Updated oscillator stamp collection (was: Re: Golly suggestions)

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.
hotdogPi
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Joined: August 12th, 2020, 8:22 pm

Updated oscillator stamp collection (was: Re: Golly suggestions)

Post by hotdogPi » December 11th, 2020, 11:11 am

Updated 5/12/2023.

Code: Select all

#N Oscillator stamp collection
#O Dean Hickerson, David Raucci, et al., updated May 12, 2023
#C A collection of 1647 oscillators of 185 different periods from 1
#C to 40894. 
#C
#C Notes from Dean Hickerson:
#C The oscillators included here were found/built by many people over
#C many years.  I finished putting the collection together in August 1995,
#C and have worked on this header file off and on since then.  It's still
#C incomplete and probably inaccurate, but I've decided to make it public anyway.
#C Since this collection was built, many new oscillators have been found.
#C Most notably, in 1996 David Buckingham showed how to create tracks
#C built from still-lifes through which Herschels can move.  (See
#C   https://conwaylife.com/ref/lifepage/patterns/bhept/bhept.html
#C for Buckingham's description of this, and
#C   https://conwaylife.com/ref/lifepage/patterns/p1/p1.html
#C for Paul Callahan's discussion of using such conduits to build a stable
#C glider reflector.)  Using Herschel tracks, Buckingham obtained glider
#C guns of all periods >= 62 and oscillators of all periods >= 61.  Further
#C work on Herschel tracks has been done by Buckingham, Paul Callahan,
#C Dieter Leithner, and me; such tracks now give oscillators of all periods
#C >=54, and guns of periods 54, 55, and 56.
#C
#C Building this collection would have been impossible without the help
#C of many people.  In addition to those who found the oscillators, I'd
#C like to thank Alan Hensel, Bill Gosper, Robert Wainwright,
#C Rich Schroeppel, and Jonathan Cooley for helpful suggestions, and
#C Andrew Trevorrow for writing LifeLab, an excellent Macintosh program
#C for building and running Life patterns.  LifeLab's cross-platform
#C successor, Golly, is available as freeware at http://golly.sf.net .
#C
#C Dean Hickerson, dean.hickerson@suddenlink.net
#C 2/2/2000; last updated 9/16/2000. URLs corrected
#C and list of missing periods updated on 10/23/2022.
#C
#C Notes from David Raucci:
#C The 2013 discovery of the Snark allowed oscillators of all periods
#C 43 and higher. There are 2 periods for which oscillators are still
#C unknown as of late 2022: 19 and 41.
#C
#C If you find any errors or can fill in any of the blanks, please
#C let me know. This file has been updated from 2020 to 2023, converting it
#C to a Python program that automatically updates based on a text file input
#C and includes more oscillators that were not known in 1995.
#C
#C See the GitHub repository at https://github.com/dvgrn/b3s23osc for more
#C details.
#C
#C David Raucci, updated 10/23/22.
#C
#C ----------------------------------------------------------------------
#C
#C Most lines of this header describe particular oscillators.  Each entry
#C begins with an identifying label, of the form "period.row.column";
#C row and column numbers start at zero.  This is followed by the name of
#C the oscillator (if any) in quotation marks, the discoverer and date of
#C discovery (if known) in brackets, and perhaps a comment about the
#C oscillator.  For example:
#C
#C     2.0.0   "blinker"  [JHC 3/70]  Example of "+c*c" symmetry.  This
#C             often occurs in a group of 4, known as a "traffic light",
#C             which arises, for example, from a T-tetromino. 
#C
#C This indicates that the leftmost oscillator in the top row of the period 2
#C section is called a "blinker", and was found by John Conway in March 1970.
#C The notation "+c*c" indicates the symmetry type of the oscillator, which
#C is described later.
#C
#C Many oscillators were found by the following people or groups, so their
#C names are abbreviated in this header:
#C 
#C    AF  = Achim Flammenkamp            AWH = Alan Hensel
#C    CC  = Carson Cheng                 DIB = David Bell 
#C    DJB = David Buckingham             DRH = Dean Hickerson
#C    DER = David Raucci                 HH  = Hartmut Holzwart
#C    JHC = John Conway                  LJK = Luke Kiernan
#C    KS  = Karel Suhajda                MDN = Mark Niemiec     
#C    MM  = Matthias Merzenich           mvr = Mitchell Riley        
#C    NB  = Nicolay Beluchenko           NDE = Noam Elkies
#C    PC  = Paul Callahan                RCS = Rich Schroeppel 
#C    RTW = Robert Wainwright            RWG = Bill Gosper
#C    SN  = Simon Norton
#C
#C
#C    JHC group  = A group of people working with John Conway in the
#C                 early 1970s, including Conway, S. R. Bourne,
#C                 M. J. T. Guy, and Simon Norton.
#C    MIT group  = A group of people at MIT during the early 1970s,
#C                 including Robert April, Michael Beeler, Bill Gosper,
#C                 Richard Howell, Rici Liknaitzky, Bill Mann,
#C                 Rich Schroeppel, and Michael Speciner.
#C 
#C Also, many of the common oscillators were found independently by many
#C people; this is indicated by an asterisk in the name field.
#C
#C Here are definitions of some terminology and notation used below; for
#C a more extensive glossary, see Stephen Silver's Life Lexicon, at
#C  http://www.argentum.freeserve.co.uk/lex_home.htm 
#C 
#C The 'rotor' consists of all cells in an oscillator which change state.
#C The 'stator' consists of all cells which are alive in all generations.
#C (These terms were introduced by Allan Wechsler in 1994.)
#C
#C An oscillator whose stator is large is often called a 'billiard table';
#C such oscillators are somewhat easier to find than others, so many are
#C included in this collection.
#C
#C The 'period' of an oscillator (or spaceship) is the smallest positive
#C integer P for which generation P of the object is congruent to and in
#C the same orientation as generation 0.  The 'mod' of an oscillator (or
#C spaceship) is the smallest positive integer M for which generation M
#C of the object is congruent to generation 0, but not necessarily in the
#C same orientation.  The quotient q=P/M is always either 1, 2, or 4.  To
#C specify both P and M, we often write "period P.M" or "period P/q".
#C
#C There are 43 types of symmetry that an oscillator can have, taking into
#C account both the symmetry of a single generation and the change of
#C orientation (if any) M generations later.  There are 16 types of
#C symmetry that a pattern can have in a single generation.  Each of these
#C is given a one or two character name, as follows:
#C 
#C    n   no symmetry
#C 
#C    -c  mirror symmetry across a horizontal axis through cell centers
#C    -e  mirror symmetry across a horizontal axis through cell edges
#C 
#C    /   mirror symmetry across one diagonal
#C 
#C    .c  180 degree rotational symmetry about a cell center
#C    .e  180 degree rotational symmetry about a cell edge
#C    .k  180 degree rotational symmetry about a cell corner
#C 
#C    +c  mirror symmetry across horizontal and vertical axes meeting
#C        at a cell center
#C    +e  mirror symmetry across horizontal and vertical axes meeting
#C        at a cell edge
#C    +k  mirror symmetry across horizontal and vertical axes meeting
#C        at a cell corner
#C 
#C    xc  mirror symmetry across 2 diagonals meeting at a cell center
#C    xk  mirror symmetry across 2 diagonals meeting at a cell corner
#C 
#C    rc  90 degree rotational symmetry about a cell center
#C    rk  90 degree rotational symmetry about a cell corner
#C 
#C    *c  8-fold symmetry about a cell center
#C    *k  8-fold symmetry about a cell corner
#C 
#C For a period P/1 object, specifying the symmetry of generation 0 tells
#C us all there is to know about the oscillator's symmetry.  For a period
#C P/2 or P/4 object, we also need to know how gen M is related to gen 0.
#C For the P/2 case, gen M can be either a mirror image of gen 0, a 180
#C degree rotation of it, or a 90 degree rotation of it if the pattern
#C has 180 degree rotational symmetry.  For the P/4 case gen M must be a
#C 90 degree rotation of gen 0.  In any case, if we merge all gens which
#C are multiples of M, the resulting pattern will have more symmetry than
#C the original oscillator.  We describe the complete symmetry class of
#C the oscillator by appending the one or two character description of
#C the union's symmetry to that of gen 0's symmetry.  For example, if
#C gen 0 has 180 degree rotational symmetry about a cell center, and
#C gen M is obtained by reflecting gen 0 across a diagonal, then the
#C union of gens 0 and M is symmetric across both diagonals, so its
#C symmetry class is denoted ".cxc".
#C 
#C The 43 possible symmetry types are:
#C 
#C    period/mod = 1:  nn    -c-c  -e-e  //    .c.c  .e.e  .k.k  +c+c
#C                     +e+e  +k+k  xcxc  xkxk  rcrc  rkrk  *c*c  *k*k
#C 
#C    period/mod = 2:  n-c   n-e   n/    n.c   n.e   n.k
#C                     -c+c  -c+e  -e+e  -e+k
#C                     /xc   /xk
#C                     .c+c  .cxc  .crc  .e+e  .k+k  .kxk  .krk
#C                     +c*c  +k*k  xc*c  xk*k  rc*c  rk*k
#C 
#C    period/mod = 4:  nrc   nrk
#C 
#C The collection includes examples of all of these with mod=1, and many
#C with larger periods.
#C
#C ----------------------------------------------------------------------
#C
#C To add an oscillator to oscillators.txt, all you need is the RLE and
#C optional comments. Make sure that there is no more than one #N or #O,
#C and #N comes before #O comes before #C. If the period is 1000 or more,
#C put a percent sign after the exclamation point at the end of the RLE,
#C and the period number after the percent sign.
#C While the file has oscillators sorted by period, the program will handle
#C them correctly even if they are out of order. If a pattern is not a
#C still life or oscillator, it will exclude it from the pattern, but it
#C will take an extra half second to figure this out unless it completely
#C dies first. Oscillators with width above 150 plus the digit width
#C or period >= 1000 with max bounding box expanding after generation 1000
#C are not supported unless the Python code is modified. ROW_WIDTH can be
#C changed at the top of the code to increase the allowed width above 150.
#C
#C ----------------------------------------------------------------------
#C
#C Period 1 oscillators are usually called "still-lifes".  Programs
#C written by MDN and others have counted the still-lifes with N cells
#C for small N; the results up to N=20 are shown here:
#C 
#C N    4 5 6 7 8  9 10 11  12  13  14   15   16   17    18    19     20
#C #    2 1 5 4 9 10 25 46 121 240 619 1353 3286 7773 19044 45759 112243
#C 
#C Those with up to 10 bits are included in the stamp collection.  So are
#C some larger ones that either occur naturally in random soups, or are
#C useful, or exemplify symmetry types.  I'm omitting the discoverers and
#C dates for most of the small and naturally occurring ones, since they've
#C been independently discovered many times.
#C
#C Frequencies listed are for 16x16 soups on an infinite grid. Most objects
#C are 10 percent more common on a large torus (AF 2004, 2048x2048), at the
#C expense of the block, which is about 6 percent less common, and the ship,
#C which goes from 1 in 20 to 1 in 90.
#N 1.0.0 Block [JHC group 1970]
#C       Example of "*k" symmetry.
#C       Used as an eater in many oscillators, too many to list. Also used as
#C       a 'rephaser' in P135, 150, 230, and 240 oscillators. In 47.0.0, it acts as
#C       an induction coil, preventing a line of 6 from growing new cells.
#C       Still life frequency: 1 in 2; the most common object in 16x16 soups;
#C       on a large torus, the blinker is slightly more common.
#C 1.0.1 Tub [JHC group 1970]
#C       Example of "*c" symmetry.
#C       Used as an eater in most p29s, Eureka (P30), and 47.0.0.
#C       A tub can stabilize an exposed line of five. This is usually done when reducing
#C       population is the goal, but this collection is mainly optimized by bounding box,
#C       where snakes are better.
#C       Still life frequency: 1 in 65
#C 1.0.2 Boat [JHC group 1970]
#C       Example of "/" symmetry.
#C       A glider that hits a snake in the correct position will produce a boat while
#C       leaving the snake intact. See P60 section.
#C       Still life frequency: 1 in 14
#C 1.0.3 Ship [JHC group 1970]
#C       Example of "xc" symmetry.  Used as an
#C       eater of traffic lights in P24, 36, 44, 48, and 92 oscillators.
#C       Still life frequency: 1 in 20 in 16x16 soups, but this is because
#C       they form from Herschels. On a large torus, they are 1 in 90.
#C 1.0.4 Beehive [JHC group 1970]
#C       Example of "+e" symmetry.  This
#C       often occurs in a group of 4, known as a "honey farm", which
#C       arises, for example, from a beehive with an extra cell in one
#C       of its corners.
#C       A single beehive is also hassled in a P30 and P35 oscillator.
#C       Still life frequency: 1 in 4
#C 1.0.5 Aircraft carrier
#C       Example of ".e" symmetry.
#C       One of the 35 hexominoes becomes an aircraft carrier after one generation.
#C       .o..
#C       oooo
#C       ..o.
#C       Despite this, it's still quite rare for a 6-cell pattern, although not as
#C       rare as the snake or the clock.
#C       It's more common in HighLife (B36/S23), as the pi heptomino generates two of them.
#C       Still life frequency: 1 in 8,000
#C 1.0.6 Barge [JHC group 1970]
#C       Example of "xk" symmetry.
#C       Still life frequency: 1 in 1,000
#C 1.0.7 Snake [JHC group 1970]
#C       Example of ".k" symmetry.  Used in one P60 oscillator
#C       and 15240.0.0 to convert a glider into a boat, which a
#C       subsequent glider deletes.
#C       Used as a rock in the conduit "Conduit 1" (aka BFx59H), as seen in
#C       78.0.0, 98.0.0, and 190.0.0.
#C       Still life frequency: 1 in 30,000; rarest 6-bit still life
#C 1.0.8 Long snake
#C       Also called a python, not to be confused with the programming language
#C       Example of ".c" symmetry.
#C       Rarest of the 7-bit still lifes in natural soups, at 1 in 700,000
#C 1.0.9 Long boat [JHC group 1970]
#C       Still life frequency: 1 in 200
#C 1.0.10 Loaf [JHC group 1970]
#C        Loaves can be flipped easily; this is part of how eater 3 works. See P8, 106,
#C        and 133. Loaves can be flipped in other ways, too; see baker's dozen (P12),
#C        loaflipflop (P15), one of the P20s, zweiback (P30), and popover (P32).
#C        Still life frequency: 1 in 14
#C 1.0.11 Eater 1 [* 1971]
#C        Also called a fishhook
#C        This is a very useful still-life,
#C        because of its ability to eat gliders (see period 30 section), beehives
#C        (see period 30 section), and lightweight and middleweight spaceships
#C        (see period 46 section), and to modify many other things.  The term
#C        "eater" also applies to other still-lifes (and occasionally
#C        oscillators) that share this ability; the most useful of these
#C        are the block, eater 2, and eater 3, but
#C        many others are sometimes useful, including the tub,
#C        ship, and snake.
#C        Still life frequency: 1 in 5,000
#C        Rarest object that can be the result of a 2-glider collision.
#C 1.0.12 Long ship [JHC group 1970]
#C        Still life frequency: 1 in 20,000
#C 1.0.13 Very long snake
#C        Still life frequency: 1 in 2M
#C 1.0.14 Pond
#C        Still life frequency: 1 in 70
#C        Has a 4-cell predecessor
#C        o..
#C        .oo
#C        .o.
#C 1.0.15 Hook with tail
#C        Still life frequency: 1 in 3M
#C 1.0.16 Mango
#C        Still life frequency: 1 in 2,750
#C 1.0.17 Long barge [JHC group 1970]
#C        Still life frequency: 1 in 7,000
#C 1.0.18 Canoe
#C        Also called sinking ship
#C        Still life frequency: 1 in 200,000
#C 1.0.19 Shillelagh [Charles L. Corderman & Hugh Thompson 1971]
#C        Still life frequency: 1 in 30,000
#C 1.0.20 Tub with tail [Charles L. Corderman & Hugh Thompson 1971]
#C        Still life frequency: 1 in 125,000
#C 1.1.0 Hat
#C       Found in 1971. Example of "-c" symmetry.
#C       Still life frequency: 1 in 80,000
#C 1.1.1 Very long boat
#C       Still life frequency: 1 in 100,000
#C       Rarest still life with a 3-glider synthesis
#C 1.1.2 Long^3 snake
#C       Rarest 9-bit still life, at 1 in 35M
#C 1.1.3 Integral sign
#C       Still life frequency: 1 in 22,500
#C       Anything with the same basic form as an eater can eat gliders, including the integral.
#C 1.1.4 Trans-boat with tail
#C       Trans- and cis- have the same meanings as they do in organic chemistry.
#C       Still life frequency: 1 in 60,000, which is 17 times as
#C       common as cis-boat with tail
#C 1.1.5 Cis-boat with tail
#C       Still life frequency: 1 in 1.1M
#C 1.1.6 Long canoe
#C       Still life frequency: 1 in 4M
#C 1.1.7 Long shillelagh
#C       Still life frequency: 1 in 2.5M
#C 1.1.8 Tub with long tail
#C       Still life frequency: 1 in 3M
#C 1.1.9 Long hook with tail
#C       Still life frequency: 1 in 17.5M
#C 1.1.10 Very long ship
#C        Still life frequency: 1 in 100,000
#C 1.1.11 Integral with hook
#C 1.1.12 Beehive with tail
#C        Still life frequency: 1 in 500,000
#C 1.1.13 Cis-barge with tail
#C        Still life frequency: 1 in 20M
#C 1.1.14 Claw with tail
#C        Still life frequency: 1 in 4M
#C 1.1.15 Cis-hook with tail
#C 1.1.16 Loop
#C        Still life frequency: 1 in 700,000
#C 1.1.17 Block on table
#C        Still life frequency: 1 in 350,000
#C 1.2.0 Barge siamese loaf
#C       Still life frequency: 1 in 20M
#C 1.2.1 Very long barge
#C       Still life frequency: 1 in 8M
#C 1.2.2 Long^4 snake
#C 1.2.3 Long integral
#C       Still life frequency: 1 in 3M
#C 1.2.4 Boat with long tail
#C       Still life frequency: 1 in 2.25M
#C 1.2.5 Cis-shillelagh
#C       Unlike most objects called cis- or trans-, this still
#C       life has two more cells than shillelagh
#C       Still life frequency: 1 in 1.3M
#C 1.2.6 Integral with tub
#C       Also called prodigal; the name came from "prod" = product
#C       in relation to integrals providing sums
#C       Still life frequency: 1 in 1.7M
#C 1.2.7 Trans-barge with tail
#C       Still life frequency: 1 in 6M
#C 1.2.8 Fuse with two tails
#C 1.2.9 Boat-tie
#C       Pun on bowtie
#C       Still life frequency: 1 in 30,000
#C 1.2.10 Very long canoe
#C 1.2.11 Snake siamese snake
#C 1.2.12 Carrier siamese snake
#C        Also called broken snake
#C        Still life frequency: 1 in 2M
#C 1.2.13 Carrier siamese carrier
#C        Still life frequency: 1 in 20M
#C 1.2.14 Tub with very long tail
#C 1.2.15 Very long shillelagh
#C        Still life frequency: 1 in 18M
#C 1.2.16 Very long hook with tail
#C 1.2.17 Table and table
#C        Still life frequency: 1 in 150,000
#C        1 in 10,000 in D2 symmetry (reflection)
#C 1.2.18 Moose antlers
#C        Still life frequency: 1 in 300,000
#C 1.3.0 Twin hat
#C       Still life frequency: 1 in 600,000
#C 1.3.1 Dead spark coil
#C       Usually formed by two pi heptominoes facing each other three cells apart.
#C       Still life frequency: 1 in 175,000
#C       1 in 1,500 in D2 symmetry (reflection)
#C 1.3.2 Fourteener
#C       Still life frequency: 1 in 700,000
#C 1.3.3
#C       Example of "+c" symmetry
#C 1.3.4 Honeycomb
#C       Much more common in rules with S8, as a line of six becomes a honeycomb
#C 1.3.5 Ship-tie
#C       A "fleet" consists of 2 of these,
#C       and arises, for example, from a ship with an extra bit added
#C       at one end.
#C       Still life frequency: 1 in 400 on a 16x16 soup; 1 in 500 on a large
#C       torus; one of the few objects to be rarer on a torus.
#C 1.3.6 Paperclip
#C       Still life frequency: 1 in 14,000
#C 1.3.7 Big S
#C Still life frequency: 1 in 30,000 [MIT group 1971]
#C 1.3.8 Boat-ship tie
#C       While rare (1 in 75,000), it's the most common still life with an odd
#C       number of cells that's greater than 10.
#C 1.3.9 Block on dock
#C       Still life frequency: 1 in 400,000
#C 1.3.10 Scorpion
#C        Occurs in gens 4760-5165 of "rabbits", this 9-bit
#C        methuselah found by Andrew Trevorrow:
#C        o...ooo
#C        ooo..o.
#C        .o.....
#C        Still life frequency: 1 in 500,000
#C 1.3.11 Cap and table
#C        Example of "-e" symmetry
#C 1.3.12 Half-bakery
#C        As its name would suggest, they often appear in pairs.
#C        Still life frequency: 1 in 1250
#C 1.3.13 Bi-pond
#C        While not common (1 in 35,000), when it does appear, it's often in pairs.
#C        A 9-cell predecessor produces a pair of them.
#C        ..o..
#C        ...o.
#C        oo..o
#C        ..ooo
#C        ...o.
#C 1.3.14 Cis-mirrored R-bees
#C        Can be modified by either flipping one of the halves
#C        and/or by moving one of them two cells up or down.
#C        Still life frequency: 1 in 250,000
#C        1 in 4,000 in D2 symmetry (reflection)
#C 1.3.15 Beehive on dock
#C        Still life frequency: 1 in 300,000
#C 1.3.16 Bookends
#C        Like the R-bees, one side can be mirrored and/or
#C        shifted two cells.
#C        Still life frequency: 1 in 900,000
#C        1 in 2,000 in D2 symmetry (reflection)
#C 1.4.0 Spiral [RTW 1971]
#C       Example of "rc" symmetry
#C 1.4.1 Eater 2 [DJB]
#C       See periods 13, 225, and 226.
#C       There are other forms of this eater, as long as it has the block in the corner;
#C       see period 190 for this.
#C 1.4.2
#C       Example of "+k" symmetry
#C 1.4.3
#C       Example of "rk" symmetry
#C 1.4.4 7x9 eater
#C       See P22, P25, and P94 sections.
#C 1.4.5 31.4 [Mike Playle, 2013]
#C       Used in the Snark, which is probably the most important discovery in the 2010s.
#C 1.4.6 O quad loaf
#C       Still life frequency: 1 in 27.5M; very common for 28 bits
#C 1.4.7 Eater 3 [DJB 6/22/77]
#C       Eater 3 is technically a pseudo-still life, as the loaf is not required for
#C       stability. It is, however, required for it to work as an eater.
#C       See the period 8, 52, 55, 106, and 133 sections for the eater 3 in action, plus
#C       P42, 50, 230, 246, and 282 for glider shuttles involving the eater 3.
#C 1.4.8 Eater 4 [DJB]
#C       See the period 9, 11, 29, 30, and 58 sections for the eater 4 in action.
#C 1.4.9 [DJB]
#C       Unnamed eater
#C ----------------------------------------------------------------------
#C 2.0.0 Blinker [JHC 3/70]
#C       Example of "+c*c" symmetry.  This
#C       often occurs in a group of 4, known as a "traffic light",
#C       which arises, for example, from a T-tetromino.
#C       99.0% of oscillators from a random soup are blinkers.
#C       Most common object on a large torus; barely behind the block in
#C       a 16x16 soup if you count only surviving objects.
#C       Blinkers can be rephased; see 66P13, P35 traffic light hassler, and 47.0.0;
#C       since these numbers are odd, they would not work without rephasing.
#C 2.0.1 Toad [SN 5/70]
#C       Toads can be used as induction coils for rows that alternate 5 and 6 cells;
#C       there are several examples in the P2 section.
#C       See discussion of toad hasslers in the P60 section.
#C       Oscillator frequency: 1 in 130, total frequency: 1 in 375,
#C       although it might be a bit more common if
#C       you count all created objects instead of just surviving ones.
#C 2.0.2 Beacon [JHC 3/70]
#C       See the P24 shuttle and one of the P26 oscillators.
#C       Oscillator frequency: 1 in 400, total frequency: 1 in 1200
#C 2.0.3 Clock [SN 5/70]
#C       Example of ".kxk" symmetry.
#C       Clocks are occasionally used in stabilizations;
#C       see the P10, 14, 18, and 124 sections.
#C       Oscillator frequency: 1 in 750,000; very rare despite its size.
#C       However, this still gives it rank #6.
#C 2.0.4 Bipole
#C       Example of ".cxc" symmetry.
#C       Oscillator frequency: 1 in 3M
#C 2.0.5 Tripole
#C       Example of "/xk" symmetry.
#C       Oscillator frequency: 1 in 100M
#C 2.0.6 Quadpole
#C       Example of ".cxc" symmetry.
#C       Oscillator frequency: 1 in 3.5M
#C       More common than tripole, due to a reaction converting a ship into a quadpole.
#C 2.0.7 Fox [DHB 7/77]
#C       Smallest asymmetric P2
#C 2.0.8 Phoenix 1 [MIT group 12/71]
#C       Also known as flip-flops
#C       Example of "rk*k" symmetry.
#C 2.0.9 Lei
#C       There are six 12-bit P2 oscillators: lei, fox, phoenix, hexapole,
#C       and two variants of beacon on table.
#C 2.0.10 By flops [RTW]
#C        Example of "-c+e" symmetry.
#C        There are only three 13-bit P2 oscillators: by flops, bipole tie boat,
#C        and heptapole.
#C 2.0.11 Test tube baby
#C 2.0.12
#C        There are 20 14-bit P2 oscillators. 7 include beacons, 7 include barber poles,
#C        and the remaining 6 are eater plug, why not, test tube baby, and three unnamed.
#C 2.0.13 Why not [DJB 7/77]
#C 2.0.14
#C 2.1.0 Eater plug [RTW 2/73]
#C 2.1.1 Piston [* 1971]
#C       Example of "-c+c" symmetry.
#C 2.1.2
#C       Example of "-c+c" symmetry.
#C 2.1.3 Quad [Robert A. Kraus 4/71]
#C       Example of "rk*k" symmetry.
#C 2.1.4
#C       Example of "-c+e" symmetry.
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 2.1.5 Blinkers bit pole [RTW 6/77]
#C       Example of "n.e" symmetry.
#C 2.1.6 [DRH 5/20/93]
#C       Example of "n.k" symmetry.
#C 2.1.7 [DRH 5/20/93]
#C       Example of "n.k" symmetry.
#C 2.1.8 Washing machine [RTW before 6/72]
#C       Example of "xc*c" symmetry.
#C 2.1.9 Block on griddle [RTW 7/72]
#C       Can be stabilized other ways
#C       Example of "n-e" symmetry.
#C 2.1.10 [DRH 5/20/93]
#C        Example of "n-c" symmetry.
#C 2.2.0 [DRH 5/20/93]
#C       Example of "n/" symmetry.
#C 2.2.1 Laputa [RCS 9/23/92]
#C       Example of "n.e" symmetry.
#C 2.2.2 [DRH 5/20/93]
#C       Example of "n.c" symmetry.
#C 2.2.3 Fore and back [AF 7/12/94]
#C       Example of ".c+c" symmetry.
#C 2.2.4 Snake pit [MDN, 1972]
#C       A period 2 oscillator with the same rotor as fore and back.
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 2.2.5 Skewed quad
#C       A period 2 oscillator and muttering moat.
#C 2.2.6 Spark coil [* 1971]
#C       Usually formed by two pi heptominoes facing each other four cells apart.
#C       Oscillator frequency: 1 in 15M
#C 2.2.7 Four boats
#C 2.2.8 [DRH 4/23/93]
#C       Example of ".k+k" symmetry.
#C 2.2.9 [DRH 1994]
#C       Infinitely extensible
#C 2.2.10 Light bulb [* 1971]
#C 2.3.0
#C       Variant of light bulb
#C 2.3.1 Almosymmetric [* 1971]
#C       Example of "n-e" symmetry.
#C 2.3.2 [DRH 4/23/93]
#C       Example of ".c+c" symmetry.
#C 2.3.3 Example of ".cxc" symmetry.
#C 2.3.4 [DRH 4/23/93]
#C       Example of "/xc" symmetry.
#C 2.3.5 [AWH 8/25/94]
#C       Infinitely extensible
#C 2.3.6
#C       Example of ".kxk" symmetry.
#C 2.3.7 [DRH 1973]
#C       Example of "-e+e" symmetry.  Infinitely extensible.
#C 2.3.8 [DRH 4/23/93, stator since improved]
#C       Example of "-e+e" symmetry.
#C 2.4.0 [DRH 4/23/93]
#C       Example of "-e+e" symmetry.
#C 2.4.1 [DRH 4/23/93]
#C       Example of "-e+k" symmetry.
#C 2.4.2 [DRH 1994]
#C       Infinitely extensible
#C 2.4.3 Scrubber [* 1971]
#C       One of the most common results from a random soup on a 6x6 torus,
#C       where the edges stabilize each other.
#C 2.4.4 [DRH 4/23/93]
#C       Example of ".crc" symmetry.
#C 2.4.5 [AF 7/26/94]
#C       Example of "rk*k" symmetry.  A muttering moat.
#C 2.4.6
#C       Example of ".e+e" symmetry.
#C 2.4.7
#C       Example of "+k*k" symmetry.
#C 2.5.0 [DRH 4/23/93]
#C       Example of "rc*c" symmetry.
#C 2.5.1 [DRH 4/23/93]
#C       Example of "xk*k" symmetry.
#C 2.5.2 [DRH 1994]
#C       Infinitely extensible
#C 2.5.3
#C       Example of "+k*k" symmetry.
#C 2.5.4 [RTW <1990]
#C       Infinitely extensible
#C 2.5.5
#C       Example of "xk*k" symmetry.
#C 2.6.0
#C       Example of ".krk" symmetry.
#C 2.6.1 [RTW <1990]
#C       Infinitely extensible
#C 2.6.2 [bottom end: RTW <1990; top end: DRH 1995]
#C       Infinitely extensible
#C 2.6.3 [RTW <1990]
#C       Infinitely extensible
#C 2.6.4 [Agar found by Robert A. Kraus 1971, stabilized by ????]
#C 2.6.5 [DRH 1994]
#C       Infinitely extensible
#C 2.7.0 Ring of fire [DRH 9/24/92]
#C       A "muttering moat"; i.e. an oscillator whose rotor consists of a closed loop of cells,
#C       each of which touches exactly 2 others.
#C 2.7.1 Squaredance [Agar found by Don Woods, 1971, stabilized by DRH 3/25/93]
#C 2.7.2 [Agar found by Robert A. Kraus 1971, stabilized by DRH 12/13/94]
#C 2.7.3
#C 2.8.0 Houndstooth agar [DRH 3/30/94]
#C 2.8.1 Venetian blinds [DRH 9/12/92]
#C       This uses diagonal edges for the agar.  A vertical edge is also known, along with a corner
#C       joining it to the diagonal edge.  It's easy to prove that horizontal edges don't exist.
#C 2.8.2 [DRH 12/4/94, improved by MDN 12/6/94]
#C ----------------------------------------------------------------------
#C 3.0.0 [DRH 8/89]
#C       volatility 17/18
#C 3.0.1 Candlefrobra [DRH 9/10/89]
#C 3.0.2 Bent keys [DRH 8/89]
#C 3.0.3 Short keys [DRH 8/89]
#C 3.0.4 [AF 7/13/94]
#C 3.0.5 Jam [AF 1988]
#C       Used in another P3, a P18, and a P36 (don't confuse with mold).
#C       Also don't confuse with traffic jams, which are completely unrelated.
#C 3.0.6 Trice tongs [RTW 2/82]
#C 3.0.7 [left side by DRH 8/89, right side by Charles Trawick 6/71]
#C       2 related wicks.  The one on the right is Candelabra.  The wick
#C       can also turn a corner.
#C 3.1.0 [RTW 11/84]
#C       DRH calls this Candlefrobra, which is now used to refer to a different
#C       period-3 oscillator.
#C 3.1.1 2 eaters [RWG 9/71]
#C 3.1.2 Cuphook [RCS 10/70]
#C 3.1.3 Stillater [RTW 9/85]
#C 3.1.4 Six Ls
#C       A period 3 oscillator that has the same rotor as loading dock.
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 3.1.5
#C 3.1.6 [NB, Dec 2012]
#C 3.1.7 [NB, Dec 2012]
#C 3.2.0 Caterer [DRH 8/4/89]
#C       Provides a spark used in other oscillators
#C 3.2.1 Pulsar quadrant [DJB#46 7/73]
#C 3.2.2 1-2-3 [DJB#4 8/72]
#C 3.2.3 [AF 8/22/94, stator since reduced]
#C 3.2.4 Loading dock [DJB#3 9/72]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 3.2.5 Snake dance [RTW 5/72]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 3.2.6 New five [DRH 1/90]
#C 3.2.7 [DJB#92 7/26/76]
#C 3.2.8 Surprise [DJB#10 11/72]
#C 3.3.0 [DRH 11/27/94]
#C       Volatility -> 1 as length increases. (Volatility = number
#C       of rotor cells divided by total number of cells in rotor and stator.)
#C 3.3.1 Eaters plus [RTW 7/91]
#C       Also called French kiss
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 3.3.2 Two pulsar quadrants [DJB#47 7/73]
#C 3.3.3 [RTW 4/82]
#C 3.3.4 Germ [DJB#9 9/72]
#C 3.3.5 Mini pressure cooker [RTW before 6/72]
#C 3.3.6 Cross [RTW 10/89]
#C       One of the few known oscillators in which one phase is a polyomino. 
#C 3.4.0 Runny nose [83bismuth38, 2017]
#C 3.4.1 [NB, Jan 2013]
#C 3.4.2 [NB, Jan 2013]
#C 3.4.3 Fire-spitting [NB, 09/2003]
#C 3.4.4 [DJB#7 <=1976]
#C       Same rotor as in "2 eaters".
#C 3.4.5 [RTW 6/72]
#C 3.4.6 Triple caterer [DRH 8/89]
#C 3.4.7 [DRH 1/90]
#C       Smallest known p3 (as of 1995) in which a corner of the
#C       bounding box is active.
#C 3.4.8 [NB, Jan 2013]
#C 3.4.9 [NB, Jan 2013]
#C 3.4.10 [NB, Jan 2013]
#C 3.5.0 [NB, 2013?]
#C 3.5.1 Snake pit 2
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 3.5.2 Biting off more than they can chew [Peter Raynham 7/72]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 3.5.3 Pressure cooker [MIT group 9/71]
#C 3.5.4 Hustler [RTW 6/71]
#C 3.5.5 Double caterer [DRH 8/89]
#C 3.5.6 P3 rumbling river [DRH 11/26/94]
#C       The rotor is connected and contained in a strip of height 2.
#C 3.6.0
#C 3.6.1 [NB, Jan 2013]
#C 3.6.2 Tubber [RTW before 6/72]
#C       Rotor is confined to 2 parallel diagonals.
#C 3.6.3 Diamond ring [DJB#2 1972]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 3.6.4 [RTW 8/89]
#C 3.6.5 [AF 7/30/94 (symmetric form)]
#C 3.6.6 Star [HH 2/16/93]
#C       Another polyomino.
#C 3.6.7 [HH 3/5/93]
#C       Any of its four corners can be present or absent, and it will still work
#C 3.7.0 [DRH 9/18/89]
#C 3.7.1 [DRH 8/89]
#C 3.7.2 [DRH 8/89]
#C 3.7.3 2x3 cross [HH 2/26/93]
#C       A larger version of Cross, which may be made any size.
#C 3.7.4 Pulsar [JHC 3/70]
#C       The first known, and most commonly occurring, p3 oscillator.
#C       Oscillator frequency: 1 in 5,000; ranked #4 behind blinker, toad, and beacon
#C       About 25 percent rarer on a large torus than a 16x16 soup.
#C 3.7.5 [HH 3/5/93]
#C 3.7.6 Trans-skewed pulsar quadrants
#C 3.8.0 [DRH 1994]
#C 3.8.1 [DJB#103 6/3/77]
#C       Rotor has symmetry type "-c", but stator can't be made symmetric.
#C 3.8.2 [DRH 10/89]
#C 3.8.3 Double ewe [RTW before 9/71]
#C 3.8.4 Skewed traffic light [RTW 8/89]
#C       Uses two caterers and two jams, but could just as easily use four of either
#C 3.8.5 [DRH 11/27/94]
#C 3.9.0
#C 3.9.1 [DJB#79 6/6/76]
#C       (DJB found the smallest form of this, with
#C       just 1 2x3 rectangle.  I don't know who found the wick.)
#C 3.9.2 [DRH 11/27/94]
#C 3.9.3 [RWG 9/22/94]
#C 3.10.0 Statorless P3 [Jason Summers, 2012]
#C        This oscillator was the first discovered P3 to have volatility 1
#C 3.10.1 Quasar [RTW 8/71]
#C 3.10.2 [DIB 3/7/93]
#C 3.11.0
#C        Period 3 agar
#C 3.11.1
#C        Period 3 agar
#C ----------------------------------------------------------------------
#C 4.0.0 Mold [AF 1988]
#C       Period 4/2, symmetry type "n/". Supplies a 1-bit spark 
#C       that's used, e.g., in several p28s and p32s and the p100 and p200 traffic light jams.
#C       Most common natural p4 (1 in 20M), although still rare.
#C 4.0.1 Lightweight emulator
#C Has appeared semi-naturally (i.e. from symmetric soup) [RTW 6/80]
#C 4.0.2 Monogram [DRH 8/11/89]
#C       Period 4/2, symmetry type "+c*c".  Supplies a spark that's used in some P12s.
#C 4.0.3 [DJB#15 <1973]
#C       Babbling brook
#C 4.0.4 [RTW 1989]
#C 4.0.5 Middleweight emulator [RTW 6/80]
#C       Supplies a 1-bit spark
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 4.0.6 Heavyweight emulator [RTW 6/80]
#C       Supplies a domino spark
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 4.0.7 [JS]
#C 4.1.0 Mazing [DJB#45 12/73]
#C       Period 4/2, symmetry type "/xk".
#C       Used in sixty-nine (P4) and popover (P32)
#C       Oscillator frequency: 1 in 100M
#C 4.1.1 Tempest [DRH 8/89]
#C       Period 4/2, symmetry type "/xk".
#C 4.1.2 20P4 [DRH before 4/92]
#C 4.1.3 24P4.1 [DRH 9/89]
#C       Statorless.
#C 4.1.4 [DJB#104 6/3/77]
#C       Babbling brook
#C 4.1.5 [DRH 8/89]
#C 4.1.6 [DJB#98 4/28/77]
#C       Period 4/2, symmetry type "n-e".
#C 4.2.0 [DRH 10/89]
#C       Related to the P60 toad hasslers.
#C 4.2.1 [DRH ????, DIB 12/11/94]
#C 4.2.2
#C 4.2.3 Achim's p4 [DJB#88 1976, AF 1988]
#C       DJB found a larger form of this, using the same pieces that occur in siesta
#C       (period 5) and sombreros (period 6).  AF found the smaller version.
#C 4.3.0 [DRH 3/90]
#C       Period 4/2, symmetry type "n/".
#C 4.3.1 [DRH 3/90]
#C       Period 4/2, symmetry type "n/".
#C 4.3.2 [DRH 3/90]
#C       Period 4/2, symmetry type "n/".
#C 4.3.3 Jack [RTW 4/84]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 4.3.4 Ellison p4 HW emulator hybrid [Scot Ellison, April 2010]
#C       A period 4 oscillator that produces a domino spark.
#C 4.3.5 Eater/block frob [DJB#51 <=1976]
#C 4.3.6 [DRH 11/10/94]
#C       Babbling brook
#C 4.3.7 [DRH 8/89]
#C       Period 4/2, symmetry type "n-e".
#C 4.3.8 [DRH 8/89]
#C       Period 4/2, symmetry type "n-e".
#C 4.4.0 Penny lane [DJB#123 1972]
#C       Like any row of 5, replacing the tub with a snake reduces the bounding
#C       box by 1 row but increases the population by 2.
#C 4.4.1 [DJB#20 <1977]
#C 4.4.2 [DRH 12/10/94]
#C 4.4.3 [DRH 8/89, AF 1994]
#C 4.4.4 Confused eaters [DJB#49 before 1973]
#C       Period 4/2, symmetry type "n/".
#C 4.4.5 [DJB#13 before 1973]
#C       Babbling brook. Period 4/2, symmetry type "n/".
#C 4.4.6 [AF 7/17/94 (symmetric form), RWG,AWH 11/20/94]
#C 4.4.7 [RTW 11/90]
#C 4.5.0
#C 4.5.1 [12/6/94]
#C 4.5.2 [???? 1971]
#C 4.5.3 [RWG 9/17/94 (wick), 11/20/94 (ends)]
#C       The repeating part of this wick may be attached to itself in 6 different ways.
#C 4.5.4 [MM, Oct 2013 (using WLS)]
#C       (possibly known earlier)
#C 4.6.0 Purveyor [83bismuth38 1/26/22]
#C       Provides a spark similar to caterer, but it's p4, not p3
#C       An example of purveyor in action can be seen in the p28 section.
#C 4.6.1 [DJB#23 <1973?]
#C 4.6.2 Pinwheel [SN 4/70]
#C       Period 4/4, symmetry type "nrk".
#C 4.6.3 Clock II
#C       Period 4/4, symmetry type "nrk".
#C 4.6.4 T-nosed P4 [RTW 1989]
#C       Featured prominently in several P36 oscillators, as well as P8, 16, 44, 52, and 56.
#C 4.6.5 [DRH 8/89]
#C       Period 4/2, symmetry type "n-C".
#C 4.6.6 [DJB#21 <1973]
#C 4.6.7 [DRH 12/10/94]
#C 4.6.8 [DRH 7/14/94]
#C 4.7.0 [DRH 4/6/92]
#C 4.7.1
#C       Lightweight variant, also exists in middleweight and heavyweight variants
#C 4.7.2
#C       A narrower but longer T-nosed p4
#C 4.7.3 Wavefront [DJB#24 <= 1976]
#C       Rotor is confined to 2 parallel diagonals. 
#C 4.7.4 Gray counter [???? 1971]
#C       Goes through Gray codes 0-3; Gray codes and Gray counters are not exclusive
#C       to Conway's Game of Life
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 4.7.5 [AF, AWH, DRH, 1994]
#C       Only 3 cells are p4; the rest are p1 or p2.
#C 4.7.6 [AF 8/31/94 (symmetric form)]
#C 4.7.7 [DJB#69 <=1976]
#C 4.7.8 [DRH 12/10/94]
#C 4.8.0 Overweight emulator [RTW ????]
#C 4.8.1 [AWH 2/10/95]
#C 4.8.2 T-nosed P4 variant [Entity Valkyrie]
#C 4.8.3 [DJB#28 before 1973?]
#C       Rotor is p4/2, symmetry type "rk*k".
#C 4.8.4 Boss [DJB#30 1972]
#C 4.8.5 [DRH 12/10/94]
#C 4.8.6 Butter [Entity Valkyrie]
#C 4.8.7 [AF 8/23/94 (symmetric form)]
#C 4.9.0 [DRH 12/10/94]
#C 4.9.1
#C 4.9.2 Fountain [DRH 11/28/94]
#C       Supplies a spark that's used in some P24 and P124 oscillators.
#C       It can also be used (not shown) to double the period of a period 4N+2 MWSS stream.
#C 4.9.3 [RTW 9/89]
#C 4.9.4 [AF 7/13/94]
#C       May be compressed horizontally by 1 or 2 cells.
#C 4.9.5 Octagon 4 [RTW 1/79]
#C       An octagon of side 4. The edges can also be stabilized using eaters or toads.
#C       This also works if a block is added in the center.
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 4.10.0 [RTW 9/91]
#C 4.10.1 [DRH 1/10/95]
#C        Period 4/4, symmetry type "nrc".
#C 4.10.2
#C 4.11.0 Windmill [DRH 11/89]
#C 4.11.1 [RTW ????, AF 8/7/94]
#C        An octagon of side 2, showing 2 ways to stabilize the edge.
#C 4.11.2 [MM, Jan 2011]
#C        (based on a sparker by Noam Elkies)
#C 4.11.3 [RTW before 10/92]
#C        The molds can be replaced by middleweight emulators.
#C 4.11.4 [DRH >=11/30/94]
#C        Supplies a spark that's used in other oscillators.
#C        It can also be used (not shown) to
#C        double the period of a period 4N+2 HWSS stream.
#C 4.11.5 [DRH 1/10/95]
#C        Period 4/4, symmetry type "nrc".
#C 4.11.6 [DRH 9/89]
#C        An octagon of side 3, showing 4 ways to stabilize the edge.
#C 4.12.0 [DRH,RTW 9/89, AF 8/7/94]
#C        An octagon of side 5, showing 4 ways to stabilize the edge.
#C 4.12.1 Sixty-nine [RTW 10/78]
#C        Period 4/4, symmetry type "nrk".
#C 4.12.2
#C 4.12.3 [RTW 9/89 ]
#C        Period 4/2, symmetry type ".crc".
#C 4.12.4 [DRH 1994]
#C 4.13.0 [DRH]
#C        Period 4/2, symmetry type "+k*k".
#C 4.13.1 [DIB,DRH 12/12/94]
#C 4.13.2 [DRH 1994]
#C 4.13.3 [DRH 9/16/92]
#C        Stabilized p4 agar, made of several parallel lines.
#C 4.13.4 [RTW 9/91, DRH 1/14/95]
#C        First stabilization (not shown here) was found by RTW 9/91.
#C 4.14.0 Strictly volatile p4 [Dongook Lee 11/18/21]
#C ----------------------------------------------------------------------
#C 5.0.0 Fumarole [DRH 9/3/89]
#C       Supplies a domino spark that's used
#C       in traffic jam oscillators such as those in period 25, 50, 100, 110, and 200.
#C       (The domino spark in a HW volcano is more usable.)
#C       There is also an unusual catalysis that can be seen in 45P25.
#C 5.0.1 Silver's p5 [Stephen Silver, February 2000]
#C 5.0.2 Octagon 2 [Sol Goodman & Arthur C. Taber 1971]
#C       Can be seen in one P25 and the P50 and P110 traffic jams.
#C       Most common period 5 oscillator
#C 5.0.3 Scot's p5 [Scot Ellison, 06/08]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 5.0.4 Elkies' p5 [NDE 1997]
#C       Has appeared naturally in an asymmetric soup
#C 5.0.5 5blink [Scot Ellison]
#C 5.0.6 Heart [RTW 1/82, DJB#145 8/15/84]
#C       One of the few P5s to occur naturally, with many stator variants
#C 5.0.7 [DJB#163 2/19/87]
#C 5.0.8 Hooks
#C       Uses a catalyst that's also used in 28P7.2.
#C       Related to pentant in a different way.
#C 5.1.0 [DRH]
#C       There are 6 adjacent columns with only 1 active cell each.
#C 5.1.1 Swine [Scot Ellison]
#C       extensible p5 oscillator; name short for Scot's p5 With INsErt.
#C 5.1.2 Montana [Scot Ellison, June 2011]
#C       http://www.conwaylife.com/wiki/Montana
#C 5.1.3 Technician [DJB#33 1/73]
#C 5.1.4 Mathematician [DJB#34 1972]
#C 5.1.5 [DJB#160 1/6/87]
#C 5.2.0 [DJB#101 5/2/77]
#C 5.2.1 [DJB#44]
#C 5.2.2 Pedestle [DJB#39 1973]
#C       Contains two copies of the rotor in technician
#C 5.2.3 Pseudo-barberpole [AF 8/22/94]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 5.2.4 [RTW 1/82 (DJB#146)]
#C 5.2.5 Pentant [DJB#85 7/11/76]
#C       Also see hooks, which is also period 5.
#C 5.2.6 101 [AF 8/19/94]
#C       Named because one phase looks like it says "101", and 5 is 101 in binary
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 5.2.7 Siesta [DJB#57 1973]
#C 5.3.0 [DJB#84 7/76?]
#C 5.3.1 [AF 7/27/94]
#C 5.3.2 aVerage [DJB#35 1973]
#C 5.3.3 Middleweight volcano [DRH 4/6/92]
#C       Supplies sparks that are used in some oscillators of
#C       periods 20, 25, 30, 125, and 230.
#C 5.3.4 Chemist [DJB#38 1973]
#C 5.3.5 [DJB#87 7/15/76]
#C 5.3.6 Pentoad [RWG 6/77]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 5.3.7
#C       Based on the pseudo-barberpole
#C 5.4.0
#C       The basis of the P17 and P27 phase change oscillators.
#C 5.4.1 P5 pipsquirter [Dongook Lee, 2018]
#C       A pipsquirter is an oscillator that emits a 1x2 spark vertically.
#C 5.4.2 [AF 7/13/94]
#C 5.4.3 [DJB#158 2/25/85]
#C 5.4.4 [DRH 1994]
#C       2 fumaroles hassle a long barge.
#C 5.4.5 [AF 8/7/94 (symmetric form), AWH 11/19/94]
#C 5.4.6 Toaster [DRH 4/1/92]
#C 5.4.7 [DJB#142 5/21/84]
#C 5.5.0 Electric fence [HH 10/20/92, DRH 11/23/92, 2/21/93]
#C       A stream of 'ants' moves leftward from the 'source' at the
#C       right to the 'sink' at the left.
#C 5.5.1 [Gabriel Nivasch 10/23/02]
#C 5.5.2 [11/19/94]
#C       Also works even if the right part is not shifted two cells
#C 5.5.3 [DJB#151 9/29/84]
#C       Optimized for bounding box, not for population
#C 5.5.4 [DRH 10/4/89]
#C 5.6.0 [DRH 1/26/95]
#C       Another electric fence
#C 5.6.1 [Dongook Lee 9/18/15]
#C       Four p4s hassle each other to form a p5
#C 5.6.2 [DJB#114 6/2/77]
#C 5.6.3 [DJB#152 9/29/84]
#C 5.6.4 Heavyweight volcano [Scot Ellison, 2007]
#C       A period 5 oscillator that emits a rather isolated domino spark.
#C 5.7.0 Harbor [DJB#122 9/17/78]
#C       (so-named because gen 3 consists of 4 ships and 8 boats)
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 5.7.1 Statorless p5 [Josh Ball]
#C       Found in June 2016, using NB's version of WLS
#C       Has volatility 1, meaning that no cell stays on for the entire period.
#C 5.7.2 [DRH 12/2/94]
#C 5.7.3 [DJB#93 7/26/76]
#C 5.7.4 Three pentoads [RWG & Scott Kim]
#C ----------------------------------------------------------------------
#C 6.0.0 [NDE 7/3/97]
#C 6.0.1 Unix [DJB#48 2/10/76]
#C       Produces a 1-bit spark that's used in many oscillators.
#C       Only nontrivial p6 to occur naturally, excluding stator variants.
#C 6.0.2 [DJB#65 <=1976]
#C 6.0.3 [DRH/89]
#C       Period 6/2, symmetry type "n/".
#C 6.0.4 Blonker [NB]
#C       A blonk is a block or blinker; the blonker appears to have a block on
#C       one end and a blinker on the other.
#C 6.0.5 A for all [DRH 3/6/93]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 6.0.6 P6 thumb [David Eppstein 6/26/00]
#C 6.0.7 Sombreros [DJB#56 1972]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 6.1.0 [DJB#33 11/16/80]
#C 6.1.1 [DJB#58 <=1976]
#C       Half of a sombrero supported by eaters
#C 6.1.2 [DJB#59 <=1976]
#C       Half of a p8 oscillator supported by eaters, making it period 6
#C 6.1.3 [DJB#102 6/3/77]
#C 6.1.4 [DJB#132 10/30/80, since reduced]
#C 6.1.5 Jason's p6 [AF 7/25/94]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 6.1.6 $rats [DJB#36 1972]
#C 6.1.7 Extremely impressive [DJB#78 8/76]
#C 6.1.8 [DJB#100 5/21/77]
#C 6.2.0 [AF 7/26/94]
#C 6.2.1 [DRH 9/22/94]
#C 6.2.2 30P6.1
#C 6.2.3 [iNoMed 6/15/22]
#C       Found via width-5 diagonal p6 search
#C 6.2.4 [RTW 1989]
#C 6.2.5 P6 shuttle [Nicolay Beluchenko, 02/2004]
#C 6.2.6 p6 pipsquirter [NDE 11/15/97]
#C 6.2.7 [AF 7/13/94]
#C 6.3.0 p6 worker bee [RTW 1989]
#C       Has "killer toads", which are useful for various purposes.
#C 6.3.1 [DJB#117 9/1/77]
#C 6.3.2 [DJB#121 3/4/78]
#C 6.3.3 [DJB#110 6/19/77]
#C 6.3.4 64P6 [Dongook Lee and Matthias Merzenich]
#C       Domino sparker. Used in multiple higher-period oscillators, such as
#C       18, 24, 36, 48, 54, 66, 84, 126, 132, and 156.
#C 6.3.5 [DJB#99 5/12/77]
#C 6.3.6 [DJB#157 10/14/84]
#C 6.4.0
#C       Found via symmetric soup search
#C       Can also be skewed horizontally, vertically, or both
#C 6.4.1 [DJB#141 4/25/84]
#C       An alternate version of the p6 worker bee, found earlier.
#C 6.4.2 T-nosed p6 [AF 9/12/94]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 6.4.3 Strictly volatile P6
#C       Strictly volatile means that every cell oscillates at period 6
#C 6.4.4 [DRH 8/89]
#C       Period 6/2, symmetry type ".e+e".
#C       Volatility 1, but not strictly volatile.
#C 6.4.5 [DRH 8/89]
#C       Period 6/2, symmetry type ".e+e".
#C       Volatility 1, but not strictly volatile.
#C 6.5.0 [right end:RTW 10/78, middle and left end:DRH 10/89]
#C 6.6.0 [NDE 11/21/94]
#C       The wick (left end) was found by AF (8/19/94);
#C       NDE stabilized it; the variations are by DRH (11/22&27/94)
#C 6.7.0 [wick by DJB 1973, ends by DRH 1995?]
#C 6.7.1 [DRH 9/89]
#C 6.7.2 p6 heavyweight half-emulator [Martin Grant 4/24/23]
#C       A smaller but lower-clearance version is used in a p42 R-pentomino
#C       shuttle, a p114 Iwona active region shuttle, and a p156 honey
#C       farm hassler.
#C       Compare with the p6 found in one of the p30 pre-pulsar hasslers;
#C       both are half-emulators found by the same person, but that one
#C       is middleweight rather than heavyweight.
#C 6.8.0 Symmetric T-nosed p6 [AF 8/31/94]
#C 6.8.1 [RTW 11/16/94]
#C       4 unixes support a simple diagonal wick.
#C ----------------------------------------------------------------------
#C 7.0.0 28P7.1 [DRH, 11/1/98]
#C       An unnamed period 7 oscillator that is tied as the smallest known.
#C 7.0.1 Burloaferimater [DJB#40 1972]
#C       Only known oscillator with heat less than 2, with 10/7 or ~1.4
#C 7.0.2 37P7.1 [Scot Ellison]
#C       A small period 7 sparker discovered in October, 2005
#C       Occasionally used in higher-period oscillators;
#C       see 147.0.0 for an example.
#C 7.0.3 [DJB#77 <=1976, since reduced]
#C 7.0.4 [DJB#106 6/6/77, since reduced]
#C       Right half can also be turned upside-down and shifted up 2 units.
#C 7.0.5 [DRH 9/22/94]
#C 7.0.6 28P7.2 [DRH, 1998]
#C       A period 7 oscillator that is tied with burloaferimeter and 28P7.1
#C       as the smallest.
#C       Related to hooks (period 5).
#C 7.0.7 38P7.2 [NB 2/17/09]
#C       Can hassle two blocks, as seen in the P21 section.
#C       Also see P35, P56, and P63.
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 7.1.0 Meatball [Charity Engine 5/28/22]
#C       A period-7 lightweight sparker found via symmetric soup search.
#C 7.1.1 [MM, 9/18/14 (using JLS)]
#C 7.1.2 [10/1/94]
#C 7.1.3 28P7.3 [Bullet51, 12/26/17]
#C       Used in the period-21 glider gun
#C       with a small modification for clearance.
#C 7.1.4 Airforce [DJB#41 1972]
#C       Rotor consists of 2 copies of the rotor in burloaferimeter.
#C 7.1.5 41P7.2 [DRH, <=1998]
#C       A period 7 oscillator with an isolated two-bit spark
#C 7.1.6 [Josh Ball]
#C 7.1.7 62P7 [Dongook Lee 11/20/21]
#C 7.2.0 #DJB#113 9/7/81
#C 7.2.1 44P7.2 [DJB#109 6/19/77]
#C       Supplies a domino spark.
#C 7.2.2 34P7 [Charity Engine 8/3/22]
#C       Four cells smaller than meatball. Thinner but longer.
#C 7.2.3 #DJB#113 6/21/77
#C 7.2.4 132P7 [Dongook Lee 12/17/16]
#C       Domino sparker
#C 7.2.5 Hebdarole [NDE, November 1997]
#C 7.2.6 P7 pipsquirter [Dongook Lee 11/20/19]
#C 7.3.0 [Charity Engine 2/5/23]
#C       The p7 with the highest known volatility.
#C       Half of it can be supported with two fishhook bridge snakes.
#C 7.3.1 120P7
#C 7.3.2 [CC 2/10/23]
#C       Two 34P7s hassling an unnamed object.
#C ----------------------------------------------------------------------
#C 8.0.0 Smiley [AF 7/17/94]
#C       Has appeared naturally
#C 8.0.1 Coe's p8 [Tim Coe, 08/97]
#C       Has appeared naturally
#C 8.0.2 Achim's p8 [AF 7/20/94]
#C       Period 8/2, symmetry type ".cxc".
#C       Has appeared naturally
#C 8.0.3 Blocker [RTW]
#C       Supplies a spark used in some p16, 24, 32, 40, 56, 72, 88,
#C       104, 120, 144, and 360 oscillators.
#C       A blocker can filter a P60 glider stream into a P120 glider stream, as shown
#C       in the P120 section, or more generally, double 4+8N.
#C       Second most common p8 oscillator (1 in 130M), and third most common P5+ oscillator.
#C 8.0.4 Figure eight [SN 1970]
#C       Supplies sparks used in many other oscillators, including other P8s.
#C       Most common p8 oscillator (1 in 10M).
#C 8.0.5 R2D2 [Peter Raynham early 1970s (with a different stator), rediscovered and named by NDE 8/14/94]
#C 8.0.6 Tumbling T-tetson [RTW]
#C 8.0.7 nonstandard type 1 p8 toad sucker [DJB]
#C       See discussion at period 60
#C 8.1.0 Cauldron [Don Woods, RTW 1971]
#C       Also called crucible
#C 8.1.1 Hertz oscillator [JHC group 1970]
#C 8.1.2 [AF 8/26/94]
#C       Supplies a domino spark, which might be usable when the one in figure 8 fails.
#C 8.1.3 [DJB#90 7/16/76, minor reduction later]
#C 8.1.4 nonstandard type 1 p8 toad flipper [DJB]
#C       See discussion at period 60
#C 8.1.5 [NDE 7/18/97]
#C 8.1.6 Kok's galaxy [Jan Kok 1971]
#C       Supplies a spark used in some p16, 24, 32, 40, and 128 oscillators,
#C       as well as others
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C       Serves as Golly's logo
#C 8.1.7 [DRH 11/16/94]
#C       A p8 variant of the p4 emulators
#C 8.2.0 Pyrotechnecium [DJB#42 1972]
#C 8.2.1 Roteightor [RTW 1972]
#C 8.2.2
#C 8.2.3 Obscure P8
#C 8.2.4 76P8 [MM, Sep 2013 (using JLS)]
#C       Domino sparker
#C 8.2.5 [RTW 1989]
#C 8.2.6 Figure eights hassling long barge [RTW 9/84]
#C 8.2.7 [DJB#80 6/30/76]
#C       Honey farm hassler
#C 8.2.8 [DJB#105 6/6/77]
#C 8.3.0 [Josh Ball, 6/12/13]
#C 8.3.1 [DJB#115 6/22/77]
#C       Loaf flipper
#C 8.3.2 [DJB#55 <=1976]
#C 8.3.3 Bottle [AF 8/7/94]
#C       Also see "ship in a bottle", in the period 16 section
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 8.3.4
#C       Found in a symmetric soup in a four-fold form
#C 8.3.5
#C       Toadflipper; see discussion in period 60 section
#C 8.3.6 [RTW 9/89]
#C       Period 8/2, symmetry type "/xk".
#C 8.4.0 [KS 6/17/07]
#C 8.4.1 180P8
#C 8.4.2 Figure eights hassling tub [AF 8/31/94]
#C 8.4.3 Multiple roteightors [DRH 1/90]
#C       Can be infinitely extended
#C ----------------------------------------------------------------------
#C 9.0.0 50P9
#C       P9 domino sparker; serves as the base of 104P9
#C       Used by itself in some period-18, 63, and 117 oscillators.
#C 9.0.1 29P9 [DRH 04/97]
#C       The smallest known period 9 oscillator
#C 9.0.2 Worker bee [DJB#52 1972]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 9.0.3 Two worker bees
#C       Can be infinitely extended. In fact, an infinite single row of
#C       six on cells followed by two off cells will be a period 9 oscillator
#C       without any stabilization needed.
#C 9.0.4 Snacker [MDN 1972]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 9.0.5 Two snackers
#C 9.1.0 [DJB#43 1972??]
#C 9.1.1 p9 thumb [DRH 1998]
#C       Also called Thumb 1
#C       Used in 94P27.1
#C 9.1.2 [DJB#83 7/10/76]
#C       Many variants have occurred semi-naturally.
#C 9.1.3 P9 delayed domino sparker
#C 9.1.4 P9 honey farm hassler [JP21 2/28/21]
#C 9.1.5 60P9 [Charity Engine 5/25/22]
#C       A period-9 sparker found via symmetric soup search.
#C       Reduces the p27 gun.
#C 9.1.6 68P9 [carybe, 2018]
#C       Has appeared semi-naturally (i.e. from symmetric soup)
#C 9.2.0
#C       68P9 with worker bee
#C 9.2.1 48P9
#C       A monomerized form of 68P9
#C       Some of the sparks it can give off are non-obvious, such as its
#C       use in the only asymmetric p63 in this collection.
#C 9.2.2 104P9 [wwei23, 11/15/20]
#C       P9 domino sparker with high clearance.
#C       Two copies can hassle an R-pentomino at P18; see P18 section.
#C 9.2.3 [RWG 7/15/94]
#C       Snackers hassling two blocks
#C 9.2.4 Snackers jostling two blocks [RWG 7/15/94]
#C 9.2.5 [DJB#155 10/9/84]
#C       Stator is Eater 4.
#C 9.3.0 Spanner in the works
#C       Found via symmetric soup search
#C       Named during a discussion of trying to call a different p9 "seminatural p9",
#C       and this oscillator prevented the other one from being named that.
#C 9.3.1 p9 interchange hassler [DER 1/24/22]
#C 9.3.2
#C ----------------------------------------------------------------------
#C 10.0.0 37P10.1 [DRH 1998]
#C        Smallest known P10 by bounding box
#C 10.0.1 24P10 [MM, 11/12/10]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 10.0.2 55P10 [Bullet51, 2018]
#C        Hassles a traffic light in one p20
#C        Also exists in a skewed variant; see the p50 section.
#C        For a variant that's two rows shorter, see the p100 section.
#C 10.0.3 [DRH, 2008 (using dr)]
#C        Billiard table
#C 10.0.4 42P10.3 [DJB#76 <=1976]
#C 10.0.5 [DJB#161 1/21/86]
#C 10.0.6 [DRH, 2008 (using dr)]
#C        Billiard table
#C 10.1.0 [DJB#153 9/30/84]
#C 10.1.1 44P10 [MM 4/10/10]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 10.1.2 [DRH, 2008 (using dr)]
#C        Billiard table
#C 10.1.3 [Open Science Grid 12/7/22]
#C 10.1.4 [DRH, 2008 (using dr)]
#C        Billiard table
#C 10.1.5 P10 traffic light hassler [DJB#139 5/1/83]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 10.2.0 p10 traffic light hassler [DER 6/15/21, reduced by iNoMed 1/12/22]
#C        The catalyst is dependent and only works at p10. The previous form
#C        was a dimer.
#C 10.2.1 [MM (using Nicolay's version of randagar)]
#C        Billiard table; flipper
#C 10.2.2 p10 B-heptomino hassler [NMB 9/23/22]
#C 10.2.3 [NB 3/16/09]
#C        The clocks are there to suppress births.
#C 10.2.4 p10 traffic light hassler [DER 10/2/21]
#C 10.2.5 [DRH 2/16/95]
#C        2 p5s hassle a blinker. DRH's 1995 file included a similar oscillator where
#C        4 p5s hassled a blinker, but it was huge and removed from this file to save space.
#C 10.3.0
#C        p10 wick
#C 10.3.1 128P10.2 [NB, 2009]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C ----------------------------------------------------------------------
#C 11.0.0 38P11.1 [DJB#112 6/20/77]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 11.0.1 Diamondback [NMB 11/8/22]
#C        Tied for the smallest p11 oscillator with rattlesnake
#C        Named after rattlesnake: same-size p11, another type of snake, 11 letters
#C        No sparks unlike rattlesnake, but it acts as a p11 toad.
#C 11.0.2 [DRH, 2008]
#C        Billiard table
#C 11.0.3 [MM, Aug 2014]
#C        Billiard table
#C 11.0.4 p11 domino sparker [Martin Grant 6/17/21]
#C        While it has extremely low clearance, it does have a few uses.
#C 11.0.5 p11 thumb [Charity Engine 8/11/22]
#C 11.0.6 Rattlesnake [DRH, 2016]
#C        Tied for the smallest p11 oscillator with diamondback
#C        Named because rattlesnake has 11 letters and it contains a snake
#C 11.1.0 [DRH, 2008]
#C        Billiard table
#C 11.1.1 [MM, Oct 2014]
#C 11.1.2 [DRH, 2008]
#C        Billiard table
#C 11.1.3 [mvr 4/30/23]
#C        The blinker + fishhook + snake bridge fishhook catalyst is
#C        pretty versatile but was only found as a result of this oscillator
#C        being found. With a sole traffic light, it's a common
#C        7-tick 2-cell push where the blinker is phase-changing.
#C 11.1.4 p11 eater 4 honey farm hassler [DJB#156 10/9/84, reduced by JP21]
#C        Stator was originally eater 4.
#C 11.1.5 [MM, Aug 2014]
#C        Also works without the eater 2.
#C 11.2.0 [MM, Sep 2014]
#C        Billiard table
#C 11.2.1 p11 traffic light hassler [DER 1/9/22]
#C 11.2.2 Merzenich's p11 [MM]
#C 11.2.3 Achim's p11 [AF 8/4/94]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 11.2.4 P11 pinwheel [NB, May 2009]
#C        Rotationally symmetric
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 11.3.0 Jason's p11 [JS April 2003]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 11.3.1 [6/19/21, partial by JS, sparker by Martin Grant]
#C ----------------------------------------------------------------------
#C 12.0.0 Carnival shuttle
#C        Supported by monograms; middleweight emulators work too
#C 12.0.1
#C 12.0.2 [RTW 9/84]
#C 12.0.3 [NDE 10/15/98]
#C 12.0.4
#C        Billiard table
#C 12.1.0
#C 12.1.1 Dinner table [RTW 1972]
#C        Period 12/4, symmetry type "nrc".
#C 12.1.2 [NDE 7/18/97]
#C 12.1.3
#C        Billiard table
#C 12.1.4
#C        See also hooks (period 5).
#C 12.2.0 [DJB <1980, RTW 1989]
#C 12.2.1 35P12 [MM, 2015]
#C 12.2.2 [DER 10/30/21]
#C 12.3.0 p12 bun hassler [mvr 9/24/22]
#C 12.3.1 Crown [NDE 1/93/95]
#C        Supplies a spark used in other oscillators; see periods 132 and 156 for examples
#C 12.3.2
#C 12.3.3 p12 shuttle [NMB 4/30/23]
#C        Can be extended into a wick.
#C        The active region is #1420 in census.rle.
#C 12.3.4 Baker's dozen [RTW 8/89, since optimized for bounding box]
#C 12.4.0 p12 LOM hassler
#C 12.4.1 [83bismuth38 5/11/22]
#C        A variant of crown, with a more accessible spark, smaller population,
#C        but larger bounding box.
#C 12.4.2 Eye of Sauron [NB 3/26/09]
#C        Also known by its systematic name 44P12.3
#C        An option to stabilize 168.0.0, although not shown since it
#C        has a larger bounding box than what's shown there.
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 12.4.3 [NDE 5/23/96]
#C 12.4.4 [JS January 2004]
#C 12.5.0 [DJB#159 1986?]
#C        Billiard table
#C 12.5.1 2c/3 signal
#C        There is no known way to turn a 2c/3 signal, but if there is,
#C        there would be a way to create any period above a certain number,
#C        giving an example for the four remaining unknown periods 19, 34, 38, and 41.
#C 12.5.2 [DJB#131 10/26/80]
#C        4 baker's dozens, using only stable objects and each other for support.
#C 12.5.3 [NDE 6/9/95, bounding box since reduced]
#C        R-pentomino hassler
#C 12.5.4
#C        P12 honey farm hassler
#C 12.6.0
#C 12.6.1 p12 honey farm sparker [mvr 8/24/22]
#C        No uses have been found for this sparker yet.
#C 12.6.2 Period 12 toadflipper
#C        Toadsuckers also exist, but it was omitted to save space.
#C 12.6.3 Two Eyes of Sauron hassling unnamed object
#C 12.7.0
#C        Four P6 pipsquirters hassling block
#C 12.7.1 Dinner table extension
#C 12.7.2 [MDN, DRH >~2/20/95]
#C        A wick based on Crown, using a p3 multiple caterer.
#C 12.8.0 p12 traffic light hassler [DER 4/1/22]
#C ----------------------------------------------------------------------
#C 13.0.0 [Dongook Lee, Oct 2014]
#C 13.0.1 p13 domino sparker [mvr 2/14/23]
#C        Optimized for clearance, but clearance is still low.
#C 13.0.2 53P13 [Bullet51, 2015]
#C 13.0.3 [MM, Sep 2014]
#C 13.0.4 Buckingham's p13 [DJB#96 7/31/76]
#C 13.0.5 [MM, 9/15/14]
#C 13.1.0 [DRH, 2008]
#C 13.1.1 [MM, Sep 2014]
#C 13.1.2 66P13 [Bullet51, 2019]
#C 13.1.3
#C 13.1.4 Beluchenko's p13 [NB, 2009]
#C        The smallest known period 13 oscillator.
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C        Appears in one period-156 oscillator in this collection.
#C 13.1.5 [MM, Aug 2014]
#C 13.2.0 [MM, Aug 2014]
#C 13.2.1 [MM, Oct 2014]
#C 13.2.2 [MM, Sep 2014]
#C 13.2.3 p13 honey farm hassler [NMB 9/23/22]
#C        Period-independent, unlike some other p13 hasslers.
#C 13.2.4 p13 honey farm hassler [JP21 1/12/22]
#C 13.3.0 p13 honey farm hassler monomer [Reaction by DER, completion by JP21, both 5/31/21. Dimer (not shown) by wwei23.]
#C 13.3.1 p13 honey farm hassler [JP21 1/29/22]
#C ----------------------------------------------------------------------
#C 14.0.0 Tumbler [George Collins, Jr. 1970]
#C        Period 14/2, symmetry type "-c+c".
#C        Only known p14 oscillator until 1997
#C        Fourth most common oscillator with period above 8, after pentadecathlon
#C        and two versions of queen bee shuttle.
#C        It gives off extremely weak sparks; see the p28 and p70 sections.
#C 14.0.1 44P14 [DRH, 4/21/97]
#C        Billiard table
#C 14.0.2 [MM, 9/19/14 (using JLS)]
#C        Based on a phase shift reaction by Noam Elkies
#C 14.0.3 34P14 shuttle [carybe, 2018]
#C        Was found via symmetric soup search
#C 14.0.4 Tetradecathlon
#C        Sparks from the 34P14 shuttles make the pentadecathlon skip a generation.
#C 14.1.0 p14 Thompson's methuselah hassler [mvr 9/17/22]
#C        Thompson's methuselah is this, named in Lifeline Volume 4:
#C        ooo..
#C        ...o.
#C        ...oo
#C        It's known for being a 6-cell pattern, not for its lifespan
#C        (608 isn't that high) or its frequency (which isn't that high either).
#C        Examples of this oscillator being used as a sparker can be seen
#C        in the p70 and p140 sections. The interaction is complex.
#C 14.1.1 [DER 9/9/21]
#C        Another p14 honey farm hassler
#C 14.1.2 [MathAndCode 8/7/21]
#C 14.1.3 [MM, Sep 2014 (using dr)]
#C 14.1.4 [DER 11/21/21]
#C        Another p14 honey farm hassler
#C 14.2.0 [MM, 9/18/14 (using JLS)]
#C        based on reactions by Dean Hickerson
#C 14.2.1 [MM, Aug 2014 (using dr)]
#C        Has occurred semi-naturally with loops replacing the hooks with tails.
#C 14.2.2 [DER, reduced by MM 7/18/21]
#C        Another p14 honey farm hassler
#C        The sparker used is 37P7.1.
#C 14.2.3 p14 honey farm hassler [JS 1/7/06]
#C 14.2.4 [Charity Engine 10/29/22]
#C        Found via symmetric soup search.
#C 14.3.0 p14 traffic light hassler [DER 3/27/22]
#C 14.3.1 p14 honey farm hassler [JP21 1/27/22]
#C ----------------------------------------------------------------------
#C 15.0.0 Pentadecathlon [JHC 1970]
#C        Frequently used in higher-period oscillators. See every multiple of
#C        15 up to 165 (except 105, where the only oscillator in this collection
#C        doesn't have any pentadecathlons).
#C        They can also have their phase changed; see P9, 14, 36, 54, and 58.
#C        Oscillator frequency: 1 in 400,000; ranked #5
#C        About 25 percent rarer on a large torus than in a 16x16 soup
#C 15.0.1 [Luka Okanishi 12/28/21 based on a partial by DER the previous day]
#C 15.0.2 p15 offset worker bees [NMB 11/13/22]
#C 15.0.3 Karel's p15 [KS 12/11/02]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 15.1.0 [MM, Sep 2014 (using dr)]
#C 15.1.1 p15 blinker factory [DER 3/19/22]
#C        By moving the pentadecathlons up one or two cells, different factory
#C        types can be made. No p15 gun is known yet.
#C 15.1.2 [MM, Aug 2014 (using dr)]
#C 15.1.3 p15 lumps of muck hassler [praosylen 8/7/21, reduced by Luka Okanishi the next day]
#C 15.1.4
#C        P15 traffic light hassler
#C 15.2.0 [RTW 10/78]
#C        2 PDs hassle 2 blocks symmetrically.
#C 15.2.1 Pentadecathlons jostling two blocks [RTW 11/84]
#C        2 PDs hassle 2 blocks asymmetrically.
#C 15.2.2 Two pentadecathlons hassling barge [DJB 7/73]
#C 15.2.3 p15 pi-heptomino hassler [DER 12/27/21]
#C 15.2.4 p15 honey farm hassler [JP21 1/27/22]
#C 15.3.0
#C        P15 traffic light hassler
#C 15.3.1 p15 honey farm hassler [DER 5/25/21]
#C        Also works with pentadecathlons instead of fumaroles
#C 15.3.2 [DJB 3/73]
#C        Four pentadecathlons hassling four blocks
#C 15.3.3 p15 biblock hassler [DRH 2/21/95]
#C        See p16 biblock hassler for an explanation.
#C 15.3.4 112P15 [thunk, 4/4/16]
#C        Discovered via symmetric soup
#C 15.4.0 [KS 6/13/07]
#C 15.4.1 [DER 11/28/21]
#C 15.4.2 p15 traffic light hassler [MM 7/21/21 based on a partial by DER the same day]
#C 15.4.3 Loaflipflop [RTW 1990]
#C        4 pentadecathlons hassle a loaf.
#C ----------------------------------------------------------------------
#C 16.0.0
#C 16.0.1 p16 biblock hassler [NDE 2/20/95]
#C        2 1-bit sparks (from a blocker and a mold) hassle a pair of
#C        blocks.  Sparks can also come from oscillators of period 5 (see p15),
#C        6 (p18), 7 (p21), 12 (p24), 13 (p26), 29, 47, or 72 (not shown).
#C        The biblock creates a 1-bit spark of its own in gen 13, so
#C        it's possible to build a loop of 4 of them (see period 52) or use the
#C        spark for the two pond and two block reaction (see periods 32 and 36).
#C 16.0.2 Rob's p16 [Rob Liston, 2020]
#C        Found via asymmetric soup search
#C        It can be used as a sparker, but its application aren't obvious.
#C        However, it is smaller than Charity's p16 and Rich's p16. One
#C        major use is in the period-48 glider gun.
#C 16.0.3 Rich's p16 [Rich Holmes, 7/5/16]
#C        Found via symmetric soup search
#C        Can filter a glider stream with period divisible by 8 but not 16,
#C        doubling the period.
#C        Also used as a sparker in many oscillators with period divisible
#C        by 16. Sometimes the interactions are complex. There are so many
#C        that many of the p16s and p32s and even some of the p48s are
#C        omitted from this collection.
#C 16.0.4
#C 16.0.5 Achim's p16 [AF 7/27/94]
#C        Period 16/2, symmetry type "rc*c".
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 16.0.6 [MM 1/12/15]
#C 16.1.0 p16 phi spark shuttle [CC 9/29/22]
#C        The phi spark itself never appears, but it's a predecessor of it.
#C 16.1.1 Symmetric p16 biblock hassler [NDE 2/21/95]
#C 16.1.2 Charity's p16 [Charity Engine 6/30/22]
#C        Found via soup in a dimer form where the axis of symmetry was
#C        along the center of the figure eight.
#C        Useful as a sparker. Sometimes the interactions are complex.
#C 16.1.3 Grid's p16 [Open Science Grid 12/1/22]
#C        Originally found in dimer form.
#C 16.1.4 2 pre L hassler [RTW 7/83]
#C        4 blockers hassle a pair of pre-loafs.  Period 16/2, symmetry type ".k+k".
#C 16.2.0 Ship in a bottle [RWG 8/7/94]
#C        Period 16/2, symmetry type "/xk".
#C 16.2.1 p16 U-turner hassler [w33z8kqrqk8zzzw33 8/24/22]
#C 16.2.2 Rich's p16 and Charity's p16 hassling R-pentomino [LJK 9/13/22]
#C 16.2.3 [NMB 10/8/22]
#C 16.2.4 68P16 [carybe, 2018]
#C        Discovered via symmetric soup
#C        Used in several higher-period oscillators, including one of the
#C        p32 guns.
#C 16.3.0
#C        P16 honey farm hassler
#C 16.3.1 P16 traffic light hassler [DER 6/15/21]
#C 16.3.2 p16 honey farm hassler [DER 3/10/22]
#C 16.3.3 p16 interchange shuttle [CC 10/8/22]
#C 16.3.4 p16 pi-heptomino hassler [CC 8/8/22]
#C 16.4.0 Sailboat [RTW 6/84]
#C        The 2 p8 oscillators (figure 8 and
#C        Kok's galaxy) supply sparks which attack the boat in the
#C        same way, but it's not possible to use 2 copies of either.
#C 16.4.1 p16 century hassler [DER 10/12/21]
#C 16.4.2
#C        P16 honey farm hassler
#C 16.4.3 p16 honey farm hassler [JP21 1/29/22]
#C 16.5.0 p16 honey farm hassler [JP21 1/14/22]
#C 16.5.1
#C        An extension of Achim's p16
#C 16.5.2 Achim's other p16 [AF 8/7/94 (on a 32x32 torus), RWG 8/17/94]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 16.5.3 p16 symmetric unnamed active region hassler [CC 9/29/22]
#C 16.6.0 p16 phi spark hassler [DER 10/2/21]
#C ----------------------------------------------------------------------
#C 17.0.0 54P17.1 [DRH]
#C        The first period 17 oscillator to be found. Discovered on 4/27/97.
#C 17.0.1 Honey thieves [MM]
#C        The smallest known period 17 oscillator in terms of population
#C        as of June 2021.
#C 17.0.2 p17 B-heptomino hassler [mvr 4/25/23]
#C 17.0.3
#C        The center oscillates with period 5, but every 3 times, it is extended
#C        two generations, making it period 17. Similarly, the outer portions would
#C        oscillate with period 8 if they didn't interact with the center.
#C        Also see the period 27 section.
#C ----------------------------------------------------------------------
#C 18.0.0 p18 biblock hassler [NDE 2/20/95]
#D See p16 biblock hassler for an explanation.
#C 18.0.1 Merzenich's p18 [MM, June 2011]
#C        The first period 18 billiard-table oscillator
#C 18.0.2 [MM 9/10/14]
#C 18.0.3 p18 honey farm hassler [mvr 4/20/23]
#C 18.0.4 P18 honey farm hassler
#C 18.1.0
#C        P18 lumps of muck hassler
#C 18.1.1 p18 R-pentomino hassler [JS February 2004, reduced by iNoMed on 6/10/22]
#C 18.1.2 Charity's p18 [Charity Engine 1/13/23]
#C        Found in an eightfold form via symmetric soup search.
#C        Emits an "ob2o" spark. The reaction also allows higher even periods,
#C        such as 30 from queen bee shuttles.
#C 18.1.3 p18 octomino hassler [mvr 1/16/23]
#C 18.1.4 P18 traffic light hassler [NDE 5/20/96]
#C 18.2.0
#C        A 10n-2 phase shift oscillator.
#C 18.2.1 [DER 2020]
#C        Period 18 R-pentomino hassler.
#C 18.2.2
#C        An 8n+2 phase shift oscillator.
#C 18.2.3 p18 century + block hassler [mvr 4/26/23]
#C 18.3.0 [NMB 9/28/22]
#C 18.3.1 [JS 4/10/01]
#C 18.3.2 Four LOMs hassled by four short keys [Gabriel Nivasch 9/1/95 with jams]
#C 18.3.3 p18 LOM sparker [DER 8/23/21]
#C        Placing a block in the correct location rephases it to period 24.
#C        Two can hassle a loaf; see the period 54 section for details,
#C        which describes both the period-36 and period-54 versions
#C        in the comments.
#C 18.4.0 p18 interchange hassler [DER 10/3/21, reduced by MM the next day]
#C 18.4.1 p18 pi-heptomino hassler [mvr 8/27/22, reduced by DER the same day]
#C 18.4.2 113P18 [DJB before 5/91; since reduced]
#C        Period 18/2, symmetry type "n.e".
#C 18.4.3 Four eaters hassling four bookends [Jason Summers, 10/16/02]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 18.4.4 P18 beehive hassler
#C 18.5.0 p18 B-heptomino hassler [JS 2/26/02]
#C 18.5.1 P18 R-pentomino hassler [DER 8/7/21]
#C        The sparkers are caterer and 50P9.
#C 18.5.2 [DER 5/20/22]
#C        The sparkers are 50P9.
#C 18.5.3 [MM 12/29/20]
#C 18.6.0 [DRH 1/1/95]
#C        2-glider shuttle. See comments for P42 glider shuttle.
#C ----------------------------------------------------------------------
#C 20.0.0 [JS 12/02]
#C 20.0.1 p20 Z-hexomino hassler [iNoMed 10/15/22]
#C 20.0.2 Dockyard
#C 20.0.3 34P20 [Charity Engine 10/8/22]
#C        The first known p20 oscillator with volatility 1.
#C        Found via symmetric soup search.
#C 20.1.0 p20 century shuttle
#C 20.1.1 [Martin Grant 2/12/20]
#C 20.1.2 p20 honey farm hassler [mvr 4/21/23, reduced by wwei23 the same day]
#C        It's a sparker, but no uses have been found yet.
#C 20.1.3 p20 R-pentomino hassler [DER 12/7/21, monomerized by iNoMed the same day]
#C 20.1.4 p20 R-pentomino hassler [LJK 8/27/22]
#C 20.2.0 [NDE 3/22/95]
#C        A period 9+11 traffic light hassler.
#C 20.2.1 [NDE 4/2/95]
#C        A period 10+10 traffic light hassler.
#C 20.2.2 p20 bookend shuttle [DER 8/23/21]
#C 20.2.3 [NDE 6/29/95]
#C        Sparks from some p4 and p5 oscillators hassle a loaf.
#C 20.2.4
#C 20.3.0 p20 wing hassler supported by T-nosed p20s [T-nosed p20: CC 9/28/22; wing hassler known earlier but reduced]
#C        The p20 is a traffic light hassler.
#C 20.3.1 P20 pre-pulsar hassler
#C 20.3.2 p20 lumps of muck shuttle [DER]
#C 20.4.0 p20 traffic light hassler [praosylen 10/3/21, based on a partial by DER the same day, since reduced]
#C 20.4.1 p20 honey farm hassler [mvr 7/19/22]
#C        Found using symmetric CatForce
#C ----------------------------------------------------------------------
#C 21.0.0 P21 honey farm hassler
#C        A pipsquirter that is used in other higher-period oscillators,
#C        such as periods 42, 63, and 126.
#C 21.0.1
#C        A 10n+1 phase shift oscillator.
#C 21.0.2 [NDE 9/7/99]
#C        Two ponds and two blocks in a particular configuration, when a pair of one-bit
#C        sparks is applied to them, becomes the original configuration again.
#C        This reaction is very versatile and is used in many oscillators. The minimum
#C        repeat time is 20. Other oscillator periods using this reaction are
#C        24, 26, 27, 30, 32, and 36. Two Jason's P22 can also hassle two ponds and
#C        two blocks (not shown), but this doesn't increase its period.
#C 21.0.3 32P21 [Charity Engine 2/11/22]
#C        Discovered via symmetric soup search
#C 21.1.0
#C 21.1.1 p21 biblock hassler
#C        See p16 biblock hassler for an explanation.
#C 21.1.2 Monoicosathlon [iNoMed 1/2/22]
#C        A domino sparker based on the pentadecathlon.
#C 21.2.0 [RTW 2/21/95]
#C        A period 10+11 traffic light hassler.
#C 21.2.1 Period-21 glider gun [Tanner Jacobi, 8/1/21, based on an oscillator by DER, meatball added later]
#C        The sparkers are 38P7.2, meatball, and a modification of one 28P7.3.
#C 21.2.2 p21 honey farm hassler [cvojan 10/7/22]
#C        This oscillator has been used as a sparker in a p42 R+blinker
#C        hassler that is not shown in this collection.
#C 21.2.3 72P21 [DER 5/21/21, reduced by NMB 9/24/22]
#C 21.3.0 p21 traffic light hassler [LJK 9/17/22]
#C        The p3 oscillator is a p3 variant of killer toads.
#C 21.3.1 p21 LOM hassler [DER]
#C 21.3.2 p21 honey farm hassler [LJK 8/5/22]
#C ----------------------------------------------------------------------
#C 22.0.0 Champagne glass [DRH 4/19/97]
#C 22.0.1 Jason's P22 [Jason Summers, 2000]
#C        Can be used to make a P22 glider gun,
#C        the third smallest true period known after 20 and 21.
#C 22.0.2 [Jason Summers 9/8/05]
#C 22.0.3 48P22.1 [NB, 2009]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 22.0.4 p22 century hassler [mvr 7/23/22]
#C        Found using symmetric CatForce
#C 22.1.0 P22 pre-teardrop hassler [Sphenocorona 6/23/21]
#C 22.1.1 P22 honey farm hassler
#C 22.1.2 168P22.1 [NDE, 1997]
#C        First P22 to be found
#C 22.1.3 P22 pre-pulsar shuttle
#C 22.1.4 p22 B-heptomino hassler [DER 11/2/21, reduced by CC 11/23/22]
#C 22.2.0 p22 B-heptomino shuttle
#C 22.2.1 R-pentomino restoring reaction [DER 7/31/21]
#C        It can be any period except 20 (if the sparker doesn't get destroyed);
#C        a period of 19 or less results in a period multiplier.
#C 22.2.2 True period 22 gun [David Eppstein, August 2000]
#C        The first true period 22 gun constructed.
#C        Contains two copies of 36P22
#C 22.2.3 P22 lumps of muck hassler [praosylen, 2015]
#C        Contains two copies of Jason's P22.
#C ----------------------------------------------------------------------
#C 23.0.0 p23 pi-heptomino hassler [NMB 11/4/22]
#C        The smallest known p23 oscillator for two days, being surpassed
#C        by 55P23.
#C 23.0.1 55P23 [NMB 11/6/22]
#C        The smallest known p23 oscillator currently.
#C 23.0.2 p23 honey farm hassler [JP21 2/16/22]
#C        The second known p23.
#C 23.0.3 David Hilbert [Luka Okanishi, 2019]
#C        One of three known period-23 oscillators; this is the first to be found.
#C 23.1.0 p23 R-pentomino hassler [NMB 11/11/22]
#C 23.1.1 92P23 [mvr 10/2/22]
#C        The third known p23 with a unique mechanism and the first that can
#C        form least common multiple oscillators.
#C ----------------------------------------------------------------------
#C 24.0.0
#C 24.0.1
#C        A 17+7 generation traffic light hassler
#C 24.0.2 Dueling banjos [Apple Bottom, 2019]
#C        Was found via symmetric soup search in a four-fold form.
#C        The four-fold form is surprisingly simple: it's one B-heptomino
#C        and one block on table or table on table with 8-fold symmetry.
#C        The smallest period-24 glider gun uses this oscillator.
#C 24.0.3 p24 shuttle [KS, 10/17/02]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 24.1.0 Period 24 biblock hassler
#C        See period 16 biblock hassler for an explanation.
#C        Uses an Eye of Sauron (P12) and mold (P4)
#C 24.1.1 p24 lumps of muck hassler [MM 12/27/20]
#C        Uses two copies of Kok's galaxy
#C 24.1.2 [NDE 11/20/94]
#C 24.1.3 p24 honey farm hassler [CC 8/11/22]
#C 24.2.0 Capped period-24 glider gun [cvojan and vivi 10/2/22, reduced by JP21 the next day]
#C        At 20x20, the second smallest gun by bounding box, behind only
#C        the Gosper glider gun.
#C 24.2.1
#C        See P21 section for discussion.
#C 24.2.2 p24 H' shuttle [NMB 5/6/23]
#C 24.2.3 p24 beehive hassler [DER 11/4/21]
#C        If the two emulators aren't in the same phase, it becomes p20.
#C 24.2.4 p24 lumps of muck hassler [CC 9/18/22]
#C 24.3.0 p24 traffic light hassler [MM 10/4/21, based on a dimer by DER the previous day]
#C        The left side pushes it right in 13 generations,
#C        and the right side pushes it left in 11.
#C 24.3.1 p24 domino sparker [RTW 10/10/94]
#C        Produces a domino spark that's used in p48 toad hasslers and in one p120.
#C        The ships can be replaced with sparkers such as mold if clearance requires it.
#C 24.3.2 [RWG 11/29/94]
#C 24.3.3 [RWG 11/29/94]
#C        Can be used as a dot sparker, but not reliably.
#C 24.3.4 p24 R-pentomino hassler [JS 5/8/07]
#C        Supported by four unices.
#C 24.4.0 p24 LOM sparker [Aforampere 8/23/21]
#C        A rephased version of the p18 LOM sparker, which is simply done
#C        a single block
#C 24.4.1 p24 skewed pre-pulsar hassler [mvr, noticed by a human 9/5/22]
#C 24.4.2 p24 single honey farm hassler [JP21 2/23/22]
#C 24.4.3 [JS 6/19/05]
#C        Hassles two unnamed objects that would become blinkers by themselves.
#C 24.5.0 Period-24 glider gun
#C        Based on dueling banjos
#C 24.5.1 p24 single honey farm hassler [JP21 2/23/22]
#C 24.5.2 p24 single honey farm hassler [JP21 1/16/22 based on a partial by DER; reduced by Luka Okanishi the same day]
#C 24.5.3 p24 pond hassler [DER 11/4/21, reduced by iNoMed the next day]
#C 24.6.0 p24 honey farm hassler [DER 4/11/22]
#C 24.6.1 p24 honey farm hassler [DER 4/4/22]
#C 24.6.2 p24 pi-heptomino hassler [DER 8/18/21]
#C 24.6.3 p24 century hassler [mvr 8/27/22, reduced by DER the same day]
#C 24.7.0 p24 double honey farm hassler
#C 24.7.1 p24 blonk-tie hassler [DER 11/21/21]
#C 24.7.2 p24 pi-heptomino hassler [mvr 8/27/22, reduced by DER the same day]
#C 24.8.0 p24 double beehive hassler [IgnacyJ 3/16/22 based on a partial by DER the same day]
#C ----------------------------------------------------------------------
#C 25.0.0 36P25 [mvr 9/17/22, reduced the same day by iNoMed]
#C        Hassles an octomino II, or rather, a polyplet related to it.
#C        See 154.0.0 for what an octomino II is.
#C        The second smallest known period-25 oscillator, behind only 30P25.
#C 25.0.1 45P25 [CC 9/26/22]
#C        Traffic light and blinker hassler. The fumarole undergoes an unusual
#C        catalysis. The active region is the same as in Raucci's p102.
#C 25.0.2 [NDE 11/5/94]
#C        Another 14+11 traffic light hassler.
#C 25.0.3 30P25 [Charity Engine 5/18/22]
#C        Found via symmetric soup search. The active region is not one of the
#C        common ones. Its sparks are strong enough for LCMs but not hasslers.
#C 25.1.0 p25 pi and block hassler [mvr 4/23/23]
#C 25.1.1 p25 honey farm hassler [CC 10/12/22]
#C 25.1.2 P25 pre-pulsar shuttle [Current form (83 cells) by iNoMed on 7/9/21]
#C        Has existed in larger forms previously. Current form is the smallest
#C        known period-25 oscillator by population.
#C 25.1.3 [NDE 9/23/94 (with toasters instead of eaters), DRH 10/19/94]
#C        Based on pushing 2 or more traffic light
#C        predecessors 3 units in 14 gens and pushing them back in 11 gens.
#C 25.2.0 88P25 [MM 1/10/16]
#C        p25 honey farm hassler
#C 25.2.1 [MDN 1/9/96; heavyweight volcano since improved]
#C 25.2.2 p25 honey farm hassler [NMB 11/6/22]
#C 25.2.3 p25 pi-heptomino hassler [CC, discovered by a human (iNoMed) 1/26/23]
#C        Forms a temporary rotated spark coil.
#C 25.3.0
#C        p25 honey farm hassler
#C 25.3.1 p25 honey farm hassler [mvr 8/30/22]
#C 25.3.2 p25 unnamed region hassler [mvr 10/17/22]
#C 25.3.3 p25 wing hassler [mvr 12/9/22]
#C 25.4.0 p25 lumps of muck hassler [LJK 9/13/22]
#C 25.4.1 p25 lumps of muck hassler [mvr 4/20/23]
#C 25.4.2 p25 pre-pulsar hassler [DJB 10/96 (left half), NDE 12/13/97 (right half)]
#C 25.5.0 Charity's p25 [Charity Engine 1/24/23]
#C        Found via symmetric soup search.
#C 25.5.1 p25 century hassler [DER 10/5/21]
#C 25.5.2 p25 century hassler [CC 10/1/22]
#C        Shows 36P25 as a sparker.
#C        The century sequence converges one generation later than usual,
#C        even ignoring the dying spark.
#C 25.5.3 p25 Z-hexomino hassler [CC 10/1/22]
#C        Shows 30P25 as a sparker.
#C 25.6.0 p25 wing and block hassler
#C ----------------------------------------------------------------------
#C 26.0.0 70P26 [mvr 9/23/22]
#C        Previously the smallest known period-26 oscillator by population.
#C        It consists  of two two-glider octominoes each being catalyzed by
#C        a block and an elevener+ship+fishhook combination.
#C 26.0.1 p26 honey farm hassler [mvr, noticed by a human (iNoMed) on 4/19/23]
#C        The smallest known p26 oscillator by population,
#C        with a minimum of 60 cells.
#C 26.0.2 P26 queen bee shuttle [JP21 2/8/21]
#C        Optimized for bounding box. There are other variants with lower
#C        population but a larger bounding box.
#C 26.1.0 P26 biblock hassler
#C        See P16 for discussion of biblock hasslers.
#C 26.1.1
#C        See P21 section for discussion.
#C 26.1.2 p26 pre-pulsar shuttle [DJB#140 1/18/83]
#C        14 (outside) plus 12 (inside).
#C 26.2.0 P26 honey farm glider shuttle
#C        Unlike most glider shuttles, this one requires a glider to remain stable;
#C        the reaction fails without a glider every cycle.
#C 26.2.1 P26 honey farm glider shuttle [JP21 5/7/22]
#C ----------------------------------------------------------------------
#C 27.0.0
#C        The bottom right corner has the P7 burloaferimeter rotor, but every four
#C        times, it skips a generation, making it P27.
#C 27.0.1
#C        p27 traffic light hassler
#C 27.0.2 Two p9 thumbs hassling two ponds and two blocks [JS 2005]
#C        Typically called 94P27.1, but the descriptive name is more useful.
#C        See P21 section for discussion.
#C 27.0.3 p27 honey farm hassler [LJK 8/9/22]
#C 27.1.0 p27 wing/B hassler [DER 3/14/23]
#C        The catalyst on the left is a variant of the beehive push catalyst.
#C        Unlike the typical form with one beehive, it only works when the
#C        beehive is centered on the edge of a line of three rather than
#C        the center cell of the line of three.
#C        Quote from user dvgrn, referring to just after the wing gets sparked:
#C        "Yikes, that dieback from T=20 to T=24 just doesn't look real."
#C 27.1.1
#C        The center oscillates with period 5, but every 5 times, it is extended
#C        two generations, making it period 27.
#C        Also see the period 17 section.
#C 27.1.2 56P27 [NB, 5/11/10]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 27.2.0 p27 century hassler [CC 8/15/22]
#C        This is an R-pentomino factory, but not much can be done with it
#C        at such a low period.
#C 27.2.1 Period-27 glider gun [DER 1/29/22 based on a partial by goldenratio the previous day, reduced later]
#C        Uses two of a p9 found by Charity Engine and two of a custom p3.
#C        Originally used two 56P27s with a block missing each.
#C 27.2.2 p27 lumps of muck hassler [LJK 9/29/22]
#C 27.3.0 p27 traffic light hassler [DER 10/3/21]
#C        Uses two 56P27s and two 50P9s. The 50P9s are in different positions
#C        to show that it works in both.
#C ----------------------------------------------------------------------
#C 28.0.0 [Gustone and iNoMed 2/17/22]
#C        The active region can be described as a long^4 table. It is
#C        the same region as the front end of the p10 domino sparker. It is
#C        common in even symmetry but rare in asymmetry.
#C 28.0.1 [thunk, 2016]
#C 28.0.2 P28 type 1 toadsucker
#C        See P60 section for toadsucker/flipper explanation
#C        Toadflippers also exist, but it was omitted to save space.
#C 28.0.3
#C        Most known p29 oscillators and some p28s are "pre-pulsar hasslers".
#C        Consider a pair of hollow 3x3 squares, with 3 empty columns between them:
#C           ooo...ooo
#C           o.o...o.o
#C           ooo...ooo
#C        After 15 generations, this becomes 4 hollow squares:
#C           ooo...ooo
#C           o.o...o.o
#C           ooo...ooo
#C           .........
#C           .........
#C           .........
#C           ooo...ooo
#C           o.o...o.o
#C           ooo...ooo
#C        (This goes on to become a p3 "pulsar" in gen 20.)  By repeatedly
#C        suppressing 2 of the hollow squares, we obtain oscillators of
#C        periods 30 and 60.
#C        
#C        It's also possible to suppress 2 of the squares in such a way that
#C        the other 2 form in gen 14 instead of 15; this leads to oscillators
#C        with periods 28 and 29.  Originally this required 8 pairs of squares
#C        supporting each other; DJB found the first p28 ("newshuttle", not
#C        included in this collection) in 1973.  Later, several methods were
#C        found which use either 1, 2, or 4 mutually supporting pairs.
#C        
#C        Note that DRH's original collection has more p29s. As many are
#C        very similar, they have been trimmed down here.
#C 28.1.0 [RWG 7/31/94]
#C 28.1.1 Oscillator based on p28 glider gun [JP21]
#C        The oscillator is simpler than the gun.
#C 28.1.2
#C        This is a 9n+1 phase shift oscillator.
#C 28.1.3 p28 pi-heptomino hassler [NMB 10/28/22]
#C        Uses stable catalysts, not sparkers.
#C        Centuries can be seen in generation 0. They are just junk and get
#C        eaten without interacting with the main mechanism.
#C 28.1.4 p28 traffic light predecessor hassler [DER 2/1/22]
#C        This is the same traffic light predecessor used in the bumper and
#C        in one of the p48s.
#C        It is a duoplet sparker, but with low clearance.
#C 28.2.0 p28 HF+block hassler [mvr 4/30/23]
#C 28.2.1 [DER 8/25/21]
#C        A period-agnostic loaf flipping reaction. This one is period 28.
#C 28.2.2 p28 gourmet
#C        Gourmet is p32; this shares similarities of being a 90-degree
#C        pi-heptomino rotator, but just does it slightly faster.
#C 28.2.3 p28 LOM hassler [mvr 7/30/22]
#C        Found using symmetric CatForce
#C 28.3.0 P28 R-pentomino shuttle
#C        Uses two tetradecathlons supported by four 34P14s
#C 28.3.1 Karel's p28 [KS 6/12/07]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 28.3.2 p28 B-heptomino hassler [DER 10/28/21]
#C        Two ways of sparking it on the top and bottom are shown. The tumbler
#C        is the minimum population form, while the T-nosed p4 provides more
#C        clearance for the obo spark it gives. The molds simply suppress births.
#C 28.4.0 p28 honey farm hassler [CC 10/16/22]
#C 28.4.1 p28 honey farm shuttle [JP21 2/11/22]
#C 28.4.2 p28 lumps of muck hassler [NMB 5/10/23]
#C 28.5.0 p28 lumps of muck hassler [LJK 9/18/22]
#C 28.5.1 P28 glider shuttle
#C        Uses four 34P14 shuttles
#C 28.5.2 p28 honey farm hassler [CC 10/17/22]
#C 28.6.0 T-nosed p28 [CC 9/11/22]
#C        A pi-heptomino hassler. The large sparker is 120P7.
#C 28.6.1 p28 pulsar farm hassler [mvr 9/10/22]
#C        Similar to the p29 traffic farm hassler.
#C 28.7.0 p28 pi-heptomino hassler [CC 8/22/22 in current form; known in larger form from 2009 or earlier]
#C        This reaction was in jslife using much larger p4 corner dot sparkers.
#C        The sparkers are 34P7. Meatball doesn't work due to clearance.
#C ----------------------------------------------------------------------
#C 29.0.0
#C        15+14
#C 29.0.1 p29 traffic farm hassler [Ian Fomichev 1/2/15]
#C        The first p29 discovered not to be based on the pre-pulsar
#C 29.0.2 p29 pentadecathlon hassler [RWG ????, DRH 12/13/94]
#C        Pentacdecathlon phase changer. Supplies a 2-bit spark that's used in a P58.
#C 29.1.0
#C        15+14
#C 29.1.1 p29 honey farm hassler [NMB 11/13/22]
#C        Found using symmetric CatForce immediately after transparent blinkers
#C        started being supported.
#C        The first p29 to work in B38/S23, as traffic lights don't work
#C        in that rule.
#C 29.1.2 [mvr 4/25/23]
#C 29.2.0 p29 R-pentomino hassler
#C 29.2.1 p29 honey farm hassler [DER 6/4/21 (base reaction), MM 6/5/21 (sparker supports)]
#C        Uses pre-pulsar hasslers for stabilization
#C ----------------------------------------------------------------------
#C 30.0.0 Queen bee shuttle [RWG 1970]
#C        The central part (the shuttle) reappears, reflected across a vertical
#C        line, in 15 gens, but a beehive is also produced, which
#C        would destroy the shuttle.  The beehive can be destroyed
#C        by a block, as shown here, or by an eater in one of two
#C        different positions.
#C        Also see periods 60, 90, 120, 180, 210, and 300. There's also a P26 queen bee
#C        shuttle that skips a few generations.
#C        The second most common oscillator with period greater than 8,
#C        after pentadecathlon. Has cis and trans versions.
#C 30.0.1
#C        2 p30 shuttles push a beehive back and forth.  This also
#C        demonstrates the 2 positions of an eater that stabilize
#C        the shuttle.
#C 30.0.2 [RTW]
#C        2 p30 shuttles repeatedly convert blocks to gliders.
#C 30.1.0 Charity's p30 [Charity Engine 1/28/23]
#C        Found via symmetric soup search in a fourfold form with blocks
#C        and long barges.
#C 30.1.1 [DIB 9/1/92]
#C        2 p30 shuttles repeatedly reverse a loaf.
#C 30.1.2
#C        Two pentadecathlons hassling traffic lights
#C 30.1.3 Gosper glider gun
#C        The first infinite growth pattern found in all of Life.
#C 30.2.0 [NDE 10/30/94]
#C        2 p30 shuttles repeatedly change the phase of a blinker.
#C 30.2.1 p30 R-pentomino hassler [LJK 6/17/22]
#C        Found via symmetric CatForce. The top left has a snake, which is
#C        smaller in population, but the fishhook on the bottom right
#C        gives one of the sparks slightly more clearace.
#C        This oscillator can reflect gliders 90 degrees while changing colour.
#C 30.2.2 Eureka [DJB#130 8/16/80]
#C        The simplest pulsar hassler.
#C        Can also be skewed, by moving one half up 2 units.
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 30.2.3 p30 honey farm hassler
#C 30.2.4 p30 duoplet sparker [CC 10/8/22, noticed by a human (iNoMed) on 10/10/22]
#C        Unnamed region hassler.
#C        This sparker is used in the smallest known pseudo-period-15
#C        glider gun by bounding box.
#C 30.3.0 p30 honey farm shuttle [NMB 9/23/22]
#C 30.3.1 Zweiback [MDN 2/13/95, since improved]
#C 30.3.2 Single-engine p30 glider gun [Charity Engine 2/15/22 (in tetramer form)]
#C 30.3.3 p30 unnamed region hassler [CC 10/17/22]
#C        There is also a p70 with this same region. It is much more common
#C        symmetrically than asymmetrically.
#C 30.4.0 p30 B-heptomino shuttle [LJK 8/12/22]
#C 30.4.1 [DRH 2/14/95, since improved]
#C        4 p5s hassle a beehive.
#C 30.4.2 Four pentadecathlons hassling four ships
#C 30.4.3
#C        Two Karel's p15s hassling two ponds and two blocks
#C        See P21 section for discussion.
#C 30.5.0 p30 pre-pulsar hassler [JP21 10/7/21 based on a partial by DER the same day]
#C        Not a shuttle; the two halves separate.
#C 30.5.1 p30 pi-based QB-less gun [iNoMed 4/1/22 based on an April Fools' troll by DER, reduced 5/30/22]
#C 30.5.2 p30 pi-heptomino hassler [LJK 9/2/22]
#C 30.6.0 p30 I-heptomino hassler [mvr 4/16/23]
#C        There are two cells (one on each side) that are period 15, with
#C        two cycles of 3 on then 12 off. This excludes it from the
#C        volstrictmatch collection.
#C        This oscillator is a sparker, but with so many other options
#C        at p30, it isn't that useful.
#C 30.6.1 p30 traffic light hassler [DER 11/22/21 based on a partial by Gustone]
#C 30.6.2 p30 long bun hassler [mvr 7/10/22]
#C        Found using symmetric CatForce
#C        See the p68 section for a description of what a long bun is.
#C 30.6.3 p30 honey farm hassler
#C        Reduced by JP21 on 1/12/23
#C 30.7.0 p30 century hassler [DER 10/11/21]
#C 30.7.1 p30 pi factory [DER 3/1/22]
#C        Capped. The pi-heptominoes can be turned into gliders with a pentadecathlon
#C        using the same reaction as the period-45 glider gun.
#C 30.7.2 Traffic light hassler [DER 7/19/21]
#C        Pentadecathlons and fumaroles are interchangeable here
#C 30.7.3 Pulshuttle V [RTW 5/85]
#C 30.8.0 P30 LWSS gun
#C 30.8.1 p30 QB-less glider gun [Dongook Lee 9/23/22, reduced by iNoMed 11/24/22]
#C 30.8.2 p30 LOM hassler [mvr 7/23/22]
#C 30.9.0 Hectic [RTW 9/84]
#C        Period 30/2, symmetry type ".crc".
#C 30.9.1
#C        6 gliders in a 180 gen loop.  This use of a queen bee
#C        as a reflector is called a "buckaroo".
#C 30.9.2 p30 unnamed object hassler [CC 8/24/22, reduced by DER the same day]
#C 30.10.0 p30 honey whirlpool [DER 8/25/21]
#C         The two queen bees reacting to form a domino spark is called Berger's p30.
#C 30.10.1 p30 honey farm hassler [CC 8/15/22]
#C ----------------------------------------------------------------------
#C 31.0.0 Merzenich's p31 [MM 11/5/10]
#C        The first known period-31 oscillator
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 31.0.1 Two Merzenich's p31s hassling two R-pentominoes [DER 4/3/21]
#C 31.0.2 p31 traffic light hassler [mvr 8/5/22, reduced 5/6/23]
#C 31.1.0 P31 glider shuttle
#C        Note that this oscillator only has 180 degree rotational symmetry, not 90 degree.
#C        Unlike most glider shuttles, this one requires a glider to remain stable;
#C        the reaction fails without a glider every cycle.
#C ----------------------------------------------------------------------
#C 32.0.0 p32 arrow shuttle [DER 5/16/22, reduced by CC 10/2/22]
#C        The "arrow", which is named for a generation that never appears in
#C        this oscillator because it gets perturbed first, becomes a blinker
#C        by itself.
#C 32.0.1 p32 honey farm hassler [DER 9/9/21]
#C        The smallest period-32 oscillator by population. Not a flipper.
#C 32.0.2 Gourmet [DJB 3/4/78]
#C        Period 32/4, symmetry type "nrk".
#C 32.0.3 p32 LOM hassler [yujh 12/27/20]
#C 32.1.0 p32 honey farm hassler and V sparker [1/23/23]
#C 32.1.1 [RTW 5/85]
#C        Period 32/2, symmetry type "n.c".  Two gourmets overlap, sharing a loaf.
#C        It's possible to build an arbitrarily large agar this way.
#C 32.1.2 68P32 [MM, 12/31/09]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C        Can filter a stream of gliders with period divisible by 16 but not 32,
#C        doubling the period.
#C 32.1.3 Pi portraiter [RTW 1984 or 1985]
#C        Period 32/4, symmetry type "nrk".
#C 32.1.4 P32 blinker hassler [NDE, 2010]
#C        Hassled by a blocker and a blocked p4-3.
#C 32.2.0 [NDE 1/26/95]
#C        Traffic light hassler
#C        Period 32/2, symmetry type "-c+e".
#C 32.2.1
#C        Traffic light hassler using a blocked P4-3
#C 32.2.2 p32 unnamed object hassler [CC 9/7/22]
#C        ..ooo
#C        o.oo.
#C        o.o..
#C        .o...
#C 32.2.3 p32 honey farm hassler [DER 1/16/22]
#C        The toads in this oscillator are "killer toads", which eat
#C        three quarters of a traffic light.
#C 32.3.0 p32 twin bees shuttle sparker [LJK 8/10/22]
#C        Gives off the same spark as the single-block form of one half
#C        of the twin bees shuttle (see p46 section).
#C        The p64 section has an R-pentomino hassler that uses this sparker.
#C 32.3.1 Capped p16-assisted period-32 glider gun [mvr 10/24/22]
#C        The smallest known p32 glider gun by bounding box.
#C        The engine resembles both dueling banjos and the twin bees shuttle.
#C        It can be stabilized as an oscillator in some ways that the
#C        twin bees shuttle can, but not with a single block; the huge spark
#C        interacts with the engine early.
#C 32.3.2 p32 honey farm rotator [LJK 8/24/22, reduced by JP21 the next day]
#C        Amazingly, the middleweight emulators also act as eater 1s.
#C 32.3.3 p32 century hassler [DER 10/12/21, reduced by MM on 10/15/21]
#C 32.4.0 Popover [RTW August 1984]
#C        Period 32/4, symmetry type "nrk".
#C 32.4.1 p32 pi-heptomino hassler [LJK 8/29/22]
#C        Quite sparky; the spark is the same as one of the p45s.
#C 32.4.2 Two p16 biblock hasslers hassling two ponds and two blocks
#C        See P21 section for discussion.
#C 32.4.3 p32 LOM/paperclip hassler [CC 8/28/22]
#C 32.5.0 p32 honey farm double shuttle [JP21 1/31/22 based on a partial by DER]
#C        The sparkers are 68P16.
#C 32.5.1 p32 Z-hexomino hassler [CC 9/18/22]
#C 32.5.2 Capped period-32 glider gun [DER 9/15/21]
#C        The second period-32 glider gun to be found, and formerly
#C        the smallest known.
#C        The period-16 sparkers are 68P16; the period-4 sparkers are custom.
#C        Also see the period 54, 55, and 117 guns, discovered by the same
#C        person and using the same honey farm and eater 1 reaction.
#C 32.6.0 p32 procrastinator hassler [DER 12/6/21]
#C        See the p80 section for what a procrastinator is.
#C 32.6.1 p32 century hassler [DER 10/5/21]
#C        Uses 68P16s and 76P8s. Unusually, the 76P8 interacts with the
#C        active region twice; it would produce an unwanted B-heptomino
#C        if it interacted just once.
#C 32.6.2 p32 pi-heptomino hassler [DER]
#C        Originally used 209P8 instead of Charity's p16.
#C ----------------------------------------------------------------------
#C 33.0.0 5n+3 phase shift oscillator [MM 8/13/21]
#C        Works at any period 5n+3 where a suitable sparker exists.
#C        This one is period 33.
#C 33.0.1 Jason's P33 [Jason Summers, 2000]
#C        Can be used to make a P33 glider gun
#C        The object being hassled is a "long bun", described in the p68 section.
#C        The two long buns by themselves reform with junk; the tub and boat
#C        just remove the junk. In this way, it is similar to the
#C        p44 pi-heptomino hassler.
#C 33.0.2 p33 honey farm hassler [NMB 11/5/22]
#C 33.0.3 p33 traffic light hassler [NMB 9/16/22]
#C ----------------------------------------------------------------------
#C 34.0.0 p34 honey farm hassler [NMB 11/17/22]
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown), 43,
#C        59, 70, 80, 83, and 102, and guns with periods
#C        52, 60, 72, 74, and 143.
#C 34.0.1 74P34 [mvr 7/6/22]
#C        The first period-34 oscillator to be found, and the third to last
#C        period to be found. Found using symmetric CatForce.
#C 34.1.0 [10/26/22]
#C 34.1.1 p34 pi-heptomino hassler [mvr 9/13/22]
#C        The second known p34 oscillator.
#C 34.1.2 Capped period-34 glider gun [NMB 11/17/22, reduced by iNoMed the same day]
#C 34.2.0 p34 lumps of muck hassler [DER 1/6/23]
#C ----------------------------------------------------------------------
#C 35.0.0 p35 honey farm hassler [mvr 10/7/22]
#C        The blinkers are phase-shifting, as 35 is an odd number.
#C        Blocks also work.
#C 35.0.1 p35 traffic light hassler [DER 3/13/22]
#C        Looks similar to 22P36, but has a completely different mechanism.
#C        Can be made into a wick.
#C 35.0.2 p35 C2 pi-heptomino hassler [mvr 8/16/22]
#C        Found using symmetric CatForce
#C 35.1.0 p35 traffic light hassler [NMB 5/9/23]
#C        This uses the same reaction as the clock+beehive catalyst, but
#C        because its period is odd, clocks don't work. However, using
#C        two copies as shown works, as does a monomerization using p7
#C        corner dot sparkers such as 34P7.
#C 35.1.1 p35 R-pentomino hassler [mvr 8/5/22]
#C 35.1.2 P35 honey farm hassler [Dongook Lee]
#C        Found on 1/9/16, with a hacked version of ptbsearch
#C 35.1.3 p35 traffic light shuttle [NMB 5/6/23]
#C 35.2.0 p35 pre-pulsar shuttle [MM 9/10/21]
#C        Uses a custom 14-generation push (14-generation pushes can be done
#C        in many ways) and a then-recently discovered 21-generation push.
#C        It was found as a result of the 21-generation push along with
#C        the related p36 pre-pulsar shuttle.
#C 35.2.1 50P35 [Jason Summers, 2002]
#C 35.2.2 P35 traffic light hassler
#C 35.3.0 p35 lumps of muck hassler [9/16/22]
#C 35.3.1 p35 lumps of muck hassler [CC 10/2/22]
#C        The sparker is called 120P7. It uses a complicated interaction here.
#C 35.3.2 P35 beehive hassler [DRH, 2/14/95, since improved]
#C        The first known period 35 oscillator
#C 35.4.0 P35 R-pentomino hassler [DER 8/3/21]
#C        The sparkers are both in this collection; one is 38P7.2,
#C        and the other is an unnamed p7.
#C 35.4.1 p35 C4 pi-heptomino hassler [LJK 9/2/22]
#C ----------------------------------------------------------------------
#C 36.0.0 22P36 [NDE 1/29/95]
#C        P36 traffic light hassler
#C        The smallest known oscillator over period 30 by population, with 22 cells
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 36.0.1 p36 pre-pulsar shuttle [DER 9/10/21, reduced by EvinZL the same day]
#C        Uses a long-known 15-generation push and a recently discovered
#C        21-generation push. The only pre-pulsar shuttle known to have
#C        its 3x3 square phase solid instead of hollow.
#C        Also see the p35 pre-pulsar shuttle, which was found immediately
#C        after as 21+14.
#C 36.0.2 Jason's p36 [JS 7/23/04 (without phase changing oscillator)]
#C        P36 B-heptomino hassler; phase-changing oscillator is optional
#C 36.1.0 P36 lumps of muck hassler [JS January 2004 (with p36 sparker), reduced by LJK 8/2/22]
#C 36.1.1 [DER 4/25/22]
#C        p6 sparker found by JP21.
#C 36.2.0 Hexatriacontathlon [DER 1/2/22]
#C        A non-exposed form was created by NDE on 11/23/94.
#C 36.2.1 P36 honey farm shuttle
#C        This reaction was known for a long time, but in a larger form.
#C 36.2.2 P36 traffic jam [RWG 10/14/95]
#C 36.3.0 p36 I-heptomino hassler [CC 9/6/22]
#C        Like the R-pentomino, not all I-heptomino sequences form via
#C        the I-heptomino itself. Generation 0 shows the generation that
#C        the vast majority of predecessors converge to.
#C 36.3.1 p36 traffic light hassler [iNoMed 5/9/22]
#C        The clock+beehive catalyst was found the same day.
#C 36.3.2 p36 honey farm shuttle [JP21 9/15/22]
#C 36.3.3 p36, type 0 toadflipper
#C        See discussion in period 60 section
#C        Toadsuckers also exist, but it was omitted to save space.
#C 36.4.0 p36 traffic light hassler
#C 36.4.1 Two P18 biblock hasslers hassling two ponds and two blocks
#C        See P16 section for biblock hasslers and P21 section for two pond and
#C        two block hasslers.
#C 36.4.2 p36 honey farm hassler [DER 3/27/22]
#C 36.5.0 P36 shuttle [carybe, 2018]
#C        Found via symmetric soup search
#C 36.5.1 P36 honey farm shuttle
#C 36.5.2 p36 octomino II hassler [mvr 1/16/23]
#C        See 154.0.0 for what an octomino II is.
#C        The catalysts are a block, a "BTS" (bookend table snake), and a
#C        "drifter" equivalent to an eater 3.
#C 36.6.0 p36 honey farm hassler [DER 9/15/21, reduced 1/14/23]
#C 36.6.1 p36 honey farm hassler [DER 10/15/21]
#C        The p6 sparker here is from the jslife collection, and it's edgy.
#C        It survives much more often than the p4 and p5 edgy sparkers
#C        found in jslife because of its higher period.
#C 36.6.2
#C        This oscillator shows how a ship can eat half of a traffic light.
#C 36.7.0 p36 honey farm hassler [DER 6/12/21 ]
#C 36.7.1 p36 wing hassler [mvr 8/27/22]
#C 36.7.2 p36 century hassler [DER 6/29/22]
#C        Uses an alternative to 50P9 with a different side profile that was
#C        lost and then found in the forum archives.
#C        The century-hassling partial was found several months earlier.
#C ----------------------------------------------------------------------
#C 37.0.0 p37 lumps of muck hassler [NMB 11/7/22]
#C        The sparks can be used to support other oscillators.
#C        See the p184 section for another oscillator using the same custom
#C        catalyst on lumps of muck.
#C 37.0.1 58P37 [LJK 6/24/22]
#C        Found via symmetric CatForce. The smallest known p37 oscillator and
#C        one of only five known with that period.
#C 37.0.2 p37 traffic light hassler [mvr 8/3/22]
#C        Used as a sparker for the p74 honey farm hassler.
#C 37.1.0 p37 wing hassler [NMB 4/21/23]
#C 37.1.1 Beluchenko's P37 [NB, 4/14/09]
#C        The first period 37 oscillator to be found.  Also called 124P37.
#C        Has appeared semi-naturally (i.e. from symmetric soup).
#C 37.1.2 Beluchenko's other p37 [NB, 3/21/10]
#C        The second unique p37 oscillator to be found.
#C        Unrelated to Beluchenko's (first) p37.
#C ----------------------------------------------------------------------
#C 38.0.0 44P38 [DER 1/12/22, base reaction JS 8/31/00]
#C        The first p38 oscillator to be found.
#C        It uses the "traffic stop", a versatile p2 catalyst.
#C 38.0.1 p38 D2 honey farm hassler [NMB 5/9/23]
#C        A stable form replacing the killer toads exists: ship to delete two
#C        blinkers and fishhook to delete a third.
#C 38.0.2 42P38 [mvr 4/21/23]
#C        The smallest known p38 oscillator by population.
#C        The active region switches between an R-pentomino and
#C        an octomino II.
#C 38.1.0 Honey badger [NMB 11/18/22]
#C        A phase shift of a p36 shuttle.
#C        Named because honey badgers are not afraid of snakes, and the
#C        honey farms are badgering the snake in the middle.
#C 38.1.1 p38 C2 honey farm hassler [JP21 1/13/22 based on a partial by DER]
#C 38.2.0 p38 C2 honey farm hassler [Base reaction by DER, sparker by mvr, combination by wwei23 4/21/23]
#C        The sparkers are 42P38.
#C 38.2.1 p38 interchange hassler [cvojan 4/20/22 based on a partial by DER]
#C 38.2.2 p38 R-pentomino hassler [DER 1/12/22]
#C 38.3.0 p38 D8 honey farm hassler [NMB 9/10/22]
#C        The first known p38 not based on 44P38.
#C ----------------------------------------------------------------------
#C 39.0.0 p39 traffic light hassler [CC 10/20/22, reduced by iNoMed the same day]
#C        The p3 is a corner dot sparker without a name.
#C 39.0.1 p39 pi-heptomino hassler [iNoMed 5/3/23 based on a partial by mvr]
#C        A dimer form exists that is smaller in population but
#C        larger in bounding box.
#C 39.0.2 p39 pi-heptomino hassler [iNoMed 1/17/22, based on a partial by goldenratio the same day]
#C        The only known p39 that is not an LCM or glider loop.
#C        It can be dimerized to create an oscillator with only stable supports.
#C 39.1.0 P13-assisted P39 glider shuttle
#C ----------------------------------------------------------------------
#C 40.0.0 p40 century hassler [mvr 8/6/22 (dimer), cvojan 10/2/22 (monomer)]
#C 40.0.1 Beluchenko's p40 [NB 3/4/09]
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C        Two or four can hassle a blinker, for P80 and P160 respectively.
#C 40.0.2 p40 honey farm hassler #3 [11/21/22]
#C 40.0.3 p40 pre-pulsar shuttle [DRH 11/4/94]
#C        Period 40/2, symmetry type "-c+e".
#C 40.1.0 p40 B-heptomino shuttle [DJB before 5/91]
#C 40.1.1 p40 pi-heptomino hassler [mvr 8/16/22]
#C        Found using symmetric CatForce
#C 40.1.2 p40 moose [mvr 7/26/22]
#C        The moose antlers shorten and lengthen in its catalysis.
#C        Found using symmetric CatForce
#C 40.1.3 Period-40 glider gun [cvojan 10/3/22, reduced by iNoMed the same day]
#C        The bounding box is 27x20 when not capped.
#C 40.2.0 p40 traffic jam [NDE 10/14/94]
#C 40.2.1 p40 pi-heptomino hassler [mvr 1/24/23]
#C 40.2.2 p40 R-pentomino shuttle [cvojan 9/10/22]
#C 40.3.0 p40 R-pentomino hassler [goldenratio 1/17/22]
#C 40.3.1 p40 B-heptomino hassler [mvr 9/5/22]
#C 40.3.2 P40 honey farm hassler #1 [DER 10/22/21]
#C        Figure eights are simpler than middleweight emulators, but middleweight
#C        emulators have a smaller bounding box.
#C 40.4.0 P40 honey farm shuttle
#C        Reduced by JP21 with Kok's Galaxy to 24P10 on 1/12/23
#C 40.4.1 p40 hybrid honey farm shuttle [JP21 2/22/22, reduced by same person 1/12/23]
#C        The only known honey farm shuttle with two pushes that take different
#C        numbers of generations, 18 and 22 in this case.
#C 40.4.2 p40 pi-heptomino hassler [LJK 8/29/22]
#C        The sparker is a variant of toaster (p5).
#C 40.4.3 p40 R-pentomino hassler and B factory [mvr January 2023, monomerised by iNoMed]
#C 40.5.0 P40 honey farm hassler #2 [DER 11/7/21]
#C 40.5.1 [JP21 1/14/22, reduced by iNoMed the same day]
#C 40.5.2 p40 lumps of muck hassler [DER 5/11/22]
#C        There's a p48 using the same four lumps of muck with the same
#C        spacing but with 68P16s that cause an additional perturbation.
#C        The sparkers are 55P10 optimized for bounding box.
#C 40.6.0 [praosylen 12/16/20 based on a partial by Tanner Jacobi the same day]
#C        Two Beluchenko's p40 hassling an I-heptomino and two blocks
#C 40.6.1 p40 pi-heptomino rotator [CC 10/27/22]
#C 40.6.2 Four Beluchenko's p40 hassling traffic lights [A for awesome 7/18/21, based on a partial by DER the same day]
#C        If the traffic lights are spaced (6,10) or (7,10) apart, it still works;
#C        a temporary ship (6) or beehive (7) is created.
#C 40.7.0 p40 B-heptomino hassler [CC 9/18/22 based on a partial by LJK]
#C 40.7.1 p40 unnamed object hassler [DER]
#C        This oscillator was found by going down the list of common
#C        evolutionary sequences; this one was #183. It originally used four
#C        180P8s; when the p10 domino fountain got reduced, this oscillator
#C        did too.
#C        ..o.
#C        ...o
#C        o..o
#C        o..o
#C        ooo
#C ----------------------------------------------------------------------
#C 42.0.0 p42 R-pentomino hassler [EvinZL 8/5/21, based on a partial by DER the same day; monomerized 9/4/21]
#C        Could also be called a pre-honeyfarm or queen bee hassler
#C        (but not a queen bee shuttle)
#C        Emits sparks, but no oscillators utilizing it have been found yet.
#C 42.0.1 p42 R-pentomino hassler [mvr 4/2/23]
#C        The first period-independent p42 to be found; 42 is the third-to-last
#C        period for which a period-independent mechanism is known, leaving
#C        only the entirely unknown 19 and 41.
#C 42.0.2 [MM, Oct 2014 (using JLS)]
#C        (based on a period-doubling reaction by Dean Hickerson)
#C 42.1.0 P42 pulsar hassler
#C        Contains two copies of the P21 honey farm hassler
#C        Unlike pre-pulsar hasslers, this one becomes a full pulsar during
#C        part of the cycle.
#C 42.1.1 p42 R-pentomino shuttle [DER 4/24/23 after Martin Grant found the p6 sparker at left and right]
#C 42.2.0 p42 wing/HF hassler [CC 11/2/22, reduced by iNoMed the same day]
#C 42.2.1
#C p42 middleweight sparker [CC 10/30/22]
#C        Unfortunately, clearance is low.
#C 42.2.2 P42 glider shuttle [RTW 9/84, MDN ??/94]
#C        A 2-glider shuttle, using a reaction
#C        in which an eater3 and sparks from 2 unixes reflect a pair of
#C        gliders.  RTW found a period 66+24n version of this; MDN
#C        noticed that period 42 could be achieved by rearranging the
#C        unixes.  The unixes can also be replaced by period 5 or 47
#C        oscillators, giving periods 50+40n (see P50 section) and 282+376n
#C        (see 282.0.0), or by a larger p6 oscillator, giving period
#C        18 (see P18 section).  Also, by a lucky coincidence, the spacing
#C        between the gliders allows 2 pairs of gliders to cross using
#C        rephasers, giving periods 246+24n (see period 246), 230+40n
#C        (see period 230), and 846+376n (not shown).
#C 42.2.3 P42 pre-pulsar shuttle
#C        Has been reduced from the original form by using custom p3 sparkers.
#C        A version further reduced by 8 cells exists, but it has a larger
#C        bounding box, so it's not shown here.
#C 42.3.0 P42 honey farm hassler
#C        The custom sparker is period 6.
#C 42.3.1 p42 fumarole hassler [83bismuth38 10/12/21]
#C        Uses the same phase shift as 62.0.0.
#C        Without the fumarole, this is a period-21 domino sparker, although
#C        with low clearance. A traffic light hassler, not in this collection,
#C        can be made with the use of that spark.
#C 42.3.2 p42 diehard hassler [mvr 11/1/22]
#C 42.4.0 p42 pi-heptomino hassler [CC and iNoMed 7/29/22]
#C        Can make the smallest p42 gun by bounding box.
#C 42.4.1 p42 pipsquirter [CC 8/22/22]
#C        Unfortunately, this pipsquirter has low clearance.
#C 42.4.2 p42 pi-heptomino hassler [EvinZL 10/1/22 based on a partial by cvojan]
#C 42.5.0 p42 pi-heptomino hassler [CC 9/11/22]
#C        Emits complex sparks.
#C 42.5.1 p42 R-pentomino hassler [mvr 7/23/22, reduced by wwei23 the same day]
#C 42.5.2 p42 pi-heptomino hassler [LJK 8/30/22]
#C ----------------------------------------------------------------------
#C 43.0.0 p43 R-pentomino hassler [NMB 4/17/23]
#C 43.0.1 Period-43 glider gun [NMB 9/11/22]
#C        One of three period-43 engines that doesn't rely
#C        on Snark loops.
#C 43.0.2 p43 pi-heptomino hassler [NMB 11/13/22]
#C        The smallest p43 oscillator by population.
#C        Found using symmetric CatForce immediately after transparent blinkers
#C        started being supported.
#C 43.1.0 p43 honey farm hassler [NMB 11/18/22]
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown), 43,
#C        59, 70, 80, 83, and 102, and guns with periods
#C        34, 52, 60, 72, 74, and 143.
#C 43.1.1 P43 Snark loop
#C        Snarks can be used to make an oscillator of any period 43 or above.
#C        The Snark was found by Mike Playle in 2013.
#C        This particular loop can be made period 86, 172, or 344 by only
#C        having 4, 2, or 1 glider present respectively.
#C        Also see the period 54 section for the smallest 4-glider snark loop,
#C        which has a smaller bounding box but only works for even periods >=54.
#C ----------------------------------------------------------------------
#C 44.0.0 52P44 [mvr 10/3/22, reduced by iNoMed the same day]
#C        The smallest known non-LCM p44.
#C 44.0.1 p44 C2 pi-heptomino hassler [mvr 9/6/22]
#C        The blinker suppresses a line of five. If this somehow had an
#C        odd period, a tub would work.
#C 44.0.2 P44 traffic light hassler
#C        Uses the traffic jam reaction
#C        There is a high-clearance version of this oscillator, which is
#C        shown in the p44 R-pentomino hassler.
#C 44.1.0 P44 pre-pulsar shuttle
#C        See the P88 section for a period-doubling reaction
#C 44.1.1 p44 pi-heptomino hassler [DJB 4/2/92, improved NDE 4/29/96, p2 catalyst found by iNoMed 5/10/22]
#C        Also see P88, P132, and P264 sections, which are this oscillator
#C        with period doubler, tripler, and sextupler, respectively.
#C        A fully stable form also exists.
#C        There is a p50 variant that uses 55P10 and a more complicated reaction.
#C 44.1.2 p44 honey farm hassler [mvr 1/8/23]
#C        A rephasing of a p28.
#C 44.1.3 P44 glider gun [DJB 1997]
#C        This is not the smallest by bounding box, but it is the simplest.
#C 44.2.0 p44 honey farm shuttle [JP21 2/22/22]
#C        See the p40 section for a hybrid between this oscillator and a p36.
#C 44.2.1 p44 R-pentomino hassler [DER 10/26/21]
#C ----------------------------------------------------------------------
#C 45.0.0 52P45 [mvr 9/24/22]
#C 45.0.1 p45 pi-heptomino hassler #3 [LJK 8/10/22]
#C        The smallest p45 oscillator by population, at 29 cells. A variant
#C        forms the smallest p45 glider gun.
#C        See the p32 section for another oscillator
#C        of a different period that provides the same spark.
#C 45.0.2 p45 pi-heptomino hassler #1 [DER 7/6/21]
#C 45.1.0 p45 century hassler [mvr, found by a human (iNoMed) on 10/21/22]
#C 45.1.1 p45 glider gun [LJK 10/3/22]
#C        Not the smallest.
#C 45.1.2 P45 honey farm hassler
#C 45.2.0 p45 pi-heptomino hassler #2 [praosylen 8/21/21]
#C        Exists as both a dimer and a monomer; this is the monomer form
#C        Has been made into a gun, but it's not the smallest of its period.
#C 45.2.1 p45 traffic light hassler [CC 10/2/22]
#C        The traffic lights are spaced in a way that if they weren't perturbed,
#C        they would form a constellation of four blinkers and two boat-ties.
#C 45.2.2 p45 pi+block hassler [mvr 4/21/23]
#C 45.3.0 p45 lumps of muck hassler [CC 10/20/22]
#C        The sparkers are middleweight volcano and a p3 corner dot.
#C 45.3.1 Period-45 glider gun [MM 4/29/10]
#C        A true period 45 glider gun (stabilized) found by Matthias Merzenich in 2010
#C        with improvements by Adam P. Goucher, Dave Greene and Tanner Jacobi.
#C        The still life shown in three of the four ends is the
#C        smallest way to create the P45 oscillator.
#C        This is no longer the smallest period-45 glider gun; that belongs to
#C        the engine listed as "p45 pi-heptomino hassler #3".
#C 45.3.2 Period 45 glider shuttle
#C        While it may look symmetric, its period is an odd number, so it can't be.
#C        Can be extended to any period 45+120N.
#C 45.4.0 p45 skewed pre-pulsar hassler [CC 9/28/22]
#C 45.4.1 p45 D2 honey farm hassler [LJK 9/6/22, reduced by DER the next day]
#C 45.4.2 p45 honey farm hassler [CC 10/4/22]
#C 45.5.0 p45 pi-heptomino hassler #4 [mvr 8/25/22]
#C 45.5.1 p45 D4 lumps of muck hassler
#C 45.6.0 p45 lumps of muck hassler [iNoMed 4/24/22 based on a partial by DER]
#C 45.6.1 p45 pi-heptomino hassler #5 [CC 9/23/22]
#C ----------------------------------------------------------------------
#C 46.0.0 Twin bees shuttle [RWG 1071]
#C        The p46 shuttle, known as "twin bees", was discovered in
#C        1971 by Bill Gosper.  Each end of the shuttle can be stabilized by
#C        either 1 or 2 blocks. If only 1 block is used,
#C        a large spark is produced which can reflect gliders and spaceships
#C        in several ways. Also see periods 92, 138, 184, 230, 276, 690, and 40894.
#C        
#C        Note that DRH's original collection has more p46s. As many are
#C        very similar, they have been trimmed down here.
#C 46.0.1
#C        A twin bees shuttle spark causes a double transparent beehive reaction.
#C 46.1.0 [DRH 10/26/94]
#C        2 shuttles push a beehive back and forth using 2 different reactions.
#C 46.1.1 Single-engine p46 glider gun [iNoMed 12/21/21]
#C        Uses a p2 catalyst found in 2021, turning the p46 gun from the
#C        third-smallest gun into the second-smallest, behind p30.
#C 46.1.2 P46 single-barrelled glider gun [RWG ???? {before 3/92}]
#C 46.2.0 Tanner's p46 [Tanner Jacobi, 10/20/17]
#C        Unrelated to the twin bees shuttle
#C 46.2.1 P46 double-barrelled glider gun [RWG ???? {before 12/30/90}]
#C 46.2.2 p46 long bun hassler [mvr 4/12/23]
#C        Surprisingly, two of the cells have mod 23, making it not part
#C        of the "volstrictmatch" collection.
#C 46.2.3 Tamale [iNoMed 5/2/22]
#C        Does not use any twin bees shuttle or Tanner's p46.
#C 46.3.0 p46 LWSS gun [RWG <=1992]
#C        Based on a 135 degree glider -> LWSS reflection.
#C 46.3.1 p46 MWSS gun
#C        Based on a 135 degree glider -> MWSS reflection from a pair of p46 shuttles.
#C 46.4.0 p46 honey farm hassler [Partial by DER on 6/8/21, completed by Martin Grant the same day]
#C        Uses twin bees for stabilization
#C 46.4.1 p46 LWSS loop [Peter Rott 11/93, PC 1994]
#C        Based on a 90 degree LWSS reflection.
#C ----------------------------------------------------------------------
#C 47.0.0 p47 pre-pulsar shuttle [DJB#137 12/5/82]
#C        Gives off corner dot sparks similar to 66P13 and one variant of
#C        the p29 pre-pulsar shuttle. All three of these involve rephased blinkers.
#C 47.0.1 p47 traffic light hassler [Stabilized by the p47 pre-pulsar shuttle.]
#C 47.1.0 p47 lumps of muck hassler [mvr 4/4/23]
#C        Also exists in monomer form using a pre-pulsar shuttle as a sparker.
#C        The larger of the two catalysts shown here is the beginning of the
#C        5c/9 signal injector, which means a p47 5c/9 injector exists.
#C 47.1.1 p47 B-heptomino hassler
#C        Supported by four p47 pre-pulsar shuttles.
#C ----------------------------------------------------------------------
#C 48.0.0 69P48 [NDE, 2002.]
#C        The top part has period 16. The bottom part has period 7,
#C        but it skips a phase every 48 generations.
#C 48.0.1 65P48 [MM]
#C        The smallest known period-48 oscillator, found 9/13/14
#C        It uses Coe's p8 to spark a billiard table that has a block on the edge.
#C        It only does this every two times, making that segment period 16.
#C        The billiard table is p3, making the entire oscillator p48.
#C 48.0.2 p48 R-pentomino hassler [LJK 7/29/22]
#C        At 45 cells, the smallest known non-boring p48 by population.
#C 48.0.3 p48 pi-heptomino shuttle [LJK 9/2/22]
#C 48.1.0 Period-48 glider gun [goldenratio 12/21/21, reduced by JP21 1/11/22]
#C        The second-smallest gun by bounding box. The bounding box excludes
#C        the eater that eats the glider.
#C 48.1.1 p48 long bun hassler [11/3/22]
#C        See the p68 section for a description of what a long bun is.
#C 48.1.2 p48 pi-heptomino hassler [mvr 4/2/23]
#C 48.1.3 p48 pi-heptomino shuttle [MM, June 2011]
#C 48.2.0 p48 R-pentomino hassler [cvojan 10/1/22]
#C 48.2.1 p48 honey farm shuttle [cvojan 10/2/22]
#C 48.2.2 p48 TL/R hassler [mvr 7/24/22]
#C 48.2.3 p48 pre-pulsar shuttle [LJK 9/17/22]
#C        Can be used as a sparker.
#C 48.2.4 p48 "double offset LOM" shuttle [mvr 3/1/23]
#C        It was originally found in tetramer form, which has the advantage
#C        that all the supports are still lifes rather than oscillators.
#C        The "double offset LOM", named for being a lumps of muck with one
#C        half two generations ahead of the other half, is this:
#C        .ooo
#C        o..o
#C        o.oo
#C        oo..
#C 48.3.0 p48 R-pentomino hassler [DER 4/24/22]
#C        Uses two p24 domino sparkers.
#C 48.3.1 p48 Z-hexomino hassler [CC 9/18/22]
#C 48.3.2 p48 pulsar hassler [cvojan 9/17/22]
#C 48.4.0 p48 R-pentomino hassler [NMB 9/23/22]
#C 48.4.1 p48 octomino II hassler [CC 10/9/22]
#C        See 154.0.0 for what an octomino II is.
#C 48.4.2 p48 pi / perturbed loaf hassler [cvojan 10/1/22]
#C 48.5.0 p48, type 2 toadflipper [RWG 12/11/94]
#C        See discussion at period 60
#C        Toadsuckers also exist, but it was omitted to save space.
#C 48.5.1 [RTW 1995]
#C        Sparks from 2 p12s move a pair of beehives.
#C 48.5.2 p48 R-pentomino hassler [CC 9/23/22]
#C 48.6.0 [DER 5/18/21]
#C        Period 48, using a period-6 domino sparker (64P6)
#C        The object being hassled is this 6-cell traffic light predecessor:
#C        oo..
#C        o.oo
#C        ...o
#C 48.6.1 p48 pulsar hassler [mvr 8/21/22]
#C 48.6.2 Six by eight [LJK 7/29/22]
#C 48.7.0 P48 traffic light hassler
#C 48.7.1 p48 pi-heptomino hassler [DER 12/30/21]
#C 48.8.0 p48 beehive hassler [DER]
#C        This is a sparker, although not a standard one.
#C 48.8.1 p48 octomino hassler [DER 2/27/22]
#C        Diagonal flipper. The sparker is the same one as in one of the p30s.
#C 48.9.0 p48 LOM hassler [mvr 8/27/22]
#C        This uses the same four lumps of muck with the same spacing as
#C        a p40, but since the 68P16s interact twice, it becomes p48.
#C ----------------------------------------------------------------------
#C 49.0.0 p49 pi-heptomino hassler [NMB 4/18/22]
#C        The loaf to tub to loaf is unusual and was only found because
#C        the search program tried to put a loaf spin catalyst there, and
#C        it reacted in a way other than the loaf spin.
#C        Two copies can create a glider gun.
#C 49.1.0 Capped period-49 glider gun [NMB 4/18/22]
#C        Uses two copies of the p49 pi-heptomino hassler.
#C        It is the smallest known p49 gun by bounding box.
#C 49.1.1 p49 R-pentomino hassler [LJK 8/9/22]
#C        This oscillator with 34P7s instead of meatballs is the
#C        smallest p49 oscillator by population.
#C 49.2.0 p49 lumps of muck hassler [NMB 9/21/22]
#C 49.2.1 p49 century hassler [11/21/22]
#C 49.2.2 P49 bumper loop [Entity Valkyrie, 2018]
#C        Smaller than the P49 Snark loop
#C 49.3.0 p49 R-pentomino hassler
#C ----------------------------------------------------------------------
#C 50.0.0 P50 traffic jam [NDE 10/16/93]
#C        Period 50/2, symmetry type "n-e".
#C        Like all traffic jams, they can be used as sparkers. An example
#C        is lower down in the p50 section.
#C 50.0.1 p50 honey farm hassler [Partial by DER on 6/8/21, completed by Martin Grant the same day]
#C        The p5 sparkers are custom to allow space for the blocks.
#C 50.1.0 p50 honey farm hassler [mvr 8/24/22]
#C 50.1.1 p50 pi-heptomino hassler [NMB 11/16/22]
#C 50.1.2 p50 LOM/R hassler [DER 9/3/21]
#C 50.2.0 P50 pi-heptomino hassler
#C        Uses two skewed 55P10s. Before it was discovered, the reaction still worked,
#C        but it was much larger.
#C        Can be period-multiplied to 100 using two molds as shown in the p88
#C        section, or to 150 as shown in the p150 section.
#C 50.2.1 P50 glider shuttle [DRH 3/19/92 (using early version of toaster); DER 10/23/21 in current form]
#C        2-glider shuttle with period 50+40n.  See comments for P42 glider shuttle.
#C 50.2.2 p50 C2 lumps of muck hassler [CC 10/26/22]
#C 50.3.0 p50 D4 lumps of muck hassler [DER 5/3/22]
#C 50.3.1 p50 pi-heptomino hassler [DER 9/25/22]
#C        Despite being found using David Raucci's search program and
#C        not symmetric CatForce, all the catalysts are stable.
#C 50.4.0 p50 C2 lumps of muck hassler [CC 1/26/23]
#C        The sparkers are optimized for bounding box; a population reduction
#C        would look simpler.
#C 50.4.1 p50 pi-heptomino hassler [LJK 8/31/22]
#C 50.5.0 p50 lumps of muck hassler [DER 7/3/22]
#C ----------------------------------------------------------------------
#C 51.0.0 p51 honey farm hassler [NMB 11/18/22]
#C 51.0.1 p51 pi-heptomino hassler [MM 2/9/23 based on a partial by mvr]
#C 51.0.2 Capped p51 glider gun [NMB 11/3/22]
#C 51.1.0 p51 lumps of muck hassler [NMB 10/29/22, stable form 4/20/23]
#C 51.1.1 Beluchenko's p51 [NB, 2/17/09]
#C        Also see the p102 section, where two of these hassle a beehive.
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C ----------------------------------------------------------------------
#C 52.0.0 Four eaters hassling lumps of muck [DJB#119 10/1/77]
#C        Period 52/4, symmetry type "nrc".
#C        Has appeared semi-naturally (i.e. from symmetric soup)
#C 52.0.1 p52 lumps of muck sparker
#C Unix on p52 lumps of muck hassler [iNoMed 4/24/23 based on a partial by mvr]
#C      It was completed one day earlier in p104 and p156 forms before
#C      a version without multiplying the period was found.
#C 52.0.2 Four molds hassling eight blocks [NDE 2/21/95]
#C        Period 52/4, symmetry type "nrk". One can also have two pulses
#C        traveling around the loop separated by 16, 20, or 24 gens,
#C        or three pulses separated by 16+16+20.
#C 52.0.3 Octomino-based period-52 glider gun [mvr 3/2/23]
#C        The smallest known p52 glider gun by bounding box.
#C 52.1.0 Honey farm-based period-52 glider gun [NMB 11/18/22]
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown), 43,
#C        59, 70, 80, 83, and 102, and guns with periods
#C        34, 60, 72, 74, and 143.
#C 52.1.1 P52 R-pentomino hassler [NDE 3/19/96]
#C 52.1.2 p52 century hassler [CC 8/26/22, reduced by Luka Okanishi the next day]
#C 52.1.3 p52 honey farm hassler [EvinZL 7/29/22]
#C        This is a pipsquirter; see another part of this section
#C        and the p104 section for examples as sparkers.
#C 52.2.0 p52 pi-heptomino hassler [mvr 4/5/23]
#C        Two variants are shown: the simplest (heavyweight emulator)
#C        and a stable completion.
#C ----------------------------------------------------------------------
#C 53.0.0 94P53 [mvr 1/31/23]
#C        The elevener+fishhook+ship catalyst is the same one as used in 70P26.
#C ----------------------------------------------------------------------
#C 54.0.0 Two P54 shuttles hassling pentadecathlon [DJB before 5/91]
#C 54.0.1 43P54 [mvr 7/12/22, monomerized by wwei23]
#C        The smallest known p54 oscillator by population.
#C        Initially found in a dimer forum using symmetric CatForce.
#C 54.0.2 p54 HF/B hassler [LJK 10/31/22]
#C 54.1.0 Capped period-54 glider gun based on honey farm [DER 9/16/21]
#C        A massive reduction over the previous p54 gun, but a slightly
#C        smaller one using a different mechanism was found later. The catalyst
#C        is period-3 and was custom searched. The period-9 oscillator is snacker.
#C        Also see the period 32, 55, and 117 guns, discovered by the same
#C        person and using the same honey farm and eater 1 reaction.
#C 54.1.1 P54 shuttle [DJB#62 <= 1976]
#C        This is based on the twin bees shuttle
#C        (period 46).  Also see centinal (period 100).
#C 54.1.2 p54 honey farm rotator [NMB 9/17/22]
#C 54.1.3 Capped period-54 glider gun based on 43P54 [DER 7/14/22]
#C        The sixth-smallest gun with a unique period. Slightly smaller
#C        than the honey farm p54 gun, but discovered later.
#C 54.2.0 Two p18 LOM sparkers hassling loaf [DER 10/14/21]
#C        If the sparkers are within 5 phases of each other, it's period 36.
#C        If they are 6 to 8 phases apart, it fails. Only if they are in
#C        opposite phases (9 apart) does it work as shown here at period 54.
#C 54.2.1 p54 pi-heptomino hassler [MM 3/9/23 based on a partial by mvr the same day]
#C 54.3.0 p54 pi-heptomino hassler [iNoMed 5/5/23 based on a partial by mvr]
#C        The way the fishhook eats a loaf is an unusual complicated reaction.
#C 54.3.1 p54 century shuttle [DER 3/8/23, reduced by Entity Valkyrie the same day]
#C 54.3.2 p54 pulsar hassler [CC 11/22/22]
#C 54.4.0 P54 snark loop
#C        Any snark loop with period under 54 requires 8 gliders instead of 4,
#C        increasing its size. The 4-glider version of the snark loop only
#C        works for even periods. For period 54 specifically, the eaters in the
#C        center would react with each other, so a single still life combining
#C        the four eaters is needed.
#C        See 43.0.0 for the 8-glider snark loop.
#C 54.4.1 p54 pi-heptomino hassler [mvr 1/24/23]
#C 54.4.2 p54 pi-heptomino hassler [LJK 8/31/22]
#C ----------------------------------------------------------------------
#C 55.0.0 P55 pre-pulsar hassler [DJB#162 1/26/86, smallest but periodic form by iNoMed 6/17/22]
#C        The smallest form in both bounding box and population is
#C        on the right. The left side is the smallest stable support.
#C        This is not a shuttle, as it doesn't move to another location
#C        as a pre-pulsar.
#C 55.0.1 Capped period-55 glider gun [DER 9/16/21]
#C        One of the few guns with a bounding box under 1,000 cells, and
#C        the smallest odd-period gun.
#C        All three sparkers are period 5, and two of the three are custom.
#C        Also see the period 32, 54, and 117 guns, discovered by the same
#C        person and using the same honey farm and eater 1 reaction.
#C 55.0.2 p55 pre-pulsar shuttle [DER 9/18/22]
#C        The previously known reaction on the left moves a pre-pulsar right
#C        six cells in 29 generations, as seem in the p58 and p64 sections.
#C        The reaction on the right, found by LJK the day before the p55 was
#C        discovered, moves a pre-pulsar left six cells in 26 generations.
#C 55.0.3 p55 pi-heptomino hassler [DER 11/3/22 based on a partial by CC the same day]
#C ----------------------------------------------------------------------
#C 56.0.0 p56 lumps of muck shuttle [DER 2/28/23]
#C 56.0.1 p56 pi-heptomino shuttle [LJK 6/29/22]
#C 56.0.2 P56 B-heptomino shuttle [DJB#162 1/26/86 (with Kok's Galaxy instead of blockers)]
#C        LifeWiki says date of discovery unknown, so take the
#C        date listed with a grain of salt
#C        The smallest known period 56 oscillator
#C 56.1.0 Nonstandard p56 toadsucker [RWG 10/25/94]
#C        Toadflippers also exist, but it was omitted to save space.
#C 56.1.1 p56 lumps of muck shuttle [CC 9/18/22, reduced by iNoMed 2/21/23]
#C        Each large p4 interacts three times in a row.
#C 56.1.2 p56 pi-heptomino shuttle [cvojan 9/10/22, reduced by Entity Valkyrie the next day]
#C        Can be made into a horizontal wick.
#C 56.1.3 p56 B+block hassler [CC 9/7/22]
#C 56.2.0 p56 C2 honey farm hassler [CC 1/26/23]
#C 56.2.1 p56 lumps of muck hassler [LJK 9/3/22]
#C 56.2.2 p56 traffic light hassler [CC 10/21/22]
#C 56.3.0 p56 century hassler [DER 5/5/22]
#C 56.3.1 p56 lumps of muck hassler [CC 8/2/22]
#C 56.4.0 P56 traffic light hassler
#C 56.4.1 p56 wing shuttle [DER 3/10/23]
#C 56.4.2 p56 C4 honey farm hassler [LJK 7/28/22]
#C ----------------------------------------------------------------------
#C 57.0.0 P57 R-pentomino hassler [DER 4/15/21]
#C        The blocks suppress Herschels. The Herschels can be used to create
#C        a p114 glider gun easily or a p57 gun with more effort; the smallest
#C        known p57 gun uses this engine initially.
#C 57.0.1 P57 bumper loop [Entity Valkyrie, 2018]
#C 57.0.2 [mvr 9/23/22]
#C        One phase of the active region is an R-turner without its
#C        first blinker.
#C ----------------------------------------------------------------------
#C 58.0.0 Pre-pulsar shuttle 58 [Tanner Jacobi, 2015]
#C        Period-58 oscillator with a 50% smaller population
#C        than the previous Snark-based record.
#C 58.0.1 p58 LWSS gun [dani 6/26/22]
#C        Interestingly, a LWSS gun based on the p58 pi-heptomino hassler
#C        is simpler than a glider gun.
#C 58.0.2 p58 D4_x pi-heptomino hassler [mvr 8/16/22]
#C        Found using symmetric CatForce
#C 58.1.0 p58 C2 pi-heptomino hassler [LJK 6/26/22]
#C        Found via symmetric CatForce. It is a sparker, although not
#C        a typical one.
#C 58.1.1 p58 pentadecathlon hassler [iNoMed 6/30/22]
#C 58.2.0 p58, type 3 toadsucker [RWG,MDN 10/25/94 (using larger p29s), DRH 12/13/94]
#C ----------------------------------------------------------------------
#C 59.0.0 p59 pi-heptomino hassler [mvr 4/4/23]
#C 59.0.1 108P59 [mvr 9/14/22]
#C        The first known p59 oscillator not based on Herschel tracks
#C        or glider loops.
#C 59.0.2 Phase-shifted twirling T-tetsons II [NMB 11/4/22]
#C        Two copies of a p60 mechanism interact to form a p59 oscillator.
#C 59.1.0 p59 glider loop [NMB 11/18/22]
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown), 43,
#C        70, 80, 83, and 102, and guns with periods
#C        34, 52, 60, 72, 74, and 143.
#C ----------------------------------------------------------------------
#C 60.0.0 [AF 7/18/94]
#C        2 p30 shuttles push a blinker up and down.
#C 60.0.1 [<= 1971]
#C        P60 glider shuttle
#C 60.0.2 P60 boat-bit glider gun [1971?]
#C        This demonstrates a reaction [???? 1971?] in which gliders
#C        hitting a snake alternately create and destroy a boat.  This
#C        can be used as a memory device (called a "boat-bit"); see 15240.0.0.
#C 60.1.0 p60 honey farm shuttle [iNoMed 11/18/22]
#C        Found by hand.
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown), 43,
#C        59, 70, 80, 83, and 102, and guns with periods
#C        34, 52, 60, 72, 74, and 143.
#C 60.1.1 [NDE 5/30/98]
#C        Pre-pulsar hassled by four caterers
#C 60.1.2 Capped period-60 glider gun [Entity Valkyrie 11/18/22]
#C        The smallest period-60 gun by bounding box.
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown), 43,
#C        59, 70, 80, 83, and 102, and guns with periods
#C        34, 52, 72, 74, and 143.
#C 60.1.3 p60, type -1 toadsucker
#C        A "toad hassler" is an oscillator in which a toad is changed by a
#C        pair of domino sparks above and below it.  It either moves 1 unit
#C        sideways ("toadsucker") or changes its orientation ("toadflipper").
#C        Amazingly, there are 5 different positions for the sparks which
#C        work; I call them "type -1" through "type 3", depending on the
#C        horizontal distance between the top and bottom sparks.  The odd types
#C        are toadsuckers; the even ones are toadflippers.  Given a period N
#C        oscillator which produces accessible domino sparks once per period,
#C        the resulting toad hasslers have period 4N if N is odd, 2N if N is
#C        even.  However, there are also some toad hasslers in which the period
#C        is smaller, either because the sparks occur more than once per period
#C        (see period 58) or because the interaction with the spark is more
#C        complicated (see period 56). Any oscillator that mentions
#C        "see period 60" uses this mechanism. Toad hassling was apparently
#C        first discovered by RTW in 6/84, using sparks from PDs and snackers to
#C        give p60 and p36 oscillators.
#C 60.1.4
#C        p60, type 0 toadflipper
#C 60.2.0
#C        p60, type 1 toadsucker
#C 60.2.1
#C        p60, type 2 toadflipper
#C 60.2.2
#C        p60, type 3 toadsucker
#C 60.2.3 Twirling T-tetsons II [RTW 1989]
#C        Period 60/4, symmetry type "nrk".
#C 60.2.4 p60 traffic light hassler [NDE 12/2002]
#C        Contains two copies of Karel's p15 and a heavyweight emulator (p4)
#C 60.3.0 p60 doubly skewed pre-pulsar hassler [mvr 7/15/22]
#C        Found using symmetric CatForce
#C 60.3.1 p60 honey farm shuttle [DER 8/25/21]
#C 60.3.2
#C P60 glider gun [V. Everett Boyer & Doug Petrie <=1973]
#C 60.4.0 p60 R-pentomino hassler [DER 12/29/21]
#C 60.4.1 p60 honey farm shuttle [LJK 8/27/22]
#C 60.4.2 Simkin's p60 [Michael Simkin, 2015]
#C        The smallest known emu (Herschel tracks that are incapable of emitting gliders)
#C 60.5.0 p60 wing/HF hassler [CC 9/29/22]
#C 60.5.1 p60 TL+G hassler [DER 1/2/22]
#C        The TL+G (short for traffic light + glider) sequence is a moderately
#C        common sequence that has a two-glider synthesis.
#C        The p5 sparker is the same one used in the period-55 glider gun.
#C        It was chosen because p4 and p6 don't work and other p5s and the
#C        pentadecathlon don't have enough side clearance.
#C 60.5.2 p60 century hassler [CC 10/2/22]
#C        This is an obo sparker.
#C 60.6.0 p60 LOM hassler [iNoMed 9/23/21, based on a partial by DER the same day]
#C 60.6.1 p60 traffic light hassler [CC 10/9/22]
#C 60.6.2 p60 traffic light hassler [Adam P. Goucher 7/18/21, based on a partial by DER the same day]
#C        There are ways to make it into a glider gun, but they're not obvious.
#C        The glider eater are tub with tail eater, used for clearance purposes.
#C 60.7.0 p60 teardrop shuttle [Hdjensofjfnen 5/17/22 based on a partial by DER]
#C 60.7.1 p60 pulsar hassler [cvojan 9/17/22]
#C 60.7.2 p60 B-heptomino hassler [JS and NDE in July 2003]
#C        The active region on the "inbound" path is the R-turner without
#C        its first blinker.
#C 60.8.0 Metamorphosis II [RTW 12/13/94]
#C        Illustrates a glider to
#C        LWSS reflection from a pair of p30 shuttles [found by
#C        Paul Rendell before 1/20/86, rediscovered by PC 12/9/94], and
#C        a symmetric collision between 2 LWSSs which makes 2 gliders.
#C 60.8.1 p60 traffic light + blinker hassler [mvr 1/17/23]
#C        This traffic light + blinker combination is no more likely to occur
#C        together than the two objects being together by random chance.
#C 60.8.2 [NB 5/28/10]
#C 60.9.0 p60 unnamed object shuttle [CC 8/24/22]
#C ----------------------------------------------------------------------
#C 61.0.0 p61 pi-heptomino hassler [mvr 12/12/22]
#C        The only known p61 engine that doesn't rely on glider loops
#C        or Herschel tracks.
#C 61.0.1 Period-61 glider gun [mvr 4/5/23]
#C ----------------------------------------------------------------------
#C 62.0.0 [mvr 4/5/23]
#C        The active region is a teardrop, I-heptomino, century, and a common
#C        unnamed pi+loaf at various points.
#C 62.0.1 Merzenich's p31 on fumarole [83bismuth38 10/12/21]
#C        Period 62. The fumarole undergoes a phase change.
#C 62.0.2 p62 lumps of muck hassler [mvr 4/4/23]
#C 62.1.0 [cvojan 1/17/22]
#C 62.1.1 p62 honey farm hassler [DER 4/3/22]
#C ----------------------------------------------------------------------
#C 63.0.0 p63 lumps of muck hassler [iNoMed 5/6/23 based on a partial by mvr]
#C 63.0.1 p63 century hassler [LJK 9/7/22]
#C 63.1.0 p63 lumps of muck hassler [LJK 9/14/22]
#C 63.1.1 P63 traffic light hassler [DER 7/24/21]
#C        The sparkers are 38P7.2 and a p7 thumb; the latter is not
#C        in this collection.
#C 63.2.0 p63 beehive hassler [DER 11/12/21]
#C 63.2.1 P63 skewed pulsar hassler [DER 7/20/21]
#C        The sparkers are 50P9 and the p21 honey farm hassler.
#C 63.2.2 p63 pi-heptomino hassler [NMB 9/27/22]
#C        Also works with double snackers.
#C 63.3.0 p63 pi-heptomino hassler [LJK 8/31/22]
#C 63.3.1 p63 traffic light hassler [LJK 10/4/22]
#C        The traffic lights have the same spacing as the
#C        p66 traffic light hassler.
#C ----------------------------------------------------------------------
#C 64.0.0 Merzenich's p64 [MM]
#C        The smallest known period-64 oscillator.
#C 64.0.1 p64 traffic light factory [DER 5/22/22]
#C        Removing a block on the edge emits a traffic light.
#C 64.0.2 p64 R-pentomino hassler [mvr 10/20/22, monomerized by NMB the same day]
#C 64.1.0 P64 thunderbird hassler [carybe, 2018]
#C        Was discovered via symmetric soup search
#C        There are two known thunderbird hasslers.
#C        The other is a p190 shuttle.
#C 64.1.1 P64 pre-pulsar hassler
#C        Contains two copies of Merzenich's p64 and half of 58.0.0.
#C 64.1.2 p64 pi-heptomino shuttle [DER 9/16/22 based on a partial by cvojan]
#C 64.2.0 p64 pi-heptomino hassler [DER 2/22/22]
#C 64.2.1 p64 pi-heptomino hassler [CC 10/1/22]
#C        This is a phi sparker.
#C 64.2.2 p64 blinker factory [LJK 10/16/22]
#C        The blinker is eaten by the far fishhook.
#C        Two copies can be used to create a p64 domino sparker using a
#C        beehive between the blinkers in the same way as the p24 domino
#C        sparker, but it has low clearance and no uses so far.
#C 64.3.0 p64 pi-heptomino hassler [LJK 8/29/22]
#C 64.3.1 p64 honey farm hassler [CC 10/12/22]
#C 64.3.2 p64 pi-heptomino hassler [mvr 1/24/23]
#C 64.4.0 p64 H' hassler [CC 10/4/22]
#C        H' is a Herschel without the FNG.
#C 64.4.1 Four Merzenich's p64s hassling Octagon 2
#C        Octagon 2 is period 5, but it skips a generation every time the p64s
#C        give it sparks.
#C 64.4.2 p64 lumps of muck hassler [LJK 9/13/22]
#C 64.5.0 p64 lumps of muck hassler [CC 4/26/23]
#C        Two stabilizations are shown: a sparkier one on the left and
#C        a smaller one on the right.
#C 64.5.1 p64 honey farm hassler [DER 4/4/22]
#C 64.6.0 P64 pi-heptomino hassler [DER 8/21/21]
#C        The sparkers are 68P16 and a p8 T-nose used for clearance reasons.
#C ----------------------------------------------------------------------
#C 65.0.0 p65 honey farm hassler [CC 1/17/23]
#C 65.0.1 p65 pi-heptomino hassler [MM 3/15/23 based on a partial by mvr the previous day]
#C 65.1.0 P65 pre-pulsar shuttle [Partial by DER, completed by MM and Dongook Lee independently]
#C ----------------------------------------------------------------------
#C 66.0.0 p66 lumps of muck hassler [NMB 4/20/23]
#C 66.0.1 p66 R-pentomino shuttle [CC 10/18/22]
#C        The Jason's p22s just delete junk.
#C 66.0.2 p66 R-pentomino diagonal flipper [mvr, noticed by a human (iNoMed) 10/21/22]
#C 66.1.0 p66 pond and block hassler [mvr 4/5/23, reduced by EvinZL the same day]
#C 66.1.1 p66 traffic light hassler [LJK 10/4/22]
#C        The traffic lights have the same spacing as the
#C        p63 traffic light hassler.
#C 66.2.0 P66 R-pentomino hassler [DER 5/26/21]
#C        Shown with two different possible stabilizations.
#C ----------------------------------------------------------------------
#C 67.0.0 p67 B-heptomino hassler [NMB 4/21/23]
#C        The only known p67 engine.
#C ----------------------------------------------------------------------
#C 68.0.0 p68 century hassler [NMB 4/21/23]
#C 68.0.1 p68 long bun hassler [LJK 9/27/22, reduced by mvr 11/3/22]
#C        A long bun is an object that goes through the same evolutionary
#C        sequence as the object shown below, even if it doesn't go through
#C        the exact phase shown. Jason's p33 hassles the same object, and
#C        there are also long bun hasslers at p30, p48, p72, and p324.
#C        oooo.
#C        o...o
#C        .ooo.
#C        This description is in the p68 section because it's easier to find
#C        as there are fewer p68s than e.g. p30s or p72s in this collection.
#C        As for the oscillator itself, this is a sparker used in the p68
#C        B-heptomino shuttle.
#C 68.0.2 71P68 [LJK 10/1/22]
#C        Formerly the smallest known p68 oscillator by population.
#C        Uses the speed tunnel reaction.
#C 68.1.0 p68 B-heptomino hassler [DER 3/27/23 based on a partial by NDE in 1996, reduced 4/21/23]
#C 68.1.1 90P68 [mvr 3/6/23]
#C        The active region is one that can create a p28 3c/7o wave.
#C        Can be made into a glider gun, the smallest known p68 gun at 39x33.
#C 68.1.2 p68 lumps of muck hassler [mvr 9/8/22]
#C        Its population can be made smaller with p4 supports using mazing
#C        rather than a loaf spin, but stable supports are considered
#C        to be more elegant.
#C 68.2.0 p68 HF/pi hassler [iNoMed 1/25/23 based on a partial by CC]
#C 68.2.1 p68 dependent reflector [DER 9/15/22 based on a partial by cvojan the same day]
#C ----------------------------------------------------------------------
#C 69.0.0 p69 seven blinkers hassler [mvr 1/16/23]
#C        "Seven blinkers" is this region, which becomes a TL and a 3/4 TL:
#C        .ooo.
#C        o...o
#C        oo..o
#C        ..oo.
#C        This is not the first known p69 engine, but the other known one
#C        requires reflecting emitted gliders back onto itself, making it
#C        too large to show in this collection.
#C 69.0.1 p69 pi-heptomino hassler [MM 3/7/23 based on a partial by mvr]
#C ----------------------------------------------------------------------
#C 70.0.0 p70 D2 century hassler [mvr 7/10/22]
#C        Found using symmetric CatForce
#C        The two halves can be skewed two cells. In doing so, a line of
#C        six spark is created, which then dies without destroying
#C        the oscillator.
#C 70.0.1 p70 wing hassler [cvojan 10/2/22]
#C 70.0.2 p70 honey farm hassler [Entity Valkyrie 11/18/22 based on a partial by iNoMed]
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown),
#C        59, 80, 83, and 102, and guns with periods
#C        34, 52, 60, 72, 74, and 143.
#C 70.1.0 78P70 [KS, 6/17/07]
#C 70.1.1 p70 honey farm hassler [mvr 2/26/23]
#C        Corner dot sparker, but no uses have been found yet.
#C 70.1.2 p70 lumps of muck hassler [mvr 1/10/23, reduced by iNoMed the same day]
#C 70.2.0 [David I. Bell 6/1/02, reduced by MM 7/18/21]
#C        A tumbler is unusually used as a sparker in this oscillator.
#C 70.2.1 p70 pi-heptomino hassler [LJK 8/29/22]
#C 70.2.2 p70 pulsar/B hassler [LJK 9/14/22]
#C        55P10 also works in place of the 34P7s. Meatball, however, does not.
#C 70.3.0 p70 traffic light hassler [CC 10/13/22]
#C        Uses a p14 Thompson's methuselah hassler from the p14 section plus
#C        two pairs of killer toads.
#C 70.3.1 Capped period-70 glider gun [CC 1/17/23]
#C 70.3.2 p70 honey farm hassler [mvr 7/24/22]
#C 70.4.0 p70 pi-heptomino hassler [LJK 8/11/22]
#C 70.4.1 p70 unnamed region hassler [CC 10/27/22]
#C        The region is very common in rotational symmetry,
#C        but not asymmetrically. There is also a p30 in this collection
#C        with the same region.
#C 70.4.2 p70 pi-heptomino hassler [CC 10/31/22, reduced by iNoMed the same day]
#C        Shows a way that tumbler can provide a spark.
#C 70.5.0 p70 C4 century hassler [DER 4/29/21 (with p5 pipsquirter), GUYTU6J 4/29/21 in current form]
#C        This was one of DER's first discoveries.
#C ----------------------------------------------------------------------
#C 71.0.0 p71 honey farm hassler [mvr 9/1/22]
#C        The only known p71 engine.
#C ----------------------------------------------------------------------
#C 72.0.0 Capped period-72 glider gun [CC 1/18/23]
#C        The smallest known p72 glider gun by bounding box.
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown), 43,
#C        59, 70, 80, 83, and 102, and guns with periods
#C        34, 52, 60, 74, and 143.
#C 72.0.1 Two blockers hassling R-pentomino [RTW 1990]
#C        Looks identical but flipped after a half-cycle.
#C        A still life, also used in hooks (p5) and 28P7.2, along with two fishhooks,
#C        can replace the blockers. The original form is shown here because
#C        it's a stronger sparker.
#C 72.0.2 p72 C2 lumps of muck hassler [CC 8/10/22]
#C 72.0.3 p72 lumps of muck hassler [mvr 1/29/23]
#C        Provides some sparks, but not really that useful because none of them
#C        stick out more than the other sparks.
#C 72.1.0 p72 quasi-shuttle [Jason Summers, 2005]
#C        This is a quasi-shuttle and not a true shuttle because it doesn't
#C        repeat itself flipped.
#C 72.1.1 p72 lumps of muck hassler [CC 1/26/23]
#C        The p6 domino sparker here is optimized for bounding box,
#C        not population.
#C 72.1.2 p72 D4 lumps of muck hassler [CC 8/29/22]
#C        The Kok's galaxy interacts five times per cycle.
#C 72.2.0 p72 wing hassler [LJK 5/27/22, reduced by MM the next day]
#C 72.2.1 p72 honey farm hassler [LJK 8/23/22, reduced by CC 3/29/23]
#C 72.2.2 p72 pi-heptomino hassler
#C        The pipsquirters are "mini pipsquirters" that survive less often
#C        than the standard p6 pipsquirter, but they work here.
#C 72.3.0 p72 lumps of muck hassler [CC 9/18/22]
#C 72.3.1 p72 honey farm hassler [CC 10/13/22]
#C        This technically qualifies as a pipsquirter due to the maximum
#C        extent of the honey farm, but the block that forms immediately
#C        afterwards limits its use.
#C 72.3.2 p72 lumps of muck hassler [CC 10/18/22, reduced by iNoMed the same day, since reduced]
#C        The pipsquirters are "mini pipsquirters" that survive less often
#C        than the standard p6 pipsquirter, but they work here.
#C 72.4.0 P72 traffic light hassler
#C 72.4.1 [MM 11/28/19]
#C        Four 22P36s hassle an object that surprisingly isn't in the
#C        top 3980 evolutionary sequences.
#C 72.4.2 p72 century shuttle [DJB June 1996, reduced by DER 5/26/22]
#C        All the sparkers do is suppress a line of three for one generation.
#C 72.5.0 p72 long bun hassler [LJK 8/8/22]
#C        See the p68 section for the description of what a long bun is.
#C ----------------------------------------------------------------------
#C 73.0.0 p73 lumps of muck hassler [LJK 10/30/22]
#C        One of two known p73 engines, not counting an oscillator supported
#C        by this one.
#C        This oscillator is a V sparker.
#C 73.0.1 p73 honey farm hassler [mvr 3/2/23]
#C        The large catalyst works as both a glider eater and a block.
#C 73.1.0 [Partial by DER, completed when the p73 LOM hassler was found on 10/30/22]
#C        The object being hassled is an early traffic light predecessor.
#C        ooo.
#C        ...o
#C        .ooo
#C ----------------------------------------------------------------------
#C 74.0.0 Raucci's p74 [6/29/21]
#C 74.0.1 Capped p74 glider gun [NMB 11/18/22]
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown), 43,
#C        59, 70, 80, 83, and 102, and guns with periods
#C        34, 52, 72, 74, and 143.
#C 74.1.0 p74 pi-heptomino hassler [Tanner Jacobi 7/8/22]
#C        Found using symmetric CatForce. Contains a transparent fishhook.
#C 74.1.1 P74 honey farm hassler [DER 6/4/21]
#C        Previously used two Beluchenko's other p37s for stabilization
#C ----------------------------------------------------------------------
#C 75.0.0 p75 R-pentomino hassler [LJK 8/10/22]
#C 75.0.1 6 bits [RTW 9/84]
#C        P75 glider shuttle. Named 6 bits because there are three domino sparks
#C        that reflect the gliders, in addition to "2 bits" being slang for
#C        a 25 cents in the US, making 6 bits equal to 75 cents.
#C 75.0.2 p75 I-heptomino hassler [mvr 11/2/22]
#C        As there are only sparkers on two sides, the other two sides are
#C        available for this oscillator to be a p75 sparker, although
#C        no uses have been found yet.
#C        Like the R-pentomino, not all I-heptomino sequences form via
#C        the I-heptomino itself. Generation 3 shows the generation that
#C        the vast majority of predecessors converge to.
#C 75.1.0 p75 R-pentomino hassler [CC 10/2/22]
#C 75.1.1 p75 LOM hassler [DER 9/6/21]
#C        The pentadecathlon is the only essential spark. The modified
#C        heavyweight volcano is only used to delete junk.
#C 75.1.2 Capped period-75 glider gun [EvinZL 9/27/22 based on a partial by LJK]
#C        The smallest known p75 glider gun by bounding box.
#C 75.2.0 Period-75 glider gun [iNoMed 10/21/22 based on an oscillator by CC on 9/27/22]
#C        The oscillator uses the active region, the two pentadecathlons
#C        on the upper left, and those same two pentadecathlons on the
#C        opposite side of the active region.
#C 75.2.1 p75 C4 pi-heptomino hassler [mvr 10/21/22]
#C        Also a bakery hassler.
#C 75.2.2 p75 D4_x pi-heptomino hassler [LJK 9/2/22]
#C ----------------------------------------------------------------------
#C 76.0.0 p76 pi hassler monomer [cvojan 12/18/21]
#C        The first monomer was found on the same day as the dimer, but this one is
#C        the smallest period-76 oscillator by population.
#C 76.0.1 p76 pi hassler dimer [DER 4/11/21]
#C        One pi heptomino and its associated heavyweight emulator can be shifted one
#C        or two cells in the correct direction, and it will still work.
#C 76.0.2 p76 R-pentomino shuttle [DER 3/1/23]
#C 76.1.0 p76 lumps of muck hassler [LJK 8/2/22]
#C 76.1.1 p76 pi-heptomino hassler [mvr 5/6/23]
#C ----------------------------------------------------------------------
#C 77.0.0 p77 pi-heptomino hassler [NMB 11/3/22]
#C 77.0.1
#C 77.0.2 p77 honey farm hassler [CC 11/2/22]
#C        A temporary paperclip forms in the center.
#C ----------------------------------------------------------------------
#C 78.0.0 L156 [DJB 8/7/96]
#C        Four of the eaters are used to turn the gun into an oscillator.
#C        With 1, 2, 3, 4, 6, and 8 Herschels, the period is 624, 312, 208,
#C        156, 104, and 78 generations respectively. This one is period 78.
#C ----------------------------------------------------------------------
#C 79.0.0 p79 pi-heptomino hassler [LJK 9/27/22]
#C        The only known p79 engine.
#C ----------------------------------------------------------------------
#C 80.0.0 Two Beluchenko's p40s hassling blinker
#C 80.0.1 p80 twin bees shuttle [NMB 9/24/22, reduced by Entity Valkyrie the same day]
#C        The original form by NMB used blockers instead of
#C        transparent loaves.
#C 80.1.0 p80 Z-hexomino hassler [CC 8/28/22]
#C 80.1.1 p80 lumps of muck hassler [CC 9/28/22]
#C 80.1.2 p80 honey farm hassler [iNoMed 5/4/23 based on a partial by mvr]
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown),
#C        59, 70, 83, and 102, and guns with periods
#C        34, 52, 60, 72, 74, and 143.
#C 80.2.0 p80 unnamed region shuttle [CC 9/20/22]
#C 80.2.1 p80 century hassler [LJK 10/3/22]
#C 80.2.2 p80 procrastinator shuttle [DER 3/15/23]
#C        The procrastinator, named in Lifeline Volume 4 in 1971, is this:
#C        .ooo
#C        ...o
#C        ooo.
#C        o...
#C        It looks like a fishhook with one extra cell.
#C        By itself, it becomes a single beehive in 73 generations.
#C        The large sparker is a p40, also in this collection.
#C 80.3.0 p80 R-pentomino shuttle [DER 6/4/22]
#C 80.3.1 p80 century diagonal flipper [LJK 9/7/22]
#C 80.3.2 p80 lumps of muck hassler [CC 9/18/22]
#C ----------------------------------------------------------------------
#C 82.0.0 p82 pi-heptomino hassler [Entity Valkyrie 7/25/22]
#C        Surprisingly found by hand. Uses the first half of the
#C        "speed tunnel" reaction found the previous day, which is a G-to-H
#C        with repeat time 61. This is the smallest known p82 oscillator.
#C ----------------------------------------------------------------------
#C 83.0.0 62P83 [mvr 7/5/22]
#C        The first known p83 engine.
#C        R-pentomino hassler. Found using symmetric CatForce.
#C 83.0.1 p83 honey farm hassler [NMB 11/18/22]
#C        The stable catalyst was found on 11/17/22 and has also been used
#C        to find oscillators with periods 24 (not shown), 36 (not shown), 43,
#C        59, 70, 80, and 102, and guns with periods
#C        34, 52, 60, 72, 74, and 143.
#C ----------------------------------------------------------------------
#C 84.0.0 p84 R-pentomino shuttle [iNoMed 9/10/22 based on a partial by cvojan, reduced by iNoMed 2/12/23]
#C        The p6 sparker is called a blonker and can be found in the p6 section.
#C 84.0.1 52P84 [JS 6/17/07]
#C        Uses two unixes (P6) for stabilization.
#C 84.1.0 p84 R-pentomino hassler [NMB 8/26/22]
#C        The T-nosed p4 just deletes junk, and there are a lot of ways
#C        to do so, but no stable solution has been found.
#C 84.1.1 p84 honey farm hassler [mvr 5/11/22]
#C        The smallest known p84 oscillator.
#C        Found using a symmetric version of CatForce.
#C        The smallest known p84 glider gun is this oscillator with one of
#C        the fishhooks replaced with a mold (p4) and a block.
#C 84.2.0 p84 pi-heptomino hassler [DER 6/1/21]
#C 84.2.1 p84 pi-heptomino shuttle [DER 5/22/22, reduced by C28]
#C 84.3.0 p84 interchange hassler [DER 7/22/21]
#C        The sparkers are 34P14 and one form of a T-nosed p4.
#C 84.3.1 p84 R-pentomino shuttle [mvr 9/5/22]
#C 84.3.2 p84 traffic light hassler [CC 4/7/23]
#C 84.4.0 p84 honey farm diagonal flipper [EvinZL 1/14/23 based on a partial by DER]
#C        Uses p42 pi-heptomino hasslers as sparkers.
#C ----------------------------------------------------------------------
#C 85.0.0 p85 R-pentomino hassler [LJK 8/27/22]
#C        The smallest known p85 oscillator by population.
#C ----------------------------------------------------------------------
#C 86.0.0 76P86 [Open Science Grid 10/3/22]
#C        Discovered in a symmetric soup. The smallest known p86
#C        oscillator by population.
#C 86.0.1 p86 traffic light hassler [DER 5/9/23]
#C        The clock+beehive catalyst was found the same day.
#C        The sparkers are p43 honey farm hasslers.
#C 86.1.0 p86 pi-heptomino hassler [mvr 9/8/22]
#C        Formerly the smallest known p86 oscillator by population.
#C 86.1.1 Strictly volatile p86 [iNoMed 9/22/22]
#C        NMB found the initial form of the oscillator, and iNoMed turned
#C        it into a strictly volatile one.
#C        Four copies of this oscillator plus four blocks can hassle a pair of
#C        R-pentominoes at p172. Unfortunately, because of its 191x186
#C        bounding box, it cannot be shown in this collection.
#C ----------------------------------------------------------------------
#C 87.0.0 84P87 [Tanner Jacobi, 1/27/16]
#C        The smallest known period-87 oscillator.
#C 87.0.1 p87 fleet+blinker hassler [CC 1/30/23 based on a partial by mvr]
#C ----------------------------------------------------------------------
#C 88.0.0 P88 pi hassler
#C 88.0.1 [Entity Valkyrie 7/12/21]
#C 88.1.0 P88 pre-pulsar shuttle
#C 88.1.1 p88 pi and block hassler [mvr 10/1/22]
#C        Lone ships aren't typical catalysts. They work here by luck.
#C 88.1.2 p88 lumps of muck hassler [mvr 1/16/23]
#C 88.2.0 p88 R-pentomino shuttle [NMB 5/6/23]
#C        The R forms late in the sequence at generation 11; most form
#C        by generation 5.
#C 88.2.1 [RDH 1994]
#C        Based on P44
#C        The same can be done with the similar p50 to create a p100, but
#C        it is not shown here.
#C 88.2.2 P88 wing shuttle
#C        Replacing two of the blockers with figure eights can
#C        create a glider gun.
#C ----------------------------------------------------------------------
#C 90.0.0
#C        P90 pre-pulsar shuttle
#C 90.0.1
#C        p90 glider shuttle using p6 thumbs
#C        Extensible to 90+24N. These are the same numbers that the p42 unix
#C        glider shuttle can have.
#C 90.0.2 Diuresis
#C        The centuries spaced as shown reform in 45 generations flipped.
#C        The catalysts just delete the junk. There are many ways to do so,
#C        most of which involve sparkers.
#C 90.1.0 p90 honey farm hassler [LJK 7/29/22]
#C 90.1.1 P90 glider gun [DRH]
#C 90.2.0 p90 honey farm hassler [LJK 8/27/22]
#C 90.2.1 p90 pi-heptomino hassler [mvr 3/30/23]
#C 90.2.2 [FWKnightship 12/29/20]
#C        P90 pre-pulsar hassler
#C 90.3.0 [DIB 11/30/93]
#C        A glider shuttles between 2 pairs of p30
#C        shuttles.  At each end it turns into a boat and then back
#C        into a glider.  The spark that turns the glider into a boat
#C        is symmetric, so this reaction can also be used to shift a
#C        glider's path by 2 units without reversing its direction. 
#C        Also see periods 184 and 276.
#C 90.3.1
#C        P90 glider shuttle
#C 90.3.2 p90 R-pentomino hassler [DER 2/9/22]
#C ----------------------------------------------------------------------
#C 91.0.0 Period-91 glider gun [LJK 8/8/22]
#C 91.0.1 p91 C2 R-pentomino hassler [CC 6/19/22 based on a partial by LJK the same day]
#C 91.0.2 p91 honey farm hassler [NMB 11/18/22]
#C ----------------------------------------------------------------------
#C 92.0.0 [RTW 5/28/92]
#C        2 p46 shuttles push a beehive back and forth.
#C 92.0.1 [NDE 11/23/94]
#C        2 p46 shuttles push a blinker back and forth.
#C 92.1.0 [RTW 3/91]
#C        2 p46 shuttles repeatedly convert blocks to gliders.
#C 92.1.1 [DRH, NDE 1/15/95]
#C        2 p46 shuttles repeatedly reverse a loaf.
#C 92.2.0 P92 glider gun [DRH 1/7/91]
#C        Made from 2 overlapping p46 guns.
#C 92.2.1 p92 pi-heptomino hassler [CC 10/1/22]
#C        Uses the speed tunnel reaction.
#C 92.3.0 [Entity Valkyrie]
#C 92.3.1 P92 traffic light hassler
#C 92.4.0 p92 lumps of muck hassler [CC 10/16/22]
#C ----------------------------------------------------------------------
#C 94.0.0 AK-94
#C        Named after AK-47; there are two AK-47 reactions in this capped gun.
#C 94.0.1 p94 pi-heptomino shuttle [NMB 9/14/22]
#C 94.0.2 p94 R-pentomino hassler [mvr 9/12/22]
#C 94.1.0 p94 pi-heptomino hassler [NMB 11/3/22]
#C        The smallest known p94 by population.
#C        The active region enters the pi sequence later than usual.
#C 94.1.1 p94 R-pentomino hassler [iNoMed 5/5/23 based on a partial by mvr]
#C ----------------------------------------------------------------------
#C 95.0.0 p95 pi-heptomino hassler [mvr 11/15/22]
#C        The only known p95 engine. See the p190 section for a thunderbird
#C        being hassled by this oscillator.
#C ----------------------------------------------------------------------
#C 96.0.0 p96 honey farm hassler [CC 1/26/23]
#C        Somewhat similar to the p100 honey farm hassler in that it creates
#C        two pulsars in the middle of its evolution.
#C        One of two p96s that does so.
#C 96.0.1 P96 honey farm hassler [DER 7/13/21, reduced by MM the same day]
#C 96.0.2 p96 single lumps of muck hassler [mvr 1/8/23]
#C 96.1.0
#C        P96 traffic light hassler
#C 96.1.1 p96 honey farm hassler [LJK 8/30/22]
#C        Somewhat similar to the p100 honey farm hassler in that it creates
#C        two pulsars in the middle of its evolution.
#C        One of two p96s that does so.
#C 96.1.2 p96 R-pentomino hassler [mvr 4/5/23]
#C 96.2.0 P96 Hans Leo hassler [NDE 1/28/95]
#C        A p12 sparker changes a traffic light into a B-heptomino; an
#C        eater and a figure 8 change it back. Also see periods 132, 144, and 156.
#C 96.2.1 P96 pi-heptomino shuttle [DER 11/4/21]
#C        Uses an extremely robust sparker; other sparkers, even similar ones,
#C        don't work. Unlike most oscillators found by DER, this one was found
#C        manually by colliding a pi into a then recently-discovered emulator.
#C 96.2.2 p96 double lumps of muck hassler [mvr 1/29/23]
#C 96.3.0 p96 traffic light hassler [CC 1/17/23]
#C        Banana sparker with diagonal clearance.
#C        The sparkers are Charity's p16.
#C 96.3.1 p96 pi-heptomino hassler [LJK 8/29/22]
#C ----------------------------------------------------------------------
#C 98.0.0 P98 emu
#C        Based on R49 conduit discovered by Luka Okasnishi in 2019
#C        Can be made period 196 by having only one R-pentomino
#C ----------------------------------------------------------------------
#C 100.0.0 p100 honey farm hassler [LJK 7/29/22]
#C         Somewhat similar to two of the p96 honey farm hasslers in that it
#C         creates two pulsars in the middle of its evolution.
#C 100.0.1 p100 wing hassler [Dongook Lee 11/9/21 based on a partial by DER, since reduced]
#C         The small p5s are Elkies' p5. They almost always fail, but they
#C         get lucky here because generation 2 after sparking is a line of two
#C         lining up with a line of two in the p5.
#C 100.1.0 p100 lumps of muck hassler [LJK 8/22/22, reduced by iNoMed]
#C         The p2 is known as "antiphase why bother".
#C 100.1.1 p100 traffic light shuttle [C28]
#C         Can be made p90 instead by changing the offset of the
#C         p10 domino fountain. Also works in rotational symmetry.
#C 100.1.2 p100 pi-heptomino hassler [NMB 11/13/22]
#C         Found using symmetric CatForce immediately after transparent blinkers
#C         started being supported.
#C 100.2.0 p100 honey farm hassler [DER 7/9/21, reduced by JP21 the next day]
#C         Uses two 55P10s shortened for bounding box optimization
#C 100.2.1 P100 traffic jam [NDE 10/15/94]
#C 100.2.2 Centinal [RWB before 9/87]
#C         Based on P46 and P54 shuttles
#C ----------------------------------------------------------------------
#C 101.0.0 116P101 [iNoMed based on a partial by mvr the same day]
#C         The only known period-101 engine.
#C         The active region, consisting of a bullet heptomino plus a block,
#C         is number 242 in census.rle. At another point in the oscillator,
#C         it's a procrastinator (see p80 section) plus a transparent loaf.
#C ----------------------------------------------------------------------
#C 102.0.0 p102 R-pentomino hassler [mvr 1/29/23]
#C 102.0.1 Raucci's p102 [DER 5/22/22]
#C         Two different stabilizations are shown. The version with two
#C         fishhooks is the smallest known p102 by population with 67 cells,
#C         while replacing a fishhook with a unix produces a large spark.
#C         The active region is coincidentally the 102nd in the list of
#C         common evolutionary sequences.
#C         ooo...
#C         ......
#C         ...oo.
#C         ..o..o
#C         ...oo.
#C 102.0.2 p102 honey farm hassler [NMB 11/18/22]
#C         The stable catalyst was found on 11/17/22 and has also been used
#C         to find oscillators with periods 24 (not shown), 36 (not shown),
#C         59, 70, 80, and 83, and guns with periods
#C         34, 52, 60, 72, 74, and 143.
#C 102.1.0 Two Beluchenko's P51 hassling beehive
#C ----------------------------------------------------------------------
#C 104.0.0 B-52 bomber [NDS 3/21/96]
#C         Period-104 glider gun, capped.
#C 104.0.1 p104 LOM shuttle, reduced by DER the same day [CC 8/12/22]
#C 104.1.0 p104 century flipper [mvr 8/26/22]
#C 104.1.1 p104 R-pentomino hassler [NMB 8/27/22]
#C 104.2.0 p104 LOM hassler [LOM reaction by DER, p52 by EvinZL, combined by CC 7/29/22]
#C         This was found as soon as the p52 was found.
#C ----------------------------------------------------------------------
#C 105.0.0 p105 lumps of muck hassler [CC 1/26/23]
#C 105.0.1 p105 R-pentomino hassler [mvr 1/27/23]
#C 105.0.2 p105 lumps of muck hassler [iNoMed 4/25/23 based on a partial by mvr]
#C ----------------------------------------------------------------------
#C 106.0.0 p106 hassler [NMB 10/1/22]
#C         The smallest known p106 oscillator by population.
#C         The active region may look similar to thunderbird. It is not.
#C 106.0.1 [Adam P. Goucher, March 2009]
#C         Minimum period oscillator possible with this stable reflector.
#C ----------------------------------------------------------------------
#C 108.0.0 P108, type 0 toadflipper
#C         See discussion at period 60
#C 108.0.1 P108, type 1 toadsucker [DJB before 5/92]
#C         See discussion at period 60
#C 108.0.2 p108 pi-heptomino shuttle [DER 6/3/22]
#C 108.1.0 p108 honey farm hassler [NMB 11/3/22, reduced by DER 11/5/22]
#C 108.1.1 Capped p108 glider gun [NMB 10/23/22, reduced by iNoMed the next day]
#C         Not anywhere near the smallest; this is a CatForce find that
#C         just happens to emit gliders.
#C ----------------------------------------------------------------------
#C 109.0.0 p109 R-pentomino hassler [NMB 9/23/22]
#C ----------------------------------------------------------------------
#C 110.0.0 p110 lumps of muck hassler [mvr 4/20/23]
#C 110.1.0 P110 traffic jam [RWG 10/17/94]
#C         There are also a P104 traffic jam with bounding box 594x132 and a 
#C         P102 with bounding box 577x85 that require different stabilizations,
#C         as fumarole and octagon 2 are P5. They are not shown here due to their large size.
#C 110.1.1 p110 century shuttle [DER 2/17/22]
#C         Uses four Jason's p22 for stabilization.
#C 110.2.0 [KS 11/10/02]
#C         Period 110, mod 55. Sparkers are period 5.
#C ----------------------------------------------------------------------
#C 111.0.0 p111 R-pentomino hassler [mvr 9/16/22]
#C ----------------------------------------------------------------------
#C 112.0.0 p112 R loop [LJK 9/9/22]
#C 112.0.1 p112 honey farm + blinker hassler [NMB 5/11/23]
#C 112.1.0 L112 [DJB 7/5/96]
#C         Four of the eaters (the ones on the edge of the bounding box) are used to
#C         eat gliders and are not part of the conduit; if they were excluded, it
#C         would be a 4-barreled gun.
#C         With 1, 2, 4, and 7 Herschels, the period is 448, 224, 112, and 64
#C         generations respectively. This one is period 112.
#C 112.1.1 p112 pi and loaf hassler [JP21 7/9/22 based on a partial by DER]
#C         There are two common pi+loaf reactions. One is the object hassled
#C         in Jason's p22. The other comes from this predecessor, with two
#C         possibilities shown. The one on the left can be briefly seen in
#C         lumps of muck, while the one on the right is found in this p112.
#C         ooo......o..
#C         ...o....ooo.
#C         oo.o.......o
#C         .oo.....ooo.
#C ----------------------------------------------------------------------
#C 113.0.0 Capped period-113 glider gun [mvr 10/26/22]
#C         Uses only blocks and fishhooks as catalysts.
#C         It may appear that the fishhook that eats the glider is required for
#C         the engine to work. However, this is a null reaction, and removing
#C         the fishhook lets the glider escape.
#C ----------------------------------------------------------------------
#C 114.0.0 Capped period-114 glider gun [DER 4/20/22]
#C 114.0.1 p114 Iwona active region shuttle [DER 5/27/22]
#C         Iwona is a methuselah; its initial 6-cell active region is this:
#C         ooo.o
#C         ...oo
#C 114.1.0 p114 unnamed object hassler [mvr 4/25/23]
#C         This object is number 2516 in census.rle.
#C ----------------------------------------------------------------------
#C 116.0.0 p116 L-hexomino shuttle [DER 5/16/22]
#C         Four heavyweight emulators allow an L-hexomino to rotate. Mod 29.
#C         The L-hexomino may be hard to see; it does exist, but there is
#C         still fading junk when the hexomino itself is present.
#C         By itself, the L-hexomino becomes two spaced-out blinkers.
#C ----------------------------------------------------------------------
#C 117.0.0 Capped p117 glider gun [DER 7/6/21]
#C         Previously smallest known odd-period gun by bounding box.
#C         Sparker is 50P9.
#C         Also see the period 32, 54, and 55 guns, discovered by the same
#C         person and using the same honey farm and eater 1 reaction.
#C 117.0.1 p117 pi-heptomino hassler [mvr 4/5/23]
#C ----------------------------------------------------------------------
#C 119.0.0 p119 pi-heptomino hassler [mvr 4/1/23]
#C         Has the same start as the p44 and p50 pi-heptomino hasslers, but
#C         then becomes a pentadecathlon that then is turned back into
#C         pi-heptominoes much later.
#C         119 is one less than a multiple of 15, just like 44 is, which is
#C         why the reaction works at both periods.
#C         Posted as a "double fool", i.e. a real pattern on April Fools' Day
#C         when most discoveries are expected to be fake.
#C ----------------------------------------------------------------------
#C 120.0.0 p120 C2 honey farm hassler [mvr 9/1/22]
#C 120.0.1 P120 glider gun [DRH 1/13/91]
#C         A blocker can convert a period 8n+4 glider gun to period 16n+8.
#C 120.0.2 p120 loaf-flipping LCM [DER 10/31/21]
#C         Beluchenko's p40 and a queen bee shuttle flip a loaf with period
#C         LCM(30,40) = 120. Note that the two main oscillators share a block.
#C         Also see 1368.0.0 for a much higher-period loaf flipper.
#C 120.1.0 P120 pre-pulsar hassler
#C 120.1.1 [DER 2/6/22]
#C         A honey farm is catalyzed via a transparent beehive reaction and sparked
#C         via a pentadecathlon to place a block. The resulting chaos is tamed into
#C         a glider via a p24 domino sparker that hits the block and turns it back
#C         into a honey farm.
#C 120.1.2 p120 century shuttle [CC 8/12/22]
#C 120.2.0 p120 D4 honey farm hassler [LJK 8/23/22]
#C 120.2.1 P120 HWSS gun
#C         HWSSes cannot be eaten by eaters. They require other ways, such as
#C         killer toads shown here. They are also harder to create; a glider hitting
#C         a pre-block can create a LWSS or MWSS, but not a HWSS.
#C 120.3.0 P120 glider shuttle [MDN]
#C 120.3.1 p120 C2 pi-heptomino hassler [DER 2/10/22, reduced by multiple people]
#C 120.4.0 p120 R-pentomino loop [CC 8/12/22]
#C 120.4.1 p120 C4 honey farm hassler [mvr 1/13/23]
#C 120.4.2 p120 Jason's p22 hassler [mvr 9/6/22]
#C         This obviously doesn't hassle Jason's p22 itself; it hassles
#C         the active region present in Jason's p22.
#C 120.5.0 p120 C4 pi-heptomino hassler [Reaction by DER, stabilized by MathAndCode, both 4/24/21; reduced 11/6/21]
#C         This was one of DER's first discoveries.
#C 120.5.1 p120 C4 pi-heptomino hassler [CC 9/11/22]
#C ----------------------------------------------------------------------
#C 122.0.0 p122 R-pentomino hassler [NMB 11/3/22, reduced by iNoMed 2/2/23]
#C 122.0.1 L122
#C         With 1, 2, and 4 Herschels, the period is 488, 224, and 122
#C         generations respectively. This one is period 122.
#C         A stable version exists, but the P2 version (with toads) is much simpler.
#C ----------------------------------------------------------------------
#C 124.0.0 p124 lumps of muck hassler
#C         This mechanism was known for years before a way was found to make it
#C         work. The P4 oscillator has been improved from its original form,
#C         taking up less space. Can be made into an agar.
#C 124.0.1 p124 glider gun [EvinZL 4/24/22 based on a partial by DER]
#C ----------------------------------------------------------------------
#C 125.0.0 p125 pi-heptomino hassler [praosylen 8/20/21]
#C         Related to the p128 pi-heptomino hassler, which was found
#C         earlier the same day.
#C         As 125 is odd, the automatic blinker deletion used in the p128
#C         doesn't work, so a fishhook is used instead.
#C 125.0.1 p128 pi-heptomino hassler [CC 1/26/23]
#C ----------------------------------------------------------------------
#C 126.0.0 p126 pi-heptomino shuttle [DER 12/15/21]
#C 126.0.1 p126 pi-heptomino hassler [MM 8/23/21 based on a partial by DER 8/21/21]
#C         The p21 honey farm hassler and the 64P6 are essential; the still life
#C         and the p7 thumb clean up junk.
#C ----------------------------------------------------------------------
#C 127.0.0 74P127 [LJK 7/2/22]
#C         Century hassler. Found using symmetric CatForce.
#C ----------------------------------------------------------------------
#C 128.0.0 p128 century shuttle [EvinZL 5/9/22 based on a partial by DER]
#C 128.0.1 p128 wing shuttle [DER 8/24/21]
#C         This was formerly the smallest known p128 by population, but
#C         this is no longer the case.
#C 128.0.2 80P128 [EvinZL 10/16/22]
#C         Pi-heptomino hassler. Four copies are used in the p128 offset
#C         honey farm shuttle.
#C 128.1.0 p128 pi-heptomino hassler [DER 8/20/21]
#C         The sparkers are Rob's p16 and T-nosed p4.
#C         Related to the p125 pi-heptomino hassler, which was found later
#C         the same day.
#C 128.1.1 p128 honey farm hassler [LJK 8/23/22]
#C 128.1.2 [DJB before 11/91 (with p8 oscillators)]
#C         2 B-heptominoes move around a track of length 256 gens formed from
#C         blocks. Each set of four blocks is a R64 conduit. The p8 oscillators
#C         delete the gliders early, allowing two B-heptominoes to move
#C         at the same time.
#C 128.2.0 p128 offset honey farm shuttle [DER 1/23/23]
#C         An offset honey farm is this pattern or any relative:
#C         ..o..
#C         .ooo.
#C         o...o
#C         .ooo.
#C         It is named such because it evolves like a honey farm except with
#C         the top half and the bottom half offset by one generation.
#C         There are a lot of honey farm predecessors where adding one cell
#C         along the axis of symmetry will create an offset honey farm.
#C         By itself, the offset honey farm will become a bi-block while
#C         emitting two phi sparks. The offset honey farm is ranked number 36
#C         in census.rle.
#C ----------------------------------------------------------------------
#C 129.0.0 p129 R-pentomino hassler [Luka Okanishi 8/21/22 based on a partial by LJK the previous day]
#C         The smallest known p129 oscillator by population
#C ----------------------------------------------------------------------
#C 130.0.0 P130 shuttle [David Eppstein, 2001]
#C         The active region is ranked number 693 in census.rle, and it reforms
#C         reflected with junk even with no sparkers if two copies are
#C         spaced correctly. The loaf spins just delete the junk.
#C 130.0.1 p130 honey farm hassler [CC 1/26/23]
#C ----------------------------------------------------------------------
#C 132.0.0 P132 Hans Leo hassler [NDE 1995]
#C         A p12 sparker changes a traffic light into a B-heptomino; a unix changes
#C         it back.  Also see periods 96, 144, and 156.
#C 132.0.1 [DJB before 8/94]
#C         P132, based on P44
#C         Unlike the period doubler, this particular period tripler does not
#C         work with the similar p50. The p150 section shows a different way
#C         of tripling the period.
#C 132.0.2 255P132 [C28 11/9/21, reduced 12/14/22]
#C ----------------------------------------------------------------------
#C 133.0.0 p133 B-heptomino hassler [MM 4/3/23 based on a partial by mvr the same day]
#C 133.0.1 p133 rectifier loop
#C         Can be extended to 133+4N.
#C ----------------------------------------------------------------------
#C 135.0.0 [RWG 1989]
#C         P135. A 2-glider shuttle, combining a rephaser and the
#C         reflections from 75.0.0.  Also see period 150.
#C 135.0.1 p135 R-pentomino hassler [iNoMed 5/6/23 based on a partial by mvr]
#C ----------------------------------------------------------------------
#C 136.0.0 p136 glider shuttle [NMB 10/20/22]
#C         The p144 version with slightly farther blocks was known earlier.
#C ----------------------------------------------------------------------
#C 138.0.0 Gabriel's p138 [Gabriel Nivasch, 2002]
#C         Appears mirrored after a half-cycle.
#C         In its simplest form, it consists of only four octominoes (but not
#C         the one simply called "octomino"), excluding dying sparks.
#C         Has appeared semi-naturally (i.e. from symmetric soup)
#C 138.0.1 p138 lumps of muck hassler [DER 9/6/21]
#C         The sparker is Tanner's p46.
#C 138.1.0 P138 glider shuttle [RWG]
#C         Glider loop based on a 'flawed' 180 degree
#C         glider reflection.  The first reflection leaves behind a
#C         pond, which the next deletes, so gliders must occur in
#C         pairs. The length of the loop may be
#C         anything of the form 138+184n.
#C 138.1.1 P138 glider gun
#C 138.1.2 p138 lumps of muck hassler [LJK 9/3/22]
#C 138.2.0 p138 wing hassler [DER 5/15/22]
#C         While both have 90-degree rotational symmetry, this oscillator has
#C         even symmetry, while Gabriel's p138 has odd symmetry.
#C         The p6 sparkers are optimized for bounding box at the expense
#C         of higher population.
#C ----------------------------------------------------------------------
#C 140.0.0
#C 140.0.1 p140 R-pentomino hassler [LJK 9/13/22]
#C         Also an octomino hassler
#C 140.1.0 p140 R-pentomino shuttle [DER 3/1/23]
#C 140.1.1 p140 lumps of muck hassler [mvr 9/6/22]
#C         The p7 sparkers spark the lumps of muck in an unusual way.
#C 140.2.0 p140 glider gun [LJK 10/3/22]
#C ----------------------------------------------------------------------
#C 143.0.0 Capped p143 glider gun [NMB 11/23/22]
#C         The stable catalyst was found on 11/17/22 and has also been used
#C         to find oscillators with periods 24 (not shown), 36 (not shown),
#C         59, 70, 80, 83, and 102, and guns with periods
#C         34, 52, 60, 72, and 74.
#C 143.0.1 p143 Bandersnatch loop [Sphenocorona, 2020 (with 66P13s), iNoMed 1/3/22 (stable)]
#C ----------------------------------------------------------------------
#C 144.0.0 Achim's p144 [AF 7/21/94, DIB 8/8/94]
#C         Found by AF on a cylinder of
#C         height 22 (without the outer blocks) and originally
#C         stabilized using figure 8s.  The use of blocks (which
#C         temporarily become loaves) was found by DIB.
#C         Looks identical but flipped after a half-cycle.
#C         Has appeared semi-naturally (i.e. from symmetric soup)
#C 144.0.1 Period-144 production line [iNoMed 10/16/21]
#C         A variation of Achim's p144 that releases a large spark.
#C 144.0.2 P144 Hans Leo hassler [NDE 1/4/95]
#C         A p12 sparker changes a traffic light into a B-heptomino; an eater changes
#C         it back.  Also see periods 96, 132, and 156.
#C 144.0.3 P144 glider gun
#C 144.1.0 p144 lumps of muck hassler [LJK 8/11/22]
#C ----------------------------------------------------------------------
#C 146.0.0 p146 pi-heptomino hassler [mvr, LJK 7/6/22]
#C         The smallest known p146 by population.
#C         Found using symmetric CatForce, then monomerized.
#C 146.0.1 p146 pi-heptomino shuttle [Tanner Jacobi 7/18/22]
#C 146.0.2 p146 R-pentomino hassler [NMB 11/3/22]
#C ----------------------------------------------------------------------
#C 147.0.0 p147 R-pentomino hassler [EvinZL 7/2/22 based on a partial by DER the same day]
#C         Can also be called a pi-heptomino hassler
#C 147.0.1 p147 honey farm hassler [DER 7/16/21, reduced by EvinZL the same day]
#C         Could just as easily be called a pre-pulsar or LOM hassler
#C         The sparker is two copies of 37P7.1 welded together.
#C ----------------------------------------------------------------------
#C 148.0.0 p148 long bun hassler [mvr 3/5/23]
#C 148.0.1 p148 unnamed object hassler [DER 3/31/23]
#C         The four sparkers are identical and can be seen in the p37 section.
#C ----------------------------------------------------------------------
#C 150.0.0 [RTW <=1989]
#C         A p150 2-glider shuttle, extensible to period 150+120N.  Also see 165.0.0.
#C 150.0.1 p150 R-pentomino hassler glider gun [mvr 8/29/22 based on a partial by LJK the same day]
#C         The blinker suppresses a line of five. Unlike some other 
#C         oscillators, it does not get temporarily destroyed.
#C 150.1.0 [DRH 1989]
#C         Period 150
#C 150.1.1 [DER 10/23/21]
#C         A period-tripled version of the p50 pi-heptomino hassler.
#C ----------------------------------------------------------------------
#C 152.0.0 Two p76 pi-heptomino hasslers hassling loaf [DER 10/16/21]
#C         If the hasslers are phased differently, it's period 76.
#C         The loaf gets sparked and becomes a semi-common sequence of a pi plus
#C         a loaf. The pi gets eaten, while the new loaf gets positioned so that
#C         it can be flipped again. Unfortunately, there isn't enough clearance
#C         to turn the extra pi into a glider and make a p76 or p152 gun.
#C 152.0.1 p152 pi-heptomino shuttle [LJK 8/11/22]
#C ----------------------------------------------------------------------
#C 154.0.0 p154 octomino II shuttle [DER 2/8/22]
#C         An octomino II is this:
#C         ..o.
#C         .ooo
#C         oo.o
#C         o...
#C         Like the B-heptomino, the lower cell in the rightmost column can be
#C         moved one cell to the right and it will follow the same sequence.
#C         It is named the octomino II because the "octomino" already existed
#C         at the time of naming.
#C         Octomino II hasslers can also be found in the p25, 36 and 48 sections.
#C 154.0.1 p154 R-pentomino hassler [LJK 8/8/22]
#C ----------------------------------------------------------------------
#C 155.0.0 Capped p155 glider gun [mvr 8/29/22, monomerized by iNoMed the same day]
#C ----------------------------------------------------------------------
#C 156.0.0 p156 honey farm shuttle [Inferno 2/22/2022]
#C 156.0.1 P156 Hans Leo hassler [NDE 1/4/95]
#C         A p12 sparker changes a traffic light into a B-heptomino; an eater changes
#C         it back.  Also see periods 96, 132, and 144.
#C 156.1.0 Jason's p156 [Jason Summers, 10/31/04]
#C         Oscillator, or actually an eight-barrelled glider gun,
#C         discovered in a RandomAgar search. Also known as "92p156".
#C 156.1.1 p156 pi-heptomino hassler [LJK 8/26/22]
#C 156.2.0 p156 pi-heptomino hassler [MathAndCode 8/18/21 based on a partial by DER the same day]
#C         The sparkers are a p6 domino fountain and Beluchenko's p13.
#C ----------------------------------------------------------------------
#C 160.0.0 p160 pi-heptomino diagonal flipper [mvr 8/16/22]
#C         Found using symmetric CatForce
#C 160.0.1 Four Beluchenko's p40 hassling blinker
#C 160.0.2 p160 pi-heptomino shuttle [mvr 9/5/22]
#C         The 55P10s undergo a bit of an unusual reaction.
#C ----------------------------------------------------------------------
#C 162.0.0 p162 moth hassler [mvr 3/22/23, reduced by iNoMed the next day]
#C         A moth is this:
#C         oo..
#C         o.o.
#C         o..o
#C         .ooo
#C ----------------------------------------------------------------------
#C 165.0.0 P165 glider shuttle [RTW <=1989]
#C         A p165 2-glider shuttle, extensible to period 165+120N.
#C ----------------------------------------------------------------------
#C 166.0.0 p166 R-pentomino hassler [mvr 9/16/22]
#C ----------------------------------------------------------------------
#C 168.0.0 Pi orbital [NDE 8/22/95 with crowns, MM 4/6/10 with current oscillator]
#C         Period 168, but can be made period 84 with two pi heptominoes
#C 168.0.1 Elusive p168 [iNoMed 9/12/22 based on a partial by DER]
#C         Named because it existed as a partial for so long and
#C         no set of sparkers seemed to work for both pairs of sides.
#C ----------------------------------------------------------------------
#C 174.0.0 p174 century shuttle [DER 3/6/23]
#C         The p6 pipsquirter cleaning up the leftover reaction after
#C         interaction is just luck. The mini pipsquirter as seen in the
#C         p36 pre-pulsar shuttle doesn't work.
#C 174.0.1 p174 pi and block hassler [LJK 9/27/22]
#C         The pi and block comes from this:
#C         ..oo.
#C         oo..o
#C         o...o
#C         o..o.
#C         ..o..
#C ----------------------------------------------------------------------
#C 176.0.0 p176 R-pentomino loop [CC 9/9/22]
#C ----------------------------------------------------------------------
#C 177.0.0 Karel's p177 [KS, 2007]
#C         Has appeared semi-naturally (i.e. from symmetric soup)
#C         The highest-period known oscillator not made of multiple components
#C ----------------------------------------------------------------------
#C 180.0.0 p180 unnamed object shuttle [DER 7/22/22]
#C         Active region #501 in census.rle. The combination of the two
#C         queen bee shuttles is called Berger's p30, and it's complete luck
#C         that it also cleanly destroys the outputted glider.
#C         o..o..
#C         o...o.
#C         o....o
#C         ...ooo
#C ----------------------------------------------------------------------
#C 182.0.0 p182 pi-heptomino shuttle [EvinZL 11/14/21, reduced by iNoMed on 1/31/23]
#C         182=14x13. The sparkers are an extended form of 66P13.
#C ----------------------------------------------------------------------
#C 183.0.0 p183 LOM hassler [iNoMed 7/10/22 based on a partial by mvr]
#C         Found using symmetric CatForce
#C ----------------------------------------------------------------------
#C 184.0.0 Period 184 glider gun [David Buckingham, 07/96]
#C         Output suppressed
#C 184.0.1 p184 lumps of muck diagonal flipper [LJK 9/20/22]
#C         See the p37 section for another oscillator using the same custom
#C         catalyst on lumps of muck.
#C 184.0.2 P184 glider shuttle [DRH 1/24/92]
#C         Glider shuttle based on 180 degree reflection: a
#C         p46 spark turns the glider into a block; the next spark turns
#C         it back into a glider.  The period can be anything of the
#C         form 184+92n.  Also see period 276.
#C ----------------------------------------------------------------------
#C 186.0.0 p186 pi-heptomino shuttle [EvinZL 9/26/22]
#C 186.0.1 p186 century shuttle [DER 9/9/22 based on a partial by cvojan, reduced by LJK 9/20/22]
#C ----------------------------------------------------------------------
#C 187.0.0 p187 century hassler [LJK 10/11/22]
#C         While the oscillator uses only stable catalysts, 187 is not prime,
#C         being 11 times 17.
#C ----------------------------------------------------------------------
#C 188.0.0 Pseudo p94 gun [DJB,RCS,PC 7/11/94]
#C         A pre-honey farm
#C         interacts with an eater and a block, emitting a glider,
#C         creating a traffic light, and forming another pre-honey farm
#C         47 gens later; this reaction is called "AK47".  The new
#C         pre-h.f. interacts with another eater and block to recreate
#C         the original configuration.  Unfortunately, the 2 traffic
#C         lights must be suppressed in order to make the process repeat
#C         every 94 gens.  This reaction was found independently by DJB
#C         and RCS and was known for years before PC found a period 4
#C         oscillator which could suppress the traffic lights.  (A true
#C         p94 gun was built by DRH in 6/90, using 36 AK47s.)
#C 188.0.1 P188 glider gun [RWG 10/16/94]
#C ----------------------------------------------------------------------
#C 190.0.0 p190 wing hassler [CC 8/28/22, reduced by iNoMed the same day]
#C         Uses the p10 domino fountain.
#C 190.0.1 R190 [DJB 7/7/96]
#C         Four copies of R190 Herschel track. Repeat time 107 ticks.
#C         With 1, 2, 4, and 5 Herschels, the period is 760, 380, 190, and 152
#C         generations respectively. This one is period 190.
#C 190.1.0 p190 thunderbird shuttle [Thunderbird reaction by DER 11/15/22, p95 by mvr the same day]
#C         The partial was found earlier, but it was only completed when
#C         the p95 was found.
#C         Note to those modifying the parameters: At the current row width
#C         of 150, rotating this oscillator causes an infinite loop.
#C         Increasing it allows it to be rotated.
#C ----------------------------------------------------------------------
#C 192.0.0 CL48C [LJK 6/7/22]
#C 192.0.1 p192 octomino II shuttle [DER 4/2/23]
#C ----------------------------------------------------------------------
#C 196.0.0 P196 pi-heptomino hassler [Partial by David Raucci 6/2/21, completed by praosylen the same day]
#C         This oscillator clearly shows the reason why long boats are more
#C         common than barges despite having an extra cell.
#C ----------------------------------------------------------------------
#C 199.0.0 84P199 [mvr, LJK 7/7/22, reduced by iNoMed the same day]
#C         The smallest known p199 by population, and the highest prime period
#C         oscillator not dependent on glider or signal loops.
#C         Found using symmetric CatForce, then catalysts reduced.
#C ----------------------------------------------------------------------
#C 200.0.0 P200 traffic jam [RWG 10/16/94]
#C ----------------------------------------------------------------------
#C 217.0.0 Raucci's p217 [DER 5/5/21]
#C         Consists of four U-turners (which were unnamed at the time) being
#C         hassled by four Merzenich's p31s; 217/31=7.
#C         This was one of DER's first discoveries.
#C ----------------------------------------------------------------------
#C 220.0.0 p220 honey farm shuttle [NMB 8/4/22]
#C 220.0.1 p220 pi-heptomino shuttle [praosylen]
#C ----------------------------------------------------------------------
#C 225.0.0
#C         Uses two boojum reflectors, 180 degree reflector found in 2001 by Dave Greene
#C 225.0.1
#C         Period 45 glider gun interacts with crystal; repeats every five gliders
#C ----------------------------------------------------------------------
#C 226.0.0 P226 glider shuttle
#C         Uses two boojum reflectors
#C ----------------------------------------------------------------------
#C 230.0.0 Obnoxious P230 [RWG 5/28/92]
#C         Sparks from a p46 shuttle interact 3 times with sparks from a p5 MW volcano; one
#C         interaction makes a temporary blinker; another makes a temporary glider. 
#C 230.0.1 P230 glider shuttle [DRH 3/19/92 (using early version of toaster); since reduced]
#C         4-glider shuttle with period 230+40n.  See comments for P42 glider shuttle.
#C 230.1.0 P230 glider gun [PC 6/28/94]
#C         Based on 2 LWSS reflections from
#C         p46 oscillators.  In one, the LWSS is turned 90 degrees; in
#C         the other it becomes 2 parallel gliders.
#C ----------------------------------------------------------------------
#C 240.0.0 P240 glider shuttle
#C ----------------------------------------------------------------------
#C 246.0.0 P246 bookend shuttle
#C         Related to the P246 glider gun
#C         A blinker placed correctly can be rephased by two bookend shuttles.
#C         However, this does not double the period, and it is not shown here.
#C 246.0.1 P246 glider shuttle [DRH 11/89 (p270+24n), 4/92 (p246)]
#C         2-glider shuttle with period 246+24n.  See comments for P42 glider shuttle.
#C ----------------------------------------------------------------------
#C 249.0.0 p249 pi-heptomino hassler [mvr 4/6/23]
#C ----------------------------------------------------------------------
#C 253.0.0 p253 R-pentomino hassler [EvinZL 10/30/22 based on a partial by NMB the same day]
#C         Not prime. 253=23x11.
#C ----------------------------------------------------------------------
#C 260.0.0 L130 [Entity Valkyrie]
#C         It can be made P520 by including only one Herschel. It cannot be made
#C         P130 though, as the blocks aren't destroyed quickly enough.
#C ----------------------------------------------------------------------
#C 264.0.0 Sextupled p44 pi-heptomino hassler [dani 7/26/22]
#C         Despite this reaction working as soon as the p44 was discovered,
#C         this period sextupler wasn't found until 2022. You can also see an
#C         alternate stabilization of the p44, which works regardless of the
#C         period multiplier if any. The sextupler also works with the p50
#C         variant of this oscillator, forming a p300 (not shown).
#C ----------------------------------------------------------------------
#C 270.0.0 P270 glider shuttle [EvinZL 4/10/21]
#C 270.0.1
#C         Every 270 generations, a MWSS is created. However, it cannot
#C         survive; the eater reaction is required for this to remain stable.
#C         Without the glider eater at the bottom, it creates a cycle of 5 escaping,
#C         4 destroyed, repeating.
#C ----------------------------------------------------------------------
#C 276.0.0 P276 glider shuttle [DRH 1/24/92]
#C         Glider shuttle based on the same reflection as in period 184.  Also see period 90.
#C 276.1.0 4-barrelled p276 glider gun [DJB before 11/92]
#C 276.1.1 [NB, 11/9/10]
#C         Contains two copies of Gabriel's p138
#C         Is not the same halfway through the cycle, despite the period
#C         being two P138 cycles.
#C         The highest-period oscillator in this collection with volatility 1.
#C 276.2.0 p276 TL+G shuttle [DIB and NDE 1/31/00]
#C ----------------------------------------------------------------------
#C 282.0.0 P282 glider shuttle [RWG 9/13/92]
#C         Based on P47. See comments for P42 glider shuttle.
#C ----------------------------------------------------------------------
#C 300.0.0 Period 300 glider gun
#C ----------------------------------------------------------------------
#C 312.0.0 60P312 [Dave Greene, 2004]
#C         Based on Jason's p156
#C ----------------------------------------------------------------------
#C 324.0.0 p324 long bun shuttle [NMB 9/30/22]
#C         The catalysts for the long bun leave two blocks. These two blocks
#C         get deleted later in the cycle.
#C         See the p68 section for a description of what a long bun is.
#C ----------------------------------------------------------------------
#C 360.0.0 P360 2-barrelled glider gun [DJB before 10/92]
#C ----------------------------------------------------------------------
#C 384.0.0 51P384 [mvr 4/1/23]
#C         384 = 2^7 * 3
#C         The smallest known p384 oscillator by population.
#C         Its base reaction is p64, but it's sextupled. Modifications can
#C         make it p64 with blocks, p128 with a fishhook, p192 with a block
#C         on one side, and the smallest known p192 gun with a p6 thumb.
#C         As this was discovered on April Fools' Day, mvr posted on Discord
#C         "can you remove the blinker", implying it was a p64 partial that
#C         needed to be completed, with the fool being that it was
#C         already complete.
#C ----------------------------------------------------------------------
#C 400.0.0 P400 glider loop [RWG 1987]
#C         A glider bounces between 4 centinals.  By expanding the loop and using more than one
#C         glider, oscillators of period 100N can be built for any N.
#C ----------------------------------------------------------------------
#C 444.0.0 p444 R-pentomino shuttle [NMB 10/1/22]
#C ----------------------------------------------------------------------
#C 486.0.0 P486 R-pentomino hassler [DER 5/13/21]
#C         Extremely similar to 576.0.0; see its entry for all the similarities.
#C ----------------------------------------------------------------------
#C 504.0.0 R126 loop
#C ----------------------------------------------------------------------
#C 552.0.0 [RWG ????, DRH 1/23/92 ]
#C         Glider loop based on the same
#C         reflection as in the p138 section.  Here the ponds are deleted by a
#C         p8 blocker.  The period of the loop can be anything of the
#C         form 138+184n, but the period of the oscillator is 4 times that.
#C ----------------------------------------------------------------------
#C 576.0.0 p576 R-pentomino hassler [DER 6/9/21]
#C         Compare to the very similar 486.0.0. It's a very high period R-pentomino
#C         hassler with period prime factorization containing only 2s and 3s, it's
#C         a flipper with 180 degree symmetry, it has blocks as suppressors on the top and
#C         bottom and sparkers on the left and right, and it was found by the same
#C         person in the same year using the same search program.
#C         Unrelated to the above: the blocks on the top and bottom are suppressing Herschels.
#C         It can easily be made into a glider gun. Also, the blocks on the left
#C         and right are optional, but if omitted, they'll form as the oscillator
#C         completes its cycle.
#C ----------------------------------------------------------------------
#C 690.0.0 [DRH 1/3/91]
#C         Sparks from a p46 shuttle interact 6 times with
#C         sparks from a p15 pentadecathlon; one interaction makes a
#C         temporary blinker.
#C ----------------------------------------------------------------------
#C 972.0.0 [Aforampere 5/13/21]
#C         Two p486 R-pentomino hasslers undergo a period-doubling reaction.
#C ----------------------------------------------------------------------
#C 1368.0.0 p1368 LCM loaf flipper [DER 11/1/21]
#C          On the left is two blockers hassling R-pentomino (p72), and on the
#C          right is the p76 pi-heptomino hassler. The LCM of these is 1368.
#C          Also see the period 120 section for the same loaf-flipping reaction
#C          in a different form.
#C ----------------------------------------------------------------------
#C 1380.0.0 p1380 crystallization and decay gun [Entity Valkyrie 5/1/21]
#C          A Tanner's p46 and a twin bees shuttle create a p92 glider gun.
#C          The crystallization and decay releases a glider for every 15 input gliders.
#C ----------------------------------------------------------------------
#C 2700.0.0 p2700 crystallization and decay oscillator [DRH 3/27/90]
#C          Extensible to period 2700+1950N.  A p150 gun shoots gliders
#C          toward a pair of PDs.  The first is reflected 180 degrees
#C          and hits the second, forming a honey farm.  Subsequent
#C          gliders grow a crystal back toward the gun; every 11
#C          gliders add another pair of beehives to the crystal.
#C          Eventually, an eater stops the growth and the crystal
#C          begins to decay: two successive gliders delete one pair of
#C          beehives.  (This is based on an earlier pattern found and
#C          lost by RWG, using a p46 gun.)
#C ----------------------------------------------------------------------
#C 15240.0.0 p120-based PRNG [DRH 3/21/92]
#C           Pseudo random number generator,
#C           based on an earlier pattern by RWG (a larger
#C           version of 40894.0.0).  Produces a sequence of bits b[n],
#C           represented by gliders, satisfying the recurrence
#C           b[n] = b[n-1] XOR b[n-7].  The sequence has period 127,
#C           so the period of the pattern is 120*127.  Increasing the
#C           separation between the NW and SE parts by 15N units
#C           diagonally changes the 7 above to K=7+N  (N >= -4).  The
#C           period of the sequence depends rather erratically on K:
#C           
#C           K | 2 3  4  5  6   7  8  9  10   11   12   13    14    15
#C           P | 3 7 15 21 63 127 63 73 889 1533 3255 7905 11811 32767
#C           
#C           K |  16  17     18     19     20   21      22      23
#C           P | 255 273 253921 413385 761763 5461 4194303 2088705
#C           
#C           K |      24       25     26        27       28        29
#C           P | 2097151 10961685 298935 125829105 17895697 402653181
#C           
#C           K |       30      31   32   33
#C           P | 10845877 2097151 1023 1057
#C           
#C           Also see 40894.0.0.  (In 1996, DRH built a p30-based PRNG.)
#C           This uses a "boat-bit", a reaction in which gliders hitting
#C           a snake alternately create and destroy a boat. 
#C ----------------------------------------------------------------------
#C 40894.0.0 p46-based PRNG
#C           RWG ????, DRH 1/10/95
#C           Pseudo random LWSS generator. Produces a sequence of bits b[n],
#C           represented by LWSSs, satisfying the recurrence
#C           b[n] = b[n-1] EQV b[n-10].  The sequence has period 889,
#C           so the period of the pattern is 46*889. Moving the bottom
#C           right gun and the reflector at the right edge 46N units
#C           farther right changes the 10 above to  K=10+4N  (N>=0).
#C           The period of the sequence depends on K as indicated in
#C           the description of 15240.0.0.


#CXRLE Pos=-4,0
x = 3328, y = 1298, rule = B3/S23
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2o4b2o5bo27b2o44b2o85bo2b2o4b2o2b2o16bobo29bobo50b2o40bo18bo9bo2b2o4b
2o3bobobo20bobobo123bo8b2o2b2o4b2o3b4o4bo22bo4b4o119bo2b2o4b2o2b2o4b2o
5b2o14bo3bo42b3o34b4o18bobob2o3b2obobo13b2o8b2o4b2o2b2o4b2o40b2o20bobo
116b2o9bo2b2o$6bo14bo9b2o3b2o9b2o6b2o8bo3bo7bo4b3o7b2o6bobo7b2o7b2o7b
2o3b2o8bobo3bo2bo16bo166bo5b2obo95bob2o2bo16bobo38b2obo10b2o50bo81b2o
5b2o16b2obo6b2obo22b2o38bobo24b3obo9b3o2bobo22b3o23b2obo6b2obo163b2o4b
2obo5bo3b2o3bo12bo3b2o22b2o17bobo86b2o4b2obo159bob2o10bo3b2obob2o3b3o
15bo2bobobo12bobo7bo40b2o5bo5bo20b2o20b2obo6b2obo159b2obo6b2obo4b2o10b
3o22bo24b2o4b2o15b2o2bo14bob2obo5b4o36bo13b2o4b2o27b2o46b2o4bo5bo14bob
3o48b2obo6bo160bo5b2obo6b2obo15bo27bo53b2o2b2o54bo9bo5b2obo7bo11bo12bo
124bo5b2obo6b2obo5bo2bob3o24b3obo2bo118bo5b2obo6b2obo24b3o10b2o30b3obo
37b2o17bob3o3b3obo16b2obo6b2obo6b2obo18b2o12bo5bo24bo115b2obo10bo5b2ob
o$6b2o56b2o3b2o6b2o3bo86b2o165b2o4bob2o100b2o17b2o22b2o14bob2o10b2o52b
2o77bo2bo22bob2o6bob2o7b2o5b2o6b2o7b2o5b2o22b3o20bobo2b3o11bo4bobo21bo
bo23bob2o6bob2o163b2o4bob2o5bobobo4bo14b2obob5o14bob2o19bo33b3o21b3o
26b2o4bob2o159b2obo10b2o2bobobo2bo15b3o3b2obob2o12b2o35b2o16b2o2bo3bo
21bo21bob2o6bob2o159bob2o6bob2o5bo2b2o6bobo20b3o45b2o2b2o15bo2bob2o44b
2o12b2o15b2o5b2o49b2o12bo5bo11b2obo4bo47bob2o6b2o12bo76bo69b2o4bob2o6b
ob2o14b2o27b2o40bo9b2obo2b2o8b2o23b3o18b2o8b2o4bob2o6b2o11bo11b2o124b
2o4bob2o6bob2o6bo3bo28bo3bo119b2o4bob2o6bob2o37b2o28b2o4bo33b2ob3o46bo
b2o6bob2o6bob2o17bo2bo11bo5bo25bo2bo111bob2o10b2o4bob2o$489b2o83b2o40b
2ob2o31b3o44b2o5b2o15b2o5b2o44bobo4bo11b5obob3o19b3o216bo3bo3bo15bobo
2bo2bo13bo27b2o8b2o21bo19bo218bo3b2o14bo3bo3bobo43bo7bobo15bobo3b3o14b
3o3bobo213bobobo6bo2bo18bo13bo33bo2b2o15b2obo4bo75b3o3b3o50bo13bo3bo
12bobobobobo70bobo74bobo101b2obo25bob2o37b4o8b3o13b2o22bo3bo8b2o32b3o
10b2o10b3o149b2obo32bob2o206b2o37bo4bo86bobobo11bo5bo20bo4bobobo$574bo
bo38bobobobo31bo91b2o14b2o11b3obob5o10bo4bo5bo238b2obob2o16bo2bo21bo7b
2o15bo2b6o2bo17bo3bo19bo3bo214bobobo14bo5bobo2bo43b3o3b3o17bo21bo3bo2b
2o171bo43bo10bobo17bobo12b3o30bo21bobobobo75bo2bo3bo2bo48bo4b2o9b3o15b
obob2o4b2o66bo76bo93b2o4bo37bo4b2o26b3o37b3o10bo5bo7b2o32b3o22b3o150bo
b2o30b2obo188b2o10b2o6bo6b2o30b2obo87bo2bo39bo5bo2bo$575b2o29b2ob2o4b
2o3b2o4b2ob2o114b2o3bo6bo3b2o10bo5bo4bo11b3o6b2o12bobo8bo27b2o21bo4b2o
41bo45b2o4bo64bobobo18b2o20b2o8b2o16b2o6b2o17bobo2bo19bo2bobo214b2o2bo
13bo5bo2b2ob2o17b3o22b4ob3o16b2o20bo5bo5b2o166bobobob2o48b3o18bo16bo
23b3o3bo2b2o3bo11bo3bobobo14bo15b2o44b2o5b2o49b2o3b2o26bobo8bo121b2o
115bobo2bo2bo33bo2bo2bobo26bo3bo34bo3bo9bo5bo41b3o10b2o10b3o148bo40bo
186b2o10b2o13b2o25b2obobo3bo7b3o75bo18b3o22bo6b2o$7b2o6bo7b2o11b2o3b2o
7b2o4b2o8bo7b2o8bo7b2o8b2o3b2o4b2o6bo6b2o4b2o5bo2bo3b2o5b2o13bo3b2o23b
o10b2o18bobo16b2o21b2o17b2o23b2o288b2obo5bo5bo5bob2o118bobo4bobo14b2o
6b3o14b2o18bo9b2obo26bobo19bobo2bobo41b3o43b2o3bobo62bo2bobo7b2o56b3o
10b3o12bo2bobo23bobo2bo215b2o13bo5bo3bobo27b3o18bo40bo5bo5bo168b2ob2ob
o39bo18b3o24bo22b2obo5bo2b2ob2o13bobobobo12b2ob2o9b2obo2bo135bo7bobo
72b2o47bo2bo35bo79bo2bob2o33b2obo2bo28bo2bo11b2o21bo5bo8bo5bo41b3o11bo
10b3o148b2o15b2o4b2o15b2o240bob2obob2o8bo78bobo3bo$6bo2bo4bobo6bobo9bo
bo3bobo6bobo3bobo6bobo7bo7bobo6bobo7bo4bo5bo6bobo5bobo3bo6b4o3bo7bo12b
4o3bo14b2o4b3o11bo2bo2bo4b2o6b2obo15b2o21bo16b6o19bo4bo289bo17bo25b2o
95bo6bo22b2o37bo2bo4bo32bo20bo4bo45bo44bo3bo63b2o2bo8b2o56bo2bobo4bobo
2bo12bo3bo10b2ob2o10bo3bo221bo9bo3bo4bobo26bo3bo15bo42bo5bo3bobo213bob
o17bobo10bo13bo3bo17bobo4bo4b2obobo10bo2b2o2bobo12bo2bo11bobo2bo43b2o
5b2o47b4o40b2o73b2o15b3o29bo2bo16b2o15b3o77bobo2bo2bo33bo2bo2bobo12b2o
13b2o12b2o21bo5bo9bo3bo43b2o23b2o165b2o4b2o262bobo9b3o82bo32b3o3b3o
149bobo$6bobobo4bobo8bo8bo6bobo7bo5bo7bobo6bobo6b2o9bo7bo4bo6bo5bobo6b
o4bo13b3ob3o12bo5bobo14b2o3bo12bo4b6o2bo10bo2b2o35bo14b8o14b2obo6bob2o
285b2o15b2o25b2o164bobobo2bobo2bo24b4ob2o68b2o8b2o174b2o4b2o4b2o13bo
15bobo15bo220bobo9b3o6bo17b2o8b2ob2o15b2o23b2o17bo3bo4b2o215bo18bo2bo
6bobobo17bo7bo8bo3bo2bo4bo15b4obobo2bo12b2o11bo2b4ob2o39bo2bo3bo2bo46b
o2bo19bobo7b3o74b2o4b5o15b2ob2o28bobo16bobo3b2o8bo80b2o4b2o15b2ob2o15b
2o4b2o11bo2bo40b2o7bo5bo10b3o45bo24bo385b2o25b2o21bobo81b2ob2o8bo190bo
bo$7bobo6bobo8bo8bo7bo6bo6bobo6bobo6bobo7b2o8bo5b2o3b2o5b2o7bo5bo6bo4b
4o6bobo13bo2bo5b2o19bo10bob4o6bobo7b2obobobo7b2o2b4o19b2o13bo8bo12bob
4o4b4obo495bo2bo2bo2bo21b2o2bo3bobobo77bo32bo2bo167b3o10bobobobo10b3o
222bo38bo23b2o4b2o21bobo18b3o219b3o20bobo6b2o2bo14bo3bo6b2o7bobobo26bo
bobob2o17b3o6b2o4bobo40b3o3b3o48bo21bobo6bo3bo73b2o4b3o19b3o4b2o12b2o
3b3o21b3o3b2o8b2o103bobo38bo40b2o8bo3bo22b2o33bobobo20bobobo382bo2bo
23bo2bo17b2ob2o14bo67bo49bo147b2o4b3o31b2o$8bo8bobo8bobo3bobo6bo4bobo
8bobo7bo8bo7bobo8bo4bo4bo6bo7bo5bo8bo3bo2bo7bo19bob2o3bo17bo10bobo2bo
2bob3ob2o6bo2bo2bo8bo2bo4bo17bo14b2o8b2o11bobob8obobo496b2o4b2o23bo2bo
b2o2bobo69b3o3bobo216b2o3b2o271b3o24b2o4b2o21bo242bo22b3o10b2o14bo3bo
4b2o6bob4o24b4o3bobo30b2o44b2o5b2o45b3o15b3o6bo5bo5bo78b2ob2o15b5o4b2o
12b2o3bobo16bobo121bobobobo36bo19bo31b3o23b2o32bobob2o20b2obobo328b2o
51b2o25b2o19bobo14bo2bo67b2o2bo3b3o3b3o7bo24bo147b2o31b3o4b2o$18bo10b
2o3b2o7b2o3b2o10bo8b2o7b2o7bo10bo4bo5bo6bo4bo5bo6b3o33b2o3b2o14bo13b2o
bobobobo2bo2bobo9bo13bobo3bobo17b2o10b3ob8ob3o8b2obo2b6o2bob2o525bo7b
3obob2o65bo3bo2b2o352b2o141bo32bobo19b2o298bo11bobo28bo8bo3bobo14bobo
4b3obob2o30b2o27b2o34bo32bo5bo80b3o15b2o27b2o16bo2bo14b2o6b2o96b2o3b2o
30bo3bobo18bo92bobo26bobo328b2o10b3o32b3o4bobo17b3o4bobo19bo14bobo12b
2o55b3o20bo8bo15bo180bobo$97b2o3b2o4b2o5b2o4b2o4b2o5bo32bo3b2obo10b2ob
ob3o3bo8bo2b4o3bobob2obo11bo10b2obobobobo16bo2bo8bob2o2b6o2b2obo7bo2bo
10bo2bo525b2o3b2o5bob2o25b2o37bo5bo299bo55b2o48b2o56b2o12bo54bo315b2ob
o14bo16b2o12b2obob3o4bobo14bobo3bo8bo28bobo27bobo51b2o13bo5bo98b2o45bo
2bo14bobo4bobo132bo3bobo51bo61b2o26b2o163b2o4b2o169bo3bo14b2o15bo8bo
17bo8bo19bobo11b2o14bobo54b3o8bo11bo8bo14bo181bobo$169b2o5bo2bo5bob2ob
o5bo10bo4b4obobo2b2o8b3o13bobobobob2o8bob5o2bo6b2ob2o4b2o4b2ob2o8bo2bo
6bo2bo530bo6b2o25b2obo2bo26b2o8bo5bo6b2o23bo242bo22b5o10bo54bo36bobo
15b2o39b2o11bobo324b2o43b3o32bo16b2o30bobo3b4o28bo31bo43b3o21bo3bo148b
2o15b2o4bo134bo4bo51bobo236b2o15b2o4b2o15b2o152b2ob2o14bo16bobo4b3o6b
3o8bobo4b3o20b2o29bo53b2o2bo7bo20bo14bo$170bobo5bo11bob2obo12b4o4b2obo
bo2bo23bobo3bobo7b3obo4b2o8bo2b2o8b2o2bo10b2o8b2o526b4obo4b2o26bobo5b
5o21b2o8bo5bo6bo23b3ob2o4bo216b2o15b2o13b2o5bo2bob2o9b2o8b2o24b2o15b3o
36bo17b2o53b2o93b2o6bo223bo79b3o9bobo4b2o6b3o17b2obobobo30b2o31b2o41bo
3bo21b3o106bo20bo42b3o135b4o25bo22b2obobo237bo40bo172b3o15b2o25b2o57bo
bo50bo12bo7b3o3b3o19bo$170bo3b4o12bo2bobobo12bo2b2o5bo2b2o11b2o11bo4bo
2bo5bo4bobobo8bo2bobo10bobo2bo10bo6bo528bo12b3obo20bo3bo5bo2bo31bo3bo
5bobo19bo8b2o2bobo215b2o16b2o11bo2bo3bo7bo9b2o7b2o7b2o15bobo5b2o6bo27b
o11b3o166bo5bobo66b2o15b2o32bo10bo90b3o63b4o15bo9b2ob4o2bo11b2o12bo2bo
bob4o102bo5bo13b2o18b2o93bobo18bobo40bo165b2o22bobobobobo24b2o42b2o8b
2o157bob2o30b2obo176bo13bo2bo23bo2bo55b2ob2o50b2ob2o25b3o3b3o28b2ob2o$
8bo3bo5b2o3b2o7b2o7bo8b2o5b2o9b2o8b2o4b2o8b2o9bo7b2o8b2o5b2o8b2o5b2o6b
2o14b2o3bo14b2o3b2o14b2ob5o16bobo11b4o2b2o6b4o4bo8b2obobobo6bobobob2o
8b2o3b2o3b2o527bobob3o6bob2o20bo3b2o8bo31b3o6b2o13bo5b3o3b2ob2o3bo230b
2o2b2o13b2o5bo2bob2o5b2o2b2o17b2o17bo5b2o6b2o9b2o15b2o176b3o7bo66bo19b
o31b3o6b3o90bo9b2o9bo43b6o27bo2bobo11bo2bo12bobo2b2o2bo102bo5bo33bo95b
o20bo41b2o188bo4bob2o24b2o42bo2b6o2bo156b2obo32bob2o190b2o25b2o55bobo
78bo19b3o3b3o17bo$7bobobobo4bobobobo3b2o2bobo4b5o5bo2bo4bobo7bo2bo6bo
2bo3bobo7b2o7b3o6bo2bo6bo2bo3bo2bo6bo2bo3bo2bo5bo2bo58bo20bo29b4o12bo
2b2o6b2o2bo11bo3bo2bo3bo526b2ob2o3bo3bo26bo8b2o3bo16b2o6b3o28bo3b2ob2o
3b3o5bo256b5o46b3o24b2o16b2o175bo36b2o21b2o18bo13bo37bo4bo102bobo9bo
42bob4obo26bo2bob2o9b2ob2o12bobobobo96b2o7bo5bo5bo6b3o19b3o318bo27b3ob
o72b2o6b2o158bo3bo28bo3bo275bobo78bo8bo22b3o6bo2b2o$7bobobobo6bobo5bo
5bo3bo5bo3bob2obo4b2o7bob2o6bob2o4b2o15bo3b2o4b4o6bobo4bo2bo7b3o4b2o7b
3o79b2o12b2o12bo2bo11b2obo14bob2o6bobo4b2o4bobo354b2o4b2o18b2o8b2o28b
2o30bo35b2o4b2o14bobo13bo3b2o4b2o26bo2bo5bo3bo15bobo5bo3bo25bobo2b2o8b
o19bo245bo88b2o2b2o209b2obo25bob2o10bo3bo13bo3bo32b2o4b2o18b8o15b8o52b
o52b3o6b3o25b2o15bo14bobobo3bo94b2o8bo3bo6bobo21b2o5bo76b2o50b2o186b3o
29bobo69b3o10b3o154bo2bob3o24b3obo2bo273b2obob2obo73bo8bo14bo17b3o$6b
2obobob2o3bobobobo4b5o5b5o5bo2bo7b2o4b2obo4b2obo9b2o5b4o4bobobobo11b2o
bo6b2ob2o117b2o12b2o13bobo16bobo6b2o12b2o353bo2bo2bo2bo15bo2bo8b2o27bo
2bo29b3o32bo2bo2bo2bo12bo2bo13bob2o35b5o5bobo15bo6bo5bo8b2o15bo4b2ob3o
21b3o307b3o40b3o196b2o2bo2bo5b3o9bo2bo2b2o7b4o3bo13bo3b4o55bob4obo15bo
b4obo51b2o16b2o18b3o12bo3bo3bo4bo56bobobobo107b3o7bobo19bo2bo81bo2bo
48bo2bo184bo33bo12b2o56bo2bobo4bobo2bo154b4o4bo22bo4b4o165b2o32b2o13b
2o10b2o44bo3bobob2o82bo14bo5bo5bo5b3o$10bo7b2o3b2o6bo9bo8b2o8bobo3bo2b
o4bo2bo9bobo3bo4bo4b2obobo3b4o3bo2bo9bo2bo4b3o4b4o5b3o191b2o89b2o233bo
2bobo2bobobo14b2obob2o35b2o33bo30bobobo2bobo2bo10bo17bobo40bo2bob2o15b
2o6bo5bo8b2o24bo21bo219b2o2b2o32b2o2b2o46bo3bo39bo17b2o184bobo4bo3bo8b
obo17bo17bo44b2o14b8o15b8o69bobo16bob2o12bobo2bo2b5o56bo4bob2o40b2o9b
2o85b3o82bobo50bobo184b2o46bo9b2o46b2o4b2o4b2o160b3o24b3o170bobo31b2o
6bo6b2o10b2o45bob2o73b3o26bo5bo5bo4bo2b2o$61b2o4b2o6b2o11bo4b2o2b2o8bo
4bo2bo3bobo10bo2bo3bo2bo3bo4bo3bo2bo190bo2bo29b2o13b2o41bo2bo25b2o12b
2o195bo4bo2bo15bobo2bo32b3o34b2o11b2o3b2o12bo2bo4bo17bo58b2o27bo5bo56b
2o205b2o16b2o7b2o9b2o16b2o7b2o24b3o9bo3bo39bobo15b2o185bo4bo5bo8bo80bo
2bo115bo14bo18b2obo64b2obo2bo43bo9bo53bo118bo52bo230b3o10bo218b3o5bo4b
3o4b3o4bo5b3o169bo39b2o63bo4bo107bo5bo9bo$120bo12b2o5b2o4b2o2b2o3b2o
194b2o25b2obo2bob2o5b2obo2bob2o62b2obo2bob2o4b2obo2bob2o187bob2o9bo11b
3o2bo17b2o16bo2b2o36b2o7bobobo2bo10bo9b2obo11bobo2bo81b2o2bo3bo93b2o
20b2o43bo23bo14bo39b2o23b2o15b2o8b2o9b2o15b2o8b2o7b2o17bo9bo3bo23b2o2b
2o11b2o207bo5bo71b2o16b2obo115b2o13bo3bo17b4ob2o50b4o5bob2obo40b3o11b
3o49bobo26b2o3b2obob2o64b2o80b2o215bo13b3o215bo2bo3bobo3bobo4bobo3bobo
3bo2bo156b2o11b2o34bo4b2o62b3ob2o70bo5bo42b2ob2o147b3o$350bo27b2o2bo4b
o5bo4bo2b2o14b2o4b2o15bo24b2o2bo4bo4bo4bo2b2o188bo8bobo11bo23bo2bo17bo
bo33b2obo9bob2obo11bobo8bo9b2o3b4o80bobo3b3o93bo2bo19b2o30bo10b3o16b2o
4bobo12bobo4b2o16b2o13bob3o38bo37bo18b2o15bobo10b3o11b2o16b2o213b2o4bo
5bo8b2o62bo19b2o130bo3bo13b3o3bo3bo48b6o4bo2bob2o39bo15bo45b2obobo15b
3o9b2o4bob2obo64b2o8b2o60b2o8b2o231bo216b2o4bobo3b3o4b3o3bobo4b2o157b
2o47bob3o34bob3o3b3obo17b2o74bo5bo32b3o147b2o10bo9b2o$341bo3bo12bo3bo
20bo13bo16bo3bo4b2o14bo13bo16bo12bo216bob2obobo13b2obob2o11b2o5bobo32b
o11b2obo2b2o33bobo84bo36bo2bo61bo54b3o7bo19bobo4bo14bo4bobo12b2obo2bob
2o9bo4bo111b2o25b2o15b2o214b2o5bo3bo9b2o62bobo14b2o134bo15bo3b4obobo
47bob4obo4b2o104bobobobobo12bo3bo14bo79b2o60b2o44bo417bobob2o14b2obobo
211b3o34bobob2o3b2obobo18b4o70bo5bo181bo2bo9b3o6bo2bo$340bobobobo9b2ob
obob2o19bobo7bobo16bobo2bo16b2o3b2o9bo2bo16bobo6bobo197b3o16b2obo4b2o
12bo2bobo3bo8bo2bobo3bo32b3o13b2o19bo8b2o5b2ob2o81b2o8b2o53b3o15b2o4bo
13bo57bo6b2o4b2o14bo24bo14b2o2bo4bo8b2ob3o156bo223b3o75b2o6b3o4bo2b3o
132bo3bo11b2o3bob2ob2o38bobo3b3o6b3o108bo4bob2o11bo5bo12b2o185b3o208b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o44bobo5bo10bo5bobo245b3o3bobob
obo3b3o20bo55b2o57b3o141b2o20b2o$6b2o4bo5b2obo11bo2bo10b2obo8b2o12b2o
19bo10b2o23b2o17bo22b2o7b2o14bo17bo2bo16bo2bo17bo7bo7bo20b2o20bo25b2ob
2o9bo3bobo3bo48bo20bo4bo10bo2bo23bo201bobo17bobo5bo6bo8bo2b4o9b3ob2o2b
obo35b2ob2o7bo18b2o7bob2o5bobo65bo4bo21bo23bo3bo17b3o6bobo15b2o3bobo
12bob2o20b2o25b2o4b2o12bo15b3o20b3o19bo12bo2bo467bo3bo2bob2o2bo14b3o
22b3o94bo12bobo46b2obobo4bo3bo3bo108b3obo14bo5bo4b2o95b2o44b2o49bo211b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o44bobob2ob2o10b2ob2obobo244bo
4bo3bobo3bo4bo2b2o11b4o55bo2bo13b3o38bob3o$7bo2b3o5b2ob3o9b4o10bob2o7b
o2bo2b2o7bobo17bobo8bo2bo2b2o19bo16bobo21b2o7b2o13bobo20bo15b4o16bobo
5bobo5bobo12b2o3bo4bo3b2o13bo38bo3b2ob2o3bo14b2o4b2o3b2o4b2o19b2o15b4o
4bo7bo24bobo200b3o17bob2obo2bo5bobo29b2obobo34bo3bo6bo20bo7bob2o3bobo
2bo63bobo2bobo21b3o19bobo3b2o15bobo6b3o17bo3bo15b2o18bob2o25b2o16bobo
18bo18bo23bobo9b2o126b2o48bo206bo7bo29b3o3b3o38bo5bo2bo2b2o16b3o20b3o
94bo13bobo49bobob4o2bo2bobo110bobo5b2o7bo5bo2bo2bo95bo46bo17b2o30b2o
419b2obo18bob2o215b3o28b5obobobobob6o3bo9b2o58bobobo53bobobo$7bobo14bo
6b2o4b2o6b2o4b2o6b2o2bobo9bo4b2o10bo2bo8bobo4bo2bo16bob2o13bob3o43bobo
15bo5bo34bobo5bobo5bobo12bo2bobo4bobo2bo36bo9bo5bobo7bobo14b2o4b2o3b2o
4b2o42b2ob2o27bo5bo218b2obo5bo4bo3bo5bobob2o13b2obobo3bo35b3o8b3o25bo
2bo3b2o2b2o63b2o4bo24bo20bo4b2o15b3o66bo46b2o16b3o20b3o32b2obo124bo50b
2o203bobo5bobo28bobo3bobo38bo5bo4bo139b3o9b2obobo44b3o2bo8bob2o112bo6b
2o8bo3bo2bob2o97b3o40b3o18b2o454bob3o10b3obo217b3obo32b2obobob2o6b3o
10b3ob2o53b3obo38b3o13bo2bo$8bobo7b2ob3o6bobob2obobo6bob2o2bo8b2o8b4ob
2o2bo2bo7bob2ob2o7bo5bobobo14b2o2bo12b2o4bo18b4o3b4o10b2obob2o14b2o4bo
12b8o12b3ob2o3b2ob2o3b2ob3o7b2obob2obo4bob2obob2o8bo3bo19bobo7bobo5bo
9bo15b2o15b2o18bo3bo13b4o4bo7bo20bo5bo103b2o6bo22bo6b2o18bobo10b2o46bo
4b2o4bo3bo4b2o4bo13bob2ob2ob2ob2o45bo26b2o173bo2bo39bo39b3o22bo24bo32b
o2bob2o122b3o46b2o200b2obobo7bobob2o24b3o3b3o22b6o10bo5bo5b2o139bo13b
2o43bo2bobo3b2ob4o133b3o4bo2b3o96bo40bo31bo5b3o224b2o8b2o4bob2o11bo7b
2o10bob2o4b2obo48bo100b2obo2bo6bo2bob2o215b2o4bo29b2o5bo5b2o2bo13bo4bo
53b3o57b2o155b2o$9bobo7bobo8bobob2obobo5bo2b2obo9bo9bo2bobobobob2o6bob
o2bo2bo9b2obo2bo12bo4b2o12bo3b3o14b2o2bo4bobo4bo9bob2o4bo17bo12bo8bo
10bo6bo9bo6bo6bo2bo2bobob2obobo2bo2bo6b3obob3o17bo3b2ob2o3bo32bo4b2o3b
2o4bo18bo4bo12bo4bo10bo2bo19bobo87b2o16bobo6b3o18b3o6bobo20bo8bo2bo45b
2obobo5bo3bo4bo5bob2o15bo3bob2o269b2o13b2o4bo2bo35bo3bo19bobo7bo8bo7bo
bo30b2obo127bo247bobobobobo3bobobobobo18bo17bo16bo6bo10bo3bo7bo198bo2b
ob2o4bo4b3o138b2o3bo168bo4bo2bo225bo9bo4b2obo11b3o5b2o10b2o2bo2bo2b2o
48b3o103b2o6b2o221b2o33bo13bo2b2o13bob2o95bo5bo169b2o$6b3o2bo7bobo9b2o
4b2o6b2o4b2o5b2obo12bobobobo8bo2bo2bobo10bo2bo15b5o14b5o16bo2bobo2b2ob
2o2bobo12b3obo16bo12bob3o3b2obo9bob4o2bo7bo2b4obo8bobo4bo2bo4bobo7bo4b
o4bo17bo3bobo3bo9b2ob2o18bobo3b2o3b2o3bobo16bobobo14b2o3b2o9bo2bo20bo
41bo34b2o11bo16bo11bo16bo11bo16bo4bo2b2o3bobobo24b3o29bobo5bo2bob2obo
16bo3bo64bo12bo194b2o12bo2bo4b2o14b2o20b2ob2o19b2o7bobo6bobo7b2o31bobo
bobo371bo4bob2o3b2obo4bo13b4o3bo13bo3b4o10bo8bo10b3o7bo200b3o4b5ob2o2b
o141b2o169bo4bo2bo224bo9bo9b2o2b2o8bo14b2o3bo4bo3b2o49bo14b2o310b2o6bo
34bo11bo17bo3bobob2o55b3o10bo21bo5bo$6bo4b2o7bo12b4o10b2obo7bo2bob2o
10b2obobo9b2ob2obo8bo4bo14b2o4bo12b2o22bobobo9bobo12bo19b4obo8bobo6bob
o13bo4b7o4bo13bo6b2o6bo9b4obobobo18b2obobob2o9bobobobo16b2obo13bob2o
14bobobo19bo13bo17bobo6bobo34b2o33b2o6b3o2b2o10bob2ob2o4b2o3b2o16b2o3b
2o4b2ob2obo11b2obo2bob2o4bob3o23bobo15b4o2bo8bo6bo5bobo14bobobob6o58b
2o11bo2bo142b2o62bo2bo21bo28b2o23bobo6bobo32b3o5bob3o2bo174b2o195b3obo
9bob3o17bo3bo13bo3bo14bo6bo21b2o202bobobobo4bo120b2obob2o14b2obo175b3o
225b2o8b2o9bo3bo7b2o13bo3b2ob4ob2o3bo47b2o11bo2bo311b2o40b2o11b2o17b2o
bob2obo43b2ob2o20bo21bo5bo$33bo2bo10bob2o9b2ob2o14bo12bo2bo9b5o16bo2b
2o12bobo2b3o16b2obobo2b2ob2o2bobob2o10b3o2b2o12bo3bo6b2obobo8bob2o9bo
5b7o5bo15bo2bo2bo2bo15bobo4b2o18bo3bo12bo3bo50bo4bo21bo29bo12bo34b2o
38b3obo3bo10b2ob2o5bobo26bobo5b2ob2o15b2o10b3o23b3o15bo3bobo2bo12b2o4b
ob2o13b2obobo3bo2bo15bo42bo8b2o5bo142bo21bo39b2ob2o21bobo26bobo22b3o6b
3o31bo3bo5bo3b3o174bobo196bobo9bobo23bo13bo19b6o36b8o16b8o157bo2bobobo
2bo122bob2obo15bo2bo159b3o261bo4bobo21b3obobo2bobob3o59b3o3b3o383bobo
48bo9bo5bo8bo$92bobo31bobo12b3obobo2bo19bobo9bobobo14bo13bo3bo9bobo10b
obo6bo4bob2ob2o3b2ob2obo4bo10bob2o4b2obo11b2obo2bob2o2bo89bo3bo47b2o2b
o4bo4bo4bo2b2o31bo37bo4bob2o15bo4bo30bo4bo38b3o38b2obob2o13bobob2obo
17bo2bo4bo16b3o8b3o37bo8bo3b2o133b3o21b3ob2o4bo31b2o24b2o28bo22b3o6b3o
30bo5bo5b3o179bo32bo164bo11bo21bo19bo40b2o16bob4obo16bob4obo157b2o2b2o
b2o129bobo14b2o159bo2bo4bo236b2o8b2o8b2o4b2o8bo14bobobo2bobobo60bo3b3o
3bo382bobo49b2o2bo4bo5bo32b3o$93bo13bo13bo2bobobo11bo4bobo22bobo2b2ob
2o2bobo2bo10b2obobobo8bob4o9bobo10bobo6bo4bob2ob2o3b2ob2obo4bo11bo8bo
12b2obo3bobob2o57b2o15b2o40bo2bo21b2obo2bob2o4b2obo2bob2o27b4obo40bobo
17bo2bo3bo3bo18bo3bo3bo2bo41bo13bo8bobo12bo2bo23bo17b3o3bo2b3o16bo6bo
3bo21bobo8bo3bo8bo3b2o133bo19bo8b2o2bobo61b2ob2o20b2o21bobo6bobo30bo5b
o8bo178b2o21b2o6b3o199b2o15b2o41bo17b8o16b8o295b2obo174bo2bo4bo237bo9b
o6b2o15bobo16bo4bo64b3o3bob2o43b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o176bo51b3o5bo5bo4b3o3b3o$106bobo12b4ob2o13b2ob2ob2o22bo4bobo4bo2b2o
10b2obobob3o10bo9b2obo8bobob2o9bo5b7o5bo41bo4bobo58b2o15b2o15b2o24b2o
26b2o12b2o30bo4bobo37b2obo4bo13b2obobo3b4o16b4o3bobob2o37bo3bo12bob2o
9bo13b2o17bo2b3o21b6o3bo3bo10bo7b2ob2o20bo9b2obo3bob2ob3o152bo5b3o3b2o
b2o3bo24bo10bo27bo3bo34b2o7bobo6bobo7b2o21bo5bo7b2o196b2obo2bo5bo263b
3o344bo174b3o5bo31bo87bo11bo104bo9bo8bo14bo3bo16b4o67bob2o47b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o228b3o28b3o10bo$107bo17bo16bobo27b4o3b
4o19b2o4bo8bo13bobo6bobo13bo4b7o4bo12b2o14b2o17bo2bo187b2o2bob2obob2o
36bo3bob3o13bo4bo4bob2o14b2obo4bo4bo26b3o7bobo2bo16bo4bo2bo30bo2bobo
23bo5bo2bobobobo9b2o13b3o16bo2bo4bo11b2o155bo3b2ob2o3b3o5bo22bobo8bobo
27b3o35bobo7bo8bo7bobo16b2o4bo3bo2b2o202bob3o7b2o7bo256bo344b2o5b2o
184b2o18b3o81b2o3bob2o7b2obo3b2o98b2o8b2o6bo15bo3bo88bobob2obo433b2o2b
o6b3o10bo20bo$123bobo16bobo59b4o8bo4b2o8bob2o3b3obo9bob4o2bo7bo2b4obo
8bo2b4o4b4o2bo13bo4b3o188b2obob2obo2b2o16b2o9b2o6b2o2b3o14b3o4bo3b3o7b
2o7b3o3bo4b3o24bo3bo4bo2bobo14bo2bobo2bobobo30b2obob2o22b2o2b2obo2b2ob
obo7b2o2bob2o11bo16bobobo2bobo2bo162bobo2b2o8bo30bo4b2o4bo22b2o44bo24b
o17bobo5b3o3bobo198b2obo18b3o608b2o152b2o30b2o17bo84b2o5b2o7b2o5b2o
116b2o14bo3bo91b2ob2o432bo24bo5bo5bo8bo$123b2o18bo28b2o7b2o21bo11bo5bo
9bo8bo10bo6bo9bo6bo9bobobobo2bobobobo15b4o182b2ob2o5bobo4bo21bo8b2o8bo
20bo4bo3bobo8b2o8bobo3bo4bo17b3o4bo5bo3bo3bo17bo2bo2bo2bo24b2o8bo2bo
26bo2b2o3bobo9bob2obo9bob2o17bo2bo2bo2bo9b2o154bo4b2ob3o37bo4bo24bobo
16b2o26b3o20b3o17bo15bo199bob2ob2o13bo67b2o21b2o674bo49b2o88bob2o7b2ob
o103b2o8b2o4b2o17bobo139b2o4b2obo6b2obo71b2o18bo71b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o43b2ob2o20bo5bo5bo29b2ob2o$172b2o7b2o22bo11bo15b
8o12b3ob2o3b2ob2o3b2ob3o9b2obo3b4o3bob2o18bo181b2ob2o6bob4o17b3o2b2o6b
2o9b2o19b2obobo14b2o14bobob2o20bo3bo5bo3bo22b2o4b2o25b2o8b2o29bo6bo11b
o2bobobo7b2o20b2o4b2o6bob2ob3o161bo38bo4bo24bo12b2o4b2o29bo18bo19b2o
15b2o197bo6bo13b2o66b2o21b2o671b3o132b2o6b2o11b2o6b2o96bo9bo5bo18bo
141bo4bob2o6bob2o72bo18b3o6b2o61b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o74bo5bo4b3o3b3o7bo12bo$204b2o12bo2bo33bobo5bobo5bobo15b2o6b2o14b2o
bobob2o193bo19b3obo3bo38bo2bo3bo26bo3bo2bo16bo3bo3bo5bo4b3o92b2ob2o2b
2o12b2o3b2o11b2o29bo8bo3b2o194bo4bo23b2o4b2o6bo33b3o20b3o233b2ob2o779b
o44b2o88b2o6b2o3bo3bo3b2o6b2o95bo9bo5bo92b2o66bo9b2o2b2o4b2o69bo22bo5b
2o326bo7bo2b2o$2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o83b4o16bobo5bobo5bobo
17b2o2b2o16bob2ob2o196b2o17bo4bob2o38bo4bo30bo4bo15bobo2bo4bo3bo103bo
35bo30bo8bo3b2o195bo2bo31bo7b3o30bo24bo234bobo81b2o27b2o703b2o8b2o100b
3ob3o107b2o8b2o4b2o11b2o78b2o29bo36b2o8bo3bo5bo70b2o20b2o308b3o10bo11b
o8b3o$2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o83bo2bo17bo7bo7bo18bo2bobo20bo3b
3o183bobo7b2o20bobo35b2ob2o5bobo26bobo5b2ob2o8bo2bobo7b3o104bobo34b3o
28b2o5bo199bobo2bobo26b3o10bo28bobo4bo14bo4bobo27b2o203bobo81b2o5bo2b
3o5b3o2bo5b2o703b2o112bobo138b2o28b2o78bobo46bo3bo5bo161b2o4b2obo6b2ob
o26b2o18b2o160bo24bo20b3o$292b2o23bob2o2bo186bo7bo18b2obo4bo31bob2ob2o
4b2o4b2o14b2o4b2o4b2ob2obo8bo3bo116b2o36bo31bo2bo154bo2bo42b2o4b2o26bo
41b2o4bobo12bobo4b2o27bobo203bo88b3ob3o5b3ob3o724bo269b2o40b2o37bo36b
2o8b2o2b2o4b2o62b2o98bo4bob2o6bob2o27bo18bo161bo24bo7b3o3b3o3bo2b2o
102b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$318bobo185bo2bo27bo3b
ob3o36bo9bob2o14b2obo9bo13bo191bo285bo14bo36bo39b2o32b2o41b2o56b2o7bo
28b3o76bo2bo13bo2bo337bo384bobo83bob3o21b3obo196bobo2b2o70bo4b2obo6b2o
bo20b3o42bo97bo3b2o14b2o25bobo14bobo10bo150bo49bo101b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o$2b2obo21b2o5bo9b2o8b2o9b2o20bo19bo7b2o4b
2o18bo363bobobo27b2o2b3o6b2o30bobo6bo22bo6bobo14b3o341bo3bo180b2o38bo
34bo42bo20bo35b2o5b3o22b2o4bobo6b2o67b2o19b2o247b2o5b2o79bobo87bob2o
55bo24b2o6bo203bo2bo45bo11bo23bo3b2o21b2o3bo147bo44bo4bo3bo69bo5bob2o
6bob2o20bo2bo40bo98b2o2bo15bo27b2o4bo9b2o11bo187bo8b2ob2o$2bob2o4b3o5b
3o7bo6b2o8bo7bobo10bo7b3o8bobo8b3o8bobo5bobo2bobo4b2ob3o8bobo9b3o349bo
2bo29bo11b2o31b2o9bo16bo9b2o21b3o10b2o322bobo3b2o219bo33bobo40bobo11b
2o3b3o41bo8b2o15b2o4bo2bo5bo69b2o17b2o152b2o3b2o33b2o10b2o43b2o4b2o80b
o88b2obo54bobo12bo11bo5bobo203b2o40b2o3bob2o7b2obo3b2o18b3o25b3o147bob
o43b5ob3o70b2o8b2o2b2o4b2o18bo2bo40b2o102bo15bo31b4o2bo17bo146b3o3b3o
32bo$6b2o9b3o5bo7b2o7bobo18bobo6bo16bo15bo11bo2bo6bo11bo9b2o355b2o30b
2o50b2obo18bob2o28b3obo4b2obo2bob2o319bo4b2o218b2o34b2o41b2o11b2o2bo
44b2o7bo23bobo6b3o238bo7bo31bo2bo8bo2bo43bo11b2o160b2o18b2o38bobo11bob
o7b3o6bobo245b2o5b2o7b2o5b2o18b3o25b3o146bo3bo46bobo40b2o40bo3bo5bo21b
2o99b2o38b2o2b2o14b2o30bo4bobo205bo3bobo110b2obo6b2obo4b2o4b2o22bo$6bo
18b2o8bo5bo9bobo18bo3bo6b2o10b2o2bo6b5o6bo2bo7bo3bo5bob5o4bobob2o435b
2o22b2o29bobobo3b2o2bo4bo619b2o19b2o50bobo23b3o8bo65b2o19b2o153bobo34b
3o2b6o2b3o55b2o71b5o83bo3b2o9bo5bo2bobo33b2ob2o11bo8bo7b2ob2o175b2o41b
o30bob2o7b2obo28bo19bo151bo3bo42b3obobo40bo31b2o9bo3bo5bo62b2o7b2o4b2o
11b3o28bo40bo4b2obo6b2obo33bo166b2o6bo43bo109bob2o6bob2o5bo5bo22b3o$7b
o33b2o7bo10bobo8bobo14b2o14bo12b2o13bo5bo506bo2bo8bo555b2o67bo61b3o7b
2o101b2o19b2o64b8o19b8o20b8o24b2o3b2o35b2o6b2o130bo4bo84b3obo9b3o5b2ob
3o245bo40bobo21b2o6b2o11b2o6b2o19b2o19b2o130b4o16bo3bo41bo2bob2o21b3o
15bobo32bo8b2o2b2o4b2o62bobo5b6ob3o10bo2b2o24bobo39bo5bob2o6bob2o33bo
165bo2bo5bo39bo2bo114b2o8b2o2bo5bo26bo$6b2o42b2o8bo13bo2b2o5bo11bo2b2o
6bobo18b3ob2o7bobo7bobo493b2o10bobo552bo68bobo58bo3bo109b2o19b2o64bob
4obo19bob4obo20bob4obo65bo10bo128bo2bo104bo10bo30b2ob2o8b3o6b3o8b2ob2o
173b3o42bo22b2o6b2o3bo3bo3b2o6b2o20b2o17b2o130bo4bo16bobo42b2o7bo17bo
3bo14b2o32bo5b2obo6b2obo65bo9bo2b3o11b2o2bo20b2o2b2o40b2o2b2o4b2o2b2o
38b6o159bobobo4bo23bo14bobobo114bo9bo3b2o4b2o24b2o$2b2obo54b2o14bo9bob
o18bo33bo8bo28bo41bo7bo60bo5b2o917bo34bo7b2o24b2o5b3o49bo5bo26bo8b3o
157b8o19b8o20b8o65b2obo4bob2o125bo2bob2o10b2o5bo57bo5b2o6b2o12b2o4b2ob
3o32bob2o7b2o2bo4bo2b2o7b2obo174bo4b2o15b2o56b3ob3o180bobobo2bobobo14b
o8b2o41b3o16b2ob2o48b2o4bob2o6bob2o11b3o48b3o5bo4bo2bo15b3o20b2o48bo5b
o3bo43bo161bo2bo28bo14bo2bo116bo9bo4bob2o$2bob2o80bo10b3o50b2o23b3o2bo
38bo3bo3bo3bo59bo4bo2bo402b2o26b2o57b2o2bo19bo2bo7b2o388b2o33b2o6bo2bo
12b2o16b3o7b2o23bo3bo12bo5bo26b3o6bobo246b3o41b2o129bobobo5bo3b2o2bo5b
obo55bobo5bo6b2o18b2obo32bo11bobo4b2o4bobo11bo170bobo4bobo14bo2bo56bob
o34b2o17b2o125b3obobo2bobob3o21bobo39bo4bo97bo2bo48bo5b3o3bo3bo84b2o3b
o5bo3bo208bo26bobo14b2o116b2o8b2o4b2obo$2o174bo2bo38bo4bo3bo4bo53b2o2b
o49b2o6b2o92bo21bo13b2o5b2o3b2o210bo2b2o17b2o5b3o49bo4bob4o17b6o7bobo
379b2o41bobo5bo2b2o11b2o15bo3bo5bo2bo2b2o17bobo2b3o10bo5bo29bo5bo2bo4b
2o239bobo9b3o79b2o80bo2bo4bobo2bobobo6bo56bobo5bob2o59b2o14bo6bo14b2o
170b2o6b2o14bo2bo16b2o74b2o19b2o123bo3b2ob4ob2o3bo13b2o7bo40b2o2bo97bo
56bo2bob2ob3o86bo2b2o4b2o2b2o68b2o135bobo20b2o136b2obo6b2obo10b2o$o
171b6o46bobo58bo2bobob2o45bo2bo4bo2bo24b4o63b3o17b3o11bo4bo3b2o3bo2bo
209bobobo15bo2bo2bo4bo46bobobo2bo21bo14bo380b2o6b2o41bo2bo30bo2bo6b2o
3b2o17bobo5bo10bo3bo29b2o6bobo4b2o239b3o8b3o30bo49b2o7bo75b2o2bo2bo3bo
2b2o61b2ob2o5bobo66b2o22b2o202bobo16bobo3b2o18bob3o21b3obo20bo19bo125b
2o3bo4bo3b2o14bo8b2o141b3o15b3o36bobo2b2o42bo46bo5b2obo6b2obo62bo2bo
142bo2bo11bo2bo135bob2o6bob2o11bo29b2o$bo171b2obo43b3obobob3o53bo4b2o
2b2o4bo39bobo6bobo19b2o7bo18bo3bo42bo15bo19bo207b2o11b2o3bo15bobo2bob
4obob2o42bo5b5o19b3ob2o388bo7bobo24b2o17bo31bo2bo29b2ob2o3b2o11b3o38b
3o289bo57bob2o78b2o7bo2bob5o64bobo61b2o2bo2bo4b2o6b2o4bo2bo2b2o178b2o
8b2o3b3o21b3o3b2o17bo3b2o21b2o3bo6bo7b3o25b3o122b2o2bo2bo2b2o10b2o5b3o
168bo36bo5b2o41b2o5bo39b2o4bob2o6bob2o206bo2b2o2bo9bobobo138b2o2b2o14b
o19b2o$2o168bo44bo4bo3bobo3bo4bo54b2obobo2bo38b2o2b3o2b3o2b2o17b2o2b2o
3bo17bobobobo40b2o15b2o12bo6bo5bo5bo195bo11bo2bobobo12b2ob4obo2bobobo
43bo5bo3bo16bo4bob2o389b2o6bo10b2o12bo2bo154bo60b2o19b2o144b3o50bo58b
2o2b2o68bo17b2obo4bo52b2ob2o8b3o26bo32b2o3bo3bob2o2bo2bo2b2obo3bo3b2o
179bo8b2o3bobo16bobo28b3o25b3o6bobo6b3o25b3o122bob2o4b2obo10b2o7bo70bo
2b2o90bo2bo43bo42b2o2bobo265bo2b2o2bo10bob3o137bo3bo15b2o19bo11bo3b2o$
2b2obo164b2o7b2o4bo28bo9bobo9bo56bo2b2o38bo6bo2bo6bo20b2o2bo19b2ob2o
36b2o25b2o7b2o4bo5bo6bo195bobo4b3o3b2obob2o10bo2bobo4b2obobobo7b2o5b2o
13b2o5b2o7bo4b3o16bobo255b2o139b2o7b3o7b2o11b2o2bo16bo64b2ob2o23b2o42b
obo59b2o19b2o66b3o26b3o25b3o19b3o46bo61bo3b2o68b3o21bo2bo52bob2o35b3o
37bo8bo4bo8bo181b3o15b2o16bo2bo27b3o25b3o6bobo5bo3b2o21b2o3bo223bo4bo
89b3o83b3ob2obo2bo98b2o16b2o3b2obo142b4o14b3o138bo3bo35bobo13b2o$2bob
2o11bo4b2o7b2o4b2o3b2ob2o3b2o4b2o2b2o8bo13b2o10b2o6b2o8bo8b2ob2o7bo8b
2o3b2o19b2o7b2o3bobo30b2o5bobo5b2o50bo2bo4bo43bob2o10b2obo86bo9b2o3b2o
9bo14bo2b2o2bo202b2o3bo3bo3bobo13b2obob2ob2o2b4ob2ob2o3b2o5b2o14bo6bo
8b3obo18bobo11b3o25b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o51bo2bo85b
o63bo21bo2bo14bo2bo64bob2o24bo42bobo59b2o19b2o67b3o24b3o27b3o26b3o8b3o
16bo4bo3bo2bo3b3o5bo4bo55b2o7bo55bo20b2obo2bo47bo13bo2bo22bo48bo6bo
189bo35bo2bo32bo19bo12bo7bob3o21b3obo205b2ob2o16b3o175bo3bo3b3o5bo94b
2o15b2o5bobo2b2o135bobo2bobo152b2o2b2o36b2o$15b3o4bobo2bo2bobo4bobobob
2o2bobobo4bo2bobo5b2obob2o5b3obobo4b3o2bobo5bobo6bobobo5bob2o2bo6bobo
8bobo2bo16bobo42bo3bo6bobo6bo3bo41b4o3b2o5bo43bobo10bobo42bo9bo34bobo
7bobobobo7bobo11bobo3b2o3b2ob2o201bo5bobo2bo10b2obo2b2obo3b2o4bo4bo26b
ob2o3bobo9bo5bo12b2ob2o8b2o2bo25b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o51bobo2bo48bo33bobo85bo16bo2b2o11b2o48bo24b2obo43b2ob2o234bobo9b3o
15b6o3bobo12b6o55b2o6b2o43bo10b2o17bo5bobobo46b2o12b2ob2o20bobo41bo5bo
6bo5bo221b2o31b2o19b2o239b2o14bo3bo17bo7b2o127b2o20b3o15bo2bo4bo5b3o
95b2o22bo4bo135b2o4b2o18bo2bo126b2obo6b2obo10b2o$14bo9b4o2bo8bob2o4bob
o7bo8bo3bo3bo30bob2obobobo7b2o4bo4bo4bo4bo5b2o17b4o11bobo31bo5bo3bo5bo
45b2o2bo55b2o3b2o3b2o18b3o7b4o11bobo7bobo13bo20b2o2b2o3b2o3b2o3b2o2b2o
13bo11bo203bo5bo2b2ob2o8bo2bobo3bob2o2b3obob3o26b2obobo3b2o2b2o9b3o13b
o11bo2b2o214bobo24bo51bobo31bo3bo101bo2bo12b2o23bo2bo21b2o23b2ob2o25b
2o13bo6bo58b2o17b2o154b3o27bo4bo4bo3bo9bo4bo23b2o37b2o43bobo27bobo4bo
2bo87b2o43b3o10b3o201bo55b2o17b2o34bobo202bobo15b3o21b2obo2bo123b2o2b
2o20bo2b2o11b3o2bo9bo99bo23bo163bo2b2o2bo124bob2o6bob2o10b2o$15bo6bobo
2bo2bobo4bobobob2o2bobobo8bo5bobobobobo5bobo2bo5bob2o2bo4b2obobo3b2obo
b2o5bo3bo5b6o4bob4o19bobo11b4o28b2o6bo5bo6b2o42bo63bobo23b3o3b2obo4bo
10bo3b2ob2o3bo12bobo6bo15bo2bo11bo2bo12b2o218bo5bo3bobo11b2ob2ob2obo2b
o2b5o28bo2bobo7b2o3b2o3bo16bob2o8b3o219bo24b2obo48bo33bo3bo10bo72bo17b
2o25b2o3b2o6bo2bo77bo13b2ob2obo58b2o19b2o145b3o49bo38b2o7b2o74bo3b2o
23bo2bo2b2o66bo2bo15b2ob2o6bo254bobo107b3ob3o200bo40bobob3o73b2o48bobo
24b2o2bo10b3ob6o5bobo122bo2bo160bo2b2o2bo161b2o18b2o$12bo2bo6b2o7b2o4b
2o3b2ob2o3b2o4bobo2bo5bo2bo2bo5bo4bo5bo5bo8bo2bo5bo7bo4b2o15b2o3b2o32b
obo30b6o7b6o46b3o59b2o23bobo3bo3bo4bo11bo3bobo3bo14bo23bo2bo11bo2bo12b
2o3b2o6b2o197b2o7bo3bo4bobo22b2o14bo5bo15bo3b2o16b2o14b2ob2o40b2obo4b
2o4b2o8b2o90bo69bo4bo2b2o15bo5bo59b2o23bo3bo4b3ob2o2b2o67bo2bo42b2o2bo
2bo5bo3bo26b3o11b2o3b2ob2o23b3o18bob2o58bo2bo13bo2bo145b3o50bo47b2o79b
o24b2o58b2o12b2o6b2ob2o5bo2bo6bobo254bo55b2o17b2o20b2o6b2o3bo3bo3b2o6b
2o187b2o40bobo77bo2bo46bo28b3o11b2o4b2o7b2o288b4o163b2o18b2o$11bob2o
41b2o2b2o7bobo7b2o3bo5b2o4bo7bobo7b2o6bo2b2obo6b2o7b2o2bo2bo15bobo3b2o
7b2o155b2o8b2o17b2o4bo4b2o15b2obobob2o6bo14b3obo13bo2bo11bo2bo17b2o6b
2o3b2o192b2o8b3o6bo38b2o5b2o16b2o2bo9bo51bo14bob2o5bo5bo9bo2b2o84b3o
69b2obo2bob2o6bo8bo66bo24bo3bo3b4o4b2o53b2o11b2o2bo5bobo39b2o7b3o26bo
3bo10bo5bobo24bo7b2o7b3obo62b3ob3o5b3ob3o321b5o2bobo27b2o52bobo20bo3bo
3bo4bo6bobo42b2o2b2o261b2o19b2o19b2o6b2o11b2o6b2o227b3ob5o73bo2bo45b2o
345bobo2bobo179bobo10bo$11bo111b2ob2o7b2o8bo3b2o17bo4b2o7b2o32b6o7b6o
102bobo10bobo10b2o9bo2bo4b2o14bo3bo6b2ob2o3bo7bob2o12b2o2b2o3b2o3b2o3b
2o2b2o27b2o198b2o28b2o5b2o12b2obo3bob2o15bob4o7bobo49bobo17b2o2bo5bo
10bobobo3bo70b2o7bo76b2o10bo8bo61b3o2b2o24bobo8b2o57b2o12bo2bo6b2o48b
3o5b2o18bo5bo10b3o2bobo33bo5bo2bob2o56b2o5bo2b3o5b3o2bo5b2o61b8o20b8o
21b8o53b6o18b6o31bo73bo4bo3b2o27bo53bo23b3o3bo2b2o5b2obo2b2o34bo5b2o2b
2o4bo2b2o212b2o39bo19bo28bob2o7b2obo234bo3bo4bo74b3o104b2o286b2o4b2o
180bo9b3o$10b2o171bo30b2o6bo5bo6b2o43b3o53bob2o10b2obo8bobo9bo2bo3bo2b
o24bo2bo3bobo6b2obo11bobo7bobobobo7bobo11bo11bo202b2o28b2o5b2o11b2o2bo
3bo2b2o16b3o7bo3bo2b2o4bo17b3o20b2o17bo3b2o4b2o10bo6b3o69bo7b2o87bo57b
2o9b3obo3bo25bo49b2o32b2o7bo57bobo17bo5bo12bo3bo31b3o6b2o61b2o27b2o61b
ob4obo20bob4obo21bob4obo52bo6bo16bo6bo30b2o30b2o39bo2bo18b3o16bo2bo47b
2o12b2o15bo2bo6b2o2bobo37bo12b2o2b2o211bo2bo33b3o25b3o18b2o5b2o7b2o5b
2o229b2o2bobo185bo483bo$177bob2o36bo5bo3bo5bo50bo51bo6bo2bo6bo8bo12b2o
4bo2bo25b2o4bo2bo3bob3o12bo9b2o3b2o9bo9b2ob2o3b2o3bobo231b2o5b2o5bo5b
2ob2o3b2ob2o12b2o2b2o8bo3bo2b2o4bo17bobo13b3o24bo4bob2o22bo68bobo99b3o
3b3o4b3o36bobo9bo4bob2o75b2o2b2o97bo17bo5bo48bo163b8o20b8o21b8o24b2o3b
2o20bo8bo14bo8bo28bob2o20bo8b2o36bo2bob2o18bobo15b5o61bobo15bo11b2o2bo
32bo16b2o20b2o194bobo33b3o25b3o18b2o3bob2o7b2obo3b2o196bo37b2o184bo62b
o2bo418b2o$176b6o31bo3bo6bobo6bo3bo42bo2b2o52b2o2b3o2b3o2b2o8b2o15b2o
4bo32b3o19b2o25b2o13bo2b2o2bo234bo7bo4bobo4b2ob2o3b2ob2o26b2ob2o7bo2bo
14bo2bo13bobo23b2o4b2obo8b2o11bo70b2o65b3o22b3o3b3o12bo39bo15bobo81bob
o75b2o19b2o17bo3bo124b2o21b2o155bobo23bo6bo16bo6bo20b2o8bo20b2obo44bob
obo5bo15b3o83bo30b2o31bob2o12b2o21bobo195bo33bo3b2o21b2o3bo23bo11bo
201bobo222b2o64bo23bo387b2o15b2o$174bo2bo39b2o5bobo5b2o36bo5b2o3b4o54b
obo6bobo24bo4bo3bo33bo6bo18b2o15b2o12bo6bo5bo4b2o196b2o28b2ob2o3b2ob2o
2bo2bo5bo7bo14bo2bo20bo19bobo13bo2bo19b2obo10b2o2b2obo2bo10bo3bo132bo
38bo7bo3bo27b2o6bobo11b2obo4bo79bo41b2o33bo2b2o11b2o13b2o7b3o125b2o21b
2o152bo7bo21b6o18b6o21b2o30b2o46bo2bo4bobo34bo63bobo63bo11bo3b2o21bo
211b2o19bob3o21b3obo239bo29b2o254bo4bo22b2o123b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o93b2o15bo$173bo2b3o35bo9bobo9bo34bo4bo2bo59bo2bo
4bo2bo24bo4bob2o61bo15bo13bo5bo5bo6bo196b2o28b2ob2o3b2ob2o3b2o6b2o5b2o
16bo4b2o15bo3b2o14b3o13bobo20bob2o11bo2b2obob2o14bo61b2o69bo3bo19bo5bo
8bo7bo2bobo27bo7b2o11bo3bob3o28bo50b2o40bobo29b3o3b2o11bobo11bobo313b
2o3b2o106bo49b2o2bo2bo33bobo62b2o63b2o4b2o4bobo24b2o201b2o8b2o319b2o
163b2o20b2o67b2o2bobo5b2o15b2o122b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o108bobo$2o12b2ob2o11bo11b2ob2o4bob2ob2o5b2o8b2ob2o7bo10bo11b2o
31b2o6bob2o21bo40bo4bo3bobo3bo4bo30b2o2bo69b2o6b2o26b4o38b2o22b3o17b3o
23bo190bo6b3o8b2o22b2o2bo3bo2b2o11b2o5b2o16bo4b2o13b2o14b2o20b3o24b2o
8bo6bo16bo63bo69bo2bobo9bo8bo5bo8bo9bobo2bo20b3o2b2o19b2o2b3o29b3o93bo
29bo20bo11bo7b2o474b2o10b3o22b2o134bo4b2o228b2o43bobo441b2o5bo22bo72bo
b2o3b2o16b2o399b2o$o3b2o8b2obo3b2o6bobob2o6bobob2o4b2obobo6bo3b2o4bo3b
o6bobo9bo3b3o5bo2b3o3b3ob3o3b3ob3o3b3o2bo6b2obo67b3obobob3o34bo2bobob
2o144b2o22bo21bo11bo2bo3b2o3bo4bo10bo59b2obo40b2o4b2o35b2o25bobo4bo3bo
7b2o23b2obo3bob2o12b2o5b2o35b3o3bo10bobo46bo9b2o5bob2o77bobo69bobo2bo
7bo8bo5bo19bo3bo18b3obo3bo11b2o7bo34bo95b2o49b2o9b2o8bo417b2o67bobo8b
3o144b3o32b4o242b3ob3o439b2o6b3o18bo$bobobo13bo2bo5bo2bobobo4bo2bo13bo
6bobobo5b3o6bo2bo7bo2bo11bob4ob4ob4ob4ob4ob4obo82bobo37bo4b2o2b2o4bo
198b2o3b2o5b2o12b3o13b2o12bo29bob2o40b2o4bobo34b3o24bobo3bo5bo32b2o5b
2o59bo15bo48bo16bo2bo4b3o70b2o70bo3bo7bo38bo18bo4bob2o11bobo6b2o198b3o
5b2o411b2o7b2o58b3o8bobo91b2o51bo29b3o2bo2bo191b2o37b2o6b2o3bo3bo3b2o
6b2o245b2ob2o187bo18b2o222b2obo10b2o4bob2o209b2o$12b6ob3o5bo4bo2bo4b2o
3b2o4b3ob3o24bo4b2o10bo2b2o4b2o31b2o6b3o66bo4bo3bo4bo37b2obobo2bo228bo
9b2o2bo8b2o2b2ob3o28b2o31b2o13bo28b2o2bo2bobo22b2ob2o2bo5bo33bo5bo14b
2o27b2o16b2ob3o35b2ob2o17b2o17b2obo2bo3bo4bo71b3o13b2o51bo12b3o3b3o22b
3o23bobo15bo206bo7b2o381b2o37b2o45b2o22b3o10b2o78bobo67b3o10bo3bo3bo
193bo37b2o6b2o11b2o6b2o245bob2obobo277bo2bo146bob2o11bo4b2obo208bobo$b
2o2bo5bo2bobo10bobob2obo8bo2bo4bo10bobobo16b2o4bo4b2o2bo12bo2bobo2bobo
2bobo2bobo2bobo2bo8bo3bo66bo3bo3bo3bo41bo2b2o228bo9bobobo9b2o4b4o25b2o
3bo18b2o9bo2bo12bob2o11b2o12b2o2b2o2b2o24bo2bobo5bo47b5o2bo2bob2ob2ob
2o17bo8b2o7bobo2bo23b3o8b2obo14b2obo10b2o4b3o2bo2bo5bo4b2o5b3o60bo3bo
12bo49b3o4b3o3b3o55b2obo4bo9bobo47b2o547b2o6b2o77bobo33bo2bo2b2o41b2o
30bo68bo3bo8bo5bo3b3o187b3o46bob2o7b2obo258b2obo276b2o152b2o8bo9b2o
206bo40b2o$3bo2bo4b2o3bob2o8b2obobo6b2obobo6bobob2o4b2o3bo6b3o8bo2bo
11bo2bo4b2obo2bobo2bobo2bobo2bobo2bobo2bob2o5bo3bo68bo7bo34bo2bo4bo
233bo3bo7bob2o12b2o27b3ob4o14b2o2bo10b3o2b8obobob2o11bo17b2o28bobo3bo
3bo3b2o41b3obob3o2b2obo3bobo2bo12b3o3b3o3b2o2b2o3bobob2o21b2o2bo11bo
14bob2o10b2o4bo2bo4bo5bo3b2o5bo3bo59b2ob2o10bobo69bo50bo3bob3o9b2o597b
o7b2o78bo34bobo4bo2bo38bo2b2o11bo15bobo65bo5bo7bo5bo5bo187bo43b2o5b2o
7b2o5b2o249b2obo3b3o428bo9b2o9bo205b2o40b2o$5b2o8b2ob2o12bo7b2ob2o6b2o
b2obo8b2o5bo3bo7bobo7b3o3bo6b2obo2bobo2bobo2bobo2bobo2bobo2bob2o6bobo
114b2o5bo237bo8bo41bo21bo2bobo13b2o9bobo13b2o2b3o39b2obob2o3b3o4bobo
39bo4bo4b2o3bob2o2bob2o12bo8bo6bobo3b2obo22bo2b2o8b2ob2o34b2o5bo5bo3bo
bo3bo5bo5b2o66b2o61bo8bo10b2o38b2o2b3o52bo6bo3bo562b2o3bo84b3o15bo5bob
obo38bobo2b2o6bo2bo15b2o12b2o45bo5bo5bo7bo5bo237b2o3bob2o7b2obo3b2o
249bo3b3o3bo300bo127bo18bo45b2obo2bob2o161b2o$73b2ob2o8bo14bo10bo5bo3b
o5bo3bo5bo8bobobobo352bo5bobo2bo2bo42b3ob2o15b2o2bo13bo11bobo13bo3bob
3o37bobobo2bo11bo27b2o5b2o3b2ob2ob4o2b2ob2obob2o20bo12bo6bo22b3o11bobo
43bo3bo5b2o3bo5bo4bo2bo128bo8bo6b2obo2bob2o35bo52b3ob2o2b2o2bo4bo561b
2o2b2o64b5o15bobo18b2obo2bo38b2o2bob2o5b2o2bo3b3o23bo46b3o3bo5bo8bo3bo
244bo11bo256b3o3b3o300b6o122b2o8b2o8b2o37b2o4bo2bo4bo2bo4b2o155bo$147b
2o3b2o352bo5bo2bobob2obo16b2o24bob2o11bo21b2obo5bo3bo14b2obo4bo39bo3b
2o11b2o26b2o5b2o7bobobob2o4bobo2bo18b3o3b2o7b2o5b2o35bobo44b3o5b2o4bo
5bo2bo2b3o44b2o76bo5bo15b2o2bo4bo35b2o51b4o4b2o4bobobo563b2obo63bo2bo
16b3o18bo2bo43bobo6bo4bo3bo3bo20bobo49bo3bo3bo10b3o517bo2bo11b2o295bo
117b2obo11bo6b2o39b2o5bobo4bobo5b2o152b3o$506bo5bo3b2o3b2o15bo2bo2b2o
32b3o2b2o22b2o23bobo43bobobo56bobobo2bob4ob2o19bo9bo42b2obo4bo55bo4bo
3bo2bob2o46bobo10b2ob2o60bob2o24bo50bo45b2o9bobobo384b2o54bobo56bo64bo
7b2o60bo27b2o3bo4bo44bobo6bo2bo5b2ob2o6b2o12b2o49bo2bo2b3o29bo500b2o
14bo296bo117bob2o10bo8bo47bo6bo160bo$507bo3bo6b2o18bo2bo2b2o34bo2b2obo
41bo4bob2o7b3o32b2o2bo54b2obob4obo2bobo20b2ob3o4bo42b2ob3o64b3o4bo2bo
45bo12bo3bo64bo24bobo46bobo56bo4bo376b2o4b2o53bo2bo55bobo71b2o59b2o27b
obo2b5o46bo6b2ob2o15bo2bo62b4o32b3o517b3o287bobo4bo114b2o14b2o6bo229b
3o14b2o$167b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o189b3o7bo20b2o43bobo41b3ob
o3bo6bo3bo34b2o58bo4bo2bo2bo23b2obobobo33bo14bo71b2obo43b2o13b3o61bo2b
obo73bo58bo3bo369bo6bobo9b2o38b2o6b2o10b2o36b2o7bob2o137b2o24bo58b2o
115b2o4bo45b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o313bo130b2o5b2o49b
o80bo17bo2b4o115bo23b2o231b2o12b2o$167b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o201bo40bo11b2o11bo22bo20b3o2b2o6b2ob2o6b2o87b3o5b2o19b4o6bo34bobo7b
6o58bo16bo66b2o56bo2bo506b3o5bo10bo39b2o4b2o3bo8b2o35bobo6b2ob2o10b2o
120b2o2bo2bo23b2o3bo53bobo20b2ob2o12b2o48b2o24bobo4b2o4b2o38b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o366b2o14bo57b2o2b2o5b2o2b2o45b3o78bo
11b2o9bo4b2o111bo14b2o4b2o233b2o$3bo12bo12bo17b2o6b2o15b2o68bob2o6bo
361b2o3b2o40bo11bo2b2o8bo21bobo24bo6bo4bo6bo90b2o25bo2b2o41b2o7bo2bo
59bo14b2obob2o63bobo56b2o134b2o25b2o5b2o78b2o5b2o253bo13bobo47b2o5b2o
39bo6b3obob2o10b2o117bo2bo4bobo27bobo53bo22bo2bo13bo48bo21b2o3bo11bo
569b2o3b2o8b2o15b2o40b2o13b2o39b2o7bo77bo10bobo14bobo109b2o15bo5bo230b
2ob2o$b3o12bobo9bobo10bo3bo2bo6bobo3b2o5b2o2bo4bo5bo7bo5bo32b3o9b2obo
5bobo3b2o355bobo22b2o20bobo10bo2bo30bobo23b2o6b2ob2o6b2o2b3o230bo3bo
10bo2bob2o65bo219b2o5b2o78b2o5b2o252b2o13b2o49bo2bo4bo29b2o7bo2bo2bo2b
o2bobo128bobobo5bo17b2o10bo51b3o35b2obo48bobo21b2o12b2obo574b2o7b2o16b
2o95bo2bob3o2bo88bo18bo111b2obo10bo5bo233bo5b2o$o13bo10b2o2bo2b2o6bobo
2b2o12bo2bo5bobobo2b2o2bobo2b2o3b2o2bobo2b2o15b2o10b2o21bo2b3o2bo10b2o
bo4b2obob2o25b2o14b2o14b2o11b2o12bo48b2o197bo17b2o2bo2bo19bob2o2bo6b3o
32bo32bo3bo6bo3bob3o232bo11b2o69b2o633bobo34b2o7bo6b2o4bo58b2o70bo2bob
2o20bo63bo26b3o8b2ob2o47b2o20b2o16bo42b2obo6b2obo23bo53b2o450b2o2b2o
107bo2b2obo2bobob2o84b2o18b2o110bob2o10b2o4b2o49bo6bo166b2o13bobo$6o
13b2o4bo4b2obo5bo2b3o2b4o6bo12bobob3o2bobo2b3ob3o2bobo2b3o4bo5bo4bo2b
2o6bo3bob2o5b5o6b2o3b2o11bob2o7bo9b2o16bo14bo2bo27b2o11b2o28b2o217b2o
16b2o2bo2bo21b2o2b3o73b3o7b2obo4bo231bo304bo5bo163b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o23bo103bobo68b2o11bo61bo2bo21b3o89bobo76b2o2b2o
12bo46bob2o6bob2o21b3o46b2o6bo14bo63b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o13b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o145b2o2bo2b2obo2bo
279b2o5bobo4bobo5b2o158b2o15bo$6bo6b2o12b2ob2o6bo4b2o2bo2bo7b2obo7b2ob
o2b2o2bobo2b2o3b2o2bobo2b2o3b2o2bobo2b2o2bobobo7b2ob2o6bo3bobo7b2o12b
2o4b2o2bo5bo6b2o2b2o13bo3bo26bo3bo21bob2o14b3o29bo3bo184bo33b2o26bo11b
2obo26b2o44bobo236b3o6bo68b2o223b3o3b3o162b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o9b2o11b3o103b2o75b2o4b2o61bo4bob2o17bo90bobo5b2ob2o65b2o
2bo4b2o2b2o5bo42b2o4b2o2b2o4b2o18bo50bo6bob2o11b3o61b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o13b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
72b3o72b3ob2o3bo281b2o4bo2bo4bo2bo4b2o175b2o$2bo3bo12bo5bob2o4bo4b4o4b
2obo8b2o12bo4bo5bo7bo5bo4b3o2bobo2b3obobo8b2ob2o7bo3bobo7b2o12bo5bo4b
5o12b2o12bo3b2o8bo2bo12bo4bo7b6o7b3o2bo13b3o8bo3bo15bo4bo182bo2bo52bo
2b2o15b2ob3o17bo3bo5bob2o35bo4bob2o236bo3bobobo67bobo222bo2bobo2bo335b
2o6bo13b2o38bo133b2o5b2o61b5obo2bo7b2o97b2obo5bobo75b2o2b2o48bo5bo3bo
5bo19b2o43b2o2bo7b2o2bo14bo417b2o53bo2bo72bo4bob2o289b2obo2bob2o$2b2ob
o9bo9b2o2bo2b2o8b2o2bobo7b2o2bobo9b2o29b2o2bobo2b2o2bob2o5b2obo3bo7b5o
6b2o3b2o10bo5bo19bo2bo13bobo10bo2bo10bobobo8bo6bo8bobobo12b3o8bo4bo13b
obobo21bo7bo29b2o59b2o12b2o48bo2bo51bobo2bo21bo15bobo11bo35b3obo3bo
240b2o2bo60b2o7bo224b2ob2o344b2o12bobo37bobo67bobo140b2o2bo3bo2bo2b2o
65bob2o18b2o6bo5bobo130bo5bo3bo5bo2b2o19b2o38bo3b2o5bo2b2o14b2o416bo2b
o12b2o2b2o34bo2bo73bobob2o42b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
$6b3o5bo2bobo8bobo9bo2bo3bo8b2o5bo41bo5bo4bo14b2o17bo2b3o2bo8b2o4b2o
22bo2b2o8b2o3bo9bobo9bobobo9b2o3b3o9bobobo8b3o13bobobo5b2o4bobobo21bob
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obo9b2o38b3o2b2o244b2o60bo7b2o394bob2o6b2obo18bo63b2o34b2o13bo31bo13bo
24bobo2bobo5bo3bo67b2o134bo6bobobo2bobo4bo2bo60b3ob2o4b2o12b2o6b2o5bo
130b2o4b2o2b2o4b2o3bo19bo40b3o2bo3bo2b2o77b2o4b2obo4b2o4b2o29b2o8b2o
114b2o8b2o4b2obo28b2o129bo2bo11b2o16b2o21b2o72b4obo4b3o38b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o$8bo5b2o2b2o9bo10b2o20b2o51b2o10b3o9bob2o
7b2o3bobo11b2obo4b3ob3o11bobo2b2o9bo3bo10bo8bo4bo28bo2b3o6b3o14bobobo
6bobo4bo23bo4bo67bo9bo43b2obo2bob2ob2obo2bob2o24bo27b4o4b2o7b2o18bo3b
2o15b2obobob8o2b3o21b2o17bo20b2o5b2o20b2o5b2o30b2o12b2o38bo161b3o404b
2obo6bob2o16b3o22b3o37bo2bo34bo12bobo65b2obo2bo2bo2bob2obo3bo10bobo2bo
bo49bo134bobo5bo2b2o3bo5bobobo58bo10bo100b3o10b3o45b2obo6b2obo5bobo15b
obo42bobobo2bobo2bo77bo4bob2o5bo5bo21bo7bo9b2o115bo9bo4bob2o28b2o130b
2o13b2o15b2o94bo4bob5o2bo$139b2obo13bo12bob2o43bo18bo3bo11b8o11b2obo7b
3o15bo4bobo4bo3bo29b2o67b9o14b6o8b6o10b2o2bo4bobo4bo2b2o25b3o24b3ob2o
2b2o28b2o18b2obo12bo2bo17b2o2b2o2b2o12b2o20b2o5b2o20b2o5b2o30b2o12b2o
38b3o159bo404b2o14b2o2b2o9bo34bo29bobobo34bobo10bobo24bo13bo30bobo2bob
o5bo3bo6b2obo2bo2bo2bob2o181bo5b2o10b2obo2bo60b3ob2o5b3o9bob3o81bo5bo
6bo5bo43bob2o6bob2o6b2o15b2o43bob2obobobo2bo76bo3b2o4b2o2bo5bo7b2o12bo
bo4bobo58bo2bobo61bo9bo3b2o4b2o21bo152bo63b2ob2o44b3obo7bo473b2o$167b
2o4b2o39b2o9b2o24bo6bo12b2o3bo23bo3bo2b2o66bo2b3o4b2o24b3o2b5o2b3o10bo
6bo6bo6bo14bo9bo32bo29bo34b2obo17bo13b2o18bobo2bo2b2o159bo392bo7bo163b
o14bo4bo9b2o21bo2bo6b3o28b3obo36b2o9b2ob3o21bobo12b2o43bobo11bobo2bobo
44bo158bo2bo65bobo2bo5bo9b2o3bo86bo6bo47b2o4b2o2b2o4b2o70b2o5b2o10bobo
63b2o2bo5bo3b2o4b2o5b3o13bo5b2o57b2obob3o61b2o8b2o2bo5bo20b3o216b2ob2o
46bo6b3o39b2o4b2obo6bob2o415bo$167bo5bo51b2o10b2o15b2o15bo4b2o35b2o27b
3o29bo6bo29bo2bo2b3o2bo2bo10b2o3b2o8b2o3b2o15bobo3bobo98bob2o17bobo4b
2o26b3o56b6o102bo394bobobobo163bo16bo3bobo30bo3bo4bo31b3o26b2o27bo20b
2o13bo6b2o37bo64b2o154bo4bo70b2o18b2o79bo8bo4bo8bo39bo5bo3bo5bo16b3o
49b2o2b2o2bob2o6bo74bo5bo4bob2o6bob2o23b2o5bob2o45bo6bo75bo5bo18bo25b
2o120bo56b3o12b2ob2o21b2o24b2o4bo9b2o31bo4bob2o6b2obo416b3o$168bo5bo
79b2o20bo24b2o33b2o3bo3bo28bo6bobo3bo24b2o9b2o15bo12bo148b2o4b2o27b2o
40bo7bo6bo6bo6bo7bo85bo4b4o214b2o65b2o3b2o9b2o3b2o27b2o9b2o43bobobobo
163b2o14b2o4b2o39b2o22bobo35bo21b2ob3o29b3o11b2o90bobo8bobo154b5o87bob
2o76b2o3bo3bob2o2bo2bo2b2obo3bo3b2o35bo5bo3bo5bo15bobo48b3o9bo4b2obobo
5b2o59b2o2b2o4b2o4b2obo5bobo25b2o5bobo45b2o5bo11b2o48b2o8b2o2b2o4b2o
18b2o24b2o119b2o56bo2bo9bob2ob2obo19b2o25b5o9bobo30bo3b2o8b2o196b2o7b
2o215bo$167b2o4b2o161b2o2bo5bo28b2o4bobo4bo289b3o5b3o4bo8bo4b3o5b3o84b
obo220b2o65bobo3bo9bo3bobo26bo2bo7bo2bo41bob2ob2obo164bob2o6b2obo11b2o
61bo34bobo13b2o4b2obo32bo104bo3bo255b2obo76b2o2bo2bo4b2o6b2o4bo2bo2b2o
34b2o4b2o2b2o4b2o15bobo58b3o4bo3bo7bo60bo2bo5bo9b2o3bo2bo32bo63bob2o
49bo9bo4b2obo167bobo8bo49bo9b3o3b3o19b2o40bo31b2o2bo10bo26bo169b2o7b2o
$bo4bo8b2o6b2o9bo38b2o10bo18bo11b2o14bobo9b2ob2o2b2ob2o13b2obo168bo3bo
20b2o10b3o4bobobo27b3o19b3o10b3o223bo9bo5bo6bo5bo9bo31b2o8b2o42b2ob3o
285bo3bob2o3b2obo3bo28b3o2b5o2b3o41b2o5b2o164b2obo6bob2o10b3o57bo2bo
36b2o13bobo134b2o12bo10b2o153bo173b2o22b2o40b2obo6b2obo67bobo7bo2bo10b
3o3bo59bo4bo5bo9bo4b2o33b2o46bo5b2o7bo52bo9bo5bob2o176bobo29b3o15b3o
10bo5bo20bo78bo8bo26bobo$bob2o2b2o6bobob2obobo8b2o37bo10b3o10b3o3bo2b
2o8bo2bo11b3ob3o7b2obo4bob2o13bob2o169b3o41bobobo25bo3bo18b3o10b3o224b
3o3b3o7b6o7b3o3b3o31bo2bo6bo2bo44b2o286b2ob2obobobobob2ob2o23b2o6b2o5b
2o221b2o2b2o13b5o38b3o14bobobo3b2o2bobob2o38bo11bo23b2o13b2o35bobo46b
2o8bo4bo7bo2bo152bobo165b2o14bo6bo14b2o33bob2o6bob2o67b2o5bo2bo8b2obob
obo2bo60b2o2b2o4b2o8bo40b2o45bo6bo11bo13bo35b2o8b2o8b2o4b2o28bo140b2o
29bo56bobo72b2o2b2o8b2o24bo3bo$ob3o13b2o3bo9b2o40bo6bo19bo11bobobo10bo
3bo3bo10bo2bo212bo3bo18bo4bo22bo5bo14b2ob3o4b2o4b3ob2o18b3o269bo12bo
336bobobobobobo27b2o5bo9bo221bo2bo56b3o15bo2bo4b2o2bobob2o49bobo21bobo
13bo31bo4bo2bo59bo7bo157bo166bo11bobo4b2o4bobo11bo120bobobo2bo80bo5bo
9b2o24bobo12b2o46b3obob2o6b2obo13bobo54bo5b2o28bo171bo2bo54bobob3o68bo
4b2obo6bob2o20bo3bo$2bo3b2o6bo2b2o3b2obo7bo5bo3bobobobo3bobobobo3bobob
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2obo3bobo3bob2obo29b2obo3bob2o129b2obo3bob2o80bo4bo74b2o10bo37bo15bobo
21bo10bo5b3o29b2o5b2o54bo3bo7bo326bob2o7b2o2bo4bo2b2o7b2obo116b2o5bo2b
o8b2obobobo2bo60b2o3bo5bo33bo2bo60bobo2bo8b2o12b2obobo34b2o8b2o9bo207b
3o55bob4o67bo5bob2o6b2obo20bo3bo193b2o$4b2o7bobobo2bobobobo10bobobobo
5bobobo5bobobo5bo11b2obo3bo23b2o7bo5b2o2b3o4b2o4bo4b2o4bo191b3o16bobob
o32bo4bob2o3bo5bo15bob3o2bo4bo2b3obo18b2ob2o257b2o10bo10bo10b2o32b3o
217bob2o64b2obo3b2o3b2o3bob2o34bo134bo2bo3bo2bo80b2o2b2o21b2o22b3o33b
2o40b3o13b2ob3o18b2o9bobo6bo24b2o8bo3b2o4b2o46bobo9bo325b2ob2o8b3o6b3o
8b2ob2o115bobo7bo2bo10b3o3bo60bo2b2o4b2o14b2o17bo2bo85bo3bobob2o34bo9b
o8b2o26b3o237bo71b2o2b2o4b2o8b2o18bo3bo167bo9bo14bo2bo$4b2o7bobobo2bob
obobo4b5o5bo4bo4bo4bo4bo4bo4b6o7bo3bo9bobobobo6bo8bobo5bo2b2o3bobo8bo
4bo19bob2o11bob2o15b2o13b2o3b2o31b2o14b2o11bo2bo54bo3bo16bobobo4b3o10b
2o12bo4bo3bo3bo3bo15b2ob3o2bo4bo2b3ob2o279b2o5b3o16b3o5b2o21bo11bo218b
3ob2o3b2obo59b2obo5bob2o25b2o147b3o3b3o77bob2o6b2obo17bobo21bobo33b2o
40bobo19bo23b2o4b2o31b2o10b2o6b2o59bo2bo5b2o6b2o402b2o15b2o49b3o4bo3bo
7bo59bo5b2obo10b2o4b2o18b2o4b2o80bo5bobo34bo9bo5b2obo27bo3bo219b2o91bo
5bo10bo18bo3bo166bobo7bobo14bo2bo17bo$2bo3b2o6bo2b2o3b2obo5bo4bo4b6o4b
6o4b6o9bo7bo3bob2o19bobo8bo5bobo3b2o2bo8bo4bo19b2obo11b2obo19b2o8bobo
3bobo46bo16bo18b3o31bo5bo2b2o12bo4bobo4b2o24b2o4bo4b3o19b3o10b3o242b2o
44bo3bo14bo3bo25b2obo10bo328b2obo25bo112b2o91b2obo6bob2o8b2o9bo21bo2bo
40b2o23bob2o7b2o12b2ob3o24b2o46bo2bo70b2o5bobo5bobo305b2ob2o7bo8bo11b
2ob2o57bobo10bo4bobo38b3o9bo4b2obobo5b2o59b2o4bob2o10b2o29bo2bo6b2o69b
2obob2obobobo32b2o8b2o4bob2o27b2ob2o19b2o199bo47b3o37b2o3bo5bo8bo19bo
3bo166bo2bo5bo2bo14bo2bo15b2obo$ob3o13b2o3bo8bobo37bobo10b3o2bo7bo3bob
2o6bo7b2o5b2o4b3o2b2o4bo4b2o4bo49b2obo2bo8bo7bo10b2o17bo3bo9b2obo17b2o
51bo3bo3b2o13bo3bobo6bo20b2o4bo2bo8b2obo14b3o10b3o224b2o5b2o8bob2o8b2o
5b2o26bo22bo24bo234bob2o3b2ob3o53b2o44bo23b3o113bo30bo83bo9b2o21bobo
40b2o21b3ob2o12b2o7b2obo74bobo80bo7bo306bobo6b3o7bobo11bobo58bo12bo6bo
39b2o2b2o2bob2o6bo121b2o6bo2bo68bo6b2o2b2o103bobo166b2o25b2obo47b2o2bo
38bo2b2o4b2o8b2o19bobo168b2o7b2o16b3o14bo3bo$bob2o2b2o6bobob2obobo9bo
8b2o8b2o8b2o9bo15bo9bo12bo15b3obo2b2o6b3o6b3o14b5o12b3o16bob3o6b2ob2o
5b2ob2o25bo4bo5bo2bobob2o10bob2o6bo49b3o25bo6bo19bo2bo3bo2bo9bob3o44b
3o7b3o195b2o5b2o8bob2o8b2o5b2o27bo20bo24bobo2bo239b2obo4b2o48bo44bo8b
3o11bo116bobo26bo3bo78b3o27b2o4b3o47b2o13bo19bobo166b2o6b2o305bobo5bo
11bo12bobo57b2o19b2o41b2o5b2o10bobo88bob2o5b2o25bobo66b2o7bo61b2o47bo
128bo35bo2bo25b2ob2o14b2o30bo2b2o37bo5b2obo6bob2o22bo168bo11bo32bo2bo$
bo4bo8b2o6b2o18b2o8b2o8b2o22b3o6b2o2bo3b3o8bobobo9bo3bo3bo10bo2bo15bob
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o7bob2o50b2o4b3o2bo20bo2bo4b2o8bobo4bo12bo12bo20bo5bo216bo92bo2bo4b2o
4b2o221b2o2bobo3b2o54bobo39bo2bo7bo3bo10b2o116b2o31bo77bo29bo16b2o22b
2ob2o3b2o4bo2bo13b3ob2o13b3o482bo6b2o24bo63b2o53bob2obobobo2bo101bobo
6b2o23b2obo66b3o5b2ob2o60bo47b2o114bo10b5o33bo2bo44b2o30b3o39b2o4bob2o
6b2obo236b3o$87bo10bo16bo2bo11b3ob3o7b2obo4bob2o11b2obo3bob2o5b2obo3bo
11bo4b4o9bobo3bobobo6bo4bo12bobobo13b2ob2o8bo3bob3o10bo13bo25b2o55bo4b
2o10bob2o3b2o8b2o3b2o8b2o3b2o12bo3bo5bo3bo306b2o4b2obo3bobo137bo48bob
2o56bo40b2o40b2o7bo5bo79bo2bo72bo4bo104b2obo17bo22b2ob2o3b2o2bo2bobo
15bobo15bo581bo53bobobo2bobo2bo102bo11b2o5bo13b3o45b2o20b3o6bobo61bobo
150b2o8b2o9b2obo2bo32b3o26b2ob2o34b3o30b2o292b2o7b2o$116b2o14bobo9b2ob
2o2b2ob2o14bo3bo11bo3bob2o6bob2o3bo2bo9bobo3bobob2o7bobobo5b2o2bo4bo
11b4o11bo11bo8b2o9b2o27bo4bo50bo3bo4bo7bo16bo6bo6bo6bo11bobo2bo5bo2bob
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5o104bob2ob2o14bobo36bo16bobo594b3o52b3o2bo3bo2b2o103b2o9bobo4bobo12b
2o46bobo19b3o6bobo62b2o19b2ob2o126b2o7b2o9bo7bo54bobo4bobo33b2o2bo30b
2o230bo11bo49b2o7b2o$170bo3bo11bo3bob2o6bo3b3ob2o9b2obo3bobo11bobobo6b
obo3bo12bo3bob4o8b3obo3bo6b3o2b9o2b3o21b3o4bobo24b2o24b2obo4bo6b2o17b
6o8b6o10bo2bobo9bobo2bo191b2o5b2o8bob2o8b2o5b2o87b3o137bo45bo4bobobob
2o41b2o5bo2bo4b2o39b3o4b2o36bo5bo6b3o47bo3bo18bo3bo93b2o91bo8b2o6b2o
32bob2o18bo11bo583bo53bo3b2o5bo2b2o14b2o86b2o9bo7bo58b2obobo19b3o7bo
84bo3bo136b2o2b2o5b2obo2bo56b2o4bobo33bo2b2o263b2o7b2o157b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$171b3o13b3o12b2obobo12bo2b3o2bo12bo4b
obo22b2obobo2bo8bo3bo2bo7bo2bo11bo2bo21bo7bo25b2o28b4o56bo3bo11bo3bo
191b2o5b2o8bob2o8b2o5b2o273bobobobobo38b2o4bo2bo5b2o47b2o4b3o36bo3bo6b
o3bo35b2o13bo19b4o65bo27bobo90bobo6b2o2b2o22b2o13bo30bobo13b2o202bo16b
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2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o94b2o2bo7b2o2bo
14bo86b2o8b2o66bobobo21b2o93b3o149b5o57bo6bo34b3o264bo2bo5bo2bo156b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$203bobobo12bo7b2o12bo3bo2b
2o4b2o15bob2o9bo6b2obo8b2o13b2o118b2o12b2o12bo19bo209b2o243b5o38bo5b2o
bobo40b2o3b2ob2o55bo5bo38b3o6bo5bo34b2o9bo2bo30b2o56b2o29bo91b2o10bobo
21b3o36bob2o4b2o13bobo200bobo14bobo11bobo14bobo112b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o100bo6bob2o11b3o167bo24bo247bo54bobo311bobo7bobo
$171b2obo11bob2o11bobob2o14b3o48bo15b2o149b2o12b2o13b3o13b3o257bo20bo
163b2o6b2o3bo4bo37b3o7bobo46bo69b2o40bo5bo79bobo55bobo28b2o104bo21b2ob
o33b3ob2o21bo200bobo14bobo11bobo14bobo375b2o6bo14bo169b2o21bobobo85bo
28b2o183bob2o78bo48b2o6b2o175bo9bo$6bo14b2o2b2o8b2o65b2o6b2o16b2o2bo8b
o10bo18bob2o11b2obo11b2o20bo19b2o26b2o17bo20b3o429bo22bo45b3o41bo11bo
29bo11bo18bo7bo7bo2bo39bo7bo62b2o3bobo2b2o43bobo39bo5bo7b2o72bo40bo5bo
145b2o22bobo31bo27b2o197bobob2o12b2obobo7bobob2o12b2obobo380b2o176bo7b
3o10b3o6bobob2o85bo28b2o115b2o2b2o62bo77b4obo45bo4bo2bo4bo234bo9bo98b
2obo6b2obo6b2obo58b2o$5bobo13bobo2bo8bo66bobo4bobo16bobobo7bobo8bobo
137bo2bo387bobo26bobo29bo3bo14bo3bo45bo43b3o7b3o29b3o7b3o19b3ob2obo7b
2obo2bo35bo65b2o4bob2o53bo28b2o10bo3bo7bo2bo48b2o21b2o38b3o3b3o167bo2b
o32b3ob2o9b2o172bo35bobo20bobo5bobo20bobo111bob2o6bob2o4b2o112bo312bob
o6b3o10bobo6bobo224b2o7b2o16b2o48b2o77b3obobo44bo4bo2bo4bo233bobo7bobo
97bob2o6bob2o6bob2o58bobo$2b2o2bo2b2o14bo10bobobo15bo5bobo67bo6bo2bo8b
2obo582b2o5b3o16b3o5b2o39bobo3bob2o4b2o31bo5bo35bo5bo17b2o5bobobo5bo5b
obobo33bo72b3ob2o3b2obo44b2o28bo11b3o8bo37b3o10bobo15b2o43b2obo3bob2o
167b2o35bobo10bobo162b2o5b3o35bobob2o6b2o6b2obobo5bobob2o6b2o6b2obobo
111b2obo6b2obo5bo6b2o104bo312bobo6b3o9bo2bo7b2o224b2o8b2o15b2o3b2o127b
obo43bo4bo2bo4bo233bo2bo5bo2bo101b2o2b2o8b2o4b2o57b3o$2bob2o4bo11bo17b
obobobobobobobobobobo2bo2bobobobobobobo20b2o3bob2obo3b2o15bo7bo4b2ob2o
b2o2bobo389bo18bo27bo46b2o15b2o21b3o3b3o7b6o7b3o3b3o20b2o10bo10bo10b2o
40b2o4b2o4bo2bo22bo6b2o5b2o33b2o5b2o6bo10bo8bo5bobo4bo2bo34b2o8b2o145b
3o23bo36bo3bo9bo17b2o258bobo12bo35b2o6b2o9b2o6b2o34b2o21b2o40bo4bo39bo
bob2o5b2o5b2obobo7bobob2o5b2o5b2obobo116b2o2b2o9bobo4b2o103b3o9bo300b
2ob2o5b3o9bobo87b2o24b2o130bo20b2o128bo46b2o6b2o236b2o7b2o102bo3bo9bo
5bo59b2o$4b3ob2o7b2o5bobo2b2o5b2o4bo2bo2bo2bo2bobobo2bobobo2bo2bo2bo2b
o2bo18bobobo6bobobo15bo8b2o4b2o3bo2b2o362b3o24bobo16bobo25bobo45b2o15b
2o20bo9bo5bo6bo5bo9bo30bo12bo61bo2bobo22b3o59b3o10bobo12bo2bo2b2o43b2o
b3o5bo56bob2o3b2ob3o27b2obo5bob2o30bo25bob2o33bo3bo9b3o276bo13b2o32bo
4bo2bo4bo5bo4bo2bo4bo33bo21bo41bobo3bo34b2o4bobob4o4b4obobo11bobob4o4b
4obobo4b2o113bo3bo10b2o120bobo301bo7b2o4bo5b3o87b2o25bo239bo40b2o76bo
2b2o4b2o2bo141b2o7b2o49bo11bo102bo3bo9bo5bo39bo16bobo$bo6b2obo5bo2bobo
5bobo10bobobobobobobo2bo2bobobobobobobobobobobo2bo8bo12b2o2b2o18bo12bo
2b2o3bob2o352b2o14bo24bo16bo17b2o8bo28b2o56b3o5b3o4bo8bo4b3o5b3o30bo
12bo65bo26bo7b2o39b2o7bo14b2o13b2o47b2o9bobo64b2obo23b2obo3b2o3b2o3bob
2o54b2o33bo3bo75bo3bo256bo4bo2bo4bo5bo4bo2bo4bo33bobo4b3o10bobo42bobo
3bo32bo2bo3b2o3bo2b4o2bo3b2o11b2o3bo2b4o2bo3b2o3bo2bo111bo3bo35b2o6b2o
37b3o50bo296b2o2b2o6bo6bo119b3o239bobo9b5o25b2o75bo3b3o2b3o3bo140b2o7b
2o163b2o2b2o8b2o4b2o34b3ob2o2b2o7b2o2bobo$obobo3bobobo5bo7bo9bo2bo15bo
bo5bo15bobo2bo4bobo9bo10bo15bo12bobo2b3obobo350bo2bo9bo4bo20bo2bo8b2o
8bo2bo14bo9bo2bo24b2obo55bo7bo6bo6bo6bo7bo31bo2bo6bo2bo61bob2o26b2o24b
2o5b2o24b2o79bo7bo2bo56b2o2bobo3b2o23bob2obo3bobo3bob2obo42bo47b3o76bo
3bo10b3o7bob2o232bo4bo2bo4bo5bo4bo2bo4bo34b2o3bo3bo9b2o44bo3b2o33b2o
11b6o25b6o11b2o112b2o2b2o33bo2bo4bo2bo36bobo37b3o8bobo296bobobob2obob
2o126bo241b2o9bo4b2o24b2o76bo2b2o4b2o2bo166b3o142b2obo6b2obo4bo5bo35b
4o4b2o7bobo2bo$bob2o6bo9bo7bo8bobo40bobo2bo3bo2bo9bo6bo15bo15b2o3bobo
370bo20bo2bo7bo4bo7bo2bo13bobo8bo2bo27bo13b3o15b3o36b6o48b2o8b2o49b3o
11bo37b2o14bobo5bobo14b2o82b2o12bobo97bobobobobobo42b2obo3bob2o145bo2b
2o2b3o12b2o215b2o6b2o9b2o6b2o40bo5bo90b3o2b3o7bo6bo23bo6bo7b3o2b3o107b
2o6bob2o29bo2bo4bo2bo36b3o38bo9b2o299bobo5bo19b2o101b2o222b2o31b3o6bo
280bo2bo32bo11bo97bob2o6bob2o5bo5bo38b2o12b4o$3b2ob3o8bobo5bobo2bo7bo
44bobo2bo14bo6bo15bo14b2obo3b2o2bo18b2o10bo20bo8bo19b2o11b2o7b2o30bo
25b2o202b2o23b2o22b2o15b2o9b2o25bo16b2obo2b2o5b2o2bob2o148b2o3bo49b2o
9b2o3bo9bo3b2o9b2o29bobo27b2o22bo12b3o93b2ob2obobobobob2ob2o38bo9bo5b
2o48b3o76bo5bo4bo6b2o13b2o284bo5bo89bo4bo2bo53bo2bo4bo107bo6b2obo29bo
2bo4bo2bo36b3o38bo309b2obobo3bo8b3o7b4o100b2o222bo31bo7bob3o277bo3bo
14b3o16b2o7b2o102b2o2b2o4b2o2b2o4b2o53b2o$2bo4b2obo6b2o2bobo5b2o54bobo
4b2o7bo10bo11bo16bo2b2o3bob2o19bo10b3o8b2o7bobo7b3o13b2o6b2o7bo2b2ob2o
2bo30b3o24bo188b2obo10bo104bob2o14b2o2b2o5b2o2b2o22b2o5b2o20b2o5b2o90b
5o44bo4bobo9b2o3bobo5bobo3b2o9bobo4bo23bobo28bo2b2o18bobo6bo99bo3bob2o
3b2obo3bo39b2o5b2o6b2o33b2o6b2o5bo17b2o59bo5bo4b2o3b3o300bo5bo90b3ob3o
55b3ob3o107bo11b2o11b2o5b3o7b2o6b2o37b3o38bo310bobob2o14bo5bob2ob2obo
321b3o27bo2b5obo4bo276bob2o15bo2bo14bo2bo5bo2bo101bo3bo5bo3bo5bo60b2o$
2b2o2bo2b2o14bo61bobo14b2o2b2o14bo19bobo3b2o18bo15bo7bo8bobo10bo11bo
10bo7b2obobob2o14b3o17bo22bo191bobo2b2o5bo33bo6bo65b2o14b2o13b2o22b2o
5b2o20b2o5b2o137b2ob2o2b2o16b2o5b2o16b2o2b2ob2o21b3o28bobobo3bo15b2o4b
2o2bo71b2o22bobo3bo9bo3bobo34b3o2b5o2b3o39bo6b2o5bobo15b2o59bo5bo6bo3b
o302bo3bo39b2o5b2o11bo33bo2bo57bo2bo109b2o11bo11bobo4b2ob2o52b3o38bo
64bo17bo39b2o13b2o39b2o130bobo13bo3bo10b2o2bo322bo28b3o4bob4o278bo17bo
2bo14bobo7bobo102bo3bo5bo3bo5bo59b2o$5bobo14bo66bobobo5bobobo6bobobo7b
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9b2o11b4o189bo4bo5bo36b2o251b5o44bo12b3o23b3o12bo55bo6b3o20b3o72b2o22b
2o3b2o9b2o3b2o34bo2bo7bo2bo36b3o15b2o379b2o6b2o8b3o14b2o6b2o16b2o5b2o
9b3o37bo55bo111b2o12bo11bo2bo4bo56bobo37b3o61b3o17b3o37bobo11bobo39bob
o2b2o126bo13bobo2bo5b2o2b2o2b3o354b2obobo300bo2bo14bo9bo102b2o2b2o4b2o
2b2o4b2o$6bo14bo2bobo67bo4b2o3bob2obo3b2o7bo18b2obo3b2o2bo15b2o5bo9bo
3bo2b2o11bo21b2obob4obob2o7bob3obo15b3o27bo6b2o2b2o4bo189bo13b2o24b3o
10b3o25b3o25b3o128b2o12b2o44b2o3bo38b2o8bo3bobobo27bobobo3bo8b2o60bo
20bo155b2o9b2o37bo108bo3bo283bo4bo2bo4bo21bo4bo2bo4bo32bobo37b2o53b2o
112bo12b2o11b2o7bo54b3o97b2obo23bob2o34b2o11b2o22b2o13bo4bo3bo138bo2bo
bo7b4obo2b3o352b2obo4bo300b2o124b2obo6b2obo6b2obo$21b2o2b2o66b2o25bo
18b2o2bo3b2o4b2o12bo2bobo2bo14bo14bo24bob4obo11b5o19b3o22bobo6bo2bobob
3o190bo2bo36bobo2b2o2b2o2bobo25bobo25bobo128b2o12b2o47b3o37bobo8b2o3b
2o31b2o3b2o8bobo45b2o11b2o237b2o94b2o3b3o225bo2bob2obo2bo4bo6bo5bo2bob
2obo2bo16bo4bo2bo4bo21bo4bo2bo4bo18b2o12bo39bo2bo49bo2bo111bo9bob2o13b
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2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o142bo3b2ob3o107b2o317bob2o6bob2o6b
ob2o$102bobo4bobo8bobobo13bobo2b2ob2ob2o4bo12bobo2bob2o10bo2bo10b2o2bo
bo6bo2b3o7b2obo6bob2o32b3o15b3o4b2o8bobo2b2o4bo195b3obo3bo23b3o10b3o
25b3o25b3o231bo8bobobo3bo31bo3bobobo8bo44bo2bo36bo212b2o83b2o6b4o6b2o
13b2o208b2o2bo4bo2b2o3b3o3b3o3b2o2bo4bo2b2o15bo4bo2bo4bo21bo4bo2bo4bo
18b2o52bobo21bo7bo21bobo111b2o8b2obo117b3o58bobobo2bo13bo2bobobo71b2o
2b3o13bobo141bo10b3o2bob4o47b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
140bo2bob2o2bo2b2o103bobobo$102b2o6b2o8bo2b2o14bob2o8bo2bo12b2obo2bobo
12b3o10bobo2b2o8b2o2bo7bobo2b2o2bobo33b3o14bo3bo12b2obo7bobo194bobobo
4bo324b2o6b3o12bo21bo12b3o6b2o43bob2o6bo5b3o20b3o297bo6b4o2b2o2b3o12b
2o209bo2bob2obo2bo5bo6bo4bo2bob2obo2bo18b2o6b2o11b3o11b2o6b2o75b2o20b
2o7b2o20b2o244bo57b2obo2b2o17b2o2bob2o69bo3bob3o7b3obobo142b3o7b3o2b2o
2b2o351b2obobo2bob2o2bo100bobobo$140bobo8bobo14bo2bobo2bo26bo13bobo8bo
2bob2obo2bo24b3o22bo5bo14bo7bobo194b3o3bobobo340b2o2b2ob2o17b2ob2o2b2o
40b3o16b2o9bo27bo2b2o4b2o287b3o11bob2o404b2ob2o21b2o5b2o21b2ob2o148b2o
91bo47bo2bobo3bo3bobo21bobo3bo3bobo2bo59b2obo4bo6bo2bob2o14b3o137bo2b
2o359bo2b3obo2bo102b2o211b2o7b2o$141bo10bo15bo5b2o8b2o17bo13bobobo7bob
2o2b2obo11b3o11b3o23bo3bo15bobo4b2obob2o19bob2o5b2obo24b2o10b2o29b2o
97bobobo14b2o2b5o2b2o2b2o2b5o2b2o15b2o2b5o2b2o15b2o2b5o2b2o20b3ob3o
213bobo4bo21bo4bobo39bobo19b2o36bo6bobo286bo324bo3bo92b2ob2o51b2ob2o
148bobo138b5obobob3obob4o13b4obob3obobob5o27b2o32bobo10b2o22bo137bob2o
b2obo47b2o4b2obo6b2obo33b2o3b2o58b2o187bo7b2o316b2o7b2o$169b5o9bobo5b
2o9b2ob2o8bobo2b2o6b2ob2o2b2ob2o11bo12b3o18b2o4b3o17b2o4bo2b2obo19b2ob
o5bob2o23bo2bo8bo2bo27bo2bo97bo4bo12bobobo3bobobo2bobobo3bobobo15bobob
o3bobobo15bobobo3bobobo18b2o2bobo2b2o211b2o33b2o39bobo16b3o2bo11bo17b
3o12bo273b2o5b2o15b2o312bo3bo63b2o30b2o51b2o153bo31bo2bob2obo2bo93b2o
6bobobobo3bo2bo13bo2bo3bobobobo6b2o25bobo27bo4bob2o28bo3bo141b4o49bo4b
ob2o6bob2o32bo7bo57bo189b3o$173bo9bo7bo11bobo8bob2o33bo15b3o5b2o7bobo
26b2o3b2o59b3o10b3o26bobobo52bo3bo41bo3bo13b3o5b3o4b3o5b3o17b3o5b3o17b
3o5b3o20b3o3b3o212b2o33b2o58bo2b2obo4b2o5b2o15bobo12b2o272b2o5b2o15b2o
367bo12b2o29bobo51bobo138b2o6b2o4b2o30b4ob2ob4o90bobo2bo2bobo2bo3b3o2b
o4b3o3b3o4bo2b3o3bo2bobo2bo2bobo24bo27b3obo3bo27bobo2bo142b2o49bo9b2o
2b2o4b2o24b2o7bobo48bo9bobo191bo524b2o$171bo10b2o8b3o8bobo8bo13b2o2b4o
2b2o7bo7bo11b3o7bo6bo28bo5bo21b5o7b5o24b10o29bo2bo52bobobobo62bobo12bo
bo25bobo25bobo24bo7bo221b2o15b2o68b2o2bo4bo2bo3b2o15bo2bo7bo617b3o49bo
bo43bo2bo49bo2bo137bo2bo4bo2bo35bo2bob2obo2bo90b2obobob3o2bo5bob2o5bob
o3bobo5b2obo5bo2b3obobob2o22bobo29b3o2b2o25bo2bobo195b2o8bo3bo5bo25b2o
5b2o3b2o45bobo8b2o10b2o705bobo$171b2o21bo9bo8b2o12bobo2bo2bo2bobo5bobo
b2o2bobo10b3o3bo2bo6b2o9b2o18b5o21bo4bo7bo4bo22bo2b6o2bo27bo18b2o35bo
2bobo2bo26b2o12b2o17bobobobo8bobobobo21bobobobo21bobobobo243b2o7bo17bo
7b2o32b2o13b2o12bo5b2ob2o13bo6bobo9b2o393b2obo35b2obo27b2o53bo22b2o6b
2o9b2o6b2o97b3o9b2o5b2o25b2o53b2o136b6o2b6o53b3o47b7o29bob3o2bob2o3bo
9b3o3b3o9bo3b2obo2b3obo25b2o35bo26bo3bo207bo3bo5bo3b2o68b2o7bob2o20b2o
5b2o700bo$4b2o36b2o46b2o18b2o2b2o31bo80bo10bo6b2o2b2o3b2o16bobo18bo44b
o2bo12b2o2bo21b2o2b4o2b2o28bobo14bobo34b2ob2ob2ob2o23bob2o25b2o4b7o8b
7o4b2o9b2o4b7o4b2o9b2o4b7o4b2o12b2o13b2o33b2o10b2o34bobo16bobo42bo72b
3o11b3o37b2o2bo2bo12bobo9b2o7bobo13bobo6bo5b3ob2o388bob2obobob3o33bob
2o26bobo51b3o20bo4bo2bo4bo5bo4bo2bo4bo95bo11b2o5b2o25bo55bo137bo2bo4bo
2bo54bo47b3ob3ob3o27b2o2bo5b4o29b4o5bo2b2o61b2o26bo200b2o8b2o2b2o4b2o
4bo67bobo6b2ob2o26bobo700b2o$3bobo36b2o25b3o18bobo17bobo2bo29bobo126bo
20b3o15bob2o22bob2o14bobo17b2o57b3o29bo5bo3bo3bo3bo21bo29bo2b2o4bo4b2o
2b2o4bo4b2o2bo9bo2b2o4bo4b2o2bo9bo2b2o4bo4b2o2bo12b2o2b2o5b2o2b2o32bo
2bo8bo2bo33b2obo14bob2o41bobo58b2o5b2o6bo11bo6b2o5b2o21bo2bo4bobo5bo8b
o9bo9bo13b2ob2o11b2o8b2o382b2obobobo4bo63bo51bo23bo4bo2bo4bo5bo4bo2bo
4bo43b3o91bo2bo57bo2bo134b2o6b2o56bo45bo4b3o4bo24b2o2b3o6b3o2bo23bo2b
3o6b3o2b2o72b3o13b3o198bo4b2obo4bo5bo5bobo64bo6b3obob2o26bo4bo274bo2b
2o4b2o2bo$5bob3o7bo68b3obo23bo29bo4bo147bo15b2obo19b2obo5bo7bo3bobob2o
14b2o46bo9bo3bo26bobo4bo2bob2ob2obo2bo23bo27b3obo7bob4obo7bob3o11b3obo
7bob3o11b3obo7bob3o11b2obo2b2o5b2o2bob2o30b3o10b3o36bo2b2o6b2o2bo44bob
o59bo5bo27bo5bo21bobobo5bo5bobobo5b2o9bo17b2o3bo2bo23bo71bo53b2o259bob
obobobo33b5o78bo22bo4bo2bo4bo5bo4bo2bo4bo135b3ob3o55b3ob3o207b8o29bob
3obob4o24bo2bob2o2bo5bobob2o21b2obobo5bo2b2obo2bo20b2o49bo2b2o211bo5bo
b2o5bo5bo5b2o38bo16b2o7bo2bo2bo2bo2bobo9b2o16b2o3bo272bo3b3o2b3o3bo
168b2obo2bob2o$2b2obo2b3o4bobo22b4o24bo2b2o12b3o2bob2o13b2o2bo5b2o25b
5o188bobo4bobo5bo6bobo15b2o45bobo4b5o2b2o27bobo6bo7bo22b2obo34b2ob2o
10b2ob2o23b2ob2o23b2ob2o17b3o15b3o33b10o36b2obobobo6bobobob2o40b2ob3o
54b3o7b3o21b3o7b3o19bo2bob2o7bob2ob3o13b2o16b2o5b2o4b2o17bo69bo3bo52bo
38bo223bobob2o4b2o28bo4bo70b4o4bo23b2o6b2o9b2o6b2o44bo3bo87bo4bo2bo53b
o2bo4bo206bob4obo30bo35b2o4b2obo5bo2b3o19b3o2bo5bob2o4b2o21b2o49b2o2bo
211b2o2b2o8b2o4b2o43b3o16b2o7bo6b2o4bo10bo2bo15bo2bo274bo2b2o4b2o2bo
162b2o4bo2bo4bo2bo4b2o171bo$5bo13bo20bo3bo45bo16bobo3bobo2bo30bo186bo
2b2o2bo2bo6bobo2b2o2bo14bo8b2o36bo2bo2b3ob2o31bo10b2ob2o24b2o32b2o9b2o
2b2o9b2o15b2o9b2o15b2o9b2o66bo2b6o2bo3b2o30bo2bobo10bobo2bo46bo53bo11b
o21bo11bo22bo2bo7bo7bo32bo10bobo7bo7bo34b2o23b2o8bo3bo51bobo245bo8b2o
5bobo8bo32bo2bo13b2o18b2o6bo33bobo96bo3bo47b2o3bo35b3o2b3o53b3o2b3o
207b8o32bobobob2obo26b4o2bo4bobobobo5b3o5b3o5bobobobo4bo2b4o60b3o13b3o
215bo9bo5bo19b3o21bo29bobo41bo309b2o6b2o132b2o5bobo4bobo5b2o171b3o22b
3o$4bo9b6o23bobob2o17b2obo2bo18bo19bo5bo28b2o188b2o6b2o8bo6b2o13bobo6b
2o6b2o25bo3bobo4b5o2b2o33bo5bobo5bo53bo11bo2bo11bo15bo11bo15bo11bo66b
2o2b4o2b2o3b2o32b2o14b2o42b2ob3o124bo4bo3b2o6b2o45bo6bobo7b3o29bob2o
22bo2bo7bob2o5b2o45b2o37b3obo202b3o8b2o6bo7bobo13bo10bo7b2obo13b2o6b2o
11bo4b3o17b2o10b3ob2o149bo3bobo37b2o12bo33bo12b2o249b2obobobob2o26bo2b
obo3b3obo2bo6b2o7b2o6bo2bob3o3bobo2bo63bo26b2o198b2o3bo9bo5bo17bo3bo
20b2o6b2o21b2o20bo2bo13bo311bo4bo2bo4bo138bo6bo182bo22bo8b2o$6bo5bo28b
obobob2o21bo18bo14b2o2bo5bo5b2o24bobo199b2o26bob2o6bobo4b2o25bo4bo9bo
3bo23bo5b3o2b2ob2o3b2ob2o55bo9bo4bo9bo17bo9bo17bo9bo15b2o15b2o83bo14bo
38b2o3b2obo4bo122b5o58b2o6bobob2o5bo17b2o9bo24bo2b3o8b2o5b3o83bob2o
196b2o5bo27b2o14bo9bobo3bo5bob2o30bo4bo19bo2bo10b2o101b3o49bo3bobo35bo
2bo10b3o31b3o10bo2bo249bobo2bo34bo3bo4bo11bo5bo11bo4bo3bo27b2o7b2o25bo
3bo26bo42b2o7b2o147bo2b2o8b2o4b2o16bo5bo10b3o14bo43bo2bo13bo2bo59b2ob
2o2b2ob2o238bo4bo2bo4bo327b2o22b3o6bo$7bo4bo3b2o23bo3bo19b2o3bo33bobo
3bobo3bobo2bo226bobo36b2obo45b3o23bobo3bo3bo68b2o9b2o2b2o9b2o15b2o9b2o
15b2o9b2o14b2o15b2o46b6o29bobo14bobo35bo2bo10bo9bo160b3o18bobobobobo
18b4o4b2o8bo21b3o3b2o8bo5bo69bob2o11b2obo155b2o5b2o32b2o5b2o15b3o24bob
o8bo3bobo4bobo9b6o16b2o3b2o18bobobo165bo4bo36b2o13bo31bo13b2o250bo2b2o
39b2o3bob4o19b4obo3b2o26b2o2bo2bo5bo2bo2b2o19bobo2bo25b2o2b3o38bo7bo
87bo59bo5b2obo6b2obo18bo5bo9bo3bo11bobo34bobo6bobo13bo3b2o59bobo2bobob
o239bo4bo2bo4bo361b3o$7bo3bo6bo20b2o3b2o42b2o18bo5bo5bo25bo202bo2b2o
27bob2o24b2o27bobo22bo3bo5bo229bo3bo2bo29bo4bob4obo4bo37b2o11bo8bobo
113bo66b2obo4bo18b3ob2o2b2o4b2obo26bo3bo6b3o5b2o50bobo14b2obo9bob3o39b
2o115b2o5b2o55bo3bo23bob2o2bo8bo2bo2b2o2bo7bo2bo3bo8b2o31bob3o161b3o5b
2o347b2o49bo4bo17bo4bo29bo2bo4bobo5bobo4bo2bo14bo2bobo27bo3bob3o34bo
11bo84bobo58b2o4bob2o6bob2o6b2o10bo5bo8bo5bo10b2o36b2o7bo15bo4bo14bo
43bo2b2o2bo3b2obo236b2o6b2o365bo$2b2o5bo5bo48b2o35b2o2bo5bo5bo5b2o20bo
30bo15bob2o16b2ob2o13b2o6b2o21bo13b2o10b2o16b2o70b2o4bobo6b2obo13bobo
27b2o26bo5bo205b2o23b2o3b2o33bo8bo63bobo112bobo47b2o19bob3o24bo8b2o9b
2o11b5ob2obo7b2o5b2obo48bob2o12b2o27bo31bo177bo5bo24b2o2b3o7b2o6b2o7b
2o3b2o7b3obo4b2o26b3o8b3o150bo408bo2bo2bo13bo2bo2bo29bobobo5bo7bo5bobo
bo13bo3bo28b2obo4bo34b2o9b2o83bo3bo82bobo11bo3bo9bo5bo48bo27bobo12bobo
44b2o2bobo3bob2o2bo$4bo5bo5b2o20b2o47bo13bobo3bobo3bobo3bobo2bo20bo21b
2o2bo5bo14b2obo16b2ob2o12bo2bo4bo2bo19bobo11bo2bo8bo2bo14bo2bo31b2ob6o
2bo3bo22b2o6b2o6bobo15b3o53bo5bo3bo201b2o24bo27bo10bo8bo9b2o53bo114bo
48bo9bo10bobo44bo3bo9bo8bob2o11bo3bo48bo14bo3b2o12bo9b3o28b2o2bo19b2o
132bo22bo5bo28bo31bo7b6o3bo2bob2o34bo559b2o2b4o13b4o2b2o29bo2bob2o13b
2obo2bo14bo22b2o10bobo41b2obob2o87bo3bo81bo14b3o10bo5bo57b2o17b2o5b2o
4b2o12b2o34bob2obo7b3o$bo6bo3bo24bo25b2o40bo5bo5bo5bo19bo24bo2bobo4bo
50bobo6bobo20bo12b3o2b6o2b3o13bobobo31b2ob6o2bo4bo28b2o8bo15bo3bo9bo4b
o38bo3bo3bobo226bobo24bob2ob2o6bob4obo6bob3obo32b3o11b3o168b3o4bobo11b
o45bobob2o8b2o3b3o2b2o2bo8bo3bo48b2ob4o9bob2obo3b2o16bo32bo2bo18b2o
132bobo21bo5bo20bo2b2o33bobo16bobo2b2o34bo620bo2bo13bo2bo18b3o14b2obo
2bo6bo4bob2o34b3ob3o3b3ob3o83bo3bo79b2o6b2o20bo3bo44bo13b2o24b2o4b2o
12b2o34bobo4b6o386bo6bo164b2o$2b2o3bo4bo22bobo48b2o14bo5bo5bo5bo21bo
27bobob2obo12b5o15b9o8b2o2b3o2b3o2b2o34b2o6b2o16bo2bo32b2o11bobobo36b
2o15b2o2b5o4bobo3bo24b2ob2o3b2ob2o2b3o5bo199b6o5b2o15bobo24bo2bo3bo19b
o3bobo32bo2b2o9bobo170bo5b2o56b2o4bo14b2o4bobo9bo39b3o7bo3b2o2bo10b2o
5bobo16b2o21bo10bobo19b5o9bo119bo23bo3bo8b2o10bobo2bo33bobo17bo603b2o
17b2o37bo4bo7bo4bo35bobob3o7b3obo3bo33bo2b2o2bobobo2b2o2bo83bo3bo87bo
21b3o45b2o44b2o47b2o2b3o3bo2bob2o375b2o5bobo4bobo5b2o157bo$7bo5bo16b2o
3bo26b2o37bo2bobo3bobo3bobo3bobo17bo46bo4bo14bo4bo4bo6bo6bo2bo6bo32bo
10bo14bo36b2o5b2o5bobobo35b2o19b2ob3o2bo2bo27bo5bobo5bo208bo2bo3bo4b2o
14bo26b2obobo21bo2bobob2o31b2o2bo8bo2bo4b2obo171b2o59bo20bo2bo30b2o18b
o10bo17bo4bo39b3o10b2o21b4o9b3o114b3o25b3o9bobo9bo2b2o37bo268bo31bo
319bo2bo13bo2bo38b5o7b5o36bobo13b3o2b2o33b2o4b3ob3o4b2o84bobo85b3o58bo
bo8bobo46bobo43bo2bobo2b3o2b2obobo374b2o4bo2bo4bo2bo4b2o157bobo$6o9bo
14bo2b2o50bo15b2o5bo5bo5bo2b2o15bo29b6o12bo2bo18b3o3b3o7bob2o10b2obo
14bo4b2o11b2obo4bob2o15bobo33b2o5b2o6bo4bo33b2o15b2o2b5o4bobo32b2ob2o
10bo202b2o3b2o21bo4b2o23b2o2bo19bo3b2o36b3o8bobo5b2ob3o169bobo31b2o25b
o20b4o17bo12bo17b3o10bo17bo2bo3bo5bo30bo52bo113bo41bo8b2o35b2o4bo23b2o
241b3o31b3o318b3o13b3o90b3ob5o14bo138bo86bo38b2o20bo3bo57bo44bobobo4bo
3bo3bo381b2obo2bob2o165b2o27b2o$o13bo12b2obo30b2o42bo5bo5bo20b2o29bo6b
o11bob2o20bobobo10bobo10bobo14bobo2bobo16b2o17bo38b2o5b2o7bo3bo19b2o2b
4o2b2o19bo3bo9bo31bo7bo6bobo207bo7bo7bo6bo5bo20b3o4b2o7bo12bo3b3o44b3o
11bo170bo29bo3bo5b3o33b2o2bo2bo16bobo12b3o24bo3b3o14b2obobo5b2ob2o29b
3o10b2o21b4o9b3o123b3o30b2o44b2o4bo6b2o15bobo225b2o14bo33bo14b2o363bo
11bo35bo3bo4bo13b2o39bo2bobo2bo216bobo9b2o12bo10b2o91bo3b3obob2ob3o
227bo358bobo8b2o$2bobo4b3o2bob2o9b2obob2o50b2o18bo2bobo3bobo3bobo46bo
8bo7b2obo4b2o34b2o8b2o15bo2b2obobob2o30b2obo5b2o37b2o31bo2b6o2bo20b3o
39bo2bob2ob2obo2bo4bobo204bobo6bobo5bobo5bo4bo21bo2bobo2bo7bobo10bob2o
2bo52b2ob3o171b2o28bobob2o3bo3bo7bo24b2o2bo2bo17bo10b3o3bo25b2obob2o
12bo4bo9bo31bo10bobo19b5o9bo124bo3bo23b2o25bo30bo6bo2bo10b2obobo15b3o
207bobo61bobo148b2o80b2o3b2o65bob2o13b2obo39bobo9bobo34b2o2bobo56bo3b
3o3bo217bo9b2o8bo4bo7bo2bo33b2o62bo6bo228bobo358bo9b3o$2bo7b3obo16bo3b
o24b2o42b2o5bo5bo2b2o15bo30bobo4bobo8bobo3bo2bo2b2o55bo4bo2b2ob2o12bo
16bo8bo2bo3b2o24b6ob2o8b2o22b10o19bobo14bobo25bo3bo3bo3bo5bo206bobo5bo
3bo3bo3bo4bo4b2o21b3o4bo10bo5bo2bo5bo27b3o24bobo202b2o4bo2bo5bo6bo28b
4o28bo2bobobo25bobo3bo10b3o4bo2bobo3bo41bo2bo18b2o137bo5bo21bobo25b3o
13b2o13bo7b3o10bobobo15bo3bo11b3o194bo61bo109b3o39bo79bobo3bobo64b2obo
13bob2o40bo11bo40b2o55bo2b7o2bo216b2o22bo7bo13b2o21bo2bo296bo3bo365b2o
bo$14bobo15b4o22bo24bo24bo5bo20b2o30b2obo4bob2o6bo2b2o2bobo4bo56b2o2bo
18bo2bo13bobo2bo3bo2bo3bo2bo23b6ob2o29b3o10b3o16b2o18bo25b2ob2ob2ob2o
216bo4bo3bo3bo3bo4bo24b3o2bobo2bo2bo7bo9bob2o2b3o51bobo208bo2bo5bo6bo
4b2o22bo2bo8b3o18bo3bobo25bobobo2bo10bo4bo6b3o41b2o2bo19b2o92bo7bo35bo
5bo22bo27bo10b2o2bo11bo2bo22bo16bo5bo9bo3bo73bo4b2obo2bo107b2ob2o55b2o
b2o149bo55b2o6b2o39b2o6b2o210b2o9b2o183b2o3b2o5b2o39bo3bo7bo13bo23bobo
62bo4bo228bo3bo365b3o$14b2o43bobo19bobo3bo19bo2bobo3bobo50bobo2bobo8b
2o6bo5bob2o26b2o8b2o10bo5b3o19bo2bo13bo2bo4bo5bo2bobo61bo2bo8bo2bo32bo
2bo27bo2bobo2bo211b2o4bo4bo3bo3bo3bo5bobo21bo2b2o4b2o2b2o3bo2bo9bo3b2o
2bo22bo29bo209bo2bo5bo6b2obobo17b2o4bobo8bo3bo5b2o11b2obob2o25bo3b3o
10b2obobo53bo149b2o7bo5bo60bo2bobo13bo22bo2bo14bo5bo8bo5bo35b3o33bobo
2bobob4o106bo3bobo53bobo3bo106bo3bo37b2o6b2o6bobo2bobo31bo2bo4bo2bo37b
o2bo4bo2bo407bobo7b2o39bobo9bo14b3o21bo65b2o230bo3bo366bo$32b2o22b2obo
b3o19bobo2bo18b2o5bo2b2o15bo34bo6bo19b2obobo10bobobo10bobo10bobo7bobo
28bo15b2o4bo10bo63b2o10b2o32bobobo28bobobobo213bo4bo5bobo5bobo6bobo22b
o3b2o2bo4bo6bo7bo3b2o3bo22bobo242bo3bo8bo3bo11b2o3b3o2b2o2bo7bo5bo4bo
14b3o3bo24b3o13bo2bo3bo49b2o113b3o7b3o24b2o8bo3bo60bob2obo12bobobo10b
3o7bo17bo5bo8bo5bo70bo2bo2bobo76bo6bo27b3o2bo55bo2b3o106bo3bo39bo4bo2b
ob2obo2bo2bo2bob2o27bo2bo4bo2bo37bo2bo4bo2bo404bo7bo58bo2bo5b2o5bo17b
2o7b2o291bo3bo$32b2o25bo4bo15b2obobo2bo22bo23bo34bo4bo20b2obo2bo7b3o3b
3o7bob2o10b2obo7bo4b2o45bobo4bob2o110bo2bo30bo3bo213bo5bo6bo7bo7bo25b
2obobo13bo7bo2bobob2o23bobo24b3o203bo12b3o10b2o13bo8bob2o9bo5bo5b3o14b
o10b3o17bo12bo4bo15b2o150b2ob2ob2ob2o36b3o12b2o11bo32b4o2bo13bobob2o
10bo2bo6bo18bo3bo9bo5bo34bo3bo31bob2ob2ob8o68b2o6b2o30b2obo51bob2o124b
o6bo20b4o12bobo2bobo31bo2bo4bo2bo37bo2bo4bo2bo405b2o3b2o61b2o5bobo23bo
7bo292bo3bo$57bobob3o19bo2bo23bo2bobo17b3o35b4o18bo4bo2b2o6bo4bo4bo6bo
6bo2bo6bo11bo2bo22b2o21bo6bo113b2o249b2o4bo21b2o3b2o21bo2bo3bo7bobo9bo
3bobo22b3ob2o229bo41b5ob2obo11bo5bo7bo14bo10bo18b2o10b2o5bobo13bo152b
3o3b3o52bo2b6o3bobo12b2o6b2o8b5obo14bobo15b2o6bo4b2o13b3o11bo3bo35bo3b
o28b2obo2bobo2bobo4bo67b3o6b3o25b3o2bob2o49b2obo2b3o107b3o9b2o6b2o18bo
56b2o6b2o39b2o6b2o197b2o35b2o247bo20b3o9b3o289bo3bo92b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o$58b2obo20b2o26b2o2b2o77b5o12b9o8b2o2b3o2b
3o2b2o12b4o17b2obo4bob2o18bobo373bo14b2o4bo3bo2bo21bob2ob2o8bo11bob3ob
o21bo11b3o221bo4b2o41bo3bo11bo3bo18bo2b2o3bo7b3o27bob2obo3b2o14b3o150b
o5bo37bo6b2o8b2o6b4obo12bo2b2o2bo2bo8b3o3bo14b2o23bo4b2o28b3o47bo21bo
2b2obo3bo4b3o69b2o6b2o25bo3b3ob2o49b2ob3o3bo117b3o6b3o17b2o4bo3bobo67b
2o9b2o219bobo14b2o19bobo246b2o19bo13bo290bobo93b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o73b2o$132b6o34b2o55bobo6bobo35bo10bo21bo369bobo
15b2o5b6o23bo29b2o23b3ob2o5bobo8b3o210b2obobo38b3o3b2o6b2o5b3o19b4ob2o
39bo3b2o14bo6bo80b2o8b3o14b2o84bobo5b2o5b3o13bob2o10bobo4bobo3bo9b3o
38bo74b3o6bobo22bo2bobobo3bobo48b4o20bo6bo27b3o2bo3bo47bo3bo2b3o119b2o
6b2o24b4obo67b4o2bobo2b4o218bo16bo2bo19bo573bo337b2o$137bo34b2o18bob2o
16b2ob2o12bo2bo4bo2bo16b2o18b2o6b2o18bo2bo370bobo108bob2o4bo2bo8bo2b2o
209bo3bo6b3o29bo2b3o4b2obobo10b2ob2o17bo41b2o16b2o55b2o30b2o8bo3bo12b
2o80b2obobo13bo2bobo5b2o2b2ob2o9b2obo5bo3bobo8b3o21bo17bobo105b2o6b5o
48b6o56bobo3b3o45b3o3bobo109b3o10bo6bo98b2o3bo3bo3b2o215b2ob2o4b2o10b
3o12b2o4b2ob2o91b2o275bo545b2o$133bobo56b2obo16b2ob2o13b2o6b2o17b2o15b
3o2b6o2b3o14bobobo372bo24b2o90bobo9b2o2bo210b2o11bo7b2o22bo2bobo2bob2o
8bobob2obo14b2obo43b2obo11bob2o54b2o40bo4bo92bobobobobo12b2o13bo15bob
2o7bo28b2o2bobo16bobo106bo4b2o52b8o56bob2o2b2o18b2o5b2o18b2o2b2obo160b
2o295bo2bo2bo3bobo11bo13bobo3bo2bo2bo89bo269bo4b3o298b2obo6b2obo6b2obo
37bo49b2o4b2o127b4o13bo$135bo138bo2bo8bo2bo14bo2bo368b2o3b2o23b2o37bob
4obo45b3o11b3o219bo3bo3b4o4b2o20b2ob2o12bob2o19bobo44bob2o10b3o2bo32b
2o62bo3bo92bo4bobobob2o15b2o4bobo15bo2bo36b2obo2bo3b6o7bo73b3o6b3o28bo
52b2o6b2o7b2o47b3obo19b2o7b2o19bob3o110bo3bo46b2o3b2o38b2o59b2o29bo73b
2o39b2o14b2o27b2o3bo3bo31bo3bo3b2o72bo14bobo268bobo2bo301bob2o6bob2o6b
ob2o28b2o5b3o49b2o5bo126bo2bobo7b3ob2o2b2o$275b2o10b2o16b2o213b2o27bo
93b2o12b2o17bo2bo3bo60bo8bo40bo238bobo2bo3b3ob2o2b2o35b3o3bob2o78bobob
o31b2o5b3o152b3obobob2obo15b2o4b2o17bo4bo37b2o4bob3o7b2o3b2o15bo61b3o
82b8o7b2o49bob2o20bo7bo20b2obo111bo3bo92bo59bo29b2o73bobo38b2o14b2o31b
2obo3bo20b2o5bo3bob2o74b2ob2o12b2o268bo2b4ob2o302b2o8b2o2b2o4b2o25bobo
4bo58bo18bo2bo104bobo2b2o7b4o4b2o$520bobo26b3o44b2o8b2o34bo2bo10bo2bo
17b6o61bo8bo39bobo235bo2bobo10bo33b2o3bo3b3o3bo79bobobo36bo3bo17b2o34b
o3bo7b3o85bob2o47b5o44b2o8bo3bo2bo15bo51bo3bo6bo84b6o9bobo49bo51bo160b
4obo32b2o10bobo13b3o23b3o13bobo28bob2o24b2o8b2o38b3o36b2o47b4o3bo19bob
o5bo3b4o74bo2bo9b2o247b3o23b2o4bobo302bo9bo3bo5bo27bo5b2o51b4o2b2o17bo
106bobo16b2o$522bo29bo10b2o31bo2b6o2bo34bo16bo80bo4bob4obo4bo35bobo8bo
11b2o213bo3bo41b2o2b2o4bobo3b3o23b2o56bo2b3o33bo5bo16bo34bo4bo5b2obob
2o171b2o3b2o16b6o15b3o8b3o39bo3bo92b4o11b2o48bobo49bobo113b3o37b2o4bo
3bobo6b3o22bo12b2o12bo3bo21bo3bo12b2o28b3o2bo21bo3bo5bo2bo37bo3bo35bo
51bob3o18b2o7b3obo78b2o10bobo246bobo26b2obo305bo9bo3bo5bo84bo4bobo2bo
14bo5bo100b2o$518b4ob2o2b2o22b2o10bo2bo30b2o6b2o35bo16bo19b2o3b2o2b4o
2b2o43bobo14bobo35bo9bo10bo2bo64b2o146bo44bobo7b2ob2o2bo24bobo57b2obo
34bo5bo8b3o3bobo24b2o8bo3bo5bo5b2o136b2obo32bo4bo48b3obo196b3obobob2o
41b2obobob3o121bo28bo18bobo23bo15b2o8b2ob2o21b2ob2o8b2o34bobobo20bo2bo
6b3o38b2ob2o34bobo13bob2o30bobo3b2o6b2o11b2o6b2o3bobo82b2o4b2o224b2o
20bo2bo22b3ob2obo120b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o19b2o8b
2o2b2o4b2o84b4obo3b2o6bo7bo106b3o$13bobo31bob2o4bob2o4bob2o23b2o35bo7b
o7bo374bo2bo3bo2bo31b2obob2o27b3o10b3o32bobo3bo4bo3bobo19b2o3bo2b6o2bo
45bo14bo47bo4bob2o3b2o61b2o2bo148b3o41bo41bo60b2o35bo5bo7bo3bo2b2o25b
2o8b3o8b2obob2o136bob2o29b3o4bo11b2o6b2o29bobobo37b3o7bo36b3o114bob2o
41b2obo126b2o5b2o22b4o13bo2bo4b3o7b2o6b2o14bobo47bobo34bobobo10bo8bo2b
2o85bob2o12bobo34bob3o7b2o18b3obo85b2o151b2o73b2obo2bo20bobo21bo2bo5bo
119b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o15b2obo6b2obo4bo5bo15b2o
66b2o3bob2o8b3o115bobo$11bo2bo2bo29b2obo4b2obo4b2obo15b2ob2o4bo3bo31bo
bo5bobo5bobo357bo12b2o5bob2o33b2obobo3bo23bo3bobo4bobo2bo4b2o27bobo3bo
2bo3bobo26b10o45b2o14b2o49b3ob2o62bo3bobobo191b2o40b2o60bo33b2o2bo3bo
7bo5bo51b3o171bo6b2o18b2o18b2o10bo2bo46b3o34bob2o6b2o106bo7b2o29b2o7bo
127b2o5b2o23bo4bo2bo6bobo5bobo6bo2bo4bo16b2o49b2o35bo2b3o8b3o8bo7b5o
34bo7bo49bo32b4o3bo5bobo19bo3b4o46b2o187bobo73bob2obo21bo22bo2bob5o
298bob2o6bob2o5bo5bo15bo65bo2b2ob2o9bo7b2o2bo6bo100b2o$9bo2bobobo2bo
62b2obobo3bob3o10b2o2b2o13bo7bo7bo361b3o4b2o3bo2b3o4bo16b2o20bob4o19bo
3bo2bo4b2o4b2o5bobo19b2o6bo4bo2bo4bo6b2o16b3o10b3o40bo2bobo10bobo2bo
46bo66b3o6bo329bobo3b3o8bo5bo104b2o163b2ob3o10b2o47b3o34bobo6bobo107b
3o4b3o27b3o4b3o135bo22b2o6b2o7b3o4bo2bo13b4o103b2obo3bo8bo11bob2obo2bo
34bo7bo49b2o31b2obo3bo5b2o20bo3bob2o40b2o4b2o173b2o14bo73bo4b2o42b2obo
303b2o8b2o8b2o4b2o15bobo63b2obobo11b2o4b2o3bobo4bo$7bo2bobobobobo2bo
25b3o5b3o5b3o19bo6bo12bobo2b2o14b5o3b5o3b5o29b2o40b2o76bo209bo2bo2bobo
b2o4b2obo14bo2bo19bobo21b5obobo15b2obob3o16bobo7b4o4b4o7bobo15bo2bo8bo
2bo40b2obobobo6bobobob2o47b3ob2o59bo339bo16bo5bo73b4o27b2o162bobo100b
2o6b2obo110bob2obob2o23b2obob2obo147b3o11bo23bobo18bo13b2o49b2o37b2o4b
3o5b2o8bobobo3bo2bob2o31bo7bo33b2o14b2o27b2o3bo3bo31bo3bo3b2o36bobo10b
2o94bo4bo65bo2bo6b2o4b2ob2obo37bo28b2ob4o3bo25b3o10bo4bobo3b2o119b2o4b
2obo6b2obo32b2o123bo9bo9bo5bo17b2o66bo25bo2b3o$8bobo2bo2bobobo2bo22bo
2bo4bo2bo4bo2bo19bob2o5b4o7bo19bo7bo7bo34b2o29bo2bo2bo3bo2bob2o72b3o8b
2o194b2ob4o2bobo3bobo3bo15b2obob2o14b3o2b2o13b2o3bo5bobo6b3o7bobo5bo3b
2o10bobob2o20b2obobo16b2o10b2o44bo2b2o6b2o2bo52bobo60b2o11b2o324b2o17b
o3bo73bo3bo166bo24bo4b4o51b3o48b3o110bob2o4b3o21b3o4b2obo161bo22b3o6bo
bo3bo4b2o13bo4b2o6bobo21bobo6b2o4bo37bo8bo13bo3b2ob2ob3ob2o12bo60b2o
14b2o27bo2bo2bo3bobo13bo11bobo3bo2bo2bo37b2o9bo2bo91b2ob4ob2o64bobo6bo
bo3bo2bob2o37bo29bobobobo27bo2bo13b3obo4bo120bo4bob2o6bob2o29b2o2bo2b
2o120bo9bo9bo5bo84bo30b3o$6b3obo5b2o2bobo23bo7bo7bo19b2obo7b2o2bo5b2ob
6o15bobo5bobo5bobo61b7o2bob3obo29b3o11b3o30bo7bo195bobo4b2o3b3o3b3o17b
obob2o6b3o5b3o3bo13bo4bo2b2obo7bo3bo8bob2o2bo4bo11bobobo20bobobo72b2ob
o14bob2o49bobo65b2o5bo2bo343b3o5b2o71bo14bobo148bobo24bo57bo3bo2bobo
156bo2b2o6bo17bo6b2o2bo146bo3bo10b2o32bob4o21b2obo8b2o21b2o8bob2o47b2o
14bo2b4o18b2obo106b2ob2o4b2o12b3o10b2o4b2ob2o35b2o12b2ob2o93bo4bo64b2o
bo8b2o4bo24b2o15bobo27bo2bo3bo3bo11b2o9bo2b2o9bo6b2ob2o121bo3b2o8b2o
31b3ob2o4bo119b2o8b2o8b2o4b2o2bob2o6bo26b2o44bo18bo6bo2b4o$9bo10bob3o
23bo7bo7bo17bo2b3o4bo3bo5bo3bo4bo13bo3bo3bo3bo3bo3bo28b6o21b2o13bo6b3o
26b3o11b3o29bo6bobo197bob2o8bobobo16b3obo10bobo4b2o5bob2o11b3obobobob
2o5bo5bo6b2obobobob3o14bo24bo74bobo16bobo50bo67b2o4b2obo351b2o67bo2bo
18bo147b2o26bo55bo5bo2bo97b2o11b4o42bo2b3ob5obo15bob5ob3o2bo145bo3bo
70b2o11bo23bo11b2o61bobo3bo2b2o14bo113bo19bo2bo16bo37bobo14bo165b3o10b
ob2o22b2o2b2o2b2o12bo28b2ob2o6bo9b2o2bo9b2o11bo3bo3bo2bo121b2o2bo9bo
31bo10bob2o3b2o113b2obo6b2obo6b2obo4b2obo5bobo6b3o15bo2bo69bobo3bo$5b
4o12bo22b2o6b2o6b2o21b2o7bo9bo3bobobo10bo5bo3bo3bo3bo3bo3bobobo21bo6bo
21bo2b11ob6o2bo26b3o11b3o22bo6bo3bo2b2o197bob2ob3o6b3o16bo3bobo9b3o4b
3o3b2obo14bobobobobo6bo5bo7bobobobobo14bo2bo6b2o14bo2bo196bo15bo8b2o
329b2o72b3o35bo172b3o56bo5bo100bobo9b6o41bo3bobobobob2o15b2obobobobo3b
o189b2o3b2o23bo3bo43bo3bo60b2o5b2o2bo12bobo2bo109bobo19b2o14bobo37bo
182b2o9b2o3bo2bo19b2o2bo2bobo12bo26bo4bob3o13bo2bo27bobobobo127bo9bo
31b3ob2o5bobo4bo113bob2o6bob2o6bob2o12bo2bo5bo3bo14bobo5bob2o56bo4b3o$
22b4o9b2o11b2o6b2o6b2o19bo2bobo3bobobobo3bo3bo10bobob2o3bo3bo3bo3bo3bo
5bo22bo3bob2o21bobo4bo5bobobo4bo30b3o5b3o25b3o9bo116bo15bo66bo5bo2bo6b
o17bob2o2b3o14b2o5bobo15bo3b2o3b2o3bo5bo4b2o3b2o3bo18bo6b2o7bo6bo198b
4o12bobo4b2o3bo328b2o72bo2bo31bo2bo172bo42b6o10bo5bo102b2o7b8o40bo4bo
2bo25bo2bo4bo128bo6bo10b3o45b2o23bo4bo41bo4bo60b2o8b2o12bo2bo51bo35b2o
23b2o35b2o37b2o193bo2b3o2bo25b3o13bo26b2o3bobo4bo10b3o25bo3b4ob2o121b
2o2b2o8b2o33bob2o7bob3o151b2o5bo5bo14bo6b2obo60bob2o$4b3o28bo2b2o3bo2b
o4bo2bo4bo2bo4bo17bo35bo4bo3bo3bo3bo3bo3bobobob2o17b2o4bo3b2o18b2obobo
4b2o3bo3b2o33b3o5b3o28bo5bo2bo7b2o74b2o31b2o13b2o66b5obo2bo23b2obo3b3o
15b3o3bob2o18b2obo3bo3bo3bo4bo3bob2o18bo3bo5bo9b2o5bo3bo193bo2b2o6b2o
4b2o4bo2b3o403bo35b3o214bo6bo10bo3bo56bo45b2o7b2o6b2o45b2obobob3o11b3o
bobob2o133b2o6b2o83b5o5bo20b2o7bo5b5o86b2o48b2o2b2ob3o26b2o4b4o286bo3b
o4b2o27b2o14bo33bob2o42b2o4bo124bo4b2obo6b2obo17b2o20b2obo160bo5bo54bo
29bo2b3o$7bo16b3o9bobo2bobo2bo4bo2bo4bo2bo4bo18b2o2bobobobo3bobobo7bo
5b2obobobo3bo3bo3bo3bo3bo4bo19bo4bo5bobo17bo5bo2bo2bo4b2o8b5obo20b3o5b
3o27b2o6b3o7bo28b2ob2obo40bobo30b2o13b2o27bo3bo41bob2o23bobo5b2o14b3o
2b2obo10bo3b2o4bobo3bo4b3o5bo3bobo4b2o3bo9bo3bo5b2o9bo5bo3bo194bo3bo4b
obo4bo4bob2o406bo18bo2bo229bo8bo10b3o56b2o4bo50b8o47bobobobo2bo9bo2bob
obobo133b3o6b3o56bob4o29b3o18bobo6b3o145b2o4b4o12b3o11b2o2b2ob3o286b2o
2bo2b3o2bo40bobo25b5obo2bo22bo21bob2obo123bo5bob2o6bob2o17b2o184bo5bo
9b2o43b3o$3b4o16bo11b2obo9b2o6b2o6b2o3b2o39b3o8bo5bo3bo3bo3bo3bo3b2obo
bo17bo3bo8bo18b2ob2o6bo5b2o3bob2o58bo22bobo27b2o2b2ob2o34bo4bob2o30bo
13bo27bobobobo33b2o3bobo4bo21bob2o3b3o4b3o9bobo3bo10bobob2o4bo5bo12bo
5bo4b2obobo13bo6bo7b2o6bo199b3o4b2o7bo4bo2bo406bobo14bo234bo6bo65b5o6b
2o50b6o48bobob2o2b2o9b2o2b2obobo134b2o6b2o9b3o44bobo3bo4b2o16bo5b5o17b
o7b5o5bo66b2o45b3o12b2o12b2o16bo2bo14bo291bo3b2o3bo2bo41bo26bo5bo2bo
21bobo20bo2bob2o122b2o2b2o4b2o2b2o4b2o202bo3bo10bobo45bo$24b4o11b2o3b
2o6b2o6b2o9bob2o13bobobo3bobobobo2b2o2bo10bobobo3bo3bo3bo3bo3bo5bo16b
2obo9b2obob2o16bobo7bo8bo2bo9bo24bo25b3o20b2o36bo33b2o5bo75b2ob2o34bo
4bob3o8bo14b2obo5b2o4bobo10bob3o11bo3b2o4bobo3bo12bo3bobo4b2o3bo10bo2b
o14b2o6bo2bo196b3o5b2o13b2o423bo3bo231b6o65bobo3bobobo2bo23bo6bo20b4o
50bo25bo136bo6bo69bo15bobo25b2o16bobo36b2o27bo45bo3bo11b2o31bobo52b2o
9b2o149bo88bo8bob2o44bo27bob2ob3o22bo2bo20b2o130bo5bo3bo5bo204b3o13bo
44b2o$2b3o37bo4bo2bo4bo2bo4bo2bobo2bobo33bo2bo15bo3bo3bo3bo3bo3bo20b2o
bob2o9bob2o16bobo7bo8bo2bo9bo23bobo27bo5b3o41b2o39bo2bo121b2ob2o6bo3bo
bo16bo3b3o5b3o6b2obobo23b2obo3bo12bo3bob2o21bo24bo446b2o63b2o57b2o45b
2o27b4o256b2o43b3o4bo3bob2o2bo20b2o6b2o253bo3bo31bobo2bobo12b4o17bo45b
o36bobo25bobo45b2ob2o45bo53bo2b7o2bo149bo88bo7b2o4bo71bob2o26bobo148b
2o3bo5bo3bo5bo219b2o$5bo20b3o13bo4bo2bo4bo2bo4bo2bo3b2o2bo13bo3bobobob
o3bobo2b2obo14bo3bo3bo3bo3bo3bo24bo8bo3bo18b2ob2o6bo5b2o3bob2o32bo27bo
6bo2bo5b3o32b2o5b2o10bo21b3o78bo9bo33bo2bo3bo3bo22b2o2b3o14b2obob2o18b
o3b2o3b2o5bo8b2o3b2o3bo15bobobo20bobobo129b2o12b2o41b2o13b2o5b3o170b3o
89b2o3b2o9b2o3b2o8b2o4bo56bo47b2o287bo43bo4bobo2bobo2bob2o19b3o6b3o
252bo3bo27b2obo2bo2bo2bob2obo2bo4bo102bo27b2o151bo3b3o3bo149bobo86bo7b
obo3bo2bob2o64bobo4b2o23b3o149bo2b2o4b2o2b2o4b2o23bo6bo$b4o20bo18b2o6b
2o6b2o11b2o9b2o22bob2o9bo5bo3bo3bo3bo3bo3bobobo18bobo5bo4bo17bo5bo2bo
2bo4b2o8b5obo53bo3bo2bo8bo2bo38b2o8b3o101bobo7bobo33bobobobo6bobo19bob
o19bo2bo17bobobobobo7b3o10bobobobobo13bobob2o20b2obobo128bobo4b2o4bobo
41bo2bo4bo7b2o4b3o173bo58bo3bo25bobo3bo9bo3bobo8bo2b3o35b2o19bo2b2o96b
3o235b3o40b8ob2ob2obo23b2o6b2o289bobo2bobo6b2o6b2o99b2o10b3o104b2o62bo
2bobo2bo151bo7b3o3b3o72bobo4b2o4b2ob2obo26b3o35b2ob4o2bo173bo5b2obo6b
2obo25bo4b3o327b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$25b5o5b2o
11b2o6b2o6b2o18bobobobobobo3bobobobobobo10bobob2o3bo3bo3bo3bo3bo5bo20b
2o3bo4b2o18b2obobo4b2o3bo3b2o33b3o5b3o27bo2bo4bo2bo34bo15bo34b3o30b2o
7b2o26bo3b2ob2o3bo32b2ob4o3bo4bo16b4obo20b2o17b3obobobob2o6b3o9b2obobo
bob3o11bobo7b4o4b4o7bobo90b2o38bo3bo2bo3bo44b2obo4bo4bobo4bo3bo168bo3b
o57bo4bo27bo3bob2o3b2obo3bo11bobo38b2o18bo2bo95b2obob2o8b3o8b2o214bo
47bobo2bo2bo24bo6bo255b3o55bo40b2o71bo103bo2bo221bo7bobo3bobo71bo3bo
10bo30bo3bo37bo2bobo174b2o4bob2o6bob2o25b2o4bo171b2o5bo52b2o41b2o52b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$5o30bo2b2o3bo2bo4bo2bo4bo2b
o4bo13b2obo22b2o12bo4bo3bo3bo3bo3bo3bobobob2o19b2obo3bo21bobo4bo5bobob
o4bo30b3o5b3o24bo2bo8bo2bo3bo29b2ob2o2b2o7b2o33bo2bo17b3o10b2o5b2o10b
3o15bo3bobo3bo20b2o13bo4b2o23bo3bobob2o34bo4bo2b2obo7bobo10bob2o2bo4bo
11b2o6bo4bo2bo4bo6b2o83b2o5bob2o2b2o33b2o3b2o3b2o41b3o2bo4b2o4b2o6b2o
2bo166bobo2bo56bobobo29b2ob2obobobobob2ob2o10b2o26bo9b5o19bobo10bo85b
2o5bo5bo3bo8b2o257b4obobo2bobo345bo41bobo70bo103bobo11b2o44b2o4b3ob3o
4b2o146bo7b3o3b3o13bo57bo3bo10bo29bo4bo34b3o4bo222bo176bo4bobo51b2o29b
o11b2o$4bo20b4o7bobo2bobo2bo4bo2bo4bo2bo4bo14bob2o2bobo3bobobobo3bo13b
2obobobo3bo3bo3bo3bo3bo4bo22bo6bo21bo2b11ob6o2bo29b3o5b3o25b3o5bo2bo6b
o30bob2ob2o31bo12b2o19b3o10b2o3b2o10b3o17b2obobob2o17b2o2bo14bob2obo
27b2obob2o34b2o3bo5bobo5b3o8bobo5bo3b2o18bobo3bo2bo3bobo25b2o7bo55b2o
5bobo3b2o35bo6bo42bo3b2o4bobo12b4o165bo2bobo57bobobo34bobobobobobo13bo
3bo2bo19b3o9b4o21b2o10b3o83b2obob2o5bo4bo267bo2bob2o4bo346b2o23b5o14bo
10b5o34b2o8b2o5bob2o63b2ob2o36b2o11bobo44bo2b2o2bobobo2b2o2bo146bo29bo
58bobo4b2o4b2ob2obo24bo2b2o35bo228b2o173b3o5b2o41b2o39b3o$b3o20bo10b2o
bo9b2o6b2o6b2o3b2o11bo2bo35bo5bo3bo3bo3bo3bo3b2obobo21b6o21b2o13bo6b3o
26b3o11b3o31b3o5bo68bob2o11bo4b2o65bo3bo18bo2bobo13b2obo2bo27bo2bo10b
2o31b3obobobo3b5o2b2o3b2obob3o23bobo3bo4bo3bobo24bobo5b2o15b2o45bo40b
3ob4ob3o41b2o8bo15bo4b3o153b2o4bo3bo56bo4bo30bob2ob2ob2ob2ob2ob2obo9b
7o18bo52bo84b3o7bo3bo366b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o122b
3o15b2o10b3o35bo2bo5bo3bo2b2o66bo3bo11b2o35bo2bo45b3ob3o3b3ob3o69bo76b
obo27bobo56bo7bobo3bo2bob2o25b2o441bo51bo2b2o34bo3bo18b2o45b2obo6b2obo
4b2o4b2o$25b3o11b2o3b2o6b2o6b2o9bob2o8bo2b2o2bobobobo3bobobo7bo7bobobo
3bo3bo3bo3bo3bo5bo56b7o2bob3obo29b3o11b3o18b2o20b3o65bobo17bobo19bo17b
o46bobob2obo18b2o30b2o10bo34bobo2bobobo5bo2bo6bobo25bo16bo25b2o3b2obo
15bo44bo41bo12bo41bob2o4b2o20bobo153b2o4bo60bo3bo6bo24b2obobo9bobob2o
10bo24b3o9b4o21b2o10b3o466b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
123bo29bo37b3o6bo2bo71b3o12b2o36b2o51b2obob2o73bobo76bo29bo58bo7b2o4bo
294b2o229bobo2bo33b2ob2o15b2ob2o45bob2o6bob2o5bo5bo$2b4o36bo4bo2bo4bo
2bo4bo2bobo2bobo6b3o27b3o13bo3bo3bo3bo3bo3bo29b2o29bo2bo2bo3bo2bob2o
28b3o11b3o17bobo22bo39bobo18bo4b2o18bob2o18b2o15b2o44bo6b2o28b2o34b3o
32b2o4bobo5bobo7b2o26bo16bo21b2o7b2o15bobo84bo2bo10bo2bo39bo2bo5b2o19b
o2bo143bobo13b3o66b3o28bo11bo15b3o23bo9b5o19bobo10bo97bo3bo729b2o2bo
11b2o161b2o9b2o69bo3bo75bo29bo23b8o27bo8bob2o296bo231bob2obobo47bo56b
2o2b2o4b2o2bo5bo14b2o$6bo16b4o15bo4bo2bo4bo2bo4bo2bo3b2o2bo5bo7bobobo
3bobobobo2b2o2bo15bo3bo3bo3bo3bo3bo30b2o40b2o66bo7b3o6b2o47bob2o15b2o
25bo21b2o13b2o38bo6bo4b3o29b2o36bo37b2obobobobob2o34bo2bo10bo2bo20bobo
15b2o7b2o45bo39b2obo10bob2o40b2o11b2o15bobo142b2ob3o26bo37b2o7b2o4bo
58bo2bo37b2o18bo2bo107bo4bo715b2ob5o7bo13bo34b2o69bo56bo11bo70bo3bo
104bo23bob4obo30bo3b2o3bo2bo289bo4b2o230b2o6bo45b2ob3o51bo3bo5bo3b2o4b
2o3b2o8b2o$3b3o16bo21b2o6b2o6b2o11b2o32bo2bo10bo5bo3bo3bo3bo3bo3bobobo
133b2o7bo2bo5bo47bobo16bo2bo47bo13bo40b2o4bo3b2o2bo108b2ob2o39b2o12b2o
21bo15bob2o3b2o51bo38bob12obo55bo15b3o141b3o28b3o38bo13b2o57b3o37b2o
19bo2b2o93b2o12bo3bo8b2o357b2obo6bob2o24b2o308b2obo2bob2obo11b2o5b3o
30bo2bo67bobo57bo7bo73bo3bo103bo23b8o10b3o9bobo5b2o2bo2b3o2bo288b3o4bo
231b3o4bo45bo2bobo52bo3bo5bo4bob2o6bo$23b3o9b2o11b2o6b2o6b2o22bo3bobob
obo3bobo2b2obo8bobob2o3bo3bo3bo3bo3bo5bo143bo9b3o31b2o3bo14b2o10b3o84b
o16bo3bo5bo194b2o15b2o5bobo43b2o5bobo3b2o31bobo10bobo45bo6b3o190bo41bo
bo4bo127bo96b2o14b3o8b2o357bob2o6b2obo14b2o3b2o2bobo311bo2bo3bobobo8bo
8bo4b3o23bobo2bo50bo14bo2bo16b2o37b2o7b2o73bo3bo101bobo39bo3bo16bo3bo
4b2o101b2o187bo6bo230bo2b2o3bo49b2o2bo48b2o2b2o4b2o4b2obo5bo$4b4o27bo
2b2o3bo2bo4bo2bo4bo2bo4bo16b2o22bob2o9bo4bo3bo3bo3bo3bo3bobobob2o137b
2o2bo3bo6bo35bob2o12bobo95bobo9b2ob2ob2ob2o9bobo205bo7b2o43b2o5bob2o2b
2o32bo12bo45bobobo3bo178b3o11b2o41b2o3b3o64b3o60b2o46bo5bo102b2o4b2o4b
2o309b2o14b2o12b2o3bo3bo4bo308b3ob2ob2o3bo8b3o10b3o24bo49b3ob2o2b2o11b
3o12b4o4b2o118bobo103bo39bo5bo9bo9bo2b3o2bo97bo4bo429bo51bo2bobo43b2ob
o6b2obo10b2o3b2o$8bo12b4o11bobo2bobo2bo4bo2bo4bo2bo4bo16bobobobobobo3b
obobobobobo9b2obobobo3bo3bo3bo3bo3bo4bo139bobo6bo43b3o14bo39b3o59bo5bo
3bo16bo243b2o5b2o15b2o96bo2b2o53b2o126bo3bo28b2o16b2o9b5o52b3o8bo2bo
106b3o3b3o100bo2bobo4bobo2bo308bo16bo18b3ob5o313b4o2bo11bo10b3o25b2obo
45b4o4b2o26b3ob2o2b2o119bo104bo39bo5bo6bo3bobo6b2o3bo2bo526bobo56b2o2b
o43bob2o6bob2o11bo5bo5b3o$5b3obo10bo14b2obo9b2o6b2o6b2o3b2o10b2obo22b
2o12bo5bo3bo3bo3bo3bo3b2obobo137bo7bo40bo6bo13b2o37bo2bo18bo13bo20bo2b
2o3bo4b2o239b2ob2o18b2o5b2o84b2o26b2o53b2o2bo126bo5bo6b3o18b2o16b2obo
6b2o3b2o49b2o2bo9b3o105b2ob2ob2ob2o99b3o10b3o161b2o39b2o4b2o99bo14bo
13b4o4bobo314b2o2bo3bobo24b3o24bo50b2o35bo268bo5bo6b2o13bob2o99bo6bo
423bo61b2o46b2o2b2o4b2o8bo4b3o$7bobo2b2o5bob3o15b2o3b2o6b2o6b2o9bob2o
7bob2o2bobo3bobobobo3bo15bobobo3bo3bo3bo3bo3bo5bo138b2o8b3o36bobobobo
2bo26bo25b2o18b2o13b2o20b3o4bo6bo243bo108b3o6b2o70bo3bobobo118b3o5bo5b
o5bo3bo8bobo28bo10b3o7b3o32b3o3bo2b2o8bo107b3o7b3o101b2o6b2o162bo4bo
37bobo2bo2bo97b2o14b2o12bo2bo4bobob3o309bo2b2o5b2o24b3o43bo7bo330bo3bo
3b2o4bo3bo7b2o4bo95b3ob2obob3o3bo192b2o231b2o41b2o57bo3bo5bo9b2o2bo$6b
o2bobobo2bo2bobo20bo4bo2bo4bo2bo4bo2bobo2bobo8bo2bo40bo3bo3bo3bo3bo3bo
154bo37b2obob3o6b2o17b2obo18b2o4bo18b2o15b2o18b2o6bo243b2o3bobo78b2o
27bo4bo5bo68b3o6bo115b3ob2o6bo5bo4bo5bo6b2ob3o23bo13b2o7bo23b2o10bobo
3b3o9b7o215bo2b6o2bo160bo6bo38bo2bob2o54bo6bo37b2obo8b2o23b2obo2bo308b
2o8b2o24b3o43bo7bo324b2o5b3o4bobo3b2o9bobo3bo2bob2o89bo3bo3bo4bobobo
167bob2o20b2o231b2o41b2o58bo3bo5bo12b2o$8bo2bobobobobo2bo19bo4bo2bo4bo
2bo4bo2bo3b2o2bo8bo2b2o2bobobobo3bobobo20bo3bo3bo3bo3bo3bo207b2obo16bo
bo17bobo23bo17bo17bob2obobo245bo4bob2o16bo7bo45b2o6b3o26b4obob3o50b3o
15bo127bobo8bo3bo5bo5bo5b3o28bob2o8b2o8bo3bo19bo4b2o5bo2bo13bo3bo2bo
104bo7bo102b2o8b2o159bo8bo35bobo2bo2bo53b2o6b2o36bob2o9bo28b2o2bo192b
2o47b2o144bo7bo323bo2bo13bo14b2o4b2ob2obo22bo66bobob2o2b3o2bobo2bo164b
3obo7b2obo345b2o2b2o4b2o$10bo2bobobo2bo23b2o6b2o6b2o11b2o5b3o38bo5bo3b
o3bo3bo3bo3bobobo187b2obob3o10bo16b2o4bo11b2obo58bobo2bo18bo3bo225b2ob
3o3bo14b3o5b3o44bo5bo4bo5b3o20bobobo52bobo15b2o11b2o105b2o18b3o6bo5bo
38b2o8bo9bo2bobo19b3o2bo6bobo14b2o391bo8bo35b2o4bo54b3o6b3o33b2o4b2o6b
o33b3o188bo4bo44bo2bo185b2o14b2o273b2o14b2o20bo27bo67b2obo2bo3b3o2b2o
164bo4bobo5b2ob3o339b2obo6b2obo10b2o17b3o10b2o$12bo2bo2bo29b2o6b2o6b2o
14bo7bobobo3bobobobo2b2o12bobob2o3bo3bo3bo3bo3bo5bo187bobobobo2bo6bo
25b2o12bo17b3o10b2o3b2o10b3o9bo2b2o17b2obobob2o195b2ob2o23b3o3b3o15bo
9bo5b2o5bobo30b3obob4o5bo3bo16bobobo2bo52bo2bo19b2o5bo2bo104b2o28bo3bo
61bobo2bo19bobo7b3o5b3o7bobo208b2o167bo11bo8bo44b2obo49b2o6b2o34bo5bo
7b2o35bo157bo2b2o24bo6bo43b2obo145b2ob2o35b2o14b2o309bobo26bobo69b6o4b
obo165b2o3b2obo10bo338bob2o6bob2o10b2o19bo11bo$14bobo28bo7bo7bo45bo13b
o4bo3bo3bo3bo3bo3bobobob2o185bo6bo8bob2o20bo2bo28b3o10b2o5b2o10b3o7b2o
20bo3bobo3bo199bo10b2o9bo3b3ob2o16b3o3b3o7b2o5b2o6b2o5b2o17bobobo7bo5b
o14bo3bo57bobo20b2o4b2obo122b2o11b3o63bo3bo21b2o14bobo6bo2b3o206b2o
166bobo11bo6bo46b2o19bo22bo8bo6bo36bo5bo4b2o36b2o6b2ob2o146b2o2bo23bo
8bo10b2o31bob2o144bo3bo35b2o234bo4bo85b2o28bo67b3o7bob2obo173bo4b2ob3o
281b2o94bo4b3o8b3o$47bo7bo7bo20bo3bo3bobobobo3bobo2bo10b2obobobo3bo3bo
3bo3bo3bo4bo16b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o24b3o11b2o21b3o40b2o7b
2o40bo3b2ob2o3bo191b2o3bobo10bobo9b2obo4bo31bo7bo7b2o5b2o17bo2bobobo4b
o5bo14bo4bo3bo52b3o4bo15bo8b2o122bo81bo16bo2bo3bo13bo2bo5b2o4bo373bobo
12bo4bo48bo19bo22b3o49b2o4b2o5bo32b2o11bob2o145b5o24bo8bo10bo27bo2bo5b
o144b3o37bo232b2ob4ob2o113bo16b2o49bo2b2obo3bobo2b2o172b2o2bo2b2o252bo
2bo27bo93bobo15bo$44bo2bo4bo2bo4bo2bo18bobobo3bo9bo7b2o11bo5bo3bo3bo3b
o3bo3b2obobo14b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o23bob2o128bobo7bobo
191bo4bob2o9bobo10bobo3b2o19bobo55bo3bo3bo5bo14bo4bo2bobo57b4o12bobo4b
2o3bo118b3o28b3o42b2o4b3o17b7o9b3o3bobo10b2o371b3ob2o13b2o47bobo19bobo
24bo50b2obo6bo16b2o15b2o11bo177bo8bo8bobo27b4obobo10bo137bobo34bobo12b
2obo217bo4bo52b2o61bo12b2o2b2o2b2o48bob2o3bo2b2o2bo175b2o255bo31b3o89b
2o18b2o$44b3o5b3o5b3o18bo4bo3bo5bo3bo4b3o2bo9bobobo3bo3bo3bo3bo3bo5bo
187b2o3bo46b3o82bo9bo192b2ob3o3bo9b2o10bo79bo3bo4bo4bo3bo7b3o5bo4bo2bo
bo56bo2b2o6b2o4b2o4bo2b3o119bo26b3ob2o43bobo28bo8b2o2bo3b3o382bo67bo3b
o19bo24bobo49bob2o6b2o14bobo27b2o117bo2bob2obo2bo49bo6bo9b2o33b3o10b3o
136b2o33b2obo13bobo270b2o3bo62bo12b2o2bo2bobo53bobobo2bobo431bo5bo28bo
90b2o18bo$81b6ob2o5bo2b2o7bob2o15bo3bo3bo3bo3bo3bo242bo2bo285b3o3b3o
23b2ob2o73bobo2bo4bo5b3o7bo3bo4bo4bo3bo58bo3bo4bobo4bo4bob2o135b3o13bo
bo31b2o13bo25b3o9bo2b2o389b3ob2o61bo3bo19bo25bo4b3o69bo8b3o136b2o2bo4b
o2b2o18b5o26bo4bo42b3obobo12bo188bo76bo193bobo4b3o58bobo17b3o53b2ob2o
2b2ob2o430bo144bo$43bob2o4bob2o4bob2o24bo7b4o5b2obo18bobo5bobo5bobo24b
2obo12b2o14b2o12b2o12b2o5b2o20b2o5b2o16b2o5b2o92bo5b2o86b2ob2o194bo3b
3ob2o80bobo18bobo2bo4bo14bo5bo3bo3bo64b3o4b2o7bo4bo2bo137bo4b2o41bo13b
2o24bo2bo8b3o218b2o20bo152bob2o24b2o6b2o28bobo7b3o10bo30bo70b2o6b2o2bo
8bo12b2o114bo2bob2obo2bo20b2o2bo27b2o38b2o4bo2bo3bobo8b2o187b2o75bobo
190b3obobo4bo59bo18b2o631b2o8b2o$43b2obo4b2obo4b2obo18b2o2bobo12bo6bo
22bo7bo7bo22bob2o29bo13bo12bo7bo20bo7bo7b2o7bo7bo27b2o61b2obo4bo30bo
13bo41bobobobo194b2obo4bo46b2o5b2o7bo7bo31bo3bo4bo14bo5bo4bobobo2bo60b
3o5b2o13b2o133bo3bo4b2o38b3o5bo35b3o229b2o19bobo177bo4bo2bo4bo29bo7bo
11bo31bo73b2o3b3o8b2o11bobo136b3o7bo2b2o68bo5b2o4bobo2b2o177b2o14b2o
55b2o18bobo189bo5b2o64bo224b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
125b2o2bo6bo126b2o$81b2o2b2o10b3obo3bobob2o14b5o3b5o3b5o21b2o4b2o6b2o
6b2o11bob2o10bobo8bobo7bobo16bobo7bobo3bo4bo3bobo7bobo25bo63bobo34b2o
13b2o41bo3bo196bobo3b2o46b2o5b2o6b2o5b2o7b3o3b3o21bo3bo14bo5bo7bobobo
217bobo2bo44bo6bobo172b2o5b2o118b2o166bo4bo2bo4bo28b2o18bobo25b2o77b2o
4bo8b2obo10bo138bobo28bo32b3o16bob2o9bo2bobo177b2o14b2o56bo2b2o15bo
190b2o295b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o123b2o3bobo4bo21bo$
97bo3bo4b2ob2o19bo7bo7bo20bo5bo10b4o13b2obobo10b2o8b2o9b2o16b2o9b2o2bo
6bo2b2o9b2o23bobo64b2o34b2o13b2o242bo68bobo5b2o5bo9bo16bo2bobobo16bo3b
o5b4obob3o48b2o13b2o5b3o140bo2bobo52bo3bo33b3o135b2o5b2o82bo35b2o150b
3o13bo4bo2bo4bo27b2obo18bo26b2o72b2o19bobo8b3o132b3o3b3o28b3o29bo3bo
14b2obobo9b4o252bobo2bo18bo776bo2b3o23bo$101b2o23bobo5bobo5bobo23bo5bo
5bobo6bobo15bo62bo8bo17bo4bo14b2o101bo15bo243b2ob2o78b3o5b3o16bobobo
20b3o5bo4bo5bo47bo2bo4bo7b2o4b3o140bo3bo52bo3bo33bo2bo225bobo186bo2b2o
13b2o6b2o20b2o4bo24bo46b2o48b2obobo20b2o7bo3b2o130bobo37bo27bo5bo10b2o
4bobo10b2o254bo2b2o9b2o6b3o6b2o291b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o317b3o21bo$128bo7bo7bo22b2o4b2o3b3obobo2bobob3o11b3o12b6o15b6o2b
6o15bo8bo15b2ob4ob2o3bo4bo450bo7bo15b3obob4o26b3o6b2o48b2obo4bo4bobo4b
o3bo139bo55bo3bo34b3o15bo11bo198bobo186b2o2bo43bobo2bo2bo69b2o49bobo
31b4o2bo129b3o11b2o4b2o17b2o17b2o24bob2ob2obo275bo4bo2b2o12bo2bo290b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o19b2o4b2obo6b2obo267bo6bo2b4o6b
2o11bobob2o$169b2obo4bo3b2ob4ob2o3bo5b2o6b2o60bo8bo17bo4bo3b2ob4ob2o
192b2ob2o15b2ob2o115bo40b2o7bo88bo5bo4bo27b2o52b3o2bo4b2o4b2o6b2o2bo
139b3o51bo3bo38bo10b2obobo9bobob2o193b2ob2o34b2o151b3o2b3o40bo2bob2o
45bo10b3o11bo49bob2o33bob2o142bo8bo35bobo6bo7bo8bo5b2o272b2o2b3o3b4o5b
2o6bobo474bo4bob2o6bob2o18b3o3b2o79bo168bobo3bo7bo9b2ob2o2bo$169bob2o
5b2o3bo4bo3b2o6bo2bob2obo8b2o8b2o9b2o16b2o9b2o2bo6bo2b2o9b2o14bo4bo
194b2obo17bob2o73b2o31bo7bobo39bobo5b2o15b2o71b2o6b3o81bo3b2o4bobo12b
4o195bobo34b7o9bob2ob2ob2ob2ob2ob2obo192bo2bo2bo9b2o8b2o11bo2bo155bo2b
2o36bobo2bo2bo44bo3b3o5bobo2b3o4b5obo42b2obo33b2obo113bo2b2o4b2o2bo17b
o2bo4bo2bo24b3o9bo6bo7bo9b3ob2o29b2o240bob2o2bo6b4o3bo6b2obo474bo3b2o
8b2o4b2o22bobo10b2o64b3o163bo4b3o8b3o8b2obo3b2o$173b2o5b2o2bo2bo2b2o
10b2obo2bo7bobo8bobo7bobo16bobo7bobo3bo4bo3bobo7bobo23b2o192bo4b3o3b3o
4bo45b6ob2o18b2o2b2o2b2o27b3o5bobo40b2o3b2obo15bo49b2o5b2o21b2o84b2o8b
o15bo197bo35bo2bo3bo13bobobobobobo196bobobobobo7bobo8bobo10bobo133b2o
6b2o13b2o2bo36b2o4b2o46bob5o4b3o2bobo5b3o3bo41bo2b4o31bobo112bo3b3o2b
3o3bo17bo8bo24bo3bo6bobo26bo3bo28b2o35b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o41bobo15bo3bo4b3o292b2o2b2o4b2o4b2obo23b2o64b2o11b2o59b2o2bo
9bo5bo11b2o12bo10b2o63bo170bob2o8bo6b2o3bob4o$173bo6bob2o4b2obo14b2o8b
o12bo7bo20bo7bo7b2o7bo7bo25bobo191b2o3bo7bo3b2o38b2o5b6ob2o18bobo2bo2b
2o30bo3b2o2b2o34b2o7b2o15bobo32b2o15b2o5b2o108bob2o4b2o254b2o10b2ob2ob
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o10bobobobo8bo
12bo8bobobobo129bo4bo2bo4bo13b3o94bo11b3o10bo43b2o3bo7b2o20bobob2o112b
o2b2o4b2o2bo19b2o4b2o25b2ob2o6b2o8bo5bo13bo3b2o63b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o41bo14bob2ob3o4b2o294bo3bo5bo4bob2o14bo9bo7bo55b4o
9b4o63bo9bo5bo9bo2bobo4b2o2b2ob2o44b2o26b2o168bo2b3o14bo2bobo4bo$13b2o
4b2o38bob2ob2o6bo6b2ob2obo26b2o2b2o8b2o8b2o36bo40b2o12b2o5b2o20b2o5b2o
16b2o5b2o27bo196b2obobob2o42bo2bo11b2o19b3o35bo2bo3b2o2bo32bobo15b2o7b
2o28b2o2b2obo5b2o55bo12bo55bo2bo5b2o251bobo11bo3bob2o3b2obo3bo19b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o12bobo10bobo8bobo7bobobobobo128bo
4bo2bo4bo110b2o69b3o8bobo19b2o204bo3bo20bo267bo15b3obo301bo3bo5bo3b2o
4b2o12b3o7bobo3b3o54bobob2o7b2obobo57b2o2b2o8b2o4b2o9b3o12bob2o45bo16b
o201b2o2b4o$12bo2bo3b2o38b2obobo3b2obobob2o3bobob2o26bo2bo2bob2o3bo2bo
b2o3bo2bob2o4b2o25b2o144b2o185bobo9b2ob2o13bo28bo2bobo4b2o5b2o20b2o35b
o3b3o2b3o32bo15bob2o3b2o32b2o3bobo5b2o54bobo10bobo55b2o11b2o244b3o2bo
8bobo3bo9bo3bobo192bo2bo11b2o8b2o9bo2bo2bo129bo4bo2bo4bo69b6o35b2o69bo
10bob2o8bo4b2o210b3o19b2obo28b2o253bobo302b2o2b2o4b2o2bo5bo16bo7b2o2bo
57b2o3b2o5b2o3b2o58bo4b2obo6b2obo14b2o5b4obo48bobo13bobo201bo$12bo2bo
46bo3bo2bobobobo2bo3bo30bob2obobo2bo2bobobo2bo2bobobo2bobo2bo20b2obo
331b3ob3o24b2o19b2o11bo5b2o5b2o58b2o5bo34b2o15b2o5bobo38bo61bob12obo
69bo243bo4b2o8b2o3b2o9b2o3b2o193b2o34b2ob2o132b2o6b2o24b2obo42b2o4b2o
54b2o47bobo11b2o8b3o3b2o235b2o10b2ob2o12b2o33b2obo6b2obo10b2o15b2o93bo
81bob3o308bob2o5bo5bo14b2o12bo61bo7bo62bo5bob2o6bob2o13bo2b5o3bobo20b
2o27b2o12b2obo18b2o180bo5b2o$9b2ob4ob6o39bo2b3o3bobo3b3o2bo29b2o2bobo
3b2ob2obo3b2ob2obo3b2ob2obo20bob2o330bo7bo22b2o20bo8bob2o6b2o5b2o62bo
3bo50bo7b2o40bo58b2obo10bob2o58bo6b3o244b2o53b2o4b2o4bob2o15bo7bo42bo
7bo39bo7bo74bobo167b2ob3o38b2o8b2o52b2o47b2o12bo8bo2b2o6b2o147b2o3bo2b
o3b2o69b3o10bo3bo47bob2o6bob2o9bo19bo34b2o4bo44b2o4bobob2o76b3obo214b
2o43b2o42b2o4b2obo4b2o4b2o26b2o64bo3bo64b2o2b2o4b2o2b2o4b2o11b2o10bo
21bobo40bo2b4o15b2o180b2o4b2o$9bobo4bo6bo37b2obo5bobobo5bob2o27bo2bo4b
o4bo4bo4bo4bo4bo3b2o353bob6o22bo21b2o2b3o4bo8b2o69b4o160bo2bo10bo2bo
57bobobo3bo302bo5bo4b2obo14bobo5bobo40bobo5bobo37bobo5bobo73bobo173bo
34b2ob4o4b4ob2o45bo75b3o8bo139bo8b5o4b5o12b3o53bobo12b3o46b2o4b2o2b2o
4b2o10bo13bo37b2o3bobo44bo4bobobo3b2o72bobo147b3o8b3o55b2o43bo44bo8b2o
2bo5bo4b2o14bo6bo62b3o5b3o65bo5bo3bo5bo43b2obobo40b3o$11bo2bo2bo2bo2bo
40bo2b2obo3bob2o2bo30b2o2b3obob2o2b3obob2o2b3obob2o2b3o2bo359bo21bob4o
17bo3bob3o11b2ob6o12b2o13b2o35bo102bo60bo12bo59bo2b2o305bo5bo9b2o13bo
7bo42bo7bo9b2o17b2o9bo7bo38b2o35bo153b2o13b2ob3o38b3ob4ob3o49bo54b2o
27bobo129bo10b2o6b2o3bo2bo3b2o11bo3bo52b2o9b2o51bo5bo3bo5bo7bo3bo13bo
3bo39bo41b2o2bob2obobo2b4o72bob3o15bo130b2o10b2o98bobo43bo10bo3bo5bo4b
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36b2o2b3o2b2ob2o2b3o2b2o29b2o2bob2ob3o2bob2ob3o2bob2ob3o2bobo2bo351bo
2bo7b3o5b3o5bobo4bo16b2obo4bo11b2ob6o13bo13bo137bo63b3ob4ob3o59b2o309b
2o4b2o9bo82bo19bo56b2o187bo4bo12bobo36bob2o5b2o5b2obo43b3o4bo49bo11b2o
15b2o130bo9b2o31bo5bo8b2o6b2ob2o41bobo51bo5bo3bo5bo3b4o3bo13bo3b4o45bo
27bo4bobobobobobobobo4bo62b2o4b3ob2obo14bo131b2o8b2o99b2o44b2o8bo3b2o
4b2o4bobo11bo2bo3b2o58b2o2b2o7b2o2b2o58bo2b2o4b2o2b2o4b2o44bo44b2o18b
3o$9b2o2b2o2b3ob2o2bo31b2obob2o3b2ob5ob2o3b2obob2o23b2ob2o2bobobob2o2b
obobob2o2bobobob2o3bob2o352bobo2b2o3bo2b2ob2o2bo4b2obob2obo2b2o14bobo
37bobo3b3o3bobo130b2o3bobo5b2o58bo6bo374bob2o10bo81bobo19bobo87b2o153b
o6bo11bobo36bo2bo12bo2bo49bobo45b2obo11b2o153b3o48bobo6bo3bo43bo50b2o
4b2o2b2o4b2o8bo17bo50b3o25b3o3bo2bo5bo2bo3b3o61b3o4bo3bo15bobo131bo10b
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18b2obo2b2o38b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o33b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$8bo3bo3bo3bo3bobo30b2ob2o4bo11bo
4b2ob2o23bo37bo20b2o13b2o21b2o19bo9bo9bo35bo220bo3b3o3b3o3b3o4b2o2bob
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2obo10b2o80b2o21b2o87b2o152bo8bo11bo38b3o12b3o51bo46b2ob2o6b2o151bo41b
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b2o6bo3b4o6bo2b2obo134b2o2b2o62b2o84b2o13bo5bo7bo2b2o22b2o50bo15bo58b
2o4bob2o6bob2o47bo38b4o2bo20b2o2b2o38b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
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4b2o4b2o4b2o33b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$3b2o2bobo
3bo3bo3bo3bobo32bo2b2obobo7bobob2o2bo27b2obobobobobobobobobobobobobobo
bobobobo21bo13bobo16b2o2bo19bobo8bo9b3o33bo17b2o10b2o193b3o4bo5bo9bo4b
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37bo17bo29bo17bo220bo8bo120b3o54bo151bobo3bo3bo32bo7bo6bobo38bo13b2o
26b2o25bob2o5bo5bo55b2o2b2o13b6obo25b2o17b2o61bobo6b2o5b4o3b3o2b2o120b
2o11b2obo4bob2o11b2o133bo12b2o4b2o4bo2bo2b2o22bo53bo11bo86b2o35bo3bo3b
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2o25bob34o22bob2o12bo2b2o12bobobo19bobo8bo12bo9b2o16bo9bo9b2o2bo10bo2b
2o190b3o21b4obo15b3o2b2o7b2obo7b2o19bo5bo6bo23bobo6bo2bo5bo2b3ob2o146b
obo4b2o4bobo375bo7bo9b3o3bobo3bobo3b3o31bo17bo29bo17bo36bo13b2o168bo8b
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2o3b2ob2o3b2o85b2o39bo3bo37bobo13bobo12bobo$4b3o2b2ob3ob3ob3ob3o3bo18b
2o2b2obob2o3b2ob13ob2o3b2obob2o2b2o15bo2bobobobobobobobobobobobobobobo
bobo22b2obo2bo9bobobobo13bo2bob2o15b2o2b2o7bo10bo9bobo4bo10bobo2bobo2b
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146b2o12b2o374bo7bo16b3o3b3o37bo5bo5bo5bo29bo5bo5bo5bo35bobo12bobo168b
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10bo8bo10bobo36bo7b2o30b2o2b2o8b2o5b2o34b2o8b2o4bob2o7bo26b2o54b2obobo
bobob2o127bo3bo38bo16bo10b4o37b2obo6b2obo6bob2o19bo81bo2bo2bo69b2o4b2o
4b2obo6b2obo4b2o48b2o11bo15bo$b3o4bo3bo3bo3bo3bo3bobo15bo2bo3b2ob2o4bo
19bo4b2ob2o3bo2bo12b2obo33b3o19bo2b2o2bo6bo2bobo18bob2o9bo2bobo2bobo7b
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2o2b3o16bo3bo5bo22b3o10b2o10bo540b2o6b2o6b2o23b2o24b2o7b3o3b3o13b3o7b
3o13b3o3b3o7b2o32bo5b2ob2o5bo169bo4bo51bo3bo10bo3bo35b3o6b3o67bo2bob2o
157bobo24bo3bo29b3o45bobo13b2o28bo3bo5bo3b2ob2o5bobo3bobo5b2ob2o42bobo
2b2o30b2o9b2o75bo18bo2bobo117b2o30b2o37b3o36b3o2b2o8b2o5b2o58b3o84b4o
3b4o125bo2bo31b2o26b2o9b3o38bob2o6bob2o6b2obo18bobo80b7o70bo5bo4bob2o
6bob2o5bo48bo12b3o11b3o$o2bobo3bo3bo3bo3bo3bo2bobob2o11bobobo6bo2b2obo
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34bo3bo150bo24b2o32bo9bo3bob3o15b3o5bo5bo16bo10b2o10b3o547b2o7bobo23bo
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2ob2o10b2ob2o36b2o6b2o69b3obobo4bo2bo150bo25b3o32bo45bo44b2o2b2o4b2o6b
2o5b3o3b3o5b2o29b2o18bobo30bobo7bobo79bo15b2o2bo112b2o40b2o35bo36b2o2b
3o74bo7bo72b2o5b2o5b2o5b2o122bo32bo40b2o40b2o8b2o2b2o23bo121bo35bo5bo
3b2o4b2o2b2o4b2o3bobo21b2o21bobo15bo9bo$o2bobob3ob3ob3ob3ob3o2bobob2o
10bo2bob2o2b2o2b3o2b2ob15ob2o2b3o2b2o2b2obo2bo12bob33obo2bo14b2obobobo
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37bobobobo147bobobo22bo43b2obo4bo22b2o3b3o12b2o2bob3o5bo2bo9bo550bo7bo
27bo22bo9b3o3b3o13b3o7b3o13b3o3b3o9bo54b2o275bo6bo74bobo4b4o130b3o17b
2o105bobo38b2obo6b2obo8b2o19b2o28bo2b2o17bo32b3o5b3o79bobo18b2o107b2ob
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105b7o32b3o34b2o4b2o2bo5bo3bo5bo5b2o7b2o12b2o12bo8b2o15b2o9b2o$b3o2bo
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10b2o6b2o3b2o12b3o4bob2o10b2ob2o8b2ob2o36b2ob2o147bobob2o13bo54bobo25b
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2ob2o25bo4b2o8bo129bobo127b2o2bo2bo36bo2bo2b2o85b2o71b2o14bo2bo195b3o
2b2o25bo43b3o40bo9bo2bo106bo2bo2bo31b5o35bob2o5bo5bo3bo5bo12bobo26b2o$
4bobobo3bo3bo3bo3bobobobo10b2ob2o3b2ob2o4bo27bo4b2ob2o3b2ob2o7bo2bo36b
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6b2o192bobo6b2ob2o6b2o28b6ob2o11bo4bob2o22b3ob4ob2o26b2o6bo383b2o62bo
99b2o4b2o167b2o6b2o367bo4bo3bo3b2o130bobo3bo3bo56bo4bo50b3o12bobo45bo
2b2o21b2o2bo22b2o3bob2o6bobo99b2o29bo12b2o119bobo36bobo39bo139bobo43b
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11b3obo3bo20b2o3bo4bobo2bo32bo194b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
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4b2o75b2o12bo119b2o13b2o34b2o13b2o31b2o13b2o46bobob2o366bobo2b2o3b2o
131bo53b2o9bo6bo48bo3bo10b3o46b2o27b2o23bobo12b2o88bo2bo2bo3bo2bob2o
38bo121bo9b3o14b3o9bo39b2o140bo7bo29b2o6b3o35b3o6b2o103b6o72b3o33b2obo
6b2obo6bob2o13b2o23b2o143b2o2bo5bo3bo5bo13b3o22b2o2b2o$3bo3bobob3ob3ob
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27b7o13b5obo2bo12b2o3b2o6bo2bo5b2o2b2o11b2obo4b3o15b2o6b2o36bo4bobo4bo
149bo4bo4bo40b2o8bo4b3o2b2o25bob2obo5bo226b2o4b2o4b2o4b2o4b2o4b2o4b2o
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2bob3obo37bobo130bo3bo12bo3bo48bobo145b3o29bo5bo4bo33bo4bo5bo66b2o113b
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3o67b2o37b2o75b2o31b2o8b2o14b2o4bo29bobo144bo3b2o4b2o2b2o4b2o$2obobo2b
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14bob2o18bobo5bo5bo3bo3b2o3b2obo12bo3bo3bo12b2o10b2o34bo4bobo4bo148bob
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34bobobo13bo13bo13bobobo108b2o77b3o28bo9bo16bo4bobo27b2o145b2o2bo5bo3b
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10b2o5b2o92b2o4b2o10b2obo34bo3bo4bo9bobo9bobo9bo4bo3bo65b2o2b3o57b2o2b
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100b3o14b3o173bo2bo59bo3bo33bo3bo70bo3bo9bo2bo58b2o14b2o14bo18b2o2b2o
52bob2o34b2o75bo6bo77b2o48b2o$4bobobo3bo3bo3bo3bobobobo82bo35b2o189b2o
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45bobobo41bobobo66bo3bo3bo5bo2bo26b2o23b2o2b4o105bo28bo52b2ob2o10bo10b
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72bo106bobo76b2ob2o7b2o10bo8b2o9bo$3bobo3bo3bo3bo3bo3bo4b3o12bobo2bo
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2o41bobobo13bobo13bobobo65bobo8bobo28bobob4o18bo28bo9b2o54bo11b2o6bo
18b2ob2o22bo41bob2o16b3o4bo192bo16bo162b2ob3o15b3o2b2o27bo6bo7bo17b6o
72b2o4b2o2b2o4b2o8b3o39b2o24bo31bobo341b2o83b2o34b3o6bo13b2o92bo12bo8b
o12bo61b6ob2o28b3o143bo9bo99b2o10bo12b2o39bobo12bobo13bobo138bobo131b
3o11b3o$10bo6bo4bobo16b2ob2o3b2ob2o4bo27bo4b2ob2o3b2ob2o11bobobobobobo
bobobobobobobobobobobobo23b2o5b4o5b2o17b2o15b5o2b5o9bobo12bobo7bobo3bo
4bo3bobo11b5o45b3o5b3o336bo3bo23b2ob2o39b2o2bo17bobo17bo2b2o62b2o8b2o
29bob4o2bo48bo7b2o51b2o35b2obobo3bo21bo2bob2o37bo15b2o2bo198b2o14b2o
31b2o128bo2bob2o16bo31b2o6b2o6bo16bo6bo30bo42b2obo6b2obo9bo2bo9b2o28b
2o22bobo31bo234b2o94bo4bo10b2o79bobo37bob3obo2b7o97b2o11b2obo4bob2o11b
2o67b2o29b3o143b3o3b3o100b2o10bobo51b2o6b2o6b2o12b2obo99b2o37bobo54bo
79bo9bo$11b6ob4ob2o19bob2o4bob2o3b2ob21ob2o3b2obo4b2obo12b2ob32ob2o22b
3o4b4o4b3o17b3o19b2o14bo16bo7bo7b2o7bo9b2o3bo4bo388b2ob2o22bo5bo38bobo
20bo20bobo104b2o3bo49b2o60b2o6b2o27bob2obob2o23bo4bo53b2o38b2o12b2o50b
o4bo47bo4bo40bob2o6b2obo32bobo128b2o2b3o17b5o25b3o6b3o21bo8bo29bo42bob
2o6bob2o9b2o11bo54bobo30bobo44b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o22bo2bo25bo2bo4bo2bo55bobo4bo10b3o5b2o71bo38b2obo2bo3bo2bo2bo113b2o
2b2o76b2o5b2o177bo3bo115b2o3b3o49b2o2b2o20bo2b4o96b2o13b3o20b2ob3o53b
2o76b2o9b2o$18bo2bo22bo2bob2o2b2o2b3o2b2ob15ob2o2b3o2b2o2b2obo2bo13bob
obobobobobobobobobobobobobobobobo2bo21b2o5b4o5b2o17b2o17b2o4b2o10b2o
16b2o5b2o16b2o7bo2b3o3b2ob2o42b2ob2o327bo5bo22b2ob2o47b2obo11b2o19b2o
11bob2o226b2o32bobo24b2ob2o30b2o63bo12bobo47b3o4b3o43b3o4b3o38b2obo6bo
b2o9b2o21b2o134bo10bo12bo25b2o6b2o23bo6bo110b3o51bo33b2o44b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o49b3o2b6o2b3o51b2o7bo10b2o6b2o70b2o12bo
29b2o121bo10bo73b2o5b2o4b2o348b2o2bob2o18b3o115bo28bo51b2o$13b2o3bo2bo
23bobobo6bo2b2obobo15bobob2o2bo6bobobo12bo36bo2bo16b2ob2o16b2ob2o9b2ob
2o4b2o11bobo4bobo16b2o2b2o22b2o2b2o11b2obo5b2ob2o3b2o36bobobobo327b2ob
2o23bo3bo47bobob3o5bo4bo3b2o7b2o3bo4bo5b3obobo260bobo24bo3bobob2o25b2o
5b2o8b2o45bo15bo46bo10bo41bo10bo41b2o8b2o7bo151b7o10b3o4b7o27bo6bo25b
6o113bo25bo73bo246bo2bo4bo2bo47b2o4b2o11b2o2b2o94bobo151b2o8b2o73b2o5b
2o3bobo353b3o18b2o116b3o20b2ob3o$13b2o4b2o25bo2bo3b2ob2o4bo19bo4b2ob2o
3bo2bo12bob3obobobobobobobobobobobobobobobobobob2o18b2o18b2o13b2o5bobo
10b2o6b2o16b2o2b2o22b2o2b2o14bo14bo37bo3bo326b2obobob2o22b3o50bo8bobo
3bo2bo2bo5bo2bo2bo3bobo8bo263bo26b2obob2obo34bo7b2o45b4o8b4o3bo43b2o8b
2o41b2o8b2o42bo8bo9b3o147bo16bo2b2o2bo49b3o3b3o152bobo73bo217b2obo84b
2o4b2o8b2o2bo2b2o74b2o18bobo150b2o10b2o72b2o11bo376b2o102b2o34b2obo$
49b2o2b2obob2o3b2ob13ob2o3b2obob2o2b2o15bo2bob33obo16bo28bo5bo12bo29b
2o16b2o7b2o16b2o8b2o3b2ob2o5bob2o364b2o2bobo2b2o72bobob3o5bo4bo3b2o7b
2o3bo4bo5b3obobo276bo12bobo36bo29b2o29bo8bo3b4o149bo10bo2b2o6bo148b5o
11bo2bo2b3o2b2o44bobo3bobo153bobo22b2o48bo33bob2o6b2obo115b2o55bobo2b
2o87bobo5b4o80bo2b2o15bo151b3o8b3o72b2ob6o380b3o101bobo66bo2bo2bo4bo2b
ob2obo2bo149bo3bo$57b2o2b3o2b2ob7ob2o2b3o2b2o24bo3bobobobobobobobobobo
bobobobobobobobo20bo20bo13bo8b2o29bo16bo9bo16bo14b2ob2o3b3o2bo364bo3bo
bo3bo72b2obo11b2o19b2o11bob2o221b2o52bob3o9bobo37bob2o25b2o24b3o13b2o
153b2o8b2o3bo6bobo8b2o3bo137bo11b2o3b2obo2bo44b3o3b3o153bo24b2o82b2obo
6bob2o116bo56bo4bo89bo7bo81bobo2bo18bo233b2ob6o359b2o15b4o2bo101bo68b
7o4b4ob2ob4o149bo3bo$60bo2b2obobo7bobob2o2bo28b3o33bob2o18bo20bo13bo
21b2o2b2o12bobo12bobo9bobo12bobo16bo4bo3b2o368b2ob2o16b2o60bobo20bo20b
obo224b2o47bo3bo3bobo9bo40b2o50bo2bo12b2o2bo42b3o12b3o35b3o12b3o34bob
2o6b2obo5bobo5b2o8b2o2bobo131b2o2b3o15b3ob2o30b6o25bo6bo101bo2bo44bo2b
o56b3o3b3o33b2o2b2o72b2o8b2o31b2o3bob2o4b2o48bo35b2o6b2o139bo2b2o9b2o
6b3o6b2o592b2o18bob2o12b2o86b2o79bo2bob2obo2bo14b2o$57b2ob2o4bo11bo4b
2ob2o29bobobobobobobobobobobobobobobobobo2bo15b2o2bo18bo2b2o7b2o2bo19b
o2b2o2bo12b2o12b2o11b2o12b2o21b5o364b2o4b2ob2o4b2o72b2o2bo17bobo17bo2b
2o230bo6b2o31b3obo2bobo3b3o100b2o17b2o5b2o43b2o51b2o42b2obo6bob2o6b2o
18bo134bo2bob2o16bo3bobob2o24bo6bo23b2o6b2o100b4o44bo2bo99bo2bo73bo10b
o30bobo4bobo4bobo47bo2bo30bo4bo2bo4bo145bo4bo2b2o12bo2bo611bobo13bobo
155b7o30bobo68bo5bo$57b2obob2o3b2ob5ob2o3b2obob2o27b34obo20b2o18b2o13b
2o17bobob4obobo15bo4bo20b8o24bo4bo241b2o101b2o17b2o5b2ob2o5b2o75bobobo
13bobo13bobobo233bo5b2o2bo29bobo3bobo3bo4bo108bo16bobo42b2o51b2o66b2o
15bobo132b2ob3o17b2obob2obo23bo8bo21b3o6b3o136b2o9bo3bo59bo37bo4bo73b
10o31bo15bo58b3o20bo4bo2bo4bo141b2o2b3o3b4o5b2o6bobo612bo16bo119b2o34b
o2bo2bo32bo67b3o3b3o53b2obo3bob2o$61b2o2b3o2b2ob2o2b3o2b2o30bobobobobo
bobobobobobobobobobobobobob2o71b3obobo2bobob3o11b2ob4ob2o18bob4obo23b
2o2b2o312b2o31bo16bobo6bo3bo6bobo9b2o63bob2o14bo14b2obo234bo8b2o27b3o
3bobobobob5o108b2o18bo162bobo145b2obobo3bo19bobo29bo6bo16bo6b2o6b2o
100b2o35bo2bo8b3o60bo37b2o2b2o35bo34b3o2b6o2b3o25b2ob2o2b2o5b2o2b2ob2o
54bo3bo7b3o9bo4bo2bo4bo61bobo75bob2o2bo6b4o3bo6b2obo343b2o71bo7bo177b
2o26b2o118b2o4b2o58b2o7b2o65b2obo3bob2o53b3o3b3o$64bo2b2obo3bob2o2bo
33bo37bo69bo3b2ob4ob2o3bo12bo4bo20b8o22bobobo205b2o35bo3bo46b3o19bo33b
o15bo3b4o5b4o3bo10b2o61bobo35bobo233bo4b2o29bo4bo3bobob2o112b2o18b2ob
2obo24bo26bo25bo26bo52b2o146bob2obob2o5bo14bobo30b6o17bo7bo6bo101b2o
36b3o8b3o58b3o35b2o6b2obo29b3o34bo2bo2b4o2bo2bo25b2obo15bob2o53bo5bo5b
o3bo10b2o6b2o64b2o75bobo15bo3bo4b3o345bo69bo3bo3bo3bo176bo123b2o27bobo
57b2o139bo5bo$61b2obo5bobobo5bob2o27b2obo3b2obobobo2b2obobobo2b2obobob
o2b2ob2o70b2o3bo4bo3b2o8b2o12b2o11b2o12b2o15bo2bobobo205b2obo33bo4bo
45b3o17bo28b2ob5o15b7o7b7o72bob2o35b2obo237bo31b5obobobo4b2o51b2o45b2o
9bo22bob2o23bobo6b3o6b3o6bobo23bobo6b3o6b3o6bobo204bobo5bob2o13bo214bo
47b2o16b2o38bo6bob2o28bo38b2o10b2o29bob4o5b4obo56bo5bo4bo5bo83bo76bo
14bob2ob3o4b2o343b2o70bo4bo3bo4bo172b3o123bobo29bo$62bo2b3o3bobo3b3o2b
o28bo2bobo2b3ob2obo2b3ob2obo2b3ob2obo2b2o74b2o2bo2bo2b2o9bobo12bobo9bo
bo12bobo14b4ob2o210bo5b2o27bobobo44b3o17b5ob2o19bo2bobo112bo19b3o19bo
274b2obobo5bo51b2obo44bo32bo27bo7bobo6bobo7bo25bo7bobo6bobo7bo205bobo
3b3obob3o6bo46bo68bo99b4o46bobo17bo37bo5b2o4b2o26b2o80bobo3b5o3bobo56b
o5bo4bo5bo160bo15b3obo350b2ob4o72bobo178bo125bo31b2o135bo3bo$62bo3bo2b
obobobo2bo3bo30bo2b3o2b2obob3o2b2obob3o2b2obob3o2b2o72bob2o4b2obo9bo
16bo9bo16bo18bo209bo8b2o28bobobo40b3o24bobo2bo17b2obo3b3o15b7o7b7o71b
2o18bo3bo18b2o270b2o5bo5bo56bo43bob2o28b2o35b3o6b3o41b3o6b3o99b2o113bo
3bo6bobo4b2obo44b3o67bo99bo5b2o42bo16b3o38b2o4bo5bo110bo13bo38b2o6b2o
10bo3bo5bo5bo75b2o100bobo354bo3bo67b3obobob3o299b2o23b2o143bo3bo$59b2o
bobo3b2obobob2o3bobob2o28b2o3bo4bo4bo4bo4bo4bo4bo2bo92b2o16b2o7b2o16b
2o15bobo210bob2o35bo4bo38b3o20b3o3bob2o20b2o5bo14bo3b4o5b4o3bo91bo3bo
290bo12b2o43b2o7bo43b2obo2bo21b2o205bobo118b5obobob3obob3o41b5o167bo3b
obo41b2o4b2o10bo38b2o7bo5bo160bo4bo2bo4bo9b3o7bo3bo75bobo98bob3o353bo
2bo2bo61bo4bo3bobo3bo4bo319b2o$59bob2ob2o6bo6b2ob2obo29bob2ob2o3bob2ob
2o3bob2ob2o3bobo2b2o155b2o213b2o5bo30bo3bo38b3o19bo5b2o22bo3bo3bo13bob
o6bo3bo6bobo176bo50bo25b2o27bo103bo56b2o8b2o40bo2bobo24b2o186bobo15b2o
124b2obobobo6bo211b2o3bo50bo50bo6b2o4b2o160bo4bo2bo4bo20b3o78bo97b3obo
355b5o61bo9bobo9bo$115bo2bobo2bobobo2bo2bobobo2bo2bobob2obo377bobo42b
2o50bo3bo3bo20b3ob5o16b2o5b2ob2o5b2o94bo82bobo48bobo24b2o27b3o100b2o
108b2obob2o24b2o188bo18b2o117b2o4bobobob5o51bo2bo4bo2bo45b2obo104b2o
47b3o50bo9b2obo23bo5bo24b2o16b2o62b2o24bo4bo2bo4bo30bo2bo165bobo148b2o
184b2o4b2o14bo69b2o5bobo5b2o385bo4bo$116b2o4b2obo2bo3b2obo2bo3b2obo2bo
2bo375bo2bo30b2o10bo15b3o34b5ob3o20bo2bo21b2o4b2ob2o4b2o94bobo63b2o17b
o25b2ob2o19bobo17b2o27b2o8bo12bo5b2o192bo2bo66b3o6b3o41b3o6b3o80bobo2b
2o8b2o5bobo116bo5bobob2o54b3o2b6o2b3o44b3o153bo52b2o8bob2o11b3o9bo5bo
24b2o16b2o58b2o2bo27b2o6b2o35bo164bob3o15bo131b2o88b3o93bobo2bobo11b2o
3b2o40bo7bo13bo3bo6bobo6bo3bo46b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o102bo66b2ob4ob2o132b2o9b2o$126b2o8b2o8b2o2b2o184b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o32bo2bo41bobo15b3o38bo2bo20b2o5b2o23b2ob2o95b2o4bo4b
2o59bo29b2o11bo23b2ob3o15bobo27bo7b2o13bo4bo2bo190b2o60bo7bobo6bobo7bo
25bo7bobo6bobo7bo73bo3b2o8bobo6bo117bo5bo5b2o53bo2bo4bo2bo47bo234bo9bo
5bo26bo14bo59bo2bobo68bo4bo74b2o79b2o4b3ob2obo14bo221b3o95b4o14bobo2b
3o36bo3bo3bo3bo15bo5bo3bo5bo50b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o101bobo67bo4bo135bo9bo$336b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o69bo
7b2o16b3o34b2o5b2o20b2o2bo2bo20bo3bobo3bo92bo11bo57bo31bo12bobo3b2o22b
o15bo28bob2o14b2o2bo260bobo6b3o6b3o6bobo23bobo6b3o6b3o6bobo88bo6b2o
115b2o12bo345b3o40b2o16b2o57b2o2bo69b2o2bobo73bobo77b3o4bo3bo15bobo
222bo94bo2b2o2bo13bobo4bo34bo4bo3bo4bo11b2o6bo5bo6b2o313bo206b3o11b3o$
522b2o2bo2bo12b2o18bobo27b3o31bo2bo2b2o21bo3b2o22b2o2bobo2b2o93bo9bo
58b5o25bobo11b2obo4bo16b2ob3o22bo23bobo13bo2bobob2o258bo26bo25bo26bo
89b3o134bo360b3o26b2o16b2o26b3o17b2o5bo82bob2o73bo76bob2o6bo3b4o6bo2b
2obo222bo30b2o42b2o18bo2b2o2bo13bo2b5o40bobo19b6o7b6o522bo15bo$521bo2b
o3b2o12b2obo15bo3bo26b3o33b2o3bo50b2obobob2o91b3o11b3o59bo25b2o11bo3b
3ob2o16b2obo23b2o25bob2o3b3o3bo4b2o2b2o4bo425bo133b2o43b5o67bo2bo315b
3o16bo2bo2b3o2b2o41bo2bo4bo2bo83b3o6b2o8b2o74bobo6b2o5b4o3b3o2b2o224bo
28bo2bo42bo21bo2bo15bo3bo39b3obobob3o83b2o4bob2o4b2o4b2o22b2o99bo$2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o25b2o3b2o60b2o38b2ob2o4b2ob2o38b2o4bob2o9b
o26b2o41bo41b2ob2o48b2ob2o21bo14bo3bo26b3o5b3o36b2o13b2o30b2ob2o93bo2b
2o7b2o2bo53b4o18b3o21b3o3b3o10b3o31bo24bobobo15b2obobo2bo224b2o40b2o
51b2o81b2o21b2o179b3o59b2o10bo316bo3b3o11b2ob2o3bo2b2obo37b3o2b6o2b3o
70bo12bo6b2o84bo2bo12b2o2bo4bo227bobo75b2o31b2o4b2ob2ob2o31bo4bo3bobo
3bo4bo10b6o7b6o50bo4b2obo5bo5bo21bobo99bo266b2o9b2o$2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o25bobobobo57b2o2bo39bobobo2bobobo40bo4b2obo8bobo26bo40bo
bo40b2obo49bo2bo19bo17bo3bo34bo32b2o4bo2bo11b3o28bo5bo93bo5bobo5bo54bo
2bo13b2o3bobo21b2ob3o3bo9bo31b2o5b2o14b2o2bo22bo2b2o223bo2bo40b2o51b2o
80bobo203bo62bob2o2bo4bo316bob5o12bo9bobo39bo2bo4bo2bo25bo2bo43b4o8bo
94b2o6b3o6b2o9b2o2bo248bo44b4ob2o31b2o3bo3bob2o30bo9bobo9bo7b2o6bo5bo
6b2o47bo9b2o2bo5bo22bo100b3o265b2o9b2o$179bobo59bo3bobo37bo3b4o3bo39bo
9b2o6bobo3b2o21bobo9b2o28bo45bo49b2o21bob2o14bobo35b3o29b3o5b3o11b3o
125b3o4bobobobo4b3o67bo2bo2b3o21bo4bob2o10b2o37bobo13bobob2o12bo2bo4bo
202b2o24b2obob2o29b3o12b3o14bo5bo14b3o12b3o72b2o263bo2bo2b2o2b2o2bobo
314bo2b4o25bo76b2o35b2o9b4o10b2o99bo18bo2bobo291bo3bo34bo5b2obo36b2o5b
obo5b2o13bo5bo3bo5bo50b2o9bo2b2o4b2o19b2ob4o90b2o11b2o$178b2ob2o59b3ob
obo34b2ob2o6b2ob2o37b2o9bo3b2obob2o3bo22bobo8bo34bo34b6o75b2o15bo68b3o
6bo12b3ob2o122bo5bo2bobo2bo5bo68b2o27b2o3bobo21b2ob2o26bo10b2obobo13bo
3b2o5bo202b2o24bobo2bo61b3ob3o369bobo12bob2o258b2o10b2o38bob2obo28bo
113b2o9bo2bo9bobo103bo15b2o2bo128b3o87bobo27b2o40bo2bo2bo34bobo3bobo
32bo3bo6bobo6bo3bo5bo3bo6bobo6bo3bo56bo5bob2o17b2obobobo2bo90bobo3b3o
3bobo24b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$2b2obo8bo19b2o63b
o13b2o33b2o96bobo33bobobob2o2b2obobobo46bo5bobo6bob2o28bobo23bo9bobo
32bo6b3o38b2o41bo15b2o56b2ob3o19b3ob2o128b3o3b3o69b2o39bo20bo31b2o9bob
ob2o6bo5bobo213b2o21bo2bob2o63b2ob2o108b2o261bo234b2o8b2o28bo2bo2b4o2b
o2bo36bobo2bo148bo5b4o8b3o4b2ob3o93bobo18b2o126bo3bo87bo30bo40b5o19bo
15bobo3bobob2o33bo5bo3bo5bo13b2o5bobo5b2o50b2o8b2o4b2obo17b2obo4bo2b2o
90bo9bo26b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$2bob2o8b3o3bob
3o6b4obob2o9b4o10b2ob4ob2o10b4o12bo10b2o2bo34bo25bo9bo36bo17b4ob2obob
2o30bo7b2o7bo36b2o8b2o2bo2bobob3obo2bo28b2o23bobo9bo6b2o25b2o3b2o3bob
2o33bo2bo39bobo14b2obo54b2ob3o12bo6b3o134b3o66b3o2bo2bo33b2ob2o21bobo
3b2o11b2o24bo8bobo3bo3bo205b2o28b2obo36b2o7b2o12b2o15b2o12b2o7b2o78bo
497bo10bo28b3o2b6o2b3o36bo2b2o149bo4b4o8b3o4bo2b4o19b2o72bobo145bo5bo
86bo10bo65bo16b2ob2o12bo5b2obobo31b2o6bo5bo6b2o7bo9bobo9bo48bo6b2o10b
2o18bob2o2b2o2bo89b2o2b3o2b2o293bo$6b2o5bobo3bobo8bob2o2bob2o6b4o2b4o
6bob3o2b3obo7b3o2b3o9b2obo7bo39bob2o22b2o7b2o35bobo15bo6bobob2o31b3o2b
2o2b2o2b3o38bo6b2o4b2obobo4bobo24b2o28bobo5b2o11bo32bo2bobobo31b2ob2o
38bo3bo17bo25b3o28b3o11b3o5b3o133bo3bo65bobo3b2o13bo2bo30b2o10b2obo4bo
12bo22bobob2o6bo5bobo206bo32bo36bo8b2o12bobo13bobo12b2o8bo79b3o259b2o
12bo2bo44bo18bo50b2o46b2o54b10o32b10o38b2o158bo12b3o4b2o23bobo72bo146b
2obob2o86bo8bo2bo61b2o3b2o14bo2bo12b2o3bo3bobo33b6o7b6o10bo4bo3bobo3bo
4bo48bo8bo11bo18bobob2o2b2obo90bo2bo2bo293bobo$6bo3b3obo3b3o10bo4bo8bo
b2o4b2obo6b3o4b3o8b3o2b3o8bo3b2o6bobobo7b2ob4ob4ob4ob4ob4obobo24b2o5b
2o36bobo10bo3bobobo5bo36b5o2b5o39bo8bo7bobo2b2o2b2o23b2ob2o25b2o5b2o
12bob2o22b7obobo3bo26b2o3bo2bo39bo3bo14bo30bo28b3o11bo2bo4b2o134b2ob2o
65b3o18b4o31bo9bo3b3ob2o12bobo20b2obobo13bo3b2o5bo193b2obo22bo9b2o36b
3o19bob2o11b2obo19b3o82bo259b2o12b2o44b3o18b3o48bo47bo2b2o48b3o2b6o2b
3o28bo10bo211bobo30bo311b3o7bo2bo15b2o3b2o37b3o2bobo16b2o12b2o4b2ob2ob
2o66b3obobob3o53b2o6bo11bo20bo5bo3bo86b4o7b4o26b2obo6b2obo6b2obo19bo
220b2o$7bo12bo14b2o9bo8bo23bobo6bobo5bobo9b2o3bo6bob3o2bobo2bobo2bobo
2bobo2bobo2bo19b2o4bo3bo4b2o30b2o2b2o8bobobobo3bo3b2o87b2o6bo8bobo3bob
o28b2o23b2o8b2o2bo7b2o2bo21bo6bobobo3bob2o23bo2bo2b2o40bo3bo15bob2o24b
3o5b3o21b2o13b2o201b2o25bo35b3o10b3o3b3o13b2o5b2o16bobob2o12bo2bo4bo
25b2o87bo4b2ob2o2bo2bob2o4bo56bob2ob2o18b2o49bo20b2o13b2o20bo403bo24bo
39b2o3b2obo48b2ob3o46bo2bo2b4o2bo2bo28b2o8b2o56b2o154b2o30b2o310b3o8bo
17b2o3b2o36bo4bobo37bo3bo35b6o7b6o19bobo65b2o10b2o20b3obob3o86bo15bo
25bob2o6bob2o6bob2o18bobo$6b2o71b2o8b2o5bo2bo10b3o8b3o3b3o2b3o3bo4bo4b
o2b2o20b2o3bo3bo3b2o32bobo6b2o2bobobo6bo99b2o8b2obobobo22b2o28bo2b2o7b
o2b2o8b2o22bo2b4ob2obo3bob2o72bobo18b2o32b3o43bo3b2o189bobo25b5o24bob
2o16b2ob3o3bo18bo18b2o2bo22bo2b2o20bo87bobo2bobob2o2b4obobo2bobo60bo
18b2o71bo15bo424b2o22b2o39bo4bobo44b2o9bo46b2o10b2o90bo3bo5bo3bo522b5o
37b5o2bo37bo2b5o30b2o6bo5bo6b2o11bo4bo3bo4bo51b2o4b2o36bobobo88bo2b2o
7b2o2bo29b2o8b2o2b2o23bo$2b2obo91b2o11bo56b2o5bo3bo3bo3bo5b2o25bo2b3o
4bobobobob2o11b2o36bob2obo42b2o4b2o12bobobo22bobo28b2obo12b2o5b2o20bob
obobo2bo3bobobobo26bo2bo37b2o7bo53b3o16b2o3bo21b2o2bo2bo187bo31bo22b3o
b2o16bo4bob2o19b2o21bobobo15b2obobo2bo21b2o83bo2bo2bobo10bobo2bo2bo59b
obo16bo494b2o42b2o16b2o21b3obo11b2o33b2o3b2ob3o150bobo11bobo404bo117bo
bo41bo3bo37bobo4bo33bo5bo3bo5bo15bo3bo3bo3bo53bo5bo128b2obo2bo5bo2bob
2o28bo9bo3bo240b2o48b2o$2bob2o161bo2bo4b3o5b3o4bo2bo25bobo3bo5bobobo2b
o5b3o3b2o35bob4obo42bo5bo12bobo24bo8bobo22bo11b2o5bobo20b2obobob2o5b2o
bobob2o22bo2bo37bobo64b3o11bo2bo2b2o20b2o5b2o186b2o29bo23bo22b2o3bobo
20bo23bob2o3b3o3bo4b2o2b2o4bo16b4ob2o82bob2ob2obob8obob2ob2obo60b2o5b
2o17b2o63bo15bo406bo43b2o15bo24bob2o10bo39b2obo152bobo11bobo390b8o7b2o
156b2ob2ob2o4b2o30bobo2b3o30bo3bo6bobo6bo3bo13bo7bo54bo5bo13b2o23b3o
87bo3b2ob2o3b2ob2o3bo28bo9bo3bo240bo48bo$6b2o160b3o19b3o27bob3obo4bo2b
o2bo6b3o4bo35b2o4b2o41bo5bo14b2o23b2o9bobo21b2o6bo9bobo24bobobobo3bo2b
obobobo22bobo38bo10b2o54b3o11b2o5b2o20bo2bo203bo17b2o23b3ob2o23bo26bo
15bobo13bo2bobob2o21bo3bo82b2obo2bobo16bobo2bob2o64bo2b2o12bo2bo42bo
20b2o13b2o20bo385bobo7bo32b2ob2o11bobo36bobo192b2obobob9obobob2o206b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o17bob4obo6b2o116b3o39bobo3bo3b2o
30b2o3b2o36b2o5bobo5b2o80b2o4b2o12b2o113b3o6b3o6b3o27b2o8b2o2b2o17b2o
221bobo21b2o21bobo$6bo215bo3bo2bob2obo3bo10b5obo80b2o4b2o51bo28bobo9bo
22b2obo3bob2ob4o2bo27bo5b2o31b2o66b3o15bo2bo20b3ob5o198bobo43bobo19b2o
b2o26bobo13bob2o14b2o2bo23bo2bo2bo81bo2b2obob4obob4obob4obob2o2bo66b2o
13b3o41b3o19bob2o11b2obo19b3o384b2o5bob2o31b3obobo9b2o37b2o24bo11b2o
155b2obo15bob2o206b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o17b8o166bo
bob2o5bo33bo36bo9bobo9bo140b2o3bo69b5ob3ob5o26b2obo6b2obo6b2obo13b2o
23b2o197b2o8bo12b2o12b2o7b2o$7bo160b3o19b3o29bo3bo2bob2obo3bo11b3o3bo
138b2o28bo33b2obo3bobobo6bo33b2obo39bo3bo67b5ob3o20bo3bo3bo198bo44bobo
51b2o13bo7b2o13bo4bo2bo15b5o85bo2bobo2b2ob2o2b2ob2o2bobo2bo65b4o3bo8bo
45bo8b2o12bobo13bobo12b2o8bo390bobo31b2obo5bo71bobo9bo2bo157bo15bo563b
2obobo3bobo35b5o32bo4bo3bobo3bo4bo140bo2bobobo2bo64bo15bo25bob2o6bob2o
6bob2o5b2o31bo171b2obo3bob2o25b2o26bobo$6b2o23b2o3b2o3b2o17b2o8b2o10bo
11bo11bo8bobo5bo20bo22bo2bo4b3o5b3o4bo2bo26bob3obo4bo2bo2bo6b3o8bo174b
o31bo3bobob7o28b2o8bo38bo4bo38b3o24bo3bo3bo22b2o5bo244bo45b2o19b2o8bo
12bo5b2o22bo84b4ob2o14b2ob4o65bo3b4o8b4o42b2o7b2o12b2o15b2o12b2o7b2o
391bobo31bob4o3bo71bo10bobo158bobo4bobo4bobo566bobo3bobo34bo2bo2bo36b
3obobob3o145bob2obob4o46bo17b2o3b7o3b2o23b2o8b2o8b2o4b2o4bo29bobo171bo
2bo3bo2bo24b2o29bo$2b2obo4b2ob2o15bo2bobo2bobo2bob2o13bo5b2obobo9bobob
2o5b3o2bo7bobo6bo3bo4bo16b3obo22b2o5bo3bo3bo3bo5b2o25bobo3bo5bobobo2bo
5b3o182bobo30bobobo2bo35b2o5bo43bobobo37b3o24bo5b2o20b2obo3b3o36b2o
253b2o26b3o40b2o3b2o81b3ob3o14b3ob3o68bo15bo72b2ob2o258b2o9b2o48bo37b
2o3b2o9b2o3b2o42b3o12b2o8b2o7b2obo4bo38bo44bo160b2o4b2obo3b2o210b2o4b
2obo6bob2o30b2o4b2o44b2o5bo211b2o5bo28bob2o5bo34bo3bo41bobo148b2o4bo
49b3o22b7o28bo9bo9bo5bo5bobo27b2o173b3o3b3o26b2o2b2o22b3o$2bob2o4b2obo
16b4ob4ob4obo12bobo5b2obo11bob2obo4bo3b3o7bo2bo6bo3bo3bo19bobo27b2o3bo
3bo3b2o31bo2b3o4bobobobob2o191bo32b2obo3b2o3b2o36bob2o40bobobo36b3o25b
3o3bob2o17bo2bobo35b2o2bo283bo40b3o2bobo92b2ob2ob2o78bobo12bo72b3ob3o
257b2o9b2o47bobo36bobo3bo9bo3bobo57b2o8b2o12bo2bo37bobo213bo216bo4bob
2o6b2obo30bobo2bobo44bo5bobo209b3o3bo3bo23b2obo3bo3b2o31b2ob4o36bo4bo
3bo4bo26bo7bo107bo2bobob5o43bo61bo9bo9bo5bo5b2o4b2o11b2o$13bo31bo12b2o
9bo9b2o10b3o8b2ob2obo8b3o3bo11b4o6bo26b2o4bo3bo4b2o31bobo6b2o2bobobo6b
o42b2o4b2o172b3o6bo38b2o41bo4bo31b3o32bobo2bo19b2ob5o31b2o2bo323bo4bob
o92b10o78b2o12b2o39b3o12b3o14bo5bo14b3o12b3o285bobo38bo3bob2o3b2obo3bo
36b2o7b2o37b2o6b2o17bo12bo2bo212b2o68b2o49b2o93bo3b2o4b2o2b2o36b4o38bo
8b3obo2bo147b2o39b2ob2o13bob2o5bo27b2ob2ob2o4b2o31b2o41bo3bo3bo3bo25bo
3bo3bo3bo106bobobobobo2bo42b2o59b2o8b2o8b2o4b2o11b2o11b2o$13bob4ob4ob
4o16bob2o6b2o12bo2bo7bobob2o9b3o5bo4b2o11bo3b3o11bo6b4o26b2o5b2o34b2o
2b2o8bobobobo3bo3b2o38bob4obo175b6o83bo3bo31b3o28b5ob2o28bo35b2o322b5o
2bo92b2o6b2o141b2o51b2o291b3ob2o37b2ob2obobobobob2ob2o37bo5b3o30b2o2b
2o10bo18bo12bo2bo58b2o221b4o49bo93b2o2bo5bo4bo34bo2b2o2bo31b2o3b3o8bob
obob2o145b3o38bo3bo13bo2bo4bo5bo25bo3bo15bo2bo21bo41bo7bo26bo4bo3bo4bo
106bo2bo2bo2b2o105b2obo6b2obo6b2obo21bo$12b2obo2bobo2bobo2bo15b2ob2o5b
obo13b2obo6bobo2bo5b3o3bo5bobobo13bo3bo3bo9bobo33b2o7b2o35bobo10bo3bob
obo5bo39bob2obo175bo125b3o28bo33bo40bo323bo3bo92b2ob4ob2o141b2o51b2o
40b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o29b3o7b3o44bo47bo3bobo3bo
38b3o6bo5b2o18b2o5bo4bo11b3o29bobo12b2o44b2o220bo53bobo96bo5bo2bo35bo
2b2o2bo29bo2bo6bo8b2obobobo23b3o109b2o9b2obo14b3o19b3o14bob2o9b2o22b5o
2bo13bo2b2o2bo18b2o60b3o19bobo111bobob2o111bob2o6bob2o6bob2o20bob2o23b
2o197b2o2b2o22b3o$16b2o3b2o3b2o26bo18bo7bo2bo6bo2b3o7bo2bo13bo4bo3bo9b
ob3o30bo9bo35bobo15bo6bobob2o218bob2o86b2o66bo31b2o35bobobo320b2ob2ob
2o4b2o87b8o237b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o29b3o7b3o45b3o
b2o6b2o28bob2ob2o2bobo2b2ob2obo33bo14b2o17bo2bo5bo17bo12b2o15b2o13bo
269bo10bo2bob2obo2bo30b2o2b2o9b2o39bo4bo31b2o2b2o4b2o2b2o36bo2bo10b2o
17b4o7b2o11bo3bo135bo5bo4bo2bo13bo3bo38b3o31bo4bobo13bo2b2o2bo80bobo
15b3obobob3o79bo28b2obo2bo153bo3bo4bo17bo197b2o29bo$53b2o18b2o7b2o10bo
10b2o14bo5bobo10bo81bo17b4ob2obob2o217b2ob2o153b2o67b2o3bo321bobo3bo3b
2o67b2o46b2o108bo26bo25bo26bo280bob2o6bo29b2obo5bobo5bob2o67bo2bo5bo2b
o26bobo28bobo26b3o219b4o14b2o11b2o2bo4bo2b2o33b2o9b2o37b2ob4ob2o30bo2b
o5bo5bob2o45bo2bo15bo4b4o15b2obob2o139bo5b2obo13b2ob2o39b2o32b3o2bobo
14b4o82bo2bo9bo4bo3bobo3bo4bo68bo4bobo25bo2bob4o52b2o103bo4bo15bobo
198b2o26bobo$178b2ob2o63bobo36b5o2b5o398bo3b2o322bobob2o5bo24b2o30bo2b
o2bo3bo2bob2o38b2obo2bo3bo2bo2bo96bobo6b3o6b3o6bobo23bobo6b3o6b3o6bobo
290bo115b2ob2o35bo13b2o15b2o20b2o3b2o2bo218b6o27bo2bob2obo2bo86bo4bo
31bo4bo5bo4b2obo45bobo2bo2bo10b2ob2o4bo15b3obo34b2o100bo3bo3b3o96b2o3b
2o11bobo2bobo81bobo8bo9bobo9bo67b3o2bobo25b2obobo55b2o86bob2o14bo3bo
15b2o162b2o9b2o15b2o8bo12b2o12b2o7b2o$179bobo60b3obobo34b3o2b2o2b2o2b
3o396bobobo322b2obobo3bobo25bo31b7o2bob3obo40bob3obo2b7o97bo7bobo6bobo
7bo25bo7bobo6bobo7bo29bob2o4b2o4b2o2b2o25b2o4b2o25b2o14bo52b2o112b2o
32bo3bo3bo3bo71b2o36b2o12bobo28b2o6bo5bo2b2o217b8o161b2o2b2o4b2o8b2o
42b2obob5o8b2o4bob3o19bo2bo32bo2b2o99bo5b2o100bo14b2o4b2o81b3o11b2o5bo
bo5b2o73bobob2o25bobo2b3o28bo5b2o43b2o57b3ob2o14b2o183bo9bo15bobo21b2o
21bobo$177bobobobo57bo3bobo34bo7b2o7bo395bo329bobo3bobo26bo24b2o13bo6b
3o34b3o6bo13b2o99b3o6b3o41b3o6b3o37b2obo5bo5bo3bo25bo6bo25bo15b3o7b2o
41b2o40b2o3b2o3b2o3b2o54bo36bo7bo48bo2bo36bo2bo33bo2bo12bo14b2o12b3o7b
3o12b2o194b2o6b2o72b2o90bo5bo10bo40bo3b2o13bo2b5obo18b2obob2o33b2ob3o
63b8o129b5o92bo7bo13bo3bo6bobo6bo3bo66b4obo3bo24bobo4bo26b3o5b2o42bo
58bo18bo2b2o20b2o157b3o11b3o12bo48bo$177b2o3b2o57b2o2bo36bobobob2o2b2o
bobobo397b2o326bob2o5bo16b2o6b2o25bo2b11ob6o2bo13b3o18bo2b6ob11o2bo
200b2o8bo5bo4bobo21bobo6bobo21bobo18bo6b2o38bo45b5o5b5o55b3o91b4o36b4o
33bo2bo12bo36b2o2bo5bo6b2o64b2o63bo65b8o67b2o3bobo86b2o3bo5bo8bo44b2o
2b3o10bo4bo22bobo37bo4bo62bob4obo128bo2bo2bo89bo3bo3bo3bo15bo5bo3bo5bo
70bo2bobo3bo6b3o16bo31bo5bo106b3ob2o12b2obo21b2o157bo15bo11b2o48b2o$2b
o32b2o15bo7bo13bo15b2obo13b2o18bo14bo4b2o95b2o37b2ob2o6b2ob2o399bo2b2o
319b2obo3bo3b2o7bo7bo2bo4bo27bobo10bo7b2o38bo2bo3bo7bo2bobo201bo8b2o4b
2o4b2o12b2o7b2o8b2o7b2o12b2o18b2o46b5o42b3o7b3o32b2o25bo67b2o99bobo49b
o2b2o3b2o69bob3obo53b2o5b3o66b6o16b3o49b2o3bo65bo4bo18bo2b2o4b2o8b2o
39bo3bobo2bobo10b3o24bobo37b5o63b8o129bo3bo89bo4bo3bo4bo11b2o6bo5bo6b
2o69b2obo3bo6bo2bo46bob6o44b2ob2o59bobo24b2o$2bo15b3o12bo2bo15b3o3b3o
12bobo14bob2o12bo2bo13b2obobo13b3o2bo137bo3b4o3bo401bo2b2o319b2ob2ob2o
4b2o5b3o13b4o24b2ob4o3b2o4bo3b3o15bo2b2o10bo8b4o2b2o3b2o4b2ob2o199bo
11bob2o19bo30bo69bo13bo43bo9bo33b2o24b2o62b2o4bo23b2o36b2o37bo50b3o76b
2o4bo45b2o6b2o4bo70b4o16bo3bo7b2o44bobo6bo54b3o3b3o16bo5b2obo6bob2o45b
2o2b2obo12bo14bo10bo25b3o10bobo59b2o51b3o88b4ob2o92bobo19b6o7b6o65b2o
2bo2bo5bo8b2o46bobo47b2obob2o59bobo23bo2bo$b2obo28b2obob2o15bobo14bobo
bo10b2obo15bobo2bo12bobo2bo10b2o3bobo137bobobo2bobobo399b2o327bo3bo11b
ob2o16bo23bo2bo5bobo4bo2b2obo4b2o2b2o6bo2bo9b2o18bobo3bo4bo99b3o6b3o
41b3o6b3o35b2o10b2obo18b2o4bo20bo4b2o23b2o22b2o18bo8b4o33bo35bo96b2o
12bo2b3o24b2o4b2o8b2ob2ob2o2b4o2b2o4b2o169bobob2o45bo12b2o88bo5bo6b2o
45b2o60bo25b2o4bob2o6b2obo31b3o8bo3b2o3bo11b2o14b3o13b2o20bobo220b2o
89b3obobob3o99bo2bobobo2bo2bo55b2o2b2ob2o29b2o11b3obo62bo25b2o$4b2o11b
o4bo11bobo2bo12b3o3b3o11bobobo11bobob4o9b2obob2o11bo2bob2o9bo2b2obob2o
135b2ob2o4b2ob2o724b5o2bo19bobo3bo4b2o24b2ob2o4b2o6b2ob3o2bob2ob3o6bob
o10b4o9bo6b2o3b2ob2o92bo7bobo6bobo7bo25bo7bobo6bobo7bo29bob2o10b2o17bo
3b2o20b2o3bo25bo22bo19bo2bo5bo2bo32bobo33bobo17b6o15b3o54b2o13bobo32bo
10bob2obo2b6o2bo76b2o94b3ob2o3bo44bobo100bo5bo115b2o75bobo10b2obob2o
12bo15bo15bo21bo2bo124bobo90bo87bo4bo3bobo3bo4bo10b6o7b6o66b5ob2obo2bo
57bob2ob2o25b2o2bobo114bo$bo14bobo3bo11bo4bob2o9bo2bobo2bo9b2o4b2o9bo
7bo9bo17b2o15bo6bo874bo4bobo20bob4o31bobo4b3o9bo3b2ob2ob3o6b2o11bo3b2o
b2o10b3o4bobo92bobo6b3o6b3o6bobo23bobo6b3o6b3o6bobo28b2obo11bo18bo11bo
4bo11bo26bobo10b3o5bobo20b3o40bob2o33b2obo15bo2bo3bo9bo3bo3bo67b2o35b
10o6b10o36b2o39b2o94b3o3b2o2bo44b2o80bob2obo14bo5bo122b3o50b2o15bo2bo
10bobobo11bobo29bobo22bobo8b2o2b2o109b5o89b2o85bo9bobo9bo7b2o6bo5bo6b
2o69bo2bob2o58bob2o28b2o4bo115b2o$b2o13bo2bo2bo12b3obob2o11b2ob2o12bob
obo11b4obobo11b3ob4o12bob2o9b2obob2o2bo717b2o15b2o39bo9bo38b2o5bo5b2o
35b3o2bobo7b2o47bobo4b3o9bo3b2ob2ob3o19bo3b2ob2o10b3o4bobo93bo26bo25bo
26bo33b2o8bo29b2ob4ob2o37b2o10bo7b2o11b2o11bo33b2o3b2ob2o33b2ob2o3b2o
9b2o3b2o10bo3bo3bo65bo4bo2bo27b3o2b6o2b6o10b3o32bobo134b2o3b2o2b3o55b
2o68b2ob2ob2o14bo3bo176b2o16bobo10bobo2bo10b2o30b2o23b3o7bo2bob2o6bo
48b2obob2o46b2o3b2o17bo8b3o149b2o5bobo5b2o13bo5bo3bo5bo67b4obob2obo60b
o34bobo114b2o$2o13b2o3bo17bo16bobo13bobobo16bob2o14bo2bo9b2obo2bo10bob
o3b2o15b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o357b2o23b3o151b2o8bo15bo8b
2o30b3o5b3o38bo2bo2bobo2bo2bo37b2o3b2o7b3o8b2o34b2ob2o4b2o6b2ob3o2bob
2ob3o19b4o9bo6b2o3b2ob2o207bo8b2o18bo11bo4bo11bo39b2o20bo12bo13b2o17b
2o4bob2o33b2obo4b2o14bo11bo3bo3bo68b6o27bo2bo2b4o2bo6bo8bo2bo32bo10b2o
bo95b2o25b3o3bobo58b2o69bob2obo16b3o124bobo68b3o11bo2b2o23bo54b2o9bobo
47bo5bo46b2o3b2o15bo2bo7b3o145bo3bo6bobo6bo3bo5bo3bo6bobo6bo3bo63bo2bo
bobo2bo12bo3bo78b2o$3o14b3o17bo17bobo14bobo14b2obo12bob2o14b2obobo11bo
2b3o17b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o357b2o4b3o15bo3bo145b2o3bo
bob2o2bo19bo2b2obobo3b2o28bo3bo42b3o3bo3b3o41bo10b3o8b2o33bo2bo5bobo4b
o2b2obo4b2o2b2o19b2o18bobo3bo4bo104b2o51b2o46bo28bo3b2o20b2o3bo60bobo
6b2obo14b2o24bobo33bobo19bobo16b3o45bobo17bo3bo33b2o10b6o10b2o32b2o11b
ob3o42bo51bo25b2o3b2o2bo225bo4bo18bo27bobo43b2o2bo11b3o47b2o9b2o54bobo
48bo3bo69bo2bo8bo150bo5bo3bo5bo13b2o5bobo5b2o71bo3b2o12bo5bo224bo$17bo
19b2o17bo16bo15bob2o12b2ob2o17bo11b2o4bo190b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o189bo6bo11b2ob2o146bo5bobo2bob4o11b4obo2bobo5bo28b2o3b2o90b
5o57b2ob4o3b2o4bo3b3o30bo8b4o2b2o3b2o4b2ob2o104b2o51b2o46b2o26b2o4bo
20bo4b2o60b2o4b2obo43bo35bo15bo4bobo26b2o25b2o8bo2bo23b2o103bobo4bo40b
obo10bo39bobo24b3o3b3o35b2o186b2ob4ob2o15b3o72bo2bobo10bobo16b2o30b2o
9b2o52b2ob2o48b3o71bo10bo147b2o6bo5bo6b2o7bo9bobo9bo87bo3bo224bobo$
336b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o188b2obobo2bo161bo5bobo2b2obo
3bo9bo3bob2o2bobo5bo75b4o5b4o35bo2bo2bo21bob4o30bobo10bo7b2o38bo2bo3bo
7bo2bobo97b3o12b3o35b3o12b3o34bob2o10b2o17bo30bo67b2obo10b3o45bobo34b
3o5bo25b2o12b2o11b2o8bo3bo17bo5bo44b2o56bob2o3b2o39bo2bo9bobo39b2o24b
3ob2o39bo111b3o16bob2obo19bo4bo27bo4bo46b3o44bobobo10bo2bo15b2o41bo20b
2o35bo102bo30bo149b6o7b6o10bo4bo3bobo3bo4bo154b2o161bobo$163b2o4b2obo
6b2o5b2o35bo7bo20bo4b2o12b2o16bo27b2o359b3o6b3o159bo2b4o2b2o9b2o9b2o9b
2o2b4o2bo72bo3bo3bo3bo36bo3bo21bobo3bo4b2o24bo2b11ob6o2bo34bo2b6ob11o
2bo202b2obo10b2o4b2o12b2o7b2o8b2o7b2o12b2o32bo21bo12bo3bo43bo40bo4bo
39bo4b2o16bo2bo20b4o45b2o56bo48b2o11bo69bobob2o36bobo23b2o83bo3bo14b2o
b2ob2o16b2ob4ob2o123b2obob2o10bobo38b2o30b2o7bobob2o27b2obo104b2o27bob
o182b3obobob3o158bobo34bo86b2o19b2o16b2ob3o$164bo4bob2o6bobo3bobo16b2o
15bo3bo3bo3bo16b5o2bo12bo2bo15b3o20b2o2bob3o356bo2bobob2o163b3o3bo3b2o
b3o21b3ob2o3bo3b3o26b3o44bo2bobobo2bo38b4ob2o4bobo4b3o16bo23b2o13bo6b
3o34b3o6bo13b2o220bobo21bobo6bobo21bobo31b2o20b2obo8bo5bo5b2o35bo39bo
5bo23b6o11b3o2bo17b3o126b2o129b2o4bo38b2o23bobo81bo5bo14bob2obo19bo4bo
50b3o71bo3b2o3bo8b3o37bobo29bobo9bob2o27b2obobo282b6o7b6o19bobo98b5o
59bo4b2o28b2obo85b2o19b2o22bo$163bo3b2o4b2o5bo5bo17bo2bo41bo5bobo11bo
2bo14b2o3bo20b4o4bo14b2o4b2obo6b2o30b2o26bob2o20bo7bo41bo190bo6bo25b2o
140bobo4bobo27bobo4bobo75b2o3b3o3b2o41b2o4bo6bobobo11b4o30b7o2bob3obo
40bob3obo2b7o105b2o8b2o41b2o8b2o56bo25bo6bo25bo15b2o14b2o14b2o4b2obo8b
o5bo5b2o35bo2bo36b2o4bo22bo3bo2bo12bobo26b3o12b4o146bob2o83bob3obo65bo
81bo5bo105b3o3b3o10b3o41bob2o2b2o51bo15bo15bo10bo35b2o104bo175b2o6bo5b
o6b2o11bo4bo3bo4bo90b3obob3o57bobo2b2o25b2ob2obo124b2ob3o$69bo12b2o36b
2o13bo27b2o2bo5bo3bo3bo3bo3bo10bo4bo3bo10bo5bobo5bo10b2o2bob4o2b2o9bob
2ob3o10bo3b2obo14bo2bo5b2o2bo15bo4bob2o4bo2bo31bo26b2o2bo19b3o4b2o18bo
20b3o194b3o4b2o20bobo136b2o2b3o2b2ob2ob2o5b3o3b3o5b2ob2ob2o2b3o2b2o78b
o45bo7bo3bobo4bo4bo2bo4bo32bo2bo2bo3bo2bob2o38b2obo2bo3bo2bo2bo105bo
10bo41bo10bo55b2o25b2o4b2o25b2o14bo16bo13bobo6b2obo6bo5bo42b3o43bo5b2o
16b2o3b2o14b2o24bo3bo9bo5bo143b3ob2o3b2o62b3o17b2o65b2ob2obo68b2o6bo5b
o95bobo7bobo3bobo11bo42bobo2bobo3bo46b2o13b3o14b2o10b2ob2o164bobo149bo
5bo3bo5bo15bo3bo3bo3bo90bo4bo4bo41bob3o11b2o29b2ob2o2b2o86b2o34b2obo
100b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$50b3ob3o11bobo11bo9b
3o10b3o13bo12bobo11b4o16bo5bo2b13o11b2o3bob2o8b3ob2o2bobo2b2ob3o8bobob
obo5bo10bo4bo2bobo8b3obobo14b7obo2bobob2o11bo3b2o4b2o35bobob2o19b2o5bo
5b2o16bo3b2o18b3o17bo204b2o5b2o15bo136bo2bo2b3obo3bobo5bobo3bobo5bobo
3bob3o2bo2bo124b2o7bob2o4b2o6b2o6b2o41b2o46b2o117b3o4b3o43b3o4b3o133bo
29bo12bo6bo3bo86bobo6b2o17bo14bo2bo4bo22bo18b2o142bo9b2o62bo2b2o56bo
13b3o12bob2o68b2o7bo3bo16b4o76bobo7b3o3b3o55b3o2b2o55bo10bo14bo13bobo
134bo2bo28bo146bo3bo6bobo6bo3bo13bo7bo92bob2o2bob2obo38b2obob2o47bobo
86bobo138b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$bo42b4o3b2ob2o
3b5o2b2obo9b2obo36bo14bobo11bo2bo11b2o2b2o4b2o42bo4bo3bobo3bo4bo9bobo
4b2obo11b3obobob2o15b2o20bobo2bob2o11b2o2bo5bo35bobobobo3b2o15bo2b3ob
3o2bo16b2o3bo22bo16b2o209bobo13bobo137b3o4bobo11b3o3b3o11bobo4b3o66b2o
71bo19bo62b8o140bo4bo47bo4bo134b2o28b2o11bo8b3o44b3o40bobo5bobo9bobo5b
obo12b6o14bo10b2ob2o8bo3bo146b3ob2o67b2o2bo54b2o13bo3bo11bo81b3o16b6o
153b2o3bo51bobo24b3o11bobo9b2o123b2o30bo150b2o5bobo5b2o119bo2b2o3bobo
38b2ob2o44b6obo86bo$obo11b3ob3o17b3ob2o7b2ob2o7bo2bo11bo2bo9bo4bo7bo
13bob4o9b2ob2o8b3o2b3o10bo2bo5bo5b2o5b2o9b2obo3b2o12b5obobobobob5o9bob
2o4bobo9b3o4bobo11b4o5bo13b3obobob3o20bo5bo2b2obo12bo15bobo8bo15bobo4b
o2bobo11b2o13b2o15b2o21b2o82bo16bo37b2o4b2o59bo15b2o5b2o134b3obob2o29b
2obob3o33bo35bo2b3o66bo2bo16bo62b2ob4ob2o372b3o56bo2bo41bo17b2o6bobo
17bo3bo8b2ob2o10bo14b6o143b2o2bo68b3o56b2o11b2ob2o10b2o99b8o39b2o33b3o
69b5obob2o53bobo22bo4bo11bo6b2obo2bo7b3o60b2o82bo147bo9bobo9bo117b2o2b
o2bobob2o84bo5bo86b2o$bob2o2b5o3b2ob2o3b4o5b4o3b2ob2o3b4o5b4o3bo2bo11b
o11bobo3bo5bo7bo7bo4bo6bobo5bobo5bo6bo9bo4bo5bo4bo7bo9bo3bo4bo16b2obob
ob2o14bo5bobobobo7bo2b5obo11bo6b2obo8b2obo2bobo21b2o2b2o4b2o4bobo2b2o
6bob4o10b2obo8bob2o11b2o2bobobobo2b2o11bo13bo39bo82bobo14bobo35bobo4b
2o59bobo20b2o4b3o126bo3bo7b2o19b2o7bo3bo32b2o35b2o68b3o18b2o61b2o6b2o
371bo2bo56bo39b2o3b2o16b2o5bo17b2o18bo22bo4bo2bo146b2o126bo128b2o6b2o
31bo6bobo40b2o62bo2bo2bobo51b2obob2o18bob5o2bo17b2o2b2o8bobo60b2o81b3o
147bo4bo3bobo3bo4bo120bo4bobob2o37bo42b2o5b3o229b2o4b2o2b2o4b2o2b2o4b
2o37b2o17b2o$4bo2bo7b2ob2o7b2ob2o7b2ob3o35bo7b3o2bo2bo5b4o4bo6b2obo9b
2obobobob2o5bo6bo9b2o2b2o4b2o5bo5bo12bo2bo17b2o5bo5b2o10b2o2b4obo2b2o
10bo4bo13b2o2bo2bobo8b2obobo2bob7o14bo4b2obo7bo4bo5bobob3o13bob2o4b2ob
o14bo7bobo13bobo9bobo18b3o16bobo26b2ob6o47bobo14bobo35bo13b2o53b2o25bo
6bo123bobo8bobo17bobo8bobo32bo42bo65bo82b10o371bo15b2o42bo39bo2bo3bo
22bo4b2o11bo5bo9bo3bo24b2o303bo105b8o41bo3b2o36bo67bo2bo51bo2bo19b3obo
4b2o32bo2bo142b3o152b3obobob3o125b4ob2o39b2o43b2o5bo123b2o107bo5bo3bo
5bo3bo5bo38bo17bo$4bo2bo3b4o5b4o3b2ob2o3b4o38bo2bo13bo11bo3bo7bobob4o
7bo3bo8b3o2b3o13bo5bo5b2o5b2o13b2o17bo13bo11bobo5bo15b4o16bobobo2b2o
10bo2b2o5bo2bo13bo5bob2o8bo8bobo18bo10bo14bob5obobo14b2o3b3o3b2o18bo3b
o9b3o3b2o27b2ob6o45bobob2o12b2obobo30b2ob2o11bo2bo78b2obobo2bo122b2ob
2o8b3o15b3o8b2ob2o74bo63b3o83b2ob2ob2o373bo14bo44bobo37b6o23bo5bo12b4o
12b3o26bobo301bo67bo2bob2obo2bo27b6o40bobo3b2o27b3o3b3o69b2o10bo2bo40b
ob3o15bo4b2ob2o35bobo301bobo133bo68b2o147b2o4b2o100bo5bo3bo5bo3bo5bo
39bobo13bobo$26b3ob3o43bob2o12b2o8b2o2bobo7bobobo4bo7bobobo10bo2bo11b
2o3bo5bo46bo11bo12bo2b5o36bobobobo12bo4b4o18b2o2b2o4b2o6bo2bo6bo16b2ob
obo5b3ob2o11b2obo5bob2o17bo3bo21bo5bo7bo3bo31b2o51bobo20bobo29b2obobo
11b3o74b3o6b3o130b2o5b2o15b2o5b2o38bo37b2o8b3o54b2obo2bob2o68b3ob3o14b
3ob3o379b3o26bo35bo47bo4bo37b3o17bo2b3o366b2o2bo4bo2b2o11b2o14b4o41b2o
34bo4bo81bo2b2o2bo37b2obob2o15b4o4bo22bobo10b3o295bo4bo3bo4bo125bobo
68b2o124b2o27bobo99b2o4b2o2b2o4b2o2b2o4b2o39b2o13b2o$76bo15bo9bobobo9b
2o3b3o10bobo11b4o12bo2b2o4b2o45b2o11b2o10b2o4bo20b2o17b2obobo13b3obo2b
2o21bo5bo17b2o15bo2bobobo2bo2bobo13bobob5obo17bo5bo21bo3bo7bo5bo30b2o
5b2o44bobob2o6b2o6b2obobo32bob12o76bo2bobob2o134bobob2obo17bob2obobo
39b3ob3o29bo2b3o5bobo2b3o9b2o39bobob2obo69b4ob2o14b2ob4o54b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o163bo25bobo33bobo19b2o25bo5b3o10b4o20bo
2bo16b2o4bo294bo71bo2bob2obo2bo10bo185bo2b2o2bo38bo3bo11b2o7b4o21b5o
309bo3bo3bo3bo126b2o194bobo29bo101bob2o6bob2o6bob2o$75b2o15bo10b2ob2o
15b2o10bo27bo5b2obo99b2o21bo16b2o22b2o3bo5bo10b2o4b2o17bo2bob4obo2bo
13bobo7bo18bo3bo3bo14b2o3b3o9bo3bo31b2o5b2o45bobob2o5b2o5b2obobo33bobo
b8o2bo12b2o45b2ob2o11bo6bo141bo5bo7bo5bo52bo28b2o9b3o2bobo5b3o2bo37bob
obo2bobobo67bo2bobo2b2ob2o2b2ob2o2bobo2bo54b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o182b2o4bob2o33b2obo4b2o12b2o26bobo4bo9bo5bo17bo3bo8b2o
11b2o294bo95bo185b4o40bobobob2o8bo6bo2bo22bo4bo311bo7bo324bo31b2o100b
2obo6b2obo6b2obo$163b2o4bob2o164bo2b2o4b2o10b2o4b2o18b2obo4b2obo12b2o
2bobobobo2b2o17b3o5b2o11bobo16b3o32b2o5b2o47bobob4o4b4obobo36bo5b4o2b
2o12b2o45bo3bo15b3o4b2o132bo2bo5bobo5bobo5bo2bo93b3o8b2o38b2o2bo2bo2b
2o64bo2b2obob4obob4obob4obob2o2bo397b2o3b2ob2o33b2ob2o3b2o21b3o16bobo
14b2o23bo2bo8b2o218b3o110bo67b4o51b2o9b2o120bobo2bobo39b2obobobo8b3o3b
2o25b3ob2o642b2o23b2o112b2o8b2o8b2o$336bo5b2obo41bo2bo3bo14bobo2bo4bob
o24b2o13bo60b2o47b2o3bo2b4o2bo3b2o110b3o23b2o134bo7bo7bo7bo50bo51bo47b
4o68b2obo2bobo16bobo2bob2o403bob2o33b2obo26bo3bo3bo11bo19bo3bo17bobo
229bo2b2o78b2o10b2ob2o11b2o69b2o52b2o9b2o2b2o43bo4bo67b2o4b2o41bo2bob
3o8bo32b2o2bo523b2o141b2o113bo9bo9bo$336b2o4bob2o12b2o27bobob3o15bo2b
3ob3o2bo16b2o8bo11b2o21b2o30b6ob2o54b6o67b6o206b2o21b2o48b2o52bo122bob
2ob2obob8obob2ob2obo54b2o4b2o4b2obo4b2o15b2o103bo210bobo33bobo27bo3bo
3bo10b2o3b2o9b6o253b2o2bo78bo11bo3bo13b2o136bobo40b2ob4ob2o114bobo5bo
43b2o524bo255bo9bo9bo$358b2o28b2obo16b2o5bo5b2o16bo25b2o16bo31b6ob2o
53bo6bo65bo3bo2bo203b3o3bo2bo9bo2bo3b3o47bo56b2o44b2o71bo2bo2bobo10bob
o2bo2bo55bo5bo4bob2o4bobo13bobo15bo3b2o66bo13b3o5bo205bo35bo28bo3bo3bo
9bo3bo2bo9bo2bo4bo233b2o17b3o75b2obo12b3o13bo140bo42bo4bo117bo5b2o537b
7o22b3o256b2o8b2o8b2o$4bo31b2o9bo11b2o15bob2o12b2o19bo9b2o8b2o18b2o
259bo2b2o17b3o27bo17b3o46b2o57bo58b3o2b2o203b3o3bo2bo9bo2bo3b3o101b3o
2bo43b2o72bobo2bobob4o2b2obobo2bobo55bo5bo3b2o4b2o4bo13bo18b2ob2o33bo
31bobo11bo7bobo217bo9bo42b3o15b6o15b2o234bob3obo91bob2ob2o166b2o704b2o
3b7o3b2o17bo139bo$3b2o14bob3o12bo8b2obo10bobo14b2obo11bo2bo2b2o14b3o7b
o9bobo16bo2bo259b2obo17bo26b3o20bo20bo21b2o2b2o2b2o52b3o58bo56b2o148bo
bo3b2ob2ob2o5b2ob2ob2o3bobo103b2o118bo4b2obo2bo2b2ob2o4bo56b2o4b2o2bo
5bo5b3o9b3o16bobo37b3o26bo2bobo11b2o6bobo2bo213b3o7b3o78bobo13b2o126bo
2b2o89bo4b2o96bo394b3o105bo370bo15bo156bobo$18bobo13bobo6b2o3bo12bo29b
2obo3bo8b2o2b2o3bo7bob3o8b2o12bobobo307bo39b2o2b2ob3o16bobo2bo2b2o51bo
3b2o55b2o51b2o2bo150b2o6bo2bo9bo2bo6b2o305bob2o5bo5bo8bo5bo21bo39bo26b
obobob2o17b2obobobo211b5o5b5o34b2o24b2o13b3o2bo12b2o51b3o72b4obo3bobo
41b2o38b2obobo98bobo23b2o416b3o47bo7bobo66bo303b5ob3ob5o158bo118b2o8b
2o8b2o$bobo2bo11b2o10bob2obo10bob2o4b2ob4ob2o12b3o2b2o10bob3o4bo5bobob
ob2o10bobo6bo4bo11bobo348b2o4b4o17b3o32bo23b2o2b3o38b3o14b2o51b2o2bo
158bo2bo9bo2bo99bo213b2obo4b2o4b2o4b5o5b5o11b2o2b3o5bobo2bo54bobobobo
2bo15bo2bobobobo209b2o3b2o3b2o3b2o33bo25b2o12bo4b2o66b3o76bo3bo43bo42b
2ob3o24b2o70b2o23bobo465b3o5bobo20b2o43b3o299b3o6b3o6b3o274b2o8b2o8b2o
$bobobobo10b2o8b3o2bo9bo2bo7b2obo4bobo10bo3bo2bo6b3obobo4b3o8b2obo12bo
9bob2o11bo14b2o29bo16b2o3b2o26bo5bo25b2o21b2o6b2o194b2o22b2o31b3o11b3o
7bobo29b2o12bo16b2o55b2o155b2ob2ob2o5b2ob2ob2o52b3o36b2o3b3o3b2o211b2o
4b2obo6bo4bo3bo4bo11b2o9bob5o54bo3bo3bo17bo3bo3bo260b3o36b2o72bo74b4ob
o4b2o16bo19b2obo39b3o3b3o24bobo96bo414bo3bo49bo3b2o2b2o18bo2bo35b2o4b
3o4b2o293bo3b2ob2o3b2ob2o3bo$bobobo2bo4b3ob2o14bobo8bobo10bobo2bobo8b
3o3bobo6bo2bo2bo4bo9bobo2bo8bo26b2o14bobo17b3o7bobo16bobo2bo2b2o23bo5b
o25bo22b2o6b2o205bo44bo3b2o12b2o4b3ob4o2b2o20bobo12b3o13b3o3b2o53bo
155bo2bo9bo2bo94bo2bobobo2bo213bo4bob2o8b4o3b5o82bobobobob2obo15bob2ob
obobobo260bo107b2obo2bo71bo8bo18b3o16bobob2o38bo2b2o3b2o25bo96b2o413bo
3bo48b2o5b2o2bo56bobo3b3o3bobo294b2obo2bo5bo2bob2o$3bo11bo2bo38bobo4bo
b2o4bo6bob2o4bobo2bo3bo2b2o8bo2b3ob2o4bo3bo12bo12bo13bo24bo4bobo18bo3b
obo2b2obo18bo5bo22bo3b3ob2o230bob2o3bo37b2o2b3o12b2o3bo3bo4bob2o20bobo
b2o16b3o6b3o3b2o49bobobo155bo2bo9bo2bo93bo3bo3bo3bo211bo3b2o4b2o5b2o4b
o5bobo20bob4o18bo2bobo29bobobo2bob2o19b2obo2bobobo257b2o64bo7bo32bo2b
2o2b4o71b3o27bo15bobo2bo39bobo3b3o25b2o563bob5o2b3o58bo9bo297bo2b2o7b
2o2bo67b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$6bobo24bo2bo6bobo
12b2ob4ob2o5b3ob2o9bo18b2ob2o3bobo5bob2o11bobo7bo14b2obo20b2obob2o19b
4ob4o2bobob2o9b2o3bo13bo3b2o12bobo4bobo2bo228bo3bobob2o34bobo21b2o3bob
2obobobo20bobobo16bobo6b3o53b2o3bo224b2o3b2o34b4o5b4o211b2o2bo5bo10b6o
3b2o20bo5bo15b2obob3o29bobobo3bo3b2o5b3o5b2o3bo3bobobo208b3o7b3o36bo
63bo3bo3bo3bo30b2o3bo3b2o3b2o6bo61bo3b2o21b2o14b2o3bo37b3o2b2o3b2o100b
2o436b3o50bo2bobobo20bob2o37b2o7b2o297bo15bo67b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o$bobo3bo9bobo14bobo5bo17bo14bobo11b2ob2ob2ob2o
10bo2bobo21bob2o6bob2o12b2obo23bo4b2o15bo3bobo3bobo14b2o3bob3o5b3obo3b
2o12bobo6bob2o15bo6bo206b2obobo3bo32b3ob4o2b2o14bobobob2obo3b2o21bo18b
obo6b3o52bo3b2o226bo3bo264bo5bo8bo4bobo25b2o2b2o16bo6bo27b2obo3bob2o2b
3o3bo3bo3b3o2b2obo3bob2o207b3o7b3o37bo6b2obo95b4o2b2o2bo3b2o4b3o62b3o
38bo2b2o39bo2b2o3b3o101b2o448bo44bo3bo14b2o2bobo42b5o56bo7b2o235b4o7b
4o$2bo15bo16bo6b2o16bobo12bobo12bo3bo3bo10bobo3bo10bobo8bo9bo18bob2o
22bo4bo13bo2bo6b2o2bo18bob3o5b3obo14b2obob2o5bo12b2o2b2ob2o2b2ob2o2b2o
202bo3b2obo31bo3bo4bob2o15b2obo4bo3bo22b2o27b2o52bobobo224b3o5b3o32b3o
3bo3b3o32b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o19b2o4b2o9b4o2bo23bo
bobo3b2o13b2o5bo29bobobo3bo3b2o4b2ob2o4b2o3bo3bobobo257b2o6b2ob3o46b2o
bo5bobo5bob2o27bo2bob2o11bo66b2o37b4obo40bo3b2ob3o112b2o482bob2o15bo4b
o38b15o34b2o15b2o5bobo239bo2bo2bo$61b2o13bo13bo3bo3bo8b2o4b2o12b2o7b2o
8b2o15b2obo22bo4bobo14b5o7b3o24bobo20bo2bo2bo4b2o12b2o4bo6bo4b2o208bo
31b2o3bob2obobobo14b2o2b4ob3o23b3o6bobo18bo52bo228bo9bo31bo2bo2bobo2bo
2bo31b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o15b2o4b2obo13bo3bob2o19b
obo2b3o3bo31b2o16bobobo2bob2o19b2obo2bobobo271bo45bob2ob2o2bobo2b2ob2o
bo30bo14b2o65bo39b3o43b2obobo115bobo224b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o36b3o7b3obo44b2o19bo11b2o25bo6b3o6bo34bo15bob2o3b2o238b2o2b
3o2b2o72b2obo6b2obo6b2obo13b2o67bo28bo142b2o$163bobo2bo2bo17bobo4bo48b
o2bobobobo2bo17bob2o7b2o224b2o22b2o21bobobob2obo3b2o21bobo24b3o6bobo
16bobobo52b2o267b2o5bo5b2o210b2o4bob2o15bobo2bo19bo2b2o4b2obo12bo5b2o
10b2obo15bobobobob2obo15bob2obobobobo16bo9bo14bo19bo15bo40b2o28bo60b2o
9b2o44b2ob3o51bo3bobo3bo34b3o19b2o86b3o11b2o2b2o40bo4b2o101b2o12bo224b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o45bob2o31bo2bo29bo2bo11bo26bo
2b4obob4o2bo34bobo15b2o7b2o234bo9bo72bob2o6bob2o6bob2o9b2o2bo67bobo26b
obo135b2o$166b2obobo3b2o11bo4bo19b3o7b5o22bobo21b2o7b2obo225b3o17b4o4b
2o18b2obo4bo3bo3b2o12b3o2b2o20b2o3b3o6b3o16b2obobo52bo2b2o512b2ob2o20b
2o4b3o3bo12bo6bo15bo16bo3bo3bo17bo3bo3bo18b3o5b3o12b3o19b3o11b3o40b2o
22bo5b3o7b2o49b2o9b2o45bobo49b2ob2obobobobob2ob2o24bo6b3o18bo6bo79bo3b
o56bob3obo102bo4b2o6b2o78b2o342bo3bo5b2obo34bo41b2obo25b2obo3b2ob2o3bo
b2o34b2o7b2o15bobo231bobo3b3o3bobo74b2o8b2o2b2o4b2o6bo2bobo62bo4bobo
26bobo4bo130bobo$168bo7bo12b2o4bo17bo2b2o6bo2bo16bob3o5b3obo17b2o4bo2b
o2bo217b2o2bo2bobo16b3ob2o2b2o18b2o2b4ob3o4b2o12b2o3bo21b2o3b3o13b3o
12bobo52bo2b2o309b2o4b2o4b2obo11b2o63b2o34b2obo102bo2b3o14b3obob2o11bo
19bobobobo2bo15bo2bobobobo21bo3bo14bo25bo9bo43b2o22b3o6bo6b2o107bobo
49bo3bob2o3b2obo3bo24b3o16b3o4bobo4b3o4bo73bo5bo11bo2bo41b2o103b3o5b2o
86b2o342bo3bo3bob3o31bo4bo39bob2o25bo3b2o2bo3bo2b2o3bo37b2o3b2obo15bo
231b2o11b2o74bo9bo3bo5bo3b2obobobob2o60bobo2b2ob2o2b2o16b2o2b2ob2o2bob
o128bo2bo37bo$168bob6o16b2obob2o15bobo3bobo3bo12b2o3bob3o5b3obo3b2o12b
o5b2obob2o9b2o4bo6bo4b2o188b2o2b2o2b2o21bo30bobo7b3o11b3o27b2o16bo12b
2o51b2o315bo5bo4bob2o10bo2bo8b2o51bobo32bo2bob3o103bo16bobo2bo14bob2o
16bobobob2o17b2obobobo21b2o3b2o13b2o23b2o9b2o43bo25bo4b2o116bo48bobo3b
o9bo3bobo25bo14bo3bo3b2o4bo5b3o74bo3bo13bo148bo148b3o89b2o4b2obo6b2obo
223b2o2bobo39bo27b3o6b3o6b3o36bobo5b2o15b2o236b3o81bo9bo3bo5bo2bob2obo
bobo62bo3bo5bo2bo14bo2bo5bo3bo97b2o31b2o36b2o$2o18b2o20bo10bo15b2o14b
2o3bo27b2o6b2o6b2o3bob2o26bo17bobo4bo14b2obobo2b4ob4o13b2o3bo13bo3b2o
9b2obo6bobo12b2o2b2ob2o2b2ob2o2b2o192b2o51b3o2b2o23bo28b2o14b3o381bo5b
o9b2o7bobobo7b2obo46b2o2bo34b2o2bo3bo2b2o2bo134b2o17bo2bobo6b2o11bobo
2bo99bo2bo19bobo23b2o171b2o3b2o9b2o3b2o24b2o13bo5bo8b2o3bo78b3o14bo
298bo54b2o3bo2bo3b2o23bo4bob2o6bob2o180b3o6bo38bob2o37bo30b5o5b5o39b2o
7bo254bo81b2o8b2o2b2o4b2o13bo65b3o4bo2bo10bo2bo4b3o101bo2bo30bo36b3o4b
o$bo17bo2bo17b3o9bobo14b2o13bo2bo2b3o15bo8bo2bo4bo2bo4bo2bo2b2obo27bob
2o13bobo7b3o9bob2o2bobo3bo26bo5bo18bo2bobo4bobo18bo6bo209b2ob6o33b2o3b
o53b2o398b2o4b2o8bo8bobob2o6b2obo13bo6b2o24bobob2o39b2obo2b4o156bobo7b
o11bobo28bo76bo14b3obobo25b3o19b2o200b3o7bo5bo13b2o393bo54b5o4b5o22bo
3b2o4b2o2b2o244b3o25b2o29bo4b2obob2o4bo302bo77b2obo6b2obo4bo5bo4b4obob
3obo57b5o4bo2bobob2o10b2obobo2bo4b5o93b2obo42b2o25b2o2bo$bob2o14bob2o
16bo12bobo29b2obo5bo10bo2bobo4bo3b2o2bo3b2o2bo3bobo5bob2o23b2ob2o13bo
26b2o2bo2bobo24bo5bo20b2ob3o3bo236b2ob6o35b3o54bo401bob2o11bo5b2obo3bo
8bo13bobo6bo26bo41bo3b2o162bo5b3o13bo28bobo71bo4bo5b2o6b4obo27b2o10bo
8bo198b6o7bo5bo68b3o336b3o36b2o3bo2bo3b2o3b2o3bo2bo3b2o22b2o2bo5bo3bo
170b3o71bo3bo22b2obobo27b2o2b3obob3o2b2o380bob2o6bob2o5bo5bo2bo4b3o4bo
56bo4bo5b2o2bo16bo2b2o5bo4bo92bo3bo40bo2bo21bo4bo5bo$2bo13b2obo20bo10b
2ob2o11b4o15bob4obo10b4obo2b6o2b6o2b6o2b6obobo71b2o3b2o24bo5bo26bo239b
2o43bo50b2o2b3o400b2obo10b2o5bo2bob2o24bo7bob2o3b2o18bob2o34b2obobobo
2b3o165bo43bo3bo11b3o56b2o2bobo4b2o10bo28bobo7b2ob2o4bobo197bob2o11bo
3bo68bo3bo27bo49b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o41b3o89b5o4b
5o44bo5bo3bo169b3o60bo2bo6bo5bo10b3o10b2ob3o33bo64bo321b2o14b2o2b2o4b
2o3b3ob3ob3o56bo2bo11b2o16b2o11bo2bo89b2ob4o40bobo21b3o2b4o$6bo8bobobo
b4o12bo2bo7bobo5bobo5bobo4bo10b3obobo3bob2o13bobo5bobo5bobo5bobo5bobo
6b2o128b2o21b2o6b2o55b2o24b2o45b2o8bo20bo2bo2bo42b2o5b2o44bo6bo35bo2bo
3bo51b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o188b2o4b2obo4b2obobobo2b
o16b3o13bobo4bo13bob2obo2bo33bo2b2obob2o4bo208bo3bo10bo3bo60bob2o53bo
2bo5b2o197bobo14b3o68bo5bo27b2o47b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o41b3o50b3o36b2o3bo2bo3b2o39b2o2b2o4b2o2b2o169b3o20bo39b2o8bo5bo9bo
3bo6b2o3bo3bo95b3o321bo15bo3bo5bo6b7o55bo2bob2o42b2obo2bo85b2obo4b2obo
37bo22b3obo4bobo$4b2obo7bo9bo11bo10b2obobobob2o5b2obo3bo9bo2bo2bo3bo2b
obo9b2obobobobo3bobobo3bobobo3bobobo3bobo5bo151b2o6b2o56bo24bo18bo4bo
18b2obobo6b3o20b7o42b2o5b2o45b6o37b6o52b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o189bo4bob2o4bo2bobobob2o15bo3bo14bob3o14b2obo2b2o34b2o3bobo
3b3obo207bo3bo9bo5bo117b2o205bo42b2o43bo5bo8b2o270bo3bo49b3o29b3o58bo
2bo5bo5b2obo168b3o15b2ob2o47bo5bo8bo5bo5b2obobob2o95bo147b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o14bo15bo3bo5bo66bobobo5bo36bo5bobobo83bo3b
ob2obobobo58bo3b2ob2obo$6bobo7b4obobobo9b2o2bo11bo3bo11bo3bob2o5bobo2b
o3bob2o4bo7bo5bobo3bobobo3bobobo3bobobo3bobobobob2o216bo14bo9bobo18bo
3b2o19bobo7bo72b2o5b2o38b2o3bo2b4o2bo3b2o440bo3b2o9b2o6bo15bo5bo12b2ob
o19bo43bo2b2o5bo207bo3bo9bo5bo66bo37b2o217b2o42bo44bo5bo7bobo356b3o57b
o4bo5bo4bob2o168b3o15bo2bo49bo3bo9bo5bo7bobobo98bo146b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o13b2o14b2o2b2o4b2o67bo2bo4bobo4bo24bo4bobo4bo
2bo84bobobob2obo3bo41bo21bob2ob2o3bo$6bo2bo11bob2o14bo11bo3bo11bo4bobo
6bo10b2ob3o7b2o6bobo5bobo5bobo5bobo5bobo195b2o20b4o14b2o7b2o19bo3bobo
18bobo7b2o22b7o49b2o38bobob4o4b4obobo32b2o12b2o2b4o5bo380b2o2bo12b5obo
15bo5bo8b3o24b2o12bo28b2o4b2obobobo2b2o201bo3bo9bo5bo59bo2bo2bobo10b2o
24b2o242b3o14bobo40b2o3bo3bo10bo68bob2o6bob2o187b2o3b2o48b3o30bo25bo
10b3o19b2o2b2o4b2o2b2o4b2o166b3o16b2o51b3o10bo5bo9bobo97b2o325b2obo6b
2obo6b2obo72b2o2bo2bo2bobo24bobo2bo2bo2b2o88bob2o4bob2o41bobo18bobo4bo
b3o$5bobobo8b2obo11bo3b2o13b3o13b4o10b2ob2ob2o3bo17bobob6o2b6o2b6o2b6o
2bob4o189bo2bo18bo4bo11b2o16bo18bo6b2o8b2obobo31bo2bo2bo42b6ob2o36bobo
b2o5b2o5b2obobo30b2o12bo2b8obobo29b2obo6b2obo14b2o3b2o21b2o31b2o21bo7b
o20bo7bo205bo11bo4bo16bo5bo7bo3bo37b3o32bo4b2obo2bo201bo3bo10bo3bo2b2o
56b2o3bo3bo9b2o267bo3bo11b2obo40bobo4b3o80b2obo6b2obo243bo31bo25b2o9b
3o23bo5bo3bo5bo196b2o6b2o47bo3bo10b2o425bob2o6bob2o6bob2o77b2o4b2o24b
2o4b2o97b4ob2o27bo6b3o4bo3bo20b4o2b3o$6bobo9bo2bo10bob2o47bo3bo5bob3o
13b2obo5bobo3bo2b2o3bo2b2o3bo4bobo2bo188bobobo17bob5o13bo13b3o9b3o11bo
2bo8bo2bobobo23b2obo11bob2o36b6ob2o35bobob2o6b2o6b2obobo44b12obo29bob
2o6bob2o13bo2bobo2bo21bo31bo21bobo5bobo18bobo5bobo203b2o12b4o7b2o9bo3b
o7bo5bo29bo7bo34b3o4b3o203bobo12b3o3bobo60bo3bo55bo221bo5bo7b6o41bo30b
o62b2o8b2o241bo31bo25b2o10bo20b2o3bo5bo3bo5bo193bo4bo2bo4bo46b3o111b2o
146b2o4bob2o6b2obo45bo2b2o4b2o2bo132b3o58b2o52b2o89bo3bo28bobo12bo3bo
16bo5bo4bo$7bo11b2o11bo19b2obo12b2o13bo3bo6b2o2bo15bob2o2bo2bo4bo2bo4b
o2bo8bo192bobob2o16bo2bo3b2o17bo6bo26b2o11b2o3bo20b2obo4bo9bo4bob2o76b
obo20bobo41b3o11bobob2o30b2o2b2o4b2o7b2o3b2o3b2o3b2o17bob2o25b2obo22bo
7bo20bo7bo200b2o4b2obo20bo10b3o8bo5bo28b3o38b3o4b3o207bo21bo22bo5bo31b
o3bo55b2o49b3o153b2o13bo5bo7b3o43b2o28bobo63bo9bo240b3o29bobo36bo21bo
2b2o4b2o2b2o4b2o193bo4bo2bo4bo161bo147bo4b2obo6bob2o45b4obo2bob4o147bo
3b3o37b3obo50bob3o88bob2o27b2o2b2o10b2ob2o20bo2b2o$31b2o19bob2o12b2o
27b2o15b2obo3b2o6b2o6b2o200b2obobo9b2o6b2obob3o2bo14b3o6b2o21bobobo14b
3o6bo4b2o8b2obobo3bo7bo3bobob2o77bobob2o12b2obobo42bo2bo11b2ob2o30bo3b
o5bo8bo15bo18bobo8bo7bo8bobo103b2o116b2o4b2o32b2o4bob2o8b2o7b3o6bob2o
12bo5bo30bo12b2o23bo2bob2o4bo228b2o20b3o3b3o31bobo5bo37bo12b2o49b3o
154bo3b2o8bo5bo13b2o69b2o62bo9bo312bo20bo5b2obo6b2obo195bo4bo2bo4bo
161bobo144bo9b2o2b2o54b4o151bobo2b5o3b2o29bo4bo6bo17b2o17bo6bo4bo86bo
2bo5b2o22b2ob2o28b2o3bo4b3o$339bo2bob2o2b2o3bobo9bobobob2o10b2o3bo29bo
b2o2bo13bo6b3o4b2o11bo3b2o9b2o3bo82bobo14bobo45b2o13bo34bo3bo5bo4b2obo
15bob2o17bob2o4bobo5bobo4b2obo101b2o2bo116bobo4bobo49b2o7bo6b3obo14bo
3bo45bo23b2o2bobobob2o4b2o197b2o3b2o39bo3bobo3bo31bo5bobo38bo11bo50bo
152b3o5bo4b2o3bo3bo14bo134b2o8b2o297bo12bobo19b2o4bob2o6bob2o160b2o6b
2o27b2o6b2o164b2o144b2o9bo2bo52b3o4b3o148bo3b2o3b2o2b2o30b3ob2o6bo16b
2o16bo6b2ob3o88b2o5bobo22b2ob2o28bobo7b2o$336b2obobobo9bobo3b2o2b2obo
2bo12bobo25b2o6bo4b2o11bobo5b2o19b2o8bo8b2o82bobo14bobo52b2o4bobo33b2o
2b2o4b2o2bo2bob2o13b2obo2bo14bobobo5bo7bo5bobobo99bo2bobo43b5o3b5o60bo
8bo64bo4bobo13b3o42b2o2bob2o26bo5b2o2bo23b2o44bo7bo4bo4b2o25b2o47bo35b
o3bo40bo9bo36bo3bo32bo67bo152bo4b3o4bobo4b3o16b3o129b2o8b2o274bobo22b
2o211bo4bo2bo4bo355bo4bo50bobob4obobo148bo2bo3b2o37bo3bo3b3o34b3o3bo3b
o97bo26bo8bo23bo6bo$165b2o4b2o25b2o2b2o14b2o6bo24bo23b2o4b2o17b2ob2o
31bo2b3obob2o6b2o9bobob2o12bo9b2o15b2obo3b3o17b2o7b2o27b3o92bo16bo53b
2o4b2o30b2obo6b2obo4b2obo5b3o3b3o5bob2o10b2o2bo27bo2b2o35b8o48b2obo2bo
2b2o42bo2bobobobo2bo55bob2obobo4bobob2obo59b2o3b2obo7bo48bo2bob2obo26b
ob3o3bobo3b2o19bo13b2o29b3o3b2o5bobo2bo2bo23bo5b2o39b3o8b2o23bobobobob
o85bo3bo31bo6bo61bo157bo6bo18b3o6bo130bo9bo172bo9bo92bo6b2o14bo2bo210b
o4bo2bo4bo345b2o8b2o2b2o50bobobo2bobobo149b3o3bo42bo46bo100b2o5b2o24b
2ob3o15b2o5b2o$165bobo2bobo25bo2bobo15bo5bobo23bobo21bobo2bobo17b2obob
o31b2o3bo2bo16b2obobo13b2o8b2o18bo3bo53b2o9b2o196bob2o6bob2o7bo5bobo3b
obo5bo13bobo31bobo35bob4obo48bob2obobobo43bo2bobobobo2bo55b2obobobo4bo
bobob2o67bo6bobo47b2obo32bo4b2obob2o2bo19bobo11b2o32bo4b2o2bobo27b2obo
5b2o29b2o7bo11b2o22bobob2ob2obob2ob2o34bo3bo28b2o9bo3bo3b2o26bobo2bob
3o58bobo162b2o19b3o58b2o75bo9bo173bobo6bobo13bo77bo5b3o4b2o9bobo10bobo
37b2o130b2obo24bo4bo2bo4bo25bo110b2o208bo6b2o6b2obo43b2obobo6bobob2o
192bobo48bobo104b2o24b3obobo14b2o$2o16b2o16bobo20bo17bo5bo17bo65b4o29b
2o17bobo4bo23bobo24bo2bo26bo31b5obo17bobobo24bo23bo52b2o9b2o194b2o14b
2o5b2o4b3o3b3o4b2o10b2obo11b2o9b2o11bob2o10b2o20b8o20b2o31b3o3bo41bo3b
o3bo3bo60bobob2obobo72b2o6bo51bo33b3o2bobobob2o21b2o44b2o3bo6bo3bo2bo
20bobo38bo7b2o34bobo7bob2ob2o7b2o24b2o3b2o27b2o10bobo2bo2bo24b3ob2obo
4bo228b2o14bo59bobo28b2o44b2o8b2o175b2o4b2o14bobo75bo11bo2bo8b2o12bo
38bo131bob2o26b2o6b2o26b2o40b3o69bo206bo8bo6bob2o44bobo10bobo147b3o3bo
38bo4bo44bo4bo120bo13b2o$obo15bobo15b2obo18bobo15bobo3b2o13b2obobo19bo
15b2o3bo3b2o16bo2b2o2bo10b2o11b4o2b4o14b2o30bo23bo4bo18b5o34bo4bo18bo
2bo48b2o23b2o234bo15bo37bobob3o5bo4bo7bo4bo5b3obobo10bo6b3o3b3o20b3o3b
3o6bo27b4obob3obo36b4o3bo5bo3b4o55bo2b2o2b2o2bo128b2obobo34b2o3bo86bo
2bo15bob2o43bobo15b6o21bo2b4obo14bo72bo30bo4bo2b4o2bo228bo11b2obo2bo
56bo30bo43b2o8b2o163b2o12b2o23b2o4b2o42b8o16b3o9b2ob2o22bo36bobo196bob
2o26b2o10bo3bo61bo4b2o207b2o6bo5b2o4b2o42bobo10bobo146bo2bo3b2o37bob4o
44b4obo119b2o13bo$20bo18b3o15bobobo13bo2bo19bobo2bo17b3o14b2o2b3o2b2o
16bo2b2o2bo10bo11bo4b2o4bo17bo4bob2o43bo4bo8b2o8bo3bob2o32b4o20b2o73bo
bo235bo15bo38bo8bobo3bo7bo3bobo8bo9b2obo6bobo3bobo20bobo3bobo6bob2o23b
o3bo3bo3bo36bo6bo5bo6bo55b2obo4bob2o129bo2b2o29b4o2bob2o87bobo16b2obo
44b2o14bo3bo2bo21b2o3bob2ob2o11b3o101b4obo4b3o57bobo166b3o4b2o3bo2b2o
2b4o77b3o4bobo44bo9bo163b2o12b2o23b2o4b2o32b2o8bob4obo16b3o11bo24bo31b
2o3b2o133b5o58b3o2bo24bobo9bo5bo10b3o45b2obo57b2o161b2o4bo5bo42b2obo2b
ob2obo2bob2o130b2o12bo3b2o3b2o37bo52bo104b2o14bobob3o24b2o$2b2o14bo17b
2o4bo14bo3bo12bo5b3o2bo12bob2obo15b3ob3o14b3ob3o20bo2bo10bobo11bo3bo2b
2o2bo16b3o3b2obo17bo6bo18bo4bo5b2o2bo10bo3bo34bo48b2o4bo16b3obo21bo7b
2o20b3o7b3o194b2o14b2o36bobob3o5bo4bo7bo4bo5b3obobo7bo2b2o5b3o3b3o20b
3o3b3o5b2o2bo24b3o5b3o37bo6bo5bo6bo59bo2bo131bobo33bo2b2o2bo3bo2b2o25b
3o11bo3b2obo35bo59b2o21b2o3b2o23bo5bob2ob2obo8bo73b2obo27bo2bobo62bo
167bo6b2o3b2o3bo3b2o65bo10bo3bo3b2o44bo9bo175bobo25b2o19b8o10bobo8b8o
54b3o32bo8bo6bo99b2o20bo4bo59bobobo23bobobo7bo5bo9bo3bo43bo4bo35b2o19b
obo152b2o4b2o7bo5bo42bobobob4obobobo131b2o12bobo2b5o40bo48bo99b2o5b2o
15b3ob2o24b2o5b2o$3b3o12bo2b2o9b2obo2b2o2bo12b2o2bo2b2o11b2o5bobobo8b
2obo4b3o13bo5bo14bo5bo34b2o9b2obobo2bobo3bob2o13bob2o19b2obobo3b2o21b
2o7bob2o10b5o33bo51bo2bobo17bob2o20b2o7bo16b2o2bob2o7b2obo2b2o191b2obo
6b2obo38b2obo11b2o9b2o11bob2o8b2o4bo13b2o12b2o13bo4b2o20b2o5bob3obo39b
3ob3obo3bob3ob3o53b5o6b5o125b2o42b3obo2bo24bo3bo9bobob5o94bobo22bo28b
4ob3o3bob2o67bo10b2o4bobo2b2o21bo2bob4o60bo179b4o2b2o2bo65bobo7bo5bo
48b2o8b2o174bo24bobo21bob4obo12bo70b3o33bo5b3o4b3o100bo23bo2bo59bobobo
20b2obobob2o5bo5bo8bo5bo42bo3bo29b2o6b3o16bo2bo153bo5bo6b2o4b2o42bobob
8obobo146bo3b3o41b2o48b2o92bo6bo23bo8bo26bo$19bo13bobo4bob2o10bo4bo4bo
18bo2bo8b2obobobo3bo11b2o5b2o12b2o5b2o30bo13bo2bob2o5bobo2bo36b2o2bobo
4b2o7b2o18bo13bo4bo33b2o47b3o4bobo14bo35b3o13b2o2b2o11b2o2b2o191bob2o
6bob2o41bobo31bobo13b5o13bobo10bobo13b5o20b3obo5b5o7bobo30bo2bo3bo5bo
3bo2bo52bo16bob2o167bob2o25bo5bo9bo3bo2bo21b3o11b2o57bobob2o19bobo31bo
2bobo32b2o9b2o25bob4o6b2o5bo4bo21b5o4bo59bo180bo2bob2o68b2o8bo5bo259bo
23b8o116bobo5bo6bo103bobo21b2obo60bo2b3o17bo3bo3b2o6bo3bo9bo5bo8b2o33b
3o30bo5bo4bo10bo5b2o153bo5bo9b2obo43b2obo10bob2o197b2o40b2o94b2o7bobo
28b2ob2o22bobo5b2o$19bobo10bo3bo3bo3bo8bobob2ob2obobo11bo6b2o12bobo3bo
2bo9b2o7b2o10b2o7b2o29b2o13b2obo6bobobo43bobo2bo9bo2b2o4b8o3bo12bo2bob
5o79bo6bo16b2o36bo17b2o11b2o250b2o2bo27bo2b2o13bo4b2o13bo10bo13b2o4bo
19bo4bo6b3o8b2o32b2o15b2o53b2o3b2o4b2o3b2obo197bo5bo13bobo22b3o11b2o
23b2o33bobobo9bo9bobo28b3o3b2o34bo9bo25bobob3o14bo23b2o4b2o2bo2bo56b3o
182bo52b2o27bo5bo338b3o67bo6b2o5b2o103b2o18bo5bob2o58b2obo19b3ob2o10b
3o10bo5bo6bo2bo67b3obob4o10bobo4bo154b2o4b2o8bob2o46bo10bo201bo19b2o
19bo94b3o4bo3b2o28b2ob2o22b2o5bo2bo$4b3o26b2obo4bobo10bo4bo4bo12bo20bo
2b2ob3o11b2o5b2o12b2o5b2o15b2o3b3o8bo14bobobo6bob2o43bo14b2obo4bob4obo
4bob2o9b3o402bo7bo23bobobo5bo7bo5bobobo18b2o2bo7b2o5b2o8b2o5b2o7bo2b2o
18b3ob2ob2o16b2o110b6o7bo197bo5bo13b3o21bo3bo34bobo35bo11b2o7bo5bo25bo
38b3o11b3o21bobo19bo2bo19bo2b2obo2bobob2o56b3o181b3o53bo27bo3bo69bo4b
2o61b2o3b2o96b3o96b3o94b2o109bobo4bobo60b2o22bobob2o22bo3bo80bobo14b2o
227b2o8b2o199bo21b2o21bo93b2o2bo20b2ob2o10b2o2b2o27b2obo$6b2o11bobo12b
o2b2o2bob2o10b2o2bo2b2o11bob2o18b2o20bo5bo14bo5bo16b2o3bobo7bo13bo2bob
o5b2obo2bo31bo4b2o23bo3b8o4b2o2bo12bo6bo392bobo5bobo23bob2o4bobo5bobo
4b2obo21bobo7b2o22b2o7bobo19bo3bobo2bo28b2o3b2o15b2o15b2o10b3o38b4o2b
2o6b2o2b3o195b2o2bo3bo16bo21bo2bo35bo8b2o25bo2bo12bo6bo5bo64bo15bo22bo
44bo2bob3o2bo59bo184b3o81b3o65b2o2bobo3b2o62bo3bo37b4o56b3o97bo24bo11b
3o51b2o2bo2bo108bo2bo2b2o2bo36bo6b3o13bo25b2o25b3o82b2o2b3o236b2o12b2o
196bob4o36b4obo89bo4bo5bo16bo3bo12bobo28bo3bo$19b2obo11bo4b2o16bo3bo
12b2o3bo19b8o12b3ob3o14b3ob3o21b3o2b3o3b3o10b2obo3bobo2bobob2o13b2obo
14bobo2bobo2b2o18bo18b2o8b5o3bo2bo393bo7bo22bobo8bo7bo8bobo19bobobo2bo
30bo2bobobo18bo2bo5b2o27bo2bobo2bo13bo2bo3bo5bo3bo2bo9bo2b2o7b5o3b5o
16bo2bo14bo196bobo3b3o13b2o24bo2bo35bobo6bobo27bo10b2o7bo5bo103b2o44b
2o7bo396bo4bo68bobobo4b2o30bo4bo54bo3bo96bo22b2ob2o9b3o51bobo2b2o110b
2o6b2o35b3o47bo37b2obo70b2o2b3o235bo2bob2o4b2obo2bo195bo4bo36bo4bo88b
3o2b4o20bo3bo4b3o6bo27b2ob4o$7bobo12bo12b3o19bobobo16bobo18bo6bo14b3o
14b2o2b3o2b2o28bo4bo12bo2b2o2bo3bo10bob2o3b3o13bobo4b2o2b2o14b2obo7b2o
19bo4bo3bo2bo423bob2o25b2obo19b2ob4o30b4ob2o19bob9o27bob2ob2obo13b3ob
3obo3bob3ob3o9b2o2bo7bo2bobobobo2bo231bo16b2o4bobo35b2o25b2o8bo21bo5bo
10bo8bo109b2o50b3o58bo231bo14b3o90bo70b2obobob2o2bo29b3o4b2o154bo12b2o
8bo2bo11bo55b2o81b2o73bob3o3bo3bo38bo39bobo2b2o63bobo3b3o234bobobo10bo
bobo195bobo40bobo89b3obo4bobo18bobo41b2obo4b2obo$8b2o12b2o13bob2o17bob
o16bo2bo21b2o18bo15b2o3bo3b2o29b4o13bo4b2o4bo10b2obo4bo16bo23bo2b2o5bo
4bo18bob3o430bo31bo21bo38bo20b2o4bobo2bo10b3o13b2o2bobo2b2o12bo6bo5bo
6bo11b3o7bo2bobobobo2bo39b2o189b2o16b2o4b2o36bobo32bobo21bo5bo19bo2bo
106b2o50bo292bo13bo3bo88b2o69bobobobobobobo28bo6bobo52b2o3b2o94bobo10b
obo9b2o4b3o5bo56bo82bo72bo3bo4bo3bo36b2obo39bo4bo62bobob2ob3o234bobobo
3bo2bo3bobobo198bo38bo91bo3b2ob2obo21bo41bo3bob2obobobo$38bobo18bo18b
2o22b2o64b2o9bo16b4o2b4o22b2o36b2o8bo4bo17b2obo4bo426b2o31b2o20bobo34b
obo22b2ob2obob2o10bo2b2o10bo2bobo3bo14bo6bo5bo6bo21bo3bo3bo3bo17b2o2bo
13b3o2bo253bo32b2o22bo5bo20bo225b5o221bo2bo11bo5bo110b2o45bob2obo2bobo
2bob2o26bob2obo114b3o52bo2bo14b2o6bo20b2ob2o13bobobo13bob2o79bobo69bo
3bo45bob2o41bo27bo38bobob2ob3o235b2obo2b2o2b2o2bob2o195bo3bo38bo3bo92b
ob2ob2o3bo58bobobob2obo3bo$168b2o7bo22b2o21bo4bobo16bo28bo4bo18bobob2o
4b3o477b2o34b2o23bo3bobo2bo10b2o2bo10b2obob2ob2o14b4o3bo5bo3b4o17b4o3b
o5bo3b4o13bo2b2o6bo9b2o254b2o58bobo19bobobo223b5o237bo3bo111bo46bo3b2o
2b2o3bo2bo26bo2bobo2bo112bo54b2o22bobo17bo2bob2o14bo3b2o8b2obo2bo80b2o
68b3obo7b3o36bo11bo2bo29bo2bo16b2o2b3obob3o2b2o31bobo3b3o238bob2o4b2ob
o196b3ob2o40b2ob3o88bobo4bob3o22bo37bob2o4bob2o$177b2o19bobo2bo18bobo
5bo14b2o30bo2bo19bobobo4b5o535b2o2bobo2b2o13b3o10bo2bobo4b2o16bo3bo3bo
3bo21bo6bo5bo6bo14b5o4bobo4bo199b2o53b2o63bobo19b2obobo222b3o223b2o2b
2o11b3o78b2o30bobo44bobob2o4b2ob2obo31bob2obo112bo40bobo12bo42b2obo16b
obobo10b2ob2o95b3o55b3o46b2o11bo19b2o31bo4b2obob2o4bo33b2o2b3o235b2obo
bob4obobob2o192bo4bo42bo4bo90b4o2b3o21bobo40b4ob2o$198b2o2b2o19bo6b2o
15b2o26bobo2bobo16b2obobo3bob3obo535bob2ob2obo27b9obo17bo2bobobobo2bo
7b3o11bo6bo5bo6bo23bobo4bo198bobo51b2o2bo64bo22bobo213b2o237b3o39bo52b
o30b2o44bobobobob2ob2o4b2o27bobo6bo110b3o40bo59bo131bo58bo59bo4bo15b2o
bo30b5o5b5o34b2o2b3o235bobob4o2b4obobo193b3obo42bob3o87bo5bo4bo21bo2bo
40bo3bo$246bo28b2o4b2o20b2ob3o5b3o533bo2bobo2bo27b2o5bo2bo17bo2bobobob
o2bo7bo2b2o9b3ob3obo3bob3ob3o24bo9b2o193bo51b2o4bo40bob2o15b2o3b2o21b
2o214b2o235bob4o37b2o52bobo24b2o47bo2bo3bobo6bobo11b2o15b2o4b3o4bo149b
o36bobo20b2o130b3o66b3o46bobo2b2o14bo3bo27b3o6b3o6b3o30bobo242bobo2bo
2bo2bobo197b2o44b2o93bo2b2o25b2o42bob2o$17b2o16b2o26b2o6bobo53bo3bo19b
o153bo3bo3bo3bo533b2o3b2o28bo2bobo3bo18b5o3b5o7b2o2bo9bo2bo3bo5bo3bo2b
o14b5o12b3o2bo145b2o44b2o51b2obo3b2o38b2obo15bo2bo3bo14b2o220b3o15bo
218b2o2bo38b3o52b2o24bobo44b3obo2bobo2b7obo11b2o4b2o10bo4bo4b3o106b3o
40bo10b2o25bo19b2o2bobo243b2obo20bobobo2bo23bo3b2o2bo3bo2b2o3bo28b3obo
b4o24b2o211b2o10b2o205b2o13b2o13b2o99bo4b3o36bo30bo2bo$12b2o3b2o3b2o6b
2o3b2o3b2o18bobobo5bo3bo7b4ob4ob4o10b3o3b3o12bo3bo19bo153bob3obob4o
551b2o16b2ob2ob3o41b3o10b2o15b2o14bo2b2o17b2o145bo2bo100bobo2bo31bobo
22b6o15bobo219b3o232bo3b2o14b2o21b2o3bo59b3o16b2o43bo4bo5bobo2bo3bo17b
ob2ob2o7b4o4bo109b3o39b3o9b2o25bo18bo2bo2b2o195bo3bo64b3o2b5obo23b2obo
3b2ob2o3bob2o28bo5bo4bo23bobo216b2o206b2o2bo2bo12b2o12bo2bo2b2o99b2o
36b2o31b2o$3b2o3b2o2bo10bo2b2o2bo10bo2b2o3b2o9bo8bo3bo8bo2bobo2bobo2bo
31bo3bo18b2o154bo3b3o195b2o10b2o346b2o8b3o6bo4bo89b2o2bo8b2o127bo124bo
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2o26b3o171bo3bo64bo2b2o5b2o24bo2b4obob4o2bo29b2o6b3o26bo215b4o202bo2bo
4bobo26bobo4bo2bo95bo37bo2bo$bo3bobo2bobo2b6o2bobo2bobo2b6o2bobo2bobo
3bo7bobo7b2o8b3o2b3o2b3o2b3o6bo4bobo4bo9b2o3b2o175bobobob2obo186b2obob
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11bo7b2o200b5o4b5o25b5o4b5o199b2obobo16b3o18bo8bo56b3o6bo43b3o11bob2o
5b2o5b2o149b3o77b3o31b2o5b2o228bo2bo18b2o2b2o3bo25bo6b3o6bo36b2o28b2o
203b3o7bo4bo200bobobo5bo28bo5bobobo132bobo$o2bobob4obobo6bobob4obobo6b
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3b2o200bob2o19bo16b2o4bob4o45b2o16b3o46bo11bo5b2o20b4obob3o15b3o54b2o
55bo78b3o32bo6bo10bo170b3o46b2o20bobo5b3o23b15o271bo10b6o201bo2bob2o
34b2obo2bo134b2o$2o3bo2b2o2bo2b2o2b2o2bo2b2o2bo2b2o2b2o2bo2b2o2bo3b2o
7bo10bo7bo16bo6bo4bobo4bo5b5o5b5o13b3o155bobo2bo191bobo14bobo160bobo
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53bo2bo3b2ob2o4bobo12b2o2bobo176bo244b3o218bo43bo3bo48bobo24b2o37b2o
18bo21b2ob2obo16bo3bo53b2o55bo60b2o3bo2bo3b2o36b3o4b3o11bo241bobo7bo
28b5o62b3o211bo3bo7b4o205bo2bo11b2o8b2o11bo2bo131b2o$8b2o5b2o2b2o5b2o
5b2o2b2o5b2o15bo10bo7b3o12b3o8b3o3b3o27bo4bobo4bo153bo2b2o191b2o3bob2o
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112b6o7bo2bo14bo4bo406bo15b3o217b2o41bobo3bob4o44b2o24bobo50b3o3bobo
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216bo4bo5b2o2bo8bo2b2o5bo4bo$2o3bo2b2o2bo2b2o2b2o2bo2b2o2bo2b2o2b2o2bo
2b2o2bo3b2o5bob2o7bob2o8bo12bo46bo4bobo4bo152b2o34b2o41bo10bo37bo32b2o
33bo3b4obob2obob4o3bo156b2ob4o42bobo60b2o5bobo68bob3obob4o63bo6bo5bo6b
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35bobo30bobo34b3o3bo8bo3b3o156bobobo2bo43b2o10b2o55b2o70bo3b3o67b4o3bo
5bo3b4o15b2obo6b4o6bo45b3o9b3o52b2obo8bo2bo14bo2bo3bobo418b2o311bobo
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2o18bo3bo3b6o213b3o4bo2bo2bo2bo4b3o$bo3bobo2bobo2b6o2bobo2bobo2b6o2bob
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10bo2b2o3b2o10b2o9b2o6bo16bo6bo4bobo4bo8bobo3bobo12bo3b3o188b3obob2o
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52b3o3bobo52bobo74b2o2bo2bob2o66bo2bobobobo2bo28b2o2b2o31bo6bobo35bobo
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9b2o3b2o207bo4bobo19bobo44bobo13b2obo6bo23b2obobo7bo25bobo2bo2b8o2bo2b
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2ob2o9bo3b3obo2bo2bob3o241b2ob2o2b2ob2o42bo97b5o342b2o41b2o5bo11b2o
379b2o13bo184bo49bobo8b2o5bo5bo2b2o166b2o13bo6b3o35b2o197bo4bobo18bobo
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o10bo3b3o8b2ob2o3bo10bobo13bobobobobobo27bo8bob2ob2obo17bo3bo3bo6bo3bo
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2bo20bo4bobo55bobo4bo20bo2b3o3bo5bobobo5bo2bo11b2o2bob2obob2o4bo241bob
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11ob6o2bo33bob2o202bobo18bobo$82b4ob4ob4o10b3o3b3o12bo3bo13bo193bobo4b
4o15b2o2b2o8bobobobob2o6b2obobobobo8b2o2b2o13bo2b2ob2o38bobobob2o18b3o
6b4o6b3o151b2o4bo15bo31bo3bo5bo7bo37bo8b2o8bo4bo2b2o59b2o109b2o3bobo4b
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2bo235bob2o3bo2b2o2bo46bo102bo334bo4bo47bobo58b3o344bobo238bo9bo2bobo
8bo166bobo2bo7bo3bo2bo35bo207bo20bo$127bo3bo13bo190b2obobo2b2o4b2o14bo
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2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o22b2o3bobo2b
2o45bo2bo58bo3bo344bo238bo2bo4bobobob2o9b2o164b2ob2o4b2o3b2o2b4o8bo29b
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13bo2b7o22b2o6b2o33b6o4b6o153b2obo6bobo8b2o37bo3bo2b3o39b2o3bo6bo5bo4b
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4b2o4b2o4b2o4b2o4b2o4b2o22b2o4bo47bo63bo5bo582b2o8bob3o176bo4bo3bobo
18b2o24b2obo7b2obo2bo3bo2bo2bo$163b2o95b2o5b2o71b2obob3ob2o2bo11bobo4b
o3b2obo2bo9bo4bo3bo2bob2o3bo4bobo14b2o4bo2bo21bobo4bobo34b4o6b4o157bo
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3o33bo8bo2bo22bo2b2o3bob2obobo50b2o58bo2bobo4bobo2bo19bo28bo63b6o4bobo
40bo106b3o376b2o6b2o62bo5bo10b2o577bo3b2o179b2ob2o3b2o6bo9b4o25b2o10bo
b3obo2b7o$164bo95b2o5b2o73b2obo5b2o13bob3obo6bo3bo3bo4b3o5bo3bo6bob3ob
o17b2o4b2o23b2o10b2o199b2o11bobo30bo5bo3bo5bo5bo36bobo19bobobobo178bob
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14b3o10b3o18bobo29bo58b2obo2bo3b3o2b2o39bobo104b3o376bobo2b3o64bo5bo
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163b3o3bo2b4o17bob2o6bo4bo12bo3bo4bo6b2obo19bo3bo3b2o20b2o10b2o213b3o
30bo4bo5bo4bo5bo4bo30b2ob2ob2o8b2o6b2ob2o180b2o4b2o28bo5bo45bo5bo42bo
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2bobobobobo162bo2b3o7b2o15bob2o6bo4bo12bo3bo4bo6b2obo20b7o2bo25bobo4bo
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2o6bo9b4o7bo29bo2bo3bo7bo2bobo$6bo20bobo11bo2bo15bob3o28bo2bo36bo2bo
28bobobobob2o166bo2b4ob2o2bo12bob3obo6bo3bo16bo3bo6bob3obo23bo2bobo24b
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23b2o26b2o3b3ob2obob3o3b2o37b2o3b2o28b2o73bo145b2o8b2o4b2o11bo3bo6bobo
89bo2bo89b2o5b2o6bobo11b3o827bo4bo3bobo18b2o27bo8b4o2b2o3b2o4b2ob2o$6b
2o19bo10b4o2b4o12b2o32bobo35b2o2b2o27bo3bo2bo88b2o3b2o75bo4bobobo12bob
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bob2obobo87bo2bobo2bo73b2ob2o3bob2o11bo2b4o3bobobobob2o14b2obobobobo3b
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107bo226bobo13bobo$3b2obo4bo13bobob2o25b2obo33bo72bobobo2bo3bo85bobo
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3o6b3o25b2obob2o3bobo81b3o3b3o77bo2bo17bobo10bo3b2o12b2o3bo10bobo23bob
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10b2o27bobo5bo169b2o18bobo44bobo24bobo34bo2b2o210bobo29bo7b2o2bo3bo7bo
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18bobo3bo4bo76bo25b2o13b2o$2bo3b3o2b2o11b2o13bo6bo9bobo3b2o4b2ob2o8b2o
8b3o6bo24bo2bo12bo2bo24bobo3b2o4bo186bo46bo26bo32bobo216bo37bobo3b3o
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bob2o6bobo4bo3bo8b4o4bob3o3bo2bo32b2o3b4o38bobo61bo145bo5bo9bo4b2o4bo
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2o4b2ob2o76b2o25b2o$3o2b2ob2o14bo2bobo9b3o2b3o8b2ob2o4b2o3bobo9b4obo8b
o3b2o24bo2bo12bo2bo25bo4bo4b2o72bo4b2o7b2o4bo200b2o255bo48b2o3bo4bo13b
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2b2o9bob2o5b2o66bobo11bobo4b2o88b2obobobobob2o3bo71bob2obo36b2obo11bo
34bobobobo29bobo17bobo11b3o3b3o11bo3bo3bobo218bo9b2o90b3o51b2o2b2o4b2o
4b2obo64bo49b2o103bo35bo2bo3bo7bo2bobo64b2o9bob3o25bo$4bo4bob2o12bobo
13b4o19bo3bo2bo9bobo2b3obo4bo28b2o18b2o33bo67b2o4bo2bo2b2o7b2o2bo2bo4b
2o226b4o6b4o209b2o10b2o40bobo16b2obo389bobo38bo3bo8bobo79b2o7bobo9bob
2o13bo2bob2o8b2o3b2o2bo2bo6b3obobo5b2o4b2o2bo32bobo2b2o32bobo2bo62b3o
144b2o4b2o8b2o2b2obo10b2o89b2o4bo93bobo3bobobobo69bobo6bo35bob2o10bo
33b5ob3o21b2o7b2o17b2o11bo3b3o3bo9bo5bobo2bo217bobo2bo97b3o52bo3bo5bo
4bob2o40bo22bobo41b2o5b2o99b2obo33bo2b6ob11o2bo64b2o13b2o$5bobo2bo13b
2obob2o37bobo19bo4bob3o2bobo17b3o20bobo30bobo4bo61b2o3bo3bo15bo3bo3b2o
225b6o4b6o220bobo32b2o5b2o17b2o12b2o376bo3bo36bobobobo8bo40b2o12b3o3b
3o16b2obo6b3o9bo16b2obo3bo17b2o7b2o4bo6bobo4b2o32bobo38b4o3b2o207b2obo
6b2obo7bo26bo48bo29bobo4b2o87bo2b2obobob2o70b2o4b3o40b2o8b2o21b3o8bo3b
o2bobo21bo39b2obo3b3o10bo5bo2b2ob2o101bo113bo2bo153bo3bo5bo9b2o38b3o
20bob3o40bo106b2o35b3o6bo13b2o77b2o25bo$5bobo17bobo14b2o24bob2o13b2o3b
o8bob4o43bo30bo4bobo65bo3bo15bo3bo229bob4obo2bob4obo221bo31bobo31bo6bo
378bo3bo36b2ob2o42b3o5bo13bobo3bobo15bo2b3o16b2o18bobob2o29b3o7bobobob
o33b2o8b2o31b2o6bob2o203bob2o6bob2o4b3o26bobo47b3o28bo2bobo2bo85b2o4bo
bobo73bo4bo42bo32bo11b3o3bobo21bobo41b2obo12bo5bo3bobo102b2o113b2o100b
3o51b2o2b2o4b2o8bo42bo16b2obo4bo39bobo125b3o16bob3obo2b7o83bo25b2o$8b
2o13bobob2o34bob3o17bo6b3o8b2o42b2o36bo67b3o17b3o228b3o6b4o6b3o211b3o
5b2o30bo18b2o12bobo6b3o376bo3bo5bo27b3o3b3o40bobo6b3o10b3o3b3o14bobobo
38bobobo41bo4bo33b3o7bo36bo2bo2b2o221bo28bobo50bo24b2obob2obobobo90bo
3bo74b4o44bo8b2o22bo12bob2ob2o22b2o11bobo22bob2obobo14bo3bo4bobo102b3o
215bo58bob2o11bo15bo24b2o16bobobobobo34b2o4b2o116b4o4bo18b2obo2bo3bo2b
o2bo108b2o13b2o$9bo13b2o2bo10b4o2b4o15b2o56b3o59b2o4bo4bo308bo3bo3bo6b
o3bo3bo249b2o18b3o11bobo8bo130bo246bo3bo2b2ob2o24b2o7b2o39b3o8bo32bobo
bo40bo2bo42b4o35bobo3b2obo20b3o13bobo254b2ob3o47b2o27bo5bobo90b2o3b2o
120b2o9bo36b4o36bo2bo22b2ob2o18b3o6bo105b2o214bo52b2o4b2obo10b2o15b3o
7b2o33bobob2o4b2o30bo121b6o3bo3bo18b2o94bo25b3obo9b2o$9bo17bobo11bo2bo
21b2o24bo27b2o61bo4b2o3bobo57b3o17b3o227bobo2bo2b8o2bo2bobo272bo9b2ob
2o50bo86bobo3b2o241bobo4bo2bo23b3obo3bob3o80b3o2bo42b2o19bo25bo37b2o3b
ob2ob2o16bo3bo13bo261bo62b2o8bo2b3obobo215b2obo10bo20b2o16b2o37bo3bo
28b3o124b2o2b2o213b3o52bo8b2o4b2obo20bo6bo33bobo8bo31bobo119b6o3bo2bob
o113b2o25b2o$28b2o11bo2bo18b3obo24bo24bo2bo66bo5bobo56bo3bo15bo3bo227b
2obo14bob2o271bob2o7bo6bo47bob3o82bo2bo3bo243bo6b2o23b2o3b2ob2o3b2o68b
2o10bob2o50b8o5bobo26bo45bo17b2ob2o6b2o40b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o33bob2o20b2ob3o62bobo11b2o2bob2o214bob2o10b2o19bobo54bo2bo
28bo3bo27bo95b2o7bo263bo10bo4bob2o19b2o4bobo34bo7bobo32b2o130bobo2bo
97b2o13b2o25bo$63bo27b2obo22bo2bo65bobo3b2obob2o48b2o3bo3bo15bo3bo3b2o
225b4ob6ob4o264b2ob2o6b2o8b2ob2ob2o52bo2b2o77bobob2obo275b3o2b2ob2o2b
3o63bo4bo12b2o10bo33b2o3b3ob4ob3o3b2o26b2o45bobo26bobo4b2o33b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o31b3ob2o20b2obo64bo10bob3o5b2o249b3o
54b3o27bo5bo24b3o103bo215b2o47b2o8bo9b2o23b2o43b2o28b2o125b4o7bo3bo97b
2o9bob3o$90bo3b2o20b2o69bo3bo2bobobo48b2o4bo2bo2b2o7b2o2bo2bo4b2o222b
3o3bo8bo3b3o260bobobobo19bobo48b2o3bo2b2o78b2obobo113b2o54b2o106b2o9b
2o3b2o29b2o8b2o17bobo4b3o10bo10b2o31bo2bobo12bo78b2o28b2o3b2o227bo94bo
bo9bob2obo3b2o34b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o52b2o8bo75bo
5bo23bo106b3o213b2o57b2o8bo58b3o38b2o124b6o10bo110b2o$89bobo22bobo74b
2obo3bob2o52bo4b2o7b2o4bo228bo3b4obob2obob4o3bo259bobo3b3o13b4o2bo47bo
4bo159b2o9b2o30b2o54bobo20bob3o20b3obo56b4o3b4o4b2o29bo2b6o2bo16bo3bo
5bo20b2obo30bo2bobo2b5o2b2obo106bob2o233b3ob2o89b2o15bo2bobo33b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o52b2o8b2o10b2o62bo5bo23b2o370b2o19bo
12b2o42bo3bo54b2o2b2o103bo4bo7b3o111bo51bo5b2o$89bo2bo20bo78bobob2obob
o302b2o3bob2ob2ob2obo3b2o258b3obobo4bo5bo6bo3b2o49b4o84b5o67b2obo11bob
o21bo51bo12b3o18bobo7b2o8b2o7bobo57bo5bo38b2o6b2o18bo3bo24bo2b3o30b2o
2b3o8b2o107b2ob3o38b2obo10b2o19b2o63bob2o91bobo28bo33b2o41bo5bo241b2o
4bo2bo8bo2bo9b2o63bo3bo348bo48bo18b2o12b2o14b2o25bo5bo53b2o2b2o104b4o
173b3o4b2o130b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$90b2o21b2o
77bo2bo3bo305bobo14bobo258bo3bob2ob3o5bobo6b3o139bo4bo66b2o2bo2bo8bo
18b4obo49bobo12b2o19bo7bo12bo7bo58bo5bo35b3o10b3o16bo3bo22bobobo33bobo
4b6o114bobo37bob2o11bo20bo63b2obo91bobo26b3o33bo43bobo244bobo3bo2bo9bo
bo75b3o348bobo46bo9b2o4b2obo30b2o25bo5bo74bo89b2o173b2ob2o135b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$190b2obobobobo60b3o3b3o236bobo14b
obo258b2o2bo4bo8b2o8bo51b4o85b5o71bobo27b3obobo49bo11bobo17bo4bo8bo6bo
8bo4bo97bo2bobo4bobo2bo17bo3bo20bobobo34bob2obo7b3o113bo35b2o14bo20bo
160bo26bo37bobo43bo38bob2o6b2obo42b2o149bo3bo12b2o329b3o21b2o71bo2bo
46b2o8b2o4bob2o57bo5bo73bobo82b2o10b2o$189bobobobobo2b2o61bobo238b2obo
bo10bobob2o262b3o20bobo48bo4bo79bo2bobob4o71bo33bobo55b2o2bobo18b5o5bo
3bo6bo3bo5b5o98b2o4b2o4b2o19bobo19b3o2bo34b2o2bobo3bob2o2bo113b2o34bo
15b2o19b4o59b5o4b2o102b2o10bob2o31bo5bo41b2o38b2obo6bob2o42bo19bo130b
2o2bo220bo121bo3bo19bo2bo69bo2bo76bo48bo3bo28b2o44bobo82bobo2bo2bo2bob
o166bobobobo$190bo3b2ob2obo58bo3bobo3bo238b2o10b2o268b2o6b2o12b2o35b2o
b2o9b2o3bo2b2o74b4obo5bo105bo47b5o4bobo2bo24bob4o3bo6bo3b4obo137bo21bo
b2o34bo2b2o2bo3b2obo108b2o43bo38bo58bo4bo5bo93b2o5b2obo9b2o2bo30bobo2b
o15b2o70b2o2b2o4b2o38bobo10bo7bobo120b2o5b2o3bob2obo109b3o105bo120b2ob
2o19bobobo147bobo48b3o29b2o43b2ob3o78bobob4o2b4obobo305b2o4b2o4b2obo6b
2obo13b2o40b2o$200bo59bo2bobo2bo529bobo49bobo3bo11bo2b2o79bo2bo2bo69b
2o33b2o46bo4bo5b4o4b2o16bo9bo10bo9bo157b2o35bobo2bobobo113bo43b2o14b2o
17b3o60bo2bo8bob2ob2obo85bobo7bo6bo4b2o32b2o3bob2obo9bobo70bo2bo5bo39b
2o11b3o6bo122bo4bo2b5obob3o106bo3bo103bo146bo2bo68bo2bo75b2o114b2o16bo
77b2obobob4obobob2o165b2ob2o136bo5bo4bob2o6bob2o14bo40bo$64b2o25bo2bo
40bo64b2o59b2o3b2o74bo9bo22b2o26b2o20bo2bo15bo32b2o320b2o48bo4bo2bo5bo
b3o81b3o2bobobob2o66b2o33b2o45bo2bo9b2o7bob2o12b2o13b2o13b2o158bo34b2o
b2o2b2ob2o113b3o42b2obo11bo6b2o8bo2bo60bob2o9bobobob2o87bo6b3o5b5o34b
2o5b3obo10bo69bo4bo5bo54bo16bo110bo3bo2bobo3bobo4bo79b2o23bo5bo253bo
69b2o140b2o49b2o10b2ob3o81bob2o4b2obo120b2o40b2o4b2ob2o135bo5bo3b2o4b
2o2b2o18bobo36bobo$20b3o3b3o36bo7bo17bo2bo40bo205bobo7bobo21bo28bo17bo
2bo2bo2bo11bobo31bobo315b2o53b7o7bo84bo2b5ob2obo60b2o14b3o22b2o5b3o16b
2o16bo2bob2o14bo2bo2b2o27b2o335bo42bob2o10bo7bobo2b2o3b2o59b2obo5bo7bo
93b3o10b2o4bo35b2obo2b2o11bobo69b2o2b2o4b2o53b2o14b3o109bob7o2b2o2b2ob
3o81bo23bo5bo250bobo62b3o141b2o4bo24b2o36b2obo80b2obo2b2o2b2o2bob2o
117b2o39bobo6bo137b2o4b2o2bo5bo3bo20b2o36b2o$65bobo3b3o16b2o2b2o39bo3b
o202bo9bo24bo24bo18bob3o2b3obo11bo34bo314bobo5b2o148bo4bo65bo14bobo28b
o3bo14b4o14bobobo5bo11bobo410b2o4b2o8b2o3bo4bo3bo65bobo4bobo98b2o3bo
10bo2b2o37bobob3o2bo8b2o68b2o6b2obo15bo54bo112bo8bobo3bo2bo44b3o33b3o
24bo5bo89b3o225bo89b3o48bobo5b3o20bo2bo118bobobo3bo2bo3bobobo159bo146b
ob2o5bo5bo3bo$18bo4bobo4bo29b2o4b2o2bo17b3o4b3o36b2o3bo236b4o20b4o18bo
8bo12bo30b4ob2o2b2o308bo7bo49b2o99b3obob2o62bobo12bo2bo26bo5bo12bo2bob
o14bo2bo4bobo11bo30bo6bo373bo5bo14b5ob3o65bo2b2o2bo2bo14b2o9b2o70bo2b
4o10bobo37bobo5bo27b2o53bo6bob2o15b3o45b3o4b2o110b2obob4obobobobobo45b
o2bo32bo27bo3bo198b2o95b2o19b3o88bo3bo48bo8bo21bobo118bobobo10bobobo
306b2obo4b2o4b2o2b2o$18bo4bobo4bo30bo7bobo61bobo3bo120b2o5b2o75bo5bo
24bo4bo18bo4bo39b3o28bo4bobo2bo307b2o8b3o45bo6b2o95bobobo2bo61b2o3bo9b
obo22b2o3bo3bo12bobo2b2o17b2o2bo2bo5bo35bo8bo373bo5bo8b2o7bobo67b2o6b
2o15bo10b2o70b2obo11bobobo36bobobob2obob2o24bo53bo5b2o4b2o16bo164bo4bo
5b2obobo45bo3bo61b3o89b2obobo10bo93b2obo89b2obo2bob2o105bo5bo69b2o8bo
120bo2bob2o4b2obo2bo311b2o4b2obo6b2obo$18bo4bobo4bo30bobo5bobo58b5o4b
2o119b2o5b2o68bo5bobo3bobo5bo17b5obo16bob5o55bo12b2o2b2obob2o321bo45b
2o4bo2bo28b2ob2o67b2o4b2o59bobo9bo3b2o18bobo3b3o12bobo27b2o4bobo5b2o
17b2o9bo8bo9b2o361b2o4b2o9bo3b3obobo90bobo4b2o79bob2o6b3ob2o38bo2bobo
2bo28b3o50b2o4bo5bo7b2o7b2o11bo30b2o118bo2bobo3bobo4bo48bo2bo38bo6b3o
18b2ob2o82b3o2b2o9b2o96bo34b2o52b2o2bo4bo105bo5bo25b2o42b2o16bo113b2o
12b2o313bo4bob2o6bob2o$20b3o3b3o27b2o4b2o6bo16b3o6b3o40bobo194bobo4bo
2bobo2bo4bobo14b2o3bo2bo16bobobo2b2o29bo23b3o4b2o3bo2b2o3bobo403bo3bob
o63b3o8bo60bo2bo12bobo18b3o16b2o36b2o5b2o17bo2bo7bo8bo7bo2bo363b2obo
10bo3bo2bob2o91b2o4bobo2b4o73bobo6bo3bo41b2o4bobo29bo48b2o7bo5bo7bo20b
3o28bo4bo114b2obob2ob2obo2bobo48bobo11b2o25bobo4bo3bo14bobob2obo81bo2b
o2b2o8bobo5b2o86bo17b2o18bobo56bo100b2o7bo5bo25b2o14b2o43b2o13bobo99b
2o8b2o314bo3b2o4b2o2b2o4b2o$36bo20bo7b3o18b2o10b2o40b5o192bo5b2obobob
2o5bo14bo2b3obob2o14b2o2bob2o2bo23b2ob2ob2o5b3o16bo2bo2bobob2o2b2obobo
374bo2bo24bo2bo4bo48bo22bobo61bobo14bo19b2o16b3o62b3o8bo6bo8b3o364bob
2o10b2o2b2o102bobobo4bo71b2obobo4bobobo47bo4b2o75bo6b2o4b2o7bobo18bobo
15b2o11bo13b2o107bobobobobo3bo63bobo24bobo3bo5bo12bob2o87bo2bob2obo14b
obo86bob2o12bobo20bo12b2o43bobo97b2o8bo3bo42b2o43bobo13b2o99bo10bo314b
2o2bo5bo3bo5bo$18b3o7b3o3b5o18bobo5b3o15bo2bo12bo2bo240b2obobob2o20b2o
bobobo9b2o5bo3b2o2bob2o20b2ob3obob2o5bo15b2ob4o2bobo4bo4bo375bo2bo6b2o
17b7o49b3o20b2o62b3o14b2o16bobo12b3o3bobo578bobobobobo75b2o3b2ob2o46b
2o4bobo11bobo60bo9b2obo10b2o20bo15b2o12bo2bo9bo108bo2b2obobob2o66bo23b
2ob2o2bo5bo10b3o3bob2o83bo3bobo18bo88b2o12bo20bobo12b2obo22bo2bob2obo
2bo118b3o104bo16b2o79b2obo10bob2o117b3o3b3o190bo5bo3bo5bo$12b3o2bo4bo
3bo4bobo5bo12b2o4b2o9b2o12bo2bo12bo2bo27b5o209bobobobo24bo2bob2o2b2o3b
obo4b2obobo2bo23b2o3bo10bo15bobo4b2o3b3obob3o376bo2bo5bo2bo75bo6bo87b
2o17b2o2bobo12bo3bo3b2o21b2o6bo31b3o8bo6bo8b3o401b2o86bobob2o4b2o132bo
9b2obob2o60b2o8bob2o64bo8bobo107b2o4bobobo40b2o17b2o7b2o24bo2bobo5bo9b
o3b3o3bo84bo4bobo16b2o101bobo18b2o17bo21b4ob2ob4o153b2o78bo8b2o80bobob
8obobo118bo2bobo2bo189b2o4b2o2b2o4b2o$17bo4bo3bo4bobo2bobobo12bo7b3o5b
obo10b2o18b2o21bo3bobo16bo14b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o24bo
3bo25b2obobo9b3o3bo4bob2o22bo3b2ob3ob2o3bobo16bob2o8b2ob2o378bo2bo4b2o
b2o19b2o53b2o6bo24b2o61b2o17bobo2bo12bo5bo25bobo6bo4b2o23bo2bo7bo8bo7b
o2bo21b2o43b2o42bo2bo271b2o4b2o6bobo22bo62bobo8bo129bo2b2o5b2o3bobo
150b2o114bo3bo39bobo17bobo32bobo3bo3bo11b3o3b3o70b2o6b2o6bo3bo122b2o
34bo24bo2bob2obo2bo117bo34bobo4b2o71bobo89bobobob4obobobo117bo3bobo3bo
38b2obo3bob2o135b2o4b2obo6b2obo$10bo4bobo4bo3bo4bobo4bobo12bobo5b3o7bo
8b3o20b3o19bo3b2o7b5o4bobo13b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o56bo
bob2o14b2obobo25b2ob2o2b2ob2o4bo16bob2ob3o398bo15b2o6bo85bo82b4o14bo3b
o27b3o3b3o3bo2bo2b2o18b2o9bo8bo9b2o20bobo43bobo40bo4bo47bo222b2o12bo
22b3o63bo7bobo124b2obobo9bo2bobob4o262b2o3b2o12b2o24bo21bo29b2obob2o3b
3o14bo2bo73bo2b2o2bo2bo6b2ob2o158bob2o43b3o102bobo33bo6bo72bo2bo87b2ob
o2bob2obo2bob2o116b4o3b4o38bo2bo3bo2bo135b2o4bob2o6bob2o$10bo4bo19b2o
2bo8b2o4b2o9b2o4b2o52bo3bo11bobo3b2o196bo3bo25b2o2bobo16bobo2b2o23bo2b
o5b2o21bo5bo2bo381b2o4bo2bo21bo2bo4b2o64b2ob2o13b2obo62bo20b2o16b3o5b
2o22b2o9bobo4bo2bo26bo8bo31bo47bo40bo5bo27bo255bobo19bo49b3o22b2o125b
2ob2o12b2o2bo3bo88bo193bo23b2o21b2o28bobobo2bo11b2o9b2o73bobo4bobo8bo
162b2o43bobo98b2obobo33b2o7b3o30bob2o36b2o89bobo10bobo118bo7bo40b3o3b
3o$10bo4bo2b3o7b3o18bo7b3o5bobo56b2o3bo12b2o3b2o195bobobobo24bo3bobo
16bobo3bo24b2o5bo2bo20b5obo2bo213b2o121bo6bo37bo6b2o15bo65b2o13bo3bo
14bob2o5b2o53bobo45b2o20bobo11bo5bobobo26bo6bo27bob2ob2o4b2o33b2o4b2ob
2obo38b2ob2o25b2o16b3obo235b2o19b2o47bo3bo10b3o138bob3o11bobo2bo86bo4b
o43b2o143b3o42b2o35bo3b2o11bobo82b2obo5bo18b2o197bobo97bobobobobo16b2o
24bo28b3ob2o10b2o115bobo10bobo138b2o$12b3o34bobo5b3o7bo12b3o20b3o17bob
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2obobob2o21b2o2bobob2o14b2obobo2b2o16bo4b2ob2o2b2ob2o27bob2o213bo119b
3o4b3o38b2o19b2ob2o4bo2bo51b2o3bo14b3o15bo4b2obo2bo43bo8bo2bo2b2o40b2o
15b2o2bobo15b2obo2bo62b2obo2bo3bobo8b3o11b3o8bobo3bo2bob2o35bo7bo23bob
2o14bob2o306bo5bo8bo3bo137bobobo11b2o3b2o85bo5bo33b2o6bobo143bo44bo36b
obobo14bo85bob2o21bobo97bobo196bo4bob2o16bo53bo16b2o114b2obobo6bobob2o
137b2o201bo50bo$4bo45b2o9b2o4b2o13b2o18b2o16b5o18bo2bo3bo13bo9bo5bobob
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9bobob2o2bo14bobo3b2ob3ob2o3bo19b2o3bobo2bo32b2o4b2o4b2o4b2o4b2o4b2o4b
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4b2o4b2o4b2o4b2o15bo29b2o3b2o84bo6bo62bo2bo5bo2bo51bo2bo8b2o14b2o6b2ob
4obob2o2bo41bobo11bob2o40bo16bobo2bo16bo2bo33b2o35bo3bo11b3o11b3o11bo
3bo40bobob3o2bo21b3o2bo13b2obo306bo5bo7bo5bo135b2ob2o99bo4bo18b2o20bo
6bo183b2o6b3o34b2o2bo13b2o84bo2bo23bo96bo200b3obo20b3o51b3ob2o43b2o84b
obobo2bobobo341b3o50b3o$2b5o3b3o40b3o5bobo19bo2bo12bo2bo40bo3b4o12bo9b
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2bobob2o4bobo3b2o2b2obo2bob2o15bo10bo3b2o20bo4bobob2o32b2o4b2o4b2o4b2o
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2o4b2o4b2o4b2o4b2o4b2o4b2o15b5o24bo2bobo2bo83b2o5b2o38b7o17b2o6bo2bo
52bob2o7bobo20bobo4bobo3b2o43b2o9b2o43bobo16b4o4b2o8bo4bo19b2o13b2o13b
2o19b2obo3bo12b2o7b2o12bo3bob2o40b2obob3o24bobobo10bob3o6bo219b2o19b2o
49b2o7bo5bo7bo5bo134bo2bo100bobo5bo2bo13bo20bo6b2o183b2o8bo37b2o100bo
4bo20b2o96bo2bo120bobo75bobo22bo53bobo44b2o84bobob4obobo340bo3b2o46b2o
3bo$bo5bobo4bo38b3o7bo19bo2bo12bo2bo9b2o49b2o8b2o2b2obo5bo11b2o20b7o2b
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24bo2bo40bo8b4o4bo7bo20bob2o2b2obob2o102bobob3o12b2o7bob2o4b5o20bo9bo
10bo9bo19b4o3bo12b2o7b2o12bo3b4o73bobobo20b2o219bo19bobo48b2o8bo3bo8bo
5bo135bobo101bo6b3o5b2o8b3o17b2o341b5o118bobobo19b2ob2o95bobo76bo77bob
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10b2o12b2o35b2o26b2obo2bo3bo20bo10bo7bobo8b2o2bo5bobobo2b2o14b2o15bo6b
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200b4o23bo15bo126bobo3bo69b3o5bo4b3obo5bobo19b2obobob2obo2bo103bob4o
17bo2bo2b2o32bob4o3bo6bo3b4obo25bob3o12b2o7b2o12b3obo43b2obob3o26bo2b
3o9bo7b2obo22bo66b2o46b2o17b2o57b3o22bo12b2o45b3o10bo3bo137bo117bo11bo
484bo2bo19bo3bo95b3o155bo135b4o343bobo3b2o25bo2bo16b3obobo$obo4bobo4bo
34bobo5bobo27b3o6b3o21b5o24b2o12b2o8b2o5bobobo3bo17b3o9bo2b2o3b2ob2o8b
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5b3o26b2obo6bob2o59b2o27b2o3b2o28bo37bo2bo20b2obo15bob2o73b3o4b3o39b2o
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5o5bo3bo6bo3bo5b5o17bobo3b2o4bo25bo4b2o3bobo19b3o17bobob3o2bo26b2obo
17bo2b3o20bobo4b2o55b2obobo46b2o17b2o57bo22bobo6b2o4b2o59b3o257b3o371b
2obo119b2o21b3o110bo2bob2obo2bo148b2o2b2o109b4obo2bob4o337b2obo2b3o24b
2ob2o17bo2bob2o$bo2b2o43bobo7bo52b4o3bobo42bo9bo5bo2bo3b2o12b2o2bo11bo
b2o4bo3bo9bob2o2b2obobo6bo10b2o5bo14b3o2bobobo17bo24bo9bo22b5obo16bob
5o57b2obo4bo34bob2o6b2obo56b2o2bo27bobobobo28b3o57bo2bob2o13b2obo2bo
154b2o6bo36bo2bob2obobob2o19bobo5bob3o4bo5b3o93b2o30bo11bobo19bo4bo8bo
6bo8bo4bo20bob3o2b2ob2o21b2ob2o2b3obo21bo20bo7bo28b2o17bobobo22bobo4b
2o8b2o44bobobo48b2o17b2o80b2o59bo276bo371bob2o255b4ob2ob4o148b2o2b2o
109bo2b2o4b2o2bo168b2o5b2o163bobobo27bo22bo$10b3o37bo2b2o4b2o51bo3bo2b
2o42bo9bo7bo19bo4bo10bo3bo4b2obo10bo6bobob2o2b2obo12b3obo17bobo2bo12bo
29bobo7bobo21bo4bo18bo4bo16b3o40bo2bob2o38b2o2b2o13b2o16bo28bob2o13b2o
2bo12bobo12bo2b2o16bo48bo7b2obo5b3o3b3o5bob2o160b2o37b2obob2o2b2obo20b
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2o29bo17bobobo21b3ob2o13bo44bo2bo2bo47bo19bo140bobo28b2o876bo2bob2obo
2bo169b2o274b2o5b2o163bobobo48bobo$47b3o3bobo32b3o4b3o17b2o2bo43b2o8b
2o7b7o12bob4o9b2ob2o3b2o2bo13b4obobobobo2bobo8bob2o2bobob2o11b4obo16b
2o2bo25bo9bo23b4o20b4o19bo12bo8bo18bob2obo39bo4bo13bobo13b3o27bo17bo2b
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20bobo7b2obo137b2o34bobo7b2o8b2o7bobo19b2obo3bo35bo3bob2o18bo2bobo15bo
5bo46b3o2bo21bo17bobo45b3obobob2ob2o39bobo17bobo98b2o35b2obobo29bobo
228b2o52b2o7b3o87b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o320bobo188b
2o445b2ob2o48b2ob2o$47bo7bo34b2o2b2o18b2o3bo68bo9bo2bo15bobo7bo13b2o2b
obobo5bo2b2o7bo3bobobob2o10bo4bo12b2obobo2bo61bo24bo20bo11bob3o2b3obo
16b2obo2bo6bo33bo2bo15b2o12bo30bo18bobobo25bobobo50bobo3b3o7bo10b2o5bo
5bo5b2o66bo8bo6bo8bo60bo7b7o32bo2b2obob4ob2o6b2o14b2o8bo2bo136b2o35bob
3o20b3obo21bo3bo9bo19bo9bo3bo21bobo2bo13bo4bo48bob2o23b3obobo6b2o2b2o
50b2o3bobo2bo38bobob3o7b3obobo94b2obo2bo34bobobobobo29bo227bobo51bobo
8bo88b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o323bo182b2o$55b2o34bo2bo
19b2o3bo43b2o8b2o9b2o11bobo3b2o12bo2b7o19bo3b4obobo10b4ob2o15b4o13bob
2obobobo58bo28bo17bobo11bo2bo2bo2bo21b2o7bobo30b2o2b2o10b2o7b3o6b2o11b
2o17bob2o13b2obob2o23b2obob2o19b2o28bobo3b2o105bobo6bobo4bobo6bobo56b
3obo5bo2bo4bo32bo2bob2o4bo15b3o14bo3b2o219b2obo2bo3bobo4b5o15b5o4bobo
3bo2bob2o17bo3bo14bo2bo50b2o26bobo8bobo49b4o5bobob2o39bob4o7b4obo94bob
ob3o35bo4bobobo28b2o226bo53bo8b3o571bo4bo2b2o177bobo37b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o$91bo2bo18bobo48bo9bo9b2o12bo5bo11b2o36bo2bo
14bo40bo2b3o56b2o26b2o18bo15bo2bo34bo27b2obo6bob2o5bobo7bo2bo18bo2b2o
8b2o4b2o2bo11bo3b2o3bo19bo3b2o3bo18bobo28bo112bo6bo3bo2bo3bo6bo52b2o2b
o11bo3bobo34b2o5b2obo14bo3bo13b2o223bob2ob2o4b2o3b3ob3o3b2o4bo3b3ob3o
3b2o4b2ob2obo21bo6b2o61bo32bo4b3o48bo4b5obo2bo41bo15bo95bobo40b4o2bobo
4b2o54b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o31b2o52b2o272b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o146b2obo2bob2o179bo37b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o$114bo48bo9bo30bobo13b7o22bob2obobo13bobo17b2o
22b2o3bo185bob2o6b2obo5bo9bo2bo19b2obo8b2o7b2o10bob2o2b2o8b3o3b3o8b2o
2b2obo16bob2o149bobo4bobo60b2o2bo3b2o9b2ob2o41bob2o13b2ob2o243bo12bob
3o2bo2bob2ob2ob3obo12bo23b3o8b2o43b3o3b3o39bobo54bo2b2o10bo31bo3b2o25b
2o3bo83b3ob5o42b2o4bobo54b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o47b
2obo137b2obo6b2obo157b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o128b3o
19b2o177b2o4b2o276bo171b2ob2o48b2ob2o$163b2o8b2o30b2o13bo2bo2bo22b2obo
b2o14b2o18b2o24b3o184b2o14b2o2b2o11b2o4b2o17bo7b2o19bobo2bobo3bo4bobo
3bobo4bo3bobo2bobo15bo2bo29bo121bo6bo66bo4bo54bo264bo12bob3ob2ob2obo2b
o2b3obo12bo33b2o8b3o33bobo3bobo96b3ob2o2b7o28bo2bobobo2bo23bo2bobobo2b
o78bo3bo4bo36b2o10bo15b2o250bob2o137bob2o6bob2o21b2o31b2o41bo31b2o318b
o200bobo233b2o5b2o11b2o5b2o17bobo172bobo48bobobo$316bo186bo16bo21b2o
17bo29b3o2b2o8b3o3b3o8b2o2b3o16bobo7bo21bobo3b2o190b4o54b2o24bo6b2o
226bob2ob2o4b2o3b3ob3o3bo4b2o3b3ob3o3b2o4b2ob2obo29b2o6bo36b3o3b3o31bo
107b4obob2obo23bob2obob4o73b2o3b2o2bobo39b2o9b2o14bo2bo2b2o384b2o4b2o
8b2o2b2o15bobo13b2o14bobo15b2o7b2o15b2o29bobo15b2o301b3o200bo41b2o4bob
2o6bob2o172b2o5b2o11bob2ob2obo18b2o172bo22bo27bobobo$504bo14bo37b2obo
5b3o26b2o3bo19bo3b2o21bo7bobo20bobo3b3o114bo6bo151bo6bo227b2obo2bo3bob
o4b5o15b5o4bobo3bo2bob2o19bo2bo14bo3bo23bo48b3o54bo9b4ob4ob3o33bo2bob
2o21b2obo2bo76bo2bo8b2o66bobo4bo36bob2o6b2obo20b2o9b2o30b2o10b2o47bo
63b2o144bo5bo9bo3b2o17bo12bo2bo13bo17b2o7b2o16b2o13b3o12bo17b2o9b2o4b
2obo6b2obo4bo15bo2bo15bo26bo15bo29b2o30bo53b2o65b2o201b2o5b2o41bo4b2ob
o6b2obo193bobobobo190b2obo2bo17b2ob2o24b3o2bob2o$503b2o14b2o35bo2b2o
28b5obob2o23b2obob5o22bo2bo21bo4b2o33bo80bobo4bobo66b4o66b2o20b3o229bo
3bo9bo19bo9bo3bo23bo4bo13bo2bobo22b2o50bo34b2o17b3o5b3o2b8o2bo9bo17b5o
b2obo2bo5b3o3b3o5bo2bob2ob5o71b3o70bo7bo5bob2o33b2obo6bob2o20b2o9b2o
29bo2bo9bobo3bo42b3o61b2o145bo5bo9bo19b3o13b2o14b3o37b2o2b2o29b3o27bo
4bob2o6bob2o4b3o11b3o2b3o11b3o7bo15bo2b3o11b3o28b4o22bobob5o51bo2bo64b
o2bo199b2o47bo9b2o8b2o191bobobobo191bobob3o16bo2bo25b2o3bobo$10bobo5bo
3bo5bobo88bo3bo381b2obo6bob2o17b2o18b2o31bo2bo2bobo25bobo2bo2bo21b2obo
40bobo18bobo71bo6bo3bo2bo3bo6bo57bo4bo64bobo22bo228b2obo3bo35bo3bob2o
21bo5bo15bobo2bo19b2obo48b2o34bo21bo3bo15b3o5b3o16bo2bobobo2bo2bo5bobo
3bobo5bo2bo2bobobo2bo67bo69b2obobobo9b2obobo38b2o2b2o4b2o55bo2bo2bobo
10b3obo2bo43bo206b2o4b2o8b2o155bo3b2o4b2o2b2o4b2o5bo9bo8bo9bo10b3o11b
3o5bo9bo16bo13bo2bobo19b3obob2ob2o49bo2bobo316b2o9bo9bo190bo7bo190bob
2o3bo16b2o26bo3b2obo$9bo3bo4bo3bo4bo3bo32b3o3b3o46bo3bo381bob2o6b2obo
17b2o56bo2bo8bo7bo8bo2bo26bobo40b2obo7bo11bo71bobo6bobo4bobo6bobo51b2o
2bo3b2o65bo8b3o242b4o3bo4bo25bo4bo3b4o20b2ob2o19bo3bo18bo2b3o71bo12bo
19b2o3b2o17bo3bo19b2o2bo2bo5bo5b3o3b3o5bo5bo2bo2b2o67b4o66bob2ob2obo8b
o2bo2bo38bo2bo5bo56b5obob2o6b3ob2obo2bo42b2o124b2o82b2obo6b2obo157b2o
2bo5bo3bo5bo5b2o9b2o6b2o9b2o12bo9bo7b2o9b2o11b4obo11bobo2b2o25bobo44b
2o9bo65bo2bo258bo9bo391bo3b2o46b2o3bo$10bo7bo3bo7bo88bo3bo471b2o8bobo
5bobo8b2o28b2o24bo2bo15bo6bo2bo82bo8bo6bo8bo52b2o2bo69b2o4b2o250bob3o
2b2ob2o21b2ob2o2b3obo22bo7bo20bo17bobobo17bo40b3o11bobo10b2o42b2o3b2o
24b2obo3bo19bo3bob2o76bo74bo5bo4bo2b2o37bo4bo5bo61bo2bo6b6o3bo31b2o5b
3o128bo83bob2o6bob2o162bo5bo3bo5bo47b2o9b2o30b3obobo9bobo11bo11bobo49b
ob2o5bob2o65bo2bo249b2o8b2o8b2o391b3o50b3o$12b2ob2obo3bob2ob2o33bo4bob
o4bo43b2o3b2o481bo7bo65b4o11bo3bo5bo3b2o164b3obo70bo2bobobo241bobo3b2o
4bo25bo4b2o3bobo18bo2b3obobo17b3o17bobobo17b2o39bo3bo11bo10bo24bo48bo
2bobo3bo19bo3bobo2bo73bo75b2o4b5o42b2o2b2o4b2o57b4o2bo9bo2bo36bo13b2o
122b3o84b2o2b2o25b3o29b3o37b2o2b2o29b3o26b2o2b2o4b2o2b2o4b2o95bobo7b2o
11b3o9b2ob2obob3o42bo10bo67bobo251bo6b2o8b2o395bo50bo$18bo3bo39bo4bobo
4bo42bobo3bobo532b2o26bo9bobo7bo171bo73b2obob3o242bob3o12b2o7b2o12b3ob
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2o125b2o4bo5bo57bo3b2o2bo9b2o8bo2b2o24bobo10bobo46bo77bo84bo3bo9b2o17b
o7b2o11b2o7bo17b2o7b2o16b2o7b2o10b2o7bo17b2o10bo2bo5bo5b2obo98bo8b3o9b
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2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o19bo8bo
9bo194b2ob2o29b2o$11bo3bo9bo3bo32bo4bobo4bo39b5o5b5o529bo23b5o10bo9b4o
244bo4bo76bo6bo46bobo43bo61b4o3bo12b2o7b2o12bo3b4o64bob2o7bo9b3o2bo67b
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2o10b2o47b3o161bo3bo8b2o15bobo7b2o11b2o7bobo15b2o7b2o15b2o8b2o10b2o7bo
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o19b2o6bo9bo29bo12bo150bo2bobo2bo27bobo$9bobo17bo
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b5o2bo63b2o4b2obobo4bobob2o4b2o33bo2b2obo42b3o59b2obo3bo12b2o7b2o12bo
3bob2o19b3obob2o38b2o20bobobo65b2o21bo21bobo24b3o2bobo23bobo2b3o154b2o
bo42bo5b2o4b2o57bo3bo2bo4b2o12bobobo90bo159b2o2b2o25b2o31b2o41bo31b2o
26b2o2b2o4b2o2b2o4b2o7b2o3b2o12b2o3b2o36b2o3b2o19b2o10b2o73b2o79b2o
258b2o8b2o21b2o24b2o143b3o3b3o29bo$174bobo23bobo20bo22b3o5b2o17b3o5b2o
21bobo354bo22bo92bo173b2obobobo2b3o63bobo3bob2obo4bob2obo3bobo33b3o3bo
45bo59bo3bo11b3o11b3o11bo3bo19bo2b3obobo38bo6b3obo10bobobo25b2o60bo10b
2o10bo25bo4bobo23bobo4bo200b2o4bo5bo59b2obob2o3bo2b2o9b2obob2o88b2o
155b2obo6b2obo161bo5bo3bo5bo8b2o3b2o12b2o3b2o17b2o3b2o12b2o3b2o19b2o
42bo123b2o250b2o4b2o8b2o22b3o3b2o14b2o3b3o143bo5bo30b2o$9bo19bo32b3o7b
3o99b2o24bo14b2o4bo13b2o12bo4bobob2obo14bo4bobo20bobo376b2o35b2o50bob
2obo176bo2bo2bo63b2obob3obo4b2o2b2o4bob3obob2o34b2ob2obo40b2o24bo29b2o
bo2bo3bobo8b3o11b3o8bobo3bo2bob2o15bo7bo44bob2o13bo2b3o23bo61bo8bo2bo
10bo31bo25bo204b2o7bo5bo18b2o9b2o28bobobo5bo2bo7bo3b2o3bo244bob2o6bob
2o157b2o3bo5bo3bo5bo50b2o3b2o45bo26b2o3b4o3bo190b2o2b2o4b2o2b2o4b2o92b
2o4b2o4b2o28bo27bo5bo9bo28b2ob2o8b2ob2o$8b2o18b2o26b3o2bo4bo3bo4bo2b3o
33b5o5b5o43b2o25b2o14bo2bobob4o10bo11b2o6bobob2o7b2o4b2o6bo2b2o15b2ob
3o411bo51b2obob2o24b2o5b2o142bo5bob4o58bo2bo4bob4o6b4obo4bo2bo32b2obob
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2o31bo8b3o11bo263bo6b2o4b2o19bo9bo28bo2bobo6b3o10b2o2b2obo150b2o263bo
2b2o4b2o2b2o4b2o19b2o80bobo24bo2bo5bo3bo125b3o63bo3bo5bo3bo5bo2b2o15b
2o70bo2bobo4bobo2bo25b3o26bo5bo9bo31bo12bo150b2o5b2o$8bo19bo32bo4bo3bo
4bo33bo3bobo11bobo3bo37bo3b3o12b2o4bo16bobob2obo5bo9bobo17b2o12bo11b2o
bobo21bo412bo70b3o7bo6bo144b4obobo2bo56b2o2bob3obo5b5obo2bobob3obo2b2o
30bo51b2o24bo31bo47bo22bo5bo42bob3o16b2o28bo10bo11bo3bo30bobo8bo12bo
262bo9b2obo4b2o11b2ob2o9b2ob2o11b2o11b2o2bo16bo3bobo2bobo150b2o262bo5b
2obo6b2obo20bo81bo3bo23bo12bo126bo63bo3bo5bo3bo5bo3b2o15b2o70b3o10b3o
18b2o4bo29b2o4b2o8b2o194b2o5b2o$6bo2bo16bo2bo24bo4bobo4bo3bo4bobo4bo
26bo3b2o13b2o3bo34bo2bob2o3bob2o7bo2bo3bob3o10b3obo5b6o10b2o31bobo4b3o
5bo17b2ob3o39bob2o4b2obo15bo5bo42bob2o4b2obo23bo33bo200b4o9bo10b5o53b
3o13bo3bo7b3o4b3o142b5o62bob2obo3bo2bo6bob2o5bobob2obo32b4o46bobo23b2o
31bobo43bobo23bo4bo63bo27b2o10bobo11b3o32bo21bobo86b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o11b2o8bob2o4bo13bobo11bobo13bo36b2o2b3o13b2o2bo
28bo2b2o364b2o4bob2o6bob2o9b3ob3o7bo4b3ob3o29b2o5b3ob3o25bobo27b2o5bo
129bo63b2o2b2o4b2o2b2o4b2o94b2o6b2o21bo5b2o6b2o$bo4bo14bo4bo27bo4bo17b
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8bo7b2obo9bo31b2o2bo2bo2b2o14bobo3bobo41b2o2bo2bo2b2o23b3o31bo204bo7bo
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2b2o46b2o58b2o43b2o25bo2bo45bo46bo12bo47bo22bo31bo25bo29b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o31bob2o9bo13bo9b2obo35bo3b2o17bo2bobo14b3o
9bobo2bo91b2obo297b3o3b3o4b2o4b3o3b3o16b3ob3o7bo3b3o3b3o25bo11b3o9bo2b
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14bo2b3o3b2o3bo19bo5bo13b3o16b3o29b2o3bo4bo3b2o11bo2bo3bobo39b2o3bo4bo
3b2o24bo30bo200b2o3bo5bo3bo11b4o50b2o3bo3bo6bo5bo159b5o60b2o2bobobo5bo
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33b2ob2o36b2obob5o12bobobo13bo3bo8bobobo92bob2o298bo5bo12bo5bo16b3o3b
3o3bo7bo5bo38bobo8bo4bo201b2o4b2obo6b2obo68b2o25b2o8b2o18b2ob2o9bobo
55bo40bo$b3ob2ob4o9b3ob2ob4o24b3o19b3o26bobo3bo15bo3bobo28bob4ob2o4bob
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b2o3bo10bobob2obob2o37bo3b2ob4ob2o3bo22b2o24b3obo203bo2bo6bo15bo2bo46b
2o6bo5bo5bo5bo226bobo11b2o15bobo31bobo77bobo197b2o34bo21b2o3b2o7b2o36b
3o2bobo23bobo2b3o297bobo2bo2bo11b2obob2o11bo5bo6b2obob2o55b2o52b2o325b
o5bo5b2o50bobo14bo135b3o63bo8b2o8b2o66b2o58bo10b2o55b2o40b2o100b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$6bo4bo14bo4bo72b5o25b5o25bobo4b
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5b3obobo2bobob3o12b2o3b2o3b2o36b3obobo2bobob3o50bob2o193bo11bo7bob2o
56bo5b2o6bo5bo6bo3bo3b2o154bobob2o62bobo28bobo30b2obobo2b2ob2o68b2o
235b3o19bo3bo6bo4bo5b2o3b2o25bobob2o21b2obobo28b2obo6b2obo12b2o6bo91bo
65b2ob2o11b2o7b2o11b2ob2o37bo2bo15bo3b2o3bo9bo5bo4bo3b2o3bo43b3o8bo53b
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2o4b2o4b2o4b2o4b2o4b2o$3bo2bo16bo2bo29b3o19b3o82b2o2bo3bobo2bobo16bo4b
2o9b6o5bob3o31b2o10b2o4bo3bo3b2o11b4o10b4o21bo4bo6bobob4obobo17bo3bob
3o38bobo6bobo51b2obo193bobo18bobo56bobo12bo5bo7b3o2bo2bo153bob2obobo
62bo11b3o16bo31bo2b4o2bob2o39bo267bo16b3o5b3o15bo3bo23b4obo3bo19bo3bob
4o25bob2o6bob2o11bo6b3o91b3o64bobo12bo9bo12bobo39b2o15bob2o2b2o12bo5bo
7b2o2b2obo42bo8bobo51bobo402bobo2bo200b2o8bo9bo18bo24bo42b4o3bo11bo16b
ob2ob2o454b2o36b2o$4bo19bo29bo4bo2b3o7b3o2bo4bo82bobobob2o2bo2bo12b2o
18bo5bob2obobo14b2o17bobo10bo5b3o4bobo15bo6bo26b2o2bobo7bo2b2o2bo16b2o
b2obobo2b2o41b4o55bo2bo194bo33b2o4bo39bo14bo3bo13b3o154bo3bo2bo73bo3bo
48b2o2bobobo42b2o26bo256bo9bo2bo6bo2b3o5b3o20bo2bobo3bo19bo3bobo2bo23b
2o14b2o12bo2bo97bo63bobo13b3o3b3o13bobo24b2o30bobo2bobo3bo9bo3bo4bo3bo
bo2bobo41b3o7b2o52b2o378bo26bo2bobo133b3o72b2o8b2o16bobo21b3ob3o41bo3b
o4bo4bo3b4o11b2obo456bobo36bobo$3b2o18b2o29bo4bo17bo4bo82bo2bo7b2o13bo
20b4obobo2bo12b2obobo6b2o11bo8bobob2o11bo12b2obobo2bobob2o28bob2o6b2o
2b2o17bo2bo3bo2b3o3b2o33b2o6b2o29bo21b2obo228b3o3bobo45bo8b3o170b2o3bo
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3bo19bo3bob2o25bo15bo11b2o3b2o41bobo2bobo46b2o64bo16bo3bo16bo26bo31b3o
2b2o14b3o9b2o2b3o207b2o33b2o50b2o189bobo25bo5bo133bo63b2o36bobo18b4o4b
2o45bo3b3o3bo3bo17bo215b2obo4b2o4b2o4b2obo217bo40bo$3bo19bo30bo4bobo4b
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2bo6b2o4b2o11bo2bob4obo2bo58b2obo4bob2ob3o2bobo71b3o21bo231b2o3bobo45b
o25b2obob2o155bo71b2o2bo3bo7b2o25b2o4b2ob2o5bo4bo4bo4b2ob2o4b2o20bo4bo
23bo224b3o4bo41bo3bo30b2o2bo2bo5bo5b3o3b3o5bo5bo2bo2b2o20bo15bo56b2o2b
4o2b2o172b3o36b2o3bo20bo3b2o95bo98b2o15bobo31bobo15b2o16b2o15bobo27b2o
150b2o6bo3bo24bo139bo64bo37bo18bo2b3o3bo43bo12bo21b2o69b2o38b2o103bob
2o5bo5bo4bob2o216b2o40b2o$61bo4bo3bo4bo31bobo3bo15bo3bobo31b2obob2o15b
2o23bo26b2o5b3o22bobo4bo19bo2bo4bo2bo60bo2b2o2bobo3bo3bo39b2o31bo2bo
21b2o236bo40bo4bobo25bob2obo232b3o36bo4bob2obo5b3o3b3o4bob2obo4bo26bo
3b2o18bo3b2o219bobo8bobo31b5o2b2obob3o24bo2bobobo2bo2bo5bobo3bobo5bo2b
o2bobobo2bo19b2o14b2o50b2o5b2o6b2o5b2o26b2o138bo32b5obob2o7bo8bo7b2obo
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132b3o62bo9b2o8b2o37b2o51b2o13bo30b2o57b2o38b2o107b2o2bo5bo3b2o4b2o$bo
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3o4b3o26bo2bo27bo5bo2bob2o4bobo57b2o11b2o23b2o277bo5bo26bo276bob2obo4b
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2o2bo25b5ob2obo2bo5b3o3b3o5bo2bob2ob5o22b2obo6b2obo52b2o6bo6bo6b2o27bo
171bo2bo2bobo7bobo6bobo7bobo2bo2bo80bo11bo112b3o13b2ob2o13b3o50b3o17b
2o7bo17b2o132bo10bo26bobo2bo198b2o8b2o8b2o12b3o17b2o69b2o25b3o3bobo54b
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15bo3bo149bo13bo6b2o8bo26b2o6b2o22b4obob2obo6b2o39bo3b2o13bo36b2o236bo
39bobo4bo25b2o274b2o2bobob4ob2o14b2ob4obobo2b2o19bo4bo7bobo3b2o11bo2b
2o213bobo17bo27bo2bob5o4bo31bo2bob2o21b2obo2bo27bob2o6bob2o102bo177bo
2bo3b2obobo8bobob2o3bo2bo66b2o17b3o8b2o5b3o6bo113b2ob2o82bo12b3o149bo
3bo32b2o233b5obo16bobo85b2o17bo57bo38bo109bo4bob2o5bo5bo6bob4obo42bob
4obo$10bo3bo94bo3b2o13b2o3bo214b4o25bo2bo2bo19bo4b2o19b2ob2ob2o13bobo
15b2o249b2o3bobo31b2o6bo275b3o30bobo2bobo4bobo12bobo4bobo2bobo20bo4bo
7b3o3b2o6b2ob3ob2o50bo163bo13b2ob3o27b2obobo5b4o27b4obob2obo23bob2obob
4o20b2o4b2o2b2o33bo72b2o12b2o163b2o3bobobobobo4bobobobobo3b2o60b2o6bo
20bo13bo2bo5bobo198bobo77b2o9b2o6b2o9b2o30b2o9b2o11bo3b4o33bo230bob5o
16bo75b2o10b2o17b2o56bo38bo108b2o4b2obo4b2o4b2o6b8o42b8o$4b2ob2obo3bob
2ob2o43b3o3b3o36bo3bobo11bobo3bo213bo4bo22bo4bobo19bobo4bo19bo2bo18b2o
5b2o9b2o19b2o2b2o183b2o5bo5bo5b2o10bo7b3o3bobo31bo7bo265b2o7bo3bo2b2o
24bo2b2obob2o2b2obo12bob2o2b2obob2o2bo20b2o23b2ob3ob2o26bo2bo19b3o45b
2o47b2o3bo62b2o8b2o4bobo29bo2bobo3b2o31bo2bobobo2bo23bo2bobobo2bo20bo
5bo3bo20b2o11bobo78b3o4b2o168bo4bobobo2bobobo4bo65bo6bo20b2o18bo4bo
198bo2bo78bo9bo8bo9bo12b2o9b2o7bo9bo14bo35bo2bo3b2o225b3o19b2o75bo232b
2obo10b2o2bo5bo$2bo7bo3bo7bo39bo4bobo4bo39b5o5b5o219b4o23b2o4bo19bo2bo
2bo22b2o25bobo7bobo19bo2bob2o183bo5b3o3b3o5bo9bobo7b2o4bo29b2obo17b2o
254b2o6bo5bob2o25b2o3bob2obobob2o10b2obobob2obo3b2o22bo22b2o2bo30bo4bo
17bo47bo2bo50bob2o70b2o4bobo31b2ob2obobob3o31bo3b2o25b2o3bo25bo5bo3bo
18bo2bo10bobo69bo6b2obobo6b2o166b3obobobo2bobobob3o64bobo6b2o33bo5bo
102b3o31b3o50b3o12b2o76b3o11b3o2b3o11b3o10bo9bo5b3o11b3o42b2o4b2o4b2o
322bobo232bob2o11bo3bo5bo$bo3bo4bo3bo4bo3bo38bo4bobo4bo274b2o6b2o34b2o
6bob2obob4o14b2o28b2o9b2o5b2o9b2o3b2o184b2obo5b3o3b3o5bob2o7bo44bo2b2o
16bobo262bo3bo31b2o2b3o2b2o4bo6bo4b2o2b3o2b2o48b2o5bo26bo5bo16b2o49b2o
50b3o77bo39bo2bo2bo40bo15bo34b2o4b2o2b2o18bo2bo9b2ob3o66bobo4bobo3bo
176b2o3bo4bo3b2o66b2o43bo4bo85b2o17bo7b2o13b2o7bo17b2o16b2o17bo7b2o17b
3o61bo15bo2bo15bo7b3o11b3o2bo15bo32b2o8bobo9b2o222bo49bo38b3o8b2o231b
2o14bo3b2o4b2o34b2o$2bobo5bo3bo5bobo39bo4bobo4bo280bo2bo34bobo4b2obo2b
o5bo13b2o29b2o15bobo8b2o189bo2bob2o13b2obo2bo53b2o4bo15bo246bo16b3o11b
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40bob4o7b4obo35b2obo6b2obo7bob2o4b3o15bo65bo2bo3bo3bobo305bo88b2o15bob
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8bo19b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o39bobo47bobo37bobo241bo
15b2o2bo5bo35b2o$395bo3bo3bobo2b2o2bo63bo42bo44bo51bo32bo28b2obo15bob
2o20bo2bo33b5o8b2o5b2o244bobo28bobo20bo5b4o4bo2b2o2bo4b4o5bo55bo27bo7b
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6bob2o5b3ob2o16b2ob3o67b2o4bobob2o412b2o33b2o50b2o27bobo15b2o134b3ob3o
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o39bobo47bo
bo37b3o242bo19bo5bo$64b3o3b3o41b5o5b5o264bobo2b3ob2obo4bob2o18b2o29b2o
11b2o14b2o25b3o42b3o32b2o13b3o30b3o31bo15bo23b4o33bo4b2o6b2o251bobo15b
2o11bobo19b2o8bob2o4b2o4b2obo8b2o22b2o27bobo28bobob3o2bo5bo6bo10bobo
32b2o3b3o17bo3bo24b2obob3o115b2o43bobo17bobo51bo15b3o4b2obo21b2o6bo6bo
6b2o20b2o9b3o248b2o281b2o150bo2bob2o2bo10bo11bobo9bobob3o217bo49bo24b
2o52bo203b2o18b2o4b2o$117bobo3bobo217b2o2b2o6b2obo34b2o3b3o2bo3bo2bo
50bo2bo27bo29bo44bo30bo2bo2b2o7bo32bo8bo2b2o21b2o3b2o3b2o3b2o20bo40b2o
2bo85b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
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53b3ob2o9bo2bo28b2o5b2o6b2o5b2o19bobo19b3o2bo234bobo8bo422bo2b2obo2bo
19b2o2bobo11bob4o291bobo51bobo204b2obo10b2o4b2obo$118b2o3b2o46b2o37bo
30b2o28b2o27b2o40bo2b2o2bo7bobo2b2o34b2o2bobob2ob2o17b2o6b2o23b3o30bo
26b2o22b2o3b2o14b2o31b2o2bobo7b2o22b2o7b2o6bobo2bo25bo2bobo2bo24b5o38b
obo85b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o10bobo2b2o3bo2b2o2bo5b3o
7bobo25b2obobo12bobob2o28b2o81bo8b3o34b2o3b3o17b2ob2o24b2obob3o161b2o
17b2o55bobo10bo2bo34b2o2b4o2b2o25bo25bobo233bo9bo2bo12b2o15bo20b2o368b
ob3ob3o20bobo2bo13bo17b2o4b2obo6b2obo29bo61bo137b3o26bo53bobo204bob2o
10b2o4bob2o$119bo3bo45b3o36b3o31bo28b2o27bobo37bobob4obobo6bo4bo35b3ob
o3bo23b4o27bo81bo2bobo2bo26b2o20b2o35bo15bobobo27b2o3b2o29bo38bobobo2b
o254bob2obobo5b2obo6bo2bo3bob2obo29bo6b2o6bo61b2o31b2obob3o21bo3b2o31b
obo3bo2bo44bobobobo2bo160b2o17b2o55bobo11b2o37bobo2bobo26b2o25bobo232b
2o13bo11b2o15bobo18bobo366b2o6b2o21b4o33bo4bob2o6bob2o29b3o59b3o20b2o
3b2o104b5obo25b2o54bo61bo38bo$119bo3bo44bo4bo23b2o8bo3b2o29bobo21bo10b
o23bo36b3obobo2bobob3o5bo39b2o3b2o3b2o16bobo6bobo53bobo49bob2ob2obo25b
ob3o18bo36bobo12b2obob2o60bo41b2ob4o253b2o2bob3obobo2bob5o5bob3obo2b2o
33bo4bo40b2o23bobo30bobob3o2bo3bo12bo3b4o2bo31bo5b3o13bo9bo21bo6bo12bo
3bo144b2o17b2o56bo98bo14bo243bo4bo28b3o20bo398b2o33bo9b2o8b2o30bo61bo
18bo7bo103bob5o143bo38bo305b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o$119bo3bo43bob4obo22bo5b2o3b3o2bo26b2obobo19bobo8bobo58bo3b2ob4ob2o
3bo4bo2bo38b2obob2obobo13b3obobo2bobob3o50b2o31b2o17b2o2bobo2b2o15bo8b
o4bo14b2obo9bo27b2o10bo3b2o3bo59b2o42bo86b2obo6b2obo4b2o41bo15bo57b2o
36bo2bo4bob4o6b4obo4bo2bo35bo4bo40bo24b2o31bo7bo3bobo9b2ob2o5bobo37b2o
13bobo7bobo24b3o12bobobobo318bobo25b2o234b2o30bo11b2o7b2o432b2o8bo9bo
30b2o60b2o21bobo106b3o33b2o45b3o61bo3bo36bo3bo302b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o$165b3o6b3o21bo4b2o5bobobob2obo19bobobobo18bob
o10bobo28b2o28b2o3bo4bo3b2o48bobo3bo2bo12bo3b2ob4ob2o3bo46b2ob2o14b2o
14bobo19bo3bobo16bobo6b2ob2ob3o12bo2bob2o5b2o4b2o25b3o8b2o2b2obo102bob
o84bob2o6bob2o5bo41b3o11b3o31b2o23bo2bo35b2obob3obo4b2o2b2o4bob3obob2o
35bo4bo41b3o57b2ob2o4bo5bo5bo2bo2b2ob2ob2o33bo2bo14bo3b2ob2o3bo23bob2o
13b2ob2o319bobo25bo279bo453bo9bo112b2o3b2o60b2o15b2o60bo13b2o28b5obo
63b2o38b2o$164bo3b2o2b2o3bo19b2o13bobobob2o18bobo2bo2b2o15bobo3b6o3bob
o27b2o30b2o2bo2bo2b2o50bobo3bobo14b2o3bo4bo3b2o23b2o37b2o2b2o14bo21bob
obob3obo6bo4bo3bo3bo3b2obo3bo13b2obo7bo4b2o16b2o7bobo4bo3bobo2bobo103b
2o88b2o2b2o9bobo32b2o8bo9bo8b2o25bo24bobo38bobo3bob2obo4bob2obo3bobo
39bo2bo44bo24b2o28bo5bo12bo5b2o3bo6bo34b2o6b3o7bo3bobo3bo20b2o3bo296b
2o42bo2b3o19bobo226b2o4b3o45b3o439b2o8b2o8b2o86b2o91b2o15b2o22bo40bo
12bo27bob5o63b2o38b2o$163bo2b3o4b4obo32bo2bo22bo5bo4bo15bo14bo17b2o41b
ob2o4b2obo51bo5bo17b2o2bo2bo2b2o25bo23bo4bo9b2o6b2o10bobo17b2o4bo2bo8b
obo3bo3bo6bo5bo2bo45bo2bo6b3o8b2o2b3o194bo3bo11b2o31bobo7b2o9b2o7bobo
24bobo18b2o3bo39b2o4b2obobo4bobob2o4b2o37bobo2bobo67bo29bo4bo13bo11b2o
b2o43bo2bo8b2obobob2o39bo9bo330b3o9b2o28bo13bo35b2ob2o2bo83bo58bo54bo
440bo4b2obo6b2obo88b2o131bobo35bo3bo3b3o3bo30b3o415bob2o6b2obo4b2o4b2o
28b2o$164b2o11bo25b3o5bo2bo21bo7b4o49b2o2b3o10b2o111bob2o4b2obo26b3o
19bo5bo17bobo10b2o6b2o10bob3o4bo3bo2bo3bo2bo3bo2bo3bo4b3obo40bo2bo2bob
o14bo3b2o199bo3bo15b3o25bobobo23bobobo25b2o3b2o5b2o7bob2o50bo6bo47b2o
4b2o68b3o27bo2bo12bo14bobo44bo2bo10bo3bo40bo11bo228b2o3b2o35b6o51b2obo
bo4b2o32b3o9b3o36bobo3b3o64b2o2bo10b3o55b3o14b2o479bo5bob2o6bob2o221bo
bo32b4o3bo4bo4bo3bo444b2obo6bob2o5bo5bo28bobo$23b2o2b2o79bo56bo10bo18b
3o5bobo5b3o21bo12b3o15bo10bo23bo4b3o4bobo151bo19b2o3bo20bo14b2o2b2o10b
o2bo5bo6bo3bo3bobo8bo2bo4b2o39b5obob2o15b2obob5o192b2o2b2o15bobo23b2ob
obobo21bobobob2o19bo8b2o2bo3b2o8bo184bo40b2obo4bo9bobo44b2o57bo3b2ob2o
3bo229bo2bo37bo4bo50bobo3bo3bo2bo34bo7bo38bo3b3o3bo63bo2bo10bo58bo16bo
480b2o2b2o8b2o47bo178bo38bo11bo3b4o20bo418b2o8b2o4b2o2bo5bo30b2o$23bo
2bobo75bob5o53bo11b2o16bo2bo5b3o28bo5bo5b2o2bo15bo10bo23bobo4bo5bo172b
2o22bobo14b2o15bo3bob2o3bo3bo3bo4bo6bob3obobobo13b2obo7bo22b2o3bo14bob
o2bo2bo13b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o11b2obo6b2obo11b3o
22bo3bo2bo2b2o15b2o2bo2bo3bo18b3o12b3o9bo226bobo4bob2o7bo98b3o4b3obobo
b3o227b3o6bo35bo2bo51bo3bobo4bobo33b2o7b2o38b3o3bob2o63bob2o10b2o68bo
6b3o11b2o134b2o109b2o221bo9bo47bobo75bo5b2o147bo24bobo70b2o40b2o153bob
o6b2o6bobo131bo8bo5bo3b2o4b2o$24b3obobo73b2o5bo51bob4o4b3o2bo15bo2bo
35bobo3bobo3bobo13b2o3bo10bo3b2o23bobo202b2o33b3ob2ob2o6bobo16bobo3bo
11bo2bob2o5b2o18b3o2b2o8b3o6bo2bo18b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o11bob2o6bob2o37b3ob2obo21bob2ob3o22bo3bo4bo2bo231bo7b2obo4bobo
104bo3bo4b2obobob2o228bo6b2o34bobo2bobo41b2o6bobob2o6bo85bob2o49bo8b2o
90bobo7bo10bobo135bo108bobo217b2o3bo9bo20bo26bo74b3o5b2o172bobo70b2o
40b2o153b2o7b2o7b2o130bo10bo5bo4bob2o$21bo7bobo68bob2o3b2obo2b2o49bo3b
2o2b2o3bo11b2obobobo13b2o18bo2b2o5bo5bo14b2o3bo10bo3b2o265bo4bo8bo15b
2o2bobo2b2o9b2obo9bo17bobo2bobo3bo4bobo7b2o198b2o2b2o4b2o37bobobo23bob
obo23b2o3bo3b3o232bobo9bo4bob2o54b2o47b2ob2o5b2o3b2o272b2o4b2o44b2o4b
3o36b2o21b2o34bobob2obo42b3o9bo7bob2o7b3o70bo19bo137bobo105bo2bob2obo
65bo79b2o66bo2b2o8b2o20b3o62bo19b2o15bobo140b2o8b2o28bo72bo40bo155bo
16bo131b2o8b2o4b2o4b2obo37bo$21b5obobo2bo67b2o3b2obob2obo51b3o6b3o12bo
b2obobobo7b2o2bo19b3o12bo20bo10bo22bobo246b3obo25bob2ob2obo13bo13b2o
12bob2o2b2o8b3o207bo3bo5bo40bobo7b3o3b3o7bobo52b3o3bo210bobo14bo12bo2b
o24bo3bo10bo2bo388b2o12b2o30bo21bo38b2ob2o4b2o35bo12bob2o4bo2bo7bobo
89b2o138b2o103b3obobobob3o61b3o79b2o65bo5b2obo6b2obo19bo60bo2bo4b3o10b
2o15bo12b2o128bo2b6o2bo449bob2o4bo5bo9b2o9bo24bobo$27bo2bobo63bob2o3b
2obobo4bo53bob4obo20bo2b3o5bo4bo21b4o7bo21bo10bo16bo5bo4bobo206b2o35b
2o26bo2bobo2bo13b2o12bobo12bo3b2o3bo10b2o26b2obo6b2obo17bo36bo18bo90bo
3bo5bo38b2o9b3o3b3o9b2o27b2o20bo2bo4bo209b2ob2o11bo13bo4bo21b2obobob2o
8bo2bo403bo30bobo17bobo33b3o11bo36b2o12bobo4b2o2bo7b2o324b2o7bo4bobobo
4bo59bo5bo66b2o75b2o4bob2o6bob2o18b2o60bo2bo5bo41bo130b2o6b2o279b8o42b
8o113b2obo5bo5bo9bo9b3o22bobo12b2o$19b5obob4obobo61b2o3b2obob4obob2o
53bo4bo22b2o3bo5b4o21bo4bo5bo49bobo4b3o4bo206bo49b2o14b2o3b2o12b2o2bob
o11bo13b2obob2o12bobo25bob2o6bob2o16bobo34bobo16bobo88b2o2b2o4b2o6b3o
30b2o8b3o3b3o8b2o38bo9b3o215bo6bo3b2o5bo12bo5bo20bo3bobo3bo7b3o6b2o49b
o2bo342bo32b2o17b2o33bo3bo12bo393bo9bob2ob3ob2obo59bob6o67bo108b2o67bo
6b3o37bobo87b2o15b2o21b3o10b3o276bob4obo42bob4obo117b2o2b2o4b2o8bo13bo
22bo13bo$18bo6bobo5bobo56bob2o3b2obobo6bobo56b3o25b3o32b2o2bo2bobo21bo
14bo13b2o10b3o2b2o203b3o46bo33bo2bo2b2o2b2o7b2o13bobobo15bo29b2o2b2o4b
2o13bo3b2o31bo3b2o2b2o9bo3b2o23bo2bob2obo2bo11bo2bob2obo2bo24b2obo6b2o
bo8bobo28bo2bo25bo2bo24bobo9bo8b2o3bo2b2o209b2ob2ob2o2bo2bo5bo5bo4b2ob
2o22bo3b2ob2o3bo14bo2bo47bo4bo341b2o43b2o39bo5bo10b2o31b3o360bo8b2obo
5bob2o59bobo72bobo106bo22b2o19b2o70b2o88b2o15b2o21bo2bobo4bobo2bo113bo
12bo149b8o42b8o118bo2bo5bo9b2o11b2o34bobo$18b4obob5obobo2bo55b2o3b2obo
b4o2b4obo3b2o50b2o27bo8b2o26bobobobo21bobo3b6o3bobo29b2o205bo47b3o31b
2o8bo21bo2bobo6b2o7b2o28bo3bo5bo3b2o9bo3b2o3b2o26bo3b2obo2bo8bo3b2o23b
4ob2ob4o11b4ob2ob4o24bob2o6bob2o8b3o27bob2o27b2obo21b3obo8b2obo7b2o5b
2o3b2o205bobo5b2ob2o9bobo3bo7bo19bobo7bobo13b2o49bo5bo385b2o40bo5bo9bo
33bobo65b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o118bo11b2o10bo2bobo
2bo60b2o2bo2b2o68b2o104bobo21bo2bo18bo24bo177b2o4b2o4b2o112b2ob2o8b2ob
2o322bo4bo5bo37b2o18b2o$15bo7bobo5bo2bobo51bob2o3b2obobo8bobo2b2o2bo
88b2o26bobob2o23bobo10bobo19b2o266bo35bob4o22b2o2bo8bo38bo3bo5bo2b2o9b
o3b2o3b2o26bo3b2o2b2o9bo3b2o23bo2bob2obo2bo3b2ob2o3bo2bob2obo2bo52b2o
22bo33bo20bo4bo2bo4bo3b2o18bobo204bo2b4o3bo12bo3bo2b3obobo20bo9bo13b3o
5bo42b2ob2o332b2o54b2o40bo5bo5b2o2b3o32b2o39bo25b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o118b3o8bo2b2o6bo11bo47bo9bo2b2o2bobo4bo72bo95bobo
21b2ob2o5b2o9bobo22bo2bo214b2o15b2o63b3o3b2o14b2o3b3o316b2o2b2o4b2o37b
o$15b5obob5obob4obobo49b2o3b2obob4o2b4ob5o2b2o118bobo26bobo8bobo20b2o
302b2obo34b3o38b2o2b2o4b2o14bobo24b2o8bobo16bobo4b2o34b2ob2o67bobo20b
2o12bo7bo12b2o20b3obob2o3bobo24bo205b2o3bo21b3obob2o45bo2bo3bobo40bo7b
o329bo55b2o31b2o8bo3bo6b2o5bo68b2o2bo222b2o86bo9bo2bo5bo2b2o3b2o2bo47b
3o5b3o2bobo7bobo70b3o90b2o3bo15bo8bo13b2o3b2o23bo2bo13b2obo10bo2bo183b
2o15b2o64b2o24b2o313bob2o6b2obo10b2o25bobo$21bobo5bobo5bobo44bob2o3b2o
bobo8bobo6bobo121bo27bo10bo363bo36b2obo4bo5bo16bo24bobo9bo18bo5bobo
107bo33bobo5bobo35bobo6bo2bo23b2o206b3o8bo45b2ob2o17b3o3b2o40bo2b3obob
o45b2o51b2o71bo9bo148b3o45b2o38b2o9b3o13b2o63bo4b2o226bo85b2o9bobo7bo
2b5o2bo51bo3bo6bo8bobo59b2o8bo2b2o89b2o20bo21b2o29bo16bob3o8b4o273bo
12bo320b2obo6bob2o10b2o25b2o$13b5obob5obob5obobo2bo43b2o3b2obob4o2b4ob
4o2b4obo3b2o116b2o31b2o34bo370bob2o5bo5bo40bo38bo107b2o33bo7bo37b2o7b
2o63bo45b2o65b2ob2o10b2ob2o36bo9bo14b3obob2o23bobobobo65b3obob2o46bobo
49bobo71b3o5b3o150bo45b2o69b2o57b3ob2o3b2o2bo25bob2o6b2obo40bo141bobo
78b2o12bobob2o67b2o3b2o13b2ob3o57bobo7b2o3bo109bo70bo4bo$12bo6bobo5bob
o5bo2bobo39bob2o3b2obobo8bobo8bobo2b2o2bo149b2o33bobo373b2o2b2o4b2o39b
2o38b2o261b3o43b2o65bo3bo10bo3bo34bobo10bo6bo5bo2b3obobo23bo3bo17b3o3b
2o97bo4b2o42b3o75bo3bo270bobob2o29bo24bob3o3bo3bo25b2obo6bob2o18b2o18b
3o142b2o79bo12b2o23b2o72bo57bo13b2o178b2o3b2o9b2o$12b4obob5obob5obob4o
bobo37b2o3b2obob4o2b4ob4o2b4ob5o2b2o186b2o373bo3bo5bo340bo5bo42b2o66b
3o12b3o35b2o17bobo5bo7bo44bo2bo3bobo40b3obob2o44b4ob2o2bo2bo40b2o75b2o
3b2o209b2o22b2o2b2o32bobo2bo23b2o2bo13b3o9bo3bo3b3obo28b2o2b2o4b2o16bo
18bo157b2o67bobo35bobo65b2ob3o72b3o193bo6b2o395b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o$9bo7bobo5bobo5bobo5bobo34b2o3b2obobo8bobo8bobo
6bobo563bo3bo5bo339b6obo6b2o33bo68bo14bo56bo7b2ob2o47b3o5bo40bo2b3obob
o43bo2bobobobob2o41bobo53bo235b2o22bo2bobo32b2o2b2o18bo4b2o14b2o2bo9bo
2b2o3b2ob3o28bo2bo5bo18bo17b2o156bobo67b2o4b2o31bo47b3o15b2obo71b2obo
117bo75bobo6b2o395b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$9b5ob
ob5obob5obob5obobo2bo33bo2b2obob4o2b4ob4o2b4ob4o2b4obo3b2o557b2o2b2o4b
2o344bobo5bo2bo31bobo67bo14bo47b2o16bo5bo45b2o47bo7bo46bobobobo31b2o4b
o7bobo2b2o48b3o226b2o31b2obobo52b3ob2o3b2o2bo9bo2b2o14b2o4bo29bo4bo5bo
16b2o175bo61b2o11bobo24b2o4b2ob2o43bo3bo85bo4b2o94b2o21bo20b2o54b2o$
15bobo5bobo5bobo5bo2bobo34b2obobo8bobo8bobo8bobo2b2o2bo553b2obo6b2obo
341b2o2bo2b2o7bo32bobob3o61b3o12b3o47bo17bo4bo46bo2bo45b2ob2o50b2obobo
31bobo2bobo7bo2bobo42b2o7bo225b2o35b2o53bob3o3bo3bo9b3o13bo2b2o34b2o2b
2o4b2o169b2o83bobo11bo26bobo3bo2bo2bo40bo5bo75bo7bobo94b2o3b2o13bo8bo
15bo3b2o$7b5obob5obob5obob5obob4obobo33bob4o2b4ob4o2b4ob4o2b4ob5o2b2o
214b2o43bob2o4b2obo30bob2o4b2obo37b2o202bob2o6bob2o341bobo2b2o9bo33bob
4o21bo38bo3bo10bo3bo43b3o19bo2bo48b2o47bo5bo51bo34b4obo8b4o42bo2bob3o
2bo18b3o204b2o39b2o13b3o9b2o23bo3bo3b3obo24bo36b2o6b2obo5b2o154b2o7bob
o83bo13bobo25b2o4bo3b2o40bo5bo83bobo93bobo9b2o5b2ob2o21bobo466b2obo4b
2o4b2o4b2obo13bo8bo190b2o$6bo6bobo5bobo5bobo5bobo5bobo32bobo6bobo8bobo
8bobo6bobo215b2o43b2o2bo2bo2b2o30b2o2bo2bo2b2o37bobo560bobo3bo3bobo34b
o24bob4o35b3obo2bo2bo2bob3o44bo123bo4bo84bobo2bobo2bo6b2o42bo2b2obo2bo
bob2o14bo3bo202b2o40bo5b2o6bo3bo8b2o23bo2b2o3b2ob3o61bo6bob2o6bo38b2o
114b2o7bo40b3o14b2o23b2ob2o4b2o7b2o26bob2o47bo5bo76b2o6bo94bo18bo2bo
21bobo467bob2o5bo5bo4bob2o13b3o6b3o50bo11bo14bo11bo97bo2bo$6b4obob5obo
b5obob5obob5obobo2bo30b2o2b5ob4o2b4ob4o2b4ob4o2b4obo3b2o210b2o41b2o3bo
4bo3b2o26b2o3bo4bo3b2o37bo561bo3bo3bobo59bobob3o42bo2bo176bo2bo38b2o
45b2o4bo3bo51b2o2bo3bobo2bo8b2o3bo5bo3b2o189b2o17b2o29b3o2b2o5bo5bo37b
2o4bo62bo11b2o3bo39bo124b3o38bo3bo12b2o21bo2bo2bo3bobo33b2o3bo2bo45bo
3bo77b2o100b2o19b2o22bo131b2o10b2o328b2o2bo5bo3b2o20bo8bo5b2o41bobo9bo
b4o6b4obo9bobo97b2o$3bo7bobo5bobo5bobo5bobo5bo2bobo29bo2b2o2bobo8bobo
8bobo8bobo2b2o2bo210bo41bo3b2ob4ob2o3bo24bo3b2ob4ob2o3bo32b4ob2o201b2o
15b2o23bobo99bo217bo4bo59bobo46b6o218bo7b2o43bo3bo52b2o3bo3bo10bobo2bo
5bo2bobo19b2o7b2o158bobo17bobo30bo9bo5bo34bo2b2o67b2o10bo4b2o36bobo
152bo12bo4bo34b2o3bo4b2o34bo2b3o2bo28b2o16b3o224b2o49b2o79bo2bo8bo2bo
327bo3b2o4b2o2bo20b2o7b2o4bob3o40bo9bobob3o6b3obobo9bo133b2o$3b5obob5o
bob5obob5obob5obob4obobo27b2o3bob4o2b4ob4o2b4ob4o2b4ob5o2b2o210bobo41b
3obobo2bobob3o26b3obobo2bobob3o33bo2bobobo200b2o3b2o5b2o3b2o23bo3bo97b
obo216b4o61bo43b2o10b2o214bobo5b2o17bo29b2o51bo2bob4o13b2ob2o3b2ob2o
21b2o7b2o158bo21bo28b2o10bo5bo34bo39b2o28b2o13bo5bo9b2o24b2o153b2o12bo
3bo41b2obo35bo4b2o30b2o238b2o45b2o6bobo79b3o2b6o2b3o328bo4bob2o5bo34bo
4bo48bobo16bobo142bo$o8bobo5bobo5bobo5bobo5bobo5bobo31bobo6bobo8bobo8b
obo6bobo47b2ob2o69b2o4b2o5b2o4b2o70bobob3o38bobobo2bobobo30bobobo2bobo
bo33b2o2bo4bo205b3o3b3o32bo80bo17bobo270bo9b2o44b3ob2ob3o217b2o22b3o
27bob2o52bobo2bo14b5o5b5o116b2ob2ob2o64b2o21b2o27bo12bo3bo75bobo28bo
12b2o3b3o8bobo180b2o54bo2bo3b2o33bo2b3o2bo69b2o65b3o129bo46b2o6bo84b2o
6b2o147b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o19b2o4b2obo4b2o31b2obo
b3o38b5o7bo18bo7b5o132b3o$6obob5obob5obob5obob5obob5obobobo30b2o2b5ob
4o2b4ob4o2b4ob4o2b4obo3b2o42bo3bo69b2o5bo5bo5b2o71bob4o3b2o36bo4bo36bo
4bo35bo2b2o2b2ob2o203bobo5bobo17b2o8bo4bo34b3o18b3o21b2o16bo2bo3b2o
263bobo8b2o45b8o241bo28b3o2b2o48b4obo4b3o11b3o7b3o116bo3b2o3bo117bo11b
3o76b3o27bo9b2obo4bo11bo153b3o21b2o2b2o12bo3bo38bo2b3o2bo33b2o3bo2bo
50b3o16b2o64bo133b3o50b2o9b2o3b2o67bo10bo146b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o15b2obo10b2o4b2obo27bo2bobo39bo4bo7b2o16b2o7bo4bo90b2o
41bo8b2o$7bobo5bobo5bobo5bobo5bobo5bob2o30bo2b2o2bobo8bobo8bobo8bobo2b
2o2bo43b3o76bo7bo78bo7b2o27b2o8bo2bo38b4o36b3o2b2obo2bo198bo19bo12b2o
12bo34bo3bo16bo3bo15b2o4b2o15bobo4b2o201b3o58bo3bo7b2o47b4o235bo7b2o
29bob3o8b2o37bo4bob5o2bo12bo7bo116b2o4b2o4b2o68b2o7b2o35b2o4b2ob2o111b
2o8bob2o4b2o10bobo13b2o127b2o7bo40bo4bo40b2o4bo35bob2o52bo3bo73b2o115b
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2bo88bobo49bobo$2b2obob5obob5obob5obob5obob5obobo33b2o3bob4o2b4ob4o2b
4ob4o2b4ob5o2b2o41b3o3b3o67b4o2b2o5b2o2b4o111bo7bo2bo26bo12b2o12bo22b
2o3bo5b2o198bobo2bo2bobobobo2bo2bobo21bo3bo3b2o28bo5bo2b3o4b3o2bo5bo
10b2o2b2o4b3o13bobo195b2o10bo3bo49b3o5bo3bo296bo37bob3o7bobo38b3o2bo6b
o133b2o4bob2o4b2obo4b2o64bo7bo42bob2obobo43b2o7bo2b2o4bobo12b2o61b2o
13bobo10b2o114b2o7bobo38bo3bo12b2o25bo2b3o2bo34b2o4bo3b2o44bo5bo72b2o
7b2o105bobo76b4o8b3obo16bo56b2o328b2o14bo3b2o4b2o66bo2bob2o10b2o16b2o
10b2obo2bo85b2o8bo41b2o$2bo2bobo5bobo5bobo5bobo5bobo5bobo38bobo6bobo8b
obo8bobo6bobo42bo2bobo2bo66bo4bobo2bobo2bobo4bo107bo39bobo24bobo22bob
2obob2obo200bo3b2o9b2o3bo22bobo4bo2bo36bobo4bobo19b2o2b2o4b2o7bobo4bo
30b2o31b2o57bo18bo55b2o10b2ob2o3bo44bo3bo4bo3bo294b3o35b3o2b2o7bo42bob
ob2ob3o46bo9bo77b2o5b2o6b2o5b2o61b3o9b3o44b2obo42bobo7bo2bo4b2obo12bo
78bo11bo124b2o38b3o14b2o25bo2bo3b2o33bobo3bo2bo2bo44bo5bo189bo77bo2bo
10bob2o13bo2bo208b2o4b2obo6b2obo27b2o128bo15b2o2bo5bo66bobobo5bo34bo5b
obobo94b3o$3bob5obob5obob5obob5obob5obobob2o36b2o2b5ob4o2b4ob4o2b4ob4o
2b4obo3b2o38b3ob3o67b4obo3b2ob2o3bob4o78bo28bo3bo35bobo24bobo20bo2bobo
bobobo2bo195b3o6b2obobob2o6b3o26bobo6bobo18bo7bob3o4b3obo7bo18b2o9b2o
34bobo31bobo55bobo6b2o8bobo73bo44bo5bo4bobo312b2o21bob2o8bobo41b7o47bo
bo7bobo84bo6bo69bo13bo40b2obo3b3o40b3o7b2obo7bo9b3o77bobo8b3o148b2o2b
2o58b2obo26b2o7b2o4b2ob2o46bo5bo298bo2bo209bo4bob2o6bob2o27b2o129bo19b
o5bo66bo2bo4bobo32bobo4bo2bo98bo$2b2obo5bobo5bobo5bobo5bobo5bobo38bo2b
2o2bobo8bobo8bobo8bobo2b2o2bo110b2o3bo2bo9bo2bo3b2o76b2o27bo3b4o30b2o
2b2o11bo10b2o2b2o16b4obo7bob4o193bo10bo3bo10bo27bo7bo3bo16bo7bo12bo7bo
18bo10bo35bo35bo52bo2bobo5bo10bobo2bo70bobo43bo3bo6bo69b2o243bo23b2o9b
2o95bo2bo5bo2bo84b2o4b2o124bo3b3o3bo60b2o8bo53b2o24b2o9bo155b2o50b2o3b
o4b2o25bobo13bo50bo3bo300bo210bo3b2o4b2o2b2o4b2o42b2o111b2o18b2o4b2o
69b2o2bo2bo32bo2bo2b2o100b2o8b3o$4bob2obob5obob5obob5obob5obobobo38b2o
3bob4o2b4ob4o2b4ob4o2b4ob5o2b2o38bo2bobo2bo63bo2b2obo2bo9bo2bob2o2bo
76b2o28bo36bobo26bobo16bo5bo2b3o2bo5bo258bo5b2o101b2ob2o4b2o21b2o4b2ob
2o48bobobob2o7bo6b2obobobo70bo45b3o48b2o4bo22bo99b2o10b2o89b2o10b2o6b
2o20bob2o16bo3bo108b2o7b2o16bo67bobo4bobo124b3o3bobo38b2o10b2obo70bobo
36b2o152b2o51bo2bo2bo3bobo26bo11bobo32bob2o15b3o253b2o257b2o2bo5bo3bo
5bo43b2o113b2obo10b2o4b2obo76b2o34b2o117bo22b2o$4bobo2bobo5bobo5bobo5b
obo5bob2o44bobo6bobo8bobo8bobo6bobo34b2o2bo3bobo3bo2b2o58b2obobo17bobo
b2o75b2o38bo26bo2b3o10b2o10b3o2bo14bob5o9b5obo253bo4bo4b2o10bo5bo14bo
5bo61bo2bo2bo3bobo21bobo3bo2bo2bo45bobobobo2bo4b2o6bo2bobobobo166bo4bo
bo8bobo8bobo72b2o24bo2bo8bo2bo52b2o35bo9bobo6bo13b2o4b3o2bo9b2o4bo3bo
87b2o19bo11bo13b3o203bo2b2ob2o38bo10bo2bo70bo39bo137b2o13bo54b2ob2o4b
2o24bobo11b2o31b3ob2o95bo21bo152bobo37b3o6bo37bo177bo5bo3bo5bo157bob2o
10b2o4bob2o230b3o20bo2bo$3b2o2bob5obob5obob5obob5obobo46b2o2b5ob4o2b4o
b4o2b4ob4o2b4obo34bobo4bo3bo4bobo61bobobo13bobobo118b3o24bobo3bo10bo9b
o3bobo12b3obobo5b3o5bobob3o20b2o4b2o9b2o19b2o9bo44bo36b2o4b2o96bo18bo
3bo16bo3bo62b2o4b2o2bo25bo2b2o4b2o45bo3bobob2o12b2obobo3bo61bo106bo2bo
2bo7bobo8b2o52b2o19bobo23b3o2b6o2b3o50b2obo33bo13bo7b3o10b2o3bo3b2o10b
obo2bobo2bo87bo45bo70bobo4bobo169b3o10bo2b2o69b2o38bo137bobo71bo31b2o
4b2o38bo89b3o6b2obo20b2o102b2o48bo41bo5bo2bo35b3o170b2o2b2o4b2o2b2o4b
2o275b2o158b2o$6b2obo5bobo5bobo5bobo5bobo45bo2b2o2bobo8bobo8bobo8bobob
2o30b2obobo3bo5bo3bobob2o58bo3bo3b2o3b2o3bo3bo82b2o35bo26bob3obo8b2o8b
ob3obo12bo3bo2bo4bo3bo4bo2bo3bo19bobo2bobo9b2o20bo5b2obobo43b3o34bobo
2bobo92bo3bo19b3o18b3o69b5obo21bob5o49bobo3bobo18bobo3bobo58bobo63b3o
35b4obob2obo9bo3b3o37b2o17b2obo19bo26b2o6b2o52bo2bo34b5o14b3o2bo15b4o
14b4obo88bobo45b2o70b2o4b2o170bo126b2o136bo73bobo35bobo38b3ob2o13b2o3b
2o64b3o4bo3bo20b2o102bo48b2o12bo15b2o10b3o4bo2bo38bo170bo4b2obo4bo5bo
26bo165bobo81b2o$8bob2obob5obob5obob5obobob2o44b2o3bob4o2b4ob4o2b4ob4o
2b4obob2o2bo29bobob2ob2o7b2ob2obobo59b2o3b4o3b4o3b2o82b2o65bo3b2o4bobo
2b3obo2b2o3bo15b2o3bo4bo5bo4bo3b2o22bo2bo32bo5bobob2o47bo10b2o23b4o5b
2o4b2o81bobo84b2o28bo3b3o7b3ob3o7b3o3bo48bobob4o2bob2o10b2obo2b4obobo
59bo55bo6bo3bo33bo3bobo2bob2o5b2o4bo3bo35bobo21bo11b2o4b2ob2obo20bo10b
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434b2o74b2o23b2o12bo40bobo8bo6bo3bo72bobo22bo104b3o57bobo15b2o19bo29bo
8b2o169bo5bob2o5bo5bo23b2ob2o163b2o10b3o45b2o46b2o$8bobo2bobo5bobo5bob
o5bobo52bobo6bobo8bobo8bobob2o3b2o31bo19bo70bobo92b2o36bo27bo3b2o2bob
3o2bobo4b2o3bo16bob3o2bo2bo3bo2bo2b3obo22bo4bo31b2o4bo22bo8b2o18b2o10b
o22bo2b2o2bo3bobo2bobo168bobo26bo6b2o6bobobobo6b2o6bo47bobo2bo4b3obo3b
2o3bob3o4bo2bobo58bo3b2ob2o10b2o35bobo4bo5bo32bo2b2ob2obo2bo11b2ob2o
35bo20bo14bobo3bo2bob2o20b2obo4bob2o27bobobobo17bo2bo3bobo30b3o12bobob
obobobo12b3o13b2o4bo113b2o7b2o20b2o7b2o46b2o5b2o6b2o5b2o276b2o245b2obo
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4b2o191b2o9bo2bo45b2o46b2o$7b2o2bob5obob5obob5obobobo51b2o2b5ob4o2b4ob
4o2b4obob2o3b2o31bobob2ob2o7b2ob2obobo64bo2bo3bo2bo89bo35b3o24bob3obo
8b2o8bob3obo14bob3o2bo3b3o3bo2b3obo22b2o2b2o34b2ob2o20bobob2o4bo15b2o
12bobo15b2o5bo2b2o2bo5bo2bo172bo26b2o4b3o5bo2bobo2bo5b3o4b2o46b2obo2bo
2b2obo2bo2bo2bo2bo2bob2o2bo2bob2o61bo3bo10b2o34bo3bo4bo3bo32b2obo3bo2b
3o47bob2ob2o4b2o14bob2o12bo2b2o31b2o30b2o2bobo2b2o16b3o3b2o30bo15b2obo
bo2bo13bo60bo4b2o22b2ob2o41bo2bo5bo2bo10bo8b2o7b2o46b2o4bob2o4b2obo4b
2o257b2o17bo229bo2b5o2bo7bobo9b2o45bo4bobo2b2o2bo9bo252b2o5bo68bob5o
177bo5bo3bo5bo23bo5bo161b3o9b2o47b2o46b2o$10b2obo5bobo5bobo5bob2o51bo
2b2o2bobo8bobo8bobob2o3b2obo31b2obobo3bo5bo3bobob2o65b3o3b3o128bo23bob
o3bo9bo10bo3bobo12b2o3bo15bo3b2o23b2o21b2o8b5obobo2bo19b2obobo5bo13bo
13b2o15bo2bo6bo2bo6bo4bo171b2o25bo6b2o5bobo3bobo5b2o6bo47bobo2bo4b3obo
2bo2bo2bob3o4bo2bobo63b3o47bo3bo5b3o36bo4bo3bo47b2obo2bo3bobo16b2o10bo
b5o40bo22b2ob2ob2ob2o54b4o15bo2b3o14b5o54bobo2bobo22bo3bo7b3o31bobo7bo
bo9b3o69b2o4b2o4b2o263bo18bo227bo2b2o3b2o2bo5bo2bo9bo51b2o2bo2b2o343bo
175b2o3bo5bo3bo5bo190bo61bo20bo4bo20bo$12bob2obob5obob5obobo54b2o3bob
4o2b4ob4o2b4obob2o3b2o38bobo4bo3bo4bobo214bo14bo2b3o10b2o10b3o2bo11bo
3bo2bo13bo2bo3bo45bo8bo6bo3bobo23bo4b2o10b2obo5b3o17bo2bo2bobo16b2o2b
2o199bo3b3o6b3o3b3o6b3o3bo48bobob4o2bob2o4b2o4b2obo2b4obobo104b2o7bo3b
o44b2o2b3o3bo52b2o2bo11b2o17b3o3bo26bo12b2o21bobo7bobo15b3o3b2o28b2o3b
o3b2o10b3o7bo13bo54bob4o25b3o7bo3bo31bo9bo9b2ob2o70bo3b2o3bo262b3o18b
2o227bo11bo6b2o2bo8b3o53bobo344b2o175bo2b2o4b2o2b2o4b2o22b2obob2o163bo
58bobo20bo2bo20bobo$12bobo2bobo5bobo5bobo59bobo6bobo8bobob2o3b2obo38b
2o2bo3bobo3bo2b2o165b2o7bo34b4o3bo13bobo26bobo13b3obobo13bobob3o16b2o
26bobo8b2o2b5ob2obo22b2ob2o13bo2b2o3bo3bo16b5obob2o17b2o201b5obo21bob
5o49bobo3bobo18bobo3bobo105b2o8bobo53b2o53b5obo9bobo15b2o6bo25b2o35bo
2b2ob2o2bo15bo2bo3bobo26bo2b3o4b2o13bo6bobo9bo53bo2bobo2bobo33b2ob2o
52b3o72b2ob2ob2o263bo251bo2bobo2bo10b2o11bo48b6obo105b2o15bo179b2o40b
2o174bo5b2obo6b2obo41b2obob2o144b3o53b3obobo19b3o2b3o19bobob3o112b2o$
11b2o2bob5obob5obobob2o57b2o2b5ob4o2b4obob2o3b2o47bo2bobo2bo73b3o3b3o
88b2o3b4obo36bo3bo12b2o2b2o10bo11b2o2b2o14bob5o9b5obo19bo26b2o21b2o20b
o2bobob5o9b2o2bobo5bo21bo2bo29bo2b2o180b2o4b2o2bo25bo2b2o4b2o45bo3bobo
b2o12b2obobo3bo57b4o46b2o9bo46b2obob2o3bo52bo3b3o10b2o8bobo4b3o4b2o31b
3o2b3o2bobo44bo2bo4bo27b2obo20b2o6b2o10b2o52bo3bo4b2o85b2o4bo96b2o7b2o
487b2obo5bob2o8bo61bo5bo57bo47bo2bo5b2o4b2o6b2o173b2o53b3o160b2o4bob2o
6bob2o248b4obo48bob4o111bobo$14b2obo5bobo5bobo59bo2b2o2bobo8bobob2o3b
2obo128bo2bo3bo2bo92b3obobo39bo14bobo24bobo17bo5bo7bo5bo20bobo18b3o19b
2o4b3o12bo6bobo3bo6bo10b2o3bo3bo18b3o2b3o28bobo2bo180bo2bo2bo3bobo21bo
bo3bo2bo2bo45bobobobo2bo6b2o4bo2bobobobo56bo4bo46bo55bobob2obob2o52bo
6b2o19bo2bo3b2o6bo21bobo2b3o2b3o4bob4o21b2ob2o18bo2bo35bo93bo3bo20b2o
70b2o13bo9bo77b2o7b2o487bob2ob3ob2obo9bo63b3o57b2o31bo16bobo5b2o4b2o5b
obo5bo136b2o3b2o79bo2b2o193bobo23bo5bo204bo50bo115bo$16bob2obob5obobob
o59b2o3bob4o2b4obob2o3b2o52b3ob3o77bobo101bobo24bo2bo7bo17bobo24bobo
18b4obo7bob4o22b2o16b2ob2o19b2o4b3o5b2o4bobo5bob2ob5o2b2o10bo5b3o8bo9b
o4b4o7b3o18bobobo183b2ob2o4b2o21b2o4b2ob2o48bobobob2o6bo7b2obobobo56bo
bo3bo3bo41bobo54bo2bo3bobo10b3o40b2o4b3o4bobo12bobo5b3o3bo22b4obo3bo3b
o7b2o17bo2bobobobo2bo15b2obo34b2o80b2o9b2o23bobo84bobo7bobo38b2o7b2o
524bo4bobobo4bo7b2o63bo58b4o29b3o37bo4b3o138bobo21b2o58b2o2bo191bo3bo
380b2o18b2o$16bobo2bobo5bob2o65bobo6bobob2o3b2obo51bo2bobo2bo67b2o3b4o
3b4o3b2o93bo25bo2bo8b2o16bo12b2o12bo21bo2bob5obo2bo31bo12bo28b2o4bo2bo
3bo2bo4b2o23bo13b3o9bob2o2b3o6bo3bo16b2obob2o185bo35bo52bo2bobo10bo5bo
bo2bo56bobo3bo3bobo35b3obobo56bobo3bobo6b2ob5ob2o36bo6b2o3bo2bo20bob5o
22b2o9bo28bo3bo3bo3bo3b2o12b2o50b3o63bobo8b2obo21bo56b2o7b2o19bo2bo5bo
2bo38b2o7b2o249b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o112b3obobobob
3o131bo4bo28bo18b3o22bo138bo7bo18bo61b3o184b2o5bo28b2ob2o223bo6b2o6bo
111bobo34b2o$15b2o2bob5obobo67b2obob4obob2o3b2o55b3o3b3o66bo3bo3b2o3b
2o3bo3bo91b2o24bo4bo37b4o35bob2obob2obo31b2ob2o16b2o9b2o2b5ob2obo5bobo
4b2o5b3o4b2o13b3o13bo13bo3bo2bo6b2ob2o5b2ob2o6bo2bo3bo184bobo31bobo55b
obo8b2o6bobo59bo9b2o2bobo31b4obo24bo33bo5bo6bo4bobo4bo36bo3b3o5bobo22b
o2b2o33bo43bo2bo63bo67bo7b2o2b3o18b2o56b2o7b2o20b2o7b2o137b2o5b2o53b2o
43bo23bo30b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o114bob2obo2bo132b
2o3b2o72b2o138b2o3b2o20b3o72b2o171b2o4bo4bo26bo223bobo6b2o6bobo109bo
13bo22bo$18b2obo5bobo68bo4bobob2o3b2obo58b3o69bobobo13bobobo91b2o21bob
obo2bobobo33bo4bo33b2o4bo4b2o30b3o18bobo8bo6bo3bobo6bo12b3o4b2o13bo8b
3o5bo13b2obob2o16bo3bo6b3o2b2obo18bo27b2o31bo7bo34b2o60b2o31b2o57bo18b
o60bo7b2o2bo2b2o35bo21b4obo45bobo7bobo36b5obo28bobo3bo2bob2o70b2ob2o5b
obo47b2o7bo64bobo7b3obo108bo11bo75bo11bo48bo5bobo53bo43bobo21bobo312bo
bo126b2o4b2o4bo38b2o202bo72b2o178bo235bo2bo16b2o14b2o16bo2bo89b2o12bob
o22b3o$20bob2obobob2o67bob2obob2o3b2o61bo3bo65b2obobo17bobob2o88b2o19b
3obobo2bobob3o28bobobo2bobobo32b3o2bob2o2bo24b2o26bo9b5obobo2bo20b2o
28bo3bo3b2o14bobobo18b3o7b4o4bo17bobo26bo31bobo5bobo33bo2b2o229bo2bo5b
obo62b3obobo43b2obo3bo3bob2o35b2o2bo25bo4b2o4b2ob2obo26b2o44bo7bobo48b
o72b2o8b3obo94b2o99bobo2b2ob2o2bobo44bo3bo2b3o53bobo43bobo21bobo312b2o
127b2o5bobo10bo31b2o275bo178bo3bo234bo50bo106bobo24bo$20bobo2bobo69b2o
2bob2o3b2obo61b2ob2o65bo2b2obo2bo9bo2bob2o2bo108bo3b2ob4ob2o3bo25b3obo
bo2bobob3o30bo2b2o3bob2o23bobo26b2o13b2ob2o22bob2ob5o2b2o15bo5bobo2b2o
11bo2bobo28b3o2b3o6b2o9bo3b2o3b2o11bob2ob2obo32bo7bo16b2o17bobobo229b
2o6bob6o62bobo44bob7obo31b2obo2bo3bobo13bo8bobo10bo30bo2bo52bo46b3o22b
2o59b2o2b3o46b7o40bo62bo11bo27bo7bo47b4o2bo3bo52b2o39bob2obob2o19b2obo
b2obo26b2obo6b2obo7b2o37b2o40b2o24b2o288b2o10bo2bo28bo23b2o249b5obo
176bobo31bobo196bo4bo48bo4bo103bo$19b2obobo2bo72bo5b2o136b2o3bo2bo9bo
2bo3b2o110b2o3bo4bo3b2o25bo3b2ob4ob2o3bo30b2o2bo2bobo24bo40b2o4bo23bob
o3bo6bo16bo3bo3b2o2bo10b2o2bo29bo2bo10b2o9bo3b2o3b2o11b2obobobo57b4o
15b2o3bo17b8o213bo5bo63bo45bo9bo31bob2ob2o4b2o4bo8b2o7bobo10bo31b2o
100bo17b2o5bobo59b2obo46b3ob2obobo36b3o13bo11bo36bobo2b2ob2o2bobo23b3o
b2o3b2ob3o48b2ob2obo93b2obobo3bo17bo3bobob2o26bob2o6bob2o7b2o37b2o39bo
2bo22bo2bo293b2o4bo2bo46bo4bo2bo249b3o3bo207bo3bo196b2o2bobo46bobo2b2o
$23bo3b2o72b5obo138b4obo3b2ob2o3bob4o114b2o2bo2bo2b2o28b2o3bo4bo3b2o
33bo4bobo23b2o21b2o17bo5bobob2o19bo2bobob5o18b3o5bob2o25b2o17b2obob5o
15bo3b2o80bobo2bo14bo2bobobo15bob4obo214b3o65b2o46b9o37bo10bobo7b2o8bo
4b2o4b2ob2obo146b2o7bo59b2o47bo6bo2b3o34bo16b2o7b2o40bo7bo25b3o3bo3bo
3b3o45bo2bo4bobo96bob2o19b2obo29b2o4b2o2b2o4b2o86bobo22bobo293bo2bo4bo
46bo2bo4b2o245b2o8bo208bo145b2o58bob2o42b2obo$103bo142bo4bobo2bobo2bob
o4bo114bob2o4b2obo30b2o2bo2bo2b2o35b4ob2o45b2o2b2o16bo5b2obobo20b2ob2o
16b2o13bo26b2o2b2o16bobo2bo2bo16bobo28b2o52b2o2bobo8b3o3b2obob2o15b8o
216bo65b2o48bo43bo10bobo8bo13bobo3bo2bob2o26b2o127b2o59bo3bo21bo7bo12b
o2b5obo4bo49bo2bo5bo2bo36b3ob2o3b2ob3o23bo4bo3bo4bo46b2o2b2o3bobo67b2o
25bo3bo19bo3bo28bo5bo3bo5bo76b2o10bo24bo10b2o283b2o23bo28bo2bo10b2o31b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o44bo217bo4bo8b2o128bobo2bo220b
2o$247b4o2b2o5b2o2b4o157bob2o4b2obo39bo47bo4bo15b2o9bo22bo4b2o12bobo
12b2o26bo4bo6bo2bo6bo2bo22bo28bo2bo28b3o3b3o19bobo6bo3bo3bobo308b2o51b
2o34bob2ob2o4b2o4bo25bo2b2o31bo2bo44bo143bo3bo4b2o12b3o7b3o11b3o4bob4o
50bobo7bobo35b3o3bo3bo3b3o5b2o7bo7bo13bo52b3o2bo36b2o30bo25b4o21b4o29b
o5bo3bo5bo76bo46bo308b2o31bo10bobo5b2o23b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o45b3o215bo12b2o126b3obob2o220bobo$253bo7bo212bobo48bo2bo
45b2obobo5bo12bo10b2o31bo2bo5bo2b2o2bo5b2o29bo23b2o29bobo3bobo21b2o4bo
5bobo2bo34b2o325b2o34b2obo2bo3bobo28bob5o32b2o44bobo7bo59bo66b2o6bo2bo
bo2bobo11b5o5b5o14bo2bobo54bo9bo37bo4bo3bo4bo6bobo5bobo6bo13bo52bo2b2o
32b2o4bo27b3o29bo21bo31b2o4b2o2b2o4b2o75bo48bo308b2o38bo4b2o4b2o234bo
215bo3bo135bo4bo60bo2bo42bo2bo114b2o$2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
95b2o5bo5bo5b2o206b2o36b2o9bobo2bobo42bobob2o4bo13b2o10bo30bobo2bobo3b
o2b2o2bo36bo24bo3bo25b3o3b3o20b3o4bo5bo2b2ob2o29b2o2bo367b2o2bo22bobo
5b3o3bo78bobo5b2ob2o56bobob2o61b4o8bob4o14b2ob2o3b2ob2o13b4obo2bo101bo
13bo6bobo5bobo6bo4bo3bo4bo38b2ob2o5b2ob2obo33bo2bo3bobo24bo3b3o21b6o
21b6o28b2obo4bo5bo4b2o12b2o13b2o12b2o27b2o46b2o273b2o72b2o3b2o459bobo
136b3obo4b2o7b2o45b2o46b2o$2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o95b2o4b2o
5b2o4b2o244b2o9b2o4b2o43bo8b2o25b3o27b2o4b2o5b4o38bo28b2o52bobo5bo5bo
3bobo30bob2o368b5obo20bo2bo3b2o6bo32bo52bo2bo57bobobobo59bobo2bo7bobo
2bobo10bobo2bo5bo2bobo10bo3bo3b2o101bo13bo7bo7b2o5b3o3bo3bo3b3o47bo3bo
bo28bo2bo2bobo4b2o23bobobo2bo20bo10b2obo5bob2o10bo27bob2o5bo5bo3b2ob2o
8bobo13bobo8b2ob2o351bo22b3o18bo28bo4bo31b2o4b2obo4b2o4b2o548b2o5bo8bo
70b2o$612bo38bobo2bobo25bo38bo2bo51b2o7bo3bo4bobo29bo372bo3b3o5bobo12b
obo4b3o4b2o21b2o9bo39b2o12b2o3bo3bo3bo3bo39b2obobobobo2bo56b2o2bobo7bo
4b2o10b2o3bo5bo3b2o8bo2bobo3bo2b2o99bo4bo3bo4bo23b3ob2o3b2ob3o39bobo
10bobob2o25b5obob2o28bobob2o23b4o6bo2bo5bo2bo6b4o26b2o4b2o2b2o4b2o5bob
o8bobo7bo5bobo8bobo44bo18bo286b3o4bo37b3o29b4o33bo4bob2o5bo5bo556b3o6b
3o67b2o$651b2o4b2o24bobo38b2o62b3o6bo25bobo2bo371bo6b2o3bo2bo19b2o6bo
21b4obo3bo3bo7b2o28bob2o15bo2bobobobo2bo39bo2bo2b2ob4o61bobo29bo3bo14b
2obobo2bob2o2bo97b3o3bo3bo3b3o25bo7bo39b2obobob2o4bo4bobo32b2o2bo26b2o
bob2o26bo7b3o5b3o7bo29bo5bo3bo5bo6bobo8b2ob2o5bo3b2ob2o8bobo26b2o4bo
11b2o16b2o11bo4b2o139b2o7bo119bo5bobo5b2o4b2o5bobo16bo31b2o33bo9b2o2bo
5bo388bo2bo167bo8bo$2o4b2o4bobo8b2obo2bob2o24bo26b2o18bo19b2o17b2o536b
2o3bo135bo2bo3bob2o367b2o4b3o4bobo8b2o10b3o3bo22bobo2b3o2b3o4bob4o29bo
2bo18b2ob2o45b2o4bo67b2o29b3o18bo2b3obo2bo51b2o7b2o37b3ob2o3b2ob3o23bo
bo2b2ob2o2bobo36b3o3b3o8bo2bo28bob2o3b3o10b2o12bo2b2o26b4o25b4o27bo5bo
3bo5bo5b2o12b2o5bo3b2o12b2o26b2o3bobo11b2o14b2o11bobo3b2o139b3o4b3o2bo
122b2o6b2o4b2o5bo2bo47bo34b2o8bo3b2o4b2o168b2o217bo3bo225b2o34b2o$bo5b
o7bo7bo8bo7b2o3b2o8b5o2b2o11b3obobo17b2obo3bob2o9b2obo4bob2o8bo2bo2bo
2bo527b2o3b2o3bo9b2o30bobobo90bo5b2o2bo366bo6b2o15bobo9bob5o32b3o2b3o
2bobo24bo4bo2bo74bobo64b3o50bo7b2o52b2o7b2o40bo7bo27bo11bo48b2o5b2o28b
obob2o2b3o9bobo11b3o29bo3bo23bo3bo26b2o4b2o2b2o4b2o77bobo6b2o2b2o16b2o
2b2o6bobo143bo2bo3bo3b3o128bo15b2o94bo4bob2o165b2obo4bob2o197bobo12bo
4bo219b2o2bo2bo32bo2bo2b2o$o5bo4bo2bo9b2o4b2o9bobobo6bobo5bo2bo7b2obo
6bobo2bob2o9bo9bo9bo10bo8bo8bo14b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
355b2o3b2o3bo9b2o29bob2ob3o56b2o25b2ob2o9b2o367bo3b3o17b2o11bo2b2o26b
2o40bobo3bo2bo15bo2b2ob2o2bo49b2o63bobo52b3o106bobo2b2ob2o2bobo85bobo
34bo2b2o3b3o9bo13b3o30bob2o23b2obo29b2obo6b2obo80bo42bo145b2ob2o2bobo
232b2o8b2o4b2obo165bo10bo197bo3bo13b3o216bo2bo4bobo32bobo4bo2bo$2o4b2o
2bobobo6b3o2b4o2b3o6b2ob2o6b2obo2b3obo6bo2bobo3bo4b4obo2bo8b2o5b2o11b
2o6b2o9bo3b2o3bo14b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o362bobo41bo7bo
14bo7bo32bo25bo4bo124bo46b2o205b5obo10b2o16bobo3bo2bob2o20bo12b2o28b2o
3b3o15bobo7bobo113b2o55bo107bo11bo86bo37bo3b2o2bo10bobo12bo2b2o22b2obo
bo3bo21bo3bobob2o24bob2o6bob2o268b2obo4bo2bo232bo4b2obo10b2o164b2o6b2o
188b2o12bo231bobobo5bo34bo5bobobo$2bob2o4bo2bo7bo2bo6bo2bo6bobobo9bobo
2bob2o5b2obobo13bob2o5b3o2b5o2b3o5b3o2b6o2b3o8bo4bo537bo41b2o6b2o13bob
o5bobo32b3o27bo49bo12b2o12bo42bo3bobo29b2o13bo2bo204b2o2bo12b2obo14b2o
4b2ob2obo34bo52b2ob2ob2ob2o145b2o3b2o265b2obob2o12b2o13b2ob3o20bob2obo
b2o23b2obob2obo118bo42bo140b2o5bob2ob3o232bo5bob2o11bo161b3o2b6o2b3o
185b2o8bo4bo231bo2bob2o10b2o16b2o10b2obo2bo$2b2obo5b2o9b2o8b2o6b2o3b2o
8bo2b2o12bo15bo8bo2bo7bo2bo5bo2bo8bo2bo5bo2bo4bo2bo600bo7bo35bo21bo3bo
42bo8bo10bo4bo10bo8bo33bo4bo5b2o22bo2bo12bobobo197b2obo2bo3bobo14bo20b
o30b2o36b2o3b3o16b2o2bobo2b2o146bo3bo167b2o7b2o89bobobo29bo4bo24bobo
25bobo62b2o13b2o43bobo6b2o2b2o16b2o2b2o6bobo44b3o13b2o75b3o2b2o6bo174b
o60b2o2b2o14bo162bo2bo8bo2bo199bo6bo228bo2bo8bo2bo16bo2bo8bo2bo$6b2o
46b2o16b2o13b2o9b2o9b2o7b2o10b2o7b2o6b2o14b2o4b2obo5bobobo66bobobo41b
2o21b2o3b2o492bo45bo8bo9bo6bo9bo8bo29bo3bo10bo22bobobo13bob3o196bob2ob
2o4b2o11bo21bobo25b2obo4bob2o30bobo3bo2bo17bobobobo145b3o5b3o164b2o7b
2o88bo2bobo29bob3o25bobo25bobo62b2o13b2o38b2o3bobo11b2o14b2o11bobo3b2o
39bobo13bobo73bo4b9o2b2o147bo22bobo63bo15b2o162b2o10b2o196bo3bo6bobo
227bo4bo34bo4bo$7bo156bo4bob2o5bobobo11b3ob3o7b3ob3o19b3ob3o8bobobo26b
3ob3o8bo2b2o18bo3bobo538bo17bo8bo17bo27bobo12bobo21b3obo16b3o93b2o51b
2o53bo19bob2o17b2o26bo10bo31bo4bo2bo18bo3bo146bo9bo126b2o7b2o126b2o2bo
31b2o28bo27bo118b2o4bo11b2o16b2o11bo4b2o38bo2bo15bo72bo2b3o9b2o2bo145b
2o20bo3bo4b3o52b2o3bo388bobo8b2o21bobo205b5o34b5o$6bo156bo9b2o3bo3bo4b
o3b2o4bo13bo4b2o3bo5bo3b2o4bo11bo3bo4bo3b2o2b2o5bo3b2o4bo12bobobob2o8b
o2b2obo3bo545b3o3b3o4bo8bo4b3o3b3o31bo4bo10b2o22b3o114b2o50b4o52bobo
19b2o46b2o6b2o37bo2bo306b2o7b2o357bo18bo55b2obo14b3o73b2o4bobob4o2b2o
146b2o20bob2o6b3o52bo2b2o422bo3bo213b2obo16bob2o$6b2o155b2o8bo5bobo5b
2ob3ob2o3b2o7b2o3b2ob3ob2o5b2ob3ob2o3b2o9bobo5b2ob3obo2bo4b2ob3ob2o3b
2o8b2obobobo9b4obob2ob2o531bo3b3o3b3o13bo8bo13b3o3b3o3bo18b5obo201bob
2ob2o51b2o64b3o2b6o2b3o33bob2o333b2ob2ob2o410b2o92bobobo4b2obobo148bo
21bo63bo5b2obo10b2o410bo205bo9bobo2b2o6b2o2bobo9bo62b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o$174bo3bo3bo4bo3b2o4bo13bo4b2o3bo5bo3b2o4b
o11bo3bo4bo3b2o2b2o5bo3b2o4bo13bobobo2bo12bobobo2bo529b2o16bo9bo6bo9bo
16b2o22bo50bo8bo91bo15b2o31b3o3bobo117bo2bo8bo2bo33b2o334bo3b2o3bo62b
2o57bo196b2o46b2o36b3o3bo92bo3b4obo2bobo234b2o4bob2o10b2o379bo26bo4bo
4b2o197bobo9bo4bo6bo4bo9bobo61b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o$163b2o8b2o3bobobo11b3ob3o7b3ob3o19b3ob3o8bobobo26b3ob3o8b5obob
2o9b2obo3bobo531bo7bo8bo10bo4bo10bo8bo7bo20b2o14b2o18bo8bo7bobo7bo90bo
bo14b2o30bo3bo2bobo118b2o10b2o368b2o4b2o4b2o59bo2bo10b2ob2o39bo52b6o9b
6o125bo48bo35bo2b2o96b2ob3o2bobobo3b2o407b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o58b2ob2o28bo5b2o198bo11bo14bo11bo$6b2o5bo16bobo15bo45b2o
21bo19b2o2b2o21bo4b2obo5bobobo66bobobo40bo5b2o11bobobo3b2o528b2obo8bo
8bo12b2o12bo8bo8bob2o16bo15bo19bo7bobo5bo3bo5b3o35b2o52bo2bo2b2o41b5ob
3o496b2o4bob2o4b2obo4b2o54bobo4bo54bo50b4o9b4o128bo46bo35b2ob3o18b3o
78b3o5bo4bobo406b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o87bo3bo217bo
2bo8bo2bo$6b2o4bobo15bobob2o12b3o20bobo2bob3o12bo2bo18b5o16bobo2bobo
19bo5bob2o122b2obo2bo10bo2bobobo47bo482bo4bo3bo3bo44bo3bo3bo4bo16bo6b
2o7bo17b3o5bo3bo5bobo45bo26b2ob2o25bob2o43bobobobo22bo473b2o5b2o6b2o5b
2o53b2obobo10bobo39bo53bobo15bobo125b2o10bo24bo10b2o34b2o2b2o20bo78bo
3b3o8bo627bo5bo23bobo311bob2o6bob2o6b2obo6b2o$28b2o4bo20bo14bo2bobobob
o12bobo2bo2b2o10bobo5bobo13bo6bo19b2o2b2o127bob3o12b2ob2obob4o41bobo
309bo7b2o3b2o7bo12b2o9bo39bo51b2o36bo3bobo50bobo3bo19b2o5bo2bo5b2o26bo
bo7bo46bobo25bobo24b2o47b3ob5o18b2o4b2o476bo6bo64bobo3bo3b2obobob2o34b
3ob2obobo45b2o19b2o135bobo22bobo47bobo4b2o13bobo78bo4bobo2b2o2b2ob2o
155b2o7b2o73b2o3b3o3b2o99b2o8bo606b2obo6b2obo6bob2o6b2o$11b2o3bo15b3o
12b3o3b3o14bo20bo2bo3bo2bo10b2obobobob2o10b2ob2o5bob2o20bo127bo18bo3bo
b2o2bo41bobo309b3o5bobobobo5b3o13bo5b2obobo10bo8b2o16bobo50b2o32b2o68b
2o23b3o3bo30bo56b2o20bo2bo4bo71bobo2bo3bo18b2o2b2ob3o474b2o4b2o64bob2o
b2o3b3o3b3o33bo3bo2b2ob3o41b2obo2bo13bo2bob2o132bo2bo22bo2bo47bo5b2o
13b2o81b2obo9bob2o164b2o72bobo9bobo98b2o6b3o41b2o2b2o4b2o4b2obo22b2o3b
2o84bo87b2obob2o335b2o8b2o14b2o4b2o26bo$11bo5bo10b2obo2bo12b3o3b3o21bo
13b2o2b6o14bo3bo13bo2bo2bobobo2bo16b2o3bo127b3o13bobo3bo46b2ob2o311bo
6bobo6bo15bo5bobob2o10bobob2o4bo18bob2o2b5o3bo2bo72b2o4bo50bo4b2o32bob
5o41b5o59b7o72bobo3b3o20bo8bo472bobo4bobo61b2o2bo49b2ob2o3b2o3bo40b2ob
o3bo11bo3bob2o133b2o24b2o154b3o3b4obo160bo80bo13bo105bo20b2o23bo3bo5bo
4bob2o17b2o2bo7bo77bo5b3o10b2o90b2obob2o115b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o34bo9bo14bo5bo10b2o15b2o8b2o$14bobo14bo2bo12bo20bobo
bobo2bo37bobobo14bobobo2bobobo18bo2b2o129bo13b2o3b2o46bo2bo2bo308b2o5b
2ob2o5b2o14b2o4bo2bo13b2obobo5bo19bo2bo7bo2bo2bo66bo7b2o50b2o7bo18b2o
10bo4bo14b5o21bob3obo59bo27bo16b2o31b2ob2obo27b2obo543bo2b3o50bobo7bob
o41bo3bob2o9b2obo3bo319b3o3bobo157b3o78b2ob2o2b2o3b2o2b2ob2o102b2o19b
2o22bo3bo5bo3b2o16b2o2bobo5bobo27b2o5b2o42b3o8bo9b2o212b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o33bo9bo16bo3bobo9b2o16b2o7b2o$13b2o14b5o
18b3o12b3obo2bobo20b2o17bobo16b2obo2bob2o18bo5b2obo193bob6o342b2obob2o
15bo2bo4b2o19bo2bo3b5o2b3obo19bo22b2o3bo16bo4bo3b5o44b5o3bo4bo16bobo
12bobo14bob3obo20bobobobo62bo23b2o15bo2bo32b4o23bobo3bobo473bobo4bobo
60bobo3b2o2b2o44bo2bo2b6o43bo2bob2o9b2obo2bo240b3o3b3o78bo239b2obo13bo
b2o115b3o29b2o2b2o4b2o2bo17b2o3bo4b2o3b2o20b2o3b2o5b2o3b2o29bo6bo10b2o
101bo5bo318b2o8b2o14b2o3bob2o21b2o2b2o$29bo24bo42b2o18bo21b2o22b2o4bob
2o188bo2bobobo5bo336b5obobob3o14b2obob2o39bo14bo4bobo20bo2bobobo2bo13b
ob2o4b2ob2o44b2ob2o4b2obo17bo10bo3bo16bobobobo19b2obobob2o54b2o4bobo
14b2o5bo2bo14b2ob2o4b2o26b2o24bob2o479b2o4b2o62bobo4bo2bo45b2o2bo52b2o
13b2o243bo2bobo2bo321bob4o3b4obo100bo16bo3bo34bob2o5bo45b2o6b2o15b2o6b
2o20bobo5b2o439bob2o6bob2o6b2obo$361b4obo2b2o2b2o140b2o33bo62bo36b2o
24b2o23b2o7bo2bo5bobo2bo12b3obobob5o49b3o2bobo20bob2obob4o12bo9bo50bo
9bo15b2o5bo4bo19b2obobob2o18bo2b2obo44b2o10b2o5b2o14b2o5bobo17bo8bob2o
9b2o36bo8bo189b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o121bo6bo64bob
2ob2o48bob2obob3o44bobo15bobo241bo7bo53b2o192b2o72bobo3b3o3bobo99b2o
15bo5bo27b2o4b2obo4b2o10bo35bo31bo22bo121b2ob2o118b2obo4b2o4b2o4b2obo
45b2o132b2obo6b2obo6bob2o21bo$366b2obobo143bo34b3o58b3o30bob2obobo24b
2o23b2o7b2o2b5o2bo14bo2bobo5bo2bo35bo15bobob2o18b2o4bo17b2o68b2o21bobo
3bo21bob2o2bo20bo3bo19b2ob2o6bo13bobo40b2o22bo2bo2b2o10bo37b3ob2o2b2o
36b2o150b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o113b2o5b2o6b2o5b2o
56bo3bo2b4o44bo2bo4bobo40b4o19b4o210b2ob2o84bobo185bo6b2o73bo11bo99bob
6obo8bo5bo28bo8b2o4b2obo6b3o33bobo27bobo65b2o79bo120bob2o5bo5bo4bob2o
45b2o136b2o8b2o2b2o10b2o11b5o$360bob2obo2b2obob2o132b2o3b2obo37bo56bo
8b2o23b2obobo64bo3b4o17bo2b5o2b2o19bo13bo2bo11b2obobo3bo16bo2bob2obob
3o12bo70bo22bo26bo3bo21b2o3b2o19bobo7b3o13bo64bobo15bobo37b2o4b2o32b2o
bobo32b2o69bo323b2o4bob2o4b2obo4b2o57b3o2bo3bo45bo3b2o3bo40b6o15b6o
209bo5bo23bo5bo53b2o185bobo98bo77bo14b3o2bob2o2b2o6bo5bo27bo10bo4bob2o
9bo33b2o27b2o66b2o204b2o2bo5bo3b2o4b2o182bo9bo2bo11b2o10bo2bob2o5b2o2b
2o$360b2obob5ob2obo132bo4bobo37b2o35bo20bob2o5bo28b2o63b2o5bobo3bo12b
4o3bo23bobo11bo2bo11bo4b2ob3o8bo5b3o2bobobo4bo131b2o3b2o45bo4bo2bo5bo
10bobo7b6o52bo17b2o21bobo18bo35bobo33bo2bo397b2o4b2o4b2o60bobo5bo49b3o
2b3o308b2ob2o73b3o165bobo7bo90bobo73b3o15bo4bo4bo8bo3bo2b2o24b2o8bo3b
2o4b2o6b2o336bo3b2o4b2o2bo5bo182bo9bo4bo21bo7bo9b2o7b2o$508b3obo76b3o
17b2obobo5bo63b3o5b3o18b2o5bobo3bo2b2o3bo3bobo5b2o10b2o11bobo11bo14b3o
4b3o4b2o2bo5b3o4bob2o2b2o184b7o5b2o10b2o8b6o92bo2bo54bob2o31bo2bo67b3o
bo46bob2o6bob2o268bo3b2o3bo62b2o5b2o51bo2bo222bo55bo7bo86b3o12bobo160b
2o4bo98bobo73bo19b2o5b2o10b3o3bobo33b2o2bo5bo202b2o142bo4bob2o5bo5bo
181b2o8b2o2b2o22bo2bob2o9b2o8b2o$14bo6bo6bo32bobo24bo15bo25bobo11b2o3b
2o213b5o2b3o136bob2o68b2o8bo18bo2bo4b2o36b2o24bo3bo3bo3bo18bo3b4o6bo2b
o2bo3bobo5b2o10b2o11bo2bob3o16b2o2b2obo4b3o5bo2b2o4b3o4b3o194bo86b2o
41bo53b2obobob2ob2o24bo6bo62bob2o48b2obo6b2obo269b2ob2ob2o296bo51bobo
54bo2bobo2bo86bobo12b3o159bob2o90b2o12bo73b2o20bo3bo20bo23b2o13bo5bo
55b3o35b2o40b3o63b2o141b2o4b2obo4b2o4b2o37b2o138bob2o6bob2o6b2obo19b5o
10bo$6b2o6b2o5b2o5b2o5b2obo3bo4b2obo4bo3bo2bo15bo3bo4bobo4bo3bo4bobo4b
o3bo15bo12bo2bobo2bo46bo34b2o28bo30b2o5b2o60bo10bo189b2o17bo5b2obo18b
2obob2o39bobo16b2o4bo5bobo5bo4b2o7b2o2b5o2bo7bobo7b4o3bo24bobo21bo4bob
obo2b3o5bo8b3ob2o4bo190bo89b2o28b3o63bo3b2o3bobo24bo2bo3bobo61b2obo46b
2o8b2o512bo3bo47bo3bo7bobo48b3obo54b3o3b3o86b3o172b3o77bo16bobo106bobo
bo20b2o23bo12b2o4b2o13b3o38bo3bo33bo2bo38b5o79b2o120b2obo10b2o4b2obo
39b2o138b2obo6b2obo6bob2o21bo$10bobob2obobob2obobob2obo6bo3b2o6bo3b2o
4bobob2o12b5o4bobo4b5o4bobo4b5o13bo4b2o8bob2ob2obo17b3o26b3o7b2o24bo
27bobob2o27bo5bo61b2o3bobo2b2o128b2o17bo2b2o10b2o2bo12b3o6bo2bo15bo5bo
bob2o16b3obobob5o25b2o9bo16b2o5bo3bo3bo3bo5b2o7bo2bo5bobo2bo5bo8bo2b5o
2b2o19bobo7bo3b2o10b3obob2obo2bo16bo3bobob2o189bobo4b2o26b2o5b2o76bo3b
o63b3o3bobobo25b3o3b2o47b3o10bob3o48bo9bo511bobobobo45bobobobo7bo48bo
4bob2o166b2o154b2o13bo63b3o15bo108b3o45bo9b2o4b2obo14bo3bo23b2o12b2ob
2o32b2ob2o37bobo3bo78b2o120bob2o11bo4bob2o$2b2obo2bobo4bobo4bobo4bobob
obo4b4obobo4bob4ob2obo15bo3bo3b2ob2o3bo3bo3b2ob2o3bo3bo12bo2bo4bo6b2o
7b2o12b2o7b2o25bo6bo25bob2o23bo2bobo27bo8bo55bo7bo2bo132bo2b2o5b3o6b2o
2bo10bo2bobo10bo3bo5bobo2bo2bo10b2o4bo2bo17bo2bobo5bo2bo23bo2b2o6b2ob
2o21b3o5b3o16b5obobob3o12bo2bobo5bo2bo19bo9bo3bobo14bo4b2o18b2obobo
192b2o5b2o26b2o4bobo76b2ob2o66b7o80bo65bo9bo513b2ob2o45bo2bobo2bo55bob
obobobo7bo157bobo155bo3b2o7bobo65bo18b3o8b2o10b2o8bo72bo46b2o8b2o4bob
2o14b2ob2o23bobo50bo38b3o5bo197b2o14bo9b2o23bo$o2bob4o27b2o5bo4b2o4bo
7bobo9b2o2b2ob2o3bo3bo3b2ob2o3bo3bo3b2ob2o2b2o8b9o8bobobobo14bo9bo24b
2o4bobo24b2obo25b3obobo25b2o6b4o52bobo15b2o2b2ob2o119b2obo4bo3bo4b5o
12bobobo9bo5bo3b2obob5o13b2obob2o20bo2b5o2b2o24bo2bo7bo2bo53b2obob2o
14b3obobob5o30bo5bo9b4obob2obo20bobo2b3o231bo97b2ob2o43b2obo32b3o3b2o
46bo3bo11bo49b2o8b2o533b2o26b2ob2ob2ob2o55b2obobo7b3o3b2o53b2o17b2o78b
2o157b2o2bo8b2o64b2o16b2o2bo8b2o10b2o6b3o145b2o35bo35bo54b3obo2bo198bo
15b2o8bo23bobo$2obo58b2o9bobo3bobo4b5o4bobo4b5o4bobo3bobo22b2o7b2o13b
2o5b2o31b2o23bo6bo2bo26b3o26bo2bo5bo52bo6b2o8bobo2bobobo122bo2bo5bo19b
2obob2o8bo5bo2bo3bo14b5obobob3o19b4o3bo29b3o4b3o2bo18b2o5b2ob2o5b2o14b
2o4bo2bo15b2obob2o41b2o8bo2bobobo2bo20bobo4bo228bo20b2o78bo3bo42bob2o
3b6o23bo2bo3bobo45bo2bobo62bob2o6bob2o505b3o5b3o9b2obo2bob2o21bo3bo3bo
3bo58bobo5bo6b2o3b2o47bobo17bobo237b3o93bo2b2o27bo20b2o73bo51bobo70bob
o54b2o5bo198bo25bo22bobo$3bo69bo5bobo4bo3bo4bobo4bo3bo4bobo5bo9b2ob2o
9bob2ob2obo11bo13bo25b2o26b6ob4o20b3o6bobo20b2o5b5o60b2ob2o7bobo4bo
122bo3bo3bo19bo3bo3bo7bo5bo2bo4bob2o9bo2bo5bobo2bo9b2o2bo3bobo5b2o17b
2o15bo3b2o20bo6bobo6bo15bo5bobob2o13bo2bo4b2o52bo3b2o22bo200b6o8b2o10b
2o5b7o15b2o79b3o43bo3b2o7bo23bo6bo10b2o29bo6bobo2bo60b2obo6b2obo504bo
4bobo4bo8bo4bo2b2o20bo2bob2ob2obo2bo58bo6b2o10bobo46bo18bo2bo53bo3bobo
bo176bo94b3o29b2o19b2o74b2o49bo12bo11b2o47b2o14bo5b2o60b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o13b2o24b2o21b2ob2o$3b2o67b2o6bo15bo15bo6b2o
8b2ob2o9bo2bobo2bo11b7ob7o25b2o29bo27bo7bob2o19bo2bo4bo55b5o5bob2obo4b
2ob3o2b2o117b2obo5b3o5b5o9bobobo4bo4b3obo3bo3bo3b2o3bo8b2o2b5o2bo8bob
2o2bobo3bobo5b2o16bobo15b4o19b3o5bobobobo5b3o13bo5b2obobo10b2obobo5bo
23b2o256b6o7bobo10bo5bo2bo4bo84bo57b3o6b3o24bo2bo14b2o28b2o7bo3bo64b2o
8b2o155b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o182bo5bobo5bo11bo28bo
7bo81bo47b3o17b2o53bobo191b2o130b3o61b2o17b2o49b2o11bobo10bo65bo2bob3o
59b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o15b2obo10b2o4b2obo$144b2o
3b2o18bobo31b2o24b4obo2b3o24b2o3b2o22b2o8bo52bo4bo8bo2bo2b2o5bobo117bo
2b2o14b2o2bo8bo3b2o3bo3bo3bob3o4bo4bobobo12bo3b4o7bobobobo7b4o3bo13b2o
2bo20bo19bo7b2o3b2o7bo12b2o9bo10bobob2o4bo24bobo269bo13b3o7bobo16bo68b
o2bo56bo6bo27bo2bo42bob2o10bo65bo9bo155b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o183bo4bobo4bo9bobo31b2ob2o31b2o114bob3o54bobo9bo181bobo111bo
16bo3bo9bo50bobo82bo11b3o61bo5b3o38bo199bob2o10b2o4bob2o23b2ob2o$165b
3o5b3o23b2o28bo2bobo4bo25bo2bobo31bobo50bo2b2o8bobo6bobobobobobo115b2o
17bo2b2o9b2obo4bo2bo5bo7bo3bo3bo12b2o5bobo3bobo2b2obo8bo2b5o2b2o9bobob
2o16b2obobo75bo8b2o23bo45b2o224bobo13bo6b2ob2o14bobo48bo18bobo21b2o35b
6o29b2o42b3o2bo6b3o65bo9bo503b2o3bobo3b2o38bo5bobo5bo11b3o8b3o2bo114bo
bo53b2obobob7obo183bo62b2o29b2o15b2o15bo5bo8b3o32bo15bo83bo14bo39b2o
21bo3bobo37b2ob2o243bobob2o$165bo9bo22bobo4b2o27bob2o27bob3o26b2o5b2o
47bo2bobo15b2o2bo2b2ob7o150bo3bo2bo5bo8b2obob2o13b2o5bobo3bo2b2o9bo2bo
bo5bo2bo11bo20bo2b2o108b2o45b2o206b2o5b2o10b2o34b2o2bo2bo22b2o22b2o4b
2o37bobo115bobobo13b3o57b2o8b2o333bo123bo3bobo2bo87b2ob2o3b2ob2o12bo2b
2o9b2o24b2o87b2o2b2o52b2obo8b2ob2obo180b2o61b2o29bo15bob6obo8bo5bo11bo
29b2ob2o176b5o38bo2bo19b2o4b2obo6b2obo6b2o5bo190bo215bobo$163bobo9bobo
20bo6bo27b2obo29bo28bobo53bobobobo3bo4bo2bobobo2bobobo9bo143b5obob2o3b
o5bo9bobobo15bo3b4o19b3obobob5o12b4o15bobo367bobo4b2o46b2obo8bo17bobo
5b2o14b2o2b2ob3o37bo116bobobo11bo3bo52bob2o6bob2o159b2obo6b2obo30bo52b
2o16b2o59b3o71bo41b2ob2o2bobobob5o37b3o3b3o66b2o2bo5bo29b2o10bo62b3o
14b3o2b2o51bo6b4o3b2o170b2o103b3o11b3o2bob2o2b2o6bo5bo10b2o29bo2bo129b
2o27b2o18b3o40b2o21bo4bob2o6bob2o4bo2bo4bo184b2o5b3o34b2o178b2o$163b2o
11b2o19b2o7b3o27bo30bo27bo49b2o5bo2bo6bobobo10b2obob4ob3o144bo2bo2bobo
5bo3bo10bobo2bo10b2o2b5o2bo20b2obob2o15b2o3bo15b2o369bo57b2o4b2ob2o14b
o2bo5b2o15bo8bo36b2o24b2o90bo2b3o8bo5bo51b2obo6b2obo159bob2o6bob2o28b
3o53bo16bo63bo69b3o40b2obo2bo2bobo57b2obo59b3o5bo40bobo61bo14b4o56bobo
183b2o105bo12bo4bo4bo8bo3bo2b2o39b2o129bobo27bobo82bo3b2o4b2o8b2o11bo
2b2o9b2o168bo9bo33bo179bo$208bo27b2o28b2o26b2o46b2o2bo8b2o2bobo3b2o11b
ob2o4b2o121b2o3b2o23bo2bo6b3o12bo2b2o10bo2bo5bobo2bo17bo2bo4b2o11bo2b
3o4b3o204b2o4b2o50bo18bo58b2o11bob2o4b2obo18bo61bo2bo15b2o28b2obo24b2o
36bobo91b2obo9bo5bo222b2o14b2o25bo56bobo12bobo62bo69bobob2o41bob2ob2ob
ob5o51bo2bo71b2o34bo3bo60bobo13b2o58b2o3bo2bo3bo4bo244bo43b2o5b2o10b3o
3bobo83bo85bo31bo82b2o2bo5bo9bo9b2obobo2bo3b2o3b2o160b2o3b2obo8b2o31bo
bo$6bo12bo12b2o14bo5bo20b2o14b2o17b2o17b2o8b2ob2ob2o196bobo14bo15bobo
4b2o124bobobobo24b2o38b5obobob3o16b2obobo5bo10bo2bo7bo2bo203bobo2bo2bo
48bobo16bobo47bo9bo12b2o2bo2bo2b2o13b7o61b2o16bo24bobo3bobo23b4o35bobo
47b3o3b3o36b2o10bo5bo222bo15bo26b2o56b2o12b2o63bo2bo15b2o3b2o37b2o5b2o
bo2bo37b2obo2bo4bobo4bo50bob2o68b3o2bo33bo3bo18b2o41b2o77bobob2obo3b2o
bo243bobo43bo3bo20bo81bobo84b2o6b2o15b2o6b2o14b2o70bo5bo9bo2bo4b2o2b2o
4bo2b2o15b2o148bo4bobo42b2o172bo$2b2obobo10bobo11bobobo11b2o3b2o13bo3b
o5bob2o10bo16bobo15b3obo7bo3bobo197bob2o2b2o25b2o2b2obo122b2obobobo71b
2obob2o18bob2o5bo11b2ob2o6b2o2bo204b4ob3o21b2o4b2o19bo18bo46b3o6b2obo
10b2o3bo4bo3b2o10bo4bo2bo20b2o81bob2o27bob2ob2o34b2o46bo3bobo3bo35bo
12bo3bo58bo58bo39b2o10b2o53bo15bo88bo4bo72bo13bo7bo36bo2bo2b3obo3b2o9b
2o24bo2b2obobob4ob3o60b3o3b3o19b2o37b2o16b2o15bo3bo2bo15bobo53bo65bob
2obobo2b2o2bo242bobo44bobobo20b2o62b2o17b2o92b2o3b2o5b2o3b2o22b2o65b2o
2b2o4b2o8b2o3bo2bobob2o26bo149b3obo201b2o15b2o$bobobo2bo7b3obo13b3o8bo
2b2o3b2o2bo9bobo11bo10bobo14bo16bo2bo2bo7b2obobo196b2o4bobo9bo4b2o14bo
bo122bobobo3bo2b2o63b2o4bo2bo18bo8b2o13bo9b2o203bobo2bo2bo21bo2bo2bobo
84bo8bo2bo10bo3b2ob4ob2o3bo10bobo25bobo79bo8bo20b3o3bobo34b2o4b2o40bo
3bobo3bo49b3o58bobo56bobo39bo10bobo51b2o14b2o86b2ob4ob2o9bo57bo2bo16bo
bo40b6o4b2obobo8bo26bo4b3o6bo90bo2b3o52bo16bobo2bobo16bo51b2ob2o61b2o
2bo3bo3bo3b2o243bo45b3o56bo27b2o117b2o5b2o71bo23bo4b2obo6b2obo6b2o2bo
26b3o152bob2o200b2o16b2o$o2bob3o7bo4b3o10bo11b3o2bobo2b3o9bobo9b2o12bo
bo10b2obo14bo4bob2o13b2o191b2o4b2obo12bo2bo2bo2b2o8bo2b2o125bob2o3bobo
32b2o28bo5bobob2o17b3o20bobo212b2o7bo19b3ob4o74b2o10b2o7bo14b3obobo2bo
bob3o10b2ob2o26bo52b2o26b3ob2o2b2o18bo3bo2bobo40b2o40bo3bobo3bo55b3o
53bo57bobo31b2o4bobob2o8b2o2b2o49b2obo6b2obo40b2o48bo4bo11b3o56b2o15b
2o3b2o8bo25b2o3b5o7bo2bo5bobo29b2o2bo12bo54b2o3bobo3b2o18b2o55bobo15bo
2bo3bo15b2o52bo62bo2b2o5bo2b4o2bo60b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o24bo3bobobo3bo28bo57bo29bo188b2o5bobo21bo5bob2o6bob2o11bo4bo2bo
17bo8bo155b2o205b2o2b2o19b2o$3o12bobobo3bo8bo4bo12bobo11b2obobob8o2b3o
11b2ob2o6b2obo2bo2b2o6bo2bobobo9b2o2bobo190b3ob4obobo4b2o4b3o2bobo4bo
2bo5b2o127bobo7bo32bo30bo5b2obo20bo21b2o46b2o49b2o122b2o19bo2bo2bobo8b
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55bo3bo12bo44bo15bo31b2o2b2ob2o30bo4b3obobo9b2o2bo49bob2o6bob2o7b2o22b
2o7b2o43b2o12b2o9bo87b3o22bobo5bo2bo7b5o3b2o28bobo3bo5bo4b3o42bobo9bo
4bobo4bo23bo5b3o44b2o18bo3bo133b2o2b5o8bo61b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o23bobo9bobo293b2o10bo6bo22b2o2b2o4b2o2b2o14bo5b2o26b3o
154bob3o228b2o$bo2bob2o11bob2o8b3obo2bo6b3o2bobo2b3o6b2obo12bo2bo14b2o
9bobobo2bo6bo6bo13bobo189bo7bobobo2bob3o9bo5bobobo133bobo7b2o32b3o26b
2o8bo88bo4bo37b2o4b2o3bo7b2o113bo2bo16bo7b2o9b2o36b2o24bobo18bo19b4o
96b2o2bo2bo31bo22bobobobo41bobo103bo5bo10b2o37b5o2b3o11b3o3bo26bo4bo3b
o27b2obo2bo5bo11bo2bo48b2o4b2o8b2o4bo2bo21b2o51bobo12bobo7b2o90bo21bo
8bobob2o4b6o38bo2b2o5bo44bo11bo5bobo5bo22bo5bo2b2o62bo3bo136bo6bobob3o
249bobo9bobo47bo29bo57bo146b2o9bo8b3o34bo5bo3bo38b2o8bo153b2o5bobo14b
3o210b2o$b2obo2bo8bo4bo9bo5b2o6bo2b2o3b2o2bo9bo13b2o9b2o15bo2b4o8bob2o
bob2o8bobo2b2o189b6o2b2obobo6bo10b2obo2bo135bo44bo33b3o52b2o34bo6bo36b
obo2bobo3bob2o4bo79bo6bo27bobo7b3o6b2o16b2o10b3o14b3o10b2o23b2o15b2obo
bo14b2o6b2o82b2o14bobo54b3ob5o39b2o104bo5bo9bob2o35bo4bo5bo9bo5bobo23b
o2bo4b3o29bob2o2b4obo63bo5bo9bo4bob2o2bo26b4o42bo16bo98bo21b2o9b2o3bob
3o2bo2bo20b2ob2o22b2o38b2o2bo4bo8bo4bobo4bo18b2o9b2o2bo12b2ob2o3b2ob2o
38bobo134b3ob2ob3o3b2o248b2obobob7obobob2o45b2o27bo56b3o145b2o10b3o5bo
32b2o3bo5bo3bo37b2o9bo151b2obo2bobo2bo12bo3bo209bo$4bobo10b3obo8bo2bo
14b2o3b2o12bobo4b2o17bo14b2o17bobo2bo8b2o2bo193bobob4o7b2o3bo8bo2bo
217bo54bobob2o29bo8bo29bo7bo2bo4b2obobo5bo16b8o52b2o6b2o27b2o6bo2bo4bo
2bo18bo4b2o3bobo14bobo3b2o4bo41bo2b2ob3o104b2o15bo54bobo2bo3bo145bo5bo
8b3o2bo33bo2bo7b2o9b2o4bobo14b2o7b2obo2bobo26b2o2bo10bo65bo5bo9bo4bo2b
3o26bo3bob2o37b2o16b2o97bo2bo31bo2bob2o5b2o20b2obobo61b2obo2bob2o9b3o
5b3o18bo2b3o8b3o11bo5bobo5bo38bo10b2o122bo4bob2ob2o68b2o4b2obo6b2obo
164b2obo13bob2o25b2o17b2o62b2o20bobobo158bo39bo2b2o4b2o2b2o21bo27bo
153bo3bo2bo13b2ob2o184b2o2b2o18bobo$5bo13b2o10bo16bo5bo13b2o4b2o14b3o
19b2o15bobo7bo3bobo72bo35b2o29bo20b2o3bo29bobo6b2o2b4o7bo4bo271bobob2o
bo29bo8bo29b3o4bo4bo5bo2bo4b2o16bob4obo8b3o40b3o6b3o23b2ob2o5bo9bobo
22bo2bo2b3o14b3o2bo2bo44b3obobo3bo15b2o158bobo3b3o147bo3bo11bobobo29bo
2bob2o23b2ob3o13bo10bob3o27bo4b3o4b3o15b2o48b2o4b2o8b2o6bo10b3o19b2obo
32b2o85b3o37bo14b2o5b2o8b2obobo12b2o20bo63b2o42b2o31b2ob2o54b2o123b2o
2bo4b2o69bo4bob2o6bob2o167bo13bo28bobo81bo20bo3bo197bo5b2obo6b2obo17b
3o24b2o153b2o2b3o190b2o16b2o7b2o8bob2o$90bo21b2o16bo8b2ob2ob2o38bo10bo
9b2o9bobo34bo24bo4bobo18bo2bobobo2bo24b2o2b3obo10bo5b5o272b2o35bo8bo
22b2o8bo3bo4bo5b2obob2o19b8o8bobo41b2o6b2o24b2ob2o6bobo6b2o24b2o26b2o
26b2o18bo2bobob2o120b2o54b2ob2obo29b6o62b2o51b3o13bobobo27bobobo5bo26b
o12bobo8b2o20b2o2b2ob2obo6bo4bo17b2o50b2obo6b2obo6bob2o9bobo18bo3bo33b
o14b2o67bo4bo33bo2bo15bo5bo11b3o13bo14b5o84b2ob2o52bo7bo174b3o3bo75bo
3b2o4b2o2b2o4b2o18b2o145bobo9bobo28bo83bobo3b3o10b2o5b2o195b2o4bob2o6b
ob2o20bo171bo2bo3bo26b2o168b2o15b2o8b2o$184bobo8bobo8b2o10bo36b3o21b3o
2bobo18bob2obob4o25bo4bobo6bo324bo6bo24bo5b2obo3bo4bo4b3obobob5o30b3o
42bo6bo28b2o7bo7b2ob2o76bobo10b3o6b2obobo19bo102b2o56b4o29bo6bo60bo2bo
58b3o6bo2b3o26bo2bo4bobo19b2ob3o14b2o2b2o26bo2bobobobo8b4o22bo47bob2o
6bob2o5bobo2bo7bo2bo8b3o8bobob2o31bobo10bo2bo67b3o2bo3bo30b2o35bo12bob
o14bo3bob2o13b3o64bobobobo48bo2bob2ob2obo2bo171bo2b3o5b3o68b2o2bo5bo3b
o5bo20bo32b2o112b2o3b3o3b2o73b2o39b2o2bo3bo8bo4bo4bo233b2o172b4o2bo6bo
17bo188bo$185bo10bo38bobobo17bo24bobob2o16b2o4bo30bobobo2bobo5bob2o7bo
313bo4bo24bo5bobob2o4b2o5bo2bobo5bo2bo29b3o29b2o46bobo15b2ob2o76bobob
2o6bo3bo8bobo18bo2bo159b2o28b3o6b3o43b2o14bo2bo56bo10b2obo30b2o2bo2bo
6bo5bo6b2obo20b2o27bobo3bo33bo68bo2bob2o7bobo9bobo7b2obo2bo32b2o10b3o
64bo4b4o5bo79b2o17bo3bo13bo3bo64bo3bo50bo3bo3bo3bo24bo150bo7bo75bo5bo
3bo5bo19bobo29bobo197bo2bo29b2o10bo5bo6b2o2b2obo2b3o406b2ob2o7b3o16bob
o207b2o$164bobobo35bo30bobobo18b2o19b3o2bo4bo12bo3b4ob2ob2o26b2ob2o2b
2o7bo7bobo314b2o26b2o4bo2bo16bo2b5o2b2o23b2o4b3o29b2o46bo2bo14b2o34b2o
6b2o33b2obobo2bo4bo5bo7b2o19bo2bo188bo7b2o3bo42b2o10bo6bo56bo3bo7b2o
32bo3b2o6b3o3b3o57b2ob2o2b2o33b2obo64b2obobo8b3o8bo2bo7bo2bobo46bo64bo
5b4o4bo4b3o42b2ob2o44b5o13bo5bo119b2ob2ob2ob2o24bobo10b2o6bo209b2o2b2o
4b2o2b2o4b2o20b2o29bobobo194b2ob2o29bo11bo5bo8bob6obo11b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o81b2o145b2o13b2obo15b2obo15b2o190b2o$164bobo
bo34bob6o4b7o4bobo2bo3bo3bo19bo19bo2bob3o18bobobobobo2bo50bo346b2obob
2o16b4o3bo26bobo4b3o44bo2bo29b2o16bobo33b2o6b2o32bo3bobob3o3bo5bo30bo
190b6o3b2obo53bobo3bo2bo55bo2bobo6bo32bo32bo17bo72bo18b2o46bo3bo18bobo
9b2obo113bo3bo2b3o8bobo90bo4bo13bo5bo120bo2bobo2bo26b2o3b2o6bo5bobo
209bo2bo5bo5b2obo50b2obo2bobo179bo15bo32b3o8bo5bo15b2o12b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o81bo145bobo12b3o19bo16bo$164bo3bo3bo2bobo
4b7o4b7o3bo6bo4bo6bo3bo3bo5bobo43b2o6bo6bo3bo3bo3bo2bo2b2o35b2o2bo2bo
2b2o324b2o19b5obobob3o10bo3bobo5b2o20b2o3b2o5bobo42b3o2b3o18b2o7bo16bo
2bo76b3ob2o2bo4bo5bo229bob2o55b2o3b3o58bobo2bo38b3o28bobo14b3o10b3o78b
o47bob2o19b3o10bo119bo4bo8b3o41bobobobo7b3o31bo2bob5o10bo5bo113bo7bobo
bobo32b2o3b3o7bobob2o204bo4bo5bo4bob2o49bo2bobobo2bo176bobo50bo9bo3bo
16bo233b2o24b3o142bo16bo19b3o12bobo$3b2o5b2o12b2o9b2ob2o51bo15b2o2b2o
12b2o15b2o21bobo5bo3bo3bo6bo4bo6bo3b7o4b7o4bobo2bo3bo3bo14bo2bo3b2o12b
2o2bo2bo3bo3bo3bo3b2obo6b2o42bo2b4obo2bo315b2o6b2ob2o16bo2bo5bobo2bo9b
o3bobo5b2o20bobo9b3o29b2o4b2o4bo8bo17bobo2bo2bo19b2o78bobob2o6bo3bo4b
2o23b2o193b7o113bo11bo3bo41bo28bo11b2o2bo11bo3bo22b3o33bo16bobo46b2obo
3bo26b3o2bo63bo54b3o34b3o16bo7bo5bo3bo31b3o17bo3bo113bobo7bo3bo38bo7bo
bobobobo203b2o2b2o4b2o8b2o46bobo3bobob2o158b2o17b2o61b3o251bo15b2o10bo
141b2o15bob2o15bob2o13b2o$3bo7bo8b2obobo10bobobo43b2o5b3o13bo2bobo12bo
17bo20bo3bo3bo2bobo4b7o4b6obo34bobobo12b3o2bo4bo12bo2bobobobobo5b2o3bo
7b3obo2bo40b3o3b4o316b2o7bo2bo2b2o12b2o2b5o2bo7b2o8b4o3bo22b2o40bo2bo
2bo2bo4b3o2b3o20b4ob3o19bo7b2o71bo10b3o5bobo216bobobo3b3o55b2o3b3o63bo
40bo2bo22b2o14bo2bobo9bo5bo21bobo31bobo16b2o51b4o26bo2b2obo61b3o10b2o
65b3o8bo4bo14bo2bo3bo2bo4b2ob2o35bo10b3o3b3o18b2o95bo59b2obo4bo207bo5b
o9bo48bo3b2obo160b2o74b2o19b2o18b2o2b2o4b2o4bob2o51b2ob2o41b2o12b2o88b
o14bobo168bobo16b3o7b2ob2o$2obo7bob2o6bobo10bo4bobo27b2ob4ob2o2b2ob2o
8bo13bobo15bo16bob2o17bobobo30bo35bobobo11bo4bo5bobo11b2ob2ob4o3bo4bo
7bo4bo2b3o44bo330bo2bo2b2o16bo3b4o6bo2bo7bo2b5o2b2o24b2o22b3o2b3o4bo2b
o2bo2bo30bobo2bo2bo10b2o9bo2bo2bobo70bo21bo18b2o6b2o188bobo3b2o3bo53bo
bo3bo2bo44b3obo10b3o41b4o22bo16b6o8bo5bo21b3o31b2o79b2o21bo2bo61bo2bo
10bobo64bobo8b3o2bo3bo10b3o5b3o40b5o3bo5bo3bo23bo159bob3o204b2o3bo5bo
9bo54bob2o159bo73b2o20bo19bo3bo5bo4b2obo52bobo38b2o3bo12bo3b2o85bo15bo
170bo17bo6bo2b4o$2obob5obob2o6bobo3b2o5b2o2b3obo26bo2bo2bo2bo2bo2bo8bo
13b2obo12b4o13b3o2bobo16bobobo38bo10bo33b3ob2o5b2o16bo4b2o16b2obobo42b
ob2o2b4obob2o322b2o20b2o5bobo3bo2b2o5bo2bobo5bo2bo12b3o9bobo20bo8bo4b
2o4b2o31b2o4b2o10bob2o7b3ob4o74bo7b2o10b2o20b4o190b2ob2obobob2o55bo6bo
44bob2o81bo3b2o26bo5bo64b3o60b2o7b2o22b2o62b2o14bo64b3o4bo4b4o5bo59bo
4bo3bo4bo5bo20bobo159bobo207bo2b2o4b2o8b2o31bo22bobo2bo250b3o6b2o11bo
3bo5bo9b2o46bobo4bo38bo3bobo4bo3bobo3bo83b3o14bobo9b2o5bo150b2o26bo3bo
2bo$4bo2bo2bo9b2o3bo2bo7bobo2bobo24b2ob2o2b2ob4ob2o8bo2bo13bo12bo17b2o
4bo37bo10b2o8bobo8bobo34bobo19b4obob2obo18bobo2b3o39b2obob2o2bob2obo
344b2o5bobo3bo10b3obobob5o13bobo5b2o3b2o21b3o2b3o74bo2bo2bobo69bo2bo8b
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o17b2obo60bo2bo
44b2obo58b2o21bo4bo12b2obobo9bo3bo2b2o61bobo60b2o111b2o69bo5b4o4bo34b
2o25bob3o8bo5bo20b2o4bo156bo207bo5b2obo6b2obo33b3o9b2o4b2o4bo2b2o177bo
72bo8b2o11b2o2b2o4b2o9bo26bo19bo2b4o39bob2obobob3o2bobob2obo83bo8bo7b
2o8bo2bo4bo173b3o2b2o$5b5o10bo2b5o8bobo4bo7b2ob4ob2o2b2ob2o28bo13bob2o
2b2o7b4o14b4o37bobo9b2o9bo10bo35bobo19bo2bobobo2bo18bobo4bo42bo4bo329b
2o20bo3b4o16b2obob2o18b3o4bobo28bo2bo77b2o4b2o68bob2o6b3o27b3obobo2bob
ob3o10b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o18bobo59bo2bo43bob3o
59bo21bo4bo13b2ob2o11b3o3bobo52b2o6bobo149b2o16b2o44b2o30bo3bo2b3o37bo
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184b3o99bob2o10bo27b3o17b2o45bobo3b2o3b3o3bobo91b3o26bo2b2o149b2ob2o
13bo2bo3bo$21b2o12b2ob4ob2o6bo2bo2bo2bo2bo2bo27bobo14bo2bo2bo11bob2o
52bo69bo24bo3b2o20bo45b2o2b3obob4o322bo4bo14b2o2b5o2bo16bo2bo4b2o15b3o
4b2o46b2o138bo9bo28bo3b2ob4ob2o3bo189bobob2o59b2o109bo21b2ob2o37bo17b
3o31bobo159bo16bo44bo2bo33bo4bo15b2o5b2o5bo9bo5b2o5b2o11bobob2o8bo3bo
13b3o10bobobo231b2o193b2o4b2o4bo2b2o153b2o20bobobo92b2o4b2obo10b2o29bo
20bo45b2o4b2o4b2o93bo26b2obobo2bo148bo3bo12bo2bobo2bob2o$7bo14bob4o14b
o7b2ob2o2b2ob4ob2o27b2o2b2o12b5o11b2obo2bo8b2o207bo5bobobo2bo321bo6bo
13bo2bo5bobo2bo5b2o4b2obobo5bo15b3o52b2o137b2o39b2o3bo4bo3b2o190b2o
111bo61b2o3b2o11b2o7b2o36b2o16bobo31bo27b2o55b2o66b2o7bobo12bobo44bo
37b3o17b2o5b2o5bobo33bobobo10b3o13bo3bo8b2obobo231bo205bobo2bo154bo20b
o3bo20b2o71bo8b2o6b2o30b2o13b2o4bobo46b4o2b4o95b2o15b2o2bo4b2o2b2o4bo
148b3o14bobo5b2o$6bobo13bobo2bo12bobo7b2o46bobo23bob2o3bob2o10bo207b6o
bo325bo8bo13b5obobob3o4bo4bo3bob2o4bo17b3o33bo6bo193b2o2bo2bo2b2o12b2o
4b2o4b2obo21b2o26b2o7b2o57bo227bo11bo10bo53b3o30b2o27bo57bo66bo9b2o12b
2o46bo2bo67b2o33b2obobo25bo5bo5bo4bob2o222bob2ob2obo205bob2o156bobo3b
3o10b2o5b2o19bo70bo10bo7bo45b2o5b2o39b2o2b2obo2bo2bo2bob2o2b2o100b2o3b
2o3bo2bobob2o172b3obo$7bo15bo16b2o58bo13b2obo7bo5bo10bo212bo2bo2bo324b
o8bo18b2obob2o5bo4bo3bo7b2o16bobo8b8o16b2o6b2o192bob2o4b2obo13bo5bo4bo
b2o21b2o5b2o20bo7bobob2o53b3o222b3o13b3o6bobo10b3ob3o95bobo54b3o68b3o
11bo4bo54bo106bo4b2o20bo5bo8b3obo223b2obobobo199bo3b2obo160b2o2bo3bo8b
o4bo4bo15b3o71b2o8bo7bo94b2o2b2obobo4bobob2o2b2o100b2o9b2o2bo177b2o$
100b2o12bob2o12b2o11b2o212b2ob2o324bo8bo15b2o4bo2bo5bo4bo4b3o22b3o8bob
4obo15b3o6b3o215bo5bo9b2o26bo21bobo7bobobo7bo28bo18bo221bo17bo2b3o2b2o
10b4ob2o86bobo6b2o55bo72bo9b2ob4ob2o51bo83b3o5b3o17bobo20bo5bo4bo3bo4b
o228bo13bo185bobo3bobob2o160bo5bo6b2o2b2obo2b3o14bo83b2o6b2o44b4o53bo
6bo124bo4bo2bo176b2obo$358bobo326bo6bo16bo5bobob2o4bo2bo7bo33b8o16b2o
6b2o216b2o4b2o8bo25bobo4b2o16b2o6bo2bo2bo5bobo27b3o15b2o259bo2bobo2b2o
b2o20b2ob2o2b2o51bobo148bo4bo54b3o71b2ob2o4bo2bo3bo2bo17bo23bo3bo5bo3b
5o235b2o4b3o186bo2bobobo2bo160bo5bo8bob6obo89b2o14b2o45bo4bo183bo5b2o
179bob3o119b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$358bobo327bo
4bo18bo5b2obo3bobo2bobo64bo6bo219bob2o11bo24b2o4bobo24b2o2b2o7bo31bo
272bo2b2obob4obob3o7b2o10bobo3bo52b3o143b2o12b2o51bo8b2o3b2o15b2o39bo
3bo5bo7bo17b2o18b3o3b3o10bo84b2o153b2o3bo190b2obo2bobo161bo5bo15b2o91b
o15bo45bo4bo324b2o42bobo4bo118b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o$359bo330b2o19b2o8bo3b2o4b2o291b2obo10b2o12b2o16bo70b2o25b2o245b
2obo2bobo9bo6bobo8bo2bobobobo8b4o48b2o133bobo12bobo61bobo16bo2bo39b3o
7bobobobo37bo3bo17b3o23b2o51b2o2bo150b3o6b2o149b2o41bobobo163bo3bo16bo
91bo9b2o4bo47b4o38b2o34b2o248bobo31b2o8bob2o3b2o$721b2o305b2o4b2obo14b
2o14b3o97b2o8b2o238bob2ob2obob6o8bo8b2o2b2ob2obo6bo4bo28b2o16bobo133bo
16bo58bo7bo13bo95bo5bo10b5obo2bo22bob2o48bo2bobo47b2o8bobo2bo86bobo
158bobo40bobo166b3o109b2o8b2o4b2o88bobo32bobo248bo33bo9bo$163bo43bo28b
obo2bobo20bo38b2o220b2o37b2o6b2o53b2o400bo4bob2o29bo3b2o13b2o90bo239bo
2bo2bobo15b2o17bo4b3o4b3o25bobo16bo134b2o16b2o58b2o3b2o15bo2bo49b2ob2o
37bo5bo13bo4bo24bo2bo43b2obobobob2o56b3obob2o72bob2o8b3o156bobobo41b2o
159b2o19b2o161b2o5b2o33bo34bo40b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o44b2o34b3o5b2o128bob2o6bob2o6b2obo34b2o5b2o$8b2o2b2o2b2o31b2o2b2o2b
2o2b2o2b2o2b2o11bo57bo22b3o15bo14b2o9bo27bob2o2b2obo18bobo4bo28b2ob4ob
2o215bobo31bob2obobo6bobob2obo48bo2b2o395bo9b2o6bo16bo3b4o2bo13bo88bob
o240bobo2bobob4o29b2o2bo10bo24bo256bo21b2o68bo5bo13b5o20bo4bo2bo43bob
2obobobo46bo3bo5bo6bo73b2obo17b2o147bobo2bob2o199b2o20bo161b2o5b2o109b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o82bo135b2obo6b2obo6bob2o34b2o
5b2o$8b2o2b2o2b2o16b3o12b2o2b2o2b2o2b2o2b2o2b2o11b3o42b2o9b3o10b2o13bo
12b3o14b4obo3bo3bo7b2o16bo8bo18bobo3bobo26bo10bo208b2o3bo2bob2o28b2obo
bo10bobob2o48bobo2bo11b2o381b2o8bo6bobo13b2ob2o5bobo13bobo3b3o12b3o65b
2o242bo4b2obo2bo34bob2o2b4obo22b2o18bo236bo21bobo12bo56bo3bo13bo3bo20b
obo3bo2bo48b3o3bo43bo4bo6bo5b2o93b2o146bo2bobobo2bo217b3o6b2o117b2o3b
2o13bo374b2obobo134b2o14b2o2b2o$85bob2o5b2ob2o5b2ob2o5b2ob2o5b2o2bo5b
2obo11bobo13b2o11bo17bobo2b3o2b3o4bob4o14b2ob8ob2o14b3ob2o3bo28bo2bo2b
o2bo209bo4bobobobo34bo8bo53b2obobobob2o7bobo391bo5bobo13bo2bo2b2ob2ob
2o13b2o2bo3bo10bo3bo61bo27b2o12bo249b2obo2bo5bo42bob2o234b3o18bo13b3o
11bo5bo38b3o13b2obo3bo19b2o3b3o45b4obob3obo41bobobo257b2obobo3bobo216b
o8b2o115b3obobob3o11b3o54bo38bo278b2ob2o136bo15bo2bo$2b2obo14bob2o7b2o
5b2o7b26o7b4obobo7bobo7bobo7bobo7bobo7bobob4o5bo29b2o26b3o2b3o2bobo15b
obo8bo14bo4bo34bo6bo207b2obo3bo4bo35b2o8b2o53bobobob2obo4b2obo2bo3b2o
384b2o4b2ob2o13b2o3bo6bo16bo5bo8bo5bo34bobo23bo26bobo11b2o94bo157bo4b
3obobo44bo235bo17b2o12bobob2o8b2o5b2o56b5o41bo3bo25bo11bo40bobobo8b2o
5bo245bob2o3bo342bo2bobobobo2bo11bo15b3o3b3o30bobo36bobo37b2o4b2obo6b
2obo34b2o324bo15bo4bo14bo3b2o45b2o3bo$2bo20bo7b2o5b2o6bo2bo5bo5bo5bo5b
o6bo4bobo7bobo7bobo7bobobo5bob2o6bobo4bo6bo2b4o13b2o4bo24b2o32bo3b2o2b
o2bo15b6o6bobo240bob2o2b4obo35b4o4b4o51bo15bobo2b3o3bo374b2o4b2obo4bo
6bo3b2o13b2ob2o18bo5bo8bo5bo34bobo23bo26bo12bob2o92b3o156b2o4bobob2o
41bo263b2o5b2obo2bo69bo26b2o3b3o13bobobobo25b3obobob3o25bob2o10bo4bo
10bo6bo241b2obo348bo3bobobobo3bo24bo4bobo4bo28b2o38b2o38bo4bob2o6bob2o
26bo7b2o10bo173b2ob2o135b2o14b2o2b2o12b2obo53bob2o$3b2o16b2o9bo5bo6bob
2obo3bobo3bobo3bobo3bobo7bo5b3ob3o3b3ob3o3b3ob3o2bobo2b3o4bo2b3o5bo27b
obo3bobo23bo12b2o20b5o2b3o18bo3bo4bo2bo239bo3bo2bo3bo39bo4bo53bob3obob
4o7bobo2bo3bob2o371b2o4bob2o4b2ob2ob2o2bo2bo13bobo19bo5bo8bo5bo34b3o9b
3o33bob2ob2o4b2o4b3o2bo90bob3o163bo47b2o259bo2bo2b3obo3b2o9b2o58bobob
2o18bobo3bo2bo11bo2bobo2bo19bo6b2obob2o27b2obo10bo3bo10b2obob3o10b2o
46bo3b3o175bo2bobo354bobo35bobo50b2o4b2o54bo3b2o4b2o8b2o23bobo16b3o
174bobo138bob2o8b2o6b2obo8b3o55b3o$3o2b16o2b3o6b7o7bo2bo5bo5bo5bo5bo9b
2o3bo5bo3bo5bo3bo5bo2bo2bo3bo3b3o3bo3b2o13bo3bo10bobo3bobo37bo60bo23b
2o3b2o210b3ob2ob3o40b6o53bo4b3o4bo6bob2ob2ob2obo45b2o4b2o36bo5b2o38bo
33bo217bobo5b2ob2o13bobo20bo3bo10bo3bo2b2o19bo23bobo33b2obo2bo3bobo6bo
bobo88bo3bo163b2o47b2o260b6o4b2obobo8bo36b2o22b2ob2o19bo4bo2bo10b2ob2o
b2ob2o18b3o36b2o31bo2bobo10b2obo29b2o12bobo2b5o3b2o12b2o154b2o2bo4b2o
4b2o338bo4bobo4bo24bo3bobobobo3bo43b3o4b3o53b2o2bo5bo9bo25bo16bo6bo
170bobo138b2obo9bo6bob2o7bo6bo47bo6bo$o2bo18bo2bo6bo5bo8b26o16b2ob2o5b
2ob2o5b2ob2o5b2ob2o4bobob2o16bobobo3bo10bo4b2o29b2o28b5o2b3o25b2o2bo3b
2obo17b2o2bo2bob2o199b2o7bo4bo102b3ob3ob3o8bo10bo44bobo2bobo35bobo5bo
37bobo31bobo216bo2b4o3bo16bo22b3o12b3o3bobo18bo23bobo39b2o2bo9bobobo
75b2o9bo3bo471b2o3b5o7bo2bo5bobo37bo5b2o2bo41bo2bo9bo3bo3bo3bo20bo34bo
3b2o13b2o6bo26bo28b2o12bo3b2o3b2o2b2o11bo2bo161bo2bo2bo2bo9bo329b3o3b
3o15bo11bo2bobobobo2bo45b2o4b2o59bo5bo9bo41b2o3b3o171bo143b2o6bo5b2o4b
2o4bo2bobobobo30bo14bobobobo2bo$b2o20b2o65bobo7bobo7bobo7bobo7bobo17b
2o3bobo7b2o33b2obo4bob2o22bo3b2o2bo2bo25bobo4b2ob3o19bobo2b2o198bo2bo
49b2o12b2o51b7o11b3ob2ob3o47bo2bo37bobo5bob2o34bobo31bobo40bo55b2o43b
2o10b2o62b2o3bo66bo18bo65b5obo8bo2b3o72bo2bo7b3obo471bobo5bo2bo7b5o3b
2o35b3o4bo5bo3bobo34bob2o9bo2bob2ob2obo2bo18b2o34bob2obo3b2o14b3o23bo
14b2obo28bo2bo3b2o16bo156b2o2bo4b2o4b2o9b3o124b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o63b3o11b3obobob3o108b2o2b2o4b2o8b2o18bo26bo319bo6b2o
4bo5bo6b3obob2o25bo4b2o15b2obob3o$8b2o2b2o2b2o16b3o12b2o2b2o2b2o2b2o2b
2o2b2o19bobo7bobo7bobo7bobo6b2o2bo20b2o10bo11b2o20bo10bo22bobo8bo38bo
19bo198bo2bo2bobo7bo2bo38b2ob2o6b2ob2o3b2o4b2o60b2o2b2o48bo4bo35b2ob2o
3b2obo2b2o30b2ob2o29b2ob2o33b2o4bo4b2o49b2o42bo2bo8bo2bo63b3o14b2o51b
2o13b2o68bo3b3o9b2obo3b2o69bobo8b3o215bo2bo20b3o5b3o85bo23bo112bo8bobo
b2o4b6o39bo12bo2b2o36b2o14bo7bo22b3o33bo2bo3bobo13bo27bob2o10bob2o29b
3o3bo19b2o153bo2bobo22bo124b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
65bo13b2o3b2o111bo4b2obo6b2obo20bo26b2o158b2o157bo5b2o7bo5bo37b2o4b3o$
8b2o2b2o2b2o31b2o2b2o2b2o2b2o2b2o2b2o20bo9bo9bo9bo10b2o29b3o12bo22b2o
6b2o22b2ob8ob2o27bo3b2ob3o46b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
9b5obob2o23bo2b2o24b8o8bo4bobo4b2o3b2o20b2o2bo77bo4bo34bo5bo2bo2bo3bo
8bo92bobo4bo4bobo48b2o42b3o2b6o2b3o63bo16b2o65bobo67bo6b2o9b2o4bo2bo
65b2obo10bo215bo2b2o19b5o3b5o83bob3o17b3obo110b2o9b2o3bob3o2bo2bo44bo
6b3o4bo51b2ob2o25bobo34bo3bo6bo9b2o16bo11b2o14b2o210b2obo351b2o5b2o
147bo5bob2o6bob2o20bo186b2o157b2o5bo6b2o4b2o5b3obob2o23bo2bo20b2obob3o
$163bo15b3o16b3o2b6o2b3o21bo8bo28bobo3bobo19bo6bo21b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o15bo2bo22bobo2bo25b6o9bob2obo2bo3bobobobo20bo2bo
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48bo13bo2bo29b2o6b2o64bobo4b2o77bo69b2o4b3o5bo3bo74b3o227b2o2b2o17b2o
4bobo4b2o87bo2b2o7b2o2bo128bo2bob2o5b2o42b3ob4obobob2o2bo45bo5bobo5bo
20bobo33b2obo3bo3bo28b3o22b2o3bo26b3o3bo28bo150bob2o3bo344b2o5b2o85b2o
4b2o54b2o2b2o4b2o8b2o360bob2o6bo9b2obo6bo2bobobobo22bobo20bobobobo2bo$
181bo16bo2bo8bo2bo21bob2o2b2obo29bo4bobo18bo2bo2bo2bo195b4o2bo23bobobo
27b4o9b2obobob2o6bobo2b2o19bobobo30bo35b3o9b2o7bobo4bo26bob3o3bo8bo25b
ob2o29b2obo30b2ob2o11b2ob2o44bobo12bo31bo10bo17b2o44b2o4bobo40bo7b2o2b
2o22b2o8b2o59bo6b2o3bobo78b2o232bobo16b3obobobobob3o82b2o3bo2b2o7b2o2b
o3b2o124b2obobo48bo4bobo4bo2bob2o40b3o3b2ob2o3b2ob2o22bo34b4o3bo22bo
12bo16b2o3bob2obo25bo2bo3b2o27bo147b2obobo3bobo139b2o4b2obo6bob2o41b2o
52b2o180b3o4b3o57bo5bo9bo54bo2bo303b2obo6b2o8bob2o7bo6bo24b2o4b3o14bo
6bo$199b2o10b2o23bobo2bobo36bo18bo10bo193bo3b2o2bo9bo11b2obob2o37bo4bo
bobo5bobob2obo19b2obob2o27bobo23bo5bo8bo16bo2bo2bo23b4o3b3ob2o9b2o22bo
39bo28b2obobo9bobob2o45bobob3o6bo4bo21b2o4b2obo4bob2o13b2obo2bo49bo41b
obo5bo2bo2bo6b2o24b2o25b2o33bo3b3o6bo9bob2o91b2ob6o200b2o14b2obo2b2o3b
2o2bob2o79bo4bo17bo4bo125b3o50b5obob2ob2obo122bob3o6bo15b3o9b2o16bobo
3bo2bo11b2o12bo3b2o3b2o174bo2bobobo2bo141bo4bob2o6b2obo37b2o2bo54bo2b
2o89b4o84b2o4b2o54b2o3bo5bo9bo50bo2bo2bo2bo332b3o34b2o19b3o$300b2ob4ob
2o22b2obo6b2obo7b2o2bo6b2o10bo2b2o19b2o2bo16b2o31b2o48bob3o2bo10b2o10b
o2bo3bo36bob2o5bo5bobo2bobo18bo3bo2bo11bo5bo9b2o23bobo3bobo6b2o16bob2o
bob4o19bo3b3o3b3o33b2o37b2o31bob11obo49bob4o5bobo2b2o17b2obo2bo8b2o19b
obo2bo48b2o5b2o35bo7bobobo7bobo50bo34b5obo11b2o2bobo93b2ob6o215b4o3b2o
3b2o3b4o79b4o19b4o127bo57bobo2bo2bob2o40bob2o48b2o22bobo3b2o6b2o17bo
29bo3bo13b2o12bobo2b5o27bo3bo144bobo2bob2o141bo9b2o2b2o40bo2bobo54bobo
2bo87bo4bo66b2o38b2o38bo2b2o4b2o8b2o49bob3o2b3obo138b2o191b2obo7b2o25b
o9b2o7bob2o$304b2o26bob2o6bob2o7bo2bobo5b2o9bobo2bo19bo2bobo14bo2bo29b
obo20bo28bo3bo2bo10b2o10bo2b3obo19b2o8bobo2b2o2b3o4b2ob4o2b2ob2o16bob
3o2bo11bobo3bobo32bo2bo3bobo23b2obo2bobo3bo21bo4bo47b2ob2o11b2ob2o41bo
bob7obobo50bo7b2obo23bob2obo28bo2b4ob2o52b2o44b2obobo7bo34b2o15b3o31b
2o2bo13bo4bo52b2o6b2o3b2o27b2o221b2obo3b3o3b3o3bob2o284b5obobobo2b2ob
2o40bo3bo45bobobo24bob3o5b2o16b3o27bo3bob2o27bo3b3o29bo2bobo144bobobo
29b2o113b2o8bo4bo36b2obo2bo2b2o52b2obobobob2o83bo4bo66bobo36bobo37bo5b
2obo6b2obo36b3o13bo8bo139b2o193bo3b2o3b2o35b2o3b2o3bo$3bobo13b2o16b2o
16b2o17bo15bo14b2o16bo2b2o208b2o2b2o4b2o6bobobo16bobobo21bobobo14bobo
2bo2bo24bo21bob2o27b2obob2o11bo9bo2b2o3bo19bobo8bo3b3o5b2o4bo6bobo2bo
14bo3b2o2bo4b3o2bo3bobo3bo2b3o26bobob2obob2o22bo2bob2ob2o2bo21b2ob2o
48bo3bo11bo3bo37b2o3bo5bo5bo3b2o38b2o41bo4b2o7bo20b2o4bobo102b2o7b2o
33bo18bo25b2obo2bo3bobo15bo52bobo5bo7bo26b2o5b2o214b2o4bob2o3b2obo4b2o
71b2o5b4o19b4o5b2o172bo2bobo3bo49bo49bo2bo21b4o3bo53bo3b4o215bobo29bob
o123bo2bo37bob2obobobo54bobobob2obo84b4o68bo38bo38b2o4bob2o6bob2o36bob
o$3bo2bo11bo2bo15b2o16b2o17bo14bobo14bo15bobo2bo11b3o4b3o187bo3bo5bo6b
2obob2o14b2obob2o19b2obob2o12b2obob5o17b2o4b2o25bo27bobobo23bo2b4o21b
2o12b3o6b2o12bob2o15b4o2bo11bobo3bobo33b2obob2o3bo22b3o2bo3bob2o21bobo
7b2ob2o38b3o13b3o37bo2bo17bo2bo37b2o39b2ob2obo2bo5bobo22b2o151b3o41bob
2ob2o4b2o12bo2bo52bobob2o5bobo29b2o5b2o214b2ob5obo3bob5ob2o72bo4bo4bo
17bo4bo4bo231bo43b2o4bo2b2o21b2obo3bo46b2o5b3obo53b3o14bo147b2o32bo
112b2o8b2o2b2o41b3o3bo50bo301bo2bo$6bo12b2obo50b3o14bo14bo15bo2bobo12b
3o4b3o188bo3bo5bo4bo3bo2bo13bo2b2o3bo17bo3bo3bo10bo3bo22bobo3bo2b2o19b
o3bo26bo2bobo22bo2bo21b2o16b2o2b3o3b5o4bobobo22bo2bo11bo5bo9b2o31b2o7b
3o3b3o7bo3bo4bo24bobo7bo3bo93bobobo17bobobo48b2o2bo2bo22bobobo2b3o3bo
3bo18b3obob2o150bo46bo76bobobo3b2o3b2o27b2o5b2o215bo2b5o5b5o2bo72bo6b
2o3bo2b2o7b2o2bo3b2o6bo231bo3bo39b2o4bo25bo3bo47b2o6b2o3bobo50bo2b2o
13b2o179b2o112bo4b2obo6bob2o33b4obob3obo48bob3obob4o79b2o5b2o204bobo$
3bo18bo2bo11b4o14b4o45bob3o11bo4b2obobo7b2o8b2o186b2o2b2o4b2o3bob3o2bo
8b3o2b3o3b2o2bo15bobobo4bo6bo3bo4bob2o18b2o4bobo2bo15bobobob2o26b2o2bo
23b2obob5o14bobo8b3o6bob2o4bo5bo3bo3bo16b5obob2o27bobo22b2o2b3o3bo6bob
o3bobo6bo3b3o2b2o25bo8bo3bo93bobob2o6b3o6b2obobo48b2o4b2o20bo3bo4b3o3b
o3bo17bo8bo196bobo11b3o62bo7b3o36b2o216b2o15b2o73b4o8bo2b2o7b2o2bo8b4o
215bo3bo12b3o38bobo6b2o21bo2bo3bobo16b2o27bo6b3obo53b2o2bo307bo5bob2o
6b2obo32bo3bo3bo3bo48bo4b3o4bo78bobo4b2o13b2o56bo34bo97b3o18b2o97b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$o2bobo11b4obobobo9bobo2bob2o
9bobo2bob2o25b5o11bo4bo9bo3b2o2bob2o6b3o8b3o181b2obo4bo5bo4bo3b2o2bo7b
obo2b3o2b2obobo15bo3b2o3bo3b4o3bo3b2o3bo22bo3b2o15bo3bobo46bo2bo7bobo
2bo2bo14bo10bobo6bo4bobob5o5b3o17bo2bo2bobo30bo22bo4bo3bo7b3o3b3o7b2o
43bobo92b2obo3bo6bobo6bo3bob2o34b2o4b2o34bobo4b3o3bo3bo17bobo3b4o197b
2o11bobo61bo2bo5b3o29b6ob2o311bo3bob3o17b3obo3bo217bobobobo52b2o29bob
2obo3b2o16bo35bo3b4o52b3o307b2o2b2o14b2o31b3o5b3o50b3ob3ob3o80bo20bo
56bobo32bobo112b2obo2bo97b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
$4o3b2o7bo5bobobo9bo2bobob2o9bo2bobob2o25bo3bo8b2obobo2bo10b2obobobo
13b6o185bob2o5bo5bo4b4o2bo8b3o2b3o3b2obo17b2obo4bo3bo6bo4bobobo22b4o
18bo3bo58bo2bo18b2o10bo2bo7b2obob2o8bobo24bo2bo30b2o18b2obo3bo2b3o22bo
3b2obob2o36bo93bo2bob2o7b3o7b2obo2bo28b2o3bo2bo2bo2bo3b2o25bo2b2o2b2ob
3o4bobo17b2obobobo213b3o61bo7b5o9b2o17b6ob2o216b2o15b2o73b2o6bo23bo6b
2o213bo2bobo2bo66b2o14bo3b2o22b3o28bo3bo3bob2o58b3o305bo16bo33bob3obo
54b7o85b2o17b3o53b2o34b2o111bobob3o$4bobo8bobobo5bo7b2ob2o3bo9b2obo2bo
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52bo2b2ob2obo2bo22b2obob2obobo45b2o79b2obobobo2bo15bo2bobobob2o25b2o3b
o2bo2bo2bo3b2o25b4obobo3bo6bo10bo6bo3bobob4o274bo3bo2bo5bo8bobo28b2o
210bo2b5o5b5o2bo72bo2bo33bo2bo212b2ob2ob2ob2o15b2o46b2obo15b2o14b2o11b
o16b2o9bo6bo3bo59bo2b2o299b2o3bo14bo19b2o14b5o142b4o2bo19bo202bobo$2b
2ob2o8bobobob4o8b2obo4bo9b2obo4bo11bob3obo8b3o2b4o10bo4bobo6bob2o5b2o
12b4o184bo9bo5bo3b5obob2o14b2obob5o13b5obob2o12b2obob2o20b2obo2bo20b3o
2bobo2b2o36b3ob2ob3o39b3o8bo4b2obo58b2o2b2o23bo3bobo2bob2o23bobo3bo2bo
45bobo26b5o13b5o29bo2bobobob2o15b2obobobo2bo31b2o4b2o34bobobob2o17bobo
4b3ob2o2b2o2bo274bo5bo7bo9bo28bobo208b2ob5obo3bob5ob2o72b3o33b3o212bo
3bo3bo3bo14bob2o43bo2bo18b2obo10b2obo27bo13bobo3bo2bo42b2o13b2o2bo300b
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25b2o24b2o160bo3b2o3b2o35b2o3b2o3bo$3bobo10bo2bo17b4o14b4o12bobobobo8b
o2bo4bo11b4o9b2o2b3o4bo9bo6bo25bo9b2o37bo45bo33b2o14b2o11bo9bo5bo2bo2b
o2bobo16bobo2bo2bo13bo2bo2bobo14bobobo20bo3bobo27bo3b2o35bo3bo2bo3bo
32bob2o6b2obo4b3obo41b7o11b3ob2ob3o22b4obob2obo16b2o6bobo3bobo48bo24b
3obob3o9b3obob3o28b2o6bo17bo6b2o20b2o4b2o43b4o3bobo17bo3bo3b3o4bobo
277bo2bo2bo7bo7bobo25b2obobo208b2o4bob2o3b2obo4b2o7b3o60bobo37bobo209b
o2bob2ob2obo2bo14bo2bo42bo2bo4bo13bob2o14bo23b3o14b2o3bob2obo43bo14b3o
299bo5b2obo6bob2o21bobo21bob2obobo130bobo92bo6bo85bobo35bo3bo4bo100bob
2o6b2obo6bob2o15b2o8b2o24b2o8b2o148b2obo7b2o9bo25b2o7bob2o$2bo2bobo11b
ob2o47b2obobob2o9b3o2bo28bo3bo2bo8b2o8b2o17bo4bobo8b2o37bo44bobo32b2o
14b2o10b2o8b2o4b2o7bo2bo5b2o9bo2bo23bo2bo14bobo2bo17b3obob2o68bob4o2b
2obo31b3ob2o6b2ob3o4bobo39b3ob3ob3o8bo10bo25bo2bo2bo16bo8bo5bo49b2o22b
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3o54bo5bo5bo8b2o26bobobo209b2obo3b3o3b3o3bob2o7bo2b2o3bo11b2o39b3obo
37bob3o210bo7bo12bo4bo2bo42bo2bo3bobo27bo26bo6b2o13b2o3bo183b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o13b2o4bob2o6b2obo22b2o21b2obobo131b2ob
2o83b2o2b2obobo4bobob2o2b2o77bo37b2o2bobo107b2o2b2o14b2o14bo44bo149b3o
19b2o34b3o$2b2o2b2o12bo2bo15b2o16b2o10bo2b2ob2o2bo9b3o14b2o15bo2bobo
11b2o4b2o19b3o2bobo45bo3bo26bo16bob2o2b5o3bo2bo16b2o14b2o12b2obo6b2obo
10b2o6b2o10b2o25b2o16bo2b2o16bo3bobo70bo4bo3bob2o29bo18bo4bo39bo4b3o4b
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o11b4o3b2o3b2o3b4o
8b2o2bo3bo10bo2bo37bo4b3o33b3o4bo211b2ob2o13bobo3bo2bo43b3o3b2o29bob2o
10bobo2bo31b2o43bobo2bo29b3o3bo99b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o81bob2o218b2o2b2obo2bo2bo2bob2o2b2o76b2o42b2o107bo4bo14bo15bobo40b
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8bo21bobob2o16b2o3bo13b2o8b3o8b2o16b2o19bo2bo7bo2bo16bo16bo12bob2o6bob
2o96b2o2bobo30b2o36bobobobo4bo33b3ob2o6b2ob3o45bob3obob4o7bobo2bo3bob
2o23b2o4bo6bo4bo9bo47b8o29bobo3b2o2bo9bo2b2o3bobo29b4o3bobo3b3o3bobo3b
4o41b2o35b2o22bobo5bo2bob2ob2o220b3o11bobo37bobob2o25bobo7bo7bo2bo2bo
36b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o12b2obo2b2o3b2o2bob2o11b3o
13b2o41b2obo2bo33bo2bob2o101b2o11b2o91bo5bobo5bo9b2o3b3o18b3o9b3o50b2o
10b3obob2o10bo3bo10bob2o46bo3bo27b5o2bobo12b2o329b3o67b2o157b4o2b4o
237bo2bo16bo15b2o40b2o148bo2bobobobo20bobo22bobobobo2bo$167b2obobo2bo
15bo2bobobo2bo9b4obo4b3o4bob4o15b2o20bo2bo3b5o2b2obo12bobo14bobo126bo
31b2o36b2obo2bo3b2o35bobo8bobo48bo15bobo2b3o3bo39bo4bo57bob4obo26b2obo
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238bo37bobo28bo9bo7bo5bo214b3obobobobob3o29b2o9b2o31bob2o11b3o9b3o11b
2obo54bo48bo11bo47bo45b2ob2o3b2ob2o34b3obo2b2ob2o2bob3o9b3o3b2o42bo6bo
10bo4bo10b2obo77b2o3b2o3bo12b2o327b2o35b2o2bo29bo2bo154b2o4b2o4b2o234b
2o2b2o14b2o30b2o10b2o164b3obob2o20bo2bo23b2obob3o$167bo4bobo7b3o6bob2o
bob4o9bobo2b3o7b3o2bobo14bo38bobo12bobob3o4b3obobo200bobo41bobo8bobo
50bobobob2obo4b2obo2bo3b2o39bo4bo57b8o26b2obobo4bo15bo4bobob2o28b4obo
13bob4o20b2o2bobo5b4obo38b2ob4o2bo28bob2obo215bo2bo12b2o4b2ob2obo33b2o
28bobo8bo5bo2bo3bo214b2o4bobo4b2o29b3o8bo32bo4bo9bobo9bobo9bo4bo49b2o
4b2o45bo13bo45bob4o64b2o3b3o15bo6bobobobo6bo7bo2bo3bobo42bo5b2o8bobobo
66bo27b2o3bo2bo99b2o8b2o4b2obo23b2o17bo181bo3bo31bo2b2o29bobo2bo2bo
146bobo3b2o3b3o3bobo79b2o42b2o102b2obo6bob2o6b2obo32b2o10b2o186b3o4b2o
$168b3obobo6bo3bo4b2obo2bo50bob4o35bo14bob4o4b4obo201b2o43bo10bo50b2ob
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6b3obobo40bo2bobo19b2o8bo2bob2o36bo83b2o92bo15bobo3bo2bob2o38b2ob6o17b
2o9b5o7bo38bob2o6b2obo38bo7bo17b2o37b2o58b5o3b5o20b3o2bo4b2o7bobo33b5o
9b3o9b3o9b5o48b3ob2o2b2o45b2o5bo5b2o43b3ob2obo63bobo3bo2bo15b5obobobob
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6bob2o24bo28bo156b3obob2o15b2o4bo25b2obob3o$163b2o2b2obobobo6b2ob2o4bo
4bobob3o13b2o11b2o16bobo4bo50bo12bo310bobo2bo11b2o45bobo2bobo96bo23bo
39bo13bo29bo12bobo39bo2bob2o13b2obo4bob2o4b2o39bobo82bobo90bo4bo13bo2b
2o44b2ob6o29b3o5bo2bo38b2obo6bob2o38b3o3b2o14b2obo2bo3bo2bo2bo26b2o22b
2o2bo32b3o5b3o20bo5bo6b2o2bo2b2o124bo8bo49b2obobob2o45bo4bo4bo62bo4bo
2bo20b2obobob2o13bo2bo47b2o5bo6bo4bo204bo9bo3b2o4b2o18b2obo7bo9bobo
180bo3bo46b2o16bo2bo151bo3bobo4bo3bobo3bo75bo4bo3bo35bobo101b2o14b2o8b
2o23b3o22b3o156bo2bobobobo14bo30bobobobo2bo$163bo4bobobobo5bo4bo5bobob
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11bob5o44b2o36b3o7bo37b2o8b2o45bo4b2o13bob3obo2b7o46b2o2b2o3bo61b3o16b
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47bo6bo5bo3bo77b2o19bo3b3o100b2o8b2o2bo5bo19bobo6b3o8b2ob3o162b3o12b2o
49bobo16b3o2b3o146b2o3bo12bo3b2o74b5ob3o36b2o102bo16bo8bo26bo22bo159bo
6bo47bo6bo$5bo2bo16bobobo15bo17b2o12bo18bo14bo16bobo14bo18b3obobo4bo4b
2ob2o6bobobob2o2b2o41b2o2bob2obob2o40bo2bo20bo2bo302b2o168b2o19b2o41b
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5b2o27b2o3b2o3bobobo36bo8bo45b2o3bo12b3o6bo13b2o18b4o18b2o7bo62b3obo
10bo2bo38bobo35bobo49bobo3bobo43bo4bo3bobo3bo4bo43bobo70bob2o18bo13bo
13b2o46b2obob3o91bo16b2o3bo2bo114bo5bo13bob2obo7bo17bo134b2o24bo3bo13b
3o33b5o8bo18b4o4bo149b2o12b2o82bobo143bo14bo10bo23b3o22b3o158b3o55b3o$
3bobo2bobo10b2o9b2o11bo17bo12bobo16b2o12b3o14b3ob3o12b3o4bo16bo2bob2o
4bo3bo6bobob3o21bo28bo4bobo41bobobo6bo4bo6bobobo592b2o58b3o2b6o2b3o40b
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25b2o35bo2b6ob11o2bo18bo4bo22b4o37b2o7b2o16b3o14bo38bobo35bobo54b2obo
44b3o3bobobobo3b3o15b2o23bo3bob3obo66b2o21bo11bo64bo2bobo8b2o78bo2bo
11b2o2b2o3b2o3bo12b2o84b2o8b2o2b2o4b2o13b2obob2o6b2o10b2ob3o135bobob2o
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66bo138b2obo53bob2o$b3o6b3o7bobo9bobo9b3o17bo12bo12bo4b2o2bo8bob2o13bo
7bo14bo2bobo10b4obob2obo6b3o7bobo4bo19bob3o26b4obo33bo9bob3o4bobo2bobo
4b3obo593b2o58bo2bo8bo2bo42bobob2o81bobobobo91bo3bo5b3o4b2o43b2o5b2o
26bo7bo5bobo34b2o8b2o14bo2bo2bo3bo2bob2o32bo4bobobo5bo4bobo18b2o2b2o
62bo2bob2obo2bo2b5o10bo10b2o2bo2b2o36bo37bo50bo8bo45bobob2o3b2obobo16b
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139bobob2o33b2obobo32b2o2bo10b2o16bo2bo3bo243bo2bob2o145b2obo6bob2o6b
2obo4bobo64bobo139bo3b2o45b2o3bo$o3bob2obo3bo6bobob7obobo28b2o25b2o2bo
2b3o8b2o14bobob5obo10b2obo2bo2bo9bo2bobobo2bo15bo2bobob2o17b3o4bo29bo
33bobo10bo5bo2bo2bo2bo5bo656b2o10b2o42bobo86b2obobo82bo2bo4b2o9b2o6bo
50b2o27b2o3b2o6b2o37bob2o6b2obo10b7o2bob3obo16b3o17b2o3bo3b2o4bobob2o
85bobo3bob2o2b3obob3o17b2o7bobo123b2o2b2ob3o47bob3o3b3obo15bo29bob2ob
3o283b3o3bo99bo9bo4bo5bo180b2obo13b2ob2o18bob2obobo63b2obob2o244b2o18b
3o129bob2o6b2obo6bob2o4bobo64bobo$b2obob2obob2o6b2o13b2o24b2o3b2o8b5o
7bo2b2o2bo10b2obo2b3o10bobo3bo3bo10bobob2obobo13bo3b2o16b2obobo19bo3bo
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2o2b2o4b2o181b3o13bo3bo24b2o51bo12bobobo265bobo158bo66bo$3bo6bo10bobo
7bobo25bo2b3o2bo6bo5bo6b3o2bob4o7bo2bo2bobo9b2ob2o4bob2o13b2obo2b2o34b
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2o83b2o2b2o4b2o3bo2b11ob6o2bo12bo2bo11b2obo3b2o5bo6b2ob2o56b2o31bob2ob
2o2b4ob2ob2o16b2o9b2o31bo4bo9bobo9bobo9bo4bo48bo82b2obo3bo26bo406bo5bo
185b2o12b3o78bo12bobo2bo34b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
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66bo2bo186b2o6b2o193b2o5b2o$3bob4obo10bobo7bobo9b5o11bo5b2o6bobo3bobo
10bo5bo8b2obob2ob3o8bo5bo13b2o5bobo25b2o8bobo4bo19bo2bobobo24bo17bob2o
2b5o3bo2bo746b3o24b2o52b2o104bobobo9bo2b2o77b2o58bo2bo5bo4bobo2bo5bo3b
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9b3o11b2obo132bo3bo2bo47b2o3b2o364b2o8b2o3bo5bo26b3o151bo3bo74b2o2bo
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2o2bo192b2o5b2o$b2obob2obob2o9bo2b5o2bo9bob3obo11bo3bo9bo5bo6b3o2bob4o
10bo2bo3b2o6b2obo4b2ob2o10bo4b3obo25b2o9bo20b4obo4bo43bobo35b2o8b2o
714bo3bo23bo54bo8bo96bobobo6bobo3bo2bob2o70b3o57bo4bo5bo2b2ob3o3b2o3b
2o2b4o8b2o5b3o4bo9bo2bo8bo7bobo11b2o12b3o3b2o56b2ob4obo2bobobo21bo2bo
38b2obo2bo33bo2bob2o38bo4b2o50b2o35b6o11b2o34b2obobob2o226b2o136bo9bo
2b2o4b2o24b2o2bo23b2o125bobo2b2ob2o70bo2bobo12bo262bo8bo13b3o185b2ob2o
2b2ob2o$o3bo4bo3bo9b2o5b2o10bobobobo6b2obobo3bo10b5o7bo2b2o2bo13bo5bob
o7bo3bo3bobo6b2ob2ob5o2bo58bo2b2o50bo37bo8bo387b2o63bo261bo5bo20bobo
54bobo5b2o97bo2b3o4b2o4b2ob2obo58bo10bob2o57b2o2b2o4b2o2bo4bo2bo2bo6b
3o7bo2bo20b2obo3b2o5bo6b2ob2o24bobo62bobo2bob4obob2o21b2o38bo4b3o33b3o
4bo36bob2ob3o50bobo34bo16b2o4b3o30bobo229b2o17bob2o114bo9bo5b2obo26bo
2b2o23bo127bo3bo75bobobo12bo261bob3o2b3obo201b3o4b3o$b3obo2bob3o7b3o9b
3o6b2obobob2o5bob2obob2o26b2o2bo2b3o9b7o8bob5obobo6bob2obo5b2o149b3o
10b3o382b3o64b3o54b2o203bo5bo20b2o56b2o105b2obo12bo62b3o8bobo55bob2o6b
2obo5b2ob2o2bo17b3o16bob5o8b2o4bo2bo2bo5bo23bobo62bo2bo2bo4bo66b3obo
37bob3o37bo7bo53bo29b5obo18bo6bo26bobo237b3o8b2obo114b2o8b2o4bob2o8bo
17b3o26bo130b2o73b2obob2o66b2o2b2o4b2o4b2obo188bo2bo2bo2bo$3bob4obo9bo
2bobo3bobo2bo6bo2b2obo11bobo15bo12bo4b2o2bo11bo13bo7bo12bo2b3o151bo14b
o381bo4bo2bo62bo53bo2bo201bo5bo92bo93b2o11bobo61bob3o7bo2bo54b2obo6bob
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38b2ob2o52b4o38b3o15b2obobo2bo266bobo153bobo44b2o127b3o74bo3bo2bo16b2o
10bo2b2o34bo3bo5bo4bob2o191bo2bo$21b2o4bo4b2o9bo3bo11bobo14bobo16b2o
16bo12b3ob3o13bobo2bo549b3ob4o18b2o12bobo2bobo21b2o35bo18b3obo200bo3bo
94bo92bo12b2o61bo3bo9b2o75bobo3bo13b2obo2bob2o23bo4bobobo5bo4bobo15bob
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36b2o134b2o6b3o154bobo172b2obo73bob2o2b3o16bobo9b2o2bo33bo3bo5bo3b2o4b
2o$42b2o3b2o11bo16bo18bo15b2o14bobo16b2o554bo5b2o15bobo8b2obo2bo2bo2bo
b2o54b3o11b3o2bob3o201b3o13b3o77b3o167bo3bo86b2ob2o2bo17b3o25bo2b6ob
11o2bo10b2o3b3o12b2o138bo2bo33bo2bo40bo5bo47bo2bo3bo30bo3b6o9bo2bobob
2o82bo2bo2b2o36bobo52b2o80bo3b2o156b3ob2o43b4o125bobob2o21b2o47bo4b4o
18bo8b5o34b2o2b2o4b2o2bo5bo228bo$331b2o3b2o9b2o3b2o10b2o64b2o46b2o223b
ob2o2bo15b3o13bobo2bobo36bo24bo236bo3bo245b3obo86bo4bo2bo2bo6b3o7bo2bo
22b3o6bo13b2o9b2o18b2o138b2o6bo23bo6b2o40bo3bo2bo47b6o28bo2bo3bo14bo6b
o83bo10b6o24b2obo2bo5bo44bo2bo76b3o4b2o155bo49bo2bo123bobob2obo21bobo
47b3o2b3o16bobo53bob2o5bo5bo199b2o26bo$331bobo3bo9bo3bobo9bo2bo2b2o59b
2o46bo225b2obobo15b2o56b3o23b2o7b3obo2b3o218bo5bo66bo178b3o87b2ob3o3b
2o3b2o2b4o8b2o25bob3obo2b7o178bo3bob3o17b3obo3bo46b2ob2o5b3o44bo28b2o
5b3ob2o13b3o4b2o7b3o68bo2bo6bo2bo3bo23bobo2b3o3bobo44bo2bo75bo13bo150b
3ob2o45bo124b2o11b3o15bo51bo2bo16b2o48b2o4b2obo4b2o4b2o200bo26bo$333bo
3bob2o3b2obo3bo12b2o2bobo89b2o14bobo229bo4b2o11bobo53bo35bob3o201b2o
20bo5bo66b2o178bo89bobo2bo5bo3bo5bo33b2obo2bo3bo2bo2bo56b3o116b4o8bo2b
2o7b2o2bo8b4o38bo7bo5bo3bo40bob5o24bo2bobo4bob2o20b2o7bobo15b2ob2o48b
2ob2o6bo5bo25bobo2bo3bobo40bo6bo88bobobob2o146bob2o46b3o133b5o14b2o44b
5obob2o27b5o35bo8b2o4b2obo199b3o3b2o$333b2ob2obobobobob2ob2o14b2o33b3o
3b2obo48bo2bo13b2o213b2o20bo13bobo2b2o48b2o36bo2bo199bobo20bo5bo65bobo
4b2o22bo239bo2b11ob6o2bo35b2o61b2o4bo118bo6b2o3bo2b2o7b2o2bo3b2o6bo39b
3ob2obo5b2ob2o38b3o31bobo3b2obo32bobo19bo48bo2bo3b2o3b3obo26bob2ob2ob
2ob2o38bobo3bo2bo86bob2ob2obo198bo132bob3obo59bo2bo2bobo29b2o2bo33bo
10bo4bob2o199bo6bo16bo$337bo3bobo3bo18bo33bo3bo2b2ob3o41bo2bo2bobo19bo
2b2o204b2o6bo11bobo14bo2bobo7bo6bo73b2o199bo23bo3bo73bo21b3o238b2o13bo
6b3o12bo3b2o53b2o2b2o21b2o3bo120bo4bo4bo17bo4bo4bo40b2o4bo48bo4bo28bo
2bo4bobo46bo2bo2b2o49bobo4b2o4bo30bo10bo39b2o3b3o87bo337b3o5b3o62bo2bo
29bo2b2o33b2o8bo3b2o4b2o201b3o16bobo$28bo20bo16b2o18bo17b2o13bo22bo
189bob2ob2o2bobo2b2ob2obo10b2obo2b2o28bo5bo7bo17b2o21b5obob2o8bo8bobo
2bo211bobo10b2o16b4o6bo2bo4bo2bo20b2o38b3o49b2o52b2o67b2o34b2o24b3o75b
3o17bo247b7o2bob3obo13b2o4bo54bo4bo27b2o117b2o5b4o19b4o5b2o94b6o3bo24b
o2bo4bobob2o47b3o51bo43b3ob2ob3o134b2o193b3o140bo3bo3bo3bo62b2o78b2o2b
o5bo202bo10b2o7bo$28b2o19bo16b2o17bobo16b2o11b2obo20bobob2o23b2o21b2o
4b2o33b2ob2o27b2o28b2o4b2o4b2o22b2obo5bobo5bob2o10bo2bobob3o27bo3bo2b
2ob3o17b2o9b2ob2o14b2o3bo5b3o7bobobo211bo3bo28b2o7bo2bo4bo2bo19bobo31b
2o4bo3bo48b2o50bo2bo13b2o47b2o2bobo140bo17b2o246bo2bo2bo3bo2bob2o14b2o
3b3o52b4o287bo3bo2bo10b3o9bobo3b2obobo14b2ob2o29b3o66b2o22bo6b2o2b2o
42b2o3b3o14bo3bo262bobo140bob3obob4o133b2o13bo5bo212b2o$7b3o38b3o34bob
o28bo23bo2bobo24bobo21b3o2bo5bo28bo3bo27bo3bob2o21bo2bobo4bobo2bo54b2o
bo3bo28b3o4bobo13b2o5bo5b2o3bobo11b3o2b2o10bo6b2obob2o211bo2bo32b3o2bo
2bo4bo2bo19bo2bo14b2o13bo2bo2bo5bo15b4o96bo2bo46bo3bo4bo56bo357b2o17bo
7bo89b2o2bo116b4o19b4o101b2ob3o5b2o9bo3bo7bo2bobo4bobo14bo32bo2b2o52b
2o6b2o3b2o21bobo52bobo3bo2bo12bobobobo261bo2bo4b2o134bo3b3o138bo12b2o
4b2o541b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$8bo16b2o2b2o35b4o
14b2ob2o13b6o7bobo2bo19bob2obo2bo23bo19bo4bobo3b3o29b3o24b2o3b5obo21b
3o10b3o25bo3bo3bo3bo19bobobo21bo13bo14bobo11b2o3bobo10bobo2bobo3bo11bo
3b2o3bo30bo7bo38b2o3b2o30bo40bo56b2o32bobo4bo6bo21bobo15bo17bo2bo5bo
14bo4bo98bo47b3ob5o55bobo90bo345b2o31b2o2b2o3bo114bo4bo17bo4bo101bobo
4bobo2bo7bo3bo9b2o5b3ob2o14b2o2bo32bo46b2o3b2o6b2o26bobo53bo6bo14b2ob
2o263bobo4bobo135bobobob2obo132bo9b2o4b2obo543b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o$2b2o9b2o9bobo38bo4bo12bo5bo11bo6bo6bo2bo3b2o13b
2obo3bob3o21bob2ob2o15b4obob2obo29b3o3b3o21bo2bobo30b2o6b2o22b2ob2o3bo
7bo3b2ob2o13bob2o5b2o14bobo9b2ob2o13bo13bo2bob2o11bob2o2b2o18b2o2b2obo
29bo7bo38b2o3b2o30b3o38b3o43b2o43b3o27b2o5bo14bobo17bo2bo5bo5b3o5bobo
3bo79b2obo15bo49bobo55b2obobo92b2o12b2o329b2o31b2o7bo115b2o3bo2b2o7b2o
2bo3b2o84bo4b2o11bobob2o3bobo9b3o10bo2bo3bo20b3o29b2ob2o46b2o37b3ob2o
56bo2bo282b3o6bo134b2o2bo2bob2o132b2o8b2o4bob2o$2bo2b7o2bo9bo5b2o16b2o
14bobob2obob2o7bob5obo11bo3bobo7b2o3b2obo10bo2bob4obo24b2o4bo19bo2bo3b
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11bob4o15bo3b2o3bo11bo3bobo2bobo29bo7bo38b2o3b2o33bo40bo42bo2bo48bo6bo
14bobo14bo5b2o12bo3bobo3bo3bo5bo3bo3bobo3bo29b2o51bobo2b2o4bo3bobo4b2o
43bobob3o50bobobobobo89b2o14bo367b4o121bo2b2o7b2o2bo78b2ob2o5bob2ob3o
10b2obobo4bo2bo24bo3b6o15b3o96bo21bo61bo2bo12bo9bo269b2o134bobo2bo319b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$3b2o7b2o9b2o12b2o8b3ob2o11bob
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2o27b3o3bo4b2o10b2o6b2o8b2o22b2o2bo7b3o3bo2b2o16b4o3bo10b2o6b2o5b2obo
27b2o5b3o13b2obob2o6bo10b2o2b3o77b2o3b2o32b2o39b2o42bo3bo35b2o8bo2bo4b
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2o4b2o4b2o4b2o4b2o4b2o4b2o35b2o184bo2b2o84b7o229b2o4b2o4b2o4b2o4b2o4b
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4b2o4b2o4b2o4b2o4b2o218b2obo6b2obo6b2obo$3o11b3o13bo6bo13bobo7b2obo4bo
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10bobo40b3o8bobo4b3o23bo12b2o2b2o2bo7bo24b2obobob2obo2bo14bobobo7b3o5b
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485bo23bo75b3o5b2ob2o17bob2o3bobo31b3o14bo19bobo63bob3o3b2o3bo2bo14bo
8bob2o70bo3b2ob2o3bo19b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o36bo6b
3o174b2o86b3ob3ob3o65bo398b3o4b3o135bob2o6bob2o6bob2o21bo$o2bobo5bobo
2bo18bobo7b4o4bo7b2obob2obobo9bo2b5o2bo6bo2bobob2obo10bo2bo4bo10b2o4bo
3bo14b2ob2obo6bo2b2o17bo2b6o17b2o3b2o11b2o3b2o9b2o7bo8bo14b3o16b2o2b2o
16b3o7bo2bo4b3o19b5obo10b2o3bob2o2bo4bobo22bob2obobo3b2o14bo2bobo8bo8b
2obob5o23b3o13b3o29bo2bobo3bobo2bo31b2o41b2o25bobo11bo6b2o39bo2bo4bo2b
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3bo3b2o72bo2b2o4b2o2bo55bo452bo2bo3bo11b2obo4bobo2bo24b5obo16b2ob2o15b
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3o54b2o341b2ob2o2b2ob2o132b2o8b2o4b2o2b2o4b2o2b2o15b2o8b2o$b2o3bo3bo3b
2o15b2ob3o15bo12bo4bo12bo5bo8bobo6b2o11b2o3b2obo15b4o15bo3bobo2b4obo2b
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o15b2o2bo6b2o5bo2b2o18bo4bobo10b2o4bo2bobo4b2o27b2o2b2o16b2o2bo19bobo
2bo2bo23b2obo11bob2o18b2o10bob2o5b2obo31bobo39bob3o24bo20b2o30bo10bo6b
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2bob4o53b3o453bo5bo11b2ob3o5b2o28bo39b3o7b2o4b3o46bo3bo2bo6bo2bo12b3o
3bo20bobo4bo26bo3bo21b2obobob2o222b2o4bo2bo261b4obob3obo61bo56bo2bo
104b2o4b2obo4b2o4b2o21bo43b2o147bo2b2o2b2o2bo132bo9bo5bo3bo5bo3b2o16b
2o7b2o$33b2o16bo14b4o14b2ob2o10b2obo2bo18bo16bo22b3o2bobo5b2o15bo3bobo
2bob4o19bobo2b2o3b2o2bobo14bob2o11b2o3b2o9b2o2b5o7bo5bobo15bo23bo19bo
2bobo9bobo3bo4bo30b4o5bo25b2o13bo2bo30b2o11b2o21bo11bo9bo32b2o39b2o3b
2o22b2o4bo46bobo89b3o86bobob2o18bo2bo3b2o28bo2bo5b3o3b2o113bo13bo22b2o
15bo79b4o57bo7b2o447bo3bo2bo15bo3bo2bo28b6o49bo6bo23b2o18b6o10bo12bo3b
2obo8bo11bo3b3o25bobobobo21b2o3b2o24b2obo4b2o4b2o17bo7b2o42bo18b2o100b
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o5bo3bo5bo15b2o2b2o$7b3o21bo2bo17b3o30bobo14b4ob2o14bobo2bo12b5o20bobo
2bo3bo2bobo11bobo3bobobobo4bo19bo13bo14b2o13bo3b2obo13b2ob3obo5bo3b2ob
2o14b2ob2o15b2ob2o18b2o3bo10b2o40bo2bo4bo25bobo14b2o66bo13b4ob4o73b3o
2b2o28bobob2o37b2o2bo2bo36b2o41b2o51bobo44bobobo17bo2bo2b3ob3o26b3o4bo
2bo3b2o110b3o12bobo21bobo12b3o77b2o6b2o54bo2b3obo2bo449b2ob2o10b6o3bo
30bo3bo2bo47b2obobo2bo24bo27b2o2bo2bo13bobobobo7b3o13bo7b2o18bo2bobo2b
o51bob2o5bo5bo17b3o5b2o7bo32b3o3bo15bo15b2o83b3o260bob2obobobo81bobo
39bo26b2o77bo3b2o4b2o2bo5bo19bo48bo2bo115bo66bo104b2o8b2o4b2o2b2o4b2o$
32b2o20bo13b2o15bobo14bo2bob2o14bo2bo18bo22b2obo3bobo2b3o9b2o5b2obo2b
5o49bob3o5bo4b3obo11b2o2b5o8bo3bobo125b2o24bo84b2o6b2o6bobobo75b2o9bo
23bo2b2obo36b2obo41bo41bo2bo48b2o2bo4bo40bo6b3o10b2o5b2o3bo33bo117bo
15b2o22bo13bo79bobob4obobo50b2obobo2bob2o2bo443bo7bo11bo4bo33b2obo3bo
13b2ob2o26b3o6b3o25bobo25b2o3b2o15b2o3b2o5bo2bo13b2o5bob3o15b2ob2ob2ob
2o48b2o4b2o2bo5bo12bo8bo11b3o31bo5bobo14bob2o12b2o346b2obobobob2o54bo
25bobo66bobo76b2o2bo5bo3b2o4b2o18b2o46b4o33bo5b2o74bobo64bobo105b2obo
6b2obo4bo5bo$68b2o16bo16b2o19b2o17bo22bo2bobob2o2bobo3bo18bobo24bo13bo
15bob3o3bobo4b3obo11bo3bo12bob2o3b4o146b2o41b3o25b3o14bo4bo2bo44b2o41b
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5b4o23b2obob2o4b3o115bob2o35b2o5bo8b5o74bo2b2o2b2o2bo50bo2bobo3bo2b2o
445b3ob2obo12b3o38b4o44bo2bobob2o30b2o10bo37b3o2bo5b2o22bo4bo13bo3bo3b
o3bo47bo5bo3b2o4b2o11b3o5b2o10bo34b2o4bobo15bo88bo277bo2bobo54bobo16bo
6b2ob3o66bo2b2o77bo5bo4bob2o34bo69b3o4b2o74bobo64bobo105bob2o6bob2o5bo
5bo$143b2o21b2o2bo6bob2ob2o18bobo2bob3o16bobo2b2o3b2o2bobo12bob2o3bo2b
3o8b2o11b3o8bo3bo5bobo2bo189b3o9bo5bo9b3o12b4o13b3o33bob3o45b2o2b3o22b
4ob3o47b2obo2bo2bo2bob2o13bo40b3o2bob3o7b2o23b2o4bo5b2o3b2o4b2o3b2o20b
o2bo2b2o6b3o2bo5bo8b3o4bo4b3o20bob2obo121b2o3bo3b2o37bobo10bo71b2ob2o
8b2ob2o49bo3bo3b2o447b2o4bo15bob5o29bo21bobo26bo6bo42b2o39bobo29b2ob3o
13bo2bob2ob2obo2bo15b2ob2o3b2ob2o19bo5bo4bob2o16bo16b2o38b2ob3o17bo24b
2o58b3o46b2obo226b2o2bo73b3o10bo64b2obobo41b2o29b2o2b2o4b2o4b2obo32b3o
33b6o29b2ob2o80bo66bo104b2o4b2o8b2o2b2o4b2o15b2o2b2o$171b2ob3o26b2obob
o3bo11b2o2bo2bob2o3b2obo2bo2b2o8b2o3b2o11b2obo10bobo11b3o8bo193bobo7b
3o3b3o7bobo12bo58bo43b2o3b2o23bo2bo4bo50bobo2bobo75bo24b2o3b2o4b2o3b2o
5bo4b2o20b3o2bobo6b3o2bo5bo8b3o4b2o2bo2bo25bo18b2o100bo2b3o5bo37b2o9bo
74bobo10bobo51b4obo2bo472bo34bobo17bobo30b3o4b2o38b2o40bo29bo2bo18bo7b
o8b2o7bo5bobo5bo17b2o4b2o4b2obo15b2o6b3o53bo17bo23b2o61bo45b2ob3o228b
2o75bo3b2ob3o38b3o25bobo42bo2bo29bo4b2obo10b2o29bo36bo2bo2bo133b3o22b
3o124bo5bo9bo3bo5bo3b2o16b2o$172b2o32bo2bo2bo11b2o3b2o11b2o3b2o11b2o7b
o5b2o2bo9b2o5b2o13bo197b2o6bo2bo3bo2bo6b2o13b2o4bo3bobo25b2o8b2o2b3o2b
2o45b3obo29b3o90b2o22b3obo2b3o11b3o26bobo7bo37b2o9b3o2bo5bo8b2o10b2o
26b2o18bo100b2obo56b2o73bobo10bobo53bo2bobo445bo22b6o35b2o14b2obobob2o
34b2o78bo2bo29bo22b2ob2o11b2o11b2ob2o24b2obo10b2o20bo3bo24bo8bo12b2ob
3o16b2o86bo2bo49bo303b2o3b2obo30b2o8bo2b2o14b3o6bob2o41bobo29bo5bob2o
11bo29b2o40b2o27bobobobo101bo22bo127bo5bo9bo3bo5bo2b2o15b2o$170bo4b2o
29bobo3bob2o45bo8bo7b2o16bo6b2obo4bo2bo201bobo7bobo26b4obo26bo9b2o2b2o
2bo48b2o30b2o92bo23bob3o18bo27bo4bo2b2o36bo2bo8b2o4bo3bo9bo59bob2obo
98bo14b2o114b2obob8obob2o48b3o4bob4o368b2o12b2o53b2o4b2o19bo2bo3bo51b
2o3b2o113b3ob2o29bobo15bo5bobo5bo7b2o8bo7bo22bob2o11bo19bo5bo23b3o6bo
12b2obo29bo76b4o43b2ob3o286b2o2bo52bo2bob2o3b2o2bo14bo2b2o3b2obo2bo12b
2o26bo30b2o2b2o4b2o8bo207b3o22b3o124b2o4b2o8b2o2b2o4b2o19bo7b3o$170b2o
b2obo28b2obob2o2bo19b2ob2o20bo6bo4bo21b2obo5b3ob3o3bobo188b3o9bobo9bob
o9b3o25b2o19bo12bo2bo5bo170b3o22bo2bo51bobo37b2o3bo5bo7b3o8bobobo49b3o
4b2obob2o98b2o12b2o116bobobob4obobobo48bo2b5obo4bo260b2o6bo51b2o6bo4b
3o31bobo4b2o4bobo51b3ob2o2b2o20bo3bob2o78bo63b2o25bo4bo22b2o5bo2b3o14b
2ob2o3b2ob2o15bo2bob2ob2obo2bo23b2o8bo20bo5bo7b2ob2o14bo49b3o124bobo
288b2o2bo54b2obo6b3o14b2o2bo8b2o11bobo61bo5bo9b2o101b2ob2o99bo28bo125b
2obo6b2obo6b2obo29b3o$174bo34bo4bo17bo2bobo2bo18b2o4bo3b3o21bob2ob2o2b
o5bo205b2o13b2o28b2o6bobo9b2o6b2o13b2o6bo2b3o43b2o122bo24b2o94bob2obob
2o18b2obobo50bo125bo115bobo2bob2obo2bobo49bo6bo2b3o261bo6bobo50bo6bobo
39bo3bo2bo3bo52bo8bo22b4o80bob4o27b2o3b2o25bobo25b3obo5b2o13bo2bo5b2o
3b2o42bo3bo3bo3bo24bo9b2o3b2o14bo5bo7b2obo2bo11b2o37b2o11bo79b2o44bobo
280bo8bobo56bobo25b3o17b2o2bo26bo32b2o3bo5bo111b2ob2o107b2o10b2o133bob
2o6bob2o6bob2o29bo$8bo30bo25bo22bo50b2o33bobo34b3o18b3o3b3o24b3o4b2o
24bobo3b2ob2o206b2o11b2o29b2o3bo4bo8bo2bo4bo28bo8b2o33bo240bob2obo4bo
23bobo42b2o3bo2bo4b3o233b2obo10bob2o49b3ob2obobo255b2o3b2obo7bo43b2o3b
2obo7bo3bobobo32b3o2b2o2b3o53bob2o33bo15bob3o3b3obo47b3ob2obo27b2o3bob
o26bo27b2o7bo13b3o7bobobobo42b2ob2ob2ob2o26bo12bo2bo2b2o10bo3bo11bob2o
49bobo38b2o51bo26b3o17bo101b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
14b3o65bobob2o44bobob2o6bo16b4o32bo2b2o4b2o113bo109b2o10b2o$6b3o29bobo
43b5o25b2o4b2o17b2o34b2o33b2o23b3o32bobo2bo22bob4obobo256bo3b2o15b4o
23bob2o9bo34b3o237b2obob2o3bo4b4o15b2o43b2o3b3o5bo2bo109b2o17bo106bo
10bo41b2o4bo6b7o256bo4bobo52bo4bobo12b2ob2o97bobo3bobo24bobo16bobob2o
3b2obobo45bo4bo4bo31bobobo23b2o32b3o3bo11bo8bob2o3bo42bo2bobo2bo26b2o
13b2o2bobo11b3o12bo19b2ob2o28bo40b2o52bo23b2o2bo119b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o13bo68b2o2bo47bobo5b4o14b2obobo30bo5b2obo10b2o
22b2o174b2o40b2o$5bo8b2o14b2ob2o3bobo18b2obo5bob2o11bo2bo8bo17b2o2b2o
2b2o111bo3bo25bob5o3b2o23bo3bobobo247b4obo28bo11b2o9b2o11bobo21b2ob2o
8bo199bo41bo9bo4bo8b2o64b2o110bo17b3o104b3o6b3o41bo4bobo269b3obo16b2o
37b3obo12b2o3b4o30b2o8b2o58b2obo24b2o15b3o3bobobobo3b3o43bob3obo3bo34b
o5b2o51bo4bobo20bo3b3o15b2o3b2o21bobobobo23b2obo10b2o5b2o28b2o19bo3bo
27b2o93b2o23bo2b2o296b2o71bobo44b2obo4b2obobo12bobo3b2o6b2o21b2o4bob2o
10b2o21bobo173bobo40bobo168b2o6b2o$5bo2b3o4bo10b2o2b2ob2o2b2ob2ob3o13b
o5bo5bo11bo2bob2o5bobo14bo10bo14b4o92b2ob2o25b2obo3bo28bo3bobo242b2o4b
o3bobo15bobo3bo4b2o11b2o2b2o19b2o2b2o21bo207bob2o40bobo5bobo3bo7b4o
172b3o21bo101b2o2bo6bo2b2o41bo2bo2bo78b2o13b2o16b2o100b2o8bo8b2o36bob
2o14bo2bo38bo2bo3bo5bo2bo2b2o3bo28bo2bob4obo2bo52bo8bo39bo4bo3bobo3bo
4bo46bobo36bo2b2o3b2o56b2o22b3o17b2obobob2o21bo3bo24bob2o10b2o5bo26bob
o2b2o18b3o80b2o66b3o372b2o26bo15bo2bob2o2bobo3b2o10b2o3bobo2b2obo2bo
64bo175bo44bo167bo2bo4bo2bo$2b2obobobobobo11b2o33b2ob2ob2ob2o12b3o8bob
o14bo12bo12bo4bo127b2o27b2o4bo209b2o11b2o19bo28bob4o21bobo11b2o9b2o21b
o208b2o42b2o4bobo3bo7bobo2bo43b2o126bo22b2o4bobo93bo2bo10bo2bo36b4obob
2obo77b3o13b3o14bo2bobobo57bo37bo3b2o2b5o2b2o3bo53b2ob2o38bo2bo2bo2bo
3bobobo6bo26bo2b2obo4bob2o2bo49b2o2b2ob3o41b5obobobobob5o43bo3bob3obo
26bo4bobobo77b2obo8bo15b3obobob3o67b2obo26b2o2bo2bo58b2o40bo191b2o4b2o
bo6b2obo25b2o231bobo14b2o6b2o3bobo12bobob2o4bob2o66b2obo171b2o8b2o24b
2o8b2o165b6o2b6o$3bobo2bo2bob2o9bo22b2o34bo4b2o6bo15bobo6bobo12bo6bo
370b2o13b2o19b4o15b2o3bo32bo9b2obo23bo8b2ob2o254bo13b2o2bobo42bo2bob2o
150b2o93bobobo3bo2bo3bobobo34bo5bo2bob2o75bob2o13b2obo13bob2ob2obob2o
12bo39bobo37bo2bo2bo5bo2bo2bo43bo11bobo48b2o2bo37b2obobo6bobob2o49b2o
4b2o48b2obobob2o48bo4bo4bo24bob2o4b3o78b2ob3o5b2o14bo3b2ob2o3bo66bo2bo
b2o28b2o36b2o21b2o38bobo192bo4bob2o6bob2o21b2o3bo67bo6b2o73bo10b2o69bo
2bo22bobob2o14b4o5bobo50b2o17b2o33b3o145b2o24b2o176bo2bo4bo2bo$3bo4b4o
3bo7bo23b2o13b2o3b2o13b2obobo3bobo21b6o14bo8bo358b3o9bobo9bobo9b3o10bo
4bo2bo8bo4bo3b2o27b2o8bo26b3o265bo18bobo42b3obobo150bo93bobob3o6b3obob
o34bo2b2ob2obo2bo74bobo17bobo10bobo7bobo4b2o5b3o10b2o26bo3bo5b2o26b4o
3bobo2bo2bobo3b4o39bobo11bo52bo2b2o35bobo10bobo52bo50b2o5bo5b2o47bob2o
b3o26bo2bo4bo85bo20bo11bo12b2o54b2ob2o66bo50bo11b2o192bo9b2o2b2o26bo3b
obo64bobo6bo72bobo8bobo70b2o24b4o16bo6b2obobo47bobo42b2o8bo2b2o348b2o
6b2o$4b3obo3b3o9bobo20bo8b2o15b2o10bobo3bo2bo3bobo31b2obo8bob2o368bobo
7bobo21b2o6b2o9bobo6b2o37b3o2bo6b2o16bo264bo2bo17b2o45bobo245b2obobo6b
obob2o34b2obo2b2o2bob2o74bo2bo15bo2bo10b2obobob3o2bo5bo4bo11b3obo24bo
3bo6b2o26bo3b3o2b2obob2o2b3o3bo38b2ob2o52bo6bobobo3bo2bo2bo2bo26bobobo
6bobobo103bo13bo47b4obo27bo2b3o10b2o71b2ob3o22bo9bo12bo2bo102bob2o19b
3o46b3o67bob2o133b2o8bo3bo27bob2obobob2o61bo7bob2o3b2o63bo2bo8bo2bo96b
o26bo2b2o47bo32b2o10bo2bob2o3b2o2bo$b3o2bo3bobo14b21o8bo2bo3bobobo3bo
2bo17bobo3bobob2o28b2obo8bob2o361b2o6bo2bo3bo2bo6b2o14bo19b2o50bo5bo2b
o14b2o91bo29b2o4b2o86b2o48b2o17b3o41b5ob3o137b3o106bobo6bobo40bo6bob2o
7bo67b2o4b3o3b3o4b2o14bobo2bo3b3o3bobo3bo9bo2bobo23bo3bo37bobo2b2ob2ob
2ob2o2bobo40bo2bo14b2obo35bo3b2o2bo2bo5bo3bo2bo27bo3b6o3bo105bo11bo52b
o27bo2bobo7bo2bobo72bobo46bo2bo101b3ob2o21bo46bo67b3ob2o10b2o6b2obob2o
119bo3bo15bo11bobobob2obo55bo14bobo4bo64bobo8bobo122bobo50b2o32bo13b2o
bo6b3o$o3b2obo2b2o35bo9b3ob9ob3o15bo6b2o4bo12b6o14bo8bo363bobo7b3o3b3o
7bobo14bo26bob4o43bo2b2o2b2o101b3o29bobo2bobo86b2o66bobo42bo4bo3bo136b
o105b2ob3o6b3ob2o37b2o2b3obobo6b3o101bo4bo6bo3bobo3bo11bob2o21bo3bo6b
6o25b3obo3bobobobo3bob3o40b2o16bob3o34b4o3b2o12bob3o143b2o11b2o78bobo
2bo7bobo2bo73bobo27b2ob2o14bo6bo73b2o21bo84b2o55bo17bo7bob2obo108b2o8b
2o2b2o15b3o11bo61b3o15bob3o65b2o10bo80bo15bo26b2o86b3o11bobo31b2o14b2o
bo3bob2o43b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$2o2bobo3bo14b
o34bo4bo4bo18bobo8b3o9bobo6bobo12bo6bo190b2o9b2o26b2o4bo4b2o22b2o4b2o
22bo4b2o22b2o11b2o5b2o18b3o9bo5bo9b3o12b2o25bobo3bo4b2o35b2o2b3o2b2o
15b2o83bo7b2o25bo2bo33bo14bo107b2o46bobo2b2o137bo104bobo5b2o5bobo39bo
4bob2o6bobo75bobo21b2ob2ob3o4b2o4bo3b2o5b3o3bobo23bobo6bo6bo30b2o3bo3b
2o62bobo4bo35b2ob2o12bobo4bo235b2o10b3o2bo63b2o2b2o6bo27bobobobo12bo2b
o3bobo54b2o16bo23b3ob2o52b2o23bo58b3ob2o8b3o6bobo114bo4b2obo6b2obo14bo
8bo5b3o54b5o13b2obo159bob2o7b2o3bobo115bo9bobob2o30bobo13bo2bo3bo2bo
43b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$2bobobob2ob3o11bobo2b
2ob2o2b2ob2ob3o13b2o9b2o16bobo5b2obo2bo8bo12bo12bo4bo190bo2bo7bo2bo24b
o2bobo3bobo2bo21bobo2bobo17b2obo3bobo2bo20bo2bo10bo5bobo18b3o25b3o51bo
34bo24bob3o37bo2bob2obo2bo33bo2b3obo2bo23bo4bo31bobo3b3o6bobo154b2o
155b2o92bo5b2o5bo39b2obob2o3bo8b2o16bo5bo42b2o7bobo7b2o11bo3b2o4bo18bo
2bob2obobo24bo8b3o2b2o24b3obo3bobobobo3bob3o16bo30bo7bob2o3b2o26bo8bob
obo3bo7bob2o3b2o243bo4bo2bo62b3ob2ob3o33bo3bo14b3o3b2o56bo10b2o5b3o22b
obo4b2o47b2o24bo59bobo9bo7bob2o113bo5bob2o6bob2o13b2o6bo9bo53b2o3b2o9b
o165bo3bo6b2o2bo2bo125b2o2bo33bo2b2o10b3o3b3o$2b2o3bo2bobo2bo8bobo3b2o
b2o3bobo18bo11bo18bo8bo2bo9bo10bo14b4o191b3o9b3o24b3o9b3o23bo2bo19bo9b
3o20b2obo7bo3bo2b3o82b3o13b4o36b3obo18b2o3b2o36b4ob2ob4o30b2obobo2bob
2o2bo22b2o2b2o32bo4bobo7bo305b2o5bobo91b2o10b2o38bobob2obob2o26bobo3bo
bo40bo2bo3bo2bobo2bo3bo2bo10b3o2b2ob3o17bo2bo4b2ob2o62bo2bo17bo2bo14bo
bo28bobo6bo33bobo14bobo6bo250b3o4b2obo60bo10bo112b3o11bo8bo22bobo5bo
77bo55bobo17bo116b2o2b2o8b2o4b2o19bo3b4obo55b5o9b3o102b2o45b2o14b4o11b
2o130bobo30b2obobo$8bobo3b2o10bo11bobo19bo9bo26b5o11b2o2b2o2b2o50b2o
53bo4b2o16bo4bo74b2o3b9o30b2o5b2o25bo4bo19b2o5b2o24bob2o6b4o2bo3bo90bo
2bo4bo39b2o19b3o2b2o37bo2bob2obo2bo30bo2bob2o2bo2b2o25b2o39b3o313bo8bo
97b2o44bo2bo3bobo27bobo3bo2bo39bobobo13bobobo13bo2bo2bo18b2o6bo38bo27b
2ob4o11b4ob2o14bobo10bo3b2o13bo6b2o33bobo8b3o4bo6b2o249bobobo4bo62b2ob
2ob2ob2obo50b3o3b2o53bo7b2o5b3o29bo3b3o62b2o12b2obo55bo17b2o120bo9bo5b
o21bo5b2o4bo52b3o9b5o102bo44bo2bo161b2o31bobo67b2obo6b2obo6b2obo51bo$
9b2o28bo19b2o9b2o25bo16b2o4b2o17b2o32bo2b2obo47bobo2bobo15bobo2bobo72b
obo2bo2b5o2bo4b2o22bo2b5o2bo24b6o16b3o2b5o2bo4bo13bo2bo3bo11b2ob2obo
27b2o11b2o38bobobo6b2o6b2o58b2o9bo49b3o24bo3b2ob3o393b2o96b2o45bobo3bo
bo26b2obob2obobo40bob3o2b2o3b2o2b3obo11b2obob2o2b2o17b3o3b2obo34bo2bo
30b2o2bo9bo2b2o15b2o2b2o8bobobobo53b2o2b2o266b2o3b2o2bo69bobo3bo2bobo
49bo2bo3bobo60b2o7bo33bo64b2o15bo191b2o3bo9bo5bo31bobo52bo9b2o3b2o98b
3o45bobo186b3o6bob2o66bob2o6bob2o6bob2o50bobo$139b2o33bobob2o47bob4o
17bob4obo46bo25bobobobo2b3o2b2o3bo2bo12b2o7b2o7b2o25b4o17bo2bo7b2o3bob
o12b4obob2o8bo2bo4bobo23b2obo11bob2o34b4ob4o13bo60bo9b2o75b2obo4bo18bo
32bo2bo4bo2bo16bo2bo4bo2bo399bo2bo45bo5bo16b2o8bo3b2obob2o43b3o11b3o
13bobobo3b2o18b3o2bobobob2o34bo3bo26b2ob4o5b4ob2o16bobo6b2o2bobobo56bo
bo48b2o218b2o5bo71bobo3b3o2bobo48bo6bo186b2o191bo2b2o8b2o4b2o31bobo46b
ob2o13b5o88bobo8bo20b2o26bo187bo2b2o3b2obo2bo68b2o2b2o8b2o4b2o48bobo$
169b2o2b2o49bo2bobo2bobo14b2o6b2o45b2o25bobobo13bobo2bo2bo7bobo26b2o7b
2o23b2obobo12bobobo19bo8b2o2b2o3bobo22b3o13b3o33bo9bo11bo37b2o27b2o2b
3o46bo3bo26b2obobo19bo30b3o2b6o2b3o12b3o2b6o2b3o287bo109bo2bo69bobo6b
2obo4bo54bo22bo6bo18b3obo2bobo2bo23b3o8bo3bo33b5o22bo2b3o4bobobobob2o
54bo2b2obo46bo224bobobo69bo5bo2bob2o48bo2bo382bo5b2obo6b2obo32b2ob3o
42b3obo15b3o88bo2b2o27bobo144b2o68b2o2bo8b2o68bo3bo9bo5bo46b2obobob2ob
2o$169bo5bo48bo3bo4b2o13bo2bob2obo2bo45b2o26bo14b2obob5o9b3o23bobo8bo
23bobobo13bobobo13b3o3bo14b3o2bo22b2o15b2o32bob2o5b2obo10b2o35bobo26b
2o3b2o47bo3bo22b3o4bob4o15bobo31bo2bo4bo2bo5b3o8bo2bo4bo2bo288bobob2o
105bo2bo69b3o6bobob3o2b2o51bo2bo19b2o25b3o2b2o3b2o12b2o9bo3bo3bo3bo3bo
17b2o41bobo3bo5bobobo2bo54bobo3bo45bo25b2o201bobo3b2o70bobo52bo2bo381b
2o4bob2o6bob2o7b2o29bo36bo3bo4bobo14bo89bo2b2o23b2o2bo26bo118bobo70b3o
79bo3bo9bo5bo45bobobobobobobo$170b5o3b2o18b2o4bo18bo3bo19bob2o2b2o2b2o
bo46bo24b2o13bo2b2o14bo3bo20b3o10bobo23bo14b2obob2o12bo2bo2b2o13bo2b2o
73bo2bobo3bobo2bo46b2o28b3obo74bo2b5obo4bo15bo49bobo308bobobobo81b2o
19b8o68bo7b2obo6bo51bo2bo27b2o5b2o10b3o20bobo9b2ob2o7bo21bobo41bob3obo
4bo2b2ob2o55bob3o46b2o24bo203b2o3b2o71b2o53b2o409b2o23b2ob3o37b3o2b4ob
obo7bo13b2o58bob2o3b2o41bobob2o6bo16b4o24b2o91bo153b2o2b2o8b2o4b2o38bo
8bo3bo5bo2b2o$179bo2b2o14bobo2bobo16b2o23bobo2b4o2bobo42b4obo22b3o7b3o
2b3o3b2obo10b3o2bo2bo12b2obo3bo10b2o4b2o16bo2bo10bo3b2o3bo12b2o4bob2ob
2o3b2ob2obo30bo7bo36b2o3b2ob2o3b2o77b2o22b3o26b3o23bo7bob3o16bo7bo41b
3o305b2obobo3bo2bo67bo2bo2bo3bo2bob2o16bo4bo77b2obo2b2o2bob2o50bo27b3o
6b2o9b2o21bobob2o15bo2bo22bo44bo3b2o6b2ob2o5b2o28bo21bo2b2o52b2o14bobo
772b2obo37b2o3b2o4bo2bo6bobo12bo57b3ob2o3bo44bobo5b4o14b2obobo22bo2bo
89b2o101b2o46b2obo6b2obo4bo5bo39b3o5b2o3b2o3b2obobo$164b2o2b4ob2o4bobo
bo16b4obo16b2obo20b2ob3o4b3ob2o40bo4bobo21b3o7bobo2b3o2b2obobo14bob2o
10bo5bob2o15bobo16bo7bo8b2o2b2obo18bo4bo3bo3bobo30bo7bo40b2o3b2o53b2o
96b2o4bo3b3o6bo18bo5b2ob2o347bo2bo2b2ob4o67b7o2bob3obo100bo2bob2ob2o2b
o42b3o11b3o11b2o3b2o2b3o7b2o16b2o14bobobo17bo29b2o37bo3b2o6b2ob2o4bo2b
o26bobo20bo2b2o23bo20b2o6bobo13b2o811bobo2b2o4b2obobo8bo15bob2o51bo10b
3o40b2obo4b2obobo12bobo3b2o6b2o14bobo192b2o46bob2o6bob2o5bo5bo30b2o9bo
17bo$8b2o21b2o21bo4b2o49bo13bo13bo26bo2bo2bob2o3b2obo16bobo2bobo2bo12b
2o2b3o19bobo8bobo37b2o2bob2obob2o20b3o7b3o2b3o3b2o2bo9b3o2bo2bo4b3o3bo
5bo17b2o18bo3bo2bobo3bo3bobo2bobo19bo11bobob2o27bo7bo40b2o3b2o53bo32b
2o16bo3bo15b3o24bo4bobo4bo4b2o19bo7bo351b2o4bo65b2o13bo6b3o97b2obo2bo
5bo40bob3o2b2o3b2o2b3obo8bo2bobo2bob3o18bo6bo17bo17bobobo26bobo35bob3o
bo4bo2b2ob2o5b2o11b2o3bo10bobo18bob3o24bobo19bobo7bo826b2obobob4obobob
2o22b3obo52b3ob2o6bo16bobo19bo2bob2o2bobo3b2o10b2o3bobo2b2obo2bo15bo
26b2o211b2o8b2o4b2o2b2o4b2o29bobo8b2o14b4o$3b2o2bobo21bobo2b2o16b3obo
2bo25bob2o2bob2o2bob2o6bobo11bobo11bobo4b2o18bo16bo16b2o4bo3bo6b3o3b3o
bo21bobo3b2o3bobo38b2obob2obo2b2o20b2o13bo2b2o3bo10bo3bo8bobo3bo5bob2o
15b2o17bo6bo2bo6b2o2b3o20bo2bo2bo2bo4bobo77b2o3b2o54b3o29bo17bo3bo8b2o
5bobo7b3o16bo2bo2bo4b5o7b2o10bobo364bobo64bo2b11ob6o2bo98bob2obob4o40b
obobo13bobobo7b2obobobo2b3o18b2o3bobobo14bo2bo15b2obobo25bo36bobo3bo5b
obobo2bo18bobobobo8b2o2b2o15bobo3bo6b3o14bobo20bo6bobo77b2o499b2o4b2o
52b2o4b2o53bo3bo59bob2o62bo3b4o3bo84bobo25bo20b2o6b2o3bobo12bobob2o4bo
b2o44bobo210bo9bo5bo3bo5bo30bo21bo4bo3b2o113b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o$3bo3bo4bobo2bo2bo2bo2bobo4bo3bo19b2o2bo25b2obo2b
2obo2b2obo7bo13bo13bo5bo19b2o12b2obobob2o18bo3bo4bo3bo2b3obo22bo10bo
21b3o10bo5bobo4bo25bo14b2obob2o12b3o9b3o5b2obo3bo21b2o11bo2bo4b2o4bo3b
2o29bobo5bo2bo77b2o3b2o56bo30b3o25bo2bo4bo2bo22b4obob2obo16bo12bo18bo
13bo2bo4bo2bo5b3o8bo2bo4bo2bo294b2o64bobo4bo5bobobo4bo99bo2bo2bo44bo2b
o3bo2bobo2bo3bo2bo10bob2o3b3o17b2o2b2obob2o14bo21bobo25b3o2b2o30bo2b3o
4bobobobob2o20bobobo2b2o6bobo16bo2b2obo6bobo13b2o2b2o15b3o7b2o70bo6bob
o3b2o125b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o205bobo2bobo52bobo2b
obo51b3o3b3o55b3ob2o10b2ob2o8b2o37bob2o4b2obo27b2o55bobo55bobob2o14b4o
5bobo47bo2b2o71b2o134bo9bo5bo3bo5bo27b2ob4o16bobo4b3o2bo112b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$4b3ob5ob13ob5ob3o17b2o5bob2ob2o10bo
28bo5bo7bo5bo7bo5bo3bo21bo6b2ob3obob2obo22b2o2bo5bob2o2b3o26bo25b4o10b
o6bob4o24bobobo13bobobo11bobo23b3o22bobo11bo14b2obob5o22bo3bo5b2o174bo
15b3o7bobo5b2o8bo3bo10bo3bobo2bob2o13bobo12bo18bo11b3o2b6o2b3o3bobo6b
3o2b6o2b3o357b2obobo4b2o3bo3b2o20bo82bobo4bo43b2o7bobo7b2o12bo6b2o18bo
2bo2bo13bo3bo3bo17b2o31b2o31bobo6b2o2bobobo20b2obobobobo4b3o2bo16bobo
9b3o3b3o9bobo16bo29bo51b2o4bo2bo3b2o125b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o207b4o56b4o52bo9bo53bo17bobo9b2o38b2o6b2o29bo56bo16b2o39b4o
16bo6b2obobo44b2obobo71bobo132b2o8b2o4b2o2b2o4b2o26bobobo2bo16bobo6bob
2o$6bo25bo21bob4obo2bobo11b3o6b3o3b3o3b3o3b11o3b11o3b12obo16bob2ob2o4b
2o6bo24bob2o2bo5bo2b2obo27bo2bo22bo4b2o7b2o7bo27bobobobo2b3o2b2o3bobo
2bo10b2o14bo11bobo22bo9bobobo5bo7bo2bobo2bo23bobo208b3o15bo3bo10bo2bo
2b2obo2bo13b2o31bobo12bo2bo4bo2bo5b3o8bo2bo4bo2bo359bo5bo2bo2bo4b2o8b
5obo6bobo69b7o6bo4b2o52bobo17b2ob2o4bo2bo17b3ob2o2b3o10bo3bo63bo22b2o
2b2o8bobobobo18bo2bobobo5bo3bobo15b2o2b2o13bobo6bob2o2bo34b2o7b3o55bo
3bo321b2o94bo6bo75bo2b2o2bo52bo2b2o2bo50b2o7b2o54b3ob2o12bo88bo75bo40b
o26bo2b2o17b3o25bobo75bo134b2obo6b2obo6b2obo27bobo23bo7bo$4b2o2b24o2b
3o19bo2b2o2bo2bo14bo4bo3bobo3bobo3bobo11bobo11bobo11bobo16b2obo3b2o12b
2o19b3o2b2obo5bo2b2o29bo2bo22bobob2o18b2o25bobo2bo2b5o2bo4bo2b2o21b2ob
o3bob2o7b2o22b2o7bobob2o3bo3bo3bobo26b2o4bo4b2o235b2obobo4b2o8b3o30bo
7bo77b2o2b2o9b2o63b2o5b2o247b2ob2o6bo5b2o3bob2o13bobo68bobob2ob3o84bob
ob2obo2bo18bo4b2o3bo10bo3bo62bobo23bobo10bo3b2o11b2o5b2ob2o2bo4bob3obo
18bobo14b3o6bo3bobo33bobo6bo58bobo323b2o92bobo4b3o69b2o4bo2b2o2bo46b2o
4bo2b2o2bo65b2o50bobo103b3o69b3o66bobo11b2o8bo2b2o14b3o6bob2o74b2o44b
2o35bo21b2o28bob2o6bob2o6bob2o28bo31b2o117b2obo6bob2o6b2obo25bo9bo$3bo
bo5bo4bo4bo4bo4bo5bob2o11b5obobo2bobo14bo5bo3bobo3bobo3bobo2b2o3b2o2bo
bo2b2o3b2o2bobo2b2o3b2o2bobob2o18bobo14bo21bob3o2bo3bo4bo3bo27bo23bo7b
o16b2o25b2o3b9o31bo9bo22b4o14bobo13bobo27b2o9b2o193b3o26b3o13bo4b2o2bo
6bo2bo28b2ob2o5bo77bo2bo2bo7bo2bo62b2o5bobob2o244bobo7bo8bo2bo9bo6bo
67b3o2bo6bo53b2o4b3o3b3o4b2o9bobo3b3o5b2o3bo4b2o4b3ob2ob2o15bo2bo60b2o
23bobo26bo2bo4b2ob2o6b2o3bo20bobo24b3obo34bo7bobo195b2obo6b2obo18bo
250bobo2bo71bo2bo5bo2bo47bo2bo5bo2bo49b3o12bo54bobo63bo41bo69bo41bo26b
2o12bo2bob2o3b2o2bo14bo2b2o3b2obo2bo118bo2bo2bo31b2o9b2o7bobo15b2o100b
2o112bob2o6b2obo6bob2o23b3o9b3o$3bob2o5bo4bo4bo4bo3b2o4bob2o10bobo4bob
2obob2o13bo3bobo3bobo3bobo3bobo3bo3bo3bobo3bo3bo3bobo3bo3bo3bobob2o18b
ob2o3b2obo2bo2bo22bob3o3b3o6bo3bo4b2o13bo10bo16b3ob4o2b2o4b3o10bo27b3o
9b3o29b2o5b2o22b6o14b2o5bo5bo2bo279b2o3b2ob2o6bo2bo30bo7bo78bob3o2b5o
2b3o71bobobo27b2o8b2o204bobo7bo8bo2bo9bo73bo4bob5o2bo51bo2bo15bo2bo7b
2obo11bo3bobo3bo6bo4bo17bo44b5o40bo28b2o5b2ob2o6b2o3bo21bo23b2o2bo21b
2o13bobo6b2o57bobo135bob2o6bob2o19b2o248bo4b2o69bo4bo54bo4bo56bo3bo11b
o4bo50bo4b2o5bo46bo4bobo151bobo41b2obo6b3o14b2o2bo8b2o119b6o30b2o10b2o
7bo17b2o58b2o39bo2bo109b2o4b2o8b2o8b2o20bo5bo3bo5bo$2obo4b2o3bo4bo4bo
4bo5b2obo13bo2b2o4bo2b2o2bo16bo23bo3bo9bo3bo9bo3bo5bo19bobobo6b5o2b2o
19b3o2b2o12bo2bobo2bobo12bobo3b2o3bobo14bo3bo4bobob2o2b2o39bo2bo7bo2bo
26b3o2b5o2b3o19bo4bo19b3ob3ob3o234bo3bo44bo4b2o7b2o39bo30b3o44b2o4b2o
5b2o63b4o3b5obobo26bobo8bobo202b2ob2o6bo5b2o3bob2o20bo61b4obo4b3o52bob
o17bobo8bobo2bo9bo3bobo3b3o3bo2bobo28b2o25b2ob4o5b4ob2o69b2ob2o2bo4bob
3obo43b2o2bo20bobo14b2o65bo3bo131b2o4b2o8b2o15b2o325bo6bo52bo6bo54bo
14b2o6bo53bob4o3bo45b3o2bobo150bo2bo42bobo25b3o186b3o75b2o39bobo110bo
5bo10bo8bo20bob6o3b6obo$2obo5bo4bo4bo4bo4bo5bobo14b2obobob2o4bobo13bo
2bobo3bobo3bobo3bobo3bo3bo3bobo3bo3bo3bobo3bo3bo3bobob2o16b2o2bo4bo31b
ob2o16bob4o14bobo8bobo13b2obobob2obo3b2o44b2o9b2o27bo2bo7bo2bo20bo2bo
19bo3b2ob2o32bo11bo192bo3bo41b2obob2o50bobo29bobo40b2o3bo3bo9bo62bo3bo
bo5b2ob2o25b2o10b2o201bo5bo2bo2bo4b2o8b5obo12bobo63bobo2bo57bob2o13b2o
bo9bob3o11bo4bo5bo2b3obobob2o10b2o2b3o35b2o2bo9bo2b2o69bo2bobobo5bo3bo
bo44b3obo18bo24b2o53b2o4bo2bo3b2o125bo5bo9bo18bo324bo6bo52bo6bo54bo12b
o2b2obo56bo9bo6b2o40bobob2o19bo130b2o41bobob2o158b4o171bo112bo5bo8bo
10bo19bobo13bobo$4b3o2b24o2b2o16bobo2bo3b5o14b2obobo3bobo3bobo3bobo2b
2o3b2o2bobo2b2o3b2o2bobo2b2o3b2o2bobob2o20b2o3b5o29b2o16bobo2bobo11b2o
b3o4b3ob2o12b2o3bob2obobob2o85b2o9b2o19bobo2bobo16bob4obob2o30bobo9bob
o236bobob2obob3o47bo13bo2bo4bo2bo5b3o8bo2bo4bo2bo20bo2bo5b2obo3bob2o
64bobobo3bo5bo67b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o9b2obobo4b2o
3bo3b2o26bo63bo2bob4o56b3o13b3o11b2o10b3o5b2o4bobo7bobo10bo6bo6bo3bo
20b2ob4o11b4ob2o66b2obobobobo4b3o2bo43bo3bobo16b2o25bo53bo6bobo3b2o
126bo5bo9bo188b2o153bo4bo54bo4bo55bo3b2o6bo4bo4bo53b3o5bo8bo38b4obo2bo
18b2o173b2o2bo158bo2bo67bo58bo157b2o4b2o8b2o8b2o18b2o4b3o3b2o2bo2b2o$
8bo25bo17bo2bob3o24bobo3bobo3bobo3bobo11bobo11bobo11bobo27bo5bo24bo3bo
18bo4b2o12bobo2b4o2bobo13b2obobo4bo3bo118b2o4b2o17bo9bo29bobo2b5o2bobo
192b3o41bo2bo3bobo49bo11b3o2b6o2b3o12b3o2b6o2b3o20b3o9bo7b2o52bo6b2o2b
o4b4obo30b3o35b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o10bobo4bo5bobo
bo4bo87b2o3bo3bo56b2o13b2o24bo12b2obob2ob2obo13b6o6bo4bo20bo2bo17bo2bo
67bobobo2b2o6bobo44bob2o2bo42bo62b2o130b2o4b2o8b2o188b2o154bo2bo4b3o
49bo2bo23b2o33b2o9bobo2bo2bo60bo11b3o35bo2bob2o19bo24b2o3bo149bobo156b
2o3bo62b2o3bo55bobo48b2o108b2obo8b2o6b2obo22bo2bo2bo3bo2b2obo$4b3ob5ob
13ob5ob3o15bobo2bob4obo19bo2b3o3b3o3b3o3b11o3b11o3b12obo28b2o2b2o17b2o
4bo3bo38bob2o2b2o2b2obo15b2o2b4ob3o145b3obobobo27b2obo2bob5obo2bob2o
197bo2bob2obo2bo25bobo3bobo63bo2bo4bo2bo16bo2bo4bo2bo18b4o20bo53b3o5b
2o11bo30bobo209bo2b11ob6o2bo84b2o2bo3bobo2bo112bobobo2bo24bobobo23b3ob
o3bobobobo3bob3o66bobobobo8b2o2b2o46bobo43b2o47b2o146b2obo6b2obo9bobo
184b2o149b2o58b2o23bo2bo49b2o54bob2obobobo11bo37b2obobo19b2o21bo2bobob
o2bo146b2o26bo133b2o50b3o9b2obob2o54bo2bo18bo11b2o15b2o108bob2o9bo6bob
2o22bob4o8bobo$3bo3bo4bobo2bo2bo2bo2bobo4bo3bo13b2ob2obo5b2o18b2o22bo
5bo7bo5bo7bo5bo3bo24b2obobo22bobo2bobo2bo39bo2bob2obo2bo16bo7bo150bob
3ob2o26b2obo4b5o4bob2o197b4ob2ob4o26bo5bo40b2o80bo3bo11b3o3bobo14b2o
40bo48b3o208b2o13bo6b3o83bo2b2obo2bobob2o117b2o16b2o6bobobo30b2o3bo3b
2o50b2o6bo13b2o3bo10bobo46b2o2b2o91b2o146bob2o6bob2o8bob2o152b2o30bo
155bo5bo55bobo14bo4bo45b3o56b2obobob2obo42b2o2bo2bo2bo21bo21bob2obob4o
173bobo184bo10bo6b2o49b2o3b2o19b3o9b2o129b2o6bo5b2o27b3o11bo$3b2o2bobo
21bobo2b2o19bo2b2o25b2obo2b2obo2b2obo7bo13bo13bo5bo25bob2o2bo23b4obo
43b2o6b2o20b2obobo151bo2bobo30bo13bo200bo2bob2obo2bo38b2o31b2o2b2o37b
3o41bo11bo3bo2b2o15bo40b2o86b2o4b2o2b2o4b2o10b2o69bo44b2o33b7o2bob3obo
87bo2bob3o2bo138b2o4bo4bo25b3obo3bobobobo3bob3o44bo6bobo28bobo23b2o6bo
4b3o8bobo239b2o4b2o2b2o12bo155b2o28bobo155bo5bo56bo14bo6bo107bobo3bo
42bo2bobobobobo41b2o4bo178bo2bo183bobo9b2obob2o45b2o2bobo24bobo140bo7b
2o4bo9bo51bo$8b2o21b2o24bo2bob3o22bob2o2bob2o2bob2o6bobo11bobo11bobo4b
2o29b2o21bobo2bobo44bob4obo20b2o4bo152b2o2bo30bobo4bo4bobo251bo31bo4bo
32bo4bobo7bo33b2o3b3o3bo5bo15b2obo129bo5bo3bo5bo9bo9b2o40bo6b3o8b3o43b
o2bo32bo2bo2bo3bo2bob2o87b2o7bo144bo3bo27bobo2b2ob2ob2ob2o2bobo37b2o3b
2obo7bo30bo24bo6bobo14bobo239bo5bo3bo9bob2ob3o170b3o9b2o156bo5bo56bo
14bo6bo43b3o63bo3b2o42b5obobo2bo40bo2bobob5o174b2o185b2o9b2o3bo46bo3bo
28bo30bo110bo4b2o7bo8b3o47b3o$58b2o4bo45bo13bo13bo59b2o4bo45bobo2bobo
22b4o157b2o30b2o4bo4b2o249b3o33bo2bo32bobo3b3o6bobo36bo3bo2bo5bo8bo5bo
b2o57b3o19b2o26b2o20bo5bo3bo5bo13bo6bo39b3o16bo46bobobo42b2o97b3o175bo
3b3o2b2obob2o2b3o3bo35bo4bobo56b2o3b2obo7bo3bobobo8bo241bo5bo3bo8b2obo
bo2bo161b3o5bo2bo69b2o35b2o137bo4bo42b2o66b2o51bo4b2o41bobobobobo2bo
374bo49b3ob4o54bobo108b2o5bo6b2o11bo45bo$251bo4bo23b3o196bo255bo33bobo
2bobo31bo14bo29b2o6b2o5bo5bo8bobo4bo45b3o11b3o18bobo26bobo19b2o4b2o2b
2o4b2o10b2o5bobo38bo19b2o46bob3o140bo149b2o26b4o3bobo2bo2bobo3b4o36b3o
bo16b2o40bo4bobo12b2ob2o249b2o4b2o2b2o15b2o160bo2bo9bo69bo14b2o19bo61b
3o75bo2bo34b2o6bo2bo2bobo108b4obob2obo21bo21bo2bo2bo2b2o426bobo2bo55bo
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3bo5b3o3bo19b2o10b3o15b2o21bob2o6bob2o19b2o39b2o68b3o321bo2bo2bo5bo2bo
2bo41bob2o14bo2bo40b3obo12b2o3b4o249b2obo6b2obo31b2o139bo9bo2bo62b2o6b
obo11bobo17bobo135bo4b2o33b2o3bo3bo4bo4bo107bo2bobobo2bo21b2o19bobob2o
428b3obobo59b2o103bob2o6b2o8bob2o$852bobob2o12b3o11bo4b2o18b2o23bo5bo
3b5obo32bobo3b3o32b2obo6b2obo75b2o32b2o342bo3b2o2b5o2b2o3bo57b2ob2o42b
o2bo3bo5bo2bo2b2o3bo30bo3b6o3bo32b2o5b2o163bob2o6bob2o31bo141bo2bo5b3o
62bobo7b2o11bo2bo16b2o136bo44bo6bob2o2bo112bo3b2o24bo19b2obo2bo425bo2b
ob2o62b2o$850b2obobo3bo3bo23b2obobo17bo2b2o11b3o5bo5bo4b4o2bo31b3o3bob
o4b3o29b2o8b2o84b2o20bobo342b2o8bo8b2o46bo11bobo43bo2bo2bo2bo3bobobo6b
o29bobobo6bobobo31b2o5b2o206bobo131b2o9b3o70b2o22b2o86b5o3b2o59bo8b2ob
2o31bo2bo6b2o142b2o18bo2bob4o215b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o46b2o41b2o22b2o2bo$849bo3bobobobo2b3o20bo6b3o15bobo2bo9bo3bo4bo5bo
7bob2obo35b3o4bobo30bo9bo47b2o20bobo12bo21b2o24bo384bobo11bo53b2o2bo
40bobo10bobo246b2o131bobo28b2o77bo84b2o4bob2o2bo13bo57bo26bo3bo4bo4bo
144bo19b2obobo35b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o19b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o90bo23bob2o$27bo8bo44b2o16b2o16b2o9b2o
720b3o6bo20b3o2bobobobo3bo15bob2obo7bo5bo4bo3bo9bo2bobo41b3o29bo9bo17b
2o29b2o20bobo10bobo40b3o4bo383b2ob2o67bo2b2o36b2obobo6bobob2o61bo168b
2ob2o143bo30b2o139b2ob2o26b2ob3o12bo32bo7b3o3b3o3bo2b2o28b3o10bo165bob
o2b3o32b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o229b2o31b2o6b3o24bo$
10b3o14b3o4b3o43bo2bo13bo4bo13bo2bob2o5bo723bobob2o23bo3bo3bobob2o18bo
2b4o4bo5bo5b3o11b2o2bo20b3o50b2o8b2o2b2o7b3o2b2o2b2o47b3o10b2o26b3o12b
obo3b3o382bo2bo14b2obo39bo6bobobo3bo2bo2bo2bo27bo2b2obo4bob2o2bo60b3o
167bo3bo14b2o8bo117b2o127b2o42bo12bo7b2o4b2o3bobobo12bo10b3o10bo8bo20b
3o38b2o168bobo4bo425bo2bo3b2o24bo7bo25b2o$7b2ob2o18bo2bo22b6o18bobobo
31b4obo2bo4b3o14b3o372bo2bo329b2o4bo11b3o12b2obobo21bob5o3bo5bo23b2o
19bobo4b3o57b2o3b2o2b3ob3o2b2o3b2o83bobo12b3obo387b2o16bob3o37bo3b2o2b
o2bo5bo3bo2bo29bo2bob4obo2bo31b3o5b3o20bo2bo167b3o15b2o6b3o123b2o65b2o
54bobo42b2o2bo7bo9bobobo3b2o4b2o34bo8bo11bo8b3o27b2o15b2o121bo41bo221b
2o4b2obo6b2obo17bo84b2o87b3o2bo2bo24b3o$7b2ob2o17b2o2b2o20bob4obo18bo
2bo11bobo2bobo10bobo2bo2bo2b2o5bo14bo371b3o2b3o327bo5bobo8bo3bo3b2ob2o
6bobo20bo3b3o5bo3bo45b3o4bobo3b3o56b2o2b2o2b3o7b2o83b3o420bobo4bo37b4o
3b2o12bob3o28b2o8b2o32bo2bo3bo2bo22b2o161b2o5bo23bo126b2o66bo56bo43b3o
8bo9b3ob2o16b3o3b3o4bo5bo8bo20bo7bo2b2o27bo15bo122b3o78b2o4bob2o6b2obo
103bo60bo4bob2o6bob2o17b3o81bobo84b3o6b2o27bo$8bo14b2o16b2o11b2o6b2o
21bo8b4ob2ob4o8b2o16bo5b2o378bo3b2o3bo326bo4bobo8bo5bo5b2o6b2o20b3o11b
3o53b3o3bobo37b2o8b2o11b2o511bo7bob2o3b2o39b2ob2o12bobo4bo72bo7bo41b2o
142bobo29b2o4b2o187bobo54b2o42b3o19bo2b2obo4b2o21bo5bo13b3o3b3o7bo12bo
23b3o17b3o122bo78bo4b2obo6bob2o103bo59bo3b2o4b2o2b2o24bo80bo85bo3bo23b
2o$24bo6b2o8bo10b2o3bo2bo3b2o16bobo6bobo4bo2bo4bobo11b2o2bo4b3o7bo6b3o
28b2o44bo48b2o7b2o235bobo4bo2bo184b2o137b2obo5bo8bo5bo2bo3bo28b3o56b2o
15b3o10b2o25b2o8b2o130b5o40b2o3b2o341bobo6bo47bobobo3bo7bob2o3b2o27b3o
2b2o2b3o34bobobobo42b2o142bo37bo189b2o97b2o2bo3b3o3b3o7b2o3b5o14bo8bo
5bo4b3o3b3o25b2ob2o23bo21bo121bo29b2o6b2o39bo3b2o8b2o4b2o5b2o6b2o85b3o
58b2o2bo5bo3bo24b2o78b2ob4o82b3o24bobo$2o22bobo3bo2bo5bobo11b3ob4ob3o
26b2ob2obo4bob2ob2o11b2o3bob3o9bobo3bo3bo4b3o19bobo44b3o7b2o36bo2bob2o
3bo6b2o229b3obob2obo184bobo135bob2o15bo5bo3b3o3b2o83bobo26bobo166bob3o
bo39b2o3b2o342bo6b2o54bobo6bo35bo3bo2bo3bo226b2o4b2o29bobo287bo48bo32b
o192b2o27bob2o4b2obo38b2o3bo8bo5bo4bo4bo2bo4bo149bo5bo3bo99b2obo3bo2bo
85b3o23bo19b2o23b2o$2ob2o3bo16b2o2bo4bo3bobo11b2obo6bob2o14b2o12bobo6b
obo10b3obo3bo2b2ob2o8b2o2bo5bo2b3o20bo49bo6bo37bob2obo5bo5bo6b2o228bo
2b2o186bo11bobo46bo73bo15b2o2bo3bo11bo41b2o41b2o26b2o82b2o10b3o70bobob
obo34b2o8b2o399b3o4bo6b2o33bobo4b2o4bobo33b2ob2o193bo23bo5b2o209bo78b
2ob2o8bo35bo10b3o10bo8bo61b2o158bo3b4o3bo42bo10bo5bo3bo4bo2bo4bo144b2o
2b2o4b2o2b2o99b2obobo5b2o82bo2bo23b2o17bobo23bo$bo2bo2b2ob4ob2o11bo6bo
b2o11bo5b6o5bo11bo11b2obobo6bobob2o11bobo8bo11bo7bo22b2ob4o38bo5b2o4bo
bo36b2o2bobo2b3obo5bo5bo6bo216b6o2bo2bo170b2o10bo2bo10bo2bo4bo40b3o38b
o4bo27b2o14bobo3b3o11bo3bo38bo120b2o31bobo10bobo20b2o24bo18b2o2b2obobo
b2o28b5o2bo6b3o448b2o12b2o53b2o173b3o6b2o15b3o143b2o70b2o22b2o66bo59bo
8bo59bo2bo128bob3o22b2obobob4obobob2o35b2o2b2o8b2o4b2o3bo4bo2bo4bo83b
3o59bo4b2obo6b2obo38b2o7bo6b2o42bo4b3o2bo81b2o44bo23bobo146b2o$b2ob4ob
2o2bo2bo11bo6bo13bo2b4o6b4o2bo10bo11b2obo10bob2o7bo6b2o5bo12bo7bo21bob
obo2bo38b3o9b2o28b2o6bo2b2o2bobo2bobo2b3obo5bo4bobo214bobo7bobo169b3o
13bo9b2o5b2o40b5o35b2ob4ob2o41bo20b4o20bo11b2o5b3o116bobo5b2o24bo12bob
o20b2o23bobo3b3o11bobo2bob2obo30b4o2bo7bobo516bobo173bo8b2o14bo3bo142b
2o51b2o16bo2bo11b2o7bobo60b2o4bo59bo68b3o129b2obo15bo8bobob2o4b2o2bobo
36bo4bob2o4bo5bo6b2o6b2o86bo59bo5bob2o6bob2o38b2o5b3o5b4o41bob2o4b2obo
125b2o23b2o148b2obo$9bo3b2ob2o7b2o2bo4bo5b2o7b2o4bo2b2o2bo4b2o10b3o12b
obob4obobo9bo10bo16bo7bo21bob2o4b2o39bo13b2o22bobo5bobo3bobo2b2o2bobo
2bobo2b3obo3bobo2bo211bo3b2o3b2ob2o156bo8bob2o12bobo8b2o3bo8b2o77bo4bo
42b2o7bo9b3o24bob4o4bo2b2o6bo54b3o59bo6bo25b2o60bob4o3b3o6bobob3o5bo
33b3o3b2o3bo2bo495bo5bo12b2o17b2o12b2o5b2o160b2ob2o194bobo17bobo11bobo
6b2o60bo2bo133bo135bo12bobo6bo2bo4b2o3b2o38bo5b2obo5bo5bo101bo59b2o2b
2o4b2o2b2o4b2o6b2o34bo7bo2bobo41bo3bobo3bo301bo$16b2o6bobo3bo2bo6bo12b
2o3b2o3b2o14bo14bobo6bobo9b2ob2o2bo3bob3o9b2o2bo5bo2b3o16b2obob4o2bo
31bo5b2o4b3o6bo23bobob2o3bo4bobo4bobo2b2o2bobo2bobo2b2obobobo211b3ob2o
2bo3bo156bobo6bo2bo5bo6b2o11b2o10b2o129b2obo3bob2o5bo2bo21bo5bo3bobobo
62bobo58b2o9bo33b2o46b2obo11b3o2b3o5b5o40b2o4bobo494b2o5b2o12b2o17b2o
12bo5bo149b2o209bo19b2o14bo67bo4bo15bo251b2o13bo7bobob4o2b3o40b2o8b2o
2b2o4b2o101bo63bo5bo3bo5bo7bobo33b2o5bobo2b2o42b3o3b3o$24bo6b2o8b3o5b
4ob2o6b2ob4o24b2obob4obob2o10b3obo3b2o12bobo3bo3bo4b3o15bo2b2obo2b2o
32b3o9b3o4bobo24bobobo8bobo4bobo4bobo2b2o2bobo2bobo2bo29b2o64b2o9b2o
35bo69bobob2ob3o158bobo5bob2o5bo11bo8bo2bo138bo9bo3bo3b2o21b2ob2o5bobo
3bo60b3o67b2o49b2o31b2ob2o2b2o3b2o2b5o4b3o2bo49bo533bobo168bobo208b2o
35b2o65bo6bo13bobo56bo202bo14bobo4bo3bo51bo2bo5bo102bo59b2o3bo5bo3bo5b
o7b2o3b2o34bobo49bobobo87b2o23b2o$9bo13b2o18bo5bo4bo8bo4bo6bo17bo2b3o
2b3o2bo8b3o4bo2b2o12bo6b3o24b2o4bo38bo4b3o8b2o27bo6b3o8bobo4bobo4bobo
2b2o2bobob2o28bo2b2o61bo9bo36b3o74bo147b2o11bo2bo7b3o13b2o10bobo139b2o
5b2o4b2o26bobob5o3b4o161b2o19bo34bo12bo3bob2o4bo35b2o548b2o169bo314bo
6bo12bo3bo55bo17b2o182b3o15bob3o45b2o8bo4bo5bo100b3o59bo2b2o4b2o2b2o4b
2o11bo2bo32b2o52b3o87bobo23bo44b2o$6b2ob2o18b2o2b2o15b3obob2o2b2obob3o
6bob2o17bo2b4o2bo9bo16b2o5b2o35b3o3b2o4b2o22bo5b2o4b3o4b3o6b2o20bo2bo
12b3o8bobo4bobo4bobobo3bo27bobo2bo11b2o45bo13bo37bo68bo152b2o11bobo9b
2o14b2o148b3o2b5o2b3obo27bobobo64b2o10b2o95bo16b3o35bobo12b2o3bob2ob2o
34b2o3b2o6b2o552b2ob2o148b2o315bo4bo14bobo56bo16bo2bo180b5o13b2obo48bo
8b2o2b2o4b2o111bo49bo5b2obo6b2obo14b2o33b3o52bo88bo23bobo17b2o23bo2bo$
6b2ob2o19bo2bo18bobo8bobo12bo15b2obo4bob2o8bo5b2o2bo2bo2bobo12bo3bo23b
2o2bobobo2bobob3o20b3o16b3o6bo24bo19b3o8bobo4bobobobo2bo25b2obobobob2o
7bobo5b2o4b2o31b2o5bo5b2o36bo73bo160bobo176bo2bo7bo2bo2bo27b2obobo5b2o
55bobo8bobo92b3o8b3o6bo38b2o3b3o2b4obo3bo2bo42b2o6b2o3b2o17b2o3b2o131b
2o71b2o490b2o296bo2bo16bo73bo4bo178b2o3b2o9bo53bo5bob2o6b2obo113b3o47b
2o4bob2o6bob2o50bobo139b2o23b2o19bo23b3o197bo9bo$5b3o19b3o4b3o17bobo4b
obo10bo2bobo14bo2bo4bo2bo9b3o4bo2bob4o13bo5bo23bo3b3o2b2obo4bo22bo22bo
bo20bo3bo26b3o8bobo4b3o26bobobob2obo8bo6bobo2bobo34b2obobob2o38bo4b4o
64bo162bo9bo65b3o8b5o88b2o9b2o2b2o31b2o5b2o56b2o8b2o93bo71b2o5bobo55b
2o17b2o3b2o203b4o41b3o8bo218b2o42bobobobo167bo2bobob2o290b2o71b3o3b3o
10bo6bo178b5o9b3o52b2o4b2obo6bob2o46bo37b3o15b3o11bo90b2o25b2o34bo150b
obo24b3o192b3o9b3o$27bo8bo17b2o6b2o12bo2bo15bo2bo2bo2bo13bo5b2obo2bo
13b7o18bo3bo11bob5o21b2o4b3o15b2o21bo3bo5bo27b3o6b2o27bo3b3o22bo2bo31b
5obobobobob5o33bobo244b2o75b3o379b2o6bo41bo28b2o8b2o129bo3bo68b2obobo
43bo6bobo50bob2o4b2obo67bo2bo2bo81b2o41bo7bo167b3ob2obo382bo6bo179b3o
9b5o116bobo55bo11b2o89bobo55bo4bobo150b2o23bo3bo152bo37bo5bo3bo5bo$77b
2o17b2o4b2o13b2o9b2o38bobobo12bobobo2b2o25b3o4b3o13b2o20bo4b2o3bo2bo5b
2o20b2o2bo25bob3obob4o17b2o2b2o29bo6bobobobo6bo33b2ob3o239b2o63bo3bo9b
o429bobo4b2o16b5o2bo6b3o129bo4bo66b2o3b2o39bo3bo5bo3bo49b2o2bo2bo2b2o
67b7o2bo96b2o22bo2bo3bo2bo169bo371bo15bo4bo181bo9b2o3b2o173bo102bo57b
3o2bobo140bo27b2o6b3o151bob2o35bob6o3b6obo$144b7o17bobob2o10b2o2bob2o
2bo20b3o8b3o4b3o6bo18bo2bo5bo4b2ob2o3b3o6bo15b2o25bo11bo15b3o2b3o29b3o
bob3ob3obob3o37b2o60b2o243bo3bo43b2o18b2o374bo2bo3b2o3b3o10b4o2bo7bobo
131bobobo66bo43bobo2bo4bo3bo48b2o3bo4bo3b2o72b3o96bo2bo20b3o5b3o166b2o
bo371bo16bo2bo38bo137bob2o13b5o98bo178bobo58bobob2o139b3o24bo2bo2b3o
157b2o34bobo13bobo$144bo2bo2bo15b2obo4bo8bo3b2o2bob2o20b3o4b3o8b3o4bob
o20bo13bo4b5o5bobo41b3obobob3o18bo2bo33bob2o7b2obo102bobo11b2o174bobo
72bo26b2o18b2o375bobo7bo2b4o10b3o3b2o3bo2bo131bobobo63bo43bo2bobo5bo3b
o48bo3b2ob4ob2o3bo66b4o101b3o197bobo372bo17b2o38b3o134b3obo15b3o98bobo
16b3o159b2o55b4obo3bo106b2o25bo7bo24b2o3bo2bo191b2o4b3o3b2o2bo2b2o$
166bo2bobob2o3b2o3b2obobo2bo30b3o4b3o8b2o19bobobo17b3o5bo2bo3bo39b2obo
b2o58bo11bo104b2o8b2o2bo174b2o53b3o17bobo421b3o6bo2b5o16b2o4bobo132bo
4bo62b3o27bo12bo3bo5bo3bo50b3obobo2bobob3o66bobob3o100bo407b2o4bo111b
3o59bo43bo2bo132bo4bobo14bo118b3o216bo2bobo3bo25b2o6b2o3bo67bo24b3o6b
2o31b2o193bo2bo2bo3bo2b2obo$163b2obo2b2o3bo3b2o3bo4bob2o20b2o15b3o4b3o
21bobob2o17b2o7bobo2b2o66bo89b3o18b2o52bob2o176bo72bobo30b3o6b3o380b2o
8b2o28bo134bo3bo10b6ob2o41b2o2b2o25bobo11bo10bobo53bobob4obobo68bobo4b
o508bo2bobo126b3o40bo4bo6b2ob2o33b2o132b2o3b2obo7bo116bo8bo37bo181b2ob
o3bo25b2o5bo2bobobo2bo60b2obo23bo237bob4o8bobo$163bo2b2obo2b2o10b2obob
o21bobo22b3o21bobo6b3o20bo5bo56b2o8b3o3b2o3b2o78bo15b2o2bo52bo255bo30b
obo6bobo380b2o3b2o17b2o138b2o24b6ob2o44b2o2b2o21bo3bo11b3o8bo56bo2b2o
2bo69b2obob3obo121b2o5b2o159bo214b3o4bobo108bo5bo19b3o10bo18bo17bo175b
o6bobo104b3o9bo43bobo6b2o99b2o66b2o2bo2bo5bo32bob2obob4o60bo2b2o22b2o
41b2o194b3o11bo$164b2o2bobobo12bobobo21bo6b3o40b2o4bo8b3o76bobo6bobobo
3bobobo68bo10bo14bo2bobo52bo175bobo26bo2bo26b3o5b2o41bo2bo6bo2bo379b2o
3b2o17b2o3b2o6b2o129bo7b2o19b2o45b3o24bo3bo79b2o2b2o71bo5bobo121b2o5b
2o160b2o212bo6bo79b2ob2o26bo5bo8bo4b3o3bo12bo10bobo3b2o6bob2o3bo2b2o
21bo21bo132b2o6bo105b3o7b3o65bo87b2o66bo2bobobo2bo2bo31b2o4bo66b2o62b
2obo2bo227bo$166b5obo11bo3bo21b2o6b3o4b3o39bo4bobo8b3o54bobo12bo2bo4b
3ob3o2b2ob2o68bo24bob2obo27b2o10b2o13bob2o172b2o12b4o14bo32bo2bo40bobo
8bobo408b2o6b2o3b2o119b2o2bobo20b2o5b2o48bo24bo3bo155bob4o2b2o287b2o
301bo30bo5bo8bo9b2o3bo8bo10b2obo6b2o3bobo4b3o22b3o17b3o247bo18bo34bobo
3b2ob2o12b2o37bo85b2o30b5ob2obo2bo31bo2bobob5o63b2o59bobob3o226b3o$7bo
7bo24bo22bo43bo29bo28bo4bob2o2b3o3bo31b2o8b3o4b3o4b2o25b2o4bobo4bobo8b
3o37b2o3b2o3b3o13b2o6bobobo3bobobo27b3o3b3o32bobo9b3o7b4o2bo29bo2b2o7b
2o4b2o7b2o2bo171bo12bo3bo10bo3bo24bo3bo2b2ob2o40b3o8b3o421b2o118bo2b3o
bobo18b2o5b2o32bo13bo27bo3bo152bobo2bobobo291bo301b2o2bo6b3o7bo23bo3b
2o9bo28bo12b3o25bo15bo258b3o7b3o33b2o5b3o12bo2bo34b3o49bo34bo2bo34bo2b
ob2o33bobobobobo2bo62bobo55bo2bobo229bo$7b2o5b2o23bobo19bobo3b2ob2o2b
2o28bo3b2o25bo3bo27b3obobo2bobobo2b2o29bobo4b3o8b3o4bo26bob2o2bobo4bob
o4bobo8b3o31bobobo3bobobo6b2o13b3o3b2o3b2o26bobo3bobo32bob2o2bo3b2o2bo
6b5obo31b2obo13b2o10b2o175b2o11bo11b4o24bo3bo4bo13bo438b3o7bo135b6o2bo
18b2o5b2o31bobo7b2o3b2o27bobo76b2o6b2o67b2ob2o2bobo594b3o16bobo9b3o14b
o3b3o4bo4b3o3b3o8bo4bo13bo2b2o23b2o15b2o257bo9b3o41bo14bobo33bo51bobo
34b2o3b2o25b4obob2obo20b2o13bo2bo2bo2b2o63bobo54b4ob3o227b2o$7b2o5b2o
46bobo2b2ob2o2b2o3b2o22bob2o62b2o4b2o3b3o31bo6b3o4b3o9b3o21b3o3bobo2b
2o2bobo4bobo4bobo35b2ob2o2b3ob3o4bo2bo12bobo36b3o3b3o34b2o2b3obo2b2o7b
3o3bo34bo200bobo7bo2bo22b2o37bobo436b2o2bo6bobo4b2o129b2ob2o10b3o8b2o
39bo8bobob2o29bo77bobo4bobo70bobobob2o14b2o577b3o5bo5bo3bo3bo23b3o33bo
22bo33b2o255bo8bo67b2o34b2o45b2o2bo2bo4b2o33bobo24bo2bobobo2bo5b2o14bo
12bobob2o70bo30bo28bo3bo$8bo5bo22bo3b2o19bo16bo24bobob2o68bo4b2o28b2o
13b3o4b2o5bo21bobo3bobobo2bobo2b2o2bobo4bobo4bo30bobobo3bobobo6bobo98b
o3b3o14b3o33bo190bo11bo33bobo16b3o18b2o283b2o43b2o47b2o6b2o43b3o3bo2b
2o6bo2bo3b2o3b3o120bo2b6o8bo3bo7b2ob6o42b4o39b3o67b2o4b2o71bob2obo8b2o
6bo577b2o2bo4bo5bo4bobo33b3o10bo32b2ob2o24b3o10bo251b3o158b2obo9bo34b
2o28bo3b2o6b2o12bobo13b2obo2bo99bobo24bobo2b2o$36bo5bo61b2o2b2o23b9o
33b2o2bob2o2bo32b2o15bo29bob2obobob3o2bobo2bobo2b2o2bobo3bobo28b2o3b2o
3b3o8b2o90bo2b2o24b3o29b2obo191bobo45bo322bobo41bobo4b2o41b2o6b2o43bob
o3b3o9bobo7bo2b4o117bobob3o2bo6bo5bo6b2ob6o43b2o40bobo5b3o62b2o71b2ob
2obobo8b2o4bobo89b2o132b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o13b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o12bo9bo5bo5bo47bo60bo3bo4bo4bo
28b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o59b3o16bobo143b2o4b3o5b2o
84b2o12bo2bob4o88b2o9b3o19b2o3b2o$9b5o23bobo24b17o21bo5bo24b2o5b2o32bo
2b4obob2o31bobo16b3o29b2o3bo5bob3o2bobo2bobo2b2o2bo41bo99bobo2bo55bo2b
2o8b2o170b2o12b2o9b2o32b2o32b2o46b2o241b3o39bobob2o2bo94bo2bo14b3o6bo
2b5o119bobo2b2o7bo5bo51b3o33b3o10b3o5bobo6b3o48b5o2b5o66bobo3bob2o13b
2o90b2o132b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o13b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o12b2ob2o65bo65bo2bo6b2o26b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o79bo150bo7b2o98b2obobo74b2o15b2o11bo18bo2bo$8bo
5bo4b3o17b2o6bo13bobo17bo21bob3o4bob2o16b2o7b2o32b2o4b2obo32bo6b3o4b2o
5bo27bo7bo5bo5bob3o2bobo2b2o63b2obob2o72bo2b2o15bo40b2o11bobo169b2o12b
2o9b2o65bo8b2o21b5o10bob2o201b2o5b2o30bo3bo39bobobobo83b2o3b2o6bobo14b
2o8b2o125bo12bo5bo49b2o2bo32bo21b3o5bo50bo12bo68b3o5bo89b2o511b3o121bo
6bob2o2bo302b2o34b2o187bobo2b3o71b2o48bobo137b2o$7bo7bo2b3o26bo12bo21b
o20bob2o5bob3o15bo9bo34bo2bobobo31b2o6b3o4bo33bob2obo2b2o6bo5bo5bob2ob
o40bo2bo18b3obobob3o31bo11bo25b2o18b3o54b2o182b2o6b2o6bo3b2o59bo5bo20b
3obob3o8bo3bo18b2o10b2o49bo113b2o15b2o25b2ob2o41bobob2o82b2o3b2o6b3o5b
3o6b2o3b2o133b2o9bo3bo50bo2b2o32bo3bo25bo3bo47b3o6b3o59b2o2b2o8b3obo
84b2o3bobo6bo498b2o17bo59bo44b2o3bo3bo4bo4bo246bobo53bo33bobo14bo172bo
bo4bo122bo139bo$3bo2bo9bo16bo5b2o4b3o13bo21bo2bo24bo5bo59b4ob2o37b2o9b
3o30bobob2o9b2o6bo3b2obo2bo38b3o2b3o15bo11bo29bob2o7b2obo44b3o235bobo
7b3o5bo3bobo47b2o6bo3bo6b3o16bo4bo4bo3bo2bobobo18bo2bo8bo2bo48bo4b2o
51b3o53b2o15b2o70b2o2bo2bo76b2o8b2o14bobo6b2o3b2o145b3o2b3o46b3o34bo2b
obo24bo2bobo49bo4bo53b2o4bo3bo2bo5b4o4bo84b2o3bo2bo4b2o140b2obo6b2obo
23b2o57b2o79b2obo6bob2o24b2o24bo115bo2bo16bo59bo46b2o6bo2bo2bobo24b2o
4b2obo6bob2o17bo186bo51b3o34bo2bo12b3o5b2o82b2o81bo82bo182b3o$bo2bobo
4bo4bo16bo11b2o15b2o19bob2o11bo14b2o2b2o9b2o2b3o5b3o2b2o34bo38bobo4b2o
5bo29b3o20b2o7b2o40b2o2b2o17b4obob3obo27b3obob3ob3obob3o42b3o235bo10b
2o6b5o47bobo3b4o3bo8bo15bob2obo2b2obo2bob5o2b3o15b3o10b3o48bo4bobo50b
4o94bo7bo37bobo4bobo70b5o2bo6b3o14bo2bo161bo3bo9b2o40b3o30bobo2bo24bob
o2bo28b2o5bo8b3ob4ob3o8bo42bo2b6o4bo4bo2bob2o92bo3bo144bob2o6bob2o10b
2o11bo58b2o79bob2o6b2obo25bo22b3o114bo4bo15bo59bo55b2o31bo4bob2o6b2obo
17b3o236bo37b2o12b2ob2o3bobo82bo164bobo39b2o140bo$bo4bo3bobo3bo14b3o7b
2o2b2o2b3o11b2o2b2ob2ob2o2b2o4bo12b2o3bo4b3obo2bobob2o9bo2bob2o5b2obo
2bo32bobo38bo6bo36bo74bo2bo22b3o3bo27bo6bobobobo6bo42b3o47bo200b2o4b3o
48b2o9bo26bobo3b2o2bo3b2o5b2o2bo18b10o44b2o12bo48b2o4bo93bo7bo37b2o2b
2obo2bo69b4o2bo7bobo9b3o3bobo160bo5bo12bo35b2o2bo31bo3bo25bo3bo26bo2bo
4bo8bo2bo6bo2bo5b3o42bobo6b4obob2o5bo95bobo142b2o4b2o8b2o9bo9bobo63b2o
72b2o4b2o2b2o11b2o14bobob2o18bo116bo6bo132b3o27bo9b2o8b2o18bo274bo106b
3o160bo2bo39b2o159bo11b3o$bo2bobo4bo4bo14b2o6bob2o4b3o17b2ob2ob2o2b2o
4bo15b2obo9bob2o13bobobo7bobobo33b2o38b2o7b3o33bo72bobo2bobo6bo8bob2ob
obobo30b5obobobobob5o46bo44bo202b2o90b2obobo2bo2b2o5bo3b2o2b2o18bo2b6o
2bo42bo2bo10b2ob2o46b2obobo93bo7bo41b3o2b2o72b3o3b2o3bo2bo6b2o2bo3b3o
160bo5bo7b2o2bobo34bo2b2o35bo5b3o21bo35bo2b2o3b2o10b2o4bo13bo4b2o24b2o
b4obobo2bobobo4bobo240bo5bo9bo10bobo7b2o64b2o72bo5bo4bo11bo13bo3bo2bo
18b2o115bo6bo10b3o3b3o51b3o3b3o83b2o8bo10bo17b2o286b2o6bobo86bo161b2o
200bobo8b4obo$3bo2bo9bo14b2o2b3obobo5b3o33bo12b2obobo2bob3o4bo3b2o9b2o
b2o9b2ob2o83bo33b2o71b2o4b2o5bobo7b2obobobob2o34b2obobob2o45b2obobobo
47bo258b2o30b2obobo4bo4b3o5bobo20b2o2b4o2b2o42b3o10bobob2o43bo7bo228b
2o4bobo6bo2b2o151b6ob2o6bo5bo6bo2b3obobo32b3o34b3o6bobo5b3o10b3o33b2ob
obo2bo6bo4bo8b2o10bobo4bobo24bobo4b2ob2o2bobo4b2o96bobo143bo5bo9bo10b
2o61b2o85bo5bo2bo9b2obobo6bo4bo4b2o137bo4bo134b3o37bo8bo314bo149b2ob2o
101b2o31bo163bob2o2bo3bo2bo2bo$7bo7bo2b2o13b3o41b2o4bo2b2o8b2o2b2o14bo
10bo2bo3b3ob3o3bo2bo117b2o84b2o11bo2bobo32b2o5bo5b2o42b3ob2obo42bo263b
o35b2ob4o4bo7bobo77b11obo46b2o2b4ob3o142bo89bo7b3o153b6ob2o7bo3bo8b6o
2bo26b2o50b3o5bobo40bo4b2o2b2o4bo7b2o20bo2bo6b3o23bob2obobo3b3o2b2ob2o
96bo3bo142b2o4b2o8b2o27b2o43bo2bo18bo64b2o4b2o2b2o8bobob3o4bobo5b3o
140bo2bo16bo6b2o51bo6b2o53b2o24b2o8b2o8b2o461b3obob3o99bo7bo23bobo160b
2o2bo2b2o3b3o4b2o$8bo5bo3bobo12b3o6bo34b2o4bo2b2o9bo5bo24bobob2o7b2obo
bo117b3o98b2o2bo32bo13bo42b2o4bo41b3ob2obobo2bo254b3o34bo17bo77bo2b7ob
obo44b2obobo4bo3bo130b2o8b2o32b3o24b3o11b2o185b2o8b3o10b2ob2o28b4o57b
3o41bo2bobob2o34b3obobo5b2o22b2o2bobob4o4bo4bo32bo57b2o3bo2bo4b2o140b
2obo6b2obo30bo43bob2o16b3o66b2obo6bob2o6bo5bo2bobo3bo3bo31bo109b2o17bo
5bo2bo50bo5bo2bo35b2o9bobo2bo2bo24bo4b2obo8b2o11b2o9bo10bo428bo4bo4bo
95b2obo6bobo16bo2bobobo162bobo13bobo34b2o$9b5o6bo20bobo39bo14b3obo5b2o
bo17bo2bobo5bobo2bo118bobo102b2o33bo9bo49bo41bo3bo2b2ob4o256bo34bobo
93b2o2b3o5bo45b2o3bob2obobob2o128bo2bo6b2o12b2o53b2o5b2o3b2o6b2o165b2o
5b2o18bo2b6o26b2obobo8bo58bo33b2o2bo36b2o3b4o3b2o25bobob2o4b3obob3o31b
3o57b2o3bobo6bo140bob2o6bob2o27b3o43b2o18bo69bob2o6b2obo6bob4o2b2ob2o
2bobo4b2o3b2o20b3o128bo4bo4bo49bo4bo4bo32bo3b2o6bo4bo4bo22bo5bob2o9bo
11b2o9b2o8bobo199b2o6b2o218bob2o2b2obobo94bo2b3o4bobo16b4ob2o163bob6o
3b6obo35b2obo$20b2o61bo15b2obo4b3obo23bobobo125bo137b2o9b2o49b3o38b2ob
2o3b2o296b2o151b2obobob2obo3b2o51b3o3b3o68b3o2b7o12bo2bo14b2o12b2o4b2o
12b2o2bo10b2o6b2o3b2o17b2o3b2o136b2o5b2o18bobob3o2bo24b2o3b2o7bobo56bo
bo37bo4bo2bo26b2o5bobob3o26bo2bo3b3o2bobobo32bo65b2o146b2o4b2o8b2o25bo
44bo3b2o15b2o72b2o8b2o5bo10bo3bo5b2o4bo19bo135bo6bo52bo6bo31bo12bo2b2o
bo25b2o2b2o12bo25b2o7bo198bo4bo2bo4bo50bo166bo2b2o3bobo95b2o3bo4bo21bo
166bo5bo3bo5bo37bo$10bo3b2o23bo3b2o35bo2bo22bo5bo18b4o2bo2b4o323bo39bo
bo7bo448bo3bo4bobob2o50bo3bobo3bo60b2o8b2o16b2obob2o13bobo11bobo4bobo
11bob2o24b2o17b2o3b2o136b2o5b2o20bobo2b2o26bo13bo56bo3bo35bo5b2o28b3o
6bo2bo26b2o3b3o2bo19b3o17b2o212bo5bo9bo72b3o2bo4b3o18b2o61bo10bo6b3o4b
3o16bobo17b2o134bo6bo52bo6bo31bo14b2o6bo25bo13b2o23bo2b2o204bo4bo2bo4b
o37b2o11bo167b2o2b2obobob2o94b4o14b2o8bobo167b3o9b3o$9b2o3bo23bo5bo37b
o22b2o2b2o21bob7obo364bo2bo2b5o339b3o38b2o67b3ob4o2b2o52bo3bobo3bo58bo
2bo7bo18b2obo5bo10bo13bo8bo13bo10bo28b2o8b2o136b2o19b2o7bo29bo73bo3bo
50b2ob2o16bobo4bobo35bo6b3o13bobo232bo5bo9bo2b2o11b2o57b2obo2bo3bo17b
2o62bo8bo9bo4bo5bo13b2o154bo4bo54bo4bo33bo3bo11bo4bo22b2o3bo10b2o22bo
2bo208bo4bo2bo4bo37bo11b3o15b3o150bo4bobob2o94bo17bo9b2o170bo9bo$15b3o
21bobo38bobobo20b2obobo19bobo9bobo363b2o2bo343bo3bo36bobo70bo7bo52bo3b
obo3bo16b2o12b3o12b2o11b2obob2o4b2obo3bo13b2o2b4o9b2obo11bobo4bobo11bo
bo9bobo4b2o16b5o2bo6b3o136b2ob6o24b2o26b3o71bo3bo49bo3bo4b3o10b2o4bo
60b3o231b2o4b2o8b2o2b2o10bobo56bo2bo2bo5bo79b2o8b2o9b4o5b3o160bo2bo5bo
2bo47bo2bo5bo2bo35b3o12bo28bo2b2o11bo23bo212b2o6b2o40b3o179b4ob2o96bob
ob2o3b2o3b2o5b3o$17bo23b2o36bobob2o23b2obo16b3obo2b2ob2o2bob3o362bob2o
bob2o337bo5bo35bobob2o9b3o16b2o37bobob2o56b3o3b3o17b2o11bo3bo11b2o14bo
b2o9bo16bobo12bo2b2o12b2o4b2o12b2o10bo2bo3b2o3b3o10b4o2bo7bobo136b2ob
6o10bo3bo35b2o2b2o48bo8b3o11bo3bo32bo4b2o10b3o4bo3bo312b2obo6b2obo16bo
2bo4bo50b2o4bo5bo75b2obo6bob2o19bob2o158bo2b2o2bo4b2o46bo2b2o2bo4b2o
54b2o23bo5b2obo6bo24bo3bobo258bo183bo98b2o2bo5bo3bo8bo$79bobo23b2o3bo
16bo5bo2bobo2bo5bo361bo2bo4bo337bo5bo36bobobo8bo2bo16b2o37bo4b2o94b2ob
2o22b3o2b2o26bo4b2o10b2o48bobo7bo2b4o10b3o3b2o3bo2bo154bo4bo37b2o2b2o
44bobo10bo11bobo31bobo4bobo16b2ob2o312bob2o6bob2o17b2o5b2o55bo5bo75bob
2o6b2obo19bo161bo2b2o2bo52bo2b2o2bo45b2o7b2o29b2o4bob2o6b2o21bo4b3o
268b3o170bobo102bobobobobobobo$80b2o25bo20bob2obobo3bobob2obo363bo3b2o
339bo5bo38bo10bobo44bobobobo6b4o122bo3bobo13b3o13bo3bo16b3o24b3o14b3o
6bo2b5o16b2o4bobo156bobobo37b3o45bo3bo5bo3bo12bo30bo2bo6b3o28b2o5bo55b
3o23b2o245bo4bo2bo55bo3bo107b3o22b2o139b4o56b4o47bo9bo345bo171b2o104b
2ob2obobob2o$129b2obobo5bobob2o365b3o2b4o331b2o3bo3bo12bo26b2o10bo16b
6o22bob2ob2obo6b3o16bobobobo99bob2o4bo10bo3bo12bo3bob2o57b2o8b2o28bo
158bobobo39bo43bo3bo5bobo2bo42b3obobo5b2o26bo2bo4bo56bobo8b3o12b2o251b
obo10b2o44b3o107bobo4b3o16bobo136bobo2bobo52bobo2bobo46b3o3b3o90b2o
254bo283bobo249bo$133bo7bo371bo2bo2bo178b2o54b2o94bobo4b3o11b3o26b3o5b
2o18bo3bo2bo19b3o7b3o22bob2ob2obo97b2obo3bo11bo5bo7bo2bo3b2obo58b2o3b
2o17b2o174bo4bo35bo44bo3bo4bo2bobo43b2o3b4o3b2o36bo2b2o37b2o12b3o8bobo
265b2o11b2o153b3o26bo5b2o129b2o4b2o52b2o4b2o48bo3bo92b2o254bo283bobo
247bob2o$164b2ob2o10b2ob2o514b2o54bo9b2o30bo53bo19bo29b3o4bo2bo18b3o2b
2o18bo4b2ob2o4bo19b3o7b3o23b2o3b5o5b5o3b2o48bobo3bo11bo5bo11bo3bobo58b
2o3b2o17b2o3b2o6b2o162bo3bo30b2o3b2o42bo3bo5bo3bo43b2o5bobob3o34b2obob
o2bo36b2o23b3o52b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o219bo24bobo
4b2o3b2o594bo284bo251b2o$164bo3bo10bo3bo558b2o8bobo9b2o29b3o51b2o19b2o
22b3o3b3o4bobo20bo24b4obobob4o19bo4b2ob2o4bo22bobob2o3b2o3b2o3b2obobo
22b2ob2o21bob2o3bo2bo7bo5bo11bo3bob2o34bo51b2o6b2o3b2o192bobob2o44bobo
6bo47b3o6bo2bo20b2o7bo4b2o2b2o4bo115b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o40bo91b3o84bo5b2o5b2o10b2o5b2o5bo592b3o42b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o$165b3o12b3o559bo2bo6b2o101b2o19b2o22b2o5b2o20b2o
24bo11bo6b2o12b4obobob4o57b2o11bo3bo11b2o7b2obo3bo12bo3bo10bo4b2obo33b
2o2bobo60b2o158b2o33b4o46bo8b3o45bobo4bobo10b2o8bo4bo6bo2bobob2o323b3o
90bo3bo84b2o3b2o4bobo24bo637b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
$734b5o7bo109bo19bo23b2o27b2o27b2o3b2o7bo2bo12bo11bo21b4obobobobob3obo
bobobob4o7b2o12b3o12b2o10bo3bo13b3o13bobo3bo35bo2bobo44bo210b2o105b2o
4bo13bo4b2o10b2o3b2o2bo64b3o258bo92bo5bo87b2o5bo26b3o$698b3o32bo5bo6bo
48b3o55b3o11b3o4bobo23b2o20b2o5b2o23b2ob2o5b2ob2o3b3o16b2o3b2o24bo2bob
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$9bo6bo23b2o
24bo25b2o2b2o2b2o22bo40b3o12b3o515b3o32bo3b2o7bo106bo12bo3bo3b2o24bo
20bobo4b3o3b3o17b2ob2o5b2ob2o4bo8bo4b2ob2o5b2ob2o24bo3bo11bo3bo54bobo
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3b2o29b2obo11bo4b2o2bobo11b2o9b3o164b2o74bo5bo2bo2bo89b2o22b3o301b2o
290bo43b2o4b2obo6bob2o23bo133b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
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4b2o$7b3o6b3o19bo4bo48b2o2b2o2b2o22bo2bo36bo2bo12bo2bo513bo3bo32bo7bo
2bo49bobo67bo5bo23b2o2b3o18bo2bo4b3o27b2o3b2o16b3o3b2ob2o5b2ob2o25b2o
7bo7b2o51b4o2b2o13bo3bob2o4b2obob2o26bo61bobo7bo2b4o330bo4bo58bo32bobo
bo2b3o3bo2bo34b2o8bo5bo3bo14bo8bo158b2o7bobo55b2o17bo3bo2bob2o114bo
303b2o290bo44bo4bob2o6b2obo21b3o$6bo12bo43b2o3b2o15b2o20b2o15bo2bo36bo
b2o5b2o5b2obo512bo5bo39b2o51bobo67bo5bo23bo2bo3bo18b2o5b3o24bo11bo12bo
2bo7b2o3b2o33bo3bobo3bo55bo5bob2o18bo7bo2bo23b3o62b3o6bo2b5o327b3o6b3o
52b3o31b3obob3o4b2obobo35bo8b2o5b3ob4o10bobo6b2o156bobo9bo55b2o18b3o4b
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obo2bo15bobo40b3ob4ob3o517bo3bo45bo16b3o98bo5bo24b6o16bo10b2o24b4obobo
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2o331bo12bo51bo32bo4bo4b4obobo2b2o32bo20bo2bo11b2o164bo11b2o65b2o15b2o
3bo107b3o5b4o142b2obo164b3o4bo313b2o2bo5bo10bo3bo14b2o137b2obo6b2obo4b
2o4b2o23bo$5b2obo2bo2bo2bob2o15b10o38b3o20b3o15bobo37b2ob4o4b4ob2o176b
2o76b2o259b3o46bobo13bo3bo27b3o68bo3bo46bobo10bo23bo4b2ob2o4bo19b4obob
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85b2ob2o2b3o3bobob2obo33b2o8b2o3b5obo179b2o79bo18b2o94b2o13bo5bo4bo
141bob2o163bobo3bo320bo5bo8bo4bobo151bob2o6bob2o5bo5bo22bobo$4bo3bo8bo
3bo14b2o6b2o17bo5bo17b2o16b2o20b2o39b2o8b2o175b2o2bo77b2o308b2o7b2o
109b3o28b2o16bo2bo8bobobo22b3o7b3o19bo4b2ob2o4bo21b2o2bo3bo9bo3bo2b2o
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4b2o155b2o2b2o8bo5bo23bobo$2b3o3bob6obo3b3o11b2o8b2o12b2obobo3bobob2o
10b2o3b16o3b2o8bo8b2o41b2o4b2o176bo2bobo329bo65b2o5bo5bo129b2o16b3o9b
2obobo23bob2ob2obo22b3o7b3o22bo2bob2ob3o5b3ob2obo2bo19bo7bo37b2o8b2o
39bo3bo3b2o7b2o386b2o4b2o84bobo4bobobo2bobob4ob2o31bo10bo3b2o37bo225bo
18bo2bo77bo19bo4b2o5bo3bo10bo139b3o167bo2bo315bo4b2obo8b2o163bo3bo9b2o
4b2o21b2ob3o$bo7b8o7bo10bo10bo12bo4b2ob2o4bo10bob2o18b2obo7bo2bo4bobo
43b6o173b2obobobob2o327bobo66bo4b2o3b2o26b3o133bobo24bobobobo16b3o6bob
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317bo5bob2o9bo41bo122bo3bo10bob2o29bo$bo2b3o12b3o2bo31b2obob2ob2ob2ob
2obob2o9bo20bo10bobo4bo57b2o165bob2obobobo327bo3b2o103bo134b2o48b4o6bo
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41bobo120b2o2b2o10b2obo23b2ob3o231b2o45b2o$2obo3bo10bo3bob2o8bobo8bobo
8bo2bo2bo7bo2bo2bo7bo2bo18bo2bo8bo2bo2bob2o54b4o169b3o3bo66b2o16b2o
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309bo5bo7b2o40bobo116b2obo6b2obo10b2o24bo11b2o221bo45bo$3bo3b3o6b3o3bo
13bo2bo2bo2bo11bo2b2o9b2o2bo8b3o2b16o2b3o9bobo2bobob2o51bo2bobo148bo2b
3o10b4obob3obo66bo16bo229b2o9bo3b2o2b2o35b3o5bo24bo214b2obobo39bobo17b
obo23b2ob2o35bo2bob2o2b2o45b2o491bob3o8b2o2b2o38bo13bo14b3o263b2o112b
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2ob3o114bob2o6bob2o11bo6bo12bo2bo13b2o218b3o47b3o$3b2o2b3o6b3o2b2o10b
2o2b3o2b3o2b2o9b2o4bo3bo4b2o12b2o16b2o12bobo2bob4o50bobo2b2o149bob2o
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82bo5b3o47bo13bo31b2o248b2o91b2o18bo2bo3bo13bo133b3o9b3o406bo73bo2b2o
4b2o5bo47bo111b2o8b2o4b2o8bo6bobo10bo237bo51bo$7b12o16b3o6b3o12bob4o3b
4obo10b2o22b2o20b2o40b3o4bobo150bo4b3o11b3obobob3o62b3o3b2o4bo7b2o57b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o22bo44b2o3b3o22bo99bo2b6o2bo
34bobob7o2bo53b2o2b4ob3o83b3o38bo2bo2b2o45bo28b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o212bo2b2o2bo68b2o13b2obo3bobo44b2o12b2o13bo2bo12bo2b
o341bo18b2obobo14b2o136b2o5b2o316b3o89bo12b2o59bo5b2obo6bo42b2ob3o112b
o9bo5bo9b2o5bobo10b3o254bo11b3o$7b12o20bo2bo16bobo9bobo10bob2obo14bob
2obo20b2o40bobo3b2o157bobo3bo9b2obob2o67bo7bobo11bo415b10o35bob11o52b
2obobo4bo3bo84bobo37b2obobo45b2o402bobob4obobo65bobo4b2o8bobob2ob2o74b
2o355b3o22bo151b2obob2ob2obob2o164b2o148bo10b3o77b2o5bo5bo60b2o4bob2o
6b2o17b3o21b2obo115bo9bo5bo13b3ob2o265bobo8b4obo$3b2o2b3o6b3o2b2o12bob
o6bobo10b2o2bo2bobobo2bo2b2o10bo20bo22b2o40b3o3b3o149bo6bo2b4o82b2o7bo
b2o8b3o251bo36bo22b3o3b2o30bo62b3o10b3o29b2obobo10b3o49b2o3bob2obobob
2o84b2o38bobobobo445b3obobo2bobob3o63bo6b2o8bob2obo92b3o339bo24b2o148b
o2bobobo3bobobo2bo162bo149bo11bo81b2obobo5bo96bo139b2o8b2o4b2o12bo271b
ob2o2bo3bo2bo2bo$3bo3b3o6b3o3bo11b2obob4obob2o10bobo3bobobo3bobo9bo2bo
bo14bobo2bo20b2o36b2o9bobo159b3o92b2o8bo58b2obo6b2obo84bo26bo2bo11bo2b
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o3b2o123bo2b2obobo72b2o4b2o4b2obo21b2o156b2o17b2o155bo3b2ob4ob2o3bo61b
2o14b2obobobo69b2o147b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
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b3o3b3obob2o163b3o145b3o10bo76b5obobobo4b2o93bob2o42bo98b2obo6b2obo10b
2o3b3ob2o263b2o2bo2b2o3b3o4b2o$2obo3bo10bo3bob2o11b2o4b2o12bo2b3o3bo3b
3o2bo8b3o20b3o22b4o32bobo9b2o154bo2b3o20b2o82b2o57bob2o6bob2o82b3o26b
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51bo3bo4bobob2o123b2o4bobo56b2o15bo5bo4bob2o21bo156bo2bo15bo2bo155b2o
3bo4bo3b2o79bobo2b2ob2o67bo147b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
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2o230bo11bo168bo157b3o74bo4bobobobob2o96b2o42b3o98bob2o6bob2o10b2o5bob
2o8bo3bo251bobo13bobo$bo2b3o12b3o2bo9b2o4b2o4b2o10b2o2bo2b3o2bo2b2o12b
2o16b2o25b4o33b3o3b3o152b2o3bobo4bo19bo146b2o2b2o13b2o25b2o43bo27b2o4b
3o5b3o4b2o43bo3b2o3bo9b2o55bo17b2o7b2obo109bobo4bo59b3ob4o2b2o131b2o
57bobo13bo5bo3b2o4b2o11bob2ob2obo27bo127bobobo15bobobo78b3o75b2o2bo2bo
2b2o81bobobo2bobo64b3o542b6ob6o314b3o87b3ob2ob2obobob5o134bo143bobobob
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32b2o3bobo154b2o2bo6bo16bobo146bo3bo14bobo7bo7bo7bobo30b2o11b2o27bob2o
13bo2bo48b2o3bo94b2o111b2o4bo62bo7bo192bo13b2o4b2o2bo5bo12b2obobobo6bo
21b3o125bo2bo17bo2bo74b2o2bo2bo5b2o67bob2o4b2obo79b2o2b4obo66bo37b2o
508bo2bo2bo317b3o9b3o77bobo5bobobo4bo133b2o143b5o7bo2bo241bo5bo3bo5bo$
2b3o3bob6obo3b3o12bo2bo2bo2bo14bo2bo5bo2bo13b2o18b2o28b2o6b2o22bobo4b
3o182b2o148bo3bo14b2o6b3o5b3o6b2o24b2o5b2o40bo3b4o5b6obo50bobo31b2o3b
2o4bo52b2o4bo112bo62bobob2o195b2o14bob2o5bo5bo17bo6bobo23bo123bo25bo
73b2o2b2ob2o4b2o159bobo5bo99bo2bo2bo113b2obo4b2o4b2o37b2o13bo323b2o9b
2o326b3o78bo6b2ob2ob3o271b2o7b3o7bo3bo242b3o9b3o$4bo3bo8bo3bo13b3o2b2o
2b3o10b2obob2o5b2obob2o60b2o6bo18b2o2bobo165bo19b3o6bo2bo51b2o8bo14b2o
63b2o2b2o10b2o10bobo5bobo10b2o21bo45b2obo3bo2bo3bo5b2ob2o49bo32bo5bo5b
2o55b3o174bo4b2o210b2obo4b2o4b2o23bo2bo2b2o18b2o124bobo19bobo80bobo
165bob3obob2o97bob5o114bob2o5bo5bo36bo2bo11bo64bo42b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o52bo2b4ob4o2bo313b3o101bobo147b2o126bo7bo9b4o
244bo9bo$5b2obo2bo2bo2bob2o14bo2b2o2b2o2bo10bobob2ob2ob2ob2obobo10b2o
18b2o28b2o8bo16bobo2bo166bo5bo4b3o6bobo9bo51b2o7b3o12bo2bo58b2obo6b2ob
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2o7b2o45b2o3bo174b4o216b2o4b2obo26b2o3b2o7b2o224bo184bo4bobo82b2o11bo
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o52b2o11b2o2bo116b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o31bo10b3o90bo148bo125b3o$6bo2b3o2b3o2bo16b2ob4ob2o13bo4bo3bo4bo12bo
2b16o2bo30b4o3b4o15b4o168bo9bobo6b3o4bo5bo58bo2bo12b3o7b2o50bob2o6bob
2o5bo6bobo17bobo6bo21b2o3bobo8bo4b2o21bo2b6obobobobob3o2b4o37b3o42bo3b
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184b3obobo74b2o6bobo10b4ob3o114bo5bo3b2o4b2o38bo16bo58bobob3o249bob2ob
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181b2o55bobo126bobo$6bo12bo39b2obobo3bobob2o13b2o16b2o31b2obo2bo4bo15b
2o169bo2bo6b3o19bo59b2o14bo8b2o48b2o8b2o4b2o2b2o6bo21bo6b2o24bo3bo6bob
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51bobo103bo4bob2obo39bob2obo4bo44bob3o185b4o76bo8bo14bo3bo114bo5bo4bob
2o36bob2o17b3o55bobo254b2obobo4b2ob2o4bobo2bo308b3o10bo180bobo55b2o
127bobo$7b3o6b3o17b2o2b2o2b2o18b2ob2o15b3o20b3o30b5ob2obo23b6o163b2o
159bo9bo5bo9b3o21b3o30bo3bo5bo3bo3bo24bo3bo11bo3bo38bo5bo64b2o51b2o2bo
4bo2b2o375b2o8bo17bobo32b2o104bob2obo4bo39bo4bob2obo43bo3bo14bobo165b
3o78b3o9b2o11bobo2b2o113b2o4b2o4b2obo37bo22bo55bo46b2obo6b2obo200b2o
11b2o2b2o321b3o83b2o7b2o85bo185b3o$9bo6bo19bo2bo2bo2bo12bob2obo5bob2ob
o9bo2bobo14bobo2bo33bobob2o23b2o4b2o161bobo16bo6bo2b2o132bo9bo5bo7bo
10b2o3b2o10bo25bo3bo3bo5bo3bo25bo2bob4o9b3o2bobo37bo3bo63bo2bo7bo44bo
2bob2obo2bo387bo16bobo136b2o2bobob4ob2o35b2ob4obobo2b2o40bo3bo9b2o2b2o
b2o4b2o159bo2b7o71bo24b2o120b2obo10b2o54b3obo2b2o51b2o45bob2o6bob2o11b
2o115b2o69bo2b2obo3bob2o2bobo116b2o4b2obo6b2obo272b2o7b2o84b2o187bo7bo
9b4o$38b2o2b2o14b2obobo5bobob2o10b2o20b2o34bobo24b2o8b2o159bo19bo4bobo
3b2o129b2o8b2o4b2o7b2o9b2o3b2o9b2o23b2o5bobo6bo3bo25bob2o7b2o8b3o2b2o
36b3o63bo7b2o3bo441b2o16b3o137bobo2bobo4bobo8b2o13b2o8bobo4bobo2bobo
40b3obo10b2o2bo2bo5b2o162bo2bo2bo218bob2o11bo54bo2b3ob2o41b3o7b2o43b2o
4b2o2b2o16bo57b2o52b2o4b4o65b2obobo5bobob2o2bo116bo4bob2o6bob2o76b4o
166b2ob2o303b2o7b3o7bo3bo$62bo7bo21b2o2b2o2b2o34b2o4bo3b3o18b2ob4o4b4o
b2o155b2o20b3o2bo58b2o77b2obo6b2obo63b2o4bo8bobo3b2o20bob2o3bo4b2o7bob
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2bob4o2bo40b3o15b3o393b2o4b2o8bo48b2o54b5o6b2o43bo5bo3bo12b3o2b2o56b2o
bo50b2o2b2ob3o63b2o3bobo5bobo3b2o116bo9b2o2b2o4b2o9b2o37b2o23bo7b2o
162bobobo126b2o182b5o7bo2bo$92b2o2b2o2b2o34bo2bob3o5bo20b3ob4ob3o178b
3o64bo8b2o67bob2o6bob2o62bo16bo4bobo21bobobobo6b2o3bobobob2o103bo7b5o
432b2o4bob2o39bobo116b2o3bobo4bob2o8b3o9b3o8b2obo4bobo3b2o42bo412bo5bo
9b2o46bo2bo53bo5bo50bo5bo3bo9b3obo3bo16b2o42bo40b2o11bo67bo2b2o3b2obob
2o3b2o118b2o8bo3bo5bo6bo2bobo5b2o23b2o5bobo2bo19bo3b2o2b2o162bobobo
127bo181bobobobo6b3o$138b2obo2bob3o17bob2o5b2o5b2obo174b4o2bo6bo50b3o
8b2obo7b2o157bo23b2obo7b3o3bo2b2o98b2o6bo2bo455b2o32bobo118b2o3bo2bob
2o2bo29bo2b2obo2bo3b2o458bo5bo57b2o57b3o50b2o4b2o2b2o9bo4bob2o12b4o4b
2o35bo44bo78bobobo3bo2b3o2bo3bo129bo3bo5bo3b6o8bo23bo8b6o18bo2b2o163b
2obo2b3o123b3o42b2o127bob2o8bo3bo$139bob2obobo19bo2bo12bo2bo158b2obob
2o9bo3bobo57bo11bobo7bo151b2o5b2o23bo9b2o8bo86b2o9bobo8b2o454bobo153bo
5bo4bob3o27b3obo4bo5bo457b2o4b2o171b2obo6b2obo9bobo14b3ob2o2b2o36bob2o
40bobo15b2o60bo2bo2b2o2b3o2b2o2bobo116b2o8b2o2b2o4b2o2bo6b4o4bobo19bob
o4b4o6bo76bo25b8o76bobo3b2o123bo42b2obo125b3ob2o$139bo2bob2o21b3o12b3o
157b3obobob3o11b3o4bo56b2o7bo4b2o3b3o135b2o11b2o26b2ob2o6b2o9b2ob2o38b
2o44b2o9bo54b2o234b2o11b2o70bo7b2o81b2o12b2o141bo5b4o3bo29bo3b4o5bo41b
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o184b2obo10b2o22bo138bo
b2o6bob2o7b2obo4bo15bo14bo27b2o11b2o28b2o15bo2bo59b2o3b2o2b3o2b2o3b2o
117bo4b2obo6b2obo4bob2ob2o4bo4b2o19b2o4bo4b2ob2obo76bo25bob4obo8b2o15b
8o43bob2o3bo166bo127bo$140b2o199bo11bo10b2obo59bobo12bobo4bo136bo40bob
o7b2o10bobo39b2o54b2o54b2o235bo3b2ob2o3bo68bo2b3o4b3o95b2o7b2o3b2o126b
2o8bob2o31b2obo8b2o39b3o17b3o11bob2o34b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o9b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o11bob2o10b2o20b2ob
2o140b2o2b2o4b2o5bo3bob3o25b3ob2o2b2o36b2o42b2obob2o65b3o3b3o122bo5bob
2o6bob2o5b2o3bobo2bo14b2o15bo2bobo3b2o77bo25b8o8bobo14bob4obo44bo3b2o
142bob2o21b3o126b3ob2o$341bob3obob4o10b3o2bo58bo16bo138b3o41bobo19bobo
388bobo2bobo2bobo68b3o3bo3bo2bo83b2o18b2o2bo2bo132b2obobo33bobob2o45bo
3b2o13b2o2bo15bo206b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o48bo2bo
140bo3bo5bo6b2o2b3o27b4o4b2o80bo2bobo3bo63bo5bo123b2o2b2o8b2o4b2o6bobo
bob2obo10bo2bo13bob2obobobo44b2o76bo16b8o45b3o26b3o12b2o99b3ob2o152bob
o10b3o$167b3o12b3o157bo3b3o77b2o16b2o137bo44bo21bo198b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o25b2o2b2obobob2o2b2o69bobo2b2ob2o84bo23bobo6bo
126b2obobo33bobob2o40b2o5bob2o13bo2b2o11bo2bobo418b2o142bo3bo5bo6bo36b
2o41bo43bobo2b4o63bo5bo127bo9bo5bo4b4o8b2o9bobo13b2o8b4o40bo2bo147bo
25bo3bo11b2o98bo158bobo10bo152b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o$166bo3bo10bo3bo158bobobob2obo495b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o24bo5bobobobo5bo67bo2bo4bob2o84b3o21bo6bobobob2o123bob2o
31b2obo42bo2bo3b2obo8b3o3b3o8bob2o3bo2bo34b2obo4b2o4b2o7b2o42b2o309b2o
86b3o58b2o2b2o4b2o6b2o77bobo19b2o23b3o67b2obob2o123b2o3bo9bo5bo3bo4b2o
2b4obo8b3o12bob4o2b2o4bo39bo2bo21bo23bo128b2ob2o112b3ob2o153bo12bo2bo
13b2o133b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$166b2ob2o
10b2ob2o157b2obobobob2o683b2ob4obobob4ob2o68b3ob2obo5b2o82bo27bob2ob2o
bo120b2obobo33bobob2o39bobo2bo11b2o2bo13b2obo5b2o35bob2o5bo5bo7b2o42b
2o104bob2o6b2obo57b2o29b2o100bo2bo84bo5bo51b2obo6b2obo86bo2bo17bo2bo
22bobob2o64b3obob3o123bo2b2o8b2o4b2o4b3obo2bo4bo25bo4bo2bob3o40bo6bo
17b3o19b3o247bobo172bo11b2o$344bobo2bo688bo3b2obobob2o3bo72bo6b2o2bo
110bo128b2obobo33bobob2o40bo15bo2b2o13b2o3bo38b2o8bo5bo67b2o67b3o19b2o
bo6bob2o8b2o7b2o38b2o29b2o101b2o87b5o51bob2o6bob2o85bo2bo18b2obob2o19b
o4bo62bo2b2obob2o2bo120bo5b2obo6b2obo8b3o2b2o2bo27bo2b2o2b3o41bo2bo3bo
bo19bo17bo30b2o12b2o204bobo169b2ob3o$344bo2b2o86b2o414b2obo6bob2o63bo
12bo34bo16bo44bo6bobo6bo69b2o2b9o111b2o121b2o8bob2o31b2obo8b2o34b2obo
11b3o17b3o39bo9b2o4b2o65b4o66b3o23b2o8b2o2b2obo2bob2o3b2o38b2o118b2ob
3o2bo95b3o89b3o7b3o72bobo2bo19b2o3bob2o59bo2bo2bo2bo2bo120b2o4bob2o6bo
b2o13bobo2bo2bo19bo2bo2bobo47b3o3b2o19b2o17b2o29b2o12b2o205bo176bo143b
2o4b2obo6b2obo6b2obo6b2o$24bo9b3o306b2o90b2o414bob2o6b2obo12b2o49b3o8b
3o34b3o12b3o34b2o9bobo3bobo3bobo69bo2b2o9b4o231bo5b4o3bo29bo3b4o5bo37b
o33bo41bo10bob2o12b3o51b3ob2o65b3o24bo8bo3b2o2bo4bo44bo56bo3b2o56b2o2b
ob3o86bo99bo3bo5bo3bo41b2o5bo2bo16b3o2bobo20b2o2b2obo62bo7bo150b3o2b2o
2bo27bo2b2o2b3o18b2o9b3o479b2ob3o145bo4bob2o6bob2o6bob2o5bobo$24b3o3b
2o660b2o100b2o59b2o8b2o9bo2bo51bo6bo40bo10bo36bo2bo8b3ob3ob3ob3o5b2o
63b2o2b4obobo4bo230bo5bo4bob3o27b3obo4bo5bo111b2o10b2obo12b3o8b2o19b2o
20bo3b3o53bo7b3o26bo10bo7bo47bobo28b3o6b2o12bo2bobobo2bo59bo20bobo66bo
b4o94bo5bo3bo5bo39bo2bo6b2o15bo3b3o12bo9b2o3bobo93b2o124b3obo2bo4bo25b
o4bo2bob3o15bo2bo8bobo10b3o3b2o170b2ob2o149b2o136bobo146bo9b2o2b2o8b2o
4b2o2b3o18b2o10b2o$9b2o15bo2b2o2bo3bo125b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o371bo2bo98bo2bo57bo10bo10bobo50b2o6b2o32b2o4b2o10b2o4b2o27bo2b
3o10b2ob2ob2ob2o7bo66bobob2o4bobobob2o227b2o3bo2bob2o2bo29bo2b2obo2bo
3b2o113b2obo10b2o21b2o18b4o17b3o5bobo51b3o5b3o26b2o8b2o8bobo43b2obo11b
o11b2o2bob2o5bo2bo11b4obob2obo60b3o20bo64bobob3o94bo5bo3bo5bo40b2o24bo
b2obobo10b2o9bo4bob2o34b2o5bo51bo123bo4b2o2b4obo12b3o8bob4o2b2o4bo15bo
2bo6bo2bo9bo2bo3bobo27b3o113bo25bo3bo11b2o136bobo135bobo146b2o8bo3bo9b
o5bo3b2o18bo2bo2b4o2bo2bo$10bo8b3o3b3o135b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o535bo8bo12bo26b2o66bo22bo28b3o3b2o10bo5bo7bobo66bobo2bob4o3bob
2o4b2obo217b2o3bobo4bob2o8b3o9b3o8b2obo4bobo3b2o64bo46bob2o11bo40b2ob
3o18bob3ob2obo13b2o12bob2o22bo4b3o24b2o6b2obo83b2o2b2o10bo16bo4b2o61bo
16bo2bo64bobo99bo5bo3bo5bo42bo22b2obo4bo9b2o10bobob2obo36bo4bobo49bo
124b4o8b2o13bobo9b2o8b4o11bo6bo6bobo11bo6bo28bobo41bo16b8o45b3o26b3o
12b2o122b2o14bo136bo158bo3bo9bo5bo5b2o15b3o2b6o2b3o$7bo2b4o5b2o2b2o5bo
2bo3bo11bo646bo158b2o8b2o38bobo65bobo18bobo32bo3bo9bob3obo3b2o2b2o63b
2o3bobobo2b3ob2o7bob2obob2o212bo2b4obo2b2o2bo8bo2bo9bo2bo8bo2b2o2bob4o
2bo44b3o15b3o43b2o4b2o8bo40b3o3bo5b3o12b2o3b2o15bo12bobo22b2o32bo6bob
2o51b2o16bob3o13b2o10bo11b2ob2ob4o3bo60bobo12bobobo65bo101bo3bo5bo3bo
32b2o8bo24bobo3b2o9bo12b3o3bo35bo4bobobo43b2o2bob3o124bobobob2obo13bo
2bo10bob2obobobo13bobo3bo2bo6bo12bo2bo32bobo25b8o8bobo14bob4obo44bo3b
2o164bo14b2o283b2o8b2o2b2o8b2o4b2o4b3o18b10o$7b3o2b3ob3o3b3o6bob3o2b3o
bo4b3o744bob2o53b2obo8b2o42bo2b2o62b2o18b2o27b5ob2obo10bob3obo3b2o66bo
bo4bo5b3o8b3o4bobobo212bobo2bobo4bobo8b2o13b2o8bobo4bobo2bobo37b2o5bo
2bo2b2o10bob3o42bo5bo9b2o11bob3o21bobo5b3o40bobo11bo56bo5b2o55b2o4b2o
12b2obo18bo3bobo10bo2bobobobobo66bo11bo2bo66b2o101b3o7b3o33bo2bo6bo24b
ob2o2b2o20bobo2b3o28b2o6b2o3bo3bo43bo3bo3bo5b2o114b2o3bobo2bo15b2o14bo
2bobo3b2o11b2o3b3o21bo2bo59bob4obo8b2o15b8o43bob2o3bo160b3o301bo4b2obo
6b2obo6b2obo26bo10bo$9bo7bo18bo3bo2bo3bo15b2o98b2o4b2obo7b2ob2obo12b2o
16b2o35b2obo15bo15bo14bob2o3b2o381b2o93b2o2bobo55bob2o9bo41b2obobo110b
o8bob2o8bo2bo2bo71bo8b3o3bo7bo4b2obobobo211b2o2bobob4ob2o35b2ob4obobo
2b2o36b2o4b2ob2o2b2o9bo3bo44bo5bo20bo3bo21bob2ob3obo3bo5bo10b2o3b2o16b
2o16bo30b2o19b2o4bo62b2o12bob2o17bo3bobo11b2o2bo2bo3bo3bo3b3o55bo13b2o
67b2o181b2obo3b2o19bo2bobo32bo9b2ob3o45b3ob2o6bobo2b2o109bob2ob2o4bo4b
2o19b2o4bo4b2ob2obo40b2o60b8o76bobo3b2o160bo302bo5bob2o6bob2o6bob2o13b
ob3o8b2o8b2o$9b2o6b3o26b3o3b3o8bo100bo4bob2o8bobob2o11bo2bo14bo2bo11b
2o20bobob3o12bobo13bobo13b2obo4bo380bo95bo4bo60b2o6bo15b3o25bobo39b2o
31b2o2b2o34b2o3b3o2b2o2bo22b2ob2o54b2ob2o2b2o2bobo4bo7bob2obo2bob2ob2o
211bob2obo4bo39bo4bob2obo44bobo14bo3bo44b2o4b2o19b3obo23b2o3b2o5bo5bo
8bob3ob2obo32b2o29bobo17b2o7bo21b3o11b2o39b3obo15bo4bo19b2o6bo3bobo10b
2o126b2o147bo2bo33bo4bo19b2obob2o26b2obo6b5obobo49bobob4obo5bobo108bo
6b4o4bobo19bobo4b4o6bo10b2o3b3o167b2obo2b3o264b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o29b2o8b2o2b2o4b2o2b2o4b2o4b2o2b2obobo2bo$9b2o8bo
16bo3bo2b2o4b2o2b2o5b4o2bo96bo9b2o4bobo16bobo7b2o7bobo11bo4b2ob2o11bo
7bo11bobo13bobo11b2o3bob3o481bo61bo7b2o4b2o8bo2b2o14b3o6bob2o21b3o14bo
32b2o2b2o40b2o4bobo17b2obo2bobo2bo52b2obo9bob2o10bobobo7bo212bo4bob2ob
o39bob2obo4bo60b3obo47b2obo10b2o49bo5b4o3b3o5bobo34b2o19b2o7bo20bo6b2o
20bo3bo9bobo60b4o17bo2bob3o7bo2bo9bo256b2o17bo2bo34b2obobo22bo2bo27bob
5obobo2bo12b2o11b3o15b2o12bo2bobob4o2bo109b6o8bo23bo8b6o10bobo3bo2bo
169bobobo265b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o39bo3bo5bo3b
o5bo5b2o7bo$10bo31b2o5b3o3b3ob3o2b3o96b2o8bo4bobobob3o10b2ob2o4bo4bo4b
2ob2o7b2obobo3b2obo7b2obob6o2bo8b3ob2o11b2ob3o8bo2b2obobo456bo2bo20bo
2bo62bo4b2o6bo2bob2o3b2o2bo14bo2b2o3b2obo2bo22bo11bobo84bo2bo15bobob2o
4b3o2bo52bob4o3b3o14bo5bobo2bo53b2o155b2o4b2ob2o41b2ob2o4b2o60b3o48bob
2o10b2o37b2o3b2o13b2o5bo3b3o52b2obo9b2o19bo9b2obo8b2o5bo5bo7b3o42bo39b
3o2bo4bo5bobo7bobo219b2o36bo17bobo37b3o23b2o25bobobo5bobo5b3o2b2o18bob
o22b2o2b3o5bobo5bobobo107bo2bobo5b2o23b2o5bobo2bo13bo6bo63b2o105bobobo
464b2o9bo3bo5bo3bo5bo8b2o3b4o$37b3o16bo7bo109bo3bobobobo2bo17bo6bo15bo
bob2obo13bobo7b3o7bo23bo8bobo2bo382b2o3b2o72bo18bo66b2o5bo8b2obo6b3o
14b2o2bo8b2o19bo2bo11b2o85b4o15b2o6b2o3b3o52bobo3b3o16b2o3bob2ob2o54bo
106b4o170bo67b2o32bob2ob3obo5b3o10b3ob2o53bo2bo30b2o8bob2o7bo2bo4bo5bo
7b2o86bobob2o7b3o7b2o216b2o4b4o27b3o2b2o17bo34b4o2bobo46b4obob4obo2bo
4bo3b4o3bo2bo10b3o14bo2bo3b4o3bo4bo2bob4obob4o109b2o37b2o21bo2bo43bo3b
o15bo105b2ob2o89b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o213bo8b2o2b
2o4b2o2b2o4b2o12bobo$10bo43b3o6b2o98b2o8b2o2b2obo5bobo8b2ob2o3bo6bo3b
2ob2o9bo3bob4o8bo2bo4bobo11b3ob2o11b2ob3o8b2o2b2o2bo380b2o3b2o8bo59bo
4bo16bobo61b2obo6bo10bobo25b3o30b2o95b2o2bo2bo22bo3bo57bo20b2o2b2ob2o
4bo47bob2ob2obo43b2o60bo4bo64bobo19bobo62bobo83b2o8b3o22bobo5b3o17b4o
54b2obo9b2o41b2o2bo2bo5bo10b2o51b3o26b3o2bobo236b2o2b2ob3o25b3obo3bo
52bo3bobo2bo44bo5bobo2bob2obo5b3o3b7o18b3o8b7o3b3o5bob2obo2bobo5bo169b
o2bo43bobobobo15b3o128b2o7b2o57b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o15b2obo6bob2o6b2obo24bo83b2o63bo5b2obo6b2obo6b2obo15bo$10b3o41bo8b2o
99bo4b2obo7bo4b2obo9bobo4b2o4b2o4bobo10bo3bo4bo8b2obo6bob2o10bob2o11b
2obo12bobo5bo2bo376b5o7b3o59b2o2bobo14bo3bo60bob2o6b2o7bobob2o103b3o6b
3o39b2o2bo2bo21bob2ob2ob4o72b2ob2o2b2o4bobo45b2obobobo6bo37bo59b3o4b2o
62bo25bo55b2o4b2ob2o2b2o87b3o24b3o3bo20b2o60b2o7bo43b2obo2bo3bo4b2o4b
3o49b2o2bo26bo4bobo240bo14bo15bo4bob2o17b2o36b2obob2o44bo2b2obo2b3obo
2bob2obo2bo3bo2b3o19bobo9b3o2bo3bo2bob2obo2bob3o2bob2o2bo170b2o42b2o2b
obo2b2o15bo42b3o83b2o7b2o236bob2o6b2obo6bob2o23bobo82b2o63b2o4bob2o6bo
b2o6bob2o45b3o$10bobo50bo99bo5bob2o4b2obobo3bob2o8bobo16bobo9b2obobob
2o13bobo4bo2bo17bo3bo19bo2b2o3b4o15b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o198bobo7bo67bob2o12bo3bo79b2o2bo68b2o34bobo6bobo43b4o28bobo2bo
73b3o3bobo3b2o51bo6bobo19bo8bob2ob2obo27bo30bo6bobo63bo2bo17bo2bo56b2o
5bo2bo2b2o115b2ob3o91bobo39b2o2bo4b3o5bobo55bo2b2o32bo252b2o2b2ob3o14b
obo19b2o11b2o23bo2bo15b2o29b2obobo4bo3bo2bob2o5b3o21bo3b3o15b3o5b2obo
2bo3bo4bobob2o213b2ob2ob2ob2o8b2o36b3o10bo335b2o8b2o2b2o4b2o21bobo208b
3o$8b2o2b2o149b2o8b2o2bo2bob4o2bo8b2ob2o5bo2bo5b2ob2o7bo2b2obobo11b3o
7bobo19bobo21b2o24b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o208b2o82bo
3bo83bobo52b2o11bo2bo33b3o6b3o43bo2bo8b3o9bobob3o2bo2b2o78bo65bo2bo2b
2o15b3o6b2obobobo6bo21b3o29bob2obo66bobobo15bobobo64b3o120b4o93b2o38bo
2b2o15bo19b2o34b3o287b2o4b4o12b2obo4bo28b2obo23b2o15bobo31bobo9bo9b4o
3b4o13bobo13b4o3b4o9bo9bobo215bobo7bobo6b3o37bo11bo152b2o4b2obo6b2obo
15bo7bo7b2o66bo63bo10bo2bo5bo21b2ob2o2b2o189b2o14bo9bo5bo$8b2o53bo109b
o5bo8bo11bo16bo11bo3b2obo11bo2b6obob2o17b2ob2o22b7o379b3o92bobo85b2o
26bo24bobo11bo25b2o3b2o20b2o3b2o26b2o4bobo8bo3bo6b4o3b2o66bo7b3o7b2o3b
2o61b2o3b2o7b2o9bo11bo6bobo23bo28bo2bobo2bo64bo2bo15bo2bo163b2o24b2o
134b2o18b2o2b2o13bo2bo130b2o92bo102b2o16bo3bob3o32bo41bo31bobo4bo3bo2b
ob2o5b3o15b3o3bo21b3o5b2obo2bo3bo4bobo216bo2b2ob2o2bo6bobo2bo2b2o31bo
10b3o90bo61bo4bob2o6bob2o15b3o5b3o5b2o12b2o39bo7b2o3b3o62bo8bo4bo5bo
20bo5bo2bo76bo125b3o9bo5bo$8bo52b3o99b2o9bo5b8o12bobo12bobo12b2o3bo13b
o7bo19bo2bobo2bo20bo6bo194bo53bo64b2o11b2o70b2o56bo2bo2b3o9bo113bobo
23bo14b3o22b2o2bo2bo18bo2bo2b2o20b2o3b3o2b2o2bo7bo5bo79bobo23bo74b2o8b
2o17bo2bo2b2o18b2o31bob2obo23bo41b2o17b2o164b2o39b2o46bobo18b2o51bob2o
19b2o13bo2bo46bo43bo16b2o21b2o90b3o120b2o2b3o31bo32bo11b2o31b2obo2b3ob
o2bob2obo2bo3bo2b3o9bobo19b3o2bo3bo2bob2obo2bob3o2bob2o193b2o2bo36b2o
2b2o2b2o30b3o101bobo59bo3b2o4b2o2b2o4b2o16bo7bo17bo2bo38b3o5b2o6bo4b2o
7bo46b2o8b2o2b2o4b2o21b3o4bo2bo73bobo107b2ob2o24bo5bo$10bo50bobo100bo
8b2o7bo2bo15b2o12b2o15b3o15b3obobo19bobobobobobo20b3o3bo18b2obo10b2o
54b2o40b2o5bo24b2o28b5o49b5o62b2o3bo3bo3b2o70b3o55b2o3bo3bo122bo2bo21b
2o43bobo20bobo24bo8bob2o9bo5bo6b2o70bo3bo3bo5bo4b3o2b3obo103b2o3b2o7b
2o39bobo6bo17b2ob2obo266b2o45bo22bo4b3o44bo2bo35bobo7b2o15b4o61bobo4bo
11bo2b2o108bo124bo37bob2o23b3ob2o2b2o43bobo2bob2obo5b3o3b7o8b3o18b7o3b
3o5bob2obo2bobo192b2o2b2o3bo21b2ob2o13b2o46b3o78bo6b2ob2ob3o57b2o2bo5b
o3bo5bo16b2o6b2o16bo2bobo31bo8bo11b2o4b2o5b3o42b2obo8b2o4bo5bo14b2o8bo
2bobob2o72bo3bo106b3o$9b2o49b2o2b2o97bo5b2obo59bo19bob2o20b2o2bobo2b2o
22bobobob2o15bob2o11bo10b2o6bo31b2obo2bo39bo5bobo23b2o27bo5bo47bo5bo
66bo3bo70b2o5b2obo5b2o49bo5bo122b2o60b2o6bo22bo6b2o18b5ob2obo11bo5bo3b
o2b2o3b2o66bobo4bo5bo4bo4b2ob2o51bobo32bo30b2o12b2o25b2o4b3o17b2o5bo
314bo2bo15b3o5b3o45b2o40b2o4b2o14bo4bo15bob3o40bobo2b3o11bobo2bo94b2o
11b2o123b2o38b2o23b4o4b2o40b2obob4obo2bo4bo3b4o3bo2bo14b3o10bo2bo3b4o
3bo4bo2bob4obob2o189b2o7bo17bo2bobobobo2bo45b3o9b3o77bobo5bobobo4bo61b
o5bo3bo5bo41b2obobo31b3o5b2o23bo8bo36bob2o9bo5bo5bo14bo2b2o5b2o2bo75b
5o$5b2o2b2o53b2o97b2o4bob2o107bobo28bobo2bo19b2o8bo11bo6bobo29bobob2ob
o40b3obo2bo52bo2b4o9b2o36bo2b3o13b2o52bo3bo42bo5b2o18bo8bo2bo5b2o50bo
3bo185bo38bo24bo3bo11bo3bo4bo2b2o3b2o48b2ob2o14bo5bo5bo65bobo76bobo26b
o4bo7b2o9bo2bo2bob2o313bobobo14bo7b3o87b2o4b2o13bobo3bo17b2obo19b2o7b
3o7b2obobo15bo2b2o95bo205b2o44bobobo5bobo5b3o2b2o22bobo18b2o2b3o5bobo
5bobobo194b4o18bo3bo3bo3bo45b3o87b3ob2ob2obobob5o57b2o2b2o4b2o2b2o4b2o
37b2o2b2obob2o33bo29b2o5b3o34b2o12bo5b2o4b2o14bobobo8b2o74b2o3b2o97b2o
$6bobo56bo215bo28b2ob2o21bo9b2o2b2o3b2obo7bo29bo2bo4bob2o2bo27b2o7bobo
bob2o17bo31b2obo2bo10bo36b2obo16bo47bo15bo34bo3bo3b3o20bo5b2obo58b3o
188bobo30bobo22b3o3b2o6b2o5b3o8b2o52bob2obo6b2o84b3o41bobo32b2o28b4o7b
o2bo8bo3b3o3bo313bo2bo25b3o46b2o4b2o36bo13bobo3bo18bob2o18bobo7bobo5bo
4bo2b3o20bo91bobo253bob5obobo2bo12b2o15b3o11b2o12bo2bobob5obo290b3o74b
o4bobobobob2o63bo4b2obo6b2obo40b2o4bo35b2o35bo37bo13b2o4bo5bo16bo88b5o
98bobo3b2o34b2o$6b3o54bo273bo12bo4bobo38bobob5o2b4o27b2o9bobobobo15bob
o29bo3b4o8bobo35bo3b2o5bo2bo4bobo46bobo13bobo37bo5b2obo9b2o2bo7b3o251b
2ob2o28b2ob2o21bo2b3o4b2obobo68b3o11bobo8b2o3b3o88b3o20bobo72b2ob2o8bo
9bo314b2o26b3o47bo4bo36bobo12bo10b2o13b3obo16bo9bo2bo7b3obo2bo16b2o2b
3o90b2o252b2obo6b5obobo49bobob4obo5bobo278b3o10bo76b5obobobo4b2o59bo5b
ob2o6bob2o7b2o30b2o3b3o43bo19b3o6b2o37bo10b2o7bo5bo105b3o100b3o2b2o34b
o$8bo54b2o271b2o8b2o3b3obo16b2o21b2obo6bo24bo21bo2bo16bo31bobo3b2o7b2o
37bobo2bo3bo4bo3b2o48bo3b3o3b3o3bo33bo5bo4bo2bo7b2o2bobo7b2o78b3o143b
2o6b2o80bo2bobo2bob2o16b4o3b2o43bo4b3o8b2o7b3o94bobo20b3o54bo19bo10bo
3b3o3bo342b3o44b3o6b3o33bob2o11bo10b2o2b2o29b2o10bobo3bo6b2o17bob2o2bo
351bo9b2ob3o45b3ob2o6b3o3bo280bo11bo81b2obobo5bo59b2o2b2o4b2o2b2o4b2o
4bo2bo30b2obo3b2o21b2o17bobo17bo3bo43b2o11bo6b2o4b2o17b2o87bo102b2o39b
3o$63b2o2b2o263b2obo11bo5bob2o14bo2bo23bo2bob2ob2ob2o18bobo21bob2o46b
2ob2obo2bo3bo40b2ob3o10bo56bobo3bobo37b2o9b2obo7b2ob2o88bo3bo143bo6bo
19b2ob2o7bo12bo7b2ob2o26b2ob2o11b3o9bobob3o2bo2b2o36b5o3bob2o76b2o32bo
bo41b3o28b2ob2obo30b2obo2bo2bo389bo10bo48bo2bo5b2obo2b2o11bo29b3o3bo3b
o3bo2bo2b2o10bobo354b2o6b2o3bo3bo43bo3bo3bo6bo284bo10b3o77b2o5bo5bo64b
o5bo3bo5bo4bobo2bo30bob2obo2bo19bo2bo16bob2o15bo5bo16b2o26b2obo6bo9b2o
bo19b2o187b2o14b2o28bo$9bo55bobo264bob2o10bo24b3o24bo3bobobob2obo17bob
o6b2o4b2o2bo2b3obo20b3ob2o27bo2bo3bo16bo30bo8bo56b3o3b3o46b3o10b2ob2o
2b2o83bo5bo139b3o8b3o17bobo6b3o12b3o6bobo41b7o15bobo2bo42b3o2b3o73bobo
43bo32bobo27b2o5bo31bo5b2o451b2o6b3o56bobobobobo2bo10bo363bo2b2obo2b2o
43b2o2bob3o290b3o89bo12b2o59b2o3bo5bo3bo5bo3bobob2o30bo5b2o18bo2bo2bo
16b2o3bobo10bo5bo15bo2bobo23bob2o6b2o8bob2o208b3o12bo2bo$7bob2o54b3o
262b2o14b2o24bo26b2obob2o6bo13b2obob2o4bo2bo2bo2bo2bo4bo2bo17bo3bo2bo
20b2ob2obo2bo3bo14b5o21b2ob3o10bo111b2o13bo6bo83bo3bo3b2o135bo12bo17bo
bo5bo18bo5bobo36b2o2bo7bo7bob2ob2ob4o35b5obob3o3b2o25b2ob2o43b2o12b2o
31b2o30bobo26bo2bo2bob2o30bob2ob2o437b2o77bo3b4ob2ob2o11bo364bobobo53b
o386bo73bo2b2o4b2o2b2o4b2o2b2obo5b2o26bo2b3o20b2obob2o22b2o10bo5bo14bo
b2ob2o110b2o159bobo$6bo3bo54bo264bo28bo41bobo2b2ob3o14bo2bo4bo2bo2bo2b
o2bo4b2obob2o17bo2bo3bo21bobo3b2o18bo5bo21bobo2bo3bo4bo47bo27bo133bo9b
3o2bo2bo167bo6b2o16b2o6bo33b2o2b2o19bo3bo42bo4bo8bo2bo22bob2obo56b2o7b
2o3b2o16b2o60bo3b3o3bo10bo19bo442b2o79b2o4bo118b3o261bo57bo384b2o72bo
5b2obo6b2obo7bobo3bo25bo6bo23bob2o2b2o18b2o11bo3bo12bo3bobo113b2o42bo
117bo$331bo14b2o10b3o40bobo3bobo18bob3o2bo2b2o4b2o6bobo21b2ob3o21bo3b
4o8b2o10b3o2bo20bo3b2o5bo2bo4b2o41bobo25bobo47b2o82bobo250bobo7bo5bo
10b2o3b3o36bo3b2obo8bo30b3o43b2o18b2o2bo2bo27b2o48bo9bo8b2ob2o484b2o
56bob2obob4o17b2o11b3o79bo3bo317b2o458b2o4bob2o6bob2o7b2o4bo10b3o13bo
3bobob2o20bo4b2o33b3o13bo3bobo159b2o98b2o10b2o7b2o$6b2obo56bo263b2o15b
o9bo2bo14b2obo21b2obobo21b2obo21bobo49b2obo2bo8b2o13bob2o20b2obo13bo2b
o2b2o32b2o3bo27bo3b2o44bo5b2o3b2o69bo3bo249bo8bobo3bobo11b3o2bo36b4o
12bo3bo6bo15b3o4bo42bo23bobo6bo12b2o7b2o7b2o3b2o34bo3b3o3bo8bo2bo7b4o
474b2o56bo2bobobo2bo17b2o11bo80bo5bo285bo7bo507b2o3bob2o9bo3bo12bo3bob
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18bo25bo27bo59bo22b2obo10bo11b2o16bob3o23bobo21bo2bo21bo31bo19bo2b4o
19b2obo3bo20bo2b3o10bo2bo2b2o32b2o35b2o41b3o6b2o3b2o69bo3bo12b2obo232b
2o4b2obo2bo3bo2bob2o7bo2bo42b2obo8bo10b2o10b2obo3b5o43b3o21bo6bobobob
2o6bo17b2o2bo2bo34b2obo2bo2bo9b2o7bo4bo532b2o3bo34b2o79bo5bo283bo2bo2b
o2bo2bo504bo2bob2obo9bo5bo14bob2obo18bo2bo2bob2o50bo2b2o68bobo88b2o
109b3o9b3o$6bo4bo51bo3bo102bobobobo16b3o23b5o23b5o27b3o26bobo21bob2o
10b2o26bobo4bo23b2o2bo18bobobobo9b2o38bobo18bo5bo7b2o10b2o2bobo21bo5bo
10b2o53b2o3b2o57bo9b5o70bo3bo14bobo2b2o236b4o3b4o11b2o41bo4bo8bo2bo6b
2o9b3o2b3o51bo27bob2ob2obo7b3o18bobo6bo29bo5b2o17b3o4b2o652bo5bo72b2o
147b2o60bo2b2obob2o2bo151b2o7b2o88b2o253b2o3bobobo7bo5bo15bo2bo19bo2bo
b2obo51bo4b2o68bo89bo109bo13bo$3bobo5bo158bobobo17bo12bo12bo5bo21bo5bo
55bob3o52bo7bob2o3b2o25b3o19b2obobobo7b2o39bo20b5o8b2o4b4o3b4ob2o21b5o
26bo29b3o8bo3bo8b3o58bobo72bobo16bo4bo232bo2b4obobob4o2bo50b4obob3o3b
2o20b2o3b3obob5o71bo17bo19bo6bobobob2o23bob2ob2o17bo6bobo653bo3bo72bob
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o46b3obo2bo7bo5bo16b2o21b3o4bo51bob2o
bo63b2o9bo36b3o44bobo$bo5bobo53b2obo104bobob4o13bo2b3o5b3o12bo2b3o10b
2o10bo2b3o29bo25b2o4bo50bobo6bo31b2o24bo2bob3o69bo16b4o33bo26b5o27bobo
5bo9bo5bobo134bo18bo239bobo2bobo2bobo60b3o2b3o9b2o6bo2bo8bo4bo71b2o43b
ob2ob2obo24bo23bob2obo657b3o4b3o66bo66b2o13b2o64bobo64b2obob2o155b2obo
bob2o27bob2o23b2obo24b2o21b3o28b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o46bo2bobo10bo3bo43b2o2bo50b2obo2bo64b2o7b2o36bobo45b2o$bo4bo56bo4bo
94bo9bobo2bo11bobobo3bo3bo14b2obo13bo10b2obo32b2o21b2o4b3obo50bo6b2o
30bo2bo23bobo5bo40b2o43b4o3b4ob2o37b2o10bo5bo21b3o2b3o5b2o7b2o5b3o2b3o
53b3o68bo2bo20bo2bo233bob2o4bobo4b2obo50b6o3bob2o10b2o10bo8bob2o3bo
114bo56bo2bobo2bo46b2o4b2o4b2o44bo138b2o37b2o291b2o83bo3bo60bob2ob2o4b
2o5bob3o49b2obo9bob2o64b2o4b2o59bo5bo156bo5bo29b3o23b3o48b3o235b2obob
6o9b3o43bo6bo47b2o3b2ob2o71bo39bo$bo4bo56bo4bo94b3o7bo15bobo2b2o7bo12b
o3b2o10bobo9bo3b2o30bo23bob4o2bobo90b2o25bo5b2o40b2o39b2o8b2o2bobo33b
2o2bo2bo10b3o2bo182bo260bo7bobo7bo50bo5b3o15bo6bo3bo12b4o113b2o59bob2o
bo47bo3bo2bo3bo45b2o137b2o37b2o58bo233bo11b2o69bo5bo59b2obo2bo3bobo7b
2obo52bo7bo74bo60bo5bo156bo5bo25bo6bo21bo6bo44b3o236bobo3bo58bobo3bo
49b2o4bo2bo104b2o9bo$3bob2o53bobo5bo97bo6b2o14bobobo2bo5b2o13bobo2b2o
8b2o11bobo2bo8bo23bo17b2obo5bo2b2ob2o202bobo8b2obo3bo32b2o2bo2bo13bob
2o180bo4bo257b2o2b2obobob2o2b2o54b2o30bo8bob2o175bobo6bo46bobo2b2o2bob
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2o49bo13bo69bobo59b3o3b3o156b5o25bobobobo2bo19bo2bobobobo22b2o16b3o8b
2o21b2o4bob2o6b2obo17b2o10b2o69b2o86bobo2bo16b2o6b2o30b2obobo3bo48b2o
2b2obob2o51b2o20b2o30b2o7b2o34b2obob2o$58bo5bobo98b2o23bo2b3o8b2o10b2o
b5o20b2ob4o8b2o18bo3bo17bobob5o5bobo202bo13bob2o38b2o4bo2bo5b2o3bo178b
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2o45bo62b2ob2o2b2o29b2obo33bo39bo33bo22bo3bo314bo5bo63b2obo3bo9b3obo
48bob2o5b2obo70b2o54b2o3b2o2b3o2b2o3b2o151b3o27b2obob3o21b3obob2o23b2o
16b3o8b2o22bo4b2obo6bob2o16bo2bo2b4o2bo2bo68b2o87bo2bo17bo7bo31bo2b2ob
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3o19bo8b3o22b2o17bo6b5o204b2o10b3o2bo44bo4bo3bo2bobo20b3o2b3o5b2o7b2o
5b3o2b3o120b2obo264bo3b2ob2o3bo57bobob2o25b2o3b3obob4o174bo4bo44b2obo
2bo3b2o3bo2bob2o31b2o7b2o3b2o42b2o13bo41bo30b2ob2o35b2ob2o30bobo20bo3b
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3o31bo3b2o14b2o14b3o2b6o2b3o158b2o12b2o5b3o5b3o30bo2bo17bo9bo10b2o16bo
2bobo58bo14b3o4b2o6b2o61bo5bo6bo$2b2obo52bo4bo105b2o6bo15b2o5bo2bobobo
8b2ob5o20b2ob4o8b2o14b2o2b3o5bo15bo5bo220bo5bo43bo10b3ob2o24bobo5bo9bo
5bobo392b2o11b2o57bo29b3o2b3o182b4o46bo3bo2b2o2b2o2bo3bo32bobo6b2obo
12b2o31b2obo18b2o30bo33b2ob2o11b2o9b2o11b2ob2o29bo3bo7b2o9bo3bo252bo
65b3o68bob3o6bo4bo114b2o75bo3bo2b3o2bo3bo153b3o27b2obob3o21b3obob2o17b
2o56b2o3bo14bo18b10o69b4o102b2o7bo7bo31b2o12b2o5b3o7b2o9bo17bo2bo59b2o
20b2o6bobo5b2o20b2o45b2o4b2o$3bo56bob2o106bo7b3o12bo7b2o2bobo9bobo2b2o
21bobo2bo8bo3b2o10b2o5bo4b2obo9b2obo6b5o216b5o44bo8bo31b3o8bo3bo8b3o
59b2o435b2obo3b6o225bo3b3o2b2o2b3o3bo32b3o8b2o12bo36bo10b2o5b2o31bob2o
29b2obobo10b2o9b2o10bobob2o30bo3bo6b2o8bo3bo251bobo133bobo3b2o5bo121bo
75b2o3b2obob2o3b2o153b3o26bobobobo2bo19bo2bobobobo57b2o19bo16bo16bo10b
o64b2o2bo2bo2b2o161b2o7bo6b2o7b3o5b2o12b2o90bo7b2o4b3o14bo32b2ob2o7b2o
5b2o$165bo2bobo9bo13bo3bo3bobobo9bo3b2o22bo3b2o13bobo16bo3bo3bo9bo2bob
5o4bo218bo46bo10b3ob2o34b2o3b2o69b2o64bo2bo351b3o7b2o8b3o5bo229bo3bo2b
o3bo33b2o8b2o4b2o8bobo33bo13b2o40b2o32bob2o31b2obo34bo3bo16bobo248bo2b
2obo136bob3o4b3o120bobo71b2o3bobo5bobo3b2o152bo28bo6bo21bo6bo58b2o15b
2o2b2o14b2o16b2o8b2o64bobobo2bobobo186bo7b2o78bo39bo14b3o4b2o28bo$4bo
54bo3bo101b4obobo18b3o5b3o2bo12b2obo24b2obo16bo16bobo5bo11bobo5bo2bo
262b2o3bo4bo3bo2bobo19b2o35b2o121b2o89b2o50b2o11b2o42bo146b3o3b2o8bobo
11b2o237b2o37bobo8b2o4b2o8b2o35bob2o17bo66b2o2bo31bo2b2o34bo3bo16bo
247b3o2b2o135b4o3bo5bob2o113bo5b2o6b2o60bobo2b2obobo5bobob2o2bobo182b
3o23b3o58b2o20bo4bob2o6b2obo96bo2b3obo275b2o7b2o30b2o20b2o$2b3o54b2obo
106bobobo17bo12bo13bo2b3o22bo2b3o13b2o34b2obob4o4b3o258bobo4bo2bo5b2o
3bo18b2o3bo27bo3b2o212bobo2b2o45b2o11b2o42b3o161b2o6bob2obo218b2o5b2o
24b2o5b2o17bo12b2o8b3o22bob2ob2o11b2o9b2o2b2ob2o67b3o33b3o36bobo267bo
139b2obo3bo6b3o113b3o10bo2bo59b2obobo2b2obo3bob2o2bobob2o158bo22bob2o
23b2obo37b4obo14b2o19bo5b2obo6bob2o95bo2bo2bob2o274bo9b2o$2bobo55bo
106bobobobo27b3o14bo5bo21bo5bo52bo10bo258bo16bob2o23bobo25bobo218bo3bo
16bo88bo141bo5bo5bo14b2obobo217bo2bo3bo2bo22bo2bo3bo2bo15b2o12bob2o6bo
bo21b2ob2o2b2o22b2ob2obo144bo60bo9bo39b2o160b2o2bo67b2o63bo3bo9bo117bo
8b2ob2o62bo2b2o11b2o2bo161b2ob2o14b2o3bo27bo3b2o32bo4b2o35b2o8b2o2b2o
42bo56bob2obo283bo39bo$b2o2b2o160b2o3bo28bo17b5o23b5o29b2o24bo266b2o
13b3o2bo25bo27bo215b4ob3o16bobo86b2o127b2ob2o4bo4bo5bo4bobo17bo237bo4b
o45b2o3b2o7b2o21bo111b3o21b3o104b2o7b2o37bo2bo59bo18bo81bo2bobo66bobo
57b2obo2bo3bobo123b2o10bo64b2obo4b2ob2o4bob2o139bo22bobobo65b3o15b2obo
3bo46bo2bo41b3o57b2o2bo283bobo36b2o7b2o105b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o$5b2o54bo159bo27bo31b2o23b2o280bo5bo81b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o24bo2bobo18bobo22bo23bo168bob3o2b3o4bo
5bo3bo3bo238bo3bo11bo4bo11bo3bo34bo38b2o102bo2b2o19b2o2bo32b3o18b3o46b
2obo5bob2o98b3o16b3o81b2o2bo68bo57bob2ob2o4b2o13b2o46b3o7b3o78b2o49bo
4b2ob2o4bo142bo21b2ob2o66b3o17bob3o36b2o8bo4bo39bo61b3o284b3o36bo9b2o
37b2o65b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$6bo54b3o525b
5o36b3o3b3o37b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o27bobob3o13b2ob
3o19bobo6b3o3b3o6bobo50b2o116bo23bobo237bo7bo24bo7bo30b2ob2o29b2o5b2o
68bo33b2obo21bob2o31bo20bo3bo10b3o31bo2b3o3b3o2bo96b3obo14bob3o61b2o
21b2o54b2o11b2o61bo22bo44bo3bo5bo3bo77bobo48b2o11b2o142bo23b2o27b3o9b
3o25b3o42b2o15bo8b2o2b2o12b3o24b2o60b2obo6bo320bo37b2o4b2o$4bo56bobo
527bo38bobo3bobo229b2obo2bo18bo17bo2bo5bo9bo5bo2bo49b2o117b2o3b2o7b3o
7bo238b2o5b2o24b2o5b2o32b2o7b2o21b2o63bo5b2o3bobo21b2o10bobob2o15b2obo
bo10b2o20bo3bo16b2ob2o9bo33bobobo7bobobo34b2obo17b2o39bo3bo12bo3bo62b
2o78bo74bobo11b3o3bobo44bo5bo3bo5bo78bo51b4ob4o168b3obo24bo3bo7bo3bo
27b3o39b2o14bo5bob2o6b2obo22b3o74bo7b3o318bobo35b2o$4b2o53b2o2b2o561bo
3b3o3b3o3bo230b2o12b2ob3o19b2o6bo2bo3bo2bo6b2o44bobo127bo260bobo30bobo
36bo7bo2bo27bo56bo4bo2bobo3bo20b2o11b2ob2o3b3o3b3o3b2ob2o11b2o20bo2bob
o29bo3bo28bobobo9bobobo35bobo2b2o11bo2bob2o36bo3bo10bo3bo140b3o76b2o
11bobo4bo9b2o34bo5bo3bo5bo78b2o47b3o9b3o161b3o4bob2o21bo5bo5bo5bo26b3o
55b2o4b2obo6bob2o6bo5bo9bo73bo5bobo5bo11b2o8b2o160b2o132b3o108b2o4b2ob
o6b2obo6b2obo8b2o14bo$4b2o2b2o49b2o564bobo13bobo34b2obo10b2o13b2o66b2o
7b2o33b2o35b2o29b2obo30b2o5b2o55bo119b2o3bobo3b3o93b2o6b2o52bo2bo43b2o
47bo2b2ob2o2bo6b3o4b3o6bo2b2ob2o2bo63b2o2b2ob2o13b3o40bo5b2o3bobo34b2o
b2o3bobo3bobo3b2ob2o35bobo2bo27bo2bobo25b3o2bo11bo2b3o34bo4bo11bob2obo
38bob3o8b3obo141bo91b3o14bobo33bo5bo3bo5bo28b2o96bo4bo2bo2bo4bo192bo5b
o5bo5bo26b3o14b2o65bo5bo9b3o69b2obobo2b2obo3b2o10bo2bo5bo2bo160bobo
243bo4bob2o6bob2o6bob2o9bo13bobo$6bobo50bo566bo15bo35bob2o11bo10bo6bo
63b2o7b2o33bobo2b2o30bobo18b2o226bobo4b2o2b2ob2o92bo7bo16b2o38bo42bo2b
2o43bobo2bobo2bobo5bobo4bobo5bobo2bobo2bobo39bo2bo20b2ob2obo13bo3bo16b
2o33bo37bo5b3o3b3o5bo38bo3bo29bobo2bo24bob2o13b2obo36bo14b2o4bo23bob2o
b2o9b3o10b3o9b2ob2obo237bo34bo3bo5bo3bo30bo95bo2b6ob6obo192bo5bo5bo5bo
43bo66bo5bo81b3obo2bo3bo15b2obo5b3o163bo86b2o98bobo53bo9b2o2b2o4b2o2b
2o4b2o7bobo11bobo$6b3o52bo274b2o22b2o38b2o3b2o27b2o18b2o18b2o156bo3bo
45b2o8bo10bo8bo22b2o7b2o75bo3bo32bo18b2o5bo94b3o125bo4b2ob2o2b2o20bo
71bob2ob3o10b2o6bo33bo5bo42bobobo42bo2bobobobo2bo5b3o4b3o5bo2bobobobo
2bo38bo2bo40bo5bo13bob2o70b2o19b2o41bo30bo3bo25b2o15b2o37bo2bo9bo3b4ob
2o20b2ob2o2b2o9bo12bo9b2o2b2ob2o229b2o4b2ob2obo10b2ob2obo13b3o7b3o13bo
b2ob2o11bobo93b2obo11bob2o146b3o43bo3bo7bo3bo43b2o2b3o176bo4bo169b2o
85b2o97bo56b2o8bo3bo5bo3bo5bo9b2o2b2o5b3ob2o$6bo53b2o274bobo20bobo36b
3obobob3o25bobo15bo4bo15bobo156bo3bo45bo9b2o12b4o25b2o7b2o71b4ob3o33b
2o23bobo21b2o33b2o28b2o5bo2bo123b2ob2obo3b2o16b3o3bobo71bobobo11bo2bo
4bo32b3obobob2o40b2obo2bo11bo33bo3bo28bo3bo42bobo41bo5bo12bo74b2o19b2o
38b3o35bo26bo15bo54bobobobo21bo48bo229bobo3bo2bob2o9b2o2b2ob2o37b2ob2o
2b2o11b2o96bob3o3b3obo149bobo44b3o9b3o44bo3bob3o155b3o17bo7b5o331bo15b
o3bo10b2o51bo3bo5bo3bo5bo12b2o4bo$56b2o2b2o276bo20bo37bo2bobobobo2bo
26bo14bo6bo14bo153b2o3bo3bo3b2o41bo19b3o4b3o104bo2bobo4b2o53bo2bo2b2o
17b2o33b2o28b2o5bo3bo121bo2bobo5bo14b3o3b4obo53b2o4b2ob2o24b2o5b2o30bo
3b2o3bo40bo5b2o9b3o114bo42bo5bo15bo71b2o19b2o73b3o94bo3bo3bo2bo27b2o
32b2o229bo9bo3bo22bo37bo37bo10b2o67bobobo3bobobo141bobo5bobo103b2obo4b
o86b2o30bo57bobobo3bo2bo292b2o37bo9bo5bo14bobo39b2o8b2o2b2o4b2o2b2o4b
2o19b3ob2o$6bo50bobo115bo27b2obo13b2obobo33bo34bo5b2o31bo2bob2o4b2o6b
2o4b2obo2bo31bo3bobobobo3bo20bo2bob2o3b3o6bo8bo6b3o3b2obo2bo148b2o11b
2o40b2o8b2o2b2o6b2ob2ob2o6b2o107bo36b3o11bo4b2o3b2o23b2o21b2o24b2o19bo
122bo7bobobo10b2obo9bob2o51bo4bob2obo32bo29bobobobo2bo41b2o3bo9bo106b
3o47b3o2bo3bo12b2obo265bo6b2ob2o20b2o5b2o32b2o5b2o221b3o6bo3bob2o13b2o
51b2o27b2ob2o8bo66b2o2bob2ob2obob2o140bobo113bobo63b2o24bo2bo27b3o60b
4o4bob2o289b2o36bobo8b2o4bo2bo13bo40bo4b2obo6b2obo4bo5bo22bob2o$5b2o8b
o41b3o114bobo25bobob3o12bob2obo32b3o32b3o3bo2bo29b4o4bobo2bo4bo2bobo4b
4o25b2ob2o7bobo26b4o8b3o4bo8bo4b3o8b4o199b2obo11bo2b2o7b6o7b2o55bo9bo
19bo19bobo36bobo10bobo32bo2bo19bo2bo23b2o15bo3bo121b2ob2obo2bob2obo7bo
4bobo2b2o2b2ob2o51bob2obo4bo28b3obo77b3o5bo9b2o97b2o6bo2bo7b2o36bo3bo
2b3o2b3o8b2o72b4o19b4o63bo108b3obo4bo18b2o15bo14bo15b2o221b2obo5bo3b4o
13b2o5b2o37b2o5b2o27bo2bo10b3o63bo3b2o5b2o3bo139b3o52b3o9b3o42bo4bob2o
62bo24bobo27bo60b2o2bob6ob2o25b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o137b2ob2o6bobo4b3o14b2o38bo5bob2o6bob2o5bo5bo37b3o$5b2o6b3o43bo113bo
bobo23bo7bo9bo2bo3bo35bo11bo22bo3b3o33b3obo2b2o6b2o2bob3o29b2ob2o2bo4b
obo4bo25b2o2b2o9bo8bo9b2o2b2o203bob2o10bo13b4o63b2obo7bob2o17b3o17b2o
36bo2bo9bo2bo32bo2bo19bo2bo40bo2bo8b2o114bobobob2o4bo7bo3b3o8bo52b2o2b
obob4ob2o25bo2b2o31bo2bobobobo37bo2b3o2bo108bo2bo4b2o2bo6b2o35bo5bo5bo
3bo41b2o38bo3bo17bo3bo62bobo72bo31bo4bobo3b2o26bo8bo14bo8bo231b3o4b3ob
o23b2o37b2o35b2o6b2o5bo64b3o9b3o194bo3bo7bo3bo41b3obo3bo59b3o26bo28b2o
57bo2bo4bo33b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o103bo32bo5bo69b
2o8b2o2b2o4b2o2b2o4b2o35bo3bo$5bo7bo16b3o136b2o2bo3bo2b2o15b2obob6o2bo
8b2obob2ob2o32b2o10bobo20b2o35b3o5bo14bo5b3o34b3o3b3o23b4o16bo6bo16b4o
203b2o8b2o41bo9bo27b2ob2o5b2ob2o20bo54bobo10bobo33bobo21bobo40b3o9b2o
114bobobo4b3o8b3o5bo4bobo53bobo2bobo4bobo24b2o34bo3b2o3bo40bo10bo40bo
3bo28bo3bo34b2o44bo5bo4bo5bo38bob2o41bo2bo13bo2bo47bo16bo3bo71b3o4bo
16b3o7b2obo25b2o2b2ob2o32b2ob2o2b2o56b2o10b2o154bo5b2o3bobo13bo53bo36b
obo72b3o3b3o196bo5bo5bo5bo42b3o2b2o59bo125b3o284b2o8bobobo34bo82bo3bo
5bo3bo5bo35bo4bo6bo$3b3o2b3ob3o3b3o5b2o31bo109bobobobobobobo16bobo7b3o
10bobobobobo15b2o10b2o14bobo27b3o26bo3bob2o18b2obo3bo64bo3bob2o14bo4bo
14b2obo3bo202bo50b2obo7bob2o28b2o5b2o17b2o3b2o44b2o3b2o4bo11b3o229b2ob
ob2obo7b2ob3o2bobobo3b2o53bo2b4obo2b2o2bo12b3o44b2obobob3o42bobo6bobo
14b2o19bo2bobobobo2bo5b3o4b3o5bo2bobobobo2bo20bo2bo52bo5bo4bo5bo37bo
45b4o13b4o46bobo16bo3bo73bo2bobo15bobo8bo2bob5o19b2ob2obo4b3o20b3o4bob
2ob2o22b2o4bo28bo12bo28bo4b2o27bo6b2o77bo4bo6b3obo16b2ob2o2b2o7b3o17b
3o7b2o2b2ob2o38bo71bo9bo121b2obo4b3o63bo5bo5bo5bo47bo177bo2bo5bo2bo
283bo2b2o5b2o2bo31b2o3b2o69b2o9bo3bo5bo3bo5bo34bo3bo7b3o$3bo2b4o5b2o2b
2o4b2o2bo3bo16bo8b2o110bo2b3o2bo17bo2bo4bobo13bo5bobo15bobo9b2o5bo7b2o
b2o26bo2bo23bo2b2obobo5bo8bo5bobob2o2bo19bo40bo2b2obobo5bo11b2o11bo5bo
bob2o2bo201bo8b2o39b2ob2o5b2ob2o26bobo7bobo15bobo14b3o31b2o2bo2bo103b
2o36b2o108bob2o4b2obo3b4obo2bobo58b2o3bobo4bob2o11bo2b2o11b2o30bo5bo
41b3o5bo2bo2bo10b2o3bo19bobo2bobo2bobo5bobo4bobo5bobo2bobo2bobo19bo2bo
54bo3bo5bo5bo40bo108bo3bo8b2o6bo3bo69b2ob4o2bo13bo2bo8bo2bo5bo30bo2b2o
16b2o2bo33bobo2bob2o24bobo12bobo24b2obo2bobo26bobo6bo89bo3b4o14bob2ob
2o7bo23bo7b2ob2obo39b2o71bob5obo124bob3o67bo5bo5bo5bo46b2o14b3o141b3o
17b2o8b2o29b2o4b2obo6b2obo33bo4b2ob2o2bo2bob2o4bo57b2o115b2obobo2bo8b
2o52b2o53bo8b2o2b2o4b2o2b2o4b2o2bo46bo$6bo8b3o3b3o26b3o6b2o105b2o3bo7b
o3b2o12b2obo6bob2o7b2obo6bob2o15bo15bobo5bo6bo10bo8b3o4b2o7bo15b2obob
2obo4bobo6bobo4bob2obob2o18bob3o8b2o5b2o20b2obo4bo4bobo22bobo4bo4bob2o
200b2o9bo42b2o5b2o17bo12bo9bo18bo14bobo35bobo23b2o117bo117b2obobobo4b
2obobo60b2o3bo2bob2o2bo10b2o2bo11bo32bo46bo5b2o4b2o12bo3bobo18bo2b2ob
2o2bo6b3o4b3o6bo2b2ob2o2bo20bobo46b2o8b3o2b3o2bo3bo37b2obo43b2o17b2o
44bo3bo9b2o7bo3bo68bobo4b2o14bobo10b3ob2obo31b2o2bo16bo2b2o35b4ob2o24b
2o14b2o24b2ob4o29bo7bob2o3b2o67bob3o9bo3bob2o28bo3bo15bo3bo125b2obo3bo
b2o125b2o23bo45bo3bo7bo3bo63b3o96bo5bo37bo3bo58bo4bob2o6bob2o32bobo2bo
bob2o2b4obobo2bobo53b2o2bo115bo2bo4b3o60bo53bo5b2obo6b2obo6b2obo4b3o4b
obo22bo3bo7b3o$5b2o15bo3bo2bo3bo18bo7bo105bo2bobo7bobo2bo15bobo4bo2bo
7bo2b2o6bo2bo14b3o7bo4bo3bo4b2ob2ob2o10b3o5bo3bo10b5o16bobobob2o2b2o8b
2o2b2obobobo26bo2b2o3b2o5b2o23bobobob2o2b2o24b2o2b2obobobo199b2obo10bo
41bobo7bobo10bo4b3o10bo9bo18b2o13b3o36bo5b2o18bo27bobo21bobo25bo4b3o
28bobo120bo4bobob4o2b2o58bo5bo4bob3o11b3o12b3o30bo2bo15b2o51bob2obobob
2o18bobo30bobo25bo45bob2o12bo3bo2b3o38b2o45bo2bo13bo2bo43bo3bo20bobo
71bob2o13b3ob3o13b2obo34b3o16b3o35bobo2bo72bo2bobo36bobo4bo69b2obo10bo
3bo29bo2bobo13bobo2bo34b2o90bo2b3o128b2ob2o21bo46b3o9b3o23b2o39b3o84b
3o9bo5bo37b2ob2o19b2o36bo3b2o4b2o2b2o4b2o29bo2bo2bobo10bobo2bo2bo50b3o
b2o118bo2bo5bo42b3o15b3o50b2o4bob2o6bob2o6bob2o7bo3bobo5bobo3bo10bo4bo
6bo$20b3o4bob3o2b3obo6b3o3b3ob3o2b3o100b2obob2obobo3bobob2obob2o9b3o7b
obo9b2o9b3o12b2o3bo5bobo3bo3bo8bobo14bo3bo5bo8bo5bo15b2o2bobo18bobo2b
2o21b2o3bo2b2o35bobobobo34bobobobo199bob2o10b2o12b4o25bo9bo10b3o4bo10b
obo7bobo15b2o7b3o50b2o18bobo25bo2bo19bo2bo29bo3bo27b2o121b4o9b2o2bo58b
o5b4o3bo7b2o20bo16b2o29b3o6b2o45bobobob2obo15b2o5b2o24b2o5b2o67bo15bo
5bo90b3o13b3o43bo3bo22bo71bob2ob3o10bobo14b2o4bobo89b2o4b2o2bobo58bobo
2b2o4b2o20b2o16bob3o70bob2o7bobo3bo2bob2o26bobo2bo9bo2bobo35bobo90bo
132bobobo22bo84b2o42b3o83bo9bo5bo30b2o29bo37b2o2bo5bo3bo5bo30bob2ob2o
2bob6obo2b2ob2obo49bo125b2o2b2ob2o42bob2o16bo86bobo2b3o6bo3bobo10bo3bo
$20bo11bo3bo2bo5b2o2b2o5b4o2bo100bo2bo2bobo7bobo2bo2bo8bo3b6obob2o10b
3o9b2o9bo2b4o4bo3bo2bo3bo4b4o2bo13bo5bo3bo10b3o2bo13b2o2bobobo18bobobo
2b2o18bo4bo38b2o4bobo34bobo4b2o215b2o7b6o7b2o15bo9bo12bo17b2o5b2o16bo
2b2o5bobo38bob2o29b2o25bo2bo19bo2bo28bo5bo13b3ob3o133b9o2b2o58b2o8bob
2o40b2o6b3o26bo4bo5bo70bo7bo24bo7bo22b2o7bo38bo12bo5bo153bobo94bo5bo2b
o8bo2bo13bo2b4ob2o99bobo58bobo29bo2bo14b2obo73b3obo5b2o4b2ob2obo27bo3b
o9bo3bo36bo93b3o130b2ob2o128b3obo17b3o81b3o45bobo27bobo42bo5bo3bo5bo
26b2obo2bo4bobo6bobo4bo2bob2o43bo2b4ob2o124bobo45b2o103b2o15bo3bo11b3o
$42b3o3b3o8bo105bobo3bo7bo3bobo11b3o6bo14bo2bo6b2o2bo8bobo8bo3bo3bobo
5bo3b2o14bo3bo2b3o14bob2o13bob4o2b2o14b2o2b4obo20b4o40bob2obo2b2o30b2o
2bob2obo216b2o6b2ob2ob2o6b2o14bobo7bobo26b2ob2o5b2ob2o13b2obo6b3o36b3o
b2o12b2o43b2o21b2o29bo5bo13bo5bo131bo2b2o6bo68b2obobo41bo5bo4bo26b4obo
b3o13b2o34bob4o18bo3bo11bo4bo11bo3bo24b2o7b2o33b2obo13bo5bo89bob2o13b
2obo44bo62b2obo3bob2o22b5obo2bo8bobo15bobo2bo35b3o16b3o45b2o60b2o30b3o
108bo36bo9bo39b2o4b2o89bo134bo56b2o3bo27bo3b2o32bo3bob2o15b3o69b2o24b
3o31bo29b2o38b2o2b2o4b2o2b2o4b2o26b2ob2obobob2obob4obob2obobob2ob2o43b
3o3bob2o124bobo44b2o122bo2bo$32bo3bo2b2o2bo15b2o105bo4bo2b3o2bo4bo15bo
2b2o17b2obo6bob2o7b2ob2ob2o4bo3bo4bo7b3o37b2obo3bo12bo5bobo16bobo5bo
64bobo3bobo32bobo3bobo223b3o4b3o23b2o5b2o28b2obo7bob2o16bo25b2o17bo18b
o2bob2o32b2o33b2o23b3ob3o13bo5bo131b2o5bob2ob3o65b2obobo42b3obob4o32bo
bo16bo12bo16b2o3bobo2bo34bo4bo48b2ob2o31b2o16bo3bo13bob2ob2o70b2obo13b
ob2o107bo2bo3bo2bo29bob2o7b3o16bo4b3o30b2o2bo16bo2b2o138bo26b2o66bo12b
obo33b3o11b3o41bobo285bob2o23b2obo36b2o4bo89bo57b2o70bo4b2obo4bo5bo11b
o17bo3bo4b5o2b5o4bo3bo48bo131bo43bobo105b2o$38b2o3b3o123bobobobobobobo
17bo2bob2o18bobo5bo10bo6bo5bobo15bo18bobo16b2o2bobo12b2obob3obo16bob3o
bob2o19b4o39b2o2bob2obo32bob2obo2b2o225b4o23b2ob2o5b2ob2o27bo9bo18b2o
25bo18b3ob2o13b3obobo31b2o33b2o15b2o27bo3bo136b2obo4bo2bo67bobob2o41bo
bo22bo9b3o2b2o17bobo10bobo7b2o5b2o2bo4bo16bo2bo3bo2bo22bo2bo3bo2bo31bo
52b3o13b2ob2o2b2o198b3o3b3o23b2o3bobo4bo31bo30bo2b2o16b2o2bo41b3o62b3o
42bo7bob2obobo4bo74b2o92bo235bo52b3o23b3o21b2o14bob4o87b3o129bo5bob2o
5bo5bo9bobo16bo7bo12bo7bo47b2o26b2o145b2o2bo105bo$33b3o9bo123b2o2bo3bo
2b2o18b3o3bo17bobobobobo12b2ob2o7bo5b2o9bobo17bo9b6o3b4ob2o12bobo4bo
18bo4bobo19bo4bo39bobo4bo34bo4bobo223bo8bo20b2obo7bob2o74b3o6bob2o17bo
bo18bobo2bo79bobo28b3o4bo133b2ob2o2bobo68bobob2o42b2o2b3o16b3o8b3o2b2o
18b2o10b2o8bobo9bob2o18b2o5b2o24b2o5b2o22b2o7b2o3b2o63bo238bo4bob3o54b
2ob2obo4b3o20b3o4bob2ob2o30b3o18b2o22b2o18b3o41b3o6b2obobo4b3o167b2o
234b3o47bo6bo21bo6bo17b2o107bo53b2o8b2o66b2o8b2o2b2o4b2o9bobo17bo3bobo
14bobo3bo76bo257bo12b2o$173bobobo25b3o19b2ob2obob2o11bobo14b2o10b2o27b
ob4o22bobob3o20b3obobo20b2o3bo2b2o34bo3b3o36b3o3bo224bo6bo23bo9bo76bob
o5b2o2bo17bobo16b3ob4o79bo170bo2bo3bo3b3o62b2obobo45b2o2b3o16bo2bo7b3o
3bobo38bo53b2o42bobo6b2obo12b2o59b2o232b2ob2o6bo49b2o2b2ob2o32b2ob2o2b
2o29b3o12b2o4b2o22b2o4b2o12b3o23bob2o14bo2bo9b2o3bo5b2o399b3o46bobobob
o2bo19bo2bobobobo12b2o165bo2bo5bo2bo75bo3bo5bo8b3ob2o17bo3bo3bo8bo3bo
3bo26b2o47bobo256b2o12bobo$174bobo25bo24bo3bo2bo11bobo10b2o43b6o3b4ob
2o13b4o24b4o26bo2b2o35b2obo40bob2o228b2o113b3o7b2o19bo16bo3bo46b2o5b2o
27b2o36b2o133b3o4b3o2bo62b2obobo43bobo3b3o18b2o7b3ob2obobo86bo3bo2bo3b
o37b3o8b2o12bo53b2o5b2o232bo2bo3bo3bo57bo8bo14bo8bo37b3o12b2o6bo20bo6b
2o12b3o21b3obo16b2o15b2o4b2o207b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o28bobo47b2obob3o21b3obob2o13b2o166b3o5bob2o65b2o9bo3bo5bo6bo76bo47b
2o263b2o8bo27b2o3bo$175bo26b2o23bob2obo14bo11bo52b2o2bobo19b3o16b3o26b
ob3o45b3o32b3o340b3o13b2o38b2o2bobo35b2o6bo2bo3bo2bo6b2o191b2o7bo58b2o
8bob2o41bobob2ob3o27b3ob2obobo19b2o24bo36bo3b3o2b2o2b3o3bo30b2o8b2o4b
2o8bobo53b2o240bobobobo53b2o15bo14bo15b2o45bo4b2o22b2o4bo36bo4bobo246b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o28b3o138b2o79b2o8b2o40bo4bo66b
o8b2o2b2o4b2o7b3ob2o24bo10bo33bo314bo8b2o27bo2bobo$228bobob2o26b3o25bo
11bo11b2obo3bo11b7o2bo16bo2b7o20bo41b7o2bo32bo2b7o294b2o7b2o28bobo14bo
43b2o34bo2bo5bo9bo5bo2bo28b2o9b3o217bo5b4o3bo7b2o20bo10bobob2ob3o7b2o
18b3o3bobo19bo2bo22bobo35bo3bo2b2o2b2o2bo3bo29bobo8b2o4b2o8b2o62bo232b
2ob4o3bo9bo2bo37b2o5b2o32b2o5b2o31b2o17b2o22b2o17b2o22b2o3b2obo7bo428b
5o46b2obob3o21b3obob2o29b3o22b2o79bo10bo29b2ob5o7bo66bo5b2obo6b2obo11b
ob2o69b2o310b3o11bo24bo4bobo$2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o110bo24b
obo3b3o3bobo13bob2o12bo2bo2bo22bo2bo2bo62bo2bo2bo38bo2bo2bo294b2o7b2o
28b3o14bobo78bobo6b3o3b3o6bobo29b2o8bo2bo216bo5bo4bob3o11b3o12b3o11bob
o3b3o7bo2bo16b3o2b2o22bobo22bo2bo33b2obo2bo3b2o3bo2bob2o28bo12b2o8b3o
28bob2ob2o22b2o2b2ob2o197b4o3b4o26bo4b2o14bo44b2o32b2o38bobo58bobo30bo
6bobo426bo5bo44bobobobo2bo19bo2bobobobo18b2o8b3o16b2o86b10o30b2obo2bo
3bobobo67b2o4bob2o6bob2o40b2o6b2o26bo206b5o108bo11b3o24b5obo$2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o135bobo2b2ob2o2bobo10b3o2bo417b2o7b2o81b2o3b2o
79bo23bo39bo3bo15b2o199b2o3bo2bob2o2bo10b2o2bo11bo16b2o2b3o8b3o16b3o2b
2o23bo24b2o38b2ob3o2b3ob2o31b2o12bob2o6bobo27b2ob2o2b2o9b2o11b2ob2obo
197bo4bobo4bo25bob2obo11bo4bo36bo48bo21b2o4b2o2bobo58bobo2b2o4b2o20b2o
6bo237b2o8b2o8b2o26b2o140bo5bo45bo6bo21bo6bo19b2o8b3o16b2o83b3o2b6o2b
3o30bo4b4o132b6o28b3o203bob3obo118bo31bo$286b2obobo5bobob2o8bo5bo417b
2o7b2o81bo149bo19b2o197b2o3bobo4bob2o11bo2b2o11b2o15b2o2b3o9bo22bobo
88bobo2b2o2bobo43b2o3b2o7b2o27bo17b2obo212bobo3bobo3bobo23b2obo2bo11b
2o2bobo35b2ob2o2b2o9bo12bo9b2o2b2ob2o21bobo2bo72bo2bobo40bo226bo9bo9bo
13bo7b2o2bobo139b2obobob2o48b3o23b3o30b3o104bo2bo2b4o2bo2bo30b6obo2b2o
25b3o138bo57b2obo142bo3bo119b2o16bo9b2o3bo$287bo2b2obobob2o2bo10b5o
218b2o272b2o17b3o146bo3bo5b2o206bo2b4obo2b2o2bo12b3o29bobo32b4obob3o
28bo57bo3bo2bo3bo48bo44b2o13bo210bobo3bo3bo3bobo26b2o17bob2o34bob2ob2o
9b3o10b3o9b2ob2obo24b4ob2o66b2ob4o41bobo224bo9bo9bo9b2o3b3o5bo3bo4bo9b
o125bo2b2ob2o2bo46bob2o23b2obo29b3o105b2o10b2o36bo4bo2bo163b2o57bob2o
143b3o139bo8b2o4bo$2bob2o7b2o9b2o18b2o13bo3bo11bo19bo13b2o2b2o10b2o5bo
14b2o138bo4b2ob2o4bo12bo219bobo86b3o182bobo19bo87b2o11b2o45bo2bo5b2o
207bobo2bobo4bobo24b2o16b3obob4o26bo4bo5bo12b2obo9bobo8b2o10b2o34b2o4b
2o4b2o45b2ob2o35b2o5b2o10bo39b3o24b3o34bo3bo66bo3bo3bo3bo26bo15bo98bob
3o8b3obo37bobo2bob2o66b2obo2bobo266b2o8b2o8b2o8b2o6bo5b3ob5o8bobo124b
2o7b2o42b2o3bo27bo3b2o25b3o21b2o129b3o24b3obo2bo3bo79bo263bo138b3o13b
2o$2b2obo5bo4bo7bo18bo2bo11bobobobo9bo2b3o14bob2o11bo2bobo10bo2bo2bobo
7bob2obobo139b3o7b3o228b2o2bo274bo109b2o11b2o46b3o213b2o2bobob4ob2o25b
o2b2o12bo5bo4bo26b3o6b2o11bo4bo2b2o5b2o7bobo10bobo94b2o36b2o18bob2o35b
3o24b3o33bobobobo65bo2bobobobo2bo26bo15bo97bo3bo10bo3bo36b2o4bo70bo4b
2o100b2o10b2o38b2o20b2o127b2o7bobo11bobo2bo256b2o5b2o128bo2bo5bo2bo10b
2o3b2obobo2b2obo78bobo64b2o15bo25b2o$2o9bo4bo8bo2bo13bo4bo9bo7bo10bo
13bo3bo3b2o10bobob2o10b3o3bobo6b2obobo143bob2ob2obo230bo2bob2o87bo183b
2o4bobo2bo203b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o11bob2obo4bo28b
3obo11b2o6b3o29b2o17bo2bobo3b2o16bo12bo95bo44bo13b2o35b3o24b3o32bo2bob
o2bo53b2o13b2ob2o30bo2bo9bo2bo45bo2bo47bo3bo12bo3bo218bo2bo8bo2bo33b2o
bo2bob2o12b2obo2bob2o86b2o8b2o8b2o24bobob3o5b3o2b2obo255b2o135b2o8b2o
11bo6bo5bobo78bo2bo64b2o15bobo23b2o$bo9bo4bo10b2o12bo6bo28bobo2bo7bo8b
o9b2obo3bo16bo11b2o144bobobobo233b2obobo85b2o187b3ob4o156bo46b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o11bo4bob2obo32bo18b2o15bo2bo31b4obo34b
2o131b2o2b2ob2o53b3o18b3o34b2ob2ob2ob2o48b2o2b2o2b2o45b2o11b2o46b2o48b
3obo14bob3o166b3o48b3o2b6o2b3o31bo2bob4obo14bob4obo2bo25b6ob2o51bo9bo
9bo7b2o16b2obo2bo3bo3b2o3bo2b2o412b3o6bo82b2ob2o81b3o341b2o$o11bo2bo
11bo3bob2o6bo6bo7b3o5b3o9b2ob4o7bo3bo17bo3b3o7b4o16bo388bo88bo185bo3bo
160bobo218b2o4b2ob2o24b2o5b2o40bo204b2ob2obo54b3o18b3o33bo3bo3bo3bo47b
2o2bo2bobo6bo2b2ob2o2bo140b3o16b3o35b2o4bo70bo4b2o47bo3bo50b2o6b2o34b
2obo2b2o4bo10bo4b2o2bob2o25b6ob2o50bo9bo9bo7bo2bo20b2o4b3o2b3o3b2o414b
o4b2obo82bobo84bo178b2o120b2o39bo$2o8bobo2bobo8bo4b2obo7bo4bo11b2ob2o
14bo14b3obo3bo10bo5bo7bo3bo490bo188b2o2bobo153b2o242bobobo11bo2bo4bo
36bo5bo28bob2obobobo226b3o18b3o32bo2bob2ob2obo2bo52b3o6bobo7bobo140bo
18bo36bobo2bob2o66b2obo2bobo47b2ob2o49bo10bo36bo7b2o4b2o4b2o7bo35b2o
50b2o8b2o8b2o7bobo28bobo427b3o84bo264b2o119bobo37bobo$2bob2o4b2o4b2o8b
2o15bo2bo8b3ob2ob2ob3o10bobo10bobo2b2o2bobo10b5o9bo2bob2o14b2o444bo26b
o3bo189b2o153b2o50b2o4b2o4bob2o9b2o15bo36b2o110bob2ob3o10b2o6bo33b3obo
bob2o27b2obobob2obo284bo7bo55b2o8b2ob2ob2ob2o199b4ob2o66b2ob4o103b2obo
4bob2o36b2o3b2o7b2o7b2o3b2o28b2o5b2o77bobobobo27bobo425b2o2bo469bo39b
2o$2b2obo38b2o33b2o9bobo8bo26bobobo15bo383b3o57b5o22b2o402bo5bo4b2obo
9bobo12b3o36b2o110bo7bo16b2o32bo3b2o3bo32bobo3bo12b2o4b2o5bo205b2o8b2o
43b2ob2o51bo15b2o2bobo2b2o197bobo2bo72bo2bobo106b2o44b3o18b3o31b2o5b2o
50b2o8b2o8b2o4bobobobobo27bo425bob2obo108bo67b2o3b2o285b2o34bo$6b2o82b
2o23b2obo10b2obobo14b3o379bo3bo55bo5bo19bo5b3o2b2o352b2o38bo5bo3b2o14b
2o11bo78b2o6b2o13bo48b2o6b2o50bobobobo2bo34bo3b2o10bo2bo2bo5b3o205bobo
6bobo38bo5bobo5bo46b3o15bobobobo199b2o4b2o2bobo58bobo2b2o4b2o119bo29b
4obo2bo12bo2bob4o28b2o5b2o51bo9bo9bo5bo2bo2bo36b2o416bo2bo2bob2o103bob
o67bo3bo321bobo$7bo107bob2o14b2o16bo378bo5bo54bo2b3o13b2o2bob2o4bo5b2o
352bo39b2o4b2o3bo10b2o15b2o76bo2bo4bo2bo10b3o152b2o14bobo6bobo210b2o4b
2o41b2ob2o3b2ob2o8bo41bo15bo3bo210bobo58bobo107bo10bo5b3o3bo28bo5b3o2b
8o2b3o5bo28b2o57bo9bo9bo7b2ob2o8bo28bo418bo2b3obo103b2ob2o49b2o12b3o5b
3o35b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o114bo$6bo523bo5bo53b
2obo16bo3bo3bo3bo360b3o38bob2o4bo10bobo93bo2bo4bo2bo9bo112bo2bobobobo
50bo10bo207bobo6bobo59bobo39b2o230b2o17b2o22b2o17b2o67bo6b2o30bo3b3o4b
obo3b5obo31bobo5bo8bo5bobo30b2ob6o50b2o8b2o8b2o7bobo8b3o25bobo416bobob
o2bobobo101bo2bo51bo12bo9bo35b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o119b2o$6b2o522bo5bo52bo3b2o13bobo3bo5bobo362bo38b2obo4b2o9bo57b3o
35bo2bo4bo2bo9b2o6b2o103bo3b2o3bo56bo2b3o2bo204b2o8b2o59bobo285bo4b2o
22b2o4bo80bobo6bo31bob5o11bo34b2obo20bob2o29b2ob6o26b2o51bobo8bo27b2o
417b2o2bo2bo2b2o101bobo49b3o23bobo322bobo$2bob2o162bo95bo5b2o259bo3bo
2b2o50bobo2bo8bo3b2o418b2o4bob2o4b2o13bo42bo3bo35b2o6b2o18bo103b2obobo
b3o46b2o9bo5b3o274b2ob3o267b3o12b2o6bo20bo6b2o12b3o65bo7bob2o3b2o27bo
5b3o4b2o123bo4bo51bo460b4o106bo50bo26b2o324bo$2b2obo160b5o81bo11b3o4bo
78bo35b2o39bo42bo48bo12b3o3bobo48b2ob4o8b2o423bo4b2obo18bobo41b2ob2o
61bobo104bo5bo49bo9bo3b2o283bo266b3o12b2o4b2o22b2o4b2o12b3o74bobo4bo
27b2o11b2o6b2o39b2o72b2obobobo79b2o179bo3bo3bo3bo398bobo63b2obo6bob2o
6b2obo250b2o13b2o$165bo5bo78b5o12bo3bob2o3b2o70bo35bobo9b2o5b2o19bobo
39b3o46b3o20bo54bo8b3o15b2o404bo9b2o15bo110b2o106bo51b3o9b2o5bo276b2ob
3o267b3o18b2o22b2o18b3o35b2o4b2o15b2o16bob3o28b2o17bob2o113b2o3bob2o
79b2o178bo2bobobobo2bo239b2o157b2o64bob2o6b2obo6bob2o21b2o227b2o$16b2o
b2o2b2o5b2o46bo19b2o11bo2bo13bo13b2o21bo2b3o78bo5bo10b2o4bobo4bo59bo2b
o7bo36bo10b2o5b2o19bobo38bo48bo23b2o47b2ob4o8b2o16b2o404b2o9bo15b4o34b
o181bo2bo47bo11bo2bob2o277b2obo45bobo221b3o62b3o35b2o5bo3b2o9bo2bo14b
2obo48bo118bob3o3bo78bo168b2o13b2ob2o243b2o82b6o139b2o8b2o2b2o8b2o15bo
bo$16bob2o2bobo5bobo3b2o15bobobo19bobo17bo2bo10b4o12bobo12bo21b2obo22b
o58bo2b3o19bob3o60b4o6b2o47b2o5b2o17b3ob2o37b2o47b2o72bobo2bo8bo433bo
19bo33bobo42b2o200bobobo286bo40bobo328b3o4bobob2o6b3o45b2o22bo115bo4b
2o2bo48b2o38b2o152b2o2b2o2b2o339b2o6b2o137bo10bo2bo9b2o17bo$10b2ob2obo
4b2o9b3o2bo15bo2bobo6b2o7bo5bo9bo7bobo8b2o16bobo9b2obo20bo3bob2o17b3o
57b2obo21b2obo60b2o8bo51b2o3b2o17bo98b3o64bo3b2o44bobobobo67b2o323b2o
15bobo34b2o44bo201b2o2bo275bo8bobo5b3o31b3o45bo21b2o7bo35b2o53bo13bo
41b2o60b2o41bo4bobob2obo7bo47bo18b2obo78b2o36b3obo2b3o44b2obobo37bobo
152b2o2bo2bobo6bo2b2ob2o2bo357b2obo14b2o93bo8bo4bo25b3o$11bobobob4o2bo
4b4o3b2o7b3ob2o3bo5bob3ob2o2b3ob2o14bo3bob2ob2o8bo3b3o11b2ob2o8bo2b2ob
o18bobo7b4o9bo59bo3b2o5bo2bo71b2obobob2obo2bo4bo46b2o5b2o17b3ob2o34b2o
37b2o2bo5b3o8bo12bo52b2obo13bo30bob2ob2obo66b2o313b2o4bob2o18bo13b2o
66bobo16b3o183b2o207b2o8b2o47b3o5b3o8bo9bo77bobo19bo2bo5bobo33bo2bo3b
2o47b3o9b3o41bobo58bobo46b2o26bo34bobo16b2o79bo4bo10b3o20b2o3b2o48bobo
39bo160b3o6bobo7bobo320bo10bo24b2ob3o12bobob2o18b2o34b3o31b2o8b2o2b2o$
10bo6bo3bobo4bo4bo14b2o6b2obo2bobo2b4ob2o5b3o8bobobob2o9bo2b2o3bobo6bo
7bo7b2o4bo16b2ob5o2bo4bo8b2o59bobo2bo3bo4bo6b3o8bo52b2obobobob2o2bo43b
3o6bobobobo20bob2o34bobo36bo2bobo3bo3bo6bo11bobo53bo2b3o10b2o6b3o18b3o
7b3o56b3o320b2o4b2obo32bo68b2o6bobo7bobo208b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o20bobo6bobo46bo3bo3b5o13bo3bo76bobobo6bo10bobobo5bobo34b
obo2bo2bo49bo7bo34b2o4b2o2bobo58bobo2b2o4b2o63b3o34b2o97bobobob2o8bobo
20b3obo2bo47bob2o36b3o160b2o8b2ob2ob2ob2o363bo13bob2o18bobo33bo14b2o
13b2obo8b2o6b2obo$10bob3ob2o2b2o3bo3b5ob2o8b3o5b2ob4o2bobo2bob2o6b2o
13bo2bo2b2o8b2o4bob2o6b3o3b3o9bobo27bo6bo67b2ob3o10bo4bo3bo5b3o55bo11b
3o27b2o2bobo4bo2bo8bobo61b2o37bob2o3bo5bo18b2o53bo5bo8bobo6bo2bo16bo4b
2ob2o4bo54bo3bo359bobo28b8o40bobo7bobo6b2o200b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o22b2o4b2o48b2ob2o3b3obo3b3o6bobo2bo21b2o17b2o32b3o3bo
6b3o7bo2bob2o3b2ob2o31b2obo3bobo49b2o7b2o33bobo2bo72bo2bobo45bob2o14bo
2bo131b2obo3b2o7bo2bo9b3o8bo4b3o44b2obo38bo3b2o152bo15b2o2bobo2b2o103b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o47bo3bo3bo8bo3bo3bo17b2ob3o13b
o24bo32b3o13bo14bob2o9bo6bob2o$11bo4bobo3b8o2b3o2bo14b2ob3o2b2ob3obo5b
o3b2ob3o12bobo2bo9bobobo27bo3bo2bo13b2ob5o2bo4bo75bo8bo3bo5bo3bo55b3o
2b2o37bobo2bo2bo3b2obo8bobo26b3o72bo5bo5bo74b5o18b2obo4bo11bo2b2obobob
2o2bo29b2o8bo13bo5bo341b2o15b2o29bob4obo40b3o16bobo383bobo6bobo34b2o
19b2ob8o3bo2bobo24bo17bo32bo4bobob2o6bo5bo3bo3bobo5bo30b3o5bob2o93b4ob
2o24b2o14b2o24b2ob4o45b3obo16b2o41b3o47bobo41b3obo8bobo10bobo8bob3o47b
o2b4o35b4o2bo151b3o15bobobobo105b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o46bo3bobo14bobo3bo17bobo15b2ob2o20b2o45bobo12b2o12bo5b2o4b2o19b3o$
12b3obo2b3o8b2o4b2o8bo5bo7b2o6bobo2bo19bobobobo10bo3bo9b9o10b2ob4o14bo
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20bo3bo72b2o3bo5bo76bo22bo6b2o8b2obobobobobobob2o28b2o6b3o13bo5bo139b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o39bo11b2o33b8o61bo383b2o8b2o
33bo2bo19b3ob3o2bo3bo3bo22b3o19b3o30b3o4bob3o3b2o6b3o2b3ob2obobobo29b
2o7b3o37b2o27b2o23bobo2bob2o24bobo12bobo24b2obo2bobo42bo4bobo57bobo47b
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7bo16bobo16bobo68b2ob2o10bo13b2o4bo5bo3b2o17bo7b2o10b2o$14bobo4bo2bob
4o2bo14bobo19bobobo18bobo3bo12b3o10bo7bo12bo17bo3bob2o12bo3bo2b2o4b5o
47bobo2bo3bo4bo6b3o3b3o54b3obo20bo2b2o14b2ob2o15b2obobobobob2o19bo5bo
72bo4bo3bo106b2o10bobo2b5o2bobo36bo16bo5bo139b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o36b3o12bobo101b2o200bob2o6bob2o14b2o3b2o5b2o51bo40b2o
90b2o35bo26bo23bo32bob2obo4bo12bobob3obo4bo40b2o35bo2bo27bo2bo21b2o4bo
28bo12bo28bo4b2o42b2o3b2obo7bo48b3o7b2o38b3o38bo2bob3o20bobo8b2obobobo
48b3o36b2obo156b2o335bo3bo4b5o2b5o4bo3bo17bo17bobo71bobo10bo10b2o7bo5b
o2b2o15bobo7b2o9b2o$15bo8b2obo3b2o15bo43b2o19bobo11b4o14bobo16b2obo14b
o5bob2o3bo5bo45bo3b2o5bo2bo12b3o53b2o4bo3bo10bo6bobo15bo2b2o19bo3bo23b
o5bo70bo7b3o94b2o23bobo9bobo36b2o5b2o9bo3bo2b2o336bo15b2o303b2obo6b2ob
o9bo3bobo4bo5b2o51b3o38b2o3b2ob2o32b3o18b3o25b3o5bo30b3o81b2ob2ob3o13b
ob2o3bo2b3o78b2obobo23bobob2o56b2o10b2o85bo6bobo39b2o16bobo79b2o3b2o
20b3o10bo4bo48bo39bobo284b2o4bob2o4b2o4b2o5b2o5b2o29b2o5b2o40bobo90b2o
b2obobob2obob4obob2obobob2ob2o34b2ob2o68bobo9b2o11bo6b2o4b2o19b2o21bo$
114b2o11bo2b2o14b2o17bo2b3o12bo3bo8b3o2bo46b2obo22b3o54bob2o3b2ob2o6b
2ob2o3b2obo15b3o3b3o43bo5bo33b2o35b2o45b2o46b2o9bo6b2o16bo11bo45b2o9b
3o3bobo425b2o227b2o14b2o6bobobo2bob3o62bo7b3o31bobobo33b3o18b3o25bo2bo
3bobo115bo2b2o22b3o29bo23b2o28bobobo21bobobo157b2o6bo38bob2o18bo76b3o
2bob3o36b2o47bobo37bobob2o284bo4b2obo5bo5bo5b2o5b2o29b2o5b2o37bo2b2obo
89b2obo2bo4bobo6bobo4bo2bob2o36bobo45b2o20b2ob2o10b2obo6bo9b2obo$165bo
5bo12b3o12bob2o46bo2b3o12b2o62bobo6bo10bo3bo4b2o18b2o2bo4bob2o31b2o3bo
3bo32bo2bo8b2o63b3o7bo47b2o5b3o7bo74bo19bo137b2obo6b2obo70b2o16b2o37bo
145bobo228bo15bo7b2ob2obobo63b2o11bo23b7o3bo33b3o18b3o26b3o3b2o24b2o
88b3o20b2o3bo3bo28b3o21bo29bo2bo2b2o15b2o2bo2bo203bo22b2o75bo2b2o4bo
85b2o38b2o287bo3b2o8bo5bo90b3o3bo92bob2ob2o2bob6obo2b2ob2obo39bo13b3o
32bo24bo10bob2o6b2o8bob2o$166b5o26b3o3bo45bo5bo12bo61b2o2bo20bob3o20b
2ob2o4bo2bo30bobo4b3o18b2o12b2o2b2o6bobo62bo3bo4bo28b2o18bo7bo10b3o61b
3o27b2o136bob2o6bob2o7b3o30b3o21bob2obobo16bobob2obo30bo2bo143bo18b2o
6b2o201bo15bo10bo79bo2bobo20bo7b3ob2o28b3o24b3o55b2o87bob2o25b2ob2o31b
o18bobo27b2ob2obo21bob2ob2o204bo97bo3b3obo97bo190b3o5b3o115b2o3bo8b2o
4b2o93b2ob2obo88bo2bo2bobo10bobo2bo2bo38b2o14bo33bobo18b2obo$168bo18b
2o7bo3bobo47b5o10b3o65b2o24bo16b2obo3bo5b3o8b2o21bo28bo10b3o4b2o5b2o
62bo5bo3b2o27b2o39bo7bobo50bo3bo168b2o2b2o4b2o62b2obobo20bobob2o30bo2b
o2bo139b2o6b2o9bo2bo4bo2bo200b2o14b2o5b8o2bo98bo2b4obo2bobobo27b3o24b
3o23b3o3b2o111b3obobo25bobo31b2o18b2o26bo2bobobo23bobobo2bo198b2obo17b
2o80b2obo3b2o95b2o190bo3bobo3bo119bo11bob2o7bo7bo77b2obobob2o89bobo2bo
bob4o2b2obobo2bobo53b3o34b2o18b2obobo$185bo4bo4bo2b3ob2o48bo12bo86b2o
2b3o16bo2bo2bobo16bo21b2o28bobo8bo17b2o58bo5bo5bo76b2o49bo5bo167bo3bo
5bo4bo5bo2b2o18b2o2bo5bo23b2o20b2o36bo3bo148bo9bo2bo4bo2bo66bo3bo131bo
b2o8b2o6bo6bo3bo59b2o8b2o3b4obo19b2o5bo3b2obo27b3o24b3o22bo2bo3bobo
109bo5b2obo23bobo37b3o39b2o3bobo23bobo3b2o198b2o6b2o11b2o39b2o40bobobo
b2o96b2o187b2ob2o5b2ob2o113b2o2b2o10b2obo6b3o5b3o31bobo42bo98bo4b2obo
2bo2b2ob2o4bo115b2o105b2o93b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o$190bo4bo73bo11bo59b3o11bo20bobo2b2o15bobo27b3o22b2o17bo8bob
o37b2o18bo5bo3b2obo75bo51bo3bo169bo3bo5bo3bo4b2o4bo16bo4b2o4bo30b3o4b
3o47bo145b3o10bo2bo4bo2bo64bo2bobo2bo129b2obo9bo5bob2obo2b3o61bo9bo5b
3o2bo19bo3bo2b2o2bob2o78b3o5bo110bob3o4bo24bo37bo3bo16b3o23b2o27b2o
210b2o4b3o5bo81bo4bo127bo159bo13bo114bo4bob2o10b2o4bo9bo77b2obo330b2o
7bobo15b2o76b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$6b
2o15b2obo18b2o14b2o20bo4bo8b2o18b2o6b2o21b2o40bo4bo2b3ob2o64bobo9bobo
62bo2b2obobobob2o39b2o28b5o24b2o5b2o4b3o10bo37bobo11bo6bo3bo3bobo2bo
16bo5bobo13bo88b3o24bo144b2o2b2o4b2o3bo11bo14bo11bo15bo13bo3bo2bo3bo
13bo178bo13b2o6b2o64b3obobob3o132b2o6bo6bo3bo2bob2ob2o56bobo8bo9bo21bo
bobob2o7bo78b2o117bo3b3o11b2o16b2o32bo5bo4b3o8b3obo22b2o25b2o211bo11b
5obo22b2obo20bob2o28b2o26b6ob2o56b2o27bo8bobo158bobo3b3o3bobo113bo5b2o
bo11bo5b3o3b3o29b3o3b3o37b3o3bo330b2o7bo17b2o$5bo2bo15b2obo18b3o3b2o7b
o2bo17bobo2bobo8bo17bobo6bobo12b2o5bobo33bo3b2o7bo3bobo65bobo2b5o2bobo
57bo4bo2bob2obobob2o71bob3o21bobo6b2o2b2o12b2o36bo12bo8b3o5bo2b2o16bo
3bo3bo13b2o44b5o66b2o138b2obo6b2obo16b2o14b2o25bo2bo10bo5b2o5bo10bo2bo
265bobobobobobo133bo6b2o4b2o2bo3bob2o59b2o9b2o8bo2bo19b2obobob2o2b3o
80bo2bo68b2o45bo2bo12bobo16bo33bo5bo3bo3bo8bobobo19bo2bo25bo2bo205bob
5o3bobo4b3o3bo22bobo5bo8bo5bobo57b6ob2o55bobo25b3o8bobo159b3o7b3o25bo
3b2o83b2o8b2o8bo43bo9bo36bo2b2o211b2o128b3o$2o2bo2bo14bo4bo16bo4bo2bo
9bobo14bo2b2o4bobo7bobo15bo10bo12bobo4bo34bob2o11b3o3bo63b2obobobobobo
bob2o60bo8b2o39b3o38bo20b2o8bo2bo64b3o35bob2o4bo5b2o5bobo45b3o66b2o
139bob2o6bob2o59bo2bo11bo3bo2bo3bo11bo2bo13bo251b2o2bobo2b2o132bo5b2o
10bo3bo3bobo53b2o25bo23b2ob5o5b2o76b2o70bo46bobo11b2o16bobo33bo5bo2bo
5bo8bo2bo18bob2o10b3ob3o10b2obo203bo3b3o5bo10bo21bo5b3o2b8o2b3o5bo62b
2o55bo28bo8b2ob2o154b2o17b2o19b2obo98bo8b2o8bobo31b3o5b3o37bobo211bobo
226b2obo6bob2o6b2obo6b2obo9b2o$o2bob2ob3o10bob4ob2o10b2obob4obobo26b3o
3bo3bo9b2o4b2o6b2obo10bob2o11bo3b2obo32bo16bob2o65bo2b2obobob2o2bo58b
2o6b4o35bo7bo34bob3o30b2o73b2o32bo5b3o2b2o48bo5bo212b2o2b2o4b2o59bo13b
3o4b3o13bo15b3o392b2o5bo10b2o5bo2bo24bo26b2obo24bo39bo144b3o48bo19bo
10b2o24b3o8bo3bo3bo5bo9b2o19bo13bobobobo13bo35bo111b2o55bo43b4obo2bo
12bo2bob4o55b2o5b2o54b2o36bo2bo2bo154bo8bo8bo20b3o88b2o8bo40b3o11bo7bo
37b2obob2ob2ob2o174b2o26bo228bob2o6b2obo6bob2o6bob2o9b2o$bobo4bo2bobo
7bo4bobobo10bobo6bo2b2o9bobo15b4o20bo6b2obobo2b2o2bobob2o9bob2o5b3o29b
2o13b3o2bo66bo4b2ob2o4bo58bo7bo2bo33b2o6bo34b3o85b2o23bo34b2o20b2o36b
2o216bo3bo5bo9b2o26b2o28b3o18b3o25bo14bo229b3o3bo5bo3b3o124bob2o6bo9bo
bobo2bo3bo8b2o13b5o3b2o17b2obo27b3o15b2o16bo147bo70b2o33bob3o9b3o4bo5b
o29b2o13b3ob3o13b2o34b3o51bo57bo68b2o33b3o18b3o58b2o5b2o63bo27bobobobo
bo150b3o8b3o8b3o16bo6bo85bo8b2o39bo59bo2bo3bobob2o174bobo23b3o232b2o8b
2o2b2o4b2o2b2o4b2o$2obo3b2obob2o6b2obo3b2obo10bobo2bobo2bobo27bo4b2o
14b4o10bobobo2bobobo10b3o5bobo3bo42bo5bo67b3o7b3o59bo45b2o3bo2bo2bo
119bo20b3o37bo3bo15bo29b2o5b2o6b2o210bo3bo5bo8bo28bo21bo36bo17b2o14b2o
227b2obo3bo5bo3bob2o123b2obo6b2o7bobo2b4ob3o2bo5bobo11bo5bo2bo23bo27bo
16bo8bo7bo3bo216bo31bobobo18bo3bo104bo49b3o57bo62b2obo4bob2o25b2o3b2o
7b2o7b2o3b2o55b2o5b2o62bobo27bobobobo151bo23bo15bo2bobobobo83bo5bob2o
10b2o29bo2bo49bo7b2o4bobo179bo9bo12bo133b3o99bo10bo2bo5bo3bo5bo$3bo4bo
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o5b3o44b5o70bob2ob2obo61bo50b2obobobob2o30b3o82bobo3b3o12bo39bo17bobo
30bo13bo210b2o2b2o4b2o9b3o22b3o20bo2bo34bo2bo30b2o229b2o2b2ob2ob2ob2o
2b2o143bobobo5b3o2bo4bo2bo12b5obobo18bo49bobo6bo7bo3b4o201b2o9b2o31bo
2bo20b3o10b2o92bo4b2o38b2o4b3o4b2o48b4o2b2o58bo10bo25bo7b2o4b2o4b2o7bo
55b2o70bobo28bobo194b3obob2o84b2o4b2obo10b2o5b2o5b2o16b3o10b2o5b2o25b
2o2bo10b5ob4o176b3o5b3o12b2o132bo17b2o83bo8bo4bo5bo3bo5bo7bo$3bob4obo
10bob4ob3o2bo8bobob4obob2o29bobobobo8bo3b3o7b2obobo2b2o2bobob2o7b3o5b
2obo48bo73bobobobo105b2o9bobob2obo26b3o87b2o2bo3bo54bo9b2o3b2o31bobo
12b3o203b2obo6b2obo13bo22bo22bo2bo34bo2bo259bo7bo5bo7bo142bo2bo2b2o3bo
8b2o15bobobo2b2o16bob3o34b2o10b2o7bo8bo206bo44b2o10b3o20bo2bo90bob2ob
3o38bobo3b3o3bobo48bo6bo59b2o6b2o23b2obo2b2o4bo10bo4b2o2bob2o52b2ob6o
55b2o3b3o2b3o4b2o20bo2bo178b2o132b2o5b2o22bobo4b2o5b2o25b2ob2o10bo4bo
4bo4bo4bo168bo3bo149bobo15b2o82b2o8b2o2b2o4b2o2b2o4b2o6bobo$4bo4bo12bo
4bo4b2o8bo2bo4bo17bob2o12bobob2o9b4o2bo7b2obo10bob2o9bob2o3bo237bo9b2o
34bo37b2o51bo5bo51b2o9bo2bo36b2o14bo203bob2o6bob2o60bo14b2o6b2o14bo22b
2o214b2o5bo15b4o3bo5bo3b4o146bobobobo2bo7bo8bo7bo2bobobobo13b2o39bo18b
o2bo215b2o53bo3bo18bobobo90bobobob2o40bo9bo51b6o57b3o2b6o2b3o20bo2bob
4obo14bob4obo2bo52b2ob6o55b2o2bo3b2o3bo3bo2bob2o16b2o164bo15bo13b3obob
2o187b2o10b3obob3o4bobo2bo168b2o3b2o149b2o95b2obo8b2o4bo5bo3bo5bo6bo3b
o$5b3o16b2o2bo12b2o3b3o36bobo14bo13bo10bo14bo4bobo232b3o47bo36bobo50bo
5bo52bo9bobo346b2o6b2o36b2o14b2o197bo2bo4bo184b2o2bobobo15b2o8bo3b2o2b
o2bo12bo36bobo8b2o11bo204b2o10bo19bo32bo5bo4b3o9b3obo19b2o13b3ob3o13b
2o36bo46b2o7b2o51bo62bo2bo8bo2bo22b2obo2bob2o12b2obo2bob2o122bob2o2b3o
5b3obobo181bo15bobo10bo2bobobobo187bo12b2ob2o4b3ob2obobo419bob2o9bo5bo
5bo3bo5bo5b5o16b2o$7b2o14b2ob2o20b2o20bobo14bo13bo14bobo6bobo12bobo5b
2o232bo48bobo36b2o50bo5bo62b3o93b2o298bo14bo207bo2b2o11b4o3bo5bo3b4o
149bobob5o12bo2bo4bo2b3o5bobobo48b2o9bobo8b2o204bobo16b2o11bobo20b2o9b
o5bo3bo3bo8b3o22bo13bobobobo13bo38b3o46b5o50b5ob6o56b2o10b2o27b2o20b2o
127bo2bobo11bobo7b2o172bo16b2o11bo6bo185b3o2b2o17bo4bo2b2o418b2o12bo5b
2o4b2o2b2o4b2o4b2o3b2o15bobo$71b2o14b2o12b2o14b2o6b2o13b2o290bo90bo3bo
53b3o61b3o38b2o315b3o201b2obobo2bo9bo7bo5bo7bo148bo2bo5bo11bobo5bo2b3o
b4o2bobo14bobo43b2o2b3o209bo16bobo12bo2bo18bo2bo8bo5bo2bo5bo32bob2o10b
3ob3o10b2obo24b2o5b2o6b3o17b2o5b2o14b15o44bo2b2obobo4bo7b2o240bobo8b5o
b3o5bo6b2o196b3o115b2o5b2o4bobo22b2o5b2o27b2obobo18b4o2b4o180bo237bo
13b2o4bo5bo3bo5bo6b5o11b2o6bo11bobo$163b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o146b2o55b3o108b3o50bo24b3o289bo195bo4b2o2b2o4bo10b2o2b2ob2ob2ob
2o2b2o149b2o3b5o13b2o8bo3bo2bobobo15bo2bo46b3o208b2o16b2o11b3o3bo17bob
obo8bo3bo3bo5bo33bo2bo25bo2bo24bobo5bobo5b3o13bo2bobo5bobo12bo6b3o6bo
42b2o11b2o6bobo241bo9bo4bo3bo5b3o3b2o185b3o8b2obo114b2o5b2o10b3o16b2o
5b2o26bobob2o20bo2bobo2bo180b3o236bo10b2o7bo5bo3bo5bo6b3o8b2obo2bo2bo
2bo10bo2bo4bo$163b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o147bo166bobo9bo
64bo3bo485bo2bobob2o15b2obo3bo5bo3bob2o155bo24bo2bo5b2o16bo2b2o47bobo
36bo5bo21bo146bo24bo4b3obo17bob3o8b3o4bo5bo35b2o25b2o42b3o11b3o25bo2b
4obob4o2bo43b2ob3o10b2o2bo256bobo2b2o7bo189bo2bo10bo3b2o129bo2bo49b2o
2b3o20b4o2b4o154b2o23bobo15b2o218b2o11bo6b2o4b2o2b2o4b2o7bo9b2o2b2o6bo
9b2o5b2o$465b3o113bo14b2o36bo2bo9b2o62bo5bo318b2o19b2o107b2o35b2o2bo
19b3o3bo5bo3b3o181bobo3bo3bo45b2o2bo18bobo36bo5bo21b2o64bo79bobo23bob
2o5bo19b3o16bo3bo35b2o27b2o42bo11bo27b2obo3b2ob2o3bob2o42b2o2b2o10bobo
bo256b2o202b2o2b2o146bo52bo23b2o2bo4bo154b2o25bo15b2o220b2obo6bo9b2obo
6b2obo28bobo8b2o3bo8b2o$465bo57bo57b3o12bobo31b2o3b2o9bo65bo3bo270bo
49bo19bo108bobo39bo4bo2bo213b2obo3bo2b2o41bo2bo19b2o17b2o16b4o3b4o18b
2obo62bobo29b6ob2o40bobo25bobob3o40b3o32b2o3bobo23bobo3b2o24b2ob2o21b
2o7b2ob2o13bo3b2o2bo3bo2b2o3bo43b2obo12bobo460bo2bobo124bo7bo11b3o52b
2o21bobob2ob3o420bob2o6b2o8bob2o6bob2o28b2o11b2o10b2o$163b2o2b2o4b2o4b
2ob2o15b2o20bo31bo21b2o5b2o20b2o5b2o209bobob2o56bo13bo30bobo17bo34b2o
27b3o271bo3bo45bobo15bobo110bo2b2o34bo5b2o16b2o2bobo2b2o185b2ob2obo2bo
3bo43bobo37bobo15b2o9b2o16bo2b3o60bo3bo28b6ob2o39b2ob2o25b2obo29b2o18b
2o26bo2bobobo23bobobo2bo25bobo32bobo14b3o6b3o6b3o44b4o11bob2o462bobo
123b3o5b3o31bobo32b2ob2o19bo2bobo148b2obo57b2o278bo8bo2bo$4b2o24b2o15b
o17bo17b2o18b2ob2o10bo27b2o16bo3bo5bo4b2ob2o14bobo18b5o6b2o20bo2bo19b
2o5b2o20b2o5b2o210b2obo2bo53b2o6b2o5b2o29bo15bo3bo35bo19bo281bo2bo2bo
44b2o15b2o33bo2b2o4b2o2bo48b2o13b2obobo58bobobobobobo188b3o2bob2obo10b
2o71bobo14b3o2b2ob2o2b3o14bobobo61bo3bo36b2o39bo3bo3b2o20b3o29bobo18bo
29b2ob2obo21bob2ob2o26b2ob2o30b2ob2o16b5o5b5o16b2o24b3o3b3o6bob2obobo
589bo9bo66bo2b2o18bo4bo149bob2o57bo42b2o7b2o201bo22b2o10bobo$5bo5b2o
16bo2bo13bobo14bo3bo15b2o18b2ob2o10b3o15b2o9bo15bo3bo5bo6bobo13b3o19bo
5bob2o2bobo16b2o5bo268bo2b2o60b2o36b2o20b2o33bobo3b3o9b2o285bo2bo95bo
3b3o2b3o3bo48bo16bo60b3obobob3o186bo3bo6bo10bobo36bo35b3o13b2o3b2ob2o
3b2o13bobobo61bo3bo30b2o5b2o40b3o22b2o2bo31bo21b3o28bo2bo2b2o15b2o2bo
2bo27b2o3b2o28b2o3b2o14bo4b2obob2o4bo15b2o24b4o11b2obobo2bo4b2o444b3o
3bo3bo2bo125b3o3b3o29b3o3b3o28bo17b2o221b3o40bo8bo203b2o20b2o$4bo3bo2b
o14bo3bobo14bo32bo40bo14bo8bo17b2o2b2o4b2o3bobobobo10bo3b4o14bob3o2bob
obobo2bo2b2o10bo8bo3b2o28b6o225bobo61bo5bo48b2o2b3o5bo32b2o2bo3bo9b2o
5b2o279bo97bo2b2o4b2o2bo49bobo11b4o41b2o4b2o12bo2bobo2bo187bo2b8o11bo
39b2o33b3o2b2o10b3obo3bob3o12b3o2bo61bo3bo31b2o5b2o37b3o2bo3b2obo13b3o
b2ob2o28b2o23bo28bobobo21bobobo25b2obo3bob2o24b2obo3bob2o12b2o2b3obob
3o2b2o42bob2o13bob3o2b5o4bo197b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o84b2o2bo13b2o150bo9bo45bo2bo221bo40bobo6bobo200b3o$3bob4o3bo2b2o7b7o
b2o28bo5bo11b7o14b7o2b2o8b2o16b2o3bobo23bob2o5bobobobo10bobo5bo13bobo
2bobo4bobobo2bo11bo8bo3b2o12bo7bo6bo6bo6bo7bo209b2o61b3o45bobo5b2o5bo
4b2obo32bo5bo16bo402bo38b2o11bo3b2o39b2o4bobo13bo3bo195bo14b2o34b3obo
30b2o8bobo10b2o7b2o14bob2o33b2o4b2o22bobo7b2o4b2o17b2o5b2o36bo4bob3obo
bo12bo4bob2obo79b2obobo23bobob2o24b2o5b2o26b2o5b2o21bo24bo25b2o2b2o11b
2o2b2ob2ob2o2b4o132bo2bo60b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
84bo3bo2bo9bobo116bobo31b3o5b3o45b2obo212b2o49b2o7b2o200b2o$3bo5b3obo
2bo6bo8bo12b5o10b3ob3ob3o16bo12bo2bo4bo2bo51b2o4b2obo5b2o3b2o11b2ob5o
10b2obo4bobo6bob2obo12bob2ob3o17b3o5b3o4bo8bo4b3o5b3o270b5o44b2o13bo3b
o3bo32bo5bo13b3o6b2o393b3o52b3o2bo38b2o3bo2bo207bobob2ob2o52bo29bo11b
2o11b3o3b3o16b2o34bo2bobobo23bo8bobobo2bo17b2o42bobobob2ob3o2b3o6b2o3b
3obo4b3o34b2o41bo2bo27bo2bo113bobo24b3ob2o15b2obob2o3b2o2bo130bo4bo
323b3o152bo7bo263bo261bo$2obo2b2o5bobo7bob2o5bo11bo2bo2bo8bo3b2ob2o3bo
10b3ob2o9bo2b2o3b2obobo14bo13bobobo20bo8b2o39bobo3bobobo4bobobo2b2o15b
2o19bo9bo5bo6bo5bo9bo320bo13bobo5bo32bo5bo13bo8b2o324bo5bo61bo6b3o48bo
b2o39bo4b2o206b3obo2bobobo18bo27bo34bo2bo23b2ob2o19bo31b2obob2obo36bob
2obob2o14b2ob6o36bo5bobo3bo3bo5bo6b2obobo4bo33b3o7b2o33b2o27b2o110b2o
2bo2bo16b2o11b2o14bo4bo3bo4bo40b3o87bo5bo312bobo7b2o375b2o47bo261bobo$
bobo5b2o2bob2o7bobo5bobo8bob2ob2obo7bob3obob4o10bo5bob2o6b3o2bo6bo12b
4o37bo10bo21b8o13b4ob3obo2bobo3bo2bo36b3o3b3o7b6o7b3o3b3o285bo91bo3bo
348b3o3b3o41bo6bo11b2o5b3o26bo21bo41bobo3bo199b2o5bo4bobo3bo19b3o27bob
2o21bo8bo7b2o15bobobobo50bob2o2bobo3bo28bo3bobo2b2obo14b2ob6o37b2ob2o
3b2obo2bo7b3o6bo3b3o34b2obo5b3o174b2obo20bo4bobob2o2bo15bo2b2o3b2obob
2o40b3o90b2ob2o57b2o8b2o4b2obo30b2o178bo20bo2bobo10b2o238b2o131bobo47b
2o171b3o87b2o$o2bob3o5bo12bo5b2obo7bobo3bobo8bo20b2ob3o2bo10b2o3b4o13b
o18bobobo17b2o8bo22bo5bobo16bo2bobob2o6b2o15b2o342b2o92b3o349bo2bobo2b
o40bobo4bobo18bo27b3o18b2o34b2o5bobo12b2obo3bob2o180b2o5b2o3b2o27bo24b
ob2o18b4o3bo7bo6bobo15bo3bo55bobobo3bo28bo3bobobo65bobo5bobobo10bo6bob
obo38bobo3bob2o43b2o7b2o36b2o5b2o26b2o5b2o44b2o19b6ob5o17b4o2b2ob2ob2o
2b2o36b3o87bo7bo57bo9bo4bob2o8b2o20b2o62b4o83b2o26b3o19b2o2b2o9b3o112b
2o5b2o29b2o5b2o79bo132bo115b2o105bo2bo100bobo$2o2bo3b4obo12bo8bo6b2obo
3bob2o9bobobob2obo6b2obo7bo9bo73b2o22b4o3bo14bobob2obobo2b5o13bob2ob3o
21bobo26bobo287bobo7bo39b2o35b2o359b2ob2o41b3o6b3o17bo30bo53bobo3b3o
12b2obobobobob2o219bo25b2o23bo3bo7bo8bo75bo5bobo28bobo5bo65bobo5bo2bo
19bobo38bo2bo2bobo46bo7bo37b2o5b2o8b2o6b2o8b2o5b2o72bo22bo4b5o2b3obo
39b3o84bobob3o2bo55bo9bo9b2o2b4o4b2o79bo4bob2o79bo26bo3bo18bo2bo5b2o
119b2o5b2o29b2o5b2o42b2o33bobo131b2o26b2o51bob2o32bobo104bo2bo100b2o$
5bo2bo3bo12b2ob7o7bo2bobobo2bo8b2ob3obob2o7bo2b7o11b9o17b2o11bobo3b2o
16b2o36b3o15b2o2bo2bo2b2o4bo12bo8bo3b2o344b3o10bo7bo18b2o35b2o341b6o
29b6o24bobo4bobo18bo23b2o4b2o8b2o45bo18bo2bobobobo2bo219bo2bo8b2o9b2o
30bo16b2o71b2obob2ob2obo28bob2ob2obob2o63bo7b2o21bo40b2o3bo2bo42b3o9b
3o50b2o8b2o83b6o15b3o9b2o4bo2bobob2o36b3o85b2obob3o56b2o8b2o8bo3b3ob2o
2b2o7b2o70bo4bo3bo76bobo27b3o20b3o5bobo206bo2bo32b2o160bo46b2o3bo2b2o
2b3o12b2o13bo108b2o80b2obob2o14bo$4b2o5bo14bobo3bo11bo5bo11bobo2bo11bo
28bo17bo12bo8bo15bo34bobo21bo2bo3bob3o13bo8bo3b2o347bo7b3o5b2o398bo6bo
27bo6bo24bo6bo18bobo23bo13bo2bo44b2o5bo12b2obo3bob2o223bo9bo8bobo27bo
66bo25bobobo6b2o26b2o6bobobo141b2o43bo13bo97b2o45bo6bo5b3o6bobo16bobob
2obo36b3o170bo7bo11bobo5bob2o63b2o4bo59b2o2b2o11b2o61bo3b2o201b2ob2o
13bo173b2obo3b3o43b2o3bo6b2o13b2o$11b2o13bo2bo15b5o12bo2b2o13b3o2b2o
15b4o21b3o7bo9b2o14bo9b2o24b2o23b2o4bobo16b2o5bo323bo11bo16b2o6bo9b2o
396bo8bo25bo8bo75bobo12bobo35b2o5b2o5b2obo7b2o2b3o5b3o2b2o217bo2b3o5bo
9bo30b2o5b5ob2o50bo30bob2o3b2o16bo9b2o3b2obo301bo2bo4b2o38b2o2b4o5bobo
6b3o15b2obo129b2obob3o56b2o8b2o8b2o20bo6bobo61b2o4bo2bo5b2o52b2o3bo61b
2o11b2o2b2o203bo13b2ob2o171b2ob4o2bo48b2o3b3o220bo5bo6bo$27b2o18bo13b
2o19bo2b2o15bo2bo23bo7b2o24b2o8b2o56bo20bo2bo19b2o5b2o20b2o5b2o266bobo
9bobo23b2o407bo6bo27bo6bo38b3o36b2o12b3o36bo4bo2b6o2b3o4b2ob2o11b2ob2o
217bob4o3b2o8b2o35b3o2b2obobob2o32b3o10b3o26b2o2b2o4b2o15bobo8b2o4b2o
2b2o45bo206b2o8b2o33b2ob2o48bo8b3o25bobo128bobob3o2bo56bo9bo4b2obo30bo
61bo2bo3bo2bo5b2o57bobo5b3o50bobo201b2o32bo2bo177bo53bo3bo235b2o$253bo
21b2o5b2o20b2o5b2o266bobo2b5o2bobo10b2o421b6o29b6o38bo3bo8bobo30b3o12b
2o29bo3bo2bobo5bo4bo3bo2b2o2bo5bo2b2o2bo272bo7b2obobobo30bo3bo11b3o23b
o10b2o9bo4bo3bo7b2o10bo23bo18b3o190b2o5b2o8b2o6b2o8b2o5b2o19bo51bo35bo
bobo35bo90bo7bo56bo9bo5bob2o30b2o60bo2bo4b2o66b2o5bo2bo49bo202bobo33b
2o172b2ob3o68bo5bo112b3o91b2ob2o7b2o$578b2obobobobobobob2o8b2o6bo22bo
410b2ob2o55bo5bo8bo31bobo12bobo27bob7o2bobo2bob3o5b2obobobo3bobobob2o
219bobo2bo49b2obo2b2o2bo3bo30b2ob2o11bo2bo3b2o17bobo2b2o4b3o7bobo3bo3b
o6b3o4b2o2bobo13b2o7bobo16bo193b2o5b2o26b2o5b2o64b2o4b2o35bo2b2o34bobo
4b4o84b2ob2o57b2o8b2o2b2o27bo6b2o60bo4b2o62b3o9b2o2b2o23bo24b2o202bo
208bo2b2o56bo3bo9bo5bo111bo2bo93bo$331b2o12b2o44b2o12b2o39bo132bo2b2ob
obob2o2bo11bo4bob2o18b5o406bo2bobo2bo53bo5bo8bo31bo2bo13bo27bobo6bobo
3bo2bo6bo2bo3bo5bo3bo2bo220bo11b2o40bob2o3bo5b2o16b2o4b2o22b2o4b2o16b
2o2bo3bo3b3o6bo3bo2bo3bo6b3o3bo3bo2b2o12b2o6b2ob2o15b2o299bobo39bobo
39bo4b2o3bo80bo5bo72bo28bo6b2o60bo3bo4bo19bo39b2o10bobo2bo22bobo226b2o
208b2o57b2o3b3o37b2o87bo$331bobo4b2o4bobo44bobo4b2o4bobo38bobo3b2o126b
o4b2ob2o4bo16bo2bo6bobo8bo5bo38b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o203b3o3b3o53bo5bo8bo32b2o8b2o4b2o25b2o4b2ob2obobobobo8b2o15b2o223b3o
7bo41bobobo2bob4o2bo15b2o3bo2bo11b2ob2o30bobo2b2o4b3o6bo3bo3bobo7b3o4b
2o2bobo338b2o2bo35b2o4b2o44bo5bo80bo4bo59b2o8b2o3bo12bo84b2obo4bo17b3o
42b2o7bobo24b2obo490b2o3bo6b2o3b2o11b2o18b2o87b3o15b3o$333bo3bo2bo3bo
48bo3bo2bo3bo39bo2bo3bo128b3o7b3o18b3o6b2o10b3o2bo38b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o30b2o84b2o86bo5bo49b2o4bo3bo2b2o4b3o41bo33bob
2ob2o4b2obobo262b3o39b2ob3o7bo22b3o11bo3bo30bo10b2o7bo3bo4bo9b2o10bo
292b2o44bobobo35bo50bo2b2obo82bo2bo61bo9bo2b2o11bobo87b4o17bo44b3o35bo
bo490b2o3bo2b2o2b3o144bo108bo$7b2o18bo17bo16b2o21b2o4b2o16b2o14bo2bo
15bob2o185b2o3b2o3b2o48b2o3b2o3b2o39bobob2obo130bob2ob2obo30bo13bob2o
232bo2bo80bobo141bobo5b3o3bobo3b3o22b2o18b3o28bo2bo3b2o2b2o3bo11b2o15b
2o236bo41bo3b7o25b3o10b3o32b2o2b2o4b2o8bobo15b2o4b2o2b2o13b2o15b2ob2o
6b2o193b2o5b2o26b2o5b2o15bob2o42bobo25b3o8bo50b3o149bo9bo5b2obo7b2o14b
o94b2o42bobo9bo2bo3bo3b3o14bo258bob2o235bob2o11bo5bo128bo2bo106b3o$2b
2obo2bo18bo16bobo15b2o21bobo2bobo16b2o33b2obo187bo6bo52bo6bo42b2o3bo
132bobobobo44b2o3bo228b3o3b3o78bo143bo15bo28bo21bo28b2obo2bobo2bob2obo
10bo2bo3bo5bo3bo2bo277bobobo32bo49bob2o3b2o9bo16b2o3b2obo17bo16bobo7b
2o192b2obo3bob2o24b2obo3bob2o10bo2bo2b2o42bob2o15b3o6bobo5b4o2b2o36bo
74b2o85b2o8b2o4bob2o22b2o138b2o13bo2b2o279bo2bo250bo5bo46b2o80b3o77b2o
15bobo9bo$2b2ob2obob2o32bobo40bo2bo33bo4bo20bo182b3o6b3o48b3o6b3o43bo
175bo8bo2bobo39b2obo6b2obo72bo22b2o29bo6bo30b2o9bo3b3o3bo76b2o142b2o
15b2o24b2obo53bobobobobobobo12b2obobobo3bobobob2o277b2ob2o3b2o27bo46bo
bobo6b2o26b2o6bobobo10b3o18bo204b2o3b2o28b2o3b2o12bobo42bob2obobo16bob
o6b3o5bo6bo28bo6bobo74bo126bo2bo45bo11bo91bo2bo3bo281b2o17bo275b2o6b2o
b2o14b2o143b2o16b2o9b2o$8bob2o13bobobo13b2ob2o38bo4bo15b6o9b3ob2ob3o
10b9o181bo12bo46bo12bo39b5o155b2o16b2o8b4ob2o38bob2o6bob2o70b3o22bo28b
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284b2o74b2obob2ob2obo28bob2ob2obob2o10bo177bo48b2ob2o30b2ob2o14bo24bo
18b2obobo2bo4b2o9b3o15b6o28bobo6b2o74bobo17b2o105bobo46b3o7b3o20b2o
348bo4bo18b2o2bo276b2o6bo2bo15b2o161bo$7obo14b9o12bobo15b3o2b2o17bo4bo
15bo5bo7bo3bo2bo3bo8bo9b2o26bo37b2o20bo27bo32bo29bo2b2ob6ob2o2bo27b2ob
2o10bo2b2ob6ob2o2bo37bo159b2o15b3o8bo48b2o8b2o30bo3bo32bo17bob2ob2obo
5b2o22bobo2bo31b3o3b3o8b2obo79b4o80b2o15b2o85b2o3bo11b2o36b2o4bobobo
14b2ob2o11b2ob2o363bo5bobo28bobo5bo66b2ob2o10b2ob2o53bo18bo31bobo7bo
40bobo32bobo32b2o2b3obob3o2b2o13bob3o2b5o4bo22bo32bo3bo5b2o75b2o17b2o
106b2o49bo5bo29b2o62bobo276bobo2bo19b2ob2o284bo2bo$o4bob2ob2o10bo9bo9b
3ob3o9b2obo6bo17bo4bo16b2obobo8b4o2b4o8bo2bo3b3o2bo26bo36bobo20b3o25b
3o23b2o5b3o27b2obobo6bobob2o28bobo11b2obobo6bobob2o38b2o175b2o8b4ob2o
42bo9bo8bo3bo17bobobobo31b2o16b2obobobo6bo23bo4b2o29bo3b3o3bo2bob2obob
o75b3o2bo2bo79bobo15bobo53b2o31b4o11bobo41bo3bo15b2o2b3o5b3o2b2o341bo
3bo18bobobo3bo28bo3bobobo66bo3bo10bo3bo10bo41bobo10bo4b3o31bobo5b3o39b
2ob2o21b2o7b2ob2o14b2o15bo4b2obob2o4bo13b2o2b2ob2ob2o2b4o17b5ob6o26bo
3bo5b2o122b2o84b2o41b2o5b2o10bo5b3o8bo3bo60bobo2bo271b3ob2obobo21b2o
65b2o217b2o71b2o$2bobo3bobo10bob2o5b2obo10bobo9bo2bobo4bobob2o7b2o7b2o
18bo2b2o28b2obo5b2o62b3o25bo2b2o17bo5bo15b2o6b3o6bo27bobo10bobo3bo2b2o
20bo4bobo8bobo10bobo6b2ob2o23bo2bobob4o167b2o3bo8bo2bobo44bo9bo6bobobo
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2o3b2o18b2obo3bob2o344bobobobo13bob2o2bobo3bo28bo3bobo2b2obo63b3o12b3o
10b2o40bo3bo8bobo2bo32b2o2b2o3bo56bo11bo27b2o16b5o5b5o18b2obob2o3b2o2b
o15bo2b2obobo4bo26bo3bo5b2o125bo80bobo60bo4bo3bo72b2o2b2o270bo4bo2b2o
23bo66bo162b2o126bo2bo$b2ob2obo4bo7bo2bob2ob2obo2bo9bobo9b2obobo4bobo
2bo7bo2b3o18b2o3b2o12b2obo2bob2o11bo3b2o64bo3bo19b4obo3bo12b2o3b7o3b2o
10bo5bo4bo4b2o27bo6b2o6bo2bobo2bo21b4o2bo8bo6b2o6bo7bobo24b4obob3obo
153bobo5bo3bobo13b2o3bo42b2o8b2o7b2ob2o52b3o32b2o33b2o27b2obo12b3o7bo
63bo5bo3b3o76b2o19b2o54bo28bobob2o13b2o63bo2bobobobo2bo324bo19b2ob2o
14b2obob2obo36bob2obob2o90b2o40bo3bo8bo2b4ob2o28bo2b2o3bo2bo54b3o11b3o
39b3o6b3o6b3o15bo4bo3bo4bo14b2o11b2o27bo3bo3b2o121b2o2bobo80bo61bo3bo
5bo7bo2bo46b2o3bo10bo2bo270b4o2b4o20b3o2b2o60b3o146b2o14b2ob2o51b2o71b
o2bo$4bob7o7b2o4bobo4b2o7b3ob3o10bo6bob2o10b2o8bo12bob3o14bo8bo9b2obo
5b2o36b2o23b2ob2o18bo2bobob3o14bo6bo6bo12b3obob4o35b2o10b2o3bobobo27b
2o9b2o10b2o4bobo4bo28b3o3bo153bo3bo3bo3bo16bob2o39b2obo6b2obo29b3o5b3o
25bo3bo66b2o2bo19bob2obobo12bo3bo5bobo62bo5bo5bo153b2o27b2o2bo79b2obob
obobob2o324b2o16b3o3b3o15bo2bobobo8bo23bobobo2bo92bo41bo3bo10b2o4bobo
28b3o2b5obo38bobo5bobo5b3o13bo2bobo5bobo26bo3b2o2bo3bo2b2o3bo15bo2b2o
3b2obob2o15b2ob3o36bobo4bo7b3o111bo2b3obobo55b2o87bo5bo9bo51bob2o8b3o
272bo2bobo2bo20b2obobo60bo3b3o143b2o15bo2bo29b3o18bo2bo71b3o$b2obo39bo
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46b2o3bo18bob3o5b3obo14bobo56b2obob2o23bo31bo2b4o26b3o4bobob2o143b2o5b
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7bo7bo4bo18b2ob2o14bo5bo5bo34bo12bo15bo5bo14bo22bo154bobo78b2obo3bob2o
324b2obo14b2o7b2o14b2o4b2o7bobo22b2o4b2o33b6ob2o24b3o12b3o7bob4o36bo3b
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b2o2b2o11b2o2b2o37bo13bobo13b2o97b6o2bo55b2o87bo5bo62b3o283b4o2b4o18bo
bob2o60bobobo2bo160bo2bo29bo20bo2bo15b2o160b2o$b2obob2ob2o12bo2bobo2bo
11b2ob2o37bo2bobo9b2obo21bo2bo11b2o9bo12bo17bo4b2o52bobob3o10b2obo3bo
3bo3bob2o13b2o2b3o51bo2bobo2bo20bobo4b2o24b2o31bo2bobobob2obo143b2o2b
3o5bo19bo5bo44b2o2b2o9bo4bobo4bo9bo5bobo5bo22bo5bo4b2o8bo9b3o2bobo24bo
bo6bo4bo37bo5bo37b2o2bo10bo2b2o13bo3bo13b3o22b3o153b2o412bo2b3o12b3obo
3bob3o27bo3bo62b6ob2o23bo3bo10bo3bo5bobo4bo36bobo12b3obob2o31bobob2o7b
2o48b3o56bo2b4obob4o2bo19bo4b5o2b3obo13b2obo51b3o13b2o63b3o32b2ob2o58b
2o88bo3bo59bo6bo11b2o14bo254b2o2bo4bo17b2o2b3o60bobob2o163b2o29b3o19b
2ob2o14b2o31b3o126bo$4bo2bob2o12bo2bobo2bo12bobo33b2o5bobo13bob2o14b4o
b2ob4o9b9o13bobo15b2o7b2o49bo2bo2bo8bobobob3o3b3obobo14b2o2b3o7b3o43b
2ob4o20b2o5b2o28bo31bo4bo156b2o22b5o45bo3bo9bo5bobo5bo9bo4bobo4bo14bo
8bo5bo3bo2bo7b3o7bobo3bo11b2ob2o9bobo6bo42bo5bo30bo6b3o14b3o6bo7b3o13b
o7b2o10b2o7bo565bobobo13b2o3b2ob2o3b2o25bo3bo70b2o24b4o10b4o5b2obob2ob
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13b3o49b2o19bo3bo28bo2b6o58bo89b3o59bobobobo2bo10bobo13bo253bobob2ob3o
4b2ob2o12bo62b2obobo219b2o48bo2bo126b3o$4b2o18b2o3b2o13bobo17b2o13bo2b
3o3bo14bo2bo14bo2bo4bo2bo9bo22b2o7b2o15bobo16b3o5b3o22b2o2b2o8bobo15bo
12bobo3b3o6bo3bo38b2obo3bo53b2o4bobo31b3o3b2o148bo3bo26bo48bo3bo9bo4bo
bo4bo10b2o3bobo3b2o24bo3bo3bobobo10bo6bobo4b3o8b2obobo7bo2bo7bobob2o
14bo17b2o3bo3bo6b2o23bo13bo4bo13bo23b2o26b2o564bobobo14b3o2b2ob2o2b3o
24bo3bo64b2o5b2o25bo14bo5b2o2bob2obob2o47bobo3b4o42bobobo44bobobob2o
54b15o32bobob2obo6b3o3b3o42b2o13bobo13bo39bo16b2ob2o28bobob3o2bo56bobo
6bo144b2obob3o13bo13bo255bo2bobo4b3obob3o10b2o60bo3bo166b2o103bo2bo
128bo$45bo18b2o13b2o23b2o39b4o20b2o4bo17bo15bo3bo3bo3bo14b2o18b2ob2o
13b2ob2o8bobob2ob3o5bo5bo36b5ob2ob2obo25b4o20b2o5b2o33bobobo2bo150bo
74b2o2b2o9b2o3bobo3b2o2b3o30b3obo8b3o3b3obo10bobo14bo14bo6bobo9b2ob2o
14b3o16bo4b3o7bo23b3o7b2ob2obo2bob2ob2o7b3o30bo12bo570b3o2bo16b2o9b2o
24bo3bo65b2o5b2o30b6o14bo4bobo47b2obobobo35bo10bo2bo44bob2ob3o59b5o36b
2obo11b4o62b3o7bo4bobo33b2o2bobo50bobo2b2o56b2obo5bobo11bo58b3o91b2o
267bo4bo4bo4bo4bo10b2ob2o56bo4bo164bo2bo104b2o$125bo2bo16bo2bo19bobo5b
3ob2o11b2o13bo5bobo5bo13bo2bob2o16bo15bobo9bobob2ob3o6bo3bo3b2o5bo21b
3o6b2obobob2o24bo4bo8b3o51b3o2b2o147bo73b2obo6b2obo19bo3bo6b3o3b3o13bo
b2o16b3o12b2o25bo4bo6bobo31bo7b3o4bo16b3o28b5obobo2bobob5o42bo4bo575bo
b2o18b4o3b4o26bobo66b2o5b2o27b2o8b2o12b4obo48bo2bobob4o32bo14bo6bo37bo
4b2o56b2o7b2o34bobo12bob2o70b2o3bo3bo31bo2b3obobo28b2ob2o16bo71b2o7b2o
2b2ob3o52bo3bo69b2obob3o293b4ob5o10bo2b2o56bo152b2o15bo2bo6b2o$168b2o
39bo3bo3bo3bo15b3obobo15bobob3o3b3obobobo10bobo3b3o7b3o2bo2bo4bo22bobo
39bo4bo6b2o2bo7b4o29bo165b2o71bob2o6bob2o7b3o3b3o3b5o28b2obo58bo4bo7bo
7b3o21b2o6bo3bo3b2o17bo28b3obo3bo2bo3bob3o35b3obo3bo2bo3bob3o569b2o21b
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10b2o2b2o67b2o5bo3bo31b6o2bo28bo3bo19b2o76b2o4b4o51bo5bo67bobobobo2bo
15bo23bo255bobo4b2o7bo61bo3bo148b2o14b2ob2o6b2o$204b2o4b3o5b3o4b2o14bo
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6bo4bo27bob2ob2o160bo136bob3o5b2o25b2o26bo2b2o46bo5bo57bo4bo42b5obobo
2bobob5o378b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o28bo21bo5bo97b2ob
6o28bo8bo15b2o36b3o12bobobobo56b2obo33b3o60bobo3b3o3bobo32bo2b2o10b3ob
2o68b2o5bo3bo31b2ob2o32b3o80b2o20b2o45bo9bo5bo68bo6bo16b3o8b3o8b3o252b
2obobo3bo2bo63bo5b2ob3o163b2o46bo5bo69b2o$203bobo19bobo11b3obobo2bo11b
ob3o5b3obo15b2o2b3o18b2obobo2bo21b5ob2ob2obo36b3o8bo4bo27bo5b2o306b2o
25bo8bo21b2o46bo5bo53bo12bo30b3o7b2ob2obo2bob2ob2o7b3o197b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o9b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
154b2ob6o52b2o36bo3bo11bobobo3bo19bo33bo2b3o32bo62b2o4b3o4b2o30bobo6b
2o11b2o68b2o5bo3bo27bo2b6o114b2o66bo2bo7bo5bo3bo68b3o20bo8bo8bo255b2ob
2ob2obob2o49b2o12b2o5bo4bo210bo5bo11b2obo27b3o24b2o$178bo24bo9b2ob2o9b
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2obo2bo2bo5b3o19bo128b3o138bo35bo6bobobob2o57bo5bo5bo14b2ob2o26b2o26b
2o23bo13bo4bo13bo198b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o368b2o
18bo36bo5bo10bobobobo34b3o17bobobo103b3o36b2o7bo4bobob2o2bo69b2o6bobo
28bobob3o2bo193bo3bo4bo67bob2o19b2o17b2o263bobo51bo10b3obo4bob3o224b3o
2b2o2bo3b2o20bo2bo$178bo23b2o10bobo10b2o9b2o2bo16b2o3b7o3b2o11b3obob4o
13bo2bobob2o31b2ob4o20bobo4b2o50bo3b3o3bo4bo3bo7b3o7bob2ob2o299b2o5bob
2ob2obo21b2o4bo28bobo5bo3bo12bobob2obo26bo7b2o10b2o7bo13b3o7bo6b3o14b
3o6bo787bo5bo9bo4bob2o18b3obo8b2o2bo16bobobo105bo47b6ob5o70bobo6bo31bo
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5b2o209b2o11b2o3b2o6bo3b2o20bo$10bo80b2o11b2o12bo2bo24b2ob2o61bobobobo
24b3o18bo5bo15bo5bo4bo13b2o2bo32bo2bobo2bo21bo28b2o5b2o20bo9bo3bo5bo5b
o3bo6bo5b2o305bo30bo2bobo29bo7b3o12bob2o32b3o22b3o13bo3bo13b2o2bo10bo
2b2o380bob2o6b2obo6b2obo13bob2o31bo28bo38bo273bo5bo9b2obo2bo19bob2o10b
o2b2o14b3o2bo161bo75bo40bo189b2o29bo5bo75bobo3b3o3bobo263bo3b3o51b2o7b
o4b3o233b3o3b2o25b3o15b3o$9bobo36b2o41b2o12bo12b6o23bobobo60b2o3b2o26b
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5bo4b2obo2bo2bo303b2o27b3o4bobo41b2ob2o3b3o3bob2o30bo22bo14bo5bo15bo
12bo210bob2o6b2obo93bo65b2obo6bob2o6bob2o13b2obo31b3o24b3o38b3o6b2o
264bo3bo11bob2obo19b2obo10b3o17bob2o157b6o63b3o53b2o191b2o20b3o7b3o72b
o13bo263bob2o71bo217bo5bo9bo3bo47bo$2bo4b3obo5bo31bo3bo2bo6bo5b2o34bob
2o15bo22bo2b2o115bo25b2o20bo5b2o9b2o10b2o3bobobo22b4o2bo31bo21bo2bo2bo
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45b2obo6bob2o4b2ob2o20bo17b2ob2o41b3o26bobo32b2o8b2o4b2o59bo22bo44bo4b
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11bo72b2ob2o5b2ob2o267bo69b3o2b2ob2o209bo5bo58bo2bo$bobo2bo4b2o3bobo
30bob3o2b3o3bobo4bo34b2obo7b2o3b4obo18bob2o183bo6b2o6bo2bobo2bo20bo4bo
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186b2o5b3o41b2o8b2o4b2o2bo24bo8bo12bo44bo25b2obo32bo8bo5bo6b3o13b3o26b
2o6b2o22b2o6b2o34b2o5bo213bo2b2o64b2o58bo4bo152b2o2b4o58bo5bo82b2o17bo
bo251bo3bobo3bo261b2obobob2o61bo7b2o2bo230bo3bo44b3o$bobo2bob2o7bo32bo
3b2o3bobo2bo6bo19b2o12bobo8bo2bo5bo17bo4b4o179bobo10bobo3bo2b2o21bobo
7bo6b2o6bo8bo2b4o21b2ob2obo7b3o7bo3bo4bo3b3o3bo377b3o3bob2o6bo2bo69bo
3bo3bo188bo8bo41bo8bo5bo4b2o2bo19bo8bo7bo2b2o44b2o18b2o3b2o3bo31bo10bo
5bo4bo2bo13bo2bo26bo38bo256b2o2bo38b2o48bo4bo192bo61bo3b2o4bo99bo127b
2o122b3o5b3o261bob2ob2o47b2o14b3o2bo7bobo2bo223b3o3b2o$2ob2obobob2obo
4b3o30b2o3bob2obob2ob2o2b2o6b2o6b2o2b2o11b3ob2o7bobob2o4b2o15bo4bo2bo
178b2obobo6bobob2o27b2ob2o6bobo10bobo8bobo4bo25bo19b3o5bo2bo2bob2o377b
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29bo8b3o66bo2bo3b2ob2o29b2o8b2o4b2o4b2o17b2o16b2o8bobo34bobo8b2o248b3o
34b2obo2bo12b3o37b2o32b3obo155bo61b4o4bobo98b2o127bo17b4o377bo3b3o44bo
15b2o2bo9bo4bo205b2o13b2o6bo3b2o$bo4bobobo2b2obob2o5b2o3b2o3b2o3b2o3b
2o6bob2o4bo4bo2bo9bo8bobo3b2o9bobo7b2obobo7bo13b2o186bo2b2ob6ob2o2bo
37b2obobo6bobob2o11bobo55b2o5bo379b3o3b3o79b4o76b2ob4ob2o49b2o2bo4bo2b
2o40bo3b4o16b2ob2obo24b2o8b2o4b2o4b3o7bo8b3o3b3o13b3o47b3o16bobob3obob
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156b2o70bo225b3o17bo4bob2o373bob2o2bo44bobo17bo8b2ob4o205b2o12b3o2b2o
2bo3b2o$bobobo5bobob2ob2obob2o3b2o3b2o3b2o3b2o3b2o5bobob2obobo2bob3o7b
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55b2ob2obo381bo2bo164bo4bo52bo2bob2obo2bo40bobo5bo17bobob2o26bob2o4bo
5bo4b2o2bo7b2o15b3o3b3o3bo2b2o27b2o16bo3bo14b2obo5bo2bobo29b2obo6bob2o
6b4o13b4o362bo2bob2o9bo5bo33bo2b3o14b2o2bo10b2obo303bo2bo147bo19bo4bo
3bo373bobo48b2o28bo228b2obo33b2o$2bo2b2obobob2ob2o6b2o3b2o3b2o3b2o3b2o
3b2ob4o2bobob2ob2o6bo7b2o3bobo8bo6b3obo8bobo8bobo14b4o185b3o6b3o42bo
12bo77bo385b2o83b2o188bob4o19bo2bo29b2obo5bo5bo2bo11bo12bo21bo26bo10b
2o4bo5bo16bo3bob2obo2bo32b2o2b2o4b2o4bo2bo13bo2bo144bo2bo45b2o165b2obo
4bo9bo5bo32bobobo16bo2b2o8bob3o303bo4bo169b2o4bo107b2o345bobo263bo2bo$
3b2o3bobo2bo5b2o4b2o3b2o3b2o3b2o3b2o3bo3b2o8b2o5b2o11b2o2b2o6b2o7bobo
9bo7bobob2o8b3o2b2o189bo6bo45b3o6b3o61b2o2b3o481bo93b2o95bo3bo20b3o33b
2o2b2o4b2o2b2ob2o20bo8bo8b2ob2o27bo9b2o4bo5bo14b2o9b4o33bo2bo5bo6bo5bo
5bo5bo36b2o18b2o33b2o51bo4bo44b2o117bo18b2o28bobobobo10bo5bo31bobobo
17b3o238b3o76bo5bo166b2o4bo2bo87bo3bo15bo342b2o3b2o263bo2bo$5b2obob2ob
ob2o2bo34bo28b2o19b2ob3o8b2o4b2obobo12bo190b2o3b2o3b2o45bo6bo63bo2bobo
bo222b2o46b2o56b2o148bobo91bo4bo95bo12b3o10b2o32bo2bo5bo28bo8bo37b3obo
b2o11bo5bo21b3obo35bo4bo5bo2b3o5b3o3b3o5b3o33b2o16b2obo34bo50bo5bo118b
2o42b2o46bo3bobobo11bo3bo30b3o2bo33bo225b3o75b2ob2o161b2o5bo2bo3bo2bo
86bobobobo15b3o326b3o10b2o269b3o$5bobo5bob2o4bo29b2obobo48bobo12bo5bo
2bo9bo2bo29b2o25b2o23bo44bo7bo27b2o26bo3bo2bo3bo43b2o3b2o3b2o63b2o3b3o
219bo2bo45bo52b2obo4bob2o20b2o121b2o91bo6bo93b3o11b3o7b3o2bo30bo4bo5bo
9b2o25bo4b2o30bo4bobobo11bo3bo14b2ob2obobobo2b3o32b2o2b2o4b2o2bo23bo
24bo10bo15b2o36bobo9b2o36b2ob2o121b2obo39b2o15bo8bo24bobobobo12b3o32bo
b2o260b3o74bo7bo158b2o5bo2bo4b2o85b2o2bobo2b2o15bo325bo3bo$13bo6b2o30b
o2b2o48bob2o11bob4o3b2o9bobo29bo26bo24b3o17b2o17bo5b3o3b2o28b2o24bobo
4b2o4bobo41bo3bo2bo3bo66bo4bo219bobo37bob2ob2obo5b2o18bo3bo22bo10bo16b
2o2b2o2b2o196b2o11bo8bo91bo13bo3bo6bo3b2o30b2o2b2o4b2o8bo2bo28bo2bo28b
o2bobo2bobo3bobo6b3o6b3o6bobo3bobo2bobo2bo27bob2o6b2obo53bo8b2o16b2obo
35b2o9bobo34bo7bo122bo37bo16b2o8b2o20bo2b2o2bobo48b2o7bobo254b3o70bo2b
3obobo165bo4b2o88b2ob2ob2ob2o8b2o134b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o33b2ob2o214b2o7b2o$12b2o36bobo30b2o19b2obo13bo15b2o24b2o4b2obo
23b2obo27bo13b2o2bo16bobo7bo4b2o52b2o12b2o39bobo4b2o4bobo60bob2obobobo
2bo214b2obo11b2o18b2o5b2obobobo6bo14bo2b2obobob2o2bo18b2o6b2o17b2o2bo
2bobo196bobo10bo8bo91b2o12b2ob2o8b2o28bob2o6b2obo9bo4bo26bo4bo28b3o2bo
bobob2ob2o14bo3bo11bobobo4bo28b2obo6bob2o62b2o18b2o39bo8bo14b2o17bo2b
3obobo58b2o59bo39bob4o12b2o8b2o20b4obobo2bo48bo6bo14bo242b3o71b3obob2o
166bo3bo4bo84bobo7bobo6b3o134b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
252bobo6bobo$50b2o31b2o22bo14b6o8bobo24bo2b2o3bo24bobo27b2o12bobobo17b
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bobo2bobo2bobob2o13b3o2b6o2b3o20b3o198bo11bo8bo89b2o2bo25bo28b2obo6bob
2o8bo6bo24bo6bo30bob3o21bo5bo11b2obob3o166bo6bobo13bobo18b3obob2o59b2o
60bob2o34bobo4bo14b6o26bobobob2o56bo2bo10bo87b2o153b3o246b2obo4bo85bo
2b2ob2o2bo6bobo2bo2b2o340bo205bo8bo$107b2o15bo2bo8b2o26b2o73bo2bob2o
14b3ob2o17bo19bo2bo158bo3b3o217b2o10b2obobo9bob2ob2obo20b2o11b2o3bobo
3bobo3b2o13bo2bo8bo2bo20b2o212bo6bo24b2o3bo2bo3b2o5b3o45bob2o24bo51bo
6bo24bo6bo27b4o9b2o14bo5bo4b2o9bo50bo23bo45bobo53b2o15bo76bo73b2o33b2o
bob2obo2b2o5bo14bo18b4o3bobo57bobobo97b2o227b3obob2o171b4o103b2o2b2o2b
2o338b3o205b2o7b2o$228b3o9b3o3bo12bo21bobo181bob3obob4o26b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o34bobobo10b2obobobo36b2o2bo5bo2b2o12b2obob
o10bobob2o232bo4bo25b5o4b5o5bobo44bo2bo25b2o51bo4bo26bo4bo28bo2bob2obo
3bo16bo5bo4b2o10bo49b3o19b3o16b2o26bo25b2o66b3obob2o48bobo5bo5b2o93b2o
2bob2obob2o5b4o10b4o17bo8bo13bo44bo2bo8bobo314bo2b3obobo263b2ob2o13b2o
132b2o4bob2o6bob2o33b2o154bo$164b2o31bo29bo3bo11b3o14b3ob2o7bo7b2o24bo
158b4obobo2bo26b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o25b3o8bo18bo4b
3o15b2o40bobobo12bobobo234b2o27b2o3bo2bo3b2o5b3o44b2o3bo7b2o68bo2bo28b
o2bo30bobo2bo5bob2o14bo3bo16b2o52bo17bo19b2o8bo17bo25bob2o16bo15b2o29b
o2b3obobo50bo3b2o5b2o97bo4bobo5bo3bo10bo3bo17b2obob3o13bobo44b2o7b2obo
bo314bo7bo259bo2bobobobo2bo144bo4b2obo6b2obo32bo2bo153b2o448b2o6b2o$
163bobobo3b2o14bo8bob2o26bo5bo7bo5b3o13bobo7bob2o27b3obo162b2o207bo2bo
8bo3bo6b2o35b3o2bobo42bo16bo335b2o7b2o69b2o30b2o32bobobob3obobo16b3o
70bo2bo13bo2bo17bo10bo17bo2bo24b2o15bobo13bobo6bo23bo7bo18b2o24bo2bo3b
o2bo62bo43b4obo7b3o12b3o21b2o15bo3bo49b2o3bobo316b2ob2o262bo3bo3bo3bo
143bo3b2o8b2o176b2o457bo6bo2bo4bo2bo$163bo3b2o2b2o14b3o4bo32bo3bo8bob
4o2bo23bo2bo28b2ob2o163bo210bo6bo5bo4b3o35bobo3bo41bo2bo14bo2bo17b3o
327b2o7b2o122b2ob2o3bo2bo89b4o13b4o18b2o26b3o23bob2o15b2o14bo8bo24b2ob
2o20b4o22b2o3bo67bobo2b2o42bo43bobo4b2o13bo3bo47bob5o2b3o64b4o246bo5bo
415b2o3bo9bo177bo458b2o4bo2bo4bo2bo$164b4o22bo3bo5bo3b2o11bo5b2o3b3o
10bobobo27b3o25bo166b5o32b2obo6bob2o15bo18b2o35b2o36bo55b2o4bo5bo4b3o
26b2o7bobo4b3o41bo7b3o4bo19bo3bo199b3o64b3o5b2o3bo2bo3b2o38b2o7bo3b2o
120bo3b2o3b2o18b2o107b2o52b2o33bobo9b2o21bo5bo16b2ob3o21bo5bobo12b2o
51bo2b3o3b2o35b2o44b2ob4o2bo13bo3bo46bo2bo3b2o2bo63bo4bo246bo4bo419bo
9bo33b2o2b2o136b3o458b2o5bo2bo4bo2bo$36b2o23bo20bo2bo2bo21b2o24b2o51bo
3bo7bo3bo11b3o3b2o19bo54b3o8bo2b2o154bo35bob2o6b2obo14bobo18bo14b2o19b
2o35bobo48bob2o6bobo5bo4b3o10bo9b3o2bo2bo15bo37bo3bo7bobo4bo3bo11b2o2b
o3bo2b2o198bo4bo2bo4bo2bo47bobo5b5o4b5o22b2o25bo2bo120bob2o25bo69b2o
17b2o108b2o9bobo21bo4bo15b3o3bo28bo14b2o8b2o19b2o22b3o3b2o34b2o10b3o
12b3o20bo2bobo15bo3bo46bo3b2o2b2o64bo3bobo246bo2bo416b2o2b2o8b2o32bo3b
2obob2o131bo468b2o6b2o$5bobo20b2o6b2o22bobo19b7o19b3obo53b2o4b2obo2bo
10b2o3bo5bo3bo15bo19b2o3b3o45b2ob2o11b2o3bo152bo3b2o36b2o8b2o11bobobo
17bobo12bobo55bobo10bo3b2o32bo2bo3bo5bo3bo6b2o10b3o7bobo3bobo53bo3bo7b
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10bo3bo10bo3bo16b3o4bo17bobo44b3o5bobo67bo3bobo666bo4bob2o6bob2o14b2o
9b2obo2b5obo2bo$4bob2o20b2o10bo19bobo44bo4bo16bo3bo6bo3bo21bo5b2ob4o
21bo4b3o11bobobo10b3o3b2o5bo45b2obo3b2o7b2o3bob2o148bob2obobo35bo10bo
11bo3bo18b2o14bo2b2o12b6o9b2o20b2o2b2o8bobobobo14b2o15bo3bob3o6b3o8bo
13bo6bobo4bo58bo14bo231bo2bo4bo2bo91bo25bo2b2o152bo67b3o13b3o27b2o9b2o
14b2o9b2o55b2o38bob2ob3obo17b2o49bo82b2ob2o10b2ob2o16bo25bo45bo7bobo
73bo665bo5b2obo6b2obo15bo9bo2bob5o2bob2o140b2ob2o$4bo5bo2bo2bo2bo2bo2b
o8b7o18b2obob2o16b7o17bob4o15b3o2bo8bo2b3o20bo27b2obo8bo8bo2b4obo8bo3b
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21bobo6b2o2bobobo16bo15bo11bo12bobobo10bobo68bo2bo14bo2bo18bo312b2o8b
2ob2o12b2o268bobo8b2o14b2o8bobo96b2o3b2o46bobo21b2o29bo168bo74bo6bo
658b2o8b2o8b2o13bob2o8b2obob2o3bo143bo3bo194b2o5b2o$2bobob26o2bo22bo2b
obobo16bo7bo16bo7b2o10bo3b3o3b2o3b3o3bo18b2o4b5o20bo18b3o5bo7bo5bo27bo
2bo26b2o2bo8b3o153b2o3bobo36b2o8b2o5bo2bobobo37bobo14b2ob2o16b2o14bo2b
3o4bobobobob2o6b3o4bobo18b3obo3bo13b2obobo9b2o15b3o4bo48bo16bo14bo11bo
304b2o3bo6bo3bo13bo221bob2o13b2obo28bo20b2o12bo70b2o49b2o27bo3bo19b2ob
o3b2o24bo239bo2bo6b2o13b2ob2o320b2o140b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o24bo9bo12b2obobo12b2o2b2o132b2o10b3o191b2o2b2o5b2o2b2o$bobob
o26bobob2o2b3o2b2o10b2o3bobobo10b2obob2o3b2obob2o10b2o4b2o2bo11bob2ob
5o2b5ob2obo23bo5bo41b3o11bo3bo28b2obo7bobo29bo161bo33b2obo8b2o4b2obob
2obo20b2o5b3o7bobobo11b3o3bo17bobo13bobo3bo5bobobo3bo4bo3bo3b2o19bo3bo
2bo17bobo32bobobob2o13b2o2bo5bo2b2o12bobobo12bobobo11bobo3b3o3bobo51b
2o37b2o30b2o20bo22bo135bo2b3o7b3o11b3o222b2obo13bob2o20b2o6b2o19bo12b
2o6b2o61b4o25b2o3b2o16b2o26bo3bo19bo2b3o2bob2o263b2o23bobo321bo141b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o13b2o8bo9bo10b2o4bobo145b2o3b2o
204b2o13b2o$bobobobo2b3o2b3o2b3o2b3o3b2obo3bobo2bo2bo13bob7o9bobobo5bo
bobo10bo5bo2bobo10b2obo6b4o6bob2o23b2o2b2o40bo3b3o9b3o22b2o7bo7b2ob3o
20b2ob2o198bob2o9bo4bo2bo2bobob3o2b2o12bo6bobo8bo3b2o9bo2b5o4b2o4b2o6b
o2b2o10bob3ob2o4b2o5bo3bo5bo20bo6b2obo17b2o10b2o20bob2ob2obo11b2o3bobo
3bobo3b2o10b2obobo10bobob2o11bob4o3b4obo48bo2bo38b2o30b2o18b3o22b3o
134b2o10b3o12bo264bo29b3o18bo60b3ob2o11b2o10bob2ob3obo30bo2bo7bo3bo19b
obobo5b3o260bo11b3o3bo8bo2bo113b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o42bobo89b3o227bo8b2o8b2o8bob3obobo7b2o8b2o127bobo$2obo5b2o3b2o3b2o3b
2o3b2obo4b2o2bobobo9b5o2bo6bo8bobo9bobo9bobo7bobob2o8bo2b5obo2bob5o2bo
19b2obobo23bobo20b2obo2bo32bobo21bo20bob3o195b2o12bo7bobo3b2obobo2bo9b
2obo6b3o9b3o2bo11bo7bo2bo2bo2bo4b2obobo12bo10bo5bo3bo5bo23b2o35bo8bo
12bo19b2obobo2bobo2bobob2o13bo2bo8bo2bo11b2obo13bob2o43b3o3b3o2b2o31b
3o28b3o17bo28bo135b3o20bo3bo263b3o28bo15b3o61bo3b3o10bo2bo9bobo5b3o28b
o2bo8bobo19bobobo31bo235b3o8b4obo2bobo10bob2o110b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o42b2o10bo79b3o226bo5bob2o6bob2o10bo5bo9bobo6bobo
129bo28b2o435bo$o2bobobo2b3o2b3o2b3o2b3o2b2ob3obo2bo2bob2o7bo6bo2b5o8b
2obo9bob2o8bobo2bo3bo2bobo9bo7b2o2b2o7bo19bob2o2bo21bob2o21bobobo12b2o
19bo17b2ob3o21bo199bo13b2o7bo3bo4b4o10bo2b3o9b3o6bob2o9bobob2o4bo2bo2b
o2bo7bo14bo10bo5bo3bo5bo25bo35bo6bobobob2o5b2o21bo2b2obobob2o2bo15b3o
2b6o2b3o11b2ob2o2b2o3b2o2b2ob2o42bo3b3o3bo2bo28bo9b2o16b2o9bo14b2o26b
2o17b2o3bo2bo3b2o104bo2bo19b4obo264bo44bo35bo5b2o18b3o5bobo9bo2bo10b3o
3bo17b2o9b2ob2ob2o26b3o2bo21b3o8bo8bo7bo217bo3b2o5b3ob2o2b2ob2o5bobobo
bo289b2o38b3o77b3o49b2o4b2obo6b2obo30bo126b2o4b2obo6b2obo11b3obo14b4o
129b4ob2o8bo17bobo434bo$bobobo27bo3bo2b3o12b7obo14bobo9bobo8b2obobo7bo
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12bo3bo16b2o3bo8bobo6bo12b2o2bo6b2o4b2o4b5o2bo9bob3ob2o4b2o5bo4bo3bo
27bo2bo30b2o5bob2ob2obo33bo3bo23b2o6b2o17bo13bo46b3o3bob2obo29bo8bo2bo
14bo2bo8bo61b5o4b5o54bo2bob2obo2bo35b2obobo17bo5bobo344bobo4bo21bob3ob
2obo10b2o11b2ob3o18b2o10bo2bo29bob2o6bo15bo2b2o14bobo6b2o215bob2obobo
4b2o2b2ob2o2b2o4bobob2obo290bo41bo14bo58b3o53bo4bob2o6bob2o28b3o159bob
o8b5ob4ob5o123bo4bo9bo2b2o15bo433bobo$2bobob25obob3o20bobobo3b2o11bobo
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24bo2bo195b2o11bo12b8o15bobobo7b3o5b2o16bobo17bo3b3o8bobo3bo5bobobo3bo
5b3o69bo68bo10bo16bobo9bobo48bob2o4bo6b3o21bo9bob2o12b2obo9bo20b3o12b
3o23b2o3bo2bo3b2o53b2o2bo4bo2b2o34bob2ob2o16b4o3bo345b2o6b3o20b2o3b2o
25b4o31bo2bo10b2o18b2o6bobo14b2o2bo15bo6b2obo214bobobobo5b2ob2o2b2ob3o
5b2o3bo114b2obo6b2obo43bo119bobo38b2o12b3o58b3o52bo9b2o2b2o4b2o25bo
163b5o5bo14bo125bo2bobo7bo2b3o14b2o180b3o3b3o244bo$4bo7bo2bo2bo2bo2bo
2bo2bobobo4bob2o16bobobo2bo10b2obob2o3b2obob2o8b2o3b2o4b2o14bo2bobo4bo
bo2bo95bo24b2o3b3o5bo25b4o197b2obo6bo19bobo14bobo36b2o16b2ob2o11bo2b3o
4bobobobob2o77b2o68b2obo4bob2o17b2o3b3o3b2o50bobob3o6b3o33b2o14b2o31b
3o12b3o91bo2bob2obo2bo51b2o8bo359bo53b2o30b2ob2ob2o9b2o18bo7bo8bo8b3o
21bo2b3o212b2obo10bobo2bob4o8b3o115bob2o6bob2o17b2o22b3o120b2o2b2o47bo
61b3o52b2o8bo3bo5bo26b2o164b3obo6b3o4b3o134bo2b2o7bo195bo2bo3bo2bo243b
o$3b2o3b2o21b2obob4ob2o15b2obob2o16bo7bo22bo17bobob6obobo120bo7bo232bo
b2o6b2o14b4o2bo12bobobo42b2o9bo5bo11bobo6b2o2bobobo153b2o75b2o11b2o4b
3o85bo3bo10bo3bo153bo8bo41bo124bo2bobo3bo205b2o3b2o49bobo8bo2bo48bo31b
obobo200bo16bo2bo8bo3b3o11bo115b2o4b2o2b2o4b2o16bo14b2o5bo127b2o47b2o
67b2o2bobo52bo3bo5bo2b2o189b2obo4bo10bo128b2ob2o2b3o203b2obo3bob2o243b
o$8b2o25bo25bobo18b7o16b6obo16b2ob2o2b2o2b2ob2o159b2o224bo2bo3bob2o9b
2o2bo14b2o26b2o9b6o11b2o2b2o8bobobobo228bobo5b3o85b3o7bo2b2o12b2o2bo7b
3o143b3o5b2o40b3o122b5obobobo2b2ob2o195bob3ob2obo47bo3bo7bo2bo71b3o5bo
bobo201b3o14bobo23b2o118bo5bo3bo5bo16bo13b3obo4b2o244b2o2bo43b2o8b2o2b
2o4b2o3bo192bo4b2obo4bob2o136bo458bo$37bo23bobo41bo5bo20bo8bo162b2o
224b2o3bobo2bo13bobo12bobo55bobo10bo3b2o3b2o224bo5bo3bo36b2o31b2o17b2o
5b4o12b4o5b2o149bo40b2o8bo35bo91bobo2bo2bob2o193b3o5bobo14bo2bo29bo3bo
26b2o55b2obo2b3o2bo36b2o9b2o34b2o67bo46bo5bo12b2ob2o13b2o6bo2bo118bo5b
o3bo5bo15b2o11bo4bo143bo88b2o20bo2bo41bo4b2obo6b2obo5bobo190bo9b2o7b2o
133b3o4bo7b2o440bobo$36b2o24bo19b7o19b3o21bobo4bobo392b2ob2o16b2o14bo
38b2o15bobo20bo210b3o16bo5bo36bo32bo17b2o6bo16bo6b2o191bo5b2obo33b3o
31bo15b2o17b2o17b4obo2b2ob2obo198bo3b3o15bo4bo27bo3bo27b2o32bo24b2o3bo
b2o38bo9bo36bo67b3o44b6obo6b2o22bo6bo120b2o4b2o2b2o4b2o29b3obob2o140b
3o34b2o51bo21b2o41bo5bob2o6bob2o6b2o187bo2bo18bo129b2o5b2o3bo7bobo440b
o$82bo2bo2bo19bo24b2o4b2o430b2o37b2o16bo18b3o210b3o17bo5bo11bo13bo7b3o
30b3o17bobo30bobo189bo5bobob2o31bo8b2o24bo15bo18bo17bo4bobo4bo2bob2o
195b3ob2o16bo5bo27bobo63bo29b2o38bo11bo35bobo59b2o7bo48bobo5bo2bo28bo
122b2obo6b2obo4b2o27bobo2bo140bobo15b2o17b2o51bobo20b2o2b2o36b2o2b2o
14b2o194b2o17bobo127b3obo4bob3o10bo440bo$647bo208b3o21bo5bo8bo2bo11b3o
7bo32bo244b2o4bo36bob2o5bo25bo13bobo19b3o15b3obob2obobob2ob2o196b4o20b
2ob2o54b2o67bo38b2o9b2o36b2o58bo2bob3o2bo43b2o2bo2b2o7bo28bobo3bo116bo
b2o6bob2o5bo30b2o143bo15b2o71b2o24b2o40bo15bo23b2o189b2o127bo4bo5b2o
12b2o$330b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o387bo3bo8bo14bo16bo
65bo208b2obobo33b2obobo5bo38b2o17b3o3bo6b2o8b5o4bo3bo199b2o18bo7bo17b
2o34b2o60b2o47b2obob2o44b3o51bo2b2obo2bobob2o40bobo2b2o9bo29bobo3bo
119b2o2b2o4b2o3bobo326b2o3bo15bo21b2o159bo160b3ob2o5bo$330b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o388b3o9bobo12b2o13bobo65bo203b5obobob2o
10b3o24bo4b2o57bo2bobobo4bobo13bo7bo219bobob3o2bo16b2o8b2o14bo41b2o3b
3o22b2o42b3ob3o3b3ob3o39bobo52b2o6b3o2bo44bobo3bo3bobo15bo14bo4bo119bo
3bo5bo5b2o26bo300bo2b2o14b2o22bo159b3o160bo3bo$687b2o7b2o58b2o4b2obo4b
2o122b2o29bobo267bo2bo5bo3b2o7bo3bo21bobob2o61bo3bobo4bo16bobo3bo221b
2obob3o28b2o12bobo5bo34b2o3b3o2bo62bo2b2o2bobobo2b2o2bo38b3o54b2o7bo
47bo3bo3bobo14b2obo14b4o121bo3bo5bo18bo14b2o297bo5b2obo6b2obo187bo163b
o$686bo2bo5bo2bo24b2o3b3o3b2o19bobo4bob2o4bobo32b2o3b2o9b3o37bo13bo49b
o4b2o2b2o46b2o4bo206b2o3b4o2bob2o6bo5bo19b2obobob5o26bo30b2obob2o3b3o
2bo12bo3bo275bo3b2o39b2o2bobo61b2o4b3ob3o4b2o95bo2bob4o52bo4bo14b2o
141b2o2b2o4b2o7b2o9b2o14b2o296b2o4bob2o6bob2o186b2o158bo4bo206bo$5b2o
3b2o55b2o3b2o41bo14bo201b2obo6b2obo7b2o5b2o50b2o12b2o51b2o198bo5bobobo
5bobobo5bo16bobo9bobo18bo16bo31bo7bo11bo33bo2bo11b3o27b2o25b2o2b2o46b
2o4b3o208bo4b3o2b2o5bo5bo17b2o3bo5bo2bo16b2o6bobo31b3o3bo4b2obo238b2ob
ob3o39bo2bo3bo2bo45bo177bob2obo55b4o7b2o4bobo138b2obo6b2obo9bobo26bo
662bo3bo204b2ob2o$5bobobobo14b4o4b4o29bobobobo39b3o14b3o122b2o75bob2o
6bob2o7bo7bo50bobo10bobo14b2o35bo198b2o4b3obo7bob3o4b2o15bo13bo15b2ob
2o2b2o6b2o2b2ob2o31bobo10bo3bo32bo14bo15b2o12bobo25b2o2b2o10b2o41bo
209bobo6b3o5bo5bo17b2obo2b4o3b2o16bobo8bo13b2o18bo7b2obo18bobo216bobob
3o2bo30b2o5b2o3bo119bo2bobo2bo98b4obo4b3o63bo3bo141bob2o6bob2o11bo21b
5o7b2obo113b2o36b2o364bo132bobob2o205b2ob2o$7bobo15b2ob8ob2o30bobo40bo
20bo121bobo78b2o8b2o2b2obo7bob2o10b2o37bo3b3o4bo16bobo32bobo197bob2o3b
3o11b3o3b2obo11b2obo13bob2o12b2obo16bob2o29b2o3b2o7bobo2bo32bobo12b2o
15bo14bo21b2o18bo252bobo6b3o6bo3bo7b3o7b2o2b3o4bo21b2o5bobo14bo19bo9bo
18bob2o216bo7bo31b2o5bo5bobo115bo3b3o3bo96bo7b4o2bo62bobo2bobo3b3o153b
4o25bo8bob2o112bobo16b2o19bo360bo3bo6b2o123b2obobo$7bobo59bobo39bob5o
14b2o50b2o71bo78bo9bo3bo2b2o5b2o2bo11bo37b2o8b2o15bo4bo5bo14bo9b2o197b
3o2bo21bo2b3o10b2obobob7obobob2o15bob4o6b4obo7b2o35bo2bobo34b2o27b3o
11bo2bo21bobo16bobo252bo4b3o2b2o7b3o7bo3bo6b3o6bobo17b2o10bo13bobo14bo
2b2o3bo25bo222b2ob2o46bo43b2o70bo2b7o2bo38b3o55b3obo2bo4bo45b3o16b2o2b
o2bo3b2o152bo154bo18bobo16bo202bo159bo4bo6bo121bo2bobobo205bobobobo$7b
obo19bo4bo34bobo39bobo4bo60b2o2b2obo5b2o59b4ob2obo75bo9bo3b2o6bo2b2o
12bobo13b3o23b2o22bobob2o2b2ob2o11bobo209bobobo19bobobo15bobo9bobo18bo
bo3b6o3bobo23b2o19bo3bo64bo13bo24bo18b2o101b2o44bo2bo2bo95b2o3b4o2bob
2o17bo5bo5b3o6bobo16bobo13bo10b2o15b4ob2o26b2ob4o214bo5bo36b2o53b2obo
68b2o9b2o38bobo57bobob2ob3o31b2o12b5o20b2o3bo154b2ob2o27b2o120b2o20bo
16b2o11b3o187b2o150bo10bobo5bo122b3o3bo$2o4bo3bo4b2o11b3o2b3o26b2o4bo
3bo4b2o29b2obo2b2o2bo18bo41b2o3bobo5b2o59bo2bobob2o74b2o8b2o5b3o4b2o
15b2o3bo8bo3bo22b2o22bo3bo7bo12bo211bobobo17bobobo16bobo9bobo19bo14bo
7bo3bo33bo48b2o56b2o10b2o2b2o101b2o2bo45b7o95bo2bo5bo3b2o17bo5bo5b2o2b
3o4bo16bo14bobo5b2o24bo25bo3b2o2bo214bo4bo37b2o57bo118b3o39b2o4bo12bob
o2b2o33b2o11bo3b2o24bo29bo126bobo28b2o136b2o4b2o19b2o8bo187b2o149b2ob
2o8bobo4bo126b3o208b2ob2o$o4bo5bo4bo11bob4obo26bo4bo5bo4bo28bobobobo2b
obob2o12b4o48bo71bo73b2obo6b2obo7bo4bo2bo19bob2o6bo4bo20bo2bo30bobo17b
2o207bo2b3o13b3o2bo18bo3bobobo3bo42bo4bo10bo3bo19b3o30b2o12bobo9b3o56b
2o2b2o52bo47bo2bobo148b5obobob2o19bo5bo6b2obo2b4o3b2o11b2o13bo8bobo20b
2obo18bo9bo151bo68bo2bo94bo74bobo50b2o34bo4bobo65b2o2bo54b3o124bobo
166bo2bo24bo6b3o338bo2bo17b3o122bo212b3o4b2o$b4o7b4o12bo6bo27b4o7b4o
29b2o2bo4bobobo13bo53bo68b5o70bob2o6bob2o8b7o19bo4bo6b2obo22b2o51bobo
207b2obo15bob2o73bobobo12bo4bo52bo14bo8bo3bo55b2o2b2o4bo46b3o4b2o36b2o
bob3ob2o44b7o101b2obobo21bo3bo7b2o3bo5bo2bo27bobo6b2o20bobo18bob2o7bo
151b3o165bob2o112bo10bobo35bo2bo2bo65b5ob2o19bo27bo5bo124bo169b2o21b3o
91b2o122b2o132b2o20bo122b2o212bo5b2o$111bo3bob2obo140bo68b2o8b2o39bo3b
o8bo3b2o42bo7b3o20b2o13b2o192b2o17b2o73bobobo15bobobo6b3o39b3o11bo2bo
8bo5bo21b3o38bobo48bo4b2o36bob2obobobo45bo2bo2bo56b3o39b2o4bo24b3o10b
2obobob5o29bo50bob2o4bo3b3o151bo166b2o69bo3bo36b3o12bo31b4obob2obo66b
2obobo18b3o27b6obo6b2o276b2o30bo93b2o122bobo$b4o7b4o12bo6bo18b2o5b4o
11b4o5b2o18b6o8bo21bo46bo67b5o69bo9bo15b3o23b3o13bobo17b2o21b3o7bo14b
2o4b2o8b2o4b2o192bo19bo65b2o4bo4bo17bobobo4bo3bo38bo13bo11bo5bo17b3o
43bobo101bo106bobo39bo5bobob2o33bobob2o69bo3bo12bo2b3o3b2obob2o140b2o
6b2o121b2o114bo3bo35bo15b2o29bo3bobo2bob2o62b2o3b2o19bo3bo18bo12bobo5b
o2bo275b2o94b2o154bo$o4bo5bo4bo11bob4obo11b2o5bobo3bo4bo9bo4bo3bobo5b
2o10bo8b6o19b4o44bo68bo4bobo2bo65bo9bo14bo2bo40bo16bo2bo45b2o13b2o241b
2o2b3o2b2o21b2o9b3o4bo3bo19bo4bobo5bo6b3o54bo5bo16b3o44bo45bo47b4obob
3obo105b3o40bo5b2obo36bo4b2o65bo3bobo16bo4bobo3bo140bo129b2o96bo18b3o
5bo19b2o2bo6b2o30bo14bo2b2ob2obo2bo60bobob2o14b2o5bo5bo15b3o7b2o2bo2b
2o7bo373bo12bo140b2o117b2o330b2o$2o4bo3bo4b2o11b3o2b3o12bo6bo3bo4b2o9b
2o4bo3bo6bo10bob2obo3bo25bo34b2o4b2o3bobo5b2o60bo5bob4o64b2o8b2o16b2o
40b2o16b2o20bobo39bobo239b2o2bobo2b2o31bo32bo3bobo5bo5bo3bo4b2o48bo3bo
5bo43bo22bo37bo46bo3b2ob2o3bo105b3o39b2o8bo31b2obobo5bo20b2o42bo7bo13b
obo4bobobo2bo129b2o8bobo236b3o12b3o19b3o37b3o13b2obo3bo2b3o9b2o12bo5bo
30b2ob5o13b2o6bo3bo15bo10bobo2b2o9bo370bo13b2ob2o11b3o101b2o140b2o330b
2o186b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$7bobo
19bo4bo13bob2o6bo23bo6b2obo10bobobo4bo2b2o56b2o4b2o2b2obo5b2o60bobobob
o71b2obo6b2obo72b2o19bo7bo3bo31b2o197bo5b3o3b3o5bo25b3o24bo3bo6bobo7b
2o27bo5bo4bo5bo54b3o5bobo40b3o22b3o83b3ob3ob3o106b3o46b3o33bob2o5bo20b
obo13bo28bo3bo4b5o8b2o6bo3b3o129b2o9b2o223b3obo8bobo11bob3o15b2o2bo37b
o19bo4bo3bo9bobo10bobo3bobo33bo2b2o8bo3bobo6b3o16b2o13bobo3bo3bobo371b
2o11b2ob2o11b2o103bo160b2o148b2obob2o343b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o$7bobo39bo3bo4bo23bo4bo3bo10b2obobo2bobobo
bo28bo38b2o65b2obo3bo2b3o68bob2o6bob2o68b2o8b2o13b2ob2o2b2obobo36bo
193b2o4bobo3bobo4b2o51bo4bo7b2o31b2o4bo3bo5bo5bobo3bo37b3o4b2o11b2o39b
o28bo18bobo30bobo30bo5bo108b3o46bo35bo8b2o19bo15bo26b2ob2obobob2obob3o
15b3o23b2o71bo10bo11bo247bob2o10b3o10bo3bo47b2o2bo6b2o18b2o2b3o3bo10bo
10bobo3bo2bo32b2o3bo6bo7bo40bo3bo3bobo264bo121bo2b2o13b2o97b3o160bobo
6b2o140b2obob2o169b2o$7bobo15b2ob8ob2o12bobob2obo23bob2obobo15bo2b2o2b
ob2o26b4o105bob2ob2ob2o2b3o148bo3b3o4bo15bo5bo4bo34bobo191b2obo3b3o3b
3o3bob2o49bobobo49b3o6bo5bobo4bo32b3o6b3obobo49b2o26b2o19b2o6bo16bo6b
2o54bo91bobo83b3o25b2o15bo26b2obo2bo4bobo4bo17bo22b2o10b3o58b3o8b3o7b
3o6bo240b2obo22bo3bo41bo7b3o35b2o10b2o9b2obob2obobo32b5o8bo33bo17bo4bo
153bo111b3o119bo2bo5b2o6b3o97bo162bo8bo141bo5bo154b2o13bobo7b2o$5bobob
obo14b4o4b4o13bobo2bobobo19bobobo2bobo15bo4bobo29bo25b2o3b3o79b2o3bo5b
o145bobo10bobo21bobo25b2o9bo191bo2b3o13b3o2bo18bo5bo5bo16bobobo60bo3bo
4bobobo30b3o6bo4b2obo97b2o5b4o12b4o5b2o32bo3bo9b3o3b3o25b2ob6o57b3o85b
o72bob2ob2o2bob4o17b2o33bo3bo60bo10bo5bo7b3o24b2o212bob3o5b2o15b3obo
29bo2b2o6b2o2bo2b2o2bo28b2obob2o3bo19bo3b2obob2o34b3o9b2o3bo26b2obo17b
4o153bobo113bo60b2o43bo13b2o6b2o5bobo260b2o9b3o299b2o15bo7b2o162b2o4bo
b2o6b2obo4b2o4b2o4b2obo119bo$5b2o3b2o37bobob2obo2b2o19b2o2bob2obobo14b
5obo55b2o3bobo76b2o3b3o3b3o146b2o12b2o22b2o24bobo49b2o43bo59b2o44bobob
o17bobobo16bobob7obobo13bo4bo62b3o6bobobo37bob2obo3b3o91b3o7bo2b2o12b
2o2bo7b3o30bo11b2o3bo28b2o13b2o207b2obo2bo2bobo58b2ob2o51b2o6b2o9b2o5b
2o5bo27bobo221b3o15b3o29b3o7b2o5bo33bobob2obob2o21b2o55b2obobo24bo148b
2o28bobo112b2o60bo44b3o26b2o274bo314b3o172bo4b2obo6bob2o5bo5bo4bob2o
119bobo$49b2o5bo27bo5b2o19bo34b2o25b3o74bo2bobobo4bo213bo48b2o2bo41b5o
bo5b2o4b2o42b2o43bobobo19bobobo15bob11obo13bo3bo7bo14bo50bo4bo34bo2bo
3b3o3bo51b2o14b2o32bo3bo10bo3bo52b2o2bo2bo42b2o4bo2b2o4b2o2bo189b2ob2o
2bobobob5o62b2o45bo31b2o28bo213bo4bobobo6bo10bo21b2o6bo2b2o9bo3bo33bo
2bo3bobo21bo3b3o2b2o52bo24bobob2o143b2o27b2ob2o174b3o44bo442b3o235b2o
108bo3b2o14b2o2bo5bo3b2o4b2o120b2o6b2o$56b2o25b2o23b3o35bo34b3o66b2o2b
3o5b2o211b2o48bo3bobo33bob2obo5b2o4bo2bo3bo86b3o2bo21bo2b3o10b2obobo9b
obob2o21bobo3b6o3bobo28b3o19bo3bo34b2o2b3o3b3o41bo9bob2o12b2obo9bo22b
3o12b3o52bo2bo4bo47bo3b3o2b3o3bo196bo3bobo2bo62bobo34b2o8bobo57bobo
219b3o6bo2bo31bo24bo12bo2b2o17bobo3bobo22bo3bo4bo27b4o17bob2o26bo3b2o
9b3o163bo176bo43b2o639b2o39b2o108b2o3bo14bo3b2o4b2o2bo5bo107b2o12b2o4b
o3bo$108bo38b3o31bobo3b2o66bo270b3obobo32b2obobo2b2o3b2o2b2obo4bo86bob
2o3b3o11b3o3b2obo11b2ob2o11b2ob2o12b2o7bob4o6b4obo31bo64bo2bo43bo8bo2b
o14bo2bo8bo22b3o12b3o55b2ob2o44bo4bo2b2o4b2o2bo271bo34b2o9b2o57b2o66b
2o53b2o3b2o93bo8bobo28b3o23b2o12b3o21bo5bo23b3o2bo3bob2o23bo4bo17bo33b
o8b5o120b2obo8bo25b4o287b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o215b
o195bobo152bo16bo4bob2o5bo5bo106b2o12b2o3bo5bo$149bo31b3o3b2o70b3o5bo
260bobobo37bo4b3o2bobo2b2o2b2o87b2o4b3obo7bob3o4b2o15bo13bo21b2obo16bo
b2o24bo3bo19b2o42b2o46bo9b2o16b2o9bo83b3o6bob2o48bo36bo6bo245b2o226b2o
3bobo102bo29bo30b2o6bo2b2o49bo2bob2ob2o2bo23bobo3bo3bo40bo7bo6bo3b2o
120bob2o7b5o21bo242b2o47b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
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3bo3bobo240b2o13b3obo3bob2o33b2obo6bo2bobo2bo91bo5bobobo5bobobo5bo16bo
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2o6bo49bo35b2o6b2o409b2o4bo3bo58bobobo144b2o15bo60b2obo2bobo3bo22bobo
3bo3bobo13b2o16b3o6bobo3bo8b2o2bo130bo26bobo240bo225b2o4b2o4b2o4b2o4b
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4b2o4b2o4b2o4b2o4b2o4b2o38bo157b2o15bo18bo3bo23bobo13b2o108bo4bob2o6b
2obo10b2o2bo5bo118bo7bo5bo$171b2o84bo5bo3bo241bobo11bo2bob3obob2o32bob
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4b2o4b2o196b2o13bobo18bo27bo15b2o107bo5b2obo6bob2o11bo3bo5bo126bo3bo$
163b2o5bob2o2b2o4b2o73bo5bo243bobobo11b2o3bobobo33b3ob3o6b3o3bo5bo39bo
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10bo38b5ob7obobo3bo2bobo36b2o7b2o390b2obo6b3o37bobo7bo22bobo42bobo3bo
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10b3o16bobo3b2o56b3o11bo2bo37bo10bo51bo3bobo5b2ob2o48bo2b6o2bo43bo227b
2o7bobo13b2o277b2o$2o11bo3b2obobobo3bo2bobo20b2obobobo10b2o10b2o2bob2o
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109b3o2bo3bob2o233bo2bo58bo2bobo3bobobo6bo453bo5bo75b2o72b2obobo4bo34b
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16bo80bobo19bo5bo3b2obo2bob2obob2o4bo38bobo54b2ob2o2b3o$bo2bo5bob2o12b
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7bo41b2ob2o4b2o9b2o4b2ob2o13b3o3b3o46b2o4bo189bo13bo23bo2bo21bo2bo19b
3o2bo5bo12bobo13b2obo52b2o6b3o6b2o6b3o6b2o301bob2obob2o34b2obob2obo12b
2o2bo20b2o10b2ob5o3b2o10b2o2bo21bo3bobo206bo2b3o10bobo334bob2obobo4b2o
2b2ob2o2b2o4bobob2obo110b2o2bo5bo3bo5bo24bo4bo66bo2b2obo5bob2o2bo63bo
10b2o69bo2bo20b2o147bo2bo11b3o99bo21bo3bo4bo4bo5bo3b3o2bo27b2o8b3o59bo
2b2o7bo521b3o$obob2o3b2obo11bob2o3bo7b2obob2o3bo10bo2bob4o32bobobo10b
3obo10b2obobo6b2obobobobo177b2obo6bo42b2obo6bo9bo6bo60bob2o8bo3bo190b
2o7bo4b2o23b2o23b2o20b2o3bo5bo9b2obobo13bob2o12b2o45bo3bo12bo3bo313bob
o4b2o24b2o4bobo20b2o12b2o18bo8bobobo11b3o21b2o3b5ob2o200bo5bo9bo2bo
333bobobobo5b2ob2o2b2ob3o5b2o3bo116bo5bo3bo5bo23bo4bo67b2o3bo5bo3b2o
74bobo72bo2b2o159b5obob2o136b3o5bo4bob4obob2o2b2o27bobo64bo2bobo7bo2b
3o14b2o505b3o$obo9bo9b3o14b2obo54bo3bo2bo8bobo2bobo9bobobobo9bo3bo2bo
176bo2bobo3bo3b2o17b5o19bo23bob2o38b2o4b2o11b3o212b2o4b3o69bo5bo3bo3b
3o4bobobo15b3obo11bo6bo24bo12bo5bo10bo5bo12bo299bobo4b2o24b2o4bobo21bo
11bo2bo2b2o14b5obobo3bo34bobobo8bo201bo3b2o10bobo332b2obo10bobo2bob4o
8b3o112b2o2b2o4b2o2b2o4b2o17bo5bo4bo69b2obo5bob2o76bo72bobo2b2o94b2o
32b2o29bo2bo2bobo145bo9bo3bob2o29bo64bo4bo9bo2b2o15bo507bo$bob3o4b3ob
2o5bo3bobo2bo11b2obo2bo9b4o3b2o13b2ob2o12bob2o5bo6b2obobobob2o6bo3bob
2o8bo4b2o179bo3bo6bobo19b2o19b2o8b2ob2o8b2ob2o53bo4bo205b2o7bo4b2o68bo
bobo4b3o3bo3bo5bo65b3o10bo5bo10bo5bo10b3o300bo38bo18bo4bo10bobo4bo2bo
16b2obo38bo3bobob5o204b3o11b3o6b2o66bo88bo2bo168bo2bo8bo3b3o11bo115bo
2bo5bo3bo5bo17bobo6b2o65bo5bobo7bobo5bo69b2o83b3o87b2o32b2o34bo2bo15b
2o128bo4b3o4b2obobo28b2o64b4ob2o8bo17bobo$3bo9bobo6b3o14b2obo15bo8bo6b
2ob2o2bobo2b2ob2o6bo5b2obo9bo3bo2bo5b2o3bo12b4o12b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o12b2ob2o7bo44bo3bo2bobo2bo3bo59b3o11b2o4b2o190bo13bo
68bobob2o9bo5bo3b2o19bo6bo11bob3o25bo9bo5bo10bo5bo9bo361bob4o11bo5bobo
bo12b2o4bo24b2o16bob2o205bo26bo66bobo82b2o3b6o166bobo23b2o117bo4bo5bo
3bo5bo17bo73bobo8bo3bo8bobo153b3o158b2o16bo129bo3bo5bo2b2obo99bo28b2o$
2bo2b2o3b2obo10bob2o3bo7b2obob2o3bo10b2obo2bo7bob2obobobobob2obo8bo2bo
3bo9bo4bo7bo4bo15bo12b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o13bobob2o5b
2o42bobo2b2obobob2o2bobo15b2o13b2o12bo3bo8b2obo207bobo35b3o3b3o38bobo
12bo5bo2b3o26b2o12b2obo23b2o10bo3bo12bo3bo10b2o361bo18b2obo2bo13bo5bob
ob2o20bo16bo4b2o201bo3bo24b3o62bo3bo82bo9bo164b2ob2o13b2o6bo2bo116b2o
2b2o4b2o2b2o4b2o91bobo7bo5bo7bobo153b3o177b3o127b2obob7o37b2o62bobo$2b
2obo5bob2o11bo2b2obo9bobo2b2obo10bobobo13b2o3b2o12bobobo14b4o9b4o11b5o
182bo3bob2o50bo5bobobo5bo16bo4b2o3b2o4bo11bo4b2o218b2o84b2o12bo5bo2b3o
40bob2o36b3o14b3o376bo3b2o11bo2bo17bo5b2obo18b3o12b2obobo5bo200bo4b2o
25bo62bo3bo82bob7obo183bo6bo123bo5bo3bo5bo87bob2obob2o19b2obob2obo145b
3o182bo128bo2bo7b6o30bo7bo5b2o49b2o3b2o$5bo3bo14bobo5bo9bobo5bo10bo2bo
10b4o7b4o9bo45bo186b2o2bo22b2o8b2o16b2obobo3bo3bo3bobob2o14bo3b2o3b2o
3bo14bo4bo21bo3bo197b2o28b2o3bobo3b2o9bo42bo3bo3b3o26bo14b3obo429b2o3b
ob3o5bo4bo17b2o8bo3b2o3bobo3b2o2bo15bob2o5bo202bo2bo2bo87bo3bo79b2obob
o2bo2bobob2o187bo119b2o3bo5bo3bo5bo5bo80b2obobo3bo11b3o3bo3bobob2o145b
3o309bobo4b2ob2o3bo2bo33bo3b3o6bo53b2o10b3o187b2obo3bob2o$5b2o2b2o13b
2o6b2o9bo6b2o8b2o13bo2bo7bo2bo11b3o15b2o9b2o15bo15b2o4bob2o86b2o13b2o
13b2o44b2o21bobo8bobo18bob3obo3bob3obo18bo11bo17b2obo20bo4b2o202b2o22b
o4bobo4bo7bobo43b3o5b2o19b2o6b2o54b2o10b2o380b2obo2bobo4b5o25b3o5bo2bo
bobo2bo19bo8b2o205b3o88bobo10b2o3b2o64b2obo7bob2o188bobo3bo114bo2b2o4b
2o2b2o4b2o4bobo84b2ob3o10bo4b3ob2o150b3o271bo11b2o24b2o6bobo37bo3bo2b
5o2bo67bo3bo186bo2bo3bo2bo322b2o$119b2o9b2o14b2o16bo4b2obo87bo13b2o13b
o14b3o4b3o44bo12bo16bobo4bo5bo4bobo14bob5o3b5obo16b2o23bo4bo194bo3bo2b
o22bo5bobo5bo7b2o52bo19bobobo19bo39bo12bo194b2o69bo114bo2bo4b3o32bo6bo
3bobobo3bo19b3o210bo2bo17b2o71bo11b2o3bobo61bo3bo9bo3bo187bobo3bo112bo
5b2obo6b2obo6bobo16b3o64bo2bob2o8bo3bo2b2obo2bo423bob4o4bo2b2o13b2o16b
obo34b4o3bo2b5o2bo3bo63b2ob2o187b3o3b3o323b2o$163bo3b2o57bo33bobo24bob
o12b6o2b6o41b2o12b2o16b2o3bo7bo3b2o14bobo4bo3bo4bobo42b2obo193bo4bo3b
3o20bo4bobo4bo60bobobo19b2obo45b3o11b3o6b3o11b3o135b3o44bo69bo116bo4bo
3bo3bo34b4ob3ob4o21bo210b3o109bobobo58b4ob3o3b3ob4o188bo4bo112b2o4bob
2o6bob2o5b2ob2o14bo3bo63b2o2b3o8b2o5b3o2b2o422bo5bo3bobobo14b2o17bo40b
o6bo4bo3b4o$163b2o3bo13bo4bo38b2o9bobo2bobo16b2o24b2o15b3o4b3o80b2o5b
2o19bobo2bo7bo2bobo43b2o193bobobo7bo21b3o5b3o13b2o46b2obobo17bo3bo15bo
28bo3bo12bo6bo12bo3bo134b3o44bob2o65b3o66b2o6b2o40b2o2b2ob2o2bobo37bo
3bo237bo11b2o4bo3bo68b2o21bo5b2o58b2obob2o195b4o156bo5bo5b3o19b2o38bo
4b2o11bo218b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o45b2ob2o5bobo3bo
86bo54bo$167bo12b2ob4ob2o17bobo2bobo12b2o7bo2bo2bo2bob2o25b2o147bo3b2o
5b2o3bo13b2o13b2o208bobobo54bobo27b2o2b3o2b2o10bobo12bo4b3o2b2o3b6o3bo
bo19b2o5bo5bo30bo5bo5b2o127bo44b2obobo133b2o6b2o45bobo4bo34b2ob2obob2o
b2o251bo4bo88bo2b2o3b2o54b2o2b7o2b2o333b2ob2o3b2o8bo5bo4bo3bo19bo33b5o
5b2o12b5o213b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o46bobob5o3b4o77b
2o62b3o$163b2o2b2o13bo4bo15b2obo2bo2bo2bo11b3ob2o4bobo2bobo19b6o3b4o3b
6o168bo13bo207bo4bo34b2ob2o18bo27bo2b5o2bo10b2o12bob2o3bobobobobo6b4ob
o19b2o5bo5bo30bo5bo5b2o127bo41b2o4bobo188bobo38bo2b2obobob2o2bo49b2o
34b2o155bo3bo5bobobo65bo3bo11bo4bobobo60b2o4b3o4b2o334bob2o5bo7bo5bo3b
o5bo7bo5b2obo34bo29bo422bobobo83b2obo4bob2o60bo$164bo4bob2o34bobo2bobo
4b2ob3o2b3o44b2o175b3o15b3o9b2o193bo3bo34bobobobo17b2o27b9o25bobob4obo
17bob2o23bo5bo30bo5bo134bo40bob3obobo65b3o122bo39b2o5bo5b2o48bobo34bob
o154bo4bo5bobobo63bo4bo9bob2o4b3o44b2o362bo19bo3bo4bo5bo8b2o3b2ob2o34b
5o12b2o5b5o424b2obobo5b2o74bo10bo59b2o195b2o13b2o$22b2o3b2o3bo14b2o10b
2ob2o20b2o9bo23bo18b2o4b2o17bo5b2obo49b3o36b2o24b2o162bo19bo10bo233bo
3bo44b3o9b3o21b2obob2obo4bob2o6b2o2b2ob2o24bo3bo2b2o24b2o2bo3bo134bobo
39bo5bo68bo226bo38bo156bobobo5bo4bo60bobobo12bo2bo4bo43bo2bo204b2o156b
2o19b3o5bo5bo57bo11b2o4bo41b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
13b2o4b2obo6b2obo30b2o42b2o56bo62b2o5b2o75b2o6b2o77b2o178b2o2b2o5b2o2b
2o$3b3o16bobo2b2o2bobo7bob2obobo10bo3bo20b2o9b3o21bo17bo2bo2bo2bo16b2o
8b2o48b2o35bobo24bobo16bo4bo167b3o196b2o85bo2bo7bo2bo22bobob2o4bobo14b
o28b3o3bobo22bobo3b3o178b3obo69bo224b2ob4o30b4ob2o155bobobo5bo3bo59bob
obo12bo2b3o10b2o35b2obob2o201b2o186bo3bo14b2ob2o34b2o2b3o5b2o8b3o2b2o
36b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o14bo4bob2o6bob2o30b2o42bob
o53b3o143b3o2b6o2b3o74bo183b2o5b2o$24bo6bo2bo6b2obobo13bobo35bo38bo3b
2o3bo27bo49b2o34bo13b2o13bo14b2ob4ob2o165bo286b2o9b2o23bob2o5b2o8b2o4b
obo36bo22bo188bobo69bo223bobobo2bo30bo2bobobo155bo4bo65bo4bo12bo2bobo
7bo2bobo36bobob2o390b3o16bobo35bo2bob2o2bo3bo8b2obo2bo213bo9b2o8b2o74b
3o50bo146bo2bo8bo2bo75b3o$3b2o2b2obo9b4ob6obobo10b2o35b6o9b2o18bo3bo
13b2o3bo2bo3b2o14b2o8bo51bo33b2o13b2o13b2o15bo4bo491bo17b2o4b2o37b2o
20b2o143bobo43b5o66bo223bobo7b2o22b2o7bobo156bo3bo4b2o59bo3bo12bobo2bo
7bobo2bo34b3obo413bobo36b2ob3o4bo10b3ob2o214b2o8bo9bo12bo61bo3bo44b2o
4bo146b2o10b2o78bo417b2o$3bo4bobo8bo3bo6bobob2o27b2o16bo5bo27b3obob3o
10bo4bo4bo4bo14bo8b2o859bo46b3obo63b3o220b2o2bo7b2o5b2o8b2o5b2o7bo2b2o
241b2o10b3o2bo34bo3bobo413bo32b2obobo3bo3b3o11bo3bobob2o32b2o8b2o4b2ob
o49b2o117bo9bo11bo16b3o42b2ob2o27bo2b2o12b3ob2obo655b2o$10bo8b2o3bo2b
2o2b2o14bo4b2o7b2ob2o15bob2o16bo12bo3b2o4bo9bo3bo6bo3bo13bo5bob2o354bo
111bob2o4b2obo383bo10bo2bob2obo2bo26b2obo284bo4b2o13bo10bo13b2o4bo154b
2o69b2o21bo4bo2bo35bob2o2b3o163b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o117bob2obob2o19b2obob2obo33bo9bo4bob2o49bo107b2o8b2o8b2o11bo11b2o2bo
b2o22bo51b4obo3bobo5b2obobobo222b2ob2o158b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o$bo20bo4bo4bo13bo3bo2bo7b2ob2o13b2obobo15b4o10bob2o2b
2obobo9bobo8bobo14b2o4b2obo354b3o109b2o2bo2bo2b2o204b2o42b2o133bo9b2o
2bo4bo2b2o28bo284b5o13bobo10bobo13b5o247b3o4b2obo33b2obo3b3o18bo144b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o122bobo7bo5bo7bobo37bo9bo9b2o45b
obo108bo4b2obo6b2obo5b2o6b2o10b2o2b2o24b3o15bo7bo30bo3bo13bo223bo3bo
158b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o$bobo4bo8b4ob4obob3o
14bo4b2o10b4obo11bobo18bo2bo10bo2b2o2b2obo10bo4b2o4bo382bo62bo3b3o3bo
10bo22b2o3bo4bo3b2o202b2o42b2o132b3o9bo2bob2obo2bo29bo5b3o54b3o217b2o
4bo13b2o12b2o13bo4b2o244bobobo4bo36bobo5b2o16bobo379bo49bobo8bo3bo8bob
o37b2o8b2o8bo46b2o108bo5bob2o6bob2o4bobo9bo12b2o27bo14bo7bo27b4obo4b2o
6b3o10b2o213b3o10b2o$bob2o2b2o8bo2b2o4bobo18bobo15bo4b2o8bob2o2b2o14b
3o11b2o2b2obobob2o7bo4b2o4bo381b2o61bobo7bobo8bobo20bo3b2ob4ob2o3bo
379b3o42b2o3bo2bo4bo3bo54bo217bo2b2o5b3o3b3o20b3o3b3o5b2o2bo237b2o3b2o
2bo42bob2o3b3o9bo6bo2bo369b2o6bobo49bo5bobo7bobo5bo59bo155b2o8b2o2b2o
8bobob2o2bo4bo39b2o14bo7bo27bo8bo7b3o11bo227b2o3b2o$23b2obo2bo21b2o15b
ob2o5b2obob2o2bobo29bo2bobobob2o6bobo8bobo444bo3bobo3bobo6bo2bo21b3obo
bo2bobob3o425bo5b2o4bo5bo53bo82bo4bo71bo57b2obo6b3o3b3o20b3o3b3o6bob2o
237b2o5bo43b2obo5b2o8bob2o4bobo13b2o130b2obo6bob2o29b2o4b2o172bo4bo5bo
56b2obo5bob2o44b2o8b2o8b2o165bo3bo10bobobo7bo92b3o13b3o8b2obo231bobo
144b2obo6b2obo6b2obo44bo7bo$6b3o11b3ob2o2b2o22bo12b3obo7b2obo7bo16b2o
11b4ob2o9bo3bo6bo3bo356bo97bo34bobobo2bobobo215b2o20b2o189b3o8bo5bo
116bo17b3o4b3o17bo51b3o58bo7bo5bo22bo5bo7bo246bobobo43bo3b3o8bo3bo5b2o
13bo2bo128bob2o6b2obo29bobo2bobo172bo4bo60b2o3bo5bo3b2o43bo9bo4b2obo
157b2o9bo3bo11bo5b3o96bo3b2o8b3o7bobob2o200b2o28bo146bob2o6bob2o6bob2o
43bobo5bobo172b2o$20bo30bo18b2o8bo7b2o15bo16bo11bo4bo4bo4bo355bobo89b
4o12bobo26bo4bo49bo168bo22bo146b3o37b3o3bo7bo5bo54bo60bobo15bo10bo15bo
bo53bo57b2o20b2o4b2o20b2o249bobo3b2o37b2o2b3o9b3o18b2obob2o126b2o4b2o
2b2o35bo2bo174bo4bo59bo2b2obo5bob2o2bo41bo9bo5bob2o158bo8b2o2b2o9bo2bo
26bo77b3o11bo8bo4bo199bobo17bo8b2ob4o146b2o2b2o4b2o8b2o42bo7bo173b2o$
51b2o17b2o8bobo23b3o11bobo12b2o3bo2bo3b2o356bobo10bo3b2o68bobobo4bo13b
2o26bo2bo50bo44bo5bo57b2o3bo16bo2bo26b3o3bobo22bobo3b3o137bo3bo36bo2bo
bobo7bo3bo4b2o48bobo59bob3o13b2o8b2o13b3obo52b2o15b2o62b3o2b3o272b2o3b
2o39bobo32b2obobo3bo123bo5bo4bo34bo4bo174bo2bo60b2obo11bob2o41b2o8b2o
8b2o155bo5b2obo6b2obo8bo26bo78b2o19b2ob2o37b2o162bo15b2o2bo9bo4bo146bo
3bo5bo9bo$81b2o25bo11b2o15bo3b2o3bo356b2o2b2o8bobobobo68bo3bob2obobobo
9b2o26bo2bo50b3o41b3o3b3o29b6ob2o22bob2o13bo4bo24bo3bo2b2o24b2o2bo3bo
136bo3bo2b3o33b2obobo8b3o5bobo47bobo56bob2o4bo36bo4b2obo66b2o62b2o4b2o
314b4obo37bob4o124bo5bo2bo35bo4bo172bobo2bobo61bo11bo64bo156b2o4bob2o
6bob2o4bo3bo26bo64b2o12bo18bo4b2o37b2o89bo71b2o14b3o2bo7bobo2bo149bo3b
o5bo9bo224bo$137bo2bo2bo2bo357bobo6b2o2bobobo39bo30bobobob2obo3bo5b2ob
2o73b2o7b2o40bobobobobobo28b6ob2o23b3o12bo5bo23bo5bo30bo5bo135bo3bobo
3bo32b2obob2o17bo43bo4b2o7bo2b2o4b2o2bo28b2o5b2o3b2obo36bob2o3b2o5b2o
45b2o398bo3bobob2o32bobo127b2o4b2o2b2o34bo4bo172b2o4b2o61b2o9b2o44b2o
8b2o9bo32b2o14b2o129bo3bo5bo19b2o65bo2b2o27bo4bo131bo85bo7b2o2bo154b2o
2b2o4b2o8b2o223bobo13b2o3b2o$138b2o4b2o23b2o31bo37bo2bo2bo33b2o20b2o4b
2o193bo2b4o3bobobobob2o7b2o28bobo33bo4bobobo5bo28b2o6b2o39b2o2b3o2b2o
39b2obobobobob2o34b2o19bo6bo10b2ob2o19b2o5bo5bo30bo5bo5b2o129b3o2bo3bo
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10b2o14b2o133bo4b2o17bo68bobo2bo26bo5bo125bo4bo93b3o2b2ob2o145b2obo6b
2obo6b2obo225bobo$169b2o31b3o35b7o33bo21bobo2bobo193bobo4bo3b2obo2bo3b
o3bo2bo12b2o3bo10bobo34b4o8bobobo26bo8bo45b3o41bob4ob4obo27b2o5b2o18bo
bobobo2bo8bo7bo16b2o5bo5bo30bo5bo5b2o134bo3bo38b3o59bobo11bo2b2o4b2o2b
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8b3o3bo127bob2o6b2obo9b2o41bo281bo9bo5b2obo16b2o4b2o21bobo134bo2bo5bo
7b3o6bo4bo16b2o21b3o12b2o9bob2obobo24bobo127bo5b2o93bo153bob2o6bob2o6b
ob2o38b3o15b3o167bo15bo3bo$166bo38bo63b2o11bo21b4o196bob3obo6bo3bo6b3o
13bobobobo8b2o2b2o17b2o9bo15b2ob2o27b2o4b2o46b3o30b2o9b5o3b5o27b2o5b2o
19b2obob3o8bo2b3obobo24bo3bo12bo6bo12bo3bo143b3o39b3o58b2ob2o48bo3bo3b
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2o5bob2o122b2o4b2o8b2o48b3o281b2o8b2o4bob2o46b2o136bo14bobo6bo9b2o9bob
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2b2o247b3o$163bo2b7o31b2o34b7o22bo8b4obo18bo2b2o2bo196bob2o6bo4bo3bo3b
o16bobobo2b2o6bobo19bo8bobo3bobo3bo7bo2bo27bo2bo43b2o36b2o49b2o5b2o36b
3obob2o26b3o11b3o6b3o11b3o183b2o2bo16b2o17bo2b2o4b2o2bo11bobo49bob2o5b
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2o24b3o4bo54bo12b2o8bo78b4o75bobo7bo3b2o5b2o147bo9bo5bo3bo40b2o8bo5bo
8b2o181b3o$163b3o3bo3bob2o62bo3bo3bo22b3o5bo4bo18bo2b2o2bo38b2o47bo29b
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27b3o8bo2bo86b2o26b2obob3o56bo12bo194b3ob2o17bo17bo3b3o2b3o3bo12bo46b
2obob2o6b2obo8bo30bo8bob2o6b2obob2o48b3o50bo7bo9bo2bo7bo7bo319bobo16b
2o5bobo124bo5bo8bo22bo25b2o484bobob2o28b2obobo7b2o50bo2b2o3bo25b3o26bo
bo10bo7bobo72bo4bo4b3o72bo10b3obo4bob3o146bo9bo5bo3bo38bobo7b3o3b3o7bo
bo160b2obob2o$166bo5b2obobo28b3o30b2o5b2o17b2o5bo7bobo21bo2bo40bo46bo
2bo26b3o34b3o39bob3obo6bo3bo21bo3bo2bob2o3bo4bobo19b2o8bo3b3o3bo5bobo
25bo12bo6b3o17b3o8bobo51b2ob2o31b2ob6o18bobobobo2bo8b3obob2o39b2o10b2o
160b3o30bo4bo8b3o5bobo18bo2b2o4b2o2bo7b2o4bo46bo2bobo3bo2b3o2bo7bo30bo
7bo2b3o2bo3bobo2bo104bo7bo6bo2bo10bo7bo317bo18b3o3bob2o122b2o4b2o8b2o
20b2o361b3o15b2o130bobo5b3o23bobobo66bo52bo4b2o10bo7b2o4bo73bob2obob3o
69b2o12b2o5bo4bo144b2o8b2o4b2o2b2o38bo9b3o3b3o9bo160bo5bo$bo5bo11bo11b
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2o30bo2bo28b4o4b4o7bobo15b3o2b2o3bo3bo4b3o30b3o11bobobobo30b2ob6o19bo
6bo8bo2b3obobo191bo2bob2obo2bo9b3o31b3obo7bo3bo4b2o40bobo52b2o2bo7b2ob
2ob2o3bo30bo3b2ob2ob2o7bo2b2o31bo73bobo5bobo7bo10bobo5bobo150b2o183b3o
2b2obo125b2obo6bob2o23b2o333bo17b3o6bo2bo14bo132b2o9bo16b2o5bo62bobo
56b3o15bo10b3o69b3obob2obo87bo5b2ob3o147b2obo6b2obo6b2obo33b2o27b2o
160bo3bo$b2o3b2o10bobo9bobo12bo4b3o14bobo5bo14bo4bo13bobo8bobo18bo23b
13o27bo3bo27b5o3b5o16bobo6bo3bo3bob2o8b2o2bo15bo32b2o29bo6bobo4bo6bo
23b2o35b2o40bo2b4o3bobobobob2o19bo3bo4bo6b2obo13bo4bo25bob2obo4bo40b3o
21b2o3bo41b3o12bo3bo44bo18b3o10bo7bo35b3o14b3o135b2o2bo4bo2b2o9bo34b2o
7bo5bo45bobo53bobo2bob2o5b2ob2ob3o30b3ob2ob2o5b2obo2bobo22b2o7bobo73bo
7bo20bo7bo151b2o185bobo3bo125bob2o6b2obo358b3o15bo2bo5bo2bo15b3o135bo
4bo15b3o3bo2bo9b2o51bo60bo24bo74b3o4bo4bo87bo3bo149bob2o6bob2o6bob2o
225b3o$b2o3b2o10bobo9bobo11bo4bo17bobo3bobo33bobo8bobo15bo3bo49bobo2bo
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2bo107bobo6b2o2bobobo16bo3bo3bo4bo6b2obo15bobobo24b2o6b3o22b3o6b3o17b
2o10b3o3bo40bo3bo43b2o14bob2o15bob2o11b2ob2o25b2o10bo3bo12bo3bo10b2o
123bo2bob2obo2bo10bo43bo5bo46bo54bob2ob2o8bobo3bo10b3o6b3o10bo3bobo8b
2ob2obo22b2o6bo2bo18bo2bo428bob3o501bo14bo2bo6b3o17bo139bo15b5o5bo10bo
22b2ob2o47b2o35b2o24b2o76b4o93bo217b2o13b2o$2bo3bo9b3ob2o7b2ob3o9b2o3b
2o13b2obob2o2b2o4bo9bo6bo10b3ob2o6b2ob3o13b4obo21b13o10b2obo2bo2bo2bob
2o2b3o2b2obo2bo2bo2bob2o8bobo2bo5bo2bobo13bo7bobo5bo14bob2o4b3o4b3o32b
4o30b2o3bo2bo3bobo108b2o2b2o8bobobobo13b3o6bo3bo6bob3obo12b3o2bo24b2o
2bo2bo24bo2bo6bo2bo4b2o10bo11bo17b2o3b2o22b2ob2o43b2o18bo10b2o3bo14bo
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2b2o2bo11b2obobob2o6bobo2b2o30b2o19bobo239b4o182b2obobo332bo32b2o37b2o
32b2o63b2o15b3o163b2o18b3o2bo3bo10bobo20bo3bo11b2o33b3o12b2o125bo96bo
4bo212b2o13b2o183bo5bo$15bo19bo28bob2o9b3o7b3obob2ob3o7bo4bo13bo15bobo
20bo9bo2bo14bobo2bobo15bobo2bobo13bo13bo14bo5bobo7bo15bo6bobo4b3o20bo
10bo4bo34b2o3bobo2b2ob2o21b3o34b2o45bobo10bo3b2o12bo2bo3bo3bo2bob2o3bo
4bobo8b2o6bobo11bo11bo2bo2b4o21b2o2b6o2b2o5bo2bo4b2obo11bo11b3o2bo2bo
2b2o86bo2bobo30bo4bo20b3o10bo5bo10bo5bo10b3o142bobo35bo2bo4bo3bo48bo
54bobobobo3bo2bob2obo12b2o2bo2bo2b2o12bob2obo2bo3bobobobo40b2o5b2o242b
2o2bo2bo2b2o178b2obob2o177b2o151bobo31bo38b2o31bobo246bo20b2o2bo3bo11b
2o21b3o12b2o33b2o10b2ob2o125b2o5bo89bo3bo412bo5b3o$3b3o10b3ob2o7b2ob3o
9b2o10b2o10b2o6bo9bo4bo3bo3bo7b3o2bo6b2ob3o13b2o4b2o19bobob2o5bo60b5o
3b5o10bob2ob2o11b2ob2o15b2o4b3o3bo2b2o18bobo8b2ob3obo31b2ob2o2bobo3b2o
22bob2o18bo14bob2o44bobo28b2o7b2obobobobo3b4o2bo8bob4o3b2o3b2o7bo10bo
2bo2bo2bo41b3o6bo16bo7bobo3bobo85bobo4bo2bo23b2o6bo2bo21bo12bo5bo10bo
5bo12bo183bo5b3o49bo54b2o3b2o4bobo4bo14b3o2b3o14bo4bobo4b2o3b2o27b2o
10bobo81b2o4b2o160bobobo2bobobo181bo2bo178b2o133bo17bobo32b2o33b2o21b
2o11bo68bo178bo28bo64b3o12b2o12bo133bo4bo91b2obobo200bo3b2o27b2o175b3o
3b3o$2bo3bo11bob2o7b2obo11bobo2bo6bo11bo2bo4b2o9b5o2b2obobo9bo2bo6b2ob
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44bo3bo12bo3bo197bo56b3o65b2o4b2o34b2o4b2o40bo10bo83b3o2b3o162bobob2ob
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2bo79bob2o3bobo4b2ob3o128bo97bobob2o198bobo3bo9b3o3b3o9bo$45bo2b2o4bob
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bobobo8b2o2b2o12b2o8bobo10bobo8b2o49bo3bo12b2o2bo2bo16bo65b2o3bo2bo2bo
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14bo31b2o20b2o4b2o20b2o139b2obo2bob2o152b2o4b3o4b2o171bo154b2o4b2o16bo
b2o26bo3bo33bo3bo3bo17bobo24b2o51bobo21b2o4b2o168b3o5bo64b2o2bo12b3o6b
o3bo2bobo130bo95bobobo2bo197bo4bobo7b3o3b3o7bobo180b2o3b2o$22b2o3b2o
13b3o5b2o2b2o16b2o15bob5o18b4o17bo2bo3bo2bo30bo28b2obo2bo27bo3bo3bo16b
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10bobo11b2obo9b3o4bo5bo2bo6bo23b3o22bo3bo15b2o3b2o17bo64bo2bo2bo2bo2bo
2bo3b2o29b2obo37bobo15b2o15bobo149bo34b3obo212bo14b2o11bobo11b3o31bo7b
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224bo3b3o203b2o8bo5bo8b2o166bo14b2o3b2o$2bo3bo14bobo3bobo12bo7bo18b2ob
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3ob2o13bobo24bo4bo5bo6bo7b2o155bobo10bo2bo2bo2bo10bo7b2o3b2o3b4obo17bo
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59b3o65b2o4b2o34b2o4b2o67bo10bo31b2obo6b3o3b3o20b3o3b3o6bob2o140bo161b
2obob2o172bo41b2o137bobo28b5o10b3o11b3o9b6o93b2o14b2o184bo4bo2b2obobo
62bo3bo2bo25bo2bobo44bo2bo176b3o198b5o197bo$3b3o13b3o7b3o37b2obobob3o
9bobo3b2o3bo9bob2o6bo2bo9bobo5bo2bob2o25b2o30bobo56bob4o8bo24bo2b2o2bo
23bob2o7b2o5bo25bobo4bo2bo173bo11b4o2bo2bo11bo11bobo6b2o18b3o7b3o9bo2b
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54b2o3b2o4bobo4bo14b3o2b3o14bo4bobo4b2o3b2o53bobo10b2o30bo2b2o5b3o3b3o
20b3o3b3o5b2o2bo115b2o3b2o17b3o154b4ob3o3b3ob4o185b2o21b2o138bo34bo12b
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3o$18bo3b7o3bo18bo21b2o4bo7b2ob2obobob2o8b3ob2o6bo2b3o10b2o4b2o61b2o
34b7o17bo11b2o24bo2b2o2bo29b3o36b2o5bo49b2o19b2o4b2o112bo2bo2b2o24bo2b
3o11b2o18bo2b2o6b2o10bo17b3o8bo3b2o2b3o13bo3bo12b3o20bobo2bo41bo4bo
231b3o28b3obo63bo54bobobobo3bo2bob2obo12b2o2bo2bo2b2o12bob2obo2bo3bobo
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3bo183bo4bo191b2o3b2o8b2o9b2o8bo3bobo284b2o2b2o10b2o6b2o64b2o2bo32b2o
11b2o38b2o172b2o195bo2bo$2bo3bo11b2o2bo5bo2b2o17bobobob2o17b4o15bo2bo
8bo13bo4bo11bobo100bo2bo2bo19bo37b4o31bo94bobo100b2o34b3o6b2o24bobobo
13bo10b2o6b2o2bo18b2o23b2o8b3o14bobobobo11b3o21bo18b2o25bo5bo14bo3b2o
210b3o27bo5bo62bo52b2o2bobo6b2obobob2o11bo2b2o2b2o2bo11b2obobob2o6bobo
2b2o37bobo19b2o38b5o13bobo10bobo13b5o117bo10b6o10bo156b2obo7bob2o185bo
4bo189b3o2bobo31bo4b3o280b2obo2b2o11bo22b2o14bo7bo23b3ob2o7bo12bo25b2o
38b2o73b2o291bo2bob2o$b2o3b2o17bo23bob2ob2obo17bo19bobo9b3ob2o6b2ob3o
12bob4o122b2o35bobo2bobo29bobo41b2o51bo31b2o67bo35bo4bob2obo25bo4bo11b
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16b2o187bob3obobo60bo53bob2ob2o8bobo3bo10b3o6b3o10bo3bobo8b2ob2obo37bo
2bo18bo2bo6b2o29bo4b2o13bo10bo13b2o4bo117bo2bo6bo2bo3bo4bob2o4b2o151b
2obobo2bo2bobob2o184bo4bo141b3o44bo4bobo33bobo4bo279b3o16bo23bo14bo7bo
22bo2bobo8bo11b3o30b3o71bo34b2o290bobobo5bo$b2o3b2o16bobo22bo26bo16bob
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2bo30b2o12bo6b3o21bobo31bobo70bo42bo7bo10b3o38b2o16b2o188b2o4bobo58b3o
52bobo2bob2o5b2ob2ob3o30b3ob2ob2o5b2obo2bobo59bobo7b2o30b2o2bo7b2o5b2o
8b2o5b2o7bo2b2o118b2ob2o6bo5bo3bo3bobo4bo153bob7obo188bo2bo140b2o2bo
44b5o2bo29bo4b3ob3o51bo246bo20b3o15bo7bo22b2obobo7b3o9b3obo29bo2bo69b
3o326bo2bo4bobo210b2o$bo5bo17bo22b2o25b2o16b2o14bobo8bobo16bo193bo14bo
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3o4bo45b2o29b6ob2o29bobob3o2bo8bo6bo245b2obobo112b2o2bo7b2ob2ob2o3bo
30bo3b2ob2ob2o7bo2b2o59bo42bobo7b2o22b2o7bobo120bo2bo3b2o3b3obo4bo6bob
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49bob2o20b3ob3o99bo3b2o99b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
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2o2bo2bo11bo7bo169b5o17bo$110bo10bo16b2o192bobo13bo2b3o23bobo42bo2bo
12bo18bo4bo109b3ob2o6bobo7bobo7bobo21bo3bo53b3o28b5o3b5o9b2o29b6ob2o
30b2obob3o8bo2bobobobo245bob2o111bo2bobo3bo2b3o2bo7bo30bo7bo2b3o2bo3bo
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11bobo5bobo167bob3obo13b3o$332bobo14bo4bo22bo14b2o28b2obo3b3o4b3o20b2o
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2o122bo187bo2bo371bobo11b2obo3bo5b2o11b3o5bo7bo2bob2o34bobo57bobo183b
2o57bo3bo24b2o12b2o5b2o4b2ob3o96bobo14b2o307bo4bo22bo7bo169bo3bo14bo$
331b2ob2o2bo3b2obo2b2ob3o22b2o14bo29b3o6bo3bo24b2o114b2ob2o15bo9b2o19b
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3o10bobo5bo7b2obo37bobo57bo245b3o36b2ob3o8bo102b3ob4o2b2o6b2o305b3o4b
3o199b3o$333bo3b3o2bob2o3bobo38bobo37bo4b2o139bobobo8b4o33bob2o4bo2bo
5b2o2b6o2b2o27b3o31bobobobobobo41b2o5b2o29bobob3o2bo8b3obob2o310bo53bo
3bo3bo8b2ob3o30b3ob2o8bo3bo3bo34bo7bo18bo44bobo34bobo126b2o6b2o3b2o
563bobo7b3o10b3o5bo8bobo96b2o247bobo33bobo10bobo3bob4o92bo3bo4bob2o96b
2o4b2obo6b2obo26bo67b2o100bo10bo199bo$333bob3ob2o8bobo33b2o3b2o92bo93b
o5bobobo4bo32bo10b2o4bo2bo6bo2bo29bo32b3o3b3o42b2o5b2o29bo7bo8bo2bobob
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3b2o6b2o331b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o11b2o57b2obobo7b3o
18bo8bobob2o343b2o33bo4b4o11b2o2bo91b2o3bob2obobobo96bo4bob2o6bob2o25b
obo66b2o8b2o90b2o8b2o53bo4bo$334bo4bo10bo33bo2bo32b2o11bo23b2o23b3o89b
2ob2o5bo3bob2obobobo27b2o17b3o6b3o30bo33bo5bo43b2o39b2ob2o10bo6bo367bo
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4b2o4b2o4b2o4b2o10bobo58bobob2o6b3o18bo7b2obobo380bo48b2o24b2o39bobobo
b2obo3b2o94bo3b2o4b2o8b2o23bobo76bo154b3o4b3o$29bo2b2o3b2o2bo19bo29bo
27bo20bo194b4o46b2o34bo10bobo23bo12b2o8bo91b2o9bobobob2obo3bo37b3o132b
2ob6o29bo5bo12b3o372b2o5b2o3b2obo36bob2o3b2o5b2o54b2o231bo503bo34b3o
23bobo3bo5b2o19bo7bo2bobo27bobo351bo48bo24bo41b2obo4bo3bo95b2o2bo5bo9b
o15bo7b2ob3o51b2o22bo88bo14bo48bo10bo$bob3o3b3obo15b4obobob4o19bo28bob
o25bobo18bobo162b2o4b2o106b3o10bo3bo19b3o10b2o11b2o90b2o13bo4bobobo36b
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4bobo501b2o32b2o2bo22b2ob2ob2o5b2o20bo6b3o2b2o26bobo348b3o46b3o10bo15b
3o38b2o2b4ob3o13b3o85bo5bo9bo14b3o11bo50b2o13bo7b2o88bo14bo48b2o8b2o
137b2o17bo$3b2o5b2o22bobo23b3o26b2o27bobo20b2o161bobo2bobo23b2o47bo5b
2o26bo12bo2bo20bo13bob2o101bobo12b4o41b3o6bo12bo152bo2bo16bo3b2o377bob
3o13b2o8b2o13b3obo50b2o15b2o213bob3o3b2o3bo2bo155b2o4b2o4b2o4b2o4b2o4b
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4b2o4b2o4b2o4b2o4b2o11b2obo6b2obo12bo22bo57bo97bo2b2o25bo3bo4bo22bo3bo
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2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o146bo48bo4b
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o90bo6b2o6bo197b2o18bo$4bobobobo20b4ob4o50bo27bo22bo164bo2bo25bo46bo2b
o4bobo38bo2bo35bo4b2o108bo58b12o193b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
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2o4b2o199bobo15bo10bo15bobo67bo213bo5bo6b2ob2o10b2ob2o140b2o4b2o4b2o4b
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o11bob2o6bob2o12b3o18b3o57bobo95b3o24b5o2bo
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obo7bo10bobo45b3o2b2o14b2ob2o28b3o49bo4b2obo6b2obo12bobo3b2o4b2obo5bob
o60bo6b3o95b2o53bo14bo153b3o$3bo2bobo2bo18bo2bo3bo2bo19b3o26b2o26b2obo
19bobo25bo4bo20bo4bo27b8o24bobo2bobo38bo4bo25bo28b2o7bo6bo5bo4bo39b2o
40bo2bo96bo2bo6bobo3bobo3bo51bo2bo197b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
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4b2o4b2o200bo17b3o4b3o17bo69b3o210bo3bo2bo6bo2bo10bo3bo16b2o295b2o4b2o
2b2o19bo16bo59bobo123bo4bobo12b2o5b2o12bobo4bo11bo418bo8b2o12bo45b2o3b
o47bo3b2o46bo5bob2o6bob2o12bobo18bobo70bo149bo14bo$b3o2bobo2b3o16b2o7b
2o51bo27bo22bo22b2ob4ob2o16b2ob4ob2o25bob4obo20b2obo2bo2bo2bob2o34bo4b
o24b2o29bo6bobo4bo6bo4b2o80bob2ob2o93bobo8bobo7bobo48b2o4b2o579bo4bo
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3o430b2o22b2o46b3o28b2ob2o14b2o2b3o46b2o8b2o2b2o14b3ob2o16b2ob3o67b2o
81bo26bo40bo6b2o6bo176b2o$b2o3bobo3b2o20b3o19b2o2b3o2b2o22bobo47bo28bo
4bo20bo4bo27b8o24bobo2bobo38bo4bo55bobo11bo2bo91b2o4b2o92bo10bo3b3o3bo
48bo8bo896b2o2bo2bo157bob2o6b2obo5bo79bo72bo5bo3bo131bobo45bo45b2o3b2o
29bo3bobo70b2o8b2o2b2o4b2o26b2o79b2o304bo29bo3bo13bobo61bo3bo14bo28bo
50b2o19bo6bo6bo3b2o57bobo7b2o6b2o7bobo46b2o182bobo$3b3o3b3o21bo3bo18bo
bo2bo2bobo22bobo25b3o18b3o3bo162b2o58b2o3bo2bo3bobo88bo11bo162b2o6b2o
196b2obo6b2obo23bo32b2o50b2o576b2o3b2o158b2obo6bob2o5b3o77b3o69b2o4b2o
2b2o129b3obo44bobo47bo33bo76bo9bo3bo5bo27bo75b2obobo46b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o125b3o13b3ob4o2b2o43b2o9bo3bo14b3ob2o16b2ob
3o39b2o9bobo19b3o4bobo2b2o4b2o58bo7b3o6b3o7bo230b3o$57bo7bo16bo3bo6b2o
bobo19b2o17b3ob3o156b2o70b2o3bobo2b2ob2o82bobo5bo3b2o368bob2o6bob2o4bo
6bo9b3o32b2o6b2o41bobo620b2o3b2o118b2o8b2o6bo79bo70b2obo6b2obo91bo32bo
4bob2o42bobo16bo3b2o19b5o36b6o68bo9bo3bo5bo28bobo74bobo48b2o4b2o4b2o4b
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o140bo3bo4bob2o44bo8b2o2b2o16bob2o16b2obo
41bo10bo10b2o12bo2bobo5b2o71b2o6b2o43bo26bo168b2o$3b3o3b3o69bo5b2o7b4o
201bo68b2ob2o2bobo3b2o85b2o6b3o167bo2bo203b2o2b2o4b2o2b3o3bobo7bo43bo
42bo621bo2bo2b2o119bo8bo6b2o78b2o15b2o53bob2o6bob2o90bobo31bobobobobo
39b2obo16b2o4b2o18bo2bo2bo38bo2bo67b2o8b2o2b2o4b2o28b2o74bob2o244b2o
104b2o3bob2obobobo42bo5b2obo6b2obo39b2o37b3o7bobo7b4o10b2o4bo4bo125bob
o7b2o6b2o7bobo170b2o$b2o3bobo3b2o19bo3bo19bo7bo16b4o7b2o5bo14b3o2b3o
16bo2bo110bo47bobo71bobo3bo2bo3b2o44b2o212bo2bo203bo3bo5bo6bo12b2o32b
6ob2obo37bob2ob2o134b4o37b4o408b2o17b3o11bo10b6o109bo10bo102b2o51b2o4b
2o2b2o4b2o88bobo32b2obobo44bob2o15b2o23bo3bo33bo3bo3bo45b2o37bob2o105b
2obobob2ob2o237b2o105bobobob2obo3b2o41b2o4bob2o6bob2o8bo30bo40bo8b2o6b
2obobo24bob2o119bo7b3o6b3o7bo170b3o$b3o2bobo2b3o20b3o19bobo2bo2bobo16b
obob2o6bo3bo68b2o2b2o23b2o2b2o17b3o7bo21b3o47b2o69bo2bo11bobo42bo2bo
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4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
29b2o16bo3bo10bo2bo6bo2bo3bo108b2o8b2o155bo5bo3bo5bo90bo37bobo41bobo
17bo26b4ob2o31bo2b4o20b2o24bobo20b2o8b2o4b2obo59bo4b2o38bo3b2o3bobo41b
2o4b2obo6b2obo53bo86b2obo141b2obo4bo3bo69bobo27bobo38b2o17bobob2o24bob
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23b2o2b2o23b2o2b2o17bobo6bobo19b2ob2o4b3o106bo6bo4bobo6bo42bo2bo207bob
obo2bobobo23b2o3b2o31b2o3b2o101bobo5bo21b2o2b2o4b2o4bob2obobo39b2o19b
3o28bo60b8o67b8o33b8o213b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
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2ob2o10b2ob2o6bo5bo106b2o6b2obo158bo5bo3bo5bo12b3o14b3o42bo40b2o11bo
43bobo47b2o33b2o24b2o26bo21bo9bo8b2o56bobo4bo39b3o3bobobo42bo4bob2o6bo
b2o40b2o9b3o86bob2o133b2o6b2o2b4ob3o70bobo27b2o39bo18b3o28bo68b2o6b2o
230bo$4bobobobo19bo2bo3bo2bo49bobo25b3o16bo3b3o76b3o5bobo19b3ob3o3bo
45b2ob3o57bo5bo6bo7b2o40bo3bo42b3o160b3obobo2bobob3o21b2o8b2o21b2o8b2o
31bo3bo3bo3bo54bob2o2bobo4bo15b2obo6b2obo7bo2bo2bo59bo31b2o59bob4obo
66b2o6b2o31b2o6b2o438bo2bo3b2o3b3obo108bo6bob2o89b3o65b2o4b2o2b2o4b2o
12bobo14bobo41bobo41bo55bo46bo38b2o38bo11b2o19bo9bo10bo13b2ob2o37bo2bo
2bo44b7o42bo9b2o8b2o39bo8bo226b2o14bobo69b3ob2o68bo18b2o28b2o58bo7b3o
6b3o7bo220bo11b2o$3b2o5b2o19b4ob4o20b3o26bo52bo77b3o4bobo20b3ob3o3b3o
4b2o6b2o20b2o7b2o63bo2bo58bobo41b2o3bo158bo3b2ob4ob2o3bo20b3o6bo2b5o
11b5o2bo6b3o31bo2bobobobo2bo27bo25b2o4b2obob4o15bob2o6bob2o10bob2o59b
2o91b8o67b8o33b8o439bobo4b2o4bo110bo11b2o86bo3bo66b2obo6b2obo4b2o8b3o
14b3o8b2o29b3obo13b3o11b2o10bo2bo101b2o37b2o37bobo31b2o8b2o8bo15bobobo
36bob2obob4o37b2obo48b2o8bo9bo40bobo6b2o89b5o142b3o2b2o69bo73b2o8b2o
22bo3bo11b2o57bobo7b2o6b2o7bobo231b2o$bob3o3b3obo20bobo54b2o24bo20bo
81b3o5bo21b3ob3o9bo2bo4bo2bo17bo4bo12b2o57bo61bo42bo164b2o3bo4bo3b2o
21bobo7bo2b4o11b4o2bo7bobo35b2ob2o31b3o23b2o5bobo24b2o8b2o10bo5bo40bo
182b6o35b6o43b2o3b2o101b2o4b2o57bob2o6b2obo10b2o5b2o48b2o9bo39b2o91bo
122b2o10bo25bo60bo5bo14bo50bob2o6bob2o4b2o36b2o28bo4bob2o10bobo12bo10b
o182b2o52b2o14bobobo35b2obo2bo5bo35bob2o3b6o51bo9bo40b2o75b2o20bo4bo
141b2o3bo71b3ob2o77b2o21bo4b2o10b2o58bo26bo43b2o6b2o$29b4obobob4o18b3o
28bo25bob2o18bobo78b3o27b3ob3o8b6o2b6o15bo6bo11bobo161b2o4b2o159b2o2bo
2bo2b2o22bo2bo3b2o3b3o17b3o3b2o3bo2bo73bo19b2obobo4bo2b3o21bo9bo9bobo
5b2o37bo2bo182b4o37b4o44bobo3bo101bobo2bobo57b2obo6bob2o9bobo6bo49bo7b
3o39bo2b2o103b2o104b2o13bo23bobo3b2o54bo5bo13bobo135bobobobobo10b3o12b
obo9bo215b2o8b2o21b2obo2b3o34bo2bob2ob2o2bo35bo3b2o7bo39b2o8b2o8b2o35b
2o81bo23bo2bo142b3o74bob2o7b2o90b2o4b2o4b2o126bo7b3o6b3o7bo162bo$29bo
2b2o3b2o2bo19bo29b2o26bo20bo27bo4bo18b2o3bo2bo3b2o14bobo28b2ob2o10bo2b
o4bo2bo15bo8bo12bo115b2o46b2ob2obo158bob2o4b2obo22bobo4b2o29b2o4bobo
31bo2b2ob2o2bo30b2o17b3o3bo4b2o4bo22bo9bo8b2o6bo38bo2bo9b2o162b2o59b2o
37bo3bob2o6b2o3b2o87bo2bo57b2o8b2o4b2o3b2o2bo7bo50bobo4bo43b2ob3o88b2o
6b2o3b2o105bo12b2o24bo4bobo53bo5bo13bob3o134b2obobo28b2o6b2o12b3o203bo
9bo22bobo3b2o34b2obo2b2o2bob2o35b3o6b3o41bo4b2obo6b2obo37b2o81bobo21b
2obo107b2o34bo86bo18b2obo30b2o35b6o6b2o2bo76b2o46bobo7b2o6b2o7bobo160b
obobob2o$61bo27bobo25bobo19b2o25b2ob4ob2o16b5o4b5o14b3o29b3o12b2o6b2o
16bo8bo12b2o115bo49bo2bo193bo43bo31bobo7bobo39bo6bob2o37b2o8b2o56b2o
10bobo3b2o43b2o3b2o71b3o32bobo57bobo37b2ob2obobo5bo3bobo86b2o2b2o57bo
8bo5bo4bobob2o6b2o50b2o4b2o37b2o4bo4bo82b2o3b2o6b2o109bo9b2obo12b3o18b
o50b2o2bo3bo11b2obo4bo137bobo36bo12b2ob2o200bo9bo9b2o12bob2o3bo34b2obo
6bo40bo6bo42bo5bob2o6bob2o60b2o59b2o18bo5bob2o104b2o121bobo16b2ob3o28b
o3bob2o29bo5bob5o73bo6b2o6bo40bo26bo150b2o10b2ob2obo$90bo26bobo20bobo
25bo4bo18b2o3bo2bo3b2o47bo39bo8bo7bo118b3o51b2o209b2o11b2o47b2ob2ob2ob
2o40b3o3b3o35b2obo6b2obo58b2o12bo3b2o43bobo2b2o71bobo33bo59bo42bobobo
2b2obo3bo87b3o2b3o55bo10bo5bo5bobo104b2o3bo2b3o83b2o122b2o8bob2o12bobo
17b2ob2obo44bobo3b3o12b2o2bobobo125b2o11bo39b2o8bo205b2o8b2o8b2o13bo3b
2o15b3o17bobob3o2b2o28bo12b6o43b2o8b2o8b2o58b2o78bobo4bobo229b2o22bo
23b2o3b5obo29b2obob3ob2obo5b2o66bo14bo217bobo4b2o$118bo22bo152bo6bo7bo
bo117bo251b2o6b2o3b2o11b2o3b2o6b2o26b2o6b2o2bobo2b2o34b2o7bo13bo26bob
2o6bob2o57bo2bo9bobo36b3o10bo76b3o132b3obo3bobobob2ob2o89bo2bo57b2o8b
2o4b2o5bobo109bo2bo101bo133bo2bo19bob2o44bo23b2ob2o65b2o36b2o23bo50b2o
9b2o239b3o17bo19b2obo4bo29bobo70bo9bo139bo2bo2b2o2bo246b2ob3o24bo2bobo
37bo4bob2o7bobo65bo14bo53b2o164bo3b2o$295bo4bo9bo166b2o197b2o3b2o6b2o
12b2o7b2o6b2o3b2o21b2o8bobobobo36bobo5b2o12bobo6bo52bo6b2o28bo2bo9b2o
37bobo87b3o40b2ob2o37b2ob2o44bo2bo3b2o2bobobo156bob2o6b2obo5b2o3bo183b
3o4bobo8bo4b2o4bobo133bobo19bo46b2o93b2o8b3o14b3o8b2o9b2o10bo2bo51bo8b
2o241bo17b3o17bo3b2obob2o27bobo6b2o52b2o9bo9bo3bo2bo35bobo94b2o6b2o
218b2o27bobo28b2o2b2ob2o35bo5bo8bo119b2o6bo6b2o6bo163bo$297b2o179bo
197b2o24bobo20b2o32bo3bo37bo22bo6bobo50b2o5bobo30bo42b2o5bobo87b3o40bo
3bo37bo3bo44bo3b2obo3bo3bob2obo81b2o68b2obo6bob2o4bo2b3o62bo25bo16b2o
76bobobo6bo4bob3o3b2o3bo2bo127b2o4b3o11b3o4b2o151bobo14bobo20bo10bo49b
2ob2o12bo278b2obob2obobo18bo2bo3b2ob2o4bobo53bo8b2o8b2o7bo37bo62b2o
256bobo27bobo30bob2ob2o50b2o66b2o8b2o40bobo5bo14bo$475b3o214bo7b3o7bo
100b3o16bo3bo50bo5bo74bobo19bo51b2ob2o19b3o41b3o39b3o42b2ob2o10b2o3bob
2o82bo7bo64b2o8b2o2b2obo63bobo23bobo14bo2bo75bo4bobo3bo3bo5bo6b2ob2o
127bo19bobo79b2o76b3o14b3o20bobo9bo50b3o12b2o6b2o270bobo3bo2bo18b6o7bo
2bo54bo5b2obo6b2obo4bo5bo35bo64bo145bo110bo30bo31bob2o49bo71bo10bo40bo
7bo14bo$475bo209b2o4bobo5bo3bo5bobo4b2o23b3o4bo61bo3bo6bo7bo3bo56b2obo
52bo19bo20b2obo49bo3bo19bobo41b3o39b3o43bobo12bob2o19b2o65bobo5bo65bo
8bo6bo10b2o27b2o22bobo23bobo14bobo3bo73b2o4b2obo4bo3bo2bo6bo2bo124b2ob
o19bo2bo50b2ob2o23bo118b2o6b2o12b3o50bo9bobo219bo5bo43bobo3bobo25b7obo
b2o53b2o4bob2o6bob2o4b2o4bo32bobo65bobo145bo107b2o63bo49b2obo71b3o4b3o
$679b3o3b2o3bo2bo5b2ob2o5bo2bo3b2o3b3o17b3o3bobo59bo5bo4bobo5bo3bo57bo
2bo2bo21b2o20bo3b3o18b2o21bobo50b3o20b3o128bo3bo29b2o4bo66b2o6bo17b2o
44bo10bo5b2o9bobo27bo23bo23b2ob2o14bo3bobo76bo10b6o10bo124bob2ob2o17bo
bo49bobobo2b2o12b3o3bobo127bo12b2ob2o49bo10bo37b2o8b2o45b2o4b2o44bo15b
o55bobo3bobo43bo5bo22b2obo4bo3bo2bo82bo34bo18bo2bo45b2o12bo127bo4bo
112bob2o16b2obo31b2o27b2o21b2ob2obo73bo4bo53b2o8b2o139b2o$71b2o603b4o
2bo7bobo17bobo7bo2b4o14b3o6bo58bo5bo3b2o2b2o2bo3bo58bobob2obo20bo2bo2b
obobo10bo3bo43bo208b3obo19b2o7bo2b3o73b2o18bo45b2o8b2o18bo27bobo17b2o
26bo8bo14bo75bo2bo18b2o2bo2bo129bo18b3o49bo4bob2o11bo3bo2b2o130b2o8bo
51bo2bo10b2o26b2o7bo2bo2b2o4bo45bobo2bobo44b3o11b3o54bo2bo3bobo71bobob
2o2bob3o2bo82bo20b2o36bo57b2o126bo5b2o109b3ob2o16b2ob3o30bo8bo5bo12bo
2bo19b2ob2o2b2o130bo10bo137bo3bo5bo2b3o19bo$6bo64b2o603b5o2bo6b3o17b3o
6bo2b5o11b3o6bobo59bo5bo4b2ob2o3bobo59bo2bo2b2o21b6ob2obo3b2o4bo4bo42b
obo64b2o52b2o41b2o45bobo19b2o8bobo77bo3b2o13bo40bob2o6b2obo18bobo28b2o
16bobo27bob2o3bobo91b3o17b2o3b2o130bobo4bo64b3obo13bo5bo133b2o9b2o50bo
40bo9b3o2bo2b3o48b4o49bo9bo57bobob2obob2o70bo2bo3bo2bo2b2o82b4obo15bob
o31bo5bo55bo135bo108bo28bo29bobo7b2obo4bo9bo2bo24bobo2bo112b3o14b3o4b
3o137bo5bo9bo3bo14b2o$5bobo63b2o608b2o8b2o17b2o8b2o16b3o7bo7b2o9bo42bo
3bo5b3ob2o3bo52b2o12bo32bo4bo6bob2o41bo3bo62bobo52b2o41b2o47b2o27b2o
75bo3b2o2b2o4b2o6b2o40b2obo6bob2o18b2o47bobo25bobob2o4bo93bo156b2o3bob
o65bobo13bo5bo135bo8b2o39bo11b2o39b9o6bobo48bo2b2o2bo46b2o9b2o57b2obob
2o3bo17b3o17bo29b2obo2b2ob2obo2b2o82bo3bo16bo33b2o4bo56b2o130b4o109b3o
b2o16b2ob3o31b2o5bob2ob3obob2o8b3o18bob5o3b2o100bo7bo3bo18bo4bo138bo2b
o3bo8bo4bobo12bobo8bobo$4bobobo63bo613b2o3b2o17b2o3b2o21b3o6bo9bo8bobo
42b3o9b3o57bo7bobo3b3o21b2o6bob3o4b3o37b2o7bo2bo62bo70b3o7b3o58bo2bo2b
o27bo2bo2bo53b2o29b2o4bo112b2o11bo26b2o102b3o160bo67bo14bo5bo130b2ob2o
12bo36bobo48b3o2b5o2bo4b2o50bo2b2o2bo118bo4bob2o19bo17b3o26bo2b3o3bo2b
obobobo79bo3bo17b2o38bo39bo18bo124bo4bo4b3o108bobo18bobo40b5obo5bo29b
2obo3bo103bobo5bobo3bo7b2o159bo16b2o19bo3bo$4bo3b3o60bobo612b2o3b2o5bo
5bo5b2o3b2o29bobo8bo9bo6b3o45bobo55b3o9bo6bo21b2o7b2o6b2o38b2o8b2o63bo
bo68bo2b2o3b2o2bo58b4ob2o27b2ob4o54bo15bo5bo13b4o108bo2bo45bo29bo60b2o
bo2bob2o242bo3bo82b2o16b2o31b3o12b2o6b2o28bobob2o44bo2bo2b3o2b2o3bo3bo
2bo47bo2bo118b2o2b3obobo17b3o15b2o3bo26bo4b2obob2o4b3o6b2o69bob4o56bo
39bobo147bob2obob3o106bobo5bob2o4b2o3bobo36bo2b2o6b6o35b2o104bo7bo11bo
2bo2b2o145bo3bo3bo17b2o7b2o10bo12b2o$b2ob2o60b3obobo90bo25bo24bo57b2o
423b2o5b2o41bo9b2o7bo7b3o45b2o56bo56b3o43b2o7b2o2b2o56b2o68b2o2bo3bo2b
2o153bobo18bo15bo2bo108b2o45bobo26b3o61bob2obobo244b3o84bo16bo45bo9bob
o12b3o10bobobobobo44b2o13bob6o55b2o112bo6bob2o34bo3b2obo26b3obo2bo2bob
3o9bo12bo61bo56b4obo35bobo143b3obob2obo111bo4b3ob2o4bo5bo38b2o4b2o4b2o
163bobo4bo2bo141bob2o3b2o18b2o7bo2bo7bo4bo8b2o$obo3bobo12b2o7b2o14b2o
7b2o9b4obo91b3o3b3o9b3o3b3o22b3o56bo2bo24bo11bo385bobo3bobo59bobo6b3o
159bo46b2o6bo2bo131b3o3b3o62b3o10b3o18b3o39b2o16b2o15b3o8b4obo4b2o102b
2o47b2o2bo2bo24bo62bobobo2bobobo326b3o18b3o43bo10bo12bobo10b2obo4bo
122b3o108b2obo2b2o2bob2o34b2o3bobo28bobo2b2o2bo3b3o7bo10bobo59bo38b2o
17bo3bo37bo146b3o4bo4bo110bo11b3o35b2o10b2o4bo21b2o142bo5bobobo140bo
23bobo4b2o7bo7bo$o2b2o3bo12b3o5b3o14b3o5b3o13bo95bo3b2o9b2o3bo24bo54bo
2bo2bobo25b2o7b2o387bo5bo59bo6b3o162b2o53bo4b3o198bo2bo9bobo17bo2bo40b
o44b6o109bo7b3o37b2o3b2o25b2o61b2o2bo2bo2b2o326bo22bo40bo2bo10b2o11b3o
13bob3o60b2ob3o57b2obo108bo2b2ob2obo2bo34b3o2bob2o28bo8bo2bo9bo10bo2bo
8bo48bo4b2o33bo16bo3bo189b4o117b3ob2o7bo35b2o11bo3bo22b2o8b2o135b2obo
2bo131b2o7b2o23bo5bo2bo6bo7bo3bo$b2o2bo3b2o7bo15bo8bo15bo105bo2bo2b2o
7b2o2bo2bo9b2o12b2o33bo4bo14b5obob2o20bobob2o7b2obobo450bobo3b3o218bob
2obo38b2o88b3o3b3o63b3o9bo2bo5b3o8b3o40bo38b2o5bob3o87b3o17b3o8bo2bo
49b3o3b3o77b4o232b2o161bo41bobo63bo3bo59bobo107bo5bo2bob2o35bobobo41bo
bo9bo9b2o3bo2b2o2bobo47bo5bo31bobo15bob4o189bo122bobo44b2o48bo136bo2bo
133bobo39b2o7bo9bobo$3b2o3bo4b2o2bobobob7obobobobo2bobobobob7obobobo2b
2o100bo4bo2bo5bo2bo4bo9bo2b2o42b2ob4ob2o18b2o3bo17bobo15bobo372b2o23b
2o51bo4b3o219bo42bobo85b2o2bo3bo2b2o74bobo5bobo51b2o6b2o20b3o6b2o5b2o
89bo3bo16bo11b2o13b2o11bo23bobo3bobo260b2o51b2o15b2o133bo11b2o40bo65b
3o52b3o4bo2bo41b3o3b3o58b4obob2obo36bobobo42bo19bo2b3obo2bo2bob3o46bo
36b2o20bo190b2o5bo115bobo45bo49bo105b3o15b3o6bo4bo134bo46bo2bo$3bo2bob
o3bo2bo9bobo9bo2bo9bobo9bo2bo100b2ob2o11b2ob2o11b2obo35bo8bo4bo16b3o2b
2o21bo17bo373bob2o19b2obo85b2o236bo85bo2b2o3b2o2bo63b3o8b3o5bo2bo9b3o
41bo4b2o22bo13b2o89b2ob2o5bob2o33bo2bo8b3o23b3o3b3o14bo62b2o181bo69bo
133bobo37bo143b2o41bo2bo3bo2bo61bo2bo2bo37b2ob2o60b2obo2bob2obob2o4bo
46bo2bo18bo34bo192bo4bo117bo45bobo24b2o13bo7b2o132b5o134b2o46b2o$bobo
8bo2bobo5b3ob3o5bo2b2o2bo5b3ob3o5bobo2bo104b2obo2bo2bob2o19bo34bo29bob
o2bobo3bo16bo19bo14b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o195bo2bo
17bo2bo37bo3bo43bobo187b2o45bobo85b3o7b3o62bo2bo17bobo9bo2bo37b4o26b3o
13bob3o96b2obo34b3o7bo48bobo61b2o182b3o67b3o131bobob2o32bobo65b3o11b3o
36b2o12bo5bo46b2obo3bob2o59bo4bobo103bo4bo5bo3b3o2bo66bobo32bo4b2o187b
o167b2obo24b2o13bo6bo104b2o8bo5bo8b2o$b2o5b3o7b2o2b2o5b2o2b2o8b2o2b2o
5b2o2b2o7bo2bo100bo3b3o3bo20bo5b2o26bobo28bob2o2b2o5b2ob2o8bo9b2ob2o9b
o12b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o22b2o166bo4bo2bo17bo2bo4bo
31bobobobo8b2o31b3o9b3o176b2o45b2o70b2o41b2o46b3o18b3o10b3o36bo2bo43b
6o143b2o20bo27bo248bo69bo129bobobobobo31bobo64bo3bo9bo3bo34bo2bo11bo5b
o116b2o4bo104bo4bob4obob2o2b2o66bo35bo5bo189bo172bo4bo4b2o24bo6b3o101b
obo7b3o3b3o7bobo4bo$5b2obo12b2o2b3o2b2o14b2o2b3o2b2o13bo98bobo2b2ob2o
2bobo14b2obo5bo2b2o25bo30bo3b2o3bo2b2ob2o9b2o8bobo8b2o199b2o165bobo3bo
2bo4bo7bo4bo2bo3bobo28b2o2bobo2b2o6b2o27bo3b2ob3o5bo3bo294b2o41b2o119b
2o4bob4o35b4obo4b2o131b2o25bobo475b2obo4bo32bo64bo5bo7b2ob3o32bo2bobo
11bo5bo227bo9bo3bob2o67bo37bo365b2o5bobo2bo35bo100bo9b3o3b3o9bo3bobo$
4bobo59bo4bo97b2o4b3o4b2o13bo2b2o6bob2o25bo31b2obob2o18b2o6bobobobo6b
2o367b2o3b3o4bo9bo4b3o3b2o29b2ob2ob2ob2o34bobo3b2ob2o4bo5bo210b3o20b3o
146b4ob2o27b2ob4o40b6o43bo2bo130bo2bo25bo14b3o3b3o456bob3o98bo5bo49bo
169b2o75bo4b3o4b2obobo68bobo35bo2bo51bo305b2o4b2o2bobo4b3o31b2o99b2o
27b2o3bo$4bo61b2o2bobo103bo20b2o10bo27bo5b2o2b2o21bobobo26bobo3bobo22b
2obo6b2obo28bo21bo35b2o28b2o15b2o215bo9bo40bobo7bobo32bo3bo2b2o2b2o3bo
5bo210bobo19bo3bo145bo2bo2bo27bo2bo2bo41b3obo13b3o26b4o120bo11b2o41bob
o3bobo456bobo100bo5bo7bob6o30bob2o15b3o152bobo74bo3bo5bo2b2obo161bobo
304b2o3bo6bo6bo15b2o$3b2o66bob2o162bo5b2o2b2o5bo15bobobo24bo2bo5bo2bo
20bob2o6bob2o16bo9b3o21b3o4b2o21bob2obobo4bo24bo15bo204b2o3b3o7b2ob2o
7b3o3b2o29bo2b2ob2o2bo32bo3bo5bobo4bo5bo210b3o19b2ob2o56b3o39b3o49b2o
27b2o49b2o13bo22b2o4bo122bobo53b3o3b3o27b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o266bo33bo54b2o12bo3bo8bo3bo2bo31bo5bo168bo75b2obob7o58b2o
105bobo327b2o9bobo122b2o13b2o$176bo36bo10b2o10bobo15bo16bobo25b3o7b3o
24b2o8b2o2bo11b3o6bo27bo3b2o21b2obobo4b3o22bo19bo36bo164bobo3bo2bo6bo
3bo6bo2bo3bobo70bo3bo7bo6bo3bo211b3o80b3o39b3o47bobo8b2o19bobo47b2o5b
2o6b3o20b2o6b2o92b2o25bobo16b2o23b2o25b2o3b2o14b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o300bobo52bo4b2o8b3o10b2o42bo8bo159b2o75bo2bo7b6o52b
2o87bo18bo328bo10bo124b2o13b2o$169b2o4b3o4b2o27b2obo6b2o2bo11bo15bobo
16bo3b2o2b2o54bo9bo3b3o5b2o5bo5b2o25b2o30b2o3bo25b5o11b5o35bobo164bo4b
o2bo7b3o7bo2bo4bo32b2ob2o33bo3bo16b3o212b3o79bo3bo37bo3bo44b3o2bo7b2o
19bob3o42b3obo5b2o38bo87bo2bo2bo25b2o17bobo23bo24bo2bo2b2o477bobo54b3o
2bo22bobo27b2ob2o8bo8bo234bobo4b2ob2o3bo2bo75b2o64b2o347b3o7bobo7b2o$
71bo2bo94bobo2b2ob2o2bobo27b2o2bo5bob2o12bo5b2o2b2o5bo18b4ob2ob3o15b3o
7b3o25bo9bo5bo4b2o4b2o69b2o28bo11bo38b2obo169bo2bo9bobo5bo2bo33bo2bobo
bobo2bo30bobo6bo22bo202b3o79b2ob2o37b2ob2o43bo4b2o29bo3bo40b6o44bo87bo
b5o23bo23bo20b3o26bobo483bo56bobo22bo2b3o25bo21bo234b2o6bobo83b2o66bo
348bo8b2o6b3o106b2o27b2o$71b2o98bo3b3o3bo31b2o5bo22b2o2b2o5bo29bo14bo
2bo5bo2bo24b2o8b2o4b2o56b2o12b2o15b2o16b4o17b4o34bo169bob2o11b2o6b2obo
32bo3bo3bo3bo31bo6bobo12b2o5bobo202bobo169b2o19b2obo12bobo35b2o4bob4o
8b3o15b2o16b2o83bo2bo28bobo22b2o19bo29bo21b2obo6bob2o25b2o74b2o405b2o
10b3o8b2o4bo25b2o2bo3b3o3b3o25b2ob2o217bobo78b2o69b2o347b2o17bobob2o
104bo9b3o3b3o9bo$170b2obo2bo2bob2o37bo33bo20b3o2b4o17bobo3bobo22b2obo
6b2obo23bobo22b2o14bo14bo15bo17bo2bo17bo2bo28b2o7b3o164b2o23b2o84bo13b
o7b2o202b3o72bo59bo53b2obo3b2o10b2ob2o34bo2bo15bo18bobo100b4ob3o24bobo
80b2o13bob2o6b2obo25b2o8bo66bo400bo2bo3bo8bo3bo12b2o26b3o13b3o3b3o7bo
12bo218bo71b2o6bobo68bo12b2o334bo18b2obobo104bobo7b3o3b3o7bobo$166b2ob
2o11b2ob2o34bob2o29bo19bo2bo2bo13b2o6bobobobo6b2o15bob2o6bob2o23bobo
22bo7b3o3bobo14bobo4b3o4bobo34bo35b2o7b3o284b3o3b3o282bobo57bobo52bob
2obo3bo3bob2o3bo38b4o13bo5bo15bo104bo3bo24bo72bo4b2obobo11b2o8b2o37b3o
63b3o401b6obo7bo5bo39b3o8bo20bo7bo2b2o200b2o4b2o84bo8bo81bobo58bo16bo
258bo18b4o106b2o8bo5bo8b2o$165bo4bo2bo5bo2bo4bo33b2o2bo27bobo18b2o6b2o
10b2o8bobo8b2o13b2o14b2o5b2o14b3o3b2o19bo4bo3bo2b2o16b2o3bo3bo3b2o35bo
35b2o292b2obo6bo282b2o59b2o57bobobo2b2o3bo2bo41bo4b2o29b2o101bobo2b2o
96bobo3b2obo13bo10bo36bo65bo3b3o76bo336bo5bo38b2o2bo7bo8bo11bo8b3o199b
3o2bobob3o79b3o9b2o82bo57bobo14bobo256b2o8b2o9b2o$165bo2bo2b2o7b2o2bo
2bo22b2o12b2o28bo22bo2bo2bo9bo9b2ob2o9bo12bo15bo6b2o3b3o14b2o18b2o3bo
5bo23bo5bo27bo4b2ob2o2bob2o310bo4b2o4bo3b3o17b2o281b4o37b4o62b2ob2obob
obo3bob3o39b2o6b2o4b2o2b2o3bo118b2o87bo14bo8bo13bo8bo37b2o63bob3o2bo
76b3o321b3ob2o7bo5bo37bo12bo8bo20b3o29b2o9b2o156bo4bobo5bo78bo95b2o56b
obo14bobo266b2o121b3o15b3o$166bo3b2o9b2o3bo24bo28bo4bo8bo19b4o2b3o12bo
19bo15bo15bo10bobo33bo5bo5bo23bo5bo26b3o3b2obo6b2o28b2o14bo5b2o257b3o
2bo4bobob2o19bo227b8o46b6o35b6o61bo3bob2o2bobobo43bo13b2o3bo210bobo3bo
14b2ob2o12b2o8b2o101bobobobo80bo320bo3bo9bo3bo38b2ob2o17bo7b3o3b3o3bo
2b2o28b2o9b2o157b6ob2obobo135b2o6b2o85bobob2o12b2obobo$2b2o100b2o57b3o
3b3o9b3o3b3o18b3o27b2ob4ob2o25bo22bo17bo15b2o14b2o10bobo32bob2o3bo5bo
23bo5bo25bo2b2o6bo34bo2bo13b2o4b2o260bobo5b2o23b3o224bob4obo45b8o33b8o
58bobo3bo5bobob2ob2o40bo18b2o147b2o4b2o54bo3bobo14bobo15b2obo6bob2o29b
3o57b2o5b2obo83b2o321b3o11b3o86bo207b2o136bo2b2o2bo2bo83bobo20bobo$2b
2o100b2o57bo25bo18bo31bo4bo28b3ob2ob4o10bobo15bobo16b2obo6b2obo30b2o
14bo2bobo3bo3bo20b2o3bo3bo3b2o21b3o12bo25b2o4b2o13bo2bo260b4obob2o4b2o
25bo52bobobobo165b8o44b2o6b2o31b2o6b2o57b2o3b2o6b2obo3bo39b2o17bo6b2o
142bo4bobo56bo2bo14bobo15bob2o6b2obo8b2o18bo3bo49bo6b2o5bo2bob2o260b2o
231bo8b2ob2o199b7o140bobo4bobo83bobob2o6b2o6b2obobo$104b2o170b2o2b2o2b
o11bobob2o7b2obobo17bob2o6bob2o18b2o4b2o4bo15b2o2bo5b3o20bobo4b3o4bobo
35bobo23b2o5bo14b2o261bo4bobo2b2obo78bob2ob2obo217b8o33b8o74bo3bobo57b
o5bobo138b3o7bo57b2o16bo14b2o4b2o8b2o6bobo16bo5bo4b2o42b3o11b2obo87bo
175bo69bo72b3o87bo211bobobo3b3o136b2obo5bo18b2o65bobob2o5b2o5b2obobo
143b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o196b2o4b2o4b2obo6b2obo6b2o
bo4b2o4b2o$105bo194b2o7b2o46b2o5bo5b2o5b3o45bo15bo16b2o11b2o4bo2bo2b2o
305bo5bobo79b3o7b3o216b6o35b6o75b2o3b2o57bo7bo138bo9b2o89bo5bo10bo9bo
6bo8bo5bo4b2o5b2o38bo10b2o87b3o173bobo68b3o70bo3bo86bo3bobo205bobo3b2o
3bo138bob2o21bobo66bobob4o4b4obobo145b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o86bo7bo102bo5bo4bob2o6bob2o6bob2o5bo5bo$b3o100bobo192bo11bo46b
o6b3o11bo27b2o15b2o15b2o15bo12b2o5b2o4bo37b2o267b2o3bobo78bo4b2ob2o4bo
216b4o37b4o148b2o199bo2bo36bo5bo8bo8b2obo4bobo7bo5bo10bobo37b2o10bo2bo
2bo89bo168b2o68bobobo69b3ob2o92bo203b2ob2obobob2o139bo2bo23bo66b2o3bo
2b4o2bo3b2o394bobo5bobo100bo5bo3b2o4b2o2b2o4b2o2b2o4b2o2bo5bo$b2obo2b
2o90b3obobo249b3o9bo32b2o5bobo20b2o23b2obo12b2o11bob2o24b3o7b2o353bo2b
2obobob2o2bo608b3o2bo3b2o30b2o4b2o8b2o2b2o2bo3bo5bo9bo3bo10bo32b2o18b
2ob4o81bo4bob3o236b2o2b2o163bo2bo211b2obo141bo4bo20b2o72b6o402bo7bo
101b2o4b2o2bo5bo3bo5bo3bo5bo3b2o4b2o$3b2o2b2o90b4obo250bo45bo7bo21bo3b
2o18bob2ob2o19b2ob2obo24b3o7b2o352b2obobo5bobob2o399bo2bo203bo4bo4b2o
32b2obo6bob2o4b2o2bo3b2o15b3o10bob2o31bo19bo87bo4bo3bo7bo229bo70b6obo
13b2o57bo14bobobo212bobo142b5o93bo6bo151b2o4b2obo6b2obo33bo308bob2o5bo
5bo3bo5bo3bo5bo4bob2o$3b2o98bo294b3o8b2o17b3o4bobob2o19bo21bo34bo359bo
bobob3obobobo398b3o2b3o202b3ob2o37bob2o6b2obo8bo5bo27bo3bo2b2o26bobo
17bob2o85b3o3b2o7bobo3b2o221b3o70bo2bo3bo3b2o2b3o2bo2bo56bo14bo2bo211b
obob2o399bo4bob2o6bob2o32bobo307b2obo4b2o4b2o2b2o4b2o2b2o4b2o4b2obo$
398bo29bo4bobob2obo19bobo17bobo33bob2o21b2o334bob4o3b4obo399b2o2b2o
205b2o2bo61bob2o26b2o3bo2b2o27b2o18bobo87bob3o9bo4bobo128bo91bo77b2o4b
o2b5o2b3o55bobo14b2o40bo3bo167b2o147b2obo251bo3b2o4b2o2b2o27b2o7bobo
311b2o2bo5bo5b2obo6b2obo10b2o$8bobo2bo4bo2bo4bo2bo28bo2bo4bo2bo7bo4bo
2bo4bo2bo4bo334b2o26b2o17b2o34bobo12bo10bo335b2o2bo3bo2b2o401bo2bo209b
2o58bo5bo25bo5bo144bo17bo127bobo166bobo6b9o51b2o64bo3bo316bob2o251b2o
2bo5bo3bo28b2o6b2ob3o120b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
20bo3bo5bo4bob2o6bob2o11bo$8b3o2b6o2b6o2b6o2b6o2b6o2b6o2b6o2b6o3b4o4b
4o4b4o367bo11bo39bo11b3o6b2o2bob2o337b3o404bobo2bobo263b2o2bo3b2o26b2o
bo164b2ob2obo123bo165b3o2bo2b3o9bo49bo2bo644bo5bo3bo41bo119b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o19bo3b2o4b2o2b2o4b2o8b2o8bo$10bo2bo
4bo2bo4bo2bo4bo2bo4bo2bo4bo2bo4bo2bo4bo2bo4bo2bo4bo2bo4bo2bo4bo362b5o
11b5o46bo8b4obo2bo744b2o4b2o263b2o2bo3bo27bo5bo44b3o99b2o16bob2o141b2o
145bo4b2o2bo2bo7b2o49bobobo638b2o2b2o4b2o2b2o35b2ob3o309b2o2bo5bo3bo5b
o9bo9b2o$4bo2bo453bo19bo46b2o6bo4bob2o197bo10bo49b2o4b2o755b2obo10b3o
15b2o3bo2b2o39bo3bo16b2o3b2o2b2o70bo2bo15bo124b5o162b2o8b2o60bob3o58b
2obo3bob2o399b2o168bo4b2obo6b2obo31b2obo316bo5bo3bo5bo9bo$4bo95b4o359b
o15bo54bob2o3bo199bobo2bo2bo2bobo47bobo4b2o60bo696bo10bo3bo9bo5bo3bo2b
2o39b2ob2o8b2o6bo4b2o2b2o61b2o8b2o5b2o8b2o123bo4bo9bob2o223b3o59b3o3b
3o401bo167bo5bob2o6bob2o159b2obo6b2obo6b2obo48b2o117b2o4b2o2b2o4b2o8b
2o$3bo4bo90bo4bo357b2o15b2o37b2o12bobobo3b2o146bo3bo49b2o2b4o2b2o48bo
13b2o53b3o691bobo10bo5bo7bobo4bob2o53b2o2bo2bob2obobo69bo15bo2bo131bo
2bo13b2o16b2o269bo5bo210b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o22b
2o4bobo165b2o8b2o2b2o4b2o157bob2o6bob2o6bob2o48bo2bo111b2o4b2obo6b2obo
6b2obo10b2o$2bobo2b2o90bo3bobo412b2o16bobo148bobobobo105b2ob2o11bo2bo
55bo8b3o679b2o5b2o4bo5bo8bo6bo33b2o20bobobob2obobo2b11o56b2obo16b2o
129bo2bob2o31bo213bo2bo270b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
22b2o5b2o175bo3bo5bo162b2o2b2o4b2o2b2o4b2o161b2o4bob2o6bob2o6bob2o10b
2o$2obo96bo3bobo139b6o42bo230b3o6bo153b2ob2o49b2ob2o2b2ob2o45b2obobo
11b3o35bo18b2o9bo687b2o4bo5bo16bobo30bo23bo2bo3bobobo7bo3bo55bob2ob2o
143bobobo5bo26bobo211bo2b2o2bo498b2o128b2o9bo3bo5bo161bo3bo5bo3bo5bo
51bo$106bo72bo4bo26bo4bo28bo6bo8b3o29b3o237b2obo2bo203bob2o2b2obo49bob
12o36b5o175b2o4b2o105bo433bo3bo18b2o31b3o19b2o3b2o3bob2ob2obo3bobo60bo
17bo127bo2bo4bobo25b2o212bo2b2o2bo117b2o379b2o129bo8b2o2b2o4b2o162bo3b
o5bo3bo5bo$106bo64b2o4b2ob4ob2o22b2ob4ob2o25bo8bo38b5o229bo6b2o2bobo
145bo9bo46bo2bob2obo2bo48bobob8o2bo34bo5bo20bo153bobo2bobo104bobo433b
3o49b3o3bo17bobo4bo3bobo2b2obo2bo5b2o56bobo4bo9b3obo127b2o2bo2bo100bo
140b4o120bo149b2o4b2obo6bob2o79b2o85bo173bo5b2obo6b2obo163b2o2b2o4b2o
2b2o4b2o48b2o252b2o5b2o$o2bo99bo2bo63b2o7bo4bo26bo4bo28bo6bo7bo3bo268b
2o3bo145bobo7bobo45bobo2b2o2bobo49bo5b4o2b2o34bo2b4o12b2o5bobo154bo2bo
594bo2b3obo15b3o2bobo2bo2bobo2bo2b3obobo2bo57b2o3bobo7b2o3b3o130b2o99b
obo138bobo2bobo113b2o2bo151bo4bob2o6b2obo30b2o46bo2bo11bo64b2ob2o2b3o
172b2o4bob2o6bob2o28b3o3b2o123b2obo4bo5bo3bo5bo48bo254b2o5b2o$2b2o100b
2o64bo2bo50b3o19b6o8bo3bo269b2o148bo3b2ob2o3bo24b2o3b2o13b2obo6bob2o
95b2obo2bo13bo6bo2bo5b2o138bo6b2o2b2o539b2o53bobobobo17bo4bo2bo9bo4bob
2o48b2o15bo7bo3bo4bo169b2o60b2o138b2o4b2o114bo2b4o147bo9b2o2b2o34b2o
46b2obo11b3o62b2o6bobo3b2o214bobo3b2o123bob2o5bo5bo3bo5bo25bobo$168b2o
b2o30b3o18b3o290b2o166bo3bobo3bo25b2o3b2o16bob4obo97bo3b4o11bobo7b2o6b
o138bobo4b3o2b3o104b3o57b2o4b2o367bo57bob2o21bobo3bo3b3ob4obo32b2o16bo
25b3obo4bo168bo257b2o9b2o52bo6bo147b2o8bo4bo13b8o28b8o26bob2o13bo62bo
2b2o3b3o2b2o214bobo132b2o2b2o4b2o2b2o4b2o23bo3bo$167b2obo32b3o19bo35b
3o250bo3b2o159bo6b2obobob2o36b2o8b2obo6bob2o95bobo3b2o10b2o17b3o144bo
2bo106b3o57bobo2bobo364b3o55b2obo2bo11b2o13b2o2b2obobo2bobo33bo17bo25b
o152b2ob2o17bobo258bo9bo52bob4o161bo2bo14bob4obo28bob4obo21bo2bobo3bo
11b2o64bo6bo354bo3bo5bo3bo5bo16bo7bo20b2o3b2o$167bo2bo33bo20bo287bobo
2b2o6bo161bo3bo38b2o3b2o4bobobo2bobobo95b2ob2obo2bo4bo12b2o11bo4b2o
176b2o4b2o50b2o13bo60b4o366bo8b2o50bob2o11bo18bo2bo5bo34bobo12b4o30b3o
145bo3bo13b2o2b2o256b3o11b3o49bobo2bo150b2o8b2o2b2o13b8o28b8o21b4o3b3o
24bo415bo3bo5bo3bo5bo14b4o4bo4bo8b2o6b2o3b2o$169bo34bo20bo24bo262bo2bo
b2o157bob3o40b2o7bobo2b2o4bobobo2bobobo32bo7bo60bo2bo4b2o10bobo16bo
130b3o44bobo2bobo48bo4bo70bo2b2o2bo373b2o52b2o6b3o3b3o16bobo41b2o4bo7b
o33bo147bo3bo13b2o10b2o248bo15bo44bob2ob2o155bo4b2obo6bob2o79b2o2b2o
21b3o57bo204bobo149b2o2b2o4b2o2b2o4b2o13b2obobo4bo12b2o7b5o$204bo6b2o
5b2o4bobo16b3o3bobo9b3o28b5o221bo6b3o151b2obo37b2obo3b2o3b2o9bo3b2o3bo
32b2o6bobo53b2ob2obo2bo4bo13bo14bobo130b3o46bo2bo49bo6bo63b2o4bo2b2o2b
o425bo2bo14bo14bobob2o44bo2bo9b3o177bobo26bo310b2obo157bo5bob2o6b2obo
76b3o4b2o20bo60bobo197b2o3bobo145b2obo6b2obo6b2obo4b2o8b3obo2bo3bo3bo
18bobo$25bo11bo11bo11bo33b2o17b2o21b2o64bobo6b2o3bobo28bo3bo40b3o218bo
bo16b2o144bob2o37b3o4b2o55bob2o6bo55bobo3b2o34b2o132bo46b2o2b2o6bo40bo
8bo9bo51bo2bo5bo2bo184bo240b3ob2o5bobobo19b2o48bo3bo8bo2bo30b2o145bo
25bobo313bo157b2o8b2o8b2o74bo2bo3b3o2bo16b2o58bo2bo197b2o3b3o145bob2o
6bob2o6bob2o4b2o9b2obobo6bobo$24bobo9bobo9bobo9bobo32b4obo9bob4o19bo
74bobo4bobo22bo3bo2bobo4bo3bo3bo29bo216b2o3bobobo12b2o145b3obo98b3o2bo
8bo10b2o39bo3b4o27bo152bo34b3o2b3o4bobo39bo8bo8b3o49bo4bo191bobo238bo
4bo4b4ob4o66b2o3bo10b2o30bo128b2o42b2o103bo210b2o166bo10bo75b2o6bo3bo
95bobo371b4o28b3o254bo5bo$23bo2bo8bo2bo8bo2bo8bo2bo32bobo2b3ob3ob3o2bo
bo25bo25bo42bobo3b2o6bobo15bo3bo3bo4bobo2bo3bo246bo3b2obo217b2o47bobob
o5bo3bo7bobo40b2obo2bo11bo16bo16bo132b2ob2o34bo2bo48bo8bo8b3o48bo6bo
190bob3o237b3obo3bo9bo70b2o42b3o124bobo25bo68b3o21b3o25bobo367b2o9bo8b
o83bo4bo22bo53b3o16bobo372bo286b3o3b3o$23b2ob2o7b2ob2o7b2ob2o7b2ob2o3b
o66bo7bo24bo35bobo4b2o5b2o6bo28bo3bo22bo6bo219b2obo4bo6b2o157bo40b2o6b
2o3b2o48bobobo4bo11bo43bo2b4o9bobo13b3o2b2o10b5o121bo8b2ob2o9b3o75bo6b
o60bo6bo4bo182b2obo4bo238b2o3bob2o5b2obo67bo47bo18b2o104bo26bobo66bo2b
o49bobo368bo8b2o8b2o20bo16bo45b4o22bobo53b2o16b3o383bo274b2obo3bob2o$
9b2o3b2o4bo4bo4bobo4bo4bobo4bo4bobo4bo4bobo2b2o26b2o3bobo3b2o20b3ob2ob
2obo23bobo35bo20bo17b3o9bobo3b3o16b2o6b2o217bo2bob4o8bo165b3o25b2o3b2o
6b2o54bo2b3o2bo3bo7bobo41bo5bo8bo2bo17bo2bo8bo5bo119b3o7b2ob2o9bo2b2o
30b3o41bo4bo62bo4bo3bobo182bobobobobo242bo2bobo3bobo2bo67bobo45b2o16bo
104b2o10b2o13bo3bo65bo2bo25bo24bo14b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o190bo5b2obo6bob2o22b2o14b2o71bobo455bobo$8bo2bo2bo2bo2b4obob4ob
4obob4ob4obob4ob4obob4obo2bobo25bo11bo19bo3bo4bob3o22bo36bo20bo30bo22b
3o6b3o5bo43b2o82bo82b2obo2b2o6b3o11bo156bo25b2o30b2o5b2o3b2o24b2obo16b
2o42b5o10b2o2b3o13bobo9b4o2bo119b3o9bo11b2o2bo30b3o43b2o12bobo10b3o37b
o2bo3bo3bo183bobob2o4b2o237b2o3b2ob2o3b2o66bo2b2o9bo35bo17bo111b2o2b2o
13bo3bo87b3o4bo12b2o2bo22b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o43bo
146b2o4bob2o6b2obo6bo2bob2obo2bo3bobo14bobo3bo2bob2obo2bo54b2ob3o454b
2o$9b2o5b2o5b5o7b5o7b5o7b5o5b2o3bo30bo25bo2b2o2bo2bo3bo21bo36bo19b3o
53b2o6b2o5bobo37b2o2bobo81bobo84bo10bo12bobo152b3o56bo2bo5b2o3b2o25b2o
63bo16bo16bo11bo2bob2o144b3o4b3o24bo59bo10bo3bo37b2o5bobo170b2o11bobo
8bo242b2o3b2o69b2ob2o3bo5bobo34bobo12b4o110bobo17b2ob2o64b2o22bo5bo11b
3o2b2o226b2ob2o170b4ob2ob4o26b4ob2ob4o27bo32bo732bo3bo$6b3o2b5o2b3o9b
3o9b3o9b3o9b3o2b3obo28bobo23b2obo2b2obobo2bo22bo35b3o18b3o16b3o35bo6bo
5bo2bo2bo2b2o4b2o2bo21bo3bo4bo79bo85b2o21b2obo152bo37b2o4b3o12b3o16b2o
20bo82bo27b4o3bo150bo2b2o11bo80bo5bo44bo172bo12bo7bobo242b2o3b2o70bobo
3bobo5bo36b2o4bo7bo113bo88bo21b2o9b2o8b2o2b3o225b2o20b2o151bo2bob2obo
2bo12b2o12bo2bob2obo2bo27b3o24b2ob3o251bob2o218bo259bo3bo$2b2obo4bo5bo
4bo7bo3bo7bo3bo7bo3bo7bo4bo4bo56bobobob4obo23bo35b3o89b2o2bo3b3o2b3o3b
o21b3ob5o190bo186b2o3b2o3bob2o13bo17b2o3b2o21b2o66b2o34b2o3bobo118bobo
5b2o23b2o2bo9b2ob2o302bobo18b2o243b2o3b2o71bo4bobo46bo2bo9b3o107b2o
109bo11b2o8b2o2b2o21b2o4b2obo10b2o25b2o158b3o17bo176b2o54bo23b2obo251b
3ob2o217bo$o2bob2o4b5o4b2o7b5o7b5o7b5o7b2o4b5ob2obo22bobob2o23bobo2bo
4bo23bobo44bo4bo23bo3bo8b6o39bo2b2o4b2o2bo24bo190b2o7b3o177b2o2bobo7b
2o24b2o7bobo2b2o21b2o65bobo14bo13bo4bo2bob2ob2o118bo5bo3bo23b3o9b2ob2o
8bo68bo7bo74b2o4b2o135b2o7b3o12b2o239b2o3b2o77bo27b3o17bo3bo8bo2bo146b
2o68b2o49bo4bob2o11bo25bo2b2o157bo18bo230b2o277bo223b3o$2obo3b3obobobo
b3o47b3obob2o2bob2o22bobo25b2ob2o4b2o25bo43b2ob4ob2o21bo3bo7bo6bo35bo
34bo5bobob3o184b2o7b3o154bo22b2o3b2o17bo13b2obo3b2o3b2o92bo16bobo10b2o
4bo2bo130bo6b2o31b2ob2o7b3o48bobo16bo7bo74bobo2bobo143bo3bo11b2o8bo
341bo19b2o3bo10b2o145bo2bo2b2o63b2obo46bo3b2o4b2o8bo27b2ob3o171b4o270b
2o238b3ob2o6b2o199bo15bo$3bo19b5o7b5o7b5o7b5o13bo25bobo28bo3bobo26bo
45bo4bo34bo8bo33bobo33b3o4bo2bo2bo87bo95b2o162b3o27b2o16b3o12b3o4b2o
58b2o36b2o4bo11b2o12bo4bo2bob2ob2o129bo2bo33bo9b3o48bobo101b4o144bo5bo
18b3o341b3o22b2o129b2o25bobo4bo2bo60bob2o46b2o2bo5bo9b2o17b2o13bo170bo
245b2o26b2o240bobo7b2o200bo13b3o$3b2o18bo3bo7bo3bo7bo3bo7bo3bo12b2o25b
obob2o25bob3o3bo100b3o8bo6bo73bo4b2o2b2o78b3o6b3o256bo35b2o3b2o5bo2bo
79b2o42b3o17b2o10b2o3bobo119b2ob2o3b2ob3o95b3o17bo5bo75bo2b2o2bo142bo
5bo17bo367bo131bobo26bo5bobobo60bo3b3o47bo5bo16b2o10bo7b2ob3o174b3o
224b2o13bobo268bobo207b3o12b5o251bo$24b3o9b3o9b3o9b3o68b2obo4b4o112b6o
73b2o87bo3bo8bo89b2o14bo5b2o142b3o33b2o3b2o5b2o30b2o56bo39bo6b2o7bobo
11b4o3bo119bobob3obo77bo2b2o4b2o2bo29bo3bo76bo2b2o2bo4b2o136bo5bo17b2o
318bo21b2o25bobo128bo31b2obo2bo64bo2bo42b2o2b2o4b2o8b2o7bo10bobo5b2obo
176bo2bobo164b3o8b3o43b2o13bo2bo268bo222b2o3b2o249bobo$29b5o7b5o7b5o
46bobo24bo2bob3o157b3o54bo68bo5bo6b2o88bo2bo13b2o4b2o152bo56b2o6b2o3b
2o55b2o38b2o5bo2bo6bo13bo2bob2o120bobo3b5o39b2o5bobo25bo3b3o2b3o3bo19b
3o7b3o79bo2bo5bo2bo136bo3bo337bobo4bo14bobo24bo2b2o9bo116b2o16b2o13bo
2bo66bobo45bo2bo5bo10bo7bobo9b2o186b2ob2o164bobo8bobo59b2o106b3o16b2o
508bo111b2ob2o$26b4obob4ob4obob4ob4obob4o44bo26b2ob2obobo155b3o52b3o
68bo5bo91b2o4b2o13bo2bo209b2o3b2o6b2o41b2o16bob2o45bobo5b2o12b4o2bo
120b2o4bo5bo36bo3bo5bo27bo2b2o4b2o2bo20bo99bo4bo124b2o10b3o332bo5bobo
3bobo13bobo10bo12b2ob2o3bo5bobo132b2obo9bo4bo66bo2bo44bo4bo5bo8bo9b2o
198bo167b3o8b3o60bo106bobo16b3o354bo151b2o8b2o101bo3bo$26bo4bo4bobo4bo
4bobo4bo4bo38bo11bo21bo6b3o154bo44bo7bo71bo5bo8b3o80b2o5bo14b2o156bob
3o49b2o54bobo7bo3bo2b3o2bo45bo20bo5bo119bo2b3ob2o3bobo31b2o6bo67b3o96b
o6bo123b2o344bobo5bo3b2ob2o12bo10bobo13bobo3bobo5bo146b5o68b2o45b2o2b
2o4b2o8b2o208bo167b3o8b3o167bobo373bobo135b2o11b3obo5bo2bo99b3ob3o$29b
2ob2o7b2ob2o7b2ob2o41b2o3bobo3b2o21bob2o2bo3bo196b2ob2o5b2o67b2o2bo3bo
8bo3bo6bo254b2obo106bo11bo4bobobo66b5o120bobo2b3o4bobo31bo2bo171bo6bo
119bo350bo9b2o2bo24bobo14bo4bobo135b2o139bo5bo35bo145bob2o33b2ob2obo
162b3o8b3o186bo2bo112b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b
2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o77b2o10b
3o123b2o10b2o8b2ob3o99bo3bo$30bobo9bobo9bobo75b2obo2bo2b2o197bo2bo14b
2o58bobo3b3o3bo4bo5bo4bobo90b2o161bob2o57b2o4b3o38bobo7bo3bo5bobobo37b
o9b2o18bo123bob3ob2o2b2ob2o31b3ob2o3b2ob2o121bo39bo4bo120b3o197bo8bo
152bobo25b2o21bo155bo117b2o3bo5bo8b2o22b3o145bobo37bob2o162b3o8b3o186b
obo113b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o
4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o4b2o89b3o136b2o8b2obo100bo
3bo$30bobo9bobo9bobo38bobo2b3ob3ob3o2bobo17bo2b2obobo155bo34b2o7b2o15b
o59bo10bobo3bo5bo5bo81b3o7b2o162b3obo31bo3b2o3bo9b2o3b2o3bob2o38b2o10b
o8bo2b3o34b3o8bo145bo5b2o2bo37bob3obobo121bobo20b2o10b3o4bo2bo124bo15b
2o4b2o7b3o163b3o4b3o155bo202bobo49b2o66bo2b2o4b2o9bo21bo147bo2bo24b2o
11bo165bobo8bobo188bo506bo10bo102bobo4b2o$31bo11bo11bo39b4obo9bob4o15b
obo4bo2bo154b3o32bobo22bobo58b2o10bobo3bo5bo87b3o7b2o151bo3bo41bobobo
2bobobo4b2o2bobo7b2o55bo6b2obo47b3o140bo5bo3bobo35b5o3bobo120bo3bo19b
2o18b2o124b2o15bo5b2o6bo3bo165bo2bo155b2o22b3o180bo49bo2bo64bo5b2obo
10bo22b3o134b2o10b2o25b2o10b2o165b3o8b3o810bo5b2o$95b2o17b2o15b2o5bobo
155b3o32bo15b2o7b2o72bo5bo3bo93bo155b2obobob2o6bo32bobobo2bobobo4b2o3b
2o63bobo6b2o50bo140b4o3bo2bob2o33bo5bo4b2o120bobo30bo5bo141b2o4b3o9bo
5bo159b6o2b6o139b2o10bo3b2o19bo230bobo65b2o4bob2o10b2o34b2o122bo11b2o
24bo2bo376bo6bo108b2o4b2obo6b2obo21b2o16b2o192b2o138bo$139bo190b2o14bo
2bo75b2o10b3o93bob2o152bo3bobo3bo37b2obo6bob2o8b2o64bo7bo197bobo2bobo
2bo30bobo3b2ob3o2bo44b3o73bo8b3o20bo5bo125b2o14b2o6bo9bo5bo4b2o152bobo
10bobo138bo2bo8bo3bo17b3o27bo201bo2bo122b2o119b2obo37bobo266bo105b2o2b
3o3b2o2bo107bo4bob2o6bob2o21b2o7b2o7b2o173bo18b2o137b2o$338b2o5b2ob2o
74bo2bo5b2o98bobo152bo3b2ob2o3bo39bob4obo16b2o3b2o257b5ob4o2b2o30bobo
4b3o2bobo46bo20bo2b2o4b2o2bo48bobo20bo5bo124bo2bo31bo5bo2bo2bo152b2o3b
6o3b2o139b3o9bo2bo46bobo4bo195b3o3bo115bo15b2o107bob2ob2o33b2obo266b2o
104b2o3bobo6b2o105bo3b2o4b2o2b2o4b2o28b2o181bo145b2o10b2o13b2o30b2o$
296bobo40bo7bo77b2o5bo2bo98bo153bobo7bobo36b2obo6bob2o13b2o3b2o100b3o
154bo4bobo35b2ob2o2b2ob3obo35b3o7b3o19bo3b3o2b3o3bo47bo2bo150bob2o26b
2o4bo3bo2bob2o151b2o2b3obo2bob3o2b2o142bo7bo4b2o36bo5bobo3bobo122b2o
74b2obo100bo11bobo15bo113bo303bo2bo13b2o94b3o2b2ob2o105b2o2bo5bo3bo5bo
212b3o143b2o11b3obo9b2o30b2o$297bo38b3o81b3o10b2o254bo9bo38bobo2b2o2bo
bo116b2o2bo3bo2b2o150b7o37bo2b2o5bo36bo3bo29bo2b2o4b2o2bo49bobo9b3o9b
3o125b2o18b2o8bobo5b3o4bo2b3o147bo2b3o10b3o2bo138b4o12bobo34bobo5bo3b
2ob2o120bobo74bob2o99bobo10bobo13bobo113bo304bobo13b2o95bo118bo5bo3bo
5bo340b2o29b2o$336bo82bo3bo5bo308bo2bob2obo2bo115bob4o3b4obo155bo37bob
o3bo5bo33bo5bo17b3o59b3o9b3o9bobo136bo3b2o15bo9bo15b2o3bo146b3o16b3o
138bo17bo35bo9b2o2bo121bo78b2o98bo2bo26b2o111b2ob2o275b2o26b2o66b2o
157b2o2b2o4b2o2b2o4b2o340b2o30bo$354b2o62bo5bo3bobo10b2o249b2ob2o42bob
2o2b2obo54b2o2b4o5bo48bobobob3obobobo151b2o3bo35b2obo2bo3b4o57bobo83bo
2bo136b3o2bo4b3o5bobo8b2o18b2o138b2o10bob2o8b2obo10b2o130bo16b2o45bobo
121b2o51b2o2b2o8b2o11bo100b2o16b2o122bobo2bo274b2o94b2o158bo4b2obo6b2o
bo$92bo2bo248b2o2b2o4bo57bo5bo5bo3bobo10bo93b2o154bobobobo40b2ob2o2b2o
b2o53bo2b8obobo46b2obobo5bobob2o150bo3bo34bo2bobo2bobo37bo7bo16bobo57b
o5bo20bobo139b2obo2bo3bo4b2o26b2obo132b2o6bo9bo2bob2o4b2obo2bo9bo6b2o
122b2o18bo47bo172b3o2b2o8b2o9b2o21bo68b2o26bo2bo124b3o314b2o91b2o5b2o
113bo5bob2o6bob2o5b2o48b2o$92bo251bo2bo2bo4b3o53bobo4bo5bo4bo3b3o3bobo
93b2o155bo3bo107b12obo47bo2b2obobob2o2bo152b4o34b2o2b4ob5o34bo7bo76bo
5bo20b3o8bo129bo2bo2bo5bo31bo2bo132bo2bob3o10b2o2b2o6b2o2b2o10b3obo2bo
142b3o42b2o175b2o2b3o11bo5bo22b2o67bobo13bobo10bobo130bo284bob2o23bo
92bobo4b2o113b2o8b2o8b2o3b2o48b2o150b2o23bo149bo2bo$12b3o76bo4bo248b3o
bobo5bo54bo6bo3bo8bo3bo2b2o297b2o2b4o2b2o51b3o11bobob2o44bo4b2ob2o4bo
158bo37bobo4bo119bo5bo30bobo128b2o4bo5bo9bo6b2o14b2o135b2obo17bo6bo17b
ob2o147bo30b2o10bo3b2o171bo2b2o12bo4b3o90bo15bobo11bo128b4o282b3ob2o
24b3o91bo129bo9bo205bobo24b2o125b4o22bo19b4o$90bobo2b2o254bo68b3o8bo5b
o299bobo2bo2bo2bobo50bo2bo11b2ob2o45b3o7b3o155b5o37b7o36bo5bo72b2o18b
2o19bo3bo133bo5bo9b3o4b2o147b4o3bo42bo3b4o142b2o30bo2bo8bo3bo164bo24bo
25bo2bo67b2o15bo142bo18bo265bo32bo91b2o118b2o9bo9bo204bo25b2o125bo3bo
18bo3bo18bo3bo58b2o$12bobo73b2obo253b5ob3o77bo5bo300bo10bo52b2o13bo50b
ob2ob2obo157bo41bo43bo3bo10bo61bo2bo4b3o10b2o20bobo135bo3bo6b2o5bo15b
2o134bo4b2ob2ob2o34b2ob2ob2o4bo174b3o9bo2bo163bobo49bo2bo79b2o147bo17b
3o264b3ob2o239bo8b2o8b2o21bo14bo166b2o156bo19b4o22bo59b2o$345bo4bo3bo
68b2o6bo5bo371b2o4bobo51bobobobo160bo38bo3b2o40b3o10bobo12b2o45bo4bo
39bo137b3o7b2o4b2o15bo136b3obob3ob3o32b3ob3obob3o146bo33bo7bo4b2o159bo
bo25b3o21b3o80b2o146b2o20b2o264bobo239bo5b2obo6b2obo23b3o10b3o320bo2bo
42bo2bo59bo24b2o$10bo5bo331bobo2b2o68bo8bo3bo372b2o4b2o218b2o39bo3bo
66bo4bo42bo6bo210b3o128bob3o4bobobo3bo32bo3bobobo4b3obo139b3o30b4o12bo
bo159bo145b3o152b2ob2o264bobo22b4o213b2o4bob2o6bob2o342b3o3b3o142bobo$
11b5o72bo2bo256b2o74b3o6b3o640b4o66bo6bo41bo6bo212bo128b2o4bo3bo4b3o
11b3o4b3o11b3o4bo3bo4b2o146bo25bo17bo307bo154bo267bo22bo4bo256b3o8b3o
303bo2bo3bo2bo143bo$10bo5bo73b2o334bo646bo60b3o8bo8bo41bo4bo208b2o130b
2o3bob2o2b2obo3b2o11bobo4bobo11b2o3bob2o2b2obo3b2o136bo4bob3o25bo16b2o
303b3o446bo3bo6b2o566b2obo3bob2o69bo73b2o$11b2ob2o70b2o985b5o56b3o8bo
8bo42bo2bo5bo2bo187b3o10b2o129bo2b3obob2ob2o4b3o11b3o4b3o11b3o4b2ob2ob
ob3o2bo136bo4bo3bo7bo15b2o321bo431b2o16bo2b3o3bo2bo68bo6bo546bo5bo5b2o
8b2o15b2o$6bobo3bobo3bobo64bo991bo57bo9bo8bo43b2o4bo2b2o2bo184bo3bo
141b2o3bo6b3o2bo36bo2b3o6bo3b2o138b3o3b2o7bobo3b2o765bo20b2o4b3o69b6o
511b2o19bob2o11bo5bo5b2o7b2o16b2o$7bobo2bobo2bobo66b2o987bo70bo6bo50bo
2b2o2bo164b2o17bo5bo142bob3o5b3o2bo36bo2b3o5b3obo142bob3o9bo4bobo346b
2o151b2o260b3o21b2o2b2o65b2o3bo2b4o2bo3b2o503b2o14b2o3bo2b2o2b3o28b2o
2b2o$2bobo2bob3o3b3obo2bobo62bo347bo639b2o70bo4bo53b4o167bo17bo5bo142b
o2bo6b3o2bo36bo2b3o6bo2bo145bo17bo335b2o9bobo151bo260bo24b3o3b4o60bobo
b4o4b4obobo155b2o32b2o314bo13b2o3bo6b2o3b2o11b2o$2bo4bo11bo4bo55bo7bo
345bobo698bo13b2o53bobo2bobo162b3o18bo5bo143b2obob2ob2o4b3o11b3o4b3o
11b3o4b2ob2obob2o163b2ob2obo227b2o92bob2o5bobo10bo151bob2o269b2o11bo3b
obo2bo58bobob2o5b2o5b2obobo153b2o32b2o333b2o3b3o$2bobo2bob3o3b3obo2bob
o54bob4o4b2o16b2o326bo698b3o67b2o4b2o162bo8b2o11bo3bo146bob2o2b2obo3b
2o11bobo4bobo11b2o3bob2o2b2obo150b2o16bob2o227bobo89b3ob2o7bo10b2o147b
2ob2obo269bo13b2obo62bobob2o6b2o6b2obobo384b2o137bo3bo9bo5bo52bo$7bobo
2bobo2bobo58bobob3o5bo16bo2bo1023b3o246b2o12b3o7b2o134b3o4bo3bo4b3o11b
3o4b3o11b3o4bo3bo4b3o145bo2bo15bo230bo90bo13b2o154bo2bobo275b3o11bob2o
61bobo20bobo384bobo150bo5bo15b2o2b2o31b2o$6bobo3bobo3bobo56bobo11bo
1150bo144b2o18bobo133bo2b3o4bobobo3bo32bo3bobobo4b3o2bo136b2o8b2o5b2o
8b2o322b3ob2o163b4obo277bo11bo2bo62bobob2o12b2obobo387bo136bo3bo21b2o
7b2o16b2o17bobo$11b2ob2o62bo13b2o1147bobo5b2o135bobo7bo12bo136bo2b3obo
b3ob3o32b3ob3obob3o2bo139bo15bo2bo333b2o2bo159bo6bo291b2o65bobo14bobo
155b2o32b2o198b2o133b2o3b3o20b2o8b2o15b2o$10bo5bo61b2o13bo13bob2o1023b
obo103bo3bo3bo2bo134bo8bobo11b2o137bo4b2ob2ob2o34b2ob2ob2o4bo138b2obo
16b2o337b2o159b4o2bo359bobo14bobo155b2o32b2o328b2o3bo6b2o13b2o15bo$11b
5o62b2o14bo7b2o2bobo1026bo105bobo3bo4bo132b2o4b2obobo152b4o3bo42bo3b4o
139bob2ob2o516bo2b2o359bo16bo520b2o3bo2b2o2b3o12b2o$10bo5bo61b2o15b2o
5bo4bo1133bo4bo6bo136bobobobobo154b2obo17bo6bo17bob2o148bo17bo498bo
908bob2o$96bo9bo1139bo6bo136bo4bob2o152bo2bob3o10b2o2b2o6b2o2b2o10b3ob
o2bo146bobo4bo9b3obo495b2o898bo$12bobo82bo5bo2bo1140bo4bo138b3obo155b
2o6bo9bo2bob2o4b2obo2bo9bo6b2o147b2o3bobo7b2o3b3o1392b2o58b2o$98b2obo
1137bo2bo5bo2bo141bobo162b2o10bob2o8b2obo10b2o160bo7bo3bo4bo1042b3o8b
3o335bobo17bo38bo$12b3o84bobo1135bo2b2o2bo4b2o143bo172b3o16b3o178b3obo
4bo1359b2o5b2o41b2o25b2o10bo2b2o$100bo1136bo2b2o2bo322bo2b3o10b3o2bo
179bo251bo796b3o10b3o303b2o5b2o40b3obo9b2o12b2o10bo2bo18bo$95b2o1142b
4o325b2o2b3obo2bob3o2b2o185b3o242b3o796bo14bo332b2o17b2o13b2o24bobo11b
2o4bo2bo$95b2o1140bobo2bobo325b2o3b6o3b2o187bo244bo1148bo17b2o39b2o12b
2o3b5o10b2o$95b2o1140b2o4b2o325bobo10bobo429b2o2b2o1131b2o10b2o2bo17bo
52bo5b3ob2o9b2o$96bo1474b6o2b6o191b2o237bobobo779b2o48b2o301b2o11bo2bo
57b2o18b2obo$95bobo1478bo2bo196bo239b3o780b2o48b2o315bobo17bo38bobo19b
2o$90b3obobo1476b3o4b3o194b3o237bo1148b2o17b2o26b2o10bo2bo$90b4obo
1477bo8bo196bo1404b2o13b2o12b2o10bo2b2o17b2o$94bo3071b2o17b3obo9b2o25b
o19b2obo$3166bobo17b2o39b2o16b3ob2o9b2o$2824b2o326b2o11bo2bo18bo57b5o
10b2o$2815b2o7b2o7b2o317b2o10b2o2bo76bo2bo$2815b2o16b2o332bo79bo$3165b
2o!
#C [[ COLOR LABEL Yellow LABELSIZE 30 LABELALPHA .75 LABELVIEWDIST 20 LABELZOOMRANGE 1 64 LABELANGLE 330
LABEL 10 0 20 "Block\n[JHC group 1970]"
LABEL 16 1 20 "Tub\n[JHC group 1970]"
LABEL 22 1 20 "Boat\n[JHC group 1970]"
LABEL 28 1 20 "Ship\n[JHC group 1970]"
LABEL 34 1 20 "Beehive\n[JHC group 1970]"
LABEL 41 1 20 "Aircraft carrier"
LABEL 48 1 20 "Barge\n[JHC group 1970]"
LABEL 54 1 20 "Snake\n[JHC group 1970]"
LABEL 61 1 20 "Long snake"
LABEL 68 1 20 "Long boat\n[JHC group 1970]"
LABEL 75 1 20 "Loaf\n[JHC group 1970]"
LABEL 82 1 20 "Eater 1\n[* 1971]"
LABEL 89 1 20 "Long ship\n[JHC group 1970]"
LABEL 97 1 15 "Very long snake"
LABEL 105 1 20 "Pond"
LABEL 113 1 20 "Hook with tail"
LABEL 121 1 20 "Mango"
LABEL 129 2 20 "Long barge\n[JHC group 1970]"
LABEL 137 2 20 "Canoe"
LABEL 144 2 20 "Shillelagh\n[Charles L. Corderman & Hugh Thompson 1971]"
LABEL 151 2 20 "Tub with tail\n[Charles L. Corderman & Hugh Thompson 1971]"
LABEL 12 9 20 "Hat"
LABEL 20 10 20 "Very long boat"
LABEL 29 10 15 "Long^3 snake"
LABEL 38 10 20 "Integral sign"
LABEL 46 10 20 "Trans-boat with tail"
LABEL 54 10 20 "Cis-boat with tail"
LABEL 62 10 15 "Long canoe"
LABEL 70 10 20 "Long shillelagh"
LABEL 76 10 20 "Tub with long tail"
LABEL 83 10 20 "Long hook with tail"
LABEL 91 10 20 "Very long ship"
LABEL 99 10 15 "Integral with hook"
LABEL 108 10 15 "Beehive with tail"
LABEL 117 10 15 "Cis-barge with tail"
LABEL 126 10 15 "Claw with tail"
LABEL 135 10 15 "Cis-hook with tail"
LABEL 143 10 20 "Loop"
LABEL 150 10 20 "Block on table"
LABEL 8 19 20 "Barge siamese loaf"
LABEL 16 19 15 "Very long barge"
LABEL 26 19 15 "Long^4 snake"
LABEL 35 19 20 "Long integral"
LABEL 42 19 20 "Boat with long tail"
LABEL 50 19 20 "Cis-shillelagh"
LABEL 58 19 15 "Integral with tub"
LABEL 67 19 15 "Trans-barge with tail"
LABEL 76 19 15 "Fuse with two tails"
LABEL 85 19 15 "Boat-tie"
LABEL 95 20 15 "Very long canoe"
LABEL 102 20 20 "Snake siamese snake"
LABEL 108 20 20 "Carrier siamese snake"
LABEL 114 20 20 "Carrier siamese carrier"
LABEL 121 20 20 "Tub with very long tail"
LABEL 128 20 20 "Very long shillelagh"
LABEL 135 20 20 "Very long hook with tail"
LABEL 142 19 20 "Table and table"
LABEL 152 19 15 "Moose antlers"
LABEL 10 29 15 "Twin hat"
LABEL 21 29 15 "Dead spark coil"
LABEL 31 29 15 "Fourteener"
LABEL 41 29 15 ""
LABEL 50 29 15 "Honeycomb"
LABEL 59 29 15 "Ship-tie"
LABEL 68 29 20 "Paperclip"
LABEL 77 29 15 "Big S"
LABEL 86 29 15 "Boat-ship tie"
LABEL 95 29 15 "Block on dock"
LABEL 105 29 15 "Scorpion"
LABEL 113 29 20 "Cap and table"
LABEL 122 30 15 "Half-bakery"
LABEL 132 30 15 "Bi-pond"
LABEL 140 30 20 "Cis-mirrored R-bees"
LABEL 148 30 15 "Beehive on dock"
LABEL 156 30 20 "Bookends"
LABEL 9 40 15 "Spiral\n[RTW 1971]"
LABEL 21 40 15 "Eater 2\n[DJB]"
LABEL 34 40 15 ""
LABEL 48 40 15 ""
LABEL 61 40 15 "7x9 eater"
LABEL 77 40 14 "31.4\n[Mike Playle, 2013]"
LABEL 93 41 15 "O quad loaf"
LABEL 109 42 14 "Eater 3\n[DJB 6/22/77]"
LABEL 127 43 14 "Eater 4\n[DJB]"
LABEL 146 43 14 "[DJB]"
LABEL 11 58 20 "Blinker\n[JHC 3/70]"
LABEL 18 58 20 "Toad\n[SN 5/70]"
LABEL 26 58 20 "Beacon\n[JHC 3/70]"
LABEL 34 58 20 "Clock\n[SN 5/70]"
LABEL 43 59 20 "Bipole"
LABEL 52 59 15 "Tripole"
LABEL 63 60 15 "Quadpole"
LABEL 75 60 15 "Fox\n[DHB 7/77]"
LABEL 86 60 15 "Phoenix 1\n[MIT group 12/71]"
LABEL 97 61 15 "Lei"
LABEL 107 60 15 "By flops\n[RTW]"
LABEL 118 59 15 "Test tube baby"
LABEL 130 60 15 ""
LABEL 141 60 15 "Why not\n[DJB 7/77]"
LABEL 152 61 15 ""
LABEL 13 73 15 "Eater plug\n[RTW 2/73]"
LABEL 27 72 14 "Piston\n[* 1971]"
LABEL 44 72 14 ""
LABEL 58 72 15 "Quad\n[Robert A. Kraus 4/71]"
LABEL 70 72 15 ""
LABEL 82 72 15 "Blinkers bit pole\n[RTW 6/77]"
LABEL 93 72 15 "[DRH 5/20/93]"
LABEL 109 72 13 "[DRH 5/20/93]"
LABEL 125 73 15 "Washing machine\n[RTW before 6/72]"
LABEL 135 73 15 "Block on griddle\n[RTW 7/72]"
LABEL 147 73 15 "[DRH 5/20/93]"
LABEL 3 85 15 "[DRH 5/20/93]"
LABEL 16 85 14 "Laputa\n[RCS 9/23/92]"
LABEL 31 85 15 "[DRH 5/20/93]"
LABEL 43 85 15 "Fore and back\n[AF 7/12/94]"
LABEL 54 85 15 "Snake pit\n[MDN, 1972]"
LABEL 65 85 15 "Skewed quad"
LABEL 75 85 20 "Spark coil\n[* 1971]"
LABEL 85 85 15 "Four boats"
LABEL 98 85 15 "[DRH 4/23/93]"
LABEL 125 85 10 "[DRH 1994]"
LABEL 150 86 15 "Light bulb\n[* 1971]"
LABEL 4 99 15 ""
LABEL 16 99 15 "Almosymmetric\n[* 1971]"
LABEL 29 99 15 "[DRH 4/23/93]"
LABEL 44 99 14 "Example of '.cxc' symmetry."
LABEL 59 99 15 "[DRH 4/23/93]"
LABEL 94 99 6 "[AWH 8/25/94]"
LABEL 129 99 15 ""
LABEL 142 99 15 "[DRH 1973]"
LABEL 154 99 15 "[DRH 4/23/93, stator since improved]"
LABEL 4 113 15 "[DRH 4/23/93]"
LABEL 19 113 14 "[DRH 4/23/93]"
LABEL 53 113 7 "[DRH 1994]"
LABEL 86 114 14 "Scrubber\n[* 1971]"
LABEL 101 114 14 "[DRH 4/23/93]"
LABEL 116 114 14 "[AF 7/26/94]"
LABEL 133 114 14 ""
LABEL 149 114 14 ""
LABEL 6 131 14 "[DRH 4/23/93]"
LABEL 23 131 14 "[DRH 4/23/93]"
LABEL 64 131 5 "[DRH 1994]"
LABEL 106 132 13 ""
LABEL 126 132 14 "[RTW <1990]"
LABEL 146 133 13 ""
LABEL 9 156 13 ""
LABEL 37 157 12 "[RTW <1990]"
LABEL 64 159 13 "[bottom end: RTW <1990; top end: DRH 1995]"
LABEL 86 158 14 "[RTW <1990]"
LABEL 112 158 12 "[Agar found by Robert A. Kraus 1971, stabilized by ????]"
LABEL 140 160 13 "[DRH 1994]"
LABEL 14 195 11 "Ring of fire\n[DRH 9/24/92]"
LABEL 54 198 9 "Squaredance\n[Agar found by Don Woods, 1971, stabilized by DRH 3/25/93]"
LABEL 96 200 10 "[Agar found by Robert A. Kraus 1971, stabilized by DRH 12/13/94]"
LABEL 135 200 9 ""
LABEL 16 249 10 "Houndstooth agar\n[DRH 3/30/94]"
LABEL 72 255 5 "Venetian blinds\n[DRH 9/12/92]"
LABEL 131 257 8 "[DRH 12/4/94, improved by MDN 12/6/94]"
LABEL 17 297 14 "[DRH 8/89]"
LABEL 34 297 15 "Candlefrobra\n[DRH 9/10/89]"
LABEL 50 297 14 "Bent keys\n[DRH 8/89]"
LABEL 67 297 14 "Short keys\n[DRH 8/89]"
LABEL 84 298 14 "[AF 7/13/94]"
LABEL 99 298 15 "Jam\n[AF 1988]"
LABEL 111 298 15 "Trice tongs\n[RTW 2/82]"
LABEL 136 297 10 "[left side by DRH 8/89, right side by Charles Trawick 6/71]"
LABEL 29 309 9 "[RTW 11/84]"
LABEL 57 309 15 "2 eaters\n[RWG 9/71]"
LABEL 70 309 15 "Cuphook\n[RCS 10/70]"
LABEL 82 309 15 "Stillater\n[RTW 9/85]"
LABEL 94 309 15 "Six Ls"
LABEL 105 309 15 ""
LABEL 122 309 13 "[NB, Dec 2012]"
LABEL 142 309 14 "[NB, Dec 2012]"
LABEL 2 321 15 "Caterer\n[DRH 8/4/89]"
LABEL 18 322 15 "Pulsar quadrant\n[DJB#46 7/73]"
LABEL 37 322 15 "1-2-3\n[DJB#4 8/72]"
LABEL 56 322 15 "[AF 8/22/94, stator since reduced]"
LABEL 73 322 15 "Loading dock\n[DJB#3 9/72]"
LABEL 91 322 15 "Snake dance\n[RTW 5/72]"
LABEL 109 322 15 "New five\n[DRH 1/90]"
LABEL 126 322 15 "[DJB#92 7/26/76]"
LABEL 143 322 15 "Surprise\n[DJB#10 11/72]"
LABEL 35 334 5 "[DRH 11/27/94]"
LABEL 79 335 15 "Eaters plus\n[RTW 7/91]"
LABEL 92 336 15 "Two pulsar quadrants\n[DJB#47 7/73]"
LABEL 106 336 15 "[RTW 4/82]"
LABEL 120 335 15 "Germ\n[DJB#9 9/72]"
LABEL 135 335 14 "Mini pressure cooker\n[RTW before 6/72]"
LABEL 149 335 15 "Cross\n[RTW 10/89]"
LABEL 4 349 15 "Runny nose\n[83bismuth38, 2017]"
LABEL 18 350 14 "[NB, Jan 2013]"
LABEL 32 349 15 "[NB, Jan 2013]"
LABEL 45 349 15 "Fire-spitting\n[NB, 09/2003]"
LABEL 60 350 14 "[DJB#7 <=1976]"
LABEL 77 350 14 "[RTW 6/72]"
LABEL 94 350 13 "Triple caterer\n[DRH 8/89]"
LABEL 112 350 14 "[DRH 1/90]"
LABEL 125 350 15 "[NB, Jan 2013]"
LABEL 136 350 15 "[NB, Jan 2013]"
LABEL 150 350 15 "[NB, Jan 2013]"
LABEL 4 365 15 "[NB, 2013?]"
LABEL 20 365 14 "Snake pit 2"
LABEL 36 365 14 "Biting off more than they can chew\n[Peter Raynham 7/72]"
LABEL 53 365 14 "Pressure cooker\n[MIT group 9/71]"
LABEL 69 365 14 "Hustler\n[RTW 6/71]"
LABEL 89 365 13 "Double caterer\n[DRH 8/89]"
LABEL 128 365 7 "P3 rumbling river\n[DRH 11/26/94]"
LABEL 4 381 15 ""
LABEL 20 381 15 "[NB, Jan 2013]"
LABEL 38 382 14 "Tubber\n[RTW before 6/72]"
LABEL 59 382 14 "Diamond ring\n[DJB#2 1972]"
LABEL 80 382 14 "[RTW 8/89]"
LABEL 101 382 14 "[AF 7/30/94 (symmetric form)]"
LABEL 122 382 14 "Star\n[HH 2/16/93]"
LABEL 143 382 14 "[HH 3/5/93]"
LABEL 26 399 6 "[DRH 9/18/89]"
LABEL 61 399 15 "[DRH 8/89]"
LABEL 71 399 15 "[DRH 8/89]"
LABEL 88 400 13 "2x3 cross\n[HH 2/26/93]"
LABEL 110 400 14 "Pulsar\n[JHC 3/70]"
LABEL 129 400 14 "[HH 3/5/93]"
LABEL 148 400 14 "Trans-skewed pulsar quadrants"
LABEL 7 419 13 "[DRH 1994]"
LABEL 26 420 15 "[DJB#103 6/3/77]"
LABEL 42 420 15 "[DRH 10/89]"
LABEL 63 420 13 "Double ewe\n[RTW before 9/71]"
LABEL 92 422 12 "Skewed traffic light\n[RTW 8/89]"
LABEL 130 422 9 "[DRH 11/27/94]"
LABEL 20 449 8 ""
LABEL 60 450 11 "[DJB#79 6/6/76]"
LABEL 92 450 11 "[DRH 11/27/94]"
LABEL 131 451 9 "[RWG 9/22/94]"
LABEL 16 482 10 "Statorless P3\n[Jason Summers, 2012]"
LABEL 68 484 11 "Quasar\n[RTW 8/71]"
LABEL 121 486 10 "[DIB 3/7/93]"
LABEL 25 532 6 ""
LABEL 105 533 5 ""
LABEL 12 567 15 "Mold\n[AF 1988]"
LABEL 27 567 14 "Lightweight emulator"
LABEL 43 568 15 "Monogram\n[DRH 8/11/89]"
LABEL 57 568 14 "[DJB#15 <1973]"
LABEL 80 568 12 "[RTW 1989]"
LABEL 104 568 14 "Middleweight emulator\n[RTW 6/80]"
LABEL 124 568 13 "Heavyweight emulator\n[RTW 6/80]"
LABEL 143 568 14 "[JS]"
LABEL 14 580 15 "Mazing\n[DJB#45 12/73]"
LABEL 31 580 15 "Tempest\n[DRH 8/89]"
LABEL 51 580 15 "20P4\n[DRH before 4/92]"
LABEL 73 580 14 "24P4.1\n[DRH 9/89]"
LABEL 96 580 14 "[DJB#104 6/3/77]"
LABEL 117 580 14 "[DRH 8/89]"
LABEL 139 580 14 "[DJB#98 4/28/77]"
LABEL 32 593 5 "[DRH 10/89]"
LABEL 96 593 7 "[DRH ????, DIB 12/11/94]"
LABEL 131 593 15 ""
LABEL 147 594 14 "Achim's p4\n[DJB#88 1976, AF 1988]"
LABEL 4 608 15 "[DRH 3/90]"
LABEL 19 608 15 "[DRH 3/90]"
LABEL 34 608 15 "[DRH 3/90]"
LABEL 51 608 14 "Jack\n[RTW 4/84]"
LABEL 73 608 13 "Ellison p4 HW emulator hybrid\n[Scot Ellison, April 2010]"
LABEL 94 608 15 "Eater/block frob\n[DJB#51 <=1976]"
LABEL 111 608 14 "[DRH 11/10/94]"
LABEL 127 608 15 "[DRH 8/89]"
LABEL 143 608 15 "[DRH 8/89]"
LABEL 7 623 14 "Penny lane\n[DJB#123 1972]"
LABEL 24 623 15 "[DJB#20 <1977]"
LABEL 39 623 14 "[DRH 12/10/94]"
LABEL 67 623 9 "[DRH 8/89, AF 1994]"
LABEL 96 624 14 "Confused eaters\n[DJB#49 before 1973]"
LABEL 112 624 14 "[DJB#13 before 1973]"
LABEL 128 624 14 "[AF 7/17/94 (symmetric form), RWG,AWH 11/20/94]"
LABEL 143 624 15 "[RTW 11/90]"
LABEL 12 640 11 ""
LABEL 35 640 15 "[12/6/94]"
LABEL 59 640 11 "[???? 1971]"
LABEL 111 640 5 "[RWG 9/17/94 (wick), 11/20/94 (ends)]"
LABEL 153 640 14 "[MM, Oct 2013 (using WLS)]"
LABEL 4 656 15 "Purveyor\n[83bismuth38 1/26/22]"
LABEL 20 656 14 "[DJB#23 <1973?]"
LABEL 38 656 14 "Pinwheel\n[SN 4/70]"
LABEL 56 656 14 "Clock II"
LABEL 74 656 14 "T-nosed P4\n[RTW 1989]"
LABEL 90 656 15 "[DRH 8/89]"
LABEL 106 656 14 "[DJB#21 <1973]"
LABEL 124 656 14 "[DRH 12/10/94]"
LABEL 143 657 14 "[DRH 7/14/94]"
LABEL 6 673 14 "[DRH 4/6/92]"
LABEL 27 673 13 ""
LABEL 45 674 15 ""
LABEL 61 674 14 "Wavefront\n[DJB#24 <= 1976]"
LABEL 77 674 15 "Gray counter\n[???? 1971]"
LABEL 93 674 14 "[AF, AWH, DRH, 1994]"
LABEL 111 674 14 "[AF 8/31/94 (symmetric form)]"
LABEL 129 674 14 "[DJB#69 <=1976]"
LABEL 148 674 13 "[DRH 12/10/94]"
LABEL 8 692 13 "Overweight emulator\n[RTW ????]"
LABEL 30 692 13 "[AWH 2/10/95]"
LABEL 49 692 15 "T-nosed P4 variant\n[Entity Valkyrie]"
LABEL 67 692 14 "[DJB#28 before 1973?]"
LABEL 86 692 14 "Boss\n[DJB#30 1972]"
LABEL 103 692 14 "[DRH 12/10/94]"
LABEL 121 692 14 "Butter\n[Entity Valkyrie]"
LABEL 142 693 14 "[AF 8/23/94 (symmetric form)]"
LABEL 7 713 13 "[DRH 12/10/94]"
LABEL 35 713 11 ""
LABEL 65 713 13 "Fountain\n[DRH 11/28/94]"
LABEL 92 713 12 "[RTW 9/89]"
LABEL 117 713 14 "[AF 7/13/94]"
LABEL 139 713 13 "Octagon 4\n[RTW 1/79]"
LABEL 20 734 8 "[RTW 9/91]"
LABEL 59 735 13 "[DRH 1/10/95]"
LABEL 113 735 5 ""
LABEL 8 757 13 "Windmill\n[DRH 11/89]"
LABEL 33 757 12 "[RTW ????, AF 8/7/94]"
LABEL 58 758 13 "[MM, Jan 2011]"
LABEL 79 758 14 "[RTW before 10/92]"
LABEL 99 758 13 "[DRH >=11/30/94]"
LABEL 123 758 13 "[DRH 1/10/95]"
LABEL 147 760 13 "[DRH 9/89]"
LABEL 11 785 12 "[DRH,RTW 9/89, AF 8/7/94]"
LABEL 41 785 12 "Sixty-nine\n[RTW 10/78]"
LABEL 73 786 11 ""
LABEL 107 786 12 "[RTW 9/89]"
LABEL 137 787 12 "[DRH 1994]"
LABEL 12 817 11 "[DRH]"
LABEL 40 818 13 "[DIB,DRH 12/12/94]"
LABEL 66 818 12 "[DRH 1994]"
LABEL 96 819 11 "[DRH 9/16/92]"
LABEL 133 821 10 "[RTW 9/91, DRH 1/14/95]"
LABEL 34 877 5 "Strictly volatile p4\n[Dongook Lee 11/18/21]"
LABEL 13 923 15 "Fumarole\n[DRH 9/3/89]"
LABEL 29 923 14 "Silver's p5\n[Stephen Silver, February 2000]"
LABEL 44 923 15 "Octagon 2\n[Sol Goodman & Arthur C. Taber 1971]"
LABEL 61 923 14 "Scot's p5\n[Scot Ellison, 06/08]"
LABEL 78 923 15 "Elkies' p5\n[NDE 1997]"
LABEL 96 924 14 "5blink\n[Scot Ellison]"
LABEL 113 924 15 "Heart\n[RTW 1/82, DJB#145 8/15/84]"
LABEL 129 924 15 "[DJB#163 2/19/87]"
LABEL 146 924 14 "Hooks"
LABEL 23 939 11 "[DRH]"
LABEL 63 939 9 "Swine\n[Scot Ellison]"
LABEL 94 939 14 "Montana\n[Scot Ellison, June 2011]"
LABEL 112 940 14 "Technician\n[DJB#33 1/73]"
LABEL 128 940 15 "Mathematician\n[DJB#34 1972]"
LABEL 144 940 14 "[DJB#160 1/6/87]"
LABEL 6 956 14 "[DJB#101 5/2/77]"
LABEL 26 956 14 "[DJB#44]"
LABEL 47 956 14 "Pedestle\n[DJB#39 1973]"
LABEL 66 956 14 "Pseudo-barberpole\n[AF 8/22/94]"
LABEL 84 956 14 "[RTW 1/82 (DJB#146)]"
LABEL 101 956 15 "Pentant\n[DJB#85 7/11/76]"
LABEL 121 956 13 "101\n[AF 8/19/94]"
LABEL 144 956 13 "Siesta\n[DJB#57 1973]"
LABEL 8 973 13 "[DJB#84 7/76?]"
LABEL 29 974 14 "[AF 7/27/94]"
LABEL 47 974 14 "aVerage\n[DJB#35 1973]"
LABEL 65 974 14 "Middleweight volcano\n[DRH 4/6/92]"
LABEL 84 974 14 "Chemist\n[DJB#38 1973]"
LABEL 104 974 14 "[DJB#87 7/15/76]"
LABEL 123 974 14 "Pentoad\n[RWG 6/77]"
LABEL 142 974 14 ""
LABEL 6 992 14 ""
LABEL 27 992 14 "P5 pipsquirter\n[Dongook Lee, 2018]"
LABEL 45 992 15 "[AF 7/13/94]"
LABEL 63 992 13 "[DJB#158 2/25/85]"
LABEL 85 992 14 "[DRH 1994]"
LABEL 106 992 14 "[AF 8/7/94 (symmetric form), AWH 11/19/94]"
LABEL 126 993 14 "Toaster\n[DRH 4/1/92]"
LABEL 146 993 14 "[DJB#142 5/21/84]"
LABEL 36 1013 5 "Electric fence\n[HH 10/20/92, DRH 11/23/92, 2/21/93]"
LABEL 87 1013 13 "[Gabriel Nivasch 10/23/02]"
LABEL 106 1013 15 "[11/19/94]"
LABEL 122 1013 13 "[DJB#151 9/29/84]"
LABEL 143 1013 13 "[DRH 10/4/89]"
LABEL 23 1034 7 "[DRH 1/26/95]"
LABEL 61 1034 13 "[Dongook Lee 9/18/15]"
LABEL 85 1035 13 "[DJB#114 6/2/77]"
LABEL 109 1035 13 "[DJB#152 9/29/84]"
LABEL 136 1035 12 "Heavyweight volcano\n[Scot Ellison, 2007]"
LABEL 8 1057 13 "Harbor\n[DJB#122 9/17/78]"
LABEL 31 1057 14 "Statorless p5\n[Josh Ball]"
LABEL 70 1058 7 "[DRH 12/2/94]"
LABEL 111 1058 13 "[DJB#93 7/26/76]"
LABEL 139 1059 13 "Three pentoads\n[RWG & Scott Kim]"
LABEL 21 1080 12 "[NDE 7/3/97]"
LABEL 44 1081 15 "Unix\n[DJB#48 2/10/76]"
LABEL 59 1081 14 "[DJB#65 <=1976]"
LABEL 74 1081 15 "[DRH/89]"
LABEL 89 1081 14 "Blonker\n[NB]"
LABEL 105 1081 15 "A for all\n[DRH 3/6/93]"
LABEL 120 1081 15 "P6 thumb\n[David Eppstein 6/26/00]"
LABEL 138 1082 13 "Sombreros\n[DJB#56 1972]"
LABEL 7 1098 13 "[DJB#33 11/16/80]"
LABEL 27 1098 14 "[DJB#58 <=1976]"
LABEL 45 1098 14 "[DJB#59 <=1976]"
LABEL 63 1098 14 "[DJB#102 6/3/77]"
LABEL 82 1098 13 "[DJB#132 10/30/80, since reduced]"
LABEL 101 1098 15 "Jason's p6\n[AF 7/25/94]"
LABEL 118 1098 14 "$rats\n[DJB#36 1972]"
LABEL 133 1098 15 "Extremely impressive\n[DJB#78 8/76]"
LABEL 148 1098 14 "[DJB#100 5/21/77]"
LABEL 5 1115 15 "[AF 7/26/94]"
LABEL 26 1115 13 "[DRH 9/22/94]"
LABEL 47 1116 14 "30P6.1"
LABEL 65 1116 14 "[iNoMed 6/15/22]"
LABEL 83 1116 14 "[RTW 1989]"
LABEL 101 1116 14 "P6 shuttle\n[Nicolay Beluchenko, 02/2004]"
LABEL 121 1116 14 "p6 pipsquirter\n[NDE 11/15/97]"
LABEL 141 1117 13 "[AF 7/13/94]"
LABEL 4 1138 15 "p6 worker bee\n[RTW 1989]"
LABEL 25 1138 12 "[DJB#117 9/1/77]"
LABEL 49 1138 13 "[DJB#121 3/4/78]"
LABEL 71 1138 13 "[DJB#110 6/19/77]"
LABEL 92 1138 14 "64P6\n[Dongook Lee and Matthias Merzenich]"
LABEL 115 1139 13 "[DJB#99 5/12/77]"
LABEL 140 1139 13 "[DJB#157 10/14/84]"
LABEL 7 1161 14 ""
LABEL 35 1161 14 "[DJB#141 4/25/84]"
LABEL 61 1162 14 "T-nosed p6\n[AF 9/12/94]"
LABEL 90 1162 13 "Strictly volatile P6"
LABEL 118 1163 15 "[DRH 8/89]"
LABEL 140 1163 15 "[DRH 8/89]"
LABEL 37 1189 5 "[right end:RTW 10/78, middle and left end:DRH 10/89]"
LABEL 53 1215 5 "[NDE 11/21/94]"
LABEL 40 1241 5 "[wick by DJB 1973, ends by DRH 1995?]"
LABEL 105 1241 12 "[DRH 9/89]"
LABEL 137 1242 13 "p6 heavyweight half-emulator\n[Martin Grant 4/24/23]"
LABEL 13 1272 12 "Symmetric T-nosed p6\n[AF 8/31/94]"
LABEL 93 1275 10 "[RTW 11/16/94]"
LABEL 183 4 14 "28P7.1\n[DRH, 11/1/98]"
LABEL 201 4 14 "Burloaferimater\n[DJB#40 1972]"
LABEL 218 4 14 "37P7.1\n[Scot Ellison]"
LABEL 236 5 14 "[DJB#77 <=1976, since reduced]"
LABEL 255 5 14 "[DJB#106 6/6/77, since reduced]"
LABEL 275 5 14 "[DRH 9/22/94]"
LABEL 293 5 14 "28P7.2\n[DRH, 1998]"
LABEL 313 5 14 "38P7.2\n[NB 2/17/09]"
LABEL 173 22 14 "Meatball\n[Charity Engine 5/28/22]"
LABEL 192 22 14 "[MM, 9/18/14 (using JLS)]"
LABEL 214 22 13 "[10/1/94]"
LABEL 234 23 15 "28P7.3\n[Bullet51, 12/26/17]"
LABEL 251 23 14 "Airforce\n[DJB#41 1972]"
LABEL 269 23 14 "41P7.2\n[DRH, <=1998]"
LABEL 291 23 12 "[Josh Ball]"
LABEL 316 23 13 "62P7\n[Dongook Lee 11/20/21]"
LABEL 177 44 12 "#DJB#113 9/7/81"
LABEL 200 44 13 "44P7.2\n[DJB#109 6/19/77]"
LABEL 218 44 15 "34P7\n[Charity Engine 8/3/22]"
LABEL 236 45 13 "#DJB#113 6/21/77"
LABEL 264 45 11 "132P7\n[Dongook Lee 12/17/16]"
LABEL 293 46 12 "Hebdarole\n[NDE, November 1997]"
LABEL 316 46 14 "P7 pipsquirter\n[Dongook Lee 11/20/19]"
LABEL 176 72 13 "[Charity Engine 2/5/23]"
LABEL 225 75 12 "120P7"
LABEL 281 75 9 "[CC 2/10/23]"
LABEL 180 100 15 "Smiley\n[AF 7/17/94]"
LABEL 195 100 14 "Coe's p8\n[Tim Coe, 08/97]"
LABEL 212 101 15 "Achim's p8\n[AF 7/20/94]"
LABEL 225 101 20 "Blocker\n[RTW]"
LABEL 239 101 15 "Figure eight\n[SN 1970]"
LABEL 254 102 15 "R2D2\n[Peter Raynham early 1970s (with a different stator), rediscovered and named by NDE 8/14/94]"
LABEL 275 102 12 "Tumbling T-tetson\n[RTW]"
LABEL 307 102 11 "nonstandard type 1 p8 toad sucker\n[DJB]"
LABEL 172 119 14 "Cauldron\n[Don Woods, RTW 1971]"
LABEL 188 119 14 "Hertz oscillator\n[JHC group 1970]"
LABEL 205 119 14 "[AF 8/26/94]"
LABEL 224 119 14 "[DJB#90 7/16/76, minor reduction later]"
LABEL 249 119 11 "nonstandard type 1 p8 toad flipper\n[DJB]"
LABEL 273 119 14 "[NDE 7/18/97]"
LABEL 291 120 14 "Kok's galaxy\n[Jan Kok 1971]"
LABEL 312 120 13 "[DRH 11/16/94]"
LABEL 171 139 15 "Pyrotechnecium\n[DJB#42 1972]"
LABEL 188 139 14 "Roteightor\n[RTW 1972]"
LABEL 204 139 15 ""
LABEL 217 139 15 "Obscure P8"
LABEL 233 140 14 "76P8\n[MM, Sep 2013 (using JLS)]"
LABEL 251 140 14 "[RTW 1989]"
LABEL 270 141 14 "Figure eights hassling long barge\n[RTW 9/84]"
LABEL 292 141 13 "[DJB#80 6/30/76]"
LABEL 315 141 13 "[DJB#105 6/6/77]"
LABEL 172 164 14 "[Josh Ball, 6/12/13]"
LABEL 193 164 13 "[DJB#115 6/22/77]"
LABEL 214 164 14 "[DJB#55 <=1976]"
LABEL 234 164 13 "Bottle\n[AF 8/7/94]"
LABEL 258 164 13 ""
LABEL 281 165 13 ""
LABEL 305 165 13 "[RTW 9/89]"
LABEL 176 191 13 "[KS 6/17/07]"
LABEL 218 191 10 "180P8"
LABEL 260 192 13 "Figure eights hassling tub\n[AF 8/31/94]"
LABEL 298 195 11 "Multiple roteightors\n[DRH 1/90]"
LABEL 185 221 13 "50P9"
LABEL 204 221 15 "29P9\n[DRH 04/97]"
LABEL 222 222 13 "Worker bee\n[DJB#52 1972]"
LABEL 247 222 12 "Two worker bees"
LABEL 274 222 13 "Snacker\n[MDN 1972]"
LABEL 305 222 10 "Two snackers"
LABEL 172 241 14 "[DJB#43 1972??]"
LABEL 187 241 15 "p9 thumb\n[DRH 1998]"
LABEL 204 241 14 "[DJB#83 7/10/76]"
LABEL 224 241 13 "P9 delayed domino sparker"
LABEL 254 243 10 "P9 honey farm hassler\n[JP21 2/28/21]"
LABEL 284 243 13 "60P9\n[Charity Engine 5/25/22]"
LABEL 309 244 12 "68P9\n[carybe, 2018]"
LABEL 181 269 11 ""
LABEL 209 269 14 "48P9"
LABEL 230 271 13 "104P9\n[wwei23, 11/15/20]"
LABEL 254 271 13 "[RWG 7/15/94]"
LABEL 280 271 12 "Snackers jostling two blocks\n[RWG 7/15/94]"
LABEL 307 272 12 "[DJB#155 10/9/84]"
LABEL 180 304 11 "Spanner in the works"
LABEL 237 304 9 "p9 interchange hassler\n[DER 1/24/22]"
LABEL 290 306 13 ""
LABEL 183 332 14 "37P10.1\n[DRH 1998]"
LABEL 203 333 14 "24P10\n[MM, 11/12/10]"
LABEL 227 333 12 "55P10\n[Bullet51, 2018]"
LABEL 251 333 14 "[DRH, 2008 (using dr)]"
LABEL 272 334 14 "42P10.3\n[DJB#76 <=1976]"
LABEL 292 334 14 "[DJB#161 1/21/86]"
LABEL 315 334 13 "[DRH, 2008 (using dr)]"
LABEL 169 355 14 "[DJB#153 9/30/84]"
LABEL 192 355 14 "44P10\n[MM 4/10/10]"
LABEL 219 356 12 "[DRH, 2008 (using dr)]"
LABEL 251 356 12 "[Open Science Grid 12/7/22]"
LABEL 280 356 13 "[DRH, 2008 (using dr)]"
LABEL 307 357 13 "P10 traffic light hassler\n[DJB#139 5/1/83]"
LABEL 173 382 12 "p10 traffic light hassler\n[DER 6/15/21, reduced by iNoMed 1/12/22]"
LABEL 200 382 13 "[MM (using Nicolay's version of randagar)]"
LABEL 224 382 13 "p10 B-heptomino hassler\n[NMB 9/23/22]"
LABEL 249 383 13 "[NB 3/16/09]"
LABEL 278 383 11 "p10 traffic light hassler\n[DER 10/2/21]"
LABEL 308 387 13 "[DRH 2/16/95]"
LABEL 182 423 9 ""
LABEL 264 426 10 "128P10.2\n[NB, 2009]"
LABEL 182 457 14 "38P11.1\n[DJB#112 6/20/77]"
LABEL 202 458 14 "Diamondback\n[NMB 11/8/22]"
LABEL 223 458 14 "[DRH, 2008]"
LABEL 248 458 12 "[MM, Aug 2014]"
LABEL 272 458 14 "p11 domino sparker\n[Martin Grant 6/17/21]"
LABEL 292 458 14 "p11 thumb\n[Charity Engine 8/11/22]"
LABEL 313 459 14 "Rattlesnake\n[DRH, 2016]"
LABEL 172 482 13 "[DRH, 2008]"
LABEL 195 482 14 "[MM, Oct 2014]"
LABEL 218 482 13 "[DRH, 2008]"
LABEL 248 482 11 "[mvr 4/30/23]"
LABEL 278 483 13 "p11 eater 4 honey farm hassler\n[DJB#156 10/9/84, reduced by JP21]"
LABEL 305 483 12 "[MM, Aug 2014]"
LABEL 170 508 13 "[MM, Sep 2014]"
LABEL 204 508 10 "p11 traffic light hassler\n[DER 1/9/22]"
LABEL 240 510 12 "Merzenich's p11\n[MM]"
LABEL 271 510 12 "Achim's p11\n[AF 8/4/94]"
LABEL 304 511 12 "P11 pinwheel\n[NB, May 2009]"
LABEL 175 543 12 "Jason's p11\n[JS April 2003]"
LABEL 257 546 11 "[6/19/21, partial by JS, sparker by Martin Grant]"
LABEL 189 574 12 "Carnival shuttle"
LABEL 224 574 10 ""
LABEL 267 574 9 "[RTW 9/84]"
LABEL 299 576 14 "[NDE 10/15/98]"
LABEL 318 576 14 ""
LABEL 170 597 14 ""
LABEL 203 597 14 "Dinner table\n[RTW 1972]"
LABEL 235 597 14 "[NDE 7/18/97]"
LABEL 267 597 14 ""
LABEL 299 597 14 ""
LABEL 201 618 5 "[DJB <1980, RTW 1989]"
LABEL 257 618 14 "35P12\n[MM, 2015]"
LABEL 295 618 8 "[DER 10/30/21]"
LABEL 172 640 13 "p12 bun hassler\n[mvr 9/24/22]"
LABEL 207 641 12 "Crown\n[NDE 1/93/95]"
LABEL 239 641 14 ""
LABEL 272 641 12 "p12 shuttle\n[NMB 4/30/23]"
LABEL 304 642 14 "Baker's dozen\n[RTW 8/89, since optimized for bounding box]"
LABEL 182 667 9 "p12 LOM hassler"
LABEL 222 667 12 "[83bismuth38 5/11/22]"
LABEL 250 667 14 "Eye of Sauron\n[NB 3/26/09]"
LABEL 278 667 12 "[NDE 5/23/96]"
LABEL 310 668 11 "[JS January 2004]"
LABEL 173 697 12 "[DJB#159 1986?]"
LABEL 203 697 12 "2c/3 signal"
LABEL 236 698 12 "[DJB#131 10/26/80]"
LABEL 268 698 12 "[NDE 6/9/95, bounding box since reduced]"
LABEL 303 698 11 ""
LABEL 174 730 12 ""
LABEL 216 731 9 "p12 honey farm sparker\n[mvr 8/24/22]"
LABEL 253 731 13 "Period 12 toadflipper"
LABEL 292 732 9 "Two Eyes of Sauron hassling unnamed object"
LABEL 178 770 10 ""
LABEL 226 770 10 "Dinner table extension"
LABEL 285 772 6 "[MDN, DRH >~2/20/95]"
LABEL 174 820 12 "p12 traffic light hassler\n[DER 4/1/22]"
LABEL 183 855 14 "[Dongook Lee, Oct 2014]"
LABEL 208 855 12 "p13 domino sparker\n[mvr 2/14/23]"
LABEL 234 856 14 "53P13\n[Bullet51, 2015]"
LABEL 254 856 14 "[MM, Sep 2014]"
LABEL 281 857 12 "Buckingham's p13\n[DJB#96 7/31/76]"
LABEL 308 857 13 "[MM, 9/15/14]"
LABEL 171 880 13 "[DRH, 2008]"
LABEL 198 880 13 "[MM, Sep 2014]"
LABEL 225 881 13 "66P13\n[Bullet51, 2019]"
LABEL 255 881 12 ""
LABEL 282 881 13 "Beluchenko's p13\n[NB, 2009]"
LABEL 308 881 13 "[MM, Aug 2014]"
LABEL 175 906 12 "[MM, Aug 2014]"
LABEL 203 906 14 "[MM, Oct 2014]"
LABEL 226 906 13 "[MM, Sep 2014]"
LABEL 260 907 9 "p13 honey farm hassler\n[NMB 9/23/22]"
LABEL 302 910 10 "p13 honey farm hassler\n[JP21 1/12/22]"
LABEL 183 945 8 "p13 honey farm hassler monomer\n[Reaction by DER, completion by JP21, both 5/31/21. Dimer (not shown) by wwei23.]"
LABEL 265 945 9 "p13 honey farm hassler\n[JP21 1/29/22]"
LABEL 181 969 15 "Tumbler\n[George Collins, Jr. 1970]"
LABEL 199 973 15 "44P14\n[DRH, 4/21/97]"
LABEL 226 973 12 "[MM, 9/19/14 (using JLS)]"
LABEL 255 974 14 "34P14 shuttle\n[carybe, 2018]"
LABEL 293 974 9 "Tetradecathlon"
LABEL 178 997 10 "p14 Thompson's methuselah hassler\n[mvr 9/17/22]"
LABEL 215 998 11 "[DER 9/9/21]"
LABEL 242 998 14 "[MathAndCode 8/7/21]"
LABEL 267 999 12 "[MM, Sep 2014 (using dr)]"
LABEL 305 999 9 "[DER 11/21/21]"
LABEL 170 1026 13 "[MM, 9/18/14 (using JLS)]"
LABEL 197 1027 12 "[MM, Aug 2014 (using dr)]"
LABEL 232 1027 10 "[DER, reduced by MM 7/18/21]"
LABEL 270 1028 11 "p14 honey farm hassler\n[JS 1/7/06]"
LABEL 305 1029 12 "[Charity Engine 10/29/22]"
LABEL 178 1066 10 "p14 traffic light hassler\n[DER 3/27/22]"
LABEL 260 1072 12 "p14 honey farm hassler\n[JP21 1/27/22]"
LABEL 184 1107 15 "Pentadecathlon\n[JHC 1970]"
LABEL 225 1109 7 "[Luka Okanishi 12/28/21 based on a partial by DER the previous day]"
LABEL 274 1108 10 "p15 offset worker bees\n[NMB 11/13/22]"
LABEL 308 1108 14 "Karel's p15\n[KS 12/11/02]"
LABEL 171 1133 13 "[MM, Sep 2014 (using dr)]"
LABEL 207 1133 9 "p15 blinker factory\n[DER 3/19/22]"
LABEL 243 1134 13 "[MM, Aug 2014 (using dr)]"
LABEL 273 1134 11 "p15 lumps of muck hassler\n[praosylen 8/7/21, reduced by Luka Okanishi the next day]"
LABEL 305 1135 12 ""
LABEL 170 1164 15 "[RTW 10/78]"
LABEL 198 1164 14 "Pentadecathlons jostling two blocks\n[RTW 11/84]"
LABEL 227 1164 14 "Two pentadecathlons hassling barge\n[DJB 7/73]"
LABEL 264 1164 11 "p15 pi-heptomino hassler\n[DER 12/27/21]"
LABEL 304 1164 12 "p15 honey farm hassler\n[JP21 1/27/22]"
LABEL 176 1195 11 ""
LABEL 211 1195 11 "p15 honey farm hassler\n[DER 5/25/21]"
LABEL 245 1196 13 "[DJB 3/73]"
LABEL 275 1195 13 "p15 biblock hassler\n[DRH 2/21/95]"
LABEL 305 1197 12 "112P15\n[thunk, 4/4/16]"
LABEL 176 1232 12 "[KS 6/13/07]"
LABEL 214 1232 12 "[DER 11/28/21]"
LABEL 253 1232 12 "p15 traffic light hassler\n[MM 7/21/21 based on a partial by DER the same day]"
LABEL 296 1238 9 "Loaflipflop\n[RTW 1990]"
LABEL 356 5 14 ""
LABEL 379 6 13 "p16 biblock hassler\n[NDE 2/20/95]"
LABEL 400 5 15 "Rob's p16\n[Rob Liston, 2020]"
LABEL 420 6 14 "Rich's p16\n[Rich Holmes, 7/5/16]"
LABEL 443 7 13 ""
LABEL 467 7 14 "Achim's p16\n[AF 7/27/94]"
LABEL 489 7 14 "[MM 1/12/15]"
LABEL 351 37 11 "p16 phi spark shuttle\n[CC 9/29/22]"
LABEL 390 39 12 "Symmetric p16 biblock hassler\n[NDE 2/21/95]"
LABEL 418 40 14 "Charity's p16\n[Charity Engine 6/30/22]"
LABEL 444 39 13 "Grid's p16\n[Open Science Grid 12/1/22]"
LABEL 476 39 12 "2 pre L hassler\n[RTW 7/83]"
LABEL 344 73 13 "Ship in a bottle\n[RWG 8/7/94]"
LABEL 372 74 12 "p16 U-turner hassler\n[w33z8kqrqk8zzzw33 8/24/22]"
LABEL 412 75 9 "Rich's p16 and Charity's p16 hassling R-pentomino\n[LJK 9/13/22]"
LABEL 453 74 11 "[NMB 10/8/22]"
LABEL 484 74 13 "68P16\n[carybe, 2018]"
LABEL 345 111 13 ""
LABEL 378 111 11 "P16 traffic light hassler\n[DER 6/15/21]"
LABEL 414 112 11 "p16 honey farm hassler\n[DER 3/10/22]"
LABEL 446 112 12 "p16 interchange shuttle\n[CC 10/8/22]"
LABEL 477 113 12 "p16 pi-heptomino hassler\n[CC 8/8/22]"
LABEL 349 153 11 "Sailboat\n[RTW 6/84]"
LABEL 385 154 13 "p16 century hassler\n[DER 10/12/21]"
LABEL 424 155 10 ""
LABEL 470 156 10 "p16 honey farm hassler\n[JP21 1/29/22]"
LABEL 349 202 12 "p16 honey farm hassler\n[JP21 1/14/22]"
LABEL 386 204 10 ""
LABEL 428 204 10 "Achim's other p16\n[AF 8/7/94 (on a 32x32 torus), RWG 8/17/94]"
LABEL 473 204 8 "p16 symmetric unnamed active region hassler\n[CC 9/29/22]"
LABEL 356 256 8 "p16 phi spark hassler\n[DER 10/2/21]"
LABEL 357 297 14 "54P17.1\n[DRH]"
LABEL 389 298 14 "Honey thieves\n[MM]"
LABEL 427 299 11 "p17 B-heptomino hassler\n[mvr 4/25/23]"
LABEL 470 302 12 ""
LABEL 360 337 12 "p18 biblock hassler\n[NDE 2/20/95
#D See p16 biblock hassler for an explanation.]"
LABEL 389 337 13 "Merzenich's p18\n[MM, June 2011]"
LABEL 415 338 14 "[MM 9/10/14]"
LABEL 441 338 13 "p18 honey farm hassler\n[mvr 4/20/23]"
LABEL 474 338 11 "P18 honey farm hassler"
LABEL 354 372 9 ""
LABEL 390 373 13 "p18 R-pentomino hassler\n[JS February 2004, reduced by iNoMed on 6/10/22]"
LABEL 417 373 13 "Charity's p18\n[Charity Engine 1/13/23]"
LABEL 444 373 13 "p18 octomino hassler\n[mvr 1/16/23]"
LABEL 475 373 11 "P18 traffic light hassler\n[NDE 5/20/96]"
LABEL 344 409 13 ""
LABEL 391 410 6 "[DER 2020]"
LABEL 438 410 13 ""
LABEL 472 410 11 "p18 century + block hassler\n[mvr 4/26/23]"
LABEL 347 449 12 "[NMB 9/28/22]"
LABEL 389 450 9 "[JS 4/10/01]"
LABEL 433 450 11 "Four LOMs hassled by four short keys\n[Gabriel Nivasch 9/1/95 with jams]"
LABEL 472 450 11 "p18 LOM sparker\n[DER 8/23/21]"
LABEL 349 493 11 "p18 interchange hassler\n[DER 10/3/21, reduced by MM the next day]"
LABEL 392 493 8 "p18 pi-heptomino hassler\n[mvr 8/27/22, reduced by DER the same day]"
LABEL 431 493 12 "113P18\n[DJB before 5/91; since reduced]"
LABEL 463 494 11 "Four eaters hassling four bookends\n[Jason Summers, 10/16/02]"
LABEL 490 494 14 "P18 beehive hassler"
LABEL 349 540 11 "p18 B-heptomino hassler\n[JS 2/26/02]"
LABEL 388 542 11 "P18 R-pentomino hassler\n[DER 8/7/21]"
LABEL 430 542 10 "[DER 5/20/22]"
LABEL 473 543 11 "[MM 12/29/20]"
LABEL 363 605 6 "[DRH 1/1/95]"
LABEL 366 655 10 "[JS 12/02]"
LABEL 412 655 10 "p20 Z-hexomino hassler\n[iNoMed 10/15/22]"
LABEL 449 656 14 "Dockyard"
LABEL 477 656 14 "34P20\n[Charity Engine 10/8/22]"
LABEL 342 689 12 "p20 century shuttle"
LABEL 371 689 13 "[Martin Grant 2/12/20]"
LABEL 400 690 11 "p20 honey farm hassler\n[mvr 4/21/23, reduced by wwei23 the same day]"
LABEL 433 689 12 "p20 R-pentomino hassler\n[DER 12/7/21, monomerized by iNoMed the same day]"
LABEL 471 690 9 "p20 R-pentomino hassler\n[LJK 8/27/22]"
LABEL 343 726 11 "[NDE 3/22/95]"
LABEL 380 726 10 "[NDE 4/2/95]"
LABEL 411 727 13 "p20 bookend shuttle\n[DER 8/23/21]"
LABEL 440 729 11 "[NDE 6/29/95]"
LABEL 476 730 11 ""
LABEL 353 775 7 "p20 wing hassler supported by T-nosed p20s\n[T-nosed p20: CC 9/28/22; wing hassler known earlier but reduced]"
LABEL 409 776 12 "P20 pre-pulsar hassler"
LABEL 459 776 9 "p20 lumps of muck shuttle\n[DER]"
LABEL 351 826 8 "p20 traffic light hassler\n[praosylen 10/3/21, based on a partial by DER the same day, since reduced]"
LABEL 436 826 9 "p20 honey farm hassler\n[mvr 7/19/22]"
LABEL 365 869 10 "P21 honey farm hassler"
LABEL 403 869 13 ""
LABEL 441 869 10 "[NDE 9/7/99]"
LABEL 478 869 13 "32P21\n[Charity Engine 2/11/22]"
LABEL 348 905 9 ""
LABEL 397 905 11 "p21 biblock hassler"
LABEL 454 905 6 "Monoicosathlon\n[iNoMed 1/2/22]"
LABEL 345 945 10 "[RTW 2/21/95]"
LABEL 391 947 10 "Period-21 glider gun\n[Tanner Jacobi, 8/1/21, based on an oscillator by DER, meatball added later]"
LABEL 428 947 14 "p21 honey farm hassler\n[cvojan 10/7/22]"
LABEL 467 949 10 "72P21\n[DER 5/21/21, reduced by NMB 9/24/22]"
LABEL 343 1001 11 "p21 traffic light hassler\n[LJK 9/17/22]"
LABEL 396 1001 8 "p21 LOM hassler\n[DER]"
LABEL 458 1007 7 "p21 honey farm hassler\n[LJK 8/5/22]"
LABEL 357 1054 14 "Champagne glass\n[DRH 4/19/97]"
LABEL 388 1055 11 "Jason's P22\n[Jason Summers, 2000]"
LABEL 419 1057 13 "[Jason Summers 9/8/05]"
LABEL 446 1057 13 "48P22.1\n[NB, 2009]"
LABEL 477 1058 12 "p22 century hassler\n[mvr 7/23/22]"
LABEL 339 1093 13 "P22 pre-teardrop hassler\n[Sphenocorona 6/23/21]"
LABEL 365 1094 13 "P22 honey farm hassler"
LABEL 398 1095 10 "168P22.1\n[NDE, 1997]"
LABEL 431 1095 13 "P22 pre-pulsar shuttle"
LABEL 469 1098 9 "p22 B-heptomino hassler\n[DER 11/2/21, reduced by CC 11/23/22]"
LABEL 342 1143 12 "p22 B-heptomino shuttle"
LABEL 384 1148 9 "R-pentomino restoring reaction\n[DER 7/31/21]"
LABEL 430 1151 12 "True period 22 gun\n[David Eppstein, August 2000]"
LABEL 470 1153 10 "P22 lumps of muck hassler\n[praosylen, 2015]"
LABEL 364 1202 11 "p23 pi-heptomino hassler\n[NMB 11/4/22]"
LABEL 401 1203 13 "55P23\n[NMB 11/6/22]"
LABEL 433 1204 13 "p23 honey farm hassler\n[JP21 2/16/22]"
LABEL 471 1206 10 "David Hilbert\n[Luka Okanishi, 2019]"
LABEL 344 1251 11 "p23 R-pentomino hassler\n[NMB 11/11/22]"
LABEL 429 1254 9 "92P23\n[mvr 10/2/22]"
LABEL 540 5 10 ""
LABEL 582 8 12 ""
LABEL 618 9 12 "Dueling banjos\n[Apple Bottom, 2019]"
LABEL 651 9 13 "p24 shuttle\n[KS, 10/17/02]"
LABEL 513 50 12 "Period 24 biblock hassler"
LABEL 551 50 10 "p24 lumps of muck hassler\n[MM 12/27/20]"
LABEL 602 50 6 "[NDE 11/20/94]"
LABEL 651 51 11 "p24 honey farm hassler\n[CC 8/11/22]"
LABEL 512 94 13 "Capped period-24 glider gun\n[cvojan and vivi 10/2/22, reduced by JP21 the next day]"
LABEL 539 94 13 ""
LABEL 573 94 10 "p24 H' shuttle\n[NMB 5/6/23]"
LABEL 608 95 12 "p24 beehive hassler\n[DER 11/4/21]"
LABEL 644 95 10 "p24 lumps of muck hassler\n[CC 9/18/22]"
LABEL 515 140 11 "p24 traffic light hassler\n[MM 10/4/21, based on a dimer by DER the previous day]"
LABEL 554 141 10 "p24 domino sparker\n[RTW 10/10/94]"
LABEL 590 141 13 "[RWG 11/29/94]"
LABEL 618 142 13 "[RWG 11/29/94]"
LABEL 648 141 12 "p24 R-pentomino hassler\n[JS 5/8/07]"
LABEL 515 188 11 "p24 LOM sparker\n[Aforampere 8/23/21]"
LABEL 553 188 10 "p24 skewed pre-pulsar hassler\n[mvr, noticed by a human 9/5/22]"
LABEL 602 189 7 "p24 single honey farm hassler\n[JP21 2/23/22]"
LABEL 650 188 10 "[JS 6/19/05]"
LABEL 522 238 9 "Period-24 glider gun"
LABEL 570 238 10 "p24 single honey farm hassler\n[JP21 2/23/22]"
LABEL 609 239 11 "p24 single honey farm hassler\n[JP21 1/16/22 based on a partial by DER; reduced by Luka Okanishi the same day]"
LABEL 647 239 10 "p24 pond hassler\n[DER 11/4/21, reduced by iNoMed the next day]"
LABEL 517 294 11 "p24 honey farm hassler\n[DER 4/11/22]"
LABEL 559 294 10 "p24 honey farm hassler\n[DER 4/4/22]"
LABEL 601 295 11 "p24 pi-heptomino hassler\n[DER 8/18/21]"
LABEL 644 295 9 "p24 century hassler\n[mvr 8/27/22, reduced by DER the same day]"
LABEL 522 352 9 "p24 double honey farm hassler"
LABEL 579 354 8 "p24 blonk-tie hassler\n[DER 11/21/21]"
LABEL 637 354 8 "p24 pi-heptomino hassler\n[mvr 8/27/22, reduced by DER the same day]"
LABEL 514 415 12 "p24 double beehive hassler\n[IgnacyJ 3/16/22 based on a partial by DER the same day]"
LABEL 534 464 12 "36P25\n[mvr 9/17/22, reduced the same day by iNoMed]"
LABEL 567 463 12 "45P25\n[CC 9/26/22]"
LABEL 610 464 8 "[NDE 11/5/94]"
LABEL 651 466 13 "30P25\n[Charity Engine 5/18/22]"
LABEL 518 506 10 "p25 pi and block hassler\n[mvr 4/23/23]"
LABEL 565 507 7 "p25 honey farm hassler\n[CC 10/12/22]"
LABEL 608 507 12 "P25 pre-pulsar shuttle\n[Current form (83 cells) by iNoMed on 7/9/21]"
LABEL 645 508 10 "[NDE 9/23/94 (with toasters instead of eaters), DRH 10/19/94]"
LABEL 518 551 10 "88P25\n[MM 1/10/16]"
LABEL 565 551 7 "[MDN 1/9/96; heavyweight volcano since improved]"
LABEL 606 551 12 "p25 honey farm hassler\n[NMB 11/6/22]"
LABEL 648 552 7 "p25 pi-heptomino hassler\n[CC, discovered by a human (iNoMed) 1/26/23]"
LABEL 514 597 12 ""
LABEL 552 597 9 "p25 honey farm hassler\n[mvr 8/30/22]"
LABEL 601 598 8 "p25 unnamed region hassler\n[mvr 10/17/22]"
LABEL 646 599 10 "p25 wing hassler\n[mvr 12/9/22]"
LABEL 523 649 8 "p25 lumps of muck hassler\n[LJK 9/13/22]"
LABEL 580 649 7 "p25 lumps of muck hassler\n[mvr 4/20/23]"
LABEL 637 651 8 "p25 pre-pulsar hassler\n[DJB 10/96 (left half), NDE 12/13/97 (right half)]"
LABEL 522 708 9 "Charity's p25\n[Charity Engine 1/24/23]"
LABEL 569 709 8 "p25 century hassler\n[DER 10/5/21]"
LABEL 616 709 9 "p25 century hassler\n[CC 10/1/22]"
LABEL 653 709 12 "p25 Z-hexomino hassler\n[CC 10/1/22]"
LABEL 518 775 10 "p25 wing and block hassler"
LABEL 542 826 9 "70P26\n[mvr 9/23/22]"
LABEL 593 829 11 "p26 honey farm hassler\n[mvr, noticed by a human (iNoMed) on 4/19/23]"
LABEL 639 829 11 "P26 queen bee shuttle\n[JP21 2/8/21]"
LABEL 520 872 9 "P26 biblock hassler"
LABEL 576 875 9 ""
LABEL 634 879 9 "p26 pre-pulsar shuttle\n[DJB#140 1/18/83]"
LABEL 529 945 6 "P26 honey farm glider shuttle"
LABEL 614 962 5 "P26 honey farm glider shuttle\n[JP21 5/7/22]"
LABEL 531 1034 13 ""
LABEL 562 1034 11 ""
LABEL 600 1034 10 "Two p9 thumbs hassling two ponds and two blocks\n[JS 2005]"
LABEL 643 1035 9 "p27 honey farm hassler\n[LJK 8/9/22]"
LABEL 520 1078 9 "p27 wing/B hassler\n[DER 3/14/23]"
LABEL 578 1079 11 ""
LABEL 632 1079 11 "56P27\n[NB, 5/11/10]"
LABEL 533 1130 5 "p27 century hassler\n[CC 8/15/22]"
LABEL 594 1138 7 "Period-27 glider gun\n[DER 1/29/22 based on a partial by goldenratio the previous day, reduced later]"
LABEL 647 1142 8 "p27 lumps of muck hassler\n[LJK 9/29/22]"
LABEL 526 1225 7 "p27 traffic light hassler\n[DER 10/3/21]"
LABEL 715 7 9 "[Gustone and iNoMed 2/17/22]"
LABEL 753 9 13 "[thunk, 2016]"
LABEL 789 9 10 "P28 type 1 toadsucker"
LABEL 824 10 13 ""
LABEL 683 40 13 "[RWG 7/31/94]"
LABEL 715 40 10 "Oscillator based on p28 glider gun\n[JP21]"
LABEL 752 42 11 ""
LABEL 786 42 11 "p28 pi-heptomino hassler\n[NMB 10/28/22]"
LABEL 824 42 10 "p28 traffic light predecessor hassler\n[DER 2/1/22]"
LABEL 692 78 10 "p28 HF+block hassler\n[mvr 4/30/23]"
LABEL 738 79 8 "[DER 8/25/21]"
LABEL 782 79 10 "p28 gourmet"
LABEL 821 79 10 "p28 LOM hassler\n[mvr 7/30/22]"
LABEL 697 119 9 "P28 R-pentomino shuttle"
LABEL 754 120 9 "Karel's p28\n[KS 6/12/07]"
LABEL 809 120 9 "p28 B-heptomino hassler\n[DER 10/28/21]"
LABEL 693 165 10 "p28 honey farm hassler\n[CC 10/16/22]"
LABEL 748 166 9 "p28 honey farm shuttle\n[JP21 2/11/22]"
LABEL 806 166 9 "p28 lumps of muck hassler\n[NMB 5/10/23]"
LABEL 697 213 8 "p28 lumps of muck hassler\n[LJK 9/18/22]"
LABEL 752 215 8 "P28 glider shuttle"
LABEL 810 215 7 "p28 honey farm hassler\n[CC 10/17/22]"
LABEL 707 269 5 "T-nosed p28\n[CC 9/11/22]"
LABEL 792 272 6 "p28 pulsar farm hassler\n[mvr 9/10/22]"
LABEL 703 333 6 "p28 pi-heptomino hassler\n[CC 8/22/22 in current form; known in larger form from 2009 or earlier]"
LABEL 709 376 11 ""
LABEL 751 378 8 "p29 traffic farm hassler\n[Ian Fomichev 1/2/15]"
LABEL 808 378 5 "p29 pentadecathlon hassler\n[RWG ????, DRH 12/13/94]"
LABEL 688 408 12 ""
LABEL 738 411 11 "p29 honey farm hassler\n[NMB 11/13/22]"
LABEL 799 420 7 "[mvr 4/25/23]"
LABEL 702 477 6 "p29 R-pentomino hassler"
LABEL 786 478 5 "p29 honey farm hassler\n[DER 6/4/21 (base reaction), MM 6/5/21 (sparker supports)]"
LABEL 706 516 12 "Queen bee shuttle\n[RWG 1970]"
LABEL 753 517 8 ""
LABEL 809 516 10 "[RTW]"
LABEL 689 533 11 "Charity's p30\n[Charity Engine 1/28/23]"
LABEL 730 535 9 "[DIB 9/1/92]"
LABEL 773 536 11 ""
LABEL 815 537 9 "Gosper glider gun"
LABEL 686 561 12 "[NDE 10/30/94]"
LABEL 722 561 11 "p30 R-pentomino hassler\n[LJK 6/17/22]"
LABEL 754 561 14 "Eureka\n[DJB#130 8/16/80]"
LABEL 786 561 11 "p30 honey farm hassler"
LABEL 824 563 13 "p30 duoplet sparker\n[CC 10/8/22, noticed by a human (iNoMed) on 10/10/22]"
LABEL 689 588 11 "p30 honey farm shuttle\n[NMB 9/23/22]"
LABEL 730 589 8 "Zweiback\n[MDN 2/13/95, since improved]"
LABEL 772 589 11 "Single-engine p30 glider gun\n[Charity Engine 2/15/22 (in tetramer form)]"
LABEL 816 589 8 "p30 unnamed region hassler\n[CC 10/17/22]"
LABEL 687 620 13 "p30 B-heptomino shuttle\n[LJK 8/12/22]"
LABEL 728 620 8 "[DRH 2/14/95, since improved]"
LABEL 770 620 13 "Four pentadecathlons hassling four ships"
LABEL 813 620 9 ""
LABEL 700 654 7 "p30 pre-pulsar hassler\n[JP21 10/7/21 based on a partial by DER the same day]"
LABEL 756 652 11 "p30 pi-based QB-less gun\n[iNoMed 4/1/22 based on an April Fools' troll by DER, reduced 5/30/22]"
LABEL 808 654 8 "p30 pi-heptomino hassler\n[LJK 9/2/22]"
LABEL 695 689 9 "p30 I-heptomino hassler\n[mvr 4/16/23]"
LABEL 738 690 11 "p30 traffic light hassler\n[DER 11/22/21 based on a partial by Gustone]"
LABEL 775 690 11 "p30 long bun hassler\n[mvr 7/10/22]"
LABEL 817 691 9 "p30 honey farm hassler"
LABEL 694 729 10 "p30 century hassler\n[DER 10/11/21]"
LABEL 736 729 10 "p30 pi factory\n[DER 3/1/22]"
LABEL 772 729 12 "Traffic light hassler\n[DER 7/19/21]"
LABEL 815 730 8 "Pulshuttle V\n[RTW 5/85]"
LABEL 712 770 5 "P30 LWSS gun"
LABEL 777 773 11 "p30 QB-less glider gun\n[Dongook Lee 9/23/22, reduced by iNoMed 11/24/22]"
LABEL 819 774 11 "p30 LOM hassler\n[mvr 7/23/22]"
LABEL 695 818 9 "Hectic\n[RTW 9/84]"
LABEL 751 818 9 ""
LABEL 806 818 9 "p30 unnamed object hassler\n[CC 8/24/22, reduced by DER the same day]"
LABEL 700 864 7 "p30 honey whirlpool\n[DER 8/25/21]"
LABEL 785 865 8 "p30 honey farm hassler\n[CC 8/15/22]"
LABEL 707 903 12 "Merzenich's p31\n[MM 11/5/10]"
LABEL 760 905 6 "Two Merzenich's p31s hassling two R-pentominoes\n[DER 4/3/21]"
LABEL 817 909 10 "p31 traffic light hassler\n[mvr 8/5/22, reduced 5/6/23]"
LABEL 699 957 8 "P31 glider shuttle"
LABEL 714 995 9 "p32 arrow shuttle\n[DER 5/16/22, reduced by CC 10/2/22]"
LABEL 755 996 11 "p32 honey farm hassler\n[DER 9/9/21]"
LABEL 786 997 13 "Gourmet\n[DJB 3/4/78]"
LABEL 819 998 11 "p32 LOM hassler\n[yujh 12/27/20]"
LABEL 691 1026 10 "p32 honey farm hassler and V sparker\n[1/23/23]"
LABEL 731 1027 10 "[RTW 5/85]"
LABEL 767 1027 13 "68P32\n[MM, 12/31/09]"
LABEL 797 1027 12 "Pi portraiter\n[RTW 1984 or 1985]"
LABEL 827 1027 12 "P32 blinker hassler\n[NDE, 2010]"
LABEL 692 1059 10 "[NDE 1/26/95]"
LABEL 729 1060 12 ""
LABEL 766 1060 10 "p32 unnamed object hassler\n[CC 9/7/22]"
LABEL 813 1061 9 "p32 honey farm hassler\n[DER 1/16/22]"
LABEL 685 1097 13 "p32 twin bees shuttle sparker\n[LJK 8/10/22]"
LABEL 729 1097 9 "Capped p16-assisted period-32 glider gun\n[mvr 10/24/22]"
LABEL 775 1097 11 "p32 honey farm rotator\n[LJK 8/24/22, reduced by JP21 the next day]"
LABEL 817 1098 10 "p32 century hassler\n[DER 10/12/21, reduced by MM on 10/15/21]"
LABEL 691 1136 10 "Popover\n[RTW August 1984]"
LABEL 734 1137 10 "p32 pi-heptomino hassler\n[LJK 8/29/22]"
LABEL 778 1138 9 "Two p16 biblock hasslers hassling two ponds and two blocks"
LABEL 820 1138 11 "p32 LOM/paperclip hassler\n[CC 8/28/22]"
LABEL 701 1182 6 "p32 honey farm double shuttle\n[JP21 1/31/22 based on a partial by DER]"
LABEL 757 1182 9 "p32 Z-hexomino hassler\n[CC 9/18/22]"
LABEL 811 1186 7 "Capped period-32 glider gun\n[DER 9/15/21]"
LABEL 692 1239 10 "p32 procrastinator hassler\n[DER 12/6/21]"
LABEL 745 1240 5 "p32 century hassler\n[DER 10/5/21]"
LABEL 809 1241 6 "p32 pi-heptomino hassler\n[DER]"
LABEL 857 23 13 "5n+3 phase shift oscillator\n[MM 8/13/21]"
LABEL 894 27 11 "Jason's P33\n[Jason Summers, 2000]"
LABEL 931 27 11 "p33 honey farm hassler\n[NMB 11/5/22]"
LABEL 981 37 5 "p33 traffic light hassler\n[NMB 9/16/22]"
LABEL 890 88 8 "p34 honey farm hassler\n[NMB 11/17/22]"
LABEL 965 89 11 "74P34\n[mvr 7/6/22]"
LABEL 883 138 5 "[10/26/22]"
LABEL 938 138 11 "p34 pi-heptomino hassler\n[mvr 9/13/22]"
LABEL 986 141 6 "Capped period-34 glider gun\n[NMB 11/17/22, reduced by iNoMed the same day]"
LABEL 884 205 5 "p34 lumps of muck hassler\n[DER 1/6/23]"
LABEL 883 258 11 "p35 honey farm hassler\n[mvr 10/7/22]"
LABEL 935 258 9 "p35 traffic light hassler\n[DER 3/13/22]"
LABEL 986 258 11 "p35 C2 pi-heptomino hassler\n[mvr 8/16/22]"
LABEL 869 294 8 "p35 traffic light hassler\n[NMB 5/9/23]"
LABEL 917 295 9 "p35 R-pentomino hassler\n[mvr 8/5/22]"
LABEL 954 295 13 "P35 honey farm hassler\n[Dongook Lee]"
LABEL 989 296 9 "p35 traffic light shuttle\n[NMB 5/6/23]"
LABEL 875 337 6 "p35 pre-pulsar shuttle\n[MM 9/10/21]"
LABEL 934 339 12 "50P35\n[Jason Summers, 2002]"
LABEL 981 339 11 "P35 traffic light hassler"
LABEL 873 388 7 "p35 lumps of muck hassler\n[9/16/22]"
LABEL 939 389 5 "p35 lumps of muck hassler\n[CC 10/2/22]"
LABEL 993 391 11 "P35 beehive hassler\n[DRH, 2/14/95, since improved]"
LABEL 871 450 8 "P35 R-pentomino hassler\n[DER 8/3/21]"
LABEL 956 457 5 "p35 C4 pi-heptomino hassler\n[LJK 9/2/22]"
LABEL 875 511 14 "22P36\n[NDE 1/29/95]"
LABEL 920 511 9 "p36 pre-pulsar shuttle\n[DER 9/10/21, reduced by EvinZL the same day]"
LABEL 978 511 8 "Jason's p36\n[JS 7/23/04 (without phase changing oscillator)]"
LABEL 872 544 7 "P36 lumps of muck hassler\n[JS January 2004 (with p36 sparker), reduced by LJK 8/2/22]"
LABEL 956 544 9 "[DER 4/25/22]"
LABEL 885 578 5 "Hexatriacontathlon\n[DER 1/2/22]"
LABEL 945 577 12 "P36 honey farm shuttle"
LABEL 986 578 9 "P36 traffic jam\n[RWG 10/14/95]"
LABEL 868 613 9 "p36 I-heptomino hassler\n[CC 9/6/22]"
LABEL 916 610 8 "p36 traffic light hassler\n[iNoMed 5/9/22]"
LABEL 970 614 10 "p36 honey farm shuttle\n[JP21 9/15/22]"
LABEL 1003 615 13 "p36, type 0 toadflipper"
LABEL 867 655 9 "p36 traffic light hassler"
LABEL 920 656 8 "Two P18 biblock hasslers hassling two ponds and two blocks"
LABEL 979 657 7 "p36 honey farm hassler\n[DER 3/27/22]"
LABEL 863 700 11 "P36 shuttle\n[carybe, 2018]"
LABEL 923 701 7 "P36 honey farm shuttle"
LABEL 983 701 10 "p36 octomino II hassler\n[mvr 1/16/23]"
LABEL 872 748 7 "p36 honey farm hassler\n[DER 9/15/21, reduced 1/14/23]"
LABEL 932 748 7 "p36 honey farm hassler\n[DER 10/15/21]"
LABEL 986 749 10 ""
LABEL 863 801 11 "p36 honey farm hassler\n[DER 6/12/21]"
LABEL 915 803 8 "p36 wing hassler\n[mvr 8/27/22]"
LABEL 977 805 7 "p36 century hassler\n[DER 6/29/22]"
LABEL 890 853 8 "p37 lumps of muck hassler\n[NMB 11/7/22]"
LABEL 938 856 12 "58P37\n[LJK 6/24/22]"
LABEL 984 856 9 "p37 traffic light hassler\n[mvr 8/3/22]"
LABEL 871 900 8 "p37 wing hassler\n[NMB 4/21/23]"
LABEL 925 903 9 "Beluchenko's P37\n[NB, 4/14/09]"
LABEL 980 908 7 "Beluchenko's other p37\n[NB, 3/21/10]"
LABEL 889 952 9 "44P38\n[DER 1/12/22, base reaction JS 8/31/00]"
LABEL 944 953 8 "p38 D2 honey farm hassler\n[NMB 5/9/23]"
LABEL 992 958 11 "42P38\n[mvr 4/21/23]"
LABEL 867 999 9 "Honey badger\n[NMB 11/18/22]"
LABEL 952 1001 5 "p38 C2 honey farm hassler\n[JP21 1/13/22 based on a partial by DER]"
LABEL 880 1050 5 "p38 C2 honey farm hassler\n[Base reaction by DER, sparker by mvr, combination by wwei23 4/21/23]"
LABEL 940 1052 8 "p38 interchange hassler\n[cvojan 4/20/22 based on a partial by DER]"
LABEL 991 1052 8 "p38 R-pentomino hassler\n[DER 1/12/22]"
LABEL 877 1116 5 "p38 D8 honey farm hassler\n[NMB 9/10/22]"
LABEL 884 1172 10 "p39 traffic light hassler\n[CC 10/20/22, reduced by iNoMed the same day]"
LABEL 932 1173 11 "p39 pi-heptomino hassler\n[iNoMed 5/3/23 based on a partial by mvr]"
LABEL 981 1175 10 "p39 pi-heptomino hassler\n[iNoMed 1/17/22, based on a partial by goldenratio the same day]"
LABEL 878 1235 5 "P13-assisted P39 glider shuttle"
LABEL 1059 11 10 "p40 century hassler\n[mvr 8/6/22 (dimer), cvojan 10/2/22 (monomer)]"
LABEL 1094 9 13 "Beluchenko's p40\n[NB 3/4/09]"
LABEL 1123 9 12 "p40 honey farm hassler #3\n[11/21/22]"
LABEL 1161 10 10 "p40 pre-pulsar shuttle\n[DRH 11/4/94]"
LABEL 1035 44 11 "p40 B-heptomino shuttle\n[DJB before 5/91]"
LABEL 1078 44 10 "p40 pi-heptomino hassler\n[mvr 8/16/22]"
LABEL 1122 44 11 "p40 moose\n[mvr 7/26/22]"
LABEL 1163 45 11 "Period-40 glider gun\n[cvojan 10/3/22, reduced by iNoMed the same day]"
LABEL 1050 82 6 "p40 traffic jam\n[NDE 10/14/94]"
LABEL 1114 82 9 "p40 pi-heptomino hassler\n[mvr 1/24/23]"
LABEL 1162 82 12 "p40 R-pentomino shuttle\n[cvojan 9/10/22]"
LABEL 1048 121 7 "p40 R-pentomino hassler\n[goldenratio 1/17/22]"
LABEL 1104 121 11 "p40 B-heptomino hassler\n[mvr 9/5/22]"
LABEL 1153 122 9 "P40 honey farm hassler #1\n[DER 10/22/21]"
LABEL 1039 165 10 "P40 honey farm shuttle"
LABEL 1082 164 9 "p40 hybrid honey farm shuttle\n[JP21 2/22/22, reduced by same person 1/12/23]"
LABEL 1128 164 8 "p40 pi-heptomino hassler\n[LJK 8/29/22]"
LABEL 1171 165 10 "p40 R-pentomino hassler and B factory\n[mvr January 2023, monomerised by iNoMed]"
LABEL 1048 208 6 "P40 honey farm hassler #2\n[DER 11/7/21]"
LABEL 1107 208 10 "[JP21 1/14/22, reduced by iNoMed the same day]"
LABEL 1158 211 9 "p40 lumps of muck hassler\n[DER 5/11/22]"
LABEL 1043 261 9 "[praosylen 12/16/20 based on a partial by Tanner Jacobi the same day]"
LABEL 1093 263 8 "p40 pi-heptomino rotator\n[CC 10/27/22]"
LABEL 1153 264 7 "Four Beluchenko's p40 hassling traffic lights\n[A for awesome 7/18/21, based on a partial by DER the same day]"
LABEL 1041 322 9 "p40 B-heptomino hassler\n[CC 9/18/22 based on a partial by LJK]"
LABEL 1126 322 5 "p40 unnamed object hassler\n[DER]"
LABEL 1067 367 6 "p42 R-pentomino hassler\n[EvinZL 8/5/21, based on a partial by DER the same day; monomerized 9/4/21]"
LABEL 1120 369 11 "p42 R-pentomino hassler\n[mvr 4/2/23]"
LABEL 1162 369 11 "[MM, Oct 2014 (using JLS)]"
LABEL 1057 407 5 "P42 pulsar hassler"
LABEL 1142 405 5 "p42 R-pentomino shuttle\n[DER 4/24/23 after Martin Grant found the p6 sparker at left and right]"
LABEL 1034 442 11 "p42 wing/HF hassler\n[CC 11/2/22, reduced by iNoMed the same day]"
LABEL 1075 444 9 ""
LABEL 1119 445 10 "P42 glider shuttle\n[RTW 9/84, MDN ??/94]"
LABEL 1163 446 9 "P42 pre-pulsar shuttle"
LABEL 1040 490 9 "P42 honey farm hassler"
LABEL 1095 490 8 "p42 fumarole hassler\n[83bismuth38 10/12/21]"
LABEL 1152 491 8 "p42 diehard hassler\n[mvr 11/1/22]"
LABEL 1038 539 10 "p42 pi-heptomino hassler\n[CC and iNoMed 7/29/22]"
LABEL 1094 539 9 "p42 pipsquirter\n[CC 8/22/22]"
LABEL 1152 540 10 "p42 pi-heptomino hassler\n[EvinZL 10/1/22 based on a partial by cvojan]"
LABEL 1045 592 7 "p42 pi-heptomino hassler\n[CC 9/11/22]"
LABEL 1100 593 8 "p42 R-pentomino hassler\n[mvr 7/23/22, reduced by wwei23 the same day]"
LABEL 1156 593 6 "p42 pi-heptomino hassler\n[LJK 8/30/22]"
LABEL 1058 638 10 "p43 R-pentomino hassler\n[NMB 4/17/23]"
LABEL 1101 639 10 "Period-43 glider gun\n[NMB 9/11/22]"
LABEL 1154 640 6 "p43 pi-heptomino hassler\n[NMB 11/13/22]"
LABEL 1041 680 9 "p43 honey farm hassler\n[NMB 11/18/22]"
LABEL 1126 697 5 "P43 Snark loop"
LABEL 1054 751 12 "52P44\n[mvr 10/3/22, reduced by iNoMed the same day]"
LABEL 1103 753 8 "p44 C2 pi-heptomino hassler\n[mvr 9/6/22]"
LABEL 1158 753 9 "P44 traffic light hassler"
LABEL 1036 798 11 "P44 pre-pulsar shuttle"
LABEL 1073 798 10 "p44 pi-heptomino hassler\n[DJB 4/2/92, improved NDE 4/29/96, p2 catalyst found by iNoMed 5/10/22]"
LABEL 1118 800 8 "p44 honey farm hassler\n[mvr 1/8/23]"
LABEL 1168 801 8 "P44 glider gun\n[DJB 1997]"
LABEL 1046 859 7 "p44 honey farm shuttle\n[JP21 2/22/22]"
LABEL 1131 875 6 "p44 R-pentomino hassler\n[DER 10/26/21]"
LABEL 1056 935 11 "52P45\n[mvr 9/24/22]"
LABEL 1099 934 14 "p45 pi-heptomino hassler #3\n[LJK 8/10/22]"
LABEL 1153 939 10 "p45 pi-heptomino hassler #1\n[DER 7/6/21]"
LABEL 1047 979 8 "p45 century hassler\n[mvr, found by a human (iNoMed) on 10/21/22]"
LABEL 1105 981 10 "p45 glider gun\n[LJK 10/3/22]"
LABEL 1157 980 10 "P45 honey farm hassler"
LABEL 1036 1024 11 "p45 pi-heptomino hassler #2\n[praosylen 8/21/21]"
LABEL 1094 1024 7 "p45 traffic light hassler\n[CC 10/2/22]"
LABEL 1154 1024 10 "p45 pi+block hassler\n[mvr 4/21/23]"
LABEL 1043 1072 8 "p45 lumps of muck hassler\n[CC 10/20/22]"
LABEL 1101 1072 7 "Period-45 glider gun\n[MM 4/29/10]"
LABEL 1159 1074 9 "Period 45 glider shuttle"
LABEL 1040 1124 10 "p45 skewed pre-pulsar hassler\n[CC 9/28/22]"
LABEL 1089 1126 11 "p45 D2 honey farm hassler\n[LJK 9/6/22, reduced by DER the next day]"
LABEL 1147 1127 6 "p45 honey farm hassler\n[CC 10/4/22]"
LABEL 1045 1185 8 "p45 pi-heptomino hassler #4\n[mvr 8/25/22]"
LABEL 1130 1186 5 "p45 D4 lumps of muck hassler"
LABEL 1055 1246 5 "p45 lumps of muck hassler\n[iNoMed 4/24/22 based on a partial by DER]"
LABEL 1140 1250 5 "p45 pi-heptomino hassler #5\n[CC 9/23/22]"
LABEL 1229 6 11 "Twin bees shuttle\n[RWG 1071]"
LABEL 1305 5 8 ""
LABEL 1228 28 5 "[DRH 10/26/94]"
LABEL 1287 31 9 "Single-engine p46 glider gun\n[iNoMed 12/21/21]"
LABEL 1337 34 7 "P46 single-barrelled glider gun\n[RWG ???? {before 3/92}]"
LABEL 1211 68 14 "Tanner's p46\n[Tanner Jacobi, 10/20/17]"
LABEL 1249 69 7 "P46 double-barrelled glider gun\n[RWG ???? {before 12/30/90}]"
LABEL 1296 69 11 "p46 long bun hassler\n[mvr 4/12/23]"
LABEL 1338 70 8 "Tamale\n[iNoMed 5/2/22]"
LABEL 1221 117 7 "p46 LWSS gun\n[RWG <=1992]"
LABEL 1305 119 5 "p46 MWSS gun"
LABEL 1225 179 5 "p46 honey farm hassler\n[Partial by DER on 6/8/21, completed by Martin Grant the same day]"
LABEL 1311 187 5 "p46 LWSS loop\n[Peter Rott 11/93, PC 1994]"
LABEL 1230 244 10 "p47 pre-pulsar shuttle\n[DJB#137 12/5/82]"
LABEL 1305 244 5 "p47 traffic light hassler\n[Stabilized by the p47 pre-pulsar shuttle.]"
LABEL 1215 289 8 "p47 lumps of muck hassler\n[mvr 4/4/23]"
LABEL 1300 301 5 "p47 B-heptomino hassler"
LABEL 1224 350 13 "69P48\n[NDE, 2002.]"
LABEL 1253 351 12 "65P48\n[MM]"
LABEL 1287 352 12 "p48 R-pentomino hassler\n[LJK 7/29/22]"
LABEL 1332 353 8 "p48 pi-heptomino shuttle\n[LJK 9/2/22]"
LABEL 1209 383 11 "Period-48 glider gun\n[goldenratio 12/21/21, reduced by JP21 1/11/22]"
LABEL 1251 385 12 "p48 long bun hassler\n[11/3/22]"
LABEL 1288 385 12 "p48 pi-heptomino hassler\n[mvr 4/2/23]"
LABEL 1332 385 10 "p48 pi-heptomino shuttle\n[MM, June 2011]"
LABEL 1209 418 11 "p48 R-pentomino hassler\n[cvojan 10/1/22]"
LABEL 1251 421 9 "p48 honey farm shuttle\n[cvojan 10/2/22]"
LABEL 1286 421 13 "p48 TL/R hassler\n[mvr 7/24/22]"
LABEL 1313 422 14 "p48 pre-pulsar shuttle\n[LJK 9/17/22]"
LABEL 1342 423 10 "p48 'double offset LOM' shuttle\n[mvr 3/1/23]"
LABEL 1224 464 5 "p48 R-pentomino hassler\n[DER 4/24/22]"
LABEL 1283 464 10 "p48 Z-hexomino hassler\n[CC 9/18/22]"
LABEL 1332 465 9 "p48 pulsar hassler\n[cvojan 9/17/22]"
LABEL 1217 509 8 "p48 R-pentomino hassler\n[NMB 9/23/22]"
LABEL 1278 509 8 "p48 octomino II hassler\n[CC 10/9/22]"
LABEL 1332 510 11 "p48 pi / perturbed loaf hassler\n[cvojan 10/1/22]"
LABEL 1221 556 6 "p48, type 2 toadflipper\n[RWG 12/11/94]"
LABEL 1276 557 12 "[RTW 1995]"
LABEL 1326 557 8 "p48 R-pentomino hassler\n[CC 9/23/22]"
LABEL 1209 606 11 "[DER 5/18/21]"
LABEL 1259 606 12 "p48 pulsar hassler\n[mvr 8/21/22]"
LABEL 1318 606 7 "Six by eight\n[LJK 7/29/22]"
LABEL 1219 658 7 "P48 traffic light hassler"
LABEL 1304 660 5 "p48 pi-heptomino hassler\n[DER 12/30/21]"
LABEL 1220 718 6 "p48 beehive hassler\n[DER]"
LABEL 1305 719 6 "p48 octomino hassler\n[DER 2/27/22]"
LABEL 1223 782 5 "p48 LOM hassler\n[mvr 8/27/22]"
LABEL 1240 831 6 "p49 pi-heptomino hassler\n[NMB 4/18/22]"
LABEL 1242 865 5 "Capped period-49 glider gun\n[NMB 4/18/22]"
LABEL 1327 868 7 "p49 R-pentomino hassler\n[LJK 8/9/22]"
LABEL 1218 910 7 "p49 lumps of muck hassler\n[NMB 9/21/22]"
LABEL 1276 914 7 "p49 century hassler\n[11/21/22]"
LABEL 1332 915 7 "P49 bumper loop\n[Entity Valkyrie, 2018]"
LABEL 1221 972 6 "p49 R-pentomino hassler"
LABEL 1238 1016 7 "P50 traffic jam\n[NDE 10/16/93]"
LABEL 1313 1018 5 "p50 honey farm hassler\n[Partial by DER on 6/8/21, completed by Martin Grant the same day]"
LABEL 1224 1051 5 "p50 honey farm hassler\n[mvr 8/24/22]"
LABEL 1281 1052 10 "p50 pi-heptomino hassler\n[NMB 11/16/22]"
LABEL 1330 1053 8 "p50 LOM/R hassler\n[DER 9/3/21]"
LABEL 1222 1092 5 "P50 pi-heptomino hassler"
LABEL 1274 1093 10 "P50 glider shuttle\n[DRH 3/19/92 (using early version of toaster); DER 10/23/21 in current form]"
LABEL 1328 1093 5 "p50 C2 lumps of muck hassler\n[CC 10/26/22]"
LABEL 1235 1138 5 "p50 D4 lumps of muck hassler\n[DER 5/3/22]"
LABEL 1320 1138 7 "p50 pi-heptomino hassler\n[DER 9/25/22]"
LABEL 1216 1188 8 "p50 C2 lumps of muck hassler\n[CC 1/26/23]"
LABEL 1301 1192 5 "p50 pi-heptomino hassler\n[LJK 8/31/22]"
LABEL 1224 1256 5 "p50 lumps of muck hassler\n[DER 7/3/22]"
LABEL 1405 12 9 "p51 honey farm hassler\n[NMB 11/18/22]"
LABEL 1455 13 9 "p51 pi-heptomino hassler\n[MM 2/9/23 based on a partial by mvr]"
LABEL 1505 14 9 "Capped p51 glider gun\n[NMB 11/3/22]"
LABEL 1384 61 10 "p51 lumps of muck hassler\n[NMB 10/29/22, stable form 4/20/23]"
LABEL 1469 65 10 "Beluchenko's p51\n[NB, 2/17/09]"
LABEL 1396 110 13 "Four eaters hassling lumps of muck\n[DJB#119 10/1/77]"
LABEL 1428 114 12 "p52 lumps of muck sparker
#N Unix on p52 lumps of muck hassler\n[iNoMed 4/24/23 based on a partial by mvr]"
LABEL 1465 114 11 "Four molds hassling eight blocks\n[NDE 2/21/95]"
LABEL 1508 115 10 "Octomino-based period-52 glider gun\n[mvr 3/2/23]"
LABEL 1390 161 7 "Honey farm-based period-52 glider gun\n[NMB 11/18/22]"
LABEL 1435 162 11 "P52 R-pentomino hassler\n[NDE 3/19/96]"
LABEL 1475 165 10 "p52 century hassler\n[CC 8/26/22, reduced by Luka Okanishi the next day]"
LABEL 1514 166 12 "p52 honey farm hassler\n[EvinZL 7/29/22]"
LABEL 1390 225 7 "p52 pi-heptomino hassler\n[mvr 4/5/23]"
LABEL 1413 280 6 "94P53\n[mvr 1/31/23]"
LABEL 1418 323 5 "Two P54 shuttles hassling pentadecathlon\n[DJB before 5/91]"
LABEL 1471 324 11 "43P54\n[mvr 7/12/22, monomerized by wwei23]"
LABEL 1510 327 10 "p54 HF/B hassler\n[LJK 10/31/22]"
LABEL 1382 369 11 "Capped period-54 glider gun based on honey farm\n[DER 9/16/21]"
LABEL 1421 370 13 "P54 shuttle\n[DJB#62 <= 1976]"
LABEL 1461 371 10 "p54 honey farm rotator\n[NMB 9/17/22]"
LABEL 1507 371 11 "Capped period-54 glider gun based on 43P54\n[DER 7/14/22]"
LABEL 1397 421 5 "Two p18 LOM sparkers hassling loaf\n[DER 10/14/21]"
LABEL 1482 421 5 "p54 pi-heptomino hassler\n[MM 3/9/23 based on a partial by mvr the same day]"
LABEL 1388 475 8 "p54 pi-heptomino hassler\n[iNoMed 5/5/23 based on a partial by mvr]"
LABEL 1441 477 10 "p54 century shuttle\n[DER 3/8/23, reduced by Entity Valkyrie the same day]"
LABEL 1498 479 7 "p54 pulsar hassler\n[CC 11/22/22]"
LABEL 1392 543 7 "P54 snark loop"
LABEL 1451 543 6 "p54 pi-heptomino hassler\n[mvr 1/24/23]"
LABEL 1506 545 9 "p54 pi-heptomino hassler\n[LJK 8/31/22]"
LABEL 1387 617 9 "P55 pre-pulsar hassler\n[DJB#162 1/26/86, smallest but periodic form by iNoMed 6/17/22]"
LABEL 1429 620 11 "Capped period-55 glider gun\n[DER 9/16/21]"
LABEL 1465 623 11 "p55 pre-pulsar shuttle\n[DER 9/18/22]"
LABEL 1508 626 8 "p55 pi-heptomino hassler\n[DER 11/3/22 based on a partial by CC the same day]"
LABEL 1427 676 5 "p56 lumps of muck shuttle\n[DER 2/28/23]"
LABEL 1486 677 12 "p56 pi-heptomino shuttle\n[LJK 6/29/22]"
LABEL 1517 678 12 "P56 B-heptomino shuttle\n[DJB#162 1/26/86 (with Kok's Galaxy instead of blockers)]"
LABEL 1379 723 12 "Nonstandard p56 toadsucker\n[RWG 10/25/94]"
LABEL 1420 724 8 "p56 lumps of muck shuttle\n[CC 9/18/22, reduced by iNoMed 2/21/23]"
LABEL 1465 727 10 "p56 pi-heptomino shuttle\n[cvojan 9/10/22, reduced by Entity Valkyrie the next day]"
LABEL 1508 728 9 "p56 B+block hassler\n[CC 9/7/22]"
LABEL 1390 783 8 "p56 C2 honey farm hassler\n[CC 1/26/23]"
LABEL 1445 783 12 "p56 lumps of muck hassler\n[LJK 9/3/22]"
LABEL 1496 783 9 "p56 traffic light hassler\n[CC 10/21/22]"
LABEL 1400 840 5 "p56 century hassler\n[DER 5/5/22]"
LABEL 1485 840 7 "p56 lumps of muck hassler\n[CC 8/2/22]"
LABEL 1391 898 7 "P56 traffic light hassler"
LABEL 1445 899 10 "p56 wing shuttle\n[DER 3/10/23]"
LABEL 1499 901 7 "p56 C4 honey farm hassler\n[LJK 7/28/22]"
LABEL 1414 959 6 "P57 R-pentomino hassler\n[DER 4/15/21]"
LABEL 1470 964 8 "P57 bumper loop\n[Entity Valkyrie, 2018]"
LABEL 1516 966 10 "[mvr 9/23/22]"
LABEL 1400 1019 12 "Pre-pulsar shuttle 58\n[Tanner Jacobi, 2015]"
LABEL 1456 1020 5 "p58 LWSS gun\n[dani 6/26/22]"
LABEL 1517 1022 10 "p58 D4_x pi-heptomino hassler\n[mvr 8/16/22]"
LABEL 1382 1073 11 "p58 C2 pi-heptomino hassler\n[LJK 6/26/22]"
LABEL 1467 1073 5 "p58 pentadecathlon hassler\n[iNoMed 6/30/22]"
LABEL 1398 1129 5 "p58, type 3 toadsucker\n[RWG,MDN 10/25/94 (using larger p29s), DRH 12/13/94]"
LABEL 1405 1185 9 "p59 pi-heptomino hassler\n[mvr 4/4/23]"
LABEL 1451 1188 8 "108P59\n[mvr 9/14/22]"
LABEL 1504 1191 6 "Phase-shifted twirling T-tetsons II\n[NMB 11/4/22]"
LABEL 1394 1257 6 "p59 glider loop\n[NMB 11/18/22]"
LABEL 1580 3 9 "[AF 7/18/94]"
LABEL 1631 6 10 "[<= 1971]"
LABEL 1680 8 9 "P60 boat-bit glider gun\n[1971?]"
LABEL 1557 36 10 "p60 honey farm shuttle\n[iNoMed 11/18/22]"
LABEL 1595 36 11 "[NDE 5/30/98]"
LABEL 1636 37 10 "Capped period-60 glider gun\n[Entity Valkyrie 11/18/22]"
LABEL 1668 37 15 "p60, type -1 toadsucker"
LABEL 1691 37 15 ""
LABEL 1549 69 15 ""
LABEL 1576 69 15 ""
LABEL 1605 69 14 ""
LABEL 1636 69 12 "Twirling T-tetsons II\n[RTW 1989]"
LABEL 1678 69 10 "p60 traffic light hassler\n[NDE 12/2002]"
LABEL 1553 103 12 "p60 doubly skewed pre-pulsar hassler\n[mvr 7/15/22]"
LABEL 1605 103 8 "p60 honey farm shuttle\n[DER 8/25/21]"
LABEL 1667 104 8 ""
LABEL 1563 139 8 "p60 R-pentomino hassler\n[DER 12/29/21]"
LABEL 1624 140 7 "p60 honey farm shuttle\n[LJK 8/27/22]"
LABEL 1679 141 10 "Simkin's p60\n[Michael Simkin, 2015]"
LABEL 1558 180 11 "p60 wing/HF hassler\n[CC 9/29/22]"
LABEL 1612 181 9 "p60 TL+G hassler\n[DER 1/2/22]"
LABEL 1671 181 9 "p60 century hassler\n[CC 10/2/22]"
LABEL 1565 223 7 "p60 LOM hassler\n[iNoMed 9/23/21, based on a partial by DER the same day]"
LABEL 1624 223 10 "p60 traffic light hassler\n[CC 10/9/22]"
LABEL 1676 224 10 "p60 traffic light hassler\n[Adam P. Goucher 7/18/21, based on a partial by DER the same day]"
LABEL 1560 271 9 "p60 teardrop shuttle\n[Hdjensofjfnen 5/17/22 based on a partial by DER]"
LABEL 1622 273 8 "p60 pulsar hassler\n[cvojan 9/17/22]"
LABEL 1678 275 11 "p60 B-heptomino hassler\n[JS and NDE in July 2003]"
LABEL 1567 332 6 "Metamorphosis II\n[RTW 12/13/94]"
LABEL 1621 333 8 "p60 traffic light + blinker hassler\n[mvr 1/17/23]"
LABEL 1675 333 6 "[NB 5/28/10]"
LABEL 1568 396 6 "p60 unnamed object shuttle\n[CC 8/24/22]"
LABEL 1585 452 7 "p61 pi-heptomino hassler\n[mvr 12/12/22]"
LABEL 1659 453 7 "Period-61 glider gun\n[mvr 4/5/23]"
LABEL 1575 497 11 "[mvr 4/5/23]"
LABEL 1620 499 12 "Merzenich's p31 on fumarole\n[83bismuth38 10/12/21]"
LABEL 1671 502 8 "p62 lumps of muck hassler\n[mvr 4/4/23]"
LABEL 1566 547 8 "[cvojan 1/17/22]"
LABEL 1651 560 6 "p62 honey farm hassler\n[DER 4/3/22]"
LABEL 1582 615 8 "p63 lumps of muck hassler\n[iNoMed 5/6/23 based on a partial by mvr]"
LABEL 1657 617 7 "p63 century hassler\n[LJK 9/7/22]"
LABEL 1572 661 5 "p63 lumps of muck hassler\n[LJK 9/14/22]"
LABEL 1656 668 7 "P63 traffic light hassler\n[DER 7/24/21]"
LABEL 1570 729 5 "p63 beehive hassler\n[DER 11/12/21]"
LABEL 1632 730 9 "P63 skewed pulsar hassler\n[DER 7/20/21]"
LABEL 1680 730 10 "p63 pi-heptomino hassler\n[NMB 9/27/22]"
LABEL 1570 794 5 "p63 pi-heptomino hassler\n[LJK 8/31/22]"
LABEL 1654 798 5 "p63 traffic light hassler\n[LJK 10/4/22]"
LABEL 1571 850 12 "Merzenich's p64\n[MM]"
LABEL 1613 850 9 "p64 traffic light factory\n[DER 5/22/22]"
LABEL 1672 854 6 "p64 R-pentomino hassler\n[mvr 10/20/22, monomerized by NMB the same day]"
LABEL 1549 892 14 "P64 thunderbird hassler\n[carybe, 2018]"
LABEL 1602 893 6 "P64 pre-pulsar hassler"
LABEL 1669 893 8 "p64 pi-heptomino shuttle\n[DER 9/16/22 based on a partial by cvojan]"
LABEL 1557 934 11 "p64 pi-heptomino hassler\n[DER 2/22/22]"
LABEL 1617 936 7 "p64 pi-heptomino hassler\n[CC 10/1/22]"
LABEL 1675 937 10 "p64 blinker factory\n[LJK 10/16/22]"
LABEL 1566 983 6 "p64 pi-heptomino hassler\n[LJK 8/29/22]"
LABEL 1628 983 6 "p64 honey farm hassler\n[CC 10/12/22]"
LABEL 1682 984 10 "p64 pi-heptomino hassler\n[mvr 1/24/23]"
LABEL 1562 1034 8 "p64 H' hassler\n[CC 10/4/22]"
LABEL 1613 1036 7 "Four Merzenich's p64s hassling Octagon 2"
LABEL 1673 1036 5 "p64 lumps of muck hassler\n[LJK 9/13/22]"
LABEL 1567 1091 6 "p64 lumps of muck hassler\n[CC 4/26/23]"
LABEL 1651 1095 5 "p64 honey farm hassler\n[DER 4/4/22]"
LABEL 1576 1160 5 "P64 pi-heptomino hassler\n[DER 8/21/21]"
LABEL 1584 1214 7 "p65 honey farm hassler\n[CC 1/17/23]"
LABEL 1658 1219 6 "p65 pi-heptomino hassler\n[MM 3/15/23 based on a partial by mvr the previous day]"
LABEL 1577 1270 5 "P65 pre-pulsar shuttle\n[Partial by DER, completed by MM and Dongook Lee independently]"
LABEL 1753 16 9 "p66 lumps of muck hassler\n[NMB 4/20/23]"
LABEL 1803 20 8 "p66 R-pentomino shuttle\n[CC 10/18/22]"
LABEL 1856 22 7 "p66 R-pentomino diagonal flipper\n[mvr, noticed by a human (iNoMed) 10/21/22]"
LABEL 1736 78 8 "p66 pond and block hassler\n[mvr 4/5/23, reduced by EvinZL the same day]"
LABEL 1821 83 5 "p66 traffic light hassler\n[LJK 10/4/22]"
LABEL 1749 156 5 "P66 R-pentomino hassler\n[DER 5/26/21]"
LABEL 1755 223 8 "p67 B-heptomino hassler\n[NMB 4/21/23]"
LABEL 1745 267 12 "p68 century hassler\n[NMB 4/21/23]"
LABEL 1794 270 10 "p68 long bun hassler\n[LJK 9/27/22, reduced by mvr 11/3/22]"
LABEL 1845 271 11 "71P68\n[LJK 10/1/22]"
LABEL 1745 312 5 "p68 B-heptomino hassler\n[DER 3/27/23 based on a partial by NDE in 1996, reduced 4/21/23]"
LABEL 1804 313 9 "90P68\n[mvr 3/6/23]"
LABEL 1852 316 8 "p68 lumps of muck hassler\n[mvr 9/8/22]"
LABEL 1737 365 7 "p68 HF/pi hassler\n[iNoMed 1/25/23 based on a partial by CC]"
LABEL 1822 373 5 "p68 dependent reflector\n[DER 9/15/22 based on a partial by cvojan the same day]"
LABEL 1751 428 9 "p69 seven blinkers hassler\n[mvr 1/16/23]"
LABEL 1826 433 6 "p69 pi-heptomino hassler\n[MM 3/7/23 based on a partial by mvr]"
LABEL 1756 477 8 "p70 D2 century hassler\n[mvr 7/10/22]"
LABEL 1805 478 9 "p70 wing hassler\n[cvojan 10/2/22]"
LABEL 1853 481 8 "p70 honey farm hassler\n[Entity Valkyrie 11/18/22 based on a partial by iNoMed]"
LABEL 1726 521 12 "78P70\n[KS, 6/17/07]"
LABEL 1776 522 8 "p70 honey farm hassler\n[mvr 2/26/23]"
LABEL 1840 523 6 "p70 lumps of muck hassler\n[mvr 1/10/23, reduced by iNoMed the same day]"
LABEL 1728 570 11 "[David I. Bell 6/1/02, reduced by MM 7/18/21]"
LABEL 1783 570 7 "p70 pi-heptomino hassler\n[LJK 8/29/22]"
LABEL 1844 569 8 "p70 pulsar/B hassler\n[LJK 9/14/22]"
LABEL 1739 619 6 "p70 traffic light hassler\n[CC 10/13/22]"
LABEL 1795 625 8 "Capped period-70 glider gun\n[CC 1/17/23]"
LABEL 1850 625 6 "p70 honey farm hassler\n[mvr 7/24/22]"
LABEL 1738 687 7 "p70 pi-heptomino hassler\n[LJK 8/11/22]"
LABEL 1794 688 7 "p70 unnamed region hassler\n[CC 10/27/22]"
LABEL 1851 688 7 "p70 pi-heptomino hassler\n[CC 10/31/22, reduced by iNoMed the same day]"
LABEL 1747 759 5 "p70 C4 century hassler\n[DER 4/29/21 (with p5 pipsquirter), GUYTU6J 4/29/21 in current form]"
LABEL 1754 817 8 "p71 honey farm hassler\n[mvr 9/1/22]"
LABEL 1748 854 11 "Capped period-72 glider gun\n[CC 1/18/23]"
LABEL 1782 855 14 "Two blockers hassling R-pentomino\n[RTW 1990]"
LABEL 1815 856 10 "p72 C2 lumps of muck hassler\n[CC 8/10/22]"
LABEL 1860 858 8 "p72 lumps of muck hassler\n[mvr 1/29/23]"
LABEL 1725 905 12 "p72 quasi-shuttle\n[Jason Summers, 2005]"
LABEL 1775 905 8 "p72 lumps of muck hassler\n[CC 1/26/23]"
LABEL 1840 906 7 "p72 D4 lumps of muck hassler\n[CC 8/29/22]"
LABEL 1734 957 8 "p72 wing hassler\n[LJK 5/27/22, reduced by MM the next day]"
LABEL 1791 957 8 "p72 honey farm hassler\n[LJK 8/23/22, reduced by CC 3/29/23]"
LABEL 1848 957 9 "p72 pi-heptomino hassler"
LABEL 1735 1009 9 "p72 lumps of muck hassler\n[CC 9/18/22]"
LABEL 1789 1009 8 "p72 honey farm hassler\n[CC 10/13/22]"
LABEL 1846 1009 7 "p72 lumps of muck hassler\n[CC 10/18/22, reduced by iNoMed the same day, since reduced]"
LABEL 1732 1062 9 "P72 traffic light hassler"
LABEL 1787 1064 7 "[MM 11/28/19]"
LABEL 1847 1064 7 "p72 century shuttle\n[DJB June 1996, reduced by DER 5/26/22]"
LABEL 1739 1123 6 "p72 long bun hassler\n[LJK 8/8/22]"
LABEL 1751 1175 10 "p73 lumps of muck hassler\n[LJK 10/30/22]"
LABEL 1826 1175 10 "p73 honey farm hassler\n[mvr 3/2/23]"
LABEL 1758 1246 5 "[Partial by DER, completed when the p73 LOM hassler was found on 10/30/22]"
LABEL 1924 17 10 "Raucci's p74\n[6/29/21]"
LABEL 1999 24 6 "Capped p74 glider gun\n[NMB 11/18/22]"
LABEL 1912 82 6 "p74 pi-heptomino hassler\n[Tanner Jacobi 7/8/22]"
LABEL 1997 87 5 "P74 honey farm hassler\n[DER 6/4/21]"
LABEL 1925 137 9 "p75 R-pentomino hassler\n[LJK 8/10/22]"
LABEL 1980 140 9 "6 bits\n[RTW 9/84]"
LABEL 2030 140 12 "p75 I-heptomino hassler\n[mvr 11/2/22]"
LABEL 1904 179 10 "p75 R-pentomino hassler\n[CC 10/2/22]"
LABEL 1953 180 7 "p75 LOM hassler\n[DER 9/6/21]"
LABEL 2016 181 5 "Capped period-75 glider gun\n[EvinZL 9/27/22 based on a partial by LJK]"
LABEL 1909 229 8 "Period-75 glider gun\n[iNoMed 10/21/22 based on an oscillator by CC on 9/27/22]"
LABEL 1961 229 8 "p75 C4 pi-heptomino hassler\n[mvr 10/21/22]"
LABEL 2019 237 5 "p75 D4_x pi-heptomino hassler\n[LJK 9/2/22]"
LABEL 1920 289 11 "p76 pi hassler monomer\n[cvojan 12/18/21]"
LABEL 1966 287 9 "p76 pi hassler dimer\n[DER 4/11/21]"
LABEL 2020 291 8 "p76 R-pentomino shuttle\n[DER 3/1/23]"
LABEL 1914 337 5 "p76 lumps of muck hassler\n[LJK 8/2/22]"
LABEL 1999 338 7 "p76 pi-heptomino hassler\n[mvr 5/6/23]"
LABEL 1907 395 8 "p77 pi-heptomino hassler\n[NMB 11/3/22]"
LABEL 1963 404 6 ""
LABEL 2023 404 7 "p77 honey farm hassler\n[CC 11/2/22]"
LABEL 1946 473 5 "L156\n[DJB 8/7/96]"
LABEL 1928 533 8 "p79 pi-heptomino hassler\n[LJK 9/27/22]"
LABEL 1930 563 8 "Two Beluchenko's p40s hassling blinker"
LABEL 2004 568 5 "p80 twin bees shuttle\n[NMB 9/24/22, reduced by Entity Valkyrie the same day]"
LABEL 1905 603 9 "p80 Z-hexomino hassler\n[CC 8/28/22]"
LABEL 1961 605 8 "p80 lumps of muck hassler\n[CC 9/28/22]"
LABEL 2019 606 8 "p80 honey farm hassler\n[iNoMed 5/4/23 based on a partial by mvr]"
LABEL 1906 650 9 "p80 unnamed region shuttle\n[CC 9/20/22]"
LABEL 1952 650 9 "p80 century hassler\n[LJK 10/3/22]"
LABEL 2017 651 5 "p80 procrastinator shuttle\n[DER 3/15/23]"
LABEL 1911 701 7 "p80 R-pentomino shuttle\n[DER 6/4/22]"
LABEL 1969 701 7 "p80 century diagonal flipper\n[LJK 9/7/22]"
LABEL 2024 702 8 "p80 lumps of muck hassler\n[CC 9/18/22]"
LABEL 1930 754 7 "p82 pi-heptomino hassler\n[Entity Valkyrie 7/25/22]"
LABEL 1924 796 10 "62P83\n[mvr 7/5/22]"
LABEL 1999 799 7 "p83 honey farm hassler\n[NMB 11/18/22]"
LABEL 1937 837 5 "p84 R-pentomino shuttle\n[iNoMed 9/10/22 based on a partial by cvojan, reduced by iNoMed 2/12/23]"
LABEL 2012 838 11 "52P84\n[JS 6/17/07]"
LABEL 1912 875 6 "p84 R-pentomino hassler\n[NMB 8/26/22]"
LABEL 1997 876 13 "p84 honey farm hassler\n[mvr 5/11/22]"
LABEL 1928 922 5 "p84 pi-heptomino hassler\n[DER 6/1/21]"
LABEL 2013 923 5 "p84 pi-heptomino shuttle\n[DER 5/22/22, reduced by C28]"
LABEL 1911 978 7 "p84 interchange hassler\n[DER 7/22/21]"
LABEL 1963 980 9 "p84 R-pentomino shuttle\n[mvr 9/5/22]"
LABEL 2019 983 5 "p84 traffic light hassler\n[CC 4/7/23]"
LABEL 1932 1065 5 "p84 honey farm diagonal flipper\n[EvinZL 1/14/23 based on a partial by DER]"
LABEL 1932 1133 7 "p85 R-pentomino hassler\n[LJK 8/27/22]"
LABEL 1926 1170 9 "76P86\n[Open Science Grid 10/3/22]"
LABEL 2001 1176 5 "p86 traffic light hassler\n[DER 5/9/23]"
LABEL 1918 1232 5 "p86 pi-heptomino hassler\n[mvr 9/8/22]"
LABEL 2003 1248 5 "Strictly volatile p86\n[iNoMed 9/22/22]"
LABEL 2104 20 9 "84P87\n[Tanner Jacobi, 1/27/16]"
LABEL 2179 43 5 "p87 fleet+blinker hassler\n[CC 1/30/23 based on a partial by mvr]"
LABEL 2097 109 11 "P88 pi hassler"
LABEL 2161 111 10 "[Entity Valkyrie 7/12/21]"
LABEL 2095 149 5 "P88 pre-pulsar shuttle"
LABEL 2152 149 11 "p88 pi and block hassler\n[mvr 10/1/22]"
LABEL 2200 149 8 "p88 lumps of muck hassler\n[mvr 1/16/23]"
LABEL 2091 191 6 "p88 R-pentomino shuttle\n[NMB 5/6/23]"
LABEL 2148 194 8 "[RDH 1994]"
LABEL 2200 196 7 "P88 wing shuttle"
LABEL 2099 240 10 ""
LABEL 2150 240 11 ""
LABEL 2199 242 12 "Diuresis"
LABEL 2094 280 5 "p90 honey farm hassler\n[LJK 7/29/22]"
LABEL 2179 282 5 "P90 glider gun\n[DRH]"
LABEL 2091 325 7 "p90 honey farm hassler\n[LJK 8/27/22]"
LABEL 2152 327 8 "p90 pi-heptomino hassler\n[mvr 3/30/23]"
LABEL 2204 328 10 "[FWKnightship 12/29/20]"
LABEL 2087 377 7 "[DIB 11/30/93]"
LABEL 2142 379 9 ""
LABEL 2198 381 8 "p90 R-pentomino hassler\n[DER 2/9/22]"
LABEL 2105 433 8 "Period-91 glider gun\n[LJK 8/8/22]"
LABEL 2155 434 8 "p91 C2 R-pentomino hassler\n[CC 6/19/22 based on a partial by LJK the same day]"
LABEL 2203 434 9 "p91 honey farm hassler\n[NMB 11/18/22]"
LABEL 2118 470 5 "[RTW 5/28/92]"
LABEL 2193 470 5 "[NDE 11/23/94]"
LABEL 2099 492 5 "[RTW 3/91]"
LABEL 2183 492 5 "[DRH, NDE 1/15/95]"
LABEL 2098 525 5 "P92 glider gun\n[DRH 1/7/91]"
LABEL 2183 531 5 "p92 pi-heptomino hassler\n[CC 10/1/22]"
LABEL 2084 588 8 "[Entity Valkyrie]"
LABEL 2169 589 9 "P92 traffic light hassler"
LABEL 2108 655 5 "p92 lumps of muck hassler\n[CC 10/16/22]"
LABEL 2102 708 9 "AK-94"
LABEL 2145 708 11 "p94 pi-heptomino shuttle\n[NMB 9/14/22]"
LABEL 2196 708 6 "p94 R-pentomino hassler\n[mvr 9/12/22]"
LABEL 2082 744 9 "p94 pi-heptomino hassler\n[NMB 11/3/22]"
LABEL 2166 752 5 "p94 R-pentomino hassler\n[iNoMed 5/5/23 based on a partial by mvr]"
LABEL 2116 801 5 "p95 pi-heptomino hassler\n[mvr 11/15/22]"
LABEL 2109 846 7 "p96 honey farm hassler\n[CC 1/26/23]"
LABEL 2158 846 12 "P96 honey farm hassler\n[DER 7/13/21, reduced by MM the same day]"
LABEL 2202 846 9 "p96 single lumps of muck hassler\n[mvr 1/8/23]"
LABEL 2085 892 8 ""
LABEL 2144 892 6 "p96 honey farm hassler\n[LJK 8/30/22]"
LABEL 2206 892 6 "p96 R-pentomino hassler\n[mvr 4/5/23]"
LABEL 2080 941 11 "P96 Hans Leo hassler\n[NDE 1/28/95]"
LABEL 2131 941 8 "P96 pi-heptomino shuttle\n[DER 11/4/21]"
LABEL 2192 941 6 "p96 double lumps of muck hassler\n[mvr 1/29/23]"
LABEL 2088 996 7 "p96 traffic light hassler\n[CC 1/17/23]"
LABEL 2173 999 5 "p96 pi-heptomino hassler\n[LJK 8/29/22]"
LABEL 2106 1059 7 "P98 emu"
LABEL 2111 1108 6 "p100 honey farm hassler\n[LJK 7/29/22]"
LABEL 2186 1108 9 "p100 wing hassler\n[Dongook Lee 11/9/21 based on a partial by DER, since reduced]"
LABEL 2085 1150 6 "p100 lumps of muck hassler\n[LJK 8/22/22, reduced by iNoMed]"
LABEL 2145 1150 7 "p100 traffic light shuttle\n[C28]"
LABEL 2201 1151 8 "p100 pi-heptomino hassler\n[NMB 11/13/22]"
LABEL 2077 1197 10 "p100 honey farm hassler\n[DER 7/9/21, reduced by JP21 the next day]"
LABEL 2142 1201 7 "P100 traffic jam\n[NDE 10/15/94]"
LABEL 2200 1203 13 "Centinal\n[RWB before 9/87]"
LABEL 2106 1258 7 "116P101\n[iNoMed based on a partial by mvr the same day]"
LABEL 2286 11 6 "p102 R-pentomino hassler\n[mvr 1/29/23]"
LABEL 2339 15 8 "Raucci's p102\n[DER 5/22/22]"
LABEL 2386 17 9 "p102 honey farm hassler\n[NMB 11/18/22]"
LABEL 2280 68 5 "Two Beluchenko's P51 hassling beehive"
LABEL 2281 112 9 "B-52 bomber\n[NDS 3/21/96]"
LABEL 2355 124 6 "p104 LOM shuttle, reduced by DER the same day\n[CC 8/12/22]"
LABEL 2262 178 6 "p104 century flipper\n[mvr 8/26/22]"
LABEL 2348 179 5 "p104 R-pentomino hassler\n[NMB 8/27/22]"
LABEL 2283 256 5 "p104 LOM hassler\n[LOM reaction by DER, p52 by EvinZL, combined by CC 7/29/22]"
LABEL 2285 324 7 "p105 lumps of muck hassler\n[CC 1/26/23]"
LABEL 2336 325 9 "p105 R-pentomino hassler\n[mvr 1/27/23]"
LABEL 2382 328 9 "p105 lumps of muck hassler\n[iNoMed 4/25/23 based on a partial by mvr]"
LABEL 2257 389 8 "p106 hassler\n[NMB 10/1/22]"
LABEL 2344 416 5 "[Adam P. Goucher, March 2009]"
LABEL 2278 481 9 "P108, type 0 toadflipper"
LABEL 2321 481 9 "P108, type 1 toadsucker\n[DJB before 5/92]"
LABEL 2374 484 5 "p108 pi-heptomino shuttle\n[DER 6/3/22]"
LABEL 2258 530 8 "p108 honey farm hassler\n[NMB 11/3/22, reduced by DER 11/5/22]"
LABEL 2344 556 5 "Capped p108 glider gun\n[NMB 10/23/22, reduced by iNoMed the next day]"
LABEL 2289 633 5 "p109 R-pentomino hassler\n[NMB 9/23/22]"
LABEL 2288 691 5 "p110 lumps of muck hassler\n[mvr 4/20/23]"
LABEL 2292 763 5 "P110 traffic jam\n[RWG 10/17/94]"
LABEL 2380 763 12 "p110 century shuttle\n[DER 2/17/22]"
LABEL 2287 858 5 "[KS 11/10/02]"
LABEL 2285 941 7 "p111 R-pentomino hassler\n[mvr 9/16/22]"
LABEL 2275 988 11 "p112 R loop\n[LJK 9/9/22]"
LABEL 2350 998 5 "p112 honey farm + blinker hassler\n[NMB 5/11/23]"
LABEL 2270 1064 5 "L112\n[DJB 7/5/96]"
LABEL 2357 1068 8 "p112 pi and loaf hassler\n[JP21 7/9/22 based on a partial by DER]"
LABEL 2285 1132 7 "Capped period-113 glider gun\n[mvr 10/26/22]"
LABEL 2293 1177 5 "Capped period-114 glider gun\n[DER 4/20/22]"
LABEL 2368 1186 5 "p114 Iwona active region shuttle\n[DER 5/27/22]"
LABEL 2266 1251 5 "p114 unnamed object hassler\n[mvr 4/25/23]"
LABEL 2453 15 10 "p116 L-hexomino shuttle\n[DER 5/16/22]"
LABEL 2458 54 8 "Capped p117 glider gun\n[DER 7/6/21]"
LABEL 2533 66 6 "p117 pi-heptomino hassler\n[mvr 4/5/23]"
LABEL 2463 117 6 "p119 pi-heptomino hassler\n[mvr 4/1/23]"
LABEL 2462 155 7 "p120 C2 honey farm hassler\n[mvr 9/1/22]"
LABEL 2514 156 9 "P120 glider gun\n[DRH 1/13/91]"
LABEL 2560 157 9 "p120 loaf-flipping LCM\n[DER 10/31/21]"
LABEL 2433 198 10 "P120 pre-pulsar hassler"
LABEL 2499 199 6 "[DER 2/6/22]"
LABEL 2556 200 11 "p120 century shuttle\n[CC 8/12/22]"
LABEL 2439 252 6 "p120 D4 honey farm hassler\n[LJK 8/23/22]"
LABEL 2526 252 5 "P120 HWSS gun"
LABEL 2440 310 8 "P120 glider shuttle\n[MDN]"
LABEL 2527 311 5 "p120 C2 pi-heptomino hassler\n[DER 2/10/22, reduced by multiple people]"
LABEL 2440 372 6 "p120 R-pentomino loop\n[CC 8/12/22]"
LABEL 2504 372 6 "p120 C4 honey farm hassler\n[mvr 1/13/23]"
LABEL 2558 375 10 "p120 Jason's p22 hassler\n[mvr 9/6/22]"
LABEL 2445 445 5 "p120 C4 pi-heptomino hassler\n[Reaction by DER, stabilized by MathAndCode, both 4/24/21; reduced 11/6/21]"
LABEL 2532 452 5 "p120 C4 pi-heptomino hassler\n[CC 9/11/22]"
LABEL 2465 521 6 "p122 R-pentomino hassler\n[NMB 11/3/22, reduced by iNoMed 2/2/23]"
LABEL 2539 526 6 "L122"
LABEL 2432 596 9 "p124 lumps of muck hassler"
LABEL 2520 608 5 "p124 glider gun\n[EvinZL 4/24/22 based on a partial by DER]"
LABEL 2462 670 7 "p125 pi-heptomino hassler\n[praosylen 8/20/21]"
LABEL 2537 674 8 "p128 pi-heptomino hassler\n[CC 1/26/23]"
LABEL 2455 726 10 "p126 pi-heptomino shuttle\n[DER 12/15/21]"
LABEL 2529 742 5 "p126 pi-heptomino hassler\n[MM 8/23/21 based on a partial by DER 8/21/21]"
LABEL 2456 802 9 "74P127\n[LJK 7/2/22]"
LABEL 2465 843 6 "p128 century shuttle\n[EvinZL 5/9/22 based on a partial by DER]"
LABEL 2520 847 9 "p128 wing shuttle\n[DER 8/24/21]"
LABEL 2565 849 10 "80P128\n[EvinZL 10/16/22]"
LABEL 2440 897 6 "p128 pi-heptomino hassler\n[DER 8/20/21]"
LABEL 2497 897 9 "p128 honey farm hassler\n[LJK 8/23/22]"
LABEL 2552 898 7 "[DJB before 11/91 (with p8 oscillators)]"
LABEL 2461 978 5 "p128 offset honey farm shuttle\n[DER 1/23/23]"
LABEL 2470 1049 5 "p129 R-pentomino hassler\n[Luka Okanishi 8/21/22 based on a partial by LJK the previous day]"
LABEL 2460 1085 7 "P130 shuttle\n[David Eppstein, 2001]"
LABEL 2535 1086 5 "p130 honey farm hassler\n[CC 1/26/23]"
LABEL 2457 1129 9 "P132 Hans Leo hassler\n[NDE 1995]"
LABEL 2505 1130 8 "[DJB before 8/94]"
LABEL 2556 1132 7 "255P132\n[C28 11/9/21, reduced 12/14/22]"
LABEL 2471 1183 5 "p133 B-heptomino hassler\n[MM 4/3/23 based on a partial by mvr the same day]"
LABEL 2548 1189 5 "p133 rectifier loop"
LABEL 2464 1237 7 "[RWG 1989]"
LABEL 2539 1249 5 "p135 R-pentomino hassler\n[iNoMed 5/6/23 based on a partial by mvr]"
LABEL 2635 20 8 "p136 glider shuttle\n[NMB 10/20/22]"
LABEL 2631 66 12 "Gabriel's p138\n[Gabriel Nivasch, 2002]"
LABEL 2706 67 5 "p138 lumps of muck hassler\n[DER 9/6/21]"
LABEL 2609 111 9 "P138 glider shuttle\n[RWG]"
LABEL 2666 114 7 "P138 glider gun"
LABEL 2727 118 5 "p138 lumps of muck hassler\n[LJK 9/3/22]"
LABEL 2622 184 5 "p138 wing hassler\n[DER 5/15/22]"
LABEL 2632 242 10 ""
LABEL 2707 247 5 "p140 R-pentomino hassler\n[LJK 9/13/22]"
LABEL 2617 300 6 "p140 R-pentomino shuttle\n[DER 3/1/23]"
LABEL 2704 309 5 "p140 lumps of muck hassler\n[mvr 9/6/22]"
LABEL 2614 382 7 "p140 glider gun\n[LJK 10/3/22]"
LABEL 2651 438 5 "Capped p143 glider gun\n[NMB 11/23/22]"
LABEL 2725 444 5 "p143 Bandersnatch loop\n[Sphenocorona, 2020 (with 66P13s), iNoMed 1/3/22 (stable)]"
LABEL 2624 491 13 "Achim's p144\n[AF 7/21/94, DIB 8/8/94]"
LABEL 2661 498 9 "Period-144 production line\n[iNoMed 10/16/21]"
LABEL 2706 496 10 "P144 Hans Leo hassler\n[NDE 1/4/95]"
LABEL 2742 497 12 "P144 glider gun"
LABEL 2613 549 8 "p144 lumps of muck hassler\n[LJK 8/11/22]"
LABEL 2629 589 11 "p146 pi-heptomino hassler\n[mvr, LJK 7/6/22]"
LABEL 2672 594 8 "p146 pi-heptomino shuttle\n[Tanner Jacobi 7/18/22]"
LABEL 2729 595 6 "p146 R-pentomino hassler\n[NMB 11/3/22]"
LABEL 2641 640 6 "p147 R-pentomino hassler\n[EvinZL 7/2/22 based on a partial by DER the same day]"
LABEL 2715 644 8 "p147 honey farm hassler\n[DER 7/16/21, reduced by EvinZL the same day]"
LABEL 2615 713 7 "p148 long bun hassler\n[mvr 3/5/23]"
LABEL 2702 718 5 "p148 unnamed object hassler\n[DER 3/31/23]"
LABEL 2647 774 5 "[RTW <=1989]"
LABEL 2722 779 5 "p150 R-pentomino hassler glider gun\n[mvr 8/29/22 based on a partial by LJK the same day]"
LABEL 2615 842 8 "[DRH 1989]"
LABEL 2702 842 7 "[DER 10/23/21]"
LABEL 2645 899 5 "Two p76 pi-heptomino hasslers hassling loaf\n[DER 10/16/21]"
LABEL 2720 907 5 "p152 pi-heptomino shuttle\n[LJK 8/11/22]"
LABEL 2641 960 7 "p154 octomino II shuttle\n[DER 2/8/22]"
LABEL 2716 978 5 "p154 R-pentomino hassler\n[LJK 8/8/22]"
LABEL 2636 1043 9 "Capped p155 glider gun\n[mvr 8/29/22, monomerized by iNoMed the same day]"
LABEL 2648 1092 5 "p156 honey farm shuttle\n[Inferno 2/22/2022]"
LABEL 2723 1093 10 "P156 Hans Leo hassler\n[NDE 1/4/95]"
LABEL 2611 1142 8 "Jason's p156\n[Jason Summers, 10/31/04]"
LABEL 2698 1157 5 "p156 pi-heptomino hassler\n[LJK 8/26/22]"
LABEL 2630 1239 5 "p156 pi-heptomino hassler\n[MathAndCode 8/18/21 based on a partial by DER the same day]"
LABEL 2815 17 10 "p160 pi-heptomino diagonal flipper\n[mvr 8/16/22]"
LABEL 2863 23 8 "Four Beluchenko's p40 hassling blinker"
LABEL 2917 23 7 "p160 pi-heptomino shuttle\n[mvr 9/5/22]"
LABEL 2831 75 5 "p162 moth hassler\n[mvr 3/22/23, reduced by iNoMed the next day]"
LABEL 2836 139 5 "P165 glider shuttle\n[RTW <=1989]"
LABEL 2818 198 8 "p166 R-pentomino hassler\n[mvr 9/16/22]"
LABEL 2822 246 7 "Pi orbital\n[NDE 8/22/95 with crowns, MM 4/6/10 with current oscillator]"
LABEL 2897 252 5 "Elusive p168\n[iNoMed 9/12/22 based on a partial by DER]"
LABEL 2822 314 7 "p174 century shuttle\n[DER 3/6/23]"
LABEL 2897 325 5 "p174 pi and block hassler\n[LJK 9/27/22]"
LABEL 2842 413 5 "p176 R-pentomino loop\n[CC 9/9/22]"
LABEL 2828 496 7 "Karel's p177\n[KS, 2007]"
LABEL 2826 563 5 "p180 unnamed object shuttle\n[DER 7/22/22]"
LABEL 2825 615 6 "p182 pi-heptomino shuttle\n[EvinZL 11/14/21, reduced by iNoMed on 1/31/23]"
LABEL 2827 662 5 "p183 LOM hassler\n[iNoMed 7/10/22 based on a partial by mvr]"
LABEL 2816 713 9 "Period 184 glider gun\n[David Buckingham, 07/96]"
LABEL 2866 717 8 "p184 lumps of muck diagonal flipper\n[LJK 9/20/22]"
LABEL 2918 720 7 "P184 glider shuttle\n[DRH 1/24/92]"
LABEL 2824 768 6 "p186 pi-heptomino shuttle\n[EvinZL 9/26/22]"
LABEL 2899 774 5 "p186 century shuttle\n[DER 9/9/22 based on a partial by cvojan, reduced by LJK 9/20/22]"
LABEL 2832 827 5 "p187 century hassler\n[LJK 10/11/22]"
LABEL 2820 870 7 "Pseudo p94 gun\n[DJB,RCS,PC 7/11/94]"
LABEL 2895 876 5 "P188 glider gun\n[RWG 10/16/94]"
LABEL 2826 926 5 "p190 wing hassler\n[CC 8/28/22, reduced by iNoMed the same day]"
LABEL 2903 943 5 "R190\n[DJB 7/7/96]"
LABEL 2792 1066 9 "p190 thunderbird shuttle\n[Thunderbird reaction by DER 11/15/22, p95 by mvr the same day]"
LABEL 2817 1169 9 "CL48C\n[LJK 6/7/22]"
LABEL 2892 1176 5 "p192 octomino II shuttle\n[DER 4/2/23]"
LABEL 2814 1227 10 "P196 pi-heptomino hassler\n[Partial by David Raucci 6/2/21, completed by praosylen the same day]"
LABEL 2824 1274 6 "84P199\n[mvr, LJK 7/7/22, reduced by iNoMed the same day]"
LABEL 3019 38 5 "P200 traffic jam\n[RWG 10/16/94]"
LABEL 3021 124 5 "Raucci's p217\n[DER 5/5/21]"
LABEL 3004 185 7 "p220 honey farm shuttle\n[NMB 8/4/22]"
LABEL 3079 201 5 "p220 pi-heptomino shuttle\n[praosylen]"
LABEL 3018 263 5 ""
LABEL 3095 262 5 ""
LABEL 3018 322 5 "P226 glider shuttle"
LABEL 2997 367 10 "Obnoxious P230\n[RWG 5/28/92]"
LABEL 3073 380 5 "P230 glider shuttle\n[DRH 3/19/92 (using early version of toaster); since reduced]"
LABEL 2988 447 5 "P230 glider gun\n[PC 6/28/94]"
LABEL 3013 502 5 "P240 glider shuttle"
LABEL 2996 545 10 "P246 bookend shuttle"
LABEL 3071 552 5 "P246 glider shuttle\n[DRH 11/89 (p270+24n), 4/92 (p246)]"
LABEL 3009 617 5 "p249 pi-heptomino hassler\n[mvr 4/6/23]"
LABEL 3015 684 5 "p253 R-pentomino hassler\n[EvinZL 10/30/22 based on a partial by NMB the same day]"
LABEL 3021 759 5 "L130\n[Entity Valkyrie]"
LABEL 2998 827 9 "Sextupled p44 pi-heptomino hassler\n[dani 7/26/22]"
LABEL 3017 882 5 "P270 glider shuttle\n[EvinZL 4/10/21]"
LABEL 3092 890 9 ""
LABEL 3024 946 5 "P276 glider shuttle\n[DRH 1/24/92]"
LABEL 2997 994 5 "4-barrelled p276 glider gun\n[DJB before 11/92]"
LABEL 3087 995 7 "[NB, 11/9/10]"
LABEL 2991 1070 5 "p276 TL+G shuttle\n[DIB and NDE 1/31/00]"
LABEL 3026 1164 5 "P282 glider shuttle\n[RWG 9/13/92]"
LABEL 3011 1247 5 "Period 300 glider gun"
LABEL 3204 20 8 "60P312\n[Dave Greene, 2004]"
LABEL 3208 83 7 "p324 long bun shuttle\n[NMB 9/30/22]"
LABEL 3218 152 5 "P360 2-barrelled glider gun\n[DJB before 10/92]"
LABEL 3198 209 11 "51P384\n[mvr 4/1/23]"
LABEL 3223 277 5 "P400 glider loop\n[RWG 1987]"
LABEL 3229 376 5 "p444 R-pentomino shuttle\n[NMB 10/1/22]"
LABEL 3214 462 5 "P486 R-pentomino hassler\n[DER 5/13/21]"
LABEL 3211 533 6 "R126 loop"
LABEL 3207 597 7 "[RWG ????, DRH 1/23/92]"
LABEL 3218 654 5 "p576 R-pentomino hassler\n[DER 6/9/21]"
LABEL 3201 702 10 "[DRH 1/3/91]"
LABEL 3235 778 5 "[Aforampere 5/13/21]"
LABEL 3207 858 7 "p1368 LCM loaf flipper\n[DER 11/1/21]"
LABEL 3213 913 5 "p1380 crystallization and decay gun\n[Entity Valkyrie 5/1/21]"
LABEL 3222 998 5 "p2700 crystallization and decay oscillator\n[DRH 3/27/90]"
LABEL 3253 1126 5 "p120-based PRNG\n[DRH 3/21/92]"
LABEL 3212 1260 5 "p46-based PRNG"
Last edited by hotdogPi on November 14th, 2022, 9:54 am, edited 19 times in total.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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dvgrn
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Re: Golly suggestions

Post by dvgrn » December 11th, 2020, 11:45 am

EDIT: Re-purposing an old post:

This thread is a placeholder for hotdogPi's oscillator stamp collection update project.

The project files can be found in this GitHub repository.

The quote below contains the original text from the first post, so hotdogPi's first post can be edited to contain an updated copy of the oscillator stamp collection RLE.
hotdogPi wrote:
December 11th, 2020, 11:11 am
DRH-oscillators.rle needs to be updated. My suggestions:
8: 76P8 (on the 230P8 page on the wiki)
9: 104P9 which is the one I used to make a P18. One of the P9s in the recent P45 stabilization is also not in the file currently.
10: 24P10, 37P10.1 and 37P10.2
11: Pinwheel, Jason's P11, Merzenich's P11
13: The three that are on the wiki and not in the file, plus the four in the billiard table file
14: 34P14 shuttle and 44P14, plus the four in the billiard table file
15: Karel's P15, plus the two in the billiard table file
16: Rob's P16
17: 54P17.1, 71P17.1 (on the 54P17.1 wiki page), honey thieves, the one in the phase shift file
18: The one that I co-discovered, and the honey farm hassler
21: The one in the phase shift file
22: All of them, including the P22 gun with suppressed output; there is no entry for 22 in the file
23: The one that's known, with several isomers
24: The P24 gun with suppressed output and dueling banjos
25: Honey farm hassler
26: Honey farm hassler
27: The three that have wiki pages; there is no entry for 27 in the file, plus the one in the phase shift file
29: Honey farm hassler
31: The one on the wiki and the honey farm hassler
33: Jason's P33, plus the P33 gun with suppressed output
35: 50P35 and the honey farm hassler
37: The two that are known
42: Honey farm hassler, traffic light hassler
43: Snark loop
45: The one that was stabilized with P9s just a few days ago, also honey farm hassler
(46 can be cut down a bit, but Tanner's P46 needs to be added)
48: The one in the phase shift file
49: The bumper loop and the glider shuttle. (The skewed pulsar hassler is probably too large.)
57: Bumper loop
58: Traffic light hassler
(60 can be cut down a bit.)
62: The one on the wiki
90: Traffic light hassler
92: Traffic light hassler (all examples in the file are currently P46 shuttle variants)
94: Honey farm hassler
120: The one in the traffic light hassler file
130: The shuttle
138: Gabriel's P138
177: The only one known
I will be very happy to check in a revised DRH-oscillators pattern, if someone will make one -- especially if it includes LifeViewer labels for some or all of the subpatterns.

Probably the "right" way to do this would be to write a script, borrowed maybe from the one that generates the Elementary Conduits Collection -- where the raw input is just a folder full of individual subpatterns, with label information maybe in comments or maybe in a separate text file. The script would build a DRH-type stamp collection for whatever patterns it finds in its input folder, and add LifeViewer labels in the right places.

Setting up the input folder would be a lot of work, but then it would become very easy to rebuild the collection with different organizational systems, partial or full attribution in labels, etc., whenever new discoveries need to be added.

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otismo
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Re: Golly suggestions

Post by otismo » December 11th, 2020, 12:42 pm

such a script would come in handy down the road...
"One picture is worth 1000 words; but one thousand words, carefully crafted, can paint an infinite number of pictures."
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hotdogPi
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Re: Golly suggestions

Post by hotdogPi » December 11th, 2020, 12:44 pm

Here would be my idea for the algorithm:
Step 1: For each pattern, it would run it to find its period and its maximum bounding box. If any pattern isn't stable, it generates a comment in the console and doesn't put it in the file. If a pattern isn't currently an oscillator but becomes one that's almost identical to the original (this is the case for the P200 currently in the file), advance its state to when it becomes one.
Step 2: Start placing the number "1" and still lifes in Column 1. Spacing between objects horizontally is only required to be 3 here. Column 1 is 120 cells wide. Still lifes are ordered by number of bits, with a 10-cell gap between sizes less than 10.
Step 3: Do the same for period 2 oscillators. Horizontal spacing must be 5 for periods from 2-10 and 7 for higher periods, but the last sentence of step 4 also applies within each row for horizontal spacing. Oscillators of period and 2 and higher are ordered by how many rows they take up. Patterns can be placed in groups (so the large P2 ones could be in the "agar2" group, and some of the P3s could be in the "pulsar3" group), which will be grouped together after all oscillators of that period without a group label.
Step 4: Continue, assuming vertical spacing same as horizontal spacing, until you can't fit the next number within 600 rows. (The current file is only 400 rows, but it's much wider than it is tall.) If this leaves enough space at the end that you can increase the vertical spacing by 1 for each row of patterns, do so until you can't anymore.
Step 5: Start the next column with the number you tried to fit in the previous column but couldn't. There are 5 cells between the end of the previous column and the numbers for the next column and 5 cells between the numbers and the pattern. The usable space of each column is 120 cells unless a single pattern is bigger than 120×120 (if it's wider but not taller, rotate it), in which case it expands to its bounding box.
Step 6: Convert the grid to RLE format.

It will require human trial and error to determine which patterns should fit vertically and which ones should fit horizontally.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

hotdogPi
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Re: Golly suggestions

Post by hotdogPi » December 12th, 2020, 12:30 pm

I'm going to start trying to code my algorithm in Python unless someone else has already started or this community doesn't like Python.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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dvgrn
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Re: Golly suggestions

Post by dvgrn » December 12th, 2020, 1:39 pm

hotdogPi wrote:
December 12th, 2020, 12:30 pm
I'm going to start trying to code my algorithm in Python unless someone else has already started or this community doesn't like Python.
Python is good! The Elementary Conduits Collection maintenance script is in Python.

Python was maybe a little embarrassing for a while, when Golly only supported Python 2.x and we had Lua as an alternative. But now we have Python 3.x available, so we should be good to go.

Technically Lua might be a slightly better choice of language for a maintenance script, only because it can be run immediately by anyone who downloads Golly, no extra Python installs necessary. But in practice, probably everyone who is likely to run this particular script will have Python installed anyway.

hotdogPi
Posts: 1615
Joined: August 12th, 2020, 8:22 pm

Re: Golly suggestions

Post by hotdogPi » December 12th, 2020, 8:01 pm

Code: Select all

def convert_rle_to_grid(rle):
    if 'B3/S23' in rle:
        rle = rle[rle.index('B3/S23')+6:] #starts after the dimension and rule identifiers
    x = 0
    y = 0
    pattern = {}
    num = '' #num keeps track of digits and then processes it when it hits a b, o, or $
    while rle:
        if rle[0] in '0123456789': #digit
            num += rle[0]
            rle = rle[1:] #remove leftmost character
        elif rle[0] in ('o','b'):
            if num == '': #no number: only one
                num = 1
            num = int(num)
            for i in range(num):
                pattern[(x,y)] = (1 if rle[0] == 'o' else 0)
                x += 1
            num = ''
            rle = rle[1:] #remove leftmost character
        elif rle[0] == '$':
            if num == '':
                num = 1
            num = int(num)
            for i in range(num):
                y += 1
            x = 0
            num = ''
            rle = rle[1:] #remove leftmost character
        elif rle[0] == '!':
            break
        elif rle[0] in ' \n\t*': #asterisk is used to mark as period 1000+; just for this program, not typical RLE
            rle = rle[1:] #remove leftmost character
        else:
            raise ValueError('Invalid RLE', rle)
    max_x = max((-1000 if pattern[cell] == 0 else cell[0]) for cell in pattern)
    max_y = max((-1000 if pattern[cell] == 0 else cell[1]) for cell in pattern)
    for i in range(max_x+1):
        for j in range(max_y+1):
            pattern[(i,j)] = pattern.get((i,j), 0)
    return pattern

def print_grid(pattern): #shows pattern as a readable grid
    min_x = min((1000 if pattern[cell] == 0 else cell[0]) for cell in pattern) #only reads cells that are on
    max_x = max((-1000 if pattern[cell] == 0 else cell[0]) for cell in pattern)
    min_y = min((1000 if pattern[cell] == 0 else cell[1]) for cell in pattern)
    max_y = max((-1000 if pattern[cell] == 0 else cell[1]) for cell in pattern)
    for y in range(min_y, max_y+1):
        for x in range(min_x, max_x+1):
            print(('o' if pattern[(x,y)] == 1 else '.'), end='')
        print('') #newline
        

def run_pattern(pattern, extended):
    initial_pattern = pattern.copy()
    pattern_120 = None
    min_x = 0 #these four are the temporary minima and maxima
    max_x = max((0 if initial_pattern[cell] == 0 else cell[0]) for cell in pattern)
    min_y = 0
    max_y = max((0 if initial_pattern[cell] == 0 else cell[1]) for cell in pattern)
    initial_box = (min_x, max_x, min_y, max_y)
    cell_count = sum(initial_pattern.get(cell, 0) for cell in pattern)
    min_min_x = min_x #these four are the permanent minima and maxima, used for determining maximum pattern size
    max_max_x = max_x
    min_min_y = min_y
    max_max_y = max_y
    for period in range(1, 100000 if extended else 1000): #maximum oscillator period
        if period == 120:
            pattern_120 = pattern.copy()
        if period == 122:
            identical = True
            for i in pattern_120: #checks if it has returned to its original state
                if pattern.get(i, 0) != pattern_120.get(i, 0):
                    identical = False
                    break
            if identical:
                print('Not an oscillator, generations 120 and 122 are identical: %s' % convert_grid_to_rle(initial_pattern))
                return
        if not sum(pattern.get(cell, 0) for cell in pattern):
            print('Not an oscillator, dies out completely: %s' % convert_grid_to_rle(initial_pattern))
            return
        new_pattern = {}
        for x in range(min_x-1, max_x+2):
            for y in range(min_y-1, max_y+2): #for each cell
                count = 0
                for x1 in range(-1,2):
                    for y1 in range(-1,2): #check adjacent cells
                        if (x1 != 0 or y1 != 0) and pattern.get((x+x1,y+y1), 0) == 1:
                            count += 1
                if count == 3: #3: always alive
                    new_pattern[(x,y)] = 1
                elif count == 2: #2: stays the way it was before
                    new_pattern[(x,y)] = (pattern.get((x,y), 0) == 1)
                else: #0, 1, 4+: dead
                    new_pattern[(x,y)] = 0
        min_x = min((1000 if new_pattern[cell] == 0 else cell[0]) for cell in new_pattern)
        max_x = max((-1000 if new_pattern[cell] == 0 else cell[0]) for cell in new_pattern)
        min_y = min((1000 if new_pattern[cell] == 0 else cell[1]) for cell in new_pattern)
        max_y = max((-1000 if new_pattern[cell] == 0 else cell[1]) for cell in new_pattern)
        new_pattern2 = new_pattern.copy()
        for i in new_pattern: #reduces size if it's smaller
            if not (min_x <= i[0] <= max_x) or not (min_y <= i[1] <= max_y):
                if new_pattern[i] == 1:
                    raise ValueError('Live cell outside grid: %s, %s' % (i[0],i[1])) #should never happen, ideally
            else:
                new_pattern2[i] = new_pattern[i]
        min_min_x = min(min_min_x, min_x) #sets new absolute minima and maxima
        max_max_x = max(max_max_x, max_x)
        min_min_y = min(min_min_y, min_y)
        max_max_y = max(max_max_y, max_y)
        pattern = new_pattern2.copy()
        if max_max_x - min_min_x > 40 + (initial_box[1]-initial_box[0]) or max_max_y - min_min_y > 40 + (initial_box[1]-initial_box[0]):
            print('Not an oscillator, bounding box limit: %s' % convert_grid_to_rle(initial_pattern))
            return
        identical = (cell_count == sum(pattern.get(cell, 0) for cell in pattern))
        for i in initial_pattern: #checks if it has returned to its original state
            if pattern.get(i, 0) != initial_pattern.get(i, 0):
                identical = False
                break
        if identical:
            if period == 1 and sum(pattern.get(cell, 0) for cell in pattern) >= 24:
                return
            return (convert_grid_to_rle(pattern), period, max_max_x-min_min_x+1, max_max_y-min_min_y+1, -min_min_x, -min_min_y)
            #0: RLE. 1: period. 2, 3: maximum bounding box for x and y. 4, 5: Greatest negative for calculating offset.
    print('Not an oscillator, maximum generations reached: %s' % convert_grid_to_rle(initial_pattern))
    return

#these create the digits for labeling periods
zero = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$o5bo$bo5bo$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o!'
one = 'x = 2, y = 14, rule = B3/S23\n2o$bo$o$2o2$2o$bo$o$2o2$2o$bo$o$2o!'
two = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o$2o$o$bo$2o$2b2obo$2bob2o!'
three = 'x = 6, y = 14, rule = B3/S23\n2obo$ob2o$4b2o$4bo$5bo$4b2o$2obo$ob2o$4b2o$4bo$5bo$4b2o$2obo$ob2o!'
four = 'x = 8, y = 14, rule = B3/S23\n2o4b2o$bo5bo$o5bo$2o4b2o$2bob2o$2b2obo$6b2o$7bo$6bo$6b2o3$6b2o$6b2o!'
five = 'x = 8, y = 14, rule = B3/S23\n2bob2o$2b2obo$2o$bo$o$2o$2bob2o$2b2obo$6b2o$7bo$6bo$6b2o$2bob2o$2b2obo!'
six = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o$o$bo$2o$2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o!'
seven = 'x = 6, y = 14, rule = B3/S23\nbob2o$b2obo$5b2o$6bo$5bo$5b2o$3b2o$4bo$3bo$3b2o$b2o$2bo$bo$b2o!'
eight = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o!'
nine = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o!'

num_dict = {'0':'zero','1':'one','2':'two','3':'three','4':'four','5':'five','6':'six','7':'seven','8':'eight','9':'nine'}

digit_rles = [zero,one,two,three,four,five,six,seven,eight,nine]

height = 600 #note: if a single period is taller than height variable, it won't work properly

                        

#These aren't quite valid RLEs in reality, as there needs to be a newline after the rule.
#The program ignores anything before and including "B3/S23". If you need to save space, it can omitted, too.
patterns = ['x = 24, y = 12, rule = B3/S23 $2o20b2o$bo20bo$bobo16bobo$2b2o16b2o2$5b6o2b6o2$2b2o16b2o$bobo16bobo$b\
o20bo$2o20b2o!',
            'x = 11, y = 15, rule = B3/S23 4b2o$5bo$4bo$3bob3o$3bobo2bo$2obo2b2obo$bobobobobo$bobobobob2o$2bo4bo\
2bo$3b2o3bo$5b3o$b3o$bo2b2o$4bobo$5bo!',
            'x = 14, y = 14, rule = B3/S23 10b2o$6b2o2bo$6bobobo$7bo2bob2o$10bob2o$10bo$b2o5bobo$bobo4b2o$2bo3b2o\
$7bo$7o$o$3b2o$3b2o!',
            'x = 22, y = 25, rule = B3/S23 10b2o$9bobo$9bo$7b2ob4o$6bobobo2bo$6bobobo$4b2o2b2o$3bo4bo$3b5o$b2o3bo\
4bo$o2b3o3b2ob2o$2obo5b2ob2o3b2o$3bo14bo$3b2o3b2ob2o5bob2o$8b2ob2o3b3o\
2bo$10bo4bo3b2o$14b5o$13bo4bo$12b2o2b2o$11bobobo$8bo2bobobo$8b4ob2o$\
12bo$10bobo$10b2o!',
            'x = 31, y = 12, rule = B3/S23 2o$bo27b2o$bobo25bo$2b2o23bobo$7bo4bo14b2o$5b2ob4ob2o3bo4bo$7bo4bo3b2o\
b4ob2o$2b2o14bo4bo$bobo23b2o$bo25bobo$2o27bo$29b2o!',
            'x = 20, y = 24, rule = B3/S23 \
2o16b2o$bo7b2o7bo$bobo3bo4bo3bobo$2b2o2bo6bo2b2o$5bo8bo$5bo8bo$5bo8bo$\
2b2o2bo6bo2b2o$bobo3bo4bo3bobo$bo7b2o7bo$2o16b2o$7b2o2b2o$7b2o2b2o$2o\
16b2o$bo7b2o7bo$bobo3bo4bo3bobo$2b2o2bo6bo2b2o$5bo8bo$5bo8bo$5bo8bo$2b\
2o2bo6bo2b2o$bobo3bo4bo3bobo$bo7b2o7bo$2o16b2o!',
            'x = 22, y = 24, rule = B3/S23 \
2o16b2o$bo7b2o7bo$bobo3bo4bo3bobo$2b2o2bo6bo2b2o$5bo8bo$5bo8bo$5bo8bo$\
2b2o2bo6bo2b2o$bobo3bo4bo3bobo$bo7b2o7bo$2o16b2o$10b2o2b2o$10b2o2b2o$\
2b2o16b2o$3bo16bo$3bobo12bobo$4b2o12b2o$8b8o$8bob4obo$8b8o$4b2o12b2o$\
3bobo12bobo$3bo16bo$2b2o16b2o!',
            'x = 23, y = 23, rule = B3/S23 \
10b3o$10bo$13bo$12b2o$8bo3bo$9bobo$10bo2$18bo$2b2o13bo$o2b2o11bo4b2o$o\
4bo11bo4bo$2o4bo11b2o2bo$5bo13b2o$4bo2$12bo$11bobo$10bo3bo$9b2o$9bo$\
12bo$10b3o!',
            'x = 13, y = 12, rule = B3/S23 11b2o$11bo$8b2obo$6bo3bo$5bo$5bo$7bo$7bo$2bo3bo$bob2o$bo$2o!',
            'x = 15, y = 15, rule = B3/S23\
10bo$9bobo$10bo2$8b5o$7bo5bo$10b3obo$5bo3b2obobo$4bo4bo3bo$bo2bo2b2o$o\
bobob2o$bo2bobo$4bob2o$5bo2bo$6b2o!',
            'x = 10, y = 10, rule = B3/S23 2o5bo$o2b2obobo$b2o4bobo$8bo$b4o$bo3bo2bo$2bo2bo2bo$3bobobo$4b2obobo$8b2o!',
            'x = 16, y = 14, rule = B3/S236b2o$5bo2bo3$7b2o2b2o$2b2obob2o3bo$o2bob5o2bob2o$2obo2b5obo2bo$3bo3b2o\
bob2o$3b2o2b2o3$7bo2bo$8b2o!',
            'x = 19, y = 19, rule = B3/S23\
10b2o$8bo2bo$8b3o2$6b7o$5bo7bo$4bob3ob3obo$2o2bobo5bobo$obobobo5bobob\
2o$2bobo9bobo$b2obobo5bobobobo$4bobo5bobo2b2o$4bob3ob3obo$5bo7bo$6b7o\
2$8b3o$7bo2bo$7b2o!',
            'x = 47, y = 16, rule = B3/S23\
6b2o18b2o8b2o$7bo18bo2bo6b2o$4b3o20b3o10bo$4bo4bo2bo2bo2bo2bo2bo9b7o$\
2bobob26o2bo$bobobo26bobob2o2b3o$bobobob2o2b3o2b3o2b3o2b3o2b2ob2obo3bo\
bob2o$2ob2obo3b2o3b2o3b2o3b2o5bo2b3o4b2obo$bobobob2o2b3o2b3o2b3o2b3ob\
2o2bo2bo3bobo2bo$bobobo25bobo6b3o2b2o$2bobob25obob4o$4bo4bo2bo2bo2bo2b\
o2bo2bo2bobobo4bob2o$4b3o24bobo2b4obo$7bo25bob2o5bo$6b2o25bo5b3o$32b2o5bo!',
            'x = 12, y = 12, rule = B3/S23 4b2o$3bo2bo$4b2obo$5bobo2bo$2b4obobobo$bo5b3obo$ob3o5bo$obobob4o$bo2bo\
bo$4bob2o$5bo2bo$6b2o!',
            'x = 33, y = 33, rule = B3/S23\
14b2o$14b2o2b2o$12b2obo2b2o$12b3o3$13b2o$10bo2b2o$9bo$8bo$9b2o$9b3o$3b\
4o4b2o$2bo4bo4b2o16b2o$bobo3bo4b3o15b2o$obo3bo7b2o$o14b2o$o14b3o12b3o$\
o2bo13b2o6b2o2bob2o$b2o15b2o5b2o2b2o$18b3o8b2o$20b2o$21b2o2bo$21b2obo$\
23bo$18b2o$17bo2bo$20bo$20bo$14bo3bobo$13bo3bobo$13bo4bo$14b4o!',
            'x = 107, y = 21, rule = B3/S23\
b2o100b2o$b2o99bo2bo$105bo$bo103bo$obo96bo3bobo$o2bo2b2o90bo3bobo$4bob\
2o90bo4bo$2b2o95b4o2$7bobo2bob2obo2bob2obo2bob3o4b4o4b4o4b3obo2bob2obo\
2bob3o4b4o4b4o4b4o$7bob4ob2ob4ob2ob4ob4o2b6o2b6o2b4ob4ob2ob4ob4o2b6o2b\
6o2b6o$7bobo2bob2obo2bob2obo2bob2obo2bob2obo2bob2obo2bob2obo2bob2obo2b\
ob2obo3b4o4b4o4b4o$100b2o$2b2o95b4o$2b2o2b2o90bobo2bo$2obo2b2o90b2o2bo\
bo$3o100bobo$105b2o$104b3o$b2o100bobo$b2o100b2o!',
            'x = 28, y = 19, rule = B3/S23\
2o24b2o$2o24b2o$8b2o$7bo2bo$8b2o2$12b3o$12bobo$12b3o$13b2o$13b3o$13bob\
o$13b3o2$18b2o$17bo2bo$18b2o$2o24b2o$2o24b2o!',
            'x = 31, y = 15, rule = B3/S23\
19bo$18bob2o$18bob2o$19b2o2$8b2o12b2o$8b2o12b2o3$7bobo$6bo18b2o$b2o2bo\
4bo10b2obo2bob2o$b2obo2bob2o10b2o2bo4bo$5b2o19bo$27bobo!',
            'x = 23, y = 39, rule = B3/S23\
3b2o10b2o$2bo2bo8bo2bo$2b3o2b6o2b3o$5b2o6b2o$4bo10bo$4b2obo4bob2o$9b2o\
$18bo$4bo12b2o$4b2o$10b3o2b3o2bobo$obo2b3o2b3o4bob4o$4obo3bo3bo7b2o$2o\
9bo$11bo2$10b2o$9bo2bo$10b2o2$10b2o$9bo2bo$10b2o2$11bo$2o9bo$4obo3bo3b\
o7b2o$obo2b3o2b3o4bob4o$10b3o2b3o2bobo$4b2o$4bo12b2o$18bo$9b2o$4b2obo\
4bob2o$4bo10bo$5b2o6b2o$2b3o2b6o2b3o$2bo2bo8bo2bo$3b2o10b2o!',
            'x = 41, y = 52, rule = B3/S23\
13b3o$14bo10b3o$14bo11bo$13b3o10bo$25b3o$13b3o$13b3o9b3o$25b3o$13b3o$\
14bo10b3o$14bo11bo$13b3o10bo$25b3o6$8o$ob4obo8b2o15b8o$8o8bobo14bob4ob\
o$16bo16b8o4$13b2o12b2o$13b2o12b2o4$16bo16b8o$8o8bobo14bob4obo$ob4obo\
8b2o15b8o$8o6$25b3o$13b3o10bo$14bo11bo$14bo10b3o$13b3o$25b3o$13b3o9b3o\
$13b3o$25b3o$13b3o10bo$14bo11bo$14bo10b3o$13b3o!',
            'x = 20, y = 20, rule = B3/S23\
10b2o$10bo$2bob2ob2obo5b2o$2b2obobobo6bo$8bo8bo$16b2o$10bo$9bo6b2o$o8b\
o2bobo2bo$3o6b2o5bo$3bo13b3o$2bobo14bo$2b2o2$2b2o$2bo8bo$3bo6bobobob2o\
$2b2o5bob2ob2obo$9bo$8b2o!',
            'x = 30, y = 30, rule = B3/S23\
19b3o$19b3o$12b2o3b2o2b3o$12b2o3b2o$17b3o$19bo$2bo10b2o4bo$2bo9bo2bo$\
3o9bobo$2o7bo3bo4b3o$2o2b3o2bo$2b3o4bo5bo6bo$2b3o9bo7bo3b2o$14bo2bobob\
obo2b2o$7bo6b2o6b2o$6bobo$2b2o2bo2bo$2b2o3b2o16b3o$20bo4b3o$20bo2b3o2b\
2o$9b3o4bo3bo7b2o$15bobo9b3o$14bo2bo9bo$10bo4b2o10bo$10bo$10b3o$11b2o\
3b2o$6b3o2b2o3b2o$8b3o$8b3o!',
            'x = 35, y = 23, rule = B3/S23\
25b2o$25bo$17bob2ob2obo5b2o$10b2o5b2obobobo6bo$10bo12bo8bo$2bob2ob2obo\
20b2o$2b2obobobo15bo$8bo4b3o8bo6b2o$24bo2bobo2bo$10bo6bo6b2o5bo$9bo7bo\
14b3o$o8bo2bobobobo15bo$3o6b2o6b2o$3bo$2bobo$2b2o15b3o4bo$25bobobob2o$\
2b2o20bob2ob2obo$2bo8bo12bo$3bo6bobobob2o5b2o$2b2o5bob2ob2obo$9bo$8b2o!',
            'x = 17, y = 17, rule = B3/S23\
5b2o3b2o$5bobobobo$7bobo$7bobo$7bobo$2o4bo3bo4b2o$o4bo5bo4bo$b4o7b4o2$\
b4o7b4o$o4bo5bo4bo$2o4bo3bo4b2o$7bobo$7bobo$7bobo$5bobobobo$5b2o3b2o!',
            'x = 11, y = 11, rule = B3/S23 5b2o$4bobo$bo2bob2o$obobo3bo$bo2bo3b3o$4bo5bo$5b5o2$7bo$6bobo$7bo!',
            'x = 10, y = 12, rule = B3/S23 2o$bo$bobo$2b2o4b2o$9bo$5b4o$5bo$2bo3b3o$2b4o2bo$5bo$4bo$4b2o!',
            'x = 13, y = 12, rule = B3/S23 11b2o$11bo$9bobo$9b2o$5b2o$6bo$6bo$6b2o$2b2o$bobo$bo$2o!',
            'x = 25, y = 15, rule = B3/S23\
$5bo$4o3bo11bo$3bo3bo9bo3b4o$7bo3b3o3bo3bo$4bo7bo4bo$5b2o13bo$18b2o2$\
5b2o8b2o$5bo2b6o2bo$6b2o6b2o$3b3o10b3o$3bo2bobo4bobo2bo$4b2o4b2o4b2o!',
            'x = 33, y = 13, rule = B3/S23\
17bo$16b2o$15b3obo9b2o$14b2o13b2o$15b2o$16bo2$16bo$15b2o$2b2o10b2o13b\
2o$2b2o11b3obo9b2o$16b2o$17bo!',
            'x = 33, y = 26, rule = B3/S23\
11b2o7b2o$10bo2bo5bo2bo$3bo5bobobo5bobobo5bo$2b2o4b3obo7bob3o4b2o$bob\
2o3b3o11b3o3b2obo$3o2bo21bo2b3o$2bobobo19bobobo$3bobobo17bobobo$4bo2b\
3o13b3o2bo$5b2obo3b3o3b3o3bob2o$6b2o4bobo3bobo4b2o$6bo5b3o3b3o5bo3$6bo\
19bo$6b2o17b2o$5b2obo15bob2o$4bo2b3o13b3o2bo$3bobobo17bobobo$2bobobo\
19bobobo$3o2bo21bo2b3o$bob2o3b3o11b3o3b2obo$2b2o4b3obo7bob3o4b2o$3bo5b\
obobo5bobobo5bo$10bo2bo5bo2bo$11b2o7b2o!',
            'x = 23, y = 7, rule = B3/S23\
obobo$obobo11b3ob3o$o3bo3bo2bobo5bo$bobo5bo3bo2b2o3b2o$o3bo3bo2bobo5bo$obobo11b3ob3o$obobo!',
            'x = 18, y = 21, rule = B3/S23\
3bob2o4b2obo$3b2o2bo2bo2b2o$b2o3bo4bo3b2o$o3b2ob4ob2o3bo$b3obobo2bobob3o$3bob\
obo2bobobo$6bo4bo$7b4o$8b2o2$4b2o6b2o$4bo8bo$5b3o2b3o2$3b4o4b4o$2bo4b4o4bo$3b\
12o2$3b3ob4ob3o$2bo2b8o2bo$2b2o10b2o!',
            'x = 21, y = 22, rule = B3/S23\
7b2o$3b2o2b2o2b2o$3b2o2bo2bobo$9b3o$9b2o4$9b3o$8bo3bo$4b2o2bo3bo2b2o$\
4b2o2bo3bo2b2o2$10bo$4bo11bo$3bobo3b3o3bobo$3bob4o3b4obo$2obo13bob2o$\
2ob2o2b2o3b2o2b2ob2o$3bo13bo$3bobo9bobo$4b2o3b3o3b2o!',
            'x = 33, y = 26, rule = B3/S23\
7b2o15b2o$8bo15bo$6bo19bo$6b5o11b5o$10bo11bo$4b4o17b4o$4bo2bo17bo2bo$\
21bo$21bo$9bo4b2ob2o2bob2o$8b3o3b2obo6b2o$7bo2b2o6bo$7b3o12bo$22bobo$\
3b2o11b2o4bo2bo2b2o$3bo12b2o5b2o4bo$2obo12b2o11bob2o$ob2ob2o19b2ob2obo\
$5bo21bo$5bobo17bobo$6b2o17b2o$10bo11bo$6b5o11b5o$6bo19bo$8bo15bo$7b2o15b2o!',
            'x = 65, y = 65, rule = B3/S23\
27b2o$27bobo$29bo4b2o$25b4ob2o2bo2bo$25bo2bo3bobob2o$28bobobobo$29b2ob\
obo$33bo2$19b2o$20bo8bo$20bobo5b2o$21b2o$35bo$36bo$34b3o2$25bo$25b2o$\
24bobo4b2o22bo$31bo21b3o$32b3o17bo$34bo17b2o2$45bo$46b2o12b2o$45b2o14b\
o$3b2o56bob2o$4bo9b2o37bo5b3o2bo$2bo10bobo37b2o3bo3b2o$2b5o8bo5b2o35b\
2obo$7bo13bo22b2o15bo$4b3o12bobo21bobo12b3o$3bo15b2o22bo13bo$3bob2o35b\
2o5bo8b5o$b2o3bo3b2o37bobo10bo$o2b3o5bo37b2o9bo$2obo56b2o$3bo14b2o$3b\
2o12b2o$19bo2$11b2o17bo$12bo17b3o$9b3o21bo$9bo22b2o4bobo$38b2o$39bo2$\
28b3o$28bo$29bo$42b2o$35b2o5bobo$35bo8bo$44b2o2$31bo$30bobob2o$30bobob\
obo$27b2obobo3bo2bo$27bo2bo2b2ob4o$29b2o4bo$35bobo$36b2o!',
            'x = 19, y = 15, rule = B3/S23 \
2o15b2o$obo13bobo$2bo13bo$2b3o9b3o$6bo5bo$2b5o5b5o$2bo4bo3bo4bo$4b4o3b\
5o$3b2o4bo5bobo$7b6o3b2o$6bo4bobo$7b4o2bo$9bo3bob2o$11bobo2bo$10b2ob2o!',
            'x = 12, y = 12, rule = B3/S23 2o$o2bo$bobo2$3bobo2$5bobo2$7bob2o2$9bobo$10b2o!',
            'x = 18, y = 12, rule = B3/S23 4b2o6b2o$3bobo6bobo$3bo10bo$2obo10bob2o$2obobo2b2o2bobob2o$3bobobo2bob\
obo$3bobobo2bobobo$2obobo2b2o2bobob2o$2obo10bob2o$3bo10bo$3bobo6bobo$4b2o6b2o!',
            'x = 16, y = 16, rule = B3/S23 3b2o$3bobo$2bo4bo5bo$3bobob2o2b2ob2o$3bo3bo7bo$12bobo2$3bo7b3o$2b3o7bo\
2$bobo$o7bo3bo$2ob2o2b2obobo$2bo5bo4bo$10bobo$11b2o!',
            'x = 27, y = 10, rule = B3/S23\
2o25b$bo25b$bobo13b3o7b$2b2o3bo8bo3bo6b$6bob2o6bo4bo5b$5bo4bo6b2obo6b$6bo3bo8bo3b2o2b$7b3o13bobob$25bob$25b2o!',
            'x = 49, y = 31, rule = B3/S23\
22b2o7bo$23bo8bo2bo$23bobo4bo4bo4b2o$24b2o13bo2bo$29bo8b2ob2o$28b2ob2o\
8bo$28bo2bo13b2o$29b2o4bo4bo4bobo$35bo2bo8bo$39bo7b2o4$23bo8b2o$16bo5b\
2o7bobo$15bobo3bo10bo$15b2o5bobo$22bobo2$19b2o$2o16bo2bo$bo16b2obo$bob\
o4b3o5bo2b2o$2b2o4bobo4bo$7bo3bo3bo3bo$7bo3bo3bo3bo$11bo4bobo4b2o$6b2o\
2bo5b3o4bobo$5bob2o16bo$5bo2bo16b2o$6b2o!',
            'x = 33, y = 23, rule = B3/S23\
12b2o5b2o12b$7b2o3bo7bo3b2o7b$8bo4bo5bo4bo8b$5b2obob3obo3bob3obob2o5b$\
8bobo3bo3bo3bobo8b$6bobo5bobobo5bobo6b$7bobo2b2obobob2o2bobo7b$8bo3bo\
2bobo2bo3bo8b$4b2o8b2ob2o8b2o4b$2o2bo23bo2b2o$obobo4bo13bo4bobobo$2bob\
2o3b2o11b2o3b2obo2b$obobo4bo13bo4bobobo$2o2bo23bo2b2o$4b2o8b2ob2o8b2o\
4b$8bo3bo2bobo2bo3bo8b$7bobo2b2obobob2o2bobo7b$6bobo5bobobo5bobo6b$8bo\
bo3bo3bo3bobo8b$5b2obob3obo3bob3obob2o5b$8bo4bo5bo4bo8b$7b2o3bo7bo3b2o\
7b$12b2o5b2o!',
            'x = 21, y = 54, rule = B3/S23\
3bob2o4b2obo$3b2o2bo2bo2b2o$b2o3bo4bo3b2o$o3b2ob4ob2o3bo$b3obobo2bobo\
b3o$3bobob4obobo$5bo2b2o2bo$6b2o2b2o3$4b2o6b2o$4bobo4bobo$5b2o4b2o$8b\
2o$3b5o2b5o$2bo12bo$3b3o6b3o$6bo4bo$3b3ob4ob3o$2bo2bo6bo2bobo$2b2o10b\
2ob3o$6bo8bo4bo$10bo3bo2b3o$14bo2bo4$10b3o$10bo$10bo$14b2obo$8b2o4b2o\
b3o$6bo4bo8bo$2b2o10b2ob3o$2bo2bo6bo2bobo$3b3ob4ob3o$6bo4bo$3b3o6b3o$\
2bo12bo$3b5o2b5o$8b2o$5b2o4b2o$4bobo4bobo$4b2o6b2o3$6b2o2b2o$5bo2b2o2b\
o$3bobob4obobo$b3obobo2bobob3o$o3b2ob4ob2o3bo$b2o3bo4bo3b2o$3b2o2bo2bo2b2o$3bob2o4b2obo!']
            
def spacing(period): #both for horizontal and vertical spacing
    if period == 1:
        return 3
    elif 2 <= period <= 9:
        return 5
    else:
        return 7

def create_column(pattern_dict):
    global grid
    pattern_dict_copy = pattern_dict.copy()
    for i in pattern_dict_copy:
        if i[1]+pattern_dict[i][3] >= period_y:
            del pattern_dict[i]
    max_y = max(i[1]+pattern_dict[i][3] for i in pattern_dict)
    rows = max(i[2] for i in pattern_dict)
    while max(i[1]+pattern_dict[i][3]+rows for i in pattern_dict) <= height:
        if max(i[1] for i in pattern_dict) < 30:
            break #prevent infinite loop on single line
        pattern_dict_copy = {}
        for i in pattern_dict:
            pattern_dict_copy[(i[0],i[1]+i[2], i[2])] = pattern_dict[i] #spaces out patterns vertically
        pattern_dict = pattern_dict_copy.copy()
    for x1 in range(-len(str(period))*12 - 5 + column_x, 120 + column_x): #negative numbers used for creating the digits
        for y1 in range(0, height-1):
            grid[(x1,y1)] = 0 #fill everything with off scells
    for i in pattern_dict:
        grid_form = convert_rle_to_grid(pattern_dict[i][0])
        for j in grid_form:
            if grid_form.get(j, 0) == 1:
                grid[(j[0]+i[0], j[1]+i[1])] = 1 #paste patterns in

def convert_grid_to_rle(grid):
    min_x = min(i[0] for i in grid)
    min_y = min(i[1] for i in grid)
    max_x = max(i[0] for i in grid)
    max_y = max(i[1] for i in grid)
    to_return = 'x = %s, y = %s, rule = B3/S23\n' % (max_x-min_x+1, max_y-min_y+1) #\n is newline
    for j in range(min_y,max_y+1):
        while to_return[-1] == 'b': #remove blanks at the end of a line
            to_return = to_return[:-1]
        to_return += '$'
        for i in range(min_x,max_x+1):
            to_return += ('o' if grid.get((i,j),0) == 1 else 'b')
    while to_return[-1] == 'b': #remove blanks at the end of the last line
         to_return = to_return[:-1]
    while to_return[-1] == '$': #remove empty lines at the end
         to_return = to_return[:-1]
    to_return += '!'
    while '\n$' in to_return:
        to_return = to_return.replace('\n$', '\n')
    for i in ('b','o','$'):
        for j in ('b','o','$','\n'):
            if j != i:
                to_return = to_return.replace(j+i+i, j+'2'+i) #bb becomes 2b, but bbbbbbb becomes 2bbbbb, not 2b2b2b
        num = 2
        while (str(num) + i + i) in to_return:
            to_return = to_return.replace(str(num) + i + i,str(num+1) + i) #2bbbb becomes 3bbbb, 3bbbb becomes 4bb, etc.
            num += 1
    to_return = to_return.replace('B3/S23 $','B3/S23 ') #remove newlines at the beginning
    return to_return

def open_file(file, distance):
    f = open(file, 'r')
    f1 = f.read()
    f1 = convert_rle_to_grid(f1)
    start_x = 0
    while sum(n for n in f1.values()):
        found = False
        for x in range(start_x,max(i[0] for i in f1)+1):
            if found:
                break
            for y in range(0,max(j[1] for j in f1)+1):
                if found:
                    break
                if f1.get((x,y),0) == 1:
                    pattern_min_x = x
                    pattern_min_y = y-distance
                    pattern_max_x = x+distance
                    pattern_max_y = y+distance
                    previous = (pattern_min_x, pattern_min_y, pattern_max_x, pattern_max_y)
                    while True:
                        for x1 in range(pattern_min_x, pattern_max_x+1):
                            for y1 in range(pattern_min_y, pattern_max_y+1):
                                if f1.get((x1,y1),0) == 1:
                                    #pattern_min_x = min(x1-distance, pattern_min_x)
                                    pattern_min_y = min(y1-distance, pattern_min_y)
                                    pattern_max_x = max(x1+distance, pattern_max_x)
                                    pattern_max_y = max(y1+distance, pattern_max_y)
                        if previous == (pattern_min_x, pattern_min_y, pattern_max_x, pattern_max_y):
                            found = True
                            break
                        previous = (pattern_min_x, pattern_min_y, pattern_max_x, pattern_max_y)
        grid = {}
        for x in range(pattern_min_x, pattern_max_x-distance+1):
            for y in range(pattern_min_y+distance, pattern_max_y-distance+1):
                grid[(x,y)] = f1.get((x,y),0)
        to_add = convert_grid_to_rle(grid)
        if to_add not in digit_rles and to_add not in patterns: #no digits, no duplicates
            patterns.append(to_add)
        print(len(patterns), end=('\n' if len(patterns) % 10 == 0 else ' '))
        for x in range(pattern_min_x, pattern_max_x+1):
            for y in range(pattern_min_y, pattern_max_y+1):
                f1[(x,y)] = 0
        start_x = pattern_min_x

open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/billiard-table.rle', 3)
open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/unique-high-period.rle', 5)
open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/low-period.rle', 3)
open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/traffic-light-hasslers.rle', 5)
open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/honey-farm-hasslers.rle', 5)

data = [(0,1234567,0,0,0,0)] #this period 1234567 marks the end of the file
count = 0
for i in patterns:
    count += 1
    if count % 50 == 0:
        print(str(count) + ' done')
    data.append(run_pattern(convert_rle_to_grid(i), '*' in i)) #max period 1000 without *, 100000 with *

while None in data: #non-oscillators:
    data.remove(None)
#for i in num_dict.values(): #digits from other files
#    if eval(i) in data:
#        data.remove(eval(i))
    

data.sort(key=lambda a:(a[1],a[3])) #first by period, then height

grid = {}
column = 1 #column number
column_x = 0 #column x offset
period = 1
period_y = 0 #y value at the beginning of the period
x = 0
y = 0
pattern_dict = {}
pattern_list = [] #pattern_list empties into pattern_dict at the end of each row, column, and period
while len(set(j[1] for j in data)): #this allows repeating periods that couldn't fit due to end of a column
    x = column_x
    rows = 0
    for period in sorted(set(j[1] for j in data)): #lowest periods first; they get deleted as they're completed
        if period == 1234567: #end of file
            period_y = height + 100 #so that everything will be included
            period = max((j[1] * (j[1] != 1234567)) for j in data) #so it doesn't try to place a 7-digit number
            create_column(pattern_dict)
            data = [] #empties data to complete program
            break
        period = int(period)
        if y < period_y + 28 and y > 0:
            y = period_y + 28 #so displayed digits don't conflict
        elif y > 0:
            y += spacing(period)
        period_y = y #becomes the y value at the beginning of the period
        period_str = str(period)
        for digit in range(len(period_str)): #creates displayed digits
            pattern_dict[-12*(len(period_str)-digit)-5+column_x, y, rows] = (eval(num_dict[period_str[digit]]),1,14,8,0,0)
        period_patterns = list(filter(lambda a:a[1]==period, data)) #only patterns of the correct period
        for pattern in period_patterns:
            if x + spacing(period) + pattern[2] >= 120 + column_x or y + pattern[3] + spacing(period) >= height: #end of row or column
                if y + pattern[3] + spacing(period) >= height: #end of column
                    create_column(pattern_dict)
                    column += 1
                    column_x += 140 + len(str(period))*12
                    #130 probably works as long as you don't have two consecutive columns with a 2-digit difference
                    y = -1 #-1 is used to break out of loop
                    period_y = 0
                    pattern_list = []
                    pattern_dict = {}
                    rows = 0
                    break
                while x + len(pattern_list) <= 120 + column_x: #end of row
                    for i in pattern_list:
                        i[1] += i[2] #i[2] is the pattern number in the row; this spaces the row out to fill the full 120 cells
                    x += len(pattern_list)
                for i in pattern_list:
                    pattern_dict[(i[1], y+pattern[5], rows)] = i[0] #puts the list into a dict
                x = column_x
                rows += 1
                y += pattern_list[-1][0][3] + spacing(period) #will return an error if a single pattern is more than 120 rows wide
                pattern_list = []
            pattern_list.append([pattern, x+pattern[4], len(pattern_list)])
            x += pattern[2] + spacing(period)
        if y == -1: #end of column; beginning of new column
            y = 0
            break
        data = list(filter(lambda a:a[1] > period, data)) #removes a period when it's done
        print('Period done: ' + str(period))
        while x + len(pattern_list) <= 120 + column_x: #these lines are the same as the end-of-row lines
            for i in pattern_list:
                i[1] += i[2]
            x += len(pattern_list)
        for i in pattern_list:
            pattern_dict[(i[1], y+pattern[5], rows)] = i[0]
        rows += 1
        y += pattern_list[-1][0][3] + spacing(period)
        pattern_list = []
        x = column_x
print(convert_grid_to_rle(grid))
This contains two rows of P5s and P9s and a few of other periods. It probably has bugs with other data sets, though. Note that I set maximum y to 200; this would be a higher number in reality, but I'm showing it as an example.

Edit 1: Fixed a bug that causes an infinite loop when the last column has a single row. Made height a variable instead of typing 200 everywhere. Added a few P12s and P32s, plus some more P5s.

Edit 2: Fixed it going past the height limit.

Edit 3: Fixed the code that shifts the oscillator when it doesn't belong in the top left corner. This is most noticeable with the P138.

Edit 4: Commented the code to make it more readable. Added a few more oscillators.

Edit 5: Major. Includes file paths that you will either need to comment out or change to your own file path, making the number of oscillators 281 without having to write all of them in the code. (I couldn't add any file with high periods because it would see them separately and not as a single oscillator.) More checks to make sure the code to run the pattern doesn't crash (if it dies to nothing) or take a really long time (escaping gliders). Note that all still lifes with 24 or more cells will be rejected.

Edit 6: Three high period files added, with greater checking distance for those files only so that more of the oscillators will be correctly recognized as a single object. Height increased from 250 to 600.
Last edited by hotdogPi on December 13th, 2020, 2:09 pm, edited 3 times in total.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

hotdogPi
Posts: 1615
Joined: August 12th, 2020, 8:22 pm

Re: Golly suggestions

Post by hotdogPi » December 14th, 2020, 9:39 am

Has anyone tested my Python script to see if it's what you want? The open_file function is there to add a whole bunch of patterns without having to put in all the RLEs (and it's not perfect anyway, sometimes seeing a single pattern as multiple); you'll either have to change the file path (I use a Mac) or just comment out the lines calling open_file and change height from 600 to around 200. When this program becomes the official way to create the pattern list, the file with all the data will probably be a .txt with the RLEs that can simply be read line by line, and the current implementation of open_file won't need to be there. I can't do this here because even if I add all the RLEs to a .txt file I create, you won't have that file on your computer. This will also save time over having to check every pixel to see if it's on.

There's one minor issue I haven't fixed yet, and that's that for displaying period numbers, it doesn't recognize the digit 1 as being thinner than the other digits, and the 1 is left-justified instead of right-justified. Also, the program rejects all still lifes of 24 cells or more as well as those looking like the digit 1 (which is only 18 cells) to avoid putting digits in the period 1 section; these lines can be removed when reading from a .txt file.

Note that the program does make sure that it's an oscillator or still life before adding it, although this takes time to verify, especially with high-period oscillators and erroneous non-oscillators (which run for 122 generations if generations 120 and 122 are the same and 1000 otherwise, with a bounding box check in case of escaping gliders). It does not make sure that it's only an oscillator, though; one of the files has a P56 (I believe) that gets separated, putting a Kok's Galaxy plus a noninteracting faraway block in the P8 section.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

User avatar
dvgrn
Moderator
Posts: 10670
Joined: May 17th, 2009, 11:00 pm
Location: Madison, WI
Contact:

Re: Golly suggestions

Post by dvgrn » December 14th, 2020, 5:03 pm

hotdogPi wrote:
December 14th, 2020, 9:39 am
Has anyone tested my Python script to see if it's what you want?
I tried and failed to get it working yesterday, but this time it worked much better.

Have you considered converting this to a Golly script? Basically just add import golly as g at the top, and then use g.show("text") for status updates instead of print() statements, and build the pattern directly in the Golly universe.

That would be one way to fix the spacing problems with your number labels. The "Snakial" font is already defined in Python/glife/text.py, and it deals with varying character widths correctly.

What's the next step for this script? For me it currently produces

Code: Select all

x = 1101, y = 607, rule = B3/S23
2o16b2o4b2o2b2o4b2o3b2o5bo5b2o8b2o4b2o8b2o5b2ob2o5b2o2b2o8bo8b2o33bob
2o15b2o20bo18b2o14bo18b2ob2o21b2o28b2o12b2obo13bo3bo30bobo23b2o3b2o13b
2o17bo34b2obo8b2obo15b2o5b2o14b2o6b3o3bobo29b2o18b2o40b2obo10b2obo146b
2o4b2o4b2o4b2o38b2o38b2o7b2o57b2obo8b2obo18b2o15b2o$bo16b2o4b2o2b2o4b
2o3b2o4bobo5bo8bo5bobo6bobo6bobo6b2o2b2o7bobo6bobo33b2obo15bobo18bobo
16bo2bo12bobo16bobobobob2o16bo2bo28bo12bob2o13b5o11b2o3b2o12b2obob2o
19bo3bobo8b2o2bo2bo15bobob2o30bob2o8bob2o15bo7bo15bo6bobo2bo32bo19b2o
2bobo6b2o27bob2o10bob2o22b2o33b2o48b2o38bo5bo5bo5bo37bo2bo37bo2b2ob2o
2bo57bob2o8bob2o17bo19bo$o45bo6bobo4bobo7bo6bo6bobobobo17bobo6bo39b2o
15bo17bobobo16bobo12bobo15bo2bo3bobo14bo3bo2bo26bo17b2o13bo7bo2bo3bobo
bo16bobobo12bo2b2obo3bo10bo2bob2obo13bo2bobo35b2o10b2o10b2obo7bob2o12b
obo6b3o5b2o28bo18bo2bobo5b3o31b2o12b2o20bo34bo49bo38bo5bo5bo5bo38bobob
o37b2obobob2o56b2o4b2o4b2o4b2o18bo13bo$2o52b2o4b2o8b2o4b2o6b2o3b2o15b
3ob2o4b2o40bo11b5ob2o14bobobo13b3obob2o7b2obob2o2bo10bob3o3bo2bo10bo2b
4ob2obo25b2o16bo13bobo4b2o3b2o2b2ob2o13b2obobobo2bo9b4obob2ob2o10b3o2b
obo14b3obobo33bo11bo11bo2b2o4b3o2bo13b2o5bo6bo2bo24b5o20b2o41bo13bo13b
ob2ob2obo5b2o19bob2ob2obo5b2o34bob2ob2obo5b2o31b2o4b2o4b2o4b2o38bo2bo
38bo5bo57bo5bo5bo5bo15bo3bo4bo3bo4bo3bo$95b2o2b2o4bo15b2o34bo12bo6b2o
10b2ob2ob2ob2o9bo2bo3bobo6b2obobo2bobo9bo5bo2bobo8b3o5bo4bo44bo13bo7bo
2bo3bobobo9b2obobob2ob2obobo13bo3bo2bo12b3ob2o17bob3o32bo11bo11b2o2bo
6b2o20bobo7b2o24bo26b2o4bo35bo13bo12b2obobobo6bo20b2obobobo6bo28b2o5b
2obobobo6bo34bob2o8bob2o44bo37bo5bo58bo5bo5bo5bo11b4o3bo4bo3bo4bo3b4o$
2o93b2o2b2o5b3ob2o10bo34b2o12b2ob3ob3o8bobo4bob2o9bo2b3o3bo9bo3b2obo7b
2ob4ob4ob2o6bo3b4obo2b2o26b2o16b2o11b5o11b2o3b2o8b2obobobobobo2bo11b2o
2b2obobo12bo2bobo14b6o3bobo28b2o10b2o13bob7o21b2o7bobo23b2o3b2o21b2o3b
ob3o32b2o12b2o17bo9bo25bo8bo27bo11bo9bo33b2obo8b2obo21b2o18bobo39b5o
58b2o4b2o4b2o4b2o16bo17bo$bo106bob2o7b3o33b2o15bobo4bobo10b4o10b2obobo
3b3o10bo6b2o7bobo2bo5bo8bobobo2bobo4b3o24bo12b2obo13bo3bo29bo5bobo13bo
3bobob2o13b3obo2bo2bo9bo3bo2b2ob2o24b2obo8b2obo15bo7bo21bo2bo6bo5b2o
13b2obo5bobob2o22b2o31b2obo10b2obo18b3o7b2o33b2o19bob2ob2obo10b3o7b2o
37b2o10b2o18bobo61b3o14b2o45b2obo6bo5bo$o118bo36bo15bobo6bo25bo2b2obob
o13b6o9bo2bo3b3obo9b3o2bo3b4o2bo23bo13bob2o47bo3bob2o13bo2bobobo20bob
5o11b2o4bo27bob2o8bob2o16b7o22b2o5b3o6bobo13bobo7bobo24bob2o28bob2o10b
ob2o18b2o64b2obobobo4bo6b2o48bo11bo18b2o10bobo2b3o37b2o5bobo13bo2bo44b
ob2o7bo5bo$2o153bo17bo7b2o11b2o11bo4b2o20bo10bobo3bo2bo14bob3o3bo26b2o
10b2o52b4o17b2ob2obob4o11b2ob2o18bobo2bo25b2o10b2o55bo2bobo6bo12bo2b2o
5b2o2bo13b2obo42b2o6b2o23bo8b2o26b2o5b2o24bo6bo7bo8b2o37bo11bo24bo7b7o
5b3o29b2o5b3o13bobobo47b2o4b2o4b2o10b2o27b2o$155b2o37b2o12b3o3bo16b3o
10b2obobobobo11b6o3b3o39bo57b2obo14bo3bob2o2bo11bo2bob4o14bob3o26bo11b
o23b3o27bobo3b3o6b2o12b2o2bo2b2o2b2o17b2o41bo7bo17bo5b2o7bobo17bo7b2o
5bobo23b3o5bo6b2o7bobo37b2o10b2o22bo8b4obob2o42b3o14bo2bo47bo5bo5bo11b
o2b2o6bo7bo6b2o2bo$2o151b2o55b2ob2o16bo16b2ob2o12bo6b2o30b2o11bo50b5ob
ob2o12bobo3bo18bobobo2bo15bo30bo11bo22bo2bo57b3o2b2obo16b3obo3b2o37bo
7bo16b3o3b2obo6bo18b3o6b2o5bo24b2o9bo3b2obo6bo74b2obob4o8bo2bo3bo26b6o
4bo19bo47bo5bo5bo11b2obo4bobo7bobo4bob2o$bo152bo112bob3o2bo30bo10b2o
50bo2bobo16b2o3b2o19b2obobo17bo28b2o10b2o24b2o57bo2bo4bo18bo4b2o37b2o
6b2o19bo4b2o7b3o18bo13b3o22bo8bobo4b2o7b3o73b7o7bo3bo3bo25bo6bo20bobo
47b2o4b2o4b2o15bo3bo11bo3bo$o152bo112b2obo3b2o29bo13b2obo98bo17b2o30b
2obo8b2obo80b7o26b2o31b2obo10b2obo14bobo14bo17bobo14bo15bo5b2o8bo2bo
14bo35b2o10b2o24b3o2bobo40b2o2b3o67b2obo8b2obo17bo5bobo3bobo5bo$2o151b
2o149b2o12bob2o148bob2o8bob2o103b3o5bobo2bo29bob2o10bob2o14b2o33b2o31b
3o3b2obo7b2o51b2o10b2o42bo3bo44bobo2b3o47bob2o8bob2o13b2obo7bo5bo7bob
2o$568b3o18b2o6bobo2b2o131bo4b2o115bob3obo28bo7bo7b7o5b3o67bo2b2o7bo5b
o7b2o2bo$567bo2bo31b2o60b2o33b2o33bobo15bo104bo5bo28bo2bo3bo8b4obob2o
73b2o27b2o$567b2o95bo8bo25bo8bo25b2o16bo5bo97b2obobob2o27bo6b2obob4o8b
o2bo3bo$665bo6bobobob2o20bo6bobobob2o37bo4bobobob2o68b2o9b2o9bo2b2ob2o
2bo22b2o2bo8b7o7bo3bo3bo$664b2o5bob2ob2obo19b2o5bob2ob2obo19b2o20bob2o
b2obo72b5o13b2o7b2o22bo3bo3bo4b3o2bobo87bo17bo$671bo34bo27bo8bo12bo72b
o3b3ob5ob3o3bo39bo2bo26bo3bo67b4o3bo13bo3b4o$175b2o22b2o20bo47b2o64bo
25bo69b2o237b2o33b2o28bo6bobobob2o5b2o71bob2obo3b5o3bob2obo35b3o3bo25b
ob3obo69bo3bo13bo3bo$175bo24bo19bobo24bo21b2o64b3o7b2o9b4o3bo4bo6bo16b
2o37bobo300b2o5bob2ob2obo78bobo17bobo35bo5bo2bo22bo5bo73bo13bo$176bo
17b2o3bo3bo16bobo15b3o3bo2b3o3b2o83bo6bo13bo3bo4bo4bo3b4o11b4obo15b2o
18bo307bo85b2o3b2o2bobobobo2b2o3b2o40bo9b2obo11b2obobob2o69bo19bo$173b
3obob2o12bo2bobob4o15b2obob2o11bobobo2b3o3bo2bo15b4o64b2o4bobo17bo3bob
o3bo3bo14bobo2b3o3bo5bob4o16bob2ob2o302b2o85bo2bo2b3o2bobo2b3o2bo2bo
57b2o8bob2o2bo70b2o15b2o$172bo2bobobo2bo10bob2obo23bo2bo9b3o3b3o4b2obo
bo14bo4bo69b2o15bo7bo4bo28b3o2b3o2bobo16b2o4bo390b2ob2o2bobo3bobo2b2ob
2o37b2o2b3o14bobo7bo3bo$173bo2b2obob2o9b2o2bobobob2o14b2obobo10bo4bo4b
4obobo2b2o9bo2b2ob2obo86b2o5bo7bo19b2o4b3o29b2o62bo43b2o5b2o34b2o5b2o
235bo5bo2b2obobo5bo38bo6bo4b8obobo6b2o3b2o$170b3o4bobo11bo2bo2bo5bo14b
o2bob2o9b2ob2obobo4bobob2obo9bobobobobobo2bo61b3o25bo6b2o20bo12b2o20b
3ob2o61b3o36b2o3bo7bo3b2o24b2o3bo7bo3b2o230bobob2ob2o2bo3b2obobo39b6o
5b2o9b2o$170bo2b5obo12b2o2bobob2o15bobo3bo14bobo3b4obo4bo10bo2bobobobo
bobo60b3o68bo13b2ob2obo6bo2b2o59bo17bo16bobo4bo5bo4bobo24bo4bo5bo4bo
228b2obobo3bo2bo8bobob2o46b2o7bobo$173bo4bo15b5obo15b2obobobo14bobobo
3bo2b2obob2o12bob2ob2o2bo58b2o23b2o8b2o51bo3bobo2bob2obo2bo58b2o15b3o
18bob3obo3bob3obo23b2obob3obo3bob3obob2o225bo2bo3b2o2bo4b4o3bo2bo38b2o
6bo8bobo$174b4o16bo4bo2bo9b2obobobob2o14b2obob4o6bobo14bo4bo60bobo4b2o
17bo10bo23b2o2b4o2b2o17b3o2bobobobob2o76bo18b2obobo3bo3bo3bobob2o23bob
o3bo3bo3bobo230b2ob2o2b2o4bo4b2ob2o40bo15bobob2o$18bo176b3obob2o9bob2o
bo2bo20bo4b6o2bo15b4o61bo6bo19b10o24bo2b6o2bo19bobo3bob2o2bobo63b2o9b
2o20bo5bobobo5bo24bobo5bobobo5bobo230bobobo7b3obobo40bobo2b2ob3o5b3obo
bo$2b2obo12bo8b2o10bo9b2o9b2o6b2o4b2o6b2ob2o9bo11b2obo12bo51b2o19bobo
18bobo22bo2bo2bo4b2o78b2o7b3o13b3o2b6o2b3o22b10o22b2obobo2b2o2b3o61b3o
29bobo2b2obobob2o2bobo24bobo2b2obobob2o2bobo231bobobo9bobobo40b2o3bob
3obo2bo4bo2bo$2bob2o12bo8b2o8b2o9bo10bobo6bobo2bobo6bo3bo9bobo9bob2o
10b3o51b2o20b2o19bo22b2o28b2o71bo13bo2bo2b4o2bo2bo19b3o10b3o17bo2bob3o
3bobo3bo61bo6bo24bo3bo2bobo2bo3bo27bo2bo2bobo2bo2bo159bo74bobo11bobo
48bo2bo3bo2bobobo$6b2o21b2o8b2o10bo18b4o9b3o8bo26bo150b2o86b2o10b2o20b
o2bo8bo2bo17b2o2bo3bo2bob2ob2o61bo5bo21b2o8b2ob2o8b2o18b2o8b2ob2o8b2o
67b2o2bo34b2o7b2o31b2o4bo4b2o69bo13bo46bo10bobob2o$6bo22b2o7bo10b2o6bo
bo10bo2bo10bo14b2o8b3o9bo2b3o268b2o10b2o23b2ob3o67bo5bo18b2o2bo6bo9bo
6bo2b2o10b2o2bobo19bobo2b2o59b2o2b2o3bo32bo2bo5bo2bo29bobo4bo4bobo128b
obobo9bo$7bo49b2o12b2o11bo8b2o13bobobo7b2obobobo305b2o69bo6bo18bobobo
5b3o7b3o5bobobo10bobobo6bo9bo6bobobo59b2o7bo31bobobo5bobobo28bo13bo
128b3obo8b2o$6b2o75b3o13bo8b2ob2o10b2ob2o303bo4b2o72b3o19bob2o3b2ob2o
5b2ob2o3b2obo14bobo6b3o5b3o6bobo66b4o25b3o4bo2bo7bo2bo4b3o18b2ob2o11b
2ob2o123b2o5bo$2b2obo76bo3bo8bobo11bobo11bobobob2o300b2ob2obo62b2o9b2o
17bobobo5b3o7b3o5bobobo10bobobo6bo9bo6bobobo92bo6bo15bo6bo17b2obobo9bo
bob2o122bo2b5o$2bob2o76b2ob2o10bo9bobobobo10b3o2bo305bo65bo28b2o2bo6bo
9bo6bo2b2o10b2o2bobo19bobo2b2o92bo3bo3bobo9bobo3bo3bo20bob11obo125b2o
3bo$2o105b2o3b2o15bo305bobo60b3o15b2o16b2o8b2ob2o8b2o18b2o8b2ob2o8b2o
96bo2bobo6bo5bo6bobo2bo20bobob7obobo$o125b3o307b2o60bo17bo21bo3bo2bobo
2bo3bo27bo2bo2bobo2bo2bo75bo27bobo2bo3b2o5b2o3bo2bobo23bo5bo5bo$bo124b
o51bo2b2o14b2o7b2o16b2ob2o2b2o12bo24bo2bo243b3o17bobo2b2obobob2o2bobo
24bobo2b2obobob2o2bobo72b3o27bo3bo3bobo3bobo3bo3bo236b2obo8b2obo44b2o$
2o174b3o2bo15b2o7b2o17bobo2bobo11bobo23b4o245bo18bo5bobobo5bo24bobo5bo
bobo5bobo71b3o31bo4b2o3b2o4bo34bo205bob2o8bob2o44b2o$2b2obo164bob2obo
6bo37b2o3bo3b2o13bobo288b2obobo3bo3bo3bobob2o23bobo3bo3bo3bobo68b2o9b
2o23b3o4b3o3b3o4b3o30b3o202b2o4b2o10b2o$2bob2o164b2obobo2b5o14b4o3b4o
12bo2b2obo4bo9b2obob2o20b8o262bob3obo3bob3obo23b2obob3obo3bob3obob2o
65b2o9b2o30bobo3bobo33b2o7b2o198bo5bo11bo41b6o$173bo2b2o18bo4bobo4bo
12b2obobob4o2bo6bob2o2bo19bo3bo4bo259bobo4bo5bo4bobo24bo4bo5bo4bo112bo
5bo34b2o7b2o199bo5bo11bo39bo2bo3bo$173bobo2b2ob2o12bob3obobob3obo12bob
obo5b3o10b3o18bo2bo3b3obo259b2o3bo7bo3b2o24b2o3bo7bo3b2o110b3o3b3o242b
2o4b2o10b2o20b2ob2o14b2o2b3o9b2o$170b2obobobo2bo2bo8bo2bo5bobo5bo2bo7b
o3bo4b3o13bo2bo17bob2o3bobobo264b2o5b2o34b2o5b2o72bo11bo283b2obo8b2obo
22bo3bo19bo10bobo$171bo2bobobobo2bo7bobob2obobo3bobob2obobo6b2o11b2o
11b3o14b2obo7b2obob2o384bobo9bobo22b3o17b3o237bob2o8bob2o24b2o4b2o5b2o
7b2o10b2o$171bo2bo2bobobob2o7bo2bo5bobo5bo2bo10b3o4bo3bo14b2o13bob2o9b
obo385bobo2b5o2bobo25bo15bo28bo11bo203b2o4b2o20b2o2b4obobo3bo6b3o5b2o$
23bo148b2ob2o2bobo13bob3obobob3obo10b3o5bobobo13b2obob3o10bobo9b2obo
62bob2ob2obo32b2o10b2o36b3o226b2obo2bob5obo2bob2o18bo3bo15bo3bo23bobo
3b3o3bobo202bo5bo20bobo2bo4bob4o5bo4bo4b2o$21bobobo151b2o2bo14bo4bobo
4bo11bo2b4obobob2o12b2obobob3o7b2obob2o7bob2o61b2obobob2o31bo2bo8bo2bo
36b2o226b2obo4b5o4bob2o17bobo2bo15bo2bobo22bob4o3b4obo203bo5bo19bo5bo
2bobo4b3obob4obo3b3o4b4o$19bobobobobo144b5o2bobob2o12b4o3b4o15bo4bob2o
2bo15b2o4bo9bobobo3b2obo104b3o10b3o35b2o230bo13bo18bo2bobo19bobo2bo17b
2obo13bob2o199b2o4b2o16b2obobo9bo2bo2bobobo3b3o2b2o5bob2o$20b2obob2o
145bo6bob2obo39b2o3bo3b2o17b4o10bob3o3bo2bo64b3o3b3o34b10o39bo230bobo
4bo4bobo18bo3bo3bobo9bobo3bo3bo17b2ob2o2b2o3b2o2b2ob2o195b2obo8b2obo
13bobobo5b2o2b2ob3o2b3o3bobo2b2o3bob2o17bo3b2o$18bo4bo4bo144bo2b3o18b
2o7b2o14bobo2bobo22bo14bo4bo3bo65bo2bobo2bo33bo2b6o2bo34b2o234b2o4bo4b
2o19bo6bo15bo6bo20bo13bo32b2o4b2o6bob2o37b2o109bob2o8bob2o13bobob3o2b
2o2b3o3b2o2b3obo2bo2b2o7bobo13bobo2bo$19b4ob4o144b2o2bo20b2o7b2o14b2o
2b2ob2o22bo14b8o68b2ob2o27b2o6b2o2b4o2b2o35bob2o237bo26b3o4bo2bo7bo2bo
4b3o21bobo9bobo33bo5bo6b2obo37bobo138bobo2b4obobob2ob3o2bobo2b3o2bo7bo
3b2o10bobo4bo$18bo4bo4bo223b2o86b5o3b5o23bobo54bo272bobobo5bobobo29b2o
3b3o3b2o33bo5bo5b2o43bo2b2o136bobobobobobo5bo3bo2b2obob3o2bo4b2ob2o10b
obo4b2o2b2o7b2o$20b2obob2o243b4o60b2o3b5o5b5o3b2o19b3o25b2o25bo65bo3b
2o5b2o3bo49b2o13b2o125bo2bo5bo2bo76b2o4b2o5bo27b2o13b2obobo136bobo3bob
o2b2obo2b3o6bo11b2ob2o10b3o3bo2b3obo6bo$19bobobobobo242bo2bo60b2o2bo3b
obo3bobo3bo2b2o18bo3bob2o20bobo90bobo2bo7bo2bobo49bo6b3o3bo2bo125b2o7b
2o79bob2o6bo29bo16bo139bob4obo4b2obo2bo8bo9bobobo6b2o2b3o2b4o4b3o6bo$
21bobobo312bo4b2o3b2o4bo22b2obo5bo6bo9b3o25b3o64bobo4bo3bo4bobo49bobo
5bo3bo219b2obo6b2o28bobo11b4o140bo6b3o4b2obo3bo3bo7bobobo10b2o11b2o4bo
b4obo$23bo315bo13bo26bo5bo6b2o7bo3bo18b2o3b5o64bob5o3b5obo51b2o4bo4bo
2bob2o217b2o6bob2o25b2o6b2o3bo3b2o140bo6bob3o3bob3o3bo7b2ob2o9b2o2bo5b
3obob2o2bobo3bobo$377b2obo5bo6b2o3bo2bo2b3o18b2o2bo3bobo65bo11bo60bo2b
obob3o219bo6b2obo39b3o2bo138b2o7b2o2b2o3bo2bo10b2ob2o4bo3b2o3b3o4b2obo
3bobo2bobo2bo$339bo13bo23bo3bob2o8b3o2b2obo27bo4b2o64bo3b2o3b2o3bo58b
3obobo2bo219bo11b2o39bob2o151bo3b2obo10b2o3bo7bo2bo6b2o4b2o2bo2bo3b2ob
obo$338bo4b2o3b2o4bo23b3o9b4o4bo2bo2b3o23bo68bo4b2o3b2o4bo56b2obo2bo4b
o4b2o212b2o11bo17bo21bo155bo2bobo13bobo9bob4ob3obo3b2obo2bo5b2obobo$
334b2o2bo3bobo3bobo3bo2b2o17bobo11b3o9bo3bo92b2o13b2o62bo3bo5bobo223bo
18b3o18b2o154b2o3bo17b2obo4bo4bo2bo2bo4bobo5bo3bo2bobo$215b2o117b2o3b
5o5b5o3b2o17b2o5b2o18b3o21bo146bo2bo3b3o6bo223b2o20bo194b2obo6b2obobo
5bobo2b4o4bo6bob2o$177b2ob2o26b2o3bo4bo3b2o27b2o87b5o3b5o30bo5bobobo
11bobo19bo76bo5bo64b2o13b2o210b2o6bob2o15b2o4b2o8b2o184b4o6b2o2bob4obo
b3o7bo7bo$178bobo27bo2bobo4bobo2bo28bo7b2o82b2ob2o31b2obo5bobobobo10b
2o18b2obo74bo5bo291b2o6b2obo16bo13bo2bo193b2o3bo4bo5b4obobo2bo2bobo$
177bo3bo23b2obob2obo4bob2obob2o23bo5b2o2bo2bo4bobo71bo2bobo2bo29bob2ob
2ob2o6bo32b2o72bobo3bobo318bobo12b3o193b3o3b3o6bo3bobob4o2b2o$173b2obo
5bob2o19bo2bo2bobob2obobo2bo2bo23b2o4bobobob2o3bob2o71b3o3b3o34bobo3b
2ob2o30bo144bo259b2o13bo181b2o19b2o5b2o4b2o$173b2obob3obob2o21bobo4bo
2bo4bobo33bobo6bo117bob4obobo31b2o139b2o3bo2b2o95b2o7b2o25b2o51b2o75bo
13b2o174bobo11bo18bo3bo$176b7o25bo6b2o6bo29bo3b2obob2o2b2ob4o69b2obobo
b2o35bo3bobobo30b2o132bo7b2o3bobobo94bo2bo5bo2bo24b2o52bobo72b3o12bobo
174b2o9b2o3b2o14b2ob2o$173b3o7b3o25bo2bo2bo2bo25b2obo2bob2o4bobobo4bo
3bo68bob2ob2obo36bo3bobo31b3o130bobo5bo3b2o3bo94bobobo5bobobo69b2o3bo
5bo71bo2bo13bo184bo6bo$170bobo2bo7bo2bobo21bob2o4b2obo25bobo4bobo2bo2b
ob3obo2bobo112b2o4bo106b2o13b2o42b2o7b2ob2o91b3o4bo2bo7bo2bo4b3o14b6o
42b2o3b2o3bo73b2o8b2o4b2o184b6o$2obo166b2o2b2o3bo3b2o2b2o22bo8bo26bob
2obobob3ob3o5bob3o226bo4bobobobo4bo51b2o93bo6bo15bo6bo12bo2bo3bo135bo$
ob2o18bo20b2ob2o10bo11bo11b2o14b2o9b2o8bo54b2o2bobo2b2o62b2obo3bo3b2o
2bo237bo3b2o3b2o3bo147bo3bo3bobo9bobo3bo3bo12b2o2b3o8b3o37bobo66b2o18b
3o190b2o$4b2o16b3o3bob3o6bo4bob2o5b4o3bo7bo3b4o5bo2bo10b2o2bo5b2obobo
8b3o48b2o2b2o3bo3b2o2b2o18b2o14b2o22bob2obobob3ob3o5bob3o228bo11bo148b
o2bobo6bo5bo6bobo2bo17bo8b2o2bo20bo10b2o4bo67bo21bo190b2o$4bo16bobo3bo
bo8bob2o2bo11bo3bo7bo3bo8bobo2bo7bo10b2obo13bo47bobo2bo7bo2bobo18bo2b
4o4b4o2bo22bobo4bobo2bo2bob3obo2bobo225bob5o3b5obo27b2o16b2o101bobo2bo
3b2o5b2o3bo2bobo19b2o5b2o4bo19bobo8bo2bo68b2obo$5bo12b3obo3b3o10b4obo
15bo7bo13bo3bo7bobobo9bo12b2o50b3o7b3o22bobobobo2bobobobo22b2obo2bob2o
4bobobo4bo3bo224bobo4bo3bo4bobo27bo18bo101bo3bo3bobo3bobo3bo3bo20b2o
10b2o29b2o6bo64bo2b3o$4b2o22bo13b2o13bo13bo14bo6b2o3bo9bo2bo64b7o24b2o
bo3b4o3bob2o28bo3b2obob2o2b2ob4o225bobo2bo7bo2bobo27bob2o12bo3bo104bo
4b2o3b2o4bo24b2o3bo6bo9b2o8b2o3bo5b2o6bo65b2o3bo3b2o6b2o$2obo54b2o9b2o
12bo11b3o11b2obo10b2o48b2obob3obob2o25b2o6b2o37bobo6bo86bo144bo3b2o5b
2o3bo29bo13bo5bo100b3o4b3o3b3o4b3o15b3o3b3o2bo5bo9bobo8bo5bob6o5bo67b
4o11bobo$ob2o80b2o9bo16bo10bo49b2obo5bob2o27b2o2b2o31b2o4bobobob2o3bob
2o83bo194bo2b2o5b2obo110bobo3bobo28b2o3bo5bo7b3o13bobo5b2o74bo16bo$4b
2o106b2o10b3o50bo3bo31bo2bobo31bo5b2o2bo2bo4bobo82b3o194bob2o5b2o2bo
110bo5bo29b2o13b2obo3bo11b2o8bo8b2o3b2o57bobob2o13b2o$4bo121bo51bobo
33b2o36bo7b2o285bo5bo13bo105b3o3b3o28b2o5b3o3bo5bob2o20b2o8bobo2b2o57b
2o2bo$5bo171b2ob2o69b2o100b3o192bo3bo12b2obo141bo12bo5bo19bo3b2obo6b3o
65bobo$4b2o543bo18bo97b3o17b3o16b2o2b3o11bo5bob2o15bobo4b2o75b2o$2obo
345b2o2b3o2b2o190b2o16b2o99bo15bo19bo2bo3bo12b2obo3bo11b2o2bo2bo$ob2o
345bobo2bo2bobo305bo3bo15bo3bo16b6o17b3o12b2o3b2o17b2o$350bo7bo305bobo
2bo15bo2bobo27b2o11bobo32bobo$662bo2bobo19bobo2bo15b2o6bob2o12b2o18bo
8b3obo5bo$350bo7bo303bo3bo3bobo9bobo3bo3bo15b2o5bo36bo5bo7bo3b2o$349bo
bo2bo2bobo302bo6bo15bo6bo25bo33bo4bobo$21b3o10bo19b2obo12bo2bo13b3o14b
3o11bo230b2o2b3o2b2o303b3o4bo2bo7bo2bo4b3o22b2obo38bo2bo8bobo$34b3o17b
ob2o12bo2bo44b3o549bobobo5bobobo29b2o36bo4b2o10bo$20bo4bo11bo13b2obo
14b2o2b2o11bo4bo11bo17bo231b3o315bo2bo5bo2bo67bobo208b2obo6b2o4b2o25bo
7b2o$19bobo3bo10bo2b2o11bobob4o7b3o4b3o8bobo3bo9bo7bo10bo551b2o7b2o
279bob2o7bo5bo25b3o5b2o7bo$19bo2bo2bo10bo4bo9bo7bo23b3o2bo2bo9b4o4bo
10bo2bo229b3o8b2o3b2o378bo3b2o3b2o200b2o4b2o4bo5bo20bo8bo11b3o$18b2o3b
o13b2o2bo9b4obobo30bo15bo3bo13bo30b2obo181b2o3b2o8bo9bobobobo377bo5bo
3b2o200bo5bo5b2o4b2o19b3o5b2o10bo$20b3o17bo15bob2o7b3o4b3o10b2o12b2o2b
obo13bo2b2o28bob2o181bobobobo8bo11bobo380bobo209bo5bo6bob2o24bo15bobo$
20bo20b3o9b2obo12b2o2b2o12bo13bobobo15bo30b2o4b2o12b2o13bo3bo8b2o19b2o
9b2o14bo15b2o14bo60bobo19bo2bobo2bo379b2o207b2o4b2o6b2obo23b2o13b5o$
43bo9bob2o13bo2bo13bo14b2ob2o15b2o3bo24bo5bo12b3o12b7o6bo2bo18b2o8bobo
14b2o12bob2o13b3o56bo2bobo2bo7b3o3bo2bo2bobo2bo2bo587b2obo12b2o36b3o$
70bo2bo51b2obo24bo5bo10bobo2bo2b2o6b2obob2o7b5o25b3o14b2obo10bo16bob3o
52bo2bo2bobo2bo2bo4bobo3b2o4bobo4b2o421b2o4b2o6b2obo148bob2o13bo$128bo
23b2o4b2o10b2o2b2o2b2o8bobo10b2obo25b2o14bo2b3o12bo12bo3bo53b2o4bobo4b
2o4bo5bo2bo2bobo2bo2bo422bo5bo6bob2o28bo3b3o117b2o10bo42b2ob2o$128b2o
24b2obo16b2o26bobo15b2o11b2o10bobobo10b2obo12bo3bo54bo2bo2bobo2bo2bo
13bo2bobo2bo98b2obo6b2obo21b2o15b2o272bo5bo5b2o31bobo2b5o3b2o110bo11b
2o11b2o28b2obo2bo$154bob2o29bo3bo10bob2o14b3o9b3o9bobobo11b2o13b3obo
58bo2bobo2bo19bobo101bob2o6bob2o22bo15bo273b2o4b2o4bo32bo3b2o3b2o2b2o
111bo22bo2bo2b2o26bob2o$152b2o4b2o27bo3bo10b5o7b2o2bo2bobo18b3o2bo28b
3o62bobo11bo8bobobobo103b2o8b2o18bo19bo273bob2o7bo32bo2bo3b2o115b2o23b
2o2bobo26bo$152bo5bo28bo3bo12bo2bo6b2o2b2o2b2o19bob2o30bo61bobobobo9bo
8b2o3b2o103bo9bo19b5o11b5o273b2obo6b2o33b3o3bo112b2obo12b2o13b2o8bobo
17b2o$153bo5bo45b2o11b2o12b2o10b2o93b2o3b2o8b3o118bo9bo22bo11bo281b2o
6b2obo148bob2o12b2o13bo26bobo2b2o$152b2o4b2o72b2o11bo228b2o8b2o16b4o
17b4o276bo6bob2o29b3o3bo140b2obo7b2o17b2o2bo2bo$154b2obo196b3o113b2obo
6b2obo18bo2bo17bo2bo275bo5b2o4b2o26bo2bo3b2o139bo2bob2o5bo4b2o16b2o$
154bob2o312bob2o6bob2o318b2o4bo5bo12b2o12bo3b2o3b2o2b2o136b2ob2o5b2o3b
obo$350b2o2b3o2b2o107b2o14b2o323bo5bo11b2o12bobo2b5o3b2o153bo$25bo23b
2o3bo3b2o22bo25b3o3b3o233bobo2bo2bobo107bo15bo27b2ob2o3b3o285b2o4b2o
26bo3b3o158b2o$24b3o22b2o2b3o2b2o21bobo90bo34bo141bo7bo109bo15bo20b2o
4b2ob2o2bo2bo279b2o6b2obo201b2o$22b3ob3o22b3ob3o22bobobo21bo4bobo4bo
70bo32b2o17b2o17b2o11bob2o191b2o14b2o33bo3bo278b2o6bob2o183b2o16bo$22b
o5bo22bo5bo22bo3bo21bo4bobo4bo53bob3o11b3o16b3obo10b2o13b2obo2bo12b2ob
o2bo10b2obo74bo7bo110b2obo6b2obo36b4o474bo10b2o5b3o$21b2o5b2o20b2o5b2o
19b2o2bo2b2o19bo4bobo4bo55b2obo9b3obo14bob2o26bobob2obo12bo3bobo87bobo
2bo2bobo109bob2o6bob2o22b3o13bo472b3o11bo8bo$20b2o7b2o18b2o7b2o17bo4bo
4bo20b3o3b3o57bob2o10bo3bo13b2obo10b6o10bobo4bob2o11b2obo11b3o74b2o2b
3o2b2o140b2o3bo2bo3b2o11b2o467bo7b2o5b3o$21b2o5b2o20b2o5b2o17bobob2ob
2obobo86b3obo9bo3bo10bob3o10bo6bo7b2ob2ob2obobo8b4obo9b2obo3bo224bo8bo
bo2bo11bo104b2obo10bob2o32b2o49b2o4b2o262b2o7bo$22bo5bo22bo5bo19bo4bo
4bo20b3o3b3o73bob3o23bobo2b3obo7bobo5bobo7bo3bo2bo8b2obo3bo77b3o141b2o
bo2b3o2bo3b2o12bob2o101bob2o10b2obo23bo7bobo49bobo2bobo$22b3ob3o22b3ob
3o20b2o2bo2b2o19bo4bobo4bo58bo13b3o12bo12bo6bo8bobob2ob2ob2o7bobob3o
11bobobob2o218bob2ob6o15b2ob2obo105b2o6b2o25b3o8bo52bo2bo$24b3o22b2o2b
3o2b2o20bo3bo21bo4bobo4bo73bo27b6o8b2obo4bobo12bo14bo3bob2o74b3o146bo
21bo110bo8bo24bo7b3o53bo4bo$25bo23b2o3bo3b2o20bobobo21bo4bobo4bo118bob
2obobo12bob2o12b3o79bo147bobo17bobo111bo6bo26bo5bo56b6o$81bobo138b2o
13bo2bob2o11bobob2o94bo148b2o17b2o111b2o6b2o21bo3bo4bo3bo54b4o$82bo25b
3o3b3o105b2o14b2o15b2o15bob2o232bo11bo111b2obo10bob2o25bo3bo$272b2obo
228b5o11b5o107bob2o10b2obo17bo3bo3bo2bo6bo60bo2b2o$504bo19bo111b2o12b
2o10b2o4bo3bo2bo3bo4b2o59bobo2bo$506bo15bo113bo14bo10bo6bo2bo3bo3bo53b
o10bobobo$505b2o15b2o113bo12bo17bo3bo47b2o11b3o8b2obob2o$636b2o12b2o
15bo3bo4bo3bo38bo2bo9bobobo7bo2bo3bo$632b2obo10bob2o20bo5bo37bo2bo2bob
o12b3o6b3o2b2obo43b2o4b2o5bob2o24bo7bo$632bob2o10b2obo17b3o7bo36b5obob
2o20b4o4bo44bo5bo5b2obo23bobo5bobo$665bo8b3o43bo2bo20b3o2b3o44bo5bo10b
2o22bo7bo$175b2ob2o16b2o14bo18bo18b2o18b2o392bobo7bo41b3o2b3o20bo2bo
48b2o4b2o10bo$171b2o3bob2o16b2o14b2o2b2o12bobo14b2o2bo17b4o391b2o49bo
4b4o20b2obob5o44bob2o11bo$172bo2bo35b2obo2bo13bo13bo2bobo17bob2ob2obo
438bob2o2b3o6b3o12bobo2bo2bo44b2obo11b2o202bo$170bo4bob3o34b3o28b2o3b
2o21b2o2bo438bo3bo2bo7bobobo9bo2bo53b2o7b2o149b2obo8b2obo76b2o11b2o$
170b5obobobo15bo16bo15b5o15bo4bo13b2o2b2o2b3o438b2obob2o8b3o11b2o55bo
8bo18b3o3b2o5b2o3b3o110bob2o8bob2o21bo15b3obo33bobo$71bobobo100bobobo
14b3o10bo5b3o9bobo5bobo11bob4obo12b4obo2b3o25b2o10b2obo18b2ob2o26bo25b
2o32b2obo285bobobo10bo68bo8bo26b2o3b2o115b2o4b2o4b2o24bobo13bob2o35bo
11bo3bo$2o4b2o12b2o2b2o2b2o11b2o28bobobo31bo3bo58b4o2b3ob2o11b2ob2o8b
3o4bo2bo9b2obobobob2o11bobo4bo11bo2bo3bo2bo27bo10bob2o17bobobobo24bobo
23bobo32bob2o284bo2bobo79b2o7b2o15b2o5bo2bobobobo2bo5b2o105bo5bo5bo32b
o8b2obo4bo25bob2ob2o4b2o4bo4bo$bo5bo12bo2b4o2bo10b3o9b2o2b3o2b2o8bo3bo
10b2o2b4o2b2o9b5o10b3o45bo4bo3bo12bo2bo11bo2bobob2o13bobobo12b2o2b2ob
2o11b3o2bob4o27bo15b2o15bo5bo23bobobo22bobob2ob2o23b2obo287b2o2bo87b2o
16bobo5bo11bo5bobo105bo5bo5bo17b2o7bo4b3o4bob3o4bobo24b2ob2o5bobo6bobo
bo$o5bo14b8o10bob2o9bo2b5o2bo9bobo11bo2b6o2bo11bo12b3o47b2obobobo15bo
12b2obobo15bo3bo13bobo5b3o8b3o2b2o2b2o27b2o14bo13b2obo5bob2o18b3obob3o
21bobobobobo20b3obob3o377bo16bo7bo2bobobobo2bo7bo104b2o4b2o4b2o16bobo
6b2o7bo44bo4bo9bobobo$2o4b2o10b3o8b3o6bobo12b9o9bo3bo11b10o11bobo9b3o
2b2o46bobob2o30bobobo16b3o14bo2b5o2bo9bo2b2o49bo12bobo2bobob2obo15bobo
3bobo3bobo20bo3bobo19bo4bobo2bo295b4o69b2o5bo16b2o10b2o3b2o10b2o105b2o
bo8b2obo12bobob2o3b5o3b2o5bo6bo31bo2bo3bo8bo4bo$2bob2o12bo2bo6bo2bo6bo
2bo8b3o9b3o6bobobo8b3o10b3o9bo15b2o46bobo15bo2bo12bobob2o33b2o7bo12bob
2ob2obo27b2o14b2o15b2obobo19b2ob2o5b2ob2o20bo3bobob2o16bob2o3bobobo35b
2obo6b2o4b2o19b2o64b2o153b6o68b2o5b2o26b2o5b2o116bob2o8bob2o13bobobo3b
2ob2o4b3o10b2o30b2obobo11bo3bo$2b2obo13b2o8b2o8b2o9bo2bo7bo2bo6bobobo
8bo2bo8bo2bo7b5o12b3o47b2o16b2o13b2o21b2obo18b3o17b4o29bo10b2obo18bobo
bo22bobo3bobo18b2obobo3bobob2o17bobo3bobobo35bob2o7bo5bo18bobo63b4o
152bo4bo99b2o2b3o3b3o2b2o116b2o4b2o4b2o13bo6bo8b4o5b5o30bo4bo$6b2o43b
2o9b2o21b2o10b2o8bo3bo12bo105bob2o18bo20b2o29bo11bob2o17bo2b2o23bo7bo
18bob2obobobobo22bobobobob2o38b2o4bo5bo19bo61bob2ob2obo152bo2bo100b2o
2b3o3b3o2b2o116bo5bo5bo14b2o13bo2b2o5b2ob2o5b2o22b3o4bo2bo3bo4b2o$7bo
116bo179b2o14b2o15b2o27b7o23bo2b3obo18b4ob2obobo41bo5b2o4b2o12b2o2b2ob
4o56bo2b2o155bobo2bobo102b2o5b2o121bo5bo5bo13b3o12bo3bo8bo6bobo22bo4bo
8b2o$6bo313bo72b2o2b2o3bo19bo2bo3b2obo42bo6bob2o14bo2bobo4bo55b3o2b2o
2b2o150b2o4b2o91b2o10b2o3b2o10b2o109b2o4b2o4b2o13b3o3b2o8b2obo12b2obob
o22b2obobo7bo$6b2o296b2o15bo43bob2ob2obo19bo5b3o24b2o3bo42b2o6b2obo16b
2obob2o2b2o53b3o2bob4o250bo7bo2bobobobo2bo7bo106b2obo8b2obo15b3o2bo2bo
9b2o12bobobo23bo2bo3bo$305bo14b2o43b2obobob2o21bo3bo28b3o39b2obo12b2o
15bobo3b2o2bo53bo2bo3bo2bo249bobo5bo11bo5bobo106bob2o8bob2o15b3o6bo17b
o6bo25bo4bo$304bo11b2obo74b2o32bo41bob2o13bo15bobob2o2b2obo53b4obo2b3o
249b2o5bo2bobobobo2bo5b2o138b2o3b2obo17bob2o3b2o20b2ob2o5bobo$6b2o296b
2o10bob2o148b2o16bo17bo4bo4bo53b2o2b2o2b3o259b2o3b2o148bo6bo17bo6b3o
20bob2ob2o4b2o$6b2o460bo17b2o17b3obob3o59b2o2bo253b3o3b2o5b2o3b3o139bo
bobo23bo2bo2b3o25bo$184bo22bo26bo15bo15bo202bo37b2ob2o56bob2ob2obo413b
obob2o24b2o3b3o25bobo15bo$54bo119b2o8b3o19b3o21bob3o14bobo14b3o199b2o
99b4o13b2o402bobo6bo25b3o26b2o10bo4bo12b2o$21bobo14bo15bo13b2o15b2o15b
2o19bo49bobo11bo18b3o21b2o18bo18bo200b2obo12b2o11b3o23b2o33b2o8b2o10b
2o4b4o399b2o5b2ob2o23b2o37bob2o2bo12bobo$19b3ob3o11bobo14bo12bo2bo14b
2o15b2o18b3o48bo8b3o2bo12b2o2b2o3b2o2b2o18b2o2bo30b2o9b2o189bob2o12b2o
10bo57b2o2b2o2b2o16b2o2b2ob3o406b5o17bo6bo37bo20bo$18bo3bo3bo9bobobo9b
2o5b2o9b2obo50b3o45b2ob2o6bobobob2o11bo2b9o2bo15b3ob4o10b5o26bo218bo3b
o9bo4bo5bo3bo28b2o2bo2bobo9bo10bo250bo7bo152b2o17b2ob2o3bobobo36bobo
10b2o4b2ob2obo$18bobobobobo6bo2bobobo2bo8bo3bo14bo2bo10b4o13b4o11b2o2b
o3bo2b2o40b2obo4bo2b2ob2obo13b13o12b2obo17bo3bobo23bobo218bo2bobo7b2o
4b2o4bo4bo33b3o10b2obo257bobo5bobo152bo6bo5b2o3b5o3b2obobo36bo11bobo5b
2ob2o$19b7o6bobobo3bobobo8b3o10b3o2bobobo8bobo2bob2o8bo4bob2o7bo2b7o2b
o43bo2bo2bobo2bo2bo10b3o13b3o10bob3ob3o10bobobo2bo23b2o221bobo2bo4b3o
4b3o5bobobo32b2o11bo2bo258bo7bo166bo7b2o6bobo50bo4bo$33bo2bobobo2bo6b
2ob3ob2o6bo3b2o2bobo8bo3b2ob2o8bo3b2ob2o8b11o44bob2ob2o2bo4bob2o7bo2bo
11bo2bo9bo5bo2bo10bob2o3b2o14b5o227bo3bo5b2o4b2o7bobobo40bo5b2o418bobo
4b3obo4b3o4bo7b2o49bo3bo2bo$19b7o10bobobo10bob3obo6bobo2b2o3bo6b2obo2b
obo8b2obob2obo8b3o11b3o40b2obobobo6b2ob2o8b2o13b2o10b4o2bobo10b2o3b2ob
o15b2ob2o231bo6bo4bo9bo4bo38b2o5bo419bo4bob2o8bo57bo7bobob2o$19bo2bo2b
o11bobo14bo9bobobo2b3o7b2obo4bo8b2obo4bo8bo2bo9bo2bo41bo2b3o8bo19bo24b
ob2o10bo2bobobo15b5o228b3o23bo3bo39bo5b2o423b2obo13bobo48b2o8bo4bo$38b
o15bo10bo2bo16b4o13b4o10b2o11b2o42bo11bobo19bo16b4ob3o14bobo3bo11b2o
254bobo49b2o5bo421bob3o15bo45b2o4bo3bo2bo4b3o$54bo13bob2o50b3o49b3o8b
2o20bo16bo2b2o18b5o11bobo257bo5b2o41bo2bo11b2o492bo4bo$69bo2bo14b2o15b
2o17bo52bo53b2o31bo243b2ob2o7bo2bo49bob2o10b3o43b2obo10b2obo12b2o43bo
295bo61bo3bo11bobob2o$70b2o15b2o15b2o17bo103b3obo17bo12b2o9b2o29b2o10b
2o4b2o11bo5bo14b2o22bo2bo25b2o17b2o75b3obob3o4bobobo41bo10bo9bobo2bo2b
2o37bob2o10bob2o13bo42bobo35b2o3b3o3b2o308bo4bo8bo3bo2bo$227bo20bobo
22bo31bo11bo5bo10bobo3bobo12bo2bob2o18b6o20bobobo17bo75bo4bo4bo3bo2bo
37b3ob2o2b2o16b2o2b2o2b2o41b2o6b2o17bobo39bobo2bo32bobo9bobo309bobobo
9bo4bo$249bo24b3o27bo11bo5bo13b2ob2o14bob2obobo23bo17b3obo20b3o4b2o65b
obob2o2b2obo4b2o38b4o4b2o10b2o8b2o45bo7bo19b2o3b3o31b3o2b2obo31bo13bo
310bobobo6bobo5b2ob2o$276bo27b2o10b2o4b2o11b2o3b2o12b2o4bobo15b5obobo
2bo13bo3bobo21bo4bo66bobo3b2o2bo49b2o13b4o55bo7bo22bo3bo23bo5bo3b2o3bo
2b2o24b2ob2o2b2o3b2o2b2ob2o308bo4bo4b2o4b2ob2obo$318bob2o14b2ob2o12bo
2bobobobob2o12bo3bo4b3o12bo2bobobo3b2o12b3obob2obo65b2obob2o2b2o61bob
2ob2obo53b2o6b2o22bo3bo23b3o4b3o2b3o3b2o24b2obo13bob2o309bo3bo11bo$
304b2o12b2obo31b2obob3obo2bo13bo4b3o15bob2o2bob2o2bo11bobobobobo2b2o
61bo2bobo4bo62bo2b2o54b2obo10b2obo18bo3bo26bo5bobo35bob4o3b4obo326bobo
$305bo16b2o32bo6b2o11b3o3bo4bo13b2o2bo3bo2b2o12bo3bobo2bobo62b2o2b2ob
4o61b3o2b2o2b2o49bob2o10bob2o19b3o26b2o6bobo34bobo3b3o3bobo313b2o11b2o
$304bo18bo32bobob2obo12bo2b9o16b2o4b2o13b2obob2o2b2obo68bo65b3o2bob4o
53b2o6b2o4b2o55bo7bo23b2o3bo11bo3b2o$78bo225b2o16bo34b2obo2bo15bo21b2o
2bo6b2o13bobo7b2o67bobo64bo2bo3bo2bo52bo7bo5bo38b2ob2o21b3o20bo2bo8bo
8bo2bo$322b2o37b2o17b6o14bo2b2ob5obo14bo3b6o2bo67b2o65b4obo2b3o52bo7bo
5bo14b3o21bobo8bo11b2o3bo18bobobo17bobobo32b2o4b2o6b2obo12b2o15b2o14b
2o10b2o21b2o$23b2o47b2obo5bob2o13b2o25b2o177b2o76bo2bo14b2o3bobobo2bo
15b3o5bob2o134b2o2b2o2b3o51b2o6b2o4b2o13bo3bo20bo2bo6b3o9bobob2obo17bo
bob2o5bo3bo5b2obobo33bo5bo6bob2o12bobo13bobo13bo2bo8bo2bo19bobo11b3o$
23b2o24b3o20bo5bo5bo12bobo25bobo46bo49b2o29bo49bo99bo5bo20bobobobo140b
2o2bo48b2obo10b2obo15bo3bo17b2obo8b2ob2o9bobobobo15b2obobo2bo4bo3bo4bo
2bobob2o30bo5bo5b2o4b2o12bo13bo15b3o10b3o19bo12bo$44b2ob7ob2o16b2ob2ob
2ob2o13bobob2o19b2obobo46b3o47b2o28bobo47bo17b2o82bob3o17b5obobobo135b
ob2ob2obo49bob2o10bob2o15bo3bo18bobobobo3b3ob3o12bob2o14bo2bo3b3o3bo3b
o3b3o3bo2bo30b2o4b2o4bo5bo13b2o2bo5bo2b2o18b10o17bob2ob2o4b2o5bo3bo$
23b4o17bo3bobobo3bo41bobobo19bobobo50bo77bo48b2o16b2o80bobobo19bo5bob
2o137b4o87b3o3b2o14bob2obobo3b2ob2o10bo2bo14b2obo2bobo2bo5b3o5bo2bobo
2bob2o29bob2o7bo5bo15bobo3bobo20bo2b6o2bo16b2obo2bo3bobo5bo2bobo$22bo
4bo17b4o3b4o19b2o3b2o18bo23bo51b2o9b2o215b2o25b3obo140b2o94bobo14bo3b
2o4b3o13bobo14bo2b2o4b2o15b2o4b2o2bo29b2obo6b2o4b2o12b5o5b5o17b2o2b4o
2b2o21bo4b2o8bobo2bo$21bobob2obob2o15bo5bo15b2o15b2o12b2o21b2o62bo65b
5o173bo3bo238bo15b3o6b2o13b2ob2o14b2o4bobo17bobo4b2o34b2o6b2obo14bo6bo
6bo52b2obo10bo3bo$21bob3o2bob2o15bo5bo15bo2bo3bobobo3bo2bo12b3o19b3o
54bo5bobo26b2o36bo4bo177b2o237b2o16bo6b3o33bobobobo17bobobobo37bo6bob
2o16b12o32bo17bo2bo3b2o12bo3b2o$18b2obo2b3obo12b2o3b2o5b2o3b2o10b3ob9o
b3o13b3o19b3o53b3o4b2o26b4o34bo2bo444bobo6b2o25bo4bo3bo11bo3bo4bo36bo
5b2o4b2o13b2o10bobo16bo12b2o17bo2b3o2bo9b3o4b2o$18b2obob2obobo12bo2b5o
bob5o2bo13bo4bo4bo16b3o19b3o52b5o30bob2ob2obo27bo2bob2o445bobo5bo27b4o
3bobo9bobo3b4o37b2o4bo5bo18b6o3b2o16b2o4b3o25b2o4bo3bo12b2o$22bo4bo14b
3o4b3o4b3o13b2o9b2o15b3o19b3o51b2o3b2o34b2o2bo25bobobo5bo434b2o3b3o2b
3o4b3o31bobo2b5o2bobo51bo5bo16bo6bo26b3o2b3o2bobo13bo2b3o2bo2b2o13bo$
23b4o45bo11bo15b2o21b2o52b5o30b2o2b2o2b3o25bo2bo4b2o3b2o429b2o2bo3b2o
3bo5bo26b4obo2bob5obo2bob4o45b2o4b2o17b3obobo16bobo2b3o3bo5bob4o13bo2b
o3b2o3bo12bobo$44b2o9b2o16bo9bo16bo23bo47b2o4b3o31b4obo2b3o28b2o2b3o4b
o2bo430bob2o2b3o33bo2bobo4b5o4bobo2bo39b2o6b2obo21bobobob2o13b4obo15b
2o16b2obo13b3obobo$25b2o17bo11bo15b2o9b2o13bobobo3b2o9b2o3bobobo44bobo
5bo31bo2bo3bo2bo40bobobo243b2o16b2o167bo2bobo40bo13bo44b2o6bob2o23bobo
2bo13b2o35bo4b2o12b4obo$25b2o18bo9bo41bobob2o3b2o9b2o3b2obobo43bo38b3o
2bob4o39bobo2bo243bobo16bobo168bobo41bobo4bo4bobo78b2ob2o47b2obo2bo3bo
bo15bo$44b2o9b2o40bobo25bobo42b2o9b2o27b3o2b2o2b2o38b2obo83bo7bo154bo
20bo169bo43b2o4bo4b2o131bob2ob2o4b2o47b2o10b2o12b2obo36b2o4b2o52b2o4b
2o$98b2o25b2o54bo29bo2b2o40bo4bo78bo5b3o3b2o153b2ob4o12b4ob2o217bo115b
2o25bo55bo11bo12bob2o36bobo2bobo52bobo2bobo$182b3o27bob2ob2obo35b5o78b
obo7bo4b2o150bobobo2bo12bo2bobobo331bo2bo24bobo12bo3bo35bo11bo11b2o4b
2o36bo2bo56bo2bo$184bo31b4o119bobo6b2o3bo6b2o144bob2o4b2o8b2o4b2obo
332b2o26b2o9bo2bo5bo33b2o10b2o10bo5bo36bo4bo54bo4bo$217b2o39bo78b3ob2o
17bo142b2obobob4o2bo6bo2b4obobob2o368bo2bo5bo58bo5bo35bo4bo54bo4bo$
257bobo76bo21bobo143bobob2obo2b2obo4bob2o2bob2obobo330b2o42b3o35b2o10b
2o10b2o4b2o35bo4bo4bo2bo46bo4bo4bo2bo$258bo78b3ob2o7b3o5b2o144bo2bo4bo
4bo4bo4bo4bo2bo329bo2bo80bo11bo10bo5bo38b2o5bob2obo47b2o5bob2obo$339bo
b2o6bob2o150b2o3b3o3b3o6b3o3b3o3b2o329b2o44b3o33bo11bo12bo5bo45bo2bo
56bo2bo$349bo3bo156bobobo10bobobo380bo5bo2bo28b2o10b2o10b2o4b2o45bo2bo
56bo2bo$350b3o148b6o4b3o12b3o4b6o371bo5bo2bo9b2o41bo5bo45bob2obo54bob
2obo$350b3o147bo6bo24bo6bo316b2o54bo3bo12bobo16b2o10b2o11bo5bo45bo2bo
49b3o4bo2bo$25b4o21b2o20b3o20b4o20b3o378b2o3b2o26b2o3b2o316b4obo15b2o
52bo17bo11bo10b2o4b2o19bo2bo15b3o$24b6o19b4o18b5o18b6o17b7o219b3o158bo
30bo144b2o174bobo2b3o3bo5bob4o45b2o4b2ob2obo11bo11bo13b2obo20bob2obo
13bo3bo54bo5bo$23bobo2bobo18b4o18b5o18b6o16bo7bo218b3o334b2o13b2o169b
3o2b3o2bobo29bo15bobo3bo2bob2o11b2o10b2o12bob2o21bo2bo14bo3bo54bo5bo$
21b3o6b3o14b2o4b2o14b2o5b2o14b2o6b2o240bo3bo151bo4b3o28b3o4bo138b2o13b
2o163b2o4b3o38bob4o12b2o4bo67bo2bo14bo3bo54bo5bo$18bobo5b2o5bobo11bo6b
o14bo7bo14bo8bo241b2obo6b2obo141b3o2b3o12bo2bo12b3o2b3o138bo179bo12b2o
31bobob3o13bob2o68bob2obo14b3o$18b2obo3b4o3bob2o9b2o8b2o10b2o9b2o10b2o
10b2o9b2ob3o3b3ob2o208b2o5b3o7b2ob3o142bob3o6b2o3bo4bo3b2o6b3obo140bob
o192bo30bobo12bo3b2o3bo2bo66bo2bo75b3o$21bob2ob2ob2obo14bo6bo14bo7bo
14bo8bo11bob2obo3bob2obo207bobo21bo140bo2b3o5bo2bo2bo4bo2bo2bo5b3o2bo
140bobob3o8b3o4b2o202bo13b2o2bo2b3o2bo73bo$18b2obob8obob2o74b2obo2bobo
3bobo2bob2o204bo17b2ob3o141b2ob3o6b2o3bo4bo3b2o6b3ob2o141bob4o3b2o2bob
2o4bobo155b2o2b4o2b2o34b2o12bo3bo4b2o75bo$18b2obo10bob2o8bo2bo6bo2bo6b
2o3bo7bo3b2o6bo2bo8bo2bo5bo2bo4bo3bo4bo2bo23b2obo14b2o4b2o8b2ob2o11b2o
b2o31b2o12b2o5b2o16b2o53b2o6bo3b2o6bobo146b3o12bo2bo12b3o145bo7b2o2b2o
9bo154bo2b6o2bo34b2o4b3o9bo2b3o2bo60b2o11bo$21bob8obo12b3o6b3o7bo2bob
2o5b2obo2bo7b3o3b2o3b3o7bo2b3o7b3o2bo24bob2o15bo2bo2bo7bobobo13bobobob
2o12b2o14bo12bo7bo16bo60b2o4bo7bobo146b3o28b3o137b2o18b2o7b2obob2o151b
10o35b2o3bo12b2o3bo2bo60bo2b3o52bo$21bobobo2bobobo12b2o8b2o8bob2o9b2ob
o7b2o4b4o4b2o7b2o13b2o23b2o4b2o11bo4b2o9bo3bo12bo4bobo3b2o8bobob2o2b2o
6bobo8bobo7bobo4b4o4bobo62b2o3b3o5bo317bobo23b2obo3b2obo148b3o10b3o37b
o3bo10bob2o64b2o6b3o3b3o40bo26bo20b2o$20b2obob4obob2o10bo3bo4bo3bo6b2o
bo11bob2o9b2obo2bob2o11bob5ob5obo24bo5bo12b2o12bobob2ob2o11b5o3bo2bo5b
2obobobobo2bo7b2o3b2o3b2o9b2o3b6o3b2o62bo7bo154bo30bo137bobob2o5bo12b
3o2b2obo152bo2bo8bo2bo37bo2bobo8b2o4bo67bo17b2ob2o4b2o10b3o10bo11bo12b
2ob2o6bo7b3o2bo$20bo2bo6bo2bo10b2o3bo2bo3b2o5bo2bo3b2o3b2o3bo2bo8b2ob
4ob2o11bobo9bobo25bo5bo13bo2b2o7b2obo3bobo13bo3b3o7b2obobobob3o12b4o
17b8o225b2o3b2o26b2o3b2o134bobobo4b3o11b2o3b2o2b3o150b2o10b2o40bobo2bo
5bobo3bo2bob2o62bo6bo14bo3bo2bo32b2ob2o12bo8bo10b2o$22bo3b2o3bo9bo7bo
2bo7bo3bobobo2b2ob2o2bobobo10bobo2bobo10b2o2bobo5bobo2b2o22b2o4b2o11b
2ob2obo10bobobobo10b3o3bo13bo3bo15b2o2b2o15b2o6b2o224bo6bo24bo6bo136bo
5b5o7bo2bo10bo205bo3bo5b2o4b2ob2obo57b2o10bo11bo2bo3bobo8bo5bo4b3o3b3o
7bo23bo6bo$21b2obob2obob2o8b9o2b9o4bob2o2b2ob2o2b2obo8b2obob4obob2o8bo
bo2bob3obo2bobo25b2obo12bobobobo11bob2ob2ob2o5bo2bo3b5o10bobob3o14b4o
17b8o226b6o4b3o12b3o4b6o124b2o9bo2bo9bo9bo6b4o210bo12bo61bo2b3o7bo7b3o
b2o5bobo8bo5bo51bo$21bo2b2o2b2o2bo15bo4bo13bo3bo3bo3bo10b2ob2o4b2ob2o
7bo2b2o9b2o2bo24bob2o12bo3b2o13bo5bobo5b2o3bobo4bo10bobo3bo9b2o3b2o3b
2o9b2o3b6o3b2o231bobobo10bobobo132bo2bo2b2o7bo6bo2b2o4bo3bo5bobo2b3o
204b3o11bobo61b2o23bobo5b2ob3o4bo5bo8bo31b3o3b3o6b2o$22bo2bo2bo2bo11b
2ob2o6b2ob2o8b2o4bo4b2o11bo4b2o4bo9b2o2bo7bo2b2o29b2o11b3o16b5o12b2obo
bobo13bo2b2o8bobo8bobo7bobo4b4o4bobo223b2o3b3o3b3o6b3o3b3o3b2o125b3o4b
o3bo3bo5bobob3o7bo5b2o2bo2bo218b2o87bobo3bo2bo23bo43b3o2bo$23b2o4b2o
13bobo8bobo10bob7obo14b3o2b3o13b2o2b5o2b2o31bo14bo18bo18b2ob2o12b2o11b
o12bo7bo16bo224bo2bo4bo4bo4bo4bo4bo2bo129b3o9bo6bo2b2o5bo2bo10b2o307bo
2bo3bo13b3o10bo35bo11b2o$44bobo8bobo8bobobo5bobobo11bo2bo2bo2bo12bo3b
5o3bo32bo80b2o12b2o5b2o16b2o223bobob2obo2b2obo4bob2o2bob2obobo128bo5bo
6bo9bo8bo321b2o4b2ob2o58bo$45bo10bo7b3ob2ob2ob2ob2ob3o9b2o2b2o2b2o9b2o
bo2bo5bo2bob2o28b2o343b2obobob4o2bo6bo2b4obobob2o127b3o3bo3bobo5b5o7bo
bobo388bo$63bo5bo2bobo2bo5bo7bo10bo8bobob2ob2ob2ob2obobo24b2obo348bob
2o4b2o8b2o4b2obo134bo5bo7b4o8b2obobo373b3o15bo2bo$64bob2obobo3bobob2ob
o9b2ob4ob2o11bo2bobo3bobo2bo26bob2o348bobobo2bo12bo2bobobo129bob2o3b4o
10bo12bobo390bob2obo$65b2obobo5bobob2o12b2o2b2o13b4obo3bob4o379b2ob4o
12b4ob2o130b2obob5o4b2o18b2o317bo54bo5bo13bo2bo$69bo7bo14b2o2b2o2b2o
14bob2ob2obo311bo72bo20bo136bo9b2o2b2o333bo54bo5bo13bo2bo$92bo2bo2bo2b
o10bob2obo5bob2obo307bo72bobo16bobo137bobo4b2obo2b2o10b2o301bo2bo16bo
54bo5bo12bob2obo$94b2o2b2o12b2obobo5bobob2o232b2o6b2o64b3o72b2o16b2o
139b2o4b3o11b2obo302bob2obo90bo2bo$116bo7bo45b2o20b2o10b2o46bo3b2o14b
2ob2o27b2o12bob2o17bo2bo4bo2bo9bo2bo4bo2bo20b2o19b2o274b2o2bo2bo299bo
2bo12b3o3b3o52b3o$171bo20bo12bo27b2o16bobo2bo16bobobo27bo12b2obo15b3o
2b6o2b3o6b6o2b6o18bob3o17bo2bo277bobo299bo2bo$171bobo16bobo12bobo4b4o
17bo17bo2bobo14bo3bobo26bo11b2o21bo2bo4bo2bo9bo2bo4bo2bo17b3o4bo17b5o
16b3o238b2o17bo299bob2obo15bo$172b2o3b2o6b2o3b2o14b2o3b6o6b4o4bobo14b
2ob2obob2o11b5obob2o25b2o11bo43b2o6b2o17bo4b2o2bo21bo16bo239b2o318bo2b
o16bo$176b4o4b4o22b8o4b6o3b2o15bobo17bo8bo38bo71bob2obob2obo13b8o2bo
13bo257b2o320bo$175b2o2b2o2b2o2b2o20b2o6b2o2b8o16b2obo3b2ob3o11b4ob2ob
o26b2o10b2o68b2obobobo2bobo12bo8b3o13bo257b2o304bo39bobo19b3o$176b4o4b
4o22b8o2b2o6b2o16bobob2o2bo2bo14bobobo28bo12bob2o63bobobobobobo2b2o9bo
2b4o3bo16bo361bob2o8b2obo26bo53b2o94b2o9bo13bo23bo3bo$172b2o3b2o6b2o3b
2o14b2o3b6o4b8o16bo6b5o12b2obobo2b3o24bo13b2obo63bobobo3bobobo11b2obo
7bo14b3o360b2obo8bob2o24b3o52bo2bo93bo2b3o6bo11b3o10bo21bo10bo5bo$171b
obo16bobo12bobo4b4o6b6o3b2o13b2ob3o17bo2b5o2bo24b2o16b2o60b2obobobobob
obo14bob7o375b2o16b2o10b2o9bo54bobobo94b2o8b3o9bobobo9bo8b2o5b4ob2obo
8bo5bo29b2o$171bo20bo12bo17b4o4bobo13bobo2b3o16bo5bo45bo63bobo3bobob2o
13b2o383bo16bo12bo9b2o53bo2bo100bo4b2o9b3ob3o8bo7bo3bo7bo4bo7bo5bo7b3o
15b3o2bo$170b2o20b2o10b2o27bo13bo2bo3bo17b5o27b2o16bo64bob2o3bo20bo2bo
16b3o358bo18bo11bobo61bo104bo16bobobo17bo4bo7bo3bo30b3o9b2o$233b2o13b
2o24bo30bo16b2o64bo3b2o18b2ob4o17bo359b2o16b2o12b2o54b2o6bobo96b2o21b
3o6b3o3b3o4bob2ob4o5b2o10b3o7bo18bo$304bo13bob2o67b3o20bobo21bo361bob
2o8b2obo69b3o104bo2b3o19bo22bo33bo4b3obo5bo3bo$304b2o12b2obo69bo24bo
381b2obo8bob2o20bo2bo44bob2o104b2o35bo16bo3bo23bo5bob3o4bo7b2o$2bob2o
32b2o31bobo11b2o5bo31bo290b2o53b2obo8bob2o22b2o3b2o64bo5b2o3b2o9b2o
199b2o4b2o27bo43bobo5b2o3b2ob2o128bo17bobo39bo4b3o2bo$2b2obo14b4o8bo2b
ob4obo2bo7b4o12b3ob3o9bo2b2obobo12b4o13bob2o343bob2o8b2obo21bo2bobo2bo
61b3o5bobobobo6b2o2bo200bo4bo24b2obo44bo2bo4b2o3b2ob2o128bo46b3o19b2o$
2o17b6o7b5o4b5o6bob2obo8bobo7bobo7b2ob2obobo10b3obo10bo2bo350b2o4b2o
21b2o3b2o3b2o3b2o56bo10bobo7b2ob2o200bo6bo25bo46b2o199b3o$bo17bo4bo27b
2o2b2o8b2obo5bob2o11bo2bo10bob2obob2o6bobobobo2bo345bo6bo21bo15bo47b2o
7b2o8b2ob2o6b2o203b2o4b2o29b2o48b2o120bo59bo$o19bo2bo8b5o4b5o6b2o2b2o
11bo5bo10b4ob2o9b3o4bo2bo7bo2bo2bobo346bo4bo19b2obo15bob2o45bo28b2o92b
2ob2o2bo4b2ob2o90bob2o8b2obo25bobo49bo119bo59bo16bo2bo$2o16bobo2bobo6b
o2bob4obo2bo6bob2obo11bob3obo10bo3bob2o7bo3bo2bobo12bo5bo52b2o12b2o17b
2o19b2o14bo2bo18b2o198b2o4b2o16bo2bob2o13b2obo2bo43bobo26b2ob2o90bobo
2bobobo2bobo91b2obo8bob2o16b2o9bo47b2o6b2o112bo59bo15bob2obo$2bob2o12b
2o4b2o12b2o13b4o13bo3bo12bo2bo2bo8bob2o3bo14b5o44b2obob2obo2bo11bobo
16b2o19bo15b4o18bo195b2obo8bob2o12b2obo19bob2o44b2o27b2o2bo89bo3b2obob
2o3bo124bo9b2o54b2o189bo2bo$2b2obo65bobo14bobobo8b2obo68bob2obo3b2o10b
2o3bo38bo11b2o24bo193bob2o8b2obo15bo19bo34bo7bo11b3o2b3o9b3o5b2o87b2ob
3o2bobo2b3ob2o119b3o73b2o101b3o3b3o51b3o3b3o12bo2bo$6b2o62b2ob2o14b2ob
obo11bo19bo50bo2b2o11bo2b2obo15b4o12b2ob4obo9bo3b3o13b2ob4obo190b2o16b
2o13b2o17b2o20b2o2bo8bobo5bobo10bobo2bobo9bobo95bobob2obobob2obobo120b
o60b2ob2o3b2o4bo2bo180bob2obo$7bo85b2o10b2o18bobo46b4o3bo12bo3bob2o12b
o4bo9bo2bobo4bo10b2o4bo11bobobo4bo63b2o4b2o56bo6b2o2b2o9b2o2b2o6bo28bo
18bo19b3o3b3o26bo2bobo8bo7bo11b3o2b3o9b3o5b2o88bobo3bo3bo3bobo181b2ob
2o3b2o3bobobo104bo59bo16bo2bo$6bo119bo43b2obo4bo2bob2o8b2obo3bo11bo2b
3obo9b2obo3bobo12bobobo12bobo3b3o3bo60bobo2bobo56b3o5bo2b2o9b2o2bo5b3o
29bo16bo20bobo3bobo27bobobo50b2o2bo85b2obo4bo5bo4bob2o190b3obo96bo2bo
5bo50bo2bo5bo$6b2o163bobo2b6o2bo9bobo3bo11b3o4bob2o7bobobo4b3o7bobo4b
3o8b2obob2o3b4o62bo2bo61bo3bo19bo3bo31b2o16b2o19b3o3b3o26b2obob2o48b2o
b2o86bo2b4o9b4o2bo190b3o97bob2obo4bo49bob2obo4bo$2bob2o164bo2bo8bo11bo
2b4ob2o11bob2o2bo8bo5b3o3bo6b2obobobo2bo8bo5b3o65b2o2b2o27bo2b2o4b2o2b
o18bo2bo2b7o5b7o2bo2bo32b2obo8bob2o55bo3b2o2bo47b2o90b2o4b2o5b2o4b2o
177bo114bo2bo56bo2bo$2b2obo164b2o2b8o9b2ob3o4bobo6b4ob2o4bo9bob3o3bob
2o9bobobobobo7bob4o4b2obo59b3o2b3o25bo3b3o2b3o3bo17bo3b2o2bo4bo3bo4bo
2b2o3bo32bob2o8b2obo17b2o3b2o3b2o3b2o20bo2b2o3b3o2b3o9b3o2b3o11bo7bo4b
2o81bo11b2o11b2o11bo167bob2o112bo2bo56bo2bo$191bobo3b4o9bo2b2o3b3o8bob
obo2bob2obo10bob5obo8bo4b5ob2o61bo2bo28bo2b2o4b2o2bo19b2o4bo3bobo3bobo
3bo4b2o66bo4b2o3b2o4bo20bobob2o2b3o2bobo9bobo2bobo10bobo5bobo3b2ob2o
75bobobo5b4o2b2o9b2o2b4o5bobobo168bo110bob2obo5b2o47bob2obo5b2o$176b4o
13bobo2bo17b2o11b2o3b2o3bo2bo10bo5bo10b3obobo73bo2b2o17bo39b3o3b2o5b2o
3b3o71bo3b2o3b2o3bo22bob2o3b3o2b3o9b3o2b3o11bo7bo5b2o2bo72b3ob2o5bo3b
5o9b5o3bo5b2ob3o162bo2bobo110bo2bo4bo4bo46bo2bo4bo4bo$176bo2bo12b2ob2o
16b3o2bo17b3o2b2o11b5o13bo2bo58b2o2b2o10b2o2bo16bobo38b2ob2o11b2ob2o
72bo11bo27b2o2bo28b2o21b2o71bo3bo6bob2o2bo2b2o7b2o2bo2b2obo6bo3bo163bo
2bo118bo4bo54bo4bo$213bo3b2o17bo19bo16b2o59bo2bo2bo8b5o62bo11bo74bob5o
3b5obo19b5obob2o29bobo89bo2bob2o2b4o2bobob3o3bo7bo3b3obobo2b4o2b2obo2b
o160b2o119bo4bo54bo4bo$335bobobo2bobo75bo3bo77bobo4bo3bo4bobo18bo2bo2b
obo32bo83b2obo2b4o3b2o4bobobo2b2o15b2o2bobobo4b2o3b4o2bob2o276bo2bo56b
o2bo$25b2o17bo16bo14bo10b2o24b2o5b2o214bo7bo26b3o7bo36bobo3bobo75bobo
2bo7bo2bobo23bo2bo10b2ob2o8b2o7b2o82bob4o5bo3bo2b2obo4bo3bo9bo3bo4bob
2o2bo3bo5b4obo274bobo2bobo52bobo2bobo$24bo2bo14b5o13bobo12bob2o9bo24bo
7bo215b2o5bo4b5o17b3o6bobo34bo9bo75bo3b2o5b2o3bo25b2o12bobo10bo97bo2b
2o2b4obob2o5b2o13b2o5b2obob4o2b2o2bo280b2o4b2o52b2o4b2o$23bo2bo14bo5bo
12bobo9bo2bo12bob2o19bobo7bob2o213bo3bo7b2o2bo17bo6bobo36bobo3bobo130b
obobobo5b3o93b2o2bo2bobobo4b2o8bo15bo8b2o4bobobo2bo2b2o$22bob2ob3o11bo
b4obo10b2ob2o7bobobobo2bo8bo5b2o11bob3o9bo5b2o206bo4bo8bo2b2o23bobo39b
o3bo132b2o3b2o5bo95bo3bob2obob4o2bo2bo5bo3b3o3b3o3bo5bo2bo2b4obob2obo
3bo$19bo2bo4bo2bobo6b3o6b3o6bo7bo6bo2bo2bobo12bo2bo11b3o15bo2bo206b2o
41bo36bo11bo238bo9b3o2b3obobo2bo6bobo6bo2bobob3o2b3o9bo$18bobobo3b2obo
b2o5bo4bo2bo4bo5b4ob4o9bo5bo9bo2b2o11bobo17b2o214bo2bo25bo39b2ob2o11b
2ob2o233b2o3bo4bo3bobo3bo2b2o7bobo7b2o2bo3bobo3bo4bo3b2o$19bo2bo4bobo
9b3o6b3o25b5o12bo13bobo14b2o54b2o17b2o11b2o19bo14b2o21bo69b3o2b3o22b3o
38b3o3b2o5b2o3b3o233bo2bo6b3o2bo12bo3bobo3bo12bo2b3o6bo2bo$22bob4obo
11bob4obo8b9o28b2o10b3o13bo3b3o47b2o2bo14b2o2bo13bo18bobo14bo20bobo69b
2o2b2o23b3o34b2o4bo3bobo3bobo3bo4b2o225b2o3b2o7bobo3bobo10b3o3b3o10bob
o3bobo7b2o3b2o$23bo4bo13bo5bo8bo7bo12bo16bo8b3obo13b4o2bo47bobobo14bob
obo12bo19bobo13bo21bob3o68bo2bo60bo3b2o2bo4bo3bo4bo2b2o3bo224bo2bobo6b
obob2o8bo21bo8b2obobo6bobo2bo$24b3o16b5o12b4o13bobo14bo8bobo19bo51b2ob
ob2o12b2obob2o8bob3o15b2ob2o11bob3o17b2o4bo65bobo2bobo58bo2bo2b7o5b7o
2bo2bo226b2o2bo5b2o2bo9bo21bo9bo2b2o5bo2b2o$26b2o17bo14bo2b2o13bo15b2o
7bo20bo53bobob2o13bobob2o8bobo2bo13bo2bo2bo10bobo2bo11b2o2bo3b2obo65b
2o4b2o22bobo34bo3bo19bo3bo230b2o9bobo6b3o19b3o6bobo9b2o$102b2o20b2o54b
o18bo8b2obo3bobo12b2o2b2o2bo5b2obo3bobo10bo3b4obob2ob2o92bo32b3o5bo2b
2o9b2o2bo5b3o70b2o167b2o37b2o$171b2o5bobo9b2o5bobo9bobo3bobo10b2o3bobo
b2o6bobo3bobo11b3o3bobo2bobobo124bo6b2o2b2o9b2o2b2o6bo70bo$171bobo4b2o
10bobo4b2o10bob3obob2o8bo2b4obobo7bob3obob2o8bobo2bobo2bobo4bo221b2o3b
2obo$172b3ob2o13b3ob2o13bo2b3o2bo7bobobo3b2obo8bo2b3o2bo6b3obobobobobo
bob3o222bo4bobo176b5o17b5o85bob2o8bob2o20bo25bo$177bo18bo14b2o3bo9bobo
3b2o2bo10b2o3bo7bo4bobo2bobo2bobo225b3obo177bob3obo5b2ob2o5bob3obo84b
2obo8b2obo19bobo23bobo$170b7o12b7o17b3o9b2obob2o17b3o8bobobo2bobo3b3o
229bob2o176bobobobo6bobo6bobobobo82b2o10b2o24bo25bo$170bo18bo19b3o12bo
7b7o6b3o13b2ob2obob4o3bo407b2obobob2o3bobobobo3b2obobob2o82bo11bo29bo
15bo$173b2o17b2o15bo2b2o11b3ob3o6bo6bo2b2o15bob2o3bo2b2o221b2ob2o17b2o
161bo2b2ob2o2bo2b2o3b2o2bo2b2ob2o2bo80bo11bo23b5o2b3o11b3o2b5o$173b2o
17b2o18bobo12bobo2b4o12bobo14bo4b2o226bo17b3o2bo161b2o7b2o11b2o7b2o80b
2o10b2o21bo4bo5bo9bo5bo4bo84b2o12b2obo6b2o4b2o36b2o$29b2o5b2o19b2o6b2o
14bo15b2o17b2o95bo18bo2bo13bo16b3obo65b2o3bo56bo9bo90b2o2bo5bo9b2o277b
ob2o8bob2o16bo2bo7b2o9b2o7bo2bo84bo12bob2o7bo5bo36b2o$29bo6bobo17bobo
6bobo12bobo15bo5b2o10bobo149bobo65bobobobo55b3o5b3o91b3o5bobo4bo282b2o
bo8b2obo13bo2bob2o27b2obo2bo80bo17b2o4bo5bo$26b2obo7b3o16bo4b2o4bo12b
2o15bo3bo2bo12b3o149bo68bobobo42b2o14bo3bo14b2o78b3o5bo2b2o2bo286b2o
10b2o10bobobo5bo21bo5bobobo79b2o16bo5b2o4b2o28b2o$24bo3bo10bo13b2obobo
6bobob2o7b2o16bob4o3bo13bo217b2obob2o35b2o5bo13b2o3b2o13bo5b2o71b2o2bo
6b3o6b2o282bo11bo11bo2bo4bobo19bobo4bo2bo99bo6bob2o31bo11bo$23bo15b3o
11b2obobo6bobob2o6bo3b3o9bo2bo5b3obo12b3o214bo3b2o2bo35bo3bo37bo3bo71b
o17b3o2bo280bo11bo15b2o2bo2bo19bo2bo2b2o83b2o16b2o6b2obo31bobo9bobo$
23bo17bo14bobob4obobo8bo2b2o3bobo5bobobo2b2o5bo2bo11bo213bo2b2o3b3o34b
ob4o6b2o9bo9b2o6b4obo71b2ob2o17b2o280b2o10b2o19b2o21b2o89bo12b2obo12b
2o30b2o8bobo$25bo15b3o12bobob4obobo9b2o4bob2o6bo2bo5b2o2bobobo10b3o
211bobob2o2b3o32b2obo5bo4b2o9bo9b2o4bo5bob2o369bob2o8bob2o31bo3bo98bo
13bob2o13bo42bo$25bo17bo9b2obobo6bobob2o8bobobo12bob3o5bo2bo13bo212bob
2o3b3o33bo3bo4b2o5bo6bo8bo5b2o4bo3bo370b2obo8b2obo30bobobobo97b2o10b2o
16bo51b2o$20bo3bo18b3o7b2obobo6bobob2o8bo3bo13bo3b4obo16b3o214b2o2bo3b
5o26bob3obob2ob6o7b2o6b6ob2obob3obo77bo169b2o8b2o52bo103b2obobob2o8b2o
98bo17b2o50bobo$19bob2o22b2o9bo4b2o4bo12b3o15bo2bo3bo19b2o207b5obob2o
5b3o24b2obobo15b2o3bo2bo2b2o15bobob2o73bo4bobo162bobo8bobo50bobo94b2o
6bo2bobo2bo6bo2bo86b2o11bo70bo$19bo25bobo8bobo6bobo14bobo12b2o5bo20bob
o52b2o20bob2o4b2obo13b2o16b2o10b2o16b2o57bo2bo2bobo7bo25bo2bob3obob2ob
6o7b2o6b6ob2obob3obo2bo73bo3bobo163b2o10b2o49bobobo88b2o2bo2bo6b2o3b2o
7b3o88bo10b2o63b2o4b2ob2obo$18b2o26b2o9b2o6b2o16b2o19b2o20b2o45b2o5b2o
20b2o2bo2bo2b2o14bo16bo12bo16bo63bo2bo2bo2bo28bobo3bo4b2o5bo15bo5b2o4b
o3bobo71b2obob3o169b3o56bobobo85bo2bo4bobo25b2o83bo13b2obo12b2o16b2o
27bobo5b2ob2o$173bobo24b2o3bo4bo3b2o12bobo12bobo12bobo12bobo64b2o36b2o
bo5bo4b2o19b2o4bo5bob2o72bobobo3bo3bo163bo3bo50b2obobo3bobob2o79bobobo
5bo21b2obo2bo83b2o12bob2o12b2o15bobo29bo4bo$176bo3b4o2b2o11bo3b2ob4ob
2o3bo12b2o12b2o14b2o12b2o69bo4bo30bob4o6b2o19b2o6b4obo78bob2o2b2obo
162bo3bo50bob2obobobob2obo80bo2bob2o10b2o3b2o8bob2o132bo29bo3bo2bo$
174b2obobo4bo2bo12b3obobo2bobob3o17b2o4b2o22b2o4b2o69b5ob2ob3o28bo3bo
37bo3bo77bobo7bo162bo3bo55bo3bo88bo2bo10b2o3b2o8bo130bob2ob2o4b2o24bob
ob2o$173bobobobob4obo15bobob4obobo19b3o2b3o22b3o2b3o68bo5bo2bo3bo26b2o
5bo13b5o15bo5b2o76bobo7b2o162b3o52b3ob2ob2ob3o85bo4bo3b2o11b2o3b2o130b
2obo2bo3bobo6bo5b2o10bo4bo$173bobobob2o4bo18bo2b2o2bo21b2o4b2o22b2o4b
2o69b6o2b4o33b2o12bo4b2o14b2o83bo227bo4bobo4bo86b5o4bo11bo141bo4b2o6b
3o3bobo6bo2bo4b3o$170b2obobob2o2b4o20b2o2b2o18b2o12b2o14b2o12b2o122b3o
4bobo259b2o26b2o38b3o5b3o94bobobo10b3o140b2obo12bo2bo10bo4bo$170b2obo
2bo4bo46bobo12bobo12bobo12bobo66b2obo2bob2o44bo9b3o256bobo9b3o14bobo
137bo3bobob2o12bo137bo2bo3b2o6b2o2bobo11bobob2o$174b3o5b3o43bo16bo12bo
16bo66bo8bo44b2ob2obob2o3bo255b2o9bo3bo2b3o9b2o35b3o3bobo3b3o86bobo2bo
bo153bo2b3o2bo11bo10bo3bo2bo$22b2o6b2o14bo35b2o15b2o19b2o55bo4bo2bob2o
14b2o6b2o14b2o6bo2bo6b2o10b2o16b2o66b3o2b3o46bobo7bobo266bo3bobo3bo3b
3o38bo2bo3bobo3bo2bo86bo4b2o155b2o4bo24bo4bo$21bobo6bobo12bobo14b3o16b
o2bo13bo2bo17bo2bo51b4o2b2obobob2o14bobo4bobo22b4o30b4o72bo2bo48bo2bob
ob5o267bo3bobo3bo2bo3bo37b2o5bobo5b2o246bo2b3o2bo22bobo5b2ob2o$21bo4b
2o4bo13bo14b5o12bo2b2obo13bo2bo71bo4b2obobobo18b2o4b2o23b4o28b2ob3o68b
4ob2ob4o45b2o4bo272b3o2bo3bo2bo3bo41b3o3b3o250bo2bo3b2o6bob2o12b2o4b2o
b2obo$18b2obobo6bobob2o24bob3obo9b6o2b2o86bob4obobobobo21b2o18b2o6bo2b
o6b2o12b2o16b2o62bo2bo4bo2bo46bob2o2b4o260b3o11b3o3bo3bo32b2o23b2o244b
2obo9b2o20bo$18b2obobo6bobob2o8b5o9b3o5b3o6bo8bo16bo2b2o15b2o2b2o44bo
2bo4bobob2o17b5o2b5o14bo16bo14bo7b2o7bo121bo2bobo2bobo258bo3bo3b3o11b
3o32bo2bo21bo2bo241bo4b2o28bobo$21bobob4obobo10bo2bo2bo7bo3bo3bo3bo5bo
bo2bobobo10b2obob2o3bo10b2obob2o3bo44b2o2b4o3bo18bo12bo13bobo12bobo14b
obo3bo4bo3bobo67bo2bo51bo3b2o3bo258bo3bo2bo3bo2b3o39bobobo21bobobo235b
2obo2bo3bobo27b2o$21bobob4obobo9bob2ob2obo6bob3obob4o7b3o5b3o6bo2bob2o
5bob2o5bo2bob5o2bob2o53bobo16b3o6b3o15b2o12b2o16b2o2bo6bo2b2o124b3o2b
3o259bo3bo2bo3bobo3bo38bobob2o19b2obobo235bob2ob2o4b2o$18b2obobo6bobob
2o6bobo3bobo7bo3b3o13bobobo2bobo5b2obo5b2obo2bo5b2obo2b5obo2bo47b2o5b
2o19bo4bo22b2o4b2o23bo8bo129bo2bo262b3o3bo3bobo3bo36b2obo4bo17bo4bob2o
238bo$18b2obobo6bobob2o5b2obo3bob2o8bobobob2obo8bo8bo8bo3b2obob2o10bo
3b2obob2o49b2o23b3ob4ob3o19b3o2b3o23bo8bo391b2o9b3o2bo3bo9b2o25bo2bobo
b2o4b3o3b3o4b2obobo2bo238bobo$21bo4b2o4bo8bo2bobobo2bo7b2o2bo2bob2o7b
2o2b6o9b2o2bo16b2o2b2o78bo2bo6bo2bo18b2o4b2o23bo8bo391bobo14b3o9bobo
22b2obo2b2o3bo3bo3bobo3bo3bo3b2o2bob2o236b2o$21bobo6bobo10bo5bo10bobo
2bo12bob2o2bo116b2o10b2o14b2o12b2o16b2o2bo6bo2b2o389b2o26b2o23bo2b2obo
2b2o4bo3bobo3bo4b2o2bob2o2bo245bo$22b2o6b2o12b5o11bo2b2o13bo2bo18bo2bo
101bo4bo17bobo12bobo14bobo3bo4bo3bobo192b2obo8b2obo44b2o188b2o2bobobo
5bo3bobo3bo5bobobo2b2o246bobo8b2o$46bo12b2o18b2o19bo2bo17bo2bo82b2o19b
o16bo14bo7b2o7bo192bob2o8bob2o43bobo149b3o38b5obo6b3o3b3o6bob5o247bobo
9bobo$101b2o19b2o103b2o16b2o12b2o16b2o195b2o4b2o42b2o2bo151bo3bo37bo4b
o23bo4bo249bo11bo$474bo5bo43bo2bob2o149bo3bo38b4o25b4o262b2o$475bo5bo
44b2obobo148bo3bo$474b2o4b2o48bo150b3o39b4o25b4o42bob2o8b2obo32bo10bo
152b2o$470b2obo8b2obo188b2o10b2o34bo4bo23bo4bo41b2obo8bob2o30bo2bo8bo
2bo150b2o$470bob2o8bob2o38b2o148bobo8bobo34b5obo6b3o3b3o6bob5o39b2o10b
2o38bo6bo$468b2o10b2o4b2o35bobo149b2o8b2o33b2o2bobobo5bo3bobo3bo5bobob
o2b2o38bo10bo30b2o2bo4bo6bo4bo2b2o$468bo11bo5bo35b2o195bo2b2obo2b2o4bo
3bobo3bo4b2o2bob2o2bo36bo12bo29b2o2bo2b4o4b4o2bo2b2o$170b2o16b2o28b2o
38b2o209bo11bo5bo34b2o4bobo188b2obo2b2o3bo3bo3bobo3bo3bo3b2o2bob2o36b
2o10b2o33bo5bo4bo5bo$28bo16b2o22bo17b2o18b2o8b2o52bo16bo28bobo37bobo
44b2o12b2obo12b2o9b2o15b2o28b2o6b2o19b2o12b2o31b2o10b2o4b2o38b3obo191b
o2bobob2o4b3o3b3o4b2obobo2bo41bob2o8b2obo30b5o6b5o$27bobo14b4o20bobo
17bo18bo2bo6b2o52bobo12bobo28bo39bo47bo12bob2o12bobo7bobo11b2o2b2o2b2o
23bo2bo4bo2bo14b2o2b2o2b2o4b2o2b2o2b2o29b2obo8b2obo37bob2o195b2obo4bo
17bo4bob2o41b2obo8bob2o$28bo14bob2obo20bo15b3o20b3o10bo50b2o12b2o27b2o
b4o33b2ob4o42bo11b2o18bo7bo13b2o2bo2bobo23bobo2b2o2bobo14b2o2bo2bobo4b
obo2bo2b2o29bob2o8bob2o39bo7b2o189bobob2o19b2obobo47b2o4b2o4b2o28b5o6b
5o$41b3o4b3o34bo4bo2bo2bo2bo2bo2bo9b7o54b2o4b2o30bobobo2bo32bobobo2bo
42b2o10bo19b2o5b2o19b3o5bobo14b2ob2ob4ob2ob2o18b3o6b3o79bo7b2o9bobo
188bobobo21bobobo48bo4bo5bo28bo5bo4bo5bo$26b5o9bo3bo2bo3bo15b5o11bobob
26o2bo60b3o2b3o30bobo37bobo60bo21b3o22b2o5bo16bo2bo4b2o4bo2bo17b2o8b2o
77b3o6b2o12bo189bo2bo21bo2bo48bo6bo5bo23b2o2bo2b4o4b4o2bo2b2o$25bo5bo
9b4o2b4o15bo5bo9bobob2o25bobo2b6o52b2o4b2o28b2o2bo35b2o2bo47b2o10b2o
18b5ob3o27bo2bo12bob2o10b2obo105bo8bobo4bobo5b2o189b2o23b2o49b2o4b2o4b
2o23b2o2bo4bo6bo4bo2b2o$25b2o2b2obo12b2o22b3obo8bobo3b3o2b3o2b3o2b3o2b
3obo2b2ob3o3bob2o44b2o12b2o23bo39bo53bo12b2obo13bo9bo26bobobo12bo14bo
21b3o82b2o15b2o205b3o3b3o54bob2o8b2obo34bo6bo$23b2ob3obobo8b2ob4ob2o
13bo3b2obobo7b2ob2o2bo3b2o3b2o3b2o3b2o4bo2bo7bobo44bobo12bobo22b4o5bo
30b4o5bo43bo13bob2o13b2ob2ob2ob2o21b3o3bo2bo14bo10bo23b3o2bo96bo202b2o
5bobo5b2o50b2obo8bob2o13b2o15bo2bo8bo2bo15b2o$22bob2o5bo9bo3b2o3bo12bo
4bo3bo9bobo3b3o2b3o2b3o2b3o2b3ob2obo3b2o3bo2bo43bo16bo20b2o9bo28b2o9bo
43b2o10b2o4b2o15bobo26b2o4b2o14b3o4b2o2b3o22bo2b3o66b2o2bo228bo2bo3bob
o3bo2bo79bobo16bo10bo16bobo$19bo2bo2bo16b3o2b3o10bo2bo2b2o14bobob2o24b
obo3b6o2b2o42b2o6bo2bo6b2o18bo2b2o9bo25bo2b2o9bo53bo5bo16bobo24bo2bo
20b3o3bobo2b3o25b3o66bo2bobo4b2o222b3o3bobo3b3o82b3o40b3o$18bobobo2bo
18bo2bo11bobobob2o16bobob25o3b4o59b4o26b2obo3bo2bobobo2b2o21b2obo3bo2b
obobo2b2o37b2o11bo5bo16bo26b2o22bo4b2o4bo96bob2o11b2o312bo3bo38bo3bo$
19bo2bobo15b4o4b4o8bo2bobo19bo4bo2bo2bo2bo2bo2bo2bo2bobobo4bob2o54b4o
29bo14bo24bo14bo38bo10b2o4b2o65bo14bo18b2o8b2o65bo7b2o5b2o17bo199b3o5b
3o83b5o3bo6bo16bo6bo3b5o$22bob2o14bo2bob2obo2bo11bob2o18b3o24bobo2b4ob
o47b2o6bo2bo6b2o21b2o2bobobo2bo3bob2o21b2o2bobobo2bo3bob2o34bo13b2obo
66bob2o10b2obo17b3o6b3o66b2o6bo4bo20bo197bo4bobo4bo85b2o3b3o3bobo14bob
o3b3o3b2o$23bo2bo17b4o16bo2bo20bo25bob2o5bo47bo16bo26bo9b2o2bo25bo9b2o
2bo34b2o12bob2o66bo2bo4b2o4bo2bo11b2o2bo2bobo4bobo2bo2b2o61bo6b2o23b3o
3b2o191b3ob2ob2ob3o82b5o3bo4bo4b2o8b2o4bo4bo3b5o72b2o10b2obo10b2obo38b
2o$24b2o19b2o18b2o20b2o25bo5b3o48bobo12bobo28bo9b2o28bo9b2o120b2ob2ob
4ob2ob2o12b2o2b2o2b2o4b2o2b2o2b2o59bo4b2o3b2o24bobob3o194bo3bo86bo3bo
9bobob2o8b2obobo9bo3bo73bo10bob2o10bob2o37bo2bo$113b2o5bo51b2o12b2o29b
o5b4o30bo5b4o124bobo2b2o2bobo18b2o12b2o63b2o3bo37bo3b2o183bob2obobobob
2obo82b3o11b3o2bo6bo2b3o11b3o73bo15b2o12b2o38bo$176b2o4b2o42bo39bo124b
o2bo4bo2bo103b3obobo24b2o3b2o4bo183b2obobo3bobob2o79b3o16b3o8b3o16b3o
70b2o14bo13bo20bo18bo$176b3o2b3o37bo2b2o35bo2b2o126b2o6b2o105b2o3b3o
23b2o6bo190bobobo84bo2bo15b2o10b2o15bo2bo87bo13bo19bo12bo3bobo$176b2o
4b2o37bobo37bobo249bo20bo4bo6b2o189bobobo85b3o15b2o10b2o15b3o71b2o14b
2o12b2o19bo11bo3bobo$172b2o12b2o28bo2bobobo32bo2bobobo250bo17b2o5b2o7b
o189bobo104b3o8b3o90bo10b2obo10b2obo13b2o6b2o10bo4bo$171bobo12bobo27b
4ob2o33b4ob2o270b2o11b2obo189bo89b3o11b3o2bo6bo2b3o11b3o73bo11bob2o10b
ob2o12bobo9bo9b4o$171bo16bo31bo39bo278b2o4bobo2bo277bo3bo9bobob2o8b2ob
obo9bo3bo72b2o14b2o6b2o16bobob2o2bo4bo$170b2o16b2o28bobo37bobo285bo2b
2o277b5o3bo4bo4b2o8b2o4bo4bo3b5o88bo7bo18bobobo7bo$218b2o38b2o260bo
310b2o3b3o3bobo14bobo3b3o3b2o75b2o15bo7bo19bo5b3o8bo$23bo18b2o3b2o22b
2o23b2o421b2o15b2o290b5o3bo6bo16bo6bo3b5o73bo14b2o6b2o18b2o15b3o9bo$
22bobo17bobobobo20bo2bo22bo2bo20b3o216bo7bo55b2o108b2o5bobo4bobo8bo
290bo3bo38bo3bo72bo11b2obo10b2obo13b3o14b2o2bo8bo$22bobo18bo3bo21b3o
23b3o239bobo4b3o54bo2bo108bo12b2o6b3o292b3o40b3o73b2o10bob2o10bob2o13b
3o16b3o8bo$18b2ob2ob2ob2o13b2o3b2o66bo2bobobo2bo212bo4bo56bobobo108bob
o9b2o7bo292bobo16bo10bo16bobo114b3o3bo2bo19b2o$18bo4bo4bo13b2o3b2o18b
7o19b7o15b5ob5o212bo4b2o55bo2bo110b2o7bo303b2o15bo2bo8bo2bo15b2o114b3o
4b2ob2o15bo$19b3o3b3o9b2ob2obo3bob2ob2o12bo7bo17bo7bo234bo3bo59bo18b2o
102b2obo322bo6bo136b2o6bo16bo4bo$21bobobo11bob4o5b4obo11bo2b5o2bo15bob
3ob3obo12bob2o5b2obo212b2o59bobo14bobo98bob3o316b2o2bo4bo6bo4bo2b2o
128bo23bo9b2o$22b3o13bo13bo8b2o2bobobobobobo12bo2bobo5bobo11bob2o2bobo
2b2obo206bo6bo73b3o100bobo4b2o312b2o2bo2b4o4b4o2bo2b2o126bobobo23b3o5b
obo$23b3o35bobobob2o3b2obob2o8bobobobo5bobob2o8bo4bo3bo4bo206b2o2bob2o
2b2o68bo3bo106b2o316bo5bo4bo5bo129bobob2o28b2obobo$22bobobo11bo13bo10b
obobo5bobobo9bobobo9bobobo8b3ob2ob2ob3o274bo8b5o2b2o104bobo318b5o6b5o
130bobo5b3o23bobobo$20b3o3b3o8bob4o5b4obo8b2obob2o3b2obobobo8b2obobo5b
obobobo9bobo5bobo211bo2b6o53b2o8b3ob2o108b2o466b2o9bo15bo7bo$19bo4bo4b
o7b2ob2obo3bob2ob2o11bobobobobobo2b2o11bobo5bobo2bo8bo3b2o3b2o3bo211bo
b3o56b5o5b5o2b2o425b5o6b5o137bo4bo13bobo6b2o$19b2ob2ob2ob2o12b2o3b2o
16bo2b5o2bo15bob3ob3obo11b4o7b4o216b3obo52bo2bo9bo3bo99bo324bo5bo4bo5b
o140bo14bo2bo4b3o$23bobo16b2o3b2o17bo7bo17bo7bo15bobobobobo217b6o2bo
51bobo10b3o99bobob2o316b2o2bo2b4o4b4o2bo2b2o133b2o16bobo5b3o$23bobo17b
o3bo19b7o19b7o13b2obobobobobob2o12b2o12b2obo17b2ob2o16b2o5b2o13b2o8b2o
16bo23b2o116b2o13bo13bobo98b2obo2bo107b2o4b2o6b2obo189b2o2bo4bo6bo4bo
2b2o133bo19bo5b3o$24bo17bobobobo64b2ob3obob3ob2o13bo12bob2o16bobob2o
16bo2b3o2bo13bobo6bobo15bobo21bo2bo69b2o2b2obo2b2o34bobo13bo13b2o100bo
2b2o108bo5bo6bob2o198bo6bo142bo25b3o$42b2o3b2o20b3o23b3o21bobo18bo11b
2o4b2o12b3obo20b7o16bo6bo16bobobob2o16bo2bo74bo6bo36b3o10bobo111bobo
112bo5bo5b2o4b2o12b2o20b2o63b2o91bo2bo8bo2bo138bo26b2o$68bo2bo22bo2bo
22bo19b2o10bo5bo12bo4b4o14bo5bo5bo12b2obo2bob2o15bo3bobobo14bob2ob3o
72b2o40bo3bo9bo2bo110b2o113b2o4b2o4bo5bo13b2o20b2o62bo2bo92bo10bo160b
3o5bo$68b2o25b2o23bo32bo5bo10bo2b2obo2bo14b5o3b5o10bo2bob4obo2bo10b2ob
obobo3bo14bo2bobo2bobo70bo3bo36b2o2b5o5b5o226bob2o7bo5bo12b2o84bobobo
261bo7bobobo$140b2o10b2o4b2o11b2obo3bo3b2o14bo3bo14b2o2bo5b4o11bobobob
obob2o14b3obobob2o65b2o4bo43b2ob3o8b2o225b2obo6b2o4b2o12bo86bo2bo261bo
4bo2b2obobo$141bo10bo5bo13bo3bobobo2bo12b2o5b2o17b4obo14bobo4bobo2bo
10b3o4bobo69bo4bo39b2o2b5o8bo231b2o4bo5bo12bobo19bob2o38b2o2bo23bo248b
4o9bo9bobo$140bo12bo5bo12bobobobob2o14bo7bo12b6o3b5o12bobobobobobo11bo
2b2ob2obo66b3o4bobo38bo3bo245bo5bo5bo11bob2o18bobo35b2o2b2o3bo19bobo
248bo4bo10b2o6b2o$140b2o10b2o4b2o13b2ob2o19bo5bo13bo5b2o5bo14bobo2bobo
15bobo2bo67bo7bo40b3o245bo5b2o4b2o34bo36b2o7bo269bobo3bo11bo$152bo5bo
37b2o5b2o14b4o2b4o16bo2bobo18b4o115bobo14bobo230b2o4bo5bo35b2o40b4o
269bobo3bo12bo$140b2o11bo5bo58b2o2bo2bo2b2o16b2o2bo137b2o18bo236bo5bo
12b2o13bo6b2o63bo5b2o242bo18bo$141bo10b2o4b2o90b2o19b2o131bo2bo236b2o
4b2o12b2o3b2o8b2o5b2o22b2o24bo12b2ob2o247bo$140bo13b2obo113b2o130bobob
o101b2o3b3ob3o3b2o112b2o6b2obo28bob2o52b2ob2o12bo3bo3bo241bo2bo$140b2o
12bob2o245bo2bo102bo15bo112b2o6bob2o28bobo27bo3bo23bo18bo4bo241b2o$25b
4o375b2o100b2obo15bob2o149b2o28bo4bo43bobobo$23b8o473bo2bob2o13b2obo2b
o179bobobo43bobobo$26b2o476b2obo19bob2o139bo10bo29bobobo43bo4bo$19bo2b
obo4bobo475bo19bo141bobo8bobo29bo4bo18bo23bo3bo$19b4ob2o2b2ob3o473b2o
5bo5bo5b2o142bo10bo31bo3bo3bo12b2ob2o$25bo2bo5bo479bo5bo13bo139b4o41b
2ob2o12bo24b2o35bob2o8b2obo14b2obo13bob2o$21b3obo2bob3obo468bo9bobo3bo
bo10b3o138b6o35b2o5bo76b2obo8bob2o14bob2o13b2obo$21bo10bob2o466bobo9bo
5bo10bo141bo4bo62b4o51b2o10b2o4b2o$22b2o2bo3b2o4bo136bo23bo3b2o22bo20b
o20b2o229b2o3bo10bo5bo10b2o141bo2bo62bo7b2o47bo10bo5bo14b3o13b3o$19b3o
4b2obobob3o137b3o20bobo2bobo17bob5o17bobo18bobo229b2o172bobo2bobo38bob
o19bo3b2o2b2o46bo12bo5bo12bo2bo13bo2bo$19bo2b3o2b2obo2bo137b2o3bo19bob
o4bo17b2o5bo17bo19bo247b2o3b2o151b2o4b2o37bo23bo2b2o50b2o10b2o4b2o12b
2o17b2o$20bobo2bo2bobobo137bo3b2obo15b2obob2o3bob2o17b3o2bo33b2obo241b
o5b2o3b2o5bo191bo2bo76bob2o8b2obo$21bo3bo2bobob2o137b3obobo16bobo4bobo
bo15b3o3b2o11b2o2b5o2b2o10b2obob2o230bo5b2ob2ob2o7b2ob2ob2o5b2o182bobo
bo75b2obo8bob2o14b4o13b4o$28bobo147b2o12bo2bob5obobo14bo4bobo12bo2bo5b
o2bo13bo233bo7bo3b2o7b2o3bo7b2o183bo2bo79b2o4b2o4b2o12bo2bo13bo2bo$25b
2obobo140b4o5bo11b2obobobo2bo2b2o12bob5obo13bobob3obobo11b2obobo231bo
219b2o81bo4bo5bo14bo17bo$25bo3bo141bo2bo3b2obo13bobo2b2o3bo13bobobo2bo
13b2obo5bob2o10bobo2bo3bo31b2o11bob2o18bo47bo27bo11bo374bo6bo5bo10b3o
19b3o$24b2o146b2ob2o2bobo13bobo3bobobo10b2obobo2b2o13bo3b3ob3o3bo12b2o
b2obo2b2o28bo11b2obo17bobo37bo7bobo26b3o7b3o72bo37b2o262b2o4b2o4b2o10b
o23bo$23bobo148bobobo2b2o13b2obobob2o11b2obobo3bobo11b4o7b4o14bo7bo27b
o16b2o15bobo3b2o31bobo6bobo29bo5bo75bo7bo3b2o7b2o3bo11b2o5b2o251bob2o
8b2obo134b2o10b2obo10b2obo$22bob2o148bobobobo17bobo19b2obo2bobo14b2obo
b2o18bob6o28b2o16bo12b2obob2o3bo31bobo4b3o2b2o26b2o5b2o74bo5b2ob2ob2o
7b2ob2ob2o16bo252b2obo8bob2o20b3o3b3o106bo10bob2o10bob2o$19bo2b2obobo
3b2o142b2obobo17bo23bob2o2bo12bo2bobobo2bo17bo51bo14bobo4bobob2o25b2ob
ob2o2b2o2bobo28b2o88bo5b2o3b2o5bo16bobo289bo5bo106bo15b2o6b2o4b2o$19b
3o3bob3o2bo146bo17b2o23bo5b2o11b2o2bobo2b2o18bob2o30b2o15b2o11bo2bob5o
bo2bo26bobo4bobob2o2bo28b2o93b2o3b2o22b2o281bo23bo97b2o14bo7bo5bo$22b
3o4b3o189b2o23bo22b2ob2o31bo13b2o13b2obobo4bobo26bo2bob5obo3bobo27bo2b
o3bo72b2o49b2o275b3o19b3o114bo7bo5bo$21bo2b4o276bo15bo16bobo3bo2b2o25b
2obobo4bo2b2obo28bobo3bobo71b2o3bo10bo5bo28bo279bo2b2o9b2o2bo100b2o14b
2o6b2o4b2o$21b3o4b2o274b2o13bo17bobobobobo30bobo3bo4bo31bo3bo2bo75bobo
9bo5bo12bo5bo11bo276bobob4o5b4obobo100bo10b2obo10b2obo30bo$19b2o3b2obo
2bo288b2o17b2obobobo30bobobobobo2bo36b2o77bo9bobo3bobo11bo5bo7b5o134bo
141b2o5b2o3b2o5b2o99bo11bob2o10bob2o28b2o$20bobo4bobo274b2o11b2o21bobo
bo32b2obobob3o38b2o87bo5bo11bobo3bobo6bo286bo7bo105b2o14b2o6b2o4b2o$
18bo2bob2o2bob2o274bo12bo21bobo36bobo37b2o5b2o86bo5bo12bo5bo10b4o115bo
14b3obo139b2o17b2o115bo7bo5bo26bo$18b2obobob3o2bo273bo12bo23b2o36bo2b
3o35bo5bo106bo5bo10bo2bo129bob2o141bo2bo13bo2bo99b2o15bo7bo5bo26bo3bo$
21bo3bo2b2o274b2o11b2o59b2o4bo32b3o7b3o237bob3o11b2obo142b3o13b3o101bo
14b2o6b2o4b2o27b2obo$21b4ob2o389bo11bo79b2o22b2o3b2o129b2obo8bob3o262b
o11b2obo10b2obo22b2o7bo$24bo2bo480bobo16bo5b2o3b2o5bo8bo114bob2o155bob
2o13b2obo99b2o10bob2o10bob2o24bo$21b6o148b2o57b2o3b2o267bo16b2ob2ob2o
7b2ob2ob2o5bobo114b3obo8bo10b2o132b2obo13bob2o147bo4bo$21bo153bobo4bo
51b2o3b2o266b2o5b2o11bo3b2o7b2o3bo7bobo139bo301bo3bo11bo$22b3o153bo2bo
bo330b2o38bo117bo17b3o2b2o300bo2bo11bo2bo$24bo151b2obo2bobo503b3obo3bo
302bo11bo3bo$175bobob2obo2bo48bo5bo313bo133bo4bob2o314bo4bo$170b2o2bo
7b3o44b2o3bo5bo3b2o272b2o7bo3b2o7b2o3bo7bobo122bo13bobo315bo$170bo2bo
4b3o48b2o2bobo3bobo2b2o272b2o5b2ob2ob2o7b2ob2ob2o5bobo107b6ob2o5b3o10b
2obo4bo304bo7b2o$171bob2o3bo2b2o51bo5bo286bo5b2o3b2o5bo8bo108b6ob2o4b
5o9bo3bob3o303bob2o$172bo3b2ob2o2bo50bo5bo292b2o3b2o130b2o3b2o3b2o8b2o
2b3o305bo3bo$173b2obobo3b2o479b2o5b2o4b5o10bo315bo$174bobobo342b2o10bo
5bo10bo2bo109b2o5b2o5b3o11b2o$172bo4bo56bo5bo281bo10bo5bo10b4o109b2o5b
2o6bo326b2o$171bob3obobo54bo5bo63b2o12b2obo23b2ob2o50bob2o4b2obo107b3o
10bobo3bobo6bo115b2o339bo$172bo2bo2b2o49b2o2bobo3bobo2b2o59bo12bob2o
23bo3bo50b2o2bo2bo2b2o107bo13bo5bo7b5o111b2ob6o$173bobo53b2o3bo5bo3b2o
58bo11b2o4b2o22b3o49b2o3bo4bo3b2o112b2o5bo5bo5b2o4bo111b2ob6o$174bo59b
o5bo63b2o10bo5bo74bo3b2ob4ob2o3bo111bo19bo2b2o126bo$317bo5bo20b7o47b3o
bobo2bobob3o109b2obo19bobo127b3o8b2o109b2obo8b2obo22b2o3b2o$2b2obo14b
2o16b2ob2o11b2o14bo5b2o17b2o14bo192b2o10b2o4b2o20bo2bo2bo49bobo6bobo
111bo2bob2o13b2obobo126bob3o3b2obo2bob2o105bob2o8bob2o21bo7bo$2bob2o
13bobo15bobob2o10bo2bo12bobo4bo2b2o11bo2bobo13b3ob2o2b2o113b2o3b2o64bo
12b2obo16b2o15b2o47b4o117b2obo15bob2o126bo3bo4b2o2bo4bo103b2o10b2o4b2o
22bobo$2o16b3o48bobo5bobo11bobobobo16b2obo2bo113b2o3b2o63bo13bob2o12b
2obob4o3b3o3b4obob2o40b2o6b2o117bo15bo128bo3bo10bo107bo11bo5bo21b2o3b
2o$o17b2o17b3ob2o8b3o2b3o9b2ob2o3b2obo12bo2bob3o8bo2b2o4bobo184b2o10b
2o4b2o10b2obo2b2obobo3bobob2o2bob2o167b2o3b2o3b2o3b2o127b3obo12bobo
105bo11bo5bo$bo17bobo15bo4bo7bobo4bobo9bo2bo3bo2bob2o13bo3bo7b4ob4obob
3o193bo5bo14bo4bo2bo3bo2bo4bo47b2o125bo2bobo2bo132b3o120b2o10b2o4b2o$
2o18bobo2b2o13bo9bobo4bobo7bo2b3o4b3o2bo7b4o3b4o15bobo4bo180b2o11bo5bo
13b2o6bo3bo6b2o43b2o6b2o122b2o3b2o134bo123b2obo6bo5bo$2b2obo15bo2bobo
8b2o3bo10b3o2b3o8b2obo2bo3bo2bo9bo3bo15b5o3bob2obo181bo10b2o4b2o22b3o
52bo2bo2bo2bo387bob2o7bo5bo10b3o$2bob2o16b4o8bo3bo31bob2o3b2ob2o9b3obo
2bo11bo5bo4bobob2o177bo13b2obo19b2o9b2o48b8o386b2o4b2o4b2o4b2o11b3o$2o
4b2o15b2o9b2o17bo2bo13bobo5bobo12bobobobo11b4ob6obobo178b2o12bob2o19b
2o9b2o442bo5bo5bo5bo21bo$o5bo47b2o13b2o2bo4bobo12bobo2bo16bo6bo2bo215b
2o9b2o46b5o2b5o385bo5bo5bo5bo20bo10b3o$bo5bo64b2o5bo14b2o17bobo2b2o2bo
bo217bo9bo46bo12bo383b2o4b2o4b2o4b2o19bobo8b3o$2o4b2o105b2o3b2o3bo217b
obo7bobo46b4o4b4o386b2obo8b2obo13b3o3bo$2b2obo197bo132b3obobo9bobob3o
44b6o389bob2o8bob2o12b3o4bobo$2bob2o196bobo131b4obo11bob4o41b3o6b3o
421bo$201bobobo134bo13bo44bo2bo6bo2bobo420bobo8b3o$201bobobo193b2o10b
2ob3o419bo10b3o$200b2obob2o210bo418bo$198bo4bo4bo202b2ob3o$198b2obobob
ob2o202b2obo$60bo142bo629b2o3b2o108b2o10b2o4b2o4b2o4b2o11b2o24b2o35bo$
23b2o15b2o17b4o16b2o3b2o15b2ob2o17b2o71b6obob6o259b2obo7bob2o17b2o331b
obo111bo11bo5bo5bo5bo11b2o24b2o35bo5bo$23bo15bo3b2o14b2ob2o14bobo3bobo
14b2ob2o15bo2bo70bo7bo7bo195b2o61bob2o7b2obo18bo14b2o312bo7bo107bo11bo
5bo5bo5bo75bo5b3o$24bo13b2obob3o15bo2bo14bo5bo35b2o71bobo2bobobobobo2b
obo193bo2bo64b2o9b2o16bobo12bobob2o309b2o3b2o108b2o10b2o4b2o4b2o4b2o
17b2o47b2o6b2o7bo$21b3obo12b2obo4bo9b2o6b2o33b9o15b4o67bobo3bobobobo3b
obo192bo2bo65bo11bo17b2o3b2o9bobo439bob2o8bob2o18bo2bo45bobo9bo4b2o$
18bobo2bobo17b2obo8b3o5bobo13b2o3b2o12bo9bo12b2o2bobo65b2o2bob2obobob
2obo2b2o192bobo66bo9bo22bo2bo7b2obo109b2o4b2o6b2obo44b2o3b2o247b2o12b
2obo8b2obo18bo3bo8b2o34bobob2o2bo4bo$18b2ob3obob2o8bob2o15bobo5b3o11b
2obobob2o12b3obob3o12bo2b2o2bo66bo6bobobo6bo198b2obo59b2o9b2o21bo13bob
2o107bo5bo6bob2o43b3o3b3o247bo16b2o10b2o17b3o8b2obo34bobobo7bo$21bo2b
2o2bo8bo4bob2o10b2o6b2o11bobobobobobo13b5o10b2obobo3bobob2o63bob4obobo
bob4obo198b2ob3o53b2obo9b2o14b2o4bo2bob2o7b4o2bo106bo5bo11b2o18b2o6bo
15b2o3b2o15bo6b2o223bo18bo11bo21b2o8b2o35bo5b3o8bo$21bo4bo11b3obob2o
11bo2bo14b3obobobobob3o26b2obobo3bobob2o64b2ob2obobobob2ob2o205bo52bob
2o10bo14bobo3bob3o9bo3b2o107b2o4b2o10bo19bo6bobo3bobo23bobo3bobo6bo
223b2o16bo11bo22bo9bo35b2o15b3o9bo$22b4o13b2o3bo13b2ob2o11bo4b2o3b2o4b
o28bo2b2o2bo70b3obobobob3o189b2o10b2ob3o51b2o13bo17bo4bo13b3o111bob2o
13bo10b2o3b2obo7bo3bo29bo3bo7bob2o3b2o233b2o10b2o66b3o14b2o2bo8bo$42b
2o15b4o12b4o7b4o10b2o3b2o12bobo2b2o75bobobo193bo2bo6bo2bobo53bo14b2o
16b3o13bo4bo111b2obo12b2o10bo4bobo14bo2bo19bo2bo14bobo4bo215b2o48bo9bo
37b3o16b3o8bo$24b2o35bo16bo7bo14bo3bo14b4o76b2obob2o193b3o6b3o57bo11b
2o16b2o3bo9b3obo3bobo113b2o6b2obo13b3obo13bo4b3o17b3o4bo13bob3o217bo
47b2o8b2o37b3o3bo2bo19b2o$24b2o51bo9bo10b3o5b3o15b2o69b2o4bobobo4b2o
191b6o59b2o12bo15bo2b4o7b2obo2bo4b2o114bo6bob2o15bob2o5bo5bob3ob2o19b
2ob3obo5bo5b2obo218bo17b2o10b2o18bob2o8b3o33b3o4b2ob2o15bo$77b2o7b2o
10bo9bo13bo2bo68bob4o3bo3b4obo187b4o4b4o58b2obo7bo16b2obo13bo122bo5b2o
27bobob3obo31bob3obobo226b2o16b2o10b2o19b2o8bo3bo33b2o6bo16bo4bo$122b
2o70bobo5bobo5bobo186bo12bo57bob2o7b2o18bob2o7bo2bo122b2o4bo28bo6bo33b
o6bo288bo2bo34bo23bo9b2o$192b2o2bo2bo2bobo2bo2bo2b2o185b5o2b5o89bobo9b
2o3b2o125bo29bo6bo29bo6bo291b2o33bobobo23b3o5bobo$193bobo2bo2b2ob2o2bo
2bobo286b2obobo12bobo123b2o28bob3obobo29bobob3obo324bobob2o28b2obobo$
181b2o10bob5o2b3o2b5obo10b2o176b8o94b2o14bo117b2o6b2obo18b2ob3obo5bo5b
2obo13bob2o5bo5bob3ob2o264b2o24b2o26bobo5b3o23bobobo$181bo12bo4bo2bobo
2bo4bo12bo175bo2bo2bo2bo109b2o116b2o6bob2o17b3o4bo13bob3o9b3obo13bo4b
3o263b2o24b2o27b2o9bo23bo$170b2o11bo12bob4obob4obo12bo11b2o164b2o6b2o
257bo2bo14bobo4bo7bo4bobo14bo2bo71b2obo6b2o4b2o15b2o37b2o180bo4bo16bo
6b2o$170bobo9b2o2bo2bo5b2obo9bob2o5bo2bo2b2o9bobo168b2o266bo3bo7bob2o
3b2o7b2o3b2obo7bo3bo76bob2o7bo5bo15b2o37b2o184bo15b2ob2o4b3o$172bo2b2o
2bo4b6o4bo3b3o5b3o3bo4b6o4bo2b2o2bo435bobo3bobo6bo23bo6bobo3bobo71b2o
10bo5bo238b2o19bo2bo3b3o$172b2o3b7o11b3o3b5o3b3o11b7o3b2o166b2o6b2o
266bo6b2o23b2o6bo78bo11b2o4b2o237bo27b3o$25b2o16b2o3b2o12b2o6bo19bo6bo
18bo6b2o52b3o4b8o5bobo7bobo5b8o4b3o174b4o389bo12bob2o239bo27b3o$25b2o
15bo7bo12bo4b3o18bobo4bobo16bobo5bo48b2obo2bo2b3o7bo6b2o7b2o6bo7b3o2bo
2bob2o165bobo6bobo384b2o12b2obo31b2o9b2o195bo27b2o$45bobo14bo4bo21b2o
6b2o16bobo3bobo47bob5o3b2o2b2o2bo10bo5bo10bo2b2o2b2o3b5obo162b3obobo2b
obob3o384b2obo12b2o29b2o9b2o215b3o5bo$23b6o14b2o3b2o12b2o3b2o18b2o2bob
2obo2b2o11b2obob2o2b2o4bo42bo7bo5bo4b2o25b2o4bo5bo7bo160bo3b2ob4ob2o3b
o383bob2o13bo255bo7bobobo$22bo5bo57bobo2b6o2bobo10bob2o3bo5b3o43b7o6b
2o4bo9bo5bo9bo4b2o6b7o162b2o3bo4bo3b2o382b2o4b2o10bo19b3o29b3o202bo4bo
2b2obobo$22bob2o36b5o7b2o11bob2ob4ob2obo15bob2o4bo48bo2bo6bobo3bo27bo
3bobo6bo2bo166b2o2bo2bo2b2o384bo5bo11b2o18b3o4b3o15b3o4b3o197b2o4bo9bo
bo$20b2obobo19b3o14bo4bo6bo15b2o4b2o18bo2bo4b2o52bo2bobo2bob2o2b2o6bo
5bo6b2o2b2obo2bobo2bo171bob2o4b2obo58b2obo8b2obo19b2o290bo5bo27bo3bobo
3bo19bo3bobo3bo194bo7b2o6b2o$21bo3bo19b3o15bo3bo4bobo14b3ob2ob3o18b3o
57b2o2bo4b2obo4bob2ob3o3b3ob2obo4bob2o4bo2b2o240bob2o8bob2o12b2o5b2o8b
2o279b2o4b2o25b3o4b3o25b3o4b3o193b3o5bo$21bob2o2b2o16b3o12b3o5b2o2b2o
15b3ob2ob3o21b4o58b4o2bobo3bo5bo5bo5bo3bobo2b4o249b2o4b2o4b2o11bo15b3o
280b2obo12b2o20b3o25b3o202bo5bo$18b2obo5bobo15b3o12bo9bo19b2o4b2o19b2o
bobobo61bo3bo3bo17bo3bo3bo253bo5bo5bo12bobo13b2obo279bob2o12b2o259bo$
18b2ob2o6bo40bo16bob2ob4ob2obo16b2obo3b3o55b4o2bobo3bo5bo5bo5bo3bobo2b
4o250bo5bo5bo12b2o15bobo306b2o47b2o$21bo7b2o39bo15bobo2b6o2bobo19b2o4b
o49b2o2bo4b2obo4bo17bo4bob2o4bo2b2o244b2o4b2o4b2o28bo2bo306b2o47b2o$
21bobo19b2o3b2o18bobobob2o11b2o2bob2obo2b2o22b4o51bo2bobo2bob2o2b2o6bo
5bo6b2o2b2obo2bobo2bo241b2obo8b2obo31b2o$22b2o21bobo19bob2ob2obo13b2o
6b2o24bo49bo2bo6bobo3bo8b2o7b2o8bo3bobo6bo2bo236bob2o8bob2o$42bo7bo16b
o21bobo4bobo25bo46b7o6b2o4bo6bobo7bobo6bo4b2o6b7o232b2o10b2o4b2o16b3o
3b3o$43b2o3b2o16b2o22bo6bo25b2o45bo7bo5bo4b2o4b3o3b5o3b3o4b2o4bo5bo7bo
231bo11bo5bo17b3o3b3o327b2o6bo5bo6b2o$171bob5o3b2o2b2o2bo4bo3b3o5b3o3b
o4bo2b2o2b2o3b5obo233bo11bo5bo12bo4bo5bo4bo323b2o5b3o3b3o5b2o$172b2obo
2bo2b3o7bo3b2obo9bob2o3bo7b3o2bo2bob2o233b2o10b2o4b2o11bobo13bobo328bo
bobobobobo$177b3o4b8o4bob4obob4obo4b8o4b3o240b2obo8b2obo14bo15bo160bo
6bo50b2o7b2o92b4o3b3ob2ob2ob3o3b4o$172b2o3b7o10bo4bo2bobo2bo4bo10b7o3b
2o235bob2o8bob2o181b2o4b2obobo4bobob2o4b2o39bo2bo5bo2bo91bo3bo2b2obobo
bobob2o2bo3bo$172bo2b2o2bo4b6o3bob5o2b3o2b5obo3b6o4bo2b2o2bo270b3ob3o
155bobo3bob2obo4bob2obo3bobo38bob2obo3bob2obo93bo2b2ob3o3b3ob2o2bo$
170bobo9b2o2bo2bo3bobo2bo2b2ob2o2bo2bobo3bo2bo2b2o9bobo69b2obo8b2obo
16b2o4bo4b2o26b2o9b2o32b2o77b2o11b2o148b2obob3obo4b2o2b2o4bob3obob2o
30bo5bo2bobobobo2bo5bo88b4o3bo5bo3b4o$170b2o11bo8b2o2bo2bo2bobo2bo2bo
2b2o8bo11b2o69bob2o8bob2o15bo2bobo3bobo2bo24bo2bo7bo2bo16b2o11b3obo76b
2o11b2o148bo2bo4bob4o6b4obo4bo2bo29bobo5bo3bobo3bo5bobo$181bo12bobo5bo
bo5bobo12bo84b2o4b2o4b2o13b3o9b3o24b3o9b3o16bobo9bo4bo237b2o2bob3obobo
2bob5o5bob3obo2b2o27bo2bob3o3b2ob2o3b3obo2bo87b2o17b2o$22bo10bo35b2o
110b2o11bob4o3bo3b4obo11b2o84bo5bo5bo12b2o3b2o5b2o30b9o21bo2b2o2bo3bo
3b2o2bo234bob2obobo5b2obo6bo2bo3bob2obo26b2obobobo15bobobob2o85bo2bo
13bo2bo$21bobo8bobo34bo6b2o117b2o4bobobo4b2o99bo5bo5bo10bobo2bo2b5o2bo
4b2o22bo2b5o2bo20b2o3b6obo5bobo233bobo2b2o3bo2b2o2bo5b3o7bobo25bobobob
2o17b2obobobo85b3o13b3o$21bobo8bobo31b2obo6bo2bo29b3o88b2obob2o103b2o
4b2o4b2o10bobobobo7b2o3bo2bo12b2o7b2o2b3o2b2o25b3o4b7obo232b2o2b2o4b2o
6bo4bo5bobobo2b2o24bo3bobo19bobo3bo$19b3ob2o6b2ob3o29bobob2ob2obob2o2b
o27bo90bobobo100b2obo6bo5bo12bobobo13bobo2bo2bo7bobo26b2o9b2obo2bo2b3o
7bo235bobo15b2o11bobo25b2obo2bo6b3o3b3o6bo2bob2o83bob2o13b2obo86b2o12b
ob2o8b2obo$18bo13bo4bo21bo8bo2bobo2bo2bobobo113b3obobobob3o96bob2o7bo
5bo13bo14b2obob5o9b3o23bobo8bob5o3b2o2b2o2bo237bobo28bobo26bobob2o6b3o
3b3o6b2obobo84b2obo13bob2o87bo12b2obo8bob2o$19b3ob2o6bo2b3o22bobo4bo2b
2o2bobobo3bo2bo23b2ob2o82b2ob2obobobob2ob2o92b2o10b2o4b2o12bo2bo11bo3b
o14bo3bo9bo10b3o9bo7bo5bo4b2o237bo12b2o16bo25bo2bo11bo5bo11bo2bo189bo
11b2o10b2o4b2o$21bob2o6bo2bo24bobobo2bo2b2o2bobobo2bob2o21b2o7b2o78bob
4obobobob4obo91bo11bo5bo13bo9bo4bo4bob2o10b2o2b5o3b2ob2o7bo3bo9b7o6b2o
4bo13b2o234bo2bo41b2obob2o23b2obob2o189b2o11bo10bo5bo29b3o$26bo38b3ob
2obo3b2ob2o24bo9bo78bo6bobobo6bo92bo11bo5bo12bo3bo3b2ob2o2bo3b2o3bo13b
2ob3o4bo5bo3b5o11bo2bo6bobo3bo14bobo228b2o3b3o8b2o35bobo25bobo204bo12b
o5bo27bo3bo8b3o$26b4o30bo3bo2bo8bob2o26b9o78b2o2bob2obobob2obo2b2o90b
2o10b2o4b2o12bo9bo4bo4bobobo9b2o2b5o9b3o3b2o19bo2bobo2bob2o2b2o11b2o
228b2o3bobo8b2o35bobo25bobo192b2o10b2o10b2o4b2o26bo5bo6bo3bo$29bo32bo
3b2obobobob2ob3ob2o110bobo3bobobobo3bobo93b2obo8b2obo14bo2bo11bo3bo3bo
10bo3bo15bo3b5o15b2o2bo4b2obo4bo245b2o47bo27bo194bo12bob2o6bo5bo39bo5b
o$21bo2bo6b2obo23b2o2bo7b2o3bo4bobo23b9o79bobo2bobobobobo2bobo93bob2o
8bob2o15bo14b2obob2o12b3o20bo3bo20b4o2bobo3bo6bo31b2obo8b2obo18bo7bo
435bo13b2obo7bo5bo25bo7bo$19b3o2bo6b2ob3o23bo9b6o4bobo22bo9bo79bo7bo7b
o123bobobo13bobobo11bobo23b3o25bo3bo3bo4b2ob2o29bob2o8bob2o17bobo5bobo
218b2o13b2o199b2o16b2o4b2o4b2o25bo7bo3bo7bo$18bo4bo13bo28bob2o4bo2bo3b
o23b2o7b2o80b6obob6o123bobobobo7b2o3bobo2bo10b2o26bobo19b4o2bobo3bo6bo
35b2o4b2o4b2o16bo7bo170b2o47b2o13b2o218bo4bo5bo38bo7bo$19b3ob2o6b2ob3o
29b2o6bo2bo30b2ob2o90bo130bobo2bo2b5o2bo4bo2b2o21b2o7b2o7b2o14b2o2bo4b
2obo4bo42bo5bo5bo185b2o8bobo3b2o258b2o16bo6bo5bo26bo5bo$21bobo8bobo34b
4ob3o121b2obobobob2o126b2o3b2o5b2o31bo9bo24bo2bobo2bob2o2b2o44bo5bo5bo
184b2o8b3o3b2o36bo27bo194bo16b2o4b2o4b2o27bo3bo6bo5bo$21bobo8bobo31b3o
4bo36bo87bo4bo4bo128b3o9b3o29b9o20bo2bo6bobo3bo13b2o32b2o4b2o4b2o193bo
2bo40bobo25bobo192bo13bob2o8b2obo30b3o8bo3bo$22bo10bo32bo2bo2bo2b2o32b
3o88b2obob2o130bo2bobo3bobo2bo26b3o2b5o2b3o15b7o6b2o4bo12bo29b2obo8b2o
bo17bo9bo151bo16b2o12bo28bobo25bobo192b2o12b2obo8bob2o42b3o$68b2o3b2ob
o124bobobo132b2o4bo4b2o27bo2bo2b3o2bo2bo14bo7bo5bo4b2o13b3o26bob2o8bob
2o15b2o11b2o148bobo28bobo24b2obob2o23b2obob2o$201bobobo173b2o9b2o16bob
5o3b2o2b2o2bo16bo24b2o16b2o17bo5bo6b2o144bobo11b2o15bobo24bo2bo11bo5bo
11bo2bo$202bobo204b2obo2bo2b3o7bo39bo17bo18bo5bo7bo142b2o2bobobo5bo4bo
6b2o4b2o2b2o24bobob2o6b3o3b3o6b2obobo$203bo210b3o4b7obo39bo17bo16b3o3b
3o6bob2o140bobo7b3o5bo2b2o2bo3b2o2bobo24b2obo2bo6b3o3b3o6bo2bob2o39bob
2o9b2obo22b2o47b2o$409b2o3b6obo5bobo38b2o16b2o30b2o2bo140bob2obo3bo2bo
6bob2o5bobob2obo25bo3bobo19bobo3bo40b2obo9bob2o21b2obo45bobo12bo$409bo
2b2o2bo3bo3b2o2bo41b2obo8b2obo14b2o13bo4b2o140b2o2bob3obo5b5obo2bobob
3obo2b2o24bobobob2o17b2obobobo44b2o11b2o19bo2bo45bo13bobo112bo$407bobo
9bo4bo45bob2o8bob2o13bobo13b5o144bo2bo4bob4o6b4obo4bo2bo27b2obobobo15b
obobob2o46bo11bo19bo2bo41bob2ob2o4b2o5bo3bo91bo2bob2obo2bo9bo$407b2o
11b3obo74bo13b2o4bo144b2obob3obo4b2o2b2o4bob3obob2o29bo2bob3o3b2ob2o3b
3obo2bo47bo13bo17b2ob2o41b2ob2o5bobo6bo3bo90b4ob2ob4o7b3o11bo2bob2obo
2bo$422b2o74b2o5b2o7bo2b2o148bobo3bob2obo4bob2obo3bobo32bobo5bo3bobo3b
o5bobo47b2o11b2o31b2o35bo4bo9bo3bo89bo2bob2obo2bo21b4ob2ob4o$505b2o7bo
bo150b2o4b2obobo4bobob2o4b2o33bo5bo2bobobobo2bo5bo46b2o9b2obo19b2o12b
2o35bo2bo3bo8bo3bo121bo2bob2obo2bo$21b2o100b2o384bo2bobobo160bo6bo48bo
b2obo3bob2obo52bo9bob2o70b2obobo11bobo$20bobo100b2o384b4ob2o218bo2bo5b
o2bo52bo8b2o74bo4bo12bo$19b3o491bo221b2o7b2o53b2o7bo23b2o49b3o4bo4bo$
19b2o490bobo283b2o10bo22b3o15b2o32bo4bo3bobo112b2o12b2o$20bobo100b3o
385b2o285bo9b2o16b2o2bo2bobo10b2o2b2o2b2o28b2obobo5bo112b2o12b2o$21bob
o2b2o90b2o2bob2o671bo12b2obo12b2o2b2o2b2o10b2o2bo2bobo28bo2bo3bo$22bo
2bobo90b2o2b2o215b2o21b2o41b2o9b2o379b2o11bob2o16b2o20b3o29bo4bo8b2o$
23b4o95b2o214bo2bo19bo2bo41bo9bo435b2o25b2ob2o5bobo$24b2o312b2obo19bob
2o39bo13bo460bob2ob2o4b2o134bo2bob2obo2bo$29b4o4b4o4b4o3bob2obo2bob2ob
o2bob2obo3b4o4b4o3bob2obo2bob2obo2bob2obo2bobo220bob2o17b2obo40b2o5bo
5b2o465bo16b3o89bo2bob2obo2bo21b4ob2ob4o$28b6o2b6o2b6o2b6o2b6o2b6o2b6o
2b6o2b4ob4ob2ob4ob2ob4obo21b2o10b2o18b2ob2o27b2o28b2o29b2o67bo2bobo3bo
15bo3bobo2bo38b2obobob2o468bobo13bo3bo88b4ob2ob4o7b3o11bo2bob2obo2bo$
29b4o4b4o4b4o4b4o4b4o4b4o4b4o4b4o4b3obo2bob2obo2bob2obo2bobo22bo11bo
19bobobo25bo2bob2o25bo29b2o67b4o3b3o15b3o3b4o33b5obobobobob5o464b2o8b
2o3bo3bo10b2o76bo2bob2obo2bo9bo$140bo11bo20bo4bo24bo2bobo20b2ob3o25bo
4b2o4bo67b2o2b2o13b2o2b2o37bo4bobobobobobo4bo472bo2bo2bo3bo10bobo95bo$
23b4o95b2o16b2o10b2o16b2obo5bo20b2ob4obo19bobobo26bobo8bobo63b3o4b2o
13b2o4b3o35b3ob2ob2ob2ob2ob3o475bo4b3o13bo$22bo4bo90b2obo48b2obo2bo3bo
20bo6bob2o16bobobo25bobob3o2b3obobo62bo2bo3b3o2bo5bo2b3o3bo2bo37bobo9b
obo491b2o4b2ob2obo$21bobo3bo90b2o2bo2bo14b2o10b2o19bobobo3bo19bob4obob
o14b2obobob2o23bobo2b3o2b3o2bobo62b2o6bo3bo3bo3bo6b2o39bo11bo492bobo5b
2ob2o$20bobo3bo96bobo15bo11bo19bo2bo3b2o17b2obobobobobo14bobo5bo6b2o
16bo4b2o2b2o4bo70bo4bo3bo4bo142bo20bo389bo4bo$20bo103bo15bo11bo21bo23b
obobo3bo2bo17bob2obo6bobo17b2o10b2o72b4o5b4o142bobo18bobo386bo3bo2bo$
20bo119b2o10b2o21b7o16b2o2b3ob3o18bo2bobo2b2o2bo19b3o8b3o78bo552bo7bob
ob2o102b3o$20bo2bo99b2o56bo13b2obobo4bo22bobo2b2ob4o19b3o8b3o78bo116b
2obo10b2obo66b2o33b2o313b2o8bo4bo90b3o8bo3bo$21b2o100b2o15b2o10b2o23b
2o17bobob5o2b4o18b2o24b3o16b3o73bobo54bo5bo54bob2o10bob2o14b3o4bo8bo4b
3o28bobo32bobo42b2o4b2o4b2obo41b2o207b2o4bo3bo2bo4b3o88bo3bo6bo5bo$
141bo11bo23b2o17bo2bo4bob2o2bo20b4ob4o15b3o16b3o74bo53b2ob2ob2ob2o56b
2o6b2o4b2o12b3o3b2o8b2o3b3o30bo34bo2b2o39bo5bo4bob2o41bobo220bo4bo88bo
5bo$140bo11bo44bobob2obo26bo2bo4bo19b3o8b3o72b2o4bo4b2o49bo5bo58bo7bo
5bo14bo5bobo4bobo5bo27b4ob2o31b2obobo38bo5bo9b2o41bo4b2o198bo3bo11bobo
b2o99bo7bo$140b2o10b2o44b2obo2bo27bo3b3o20b3o8b3o72b2o9b2o115bo7bo5bo
19bobo4bobo33bo2bo3bo30bo2bo40b2o4b2o8bo38b4ob2o2bo2bo196bo4bo8bo3bo2b
o87bo7bo3bo7bo$202b2o29b3o23b2o10b2o199b2o6b2o4b2o19bobo4bobo36bobobo
31b3o8b2o32bob2o11bo37bo4bobobob2o198bobobo9bo4bo87bo7bo$236bo21bo4b2o
2b2o4bo194b2obo8bo5bo14bo5b3o4b3o5bo31b3ob2o25b3o4b2o5bo2bo31b2obo10b
2o40bo3bobo202bobobo6bobo5b2ob2o95bo5bo$235b2o20bobo2b3o2b3o2bobo70bo
5bo5bo110bob2o9bo5bo12b3o18b3o15b2o16bo2bo23bob5obobo4bobobo34b2o4b2ob
o42bo5bo203bo4bo4b2o4b2ob2obo83bo5bo6bo3bo$258bobob3o2b3obobo70bobob7o
bobo46bo11bo54b2o6b2o4b2o12b3o18b3o11b2obo18b2obo22b2obo2b2o2b2o3b2obo
bo35bo4bob2o46b2o205bo3bo11bo89bo3bo8b3o$259bobo8bobo71bob11obo45bobo
9bobo53bo7bo5bo48b2o2bo2bo14bo3b2o13b3o4bo14bo3bob2o32bo9b2o40bobo222b
obo90b3o$260bo4b2o4bo69b2obobo9bobob2o40b3ob2ob2ob2ob2ob3o52bo7bo5bo
52bobo15b3o2bo14bo4bo2bo12b2obo2bo32b2o8bo32b2o7bo211b2o11b2o$21bo31bo
42b4o165b2o74b2ob2o11b2ob2o39bo4bobobobobobo4bo50b2o6b2o4b2o12bobo18bo
bo17bo4b2o12bob2o10bo8bo14bo2bobobob2o40bo32bo7b2o2bo$20bobo29bobo40bo
4bo164b2o77bo13bo43b5obobobobob5o47b2obo10b2obo15bo20bo23b2o3b2o7bo13b
o4b2o2b2obo2b2o2b2o3b2obobobo2bo39b2o32bobo$20bobo28b2o41bobo3bo243bob
o4bo4bobo48b2obobob2o52bob2o10bob2o54b2o3b2obob3o6b2o13bo9bob5obobo4bo
6b2o30b2o4b2obo35b2o7bo3bo$22bo29bo40bobo3bo245b2o4bo4b2o46b2o5bo5b2o
121b2o5b2o3bo2b2o28b3o4b2o5bob5o32b2o4bob2o44bo4bo$20bob2o27bobo39bo
257bo52bo13bo128b2o40b3o8bo4bo89b3o$20bo29bo42bo312bo9bo132b3o25bo10bo
2bo9b4o$54bo38bo2bo308b2o9b2o157bo3bo8b2obobo9bo$21b3o25bo3b3o38b2o
457b2o34bo2b2o11bo$21b2o27b3ob3o33bo462bo20bo5bo6bobo14b2o80bo$89bob2o
461b3o15b3ob3ob3o4b2o97b2o5b2o22bo$18b3o2b3o25bo2bo33bo2b2o463bo14bo3b
2ob2o3bo101bobo5bo21b3o$92b2o86b2o58b2o330b4obob3obo110b3o17bo$21b2o
26b3ob3o27b2o8b3o83bobo57bobo340bo113bo17b2o$20b3o27b3o3bo26b2o2b2o5b
2o15b2o66bo59bo331bob2obobobo125bo$51bo29b2obo2b2o6b2o13bo2bo63b2ob4o
53b2ob4o327b2obob3ob2o125b2o$23bo31bo25b3o12b3o14bo62bobobo2bo52bobobo
2bo331bo2bobo125b2o14b2o74b2obo8b2obo50bo17bo$20b2obo28bobo42b2o14bo
62bobo57bob2o336b2o2bo142bo74bob2o8bob2o48b3o17b3o$21bo31bo44b2o7bo3bo
bo60b2o2bo55b2obo342b2o83b2o56bob2o69b2o4b2o4b2o4b2o45bo23bo$21bobo29b
2o27b2o15b3o4bo3bobo60bo59bo2bo429bo49b3ob2obo2bo69bo5bo5bo5bo46bo2b3o
13b3o2bo$21bobo27bobo28b2o16b2o4bo4bo61b4o5bo5b2o43b3o12b2o414bo10b2o
39bo7b2o71bo5bo5bo5bo16b2o7b2o11b2o4b2obo2bo13bo2bob2o4b2o11b2o7b2o33b
2o12bob2o8b2obo21bo$22bo29bo48b2o4b4o60b2o15bo42b2o2bo12bo415b5o5bobo
6b2o28b2o3bo3b2o72b2o4b2o4b2o4b2o17bo5bo2b3o6b2o2bo7b2o17b2o7bo2b2o6b
3o2bo5bo35bo12b2obo8bob2o21bo5bo$102b3o65bo2b2o7bo3bobo41bo2b2o11bobo
57b2obo6b2o24b2o6bo52b2o264bo6bo6bo22b2o15bo74b2obo8b2obo18bo4b4o4bo6b
obo5b2o23b2o5bobo6bo4b4o4bo33bo11b2o10b2o25bo5b3o$103b2o65b2obo4bo3bo
3b2o42b2obo7b2o3b2o58bob2o7bo24bo6bobo52bo8b3o250b2obo2bo8bobo21bobo8b
o2bob2o75bob2o8bob2o15bo2b2o2bo4b2o2bo6bob2o3bobob4o3bo5bo3b4obobo3b2o
bo6bo2b2o4bo2b2o2bo30b2o11bo10bo18b2o6b2o7bo$105bo67bo7bo10bo40bo6bo2b
o8bo57b2o4bo17b2o3b2obo7bo52bo10b2o249bo15b2o22bo6bo6bo76b2o4b2o4b2o4b
2o11b5o3bob3o3bobob2ob2obo5bobobo2bo3bo5bo3bo2bobobo5bob2ob2obobo3b3ob
o3b5o40bo12bo16bobo9bo4b2o$104bo65b3o7bobo7b3o37b3o7bobo7b3o57bo5b2o
16bo4bobo61b4o6b2o250b2o3bo3b2o28b2o6bobo5b5o71bo5bo5bo5bo11bo4b5obo2b
obo2bo2bobo2b2o2b2o5bo17bo5b2o2b2o2bobo2bo2bobo2bob5o4bo27b2o10b2o10b
2o16bobob2o2bo4bo$99b2o2bo66bo10bo7bo40bo8bo2bo6bo61bo23b3obo16b2o43b
2o4bo6bo105b2o141b2o7bo39b2o10bo72bo5bo5bo5bo11b3o4bo5bob2obo2bo3bobob
obobob2o19b2obobobobobo3bo2bob2obo5bo4b3o29bo12bob2o8b2obo13bobobo7bo$
99b2o74b2o3bo3bo4bob2o42b2o3b2o7bob2o57b2o4b2o19bob2o13b2o2bo38b2obo3b
3o3b2o108b2o140bo2bob2ob3o49bo73b2o4b2o4b2o4b2o13bo2b2o2bobo2bo2b2ob5o
4bobo3bo21bo3bobo4b5ob2o2bo2bobo2b2o2bo30bo13b2obo8bob2o15bo5b3o$174bo
bo3bo7b2o2bo41bobo11b2o2bo53b2obo7bo36b2ob2o38b2obobobo6bob2o247b2obo
56b2o74b2obo8b2obo18bob2o3bobo2b2o2b2obo4b4ob2o21b2ob4o4bob2o2b2o2bobo
3b2obo33b2o16b2o4b2o4b2o13b2o26bo$174bo15b2o42bo12bo2b2o54bob2o6bo26bo
10b2ob2o41b4o9bo251bo132bob2o8bob2o16bobo5b4o2bo5bobo2bo2bo2b2obob2o
11b2obob2o2bo2bo2bobo5bo2b4o5bobo50bo4bo5bo14b3o25bo$99b3o71b2o5bo5b4o
43b2o12b3o54b2o10b2o23b2ob2o10bo40b3o13bo106b3o142b2o14b2o146bobo3b2o
7bobo6bo3bo12bo5bo12bo3bo6bobo7b2o3bobo30b2o16bo6bo5bo13b3o5bo8b2o9bo$
94b2o2bob2o87bo56bo2bo54bo36b2ob2o50bo2bo23bo91b2o2bob2o157b2o147bo2b
4o3b5ob2o2b2ob3o2b5o8bo5bo8b5o2b3ob2o2b2ob5o3b4o2bo31bo16b2o4b2o4b2o
13b3o5bobo4b2obo8b2o$94b2o2b2o84bo2b2o56bob2o56bo10b2o23bo2b2o13b2obo
33bob2o22bobo90b2o2b2o161bo145b2o3bo2bobo4bobo3b2o2bob2o3bobobo4b3o3b
3o4bobobo3b2obo2b2o3bobo4bobo2bo3b2o29bo13bob2o8b2obo15b3o4bo2bo4b2o8b
o$98b2o84bobo56b2obo57b2o11bo24b2o16bob3o27bob2o3bo4b2o8b2o6bobo76b2o
2bo13b2o152b2o17bo136bobo4bobo2bo6b2o7bo4bo21bo4bo7b2o6bo2bobo4bobo30b
2o12b2obo8bob2o15b2o6bobo4b2obo5bo4bo$179bo2bobobo52bo2bobobo59b2obo6b
o41bobo4bo26b2obob2o4b3o8b3o4b2obob2o73bo2bobo19b2o146bo17b3o133bo2b2o
2b2obob2o2bobo3b2o5bob2obo21bob2obo5b2o3bobo2b2obob2o2b2o2bo74bo7bo9bo
5bo9b2o$179b4ob2o53b4ob2o60bob2o6b2o31bo7bob2o3b2o29bobo6b2o8b2o4bo3b
2obo74bobobo19bo144b3o21bo5bobo124b2o5bo2bobobobobo4bo2bobobo3b2o19b2o
3bobobo2bo4bobobobobo2bo5b2o72bobobo12bo2bo7b3o5bobo$183bo59bo104bobo
6bo37bobo22b2obo77b2obob2o16bobo144bo22b2o5b2o133b2o3b3o7bobo2b2ob3o2b
o17bo2b3ob2o2bobo7b3o3b2o79bobob2o28b2obobo$181bobo57bobo105bo6b2o38bo
23bo2bo76bo3b2o2bo15b2o176bo149b2obo5bobo2bo13bo2bobo5bob2o95bobo5b3o
7b2o14bobobo$181b2o58b2o163bo13b3o76bo2b2o3b3o6b3o322b2obo9bob3obo2b4o
13b4o2bob3obo9bob2o85b2o9bo23bo$406bo9b4o79bobob2o2b3o4b6o321bob2o9bo
3bobobo21bobobo3bo9b2obo91bo4bo16bo6b2o$405b2obo6bobobob2o77bob2o3b3o
4b3o2b2o332b2o6bob2o17b2obo6b2o107bo15b2ob2o4b3o$408b2o3b3o3bob2o81b2o
2bo4bobo175b3o169bo2bo13bo2bo114b2o19bo2bo3b3o$405bo6bo4b2o79b5obob2o
4b2o177bo4bo164bo2b3o13b3o2bo112bo27b3o$405b2o6b4o81bo2bo2bobo9bo8b2o
165bo3bo7b2o155b3o19b3o112bo27b3o$404b2o10bo86bo2bo6bo3bo6bo2bo176bobo
157bo17bo115bo27b2o$404b3o8bo88b2o8bo9bobo2bo2bo161bo2b2o7bo156b2o17b
2o134b3o5bo$415b2o100b2o4b2obob5o165bo7b2o308bo7bobobo$515bobo4bo2b2o
169bobo317bo4bo2b2obobo$510b2o2b3o4b3o3b2obo162b2o316b2o4bo9bobo$511b
6o4b3o2b2obobo160bo5bo312bo7b2o6b2o$512b3o6b3o3b2o2bo160bobo3bo313b3o
5bo$505b2o15bo2b2o3bo158b2obobobo4bo312bo5bo$504bobo16b2obob2o159bo2bo
2b2ob4o318bo$504bo19bobobo162b2o4bo$503b2o19bobo2bo167bobo$510b2o13bo
2b2o168b2o$510b2o2b2o$508b2obo2b2o$508b3o3$509b2o$509b2o!
-- which is definitely very promising, but also not entirely a step forward from the DRH-oscillators.rle pattern. Dean Hickerson's stamp collection has really good comments where you can look up names, discoverer, date, and so on -- even if they aren't as convenient as LifeViewer labels might be.

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Re: Golly suggestions

Post by hotdogPi » December 14th, 2020, 5:50 pm

We need to create a text file that includes all the oscillators we want as separate RLEs. This will:

1. Add any number of oscillators we want, just by changing the text file.
2. Speed up the process; it's currently taking some time to get the oscillators from the existing files, as it has to check every cell and then figure out its bounding box when it finds a live cell. Having the RLEs being directly read will make it almost instant.
3. Remove the duplicates (such as the multiple figure eights), simply by including only one of each in the text file. The reason there are duplicates now is because it can't always tell that a disconnected part is part of the same oscillator. The program currently does remove duplicates, but only if they're identical, including in the same orientation and phase.

Unfortunately, I don't think text files above the character limit can be shared via this forum (and if there is no character limit, it would take a long time for the page to load and should be avoided anyway). Does Google Drive support plaintext files?

I'm actually not using Golly's python, so I can't import golly (trying gives me an import error). I'm not sure what functions it has.

It shouldn't be too hard to create an information file like the one DRH-oscillators currently has while assigning the row and column numbers dynamically, although referring to other oscillators by row and column number could be a bit trickier. I'm imagining that this info would be in the comments at the beginning of each RLE in the text file.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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Re: Golly suggestions

Post by dvgrn » December 14th, 2020, 6:37 pm

hotdogPi wrote:
December 14th, 2020, 5:50 pm
We need to create a text file that includes all the oscillators we want as separate RLEs.
This certainly seems like the way to go.
hotdogPi wrote:
December 14th, 2020, 5:50 pm
Unfortunately, I don't think text files above the character limit can be shared via this forum (and if there is no character limit, it would take a long time for the page to load and should be avoided anyway). Does Google Drive support plaintext files?
It does, but last I checked it doesn't have a very good native editor for them. So you have to use a non-Google app like Anyfile Notepad, Text Editor for Google Drive, Text Editor (used to be Drive Notepad), etc. I tried out several of these when I was looking for collaborators on the Life Lexicon update project, but every one of them had significant problems or limitations.

I'd recommend a GitHub repository. In fact here's an experimental repo that I just set up -- try it out and see if you like it (once you tell me your GitHub login name). The "oscillators.txt" is my suggested format for the patterns you've included in your code so far... except for figuring out conventions for comments, for data transferred over from the DRH-oscillators.rle annotations.
hotdogPi wrote:
December 14th, 2020, 5:50 pm
I'm actually not using Golly's python, so I can't import golly (trying gives me an import error). I'm not sure what functions it has.
It seems like you'll have to reinvent a lot of wheels if you keep this as a standalone Python script -- just the glife maketext() function will save you a good bit of fiddling around.

Converting your script into a Golly-compatible one shouldn't be a big deal. The main thing is to add import golly as g at the top, as I mentioned. To make that work, you just run the script with File > Run Script in Golly, instead of from IDLE or a command line.

I can definitely help with that in more detail if you want to go that route. Let me know!

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Re: Golly suggestions

Post by hotdogPi » December 14th, 2020, 6:42 pm

My GitHub username is the same as it is here. However, I haven't actually created anything on GitHub yet, so I'm not that familiar with the website layout — I only signed up so that I could report a bug in someone else's program (completely unrelated to Conway's Game of Life).

Does the Golly Python package enable running patterns? 150 generations of Golly is much faster than 150 generations of the code I'm using, especially with bounding boxes above 15×15.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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Re: Golly suggestions

Post by hkoenig » December 14th, 2020, 7:01 pm

We need to create a text file that includes all the oscillators we want as separate RLEs.
It's called a database, and it's not hard to create one. I use SQLite which is a part of the MacOS. I've set up and use database that is single common file which has several tables. The primary table is for objects, but I've also got other things like my collision collection organized there, too. The version which excludes stable objects of more than 24 bits comes to about 2GB. Also setup smaller ad hoc for things like 3-Glider collisions.

From there it's easy to do searches based on whatever SQL statement you can come up with. For applications, I've created a library of C routines I use for simple queries, or to support custom collation routines, or for formatting. With that it's possible to write applications (with a UI, or utilities without UI) which can selectively extract, use and display information in a "user friendly format", including annotations and comments and such.

You could just use a text file, one line per object. I use a modified RLE which doesn't include any whitespace characters in the header, puts a single space before the content, and doesn't break the line into 80 char length segments.

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Re: Golly suggestions

Post by dvgrn » December 14th, 2020, 9:35 pm

hotdogPi wrote:
December 14th, 2020, 6:42 pm
Does the Golly Python package enable running patterns? 150 generations of Golly is much faster than 150 generations of the code I'm using, especially with bounding boxes above 15×15.
Definitely! And you can borrow code from lots of other scripts for finding periods (oscar.py, or canonise() from biggiemac's script / apgsearch) and other common tasks.

A representative collection of Python scripts is packaged with Golly, but there are a lot more resources available if you look around and/or ask.

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Re: Golly suggestions

Post by hotdogPi » December 15th, 2020, 9:47 am

I just accepted the GitHub request. However, it's finals week for me, and it's all projects, not exams. My last project is Thursday night.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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Re: Golly suggestions

Post by dvgrn » December 15th, 2020, 11:59 am

hotdogPi wrote:
December 15th, 2020, 9:47 am
I just accepted the GitHub request. However, it's finals week for me, and it's all projects, not exams. My last project is Thursday night.
No hurry at this end! Sounds like maybe I have a few days to write up some sample code for a Golly version of the script -- just the basics of how the progress display would work in Golly's status bar, and how the final pattern would be created in the Golly universe.

I'll leave the decision up to you about whether to take hkoenig's suggestion about switching to a SQLite database, or to a text file with one pattern per line. (I do like that text-file idea a little better, though, since I'm not using a Mac and SQLite isn't built into Windows in quite the same way, though it's easy enough to get something working.)

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Re: Golly suggestions

Post by hotdogPi » December 15th, 2020, 12:28 pm

I would rather use a text file.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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Re: Golly suggestions

Post by dvgrn » December 15th, 2020, 1:18 pm

hotdogPi wrote:
December 15th, 2020, 12:28 pm
I would rather use a text file.
Want to keep the same format we already have as a sample, or switch to the one-line-per-pattern idea (just by dropping the header line, removing newlines from the RLE body, and putting any comments after the !?

There are advantages both ways. The current 70-character maximum width list of standard looking RLEs has the advantage of better readability and editability, especially for the comments. But one line per pattern is maybe a little easier to parse, and could still be manually copied out and pasted into Golly with no problem.

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Re: Golly suggestions

Post by hotdogPi » December 15th, 2020, 1:26 pm

I was thinking that the file would include comments, and those would go into the information file that you get by pressing "i" (as well as making it obvious which patterns are already in the file to avoid putting in two of the same pattern).
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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Re: Golly suggestions

Post by dvgrn » December 16th, 2020, 9:07 am

hotdogPi wrote:
December 15th, 2020, 1:26 pm
I was thinking that the file would include comments, and those would go into the information file that you get by pressing "i" (as well as making it obvious which patterns are already in the file to avoid putting in two of the same pattern).
So, comments in the usual multiline format, like

Code: Select all

#N pattern-name
#O discoverer, date
#C any other description, which might be ignored when building minimal comments
?

Could also support this kind of thing in single-line format, like

Code: Select all

3o$o$bo! #N glider #O Richard K. Guy, 1969 #C found while simulating the evolution of an R-pentomino
A big goal for me is to make these comments also available for building automatic LifeViewer labels for the objects in the stamp collection, as well as the standard text comments available through the 'i' Info button in Golly.

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Re: Golly suggestions

Post by hotdogPi » December 16th, 2020, 10:51 am

I just did the first step of adding all the P1s and P2s from DRH-oscillators to the GitHub file. Some changes I made:
  • A few patterns that were unnamed in 1995 are named now, and I named them. Similarly, some have changed their common name within that time.
  • The relatively common 29-bit still life and the 31-bit still life used in the Snark have been added to the still life list.
  • 1.7.2 has been replaced with a smaller still life of the same symmetry; the information file even mentions it.
  • Added a few comments that weren't in the file.
  • Unfortunately, I could not reference other oscillators easily, as their numbers will be dynamically generated. However, I could direct readers to a certain period if that period was high enough.
The addition I made before this one:
  • Some high-period oscillators added (such as 177), in addition to several in the 13-17 range and 31-37 range. (The current file has only one each of 13, 14, and 35, and no 17, 31, 33, or 37. 22 and 43 were in the new list before the edit.) Almost all of the ones added are post-1995 to avoid duplication when the DRH-oscillators list gets added later.
  • Added comments to each oscillator.
  • Sorted by period.
Note that the current program treats a "*" in the RLE as checking if it's an oscillator up to 100,000 generations instead of 1,000, so that P1000+ oscillators can be included while allowing most to terminate relatively quickly if it turns out not to be an oscillator. However, some of the comments before the RLE have a "*" for various reasons (either multiple discoverers or as part of the symmetry type). Maybe some other symbol should be used? Or maybe, if the method runs through Golly instead, they can all check 100,000 instead of using a special symbol, as 100,000 generations of a small object through Golly doesn't take that long.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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Re: Golly suggestions

Post by hotdogPi » December 20th, 2020, 10:16 am

I've done a lot of work, although I'm not done yet. I've added everything before (not including) period 60 to the GitHub file, including some from the traffic light and honey farm files. Anything above 60 was added manually from elsewhere except for 144 and 150, which were in the original test set. I skipped a few in the higher periods that were pretty much duplicates (mostly P25-30 and P46), plus a trivial P6 and an extremely large P10. I also looked through the wiki's 2018, 2019, and 2020 categories to look for oscillators, so things such as the recent tiny P14 shuttle are also included. I added very few below P13, though; the volatility 1 P3 and P5, the new P9 sparker, and rattlesnake (P11) are the only ones I can think of, although I should probably add the P3 two skewed pulsar quadrants. The P45 stabilized by P9s, my own P18, and the P40 I-heptomino hassler that were in the oscillator discussion thread recently have also been added.

As this file takes up a lot of space, whenever a line of 5 is stabilized by a tub, I changed it to a snake to reduce bounding box, even though this increases population. I didn't think about this until I got to period 7+, so lower-period oscillators didn't do this (at least yet).

I tried to add as many as possible for periods that were lacking in the original file, such as 13, 14, 21, 22, 27, 31, 33, and 35 (the only known 23 is also included, and 43 has the snark loop). I have decided that boring oscillators will not be included. Do we know of any non-boring P39s that aren't huge?

I usually cannot mention oscillators by row and column number, as they will be dynamically generated. I do refer to 200.0.0 and such when it's expected to be the only oscillator of that period or clearly the smallest (within a period, they will be sorted by vertical height in the Python program); otherwise, if it's unnamed or not commonly known, I direct the reader to the period number if it's large enough (roughly p12+).

The ordering of the oscillators currently in the file is the same as it is in DRH-oscillators, with other oscillators of the same period typically appearing after the ones in the DRH collection. There were a few skipped as mentioned above, so if you need to know which oscillator something is without pasting it, the discoverer information can help.

I still have some optimization to do. The DRH-oscillators page abbreviates discoverer names to 2 or 3 letters, but anything that I take from elsewhere uses the full name. I have to make it consistent, one way or the other. Oscillators from the honey farm hassler and traffic light hassler files do not have their discoverer names currently.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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Re: Golly suggestions

Post by dvgrn » December 20th, 2020, 10:35 am

hotdogPi wrote:
December 20th, 2020, 10:16 am
I've done a lot of work, although I'm not done yet...
Wow, this project is really getting somewhere! I just looked through the oscillators.txt file, and the comments seem to be coming along really well.

I might or might not have time enough to work on this in the next week, but I'll see what I can do. It would be nice to get a draft of the stamp-collection pattern, decorated with LifeViewer comments, into the Exploratorium thread in time for the CGoL-50th-anniversary New York Times article coming out on December 29th.

Theoretically I should be able to patch in the generation of reasonable LifeViewer labels, as part of the stamp collection generation script. There are some interesting label options in LifeViewer that haven't gotten much exercise yet, like labels that only show up for a few generations near T=0 and then disappear so you can see the pattern running. -- and also labels that only appear when the pattern in question is close to the center of the viewport.

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Re: Golly suggestions

Post by hotdogPi » December 20th, 2020, 12:43 pm

Here's what I have as output (keeping in mind that the ones over P200 haven't been added yet):

Code: Select all

x = 2211, y = 620, rule = B3/S23
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The few duplicates will be removed. The other problem with the last two oscillators (besides the current program taking a really long time to verify high-period oscillators) is that their width is above 120, which is hardcoded; any pattern with width above 120 causes an infinite loop. 40894 can probably be rotated, but 15240 can't. Note that after pasting the GitHub code into a .txt file on my computer, I had to change one "23/3" and one "b3/s23" to "B3/S23", as well as put the P60 toadflipper/toadsucker introduction section into one of the patterns instead of alone.

Here's my new Python code. Changes:
  • open_file is commented out, as are the five lines that call it; instead, there's an open_file2 function that reads from a text file and is much faster. Keep in mind you may need to change the file path.
  • The patterns explicitly in the Python code have been removed.
  • 1s are now right-justified, and they take up less space if they're the first digit. Spacing between digits is also less.
  • The code for changing the vertical height due to not being in the top left corner wasn't working properly, and horizontal is no longer double counted in some cases. Now it is, and there isn't a case of two P5s being only two cells apart.
  • P2s and P3s now have a minimum spacing of 4 cells instead of 5 cells. Unfortunately, that was not enough to put 1-3 or 3-4 into a single column.
  • The marker for checking 100000 generations instead of 1000 is now a % sign, as * was used in some descriptions in the comments.
  • Still lifes that are 24+ cells are now recognized, as there is no need to check if it's a digit or pair of digits anymore.
  • Row spacing has been increased from 130 to 140 — the last two lines of the 4-5 row were being cut off.

Code: Select all

def convert_rle_to_grid(rle):
    if 'B3/S23' in rle:
        rle = rle[rle.index('B3/S23')+6:] #starts after the dimension and rule identifiers
    x = 0
    y = 0
    pattern = {}
    num = '' #num keeps track of digits and then processes it when it hits a b, o, or $
    while rle:
        if rle[0] in '0123456789': #digit
            num += rle[0]
            rle = rle[1:] #remove leftmost character
        elif rle[0] in ('o','b'):
            if num == '': #no number: only one
                num = 1
            num = int(num)
            for i in range(num):
                pattern[(x,y)] = (1 if rle[0] == 'o' else 0)
                x += 1
            num = ''
            rle = rle[1:] #remove leftmost character
        elif rle[0] == '$':
            if num == '':
                num = 1
            num = int(num)
            for i in range(num):
                y += 1
            x = 0
            num = ''
            rle = rle[1:] #remove leftmost character
        elif rle[0] == '!':
            break
        elif rle[0] in ' \n\t%': #percent sign is used to mark as period 1000+; just for this program, not typical RLE
            rle = rle[1:] #remove leftmost character
        else:
            raise ValueError('Invalid RLE', rle)
    max_x = max((-1000 if pattern[cell] == 0 else cell[0]) for cell in pattern)
    max_y = max((-1000 if pattern[cell] == 0 else cell[1]) for cell in pattern)
    for i in range(max_x+1):
        for j in range(max_y+1):
            pattern[(i,j)] = pattern.get((i,j), 0)
    return pattern

def print_grid(pattern): #shows pattern as a readable grid
    min_x = min((1000 if pattern[cell] == 0 else cell[0]) for cell in pattern) #only reads cells that are on
    max_x = max((-1000 if pattern[cell] == 0 else cell[0]) for cell in pattern)
    min_y = min((1000 if pattern[cell] == 0 else cell[1]) for cell in pattern)
    max_y = max((-1000 if pattern[cell] == 0 else cell[1]) for cell in pattern)
    for y in range(min_y, max_y+1):
        for x in range(min_x, max_x+1):
            print(('o' if pattern[(x,y)] == 1 else '.'), end='')
        print('') #newline
        

def run_pattern(pattern, extended):
    initial_pattern = pattern.copy()
    pattern_120 = None
    min_x = 0 #these four are the temporary minima and maxima
    max_x = max((0 if initial_pattern[cell] == 0 else cell[0]) for cell in pattern)
    min_y = 0
    max_y = max((0 if initial_pattern[cell] == 0 else cell[1]) for cell in pattern)
    initial_box = (min_x, max_x, min_y, max_y)
    cell_count = sum(initial_pattern.get(cell, 0) for cell in pattern)
    min_min_x = min_x #these four are the permanent minima and maxima, used for determining maximum pattern size
    max_max_x = max_x
    min_min_y = min_y
    max_max_y = max_y
    for period in range(1, 100000 if extended else 1000): #maximum oscillator period
        if period == 120:
            pattern_120 = pattern.copy()
        if period == 122:
            identical = True
            for i in pattern_120: #checks if it has returned to its original state
                if pattern.get(i, 0) != pattern_120.get(i, 0):
                    identical = False
                    break
            if identical:
                print('Not an oscillator, generations 120 and 122 are identical: %s' % convert_grid_to_rle(initial_pattern))
                return
        if not sum(pattern.get(cell, 0) for cell in pattern):
            print('Not an oscillator, dies out completely: %s' % convert_grid_to_rle(initial_pattern))
            return
        new_pattern = {}
        for x in range(min_x-1, max_x+2):
            for y in range(min_y-1, max_y+2): #for each cell
                count = 0
                for x1 in range(-1,2):
                    for y1 in range(-1,2): #check adjacent cells
                        if (x1 != 0 or y1 != 0) and pattern.get((x+x1,y+y1), 0) == 1:
                            count += 1
                if count == 3: #3: always alive
                    new_pattern[(x,y)] = 1
                elif count == 2: #2: stays the way it was before
                    new_pattern[(x,y)] = (pattern.get((x,y), 0) == 1)
                else: #0, 1, 4+: dead
                    new_pattern[(x,y)] = 0
        min_x = min((1000 if new_pattern[cell] == 0 else cell[0]) for cell in new_pattern)
        max_x = max((-1000 if new_pattern[cell] == 0 else cell[0]) for cell in new_pattern)
        min_y = min((1000 if new_pattern[cell] == 0 else cell[1]) for cell in new_pattern)
        max_y = max((-1000 if new_pattern[cell] == 0 else cell[1]) for cell in new_pattern)
        new_pattern2 = new_pattern.copy()
        for i in new_pattern: #reduces size if it's smaller
            if not (min_x <= i[0] <= max_x) or not (min_y <= i[1] <= max_y):
                if new_pattern[i] == 1:
                    raise ValueError('Live cell outside grid: %s, %s' % (i[0],i[1])) #should never happen, ideally
            else:
                new_pattern2[i] = new_pattern[i]
        min_min_x = min(min_min_x, min_x) #sets new absolute minima and maxima
        max_max_x = max(max_max_x, max_x)
        min_min_y = min(min_min_y, min_y)
        max_max_y = max(max_max_y, max_y)
        pattern = new_pattern2.copy()
        if max_max_x - min_min_x > 40 + (initial_box[1]-initial_box[0]) or max_max_y - min_min_y > 40 + (initial_box[1]-initial_box[0]):
            print('Not an oscillator, bounding box limit: %s' % convert_grid_to_rle(initial_pattern))
            return
        identical = (cell_count == sum(pattern.get(cell, 0) for cell in pattern))
        for i in initial_pattern: #checks if it has returned to its original state
            if pattern.get(i, 0) != initial_pattern.get(i, 0):
                identical = False
                break
        if identical:
            #if period == 1 and sum(pattern.get(cell, 0) for cell in pattern) >= 24:
            #    return
            return (convert_grid_to_rle(pattern), period, max_max_x-min_min_x+1, max_max_y-min_min_y+1, -min_min_x, -min_min_y)
            #0: RLE. 1: period. 2, 3: maximum bounding box for x and y. 4, 5: Greatest negative for calculating offset.
        #if extended == 'file': #one at a time
        #    return pattern
    print('Not an oscillator, maximum generations reached: %s' % convert_grid_to_rle(initial_pattern))
    return

#these create the digits for labeling periods
zero = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$o5bo$bo5bo$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o!'
one = 'x = 8, y = 14, rule = B3/S23 6b2o$7bo$6bo$6b2o2$6b2o$7bo$6bo$6b2o2$6b2o$7bo$6bo$6b2o!'
two = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o$2o$o$bo$2o$2b2obo$2bob2o!'
three = 'x = 8, y = 14, rule = B3/S232b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o!'
four = 'x = 8, y = 14, rule = B3/S23\n2o4b2o$bo5bo$o5bo$2o4b2o$2bob2o$2b2obo$6b2o$7bo$6bo$6b2o3$6b2o$6b2o!'
five = 'x = 8, y = 14, rule = B3/S23\n2bob2o$2b2obo$2o$bo$o$2o$2bob2o$2b2obo$6b2o$7bo$6bo$6b2o$2bob2o$2b2obo!'
six = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o$o$bo$2o$2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o!'
seven = 'x = 8, y = 14, rule = B3/S232bob2o$2b2obo$6b2o$7bo$6bo$6b2o$4b2o$5bo$4bo$4b2o$2b2o$3bo$2bo$2b2o!'
eight = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o!'
nine = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o!'

num_dict = {'0':'zero','1':'one','2':'two','3':'three','4':'four','5':'five','6':'six','7':'seven','8':'eight','9':'nine'}

digit_rles = [zero,one,two,three,four,five,six,seven,eight,nine]

height = 600 #note: if a single period is taller than height variable, it won't work properly

def spacing(period): #both for horizontal and vertical spacing
    if period == 1:
        return 3
    elif period in (2, 3):
        return 4
    elif 4 <= period <= 9:
        return 5
    else:
        return 7

def digit_width(num):
    num = str(num)
    return 10*len(num) - 6*(num[0] == '1')

def create_column(pattern_dict):
    global grid
    pattern_dict_copy = pattern_dict.copy()
    for i in pattern_dict_copy:
        if i[1]+pattern_dict[i][3] >= period_y:
            del pattern_dict[i]
    max_y = max(i[1]+pattern_dict[i][3] for i in pattern_dict)
    rows = max(i[2] for i in pattern_dict)
    while max(i[1]+pattern_dict[i][3]+rows for i in pattern_dict) <= height:
        if max(i[1] for i in pattern_dict) < 30:
            break #prevent infinite loop on single line
        pattern_dict_copy = {}
        for i in pattern_dict:
            pattern_dict_copy[(i[0], i[1]+i[2], i[2])] = pattern_dict[i] #spaces out patterns vertically
        pattern_dict = pattern_dict_copy.copy()
    for x1 in range(-len(str(period))*10 + column_x, 120 + column_x): #negative numbers used for creating the digits
        for y1 in range(0, height-1):
            grid[(x1,y1)] = 0 #fill everything with off scells
    for i in pattern_dict:
        grid_form = convert_rle_to_grid(pattern_dict[i][0])
        for j in grid_form:
            if grid_form.get(j, 0) == 1:
                grid[(j[0]+i[0], j[1]+i[1])] = 1 #paste patterns in

def convert_grid_to_rle(grid):
    min_x = min((1000 if grid[cell] == 0 else cell[0]) for cell in grid)
    max_x = max((-1000 if grid[cell] == 0 else cell[0]) for cell in grid)
    min_y = min((1000 if grid[cell] == 0 else cell[1]) for cell in grid)
    max_y = max((-1000 if grid[cell] == 0 else cell[1]) for cell in grid)
    to_return = 'x = %s, y = %s, rule = B3/S23\n' % (max_x-min_x+1, max_y-min_y+1) #\n is newline
    for j in range(min_y,max_y+1):
        while to_return[-1] == 'b': #remove blanks at the end of a line
            to_return = to_return[:-1]
        to_return += '$'
        for i in range(min_x,max_x+1):
            to_return += ('o' if grid.get((i,j),0) == 1 else 'b')
    while to_return[-1] == 'b': #remove blanks at the end of the last line
         to_return = to_return[:-1]
    while to_return[-1] == '$': #remove empty lines at the end
         to_return = to_return[:-1]
    to_return += '!'
    while '\n$' in to_return:
        to_return = to_return.replace('\n$', '\n')
    for i in ('b','o','$'):
        for j in ('b','o','$','\n'):
            if j != i:
                to_return = to_return.replace(j+i+i, j+'2'+i) #bb becomes 2b, but bbbbbbb becomes 2bbbbb, not 2b2b2b
        num = 2
        while (str(num) + i + i) in to_return:
            to_return = to_return.replace(str(num) + i + i,str(num+1) + i) #2bbbb becomes 3bbbb, 3bbbb becomes 4bb, etc.
            num += 1
    while 'B3/S23 ' in to_return:
        to_return = to_return.replace('B3/S23 $','B3/S23 ') #remove newlines at the beginning
    return to_return
'''
def open_file(file, distance):
    f = open(file, 'r')
    f1 = f.read()
    f1 = convert_rle_to_grid(f1)
    start_x = 0
    while sum(n for n in f1.values()):
        found = False
        for x in range(start_x,max(i[0] for i in f1)+1):
            if found:
                break
            for y in range(0,max(j[1] for j in f1)+1):
                if found:
                    break
                if f1.get((x,y),0) == 1:
                    pattern_min_x = x
                    pattern_min_y = y-distance
                    pattern_max_x = x+distance
                    pattern_max_y = y+distance
                    previous = (pattern_min_x, pattern_min_y, pattern_max_x, pattern_max_y)
                    while True:
                        for x1 in range(pattern_min_x, pattern_max_x+1):
                            for y1 in range(pattern_min_y, pattern_max_y+1):
                                if f1.get((x1,y1),0) == 1:
                                    #pattern_min_x = min(x1-distance, pattern_min_x)
                                    pattern_min_y = min(y1-distance, pattern_min_y)
                                    pattern_max_x = max(x1+distance, pattern_max_x)
                                    pattern_max_y = max(y1+distance, pattern_max_y)
                        if previous == (pattern_min_x, pattern_min_y, pattern_max_x, pattern_max_y):
                            found = True
                            break
                        previous = (pattern_min_x, pattern_min_y, pattern_max_x, pattern_max_y)
        grid = {}
        for x in range(pattern_min_x, pattern_max_x-distance+1):
            for y in range(pattern_min_y+distance, pattern_max_y-distance+1):
                grid[(x,y)] = f1.get((x,y),0)
        to_add = convert_grid_to_rle(grid)
        if to_add not in digit_rles and to_add not in patterns: #no digits, no duplicates
            patterns.append(to_add)
        print(len(patterns), end=('\n' if len(patterns) % 10 == 0 else ' '))
        for x in range(pattern_min_x, pattern_max_x+1):
            for y in range(pattern_min_y, pattern_max_y+1):
                f1[(x,y)] = 0
        start_x = pattern_min_x
'''

def open_file2(file):
    f = open(file, 'r')
    f1 = f.read()
    while '\n\n\n' in f1:
        f1 = f1.replace('\n\n\n', '\n\n')
    f1 = f1.split('\n\n')
    for i in f1:
        try:
            i = i[i.index('x ='):]
        except ValueError:
            print('No "x =": ' + i)
        patterns.append(i)
        if len(patterns) % 50 == 0:
            print(len(patterns))

#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/billiard-table.rle', 3)
#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/unique-high-period.rle', 5)
#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/low-period.rle', 3)
#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/traffic-light-hasslers.rle', 5)
#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/honey-farm-hasslers.rle', 5)

patterns = []
open_file2('oscillators.txt')
data = [(0,1234567,0,0,0,0)] #this period 1234567 marks the end of the file
count = 0
for i in patterns:
    count += 1
    if count % 50 == 0:
        print(str(count) + ' done')
    data.append(run_pattern(convert_rle_to_grid(i), '%' in i)) #max period 1000 without %, 100000 with %

while None in data: #non-oscillators:
    data.remove(None)
#for i in num_dict.values(): #digits from other files
#    if eval(i) in data:
#        data.remove(eval(i))
    

data.sort(key=lambda a:(a[1],a[3])) #first by period, then height

grid = {}
column = 1 #column number
column_x = 0 #column x offset
period = 1
period_y = 0 #y value at the beginning of the period
x = 0
y = 0
pattern_dict = {}
pattern_list = [] #pattern_list empties into pattern_dict at the end of each row, column, and period
while len(set(j[1] for j in data)): #this allows repeating periods that couldn't fit due to end of a column
    x = column_x
    rows = 0
    for period in sorted(set(j[1] for j in data)): #lowest periods first; they get deleted as they're completed
        if period == 1234567: #end of file
            period_y = height + 100 #so that everything will be included
            period = max((j[1] * (j[1] != 1234567)) for j in data) #so it doesn't try to place a 7-digit number
            create_column(pattern_dict)
            data = [] #empties data to complete program
            break
        period = int(period)
        if y < period_y + 20 - spacing(period) and y > 0:
            y = period_y + 20 #so displayed digits don't conflict
        elif y > 0:
            y += spacing(period)
        period_y = y #becomes the y value at the beginning of the period
        period_str = str(period)
        for digit in range(len(period_str)): #creates displayed digits
            pattern_dict[-10*(len(period_str)-digit)+column_x, y, rows] = (eval(num_dict[period_str[digit]]),1,14,8,0,0)
        period_patterns = list(filter(lambda a:a[1]==period, data)) #only patterns of the correct period
        for pattern in period_patterns:
            if x + spacing(period) + pattern[2] >= 120 + column_x or y + pattern[3] + spacing(period) >= height: #end of row or column
                if y + pattern[3] + spacing(period) >= height: #end of column
                    create_column(pattern_dict)
                    column += 1
                    column_x += 132 + digit_width(period)
                    y = -1 #-1 is used to break out of loop
                    period_y = 0
                    pattern_list = []
                    pattern_dict = {}
                    rows = 0
                    break
                while x + len(pattern_list) <= 120 + column_x: #end of row
                    for i in pattern_list:
                        i[1] += i[2] #i[2] is the pattern number in the row; this spaces the row out to fill the full 120 cells
                    x += len(pattern_list)
                for i in pattern_list:
                    pattern_dict[(i[1], y+i[0][5], rows)] = i[0] #puts the list into a dict
                x = column_x
                rows += 1
                y += pattern_list[-1][0][3] + spacing(period) #will return an error if a single pattern is more than 120 rows wide
                pattern_list = []
            pattern_list.append([pattern, x+pattern[4], len(pattern_list)])
            x += pattern[2] + spacing(period)
        if y == -1: #end of column; beginning of new column
            y = 0
            break
        data = list(filter(lambda a:a[1] > period, data)) #removes a period when it's done
        print('Period done: ' + str(period))
        while x + len(pattern_list) <= 120 + column_x: #these lines are the same as the end-of-row lines
            for i in pattern_list:
                i[1] += i[2]
            x += len(pattern_list)
        for i in pattern_list:
            pattern_dict[(i[1], y+i[0][5], rows)] = i[0]
        rows += 1
        y += pattern_list[-1][0][3] + spacing(period)
        pattern_list = []
        x = column_x
print(convert_grid_to_rle(grid))
Still to do:
  • Change the "run pattern" function so that runs in Golly, speeding it up and making it almost instant
  • Label them; currently, comments are being ignored
  • Either abbreviate all discoverer names or none of them
  • Remove the few duplicates
  • Sort P1s under 10 cells and P2s under 12 cells by number of bits instead of height
  • height is supposed to be an absolute limit, but you can see that it says "y=620" when height is set to 600
  • Figure out a way to increase the 120-width maximum for the P15240
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

hotdogPi
Posts: 1615
Joined: August 12th, 2020, 8:22 pm

Re: Golly suggestions

Post by hotdogPi » December 21st, 2020, 12:40 pm

I just finished the last update that takes things from DRH-oscillators (there are still some newer oscillators that should probably be added; any suggestions?). Here is what I have for the entire thing (minus the last 3; the last three are just too high-period, and the last two don't fit within x=120, anyway):

Code: Select all

x = 2408, y = 650, rule = B3/S23
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Via this Python program:

Code: Select all

import time
start_time = time.time()

def convert_rle_to_grid(rle):
    comments = ''
    rle = rle.replace('rule = b3/s23', 'rule = B3/S23')
    if 'rule = B3/S23' in rle:
        comments = rle[:rle.index('x =')]
        rle = rle[rle.index('rule = B3/S23')+13:] #starts after the dimension and rule identifiers
    else:
        print('"rule = B3/S23 not in RLE": ' + rle)
        return {}
    x = 0
    y = 0
    pattern = {}
    num = '' #num keeps track of digits and then processes it when it hits a b, o, or $
    while rle:
        if rle[0] in '0123456789': #digit
            num += rle[0]
            rle = rle[1:] #remove leftmost character
        elif rle[0] in ('o','b'):
            if num == '': #no number: only one
                num = 1
            num = int(num)
            for i in range(num):
                pattern[(x,y)] = (1 if rle[0] == 'o' else 0)
                x += 1
            num = ''
            rle = rle[1:] #remove leftmost character
        elif rle[0] == '$':
            if num == '':
                num = 1
            num = int(num)
            for i in range(num):
                y += 1
            x = 0
            num = ''
            rle = rle[1:] #remove leftmost character
        elif rle[0] == '!':
            break
        elif rle[0] in ' \n\t%': #percent sign is used to mark as period 1000+; just for this program, not typical RLE
            rle = rle[1:] #remove leftmost character
        else:
            raise ValueError('Invalid RLE', rle)
    max_x = max((-1000 if pattern[cell] == 0 else cell[0]) for cell in pattern)
    max_y = max((-1000 if pattern[cell] == 0 else cell[1]) for cell in pattern)
    for i in range(max_x+1):
        for j in range(max_y+1):
            pattern[(i,j)] = pattern.get((i,j), 0)
    return (pattern, comments)

def print_grid(pattern): #shows pattern as a readable grid
    min_x = min((1000 if pattern[cell] == 0 else cell[0]) for cell in pattern) #only reads cells that are on
    max_x = max((-1000 if pattern[cell] == 0 else cell[0]) for cell in pattern)
    min_y = min((1000 if pattern[cell] == 0 else cell[1]) for cell in pattern)
    max_y = max((-1000 if pattern[cell] == 0 else cell[1]) for cell in pattern)
    for y in range(min_y, max_y+1):
        for x in range(min_x, max_x+1):
            print(('o' if pattern[(x,y)] == 1 else '.'), end='')
        print('') #newline
        

def run_pattern(pattern, comments, extended):
    initial_pattern = pattern.copy()
    pattern_120 = None
    min_x = 0 #these four are the temporary minima and maxima
    max_x = max((0 if initial_pattern[cell] == 0 else cell[0]) for cell in pattern)
    min_y = 0
    max_y = max((0 if initial_pattern[cell] == 0 else cell[1]) for cell in pattern)
    initial_box = (min_x, max_x, min_y, max_y)
    cell_count = sum(initial_pattern.get(cell, 0) for cell in pattern)
    min_min_x = min_x #these four are the permanent minima and maxima, used for determining maximum pattern size
    max_max_x = max_x
    min_min_y = min_y
    max_max_y = max_y
    flipped = {}
    for i in initial_pattern:
        flipped[(max_x-i[0], max_y-i[1])] = initial_pattern[i]
    if flipped == initial_pattern:
        flipped = {}
    for period in range(1, 100000 if extended else 1000): #maximum oscillator period
        if period == 120:
            pattern_120 = pattern.copy()
        if period == 122:
            identical = True
            for i in pattern_120: #checks if it has returned to its original state
                if pattern.get(i, 0) != pattern_120.get(i, 0):
                    identical = False
                    break
            if identical:
                print('Not an oscillator, generations 120 and 122 are identical: %s' % convert_grid_to_rle(initial_pattern))
                return
        if not sum(pattern.get(cell, 0) for cell in pattern):
            print('Not an oscillator, dies out completely: %s' % convert_grid_to_rle(initial_pattern))
            return
        new_pattern = {}
        for x in range(min_x-1, max_x+2):
            for y in range(min_y-1, max_y+2): #for each cell
                count = 0
                for x1 in range(-1,2):
                    for y1 in range(-1,2): #check adjacent cells
                        if (x1 != 0 or y1 != 0) and pattern.get((x+x1,y+y1), 0) == 1:
                            count += 1
                if count == 3: #3: always alive
                    new_pattern[(x,y)] = 1
                elif count == 2: #2: stays the way it was before
                    new_pattern[(x,y)] = (pattern.get((x,y), 0) == 1)
                else: #0, 1, 4+: dead
                    new_pattern[(x,y)] = 0
        min_x = min((1000 if new_pattern[cell] == 0 else cell[0]) for cell in new_pattern)
        max_x = max((-1000 if new_pattern[cell] == 0 else cell[0]) for cell in new_pattern)
        min_y = min((1000 if new_pattern[cell] == 0 else cell[1]) for cell in new_pattern)
        max_y = max((-1000 if new_pattern[cell] == 0 else cell[1]) for cell in new_pattern)
        new_pattern2 = new_pattern.copy()
        for i in new_pattern: #reduces size if it's smaller
            if not (min_x <= i[0] <= max_x) or not (min_y <= i[1] <= max_y):
                if new_pattern[i] == 1:
                    raise ValueError('Live cell outside grid: %s, %s' % (i[0],i[1])) #should never happen, ideally
            else:
                new_pattern2[i] = new_pattern[i]
        min_min_x = min(min_min_x, min_x) #sets new absolute minima and maxima
        max_max_x = max(max_max_x, max_x)
        min_min_y = min(min_min_y, min_y)
        max_max_y = max(max_max_y, max_y)
        pattern = new_pattern2.copy()
        if max_max_x - min_min_x > 40 + (initial_box[1]-initial_box[0]) or max_max_y - min_min_y > 40 + (initial_box[3]-initial_box[2]):
            print('Not an oscillator, bounding box limit: %s' % convert_grid_to_rle(initial_pattern))
            return
        identical = (cell_count == sum(pattern.get(cell, 0) for cell in pattern))
        for i in initial_pattern: #checks if it has returned to its original state
            if pattern.get(i, 0) != initial_pattern.get(i, 0):
                identical = False
                break
        if flipped and not identical:
            identical = 2
            for i in flipped: #checks if it has returned to its original state
                if pattern.get(i, 0) != flipped.get(i, 0):
                    identical = False
                    break
        if identical:
            return (comments + convert_grid_to_rle(pattern), period*identical, max_max_x-min_min_x+1, max_max_y-min_min_y+1, -min_min_x, -min_min_y)
            #0: RLE. 1: period. 2, 3: maximum bounding box for x and y. 4, 5: Greatest negative for calculating offset.
        #if extended == 'file': #one at a time
        #    return pattern
    print('Not an oscillator, maximum generations reached: %s' % convert_grid_to_rle(initial_pattern))
    return

#these create the digits for labeling periods
zero = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$o5bo$bo5bo$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o!'
one = 'x = 8, y = 14, rule = B3/S23 6b2o$7bo$6bo$6b2o2$6b2o$7bo$6bo$6b2o2$6b2o$7bo$6bo$6b2o!'
two = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o$2o$o$bo$2o$2b2obo$2bob2o!'
three = 'x = 8, y = 14, rule = B3/S232b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o!'
four = 'x = 8, y = 14, rule = B3/S23\n2o4b2o$bo5bo$o5bo$2o4b2o$2bob2o$2b2obo$6b2o$7bo$6bo$6b2o3$6b2o$6b2o!'
five = 'x = 8, y = 14, rule = B3/S23\n2bob2o$2b2obo$2o$bo$o$2o$2bob2o$2b2obo$6b2o$7bo$6bo$6b2o$2bob2o$2b2obo!'
six = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o$o$bo$2o$2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o!'
seven = 'x = 8, y = 14, rule = B3/S232bob2o$2b2obo$6b2o$7bo$6bo$6b2o$4b2o$5bo$4bo$4b2o$2b2o$3bo$2bo$2b2o!'
eight = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o!'
nine = 'x = 8, y = 14, rule = B3/S23\n2b2obo$2bob2o$2o4b2o$o5bo$bo5bo$2o4b2o$2b2obo$2bob2o$6b2o$6bo$7bo$6b2o$2b2obo$2bob2o!'

num_dict = {'0':'zero','1':'one','2':'two','3':'three','4':'four','5':'five','6':'six','7':'seven','8':'eight','9':'nine'}

digit_rles = [zero,one,two,three,four,five,six,seven,eight,nine]

height = 650 #note: if a single period is taller than height variable, it won't work properly

def spacing(period): #both for horizontal and vertical spacing
    if period == 1:
        return 3
    elif period in (2, 3):
        return 4
    elif 4 <= period <= 9:
        return 5
    else:
        return 7

def digit_width(num):
    num = str(num)
    return 10*len(num) - 6*(num[0] == '1')

def create_column(pattern_dict):
    global grid, comments
    current_period = min(pattern_dict[i][1] for i in pattern_dict)
    period_row = 0
    pattern_dict_copy = pattern_dict.copy()
    for i in pattern_dict_copy:
        if i[1]+pattern_dict[i][3] >= period_y:
            del pattern_dict[i]
    max_y = max(i[1]+pattern_dict[i][3] for i in pattern_dict)
    rows = max(i[3] for i in pattern_dict)
    while max(i[1]+pattern_dict[i][3]+rows for i in pattern_dict) <= height:
        if max(i[1] for i in pattern_dict) < 30:
            break #prevent infinite loop on single line
        pattern_dict_copy = {}
        for i in pattern_dict:
            pattern_dict_copy[(i[0], i[1]+i[3], i[2], i[3])] = pattern_dict[i] #spaces out patterns vertically
        pattern_dict = pattern_dict_copy.copy()
    for x1 in range(-len(str(period))*10 + column_x, 120 + column_x): #negative numbers used for creating the digits
        for y1 in range(0, height-1):
            grid[(x1,y1)] = 0 #fill everything with off scells
    for i in pattern_dict:
        grid_form = convert_rle_to_grid(pattern_dict[i][0])
        if pattern_dict[i][1] > current_period:
            comments += '#C ----------------------------------------------------------------------\n'
            current_period = pattern_dict[i][1]
            period_row = i[3]
        if i[2] >= 0: #not a digit
            current_comment = grid_form[1]
            if '#N' not in current_comment:
                current_comment = '#N\n' + current_comment
            comments += '#N %s.%s.%s ' % (pattern_dict[i][1], i[3]-period_row, i[2]) + current_comment[3:]
        grid_form = grid_form[0]
        for j in grid_form:
            if grid_form.get(j, 0) == 1:
                grid[(j[0]+i[0], j[1]+i[1])] = 1 #paste patterns in

def convert_grid_to_rle(grid):
    min_x = min((1000 if grid[cell] == 0 else cell[0]) for cell in grid)
    max_x = max((-1000 if grid[cell] == 0 else cell[0]) for cell in grid)
    min_y = min((1000 if grid[cell] == 0 else cell[1]) for cell in grid)
    max_y = max((-1000 if grid[cell] == 0 else cell[1]) for cell in grid)
    to_return = 'x = %s, y = %s, rule = B3/S23\n' % (max_x-min_x+1, max_y-min_y+1) #\n is newline
    for j in range(min_y,max_y+1):
        while to_return[-1] == 'b': #remove blanks at the end of a line
            to_return = to_return[:-1]
        to_return += '$'
        for i in range(min_x,max_x+1):
            to_return += ('o' if grid.get((i,j),0) == 1 else 'b')
    while to_return[-1] == 'b': #remove blanks at the end of the last line
         to_return = to_return[:-1]
    while to_return[-1] == '$': #remove empty lines at the end
         to_return = to_return[:-1]
    to_return += '!'
    while '\n$' in to_return:
        to_return = to_return.replace('\n$', '\n')
    for i in ('b','o','$'):
        for j in ('b','o','$','\n'):
            if j != i:
                to_return = to_return.replace(j+i+i, j+'2'+i) #bb becomes 2b, but bbbbbbb becomes 2bbbbb, not 2b2b2b
        num = 2
        while (str(num) + i + i) in to_return:
            to_return = to_return.replace(str(num) + i + i,str(num+1) + i) #2bbbb becomes 3bbbb, 3bbbb becomes 4bb, etc.
            num += 1
    while 'B3/S23 ' in to_return:
        to_return = to_return.replace('B3/S23 $','B3/S23 ') #remove newlines at the beginning
    return to_return
'''
def open_file(file, distance):
    f = open(file, 'r')
    f1 = f.read()
    f1 = convert_rle_to_grid(f1)[0]
    start_x = 0
    while sum(n for n in f1.values()):
        found = False
        for x in range(start_x,max(i[0] for i in f1)+1):
            if found:
                break
            for y in range(0,max(j[1] for j in f1)+1):
                if found:
                    break
                if f1.get((x,y),0) == 1:
                    pattern_min_x = x
                    pattern_min_y = y-distance
                    pattern_max_x = x+distance
                    pattern_max_y = y+distance
                    previous = (pattern_min_x, pattern_min_y, pattern_max_x, pattern_max_y)
                    while True:
                        for x1 in range(pattern_min_x, pattern_max_x+1):
                            for y1 in range(pattern_min_y, pattern_max_y+1):
                                if f1.get((x1,y1),0) == 1:
                                    #pattern_min_x = min(x1-distance, pattern_min_x)
                                    pattern_min_y = min(y1-distance, pattern_min_y)
                                    pattern_max_x = max(x1+distance, pattern_max_x)
                                    pattern_max_y = max(y1+distance, pattern_max_y)
                        if previous == (pattern_min_x, pattern_min_y, pattern_max_x, pattern_max_y):
                            found = True
                            break
                        previous = (pattern_min_x, pattern_min_y, pattern_max_x, pattern_max_y)
        grid = {}
        for x in range(pattern_min_x, pattern_max_x-distance+1):
            for y in range(pattern_min_y+distance, pattern_max_y-distance+1):
                grid[(x,y)] = f1.get((x,y),0)
        to_add = convert_grid_to_rle(grid)
        if to_add not in digit_rles and to_add not in patterns: #no digits, no duplicates
            patterns.append(to_add)
        print(len(patterns), end=('\n' if len(patterns) % 10 == 0 else ' '))
        for x in range(pattern_min_x, pattern_max_x+1):
            for y in range(pattern_min_y, pattern_max_y+1):
                f1[(x,y)] = 0
        start_x = pattern_min_x
'''

def open_file2(file):
    f = open(file, 'r')
    f1 = f.read()
    while '\n\n\n' in f1:
        f1 = f1.replace('\n\n\n', '\n\n')
    f1 = f1.split('\n\n')
    f1 = f1[:-3] #last two are larger than column width and will cause infinite loop; P2700 is just too high of a period
    for i in f1:
        #try:
        #    i = i[i.index('x ='):]
        #except ValueError:
        #    print('No "x =": ' + i)
        patterns.append(i)
        if len(patterns) % 50 == 0:
            print(len(patterns))
    print('Total number of patterns: %s' % len(patterns))

#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/billiard-table.rle', 3)
#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/unique-high-period.rle', 5)
#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/low-period.rle', 3)
#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/traffic-light-hasslers.rle', 5)
#open_file('/Volumes/Golly/golly-4.0.1-mac/Patterns/Life/Oscillators/honey-farm-hasslers.rle', 5)

patterns = []
open_file2('oscillators.txt')
data = [(0,1234567,0,0,0,0)] #this period 1234567 marks the end of the file
count = 0
for i in patterns:
    count += 1
    if count % 50 == 0:
        print(str(count) + ' done, ' + str(int(time.time() - start_time)) + ' seconds')
    data.append(run_pattern(convert_rle_to_grid(i)[0], i[:i.index('x =')], '%' in i)) #max period 1000 without %, 100000 with %
print('All done, ' + str(int(time.time() - start_time)) + ' seconds')

while None in data: #non-oscillators:
    data.remove(None)
#for i in num_dict.values(): #digits from other files
#    if eval(i) in data:
#        data.remove(eval(i))
num_patterns = len(data)

data.sort(key=lambda a:(a[1],a[3])) #first by period, then height

num_periods = 0
comments = ''
grid = {}
column = 1 #column number
column_x = 0 #column x offset
period = 1
period_y = 0 #y value at the beginning of the period
x = 0
y = 0
pattern_dict = {}
pattern_list = [] #pattern_list empties into pattern_dict at the end of each row, column, and period
while len(set(j[1] for j in data)): #this allows repeating periods that couldn't fit due to end of a column
    x = column_x
    rows = 0
    for period in sorted(set(j[1] for j in data)): #lowest periods first; they get deleted as they're completed
        if period == 1234567: #end of file
            period_y = height + 100 #so that everything will be included
            period = max((j[1] * (j[1] != 1234567)) for j in data) #so it doesn't try to place a 7-digit number
            create_column(pattern_dict)
            data = [] #empties data to complete program
            break
        period = int(period)
        if y < period_y + 20 - spacing(period) and y > 0:
            y = period_y + 20 #so displayed digits don't conflict
        elif y > 0:
            y += spacing(period)
        period_y = y #becomes the y value at the beginning of the period
        period_str = str(period)
        for digit in range(len(period_str)): #creates displayed digits
            pattern_dict[-10*(len(period_str)-digit)+column_x, y, -1, rows] = (eval(num_dict[period_str[digit]]),1,14,8,0,0)
        period_patterns = list(filter(lambda a:a[1]==period, data)) #only patterns of the correct period
        if period == 1: #still lifes are sorted by size up to 10 bits
            period_patterns.sort(key=lambda a:min(11,sum(i == 1 for i in convert_rle_to_grid(a[0])[0].values())))
        if period == 2: #p2 oscillators are sorted by size up to 14 bits
            period_patterns.sort(key=lambda a:min(15,sum(i == 1 for i in convert_rle_to_grid(a[0])[0].values())))
        period_patterns.append(('End of period', period, 0, period_patterns[-1][3], 0, 0))
        #prevents the last pattern going past the height limit
        for pattern in period_patterns:
            if pattern[0] == 'End of period' and y + pattern[3] < height:
                break
            if x + pattern[2] >= 120 + column_x or y + pattern[3] >= height: #end of row or column
                if y + pattern[3] + spacing(period) >= height: #end of column
                    create_column(pattern_dict)
                    column += 1
                    column_x += 132 + digit_width(period)
                    y = -1 #-1 is used to break out of loop
                    period_y = 0
                    pattern_list = []
                    pattern_dict = {}
                    rows = 0
                    break
                while x + len(pattern_list) <= 120 + column_x: #end of row
                    for i in pattern_list:
                        i[1] += i[2] #i[2] is the pattern number in the row; this spaces the row out to fill the full 120 cells
                    x += len(pattern_list)
                for i in pattern_list:
                    pattern_dict[(i[1], y+i[0][5], i[2], rows)] = i[0] #puts the list into a dict
                rows += 1
                y += max(i[0][3] for i in pattern_list) + spacing(period) #maximum height
                #will enter an infinite loop if a single pattern is more than 120 rows wide
                x = column_x - digit_width(period) * (y - 16 >= period_y) #moves left if the digit doesn't interfere
                pattern_list = []
            pattern_list.append([pattern, x+pattern[4], len(pattern_list)])
            x += pattern[2] + spacing(period)
        if y == -1: #end of column; beginning of new column
            y = 0
            break
        data = list(filter(lambda a:a[1] > period, data)) #removes a period when it's done
        if num_periods % 5 == 0:
            print('Period done: ' + str(period), end = ' ')
        elif num_periods % 5 == 4:
            print(str(period))
        else:
            print(str(period), end=' ')
        num_periods += 1
        while x + len(pattern_list) <= 120 + column_x: #these lines are the same as the end-of-row lines
            for i in pattern_list:
                i[1] += i[2]
            x += len(pattern_list)
        for i in pattern_list:
            pattern_dict[(i[1], y+i[0][5], i[2], rows)] = i[0]
        rows += 1
        y += pattern_list[-1][0][3] + spacing(period)
        pattern_list = []
        x = column_x
final_rle = convert_grid_to_rle(grid)
print(final_rle)
print('RLE size: %s KB' % ((len(final_rle)+500)//1000))

comments = '''#N Stamp collection
#C A collection of %s oscillators of %s different periods from 1
#C to 40894. 
#C
#C The oscillators included here were found/built by many people over
#C many years.  I finished putting the collection together in August 1995,
#C and have worked on this header file off and on since then.  It's still
#C incomplete and probably inaccurate, but I've decided to make it public
#C anyway; if you find any errors or can fill in any of the blanks, please
#C let me (David Raucci; Dean Hickerson is no longer updating) know. This
#C file has since been updated in 2020
#C by David Raucci, converting it to a Python program that automatically updates
#C based on a text file input and includes more oscillators that were not
#C known in 1995.
#C
#C Since this collection was built, many new oscillators have been found.
#C Most notably, in 1996 David Buckingham showed how to create tracks
#C built from still-lifes through which Herschels can move.  (See
#C  http://www.radicaleye.com/lifepage/patterns/bhept/bhept.html
#C for Buckingham's description of this, and
#C  http://www.radicaleye.com/lifepage/patterns/p1/p1.html
#C for Paul Callahan's discussion of using such conduits to build a stable
#C glider reflector.)  Using Herschel tracks, Buckingham obtained glider
#C guns of all periods >= 62 and oscillators of all periods >= 61.  Further
#C work on Herschel tracks has been done by Buckingham, Paul Callahan,
#C Dieter Leithner, and me; such tracks now give oscillators of all periods
#C >=54, and guns of periods 54, 55, and 56. In addidion, the 2013 discovery
#C of the Snark allowed all oscillators of all periods 43 and higher.
#C There are 4 periods for which oscillators
#C are still unknown as of late 2020: 19, 34, 38, and 41.
#C (For period 34, we could use a noninteracting combination of p2 and p17
#C oscillators, but that's considered trivial.)
#C
#C Building this collection would have been impossible without the help
#C of many people.  In addition to those who found the oscillators, I'd
#C like to thank Alan Hensel, Bill Gosper, Robert Wainwright,
#C Rich Schroeppel, and Jonathan Cooley for helpful suggestions, and
#C Andrew Trevorrow for writing LifeLab, an excellent Macintosh program
#C for building and running Life patterns.  LifeLab's cross-platform
#C successor, Golly, is available as freeware at http://golly.sf.net .
#C
#O Dean Hickerson, dean.hickerson@yahoo.com
#C 2/2/2000; last updated 9/16/2000. URLs corrected
#C and list of missing periods updated on 5/8/2009.
#C
#C David Raucci, updated 1/1/2021.
#C
#C ----------------------------------------------------------------------
#C
#C Most lines of this header describe particular oscillators.  Each entry
#C begins with an identifying label, of the form "period.row.column";
#C row and column numbers start at zero.  This is followed by the name of
#C the oscillator (if any) in quotation marks, the discoverer and date of
#C discovery (if known) in brackets, and perhaps a comment about the
#C oscillator.  For example:
#C
#C     2.0.0   "blinker"  [JHC 3/70]  Example of "+c*c" symmetry.  This
#C             often occurs in a group of 4, known as a "traffic light",
#C             which arises, for example, from a T-tetromino. 
#C
#C This indicates that the leftmost oscillator in the top row of the period 2
#C section is called a "blinker", and was found by John Conway in March 1970.
#C The notation "+c*c" indicates the symmetry type of the oscillator, which
#C is described later.
#C
#C Many oscillators were found by the following people or groups, so their
#C names are abbreviated in this header, for the oscillators in the original
#C DRH file (ones added in 2020 are unabbreviated):
#C 
#C    AF  = Achim Flammenkamp
#C    AWH = Alan Hensel
#C    DIB = David Bell
#C    DJB = David Buckingham
#C    DRH = Dean Hickerson
#C    HH  = Hartmut Holzwart
#C    JHC = John Conway
#C    MDN = Mark Niemiec
#C    MM  = Matthias Merzenich
#C    NB  = Nicolay Beluchenko
#C    NDE = Noam Elkies
#C    PC  = Paul Callahan
#C    RCS = Rich Schroeppel
#C    RTW = Robert Wainwright
#C    RWG = Bill Gosper
#C    SN  = Simon Norton
#C    JHC group  = A group of people working with John Conway in the
#C                 early 1970s, including Conway, S. R. Bourne,
#C                 M. J. T. Guy, and Simon Norton.
#C    MIT group  = A group of people at MIT during the early 1970s,
#C                 including Robert April, Michael Beeler, Bill Gosper,
#C                 Richard Howell, Rici Liknaitzky, Bill Mann,
#C                 Rich Schroeppel, and Michael Speciner.
#C 
#C Also, many of the common oscillators were found independently by many
#C people; this is indicated by an asterisk in the name field.
#C
#C Here are definitions of some terminology and notation used below; for
#C a more extensive glossary, see Stephen Silver's Life Lexicon, at
#C  http://www.argentum.freeserve.co.uk/lex_home.htm 
#C 
#C The 'rotor' constists of all cells in an oscillator which change state.
#C The 'stator' constists of all cells which are alive in all generations.
#C (These terms were introduced by Allan Wechsler in 1994.)
#C
#C An oscillator whose stator is large is often called a 'billiard table';
#C such oscillators are somewhat easier to find than others, so many are
#C included in this collection.
#C
#C The 'period' of an oscillator (or spaceship) is the smallest positive
#C integer P for which generation P of the object is congruent to and in
#C the same orientation as generation 0.  The 'mod' of an oscillator (or
#C spaceship) is the smallest positive integer M for which generation M
#C of the object is congruent to generation 0, but not necessarily in the
#C same orientation.  The quotient q=P/M is always either 1, 2, or 4.  To
#C specify both P and M, we often write "period P.M" or "period P/q".
#C
#C There are 43 types of symmetry that an oscillator can have, taking into
#C account both the symmetry of a single generation and the change of
#C orientation (if any) M generations later.  There are 16 types of
#C symmetry that a pattern can have in a single generation.  Each of these
#C is given a one or two character name, as follows:
#C 
#C    n   no symmetry
#C 
#C    -c  mirror symmetry across a horizontal axis through cell centers
#C    -e  mirror symmetry across a horizontal axis through cell edges
#C 
#C    /   mirror symmetry across one diagonal
#C 
#C    .c  180 degree rotational symmetry about a cell center
#C    .e  180 degree rotational symmetry about a cell edge
#C    .k  180 degree rotational symmetry about a cell corner
#C 
#C    +c  mirror symmetry across horizontal and vertical axes meeting
#C        at a cell center
#C    +e  mirror symmetry across horizontal and vertical axes meeting
#C        at a cell edge
#C    +k  mirror symmetry across horizontal and vertical axes meeting
#C        at a cell corner
#C 
#C    xc  mirror symmetry across 2 diagonals meeting at a cell center
#C    xk  mirror symmetry across 2 diagonals meeting at a cell corner
#C 
#C    rc  90 degree rotational symmetry about a cell center
#C    rk  90 degree rotational symmetry about a cell corner
#C 
#C    *c  8-fold symmetry about a cell center
#C    *k  8-fold symmetry about a cell corner
#C 
#C For a period P/1 object, specifying the symmetry of generation 0 tells
#C us all there is to know about the oscillator's symmetry.  For a period
#C P/2 or P/4 object, we also need to know how gen M is related to gen 0.
#C For the P/2 case, gen M can be either a mirror image of gen 0, a 180
#C degree rotation of it, or a 90 degree rotation of it if the pattern
#C has 180 degree rotational symmetry.  For the P/4 case gen M must be a
#C 90 degree rotation of gen 0.  In any case, if we merge all gens which
#C are multiples of M, the resulting pattern will have more symmetry than
#C the original oscillator.  We describe the complete symmetry class of
#C the oscillator by appending the one or two character description of
#C the union's symmetry to that of gen 0's symmetry.  For example, if
#C gen 0 has 180 degree rotational symmetry about a cell center, and
#C gen M is obtained by reflecting gen 0 across a diagonal, then the
#C union of gens 0 and M is symmetric across both diagonals, so its
#C symmetry class is denoted ".cxc".
#C 
#C The 43 possible symmetry types are:
#C 
#C    period/mod = 1:  nn    -c-c  -e-e  //    .c.c  .e.e  .k.k  +c+c
#C                     +e+e  +k+k  xcxc  xkxk  rcrc  rkrk  *c*c  *k*k
#C 
#C    period/mod = 2:  n-c   n-e   n/    n.c   n.e   n.k
#C                     -c+c  -c+e  -e+e  -e+k
#C                     /xc   /xk
#C                     .c+c  .cxc  .crc  .e+e  .k+k  .kxk  .krk
#C                     +c*c  +k*k  xc*c  xk*k  rc*c  rk*k
#C 
#C    period/mod = 4:  nrc   nrk
#C 
#C The collection includes examples of all of these with mod=1, and many
#C with larger periods.
#C
#C ----------------------------------------------------------------------
#C Period 1 oscillators are usually called "still-lifes".  Programs
#C written by MDN and others have counted the still-lifes with N cells
#C for small N; the results up to N=20 are shown here:
#C 
#C N    4 5 6 7 8  9 10 11  12  13  14   15   16   17    18    19     20
#C #    2 1 5 4 9 10 25 46 121 240 619 1353 3286 7773 19044 45759 112243
#C 
#C Those with up to 10 bits are included in the stamp collection.  So are
#C some larger ones that either occur naturally in random soups, or are
#C useful, or exemplify symmetry types.  I'm omitting the discoverers and
#C dates for most of the small and naturally occurring ones, since they've
#C been independently discovered many times.\n''' % (num_patterns, num_periods) + comments
comments = comments.replace(' #O', '\n#O')
comments = comments.replace(' #C', '\n#C')
comments = comments.split('\n')
comments2 = ''
began = False
space_len = 0
for i in range(len(comments)):
    if '1.0.0' in comments[i]: #end of introduction; beginning of patterns
        began = True
    if began and '#N' in comments[i]: #pattern name
        try: #space_len is so that comments are aligned with the automatically generated pattern number
            space_len = comments[i][3:].index(' ')+2
        except ValueError:
            space_len = len(comments[i])-1
    if not began: #if still introduction
        comments2 += comments[i] + '\n'
    elif i != len(comments)-1 and '#O' in comments[i+1]: #puts pattern discoverer on name line with brackets
        comments2 += comments[i] + ' [' + comments[i+1][3:] + ']\n'
    elif '#C' in comments[i] and '----' not in comments[i]: #spaces comment lines to match pattern number
        comments2 += '#C' + ' '*space_len*began + comments[i][3:] + '\n'
    elif '#O' in comments[i]: #discoverers are put on the previous line; this is so that they're not duplicated
        pass
    else:
        comments2 += comments[i] + '\n'
comments2 = comments2.replace(' #C', '\n#C')
comments2 = '#N ' + comments2[3:].replace('#N', '#C') #comments file only has one #N, and it's at the very beginning
print(comments2)
print('Comments size: %s KB' % ((len(comments2)+500)//1000))
Comments are now included, and the duplicates have been removed. The comments aren't shown here, but if you run it yourself, you'll see them. Still lifes are sorted by size up to 10 bits and P2s up to 14 bits, just like the original file.

The GitHub file has been updated slightly since I first made this post, mostly with new p5s and p7s and comments for frequencies of common objects, although a P70 and P226 were also added. It was then updated on 12/22/20, 12/25/20, and 1/1/21; see the post after GUYTU6J's for more details.
Last edited by hotdogPi on January 1st, 2021, 4:08 pm, edited 5 times in total.
User:HotdogPi/My discoveries

Periods discovered: 5-16,⑱,⑳G,㉑G,㉒㉔㉕,㉗-㉛,㉜SG,㉞㉟㊱㊳㊵㊷㊹㊺㊽㊿,54G,55G,56,57G,60,62-66,68,70,73,74S,75,76S,80,84,88,90,96
100,02S,06,08,10,12,14G,16,17G,20,26G,28,38,47,48,54,56,72,74,80,92,96S
217,486,576

S: SKOP
G: gun

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