Thread For Your Useless Discoveries

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.
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Gustone
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Re: Thread For Your Useless Discoveries

Post by Gustone » July 24th, 2019, 4:50 am

PkmnQ wrote:

Code: Select all

x = 97, y = 87, rule = B3/S23
90bo$89bobo$89bobo$90bo2$94b2o$93bo2bo$94b2o3$81bo$80bobo$80bobo$81bo
2$85b2o$84bo2bo$85b2o2$71bo$70bobo$70bobo$71bo2$66b2o7b2o$65bo2bo5bo2b
o$66b2o7b2o2$71bo$70bobo$70bobo$71bo2$62b2o$63b2o$62bo20$40bo$40b2o$
39bobo4$43bo$41b3o$40bo$40b2o$39b2o$36bob2o$28b2o4bo2bob2o$28b2o4bo3bo
$34bo2bobo$25bo9bo3bo$25b2o8bo3bo3b2o$24bobo9b2o5b2o3$11b2o$10b3o3b2ob
o$2o5bob2o5bo3bo2bo$2o5bo2bo4bo4bo2b2o17b2o9b2o$7bob2o4b4o5b2o16bobo7b
obo$10b3o3bo7b3o9bo5bo8bo6b2o2b2o$11b2o11b2o9bobo13bo2bo2bo2bob2o$23b
2o9bob2o13bo6b2o$23bo9b2ob2o14bobo$34bob2o15b2o$35bobo$36bo!
I discovered this while playing around in Brew.
If you're done, you can stop the process by destroying the penultimate block.
Then the...thing will just get destroyed by the glider stream.
thats crystal it is known for 99999999999999999 years
My favourite oscillator of all time

Code: Select all

x = 15, y = 13, rule = B3/S23
7bo2$3b2o5b2o$b2o4bo4b2o$5b2ob2o$bobo7bobo$bo2bobobobo2bo$5obobob5o$o
4bo3bo4bo$b3obobobob3o$3bob2obo2bo$8bobo$8b2o!

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A for awesome
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Re: Thread For Your Useless Discoveries

Post by A for awesome » July 24th, 2019, 8:52 pm

6 of the eater's 7 cells are transparent:

Code: Select all

x = 13, y = 15, rule = B3/S23
bo$2bo$3o$4bo$4b3o$7bo$6b2o$11b2o$10b2o$12bo3$8b2o$7b2o$9bo!
EDIT: Bizarre:

Code: Select all

x = 15, y = 10, rule = B3/S23
7b2o$7b2o2$7b4o$7bo2bo2$bo4b2o$b2o3bobo3b2o$obo3bo5bobo$12bo!
EDIT 2: xs18_gbaqb96z11 "reduced" from 7G to 7G:

Code: Select all

x = 12, y = 11, rule = B3/S23
3b2o$3b2o2$3b4o3b2o$3bo2bo2b2o$11bo$3o$2bo$bo5b3o$7bo$8bo!
EDIT 3: Snake to snake converter:

Code: Select all

x = 12, y = 11, rule = B3/S23
4b2o$4bo$5bo$4b2o3$5bo3b2o$4b2o3bobo$2o2bobo2bo$b2o$o!
x₁=ηx
V ⃰_η=c²√(Λη)
K=(Λu²)/2
Pₐ=1−1/(∫^∞_t₀(p(t)ˡ⁽ᵗ⁾)dt)

$$x_1=\eta x$$
$$V^*_\eta=c^2\sqrt{\Lambda\eta}$$
$$K=\frac{\Lambda u^2}2$$
$$P_a=1-\frac1{\int^\infty_{t_0}p(t)^{l(t)}dt}$$

http://conwaylife.com/wiki/A_for_all

Aidan F. Pierce

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A for awesome
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Re: Thread For Your Useless Discoveries

Post by A for awesome » July 31st, 2019, 11:31 pm

Boat to ship to cap:

Code: Select all

x = 11, y = 8, rule = B3/S23
2ob2o3b2o$2obobo2bobo$4bo3bo3$3bo4bo$3b2o2b2o$2bobo2bobo!
x₁=ηx
V ⃰_η=c²√(Λη)
K=(Λu²)/2
Pₐ=1−1/(∫^∞_t₀(p(t)ˡ⁽ᵗ⁾)dt)

$$x_1=\eta x$$
$$V^*_\eta=c^2\sqrt{\Lambda\eta}$$
$$K=\frac{\Lambda u^2}2$$
$$P_a=1-\frac1{\int^\infty_{t_0}p(t)^{l(t)}dt}$$

http://conwaylife.com/wiki/A_for_all

Aidan F. Pierce

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Re: Thread For Your Useless Discoveries

Post by Hdjensofjfnen » August 8th, 2019, 7:00 pm

A for awesome wrote: EDIT 2: xs18_gbaqb96z11 "reduced" from 7G to 7G:

Code: Select all

x = 12, y = 11, rule = B3/S23
3b2o$3b2o2$3b4o3b2o$3bo2bo2b2o$11bo$3o$2bo$bo5b3o$7bo$8bo!
I have to admit, I like that synthesis better than the existing one.

EDIT: Is it just me, or does the evolution of this methuselah look... a little too active?

Code: Select all

x = 65, y = 25, rule = B3/S23
19bo$17b2o$18b2o19bobobo2bobobo2bobobo2bobobo2$43bo6bo6bo2bo2$19bo19bo
bobo2bobobo6bo2bobobo$17b2o$18b2o23bo6bo6bo6bo2$bo37bobobo2bobobo6bo2b
obobo$2bo$3o2$9b2o$8b2o$10bo6$16bo$15b2o$15bobo!
"A man said to the universe:
'Sir, I exist!'
'However,' replied the universe,
'The fact has not created in me
A sense of obligation.'" -Stephen Crane

Code: Select all

x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!

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Freywa
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Re: Thread For Your Useless Discoveries

Post by Freywa » August 14th, 2019, 8:22 pm

While cleaning up an xs18 synth, found two placements that give an LWSS and remove the "head" clean off respectively (the final synth is below):

Code: Select all

x = 157, y = 122, rule = B3/S23
44bo$42bobo$43b2o$100bo$100bobo$100b2o2$55b3o$55bobo$42b3o10bo2b2o$43b
2o8b2obob2o$40bo2bo2bo5bo3b4o$39b2o3bobo6bo2bo35bo$37bo3bo4bo6bo38b2o$
37bo3bo2b2o11b2o32bobo4bo2bo$39bo4b2o13bo36b6o$41b3obo10b3o36bo$41bo3b
3o10b2o35b2ob2o$45b3o5bo5b2o38bo$45b3o3b2ob2obo41bobo$45b2obo3b2o2b2ob
2o39b2o$46b2o$47bo$52bo$51b3o44$6bo$4bobo$5b2o18$2bo$obo$b2o$6bo$7b2o
19bo13bobo$6b2o20bobo11b2o$28b2o13bo3b2o106bo$46b2o106bo$48bo98b3o4b3o
2$145bo5bo$51b2o92bo5bo$51bobo91bo5bo$51bo$147b3o2$140bo2bo$138b6o$
137bo$137b2ob2o$141bo$141bobo$142b2o5$44bo$43b2o$43bobo2$15b2o$14bobo$
16bo!
Princess of Science, Parcly Taxel

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Gustone
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Re: Thread For Your Useless Discoveries

Post by Gustone » August 16th, 2019, 6:32 am

Alternate pps

Code: Select all

x = 39, y = 45, rule = B3/S23
11bo5bo$10bobo3bobo2$10b3o3b3o10bo$28bobo$27b2ob2o$27b2ob2o$2b3obo9b3o
3bob4obob4obo$2b2obobo13bobo3bo3bo3bobo$3b3o2bo7bobobo2b4o5b4o2bo$4bo
12bo5bo2bo5bo2bo$2obo17bo4b3ob3o4bo$3bo4bo$bo6bo16bo7bo$bo6bo17bobobob
o$4bobo18b2o5b2o$2b3obo18bo7bo$2b5o17b2o7b2o$4bo4b2o$3bo4bo2bo10b2obo
7bob2o$5b2ob3o12bo11bo$2bo2bob2o13bo2b3o3b3o2bo$3b2o2bo14b2o4bobo4b2o$
5b2o15b2ob2obobob2ob2o$b2o3bo16bo2bobobobo2bo$b2o3b2o16bo2b2ob2o2bo$b
2o3b2o15b3obo3bob3o$3bo3bo18b2o3b2o$3bo3b2o16b3o3b3o$9bo15bo2bobo2bo$
25b2obobob2o$4b3o19b2o3b2o$2b2ob2o19bo5bo$7b3o13bob2o5b2obo$bo2bo3b2o
12bo4bo3bo4bo$3bo4b2o11bo6bobo6bo$8bo13bobobobobobobobo$7bo18bobobobo$
22bob3obobob3obo$9bo12b5obobob5o$5bob3o17bo3bo$5bo$4bo2bo$4bobo$4bobo!
My favourite oscillator of all time

Code: Select all

x = 15, y = 13, rule = B3/S23
7bo2$3b2o5b2o$b2o4bo4b2o$5b2ob2o$bobo7bobo$bo2bobobobo2bo$5obobob5o$o
4bo3bo4bo$b3obobobob3o$3bob2obo2bo$8bobo$8b2o!

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GUYTU6J
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Re: Thread For Your Useless Discoveries

Post by GUYTU6J » August 16th, 2019, 6:37 am

I bet this is known (half bakery to boat-tie)

Code: Select all

x = 27, y = 13, rule = B3/S23
bobo11bobo7bo$2b2o12b2o6bobo$2bo13bo6bo2bo$8bo13bob2o$2o5bobo4b2o5bobo
$b2o3bo2bo5b2o3bo2bo$o4bob2o5bo4bob2o$4bobo11bobo$3bo2bo10bo2bo$4b2o
10bob2o$17bo$15bobo$15b2o!
Look at gen 9~10, the glider isn't affected! (half bakery to hat)

Code: Select all

x = 9, y = 14, rule = B3/S23
o5bo$b2o3bobo$2o4b2o2$7bo$6bobo$5bo2bo$4bob2o$3bobo$2bo2bo$3b2o$7bo$6b
2o$6bobo!
Half bakery to bi-pond...

Code: Select all

x = 13, y = 15, rule = B3/S23
10bo$10bobo$10b2o2$10bo$9bobo$8bo2bo$o6bob2o$b2o3bobo$2o3bo2bo$6b2o2$b
3o$3bo$2bo!
...to trans-boat with tail...

Code: Select all

x = 13, y = 13, rule = B3/S23
4bobo4bo$5b2o3bo$5bo4b3o$8bo$7bobo$6bo2bo$5bob2o$4bobo$3bo2bo$4b2o$2o$
b2o$o!
...and to cis-block on long hook.

Code: Select all

x = 12, y = 18, rule = B3/S23
bobo$2b2o$2bo2$9bo$8bo$5bo2b3o$4bobo$3bo2bo$2bob2o$bobo$o2bo$b2o3$9b3o
$9bo$10bo!

Code: Select all

x = 33, y = 19, rule = B3/S23
4b2o$4b2o8bobo11b2o$15b2o11bobo$15bo14bo$30b2o$15b2o10b2obo$14bo2bo8bo
bobobo$15bobo9bo3b2o$16bo4$3bob2o$b3ob2o13b2o$o19b2o$b3ob2o6b2o$3bobo
7b2o$3bobo$4bo!
#C [[ PASTET 31 PASTE o$o! 15 -11 ]]

CoolCreeper39
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Re: Thread For Your Useless Discoveries

Post by CoolCreeper39 » August 17th, 2019, 12:13 pm

You can chain test tube babies together:

Code: Select all

x = 15, y = 6, rule = B3/S23
7bo$2o4bobo4b2o$obo2bobobo2bobo$2bo2bo3bo2bo$2bo2bo3bo2bo$3b2o5b2o!

Code: Select all

x = 16, y = 16, rule = B3/S23
7b2o$6bo2bo$6bo2bo$4bobo2bobo$3bobo4bobo$4bo6bo$b3o8b3o$o14bo$o14bo$b
3o8b3o$4bo6bo$3bobo4bobo$4bobo2bobo$6bo2bo$6bo2bo$7b2o!

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Re: Thread For Your Useless Discoveries

Post by dvgrn » August 17th, 2019, 1:04 pm

CoolCreeper39 wrote:You can chain test tube babies together...
That's not too surprising. Anything with a stator can be chained together one way or another. Much tighter chains were probably found in the very early 1970's:

Code: Select all

x = 30, y = 20, rule = B3/S23
3b2o3b2o4b2o4b2o3b2o$2bo2bobo2bo2bo2bo2bo2bobo2bo$2bo2bob4o2b4o2b4obo
2bo$obo2bobo2bo2bo2bo2bo2bobo2bobo$2o4bo4b2o4b2o4bo4b2o4$14b2o$10b2obo
2bob2o$10b2ob4ob2o$13bo2bo$10b3o4b3o$9bobo6bobo$9bobo6bobo$10b3o4b3o$
13bo2bo$10b2ob4ob2o$10b2obo2bob2o$14b2o!

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Moosey
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Re: Thread For Your Useless Discoveries

Post by Moosey » August 18th, 2019, 7:55 am

Somewhat rube-goldbergian G-to-Pi involving a silver G-to-H, an H-to-bipond I fixed, and a G+Bipond reaction:

Code: Select all

x = 156, y = 190, rule = B3/S23
35b2o3b2o$35b2o2bob3o$39bo4bo$35b4ob2o2bo$35bo2bobobob2o$38bobobobo$
39b2obobo$43bo2$29b2o$30bo7b2o$30bobo5b2o$31b2o7$41b2o$41bo$42b3o$44bo
12$9bo$7b5o14b2o$6bo5bo13bo$6bo2b3o12bobo66bo$5b2obo15b2o65b3o7bo$5bo
2b4o78bo8b3o$6b2o3bo3b2o73b2o6bo$8b3o4b2o81b2o$8bo35bo42b2o$5b2obo35b
3o5b2o32bobo$5b2ob2o37bo4b2o33bo$46b2o2$16b2o$17bo29b2o$14b3o30b2o3b2o
13b2o$14bo37b2o13b2o5$22bo20bo$20b3o20b3o$4bo14bo26bo$4b3o12b2o24b2o$
7bo$6b2o3$7b2o$7b2o17b2o$26b2o$76bo$74b5o14b2o$73bo5bo13bo$73bo2b3o12b
obo$72b2obo15b2o$23b2o47bo2b4o$23bo49b2o3bo3b2o$25bo49b3o4b2o$24b2o49b
o$20b2o50b2obo$20bo51b2ob2o$21b3o$23bo$83b2o$84bo$81b3o$81bo2$29b2o$
29bo$10b2o15bobo$10b2o15b2o12$9b2o$8bobo$8bo$7b2o9$19b2o$19b2o6$8b2o$
9bo19b2o$9bobo17bo$10b2o15bobo$22bo4b2o$21bobo$21bobo$10b2o10bo$9bobo
139bo$9bo123b2o14b5o$8b2o124bo13bo5bo$23b2o109bobo12b3o2bo$23bo111b2o
15bob2o$24b3o122b4o2bo$26bo117b2o3bo3b2o$144b2o4b3o$152bo$152bob2o$
151b2ob2o3$143b2o$b2o140bo$obo141b3o$2bo143bo25$97bo$95b3o$94bo$94b2o
7$84b2o$83bobo5b2o$83bo7b2o$82b2o2$96bo$92b2obobo$91bobobobo$88bo2bobo
bob2o$88b4ob2o2bo$92bo4bo$88b2o2bob3o$88b2o3b2o!

Very useless, of course.
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

christoph r.
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Re: Thread For Your Useless Discoveries

Post by christoph r. » September 1st, 2019, 1:02 pm

Crawler, perhaps known, not very usefull, much useless byproducts, but LWSSes,
Period: 379, 31/5 cells

Code: Select all

x = 579, y = 3466, rule = B3/S23
564b2o$563bobo$563b2o9$567b2o$566bo2bo$567b2o9$576b2o$576bobo$577b2o7$
559b2o$558bobo$558b2o9$562b2o$561bo2bo$562b2o9$571b2o$571bobo$572b2o7$
554b2o$553bobo$553b2o9$557b2o$556bo2bo$557b2o9$566b2o$566bobo$567b2o7$
549b2o$548bobo$548b2o9$552b2o$551bo2bo$552b2o9$561b2o$561bobo$562b2o7$
544b2o$543bobo$543b2o9$547b2o$546bo2bo$547b2o9$556b2o$556bobo$557b2o7$
539b2o$538bobo$538b2o9$542b2o$541bo2bo$542b2o9$551b2o$551bobo$552b2o7$
534b2o$533bobo$533b2o9$537b2o$536bo2bo$537b2o9$546b2o$546bobo$547b2o7$
529b2o$528bobo$528b2o9$532b2o$531bo2bo$532b2o9$541b2o$541bobo$542b2o7$
524b2o$523bobo$523b2o9$527b2o$526bo2bo$527b2o9$536b2o$536bobo$537b2o7$
519b2o$518bobo$518b2o9$522b2o$521bo2bo$522b2o9$531b2o$531bobo$532b2o7$
514b2o$513bobo$513b2o9$517b2o$516bo2bo$517b2o9$526b2o$526bobo$527b2o7$
509b2o$508bobo$508b2o9$512b2o$511bo2bo$512b2o9$521b2o$521bobo$522b2o7$
504b2o$503bobo$503b2o9$507b2o$506bo2bo$507b2o9$516b2o$516bobo$517b2o7$
499b2o$498bobo$498b2o9$502b2o$501bo2bo$502b2o9$511b2o$511bobo$512b2o7$
494b2o$493bobo$493b2o9$497b2o$496bo2bo$497b2o9$506b2o$506bobo$507b2o7$
489b2o$488bobo$488b2o9$492b2o$491bo2bo$492b2o9$501b2o$501bobo$502b2o7$
484b2o$483bobo$483b2o9$487b2o$486bo2bo$487b2o9$496b2o$496bobo$497b2o7$
479b2o$478bobo$478b2o9$482b2o$481bo2bo$482b2o9$491b2o$491bobo$492b2o7$
474b2o$473bobo$473b2o9$477b2o$476bo2bo$477b2o9$486b2o$486bobo$487b2o7$
469b2o$468bobo$468b2o9$472b2o$471bo2bo$472b2o9$481b2o$481bobo$482b2o7$
464b2o$463bobo$463b2o9$467b2o$466bo2bo$467b2o9$476b2o$476bobo$477b2o7$
459b2o$458bobo$458b2o9$462b2o$461bo2bo$462b2o9$471b2o$471bobo$472b2o7$
454b2o$453bobo$453b2o9$457b2o$456bo2bo$457b2o9$466b2o$466bobo$467b2o7$
449b2o$448bobo$448b2o9$452b2o$451bo2bo$452b2o9$461b2o$461bobo$462b2o7$
444b2o$443bobo$443b2o9$447b2o$446bo2bo$447b2o9$456b2o$456bobo$457b2o7$
439b2o$438bobo$438b2o9$442b2o$441bo2bo$442b2o9$451b2o$451bobo$452b2o7$
434b2o$433bobo$433b2o9$437b2o$436bo2bo$437b2o9$446b2o$446bobo$447b2o7$
429b2o$428bobo$428b2o9$432b2o$431bo2bo$432b2o9$441b2o$441bobo$442b2o7$
424b2o$423bobo$423b2o9$427b2o$426bo2bo$427b2o9$436b2o$436bobo$437b2o7$
419b2o$418bobo$418b2o9$422b2o$421bo2bo$422b2o9$431b2o$431bobo$432b2o7$
414b2o$413bobo$413b2o9$417b2o$416bo2bo$417b2o9$426b2o$426bobo$427b2o7$
409b2o$408bobo$408b2o9$412b2o$411bo2bo$412b2o9$421b2o$421bobo$422b2o7$
404b2o$403bobo$403b2o9$407b2o$406bo2bo$407b2o9$416b2o$416bobo$417b2o7$
399b2o$398bobo$398b2o9$402b2o$401bo2bo$402b2o9$411b2o$411bobo$412b2o7$
394b2o$393bobo$393b2o9$397b2o$396bo2bo$397b2o9$406b2o$406bobo$407b2o7$
389b2o$388bobo$388b2o9$392b2o$391bo2bo$392b2o9$401b2o$401bobo$402b2o7$
384b2o$383bobo$383b2o9$387b2o$386bo2bo$387b2o9$396b2o$396bobo$397b2o7$
379b2o$378bobo$378b2o9$382b2o$381bo2bo$382b2o9$391b2o$391bobo$392b2o7$
374b2o$373bobo$373b2o9$377b2o$376bo2bo$377b2o9$386b2o$386bobo$387b2o7$
369b2o$368bobo$368b2o9$372b2o$371bo2bo$372b2o9$381b2o$381bobo$382b2o7$
364b2o$363bobo$363b2o9$367b2o$366bo2bo$367b2o9$376b2o$376bobo$377b2o7$
359b2o$358bobo$358b2o9$362b2o$361bo2bo$362b2o9$371b2o$371bobo$372b2o7$
354b2o$353bobo$353b2o9$357b2o$356bo2bo$357b2o9$366b2o$366bobo$367b2o7$
349b2o$348bobo$348b2o9$352b2o$351bo2bo$352b2o9$361b2o$361bobo$362b2o7$
344b2o$343bobo$343b2o9$347b2o$346bo2bo$347b2o9$356b2o$356bobo$357b2o7$
339b2o$338bobo$338b2o9$342b2o$341bo2bo$342b2o9$351b2o$351bobo$352b2o7$
334b2o$333bobo$333b2o9$337b2o$336bo2bo$337b2o9$346b2o$346bobo$347b2o7$
329b2o$328bobo$328b2o9$332b2o$331bo2bo$332b2o9$341b2o$341bobo$342b2o7$
324b2o$323bobo$323b2o9$327b2o$326bo2bo$327b2o9$336b2o$336bobo$337b2o7$
319b2o$318bobo$318b2o9$322b2o$321bo2bo$322b2o9$331b2o$331bobo$332b2o7$
314b2o$313bobo$313b2o9$317b2o$316bo2bo$317b2o9$326b2o$326bobo$327b2o7$
309b2o$308bobo$308b2o9$312b2o$311bo2bo$312b2o9$321b2o$321bobo$322b2o7$
304b2o$303bobo$303b2o9$307b2o$306bo2bo$307b2o9$316b2o$316bobo$317b2o7$
299b2o$298bobo$298b2o9$302b2o$301bo2bo$302b2o9$311b2o$311bobo$312b2o7$
294b2o$293bobo$293b2o9$297b2o$296bo2bo$297b2o9$306b2o$306bobo$307b2o7$
289b2o$288bobo$288b2o9$292b2o$291bo2bo$292b2o9$301b2o$301bobo$302b2o7$
284b2o$283bobo$283b2o9$287b2o$286bo2bo$287b2o9$296b2o$296bobo$297b2o7$
279b2o$278bobo$278b2o9$282b2o$281bo2bo$282b2o9$291b2o$291bobo$292b2o7$
274b2o$273bobo$273b2o9$277b2o$276bo2bo$277b2o9$286b2o$286bobo$287b2o7$
269b2o$268bobo$268b2o9$272b2o$271bo2bo$272b2o9$281b2o$281bobo$282b2o7$
264b2o$263bobo$263b2o9$267b2o$266bo2bo$267b2o9$276b2o$276bobo$277b2o7$
259b2o$258bobo$258b2o9$262b2o$261bo2bo$262b2o9$271b2o$271bobo$272b2o7$
254b2o$253bobo$253b2o9$257b2o$256bo2bo$257b2o9$266b2o$266bobo$267b2o7$
249b2o$248bobo$248b2o9$252b2o$251bo2bo$252b2o9$261b2o$261bobo$262b2o7$
244b2o$243bobo$243b2o9$247b2o$246bo2bo$247b2o9$256b2o$256bobo$257b2o7$
239b2o$238bobo$238b2o9$242b2o$241bo2bo$242b2o9$251b2o$251bobo$252b2o7$
234b2o$233bobo$233b2o9$237b2o$236bo2bo$237b2o9$246b2o$246bobo$247b2o7$
229b2o$228bobo$228b2o9$232b2o$231bo2bo$232b2o9$241b2o$241bobo$242b2o7$
224b2o$223bobo$223b2o9$227b2o$226bo2bo$227b2o9$236b2o$236bobo$237b2o7$
219b2o$218bobo$218b2o9$222b2o$221bo2bo$222b2o9$231b2o$231bobo$232b2o7$
214b2o$213bobo$213b2o9$217b2o$216bo2bo$217b2o9$226b2o$226bobo$227b2o7$
209b2o$208bobo$208b2o9$212b2o$211bo2bo$212b2o9$221b2o$221bobo$222b2o7$
204b2o$203bobo$203b2o9$207b2o$206bo2bo$207b2o9$216b2o$216bobo$217b2o7$
199b2o$198bobo$198b2o9$202b2o$201bo2bo$202b2o9$211b2o$211bobo$212b2o7$
194b2o$193bobo$193b2o9$197b2o$196bo2bo$197b2o9$206b2o$206bobo$207b2o7$
189b2o$188bobo$188b2o9$192b2o$191bo2bo$192b2o9$201b2o$201bobo$202b2o7$
184b2o$183bobo$183b2o9$187b2o$186bo2bo$187b2o9$196b2o$196bobo$197b2o7$
179b2o$178bobo$178b2o9$182b2o$181bo2bo$182b2o9$191b2o$191bobo$192b2o7$
174b2o$173bobo$173b2o9$177b2o$176bo2bo$177b2o9$186b2o$186bobo$187b2o7$
169b2o$168bobo$168b2o9$172b2o$171bo2bo$172b2o9$181b2o$181bobo$182b2o7$
164b2o$163bobo$163b2o9$167b2o$166bo2bo$167b2o9$176b2o$176bobo$177b2o7$
159b2o$158bobo$158b2o9$162b2o$161bo2bo$162b2o9$171b2o$171bobo$172b2o7$
154b2o$153bobo$153b2o9$157b2o$156bo2bo$157b2o9$166b2o$166bobo$167b2o7$
149b2o$148bobo$148b2o9$152b2o$151bo2bo$152b2o9$161b2o$161bobo$162b2o7$
144b2o$143bobo$143b2o9$147b2o$146bo2bo$147b2o9$156b2o$156bobo$157b2o7$
139b2o$138bobo$138b2o9$142b2o$141bo2bo$142b2o9$151b2o$151bobo$152b2o7$
134b2o$133bobo$133b2o9$137b2o$136bo2bo$137b2o9$146b2o$146bobo$147b2o7$
129b2o$128bobo$128b2o9$132b2o$131bo2bo$132b2o9$141b2o$141bobo$142b2o7$
124b2o$123bobo$123b2o9$127b2o$126bo2bo$127b2o9$136b2o$136bobo$137b2o7$
119b2o$118bobo$118b2o9$122b2o$121bo2bo$122b2o9$131b2o$131bobo$132b2o7$
114b2o$113bobo$113b2o9$117b2o$116bo2bo$117b2o9$126b2o$126bobo$127b2o7$
109b2o$108bobo$108b2o9$112b2o$111bo2bo$112b2o9$121b2o$121bobo$122b2o7$
104b2o$103bobo$103b2o9$107b2o$106bo2bo$107b2o9$116b2o$116bobo$117b2o7$
99b2o$98bobo$98b2o9$102b2o$101bo2bo$102b2o9$111b2o$111bobo$112b2o7$94b
2o$93bobo$93b2o9$97b2o$96bo2bo$97b2o9$106b2o$106bobo$107b2o7$89b2o$88b
obo$88b2o9$92b2o$91bo2bo$92b2o9$101b2o$101bobo$102b2o7$84b2o$83bobo$
83b2o9$87b2o$86bo2bo$87b2o9$96b2o$96bobo$97b2o7$79b2o$78bobo$78b2o9$
82b2o$81bo2bo$82b2o9$91b2o$91bobo$92b2o7$74b2o$73bobo$73b2o9$77b2o$76b
o2bo$77b2o9$86b2o$86bobo$87b2o7$69b2o$68bobo$68b2o9$72b2o$71bo2bo$72b
2o9$81b2o$81bobo$82b2o7$64b2o$63bobo$63b2o9$67b2o$66bo2bo$67b2o9$76b2o
$76bobo$77b2o7$59b2o$58bobo$58b2o9$62b2o$61bo2bo$62b2o9$71b2o$71bobo$
72b2o7$54b2o$53bobo$53b2o9$57b2o$56bo2bo$57b2o9$66b2o$66bobo$67b2o7$
49b2o$48bobo$48b2o9$52b2o$51bo2bo$52b2o9$61b2o$61bobo$62b2o7$44b2o$43b
obo$43b2o9$47b2o$46bo2bo$47b2o9$56b2o$56bobo$57b2o7$39b2o$38bobo$38b2o
9$42b2o$41bo2bo$42b2o9$51b2o$51bobo$52b2o7$34b2o$33bobo$33b2o9$37b2o$
36bo2bo$37b2o9$46b2o$46bobo$47b2o7$29b2o$28bobo$28b2o9$32b2o$31bo2bo$
32b2o9$41b2o$41bobo$42b2o7$24b2o$23bobo$23b2o9$27b2o$26bo2bo$27b2o9$
36b2o$36bobo$37b2o7$19b2o$18bobo$18b2o9$22b2o$21bo2bo$22b2o9$31b2o$31b
obo$32b2o7$14b2o$13bobo$13b2o9$17b2o$16bo2bo$17b2o9$26b2o$26bobo$27b2o
7$9b2o$8bobo$8b2o9$12b2o$11bo2bo$b3o8b2o$2bo$3o7$21b2o$21bobo$22b2o!

User avatar
Moosey
Posts: 3330
Joined: January 27th, 2019, 5:54 pm
Location: A house, or perhaps the OCA board. Or [click to not expand]
Contact:

Re: Thread For Your Useless Discoveries

Post by Moosey » September 3rd, 2019, 7:46 am

Are there any catalysts that work for this H->W/H->G?

Code: Select all

x = 19, y = 18, rule = LifeHistory
12.2A$12.A$10.A.A$4.A5.2A$2.2DA.A$.D.D3A$2D4.A10.2A$10.2A5.A$10.A.A.
2A.A$12.A.A.A$12.A.A$7.2A.A.A2.A$7.2A.2A.A.A$13.A.2A$7.2A.3A$8.A.A$8.
A.A$9.A!
EDIT:

Code: Select all

x = 16, y = 18, rule = LifeHistory
12.2A$12.A$10.A.A$4.A5.2A$2.2DA.A$.D.D3A$2D4.A$10.2A$10.A.A.2A$12.A.
2A$12.A$7.2A.A.A$7.2A.2A2$7.2A.2A$8.A.A$8.A.A$9.A!
At least it's accessible:

Code: Select all

x = 33, y = 24, rule = LifeHistory
.2A$2.A$.A$.2A3$29.2A$29.A$27.A.A$A3.2A21.2A$2A2.2A13.2D$.2A15.D.D$2A
15.2D$27.2A$27.A.A.2A$29.A.2A$29.A$24.2A.A.A$24.2A.2A2$24.2A.2A$25.A.
A$25.A.A$26.A!
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

User avatar
Gustone
Posts: 617
Joined: March 6th, 2019, 2:26 am

Re: Thread For Your Useless Discoveries

Post by Gustone » September 4th, 2019, 10:28 am

oscillator anybody

Code: Select all

x = 4, y = 8, rule = LifeHistory
2.2E$E2.E$3E$.E3$2C$2C!
[[ STOP 30 ]]
EDIT

Code: Select all

x = 8, y = 12, rule = LifeHistory
2.2E$E2.E$3E$.E5$4.2C$4.C$5.3C$7.C!
[[ STOP 14 ]]
My favourite oscillator of all time

Code: Select all

x = 15, y = 13, rule = B3/S23
7bo2$3b2o5b2o$b2o4bo4b2o$5b2ob2o$bobo7bobo$bo2bobobobo2bo$5obobob5o$o
4bo3bo4bo$b3obobobob3o$3bob2obo2bo$8bobo$8b2o!

Jormungant
Posts: 205
Joined: May 27th, 2016, 1:01 am

Re: Thread For Your Useless Discoveries

Post by Jormungant » September 4th, 2019, 11:01 am

Speedy useless oscillatory delivery service, sign here.

Code: Select all

x = 103, y = 133, rule = LifeHistory
6$12.A$12.3A$15.A$14.2A74.A$14.4B70.3A$16.3B68.A$4.4B2.B.3B.4B67.2A$
4.4B.18B58.4B$3.2A5BA17B56.3B$3.2A4B3A16B55.4B.3B.B2.4B$4.B.3BA2B2A
14B48.18B.4B$6.6B2A16B45.23B2A$7.2B2ABA3B2.13B44.17B2A4B2A$7.2B4A2B6.
10B44.16B2A4B.B$9.2B2ABAB7.7B43.17B2A5B$8.AB4A4B6.8B40.13B2.BABA5B$8.
ABA10B2.7B2A40.10B6.A3BA3B$9.A20B2AB4.B35.7B7.2B5A$11.22B.2B.B33.8B6.
5BA2BAB$11.7BA8B2A5B2A2B33.2A7B2.12BA$11.8B2A6B2A5B2A2B27.B4.B2A19B2A
$12.6B2A10B.7B27.B.2B.22B$19.4B.3B.B2.7B27.2B2A5B2A7BABA6B$20.4B41.2B
2A5B2A7B2A7B$21.4B40.7B.11BA6B$22.4B39.7B2.B.3B.4B$23.4B52.4B$18.2A4.
4B50.4B$16.2B2AB4.4B48.4B$16.4B6.4B46.4B4.2A$16.6B5.4B44.4B4.B2A2B$
16.5B2AB4.4B42.4B6.4B$18.3B2AB.2B2.4B40.4B5.6B$17.11B2.4B38.4B4.B2A5B
$16.2B2A8B3.4B36.4B2.2B.B2A3B$17.B2A11B.4B29.B4.4B2.11B$10.2A4.16B.4B
28.2B2.4B3.8B2A2B$11.A4.16B2.4B27.7B.10BA2BA$11.A.AB.16B3.4B28.4B.11B
ABA2B4.2A$12.2AB2.6B.4B3AB4.4B26.4B2.10B2A4B4.A$14.8B3.4BA2B5.4B24.4B
3.10BA5B.BA.A$14.8B3.2B3A2B6.4B22.4B4.8B.4B2A2.B2A$15.8B3.6B7.4B20.4B
5.7B3.3B2A3B$16.7B3.7B7.4B18.4B6.7B3.3B2A3B$17.6B3.8B7.4B16.4B7.6B3.B
2ABA3B$17.7B3.8B7.4B14.4B7.7B3.2B3A2B$17.7B3.9B7.4B12.4B7.8B3.3BA2B$
17.8B.6B.4B7.4B10.4B7.8B3.7B$17.16B.4B7.4B8.4B7.BA7B3.7B$17.16B2.4B7.
2BAB6.4B7.2A2B.6B.8B$17.16B3.4B7.2B2A4.4B7.2B2A.16B$18.11B2AB5.4B7.2A
2B2.4B7.4B2.16B$21.8B2A2B5.4B6.4B.ABAB7.4B3.16B$21.11B7.4B8.2B2AB7.4B
5.B2A11B$22.2B.B2A3B9.4B6.2B2DA7.4B5.2B2A8B$25.B2A5B8.4B4.3B2DB6.4B7.
11B$27.6B9.4B2.8B4.4B9.3B2AB.2B$29.4B10.10B2A2B2.4B8.5B2AB$28.B2A2B
11.2B2D4B2D4B.3B9.6B$28.B2A2B12.B2D2B4D7B10.4B$29.4B10.7BD3C2B2DB12.
2B2AB$27.6B9.3B.4BDC2BAB2D2B11.2B2AB$25.B2A5B8.4B2.4BABA7B10.4B$22.2B
.B2A3B9.4B4.8B2.4B9.6B$21.11B7.4B6.B2D3B4.4B8.5B2AB$21.8B2A2B5.4B7.B
2D2B6.4B9.3B2AB.2B$18.10BA2BA5.4B7.5B8.4B7.11B$17.11BABA2B3.4B7.4B.4B
6.4B5.2B2A8B$17.10B2A4B2.4B7.4B2.4B7.3BA5.B2A11B$17.10BA5B.4B7.4B4.4B
7.B2AB3.16B$17.8B.4B2A.4B7.4B6.4B7.ABAB2.16B$17.7B3.3B2A4B7.4B8.4B7.
4B.16B$17.7B3.3B2A3B7.4B10.4B7.4B.6B.4B3AB$17.6B3.B2ABA3B7.4B12.4B7.
9B3.4BA2B$16.7B3.2B3A2B7.4B14.4B7.8B3.2B3A2B$15.8B3.3BA2B7.4B16.4B7.
8B3.6B$14.8B3.7B6.4B18.4B7.7B3.7B$14.8B3.7B5.4B20.4B7.6B3.8B$12.2AB2.
6B.8B4.4B22.4B6.7B3.8B$11.A.AB.16B3.4B24.4B5.7B3.8B$11.A4.16B2.A3B26.
4B4.8B.6B2.B2A$10.2A4.16B.B2AB28.4B3.16B.BA.A$17.B2A11B.BABA3B27.4B2.
16B4.A$16.2B2A8B3.4B2.2B28.2B2A.16B4.2A$17.11B2.4B4.B29.2A2B.11B2AB$
18.3B2AB.2B2.4B36.BA2B3.8B2A2B$16.5B2AB4.4B38.4B2.11B$16.6B5.4B40.4B
2.2B.B2A3B$16.4B6.4B42.4B4.B2A5B$16.2B2AB4.4B44.4B5.6B$18.2A4.4B46.4B
6.4B$23.4B48.4B4.B2A2B$22.4B50.4B4.2A$21.4B52.4B$20.4B.3B.B2.7B39.4B$
13.18B.7B40.4B$12.23B2A2B41.4B$12.17B2A4B2A2B27.7B2.B.3B.4B$12.16B2A
4B.2B.B27.7B.18B$10.17B2A5B4.B27.2B2A5BA17B$9.13B2.BABA5B33.2B2A4B3A
16B$9.10B6.A3BA3B33.B.2B.3BA2B2A14B$10.7B7.2B5A35.B4.6B2A16B$8.8B6.5B
A2BAB40.2B2ABA3B2.13B$8.2A7B2.12BA40.2B4A2B6.10B$7.B2A19B2A43.2B2ABAB
7.7B$5.B.22B44.AB4A4B6.8B$4.2A5B2A7BABA6B44.ABA10B2.7B2A$4.2A5B2A7B2A
7B45.A20B2AB$5.4B.11BA6B48.22B.B$5.4B2.B.3B.4B55.7BA8B2A5B2A$17.3B56.
8B2A6B2A5B2A$15.4B58.6B2A10B.4B$15.2A67.4B.3B.B2.4B$16.A68.3B$13.3A
70.4B$13.A74.2A$88.A$89.3A$91.A!

User avatar
Gustone
Posts: 617
Joined: March 6th, 2019, 2:26 am

Re: Thread For Your Useless Discoveries

Post by Gustone » September 5th, 2019, 3:45 am

Code: Select all

x = 43, y = 43, rule = B3/S23
33b2o$33b2o7$2o$2o24$41b2o$41b2o3$18bo$16bobo$16b3o$16bo$8b2o$8b2o!
My favourite oscillator of all time

Code: Select all

x = 15, y = 13, rule = B3/S23
7bo2$3b2o5b2o$b2o4bo4b2o$5b2ob2o$bobo7bobo$bo2bobobobo2bo$5obobob5o$o
4bo3bo4bo$b3obobobob3o$3bob2obo2bo$8bobo$8b2o!

Jormungant
Posts: 205
Joined: May 27th, 2016, 1:01 am

Re: Thread For Your Useless Discoveries

Post by Jormungant » September 5th, 2019, 5:19 am

There you go, deluxe oscillator with our chef compliments. Enjoy!

Code: Select all

x = 303, y = 303, rule = LifeHistory
145.2A3.2A$145.2A2.A.3A$149.A4.A$145.4A.2A2.A$145.A2.A.A.A.2A$147.BAB
ABA.A$148.B2ABA.A$149.2B.BA$148.3B$139.2A6.4B$140.A6.B2A2BD$140.A.AB
3.B2ABDBD$141.2AB.5BD3BD$143.6BD2BD2BD$143.5BD2BDBD2BD$143.4BD2BD3BD
2BD$145.BD2BD3B2.D2BD$145.D2BD2B5.D3B$144.D2BD5B4.D3B$143.D2BD4.2A4.B
D3B$142.3BD5.A5.6B$141.3BD7.3A2.6BA$140.4B10.A2.4BABAB$139.4B15.4B2A
2B$138.4B17.8B$137.4B19.8B$136.4B21.8B$135.4B23.8B$134.4B25.8B$133.4B
27.8B$132.4B29.3B.4B$131.4B31.2B2.4B$130.4B33.B3.4B$129.4B39.4B$128.
4B41.D2BD$127.4B43.D2BD8.B$126.4B45.D2BD$125.4B47.D2BD4.2A5.2A$124.4B
49.D2BD.2B2A5.A$123.4B51.D2BD3B3.BA.A$122.4B53.D2BD4B.B2A$121.4B55.D
2BDB2A2B$120.4B56.D2BDBABAB$119.4B56.D2BD3BAB.2A$118.4B56.D2BD4B3.3B$
117.4B56.D2BD3.B.BA3BA$116.4B56.D2BD7.A4BA$115.4B56.D2BD9.BABA.A$114.
4B56.D2BD12.A.ABAB$113.4B28.A27.D2BD14.A4BA$112.4B28.A.A25.D2BD16.A3B
A$111.4B25.2A2.BA.A23.3BD17.3B$110.4B26.AB3.2A.A21.3BD19.2A$109.4B29.
B3A.2A20.4B$108.4B26.5A2.2B21.4B$107.D2BD27.A4.BAB.4A8.A7.4B$106.D2BD
31.2A.A.A4.A5.3A6.4B$105.D2BD31.A.2AB.A.3A5.A8.4B$95.A8.D2BD31.A.4BAB
.A6.ABA6.4B$93.5A5.D2BD5.2A25.A.A2BA.AB6.BA.A5.4B$92.A5.A3.D2BDB5.A
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137.4B5.A3B5.2A5B.2A25.A5.BD2BD3.A5.A$136.4B5.A.AB6.BA.A2BA.A25.2A5.D
2BD5.5A$135.4B6.ABA6.A.BA4B.A31.D2BD8.A$134.4B8.A5.3A.A.B2A.A31.D2BD$
133.4B6.3A5.A4.A.A.2A31.D2BD$132.4B7.A8.4A.BAB4.A27.D2BD$131.4B21.2B
2.5A26.4B$130.4B20.2A.3AB29.4B$108.2A19.D3B21.A.2A3.BA26.4B$108.3B17.
D3B23.A.AB2.2A25.4B$106.A3BA16.D2BD25.A.A28.4B$106.A4BA14.D2BD27.A28.
4B$107.BABA.A12.D2BD56.4B$109.A.ABAB9.D2BD56.4B$110.A4BA7.D2BD56.4B$
111.A3BAB.B3.D2BD56.4B$111.3B3.4BD2BD56.4B$112.2A.BA3BD2BD56.4B$114.B
ABABD2BD56.4B$114.2B2ABD2BD55.4B$112.2AB.4BD2BD53.4B$111.A.AB3.3BD2BD
51.4B$111.A5.2A2B.D2BD49.4B$110.2A5.2A4.D2BD47.4B$124.D2BD45.4B$116.B
8.D2BD43.4B$126.D2BD41.4B$127.4B39.4B$128.4B3.B33.4B$129.4B2.2B31.4B$
130.4B.3B29.4B$131.8B27.4B$132.8B25.4B$133.8B23.4B$134.8B21.4B$135.8B
19.4B$136.8B17.4B$137.8B15.4B$138.8B2.A10.4B$139.7B2.3A7.D3B$140.6B5.
A5.D3B$141.3BDB4.2A4.D2BD$142.3BD4.5BD2BD$143.3BD5.2BD2BD$144.D2BD2.
3BD2BDB$145.D2BD3BD2BD4B$146.D2BDBD2BD5B$147.D2BD2BD6B$148.D3BD5B.B2A
$149.DBDB2AB3.BA.A$150.D2B2AB6.A$152.4B6.2A$152.3B$149.AB.2B$148.A.AB
2AB$148.A.ABABAB$147.2A.A.A.A2.A$148.A2.2A.4A$148.A4.A$149.3A.A2.2A$
151.2A3.2A!

User avatar
EvinZL
Posts: 198
Joined: November 8th, 2018, 4:15 pm
Location: What is "location"?

Re: Thread For Your Useless Discoveries

Post by EvinZL » September 5th, 2019, 9:16 pm

Still life I haven't seen before:

Code: Select all

x = 8, y = 8, rule = B3/S23
b2o$o2bob2o$2obob2o$3bo$3b4o$7bo$5bobo$5b2o!
The block can be replaced by similar patterns.

Code: Select all

#N sIgnATurE
#C https://catagolue.appspot.com/object?apgcode=xp0_sIgnATurE&rule=b3s23
x = 9, y = 5, rule = B3/S23
bob3ob2o$bob6o$2ob4obo$2o2b5o$9o!

#C [[ THEME LifeHistory GPS 10 TITLE "Signature" ]]
Also, I worship Fx119

mniemiec
Posts: 1122
Joined: June 1st, 2013, 12:00 am

Re: Thread For Your Useless Discoveries

Post by mniemiec » September 5th, 2019, 9:47 pm

EvinZL wrote:Still life I haven't seen before: ... The block can be replaced by similar patterns.
Have you seen this occur naturally in a soup, or in a construction? If so, that could make it interesting. All still-lifes with populations up to 24 were known years ago, and that number has been increased to population 33 recently.

Ian07
Posts: 560
Joined: September 22nd, 2018, 8:48 am

Re: Thread For Your Useless Discoveries

Post by Ian07 » September 5th, 2019, 10:18 pm

mniemiec wrote: Have you seen this occur naturally in a soup, or in a construction? If so, that could make it interesting. All still-lifes with populations up to 24 were known years ago, and that number has been increased to population 33 recently.
It's fairly common actually (87,000 occurences in C1): https://catagolue.appspot.com/object/xs ... z346/b3s23

Gamedziner
Posts: 795
Joined: May 30th, 2016, 8:47 pm
Location: Milky Way Galaxy: Planet Earth

Re: Thread For Your Useless Discoveries

Post by Gamedziner » September 6th, 2019, 8:20 am

EvinZL wrote:Still life I haven't seen before:

Code: Select all

x = 8, y = 8, rule = B3/S23
b2o$o2bob2o$2obob2o$3bo$3b4o$7bo$5bobo$5b2o!
The block can be replaced by similar patterns.
A curious thing about this pattern: Hitting it with a glider can cleanly produce a bun and, if you replace the block with a boat, hitting that pattern will cleanly produce a bun in a different location:

Code: Select all

x = 37, y = 12, rule = B3/S23
10bo24bo$9bo24bo$9b3o22b3o2$b2o23b2o3bo$o2bob2o18bo2bobobo$2obob2o18b2obob2o$3bo24bo$3b4o21b4o$7bo24bo$5bobo22bobo$5b2o23b2o!

Code: Select all

x = 81, y = 96, rule = LifeHistory
58.2A$58.2A3$59.2A17.2A$59.2A17.2A3$79.2A$79.2A2$57.A$56.A$56.3A4$27.
A$27.A.A$27.2A21$3.2A$3.2A2.2A$7.2A18$7.2A$7.2A2.2A$11.2A11$2A$2A2.2A
$4.2A18$4.2A$4.2A2.2A$8.2A!

mniemiec
Posts: 1122
Joined: June 1st, 2013, 12:00 am

Re: Thread For Your Useless Discoveries

Post by mniemiec » September 6th, 2019, 9:07 am

EvinZL wrote:Still life I haven't seen before: ... The block can be replaced by similar patterns.
Gamedziner wrote:A curious thing about this pattern: Hitting it with a glider can cleanly produce a bun and, if you replace the block with a boat, hitting that pattern will cleanly produce a bun in a different location: ...
These both use the common "glider destroys block" reaction; glider+boat just turns the boat into a block with an L-tetromino next to it, which is just a glider minus the tail bit - and the result is the same. If you flip the orientation of the glider hitting the boat, you will get exactly the same result as the glider hitting the block.

User avatar
Entity Valkyrie 2
Posts: 579
Joined: February 26th, 2019, 7:13 pm
Location: Hijuatl, Zumaland
Contact:

Re: Thread For Your Useless Discoveries

Post by Entity Valkyrie 2 » September 23rd, 2019, 2:23 am

Any way to replace this block and turn into H->G?

Code: Select all

x = 30, y = 29, rule = B3/S23
8bo$7bobo$7bobo$5b3ob2o$4bo$bo2b4ob2o$b3o3bob2o$4bo$3b2o6$28b2o$28b2o
4$o$obo$3o$2bo2$15b2o$9b2o4bobo$10bo6bo$7b3o7b2o$7bo!
EDIT: Useless, JormungantGtoH-less P52:

Code: Select all

x = 254, y = 224, rule = B3/S23
130b2o$129bobo$123b2o4bo$121bo2bo2b2ob4o$121b2obobobobo2bo$124bobobobo
$124bobob2o$125bo2$138b2o$138bo$136bobo$136b2o$128b3o$128bobo$127bo2bo
$128b2o3$126b2o$127bo$124b3o$114bobo7bo$114b2o$115bo24bo$139b2o$139bob
o9$101bobo$101b2o$102bo50bo$152b2o$131b2ob2o16bobo$132bobobo$130bobo4b
o$128b3o2bo4bo$127bo5bo3b2o$126bobo7bo$126bobobobobo2b2o$123b2obobo4b
4o2bo$64b2o58bobob3o7bo$55bo7bobo3b2o17bobo33bob2obo2b6o$51b2obobo4b3o
bob3obo16b2o35bo3bo$50bobobo2bo2bo3bobo4bo17bo36b3obobo2bo30bo$49bo3bo
bobo2bob2o2bo2b2o59bo4b3o27b2o$48bo6bobob2ob5obo57b3o3b2o4bo26bobo$48b
2o4b2obo2bo3bo3bo3b3o2b2o46bo2bobo3b2o2bo$51bobobobo2b2o4bo3b2ob2o2b2o
46bo2bo4bob2ob2o$48b4o4bobobobo2bo2bo2bobo52b3ob2o5bo2bo$48bo2bo3bo2b
2obobob2o3bo2bo55bo5bo2b3o$50b2o3b2ob2o3b2o5b2o4b2o48b2obobob5o$51bobo
4bo6bobobo5bobo48bob6o4bo$51bob3o3bob4o2bob2o5bo42bo12bo2bo2bo$52bo4bo
bobo2bobo2bob2o11bo29bo3bobob2o3b3o4bobob2o$53b5obobo2bob2o2bo14bo26b
3o2bo2b2obo2bo3bo5bo2bo$58bo3b2o11b3o5b3o25bo5bobo4b3o3bobobo2b2o$55b
3o16bob2o33bo2b3obob3ob3o4b2o46bo$55bo13b2ob2ob3ob2o29b2obo2bobobo4bo
2bo3b2obo42b2o$69bo3bo3bo2bo32bo4b2o3bobo8bo43bobo$70bobob2o2b2o33b2o
2b2ob2o7bo$69b2ob2o2bobo37bo3b2ob2obobobo$68bo2bo4bobobo34b3o4bo2bo3b
2o2b2o$69bo2b2ob4ob3o29b2obo2b4o11b2o$70b2o3bobobo3bo29bo2b2o3bobo$72b
2o5bob2o26b2o2bo4b2o2b2o$72bo4b2o2bo27bo4b3obo$69b2obo2b3o3bo15bo9bobo
6bobo$70bo2b3o2b3o17bo8b2o8bo$70bo7bo17b3o25bobo$71b3o50b2o66bo$73bo
29b2o20bo65b2o$102bo2bo31b2o52bobo$102bobo32bobo$103bo33bo$159b2o$25b
2ob2o41b2o86bo$24bobobo34bo7bo9bo20bo54bobo$23bo6bo32b3o3bobo7b3o12bo
7bo52b2obo52b2o$22bo4b2ob3o33bo2b2o7bo13b2o9bo48b6o53bo$22b2o3bobo3bo
31bo12b2o13b2o6bo50b3o58bo$24bo6b2obo31b2o32bo2bo54b2o33b2o14b5o$22b2o
4bobobobo32bo6bo22b2obo3bo6bobo44bo35bo13bo$21bo2b7o3bob2o35bobo21b5ob
o7b2o40bo5b3o32bobo12b3o$22bo5bob2o2bobo30b2o3bo2bo24b2o10bo48bo33b2o
3b3o9bo$23b5o3bob2obo30b2o4bo23bo3bo47b2o48bob2o6b4o$27b2o2bo3bo37bo2b
o19bobobobo47bo48bo3bo5bo3b2o$25bo6b3o41bo18bo5bo49b3o46b3o7b3o2bo$23b
3obo2b2o42bo18bobo56bo47b3o9bob2o$22bo6bo2b3o40bo16bob2ob2o113bo$22bob
3obobobo2bo56bo3bo2bo57b2o52b2o$21b2o6b2obo2bo45bo9b2o3bobo58bobo$20bo
2bo2bobo3b3o44b2o16bo61bo$20b3o4b3obo48b2o77b2o42b2o$23b4o2bobob2o168b
o$22bo4b2o3bobo30bo32bobo89bo13b3o$22bo2bo15bo21b2o33b2o39b2o49b2o14bo
$21b2obob8o3b2obobo3bo17b2o33bo40b2o47bobo$21bo2bo2bob2o3bo2bob2o2bo2b
3o90bo$22b2o2b3ob5o6bobo5bo$26bo10bob2obob3o2bo37b3o$25bo2bo7b2o2bo3bo
2bob2o36bo34bo49bo$26bo9bo2b4o4bo40bo31b3o47b3o$31bo3bobobo2b2o2b2o63b
ob2o4bo41bob2o4bo$30bobobo4b2o3bo23bo23bobo16b2o2bobo2b5o36b2o2bobo2b
5o$26b2o2b2o3bo2bo4b3o20b2o16b2o5bo2bo9b2o8b2ob3o2bo2bo28b2o8b2ob3o5bo
$26b2o11b3o3bob2o18b2o15b2o5bo3bo9bo5b3o6bo3b2o29bo5b3o2bo3b2o2b2o$37b
obo3b2o2bo36b2o5bo2bo10bobo2bo3b5obo34bobo2bo3b2obobo$37b2o2b2o4bo4bo
30b2o7b3o8b2obobo2b2obobobo34b2obobo2b2obo3bo8bo$42bob3o3b2o31b2o14b2o
bobo3b2obo2bobobo7b2o24bobobob2obo2bo12b2o$42bobo6b2o19b2o8bobo10b2o3b
obo2b2o4bobob2obo8b2o23bobobobo2bobo5bo6bobo$26b3o14bo28bo10bo2b2o7bo
4bobo3b3ob2obobo2bo7bo22b2obobobo3b2obob4o$28bo41bobo7b3o3bobo7b3obobo
b2obo4bobo34bo2bo2b2obo3bob3o$27bo42b2o8bo7bo9bob2obobobob2obo37b2obob
o3b2obo$88b2o13bobobobob2o40bobobobob2o25bo$103b2o3bo44b2o3bo29b3o$39b
o39bo49bo49bo11bo$b2o26b2o9b2o37b3o14bo32b3o47b3o8b2o$2bo27bo8b2o5b4o
32bo13bo2b2o31bo12bobo2b2o30bo15bo$2bobo25bobo13bo2b2o30b2o12bo5bo29b
2o11bo3bob3o28b2o14bobo$3bobo25bobo13bo2b2o44bobo2b2o42bo6b2o13bo28bo
2bo2b2o$5bo2b2o23b2ob2o9bo2bo45bo3b2o15bo28b5obo13b3o27b2o4b2o$2bo2bo
2b2o26b2o3b2o5b2o16b2o30b3o15b3o29b4o13b2obo26bo$2bo27b2o30bo4b2o46b2o
2bo29bo18bobo13bo10bo$3bo9b3o15bo31b2o3b2o42bob2o3b2o9bo3bo25bo4b2o4bo
10b2obo13bo$3o12bo12b3o31b2o3b2o11bo3b2o23bo3b2o2bobo8bo2bob3o23bo3b5o
b2o9b2obob2o13b2o$o13bo13bo6bo22b2o7bo10b2ob2ob2o22bob2obo3b2o12bobobo
27b3obob2o11bo16b2o$7b3o25b2obo20b2o16bo7bo22bobo7b2o9bo33bo14bobo$37b
2o30b2o7bo6b2o20b3o9b2o7b2o30bo8b2o$5b2o49b2o11b2o9b2o2b2o20b2o11b2o8b
obo3bo20b2o20b2o14b2o$10bo46bo22b2o2b2o9bo11bo21bobo25bo36bo$54b3o39bo
7b3o39bo7b3o38b3o$3bo5bo21b2o21bo39b3o7bo39bobo7bo42bo$2bob2o2bo21bobo
45b2o3bo44b2o3bo11b2o31b2o3bo$2bo15bo11bo47bobobobob2o40bobobobob2o40b
ob2o2bob2o$b2o14b2o10b2o44b2obobobob2obo37b2obobobob2obo2bo34b2obobobo
b2obo$17bobo54bo2bobo2bo4bobo34bo2bob2o6bobo35bobo3b2o$74b2obo2bob2ob
2obob3o31b2obobo3bob2obo3b2o33bobobo2b3o25bo$77bo8bobo2bob2o32bo2b2o4b
obob4o33bobobobo2bo26b2o$77bobobob2obo2bobob2o32bobobob2obo2bo28b2o6b
2obobob2o27b2o$51b2o25b2obobo2b2obo3bo34b2obobo2b2obo3bo24bo6bo2b2obob
o$51bobo26bobo2bo3bobobo36bobo2bo3b7o20bobo7bo3b2obo$51bo28bo5b3o6b2o
2b2o29bo5b3o6bo3b2o15b2o9b2o3bo$79b2o8b2ob3o2bo2bo7bo20b2o8b2ob3o5bo
28b3o$86b2o2bobo2b5o9bo26b2o2bobo2b5o9b2o18bo$86bob2o4bo12b3o26bob2o4b
o12bo4b2o$95b3o27b2o18b3o10bo5bo$31bo65bo27bo21bo12b2obo$30b2o91bobo
36bo7bo$30bobo90b2o15b2o26b3o$118bobo20bo25bo57bo$118bo2bo19bobo23b2o
57b2o$118bo2bo20b2o17b2o62b2o$64b2o53b2o40b2ob2o$64bobo48bo49bobo$64bo
48b2o12bo38bobo$114b2o9b3o20b2o18bo$124bo20b2o2bo18b2o$119bo4b2o13bo7b
o$118bo3b3o14b3o$44bo73bo4bo18bo$43b2o74bo4bo16bo$43bobo76b2obo15bo2bo
2b2o$125bo18bo2b2o89bo$125b2o15bobo94b2o$141bobo16bo77b2o$77b2o62bo19b
o$77bobo22bo23bo13b2o17b3o$77bo22b2o22b3o$101b2o20bo54b2o$123b2o53bo$
176bobo$176b2o$57bo51bo7bobo$56b2o51bo3bob3ob3o49b2o$56bobo46b2ob2ob3o
b2obobo51b2o$104bo5bo6b3o49bo2bo78bo$105bo4bo6b3o47b2o83b2o$101bo4bo3b
o57b2o10bo70b2o$88b3o9bobo75b3o$88b3o8bo2bo2b5o67bo$83b2ob2obobo8b2o2b
2o66bo4b2o$83b2ob3ob3o9b3o66bo3b3o$88bobo11bobo66bo4bo$103bo68bo4bo$
82b3o15b3o72b2obo$70bo10bo12b2o4bo77bo$69b2o11bo3bo7bo35b2o46b2o$69bob
o7b3o2b2obo7b3o8bo22b2o$79bo7bo9bo8bobo22bo24bo$87b2o17b2o46b2o$142bo
12b2o$142b3o$145bo$144b2o2$150bo$150b2o$143bob6obo$83bo57b2o2b2obo2b3o
$82b2o58bo4bo4b2o$82bobo8bo49b2o5b2ob3o$93bobo49bo3bo4bobo$93b2o50bobo
bo6bo$146b3o7b2o$147bo$143bo$142bobob2o$82b2o4b2o52bobobobo$81bo2bo2bo
2bo48b2obobobobo2bo$88bobo48bo2bo2b2ob4o$89bo51b2o4bo$80bo2bo63bobo$
80bob2o9b2o53b2o$81bob3o7bo$78b3o3bobo7b3o$78bo7bo9bo$86b2o!
This is the 2222nd post.
Bx222 IS MY WORST ENEMY.

Please click here for my own pages.

Also, please apgsearch B34t5y7/S23 (B-life)

The ENEERG-y of the EVAD is watching.
The 70th NAI-ve guy is watching.

Jormungant
Posts: 205
Joined: May 27th, 2016, 1:01 am

Re: Thread For Your Useless Discoveries

Post by Jormungant » October 6th, 2019, 4:43 am

I am very Sad, I could not tame that glider.

Code: Select all

x = 153, y = 78, rule = LifeHistory
7$79.C$78.2BC$7.C70.3CB38.A$6.2BC70.4B4.A9.A20.3A$6.3CB38.A31.4B3.3A
5.3A12.2A5.A$7.4B4.A9.A20.3A32.4B5.A3.A13.3A.A4.2A$8.4B3.3A5.3A12.2A
5.A36.4B3.2A.B.2A11.A4.A2.4B$9.4B5.A3.A13.3A.A4.2A36.4B2.7B12.3A.A.2A
B$10.4B3.2A.B.2A11.A4.A2.4B37.4B3.3B16.A.A2BAB$11.4B2.7B12.3A.A.2AB
40.4B.5B16.2B2AB$12.4B3.3B16.A.A2BAB41.9B16.4B$13.4B.5B16.2B2AB43.9B
6.2B3.2B2.4B$14.9B16.4B45.26BD$15.9B6.2B3.2B2.4B46.25BDBD$16.26BD46.
14B2A9B3D2B$17.25BDBD42.16B2A11BD3B2.2A.A$17.14B2A9B3D2B40.4B2A29BA.
2A$15.16B2A11BD3B2.2A.A32.4BA2BA7B.2B.3B.12B$15.4B2A29BA.2A31.2AB2.B
2A2B.B.4B8.5B2A4B$14.4BA2BA7B.2B.3B.12B35.A.AB2.5B4.4B7.5B2A3B$13.2AB
2.B2A2B.B.4B8.5B2A4B35.A6.2B7.4B6.10B$12.A.AB2.5B4.4B7.5B2A3B35.2A6.
4B6.4B5.9B$12.A6.2B7.4B6.10B45.2A7.4B4.9B$11.2A6.4B6.4B5.9B46.A9.4B4.
8B$21.2A7.4B4.9B47.3A7.4B2.8B$21.A9.4B4.8B49.A8.4B2.6B$22.3A7.4B2.8B
60.4B.6B$24.A8.4B2.6B62.10B$34.4B.6B58.A4.10B$40.5B58.3A3.9B$40.6B60.
A.9B$40.6B59.A.A9B$40.5B60.BA2B.8B$40.5B61.2B3.7B8.A$38.8B61.2B3.6B6.
3A$39.7B60.B2AB2.2B3D2B4.A$40.6B61.2A3.2BD5B3.2A$40.2B3D2B65.B3D9B$
40.2BD5B64.11B$40.B3D4B.3B60.12B$40.13B59.12B$40.14B59.12B.3B16.2A$
40.15B61.22B7.A$41.14B60.24B3.BA.A$41.13B49.B8.29B.B2A$40.14B48.3B.2B
.34B$41.12B48.2A40B$43.3B2A3B50.2A41B$43.2BA2BAB52.B.41B$45.B2A58.39B
$108.38B$110.2B6.B3.2B5.20B$117.3B.4B6.19B$116.B2AB.B2AB6.20B$117.2A
3.2A8.B.16B$135.14B$135.13B$135.13B$135.12B$136.2B.5B$135.2B4.2B$135.
2AB$134.A.A$132.3A.A.A$131.A5.2A$131.2A!
That's the wrong one, you silly glider!!

User avatar
Hdjensofjfnen
Posts: 1536
Joined: March 15th, 2016, 6:41 pm
Location: r cis θ

Re: Thread For Your Useless Discoveries

Post by Hdjensofjfnen » October 7th, 2019, 1:21 am

Probably not useful:

Code: Select all

x = 11, y = 12, rule = B3/S23
2bobo$3b2o$3bo2$10bo$b2ob2o2b2o$2bobo4b2o$bo2bo$bobo$2ob2o2b3o$7bo$8b
o!
[[ STOP 9 ]]
"A man said to the universe:
'Sir, I exist!'
'However,' replied the universe,
'The fact has not created in me
A sense of obligation.'" -Stephen Crane

Code: Select all

x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!

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Entity Valkyrie 2
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Re: Thread For Your Useless Discoveries

Post by Entity Valkyrie 2 » October 7th, 2019, 6:29 am

Is this notable enough for the page Reflectorless rotating oscillator? It is a blueprint.

Code: Select all

x = 768, y = 1071, rule = B3/S23
b767o$768o$768o$768o$768o$768o$768o$768o$768o$8o752b8o$8o752b8o$8o752b
8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b
8o$8o752b8o$8o269b3o480b8o$8o268b5o479b8o$8o141b5o122b5o479b8o$8o141b
6o122b4o479b8o$8o47b7o87b6o122b4o479b8o$8o19b9o18b10o85b4o124b4o479b8o
$8o18b12o15b13o83b4o124b4o479b8o$8o17b14o13b6o2b7o83b3o125b3o479b8o$8o
16b6o3b7o12b4o6b7o60b3o18b4o124b3o479b8o$8o16b4o8b5o10b4o9b6o59b4o17b
4o124b4o478b8o$8o15b4o10b5o9b3o11b6o58b5o17b3o124b4o478b8o$8o15b4o12b
4o8b4o12b5o57b5o17b3o87b4o33b4o478b8o$8o14b4o13b4o8b4o13b4o58b4o17b3o
84b10o11b4o15b4o478b8o$8o14b4o13b5o7b4o13b5o57b3o18b4o82b13o9b6o13b4o
478b8o$8o14b3o16b3o7b4o14b4o18b5o34b3o18b4o82b14o7b8o12b4o478b8o$8o14b
3o16b4o6b4o15b4o3b5o6b11o31b4o18b3o82b5o3b7o5b4ob5o11b4o478b8o$8o13b4o
16b4o7b3o15b4o2b8o2b14o31b3o18b3o93b5o4b4o2b4o9b11o473b8o$8o13b3o18b3o
7b3o16b4ob15o6b5o29b3o18b3o95b3o3b5o2b5o4b18o470b8o$8o13b3o18b3o7b4o16b
3ob3o2b7o10b5o28b3o18b4o34b3o38b2o23b4o4b4o2b21o469b8o$8o13b3o18b3o7b
4o16b6o5b5o11b5o27b3o18b4o32b8o34b5o21b4o4b14ob4o3b6o468b8o$8o13b3o18b
3o8b3o16b6o4b6o12b5o26b3o18b4o31b10o14b6o12b7o20b4o5b9o5b4o6b4o467b8o
$8o13b3o18b3o8b4o15b7o2b5o2b3o10b4o26b4o17b4o30b12o12b9o10b8o18b4o6b7o
7b4o7b3o467b8o$8o13b3o17b4o8b4o14b8ob5o3b5o9b4o25b4o17b4o29b4o5b5o8b13o
9b9o17b4o6b6o9b3o7b3o467b8o$8o13b3o17b3o10b3o14b3ob9o4b6o9b3o25b4o18b
3o29b3o7b4o8b6o2b6o8b3o2b4o17b4o7b5o9b3o477b8o$8o13b3o16b3o11b3o13b3o
2b8o7b4o9b3o26b3o18b4o27b4o8b3o8b5o5b4o8b3o3b4o16b4o7b4o10b4o476b8o$8o
13b3o15b4o11b4o11b4o3b6o9b2o11b3o25b3o18b4o6b3o12b3o3b4o8b4o7b5o6b4o7b
3o4b3o16b4o8b4o9b4o476b8o$8o13b3o15b3o13b3o10b4o4b5o23b4o24b3o18b4o5b
5o11b3o3b4o8b4o7b5o6b5o6b3o23b4o8b4o9b4o476b8o$8o12b6o27b6o7b5o5b4o24b
4o24b4o17b4o6b4o11b3o3b3o8b5o7b5o6b5o6b3o23b4o9b4o9b4o475b8o$8o12b15o
18b11o2b3o7b4o24b4o24b4o3b6o8b4o6b5o10b3o3b4o4b7o8b4o9b4o4b4o23b4o9b5o
8b4o475b8o$8o12b15o18b12o2bo8b4o24b4o24b4o2b10o6b3o7b4o10b3o2b15o9b4o
9b4o4b4o23b4o9b5o9b4o474b8o$8o13b17o17b7o14b5o23b4o25b3ob12o5b4o6b4o10b
3ob15o11b3o9b5o4b3o8b4o11b4o10b4o9b4o474b8o$8o13b3o5b12o15b7o14b4o24b
3o25b3ob4o2b7o4b4o7b4o9b17o13b3o10b6ob4o8b5o10b4o10b4o9b5o473b8o$8o13b
4o8b10o13b8o14b4o23b3o25b3ob4o5b5o4b3o7b4o9b4o2b6o18b4o10b5ob4o8b5o10b
4o11b3o10b4o473b8o$8o13b4o10b11o10b9o13b4o23b3o25b3ob4o6b5o3b4o7b4o8b
4o4b4o18b4o10b5ob4o10b4o9b4o11b4o9b5o472b8o$8o14b3o14b9o9b3ob5o13b4o22b
3o25b7o8b4o3b4o7b4o8b4o5b4o16b5o10b5ob4o10b4o9b5o10b4o10b5o4b3o464b8o
$8o14b3o16b9o7b3o2b5o13b4o21b3o25b7o9b4o2b4o8b3o8b4o5b5o15b5o10b5o2b3o
11b4o9b4o11b3o11b11o464b8o$8o14b3o19b8o5b3o3b5o12b4o20b4o25b7o10b4o2b
3o8b4o7b3o7b5o14b6o8b7ob3o11b4o9b4o11b4o11b10o464b8o$8o14b3o22b7o3b3o
4b5o11b5o19b4o25b7o10b4o2b4o8b3o6b4o7b6o9b2o2b6o7b4ob3ob3o12b3o9b4o12b
4o11b7o466b8o$8o14b4o23b5o3b4o4b5o11b5o18b4o26b6o11b3o2b4o8b4o5b4o8b6o
7b4o2b6o5b5ob7o12b4o8b4o13b3o14b2o468b8o$8o15b3o24b4o3b4o5b5o11b5o17b
4o26b6o11b3o3b4o8b3o5b4o9b7o4b5o3b14o2b7o12b4o9b3o14b2o484b8o$8o15b3o
31b4o6b5o11b5o16b4o26b6o11b4o3b3o8b4o4b4o10b14o4b13o4b6o13b4o511b8o$8o
15b3o32b4o6b5o11b5o14b4o27b6o11b4o3b4o7b5o2b4o12b12o6b4ob5o6b6o13b4o511b
8o$8o15b3o32b4o7b6o10b6o12b4o27b6o12b2o5b4o6b5o2b4o14b9o7b4o12b6o14b5o
509b8o$8o15b3o32b4o8b6o10b7o9b5o28b6o10b3o5b4o8b8o17b4o10b4o12b6o15b4o
509b8o$8o15b4o31b5o8b10o6b9o4b6o29b7o8b4o7bo9b8o31b5o12b5o16b3o509b8o
$8o15b4o32b5o9b9o6b17o30b9o4b6o18b7o32b4o12b5o528b8o$8o15b4o33b4o10b8o
9b13o31b18o20b4o34b5o12b4o528b8o$8o16b3o35b2o14b2o13b9o33b5ob11o60b4o
12b4o528b8o$8o16b3o68b5o36b4o4b5o63b4o544b8o$8o16b3o109b5o71b4o544b8o
$8o128b5o72b4o543b8o$8o130b2o73b4o543b8o$8o206b4o542b8o$8o206b4o542b8o
$8o206b5o541b8o$8o207b4o541b8o$8o207b5o540b8o$8o208b5o539b8o$8o208b5o
539b8o$8o209b4o539b8o$8o209b5o538b8o$8o210b4o538b8o$8o211b3o538b8o$8o
752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o
$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o748b12o$8o740b20o$8o732b28o$8o
725b26ob8o$8o351bob6o29bo324b33o6b8o$8o336b47ob6o321b28o13b8o$8o322b120o
263b27o20b8o$8o307b147o247b23o28b8o$8o291b55o22b94o233b19o38b8o$8ob7o
276b45o58b3o6b15o24b37o209b29o42b8o$8ob9o265b3ob30o5b4o68b4o61b29ob3o
189b32o47b8o$8o2b11o253b30o90b4o71b52o7b22o20bo6b35o62b32o54b8o$8o7b7o
245b28o99b4o79b151o37b26o69b8o$8o9b7o88b69o73b34o106b3o91b150o3b4o8b33o
74b8o$8o11b8o73b88o55b36o115b3o106b6ob34o2b45o18b68o83b8o$8o13b10o53b
119o30b37o124b3o225b48o90b8o$8o15b10o38b40o62bo3b83o134b3o240b25o98b8o
$8o18b12o21b44o86bob56o147b3o363b8o$8o22b51o125b28o160b3o363b8o$8o24b
34o328b3o363b8o$8o26b19o341b3o363b8o$8o386b3o363b8o$8o386b3o363b8o$8o
386b3o363b8o$8o386b3o363b8o$8o386b3o15b3o345b8o$8o386b3o15b4o195b4o145b
8o$8o386b3o14b5o194b7o143b8o$8o386b3o14b5o41b5o148b8o142b8o$8o386b3o13b
6o30b16o81b2o65b9o141b8o$8o386b3o13b6o28b19o79b4o30b5o29b3o2b5o140b8o
$8o386b3o13b6o23b24o79b4o6b6o17b6o29b4o3b4o139b8o$8o385b4o12b7o21b16o
5b4o59b4o18b3o5b9o14b7o29b4o4b3o139b8o$8o385b4o12b7o21b12o9b4o59b4o18b
4o3b11o12b9o28b4o4b4o138b8o$8o385b4o12b7o21b6o2b4o10b4o59b4o17b4o3b4o
3b5o10b5ob4o28b4o4b4o138b8o$8o385b4o12b3ob3o21b5o3b4o10b4o59b4o7b3o7b
4o2b4o5b5o9b4o3b4o27b4o4b4o138b8o$8o385b3o12b8o29b4o10b4o60b4o6b4o6b4o
2b3o8b3o9b3o4b4o27b5o4b3o138b8o$8o385b3o12b8o29b4o10b4o56b3ob4o6b5o6b
4ob4o7b4o7b4o36b4o4b3o7b6o125b8o$8o385b3o11b4o2b3o29b4o10b4o12b6o37b4o
b6o4b5o6b4ob4o7b4o7b3o37b4o13b9o123b8o$8o385b3o11b3o3b3o30b3o10b4o11b
8o36b4o2b5o5b5o6b9o7b4o6b3o37b4o12b11o29b4o89b8o$8o385b3o11b3o3b4o29b
3o10b4o10b10o19b4o11b5o2b5o5b5o6b4ob4o8b4o5b3o37b4o12b5ob6ob4o22b6o88b
8o$8o385b3o12b2o3b4o29b4o9b4o9b5o3b4o18b5o10b4o4b4o5b5o6b4ob6o7b3o5b4o
37b3o12b4o5b3ob6o20b7o87b8o$8o385b3o16b5o29b4o10b3o9b4o5b4o17b7o8b4o4b
4o5b5o7b3o2b6o7bo6b5o36b4o11b3o10b7o11b2o5b8o87b8o$8o385b3o17b4o29b4o
10b3ob4o3b4o7b4o17b8o5b4o6b4o5b5o6b4o3b5o14b5o35b4o11b3o10b8o9b5o3b4o
b4o86b8o$8o385b3o17b4o29b4o10b3ob4o3b3o8b4o18b8o3b5o6b4o5b6o5b4o4b6o13b
6o33b4o11b3o14b4o8b6o3b3o2b4o86b8o$8o385b3o17b4o29b4o10b9o2b3o9b3o21b
6o2b4o7b4o5b6o6b3o5b6o13b8o30b4o11b3o15b4o6b8o2b3o3b4o85b8o$8o385b3o17b
4o29b4o10b9ob4o9b3o22b6ob4o8b4o4b6o6b3o6b7o12b9o29b4o10b4o8b5o2b3o6b4o
b4ob3o3b4o85b8o$8o176b12o197b3o17b4o30b3o10b14o8b4o24b8o9b4o4b7o5b3o8b
7o12b10o26b4o10b4o7b12o5b3o2b4ob3o4b3o85b8o$8o176b14o195b3o18b3o30b3o
10b6ob7o7b5o25b7o10b4o4b6o5b4o8b8o13b8o26b4o9b4o7b12o5b4o2b7o4b4o84b8o
$8o175b18o192b3o18b3o29b5o9b6ob18o27b6o10b4o4b7o4b4o11b7o13b8o24b12ob
5o6b5o3b4o5b4o3b6o5b3o84b8o$8o174b7o5b10o189b3o18b3o30b4o9b6ob17o29b5o
11b4o3b7o4b4o13b7o13b7o19b16ob5o7b4o3b4o5b4o3b6o5b4o83b8o$8o173b7o7b12o
186b3o18b3o30b4o9b6ob6ob9o29b7o10b4o3b3ob3o5b3o15b6o14b6o16b18o2b4o7b
4o3b4o5b3o5b6o4b4o83b8o$8o171b9o10b11o184b3o18b4o29b4o9b5o3b6o38b8o10b
4o2b8o4b3o10b2o4b5o16b5o14b15o6b4o7b5ob5o5b3o5b6o5b3o83b8o$8o170b6o19b
8o182b3o18b4o29b4o10b4o3b7o36b4o2b4o9b5ob4ob3o4b3o9b4o4b6o15b4o14b8ob
4o8b4o8b10o5b3o5b5o6b4o82b8o$8o169b6o22b7o180b4o19b3o4b4o22b4o9b4o3b7o
36b4o2b5o9b4ob4ob4o3b3o7b5o7b4o15b4o14b3o6b4o9b3o8b9o6b3o6b5o5b4o82b8o
$8o168b5o26b7o178b4o19b3o4b5o21b4o9b4o4b7o34b4o4b5o9b8ob5o2b3o7b4o9b4o
13b5o23b5o8b3o9b7o7b3o6b5o6b3o82b8o$8o167b5o29b6o177b3o20b3o4b6o20b4o
9b4o4b8o10b4o19b4o5b5o8b8ob5o2b3o6b4o10b4o12b6o24b4o8b3o11b3o9b3o6b5o
6b4o81b8o$8o166b5o31b6o176b4o11b6o2b3o6b5o19b4o9b4o4b9o4b9o18b4o8b5o7b
7o2b9o6b3o12b3o12b5o26b4o33b3o7b4o6b4o81b8o$8o166b4o34b5o175b4o10b13o
2b2o2b5o18b4o9b4o4b22o18b4o8b5o8b6o3b4ob3o6b3o11b4o11b5o27b5o42b4o7b4o
80b8o$8o165b4o11b2o23b5o174b3o11b17o3b5o18b4o9b3o4b20o19b4o10b4o9b4o4b
8o6b3o9b5o11b5o28b6o42b3o7b4o80b8o$8o164b5o11b4o22b5o173b3o11b17o4b4o
18b4o9b3o6b3ob11o22b4o11b3o18b7o6b4o5b8o9b6o30b5o42b2o8b4o80b8o$8o164b
4o11b5o23b4o173b3o12b15o6b2o19b4o19bo5b4o25b5o33b6o6b16o9b6o32b4o53b3o
80b8o$8o163b4o12b6o23b4o172b3o14b12o29b4o53b4o35b4o7b14o9b7o34b2o137b
8o$8o163b3o13b6o23b5o171b3o16b2o37b5o51b4o49b10o10b6o175b8o$8o162b4o13b
7o23b5o170b3o55b5o51b4o51b4o14b5o176b8o$8o161b4o14b7o24b4o170b3o56b3o
51b5o69b3o178b8o$8o160b5o14b3ob4o23b4o170b3o110b4o251b8o$8o160b4o15b3o
b4o24b4o168b4o111b3o251b8o$8o159b4o16b3o2b4o23b4o169b3o365b8o$8o158b4o
17b3o2b4o23b5o168b3o365b8o$8o158b4o17b3o3b3o24b4o168b4o364b8o$8o157b4o
18b3o3b4o23b4o168b4o263bo100b8o$8o157b4o17b4o3b4o23b5o167b4o262b4o5bo
92b8o$8o156b4o18b3o5b4o23b4o167b4o262b4o4b4o90b8o$8o156b4o18b3o5b4o23b
4o167b4o245b5o12b4o4b4o90b8o$8o156b3o19b3o6b4o22b4o167b4o229b4o10b8o11b
4o4b4o90b8o$8o155b4o19b16o19b4o167b4o229b5o2b4o3b10o9b4o4b4o90b8o$8o155b
4o18b18o18b4o167b4o229b5o2b4o2b12o8b4o4b4o90b8o$8o154b4o19b19o18b3o167b
4o229b5o2b4o2b4o3b5o8b4o5b3o90b8o$8o154b4o19b8o3b8o18b3o167b4o51bo177b
5o2b4o2b4o4b5o7b4o5b3o90b8o$8o153b5o19b3o9b4o21b3o167b4o49b5o175b5o2b
4o2b4o5b5o6b4o5b3o90b8o$8o153b4o20b3o9b4o21b3o167b4o48b7o175b4o2b4o2b
4o6b4o7b3o5b3o90b8o$8o153b4o20b3o9b5o20b4o166b4o47b9o44bo59b2o68b4o3b
3o2b4o7b4o6b3o5b4o89b8o$8o153b4o20b3o10b4o20b4o166b4o46b5ob4o42b4o57b
5o66b4o3b3o3b4o6b4o6b4o4b4o89b8o$8o153b4o20b3o11b4o19b3o167b4o45b5o2b
4o41b5o57b6o65b4o3b3o3b4o7b3o6b6o2b4o89b8o$8o153b4o20b3o11b4o19b3o167b
4o45b4o4b4o40b5o57b6o66b3o3b4o2b4o7b4o6b5o3b3o89b8o$8o153b4o20b3o12b4o
18b3o167b4o45b3o5b4o15b3o22b4o59b3o68b3o3b4o2b4o8b3o8bo97b8o$8o153b4o
20b3o12b4o18b3o167b4o44b4o5b5o13b5o22b4o58b4o67b4o3b9o8b4o105b8o$8o153b
4o20b3o13b3o18b3o167b4o44b4o7b3o13b6o7b5o10b3o59b3o67b5o2b9o8b4o105b8o
$8o153b4o20b3o13b4o17b3o167b4o43b5o11b5o6b7o6b7o8b4o59b3o68b4o3b8o9b3o
105b8o$8o153b4o19b4o13b5o16b3o167b4o43b4o11b8o4b8o4b10o7b4o12b5o41b4o
67b4o8b4o8b4o104b8o$8o153b4o19b4o14b4o16b3o167b4o43b4o11b9o3b7o5b3o3b
4o7b4o11b7o40b4o79b4o8b4o104b8o$8o153b4o19b4o14b4o15b4o167b4o42b4o12b
4ob4o3b4ob3o4b3o3b4o7b4o10b9o40b3o33b7o39b4o9b3o104b8o$8o153b4o19b4o15b
4o14b4o167b4o42b4o12b4o2b4o2b4ob3o4b3o4b3o7b4o10b10o13b2o24b3o30b11o38b
4o9b3o104b8o$8o153b5o17b5o15b4o14b4o167b4o42b4o13b5ob3o2b4ob3o4b3o15b
4o8b4o4b3o12b4o5b7o11b3o14b6o9b14o37b3o9b4o103b8o$8o153b5o17b5o15b5o13b
4o167b4o42b4o12b11ob4ob4o3b4o11b7o8b4o19b6o2b9o10b4o12b8o8b14o37b7o5b
4o103b8o$8o154b4o17b5o16b4o11b6o167b4o42b4o11b8ob3ob4o2b4o3b4o7b14o4b
4o8b2o10b5ob11o9b4o12b8o7b5o7b3o37b7o6b3o103b8o$8o154b4o17b4o18b3o10b
7o167b4o42b4o11b7o2b3ob4o2b4o3b6o4b17o2b4o7b3o11b9o3b4o3b10o3bo7b5ob4o
5b5o49b5o7b3o103b8o$8o155b4o17b3o18b3o10b7o167b4o42b3o12b4o5b3ob4o3b3o
4b7o2b17o2b4o7b3o12b7o4b4o2b17o3b6o3b3o5b4o49b5o8b3o103b8o$8o155b4o53b
6o166b4o42b3o12b4o5b3ob4o3b4o5b6ob5o3b4o2b2o2b5o7b4o11b6o5b4o2b18ob7o
3b4o2b6o48b6o8b3o103b8o$8o155b5o53b6o165b4o42b3o12b4o5b3ob4o3b5o5b6o8b
4o6b5o7b4o11b5o7b2o4b16o2b7o4b3o2b5o49b6o8b3o103b8o$8o156b4o52b9o163b
4o42b4o8b3ob4o4b3ob4o4b4o6b6o7b4o7b4o8b3o11b5o21b3o7b6o5b3o2b5o49b7o7b
3o103b8o$8o157b4o51b10o162b3o43b4o7b4o2b3o4b3ob4o4b5o7b5o6b4o7b4o8b4o
11b4o21b3o8b5o5b4ob5o49b8o5b4o103b8o$8o157b4o51b4ob6o160b4o44b4o4b6o2b
5ob4ob4o5b4o8b5o6b4o6b4o8b4o11b4o21b4o7b6o4b4o2b4o49b8o5b4o103b8o$8o157b
5o50b3o4b5o159b4o44b5ob7o4b9ob4o6b4o8b4o6b4o7b3o9b4o10b3o22b4o7b7o3b4o
2b4o49b3ob3o6b3o104b8o$8o158b5o48b4o5b5o159b3o45b10o7b7o2b4o6b6o7b4o5b
4o7b4o8b4o10b3o23b3o8b8ob4o2b4o49b4obo6b4o104b8o$8o159b5o47b4o6b6o157b
3o46b8o9b5o4b3o8b4o7b4o6b4o6b4o9b4o9b4o14b3o5b4o7b8ob4o2b5o48b5o6b4o105b
8o$8o160b5o46b4o7b6o156b3o48b4o12b3o5b3o14b2o3b4o6b4o7b2o10b5o7b5o13b
4o5b5o3b8o3b4o3b5o49b6o3b5o105b8o$8o161b5o44b4o9b6o155b3o88b3o2b4o8b4o
19b5o6b6o10b5o7b10ob5ob5o4b4o50b12o106b8o$8o162b5o43b4o11b6o152b4o88b
9o8b8o15b7o3b8o8b5o9b9o2b10o4b4o52b9o107b8o$8o163b6o40b4o13b6o151b4o88b
8o10b8o15b18o6b6o10b7o4b8o5b4o54b5o109b8o$8o164b6o39b4o14b6o150b4o89b
6o11b7o18b11ob5o2b7o13b4o7b6o7b3o168b8o$8o165b7o36b4o16b7o148b4o89b5o
14b4o20b8o4b12o27b2o10bo169b8o$8o166b7o34b4o19b6o147b4o145b10o210b8o$
8o159b4o4b8o29b7o20b6o146b4o146b7o212b8o$8o158b5o6b8o27b6o22b7o144b4o
149b2o214b8o$8o157b6o7b10o24b6o24b7o142b4o365b8o$8o157b4o11b11o21b5o26b
7o141b4o365b8o$8o156b4o14b12o16b8o27b6o140b4o365b8o$8o154b5o18b34o26b
7o139b4o365b8o$8o154b4o22b31o28b6o138b4o365b8o$8o153b5o24b23o2b6o28b5o
137b4o222b4o139b8o$8o152b4o25b21o6b6o28b5o136b4o133b3o61b7o18b5o138b8o
$8o151b5o24b6o4b8o11b6o28b5o135b4o58b2o72b5o59b9o10b3o4b5o138b8o$8o150b
5o24b6o5b4o16b6o28b6o133b4o49b3o5b4o71b5o58b12o8b4o4b5o137b8o$8o149b5o
25b4o7b4o17b6o28b6o132b4o46b2ob3o5b4o72b4o40b3o6b2o7b5o2b7o6b4o5b5o136b
8o$8o149b4o25b4o8b4o19b5o28b6o131b4o45b8o4b4o72b3o41b3o5b4o6b4o4b7o5b
4o6b4o136b8o$8o148b4o25b4o10b4o19b5o29b5o130b4o45b8o4b4o72b3o41b3o5b4o
6b4o6b5o6b3o6b4o136b8o$8o147b4o25b5o10b4o20b6o28b5o129b4o45b9o3b5o71b
3o41b4o4b4o6b4o7b5o5b3o6b4o136b8o$8o147b4o24b5o11b4o21b6o28b5o128b4o45b
9o3b5o46b2o23b3o42b3o5b3o6b4o8b5o4b3o6b5o135b8o$8o145b5o23b6o12b4o22b
7o27b5o127b4o45b9o3b5o34b6o4b6o21b3o42b3o5b3o6b4o9b4o4b4o6b4o135b8o$8o
145b5o23b5o13b4o24b6o27b5o126b4o45b9o3b5o5b4o17b3o5b8ob7o21b3o42b3o5b
4o5b4o10b4o3b4o6b4o135b8o$8o144b4o23b6o14b4o25b6o27b5o125b4o45b10o2b6o
4b6o3b5o7b3o4b9ob8o20b3o42b3o5b4o5b4o10b4o3b4o6b4o135b8o$8o142b5o24b5o
15b4o26b7o26b5o124b4o45b3ob6o2b2ob3o2b10ob5o7b3o3b5ob8o2b3o14b9o42b4o
4b4o5b3o11b4o3b4o6b4o135b8o$8o141b6o23b5o17b3o28b6o26b5o123b4o45b6ob3o
2b2ob3o2b16o7b3o2b5o3b7o18b11o14b6o21b4o4b4o5b4o10b4o3b5o6b4o134b8o$8o
140b5o24b5o18b3o29b6o26b5o122b4o45b6ob3o2b2ob3o2b5o2b10o6b3o2b4o4b7o18b
13o11b8o20b4o5b4o4b4o9b5o3b6o5b4o134b8o$8o139b5o24b5o19b3o30b6o26b5o121b
4o45b6ob4ob7ob5o4b8o6b3o2b4o5b6o18b4ob9o2b2o5b11o18b4o5b4o4b4o8b5o5b5o
5b4o134b8o$8o138b5o23b6o20b3o31b6o26b5o120b4o45b6ob4ob3ob3ob5o5b8o6b3o
b3o6b7o17b3o4b11o5b4o3b5o17b5o4b4o4b16o6b4o6b4o134b8o$8o137b5o23b6o21b
3o33b6o25b5o119b4o46b5o2b3ob3ob3ob4o6b8o6b3ob3o5b10o15b3o4b11o4b5o4b4o
17b6o3b4o4b15o17b4o134b8o$8o136b5o23b6o22b4o33b6o25b5o118b4o46b5o2b3o
b3ob3ob4o7b8o5b3ob3o5b4ob7o13b3o4b4ob6o3b5o6b4o16b6o3b5o3b13o20b3o134b
8o$8o135b5o23b5o24b4o34b6o25b6o116b4o46b5o2b7ob8o7b8o4b4ob3ob8o2b7o13b
2o4b4o9b6o7b3o17b5o4b5o2b4o4b7o155b8o$8o134b5o23b5o25b4o36b5o25b6o115b
4o46b5o2b7o2b3ob3o7b4ob4o3b4ob11o4b8o18b3o9b5o8b4o17b3o7b2o4b3o6b7o153b
8o$8o132b6o23b5o26b4o37b5o25b5o115b4o46b5o2b7o2b8o6b3o2b4o3b4ob10o8b6o
17b3o10b4o8b4o33b3o7b7o152b8o$8o131b5o24b5o27b4o38b5o25b5o114b4o46b5o
3b6o2b4ob4o4b4o3b4o2b4ob7o12b5o17b4o9b4o8b4o33b4o8b6o151b8o$8o130b5o23b
6o28b5o38b5o25b5o113b4o46b5o4b4o4b9o2b5o3b4o2b4ob4o17b4o16b4o9b3o9b4o
33b4o9b6o150b8o$8o129b5o23b6o30b4o39b5o25b5o112b4o47b4o4b4o4b4ob10o5b
4ob4o2b4o10b2o4b4o17b4o8b4o8b4o33b4o11b5o149b8o$8o128b5o23b5o33b3o40b
5o25b5o111b4o47b4o13b3o2b8o6b9o2b4o10b2o4b4o17b4o8b4o8b4o34b3o12b4o20b
5o124b8o$8o127b5o23b5o78b5o25b5o110b4o47b4o19b6o8b7o4b4o8b3o3b5o18b3o
8b5o7b3o35b3o12b4o19b6o124b8o$8o126b5o23b5o80b5o25b5o109b4o48b2o35b6o
4b5o7b3o3b4o19b4o7b6o5b4o35b5o10b4o19b6o124b8o$8o125b5o23b5o82b5o25b4o
109b4o85b5o6b5o6b3o3b4o19b4o7b6o3b6o35b5o11b3o19b6o124b8o$8o124b5o23b
5o84b5o25b4o108b4o96b6o5b9o21b4o6b14o36b5o11b3o19b6o124b8o$8o123b5o23b
5o86b5o24b5o107b4o98b18o21b6ob16o37b4o11b4o19b6o124b8o$8o122b5o23b5o88b
4o25b5o106b4o99b8ob7o23b9o3b9o38b4o10b5o20b5o124b8o$8o121b5o23b5o90b4o
25b5o105b4o100b6o3b5o25b8o5b6o39b4o9b5o21b5o124b8o$8o120b5o23b5o91b5o
25b4o105b4o141b5o51b5o6b6o22b4o125b8o$8o119b5o23b5o93b5o25b4o104b4o197b
16o152b8o$8o118b5o22b6o95b5o24b5o103b4o198b14o153b8o$8o117b5o22b5o98b
4o25b5o102b4o200b10o155b8o$8o116b5o23b5o99b4o25b5o101b4o203b5o157b8o$
8o115b5o23b4o101b5o25b5o100b4o365b8o$8o115b4o22b6o102b5o25b5o99b4o365b
8o$8o113b5o22b6o104b4o26b4o99b4o365b8o$8o113b5o21b6o106b4o26b4o98b4o365b
8o$8o112b4o22b6o107b5o25b5o97b4o365b8o$8o111b4o22b6o109b5o25b5o96b4o365b
8o$8o110b4o22b6o111b5o25b4o96b4o365b8o$8o109b4o22b6o113b5o25b5o94b4o365b
8o$8o108b5o22b5o115b5o25b5o93b4o59b4o257b3o42b8o$8o107b5o22b5o116b5o26b
5o92b4o56b9o254b5o41b8o$8o106b5o22b4o119b6o25b5o91b4o55b11o253b5o41b8o
$8o106b4o22b5o121b5o25b5o90b4o14b4o36b13o32b3o217b5o41b8o$8o105b4o22b
5o123b5o25b4o90b4o12b8o34b5o4b5o11b2o18b4o216b4o42b8o$8o103b5o22b5o125b
5o25b4o89b4o11b10o32b5o6b4o10b4o17b4o160b2o54b3o43b8o$8o103b4o22b5o61b
3o62b5o25b5o88b4o10b12o31b4o8b4o9b5o16b4o159b4o53b4o42b8o$8o102b5o21b
5o62b4o62b5o25b5o87b4o9b5o3b6o30b4o9b3o10b4o5b2o9b4o159b4o53b4o42b8o$
8o101b5o21b5o63b4o63b5o25b4o87b4o9b4o6b5o29b4o9b3o10b4o3b8o6b4o158b4o
53b4o42b8o$8o100b5o21b5o64b4o64b5o24b5o86b4o8b4o8b4o29b4o9b3o11b3o2b11o
4b4o158b4o53b4o42b8o$8o100b4o21b5o65b4o64b6o24b4o86b4o8b4o9b4o28b3o24b
3o3b11o3b4o23bo10b3o121b4o53b4o42b8o$8o99b4o21b5o67b3o66b5o15b5o93b4o
8b3o10b4o28b4o23b3o10b5o2b4o22b6o5b5o41b3o29b4o28b5o10b4o53b4o42b8o$8o
98b4o20b6o68b3o67b5o12b8o92b4o8b3o11b4o27b4o23b4o11b3o3b4o20b8o3b7o20b
6o12b7o25b7o27b6o9b4o53b4o42b8o$8o97b4o21b5o69b3o68b5o10b10o91b4o8b3o
11b4o27b4o23b4o17b4o19b10ob8o19b8o2bo7b9o23b9o26b6o9b4o53b5o41b8o$8o97b
4o20b4o71b4o68b5o8b11o7b7o77b4o8b3o12b3o27b4o24b3o17b4o19b4ob5ob4ob4o
17b14o5b10o21b10o25b7o9b4o52b9o38b8o$8o95b5o20b5o71b4o69b4o7b5o4b3o2b
16o73b4o8b3o12b3o27b4o23b4o17b4o8b4o7b4o3b7o3b3o17b5ob9o4b3o3b5ob5o13b
5o3b3o25b3ob4o8b4o22b7o7bo14b13o35b8o$8o95b4o19b6o72b4o69b6o4b5o5b24o
70b4o8b3o12b3o28b3o23b4o18b4o6b7o4b4o5b5o4b4o16b4o3b8o4b3o5b2ob8o11b4o
4b3o10b7o7b4ob4o3b9o21b11o2b4o7b3o2b17o32b8o$8o94b5o19b5o73b4o70b6o3b
4o5b11o6b10o68b4o8b4o11b3o28b4o22b4o5b3o10b4o5b8o4b4o6b4o5b3o16b3o5b7o
4b3o7b10o10b4o4b2o10b9o7b3o2b3ob12o20b12ob5o6b3ob18o32b8o$8o93b5o19b5o
74b4o71b6ob4o5b9o12b9o66b4o8b4o11b3o28b4o23b3o5b3o6bo3b4o4b4o2b4o3b4o
7b3o5b3o16b3o6b6o4b3o6b6ob4o9b4o15b13o5b3o2b18o17b5o3b11o6b12o6b4o32b
8o$8o92b5o19b4o77b3o73b10o3b7o18b7o65b4o23b3o29b4o10b5o7b3o5b3o4b5ob4o
4b4o3b3o3b4o7b4o23b3o6b6o4b3o6b5o3b3o9b4o15b5o3b5o4b4o2b4ob15o15b4o6b
8o8b5o3b4o41b8o$8o92b4o19b5o77b3o74b10o2b6o21b6o64b4o23b3o29b4o7b19o4b
4o2b11o4b3o4b3o3b3o8b4o23b3o8b4o4b3o5b4o2b6o9b4o14b5o5b4o4b4o2b4o8b9o
14b5o7b7o7b5o3b4o41b8o$8o91b5o18b5o78b4o74b9o2b6o23b5o63b4o22b4o30b4o
5b20o4b4o2b12o3b3o4b3o3b3o9b5o21b4o7b5o2b4o5b12o9b4o14b4o6b4ob7o2b4o8b
10o12b7o6b7o7b3o5b4o41b8o$8o90b6o17b5o79b4o74b10o2b2o27b5o62b4o22b4o30b
4o5b20o4b4o2b12o3b3o4b3o3b4o8b7o19b4o7b5o2b3o6b11o10b5o12b4o7b4ob7o3b
4o7b4o2b4o12b8o6b6o7b3o5b4o41b8o$8o90b4o18b5o80b4o74b10o32b5o61b4o21b
4o31b4o5b4o4b6o2b4o4b4o2b3o5b4o3b4o2b4o3b4o9b8o17b4o7b5o2b4o5b10o12b6o
10b4o4b7ob7o3b4o7b4o3b3o12b9o5b7o6b3o5b4o41b8o$8o62b9o18b4o18b5o82b3o
73b4o2b5o33b5o60b4o21b3o33b4o6b2o4b4o4b4o5b4ob4o4b4o3b10o3b4o11b8o16b
4o6b5o2b4o6b5o17b9o6b14o2b6o4b4o7b4o4b2o12b5ob3o5b7o6b3o5b4o41b8o$8o60b
18o10b5o17b5o83b3o73b4o4b3o35b4o59b4o20b4o12bo3bo17b4o11b4o5b3o5b4ob4o
4b5ob10o4b4o12b10o13b4o6b5o2b4o6b4o19b13ob13o3b6o4b4o7b5o17b6ob2o5b3o
b4o5b3o5b4o41b8o$8o59b22o6b5o17b5o84b3o72b4o43b4o59b4o19b4o12b7o16b4o
11b4o5b4o4b4o2b3o4b5ob9o5b4o14b9o13b4o6b4o2b4o6b5o19b24o5b3o8b4o7b4o17b
6o8b3ob5o3b4o5b5o40b8o$8o58b25o4b4o17b5o85b3o72b4o44b4o58b4o18b5o12b7o
17b4o10b4o5b4o4b4o2b4o2b6o2b6o7b4o17b7o12b5o4b5o2b4o7b5o22b17o8b5o6b4o
7b4o17b7o6b4o2b5o2b4o6b4o40b8o$8o56b28ob6o16b5o160b4o45b5o56b4o18b5o13b
7o18b4o9b4o6b3o4b4o3b12o2b4o7b6o18b7o11b5o2b7ob4o8b5o7b3o15b10o11b6o6b
4o6b5o17b6o5b5o3b10o6b4o5b3o32b8o$8o55b14o4b5ob11o16b5o161b4o46b4o56b
4o10b12o16b6o17b5o7b6o5b4o4b4o2b8ob3o3b4o5b7o20b5o12b18o9b5o4b5o19b7o
9b7o6b4o7b4o17b5o5b5o4b9o7b5o2b5o32b8o$8o54b11o9b3o5b7o16b5o162b3o48b
4o55b4o10b11o18b5o18b6o5b6o5b5o3b5o2b7ob3o3b5o3b9o20b4o13b8ob8o9b13o20b
8o6b9o7b4o6b4o18b13o6b8o7b12o32b8o$8o54b5ob5o18b6o15b5o162b4o48b4o55b
4o10b9o21b4o19b6o2b8o5b5o3b5o3b4o10b10ob5o20b4o14b6o3b4o13b11o19b5ob19o
8b4o5b5o6b3o9b11o8b6o9b9o34b8o$8o53b5o4b2o20b4o15b5o163b4o49b4o54b4o12b
8o8bo12b3o21b14o7b3o26b9o2b3o21b4o41b9o14b3o2b6o2b18o9b3o6b5o4b4o10b9o
25b7o35b8o$8o53b4o28b4o13b5o163b4o19b9o22b4o54b4o14b8o5b3o36b8ob4o37b
7o4b2o20b5o44b4o15b4ob6o4b10o2b4o11bo8b12o14b3o28b5o36b8o$8o52b4o30b4o
11b5o164b4o17b13o20b4o54b4o15b9ob5o38b5o3b3o40b2o28b4o63b11o8b4o5b4o20b
11o87b8o$8o52b4o30b5o9b5o165b4o16b15o19b5o53b4o17b13o46b4o60b3o4b5o64b
10o19b2o23b8o88b8o$8o52b3o32b5o8b5o164b4o16b6o5b6o19b4o53b4o19b10o48b
2o61b4o2b6o65b6o48b6o89b8o$8o51b4o34b4o6b5o165b4o16b4o9b5o18b4o53b4o21b
6o113b11o68b2o145b8o$8o51b4o35b4o4b5o166b4o16b4o10b5o18b4o52b4o24b2o115b
9o216b8o$8o51b3o37b5ob4o168b4o17b4o10b5o17b4o52b4o141b7o218b8o$8o50b4o
38b9o168b4o17b4o11b4o17b4o51b4o143b4o220b8o$8o50b4o39b7o98b3o68b4o17b
4o12b4o16b4o52b3o367b8o$8o50b3o41b5o99b3o67b5o17b5o11b4o16b4o52b3o367b
8o$8o50b3o40b6o99b3o67b4o19b4o11b5o15b4o51b4o67b2o298b8o$8o49b4o39b8o
98b4o65b6o18b4o12b4o15b4o51b4o65b6o201b6o89b8o$8o49b3o39b9o98b4o29b3o
15b5o9b10o19b3o12b4o15b4o51b4o64b8o179bo19b8o20b2o66b8o$8o49b3o38b5o2b
4o98b3o6bo20b25o8b11o19b4o11b4o15b4o51b4o64b8o67b3o108b3o17b10o10b2o6b
4o65b8o$8o49b3o38b4o3b4o98b15o14b26o8b10o21b3o11b4o15b4o51b4o63b5ob4o
65b4o108b4o5b3o8b12o8b3o5b4o65b8o$8o48b4o38b3o5b4o93b20o13b24o11b4ob4o
21b4o10b4o15b4o51b4o63b4o2b4o65b4o5b3o27bo6bo65b4o4b4o7b5o2b7o7b4o5b3o
65b8o$8o48b4o11b7o20b2o7b4o63b9o15b25o14b3ob16o19b4o21b4o10b4o15b4o51b
4o63b4o3b4o65b4o4b3o13b3o10b3o4b3o20b3o41b4o4b4o7b4o5b6o6b4o5b3o65b8o
$8o48b3o11b10o28b4o57b15o12b20o4b2o54b4o22b4o9b3o16b4o51b4o63b3o4b4o66b
3o4b4o11b5o9b4o3b4o18b6o39b4o4b4o7b4o7b4o6b4o5b4o64b8o$8o48b3o11b12o26b
4o54b18o12b15o65b4o22b4o8b4o15b5o51b4o63b3o5b4o64b4o4b4o11b5o9b5o2b4o
18b6o39b4o4b4o6b4o9b3o6b4o5b4o64b8o$8o48b3o11b14o25b3o47b21ob3o12b7o5b
3o65b4o23b3o7b4o16b4o52b4o63b4o4b4o65b4o3b4o11b6o8b5o2b4o18b5o41b3o5b
3o6b4o9b4o5b4o6b4o63b8o$8o48b3o11b4o4b8o23b4o43b18o23bo10b3o65b4o23b3o
7b4o16b4o52b4o63b4o5b2o66b4o4b3o11b6o9b4o3b3o18b4o42b3o5b4o5b4o9b4o5b
4o6b4o63b8o$8o47b4o11b4o5b8o23b3o42b14o39b3o65b4o23b4o5b4o17b4o52b4o63b
4o74b3o4b4o10b7o9b3o3b3o18b4o42b3o5b4o5b4o9b4o5b5o5b4o63b8o$8o47b4o12b
3o8b6o22b4o40b13o42b3o64b4o24b3o4b5o17b4o52b4o63b4o74b3o4b5o9b7o9b3o3b
4o18b3o42b4o5b3o5b4o8b5o5b5o5b4o63b8o$8o47b4o12b4o8b6o22b3o21b7o12b7o
48b3o65b4o23b3o3b5o18b4o52b4o64b3o15b3o29b2o25b3o5b4o8b4ob3o9b4o3b3o18b
4o41b4o5b4o4b4o7b5o7b4o6b3o63b8o$8o47b4o12b4o10b5o21b4o18b9o67b3o65b4o
23b3o2b5o19b3o53b4o64b3o14b6o26b4o24b3o5b4o8b4ob4o8b4o3b3o18b4o41b4o5b
4o4b4o6b5o8b4o6b3o63b8o$8o47b3o14b4o10b5o20b4o13b14o67b3o65b4o23b9o19b
4o53b4o64b3o13b8o25b4o24b5o3b4o8b4ob4o8b4o3b4o17b4o42b4o5b4o3b14o9b4o
6b4o62b8o$8o47b3o14b4o11b5o20b3o8b16o70b3o66b4o22b8o20b4o53b4o64b3o13b
9o24b5o23b6o3b4o7b4o2b3o9b3o4b3o17b4o42b4o5b5o2b13o11b2o7b4o62b8o$8o47b
3o15b3o12b5o19b3o4b17o73b3o66b4o22b6o22b4o53b4o64b4o12b10o23b5o24b5o3b
5o5b5o2b4o8b5o2b3o13b3ob4o13b8o21b4o6b4o2b11o23b3o62b8o$8o47b3o15b4o12b
4o19b22o75b3o66b5o21b5o23b4o53b4o64b4o12b3o3b5o16b4o2b6o24b3o4b6o4b4o
3b4o8b6ob3o11b11o11b10o21b5o5b3o2b13o22bo63b8o$8o47b3o16b3o13b3o19b17o
80b3o67b4o21b5o23b4o53b4o64b14ob4o5b3o16b4o2b7o24bo6b5o4b4o4b4o8b5o2b
2o11b18o3b12o20b6o9b4ob9o85b8o$8o47b3o16b4o12b3o19b10o87b3o67b5o20b5o
22b5o53b4o64b19o5b3o16b5ob7o32b3o5b4o4b4o8b4o16b19ob14o20b5o9b4o4b7o84b
8o$8o47b3o16b19o20b5o91b3o68b4o21b4o22b4o54b4o63b20o10b8o4b7ob3ob3o40b
4o4b4o28b4o2b13ob4o6b4o22b2o10b4ob4ob6o83b8o$8o47b3o17b18o20b4o164b3o
22b2o23b4o54b4o62b13ob7o9b10o2b12ob4o39b16o25b3o3b4ob6ob4o8b3o34b9o3b
5o82b8o$8o47b3o17b18o20b3o165b4o46b3o55b4o62b7o8b6o8b12ob5ob6o2b3o39b
17o30b4o8b4o8b3o35b7o5b5o81b8o$8o47b3o18b18o19b3o165b5o44b4o55b4o62b7o
8b6o8b18ob7ob4o38b17o30b4o8b4o8b3o35b6o7b4o81b8o$8o47b3o18b19o18b3o166b
5o43b4o55b4o66b3o9b5o8b7o3b9ob5o2b4o38b16o31b4o7b6o6b4o35b5o9b4o24b2o
54b8o$8o47b3o18b4o10b6o17b3o167b5o2bo38b4o56b4o66b4o8b5o8b7o4b8o2b5ob
5o36b4o7b4o34b3o7b6o6b4o36b4o10b3o23b4o53b8o$8o47b3o19b4o10b6o16b3o167b
9o36b5o56b4o66b4o8b5o9b3o6b9o2b5o2b4o36b4o8b4o33b4o6b5o7b4o36b4o10b3o
23b5o52b8o$8o47b3o19b4o12b5o15b3o168b9o35b4o57b4o67b3o8b6o8b4o6b7o3b5o
2b4o36b4o8b4o33b4o6b4o7b4o37b5o9b4o22b6o51b8o$8o47b3o20b4o12b4o15b3o169b
8o34b5o57b4o67b4o8b5o8b4o6b7o3b6o2b4o35b4o9b4o33b4o6b4o5b5o37b7o5b6o22b
6o51b8o$8o47b3o20b4o13b4o14b3o170b6o35b4o58b3o68b4ob2o5b5o8b4o5b8o4b5o
2b4o35b3o10b4o33b23o38b17o24b5o51b8o$8o47b3o20b5o12b4o14b3o169b9o32b4o
59b3o69b3ob3o5b4o9b4o3b10o3b5o2b4o35b3o10b5o33b9ob11o39b16o25b4o52b8o
$8o47b3o19b6o12b4o14b3o169b10o29b6o59b4o68b8o4b4o9b11o2b4o4b4o3b4o33b
4o11b4o34b8o2b10o39b4ob10o27b3o52b8o$8o47b4o18b9o8b4o15b3o168b4ob8o26b
6o60b4o69b7o5b3o10b10o2b4o4b3o4b5o32b4o11b5o34b5o6b6o41b4o3b5o85b8o$8o
47b4o18b9o8b4o14b4o167b5o3b9o5b3o13b7o61b3o70b7o5b3o11b8o3b4o12b5o31b
4o12b4o92b4o93b8o$8o47b4o18b9o7b4o15b4o166b5o5b11ob4o12b7o62b3o71b6o6b
2o12b5o5b4o12b5o31b4o12b4o93b2o94b8o$8o48b4o17b4ob3o6b6o13b6o166b4o8b
13o11b8o63b4o71b4o32b3o13b5o31b3o13b3o189b8o$8o48b4o17b4o8b7o13b6o166b
4o11b28o65b4o124b4o48bo190b8o$8o48b4o17b6o3b9o14b6o165b4o14b25o66b4o125b
o241b8o$8o48b5o17b15o17b6o163b5o16b21o68b4o367b8o$8o49b4o17b13o19b7o162b
4o16b5ob13o71b4o367b8o$8o50b4o18b9o20b10o159b4o16b5o86b4o294b3o70b8o$
8o50b5o45b5o2b5o157b5o16b5o86b4o293b6o68b8o$8o51b4o44b5o4b6o155b4o16b
4o88b4o235bo56b7o68b8o$8o52b4o42b5o6b6o153b4o16b4o89b4o234b3o55b8o67b
8o$8o52b6o37b7o8b7o150b5o16b4o89b4o234b4o53b5ob3o67b8o$8o53b6o34b8o11b
6o148b5o16b5o89b4o127b4o103b4o53b4o3b3o66b8o$8o54b7o30b9o13b7o83bo62b
4o17b4o90b4o126b6o79b2o21b4o53b4o3b3o45b3o18b8o$8o55b8o25b10o16b7o81b
3o60b5o16b4o91b4o125b8o77b4o20b4o53b3o4b3o44b5o17b8o$8o57b11o15b12o21b
6o80b3o60b4o17b4o91b4o125b9o76b4o7b5o9b4o51b4o4b3o43b7o16b8o$8o58b39o
20b7o78b3o59b4o17b4o93b3o16b7o102b3o2b4o76b5o5b7o8b4o51b4o4b3o36bo6b8o
15b8o$8o60b39o19b7o77b3o58b5o17b4o93b4o13b11o100b3o3b4o44bo31b4o4b9o8b
4o51b3o4b3o35b4o4b3ob4o15b8o$8o63b25o4b9o19b6o76b3o58b4o17b4o94b4o12b
13o99b3o3b4o43b3o30b4o3b11o7b4o51b3o4b3o34b5o4b3ob5o14b8o$8o69b14o12b
7o19b7o74b3o57b4o18b4o94b4o11b8ob6o98b3o3b4o42b4o30b4o3b4o3b4o7b4o51b
3o4b3o34b6o2b3o3b4o14b8o$8o96b6o21b6o73b3o56b4o18b4o95b4o10b6o6b4o52b
2o44b4o2b4o42b4o30b4o3b4o4b2o9b4o25b9o16b3o15bo25b7ob3o4b3o14b8o$8o98b
5o21b6o72b3o55b5o17b4o96b4o10b4o8b6o43b3o3b4o43b4o3b4o41b4o31b3o4b3o15b
4o23b14o13b4o13b6o20b3ob4ob3o4b4o13b8o$8o99b5o21b7o70b3o55b4o18b4o96b
4o10b3o10b5o39b8o2b5o42b4o3b4o41b4o20b3o8b3o5b2o15b4o9b5o8b16o12b4o12b
8o19b3ob4ob3o4b4o13b8o$8o100b6o21b6o69b3o54b4o19b3o97b4o10b4o10b4o37b
12ob4o43b3o3b4o3b7o32b3o18b7o6b4o22b4o6b9o5b17o12b4o11b10o4b5o8b4o2b3o
2b2o5b4o12b8o$8o101b6o21b6o68b3o53b5o18b4o97b4o10b5o10b4o34b14ob4o43b
3o3b4o3b9o7b5o17b4o17b9o5b4o14b5o3b4o5b11o4b16o14b3o11b4o2b4o3b7o7b4o
2b4obo6b4o12b8o$8o102b6o22b6o66b3o52b5o19b3o98b4o10b5o10b4o32b9obob4o
b4o43b4o2b4o3b10o5b7o16b4o17b10o4b4o13b8ob4o5b11o3b5o26b4o9b4o4b4o2b8o
4b6o2b7o5b4o12b8o$8o104b5o22b6o65b4o50b5o19b4o98b4o11b4o11b4o29b12o2b
4o2b3o43b4o3b3o6b7o4b9o3b3o9b4o17b3o2b5o4b4o6b2o4b14o4b4o5b3o3b4o27b4o
9b4o5b4o2b2ob4o4b6o3b6o6b4o11b8o$8o105b6o21b7o63b4o49b5o20b4o99b3o26b
4o27b20o2b3o44b4o2b3o10b3o3b10o2b5o5b9o15b3o3b5o3b4o6b3o3b3o4b3ob3o3b
5o4b4o3b3o29b3o9b4o6b5obo2b4o3b5o4b6o6b4o11b8o$8o106b6o22b6o62b4o48b5o
20b4o100b3o26b4o26b20o3b3o44b4o21b5o2b3ob7o3b12o13b3o4b5o3b3o6b3o3b3o
5b7o2b4o4b5o3b3o29b8o4b4o5b9o2b4o2b4o5b6o6b4o11b8o$8o107b6o22b6o61b4o
47b6o19b5o100b4o26b3o25b7o2b4o2b2o7b4o43b4o21b4o6b9ob13o13b3o4b5o3b4o
5b3o3b3o5b7o2b3o3b7o2b4o27b13ob4o5b9o2b4o2b4o6b5o6b4o11b8o$8o108b6o22b
6o60b4o47b5o20b4o101b4o26b3o23b7o4b4o11b4o44b4o19b5o6b4ob17o14b3o4b5o
3b4o5b4o2b3o5b7ob4ob8o3b4o24b20o6b8o4b3o2b4o6b5o6b4o11b8o$8o110b5o22b
6o59b4o46b5o20b4o102b4o26b3o22b6o7b4o10b4o17b5o22b4o19b4o6b4o3b7o3b4o
16b4o3b5o3b4o5b4o2b3o6b6ob11o5b4o23b22o6b4o7b3o2b4o6b5o7b4o10b8o$8o111b
6o22b5o58b4o45b5o20b4o103b4o26b3o22b6o7b4o10b4o16b7o19b10o15b4o6b4o13b
4o17b4o2b6o3b3o6b3o2b4o5b6ob9o5b2ob2o23b12o4b7o6b4o7b3o2b4o7b4o7b4o10b
8o$8o112b5o24b5o57b3o45b4o21b4o103b4o26b3o23b4o8b4o10b4o15b10o15b14o12b
5o6b4o14b4o16b5o2b5o3b3o6b4ob4o8b3ob7o7b5o23b6o2b4o6b5o7b4o5b4o2b4o7b
4o7b4o10b8o$8o113b6o23b5o56b3o44b4o21b4o105b3o25b4o35b4o10b4o14b11o14b
17o2b3o4b5o7b8o10b4o17b5ob5o3b4o6b3o2b4o7b4ob5o8b5o23b4o5b3o7b4o7b5o3b
5o2b4o8b2o9b3o10b8o$8o114b6o23b5o101b4o21b4o106b4o24b4o35b5o9b4o3b3o7b
5o4b4o13b22o4b5o7b11o7b4o18b10o4b3o6b3o2b6o5b4ob5o7b6o23b4o5b4o6b4o8b
12o2b4o19b3o10b8o$8o115b6o23b6o98b5o21b4o106b4o16b6ob4o37b4o9b4o3b4o6b
4o5b4o12b5o3b4ob10o5b5o7b11o6b4o18b11o3b3o7b2o3b14ob4o8b6o23b4o6b3o6b
4o8b11o4b3o18b5o9b8o$8o116b6o23b6o96b5o21b5o106b4o16b10o38b4o9b4o3b4o
6b3o7b3o12b4o4b5o3b2ob4o5b5o10b9o5b4o20b9o19b13ob4o7b7o25bo7b4o5b4o8b
10o26b5o9b8o$8o117b5o24b6o94b5o22b4o107b4o16b10o38b4o9b4o2b6o4b4o6b4o
13b4o4b4o6b4o6b4o14b5o5b5o19b4ob4o21b17o5b8o33b5o4b4o10b7o28b4o9b8o$8o
118b5o24b6o93b5o21b4o109b3o17b10o38b3o10b3o2b6o3b5o4b6o14b4o4b4o6b4o5b
4o16b4o5b4o18b2o4b4o22b11ob5o3b9o34b5o3b4o46b3o9b8o$8o119b5o25b5o91b5o
21b5o109b4o16b12o36b4o9b3o2b6o3b14o16b3o4b5o5b4o5b4o16b4o5b5o5b2o9b3o
4b4o30b16ob4o34b7ob4o47b2o9b8o$8o120b5o25b5o89b5o22b4o110b4o14b6o3b6o
4bo30b4o9b3o2b6o3b13o18b2o5b5o4b5o4b4o11b3o2b4o6b4o4b4o7b4o4b4o30b4o2b
9o3b3o35b6ob4o58b8o$8o121b5o25b5o88b4o22b5o110b4o12b7o6b4o3b3o29b4o9b
4ob3ob3o3b11o27b5o3b5o6bo12b3o2b4o6b6ob5o6b5o4b4o31b4o2b7o5bo37b5o2b3o
58b8o$8o121b6o25b6o84b5o22b5o111b4o11b6o9b4o2b4o29b3o9b4ob3ob3o3b9o29b
5o4b4o19b9o7b10o7b4o5b4o31b5o2b5o51b3o58b8o$8o122b6o25b6o83b5o22b4o112b
4o11b5o11b3o2b4o29b3o9b4ob3ob3o3b4o35b4o4b4o19b8o9b8o8b3o6b4o32b5o58b
o59b8o$8o123b6o25b6o81b5o22b4o113b4o10b4o13b3ob5o29b4o8b8ob4o2b5o66b6o
11b7o8b5o3b5o34b3o118b8o$8o125b5o26b5o79b5o22b4o114b4o10b4o13b9o29b4o
9b7o2b3o3b4o11bo54b5o13b4o10b12o156b8o$8o126b6o25b5o78b4o22b5o115b3o10b
5o10b12o29b4o8b6o3b4o2b6o6b5o86b11o156b8o$8o127b6o25b5o76b5o21b5o116b
3o10b7o7b6ob6o29b4o8b6o3b4o3b7o2b7o87b9o157b8o$8o128b6o25b6o72b6o22b4o
117b4o11b17o2b6o29b4o8b6o4b5o2b15o89b5o159b8o$8o129b6o25b6o71b5o22b4o
118b4o12b15o4b5o30b6o6b5o4b6o2b12o255b8o$8o130b6o25b6o69b5o22b5o118b4o
13b13o5b5o30b7o5b5o5b5o3b9o162b2o93b8o$8o131b6o25b6o67b5o23b4o119b4o16b
7o9b5o30b6o5b5o6b3o7b4o163b4o92b8o$8o132b6o25b6o65b5o23b4o120b4o32b5o
31b5o6b3o183b5o92b8o$8o133b6o26b5o63b5o23b4o122b3o33b4o228b5o11bo80b8o
$8o135b5o26b5o62b4o23b5o122b4o33b2o229b5o8b6o78b8o$8o136b5o26b5o60b5o
22b5o123b4o265b4o7b8o77b8o$8o137b5o26b6o57b5o23b4o124b4o266b4o5b10o76b
8o$8o138b5o26b6o31bo23b5o23b5o124b4o57bo208b4o4b6o2b4o8b7o60b8o$8o139b
5o26b6o29b3o21b5o23b5o125b4o56b4o88b3o25b4o75b2o9b4o3b3o6b4o7b9o59b8o
$8o140b5o26b6o27b4o21b4o23b5o126b4o56b4o20bo67b3o25b4o74b4o8b4o2b4o7b
3o5b12o58b8o$8o141b5o26b6o26b4o20b4o23b5o127b4o56b4o19b3o66b4o24b4o74b
4o8b4o2b4o7b3o5b4o5b4o57b8o$8o142b5o27b5o25b4o19b5o23b4o129b3o56b4o5b
2o12b4o6b3o56b5o23b3o75b5o8b3ob4o8b2o5b4o6b4o57b8o$8o143b5o27b6o23b4o
18b5o23b5o129b4o56b3o4b4o10b5o5b5o55b5o23b3o75b5o8b3ob4o15b4o7b3o57b8o
$8o144b5o27b6o22b4o17b5o23b5o130b4o56b3o4b4o10b5o5b5o56b4o23b4o6b3o58b
o6b5o8b3ob3o15b4o68b8o$8o145b5o27b6o21b4o17b4o23b5o131b4o56b3o4b4o10b
6o4b5o3b3o50b4o23b4o6b3o56b4o6b5o7b7o15b4o68b8o$8o146b5o28b5o20b4o16b
4o23b5o132b4o56b4o3b4o10b6o5b4o3b4o50b4o22b4o6b4o55b5o5b5o7b7o16b3o68b
8o$8o147b6o27b5o19b4o15b4o24b4o133b4o57b3o4b3o10b6o6b4o2b4o50b4o23b3o
6b4o55b5o5b5o8b7o15b3o68b8o$8o148b6o27b5o18b4o14b5o23b5o133b4o57b3o4b
3o9b8o5b4o3b4o50b4o22b3o7b4o55b4o5b6o7b7o15b4o67b8o$8o149b7o26b5o17b4o
14b4o23b5o134b4o57b3o4b4o8b8o5b4o3b4o50b4o22b4o6b4o56b4o4b6o7b3ob4o14b
6o65b8o$8o150b7o26b5o16b4o13b4o24b4o135b4o57b3o4b4o8b4ob3o5b4o3b4o50b
5o16b19o40bo15b4o4b6o7b3ob5o15b9o60b8o$8o152b5o27b6o15b3o12b4o24b5o135b
4o57b3o5b3o8b4ob4o4b4o3b4o16b6o11b3o15b4o15b20o39b3o14b4o5b5o7b4ob5o14b
13o56b8o$8o153b5o23b11o13b3o11b5o23b5o136b4o57b4o4b4o7b3o3b3o5b3o3b4o
15b10o8b4o14b4o15b20o39b4o14b4o4b6o6b4o2b6o14b12o55b8o$8o154b5o21b21o
4b4o9b5o23b5o137b4o57b4o4b7o4b3o3b3o5b4o3b4o13b13o5b5o14b5o14b16ob3o15b
5o19b5o13b4o4b6o6b4o3b15o5b12o54b8o$8o155b6o18b31o8b4o24b4o138b4o58b3o
5b7o2b4o3b4o4b4o3b4o13b13o5b6o14b4o21b4o6b4o12b8o19b4o7bo5b4o4b6o6b4o
4b15o10b7o53b8o$8o156b6o15b6o4b23o7b4o24b4o139b4o58b6o3b6o2b4o3b4o4b6o
b4o12b5o3b7o4b6o14b4o22b3o6b4o12b10o17b5o4b4o4b4o4b7o5b4o6b14o12b4o53b
8o$8o157b6o13b6o4b8o4b12o7b4o23b5o139b4o58b6o11b3o5b3o5b5ob4o12b4o5b6o
3b8o13b4o22b4o5b4o4b2o6b4ob5o18b4o3b5o5b4o3b7o5b4o8b12o13b3o53b8o$8o159b
6o11b4o5b7o11b10o3b4o23b5o140b4o59b5o11b3o5b4o4b5ob4o12b3o7b5o3b4ob3o
13b5o21b4o5b4o4b3o4b4o3b5o18b4o2b4o6b4o3b7o5b4o16b4o13b3o53b8o$8o160b
6o9b5o5b4o17b8o2b3o24b4o141b4o60b3o11b14o4b2o3b4o12b3o7b5o3b4ob3o14b4o
22b4o5b4o3b4o3b5o3b4o18b5ob4o6b4o3b3ob3o5b3o17b4o13b3o53b8o$8o161b6o8b
4o6b3o20b11o23b4o142b4o74b15o9b4o11b3o7b6o2b4ob4o13b4o22b4o5b4o3b4o3b
4o4b4o19b8o8b3o4b6o5b3o4b3o10b4o12b4o53b8o$8o162b6o6b5o7b2o22b9o22b5o
142b4o74b16o8b4o11b4o7b5o2b4ob4o6b11o23b3o6b3o2b6o2b6o2b4o20b7o8b4o3b
7o4b3o3b4o9b4o13b4o53b8o$8o164b5o4b5o33b8o22b4o143b4o73b16o10b2o12b4o
7b6ob4o2b3o6b11o23b4o5b4ob6o2b12o21b6o8b4o3b2ob4o4b3o2b4o9b4o13b4o54b
8o$8o165b5o3b4o37b6o20b4o144b4o73b5o7b4o25b4o6b6ob4o2b4o4b13o22b4o5b4o
2b6ob11o22b8o6b4o3b2o2b4o3b3ob4o9b4o14b4o54b8o$8o166b4o3b4o39b6o17b5o
144b4o73b4o8b4o25b4o7b5o2b4o2b3o4b3o2b8o23b4o5b3ob8ob9o22b10o6b3o2b3o
2b4o3b3ob3o9b5o4bo8b5o54b8o$8o167b9o41b6o16b4o145b4o73b4o8b4o26b4o6b5o
2b4o2b3o4b3o6b4o23b4o5b7ob4o2b4o25b12o5b4ob3o2b5o2b3ob3o5b8o4b3o6b5o55b
8o$8o167b9o42b6o14b4o146b4o73b4o8b5o25b6o4b4o3b5ob4o3b3o6b4o24b5o3b7o
2b5ob5o7bo15b5ob5o6b4ob3o3b4ob4ob15o5b3o5b5o56b8o$8o168b8o44b5o12b5o146b
4o73b4o9b5o25b14o2b5ob4o3b4o6b3o25b5o3b6o2b6ob13o12b6o14b7o3b9ob12o8b
13o56b8o$8o170b6o45b5o11b4o147b4o73b4o10b5o25b13o2b4o3b4o2b4o5b5o25b4o
3b6o3b5o2b12o11b6o15b7o4b8o2b10o9b11o58b8o$8o170b7o45b5o9b4o148b4o72b
4o11b5o26b12o3b3o4b4ob5o4b6o32b5o4b4o3b11o11b5o17b6o4b8o22b9o59b8o$8o
171b7o45b5o7b5o149b3o72b4o12b3o28b7ob3o2b4o5b4ob14o32b5o13b8o12b4o19b
4o6b6o26b4o61b8o$8o170b9o45b5o6b4o150b3o72b4o46bo4b4o2b4o4b20o33b2o35b
2o31b4o92b8o$8o169b11o45b4o5b5o150b3o71b5o51b5ob4o5b3o2b10ob3o199b8o$
8o169b4o2b7o44b4o3b5o151b3o71b4o53b9o11b7o4bo200b8o$8o169b4o3b7o43b5o
2b4o152b3o72b2o55b8o15b2o206b8o$8o169b4o5b5o15b5o24b4ob5o152b3o130b7o
223b8o$8o169b4o6b4o13b9o23b8o153b3o360b8o$8o169b3o23b11o22b7o154b3o58b

3o299b8o$8o168b4o22b13o22b5o155b3o57b5o258b2o38b8o$8o168b4o21b5o5b5o21b
4o156b3o57b6o78b2o176b4o37b8o$8o168b4o21b4o7b5o20b4o156b3o56b8o76b4o175b
4o37b8o$8o168b4o21b4o8b4o21b4o155b4o55b9o75b4o35bo7b2o49b2o79b4o37b8o
$8o168b4o21b4o9b3o21b4o155b4o55b3o2b5o74b4o12b5o17b3o5b3o48b4o78b4o37b
8o$8o168b4o21b4o33b5o154b4o55b3o3b5o74b4o10b8o15b3o5b3o48b5o78b3o37b8o
$8o168b3o22b3o35b4o154b4o55b3o5b4o73b4o10b11o12b4o4b4o48b4o20bo57b4o36b
8o$8o168b4o21b3o35b4o154b4o55b4o5b4o72b4o3b2o5b13o10b4o4b4o48b5o18b3o
56b4o36b8o$8o168b4o21b4o34b5o154b3o55b4o5b4o72b4o2b4o4b4o2b9o9b4o4b3o
42b2o4b5o18b4o56b3o36b8o$8o168b4o21b4o35b4o153b4o56b3o6b3o46b3o24b4ob
4o4b4o4b8o8b4o4b4o40b4o3b5o18b4o56b3o36b8o$8o168b4o21b4o35b4o153b4o56b
3o6b3o45b5o23b4o2b4o3b4o6b8o6b4o4b4o40b4o4b4o18b4o56b3o36b8o$8o168b4o
21b4o36b4o152b4o56b3o7b2o44b6o23b4o2b4o3b4o8b7o6b3o4b5o39b4o4b4o3b9o6b
5o55b4o35b8o$8o168b4o22b4o35b4o152b4o56b3o53b7o22b4o3b3o4b3o10b6o5b3o
4b5o39b4o4b4ob12o6b4o55b4o35b8o$8o168b4o22b4o35b4o152b4o56b4o52b8o22b
9o4b3o11b6o4b3o5b4o39b5o3b4ob13o5b4o55b7o32b8o$8o168b4o22b4o35b4o152b
4o56b4o18b5o23b2o4b3ob4o22b10o3b3o12b5o4b3o5b4o19b5o15b5o3b4ob13o5b4o
43bo8b12o30b8o$8o169b3o23b4o35b3o152b4o57b3o17b8o20b4o2b4ob5o21b10o3b
4o12b5o3b4o4b5o17b7o15b4o3b4o11b3o5b5o41b3o4b16o29b8o$8o169b4o22b4o35b
4o151b4o57b9o10b11o7bo9b6ob4o2b4o21b6ob3o4b3o13b4o3b6o3b4o16b9o15b3o3b
4o20b4o36b3o2b4o2b17o29b8o$8o169b4o23b4o34b4o151b4o56b13o6b13o3b6o7b6o
b3o3b4o22b4o2b4o3b3o13b5o2b6o3b5o14b11o14b3o3b4o20b4o5b7o23b5ob4ob12o
3b2o30b8o$8o169b4o23b5o33b4o151b4o55b15o5b4o2b17o5b11o4b3o23b2o3b4o3b
4o13b4o3b4o5b4o13b4o4b5o13b3o3b4o20b4o3b11o18b9ob11o2b3o35b8o$8o169b4o
24b5o32b4o151b4o54b18o2b4o7b14o4b4ob6o4b4o28b4o2b4o13b4o4b2o6b4o13b3o
6b4o13b3o3b4o21b4ob13o17b9ob4o2b2o5b4o34b8o$8o169b5o24b5o32b3o151b4o53b
9o3b8o2b3o9b7ob5o2b5ob6o5b3o29b4o2b3o14b3o13b3o13b3o7b2o14b3o3b5o5bo14b
4ob4o3b7o16b3ob5o2b3o9b4o34b8o$8o170b4o24b6o12b3o16b3o151b4o53b4o2b3o
7b9o10b7ob5o2b4o2b5o5b3o29b4o2b3o14b3o28b4o23b3o4b4o4b3o13b4ob4o6b5o15b
4o7b3o10b4o33b8o$8o170b4o25b7o9b4o16b3o151b4o54b2o3b4o7b8o11b7ob5ob4o
2b5o5b4o29b3o2b4o13b3o28b4o14b4o5b4o3b4o4b3o13b4ob4o7b5o14b5o6b4o9b4o
33b8o$8o171b4o25b8o5b6o16b3o151b4o59b4o8b7o10b8o2b4ob4o2b5o6b3o34b4o13b
3o28b4o13b8o2b4o3b4o4b3o8b2o4b7o9b4o15b5o5b5o8b4o33b8o$8o171b4o27b17o
16b3o151b4o59b4o10b4o11b9o2b3ob5o2b4o6b4o34b3o13b3o28b4o12b10o2b3o3b4o
4b3o7b5o2b8o5b7o16b5o5b4o8b4o6b2o25b8o$8o171b4o28b15o17b3o151b4o60b4o
9b5o11b8o2b3o2b4o2b5o5b3o35b3o13b3o28b4o11b4o2b6ob3o4b3o4b3o6b16o2b10o
4b2o11b5o4b4o9b4o4b4o24b8o$8o172b4o29b11o19b3o151b4o60b4o10b4o11b4o6b
3o2b4o3b4o5b4o34b3ob3o9b3o28b4o10b6o3b4ob3o4b4o3b4o5b25o5b5o11b6o2b4o
9b12o24b8o$8o172b4o31b5o23b3o151b4o61b3o10b4o11b4o6b3o2b4o3b4o5b4o34b
7o9b3o28b4o10b7o3b4ob3o3b4o3b4o6b22o4b8o12b12o9b11o24b8o$8o172b5o58b3o
151b4o61b4o9b4o12b4o5b3o2b4o3b4o6b3o35b5o10b3o28b4o10b7o4b7o4b3o4b3o6b
4o4b12o5b8o15b11o9b9o25b8o$8o173b5o56b4o151b4o62b4o8b5o11b5o3b4o2b5o3b
2o7b3o35b4o10b4o29b4o9b4o7b9o2b3o4b3o7b4o3b10o2b11o18b10o9b8o26b8o$8o
174b5o55b4o152b3o62b5o8b4o12b11o2b5o12b3o35b4o10b4o29b4o9b6o6b3ob5o8b
3o7b6ob22o21b4o2b2o11b4o28b8o$8o175b4o55b4o151b4o62b6o7b4o13b10o3b4o12b
3o35b4o10b3o31b3o9b6o5b4ob5o8b4o7b10o3b13o74b8o$8o175b5o54b4o152b3o63b
6o6b4o14b8o5b2o13b3o35b4o9b4o31b4o9b5o5b4o3b2o10b3o8b9o4b9o77b8o$8o176b
5o52b4o152b4o63b6o7b3o15b6o59b4o8b4o33b4o7b5o6b4o15b4o8b8o6b5o79b8o$8o
177b5o51b4o152b4o64b5o7b3o18bo61b4o7b5o33b6o2b10o3b5o15b4o10b7o89b8o$
8o178b5o49b5o152b4o65b4o90b4o7b4o35b12ob11o17b3o13b6o87b8o$8o179b5o47b
5o153b4o66b3o90b5o4b5o37b10o3b9o35b6o86b8o$8o180b5o45b6o153b4o159b14o
38b8o4b8o10b2o10b2o13b4o87b8o$8o181b6o42b6o154b4o160b12o41b3o9b4o11b4o
8b4o13b2o88b8o$8o182b6o40b6o155b4o161b9o70b4o8b4o103b8o$8o183b7o36b7o
156b4o163b5o72b5o7b4o103b8o$8o185b6o33b8o157b4o151b2o88b4o7b4o103b8o$
8o186b7o30b7o159b4o150b5o86b4o7b4o103b8o$8o188b7o26b7o161b4o149b6o86b
4o8b3o103b8o$8o189b8o22b8o162b4o56b2o59b2o30b7o56bo29b3o8b3o103b8o$8o
190b10o15b11o163b4o55b4o5b2o8b5o18b2o17b4o29b3o2b2o46bo7b5o27b4o7b3o103b
8o$8o192b13o6b13o165b4o55b4o5b3o6b8o11bo3b4o16b4o29b3o2b3o44b4o5b6o26b
4o7b3o103b8o$8o193b29o167b4o55b4o5b3o5b11o8b3o2b5o15b4o29b3o2b3o31b3o
9b6o3b8o25b4o7b3o103b8o$8o195b25o170b3o56b4o4b3o5b12o7b4ob6o14b4o29b4o
2b2o29b7o7b6o3b9o24b4o7b3o15b4o84b8o$8o198b18o173b4o56b4o4b3o5b4o2b7o
6b4ob6o14b4o29b4o2b2o29b8o5b8o2b10o17b2o4b4o7b3o14b6o83b8o$8o202b11o176b
4o57b3o4b3o5b4o4b7o4b4ob6o15b3o30b4o31b11o3b8o2b4o2b4o16b16o2b3o2b3o8b
8o82b8o$8o389b4o57b3o4b3o5b4o6b5o4b4o2bob4o14b4o29b4o31b11o3b3o2b4ob3o
3b5o15b21o2b4o6b9o82b8o$8o389b4o57b3o4b4o4b4o7b5o4b3o4b4o14b4o29b4o31b
3o4b5ob4o2b4ob3o4b4o15b21o2b4o6b4o2b4o81b8o$8o389b4o57b4o3b4o4b4o8b5o
3b3o2bo2b3o14b4o30b3o30b4o5b4ob4o2b4ob3o5b4o16b19o2b4o6b4o2b4o81b8o$8o
389b4o57b4o4b3o4b4o9b4o3b3ob2o2b4o14b3o30b4o29b3o7b8o3b7o5b4o22b4o6b4o
b4o6b4o2b5o80b8o$8o389b4o57b4o4b4o3b4o10b4o2b6o2b4o14b3o11b6o13b4o29b
3o8b7o4b6o5b5o21b4o6b4ob4o3b7o3b4o80b8o$8o389b4o58b4o3b4o3b4o11b3o3b5o
3b3o14b3o9b10o12b9o22b4o8b6o5b6o6b4o21b4o6b4ob4o3b14o80b8o$8o389b4o58b
5o2b4o4b3o11b4o2b5o3b4o13b4o7b12o10b12o5b8o6b5o9b5o5b6o7b4o21b4o6b3ob
5o2b13o81b8o$8o389b4o58b6ob5o3b4o10b4o2b5o3b4o13b4o7b13o8b15ob12o4b5o
10b4o6b5o7b4o21b4o6b3ob5o3b12o81b8o$8o389b4o59b5o2b4o3b4o10b4o2b5o4b2o
15b4o6b4o5b5o6b31o2b5o11b3o6b5o7b4o21b4o6b3ob5o5b8o83b8o$8o389b4o60b3o
3b5o2b4o10b4o3b4o17b13ob4o6b5o4b9o3b21o2b4o11b3o7b4o7b4o21b5o5b10o4b4o
87b8o$8o390b3o68b3o2b4o9b5o3b3o17b14ob4o7b4o4b5ob3o7b6ob3o2b5o2b4o11b
4o6b4o8b4o21b4o3b12o4b4o87b8o$8o390b3o69bo4b3o7b6o24b14ob4o7b4o4b4o2b
4o6b6o7b4o2b4o11b4o6b4o8b4o22b18o5b4o86b8o$8o390b3o73b16o26b12o2b4o8b
3o10b4o6b9o5b4ob4o11b4o6b4o8b4o22b8ob5ob4o5b3o86b8o$8o390b3o73b14o33b
3o6b3o9b3o11b4o5b9o4b5ob4o11b4o7b2o9b4o23b6o2b5ob4o5b4o85b8o$8o390b3o
73b16o31b4o5b4o7b4o11b4o5b9o2b6o3b3o11b4o18b4o25b3o3b5o2b4o4b5o84b8o$
8o390b3o74b17o30b3o5b5o6b4o12b4o5b16o3b4o10b4o18b4o32b4o2b5o4b5o83b8o
$8o390b3o75b3ob3o2b8o29b4o4b5o6b4o12b5o5b14o4b4o11b2o55b4o3b5o3b6o82b
8o$8o390b3o75b7o4b6o30b3o5b5o4b4o14b4o7b10o6b4o76b4o4b10o77b8o$8o390b
4o74b6o7b5o29b4o5b6ob5o14b4o9b5o10b3o78bo6b10o76b8o$8o390b4o74b6o8b4o
29b4o5b11o16b3o114b8o76b8o$8o390b4o74b6o9b4o29b8o2b9o17b2o115b7o76b8o
$8o390b4o74b6o9b4o30b7o3b7o218b8o$8o390b4o74b5o10b4o30b7o4b4o220b8o$8o
391b3o74b7o7b5o31b4o230b8o$8o391b3o75b7o4b6o266b8o$8o391b3o75b16o267b
8o$8o391b4o74b15o268b8o$8o391b4o75b2o3b8o269b8o$8o392b3o82b2o273b8o$8o
391b4o357b8o$8o388b7o357b8o$8o383b12o357b8o$8o350b43o359b8o$8o330b61o
361b8o$8o310b78o364b8o$8o296b86o238b2o130b8o$21o262bo2b70obo269b4o129b
8o$30o34b13o196b69o278b2o5b5o128b8o$92o153b77o270b2o9b5o11b4o5b4o128b
8o$100o120b93o278b4o6b10o8b5o4b5o127b8o$8o9b94o92b92o253bo41b5o6b11o7b
4o6b4o127b8o$8o21b35o9b46o72b84o271b5o31b3o5b5o5b13o6b4o6b4o127b8o$8o
86b35o2b2o52b51o310b6o30b4o4b4o6b4o3b7o5b4o7b3o127b8o$8o92b2ob36o28b51o
327b8o29b5o3b4o7b3o6b4o5b5o6b4o126b8o$8o103b36ob56o341b4ob3o29b5o3b4o
7b3o7b3o6b4o6b4o126b8o$8o109b77o351b4o2b3o28b5o3b4o7b3o7b3o6b4o6b4o126b
8o$8o120b59o358b4o2b4o28b4o4b3o7b3o6b4o6b4o6b4o126b8o$8o130b29o378b4o
3b3o28b4o4b4o6b4o5b4o7b5o4b4o126b8o$8o138b4ob4o390b4o3b4o27b4o4b4o6b6o
2b4o8b5o5b3o126b8o$8o537b4o4b4o26b4o5b4o5b11o9b5o6bo127b8o$8o537b4o4b
4o26b4o6b4o4b11o11b3o134b8o$8o288bo248b5o4b3o27b3o6b4o5b11o147b8o$8o286b
5o159b5o43b2o38b4o34b6o4b4o4b3ob8o146b8o$8o286b5o102b2o55b5o11b4o27b4o
37b4o34b6o5b4o3b4ob8o145b8o$8o256b3o27b5o101b3o55b4o11b7o24b6o36b4o35b
5o6b3o3b14o144b8o$8o255b5o26b4o9bo92b3o55b3o12b9o22b7o36b3o37b2o13b8o
b6o143b8o$8o255b6o25b4o8b3o91b4o15b3o36b4o11b10o20b8o36b4o51b7o3b5o143b
8o$8o153b3o99b7o24b4o7b6o89b4o13b6o35b4o12b10o19b9o35b4o52b5o6b4o142b
8o$8o153b3o98b8o24b4o7b6o90b3o13b7o34b4o17b6o18b4ob5o23b6o6b4o51b4o8b
4o141b8o$8o152b5o97b3o2b4o24b3o8b4o91b4o12b8o11b2o20b5o18b5o18b3o2b4o
22b8o5b4o3b9o39b4o8b4o141b8o$8o152b5o13bo83b3o2b5o22b5o7b3o92b4o11b10o
9b4o7b7o6b4o20b3o2b7o8b4o2b5o20b10o5b16o38b4o8b4o141b8o$8o153b4o12b3o
29b3o50b3o3b4o23b4o7b4o71bo20b4o10b4o2b4o9b5o6b7o6b4o24b9o4b2ob4o3b4o
19b11o4b17o38b4o8b4o141b8o$8o45b3o105b4o11b5o28b4o49b3o3b5o22b4o7b4o15b
2o53b3o7b3o9b4o10b4o15b5o5b8o3b10o20b11o3b2ob3o5b4o18b6ob20o43b6o5b5o
141b8o$8o44b5o104b4o11b5o28b4o49b3o4b5o21b4o7b4o14b5o51b4o5b6o7b4o10b
4o17b4o4b4ob3o2b17o13b7ob5o2b6o5b4o17b7ob16o47b15o142b8o$8o44b5o104b4o
12b3o29b5o48b3o5b4o17b12o3b4o13b7o20b4o26b4o4b8o6b4o10b4o17b4o4b3o2b3o
2b18o2b2o8b8ob4o2b6o6b4o16b4o5b13o51b12o143b8o$8o44b5o49bo54b4o12b3o29b
5o48b4o24b15ob4o12b8o19b7o23b6o3b9o6b4o10b3o6b3o9b3o4b2o3b3o7b13o2b3o
7b8ob4o2b6o6b4o16b4ob2o2b8ob4o52b10o144b8o$8o44b4o39b2o7b7o50b4o12b3o
30b4o48b4o23b21o12b3o2b4o16b10o22b6o3b3o2b5o5b4o9b4o5b4o9b4o3b3o2b2o9b
4ob5o3b5o6b4ob3o2b3o2b6o7b4o15b4ob3o3b4o4b4o53b6o146b8o$8o45b3o38b3o7b
9o23b3o22b4o12b3o30b4o4b2o42b4o23b21o6bo5b3o3b2o17b5ob5o21b6o3b4o2b8o
b4o8b4o6b5o8b4o3b2o14b4o10b4o6b4o5b4o2b6o7b5o14b4ob3o3b4o4b4o205b8o$8o
45b3o38b3o7b11o6b2o13b4o21b5o11b3o30b4o3b4o42b3o23b4o3b4o3b2o2b3o5b3o
4b3o5b2o14b5o4b3o21b6o3b4o5b10o8b5o5b5o8b4o3b3o13b4o10b5o5b4o5b4o2b6o
8b5o14b3o2b2o4b3o5b4o204b8o$8o45b2o27b3o9b3o7b12o4b4o12b4o22b4o11b3o30b
4o2b7o40b3o24b3o3b4o7b3o5b5o2b3o5b3o13b4o5b4o6b6o7b7o4b4o4b15o3b5o6b4o
8b4o3b3o14b4o10b4o5b4o4b4o3b6o9b4o14b4o7b3o5b4o204b8o$8o45b3o25b5o8b4o
12b8ob6o12b4o21b4o11b3o30b4o2b7o24b3o13b4o29b5o6b3o4b6o2b3o5b3o13b4o5b
4o5b9o6b2ob3o4b5o5b13o3b5o7b4o7b4o3b3o14b5o9b4o6b4o2b5o3b5o10b4o15b3o
7b3o6b4o203b8o$8o45b3o24b7o7b4o14b13o12b4o21b4o11b3o30b4ob7o24b6o11b12o
21b5o6b4o3b6o2b3o5b4o12b3o7b2o5b11o4b3ob4o3b6o6b11o4b4o7b4o7b4o3b4o14b
4o9b4o6b10o4b5o10b5o14b4o6b3o6b4o203b8o$8o25b7o12b4o24b8o7b3o16b12o7b
9o20b4o11b3o22b4o5b3ob4o26b9o9b13o21b4o6b4o3b6o2b3o6b3o12b3o13b5o2b6o
b5ob4o5b6o7b6o6b4o8b4o6b4o3b4o9bo5b4o9b6o3b10o4b5o10b5o14b5o5b3o6b5o202b
8o$8o24b10o10b4o24b8o7b4o17b11o5b10o20b4o2bo8b3o21b6o4b7o26b13o5b14o21b
4o6b4o3b6o2b4o5b3o12b3o12b5o5b10o2b3o5b7o7b5o6b4o8b4o6b4o3b5o7b3o4b5o
8b6o4b8o6b4o11b4o15b4o5b3o7b6o200b8o$8o23b12o10b3o23b4o2b4o6b4o19b4ob
4o4b12o19b9o6b4o19b7o4b7o26b15o2b14o22b4o6b4o2b8ob12o12b3o11b6o6b9o2b
4o6b7o6b5o5b4o8b5o5b4o4b4o6b4o5b5o7b6o6b4o9b2o13b2o16b5o4b3o8b7o198b8o
$8o22b14o9b3o23b4o2b5o5b4o19b5ob3o3b7o2b4o19b11o4b4o8b4o7b8o3b6o27b3o
b20o29b4o7b3o2b8ob12o12b3o11b6o7b8o2b4o7b6o7b6o2b5o9b5o4b4o4b5o4b5o5b
6o7b5o53b6ob4o9b6o198b8o$8o21b5o6b5o6b11o17b4o3b5o5b4o18b5ob3o3b4o5b5o
19b11o3b4o6b7o5b4o2b3o3b6o26b4ob16ob3o29b5o6b4ob8ob12o12b3o11b6o7b8o3b
3o9b4o7b13o10b5o2b4o6b12o7b10o3b3o55b10o10b5o198b8o$8o21b4o8b4o5b12o17b
3o5b5ob9o7b3o6b4o2b4o2b4o5b5o19b12o2b4o6b8o4b4ob4o3b5o27b4ob7ob7o2b4o
29b4o6b4ob4ob15o13b3o10b7o7b8o3b4o8b4o8b9o14b10o7b10o10b8o62b9o11b3o199b
8o$8o21b4o8b3o5b13o10b2o5b3o6b16o5b3o6b4o2b4o3b3o6b4o19b4o4b4o2b4o6b9o
3b4o2b3o3b5o27b4o2b4o5b5o3b3o29b4o6b4ob4ob11o6bo10b4o9b8o6b7o5b4o7b4o
10b5o17b9o8b8o12b7o63b7o214b8o$8o21b5o14b11o12b3o5b3o7b16o3b4o6b4o2b5o
2b4o4b5o19b4o5b4ob4o5b5o2b4o2b3o3b3o3b6o26b4o3b4o5b4o3b4o29b4o6b3ob3o
3b4o2b5o2b6o8b4o8b10o5b7o5b5o2b2ob5o32b8o10b5o16b2o69b2o216b8o$8o21b9o
9b10o9b2o3b4o4b3o7b17o2b4o6b4o3b4o2b5o2b7o18b4o6b8o4b6o2b5ob3o9b7o25b
4o4b2o5b5o3b4o29b8o2b3ob3o3b4o3b12o8b4o7b6ob4o5b7o6b13o35b5o321b8o$8o
22b10o8b3o3b4o7b5ob4o4b3o8b5o2b9o3b3o6b4o3b4o3b13o17b6o5b8o4b6o3b9o8b
9o24b3o10b4o5b5o29b7o2b3ob3o10b11o10b5o3b9o2b2o4b8o7b11o362b8o$8o24b10o
12b4o6b7ob3o3b4o15b4o2b3o3b4o5b4o3b4o3b13o17b6o6b3ob3o4b6o4b9o8b13o19b
3o9b5o6b4o30b6o2b7o12b7o13b11ob4o8b8o11b7o362b8o$8o26b10o10b4o6b11o2b
5o16b4o7b4o5b5o3b4o3b7ob4o17b6o6b3ob4o3b7o3b11o6b18o14b4o7b5o7b5o32bo
4b7o13b5o14b10o3b5o6b3ob4o10b6o364b8o$8o24b5ob7o10b3o6b8ob3ob5o16b4o7b
4o5b5o3b4o6b2o4b4o18b5o5b8o3b7o4b11o5b4ob14o14b4o4b6o9b5o37b6o33b8o4b
6o4b4ob4o380b8o$8o23b6o3b6o9b4o5b4ob3ob3o2b4o16b4o4bo3b6o3b4o3b4o12b4o
19b6o3b8o4b8o2b3o2b15o3b12o14b13o11b5o36b6o35b5o6b13o385b8o$8o22b5o7b
5o8b4o5b4o5b3o2b4o17b4o2b3o2b6o3b4o4b4o12b4o19b11o2b3o4b9ob3o4b16o3b9o
14b12o13b5o35b6o47b11o386b8o$8o22b4o9b5o7b5o5b3o5b4o2b4o16b9o2b6o4b2o
5b4o12b4o20b10o2b6ob13o5b15o27b9o16b4o36b4o50b8o387b8o$8o22b4o10b5o7b
4o5b5o2b6ob4o17b7o3b6o13bo13b4o22b8o2b7ob4o4b4o7b7ob5o28b6o19b2o92b5o
389b8o$8o22b4o11b4o7b4o6b12ob4o18b6o4b5o27b4o23b6o4b6o2b10o18bo543b8o
$8o22b4o12b3o8b4o2b16ob3o18b6o5b2o29b4o34b3o5b9o562b8o$8o23b4o10b4o9b
25o19b4o38b3o42b8o563b8o$8o24b5o6b6o10b7o3b5o2b7o20b2o39b3o44b6o563b8o
$8o24b17o10b7o10b5o63b3o613b8o$8o26b14o12b3o15b2o53b3o5b6o613b8o$8o27b
11o87b3o3b8o613b8o$8o30b6o87b15o614b8o$8o123b13o616b8o$8o123b11o618b8o
$8o124b6o622b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o
$8o752b8o$8o752b8o$8o152b2o598b8o$8o89b2o60b4o597b8o$8o89b3o58b6o596b
8o$8o89b4o57b7o595b8o$8o89b4o58b6o595b8o$8o89b4o59b5o27b4o564b8o$8o89b
4o59b4o26b7o563b8o$8o89b4o59b4o26b8o562b8o$8o89b4o35b2o22b5o24b10o561b
8o$8o89b4o13b5o16b4o22b4o24b4ob6o560b8o$8o66b2o22b3o13b6o15b4o8b5o9b4o
24b3o4b5o559b8o$8o65b4o21b3o12b7o15b4o6b9o7b4o24b3o5b4o559b8o$8o64b6o
6b4o10b3o12b8o15b4o5b10o7b3o13b2o9b3o6b3o559b8o$8o31b6o26b7o4b7o9b3o11b
4ob5o15b3o4b4o2b5o7b4o10b7o6b3o568b8o$8o30b8o25b8o2b10o6b4o11b4o2b4o15b
3o3b4o4b3o3b4ob4o8b10o4b4o568b8o$8o29b10o24b3o2b3ob11o3b13o5b3o4b3o15b
3o3b4o9b13o3b14ob5o568b8o$8o28b4o3b5o21b5o2b3ob4o9b15o3b4o22b3o2b4o9b
15o2b6ob12o569b8o$8o27b5o5b3o10b4o6b6o2b7o9b16o2b5o7b3o12b3o2b4o9b15o
2b6o3b11o10bo557b8o$8o27b4o6b4o8b6o5b6o2b7o9b14o4b5o7b4o11b3o2b4o9b15o
2b6o6b8o9b6o553b8o$8o27b3o7b4o7b8o4b5o3b8o9b4ob4o8b5o7b5o10b3o2b4o10b
4o4b4o5b6o5b8o9b6o553b8o$8o27b3o7b4o4b7ob4o3b5o4b9o12b4o8b5o8b4o10b3o
2b4o10b4o4b4o5b8o3b9o8b7o552b8o$8o27b3o14b7o3b5ob5o4b3ob7o10b4o8b5o8b
5o9b3o3b4o10b3o5b4o5b7o3b3ob5o8b7o552b8o$8o27b3o13b8o4b4ob5o4b4o2b7o8b
4o8b5o9b5o8b3o3b4o18b4o5b5o5b9o8b7o552b8o$8o27b3o13b8o5b3ob5o4b4o3b8o
7b4o7b5o10b5o6b4o4b3o19b5o3b7o2b4o2b5o7b7o552b8o$8o27b3o12b4ob4o5b3ob
5o5b3o4b8o6b5o6b5o11b5o5b4o5b3o18b21o2b5o7b7o552b8o$8o27b3o12b5ob3o5b
3ob5o5b3o6b7o5b6o5b5o12b6o3b4o4b7o17b19o2b5o8b5o553b8o$8o27b4o12b3o10b
3ob5o5b3o8b6o5b16o12b11o6b14o9b7o3b8o4b4o10b2o554b8o$8o27b4o12b4o9b3o
b5o5b4o4b3o2b4o6b15o13b10o7b13o11bo9b4o6b4o566b8o$8o27b5o11b5o8b3ob5o
5b5o2b4o2b4o7b9ob4o14b9o9b11o601b8o$8o28b5o9b7o6b4ob5o6b5ob10o9b5o4bo
19b4o13b7o603b8o$8o29b21o4b5ob5o6b5ob10o665b8o$8o29b29o3b3o8b3o2b9o539b
o126b8o$8o31b12o3b11o22b5o539b4o39b2o84b8o$8o33b6o9b8o566b6o37b4o83b8o
$8o50b3o499bo69b6o37b4o83b8o$8o551b2o9b2o58b4o39b4o83b8o$8o551b4o6b3o
58b4o40b3o9b6o5b2o61b8o$8o186b3o362b4o6b5o57b3o40b3o7b10ob5o12b2o46b8o
$8o186b3o46b2o37bo276b4o6b5o57b3o40b3o6b18o11b3o45b8o$8o185b4o45b4o35b
3o36b2o237b3o7b5o57b3o27b3o10b3o6b18o11b4o44b8o$8o185b5o44b4o35b4o33b
5o66b4o65b3o26b5o67b3o7b5o39b5o13b3o25b6o9b3o7b3o4b11o10b5o43b8o$8o185b
5o44b4o35b5o31b6o66b4o64b6o22b9o65b3o7b4o39b8o11b3o25b7o8b3o16b9o5b11o
42b8o$8o185b5o44b4o36b4o31b5o67b5o63b6o21b11o15bo48b3o7b4o38b10o10b3o
25b7o8b4o16b4ob4o3b12o42b8o$8o185b5o44b4o36b5o30b4o69b4o63b6o21b12o13b
3o46b5o7b3o37b11o10b3o24b9o7b4o16b4ob4o3b13o41b8o$8o21b3o161b5o44b5o36b
4o30b5o68b5o37bo24b4o22b4o4b6o12b3o43b11o4b3o3b3o30b5o4b4o9b3o24b4ob4o
7b4o9bo6b4ob4o3b3o2b8o41b8o$8o20b4o44bo63b2o52b5o43b5o36b5o30b4o13b4o
51b5o36b3o23b4o22b4o6b5o11b3o4b4o33b15o2b3o3b3o10b5o15b4o6b3o9b3o5bo9b
2o7b4o2b4o6b4o8b3o5b4o2b4o2b3o4b7o40b8o$8o20b4o43b3o17b2o40b7o51b4o44b
4o37b5o29b4o12b6o51b5o34b5o22b4o22b4o7b5o10b3o2b8o12b3o15b17ob3o2b4o9b
7o13b4o7b3o9b10o8b3o6b4o2b4o6b4o8b3o5b3o3b4o2b3o5b6o40b8o$8o20b4o43b3o
6bo9b6o12b2o3b3o17b9o49b4o45b3o37b6o28b4o12b7o51b4o34b6o21b4o22b4o8b4o
10b3ob10o10b6o13b6ob15ob4o8b9o12b4o7b3o4b15o8b4o5b4o3b4o2b7o8b3o5b3o4b
4ob4o4b6o40b8o$8o20b5o42b3o5b3o7b8o10b4o2b3o17b10o48b4o45b4o36b6o28b4o
11b9o21b2o27b4o34b6o21b4o22b3o9b5o9b15o8b8o12b4o3b4o2b9ob4o7b11o11b4o
6b3o4b15o4b9o5b4o4b14o6b3o5b3o4b4ob5o3b6o40b8o$8o20b5o42b4o4b4o6b10o8b
4o2b4o16b11o48b3o45b4o36b6o9b4o16b4o10b4ob5o19b4o26b4o34b7o21b3o22b3o
9b6o8b7o5b4o6b10o12b2o5b3o4b2o2b3ob4o7b4o3b4o11b4o6b4o3b13o5b10o5b4o5b
16o3b4o4b3o4b5ob14o39b8o$8o20b5o6b2o34b4o4b4o6b3ob7o7b4o2b4o16b4o3b5o
47b3o46b3o11b4o22b6o7b6o4b3o8b4o10b4o2b5o19b4o10b3o12b5o33b7o21b10o14b
4o8b7o8b6o7b3o6b4ob5o19b3o8b3ob4o6b5o3b4o11b4o7b3o3b10o7b11o4b5o6b15o
3b4o3b4o5b4ob14o39b8o$8o20b5o6b3o33b4o4b4o5b4o3b6o7b3o3b4o23b4o47b3o10b
7o29b3o11b4o17b12o5b9ob8o5b3o10b4o3b4o4b2o13b5o7b7o11b4o31bob3ob4o17b
14o13b20o7b6o7b4o4b5o3b4o18b4o7b3ob5o5b4o4b4o11b4o19b4o7b7ob3o4b5o7b4o
2b8o3b4o3b4o5b5ob9ob3o39b8o$8o20b5o6b4o33b3o4b4o5b4o5b5o6b3o3b5o73b4o
8b9o17b2o9b3o3b3o5b4o16b9ob3o4b5ob15o3b3o10b4o5b2o2b11o7b4o6b9o10b4o29b
7ob4o7b6o3b15o13b15ob5o6b6o7b4o4b4o4b4o18b4o7b3ob5o5b4o3b5o12b5o18b3o
7b4o4b3o4b5o13b5o7b4o2b4o6b4o3b6o2b3o39b8o$8o21b3o7b4o33b4o3b4o5b4o6b
4o6b3o4b4o60b3o10b4o6b12o15b4o8b3o2b5o4b5o14b14o4b4o3b14o3b11ob5o8b14o
5b5o4b10o10b5o28b7o2b3o6b25o14b13o3b4o6b5o8b4o2b6o5b4o17b4o7b3ob5o5b12o
12b8o15b4o7b3o4b4o3b5o14b4o7b4o2b4o7b3o5b3o3b4o38b8o$8o21b3o7b4o33b4o
4b3o5b4o7b4o6b3o3b4o58b6o9b4o6b12o13b7o7b3o2b4o6b4o13b6ob5ob3o3b4o4b5o
3b5ob14ob4o7b16o5b4o3b4o4b3o11b4o28b7o2b3o5b19o21b12o4b5o4b6ob11ob6o6b
4o18b3o7b6ob3o4b11o14b11o11b3o8b3o4b4o3b5o14b5o6b5ob4o7b5o9b4o38b8o$8o
21b3o7b4o33b4o4b4o4b4o7b5o5b3o3b4o57b8o8b4o5b5o4b4o11b9o7b4ob4o6b5o11b
4o5b4ob3o2b5o5b4o8b15ob4o7b4o5b7o5b6ob3o4b4o11b4o6b4o18b7o2b4o4b5ob8o
b4o22b7obo7b4o4b6ob11ob6o7b4o17b4o6b6ob3o4b10o17b10o10b4o7b4o4b3o4b5o
14b4o4b12o8b4o9b4o38b8o$8o20b4o7b4o34b4o3b4o5b3o8b5o4b3o3b4o56b10o8b3o
4b5o6b4o10b10o6b4o2b4o5b5o11b4o5b4ob3o3b4o5b6o5b21o6b4o8b5o6b5ob11o8b
2ob4o6b6o17b6o3b4o3b3o5b6o2b3o22b5o12b4o3b6ob10o2b6o7b3o18b5o3b8ob3o4b
9o20b9o9b4o7b4o3b4o4b5o14b5ob4ob9o8b4o9b4o38b8o$8o20b4o8b4o33b4o3b4o5b
3o9b4o4b4o3b4o54b5o2b4o8b3o4b4o7b4ob4o3b7o2b3o6b4o2b4o5b6o10b3o6b5ob3o
2b4o5b8o4b8o6bo2b3o5b6o7b6o6b16o5b6ob4o5b7o16b6o3b4o3b3o6b4o3b4o22b4o
12b5o2b7o2b7o3b5o8b4o18b4o2b9ob3o4b4o27b8o9b4o6b5o2b4o4b5o15b9o2b4ob3o
21b4o38b8o$8o19b5o8b4o34b3obob4o5b3o9b4o4b5o2b4o18b2o4b6o24b4o4b4o7b4o
3b3o7b4ob16ob4o6b3o3b4o5b6o8b4o7b4ob3o2b4o4b11o7b4o8b4o4b6o7b6o6b15o5b
12o5b8o15b5o4b4o3b3o6b4o3b4o22b5o10b6o2b7o4b4o4b5o8b4o18b15ob4o3b4o31b
5o8b6obo3b11o3b5o16b8o3b2o2b3o22b3o38b8o$8o19b4o7b10o30b6ob4o4b3o10b4o
4b4o3b3o17b4o2b10o21b4o5b4o6b4o3b3o2b8ob12ob4ob4o6b4o2b4o5b6o8b4o8b3o
2b16ob7o6b4o8b4o4b4o8b8o5b10o2bo7b12o5b10o13b3o7b3o3b5o4b4o3b4o23b6o6b
13ob4o12b4o8b4o19b8ob5ob4o3b4o32b4o8b10o2b12ob5o17b6o9bo23b3o38b8o$8o
19b4o3b15o29b6ob4o4b3o10b4o5b2o24b4ob13o18b4o6b4o6b4o2b14ob17o2b4o5b4o
3b4o3b8o7b4o8b3o2b16o3b6o6b3o8b4o4b4o8b9o5b7o12b12o5b4ob5o13b5o5b4o2b
5o4b4o3b5o23b24ob4o12b4o9b4o19b6o2b5o2b3o3b5o32b4o8b9o3b12ob4o19b2o35b
3o38b8o$8o19b4ob17o30b5o2b4o3b3o11b4o30b4ob13o18b4o7b2o7b4o2b13o2b4ob
12o3b3o6b3o3b5o2b8o7b4o8b4ob15o6b5o5b4o7b4o5b3o7b4o2b5o4b7o12b3o5b4o5b
4o2b5o12b6o4b4o2b5o4b4o4b4o6b2o16b14o2b6o3b4o11b4o9b4o20b4o4b4o2b12o31b
4o10b6o5b4o2b5ob4o56b3o38b8o$8o19b21o38b5o2b4o10b4o30b8o4b5o19b4o17b3o
2b11o4b4o5b8o3b4o5b4o3b5ob8o7b4o8b4ob3ob10o8b5o4b5o6b5o4b4o5b4o4b16o11b
3o5b5o4b5ob5o12b6o4b4ob4o6b3o5b4o5b3o17b12o3b6o3b5o10b4o9b4o28b4o2b7o
b4o5b3o16bo6b4o28b4ob4o55b4o38b8o$8o19b17o43b5o2b3o10b4o31b7o28b4o17b
4o2b4o10b4o5b8o3b4o5b4o4b9ob4o6b4o9b3ob4ob4o14b5o4b4o6b5o4b4o4b4o5b16o
11b4o4b5o5b3o2b5o12b6o5b8o5b4o5b4o4b4o19b8o6b4o5b5o7bob4o9b4o35b13o2b
4o15b3o4b4o93b4o38b8o$8o19b8o6b4o42b5o2b3o11b3o31b9o26b4o17b4o2b4o10b
4o5b8o4b3o6b4o4b7o2b4o6b5o8b7o2b5o8b2o4b5o3b5o4b7o4b3o3b5o7b15o11b4o3b
6o9b5o12b5o6b9o4b4o6b4o2b4o22b2o19b5o5b8o9b4o36b5o2b10o15b4o2b6o93b4o
38b8o$8o19b6o8b4o44b3o2b4o10b4o30b12o24b3o18b4o2b4o9b5o5b8o3b4o5b5o4b
6o2b4o7b5o7b7o2b6o7b3o4b4o4b5o2b8o4b10o9b15o10b5o2b6o9b5o12b5o6b9o3b4o
7b10o44b6ob10o9b4o43b10o15b11o86b2o5b4o39b8o$8o20b2o11b4o49b4o10b4o30b
4ob11o20b4o10b2o5b6ob4o7b14ob4o3b5o4b5o5b3o5b4o7b7o3b7o5b5o6b4o3b4o5b
14o4b9o18b9o6b16o8b4o14b4o7b4ob10o8b8o46b11ob4o10b2o45b8o16b10o86b4o3b
5o39b8o$8o33b4o49b4o10b4o31b4ob12o18b5o7b5o5b12o3b16ob4o4b5o5b3o13b4o
8b15o7b5o4b12o6b8ob4o5b7o19b3ob27o7b4o15b4o12b9o9b8o46b10o3b3o59b5o17b
8o88b11o40b8o$8o33b4o9b2o38b4o10b4o31b5o2b11o18b6ob9o6b5ob12o2b10o2b2o
5b5o21b5o8b15o6b21o7b6o3b2o7b4o21b3o2b26o6b4o33b7o11b6o48b8o184b11o40b
8o$8o33b4o7b5o38b4o9b4o32b4o7b7o17b16o7b2o4b10o5b7o11b3o23b4o10b16o4b
20o8b3o39b3o3b12o3b5o2b2o6b4o35b5o13b2o245b8o41b8o$8o34b5o4b7o37b4o9b
4o33b4o9b5o18b12o16b8o50b4o20b7o4b9o2b6o52b3o7b5o17b7o303b5o42b8o$8o34b
5o4b8o36b4o8b4o34b5o9b4o19b9o20b4o38bo13b4o21b6o7b4o61b4o29b7o350b8o$
8o35b4o4b8o35b5o7b4o35b5o10b4o88b3o13b4o22b3o73b4o29b6o351b8o$8o44b7o
35b6o5b4o37b3o11b4o88b4o12b4o85b2o11b4o29b4o353b8o$8o44b7o35b15o47bo3b
4o88b5o12b4o84b2o10b5o386b8o$8o44b6o36b14o47b3ob5o89b5o11b4o83b3o10b4o
387b8o$8o45b5o37b11o48b9o91b5o10b4o83b3o9b4o388b8o$8o89b8o49b9o92b6o8b
4o83b4o6b5o389b8o$8o90b3o53b7o95b7o4b6o83b14o390b8o$8o147b5o97b15o84b
13o391b8o$8o251b13o85b11o392b8o$8o252b11o88b6o395b8o$8o257b4o491b8o$8o
752b8o$8o71b2o13b3o31b2o630b8o$8o70b3o12b4o30b4o629b8o$8o70b4o11b4o30b
4o629b8o$8o70b4o11b4o30b5o628b8o$8o70b4o12b4o30b4o88b5o18b4o513b8o$8o
70b4o12b4o31b4o85b8o15b8o511b8o$8o70b4o13b3o31b4o65bo18b10o7bo5b9o511b
8o$8o70b4o13b3o31b4o35b3o21b2o3b3o16b12o5b4o3b4o2b4o510b8o$8o71b3o13b
4o30b4o34b5o7b5o7b4o2b5o12b7o3b4o4b6o2b3o4b3o510b8o$8o71b3o14b3o31b3o
33b7o5b7o5b12o5bo6b5o6b2o4b7o2b3o5b3o509b8o$8o71b3o14b4o30b3o32b9o3b9o
4b13o3b4o2b6o13b8ob3o5b3o509b8o$8o71b3o14b4o30b3o6b3o22b5ob5ob10o4b13o
2b5ob4obo2b3o8b4ob4o2b2o6b2o509b8o$8o71b3o14b4o30b4o4b5o21b4o3b4ob5ob
4o4b3ob16o2b4o3b4o7b4o2b3o2b3o5b2o509b8o$8o71b7o10b4o30b4o4b5o21b4o5b
ob5o2b4o3b4ob13o5b4o3b4o7b4o2b4ob4o4b2o509b8o$8o71b9o8b4o30b4o3b5o20b
6o7b4o3b4o3b4ob6ob6o5b4o4b4o6b4o2b4ob5o514b8o$8o71b10o7b4o22b2o7b3o3b
4o21b5o7b4obob5o3b4ob6ob6o5b5o3b4o6b3o4b3o2b6o512b8o$8o71b11o7b3o13bo
7b6o4b3o3b3o22b5o7b11o4b4o2b5ob5o6b5o3b4o5b4o4b3o3b7o510b8o$8o72b5ob5o
6b4o8b7o5b14ob4o22b5o7b10o5b4o2b5ob6o5b5o4b4o4b4o4b4o3b8o508b8o$8o72b
5o2b5o5b4o6b10o4b14ob4o23b4o7b9o6b4o3b4o2b6o4b5o4b4o4b4o4b4o4b8o507b8o
$8o72b5o3b5o4b4o5b13o2b3o3b3ob4ob3o24b4o7b4ob3o7b4o3b5ob7o4b4o4b4o4b4o
4b4o6b7o7b2o497b8o$8o72b5o4b4o4b4o5b9ob4ob4o6b8o24b4o7b5o11b3o3b5ob7o
4b4o4b5o3b5o3b4o8b6o5b4o496b8o$8o72b5o5b4o3b4o4b6o5b4ob4o7b6o25b4o8b5o
4b5ob3o4b4o2b7o3b4o4b5o4b4o4b3o10b5o3b5o496b8o$8o72b5o5b4o4b4o3b6o6b3o
b4o7b6o26b4o7b18o4b4o2b9ob4o4b5o4b4o4b3o11b5o2b5o496b8o$8o71b6o6b4o3b
4o3b5o7b3ob5o6b5o27b4o8b13ob3o4b5o2b14o5b2o5b4o4b4o2b3o6b4o2b5o496b8o
$8o70b8o5b4o3b4o3b3o9b3o2b4o6b5o27b4o9b11o9b5o6b11o11b5o3b4o2b4o5b4o2b
6o495b8o$8o70b8o6b3o3b4o2b4o9b3o2b4o6b5o4bo22b4o11b5o14b4o8b9o12b4o5b
2o2b13o2b6o495b8o$8o69b10o5b3o3b4o3b3o9b4o2b4o5b15o17b4o30b3o10b7o13b
4o10b12o2b6o495b8o$8o69b10o5b3o4b3o2b5o8b4o2b27o15b3o63b4o11b10o4b4o496b
8o$8o70b9o5b3o4b10o7b5o3b27o15bo64b3o14b7o6b2o497b8o$8o70b9o5b3o4b11o
6b4o4b27o99b3o507b8o$8o72b6o4b5o5b19o6b11o6b9o81b2o94b2o430b8o$8o73b13o
6b4o3b12o13b4o11b4o80b4o92b4o429b8o$8o74b11o15b10o15b4o94b5o91b4o429b
8o$8o76b8o17b8o16b4o94b5o55b2o34b5o428b8o$8o125b4o94b4o55b4o34b4o428b
8o$8o126b2o95b4o54b5o34b4o428b8o$8o223b4o54b4o36b4o427b8o$8o223b4o54b
4o36b4o427b8o$8o224b4o54b4o36b4o426b8o$8o224b4o54b4o36b4o426b8o$8o69b
3o152b4o55b3o36b5o425b8o$8o69b4o18b6o7b3o117b3o56b4o35b5o425b8o$8o69b
4o17b8o6b3o3b2o112b4o12b4o39b4o18b2o16b4o425b8o$8o69b4o6b4o6b10o5b3o3b
3o89b3o19b4o11b8o37b3o16b6o14b4o425b8o$8o69b4o5b5o6b5ob6o3b4o2b4o24b5o
58b5o6b5o7b4o11b10o11b2o7b2o13b4o14b8o13b5o424b8o$8o70b3o5b4o6b4o3b7o
2b4o2b4o22b9o56b5o5b7o6b5o9b12o9b4o4b6o11b4o14b9o12b5o424b8o$8o70b3o5b
4o6b4o5b6ob4o2b4o21b11o54b7o3b8o7b4o9b4o2b8o7b4o4b6o11b4o13b4o2b5o11b
6o423b8o$8o70b3o5b4o6b4o6b5o2b4o2b4o18b13o54b7o2b6ob2o7b4o8b4o5b7o6b4o
3b8o6b9o11b4o4b5o4b3o4b5o423b8o$8o70b4o4b4o6b3o8b4o3b3o2b4o18b9ob3o30b
2o22b3ob4ob4o2b3o7b4o2b5ob4o7b6o6b3o3b4ob3o3b14o9b4o5b4o3b6o2b5o423b8o
$8o22b2ob14o31b4o4b4o5b4o9b4o2b4ob4o18b4o7b2o3b3o22b5o21b3ob4ob3o3b3o
5b18o7b6o6b3o3b4ob3ob18o7b3o6b4o2b8ob5o423b8o$8o21b19o30b4o4b4o5b4o9b
4o2b4ob4o18b3o11b7o19b7o16bo3b3o2b3ob3o4b2o3b20o7b5o7b4ob4o6b20o2b6o6b
4o2b8ob5o423b8o$8o21b19o31b3o4b4o5b4o10b3o2b10o30b9o17b9o14b4ob3o2b3o
b4o6b22o8b4o7b4ob3o7b21ob16o2b4ob9o423b8o$8o21b19o31b4o4b4o4b4o10b4o2b
9o29b10o16b5o2b3o14b4ob3o2b10o4b12o6b4o8b4o7b4ob3o7b6o5b10ob15o3b3o3b
8o423b8o$8o21b6o44b4o4b4o4b4o11b3o2b9o29b4ob4o17b4o3b3o6b7ob4ob3o3b3o
b6o3b6o2b4o6b4o8b5o6b4ob3o18b4o10b11o4b3o3b8o9b2o412b8o$8o22b4o45b5ob
8o2b4o11b3o2b10o28b3o22b4o12b16o4b4o2b5o10b4o6b5o8b4o6b8o18b4o7bo2b9o
6b3o3b8o8b4o411b8o$8o21b5o46b13o3b3o11b3o3b10o27b4o20b5o11b18o3b4o3b6o
9b4o4b6o8b5o5b8o18b5o4b4o2b4o10b4o3b2ob4o7b7o409b8o$8o22b4o47b7o2b3o3b
3o11b3o4b2ob6o19b3o5b6o18b4o11b5ob13o3b4o4b7o7b4o2b8o8b5o5b7o20b4o3b5o
2b4o10b5o5b5o6b7o409b8o$8o22b5o46b6o9b3ob3o5b5o8b5o18b5o4b8o16b3o11b6o
4b10o4b3o5b7o6b14o9b4o5b8o20b4ob5o4b4o5b10o4b5o6b7o409b8o$8o23b5o46b4o
10b16o10b3o19b5o5b10o13b3o11b6o5b9o4b4o5b7o6b9ob4o8b5o4b8o20b9o5b28o6b
7o409b8o$8o24b5o59b15o34b4o7b9o12b3o11b6o4b10o4b5o7b5o5b8o2b4o9b5o3b4o
b5o19b7o7b12o3b12o7b6o409b8o$8o24b6o58b14o36b4o8b8o11b3o11b6o3b5ob5o5b
4o8b5o5b5o4b4o9b5o3b4ob6o18b6o9b9o6b11o8b5o409b8o$8o25b6o57b15o35b4o10b
8o9b4o9b7o2b5o2b5o5b4ob3o5b4o14b3o11b11o2b7o18b3o11b6o9b11o7b5o409b8o
$8o26b7o55b4o5b7o34b4o12b6o9b5o6b16o2b5o5b3ob4ob8o29b9o4b8o3b3o45b5o7b
4o410b8o$8o27b8o53b5o6b6o33b5o4bo8b5o8b25o5b4o9b13o30b8o5b14o45b4o8b3o
410b8o$8o23b2o3b8o52b5o7b6o33b5o2b3o8b4o9b14ob8o6b4o9b12o32b6o8b12o45b
4o421b8o$8o22b3o5b8o51b4o9b5o33b4o2b3o7b5o10b12o3b5o23b9o36bo11b11o45b
5o420b8o$8o21b4o8b5o10bo40b4o10b4o33b4o2b3o7b5o11b9o92b5o50b4o420b8o$
8o21b4o9b5o7b5o38b5o9b4o33b4o2b6ob7o15b2o151b3o421b8o$8o21b3o11b4o6b7o
37b5o10b3o33b4o2b13o593b8o$8o21b3o12b3o6b7o38b6o8b3o33b4o3b11o594b8o$
8o21b4o11b3o6b7o38b6o7b4o42b8o595b8o$8o21b4o11b3o6b7o38b6o6b5o47bo597b
8o$8o21b6o8b4o6b7o39b4o6b5o646b8o$8o22b5o7b5o6b7o38b16o646b8o$8o23b5o
5b5o8b5o39b14o648b8o$8o24b14o9b3o41b11o650b8o$8o25b12o55b9o651b8o$8o27b
9o466bo249b8o$8o501b4o247b8o$8o501b4o4bo242b8o$8o501b4o3b3o241b8o$8o422b
3o76b4o3b3o241b8o$8o414b2o5b5o50bo24b4o3b4o240b8o$8o384bo29b3o4b5o49b
3o23b4o3b4o12b3o10b3o4b4o204b8o$8o383b3o4b2o21b4o4b6o48b3o23b4o3b4o11b
5o9b4o3b5o203b8o$8o76b3o304b4o2b5o19b5o4b5o48b4o22b4o3b4o9b8o8b4o3b5o
203b8o$8o70b3o2b4o186b2o21bo60bo33b4o2b5o20b4o5b4o48b4o22b4o3b4o9b9o7b
5o3b4o203b8o$8o26bo42b4o2b5o184b4o19b3o58b4o31b4o2b5o20b4o5b4o48b5o21b
4o3b4o8b5o2b4o6b4o5b4o202b8o$8o25b3o41b5ob5o9b5o12bo51b3o103b5o18b4o57b
4o31b4o3b4o8b3o9b4o5b4o49b4o21b4o3b4o8b4o3b4o6b5o4b4o202b8o$8o24b5o40b
5o2b4o8b7o10b3o3b3o44b4o102b5o18b5o56b4o32b3o3b3o8b4o10b3o6b3o49b4o21b
4o3b4o7b4o5b4o6b4o4b4o202b8o$8o24b5o41b4o2b4o7b10o8b4o2b4o43b5o101b5o
18b5o56b4o32b3o3b4o7b5o9b3o6b4o49b4o21b3o4b3o7b3o6b4o6b4o4b5o201b8o$8o
24b6o40b4o2b5o6b11o7b4o2b4o43b5o101b4o6b7o7b4o56b4o32b4o2b4o7b6o8b4o5b
4o49b4o21b4o3b3o6b4o7b3o6b4o5b4o201b8o$8o23b7o40b4o2b5o6b3o3b6o6b4o2b
4o44b4o102b3o5b9o6b4o57b3o32b4o2b4o7b6o8b4o5b4o49b5o20b4o2b5o5b4o7b3o
6b4o5b4o201b8o$8o23b7o41b3o3b5o5b3o5b5o6b3o3b3o44b4o102b3o4b11o5b5o56b
3o32b4o3b3o7b6o8b4o5b4o49b5o20b11o5b4o7b3o6b4o5b4o201b8o$8o23b4o44b4o
2b5o5b3o6b5o5b3o3b3o45b4o34b4o13b2o48b3o4b5ob6o4b5o56b3o32b4o3b3o7b7o
8b4o5b4o15b4o29b6o20b11o3b5o7b3o7b3o5b4o201b8o$8o23b3o45b4o3b4o5b3o7b
5o4b3o3b4o44b4o33b7o10b6o45b3o4b4o4b5o4b4o19b4o31b10o27b4o3b4o6b7o9b5o
4b4o12b7o14bo14b5o21b11o2b4o8b3o7b4o4b4o201b8o$8o23b3o45b4o3b4o5b3o8b
4o4b3o3b4o44b4o32b9o8b8o44b3o4b5o4b4o4b5o5b5o7b6o26b17o24b4o3b4o6b3ob
3o9b5o5b3o11b12o8b4o13b5o21b5o2b4o2b4o9b2o7b4o4b5o200b8o$8o22b4o45b5o
2b5o4b3o9b4o4b3o2b4o27b2o16b3o21b2o3bo4b11o6b9o3b3o38b3o5b4o12b5o4b7o
5b8o24b19o24b3o4b3o6b3ob4o8b5o19b12o8b5o12b6o27b4o2b4o8b3o8b4o4b4o200b
8o$8o22b3o47b4o2b5o4b3o10b4o3b3o3b3o24b9o12b4o19b4ob3o2b4o4b5o4b4o2b4o
b8o35b3o21b5o3b9o4b9o5b4o14b19o24b3o2bob4o4b4ob4o9b3o19b5o2b7o7b5o13b
5o29b2o2b4o8b3o8b4o4b4o200b8o$8o22b3o48b2o3b5o4b4o9b4o3b3o3b3o23b11o11b
4o17b10o2b4o8b2o3b4o3b13o34b3o21b5o3b5ob4o3b4ob4o4b6o13b3o4b4o2b5o25b
12o3b4o2b4o29b6o4b5o6b7o12b5o33b4o8b3o18b2o200b8o$8o21b4o54b4o4b4o10b
3o3b4o2b3o22b16o7b4o17b15o9b2o2b4o4b14o19b4o10b3o22b4o3b4o3b4o2b4ob5o
b9o12b3o5b3o32b7ob5o2b4o2b4o29b5o5b6o5b7o12b5o33b4o8b3o220b8o$8o21b4o
55b2o5b4o9b4o3b4o2b4o20b7o2b11o5b3o6b5o5b4ob7ob3o13b4o3b7o3b6o17b6o9b
3o22b5o2b4o3b4o2b3o3b4ob5ob4o19b3o33b6o2b4o2b3o4b3o29b4o7b5o5b7o6bo6b
5o31b4o9b3o220b8o$8o21b4o62b4o8b5o3b4o2b5o18b5o6b11o4b3o5b8o3b4o2b12o
11b4o3b6o6b4o16b8o8b3o18b9ob4o4b4ob4o4b7o4b3o19b3o33b5o4b3o2b6ob4o28b
4o7b5o5b8o4b4o4b5o31b4o9b3o220b8o$8o21b4o62b5o5b6o4b4o3b4o17b5o7b5o2b
4o4b4o4b9o2b4o2b15o8b4o2b8o6b3o15b12o5b4o15b11ob4o4b4ob5o3b6o6b2o19b3o
35b2o9b12o28b4o7b5o3bob8o3b6o3b5o31b4o232b8o$8o21b4o62b15o6b2o4b4o17b
5o6b5o3b6o2b4o3b11ob3o4b6ob9o6b3o3b8o7b2o15b4o2b7o5b3o7b2o5b12ob4o4b4o
b5o4b5o28b3o14b4o27b13o27b4o7b5o2b6o2b3o3b8o2b4o31b4o232b8o$8o21b4o63b
13o14b3o16b6o5b5o6b4o3b3o2b4o4b4ob3o5b5o3b8o5b10ob4o23b4o3b7o4b3o6b3o
4b13ob3o4b5ob5o6b3o27b4o11b9o24b14o27b4o8b4o2b6o2b4o2b8o2b4o31b5o231b
8o$8o21b4o63b14o32b6o5b4o7b4o3b3o2b4o4b4ob3o5b5o5b9o2b8o3b5o22b3o3b8o
4b3o6b3o4b4o5b4ob3o4b4o3b4o6b4o26b4o8b13o21b17o26b4o8b4o2b6o3b3o3b3ob
4ob4o31b5o231b8o$8o21b4o63b4ob10o32b5o5b4o7b4o3b4ob4o4b4ob3o6b5o6b8ob
7o5b5o21b3o4b8o3b3o6b3o4b3o6b4ob5o2b4o3b4o6b6o24b4o8b14o20b7o4b6o26b4o
8b4o2b6o3b4o2b3o2b8o32b4o231b8o$8o21b4o63b4o6b7o30b5o5b15o3b4ob4o4b4o
b4o6b4o7b14o7b6o19b3o4b3ob4o3b3o6b4o3b3o6b4ob10o4b4o7b7o23b3o7b7o3b5o
20b6o7b4o27b4o8b3o2b5o4b4o2b4o2b7o32b4o37b4o190b8o$8o21b4o63b4o8b6o29b
4o6b14o4b4ob12ob5o5b4o10b9o10b6o18b4o7b4o3b4o5b4o3b4o5b4ob10o4b4o8b8o
21b4o5b6o6b4o20b6o8b4o26b5o7b4ob5o4b5ob5o2b7o31b5o35b7o188b8o$8o21b4o
b3ob3o56b6o6b6o28b4o7b13o5b3ob11o3b5o4b4o11b9o10b7o16b4o8b3o3b4o6b3o3b
4o6b3ob10o4b4o9b9o20b3o5b5o8b4o21b3o9b4o27b5o6b4ob5o5b4o2b4o3b6o31b5o
11b5o18b9o187b8o$8o21b14o54b6o7b5o28b5o6b5o3b3o7b14o3b6o4b4o9b6ob5o8b
9o16b4o6b4o4b3o6b3o3b5o5b4ob7o6b4o12b7o18b4o5b5o8b4o21b3o10b3o28b6o3b
11o5b5ob5o4b4o32b5o7b8o18b9o187b8o$8o21b17o51b6o9b3o29b4o6b6o12b4ob4o
7b9o2b4o7b8o2b4o6b5ob6o15b5o5b5o3b5o4b4o3b5o4b4ob4o9b4o13b7o18b4o5b4o
8b4o20b4o10b4o28b19o6b4o2b6o2b4o32b6o2b11o19b10o186b8o$8o22b6o5b6o50b
5o10b4o28b4o7b6o7b2o3b3ob5o5b16o6b8o4b13o3b5o16b6o2b6o4b5o3b4o4b5o3b5o
b5o7b5o14b6o17b4o4b6o7b4o20b4o10b4o29b18o6b6ob11o33b17o21b9o186b8o$8o
22b6o6b6o49b4o11b4o28b4o9b5o5b3o3b4ob6o2b5o2b11o4b7o6b12o5b4o17b14o3b
5o4b3o4b31o16b5o17b3o3b7o6b4o21b3o12b4o29b8o2b7o7b6ob10o34b13o24b8o187b
8o$8o22b6o7b6o5bo41b6o11b3o28b5o9b12o3b17o4b11o3b4o10b10o5b5o18b13o4b
4o4b4o4b30o17b4o17b14o4b5o20b5o11b4o31b4o6b5o8b5o2b9o35b10o27b5o189b8o
$8o23b6o7b5o4b4o39b6o10b4o28b5o9b12o4b15o6b11o2b3o12b7o6b5o19b8ob4o13b
4o5b7o2b3o2b14o18b4o16b9ob12o21b4o13b4o41b4o10b2o4b8o36b6o224b8o$8o23b
8o6b4o3b5o39b6o9b5o28b5o10b10o6b13o14b3o21bo4b9o19b3ob4o2b4o13b4o6b5o
9b6o3b4o8b2o8b4o17b7o2b11o22b4o13b4o41b3o22b3o266b8o$8o23b8o6b4o2b7o38b
6o8b5o30b4o12b7o8b3o3b6o43b8o19b3o8b4o47b2o9b3o6b5o17b6o5b8o23b4o14b2o
67b4o265b8o$8o23b4ob3o5b4o3b7o38b7o6b5o31b4o82b7o19b4o9b3o58b13o30b6o
24b4o84b3o265b8o$8o24b4o2bo4b5o3b7o38b7o4b6o120b2o21b4o10b3o58b13o32b
2o27bo86b3o265b8o$8o24b6o4b5o4b7o38b16o143b5o10b3o59b11o149b4o264b8o$
8o25b14o4b7o40b13o144b4o11b4o60b7o151b4o264b8o$8o26b11o6b7o42b9o146b4o
11b4o219b4o263b8o$8o27b10o6b6o198b4o11b3o220b4o263b8o$8o29b7o8b4o199b
5o10b3o221b3o263b8o$8o248b5o9b3o221b3o263b8o$8o249b5o7b4o222b2o263b8o
$8o250b5o6b4o487b8o$8o252b3ob9o487b8o$8o255b9o488b8o$8o255b8o154bo334b
8o$8o74bo181b6o154b3o333b8o$8o73b3o34bo236b3o66b3o333b8o$8o73b4o3bo28b
4o233b5o65b4o332b8o$8o73b4o2b3o27b4o233b6o64b4o266b4o62b8o$8o73b4o2b4o
26b5o225b3o5b4o65b4o27b2o236b7o60b8o$8o73b4o2b4o26b5o225b3o5b4o65b4o26b
4o118bo115b9o59b8o$8o73b4o2b4o27b4o2b3o63b4o153b4o4b4o66b3o26b5o116b3o
87b3o23b10o59b8o$8o73b4o2b4o27b9o62b6o152b4o5b4o65b4o24b6o116b4o85b4o
23b11o58b8o$8o33b6o34b4o2b4o28b8o62b6o23b4o125b4o5b4o65b4o24b6o116b4o
75b3o7b5o21b5o3b5o57b8o$8o31b9o33b4o2b4o28b4ob4o61b4o23b9o122b3o6b4o65b
4o24b4o118b4o62b6o6b7o4b6o20b4o5b5o56b8o$8o29b11o34b3o2b4o28b4ob4o62b
3o22b11o121b4o5b4o66b4o24b3o118b4o62b6o5b9o4b5o20b3o6b5o56b8o$8o25b16o
33b3ob5o29b9o61b3o22b12o120b4o6b3o66b4o24b3o119b3o63b5o4b11o3b6o18b4o
7b4o56b8o$8o23b11o3b4o33b9o14b2o13b4ob4o61b3o23b3o2b7o3bo86b2o6b3o18b
4o6b4o65b5o23b4o118b3o63b5o3b13o2b6o18b4o8b4o55b8o$8o20b12o5b4o33b10o
12b4o12b4ob5o60b4o30b4ob4o84b4o5b4o18b4o5b4o65b5o23b4o110b4o4b3o64b3o
4b4o5b3o3b7o8b4o5b3o10b3o55b8o$8o19b10o8b4o33b6ob3o12b4o12b4o2b4o60b4o
31b9o83b5o3b5o18b4o5b4o20b4o25b5o12b4o24b3o109b6o3b3o64b3o4b3o12b7o7b
6o4b3o10b3o55b8o$8o19b8o10b4o33b6ob5o10b4o12b4o2b4o51bo8b4o34b7o4b5o72b
6o3b6o12bo4b4o6b3o19b7o22b8o10b4o24b3o39b8o62b7o2b3o30b2o23b4o5b3o4b3o
12b3ob3o6b8o3b3o68b8o$8o20b4o13b4o34b5ob5o10b5o12b3o3b4o49b3o7b4o34b7o
3b7o53b7o11b7o2b6o11b3o3b4o6b3o18b9o20b9o10b5o23b4o37b10o60b8o2b4o28b
4o19b9o3b3o4b3o12b8o4b9o3b3o68b8o$8o37b4o34b4o2b5o10b6o11b4o2b4o18b5o
25b6o6b3o14bo19b3ob4ob10o50b10o9b7o2b6o11b4o2b4o6b4o16b10o20b9o11b4o23b
4o37b11o59b4ob3o3b3o28b4o18b11o2b3o20b7o3b4o4b3ob4o68b8o$8o37b4o41b4o
10b6o11b4o2b4o17b8o23b6o4b11o6b8o14b3ob15o49b12o8b3ob3ob7o11b4o3b3o6b
4o15b6o2b3o20b4o3b2o11b5o20b6o36b4o4b5o39b2o16b5o2bo4b3o28b4o16b5o2b6o
3b3o19b3ob3o3b3o5b3ob4o68b8o$8o37b4o41b4o10b7o10b4o2b4o16b11o21b7o2b27o
13b3o2b7o5b2o49b4o5b4o6b4ob3ob4ob2o11b4o3b3o7b3o15b4o4b3o19b5o4b2o10b
5o18b12o32b4o5b4o16b3o19b4o15b4o8b4o2b2o16b4o3b4o16b4o12b3o19b3ob4o2b
3o5b8o68b8o$8o37b4o42b2o11b7o10b5o2b3o15b13o7b5o8b7o2b27o13b3o2b7o56b
4o7b2o5b5ob3ob4ob3o4b2o5b4o2b4o5b4o15b4o5b2o10b4o5b4o4b3o10b5o17b15o5b
6o19b3o7b3o16b4o2bo15b4o5b3o7b4o8b10o13b7o2b4o15b3o4b3o6b3o19b8o2b3o5b
8o68b8o$8o37b3o56b7o10b5o20b4o5b5o5b7o7b3ob3o4b25o4b3o6b3o3b5o35b3o19b
4o9bo3b6o2b7ob3o3b4o4b4o2b4o6b3o15b4o15b7o4b4o4b3o11b4o17b17o2b9o17b3o
7b4o15b4ob4o13b4o4b5o6b4o6b13o12b8ob4o15b3o4b4o5b3o19b4ob3ob4o4b9o68b

8o$8o37b3o56b8o11bo21b4o7b4o4b9o6b3ob4o5b3o3b9o4b4o3b4o6b3o3b6o28b5ob
4o18b4o8b3ob7o2b6o3b3ob6o3b4o2b4o6b4o14b3o15b9o3b4o4b3o11b4o19b2o2b23o
16b3o8b2o16b9o13b4o3b8o4b4o4b15o12b8ob4o15b3o5b3o5b4o18b4ob3ob4o3b5ob
4o68b8o$8o37b3o56b4ob3o33b4o8b3o3b11o5b3ob4o5b4o6b4o5b4o3b5o5b4o3b6o26b
11o18b5o7b3ob6o3b6o3b3ob13o2b4o6b4o14b3o14b11o2b4o4b3o11b4o24b3ob18o16b
3o13b7o6b10o3b3o6b4o3b9o3b4o2b17o12b4ob8o15b3o5b4o4b4o5b3o11b3ob3o2b3o
2b5o2b4o68b8o$8o37b3o56b4ob4o32b4o8b3o3b12o4b3ob4o5b4o6b4o6b3o3b5o5b4o
3b7o25b11o19b5o6b3ob3o7b5o3b7o2b9ob4o6b4o14b4o13b4o3b4o2b4o4b3o11b4o24b
3o4b8o4b4o15b3o12b11o3b10o3b4o5b4o3b3o2b4o3b3o3b10o19b4ob8o15b4o4b5o3b
4o5b3o5b5ob7o2b10o2b4o68b8o$8o37b3o56b4ob4o32b4o8b4o2b5o4b3o4b3o2b3o5b
5o5b4o6b4o2b5o5b4o4b8o22b5ob6o20b8o6b6o4b5o3b4ob3ob9ob4o7b3o14b5o11b5o
3b3o3b11o8b8o23b4o5b6o5b3o15b3o10b14o2b6ob4o2b4o5b4o3b3o3b4o2b3o3b5o2b
3o20b3o2b7o15b5o4b5o2b4o5b3o5b13o2b9o3b4o68b8o$8o37b3o56b3o2b4o32b4o8b
4o2b6o4b3o3b3o2b4o5b4o5b4o6b4o3b4o5b4o4b9o21b4o2b7o20b10o3b6o4b5o4b7o
6b4o2b3o7b3o15b5o10b4o3b4o3b11o6b10o23b4o5b5o6b3o15b4o9b15ob6ob4o2b5o
4b4o3b3o3b4o2b3o10b4o19b4ob7o16b5o3b5o2b4o5b3o4b11o5b8o4b4o68b8o$8o37b
3o56b3o3b4o31b4o9b2o3b7o3b3o3b3o3b3o5b4o5b4o6b4o3b4o5b4o4b11o19b3o3b7o
21b10o2b6o4b5o5b7o5b4o2b4o6b4o15b6o8b11o3b10o6b11o23b4o5b5o6b3o15b4o9b
7o3b12ob4o3b4o4b4o3b3o3b4o2b3o11b3o20b4o2bob4o16b6o2b4o3b3o5b3o4b3o3b
5ob2o2b6o6b4o68b8o$8o37b3o56b3o3b7o28b5o13b7o3b3o3b3o3b3o5b5o4b4o5b6o
2b5o5b3o5b11o17b4o6b4o23b9o2b5o5b4o5b7o5b4o2b4o6b4o15b9o5b11o4b8o6b7o
b4o24b3o5b5o6b3o16b3o9b7o5b10o2b4o3b3o5b3o3b4ob4o3b3o11b3o20b5o3b4o17b
12o2b3o5b4o3b4o3b4ob2o3b4o7b4o68b8o$8o37b3o55b14o29b4o13b4o6b3o3b3o3b
4o5b4o4b5o4b6o3b5o4b4o4b5ob6o16b4o6b5o25b6o2b5o5b4o5b8o4b4o3b3o6b5o16b
10o2b9o7b4o9b5o3b4o24b3o5b5o6b3o16b4o8b6o8b8o3b3o3b4o4b3o3b9o2b4o11b4o
19b6o2b4o18b11o2b4o4b4o3b4o4b6o4b4o6b4o68b8o$8o37b3o55b14o29b4o13b5o5b
3o3b3o4b3o5b5o4b4o4b7o2b6o3b4o5b4o3b5o15b4o7b4o20b3o5b3o2b5o5b4o6b21o
7b4o17b10ob7o9b5o8b5o3b4o24b4o4b5o6b3o16b4o8b4o10b8o3b3o3b4o4b3o2b10o
2b5o10b4o21b10ob2o16b10o2b4o5b3o3b4o4b6o5b4o5b4o68b8o$8o37b3o7b4o44b13o
30b6o12b4o4b4o3b4o3b3o6b4o4b16ob6o3b4o5b4o4b5o15b3o7b4o19b4o5b3o3b4o5b
4o7b21o6b4o21b11o12b5o8b5o2b6o23b4o4b5o6b3o16b5o7b5o9b7o4b3o4b3o4b3o2b
9o3b5o10b4o22b12o19b2ob4o2b4o5b3o3b4o5b5o5b6o3b4o68b8o$8o37b3o6b7o41b
14o32b5o10b7ob5o3b4o3b5o4b5o4b10ob4o2b4o4b4o14b5o14b4o6b5o18b4o5b3o3b
4o5b4o9b19o6b4o23b10o12b7o2b9ob8o22b4o3b6o4b4o17b4o8b5o8b7o4b4o3b4o3b
3o3b5o6b5o10b4o23b11o22b5ob4o5b3o3b5o4b5o6b13o67b8o$8o37b3o6b7o41b5o5b
4o32b7o6b15o3b4o4b5o4b18o2b2o12b2o16b5o13b5o5b5o18b4o4b4o13b3o12b6ob5o
b7o2b5o24b9o12b26o22b4o2b7o4b4o18b4o6b7o7b7o4b4o3b5o3b3o3b4o6b5o11b4o
23b10o23b4ob5o4b5o2b13o6b13o67b8o$8o37b3o6b7o42b4o5b5o33b15ob9o4b4o4b
5o5b16o36b4o13b5o6b4o18b3o3b6o13b3o19b4o2b7o3b5o23b4ob5o6b3o3b11ob13o
22b9ob11o18b6ob12o3b9o5b3o3b5o2b4o4b4o6b4o11b5o23b9o23b4o2b4o5b5o2b11o
9b11o67b8o$8o37b4o5b7o41b5o6b5o32b14o3b7o6b3o4b5o6b8o3bo40b4o13b5o5b4o
18b11o37b3o2b7o3b5o22b5o2b13o4b9o3b6o2b3o24b8ob10o20b12ob18o4b4o3b4o2b
4o4b4o6b4o11b5o27b4o24b4o2b4o5b5o3b8o13b4ob3o68b8o$8o37b4o5b7o41b4o7b
5o34b10o7b3o8b3o5b3o8b5o46b4o14b5o4b4o18b10o44b6o4b4o16b2o3b5o4b12o8b
o8b4o31b7ob10o21b10o3b11ob5o4b4o3b4o2b4o5b4o5b5o11b5o5bo21b3o25b3o3b5o
3b4o5b6o90b8o$8o37b4o6b6o41b4o7b5o36b5o21b3o67b4o15b13o18b7o47b4o5b3o
16b11o5b10o53b6o4b7o23b7o7b8o2b4o6b3o2bob3o2b4o5b5o5b4o12b11o37b2o9b4o
3b4o108b8o$8o37b4o7b5o41b4o8b4o62b3o58b13o15b14o99b10o10b3o69b2o41b3o
6b3o6b11ob4o6b7o2b4o12b11o35b4o9b4o3b4o108b8o$8o37b5o7b2o43b3o10b3o123b
12o18b12o99b8o145b16o7b12o13b10o35b4o9b4o115b8o$8o38b4o53b2o136b12o20b
5o104b7o147b6ob7o8b8o19b6o37b3o10b4o115b8o$8o38b3o193b9o132b3o150b5o2b
7o10b6o62b4o9b4o115b8o$8o530b3o3b6o78b5o8b4o115b8o$8o538b2o81b6o6b3o116b
8o$8o80bo540b8o2b5o116b8o$8o77b5o540b13o117b8o$8o76b7o542b9o118b8o$8o
75b10o431b2o109b6o119b8o$8o74b5ob5o84b5o15b2o324b4o110b2o121b8o$8o74b
4o3b5o82b8o12b4o31bo129b3o10b5o106b3o35b4o18b3o212b8o$8o74b3o5b5o72b2o
6b11o6b3ob4o29b4o118bo6b8o7b6o28b3o75b3o35b5o16b5o211b8o$8o74b3o6b5o64b
2o5b3o5b12o5b9o28b5o95b2o19b3o4b9o6b9o25b5o74b4o34b5o5b3o7b8o209b8o$8o
74b3o7b4o63b4o3b4o5b4o2b7o4b4ob5o27b5o95b3o8bo9b3o4b5ob4o4b10o25b5o74b
4o34b5o4b5o6b9o9b3o196b8o$8o74b3o8b3o63b4o4b3o5b4o4b6o4b3o2b4o27b4o96b
4o6b3o8b3o3b5o3b3o4b4o3b6o22b4o75b4o34b5o3b6o5b4o2b4o8b4o196b8o$8o74b
4o8bo64b4o4b3o5b4o6b5o4b3ob4o27b4o97b4o5b3o8b4ob5o4b3o3b4o5b6o21b3o76b
5o33b5o3b6o5b4o3b4o7b4o7bo188b8o$8o74b4o17b2o54b4o4b4o4b4o7b5o3b3ob4o
28b3o97b4o5b3o9b3ob4o5b4o2b4o6b5o21b3o77b4o33b5o3b4o7b3o5b4o6b5o5b3o187b
8o$8o74b4o16b4o54b3o4b4o5b3o8b4o3b3ob5o27b3o55b2o40b5o4b4o8b3ob4o6b3o
b5o32b4o76b4o33b4o4b4o6b4o5b4o6b5o5b4o186b8o$8o74b4o15b7o52b3o4b4o5b3o
9b4o2b3o2b4o27b4o42b3o8b4o40b3o6b3o9b6o7b3ob4o34b3o76b5o6b3o23b5o3b4o
6b4o6b3o6b5o5b4o186b8o$8o74b4o15b8o51b4o4b3o5b3o9b5ob4ob4o27b4o35b4o3b
3o7b6o39b4o4b5o7b7o7b3ob4o34b3o40bo24b3o9b4o4b6o23b4o3b4o6b4o6b4o6b4o
5b4o186b8o$8o74b4o14b10o50b4o4b4o4b4o9b9ob4o27b4o33b13o6b7o38b4o5b4o8b
7o10b5o33b3o39b4o20b7o7b4o4b8o21b3o4b4o6b4o7b4o5b4o6b4o185b8o$8o75b3o
14b4ob5o17bo32b4o4b4o4b4o9b5ob8o28b4o32b13o6b8o37b4o6b3o8b7o11b5o28b13o
33b4o10b2o7b9o6b5o3b4ob4o20b4o4b4o4b4o8b4o5b5o5b4o185b8o$8o75b4o13b4o
2b5o15b3o6b3o22b7ob5o4b4o9b4ob9o27b4o31b14o5b4ob4o18b3o17b4o5b3o8b9o9b
7o25b15o32b4o9b3o7b10o5b5o3b4o2b3o20b4o4b4o4b4o18b4o5b4o185b8o$8o75b14o
3b3o4b4o4b3o7b5o4b5o22b7ob4o4b4o9b4ob9o27b4o31b4o3b8o4b4ob5o16b5o16b4o
5b4o7b10o9b8o23b16o8b3o20b4o5b8o6b11o4b5o3b4o4bo20b4o4b4o4b4o18b4o6b3o
185b8o$8o75b16ob4o4b12o5b6o3b5o22b7ob4o5b3o9b4o2b9o24b6o31b3o5b7o4b4o
2b4o16b6o15b4o5b4o7b4ob7o8b10o20b16o6b6o20b3o4b9o6b3o4b5o4b4o3b5o25b3o
5b3o4b4o18b4o6b4o184b8o$8o73b23o5b12o4b7o2b6o21b7o2b3o5b3o9b4o3b2ob6o
18b20o21b4o6b6o4b4o3b4o16b6o10bo3b4o6b4o6b4o2b8o7b11o18b4o2b9o7b7o19b
3o3b10o5b4o5b5o3b4o4b5o24b4o4b4o3b4o19b4o5b4o184b8o$8o72b24o6b12o2b9o
b6o23b3o4b3o5b4o7b5o7b5o17b22o20b3o7b7o3b4o3b4o18b5o7b4o3b4o5b5o5b4o4b
8o7b11o16b5ob3o12b9o18b3o3b11o3b5o6b6ob5o3b6o23b4o4b4o3b4o19b4o6b3o184b
8o$8o71b10o8b2o2b4o6b12ob4ob4ob7o29b3o5b4o6b5o9b4o16b23o3b5o12b3o8b6o
3b4o4b4o17b6o4b7o2b5o4b5o5b4o5b8o9b10o15b4ob3o9b13o17b4ob4ob7o3b5o7b11o
4b7o22b4o3b5o2b4o20b4o5b4o183b8o$8o71b5ob4o12b4o6b6o2b9ob4ob7o38b3o3b
7o30b22o2b10o10b3o7b6o3b4o4b4o18b6o2b7o4b4o4b6o4b4o6b8o10b9o16b2ob4o8b
7o2b8o5b2o6b4ob4o2b6o3b5o7b11o5b8o20b5ob7ob4o21b4o5b4o182b8o$8o71b5o2b
4o11b4o5b5o6b7o2b11o38b12o32b6o4b4o8b13o8b3o7b7o2b3o5b5o18b13o5b4o4b7o
3b4o8b7o12b8o17b4o7b8o3b8o3b3o6b4ob4o2b6o4b4o7b11o6b9o18b18o22b3o5b4o
182b8o$8o74b2o2b4o11b4o5b4o8b6o3b3o2b2ob3o37b10o35bo8b4o7b5o2b8o7b4o7b
6o2b3o6b4o19b10o8b4o3b7o3b4o10b6o13b7o16b4o7b8o4b7o3b3o6b4o2b2o4b5o4b
4o7b11o8b9o17b8ob9o30b3o182b8o$8o79b4o10b4o5b5o7b6o3b4ob2ob3o37b12o43b
4o6b8o2b5o7b4o8b5o2b3o7b3o20b8o9b4o3b3ob4o2b4o12b5o14b5o17b4o7b3o2b2o
4b7o3b4o5b4o2b3o4b5o3b4o8b3o2b6o9b8o17b6o3b8o215b8o$8o79b5o9b5o4b6o6b
6o3b12o36b13o42b4o6b9o2b5o6b5o7b5o2b4o6b4o20b6o11b3o3b3ob4o2b4o13b4o15b
5o16b4o7b4o7b8o3b4o4b4o2b3o5b4o3b4o8b4o3b4o11b7o18b3o6b6o215b8o$8o79b
5o9b5o5b5o6b7o3b11o37b4o2b7o41b4o6b9o4b4o6b5o7b4o2b4o6b4o19b8o10b4o2b
3o2b4ob4o14b4o15b4o16b4o7b4o8b7o3b4o4b4o2b4o4b4o3b4o8b4o3b4o13b6o29b4o
214b8o$8o80b5o8b5o5b5o6b7o3b7ob4o37b3o4b6o40b5o5b9o4b4o6b6o6b5ob4o6b5o
17b10o9b4o2b3o2b9o14b4o14b5o16b5o6b4o8b7o3b5o3b4o2b5o3b4o3b5o8b4o2b5o
14b4o29b4o214b8o$8o81b5o8b4o5b5o6b7o4b6ob4o37b4o4b6o40b4o6b6o6b4o7b6o
5b5o2b3o7b4o16b13o8b4ob3o3b8o14b4o13b5o18b4o3b8o7b3ob3o3b6o2b4o3b11o3b
5o8b5ob5o15b4o28b5o213b8o$8o81b7o6b5o5b4o6b3ob4o4b10o37b5o4b6o39b5o7b
3o7b4o8b15o2b3o7b4o15b6o3b6o7b8o3b8o3bo9b5o12b5o19b10ob5o5b4ob4o2b6o2b
4o4b11o3b4o9b11o4b2o8b4o29b4o37b3o173b8o$8o82b7o5b4o6b5o4b4ob4o4b6ob3o
37b5o6b5o39b4o7b4o6b4o8b15o2b4o7b3o14b6o5b5o8b7o4b6o3b3o7b5o6b2o4b6o19b
10o2b4o5b4ob5ob7ob4o5b17o9b12o2b4o6b5o29b5o35b5o172b8o$8o82b8o5b3o7b12o
b4o5b5ob4o36b5o6b5o39b5o6b6o3b5o10b13o2b4o24b6o6b5o7b7o6b4o3b3o6b5o6b
3o3b6o22b7o3b5o4b4o2b8ob8o6b5ob10o10b12ob4o5b6o30b6o32b7o171b8o$8o84b
7o14b11o2b4o6b10o35b4o6b6o40b5o4b15o11b12o31b4o9b3o8b6o12b14o7b11o24b
5o5b12o3b7ob8o13b6o14b6ob4ob4o4b6o31b8o2b8o20b7o171b8o$8o85b7o14b9o4b
3o6b5ob6o32b17o41b22o16b3o2b5o54b4o13b14o7b10o35b11o4b7o2b7o14b3o17b5o
2b3o2b12o33b17o20b8o170b8o$8o86b6o15b7o15b4o2b5o32b16o43b20o22b6o55bo
14b12o9b7o40b9o4b7o2b7o36bo9b11o36b15o21b7o170b8o$8o87b4o18b3o24b4o32b
15o44b9o3b7o24b5o71b9o12b4o43b6o7b6o4b4o48b6obo39b12o23b7o170b8o$8o89b
o48bo34b13o46b7o6b4o25b5o93bo46b4o9b5o5b2o50b4o44b7o27b6o170b8o$8o174b
o59b3o38b4o154b3o141b4o171b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b
8o$8o752b8o$8o651b3o98b8o$8o607b2o41b4o98b8o$8o312bo293b3o21bo19b4o98b
8o$8o311b3o292b3o5b2o13b3o9b3o6b5o97b8o$8o310b4o292b3o4b4o12b4o8b4o6b
4o97b8o$8o101bo208b4o6b2o29b2o184b4o65b4o3b4o12b4o8b4o6b4o97b8o$8o100b
4o139b5o62b4o5b4o28b3o133b4o45b6o64b4o3b4o11b6o7b4o6b4o97b8o$8o34b2o63b
6o137b7o62b3o5b4o28b3o5b2o56b2o66b7o44b8o62b4o3b4o11b6o7b4o6b4o97b8o$
8o30b8o62b6o57b2o22b2o53b7o62b4o4b3o10b7o12b4o4b3o54b4o64b9o42b9o62b4o
3b4o11b6o8b3o6b5o96b8o$8o28b12o60b6o56b3o21b4o52b8o61b4o4b4o8b10o10b4o
4b3o54b4o63b10o9bob4o27b4o2b4o62b3o3b4o11b7o7b3o7b4o96b8o$8o28b12o41b
25o55b4o21b4o52b3ob4o61b4o4b4o8b11o10b3o4b4o53b4o56b3o4b5o2b3o7b9o26b
4o2b5o61b4o3b4o10b7o7b4o6b4o96b8o$8o27b4o6b4o37b26o57b5o20b5o51b3o2b4o
60b4o4b4o8b12o8b4o4b4o54b4o34b2o19b3o4b4o3b4o5b10o26b4o3b4o61b4o3b4o10b
3ob3o7b4o6b4o96b8o$8o26b4o8b3o36b27o57b5o20b5o51b3o2b4o61b3o5b3o8b3o3b
7o7b4o4b5o54b3o34b3o8bo9b4o3b3o4b4o5b4o2b4o26b4o3b4o61b4o3b4o9b4ob3o7b
4o6b4o96b8o$8o26b4o8b4o34b28o57b5o21b5o50b4ob4o33b3o25b3o5b4o6b4o5b6o
7b4o4b4o54b3o34b4o6b3o9b3o3b3o4b4o4b4o33b4o4b3o61b4o3b4o9b4ob3o7b5o5b
4o96b8o$8o25b5o7b7o32b7o5b16o57b5o21b6o49b4ob4o32b5o24b4o4b3o7b4o6b6o
6b4o4b4o54b4o33b5o5b4o8b3o3b3o5b3o4b4o34b4o68b11o8b3o3b3o7b5o4b4o96b8o
$8o25b4o8b7o32b5o7b4o2b11o56b5o8b6o8b5o49b4o2b2o32b7o23b4o4b4o6b4o7b6o
6b3o4b4o54b4o33b6o4b4o8b3o3b4o4b3o4b4o34b4o68b6ob4o8b3o3b3o7b5o5b4o95b
8o$8o25b3o8b8o33b4o7b4o9b4o57b4o7b8o7b6o49b3o36b7o23b4o4b4o6b4o8b5o6b
3o5b4o53b4o33b6o4b4o8b3o3b4o4b2o5b5o33b4o68b11o8b3o3b3o7b5o5b4o95b8o$
8o24b4o7b5o2bo46b3o9b4o58b3o6b10o6b7o22b5o21b3o29bo5b8o23b5o4b3o6b4o9b
4o6b3o5b4o54b4o33b5o4b4o8b3o4b4o10b6o32b4o12b6o51b6ob4o7b3o3b4o6b5o6b
2o96b8o$8o24b3o8b4o50b4o9b3o16b4o38b4o4b12o5b7o20b9o19b4o27b4o3b4ob4o
23b5o3b3o7b3o9b4o6b3o5b5o53b4o34b4o4b5o7b4o3b6o8b8o31b3o11b8o51b4o2b5o
6b3o3b4o115b8o$8o24b3o8b3o51b4o9b3o14b7o37b4o4b4o4b4o6b7o19b10o18b4o26b
6o2b3o2b4o24b4o3b3o7b3o10b3o6b5o3b5o37bo15b5o33b4o5b4o7b4o4b6o9b7o30b
4o10b8o22b4o32b5o4b4o3b7o112b8o$8o24b3o7b4o52b3o9b3o13b9o37b3o4b4o5b3o
6b8o17b12o17b4o26b6ob4o3b3o24b4o3b4o6b3o10b3o6b6o3b4o36b3o14b5o30b3ob
4o4b4o7b4o4b7o9b8o28b4o10b9o21b5o32b4o3b15o112b8o$8o24b3o7b4o52b3o9b3o
13b10o20b6o10b3o4b4o14b8o8b6o3b12o18b3o26b11o2b4o31b4o6b4o8b4o6b6o3b5o
17b3ob2o11b5o14b4o29b4ob4o5b4o7b3o5b7o9b8o27b5o8b4o2b5o20b5o33b2o4b15o
112b8o$8o24b6o3b4o53b4o8b3o12b5o3b4o18b9o8b3o4b4o15b3ob3o6b9o2b3o6bo20b
3o14bo11b10o4b4o31b4o5b4o8b4o7b5o4b4o16b9o9b6o13b5o27b5ob5o4b5o6b3o7b
7o9b7o26b9o4b3o4b5o13b3o3b6o38b13o114b8o$8o24b13o53b4o8b4o2b3o6b5o4b3o
18b10o7b3o5b2o16b8o4b10o2b3o28b10o4b5o8b4ob6o4b4o31b4o5b4o7b4o8b4o5b4o
16b10o7b7o13b5o16b3o7b5o3b4o4b6o5b3o8b7o10b5o24b12o3b3o5b7o9b5o2b7o37b
14o113b8o$8o25b14o51b4o9b3ob5o5b5o4b3o17b5o2b5o6b4o22b4ob3o3b11ob4o27b
12o3b7o5b5ob6o4b4o31b4o6b3o5b6o17b5o14b4o2b5o8b7o12b5o15b6o4b5o4b5o4b
5o5b3o9b6o11b5o21b16ob4o5b8o7b5o2b7o37b4o6b3o114b8o$8o26b16o49b3o9b3o
b5o5b4o5b3o17b4o4b5o5b4o23b3ob3o2b4o5b3ob4o25b25o4b5ob6o4b5o31b3o6b3o
4b5o19b5o13b5o3b5o5b5ob4o6b3o2b6o14b8ob5o5b5o4b6o4b3o10b6o11b4o20b22o
5b9o5b7ob3ob4o36b4o6b4o113b8o$8o28b16o47b3o9b3ob6o4b5o3b4o17b4o5b5o5b
3o19b11o2b4o3b5ob4o24b27o3b5ob6o5b4o40b13o19b4o13b4o4b5o4b6ob4o5b6ob5o
15b12o7b4o4b6o4b3o12b5o10b4o19b12o2b9o4b11o4b7o2b7o36b3o7b4o113b8o$8o
31b14o46b3o9b3ob6o4b5o3b4o17b4o5b5o5b3o6b3o8b10o4b13o2b3o23b10o5b13o3b
5o2b5o5b4o40b14o18b4o13b4o5b5o3b6o2b3o4b13o15b11o8b5o3b6o3b4o13b4o11b
4o17b7o2b4o4b7o4b12o3b16o36b3o8b4o112b8o$8o31b4o4b7o45b4o8b11o3b12o18b
3o5b6o4b4o5b4o6b11o4b12o3b4o21b6ob4o4b6o4b5o3b4o2b5o5b4o39b17o16b4o13b
3o6b5o3b6o2b4o3b13o16b9o10b4o3b7o2b4o13b4o11b4o17b5o4b5o4b6o5b4o4b3o3b
8ob3ob3o35b4o8b5o111b8o$8o31b4o6b5o46b4o7b7ob4o2b12o18b4o5b5o4b4o5b4o
6b13o3b10o3b5o21b4o3b4o4b5o6b4o3b4o3b4o5b5o38b18o16b3o13b3o6b6o2b6o3b
3o3b4o2b7o20b6o9b5o2b7o2b4o14b3o11b4o17b4o5b5o5b5o5b4o4b4o2b4ob3ob3ob
3o35b4o9b4o111b8o$8o31b4o8b4o45b4o8b3o4b4o3b10o20b4o5b5o3b4o5b5o4b3o6b
6o2b8o4b6o21b4o4b4o4b5o5b4o3b4o3b4o6b4o39b5o6b7o16bo14b4o6b5o2b6o3b4o
2b4o4b5o20b7o9b4o2b7o2b4o13b4o12b3o27b4o5b5o5b3o6b4ob4ob7ob4o34b4o9b5o
110b8o$8o31b4o9b4o44b4o8b3o5b3o3b10o20b5o5b5o3b3o5b5o4b3o6b6o2b4o8b6o
22b3o4b4o4b14o3b5o2b4o6b4o40b4o7b7o30b4o7b4o2b5o5b3o2b4o4b5o20b8o9b4o
b8ob4o7bo5b4o11b4o27b4o5b5o5b3o7b3ob4o2b3ob2ob4o34b4o10b4o110b8o$8o31b
4o9b4o44b4o8b5o3b4o4b4o25b4o5b5o3b4o4b5o4b4o6b5o2b4o8b5o24b2o5b4o3b14o
3b5o3b3o6b4o41b4o8b6o29b5o6b4o3b5o4b4ob4o4b6o18b10o8b4ob13o6b3o4b4o11b
4o28b4o5b4o5b4o6b3ob4o2b6o2b3o34b3o12b3o110b8o$8o31b4o9b4o45b4o7b6o3b
4o4b4o24b6o4b4o3b4o5b5o3b4o7b4o2b5o7b5o32b4o4b11o5b4o12b4o41b4o9b6o29b
4o6b4o3b5o4b4o2b4o4b5o18b3o2b7o6b9ob8o5b4o3b4o12b4o28b4o5b4o5b4o6b3ob
4o2b7ob3o33b5o12bo111b8o$8o31b4o10b3o45b4o8b5o3b4o4b5o25b6ob6o3b4o5b4o
3b5o5b5o3b4o7b6o31b4o5b9o6b4o12b4o41b5o9b5o29b6o5b3o3b5o5b9o4b5o17b4o
4b5o7b8ob8o5b4ob6o5b2o4b5o28b4o5b4o6b4o5b3ob4o2b7ob3o33b4o125b8o$8o31b
5o9b3o4b3o39b3o8b5o3b5o4b5o24b13o3b4o5b4o4b6o3b5o4b16o32b4o7b5o7b4o12b
4o41b6o9b4o30b6o4b4o3b4o5b11o2b5o17b4o5b4o8b7o2b6o6b10o5b5o2b4o29b4o5b
5o5b5o3b4ob4o3b6ob4o32b4o125b8o$8o32b4o9b3o3b5o38b4o7b5o4b7o2b5o24b12o
4b4o2bo2b4o3b17ob16o33b4o19b3o58b5o9b4o31b14o2b4o6b17o16b5o6b3o9b5o6b
o8b9o6b11o30b4o5b4o6b11ob5o3b5o2b3o32b4o125b8o$8o32b5o8b3o3b5o38b6o5b
5o5b6o2b6o25b11o4b7o2b4o3b33o33b5o79b4o10b4o32b14ob4o7b3o2b11o16b4o20b
4o16b7o8b9o32b4o4b4o7b10ob5o3b5o2b3o32b4o125b8o$8o32b6o6b4o3b6o38b5o6b
4o6b5o3b6o28bo2b4o5b6o2b5o3b9o2b6ob9ob4o33b5o79b4o10b4o33b13ob4o13b11o
15b4o41b2o13b6o34b4o4b4o8b8o2b5o4b5o36b3o126b8o$8o33b6o4b4o4b7o38b4o6b
4o8b2o5b7o30b3o5b5o4b4o5b6o3b6o3b5o3b4o34b4o79b4o10b4o34b11o2b4o15b9o
14b4o58b3o37b3o4b5o8b6o3b5o4b5o36b3o126b8o$8o33b14o4b7o39b2o8b2o17b7o
29b3o7b2o6b2o33b3o116b5o9b4o38b2o9b2o21b3o15b4o99bo6b4o9bo7b5o5b4o165b
8o$8o34b12o6b5o70b8o27b3o50b2o117b5o8b5o91b2o107b3o19b3o7bo167b8o$8o36b
9o8b4o72b9o3b4o17b4o169b4o7b5o224bo176b8o$8o37b7o86b16o17b3o169b5o4b6o
402b8o$8o131b15o17b3o169b14o403b8o$8o134b11o18b3o133b3o34b12o129b3o272b
8o$8o136b7o9b2o9b3o132b5o34b10o130b4o11b3o127bo129b8o$8o151b4o8b3o55b
2o75b5o6b4o26b7o36b2o93b4o11b5o25b2o95b6o127b8o$8o151b4o8b3o54b4o74b5o
6b5o67b4o35b3o54b4o11b6o23b4o80b3o9b9o8b2o6bo109b8o$8o144b3o4b4o8b3o53b
6o73b3o7b6o66b5o35b3o54b5o10b6o22b5o74bo5b4o8b9o7b3o5b3o108b8o$8o144b
3o4b3o8b4o53b7o72b3o7b6o66b5o34b4o54b5o11b4o23b5o49bo23b3o4b4o7b11o6b
4o4b3o108b8o$8o112b2o30b3o5b2o6b6o53b3ob4o71b3o7b4o68b5o34b4o54b5o11b
3o24b5o48b4o21b4o3b4o6b6o2b4o6b4o4b4o107b8o$8o111b4o3b3o23b4o9b8o19b4o
31b3ob4o71b3o7b4o68b4o27bo7b4o55b4o11b3o25b5o46b5o21b4o3b3o7b4o5b3o6b
4o4b5o106b8o$8o111b4o3b4o23b3o8b9o18b6o30b3o2b3o71b4o7b4o54bo12b4o25b
5o5b4o55b4o11b4o25b4o46b6o20b4o3b4o5b4o6b3o6b4o5b4o106b8o$8o111b5o3b4o
22b3o8b9o18b7o29b3o2b4o70b4o7b4o51b6o11b3o24b7o5b3o10b4o10b2o10bo18b4o
12b3o25b4o45b8o19b4o3b4o5b4o6b4o5b4o5b4o106b8o$8o111b4o4b4o22b4o7b10o
17b7o29b3o3b3o71b3o7b4o50b8o10b3o24b8o4b4o8b7o7b4o8b3o17b4o12b3o26b4o
44b4ob4o18b4o3b4o4b4o6b4o6b4o5b4o106b8o$8o111b4o4b4o22b5o6b4o4b2o17b4o
32b3o3b4o50bo19b3o7b4o49b9o10b3o23b10o3b4o7b10o4b6o4b6o17b4o12b3o26b4o
44b4o2b4o17b4o3b4o4b4o6b4o6b4o6b4o105b8o$8o111b4o4b4o5b10o7b5o5b5o4b3o
16b4o32b3o3b4o49b3o18b3o8b3o48b7ob2o10b4o22b4o2b4o3b4o6b11o4b6o3b8o17b
3o12b3o26b4o44b3o4b4o17b3o3b4o4b4o6b4o6b4o6b4o105b8o$8o111b4o4b4o4b12o
7b4o5b4o5b3o17b3o32b3o5bo49b5o17b3o8b4o8bo10b4o23b6o15b4o22b4o3b3o3b4o
6b4o2b6o2b7o3b9o16b3o12b3o27b4o43b3o4b4o17b3o4b3o3b4o7b4o6b4o6b4o105b
8o$8o112b3o5b3o4b13o6b4o5b4o5b3o17b3o32b3o35b5o15b6o16b4o8b3o7b3o8b7o
20b4o18b4o22b4o9b5o5b3o6b3o2b7o2b10o16b4o11b3o27b4o6b2o35b3o5b3o17b3o
4b4o2b4o7b4o6b4o7b3o105b8o$8o86b4o22b3o5b3o4b13o6b5o4b4o6b3o16b4o31b3o
33b8o14b6o15b5o8b4o5b4o7b9o19b4o18b4o15bo6b4o7b7o19b3ob3o2b3o2b5o16b4o
11b3o27b4o5b4o34b3o25b4o3b4o2b4o7b3o8b3o7b4o104b8o$8o85b7o20b4o4b3o24b
4o4b4o6b3o16b4o31b3o20b2o11b9o13b7o12b8o7b4o5b5o5b4ob5o19b7o15b4o14b3o
6b3o6b11o15b4ob4ob2o4b5o15b4o11b3o6b4o17b4o4b5o34b3o25b4o4b3o2b4o18b3o
7b5o103b8o$8o84b9o19b4o4b4o23b4o5b3o6b3o12b2o2b4o31b4o18b6o7b11o4b2o6b
7o12b12o4b3o5b5o5b4o2b5o19b8o3bo9b4o14b4o5b3o6b12o5b2o7b4ob4ob2o4b6o14b
4o11b4o5b5o11b3o3b3o4b5o23bo10b4o24b4o4b3o2b4o18b3o8b4o103b8o$8o83b5o
b5o18b4o5b3o23b5o4b4o4b4o12b4ob3o31b4o16b9o6b5ob5o3b4o5b3ob3o12b15o2b
3o4b5o4b5o4b4o19b11o4b10o13b4o5b3o6b13o3b3o7b4o2b6o5b5o15b4o2b4o4b4o4b
6o10b5o2b4o2b6o21b6o8b3o25b4o3b4ob4o18b4o7b4o103b8o$8o83b4o4b3o19b3o5b
3o23b5o4b4o3b4o12b9o32b3o16b10o5b3o5b4o2b5o4b3ob3o12b16ob4o3b6o3b4o6b
3o20b12ob16ob2o2b8o2b5o11b8o3b4o6b4o2b7o4b5o15b4ob6o3b3o5b6o9b7ob4o2b
4o22b10o5b4o24b5o2b4ob4o18b5o7b3o103b8o$8o83b3o5b3o12bo6b3o5b3o8bo15b
4o4b10o13b9o12b3o17b3o15b11o4b4o6b3ob6o4b3ob3o13b15ob4o3b2ob3o3b5o5b3o
22b40o2b5o12b7o3b4o6b4o3b7o4b5o14b4ob7o2b4o4b7o7b13ob4o23b10o5b14o15b
5o2b8o19b4o8b2o103b8o$8o83b3o6b3o7b5o6b3o5b3o7b3o6b3o5b4o4b10o14b11o7b
7o15b4o14b4o3b5o3b4o9b7o4b3o2b3o13b6o2b5o2b4o6b3o3b7o2b4o24b45o12b4o7b
3o6b4o3b8o4b4o14b4ob8ob4o4b8o5b14ob3o23b11o4b16o15b4o3b2ob4o136b8o$8o
82b4o6b3o6b6o6b3o6b2o7b4o4b13o4b9o16b14o2b11o11b13o6b4o4b4o2b5o8b9o3b
3o2b3o15b4o10b4o5b3o3b13o28b8o4b29o12b4o7b3o6b4o3b9o3b4o14b18o4b8o4b5o
3b11o23b11o3b18o14b4o6b4o136b8o$8o82b3o7b4o4b4o9b3o6b2o7b4o3b14o4b8o7b
2o11b26o7b16o4b4o6b4ob5o8b9o3b3o2b4o15b4o9b4o11b13o31b5o5b5o2bo2b4o2b
6ob6o11b4o7b3o6b4o3b4ob6ob4o15b7ob5ob3o4b3o2b4o3b4o6b9o23b4ob5o3b19o24b
4o136b8o$8o82b3o8b3o3b4o10b4o5b3o6b4o3b15o4b5o8b4o12b14o2b8o7b17o2b4o
8b3ob5o8b5ob3o3b3o2b4o16b3o9b4o2bo4b2o2b12o33b4o5b4o6b3o4b5ob6o12b4o6b
3o6b4o3b4ob11o15b7o2b8o4b3o3b3o2b4o9b6o24b4o2b4o3b8o35b4o136b8o$8o82b
3o8b3o3b5o6b2o2b3o5b3o6b4o4b3o2b9o5b5o5b5o14b13o7b4o5b18ob6o7b4ob4o8b
5ob4o2b3o2b4o16b4o9b3o2b2o2b4ob4ob7o25b3o5b4o6b4o5b4o3b5ob6o12b4o6b4o
5b4o4b3o2b11o14b7o3b8o3b3o4b3ob4o9b6o7b6o11b4o3bo5b4ob4o34b4o136b8o$8o
82b4o13b5o6b2o2b3o5b4o5b4o4b4o7b3o5b6o3b6o14b4o2b2ob5o7b3o6b8o9b8o7b3o
b4o8b5ob4o2b3o2b4o16b4o9b7o2b9o3bo28b4o5b4o6b4o5b4o3b5o2b5o12b5o5b4o5b
4o4b4o3b9o14b7o4b7o3b3o4b7o11b18o12b3o9b4ob4o34b4o45b4o87b8o$8o83b3o13b
5o6b3ob4o5b3o6b3o5b4o6b4o5b13o15b4o5b8o4b3o7b3ob4o8b8o7b3ob5o7b5o2b3o
2b4o2b4o16b4o9b6o3b8o31b5o5b4o6b5o4b5o2b5o2b5o13b5o5b3o5b4o4b4o4b8o14b
7o4b7o3b3o5b6o11b18o12b4o8b4ob5o33b5o42b8o85b8o$8o83b3o12b6o6b3ob4o5b
3o6b4o4b6o3b5o5b12o17b4o5b7o4b3o11b4o8b7o8b3ob5o8b4o2b4ob4o2b4o16b9o4b
6o3b9o10bo19b4o6b4o7b5o4b12ob5o13b5o2bo2b5o3b4o5b4o8b3o15b6o5b6o3b4o4b
5o12b17o13b4o8b4o2b4o33b5o41b10o84b8o$8o83b4o11b6o6b3o2b3o5b3o6b4o4b16o
4b10o18b4o5b8o3b3o11b5o7b4o11b3o2b4o8b4o2b4o2b3o2b4o17b9o3b6o4b8o8b4o
18b4o5b4o8b21ob5o14b8o2b5o2b4o5b4o8b3o15b6o4b7o3b4o4b5o12b14o16b4o7b4o
3b5o33b4o40b12o83b8o$8o84b3o11b3o8b3o3b3o5b4o6b3o5b16o5b6o20b5o5b8o2b
3o12b4o7b4o11b3o2b4o8b4o3b4ob3o3b4o17b8o4b5o5b8o6b5o18b4o3b6o9b20o2b4o
15b7o2b5o2b4o5b4o8b3o15b7o2b9o3b3o4b6o11b4o27b4o6b4o4b4o33b5o16bo21b6o
b7o82b8o$8o84b4o9b5o6b4o3b3o6b3o6b4o5b15o32b4o6b12o12b5o7b4o9b4o2b4o8b
4o3b8o3b4o18b7o4b5o9b4o5b5o20b11o11b16o6b2o17b5o4b3o3b4o6b3o8b3o16b12o
b5o2b4o3b7o11b4o26b5o4b4o5b4o33b5o15b3o20b7o3b5o81b8o$8o84b5o4b10o5b4o
3b4o5b3o6b4o7b7o3b2o33b5o6b11o13b5ob2o3b5o8b4o3b3o8b4o4b7o3b4o29b5o10b
5ob7o21b8o14b7o2b5o27b4o21b2o8b3o17b10o3b5o2b4ob10o3b5ob5o26b4o3b5o6b
4o33b5o13b4o20b7o4b4o81b8o$8o85b26o4b4o5b4o5b5o52b5o6b9o14b8o4b6o4b6o
14b4o5b6o37b3o11b11o25b5o91b3o18b8o4b5o2b9ob13ob5o26b12o7b4o32b6o11b4o
22b7o3b4o81b8o$8o85b14ob11o4b4o6b5o4b4o53b5o7b6o16b7o5b14o25b5o52b9o114b
o7b3o20b5o7b3o2b9ob13o2b4o27b10o8b5o32b6o8b6o23b6o3b4o81b8o$8o87b9o5b
8o7b4o5b6o5bo55b4o30b6o5b14o26b4o53b7o115b3o4b4o38b8o2b10o6bo29b9o9b5o
32b18o24b6o3b4o81b8o$8o90b2o11b5o8b4o6b5o96b5o6b11o86b5o116b11o39b6o6b
4o39b6o13b4o33b16o26b4o4b4o81b8o$8o116b7o4b3o98b3o9b8o208b10o41b3o54b
o53b14o28b2o5b3o82b8o$8o118b5o120bo213b9o153b12o35b4o82b8o$8o119b4o334b
7o157b7o38b4o82b8o$8o461bo203b4o83b8o$8o664b5o83b8o$8o660b2o2b4o84b8o
$8o659b9o84b8o$8o659b9o84b8o$8o659b7o86b8o$8o659b6o87b8o$8o660b4o88b8o
$8o156b2o61b4o529b8o$8o156b3o60b5o528b8o$8o155b4o9b5o46b5o96bo431b8o$
8o155b4o9b8o43b4o8b2o86b3o430b8o$8o155b4o8b10o42b4o7b5o83b4o430b8o$8o
156b4o7b11o41b4o6b7o82b4o430b8o$8o156b4o7b4o2b5o4b2o36b3o6b7o82b4o430b
8o$8o157b3o8b2o5b4o2b4o35b4o6b6o82b5o429b8o$8o157b4o16bo2b6o34b4o7b3o
84b5o429b8o$8o100b2o55b4o19b6o35b3o7b4o84b5o10bo417b8o$8o87b5o7b5o54b
3o19b6o9b2o24b4o6b4o85b4o9b4o415b8o$8o83b11o4b6o29b3o22b4o18b6o8b4o24b
3o6b4o85b4o8b6o414b8o$8o83b13o2b6o9b2o17b5o21b4o18b3ob3o7b4o24b14o85b
3o7b8o413b8o$8o83b18o3b2o6b6o13b7o3b4o3bo10b3o9bo8b3ob3o7b5o22b15o17b
o30b5o32b3o7b4o2b4o411b8o$8o83b6o2b10o3b3o5b8o9b10ob10o4b9o7b3o7b3ob3o
3b10o19b17o6bo9b5o26b7o31b3o7b3o3b4o411b8o$8o83b4o7b7o3b4o4b9o7b4ob6o
b11o2b15ob5o6b3o2b2o2b11o17b14ob5o4b3o7b6o25b9o10b2o18b3o7b3o4b4o410b
8o$8o83b4o8b6o3b4o4b10o6b3o5b7o2b6o2b22o4b4o2b2o2b12o16b10o6b4o4b4o5b
8o23b11o8b4o17b4o5b4o5b3o410b8o$8o83b4o10b4o4b3o4b11o4b3o6b7o3b6ob16o
b5o4b4o2b3ob12o16b5ob4o6b4o4b5o4b4o2b2o23b5o2b4o8b5o10b5o2b3o5b4o5b4o
409b8o$8o83b4o10b5o3b3o4b4o2b6o3b3o5b8o4b5o4b3ob8o2b5o4b4o3b6o3b7o22b
4o6b3o4b5o4b3o3b3o21b5o3b5o7b5o8b8ob3o5b4o6b3o409b8o$8o83b4o10b11o4b5o
3b5ob17o4b5o9b4o5b6o4b3o3b8o2b7o21b4o6b3o4b5o4b4o3b2o21b4o4b5o7b5o7b9o
b3o5b4o6b4o408b8o$8o84b3o10b11o4b5o4b4ob12o2b3o4b5o10b3o8b4o3b3o3b10o
b6o22b4o5b4o3b6o2b5o3b2o20b4o6b3ob4o4b5o5b10ob4o5b5o4b4o408b8o$8o84b4o
9b11o4b5o5b15o3b3o5b4o10b4o7b5o2b3o4b17o21b4o5b4o3b6o2b5o2b3o20b4o9b5o
4b5o5b4o8b3o5b7o2b4o408b8o$8o84b4o9b10o5b6o4b14o4b4o4b4o10b4o7b6ob3o5b
2o2b13o21b3o6b4o2b6ob7ob3o20b3o9b5o6b4o4b5o8b3o5b13o408b8o$8o84b4o9b4o
11b6o5b8o9b4o4b5o9b5o7b4o2b3o10b12o21b3o7b3o2b18o20b3o9b4o7b5o2b4o10b
4o5b12o408b8o$8o85b3o9b4o11b6o6b8o9b4o4b4o10b4o9b2o2b3o12b6ob3o21b4o6b
4ob3ob6ob7o19b4o10b4o6b5o2b4o11b3o5b12o408b8o$8o85b3o9b4o11b6o6b10o7b
5o3b4o10b4o13b3o19b4o21b4o5b8ob7ob6o19b4o10b5o6b5ob4o11b3o6b10o409b8o
$8o85b3o10b4o11b6o4b4ob8o6b5o2b4o11b4o34b4o21b6o4b7ob7o2b5o19b4o11b5o
5b5ob4o11b4o5b5o414b8o$8o85b4o9b10o5b13o3b12o2b11o10b7o31b4o22b7o2b7o
b8o3bo21b5o11b4o5b5o2b4o11b3o6b5o413b8o$8o85b4o10b9o5b13o4b12o2b12o9b
6o32b3o22b7o3b6o2b7o25b6o4b3o3b5o3b7ob4o11b3o7b5o11b3o398b8o$8o86b3o10b
9o6b11o7b10o3b12o9b5o32b4o22b6o4b4o3b8o25b13o3b5o2b7o2b4o8bo2b2o7b6o9b
5o397b8o$8o86b3o11b8o6b5ob2o12b6o6b4ob6o11b2o33b4o40b9o9b2o13b12o3b15o
b5o6b3o11b8o6b6o396b8o$8o86b3o13b5o7b5o34b4o46b4o41b10o6b3o14b10o6b8o
b5ob6o3b4o12b12ob6o396b8o$8o87bo27b4o84b4o44b17o14b7o9b7o2b4ob13o13b11o
b6o396b8o$8o115b4o84b4o46b14o32b4o4b4o3b10o16b9ob6o396b8o$8o115b5o83b
4o47b12o41b5o3b9o18b6o5b2o397b8o$8o116b4o72b2o9b4o49b9o43b4o4b6o430b8o
$8o116b4o72b2o9b4o52b2o47b5o439b8o$8o116b4o83b4o102b4o439b8o$8o116b5o
82b4o89b2o11b4o439b8o$8o117b4o72b3o7b4o88b3o12b3o439b8o$8o116b5o72b5o
5b4o87b4o12b3o439b8o$8o117b4o74b11o87b4o13b3o439b8o$8o117b3o75b10o88b
3o14b3o439b8o$8o196b9o87b4o14b3o439b8o$8o198b6o88b4o13b4o439b8o$8o292b
4o12b5o439b8o$8o292b5o10b5o440b8o$8o293b6o7b5o441b8o$8o293b8o2b7o442b
8o$8o294b7ob3ob3o443b8o$8o295b6ob3o447b8o$8o297bo454b8o$8o752b8o$8o752b
8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b
8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$8o752b8o$768o$768o$768o$768o$768o
$768o$768o$768o$b766o!
[[ THEME 6 ]]
Bx222 IS MY WORST ENEMY.

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