ,,, E#ۋ   ---IҊ#   111111ivlݫ   ,,, E#   ---IҊ#  ƍ  111111ivl  Ǝ  ,,, Eݗ#ێ   ---IҊݗ#   111111ivl   ,,, E#   ---IҊ#  Ɛ  111111ivlǑ  Б  ,,, E#   ---IҊ#   111111ivl#   ,,, E#  “  ---IҊ#ۓ   111111ivl#   ,,, Eɞ#   ---IҊɞ#  •  111111ivlɞ#   ,,, E#   ---IҊ#   111111ivl#Ԙ  ݘ  ,,, E#   ---IҊ#   111111ivl#՚  ޚ  ,,, Eڣ#   ---IҊڣ#   111111ivlڣ#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#  ǟ  111111ivl#   ,,, E#  š  ---IҊ#   111111ivl#ȣ  ѣ  ,,, Eƪ#   ---IҊƪ#   111111ivlƪ#   ,,, E#   ---IҊ#ͦ  ֦  111111ivl#Ȩ  Ѩ  ,,, E#   ---IҊ#   111111ivl#   ,,, Eׯ#  ƫ  ---IҊׯ#   111111ivlׯ#   ,,, E#   ---IҊ#  ɮ 111111ivl#ڰ  ,,, E#  ---IҊ#  111111ivl#γ  ׳ ,,, E#  ---IҊ#  111111ivl#̶  ն ,,, Eö#  ---IҊö#  111111ivlö#չ  ޹ ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#  ɽ 111111ivl#  ,,, EԻ#  ---IҊԻ#  111111ivlԻ#  ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#  111111ivl#  ,,, E#  ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#  À  ,,, E#   ---IҊ#   111111ivl#   ,,, E#Ѕ  م  ---IҊ#   111111ivl#   ,,, E#  ʊ  ---IҊ#   111111ivl#   ,,, E#  Ǐ  ---IҊ#   111111ivl#   ,,, E#Ŕ  Δ  ---IҊ#   111111ivl#   ,,, E#ٙ   ---IҊ#   111111ivl#Þ  ̞  ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#ݤ   111111ivl#   ,,, E#ש   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#ԯ  ݯ  111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#  ź  ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   ,,, E#   ---IҊ#   111111ivl#   111111ivl111111ivl111111ivl111111ivl   ,,, E#   ---IҊ#   111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl   ,,, E#   ---IҊ#   111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl"   ,,, E#   ---IҊ#  111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl  ,,, E$  ---IҊ$  111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl  ,,, EЊ$  ---IҊЊ$  111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl֡"  ,,, E$  ---IҊ$  111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl  ,,, E$  ---IҊ$  111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl  ,,, Eר$  ---IҊר$   111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl!   ,,, Eȵ$   ---IҊȵ$   111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl   ,,, E$׃   ---IҊ$   111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl   ,,, E$  Lj  ---IҊ$   111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl!   ,,, E$ȍ  э  ---IҊ$   111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivlǒ  В  ,,, E$   ---IҊ$  ē  111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl   ,,, E%٘   ---IҊ%   111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl!   ,,, E%֞  ߞ  ---IҊ%   111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl111111ivl  The type-level bit 0.hnb, ,,$$ ,, ,       %       %   , , ,    &  , , ,       '   , , ,    (  , , ,    )*,,,,I ,À+,, ,,,, ,  The type-level bit 1.VvkZ, ,,-- ,, ,    .    .  ,, ,/,, ,   Ё 0  ,, ,1,, ,23,,,,%% ,4,, ,т5,, , &/ Type-level signed integers with positive sign. 2 ,,    E,    ,,    6,,         6,,                  , , ,    7,,         7,,        , , ,   ۃ 8--        , , -    9--        - - -   DŽ :--        - - -    ;--          <-- I       --- - I  -  ! ! ! ! =-- G!     ! ! -! - -" " " " >-- "     " " -- -&/ Type-level signed integers with negative sign. 2--   IҊ---# # # # ?--   # # # # ?-- %#   # # # # #  # # # # # # -# - -$ $ $ φ$ @--   $ $ $ ކ$ @-- %$   $ $ -$ - -%%%%A-- %%  %%-%- -& & & & B-- %&   & & -&- -''''C-- %'  ''-'- -((((D-- %(  ))))E-- %)  ))---)-%)%) -))****F-- %*  **-*- -++++G-- %+  ++-- - ! The type-level signed integer 0.$Τ=A- --,,,,H,,,lj,H,,,Љ,, ,,,,щ,,-,- -- - - ى- I- - - - I- - --- -....J..-.- -/ / / / K/ / -/- -0000L00-0- -111Ԋ1M222܊2N22---2-%2%2 -223333O33-3- -4444P44-- -5mK `$A
                                        / $B = $R
                                          `5m#  - --- 5m 5n 5m 5n 5n 5n 5nIJ5n.IJ5m5m5n5n5o 5o--5p)5p-- -5q3  - --- 5r 5r 5r 5r 5r 5sIJ5r5r5r5r5s 5s--5s<5s-- -5t4  - --- 5t 5t 5u 5u 5u 5uIJ5t5t5t5t5u 5u--5v=5v-- -5w6  - --- 5w 5w 5w 5x5x 5x 5x5x5xIJ5w5w5w5w5y 5y--5y?5y-- -6mK&6m#  - --- 6m 6n 6m 6n 6n 6n 6nIJ6n.IJ6m6m6n6n6o 6o--6p)6p-- -6q3  - --- 6r 6r 6r 6r 6r 6sIJ6r6r6r6r6s 6s--6s<6s-- -6t4  - --- 6t 6t 6u 6u 6u 6uIJ6t6t6t6t6u 6u--6v=6v-- -6w6  - --- 6w 6w 6w 6x&6x 6x 6x̗&6xߗ&6xIJ6w6w6w6w6y 6y--6y?6y-- -7mK&7m#  - --- 7m 7n 7m 7n 7n 7n 7n7n.7m7m7n7n7o 7o--7p)7p-- -7q3  - --- 7r 7r 7r 7r 7r 7s7r7r7r7r7s 7s--7s<7s-- -7t4  - ..- 7t 7t 7u 7u 7u 7u7t7t7t7t7u 7u--7v=7v-- .7w6  . ... 7w 7w 7w 7x&7x 7x 7x̗&7xߗ&7x7w7w7w7w7y 7y..7y?7y.. .8mK&8m#  . ... 8m 8n 8m 8n 8n 8n 8n8n.8m8m8n8n8o 8o..ъ8p)8p.. .8q3  . ... 8r 8r 8r 8r 8r 8s8r8r8r8r8s 8s..8s<8s.. .8t4  . ... 8t 8t 8u 8u 8u 8u8t8t8t8t8u 8u..8v=8v.. .8w6  . ... 8w 8w 8w 8x&8x 8x 8x̗&8xߗ&8x8w8w8w8w8y 8y..8y?8y.. .9K `$A
                                            % $B = $R
                                              `9#  . ... 9 9 9 9 9 99ՒIJ9+IJ99999 9..9)9.. .9V  . ... 9 9ŕ 9 9 9ɕ 9ԕIJ999ŕ9ŕ9 9..9–69Ŗ .. .9<  . ..'..... 9 99ɥ9 9 9 9 99Иɥ9IJ999999999 9..9řA9ș .. .åɥ:K&:# . ... : : : : : :&:ՒIJ:+IJ::::: :..:):.. .:V . ... : :ŕ : : :ɕ :ԕIJ:::ŕ:ŕ: :..:–6:Ŗ .. .:< . ..'..... : ::&: : : : ::И&:IJ::::::::: :..:řA:ș .. .åɥ;K&;# . ... ; ; ; ; ; ;&;Ւ;+;;;;; ;..;);.. .;V . ... ; ;ŕ ; ; ;ɕ ;ԕ;;;ŕ;ŕ; ;..;–6;Ŗ .. .;< . ..'..... ; ;;&; ; ; ; ;;И&;;;;;;;;;; ;..;řA;ș .. .åɥ<K&<# . ... < < < < < <&<Ւ<+<<<<< <..<)<.. .<V . ... < <ŕ < < <ɕ <ԕ<<<ŕ<ŕ< <..<–6<Ŗ .. .<< . ..'..... < <<&< < < < <<И&<<<<<<<<<< <..<řA<ș .. .åɥ== =..='=.. .=.'... =ʶ= ======= =..=,=.. .== =..=$=.. .=.. = = ==== =..=)=.. .=#.. =# =# =#=#=#=$ =$..=$)=$.. .>> >..>'>.. .>.'... >ʶ> >>>>>>> >..>,>.. .>> >..>$>.. .>.. > > >>>> >..>)>.. />#// ># ># >#>#>#>$ >$//>$)>$// /?&?' ?'//?''?'// /?(/'/// ?(ʶ?( ?(?(?(?(?(?(?( ?(//?),?)// /?*?* ?*//?*$?*// /?+// ?+ ?+ ?+?+?+?, ?,//?,)?,// /@&Q@' @'//@''@'// /@(Q/'/// @(ʶ@( @(@(@(@(@(@(@( @(//@),@)// /@*Q@* @*//@*$@*// /@+Q// @+ @+ @+@+@+@, @,//@,)@,// /A&RA' A'//A''A'// /A(R/'/// A(ʶA( A(A(A(A(A(A(A( A(//A),A)// /A*RA* A*//A*$A*// /A+R// A+ A+ A+A+A+A, A,//A,)A,// /B&SB' B'//B''B'// /B(S/'/// B(ʶB( B(B(B(B(B(B(B( B(//B),B)// /B*SB* B*//B*$B*// /B+S// B+ B+ B+B+B+B, B,//B,)B,// /C&TC' C'//C''C'// /C(T/'/// C(ʶC( C(C(C(C(C(C(C( C(//C),C)// /C*TC* C*//C*$C*// /C+T// C+ C+ C+C+C+C, C,//C,)C,// /D&UD' D'//D''D'// /D(U/'/// D(ʶD( D(D(D(D(D(D(D( D(//D),D)// /D*UD* D*//D*$D*// /D+U// D+ D+ D+D+D+D, D,//D,)D,// /E&VE' E'//E''E'// /E(V/'/// E(ʶE( E(E(E(E(E(E(E( E(//E),E)// /E*VE* E*//E*$E*// /E+V// E+ E+ E+E+E+E, E,//E,)E,// /F&WF' F'//F''F'// /F(W/'/// F(ʶF( F(F(F(F(F(F(F( F(//F),F)// /F*WF* F*//F*$F*// /F+W// F+ F+ F+F+F+F, F,//F,)F,// /G&XG' G'//G''G'// 0G(X0'000 G(ʶG( G(G(G(G(G(G(G( G(00G),G)00 0G*XG* G*00G*$G*00 0G+X00 G+ G+ G+G+G+G, G,00G,)G,00 0H&YH' H'00H''H'00 0H(Y0'000 H(ʶH( H(H(H(H(H(H(H( H(00H),H)00 0H*YH* H*00H*$H*00 0H+Y00 H+ H+ H+H+H+H, H,00H,)H,00 0& The terminating type for type arrays.) _K(000 IIII[ IIII[ IIIII IIIIII0I0 0J J J ƬJ \ J J J άJ \ J J 0J0 0KKKK] KK0K0 0L L L L ^ L L 0L0 0MMMM_ MM0M0 0NNNN` OOOɭOa OO000O0%O%O 0OOPPPPb PP0P0 0] `TArr` is a type that acts as an array of types. It is defined similarly to `UInt`, only its`` values can be more than bits, and it is designed to act as an array. So you can only add two ifc4 they have the same number of elements, for example.7^ This array is only really designed to contain `Integer` types. If you use it with others, youa# may find it lacking functionality.&0'000 I9iP$0000Ǫ 00Ϊ QQQQc0'000 QQQQc0'000Ǫ QΪ Q QQQQQ QQQQQQ0Q0 0Ǫ Ϊ R R R ήR d0'000 R R R ܮR d0'000Ǫ Ǫ R Ϊ Ϊ R  R R 0R0 0Ǫ Ϊ SSSSe0'000Ǫ SΪ S SS0S0 0Ǫ Ϊ T T T T f0'000Ǫ Ǫ T Ϊ Ϊ T  T T 0T0 0Ǫ Ϊ UUUUg0'000Ǫ UΪ U UU0U0 0Ǫ Ϊ VVVVh0'000Ǫ VΪ V WWWWi0'000IǪ WIΪ W WW000W0WIW 0Ǫ Ϊ WWXXXԱXj0'000GǪ XGΪ X XX0X0 0Ǫ Ϊ RO A potential output from `Cmp`, this is the type equivalent to the enum variantR `core::cmp::Ordering::Greater`.#9000YYYYkYYYYkYYY²YY YYYYòYY0Y0 0Z Z Z ˲Z lZ Z Z ӲZ lZ Z 0Z0 0[[[[m[[0[0 0\ \ \ \ n\ \ 0\0 0]]]]o]]0]0 0^^^Ƴ^p___γ_q__000_0%_%_ 0__````r``0`0 0aaaasaa00 0'R `core::cmp::Ordering::Less`.  xhp]0111bbbbtbbbbtbbbbb bbbbbb1b1 1c c c c uc c c c uc c 1c1 1dddִdvdd1d1 1e e e e we e 1e1 1ffffxff1f1 1ggggyhhhhzhh111h1%h%h 1hhiiiҵi{ii1i1 1jjjj|jj11 1!'R `core::cmp::Ordering::Equal`. !!"?1!"11k k k k }k k k k }k k k k k  k k k k k k 1k 1 1l l l l ~l l l l ~l l 1l 1 1m!m!m!m!m!m!1m!1 1n! n! n! ߶n! n! n! 1n!1 1o!o!o!o!o!o!1o!1 1p!p!p!p!q!q!q!q!q!q!111q!1%q!%q! 1q!q!r!r!r!r!r!r!1r!1 1s!s!s!s!s!s!11 1 Z `UInt` is defined recursively, where `B` is the least significant bit and `U` is the rest]X of the number. Conceptually, `U` should be bound by the trait `Unsigned` and `B` should[Q be bound by the trait `Bit`, but enforcing these bounds causes linear instead ofTY logrithmic scaling in some places, so they are left off for now. They may be enforced in\ future. X In order to keep numbers unique, leading zeros are not allowed, so `UInt` is[ forbidden.    $ use typenum::{UInt, UTerm, B0, B1};'/ type U6 = UInt, B1>, B0>;2  1'111 !ʶ!ivl11!!!!!!11!"11tttt1'111 !ʶ!!!!!tttt1'111 !ʶ!%tt!!!!ttttt tttttt1t1 1u u u u 1'111 !ʶ!!!!!u u u ˸u 1'111 !ʶ!%u u !!!!u u 1u1 1vvvv1'111 !ʶ!%vv!!!!vv1v1 1w w w չw 1'111 !ʶ!%w w !!!!w w 1w 1 1x x x x 1'111 !ʶ!%x x !!!!x x 1x 1 1y y y y 1'111 !ʶ!%y y !!!!z z z z 1'111 !ʶ!%z Iz !!!!z z 111z 1'z Ȧ'z  1z z { { { û{ 1'111 !ʶ!%{ G{ !!!!{ { 1{ 1 1| | | | 1'111 !ʶ!%| | !!!!| | 11 1L The terminating type for `UInt`; it always comes after the most significantOB bit. `UTerm` by itself represents zero, which is aliased to `U0`.EsRP111}}}}}}}}}}}¼}} }}}}ü}}1}1 1~ ~ ~ ˼~ ~ ~ ~ Ӽ~ ~ ~ 1~1 111 1      11 111 1ƽν1111%% 111 111 1%%&'(())ԁށބ܉BB@@B68ӡݡ                 ! ! ! # $ $ %%&&'))***,--..//022333IJJKKLLMOOPPPQRRSSTTUWWXXXYZZ[[\\]__```bccddeefhhiiik l l m!m!n!n!o!q!q!r!r!r!tuuvvw w x z z { { { }~~  ../consts/index.htmlmax(x, y) - min(x, y)''''(https://doc.rust-lang.org/reference.html'''''.https://github.com/rust-lang/rust/issues/44168''5https://en.wikipedia.org/wiki/Greatest_common_divisor9https://doc.rust-lang.org/nightly/core/cmp/trait.Ord.html''''y 110011p  000–-,111&' D "% "P) P- N  V  P|  (|U *+Һ+R0R0"~#-0-0+J* * - T  O  + - U  '  ( ' ' + * U  * ( ($%! '')) )))*, }!,"-$-&N N  PJ QP RU  SZ  S`  *,0*,0*,0*,0) * 0000ӗ00ɗ0ݗ  0 0 0 0 0 0 0 0 0 0 0˘ 0՘ 0ߘ 0 0 0 0 0 0 0 0 0 0Ù 0Ι 0ٙ 0 0 0 0 0 0 0 0 0 0ǚ 0Қ 0ݚ 0 0# 0 0 0 0 0 0 0 0ț 0ӛ 0ޛ 0 0 0 0 0 0 0 0 0  0̜  0ל  0! 0! 0! 0" 0" 0" 0# 0# 0# 0ŝ$ 0Н$ 0۝$ 0% 0% 0% 0& 0& 0& 0' 0' 0' 0ɞ( 0Ԟ( 0ߞ( 0) 0) 0#* 0* 0* 0+ 0+ 0, 0, 0ʟ, 0՟- 0- 0. 0. 0. 0/ 0/ 0/ 00 00 0à0 0Π1 0٠1 01 02 02 02 03 03 04 04 04 0ǡ5 0ҡ5 0ݡ5 06 06 07 07 08 08 08 09 09 0ˢ9 0֢: 0: 0: 0; 0; 0; 0< 0< 0< 0= 0ģ= 0ϣ= 0ڣ> 0> 0? 0? 0? 0@ 0@ 0A 0A 0A 0ȤB 0ӤB 0ޤC 0C 0C 0D 0D 0D 0E 0E 0E 0F 0̥F 0ץF 0G 0G 0G 0H 0H 0I 0I 0I 0J 0ŦJ 0ЦK 0ۦK 0K 0L 0L 0M 0M 0#M 0N 0N 0N 0ƧO 0ѧO 0ܧO 0P 0P 0Q 0Q 0R 0R 0S 0S 0S 0ʨT 0ըT 0T 0U 0U 0U 0V 0V 0W 0W 0W 0éX 0ΩX 0٩Y 0Y 0Z 0Z 0Z 0[ 0[ 0[ 0\ 0\ 0Ǫ\ 0Ҫ] 0ݪ] 0^ 0^ 0_ 0_ 0` 0` 0` 0a 0a 0˫a 0֫b 0b 0b 0c 0c 0d 0d 0e 0e 0f 0Ĭf 0Ϭf 0ڬg 0g 0g 0h 0h 0h 0i 0i 0j 0j 0ȭj 0ӭk 0ޭk 0l 0l 0m 0m 0m 0n 0n 0n 0o 0̮o 0׮o 0p 0p 0q 0q 0r 0r 0s 0s 0s 0ůt 0Яt 0ۯt 0u 0u 0u 0v 0v 0w 0w 0x 0x 0ʰy 0ְy 0y 0z 0z 0z 0{ 0{ 0{ 0| 0±| 0α} 0ڱ} 0~ 0~ 0 0 0 0 0̀ 0 0Ʋ΁ 0Ҳ 0޲ 0 0 0 0 0 0Ą 0 0 0ʳ 0ֳ† 0ކ 0 0߇ 0 0 0 0 0 0´ 0δ 0ڴՊ 0 0ҋ 0 0ӌ 0 0 0 0 0Ƶ 0ҵ 0޵ 0ɏ 0 0Ɛ 0 0Ǒ 0 0 0 0ʶ 0ֶ 0 0 0 0 0 0ڕ 0 0ז 0· 0ηؗ 0ڷ 0 0 0 0 0 0 0Κ 0 0Ƹ՛ 0Ҹ 0޸ 0 0 0 0 0Þ 0 0ʟ 0 0ʹՠ 0ֹ 0 0 0 0 0 0 0ߣ 0ʤ 0º 0κ 0ں 0 0 0 0 0ԧ 0 0ۨ 0 0ƻ 0һ 0޻ 0 0 0ɫ 0 0Ь 0 0ۭ 0 0ʼ 0ּ 0 0 0 0Ű 0 0б 0 0 0½ 0ν 0ڽ 0 0 0ڴ 0ŵ 0 0 0 0 0ƾ 0Ҿ 0޾ 0ϸ 0 0ֹ 0 0 0 0 0 0ʿ 0ֿļ 0 0˽ 0 0־ 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0ׁ 0‚ 0ނ 0 0 0 0 0 0 0̅ 0 0ӆ 0 0އ 0 0 0 0 0 0 0Ȋ 0 0Ӌ 0 0 0 0 0 0 0 0ݎ 0ȏ 0 0 0 0 0 0 0 0Ғ 0 0ٓ 0 0 0 0 0 0 0ǖ 0 0Η 0 0٘ 0 0 0 0 0 0 0Û 0 0Μ 0 0 0 0 0 0 0 0؟ 0à 0ߠ 0 0 0 0 0 0 0ͣ 0 0Ԥ 0 0ߥ 0 0 0 0 0§ 0 0ɨ 0 0ԩ 0 0 0 0 0 0 0 0ެ 0ɭ 0 0 0 0 0 0 0 0Ӱ 0 0ڱ 0 0 0 0 0 0 0ȴ 0 0ϵ 0 0ڶ 0 0 0 0 0 0 0Ĺ 0 0Ϻ 0 0 0 0 0 0 0 0ٽ 0ľ 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0͂ 0ƒ 0ރ 0 0 0 0 0 0 0 0Շ 0 0 0 0 0‰ 0 0ӊ 0 0 0 0 0 0 0Ս 0ʎ 0 0 0 0 0 0 0ȑ 0 0ݒ 0 0 0 0 0ʔ 0 0ە 0 0 0 0 0 0 0ݘ 0ҙ 0 0 0 0 0 0 0М 0 0 0 0 0 0 0ҟ 0Ǡ 0 0 0 0 0 0 0ţ 0 0ڤ 0 0 0 0 0Ǧ 0 0ا 0 0 0 0 0 0 0ڪ 0ϫ 0 0 0 0 0 0 0ͮ 0 0 0 0 0 0 0ϱ 0IJ 0 0 0 0 0 0 0µ 0 0׶ 0 0 0 0 0ĸ 0 0չ 0 0 0 0 0 0 0׼ 0̽ 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0ƀ 0Ҁ 0ހ 0 0 0 0 0 0 0 0 0ʁ 0ց 0 0 0 0 0 0 0 0 0‚ 0΂ 0ڂ 0 0 0 0 0 0 0Ɂ 0 0ƃނ 0҃ 0ރ 0 0 0˄ 0 0܅ 0 0 0 0ʄ 0ք 0 0ވ 0Ӊ 0 0 0 0 0 0… 0΅ь 0څ 0 0 0 0 0 0ӏ 0Ȑ 0 0Ɔ 0҆ 0ކ 0 0 0Ɠ 0 0۔ 0 0 0 0ʇ 0ևȖ 0 0ٗ 0 0 0 0 0 0 0ˆۚ 0ΈЛ 0ڈ 0 0 0 0 0 0Ξ 0 0 0Ɖ 0҉ 0މ 0 0С 0Ţ 0 0 0 0 0 0ʊ 0֊å 0 0ئ 0 0 0 0 0Ũ 0 0‹֩ 0΋ 0ڋ 0 0 0 0 0ج 0ͭ 0 0 0ƌ 0Ҍ 0ތ 0 0˰ 0 0 0 0 0 0 0ʍͳ 0֍´ 0޴ 0 0 0 0 0 0 0 0Žո 0Ύ 0ڎ 0 0 0º 0 0ӻ 0 0 0 0Ə 0ҏ 0ޏ 0վ 0ʿ 0 0 0 0 0 0 0ʐ 0֐ 0 0 0 0 0 0 0 0 0‘ 0Α 0ڑ 0 0 0 0 0 0 0 0 0ƒ 0Ғ 0ޒ 0 0 0 0 0 0 0 0 0ʓ 0֓ 0 0 0 0 0 0 0 0 0” 0Δ 0ڔ 0 0 0 0 0 0 0 0 0ƕ 0ҕ 0ޕ 0 0 0 0 0 0 0 0 0ʖ 0֖ 0 0 0 0 0 0 0 0 0— 0Η 0ڗ 0 0 0 0 0 0 0 0 0Ƙ 0Ҙ 0ޘ 0 0 0 0 0 0 0 0 0ʙ 0֙ 0 0 0 0 0 0 0 0 0š 0Κ 0ښ 0 0 0 0 0 0 0 0 0ƛ 0қ 0ޛ 0 0 0 0 0 0 0 0 0ʜ 0֜ 0 0 0 0 0ɀ 0 0 0 0 0Ν 0ڝ 0ǃ 0 0܄ 0 0 0 0 0Ɇ 0ƞ 0Ҟڇ 0ޞ 0 0 0 0 0 0܊ 0ы 0 0ʟ 0֟ 0 0 0 0ώ 0 0 0 0 0  0Π 0ڠё 0ƒ 0 0 0 0 0 0 0ĕ 0ơ 0ҡٖ 0ޡ 0 0 0 0Ƙ 0 0י 0 0 0ʢ 0֢ 0 0 0ٜ 0Ν 0 0 0 0 0£ 0Σ 0ڣ̠ 0 0 0 0 0 0 0Σ 0ͤ 0Ƥ 0Ҥ 0ޤ 0 0Ħ 0ç 0ߧ 0 0 0 0 0ʥ 0֥ժ 0 0 0 0 0 0˭ 0 0 0¦ 0Φ 0ڦ 0 0 0 0 0 0 0 0׳ 0Ƨִ 0ҧ 0ާ 0 0 0Ͷ 0̷ 0 0 0 0 0ʨù 0֨º 0޺ 0 0 0 0 0 0Խ 0 0© 0Ω 0ک 0 0 0 0 0 0 0 0 0ƪ 0Ҫ 0ު 0 0 0 0 0 0 0 0 0ʫ 0֫ 0 0 0 0 0 0 0 0 0¬ 0ά 0ڬ 0 0 0 0 0 0 0 0 0ƭ 0ҭ 0ޭ 0 0 0 0 0 0 0 0 0ʮ 0֮ 0 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