- Untitled4.png (9.62 KiB) Viewed 18050 times
Quantum Computer
Re: Quantum Computer
Sphere wrapping, hpp or gas automata:
Re: Quantum Computer
Can somebody make a plane grid of this pattern:
It's the original pattern in the first post. It's an expanding rule with 4 long diagonals. 4 runners will shoot down to the end at the corner of the plane grid, and due to no wrapping, but a plane grid, 4 squares will expand, one at each corner. That's what I was talking about a few months ago, when I said at the corner of 4 squares, a central ball will gyrate, break apart, and a smaller ball will shoot down one of the 2 narrow lines (a cross). As the 4 squares expand, there is a central oscillator in that pattern, and it should gyrate once the 4 squares expand enough. That's also two crossing lines. I mentioned a line shooting across the entire pattern in the unbounded pattern, that resolves to 2 squares side by side (the edges of a square), and since the plane pattern is similar to the unbounded, that may play a role in this, in that the entire pattern may become like the random double square, and it may swirl like the gas or hpp automata.
Since one diagonal is longer than its neighbor, you'll have to find the longest diagonal in the upper or lower two diagonals to make the B3/S12456:PX,X, where X is the size of the square. If you make it, and something interesting happens, maybe you could post a video since I'm not in front of my computer now. Thank you.
Code: Select all
x = 588, y = 588, rule = B3/S12456:P588,588
586bo$o584bo$bo582bo$2bo580bo$3bo578bo$4bo576bo$5bo574bo$6bo572bo$7bo
570bo$8bo568bo$9bo566bo$10bo564bo$11bo562bo$12bo560bo$13bo558bo$14bo
556bo$15bo554bo$16bo552bo$17bo550bo$18bo548bo$19bo546bo$20bo544bo$21bo
542bo$22bo540bo$23bo538bo$24bo536bo$25bo534bo$26bo532bo$27bo530bo$28bo
528bo$29bo526bo$30bo524bo$31bo522bo$32bo520bo$33bo518bo$34bo516bo$35bo
514bo$36bo512bo$37bo510bo$38bo508bo$39bo506bo$40bo504bo$41bo502bo$42bo
500bo$43bo498bo$44bo496bo$45bo494bo$46bo492bo$47bo490bo$48bo488bo$49bo
486bo$50bo484bo$51bo482bo$52bo480bo$53bo478bo$54bo476bo$55bo474bo$56bo
472bo$57bo470bo$58bo468bo$59bo466bo$60bo464bo$61bo462bo$62bo460bo$63bo
458bo$64bo456bo$65bo454bo$66bo452bo$67bo450bo$68bo448bo$69bo446bo$70bo
444bo$71bo442bo$72bo440bo$73bo438bo$74bo436bo$75bo434bo$76bo432bo$77bo
430bo$78bo428bo$79bo426bo$80bo424bo$81bo422bo$82bo420bo$83bo418bo$84bo
416bo$85bo414bo$86bo412bo$87bo410bo$88bo408bo$89bo406bo$90bo404bo$91bo
402bo$92bo400bo$93bo398bo$94bo396bo$95bo394bo$96bo392bo$97bo390bo$98bo
388bo$99bo386bo$100bo384bo$101bo382bo$102bo380bo$103bo378bo$104bo376bo
$105bo374bo$106bo372bo$107bo370bo$108bo368bo$109bo366bo$110bo364bo$
111bo362bo$112bo360bo$113bo358bo$114bo356bo$115bo354bo$116bo352bo$117b
o350bo$118bo348bo$119bo346bo$120bo344bo$121bo342bo$122bo340bo$123bo
338bo$124bo336bo$125bo334bo$126bo332bo$127bo330bo$128bo328bo$129bo326b
o$130bo324bo$131bo322bo$132bo320bo$133bo318bo$134bo316bo$135bo314bo$
136bo312bo$137bo310bo$138bo308bo$139bo306bo$140bo304bo$141bo302bo$142b
o300bo$143bo298bo$144bo296bo$145bo294bo$146bo292bo$147bo290bo$148bo
288bo$149bo286bo$150bo284bo$151bo282bo$152bo280bo$153bo278bo$154bo276b
o$155bo274bo$156bo272bo$157bo270bo$158bo268bo$159bo266bo$160bo264bo$
161bo262bo$162bo260bo$163bo258bo$164bo256bo$165bo254bo$166bo252bo$167b
o250bo$168bo248bo$169bo246bo$170bo244bo$171bo242bo$172bo240bo$173bo
238bo$174bo236bo$175bo234bo$176bo232bo$177bo230bo$178bo228bo$179bo226b
o$180bo224bo$181bo222bo$182bo220bo$183bo218bo$184bo216bo$185bo214bo$
186bo212bo$187bo210bo$188bo208bo$189bo206bo$190bo204bo$191bo202bo$192b
o200bo$193bo198bo$194bo196bo$195bo194bo$196bo192bo$197bo190bo$198bo
188bo$199bo186bo$200bo184bo$201bo182bo$202bo180bo$203bo178bo$204bo176b
o$205bo174bo$206bo172bo$207bo170bo$208bo168bo$209bo166bo$210bo164bo$
211bo162bo$212bo160bo$213bo158bo$214bo156bo$215bo154bo$216bo152bo$217b
o150bo$218bo148bo$219bo146bo$220bo144bo$221bo142bo$222bo140bo$223bo
138bo$224bo136bo$225bo134bo$226bo132bo$227bo130bo$228bo128bo$229bo126b
o$230bo124bo$231bo122bo$232bo120bo$233bo118bo$234bo116bo$235bo114bo$
236bo112bo$237bo110bo$238bo108bo$239bo106bo$240bo104bo$241bo102bo$242b
o100bo$243bo98bo$244bo96bo$245bo94bo$246bo92bo$247bo90bo$248bo88bo$
249bo86bo$250bo84bo$251bo82bo$252bo80bo$253bo78bo$254bo76bo$255bo74bo$
256bo72bo$257bo70bo$258bo68bo$259bo66bo$260bo64bo$261bo62bo$262bo60bo$
263bo58bo$264bo56bo$265bo54bo$266bo52bo$267bo50bo$268bo48bo$269bo46bo$
270bo44bo$271bo42bo$272bo40bo$273bo38bo$274bo36bo$275bo34bo$276bo32bo$
277bo30bo$278bo14b2o12bo$279bo13b3o5b6o$280b7o6bo2bo3bo5bo$280bo5bo6bo
3bobo3bo2bo$280bo2bo2b16o2bobo$280bobobob6o4b6obo2bo$280bo4bob4o6b4obo
3bo$280bo2b2obob2o8b2obob4o$281bob3obo12bob3o$282b5obo10bob4o$283b4o2b
ob6obo2b4o$282b4o4bo6bo4b3o$281bob2o4bobo4bobo4b2o$280bo2bo5bo2bo2bo2b
o5bo$279b2o2bo5bo3b2o3bo5b5o$279b5o5bo3b2o3bo5bo2b2o$283bo5bo2bo2bo2bo
5bo2bo$283b2o4bobo4bobo4b2obo$283b3o4bo6bo4b4o$283b4o2bob6obo2b4o$283b
4obo10bob5o$283b3obo12bob3obo$281b4obob2o8b2obob2o2bo$281bo3bob4o6b4ob
o4bo$281bo2bob6o4b6obobobo$281bobo2b16o2bo2bo$281bo2bo3bobo3bo6bo5bo$
281bo5bo3bo2bo6b7o$281b6o5b3o13bo$280bo12b2o14bo$279bo30bo$278bo32bo$
277bo34bo$276bo36bo$275bo38bo$274bo40bo$273bo42bo$272bo44bo$271bo46bo$
270bo48bo$269bo50bo$268bo52bo$267bo54bo$266bo56bo$265bo58bo$264bo60bo$
263bo62bo$262bo64bo$261bo66bo$260bo68bo$259bo70bo$258bo72bo$257bo74bo$
256bo76bo$255bo78bo$254bo80bo$253bo82bo$252bo84bo$251bo86bo$250bo88bo$
249bo90bo$248bo92bo$247bo94bo$246bo96bo$245bo98bo$244bo100bo$243bo102b
o$242bo104bo$241bo106bo$240bo108bo$239bo110bo$238bo112bo$237bo114bo$
236bo116bo$235bo118bo$234bo120bo$233bo122bo$232bo124bo$231bo126bo$230b
o128bo$229bo130bo$228bo132bo$227bo134bo$226bo136bo$225bo138bo$224bo
140bo$223bo142bo$222bo144bo$221bo146bo$220bo148bo$219bo150bo$218bo152b
o$217bo154bo$216bo156bo$215bo158bo$214bo160bo$213bo162bo$212bo164bo$
211bo166bo$210bo168bo$209bo170bo$208bo172bo$207bo174bo$206bo176bo$205b
o178bo$204bo180bo$203bo182bo$202bo184bo$201bo186bo$200bo188bo$199bo
190bo$198bo192bo$197bo194bo$196bo196bo$195bo198bo$194bo200bo$193bo202b
o$192bo204bo$191bo206bo$190bo208bo$189bo210bo$188bo212bo$187bo214bo$
186bo216bo$185bo218bo$184bo220bo$183bo222bo$182bo224bo$181bo226bo$180b
o228bo$179bo230bo$178bo232bo$177bo234bo$176bo236bo$175bo238bo$174bo
240bo$173bo242bo$172bo244bo$171bo246bo$170bo248bo$169bo250bo$168bo252b
o$167bo254bo$166bo256bo$165bo258bo$164bo260bo$163bo262bo$162bo264bo$
161bo266bo$160bo268bo$159bo270bo$158bo272bo$157bo274bo$156bo276bo$155b
o278bo$154bo280bo$153bo282bo$152bo284bo$151bo286bo$150bo288bo$149bo
290bo$148bo292bo$147bo294bo$146bo296bo$145bo298bo$144bo300bo$143bo302b
o$142bo304bo$141bo306bo$140bo308bo$139bo310bo$138bo312bo$137bo314bo$
136bo316bo$135bo318bo$134bo320bo$133bo322bo$132bo324bo$131bo326bo$130b
o328bo$129bo330bo$128bo332bo$127bo334bo$126bo336bo$125bo338bo$124bo
340bo$123bo342bo$122bo344bo$121bo346bo$120bo348bo$119bo350bo$118bo352b
o$117bo354bo$116bo356bo$115bo358bo$114bo360bo$113bo362bo$112bo364bo$
111bo366bo$110bo368bo$109bo370bo$108bo372bo$107bo374bo$106bo376bo$105b
o378bo$104bo380bo$103bo382bo$102bo384bo$101bo386bo$100bo388bo$99bo390b
o$98bo392bo$97bo394bo$96bo396bo$95bo398bo$94bo400bo$93bo402bo$92bo404b
o$91bo406bo$90bo408bo$89bo410bo$88bo412bo$87bo414bo$86bo416bo$85bo418b
o$84bo420bo$83bo422bo$82bo424bo$81bo426bo$80bo428bo$79bo430bo$78bo432b
o$77bo434bo$76bo436bo$75bo438bo$74bo440bo$73bo442bo$72bo444bo$71bo446b
o$70bo448bo$69bo450bo$68bo452bo$67bo454bo$66bo456bo$65bo458bo$64bo460b
o$63bo462bo$62bo464bo$61bo466bo$60bo468bo$59bo470bo$58bo472bo$57bo474b
o$56bo476bo$55bo478bo$54bo480bo$53bo482bo$52bo484bo$51bo486bo$50bo488b
o$49bo490bo$48bo492bo$47bo494bo$46bo496bo$45bo498bo$44bo500bo$43bo502b
o$42bo504bo$41bo506bo$40bo508bo$39bo510bo$38bo512bo$37bo514bo$36bo516b
o$35bo518bo$34bo520bo$33bo522bo$32bo524bo$31bo526bo$30bo528bo$29bo530b
o$28bo532bo$27bo534bo$26bo536bo$25bo538bo$24bo540bo$23bo542bo$22bo544b
o$21bo546bo$20bo548bo$19bo550bo$18bo552bo$17bo554bo$16bo556bo$15bo558b
o$14bo560bo$13bo562bo$12bo564bo$11bo566bo$10bo568bo$9bo570bo$8bo572bo$
7bo574bo$6bo576bo$5bo578bo$4bo580bo$3bo582bo$2bo584bo$bo!
Since one diagonal is longer than its neighbor, you'll have to find the longest diagonal in the upper or lower two diagonals to make the B3/S12456:PX,X, where X is the size of the square. If you make it, and something interesting happens, maybe you could post a video since I'm not in front of my computer now. Thank you.
Re: Quantum Computer
I'll just give an update. I'm working on using the original clockwise/counterclockwise long diagonal pattern in the Sierpinski curve: https://en.wikipedia.org/wiki/Sierpi%C5%84ski_curve
So it's a space filling curve.
I noticed a while back that in a grid like this:
There's a central oscillator (at the very center of the -X- in the clockwise pattern) with 8 surrounding central oscillators in the middle of the X surrounding X's (counterclockwise). Since it's not an infinite grid, the whole thing expands into a large square, and the 8 surrounding central oscillators fail first, and then later the central oscillator fails. BUT, you watch until just before the 8 central oscillators fail (each oscillator has long clockwise or counterclockwise strings emanating). Then the strings almost vanish just before they fail. Then you stabilize it by wrapping with torus wrapping. That gives the central long strings to kink their way out, and then you remove the torus wrap, let it expand, and the 8 oscillators will fail but they'll leave behind short strings pointed towards the center. Do the same thing, just before the central oscillator fails, pause it, go to torus wrapping to stabilize for awhile, and then let it expand. The oscillator drifts off (the central one), but in the sierpinski space filling curve, the central oscillator may send a stable smaller oscillator out. The reason I say this, is that in the unwrapped large square, like in the previous drawing, a line shoots across the screen in the random pattern (several at a time going up-and-down, and left-right. The snippets of small strings will look like this:
Those small strings, will be closer together, and they can interchange, BUT they will be meshed with the random long lines that shoot up-down and left-right. The smaller ball that shoots out of the central oscillator will travel around the strings, BUT this is also true. Those are strings that are constantly changing connections so it looks like many long strings wiggling extremely rapidly towards the center (due to the random long lines, up-down, left-right that form), they become part of the snippets, so some of the strings will fold over and form large fractal clouds (several), and since they are connected by the random long up-down left-right firings, as the fractal clouds individually break and form new connections they're correlated with the other fractal clouds through the long random line firings.
Small snippets of strings I noticed in a post are related to extremal black holes, or the most minimal sized black hole for a given mass and energy. In the sierpinski curve, it's a space filling curve initially half green and half red (due to video effects of a space filling curve), and the two colors become mixed at least initially. But looking at Hooft's papers, if it is a black hole, then it is also a quantum computer.
So it's a space filling curve.
I noticed a while back that in a grid like this:
- Untitled.png (7.89 KiB) Viewed 17968 times
There's a central oscillator (at the very center of the -X- in the clockwise pattern) with 8 surrounding central oscillators in the middle of the X surrounding X's (counterclockwise). Since it's not an infinite grid, the whole thing expands into a large square, and the 8 surrounding central oscillators fail first, and then later the central oscillator fails. BUT, you watch until just before the 8 central oscillators fail (each oscillator has long clockwise or counterclockwise strings emanating). Then the strings almost vanish just before they fail. Then you stabilize it by wrapping with torus wrapping. That gives the central long strings to kink their way out, and then you remove the torus wrap, let it expand, and the 8 oscillators will fail but they'll leave behind short strings pointed towards the center. Do the same thing, just before the central oscillator fails, pause it, go to torus wrapping to stabilize for awhile, and then let it expand. The oscillator drifts off (the central one), but in the sierpinski space filling curve, the central oscillator may send a stable smaller oscillator out. The reason I say this, is that in the unwrapped large square, like in the previous drawing, a line shoots across the screen in the random pattern (several at a time going up-and-down, and left-right. The snippets of small strings will look like this:
- Untitled`.png (11.55 KiB) Viewed 17968 times
Small snippets of strings I noticed in a post are related to extremal black holes, or the most minimal sized black hole for a given mass and energy. In the sierpinski curve, it's a space filling curve initially half green and half red (due to video effects of a space filling curve), and the two colors become mixed at least initially. But looking at Hooft's papers, if it is a black hole, then it is also a quantum computer.
Re: Quantum Computer
If you look at this old video from UC Davis: https://www.youtube.com/watch?v=2e8QJBkCwvo
At 20:23, he drew a white line, inside the Sierpinski Curve as it changes and becomes smaller. The white line as it moves continuously along the edge makes a snake like motion. But notice that a black line from video compression appears out of nowhere at the very tip of the line. When I made the Sierpinski Curve, I removed the long diagonal lines and left the central "clockwise" or "counterclockwise" large square without the long diagonals. So looking at the Sierpinski curve on Wikipedia, you can generate a very large pattern from just those clockwise and counterclockwise central regions (clockwise surrounded at the diagonals by counterclockwise), and can make it so large through Ctrl-C, Ctrl-V that golly will crash after awhile. But using the rule B3/S12456, the pattern expands into "C" shapes around a central square that expands a bit. But the Sierpinski curve doesn't work. The Hilbert curve is closer and may be it. You see "C" shapes in the Hilbert curve and have to play around with how to place the clockwise or counterclockwise tile to make it look like the curve.
But remember I said that in that pattern a vertical or diagonal line appears out of nowhere in the interior of the flashing squares by chance somewhere. When the pattern expands, the shape is transformed like in that UC Davis video, so the lines move like the white line in the video like a snake (as the pattern expands in the Hilbert curve with repeated clockwise/counterclockwise tiles, they form "C" shaped shapes, and each one, in the interior generates a small line in the "C" shape from flickering on/off cells, and there are thousands of those "C" shapes, so a long snake like line is formed from the sum of all those smaller lines as they just touch surrounding "C's" that make a very long line or multiple lines perhaps), [but this needs to be worked on of course to make it work]. A ball shifts back and forth in small distances as it moves just a small distance down the screen in a small area. So that's closer to what the computer is supposed to do. But starting with the Sierpinski curve (generating it from just the central clockwise or counterclockwise large tile without the 4 diagonals in the first post and watching it expand just a little) you can see how to make the hilbert curve with those same clockwise or counterclockwise small tiles (so you have hundreds of thousands of those tiles instead of 8 or 9 of the long diagonal clockwise or counterclockwise tile in a screen without slowing the live dead flickering cells). But sorry if this thread is getting dragged out.
[i.e. look at my very first post in this thread at that pattern, and erase just the 4 long diagonals, but keep the central region that's kind of big. By erasing the long diagonals, you can take the counterclockwise central region, and place 4 clockwise central regions that fit perfectly at the corners of the counterclockwise with no overlap. Then you can place clockwise at the corners of the counterclockwise, so those tiles are only placed at the corners of the central region and never have two tiles exactly side by side. Those 2 clockwise or counterclockwise won't fit if you try to place them side-by-side]
By the way the reason I chose the clockwise or counterclockwise tiles is that I made them (look at the post in this thread in a large grid of them in a zip file [post 9]), that creates an optical illusion and that large square is rotated dramatically clockwise, and when the video is compressed of just that still image in a larger grid of several of those large squares in a grid right next to each other, a downward sloping line is formed in the space between two large squares even those those large squares don't actually slope downward relative to each other (in the lossy form of video compression from any video that is made of the still shape). But the Hilbert curve since each "C" shape that is formed is rotated next to a neighbor in the drawing when expanded in the rule B3/S12456, so an explosion (as an optical illusion somewhere and imprinted actually in the lossy video compression when made) may occur instead of the entire thing rotated (since in the smallest regions those "C" shapes are rotated relative to each other. You want a blow out somewhere on the screen due to the arrangement of those tiles intead of the entire region just rotating.
At 20:23, he drew a white line, inside the Sierpinski Curve as it changes and becomes smaller. The white line as it moves continuously along the edge makes a snake like motion. But notice that a black line from video compression appears out of nowhere at the very tip of the line. When I made the Sierpinski Curve, I removed the long diagonal lines and left the central "clockwise" or "counterclockwise" large square without the long diagonals. So looking at the Sierpinski curve on Wikipedia, you can generate a very large pattern from just those clockwise and counterclockwise central regions (clockwise surrounded at the diagonals by counterclockwise), and can make it so large through Ctrl-C, Ctrl-V that golly will crash after awhile. But using the rule B3/S12456, the pattern expands into "C" shapes around a central square that expands a bit. But the Sierpinski curve doesn't work. The Hilbert curve is closer and may be it. You see "C" shapes in the Hilbert curve and have to play around with how to place the clockwise or counterclockwise tile to make it look like the curve.
But remember I said that in that pattern a vertical or diagonal line appears out of nowhere in the interior of the flashing squares by chance somewhere. When the pattern expands, the shape is transformed like in that UC Davis video, so the lines move like the white line in the video like a snake (as the pattern expands in the Hilbert curve with repeated clockwise/counterclockwise tiles, they form "C" shaped shapes, and each one, in the interior generates a small line in the "C" shape from flickering on/off cells, and there are thousands of those "C" shapes, so a long snake like line is formed from the sum of all those smaller lines as they just touch surrounding "C's" that make a very long line or multiple lines perhaps), [but this needs to be worked on of course to make it work]. A ball shifts back and forth in small distances as it moves just a small distance down the screen in a small area. So that's closer to what the computer is supposed to do. But starting with the Sierpinski curve (generating it from just the central clockwise or counterclockwise large tile without the 4 diagonals in the first post and watching it expand just a little) you can see how to make the hilbert curve with those same clockwise or counterclockwise small tiles (so you have hundreds of thousands of those tiles instead of 8 or 9 of the long diagonal clockwise or counterclockwise tile in a screen without slowing the live dead flickering cells). But sorry if this thread is getting dragged out.
[i.e. look at my very first post in this thread at that pattern, and erase just the 4 long diagonals, but keep the central region that's kind of big. By erasing the long diagonals, you can take the counterclockwise central region, and place 4 clockwise central regions that fit perfectly at the corners of the counterclockwise with no overlap. Then you can place clockwise at the corners of the counterclockwise, so those tiles are only placed at the corners of the central region and never have two tiles exactly side by side. Those 2 clockwise or counterclockwise won't fit if you try to place them side-by-side]
By the way the reason I chose the clockwise or counterclockwise tiles is that I made them (look at the post in this thread in a large grid of them in a zip file [post 9]), that creates an optical illusion and that large square is rotated dramatically clockwise, and when the video is compressed of just that still image in a larger grid of several of those large squares in a grid right next to each other, a downward sloping line is formed in the space between two large squares even those those large squares don't actually slope downward relative to each other (in the lossy form of video compression from any video that is made of the still shape). But the Hilbert curve since each "C" shape that is formed is rotated next to a neighbor in the drawing when expanded in the rule B3/S12456, so an explosion (as an optical illusion somewhere and imprinted actually in the lossy video compression when made) may occur instead of the entire thing rotated (since in the smallest regions those "C" shapes are rotated relative to each other. You want a blow out somewhere on the screen due to the arrangement of those tiles intead of the entire region just rotating.
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gameoflifemaniac
- Posts: 1242
- Joined: January 22nd, 2017, 11:17 am
- Location: There too
Re: Quantum Computer
I do not understand how this pattern can be a quantum computer. Can someone explain that?
I was so socially awkward in the past and it will haunt me for the rest of my life.
Code: Select all
b4o25bo$o29bo$b3o3b3o2bob2o2bob2o2bo3bobo$4bobo3bob2o2bob2o2bobo3bobo$
4bobo3bobo5bo5bo3bobo$o3bobo3bobo5bo6b4o$b3o3b3o2bo5bo9bobo$24b4o!
Re: Quantum Computer
See my previous reply to a similar question. It isn't a quantum computer, it's just a discussion of artifacts from video compression; ntdsc has ignored several previous attempts to point this out to him.gameoflifemaniac wrote:I do not understand how this pattern can be a quantum computer. Can someone explain that?
Re: Quantum Computer
In post 9, it's a file grid1111.zip, that shows the repeated clockwise and counterclockwise "squares" joined at the corner in a grid. You use the Sierpinski curve to generate a center clockwise "square", that's at the center of that .zip file, and surround at the 4 corners to make 5 "squares". You take those 5 'squares' and join at the corner of the clockwise "square", and now it's fractal. Build that up. Now a process of removal. Remove the center clockwise square from that fractal grid. Generate the same pattern. Then remove the minimal center piece. So you generate a sparse fractal that has repeated pattern of a dark soliton as in the drawing.
I made the Sierpinski curve from those clockwise and counterclockwise and now there are about 1000 oscillators in a medium size fractal grid that are close together. In the post where i showed the double square or two squares size by side in that drawing, it before since the oscillators weren't close, they weren't interacting. Now in the Sierpinski curve, those double squares that form in the random flicker (not video artifact as it can be seen in the uncompressed golly, and now they're interacting, but there's not the correct interaction even though it's in a squeezed or condensed state, an accomplishment.
By making the Sierpinski as described in the first paragraph in the process of elimination, you have long 1-dimensional repeated oscillators, that now may interact in the proper configuration. It probably only produces a squeezed state like in a photon filter or gate, that does something, but I believe it only generates a dark soliton.
To make the large scale quantum computer probably uses the soliton in a condensed state using the Monster Group from mathematics to create the quantum computer, but I'm sure it can be made in Golly with the rule B3/S12456, but that soliton idea in a squeezed state might do something good perhaps, and maybe we'll see. I'll upload that sparse Sierpinski later probably just so you can see the condensed state of the random flickering double squares or 'double circles' that interact in some way.
I made the Sierpinski curve from those clockwise and counterclockwise and now there are about 1000 oscillators in a medium size fractal grid that are close together. In the post where i showed the double square or two squares size by side in that drawing, it before since the oscillators weren't close, they weren't interacting. Now in the Sierpinski curve, those double squares that form in the random flicker (not video artifact as it can be seen in the uncompressed golly, and now they're interacting, but there's not the correct interaction even though it's in a squeezed or condensed state, an accomplishment.
By making the Sierpinski as described in the first paragraph in the process of elimination, you have long 1-dimensional repeated oscillators, that now may interact in the proper configuration. It probably only produces a squeezed state like in a photon filter or gate, that does something, but I believe it only generates a dark soliton.
To make the large scale quantum computer probably uses the soliton in a condensed state using the Monster Group from mathematics to create the quantum computer, but I'm sure it can be made in Golly with the rule B3/S12456, but that soliton idea in a squeezed state might do something good perhaps, and maybe we'll see. I'll upload that sparse Sierpinski later probably just so you can see the condensed state of the random flickering double squares or 'double circles' that interact in some way.
- DarkSoliton.png (7.31 KiB) Viewed 17830 times
Re: Quantum Computer
I used this pattern:
I let it expand with the rule B3/S12456 until quite large, to smooth the edge out. Then I used a shrinking rule B35/S5678 on the expanded pattern. That shrinks everything down to small stationary squares and oscillators. Then I expand that using B3/S12456, until large, and then shrink using B35/s5678 (the expanding and shrinking if continuously played looks a bit like yin yang fire). Then I changed the cursor mode to select, and I selected a single one dimensional line out of the pattern (a single straight horizontal line from one edge of the large pattern to the other).
Here:
I think that 1-d line can be used in a 1-dimensional rule. There's still a pattern in it from the donut shape around the center of the first selection, and then the 1-d selection of that, since it's being cycled before taking a selection of expansion/contraction, it seems like it has some memory built in.
Code: Select all
x = 1764, y = 590, rule = B3/S12456
1762bo$1174bobo584bo$586bobo584bo3bo582bo$o584bo3bo582bo5bo580bo$bo
582bo5bo580bo7bo578bo$2bo580bo7bo578bo9bo576bo$3bo578bo9bo576bo11bo
574bo$4bo576bo11bo574bo13bo572bo$5bo574bo13bo572bo15bo570bo$6bo572bo
15bo570bo17bo568bo$7bo570bo17bo568bo19bo566bo$8bo568bo19bo566bo21bo
564bo$9bo566bo21bo564bo23bo562bo$10bo564bo23bo562bo25bo560bo$11bo562bo
25bo560bo27bo558bo$12bo560bo27bo558bo29bo556bo$13bo558bo29bo556bo31bo
554bo$14bo556bo31bo554bo33bo552bo$15bo554bo33bo552bo35bo550bo$16bo552b
o35bo550bo37bo548bo$17bo550bo37bo548bo39bo546bo$18bo548bo39bo546bo41bo
544bo$19bo546bo41bo544bo43bo542bo$20bo544bo43bo542bo45bo540bo$21bo542b
o45bo540bo47bo538bo$22bo540bo47bo538bo49bo536bo$23bo538bo49bo536bo51bo
534bo$24bo536bo51bo534bo53bo532bo$25bo534bo53bo532bo55bo530bo$26bo532b
o55bo530bo57bo528bo$27bo530bo57bo528bo59bo526bo$28bo528bo59bo526bo61bo
524bo$29bo526bo61bo524bo63bo522bo$30bo524bo63bo522bo65bo520bo$31bo522b
o65bo520bo67bo518bo$32bo520bo67bo518bo69bo516bo$33bo518bo69bo516bo71bo
514bo$34bo516bo71bo514bo73bo512bo$35bo514bo73bo512bo75bo510bo$36bo512b
o75bo510bo77bo508bo$37bo510bo77bo508bo79bo506bo$38bo508bo79bo506bo81bo
504bo$39bo506bo81bo504bo83bo502bo$40bo504bo83bo502bo85bo500bo$41bo502b
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494bo$44bo496bo91bo494bo93bo492bo$45bo494bo93bo492bo95bo490bo$46bo492b
o95bo490bo97bo488bo$47bo490bo97bo488bo99bo486bo$48bo488bo99bo486bo101b
o484bo$49bo486bo101bo484bo103bo482bo$50bo484bo103bo482bo105bo480bo$51b
o482bo105bo480bo107bo478bo$52bo480bo107bo478bo109bo476bo$53bo478bo109b
o476bo111bo474bo$54bo476bo111bo474bo113bo472bo$55bo474bo113bo472bo115b
o470bo$56bo472bo115bo470bo117bo468bo$57bo470bo117bo468bo119bo466bo$58b
o468bo119bo466bo121bo464bo$59bo466bo121bo464bo123bo462bo$60bo464bo123b
o462bo125bo460bo$61bo462bo125bo460bo127bo458bo$62bo460bo127bo458bo129b
o456bo$63bo458bo129bo456bo131bo454bo$64bo456bo131bo454bo133bo452bo$65b
o454bo133bo452bo135bo450bo$66bo452bo135bo450bo137bo448bo$67bo450bo137b
o448bo139bo446bo$68bo448bo139bo446bo141bo444bo$69bo446bo141bo444bo143b
o442bo$70bo444bo143bo442bo145bo440bo$71bo442bo145bo440bo147bo438bo$72b
o440bo147bo438bo149bo436bo$73bo438bo149bo436bo151bo434bo$74bo436bo151b
o434bo153bo432bo$75bo434bo153bo432bo155bo430bo$76bo432bo155bo430bo157b
o428bo$77bo430bo157bo428bo159bo426bo$78bo428bo159bo426bo161bo424bo$79b
o426bo161bo424bo163bo422bo$80bo424bo163bo422bo165bo420bo$81bo422bo165b
o420bo167bo418bo$82bo420bo167bo418bo169bo416bo$83bo418bo169bo416bo171b
o414bo$84bo416bo171bo414bo173bo412bo$85bo414bo173bo412bo175bo410bo$86b
o412bo175bo410bo177bo408bo$87bo410bo177bo408bo179bo406bo$88bo408bo179b
o406bo181bo404bo$89bo406bo181bo404bo183bo402bo$90bo404bo183bo402bo185b
o400bo$91bo402bo185bo400bo187bo398bo$92bo400bo187bo398bo189bo396bo$93b
o398bo189bo396bo191bo394bo$94bo396bo191bo394bo193bo392bo$95bo394bo193b
o392bo195bo390bo$96bo392bo195bo390bo197bo388bo$97bo390bo197bo388bo199b
o386bo$98bo388bo199bo386bo201bo384bo$99bo386bo201bo384bo203bo382bo$
100bo384bo203bo382bo205bo380bo$101bo382bo205bo380bo207bo378bo$102bo
380bo207bo378bo209bo376bo$103bo378bo209bo376bo211bo374bo$104bo376bo
211bo374bo213bo372bo$105bo374bo213bo372bo215bo370bo$106bo372bo215bo
370bo217bo368bo$107bo370bo217bo368bo219bo366bo$108bo368bo219bo366bo
221bo364bo$109bo366bo221bo364bo223bo362bo$110bo364bo223bo362bo225bo
360bo$111bo362bo225bo360bo227bo358bo$112bo360bo227bo358bo229bo356bo$
113bo358bo229bo356bo231bo354bo$114bo356bo231bo354bo233bo352bo$115bo
354bo233bo352bo235bo350bo$116bo352bo235bo350bo237bo348bo$117bo350bo
237bo348bo239bo346bo$118bo348bo239bo346bo241bo344bo$119bo346bo241bo
344bo243bo342bo$120bo344bo243bo342bo245bo340bo$121bo342bo245bo340bo
247bo338bo$122bo340bo247bo338bo249bo336bo$123bo338bo249bo336bo251bo
334bo$124bo336bo251bo334bo253bo332bo$125bo334bo253bo332bo255bo330bo$
126bo332bo255bo330bo257bo328bo$127bo330bo257bo328bo259bo326bo$128bo
328bo259bo326bo261bo324bo$129bo326bo261bo324bo263bo322bo$130bo324bo
263bo322bo265bo320bo$131bo322bo265bo320bo267bo318bo$132bo320bo267bo
318bo269bo316bo$133bo318bo269bo316bo271bo314bo$134bo316bo271bo314bo
273bo312bo$135bo314bo273bo312bo275bo310bo$136bo312bo275bo310bo277bo
308bo$137bo310bo277bo308bo279bo306bo$138bo308bo279bo306bo281bo304bo$
139bo306bo281bo304bo283bo302bo$140bo304bo283bo302bo285bo300bo$141bo
302bo285bo300bo287bo298bo$142bo300bo287bo298bo289bo296bo$143bo298bo
289bo296bo291bo294bo$144bo296bo291bo294bo293bo292bo$145bo294bo293bo
292bo295bo290bo$146bo292bo295bo290bo297bo288bo$147bo290bo297bo288bo
299bo286bo$148bo288bo299bo286bo301bo284bo$149bo286bo301bo284bo303bo
282bo$150bo284bo303bo282bo305bo280bo$151bo282bo305bo280bo307bo278bo$
152bo280bo307bo278bo309bo276bo$153bo278bo309bo276bo311bo274bo$154bo
276bo311bo274bo313bo272bo$155bo274bo313bo272bo315bo270bo$156bo272bo
315bo270bo317bo268bo$157bo270bo317bo268bo319bo266bo$158bo268bo319bo
266bo321bo264bo$159bo266bo321bo264bo323bo262bo$160bo264bo323bo262bo
325bo260bo$161bo262bo325bo260bo327bo258bo$162bo260bo327bo258bo329bo
256bo$163bo258bo329bo256bo331bo254bo$164bo256bo331bo254bo333bo252bo$
165bo254bo333bo252bo335bo250bo$166bo252bo335bo250bo337bo248bo$167bo
250bo337bo248bo339bo246bo$168bo248bo339bo246bo341bo244bo$169bo246bo
341bo244bo343bo242bo$170bo244bo343bo242bo345bo240bo$171bo242bo345bo
240bo347bo238bo$172bo240bo347bo238bo349bo236bo$173bo238bo349bo236bo
351bo234bo$174bo236bo351bo234bo353bo232bo$175bo234bo353bo232bo355bo
230bo$176bo232bo355bo230bo357bo228bo$177bo230bo357bo228bo359bo226bo$
178bo228bo359bo226bo361bo224bo$179bo226bo361bo224bo363bo222bo$180bo
224bo363bo222bo365bo220bo$181bo222bo365bo220bo367bo218bo$182bo220bo
367bo218bo369bo216bo$183bo218bo369bo216bo371bo214bo$184bo216bo371bo
214bo373bo212bo$185bo214bo373bo212bo375bo210bo$186bo212bo375bo210bo
377bo208bo$187bo210bo377bo208bo379bo206bo$188bo208bo379bo206bo381bo
204bo$189bo206bo381bo204bo383bo202bo$190bo204bo383bo202bo385bo200bo$
191bo202bo385bo200bo387bo198bo$192bo200bo387bo198bo389bo196bo$193bo
198bo389bo196bo391bo194bo$194bo196bo391bo194bo393bo192bo$195bo194bo
393bo192bo395bo190bo$196bo192bo395bo190bo397bo188bo$197bo190bo397bo
188bo399bo186bo$198bo188bo399bo186bo401bo184bo$199bo186bo401bo184bo
403bo182bo$200bo184bo403bo182bo405bo180bo$201bo182bo405bo180bo407bo
178bo$202bo180bo407bo178bo409bo176bo$203bo178bo409bo176bo411bo174bo$
204bo176bo411bo174bo413bo172bo$205bo174bo413bo172bo415bo170bo$206bo
172bo415bo170bo417bo168bo$207bo170bo417bo168bo419bo166bo$208bo168bo
419bo166bo421bo164bo$209bo166bo421bo164bo423bo162bo$210bo164bo423bo
162bo425bo160bo$211bo162bo425bo160bo427bo158bo$212bo160bo427bo158bo
429bo156bo$213bo158bo429bo156bo431bo154bo$214bo156bo431bo154bo433bo
152bo$215bo154bo433bo152bo435bo150bo$216bo152bo435bo150bo437bo148bo$
217bo150bo437bo148bo439bo146bo$218bo148bo439bo146bo441bo144bo$219bo
146bo441bo144bo443bo142bo$220bo144bo443bo142bo445bo140bo$221bo142bo
445bo140bo447bo138bo$222bo140bo447bo138bo449bo136bo$223bo138bo449bo
136bo451bo134bo$224bo136bo451bo134bo453bo132bo$225bo134bo453bo132bo
455bo130bo$226bo132bo455bo130bo457bo128bo$227bo130bo457bo128bo459bo
126bo$228bo128bo459bo126bo461bo124bo$229bo126bo461bo124bo463bo122bo$
230bo124bo463bo122bo465bo120bo$231bo122bo465bo120bo467bo118bo$232bo
120bo467bo118bo469bo116bo$233bo118bo469bo116bo471bo114bo$234bo116bo
471bo114bo473bo112bo$235bo114bo473bo112bo475bo110bo$236bo112bo475bo
110bo477bo108bo$237bo110bo477bo108bo479bo106bo$238bo108bo479bo106bo
481bo104bo$239bo106bo481bo104bo483bo102bo$240bo104bo483bo102bo485bo
100bo$241bo102bo485bo100bo487bo98bo$242bo100bo487bo98bo489bo96bo$243bo
98bo489bo96bo491bo94bo$244bo96bo491bo94bo493bo92bo$245bo94bo493bo92bo
495bo90bo$246bo92bo495bo90bo497bo88bo$247bo90bo497bo88bo499bo86bo$248b
o88bo499bo86bo501bo84bo$249bo86bo501bo84bo503bo82bo$250bo84bo503bo82bo
505bo80bo$251bo82bo505bo80bo507bo78bo$252bo80bo507bo78bo509bo76bo$253b
o78bo509bo76bo511bo74bo$254bo76bo511bo74bo513bo72bo$255bo74bo513bo72bo
515bo70bo$256bo72bo515bo70bo517bo68bo$257bo70bo517bo68bo519bo66bo$258b
o68bo519bo66bo521bo64bo$259bo66bo521bo64bo523bo62bo$260bo64bo523bo62bo
525bo60bo$261bo62bo525bo60bo527bo58bo$262bo60bo527bo58bo529bo56bo$263b
o58bo529bo56bo531bo54bo$264bo56bo531bo54bo533bo52bo$265bo54bo533bo52bo
535bo50bo$266bo52bo535bo50bo537bo48bo$267bo50bo537bo48bo539bo46bo$268b
o48bo539bo46bo541bo44bo$269bo46bo541bo44bo543bo42bo$270bo44bo543bo42bo
545bo40bo$271bo42bo545bo40bo547bo38bo$272bo40bo547bo38bo549bo36bo$273b
o38bo549bo36bo551bo34bo$274bo36bo551bo34bo553bo32bo$275bo34bo553bo32bo
555bo30bo$276bo32bo555bo30bo557bo14b2o12bo$277bo30bo557bo14b2o12bo559b
o13b3o5b6o$278bo14b2o12bo559bo13b3o5b6o561b7o6bo2bo3bo5bo$279bo13b3o5b
6o561b7o6bo2bo3bo5bo561bo5bo6bo3bobo3bo2bo$280b7o6bo2bo3bo5bo561bo5bo
6bo3bobo3bo2bo561bo2bo2b16o2bobo$280bo5bo6bo3bobo3bo2bo561bo2bo2b16o2b
obo561bobobob6o4b6obo2bo$280bo2bo2b16o2bobo561bobobob6o4b6obo2bo561bo
4bob4o6b4obo3bo$280bobobob6o4b6obo2bo561bo4bob4o6b4obo3bo561bo2b2obob
2o8b2obob4o$280bo4bob4o6b4obo3bo561bo2b2obob2o8b2obob4o562bob3obo12bob
3o$280bo2b2obob2o8b2obob4o562bob3obo12bob3o565b5obo10bob4o$281bob3obo
12bob3o565b5obo10bob4o566b4o2bob6obo2b4o$282b5obo10bob4o566b4o2bob6obo
2b4o565b4o4bo6bo4b3o$283b4o2bob6obo2b4o565b4o4bo6bo4b3o564bob2o4bobo4b
obo4b2o$282b4o4bo6bo4b3o564bob2o4bobo4bobo4b2o563bo2bo5bo2bo2bo2bo5bo$
281bob2o4bobo4bobo4b2o563bo2bo5bo2bo2bo2bo5bo562b2o2bo5bo3b2o3bo5b283o
$280bo2bo5bo2bo2bo2bo5bo562b2o2bo5bo3b2o3bo5b568o5bo3b2o3bo5bo2b2o$
279b2o2bo5bo3b2o3bo5b568o5bo3b2o3bo5bo2b2o562bo5bo2bo2bo2bo5bo2bo$b
283o5bo3b2o3bo5bo2b2o562bo5bo2bo2bo2bo5bo2bo563b2o4bobo4bobo4b2obo$
283bo5bo2bo2bo2bo5bo2bo563b2o4bobo4bobo4b2obo564b3o4bo6bo4b4o$283b2o4b
obo4bobo4b2obo564b3o4bo6bo4b4o565b4o2bob6obo2b4o$283b3o4bo6bo4b4o565b
4o2bob6obo2b4o566b4obo10bob5o$283b4o2bob6obo2b4o566b4obo10bob5o565b3ob
o12bob3obo$283b4obo10bob5o565b3obo12bob3obo562b4obob2o8b2obob2o2bo$
283b3obo12bob3obo562b4obob2o8b2obob2o2bo561bo3bob4o6b4obo4bo$281b4obob
2o8b2obob2o2bo561bo3bob4o6b4obo4bo561bo2bob6o4b6obobobo$281bo3bob4o6b
4obo4bo561bo2bob6o4b6obobobo561bobo2b16o2bo2bo$281bo2bob6o4b6obobobo
561bobo2b16o2bo2bo561bo2bo3bobo3bo6bo5bo$281bobo2b16o2bo2bo561bo2bo3bo
bo3bo6bo5bo561bo5bo3bo2bo6b7o$281bo2bo3bobo3bo6bo5bo561bo5bo3bo2bo6b7o
561b6o5b3o13bo$281bo5bo3bo2bo6b7o561b6o5b3o13bo559bo12b2o14bo$281b6o5b
3o13bo559bo12b2o14bo557bo30bo$280bo12b2o14bo557bo30bo555bo32bo$279bo
30bo555bo32bo553bo34bo$278bo32bo553bo34bo551bo36bo$277bo34bo551bo36bo
549bo38bo$276bo36bo549bo38bo547bo40bo$275bo38bo547bo40bo545bo42bo$274b
o40bo545bo42bo543bo44bo$273bo42bo543bo44bo541bo46bo$272bo44bo541bo46bo
539bo48bo$271bo46bo539bo48bo537bo50bo$270bo48bo537bo50bo535bo52bo$269b
o50bo535bo52bo533bo54bo$268bo52bo533bo54bo531bo56bo$267bo54bo531bo56bo
529bo58bo$266bo56bo529bo58bo527bo60bo$265bo58bo527bo60bo525bo62bo$264b
o60bo525bo62bo523bo64bo$263bo62bo523bo64bo521bo66bo$262bo64bo521bo66bo
519bo68bo$261bo66bo519bo68bo517bo70bo$260bo68bo517bo70bo515bo72bo$259b
o70bo515bo72bo513bo74bo$258bo72bo513bo74bo511bo76bo$257bo74bo511bo76bo
509bo78bo$256bo76bo509bo78bo507bo80bo$255bo78bo507bo80bo505bo82bo$254b
o80bo505bo82bo503bo84bo$253bo82bo503bo84bo501bo86bo$252bo84bo501bo86bo
499bo88bo$251bo86bo499bo88bo497bo90bo$250bo88bo497bo90bo495bo92bo$249b
o90bo495bo92bo493bo94bo$248bo92bo493bo94bo491bo96bo$247bo94bo491bo96bo
489bo98bo$246bo96bo489bo98bo487bo100bo$245bo98bo487bo100bo485bo102bo$
244bo100bo485bo102bo483bo104bo$243bo102bo483bo104bo481bo106bo$242bo
104bo481bo106bo479bo108bo$241bo106bo479bo108bo477bo110bo$240bo108bo
477bo110bo475bo112bo$239bo110bo475bo112bo473bo114bo$238bo112bo473bo
114bo471bo116bo$237bo114bo471bo116bo469bo118bo$236bo116bo469bo118bo
467bo120bo$235bo118bo467bo120bo465bo122bo$234bo120bo465bo122bo463bo
124bo$233bo122bo463bo124bo461bo126bo$232bo124bo461bo126bo459bo128bo$
231bo126bo459bo128bo457bo130bo$230bo128bo457bo130bo455bo132bo$229bo
130bo455bo132bo453bo134bo$228bo132bo453bo134bo451bo136bo$227bo134bo
451bo136bo449bo138bo$226bo136bo449bo138bo447bo140bo$225bo138bo447bo
140bo445bo142bo$224bo140bo445bo142bo443bo144bo$223bo142bo443bo144bo
441bo146bo$222bo144bo441bo146bo439bo148bo$221bo146bo439bo148bo437bo
150bo$220bo148bo437bo150bo435bo152bo$219bo150bo435bo152bo433bo154bo$
218bo152bo433bo154bo431bo156bo$217bo154bo431bo156bo429bo158bo$216bo
156bo429bo158bo427bo160bo$215bo158bo427bo160bo425bo162bo$214bo160bo
425bo162bo423bo164bo$213bo162bo423bo164bo421bo166bo$212bo164bo421bo
166bo419bo168bo$211bo166bo419bo168bo417bo170bo$210bo168bo417bo170bo
415bo172bo$209bo170bo415bo172bo413bo174bo$208bo172bo413bo174bo411bo
176bo$207bo174bo411bo176bo409bo178bo$206bo176bo409bo178bo407bo180bo$
205bo178bo407bo180bo405bo182bo$204bo180bo405bo182bo403bo184bo$203bo
182bo403bo184bo401bo186bo$202bo184bo401bo186bo399bo188bo$201bo186bo
399bo188bo397bo190bo$200bo188bo397bo190bo395bo192bo$199bo190bo395bo
192bo393bo194bo$198bo192bo393bo194bo391bo196bo$197bo194bo391bo196bo
389bo198bo$196bo196bo389bo198bo387bo200bo$195bo198bo387bo200bo385bo
202bo$194bo200bo385bo202bo383bo204bo$193bo202bo383bo204bo381bo206bo$
192bo204bo381bo206bo379bo208bo$191bo206bo379bo208bo377bo210bo$190bo
208bo377bo210bo375bo212bo$189bo210bo375bo212bo373bo214bo$188bo212bo
373bo214bo371bo216bo$187bo214bo371bo216bo369bo218bo$186bo216bo369bo
218bo367bo220bo$185bo218bo367bo220bo365bo222bo$184bo220bo365bo222bo
363bo224bo$183bo222bo363bo224bo361bo226bo$182bo224bo361bo226bo359bo
228bo$181bo226bo359bo228bo357bo230bo$180bo228bo357bo230bo355bo232bo$
179bo230bo355bo232bo353bo234bo$178bo232bo353bo234bo351bo236bo$177bo
234bo351bo236bo349bo238bo$176bo236bo349bo238bo347bo240bo$175bo238bo
347bo240bo345bo242bo$174bo240bo345bo242bo343bo244bo$173bo242bo343bo
244bo341bo246bo$172bo244bo341bo246bo339bo248bo$171bo246bo339bo248bo
337bo250bo$170bo248bo337bo250bo335bo252bo$169bo250bo335bo252bo333bo
254bo$168bo252bo333bo254bo331bo256bo$167bo254bo331bo256bo329bo258bo$
166bo256bo329bo258bo327bo260bo$165bo258bo327bo260bo325bo262bo$164bo
260bo325bo262bo323bo264bo$163bo262bo323bo264bo321bo266bo$162bo264bo
321bo266bo319bo268bo$161bo266bo319bo268bo317bo270bo$160bo268bo317bo
270bo315bo272bo$159bo270bo315bo272bo313bo274bo$158bo272bo313bo274bo
311bo276bo$157bo274bo311bo276bo309bo278bo$156bo276bo309bo278bo307bo
280bo$155bo278bo307bo280bo305bo282bo$154bo280bo305bo282bo303bo284bo$
153bo282bo303bo284bo301bo286bo$152bo284bo301bo286bo299bo288bo$151bo
286bo299bo288bo297bo290bo$150bo288bo297bo290bo295bo292bo$149bo290bo
295bo292bo293bo294bo$148bo292bo293bo294bo291bo296bo$147bo294bo291bo
296bo289bo298bo$146bo296bo289bo298bo287bo300bo$145bo298bo287bo300bo
285bo302bo$144bo300bo285bo302bo283bo304bo$143bo302bo283bo304bo281bo
306bo$142bo304bo281bo306bo279bo308bo$141bo306bo279bo308bo277bo310bo$
140bo308bo277bo310bo275bo312bo$139bo310bo275bo312bo273bo314bo$138bo
312bo273bo314bo271bo316bo$137bo314bo271bo316bo269bo318bo$136bo316bo
269bo318bo267bo320bo$135bo318bo267bo320bo265bo322bo$134bo320bo265bo
322bo263bo324bo$133bo322bo263bo324bo261bo326bo$132bo324bo261bo326bo
259bo328bo$131bo326bo259bo328bo257bo330bo$130bo328bo257bo330bo255bo
332bo$129bo330bo255bo332bo253bo334bo$128bo332bo253bo334bo251bo336bo$
127bo334bo251bo336bo249bo338bo$126bo336bo249bo338bo247bo340bo$125bo
338bo247bo340bo245bo342bo$124bo340bo245bo342bo243bo344bo$123bo342bo
243bo344bo241bo346bo$122bo344bo241bo346bo239bo348bo$121bo346bo239bo
348bo237bo350bo$120bo348bo237bo350bo235bo352bo$119bo350bo235bo352bo
233bo354bo$118bo352bo233bo354bo231bo356bo$117bo354bo231bo356bo229bo
358bo$116bo356bo229bo358bo227bo360bo$115bo358bo227bo360bo225bo362bo$
114bo360bo225bo362bo223bo364bo$113bo362bo223bo364bo221bo366bo$112bo
364bo221bo366bo219bo368bo$111bo366bo219bo368bo217bo370bo$110bo368bo
217bo370bo215bo372bo$109bo370bo215bo372bo213bo374bo$108bo372bo213bo
374bo211bo376bo$107bo374bo211bo376bo209bo378bo$106bo376bo209bo378bo
207bo380bo$105bo378bo207bo380bo205bo382bo$104bo380bo205bo382bo203bo
384bo$103bo382bo203bo384bo201bo386bo$102bo384bo201bo386bo199bo388bo$
101bo386bo199bo388bo197bo390bo$100bo388bo197bo390bo195bo392bo$99bo390b
o195bo392bo193bo394bo$98bo392bo193bo394bo191bo396bo$97bo394bo191bo396b
o189bo398bo$96bo396bo189bo398bo187bo400bo$95bo398bo187bo400bo185bo402b
o$94bo400bo185bo402bo183bo404bo$93bo402bo183bo404bo181bo406bo$92bo404b
o181bo406bo179bo408bo$91bo406bo179bo408bo177bo410bo$90bo408bo177bo410b
o175bo412bo$89bo410bo175bo412bo173bo414bo$88bo412bo173bo414bo171bo416b
o$87bo414bo171bo416bo169bo418bo$86bo416bo169bo418bo167bo420bo$85bo418b
o167bo420bo165bo422bo$84bo420bo165bo422bo163bo424bo$83bo422bo163bo424b
o161bo426bo$82bo424bo161bo426bo159bo428bo$81bo426bo159bo428bo157bo430b
o$80bo428bo157bo430bo155bo432bo$79bo430bo155bo432bo153bo434bo$78bo432b
o153bo434bo151bo436bo$77bo434bo151bo436bo149bo438bo$76bo436bo149bo438b
o147bo440bo$75bo438bo147bo440bo145bo442bo$74bo440bo145bo442bo143bo444b
o$73bo442bo143bo444bo141bo446bo$72bo444bo141bo446bo139bo448bo$71bo446b
o139bo448bo137bo450bo$70bo448bo137bo450bo135bo452bo$69bo450bo135bo452b
o133bo454bo$68bo452bo133bo454bo131bo456bo$67bo454bo131bo456bo129bo458b
o$66bo456bo129bo458bo127bo460bo$65bo458bo127bo460bo125bo462bo$64bo460b
o125bo462bo123bo464bo$63bo462bo123bo464bo121bo466bo$62bo464bo121bo466b
o119bo468bo$61bo466bo119bo468bo117bo470bo$60bo468bo117bo470bo115bo472b
o$59bo470bo115bo472bo113bo474bo$58bo472bo113bo474bo111bo476bo$57bo474b
o111bo476bo109bo478bo$56bo476bo109bo478bo107bo480bo$55bo478bo107bo480b
o105bo482bo$54bo480bo105bo482bo103bo484bo$53bo482bo103bo484bo101bo486b
o$52bo484bo101bo486bo99bo488bo$51bo486bo99bo488bo97bo490bo$50bo488bo
97bo490bo95bo492bo$49bo490bo95bo492bo93bo494bo$48bo492bo93bo494bo91bo
496bo$47bo494bo91bo496bo89bo498bo$46bo496bo89bo498bo87bo500bo$45bo498b
o87bo500bo85bo502bo$44bo500bo85bo502bo83bo504bo$43bo502bo83bo504bo81bo
506bo$42bo504bo81bo506bo79bo508bo$41bo506bo79bo508bo77bo510bo$40bo508b
o77bo510bo75bo512bo$39bo510bo75bo512bo73bo514bo$38bo512bo73bo514bo71bo
516bo$37bo514bo71bo516bo69bo518bo$36bo516bo69bo518bo67bo520bo$35bo518b
o67bo520bo65bo522bo$34bo520bo65bo522bo63bo524bo$33bo522bo63bo524bo61bo
526bo$32bo524bo61bo526bo59bo528bo$31bo526bo59bo528bo57bo530bo$30bo528b
o57bo530bo55bo532bo$29bo530bo55bo532bo53bo534bo$28bo532bo53bo534bo51bo
536bo$27bo534bo51bo536bo49bo538bo$26bo536bo49bo538bo47bo540bo$25bo538b
o47bo540bo45bo542bo$24bo540bo45bo542bo43bo544bo$23bo542bo43bo544bo41bo
546bo$22bo544bo41bo546bo39bo548bo$21bo546bo39bo548bo37bo550bo$20bo548b
o37bo550bo35bo552bo$19bo550bo35bo552bo33bo554bo$18bo552bo33bo554bo31bo
556bo$17bo554bo31bo556bo29bo558bo$16bo556bo29bo558bo27bo560bo$15bo558b
o27bo560bo25bo562bo$14bo560bo25bo562bo23bo564bo$13bo562bo23bo564bo21bo
566bo$12bo564bo21bo566bo19bo568bo$11bo566bo19bo568bo17bo570bo$10bo568b
o17bo570bo15bo572bo$9bo570bo15bo572bo13bo574bo$8bo572bo13bo574bo11bo
576bo$7bo574bo11bo576bo9bo578bo$6bo576bo9bo578bo7bo580bo$5bo578bo7bo
580bo5bo582bo$4bo580bo5bo582bo3bo584bo$3bo582bo3bo584bobo$2bo584bobo$b
o!
Here:
Code: Select all
x = 18269, y = 1, rule = B3/S12456
2obob3ob4o2b2ob2ob2obob2ob2o4bobo2b2ob2ob2o4bob3o2b2o2bo2bobobobob2ob
2o2bob2obob2o2bobo5b4obo2b3ob2o3bo3b5ob6ob2ob4ob2o2b5obob3o3bobob2obob
5o2bobob2o3b2ob3ob4ob2obobobo2b6o2bob8obobo6b2o2b3ob5o4b2ob2o4b3ob2ob
2obo2b3obob8o2b5o2bo3bobo7b3obo2bo3bobob2o3bobo2bo4bo2b5o3b2ob3o6bob2o
bo4bo4b2obobobobob2ob2o2b4ob2o4bob3obobo4b3ob2obobo2b2obo4b3o3bo7b7o3b
o2bo2b2obo2bo4bob2o3b2obobobo3bob3obobo2bob5ob5o2b7ob3o2b4o3b2obobobo
2b4ob2ob2o5b4obob8ob2obobob5o2b2obobob2ob2ob3o5bob2obo6bobo2b2obob2obo
2bo2b3obob5ob2obo2b2o3bobo4bo4b2obob6o2b2o3bo2bo3b4o3bobob2o2bobo2b2ob
obobo2bo3b3obo2b3obo3b4o7b2o2b2ob3o2bo3bo3b3obob2o4b3ob2ob2ob2ob2o3b2o
bob5o2b2o2b2o2b2obo3b2obobo4bo2bo3b3o2b2obo2b7obo2bo2b5obobo3b2o2b2obo
b2obobo4b2ob2o4bob2ob2ob3o3b2o4bobobo6bobo2b2o8b3obo2bo2bobo5b2ob2o2b
2o5b2ob5ob2o3b2o2bobo2b2o2b2ob3obobo2bo5bo3b2obobobo4b2o2bob2obo2b3o2b
obobobobobobo2bobo7bob3ob2o3bob5o2b2o3b9obo2b2ob3o2bo2bobobo6b3ob2o2b
2o2b3obob2o7b2obo2bobob2ob2o5b3o2b2o3bo2bo2b2o5bob4obob5ob2obo5b2ob2ob
4obobob2obo3b2o2bo4bo4b2ob3o5bob7o2b3o5bo2bobo2bo3b3o3bo4bob2obob8obo
5bob2obo2b4obo2b4obobobo3b5obob7obo2bobobobob3o3b3ob2o5bo2b3obo3bob2ob
ob3obobobobo5b2obobo4b2o2bo3b2ob2o3bob6ob2o2bo2b3obo2bo3bo3bo2b3o2b4ob
2obo2b6o3bob2o3b2o2bobobobob2ob3obo2bob2obo3b3o3b2o4bobob4ob2o4b2o2bo
2bo6b2o6bo4bobob3obob2ob2obo2b2o4bob7ob2obo5b5ob2ob4obob2o4b2obo2bob2o
3bo2bo3bo2bob2obo3bo4b3ob2o3bobo3b3obobob2o2bo3b2o2bo4bo7bob2ob2o2b3o
2b2ob3o3bobob2obob2o3bo3bobo4bo2bo3bo5bo3b4o4b5obob2o4bobob4o3bo3b4ob
4o2bo5bo3bob2obobobob2ob5obo5bob3obobobo2b3o4b3obo2b2o3bob2ob2o2b4ob3o
3bobo7bo3bobo6b2ob2o2bo3b2ob2o2b2obob4o2b7o5bobo3bo2bobo3bo3bobo3b2ob
2o4bobo2bo2bo3bo2bo2b4obobo2b3ob2obob3o3bo2bob2o3b5o4b2o2bobob8ob2o7b
5obobo2bo2bobob2o4b2ob2o3bo4b2o6b8o6b6ob6obobo2b2ob3ob5o2bob6ob3o3b2o
5b2o2bo4b3o2b3ob4o3b7o2b2o2b2obob4o4b3o5bo5bo11bo2bo7b2o3b4o6bobobo2bo
2bob3o3b3o2bo2bo5b2o2bo2b2ob2obob2ob7obobob4o4b2obobo3b2o2bob3o3bo3b3o
4b2o2b5o5bo2bobo2bo6b3o2bo4b2obob3ob2o3b3o2bobob5o4bo2bob2o5bo2bob2o2b
2o2bobobo4b2ob2o2bo2b8obobo3bo2b2o2bob2ob3ob2o2b2ob4o2bobo2b3o2b2obobo
2b3obob3o3bo2bobobo2b2o6b3ob2ob2ob2ob2ob5ob2obo2b2obo5bo2bo3b2obo2b2o
2bo3b2o2bo4b3ob2o2b2ob2o3b6ob3obob2ob2o2b2obo3bob4o5bo3b3ob4o4bob4ob2o
3b3o3bo2b2o2bob2obobobo3bob3obo2b2obobob2ob3o5b3ob2obo2b2o2b3obob2o2bo
2bo2b3obobobob2o2bo2b2ob7o2bo3b6ob2ob3o2bob2ob3o2bob2o2b3obo2bobo4bo2b
o2b3o6bo2bob2obob2ob2ob2obob3obob2o3bo2b3ob3ob2obobob2o3b2ob2ob7ob3ob
2o2b2o2bobobo4b3o2bo2bobobo2bob7obob2ob2ob2obob2obob3obob4obo3b3obobo
2b2o3b5o6b3o2b2o4b3o2b3o2b3obo2b6ob2o2bob3obob2o4bo2bob2ob6o2bobobobo
2bob3o2bob2obo3b2obo2b3o3bo2bobob2obob2obo2b2ob3o3bo2bobob5o5bo4b3o3bo
7bo3bobo4bobobobo3b4o3b2obo3b2obo4b2o3b4o3b3o3bob2o2b3o2b2o2bob5ob2o3b
3o4b2o3b3o5bo2b3o3b2obo2b4o5bo2b3obob2obobo3b2ob2obo2b3o2bo3b2o4b2o5bo
3b3obobobob2ob2ob2ob2obo3bo2b7obobob2ob4obo2b5o2b2ob3obo2b4o2b6o2bobob
2ob3ob2o2bob3o2bobobo4b2o4b4obob4ob3obobob2o3b2o3bob2ob5ob2ob4ob3ob2ob
obo2b6o2b3ob4obo4bo2b2ob3o3b3o3b4ob2o2bo2b5obobo2bob3o2bo2b2obo2bo2bob
2o2bo3b3o3b2obo4bobobob4obo4b2o6bo2b2obobob5ob2obo3bo4bo2b2o2bo2bo3bo
2b5obob3ob2obo2b2o2b3o4bo3b2o2bob2obo2b5o2b2ob2ob2ob10o3b3o4bob2ob3obo
b2o2bo2b4o2bo4bobo2bo2b8o3b2o2b2o4bo3bo5b2ob2ob3o2b2obo4b2ob2obo2b5o2b
obob4ob2o2b2ob3o3bo2b8obob6obo8bo2b2obo4bob3o3bobob3o5b2obo2b2obo2b5ob
2o3bo2b2ob8obo4b2obob2ob2o4bo2bo4bob4obo3bob2o6bo3bo2b2ob2obo6bob2o2b
3o3b3obobo2b2o3bo3b3o2bob2obob2obo2bob2obo2b2o2b3o2bobo5bobobo2bob2o3b
2obo2bob7ob2obobobo2bobo3bob3o3bobob6o2b3obo2bo3b2ob2o2b2obo8bob2ob3o
5bob2obob2obob3ob2o3bo3b4o4bo4bo2b2o2bobo3bob6ob2o2bob3ob3o5b2obo8b3o
2bobobo2b3ob3obob2o2b5o7b3o2bo2b4obob5obo4b2o2b5o2b2obobob2ob3obo2bob
2ob3o3bo4bobobob4o3b2o2b2ob4o3b2ob4obob5ob2ob2o2bobobo5bobo3b2o2bob2ob
o2bo2bobobo6bob2ob3o3bobobob4obo3b5o3b4ob2obo3bobob2ob4obo3b3o3b3o3b5o
3bo3bob3obob2o2b2o2bobobo2b3obo6b3o4b2obobob3ob2o2b3obo2bo3b2obobob3o
2bobobobob4obo2b2ob3o2b7obobob4obo2b2obo2b2obobobo3bobo4bo2b2obob2obo
2b2o2bob2ob2obo3bo2b2obobo3bo2b3obo4bo2b2obo2b3ob2o5b2ob3o3b4obobo3b2o
2bo7bo2bob3o4b2ob2ob2ob3obo2bobob2o3b2o4bob2o4b2ob3ob3o2bobo2b2obo4b3o
b4obo4b6o3bo8b6obobo7b6obobo2bobo3b4o4bob2ob2obo2bob2o3b3ob4ob3o4b2o2b
4ob2obo3bob3ob2o2bobo5bo4bob2ob2o2b3o3bob2obo2b2ob2o2bo8bob3ob3o2bob2o
b2ob4o3bobo3bo3b3obob4ob2ob2o2bo2bo2b10ob2o4bo3b2o5b2obo3b2obob2obo3b
13obo2b3obobo2b3ob3obo10bo2bo3b2o2b2o2bobob2ob4obob2ob2ob3obo2b6ob3o2b
4o2bob5obo2b2obo3b3obobob2o4bo2b2o5bo2b3ob2obo4bo2b3ob5ob2ob2ob2o3b2o
3b3o2bo4bo3b2o2bob3o4b2obo2b2obo6b3o2bo2b2obo3b3ob3o5bob2ob2o2b2obob2o
b3o3b3o2bob2obo2b2o3bo4b2o2bo3bob3ob2ob2ob4ob3o2bobo2b7o4b2o4bobobo2b
2o2bob4ob2obob2ob3ob2o2b3ob4ob2obob3obob3o4bobo3b2ob4o3b5o2bo4b3ob3o2b
3ob2o4b4o7b6obob4obo3bo2b2obob3o2b2ob2ob2obob2obob2ob2o4bo4bob2o2bo3bo
bo4bobo3bo6b2obobobob2obobobo3b3obobo4b2o4b2o3b2ob2o5bo3bo3b2o2b5o4bob
ob2ob2o5bob2obobo3bo6bo4bo2b4obo2b4o2b2o2b3o6b4o2bo2b2ob2obo2bo3b2o5b
3ob2o2b2obo2bo5bobobobo3b4obobob2o2bobo2b3obo2bo3bobob3obobob4o3bob2ob
ob11o2b3o4b5ob2o3b6o3b3obobobo3b2o2b4o2bobo3b3o2b2o2b4o2b2o7b2o2bo3bob
3o4bobo2bobo2b2obo2bob2o2bo2bobo2b2o2bo4bobo4b4ob4o2bo3bo3bo2b2ob2o2b
2o5b2obobo2b3ob2o3bo3bob2o5bo3b2ob3o4bobo2b3o3b5ob3obo2b4obobo6b4obo5b
o2b3o4bo3bo4bo3bob2ob4ob2o3bob2o6bob3o2b2ob3ob2obo3bo3b3ob4o2b3obo2bob
2o2bo4b3o2bo3b2ob3obob8o2b3o2bobob5obo5b2obo3b2o2bo2b4obobo2bob2o2b7ob
2o3b4o3bobob3ob2ob6o2b4o2b2o2bo5b3o2b3o3b2o2b2obobo2b2ob3o4bob2o8bobo
2b6o2b3obob3ob3obob2obo2bob2obo3b2o3bob4obo4bob4o6bo2b2o4bob2obo5b2ob
2ob4o2bob9obo4bobobob2o2bobob2ob2obo2bo3bo3b2o2b3ob3obo4b2o2bo2bo2bo3b
2obob4o2bo2bo3b2o2b2obo4bo2b5ob2o3bobo5bobob2o3b4obo5b2ob2o2b2ob2ob2o
2b2obob5o3b2o4bo2b2o3bo3bo6bobo2bo2bo3b3ob3ob4ob4o3b4obob3o2b2obobob3o
6b5ob3ob2ob2o2b2o5b3obob3o5b5o2b4o4bob3o2b2o3bobobo2bo4b2ob2o2b2ob2ob
5obo4b5o4b2ob2o2b4obob2obo4bob3obob2o3bobob2o2b2o2b2o2b2ob6o2bob3ob2o
2bo6b3ob4o3b2o2b2o4b2o2bo3b3o2bobo5b2o2b4obob2obo2b2ob2o3bo3b3o3b2o2bo
2b6obobobob2o3b3ob2o2b3ob3obo3b2ob4ob3o2b3obo2b3ob2ob2o2b2obobob3ob2o
5bo5bob2o3bob2obob4obob5obobob5o3bo2bo2b2ob3ob2o2bo2bobo6b2obo2b3o3bo
3bo2b2ob4obobobo4bob4obo4b2obob2o6b4o2b2obo2b2obob5obob2o2b2o4bo3b2o6b
4o2b2obob2ob3obob4obo2b2obob2ob6o2b4o3bo3bo2b2o3bob2o2b3ob2o2bobo2b2ob
obo2bob3ob2o2b3ob6ob2ob2o3bo3bo4b3o2b5ob4o2bo2bo7bob4o2b3ob2ob2o3bo2bo
b3ob4ob2obo2bo2bo2bo2b4obo2b3ob2obo2b2ob3o4b8o2b3o2bo3b3o2b3o2b2ob2ob
2ob5o3b2o2bo2bobob4ob2o2b5o3b2o3bob2obo2b2o2b4o4bobo2b4obob3obo2bo2bob
o2bo4b2ob4o2b2o3b7obo2b2obobob5obo5b4o3b2ob3obo4b6o4b5o2b2o3bo2b2obob
3o2bobob2ob2ob3ob2obobo2bo4b2ob4o2bo3bo5bo2b2obo3b2o6bob3ob2o4bobo2b4o
b2o2b3ob7obo2bob6ob3ob3obob6ob4o3b2o2bo3bo3b3o2b3obobob3o3b2ob2o2bob2o
b2ob2obo14b6o2b2ob2obobo4b2o6b4o10b3obobo5b6o3b2o4b3o2b7o3bobob4ob5o3b
ob5o3bob6ob4obob3o3b4ob5o3bo2b3o4bobob8o5b2o2b2o4b3obo3bo2bo2b5o3b4ob
3o2b2obo3bo3bob2o5bob4o2b2o3b4o2b2o2bobobo3b7obo2bob2obob2o4bo2b2ob5o
4b2ob5ob2ob2o2b2o2b2o2bo2b2ob4o3bo2b2obob3o3b2ob2obobo2bo2bobob2ob4obo
bob3o7bo2bob2ob5o2bo5b2o6bo2b2ob2ob2o2bo2b2o6b3ob3o2b2obobo2b3o2bo2bo
2bob3ob2o3bob5obo2b2ob4o5b2ob3obob2ob2obo5b3obob2obobob2obob2ob2obo3b
3o3b2obobobob4o2bo4bo2bob3ob3obo2b2ob2ob5o4b3o2bob8o2b2ob2ob10ob2ob3o
5b2o8bo3bob6obo2bo3bob2o2bob2o3bobo2b4obobobobo2bobob3o3bob4obob2obo2b
ob3ob4ob2o3b4obob3obo3bo2b2obobo5b2ob5ob2o2bobob3o2bobobobo2b3o5bobo3b
3obo2b3o2b3obo2b4obo2b7o2bob3ob4o3b9o3bobo3bo4b2o3bob3o4bo5b4ob6o2b5o
2bo4b5obo3bobo2bo4bo3b3ob2o2b5ob2obobob2ob4o2b3o3b6ob4obob4ob2ob5o2b2o
bo2bo2b7obo2b2ob4ob6o5bobo6b2o4b2ob2ob3o5bob2o4b2ob11o2bobob2ob3o4bo2b
o3bo2bobo4bobo2b2o2b2o4b2obo4b2o2b3ob2ob6o2bobobob2o2bobo2b2ob3obob2o
2b6obob3ob2obo3b4ob2o5b2o2b4o4b4obob3o4b2ob3o2b2ob2obobob2obo2b5o2bobo
b3ob2o3b7o2bo2b2ob2ob3o2bobobo3bob3obob2obob3o5bo2bo2bo4bo3b2o5b3o2b2o
4b2o7b2ob2obo2b2o2b2obo5b5obo2b6ob2o7b4obobo4bo4bobob8o5bo2b3obob4o3bo
4bob2o2b3ob2o2bo3bo2b2o2b3o3bob3obo4b3o3b2obobo4b3o2b4ob4o2bo2bobob3o
4bo2b2obobo2b2obobo2b4ob2o6b2o5bobobo2b2o2bo7b2obob2o2bob4o2b2o3b3o3b
3o2bo3bob4o4b3obobo2bobob2ob7o3bobobo2b3ob7ob2o2bob5ob4ob3o2b5o6bob3ob
obo2bo2bob3obob2obob9ob5ob5obobobo4bob2ob2o4b2ob5o3b6obob6o3b5ob4o2b4o
bo4bobob2ob2ob3o2bo4bobo7b8o2b2ob2o2b2o2bob3ob2obo6b2o2bo2bob2ob4o3b2o
2bo3b3o3bobo3bobobob3obo2bob2o3b3o2b3o3b3obobobo4b9ob2ob4obo2b4o6b4obo
2bobobo3bobobob3o2bobobobo4bob2o4b2o3b3ob4o3b3o2b3o3b5o2b2o2bo3b2ob3o
7b2o2b5ob2o2b7o2bob2ob3obobo3bobobobobobo5b4obo2b3o3bob4ob3ob6ob4o4b5o
bo2b5obob4ob7o12b2o2b2obo2bo3bob2ob2obobo2b3ob2obobob2ob2ob5obo2b2obo
2bob2o2bob4obobo3b4ob2obob3ob2o2b2ob9o3bobobob4o5bob2o2b2ob2obob4o3bob
o2b5o2bo2b3o2b2obob2o3b3ob2obob4o2b4o3b2o4bo5b2obo2b4ob2o3bo2bob3ob3o
4bobo3b3ob2o2bobo2bobo2b2o3bobo3bob4o3bo6b3o3b5obo2bob2obo3b4o2bobobob
2ob2o2bob2o2b2ob9obo2bo3bo2bo2bob2o3b2o2b2o4b2o2b11obo3b2ob2o2b2ob6o6b
3o2b2obob2o2b3obo3b4ob3obo4b2o2bo2bo2bo2bobo3bobob3ob2ob2obo2bo2b2o4b
2ob2o2b3o3b2ob3o5bob2o6b2o3b3o2b2ob3o3bo2b2ob4ob2o2b3obo3bobo3b2o2bo2b
2o3bob2o4b2ob2obob2o4b7obobobo2bobob4o3b2ob6o2bo2b4obo2b2obo5b4o3bo4b
3o4bo2bob2obobo3bo2b5ob4obo2bo2b7o4bo2bobobo3bo3b6obo2b5ob2ob2ob4ob2o
2bo2b3obo7bo4bob2ob4ob2obo2bobob2o6bo3bo3b3o2b2obobo2bob2obo3bobob4ob
2ob6o3bobob2o4bob2o4b2ob2obobo18b2o3bo2bo2b2o3bob4o3bob2ob2obobobobobo
bob3o4b2obobobo3b2o4b2ob2o2b2o3b2obob2ob3o7bo3bo3bo2bobo2b2obo3bo6b2ob
2ob2obobobo5b3o2bobobob2ob4o3bo2b2ob2obo3bo6b7ob4o2bobo2bo2bob2o3b6o3b
o2bob2ob5ob2ob2o3bo2b2ob2obob2obo2b3o3b2o2b2o4bob4ob2obo2b2ob3ob2o4b5o
bo2b2ob4o3b2obo3bobobobo9b4ob4o3b3o2bo4bobo2b4o6bo4bo2b2o3bob2obob4o2b
obob5o2b2o2bo4b5o3b2o2bobobobo2bo3bobo5bobobob2ob2o3b2o2b2obo3bob2ob4o
3b3ob2obobo5bo2bobo3bo4b2o2b4o2b2obo2bo2bob3o3b2o4b2obob3o2bo2b3o2b2o
5bo2bob4ob2ob2ob2obo3bo2b5ob4o5bo4b5o2b4ob2o3b2ob3obob3o9b3o2bob5o3b2o
bob3obob4o7b2o3bo2bob2ob3o2b5o2b2o2b4obobobob3o5b2ob5o3bo2bobobobob5o
2b2o2bo2b2obobobo3bob2o3bobo2bo5b5o2b2ob2obobo2b3o2b2o2b2obo2bob2obo2b
o2b2obobob4o4bo2bobo2bobo3b2o2bob2obo2b2o8b2o3b3o3b2obob4o5b5o3bo2b2ob
3o3b4o2bobob2obobo2bo2bo2b2obo3b2o2b5obob2obo2b4ob3o2b2obo4bo2b2o2b2ob
5o2b3obo2b4o2b2o6b2o2bo2b3ob3obobob2ob2o5bobob2o3bobobo4b2obo2bob4o3b
6obobo2bo3b3ob2o4b4o2bo2b2obo2bob2o3b5o2b3ob3obobob3o2bo2b5o6bo2b2o2b
2obob3o2bo2bob2ob2o2bobobo2bob6o2bo5b3o4b2obob2o8bobo5b2o2bob2o4bo3b2o
2b2obob3obobob7o4bo2b3obob3o2bo2b2o4b3ob2ob3obo2bobo3b6obo4bo3b2o2bobo
b2obo2bo2b5obob2ob5ob6o2bob2ob2o3bob2ob4o4b3ob2obo2bob3o3b2obob4o3b2o
2b3obo2b2o2bobo3bo3b2obo6bob2obo2b4o2b2ob2ob2o2b3o4b2o2bobobo3bo2bo4b
6ob2obo3b2o4bob5o2b2obob6ob4obob4o2b2obob2obob2obo2b2o2bo2bo7bob3o3bob
ob2o3b4o3b2o3bo6bo2bob2obo3b3o6bob4o3b4o2b2obo5b2o2bo4bob2obob2ob2o2b
2o3bobobo3bobo4bo2bobo2b5ob2o3b5o2b2ob2ob3o3bo3b2o2bo3b3o2b3o2b4ob5obo
2b2o3bo2bobobobobob5obob7o5b2ob4o2b3o6bobo3b4o2b2obo5bobobo2bobobo4bo
3b2obob2ob2ob3o3bob2o2b4ob4o2bo2b2obob4obo2bo4bob4ob3ob2obobob3o3bo3bo
b6ob2o6b3o2b2obob2obobo2b5o4bobobob3o3b3o7b2o2b2o6b2o4bob5o2bobo2b4o2b
o13bobo2b3o7b2o4bob3o2b2ob3o2bob2o2b4o3b3obob3o2b4o4bob2o3bob3o3bob2ob
2ob2o7bo5b2o3b3obob6ob2ob2o5b4o5bo2bob2o5b2o4b6o3bobo2b2ob3o5bo2b5o2b
3ob3o6bobo4b3o6b7obo2bobo2b2o2b3o2bobo5b2ob3obo3b2o3b2ob2ob4obo2b2obob
2ob2ob2ob2o2b2o2b3o3bobob2o2b3o4b2ob3ob2o2bo2bobob3o2b3ob2o5bo5b3o2b5o
2bo6b7ob2o2b2ob3o4bo2bob2ob6obo2b2o2bobo3b2ob3ob5ob2obobo4bobob3o6bob
3ob3o5b2ob3obobobo4bo4bob7ob2ob2o3b2o6b2obobobobo2b3o6bobob2ob3o3b4ob
6o3b2o2b2obo2b2o2b3o2b6o5bobo2b2obobo8b2o6b4obob2o3b2obobob5ob4ob5o2b
3obo3b2obo2b2obo2b3o8b4o3bo5bo3b2o2bob2o2bob2o2b3o6b4obo2b3obobo4b4ob
3obobob2ob2o2bob2obob2o4b3ob2ob2o4b3o3b4obob5obob4o3bob2ob7obo2b2ob5o
2bob5o2b3o8b6obob2obobob2obob2o2b2o2b2o2bo6bobo2b2o2b5ob2o4bob2o3bobo
3b5o2bobobo7b5o3bobo7bo2b2obo2b2obob2o2b3obo3b6obob3ob3ob2obo4bobo7b2o
bo3b5o6b2o4bo2bobobobo5bobo2b3ob2obobo6bo3b2obo2bo5bo2bobo2bobo3bob2ob
2o2bo2b2o3bob2ob3o4b4o2b2ob2o3b4ob2o2bobo4b2obob3obob3o3b4ob4ob5obo3bo
b2obo2b2o5bobobobob4o6bo3b2obo3bo3b2o2b3obo2b9obob2ob2o2b2obo2b2obobo
2b4o4b2o2b2o2b6o3b3ob6obob6o4bobo3b4obo2bob4obo2bobobo2bob3o4b5o2bob2o
bobob2ob4ob3o2bob5obo2bob5obob3ob5ob5o2b7o2b5obob4o3bo2bobo4b3obo5bo6b
2o9b2obob2obo3bob3obobobob2ob3ob3o3b2obo4b2ob2obo7b6obob3obob2ob3ob3ob
2obobobob4o3bo6bo2bob2ob4ob5o2b2o5b2o2b3o3b2obo2bobobob2ob3ob2ob2ob3o
2bo2bo2b3obobo2b2obo7b2o5b8ob4o3b2obo8b2o2b5obo2bobo2b5o2b2o2b3ob2o2b
2o3b2obobob2o4b4obo7b2obo5bo2bo2b2o2b2o3b5o4bo3bo3b2obo2bobo6bobo4b6ob
4o3bob2o2b3o2b2o2b3obo2b3o2bo2bo2b2o2b2ob5obob2ob3o7b3obo8bob2o2bob4ob
obo2b5ob2obo3b6o2b2o2b5o2b2o4b3obo4bobo3bobo2bob3obobob4o8bobo2bobo2b
3obobob2o3bo4b2o3bobo2bobobobob2ob4o4bo6bob2obobobob3obo2bo3bobobo4b3o
bob3ob2o4b4o6bob6o2b4ob2o2b4ob4o2bob8o4bo4b2ob3ob3o4b2obob5o5bo3bobob
5ob2o2bob2o2bo3b3ob2o6b2o3bob2obobo2b2o2b6o2b6o2bobob5ob6ob4o2b5obob2o
b2obob2ob3obob2o4b3obobobob2o2bobo2b3o3bobob4obo2bo2b2obo2bo4bo2bob3ob
3o2bo2bob2ob3obobobob3obobob7ob3ob2o3b2obo2b2ob4obo2bo2b3o2b3ob3o2bo6b
5ob5o2b2o2bob2obobob5ob4o2b3ob2o6bobo4bo3b2ob2obo4bobo2bob3o3b6ob2o2b
2ob3o4b2ob2obo3b2obob7o6b2obob2obob3ob4o2b2obob3o2bob3o5b7obob4o2b4obo
3bob3o2b4o2bob2ob4o2b4ob3o3b2o2b2o4bo2b4obobo3bo2b5o2bo3bo8b2o3bob6obo
2bob2o2b4obob6ob3ob2ob2obo2b2ob2ob3o3bo3b2o2bo2b2obobobob2o2bo4b2o4b3o
3bo2b2o2b2ob3o2bob3o2b2o2b4ob3o3bo2bo3bo2bo2b4ob2ob3o4bobo6b2o2bob5o3b
ob2ob2obobo3b4o4bobo4bo3b2o2bo2b3o4bo5b3o2b4o2b4obobobobob2o2bo2b2o5bo
5bo2bobo11bo2bob4obob2obob2ob3ob5ob2ob2obobo3b2o3bobo3b2obo2b2ob3o3bob
o2b2obo5bobob2o2bo2b5o2b3o7bo5bob2obobob2o2bo5b2o3b4o3b2ob2obob3ob2ob
3o2b5ob3obobo4b5ob2obo4b3ob2ob2o2bobobo5b2o2b3o3b6ob4obo3b4ob2ob2o5bo
3bob2ob10ob3obo4b3o2bobo7bo5b4obobo2bo3b7obo2bo2b2ob2obob5o4bob5ob2o2b
3o2bobob2obob3ob4o2b3obobobo3bob2o3b2obob2o2bo2b5obob2obob2obo4b4obobo
4b2o3b4obo2b3o4b2ob4o2bo2b2o3b2ob3o4bob3obo2b3ob2o3bobob2o4bo2bob2o3b
2o3bo2b3obo3bob2o4bo3bobo2bo2b3o4bobobobobo2bob2ob2ob3o2b3obob3o3bo2b
2obob3obo2bobo6bo5b2obobo3bo2b4o2b2obo4b2o7bo4bo3b2obob2ob9obo2bobobob
4ob2o4bo2b4o2bo3b5obob2ob2o3b2o2b2o3b2o3b2ob2obobobob7obo3bo2bo2b3o2b
2ob2ob3obo2bo4bobobobo2b2o3bo4bob4ob4ob2o5bo2bob6o2bob3ob3o2bobobo2b2o
b2o5bob2o2b2o5b2obob2o4bobob6obob5ob2o4b2o2b3o2b3ob2ob4obo2b3o5b3ob2ob
2o2bo3bob2o2b2o2bob6obobobo3bo3b2obo2bo2b2ob2ob6o6b4o3b7o3bob6ob3ob3ob
2o3b2ob8o4bob4o2bo3bo5b2o3b2obo2b3o4b3obob2ob6o2b5obobobob2o5bobob2ob
2obo!
Re: Quantum Computer
Actually look at this solid large square with the shrinking rule (B35/s5678):
When it transforms, and before it grows, the black boundary with the 4 indented areas along the edge looks just like the original pattern. You can actually place those large squares spaced out just like in the Sierpinski curve: viewtopic.php?p=56832#p56832
That UC video had a pixel that was tracked as it transformed (the sierpinski curve), and it was that pixel that drew a white line, and a dark line appeared out of nowhere, so it might be simply the above pattern, and looking at the dark line in the compressed video at the tip of any drawn pixel during the transformation.
Edit: This rule B35/S5678, with horizontal or vertical lines at the corners of the squares makes shapes just like Brian's Brain of a moving line that breaks up fractally, and that's where you can build circuitry.
Code: Select all
x = 265, y = 259, rule = B35/S5678
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$265o$
265o$265o$265o$265o$265o$265o$265o!
That UC video had a pixel that was tracked as it transformed (the sierpinski curve), and it was that pixel that drew a white line, and a dark line appeared out of nowhere, so it might be simply the above pattern, and looking at the dark line in the compressed video at the tip of any drawn pixel during the transformation.
Edit: This rule B35/S5678, with horizontal or vertical lines at the corners of the squares makes shapes just like Brian's Brain of a moving line that breaks up fractally, and that's where you can build circuitry.
Last edited by ntdsc on May 27th, 2018, 1:59 pm, edited 1 time in total.
Re: Quantum Computer
You can look at the Osgood curve:
In the previous post I mentioned a large filled square with the rule B35/S5678, a type of shrinking rule that transforms into an intermediate shape of a large square with four fat short diagonals at the corners. That's exactly like the original pattern, except it only changes along the edge and not in the interior.
In post six, I mentioned a hexagonal lattice of the original pattern, except change the X's to the large squares:
That's six around one, and it's shift a large square from the center and then shift a half down. Using that large square shift up one, then shift a half right, etc. It forms a hexagonal lattice with two X's that will meet at two of the corners of the X's [except use the large square in the previous post and the rule B35/S5678.
The osgood curve in the uploaded image, looks like repeated squares, but look at the diamonds that are a bit larger than the smallest square. Those make the same configuration of six around one (and the hexagonal lattice mentioned can be extended). By the way you'll have to search for what a hexagonal lattice is, since it's not just hexagons joined side by side like in a honeycomb, but one of the outer large squares will be the center of another hexagon that overlaps with the center large square. But when it forms that shape it should look like the osgood curve. But you'll have to make each square clockwise or counterclockwise.
Clockwise/Counterclockwise:
In the hexagonal lattice of large squares, those straight lines going up/down or left right like in the drawing should go all the way to the outer edges of the grid ie they shouldn't touch other large squares directly at the corner. The osgood curve when made with the clockwise/counterclockwise should be distorted and spread out like in the first image.
Execute with B35/S5678 a type of shrinking rule. It then turns into the large square with four short diagonals at each corner. The extended lines from all the large squares form a type of cascading grid that should be clockwise connected at the corners with counterclockwise, and a group of 4 should rotate either clockwise or counterclockwise in the distortion. B36/S5678 is a true shrinker. But keeping it at B35/S5678 for as long as possible with change the shape of the grid. Not sure if B36/S5678 is even needed. But changing to the explosive rule B3/S5678 takes just the boundary of the osgood curve, just the outer edge. Then it expands. But before changing to the explosive rule, those vertical and horizonal straight lines that connect at the corners flow down between them like in Brian's Brain. When tranferred to B3/S5678, the explosive rule, it take the boundary only. Then there should be a central oscillator with 4 straight lines at the end from the oscillator like in many patterns. but since the Osgood curve in the drawing (it's a single line that wounds around that shape), it should be uncertain and form Volterra's function, with an oscillator that's on the move: https://en.wikipedia.org/wiki/Volterra%27s_function
- Untitled.png (253.28 KiB) Viewed 17602 times
In the previous post I mentioned a large filled square with the rule B35/S5678, a type of shrinking rule that transforms into an intermediate shape of a large square with four fat short diagonals at the corners. That's exactly like the original pattern, except it only changes along the edge and not in the interior.
In post six, I mentioned a hexagonal lattice of the original pattern, except change the X's to the large squares:
Code: Select all
x = 3000, y = 2996, rule = B3/S12456
1565bo$1566bo584bo$1567bo582bo$1568bo580bo$1569bo578bo$1570bo576bo$
1571bo574bo$1572bo572bo$1573bo570bo$1574bo568bo$1575bo566bo$1576bo564b
o$1577bo562bo$1578bo560bo$1579bo558bo$1580bo556bo$1581bo554bo$1582bo
552bo$1583bo550bo$1584bo548bo$1585bo546bo$1586bo544bo$1587bo542bo$
1588bo540bo$1589bo538bo$1590bo536bo$1591bo534bo$1592bo532bo$1593bo530b
o$1594bo528bo$1595bo526bo$1596bo524bo$1597bo522bo$1598bo520bo$1599bo
518bo$1600bo516bo$1601bo514bo$1602bo512bo$1603bo510bo$1604bo508bo$
1605bo506bo$1606bo504bo$1607bo502bo$1608bo500bo$1609bo498bo$1610bo496b
o$1611bo494bo$1612bo492bo$1613bo490bo$1614bo488bo$1615bo486bo$1616bo
484bo$1617bo482bo$1618bo480bo$1619bo478bo$1620bo476bo$1621bo474bo$
1622bo472bo$1623bo470bo$1624bo468bo$1625bo466bo$1626bo464bo$1627bo462b
o$1628bo460bo$1629bo458bo$1630bo456bo$1631bo454bo$1632bo452bo$1633bo
450bo$1634bo448bo$1635bo446bo$1636bo444bo$1637bo442bo$1638bo440bo$
1639bo438bo$1640bo436bo$1641bo434bo$1642bo432bo$1643bo430bo$1644bo428b
o$1645bo426bo$1646bo424bo$1647bo422bo$1648bo420bo$1649bo418bo$1650bo
416bo$1651bo414bo$1652bo412bo$1653bo410bo$1654bo408bo$1655bo406bo$
1656bo404bo$1657bo402bo$1658bo400bo$1659bo398bo$1660bo396bo$1661bo394b
o$1662bo392bo$1663bo390bo$1664bo388bo$1665bo386bo$1666bo384bo$1667bo
382bo$1668bo380bo$1669bo378bo$1670bo376bo$1671bo374bo$1672bo372bo$
1673bo370bo$1674bo368bo$1675bo366bo$1676bo364bo$1677bo362bo$1678bo360b
o$1679bo358bo$1680bo356bo$1681bo354bo$1682bo352bo$1683bo350bo$1684bo
348bo$1685bo346bo$1686bo344bo$1687bo342bo$1688bo340bo$1689bo338bo$
1690bo336bo$1691bo334bo$1692bo332bo$1693bo330bo$1694bo328bo$1695bo326b
o$1696bo324bo$1697bo322bo$1698bo320bo$1699bo318bo$1700bo316bo$1701bo
314bo$1702bo312bo$1703bo310bo$1704bo308bo$1705bo306bo$1706bo304bo$
1707bo302bo$1708bo300bo$1709bo298bo$1710bo296bo$1711bo294bo$1712bo292b
o$1713bo290bo$1714bo288bo$1715bo286bo$1716bo284bo$1717bo282bo$1718bo
280bo$1719bo278bo$1720bo276bo$1721bo274bo$1722bo272bo$1723bo270bo$
1724bo268bo$1725bo266bo$1726bo264bo$1727bo262bo$1728bo260bo$1729bo258b
o$1730bo256bo$1731bo254bo$1732bo252bo$1733bo250bo$1734bo248bo$1735bo
246bo$1736bo244bo$1737bo242bo$1738bo240bo$1739bo238bo$1740bo236bo$
1741bo234bo$1742bo232bo$1743bo230bo$1744bo228bo$1745bo226bo$1746bo224b
o$1747bo222bo$1748bo220bo$1749bo218bo$1750bo216bo$1751bo214bo$1752bo
212bo$1753bo210bo$1754bo208bo$1755bo206bo$1756bo204bo$1757bo202bo$
1758bo200bo$1759bo198bo$1760bo196bo$1761bo194bo$1762bo192bo$1763bo190b
o$1764bo188bo$1765bo186bo$1766bo184bo$1767bo182bo$1768bo180bo$1769bo
178bo$1770bo176bo$1771bo174bo$1772bo172bo$1773bo170bo$1774bo168bo$
1775bo166bo$1776bo164bo$1777bo162bo$1778bo160bo$1779bo158bo$1780bo156b
o$1781bo154bo$1782bo152bo$1783bo150bo$1784bo148bo$1785bo146bo$1786bo
144bo$1787bo142bo$1788bo140bo$1789bo138bo$1790bo136bo$1791bo134bo$
1792bo132bo$1793bo130bo$1794bo128bo$1795bo126bo$1796bo124bo$1797bo122b
o$1798bo120bo$1799bo118bo$1800bo116bo$1801bo114bo$1802bo112bo$1803bo
110bo$1804bo108bo$1805bo106bo$1806bo104bo$1807bo102bo$1808bo100bo$
1809bo98bo$1810bo96bo$1811bo94bo$1812bo92bo$1813bo90bo$1814bo88bo$
1815bo86bo$1816bo84bo$1817bo82bo$1818bo80bo$1819bo78bo$1820bo76bo$
1821bo74bo$1822bo72bo$1823bo70bo$1824bo68bo$1825bo66bo$1826bo64bo$
1827bo62bo$1828bo60bo$1829bo58bo$1830bo56bo$1831bo54bo$1832bo52bo$
1833bo50bo$1834bo48bo$1835bo46bo$1836bo44bo$1837bo42bo$1838bo40bo$
1839bo38bo$1840bo36bo$1841bo34bo$1842bo32bo$1843bo30bo$1844bo12b2o14bo
$1845b6o5b3o13bo$1845bo5bo3bo2bo6b7o$1845bo2bo3bobo3bo6bo5bo$1845bobo
2b16o2bo2bo$1845bo2bob6o4b6obobobo$1845bo3bob4o6b4obo4bo$1845b4obob2o
8b2obob2o2bo$1847b3obo12bob3obo$1847b4obo10bob5o$1847b4o2bob6obo2b4o$
1847b3o4bo6bo4b4o$1847b2o4bobo4bobo4b2obo$1847bo5bo2bo2bo2bo5bo2bo$
1843b5o5bo3b2o3bo5bo2b2o$1843b2o2bo5bo3b2o3bo5b5o$1844bo2bo5bo2bo2bo2b
o5bo$1845bob2o4bobo4bobo4b2o$1846b4o4bo6bo4b3o$1847b4o2bob6obo2b4o$
1846b5obo10bob4o$1845bob3obo12bob3o$1844bo2b2obob2o8b2obob4o$1844bo4bo
b4o6b4obo3bo$1844bobobob6o4b6obo2bo$1844bo2bo2b16o2bobo$1844bo5bo6bo3b
obo3bo2bo$1844b7o6bo2bo3bo5bo$1843bo13b3o5b6o$1842bo14b2o12bo$1841bo
30bo$1840bo32bo$1839bo34bo$1838bo36bo$1837bo38bo$1836bo40bo$1835bo42bo
$1834bo44bo$1833bo46bo$1832bo48bo$1831bo50bo$1830bo52bo$1829bo54bo$
1828bo56bo$1827bo58bo$1826bo60bo$1825bo62bo$1824bo64bo$1823bo66bo$
1822bo68bo$1821bo70bo$1820bo72bo$1819bo74bo$1818bo76bo$1817bo78bo$
1816bo80bo$1815bo82bo$1814bo84bo$1813bo86bo$1812bo88bo$1811bo90bo$
1810bo92bo$1809bo94bo$1808bo96bo$1807bo98bo$1806bo100bo$1805bo102bo$
1804bo104bo$1803bo106bo$1802bo108bo$1801bo110bo$1800bo112bo$1799bo114b
o$393bo1404bo116bo$394bo584bo817bo118bo$395bo582bo817bo120bo$396bo580b
o817bo122bo$397bo578bo817bo124bo$398bo576bo817bo126bo$399bo574bo817bo
128bo$400bo572bo817bo130bo$401bo570bo817bo132bo$402bo568bo817bo134bo$
403bo566bo817bo136bo$404bo564bo817bo138bo$405bo562bo817bo140bo$406bo
560bo817bo142bo$407bo558bo817bo144bo$408bo556bo817bo146bo$409bo554bo
817bo148bo$410bo552bo817bo150bo$411bo550bo817bo152bo$412bo548bo817bo
154bo$413bo546bo817bo156bo$414bo544bo817bo158bo$415bo542bo817bo160bo$
416bo540bo817bo162bo$417bo538bo817bo164bo$418bo536bo817bo166bo$419bo
534bo817bo168bo$420bo532bo817bo170bo$421bo530bo817bo172bo$422bo528bo
817bo174bo$423bo526bo817bo176bo$424bo524bo817bo178bo$425bo522bo817bo
180bo$426bo520bo817bo182bo$427bo518bo817bo184bo$428bo516bo817bo186bo$
429bo514bo817bo188bo$430bo512bo817bo190bo$431bo510bo817bo192bo$432bo
508bo817bo194bo$433bo506bo817bo196bo$434bo504bo817bo198bo$435bo502bo
817bo200bo$436bo500bo817bo202bo$437bo498bo817bo204bo$438bo496bo817bo
206bo$439bo494bo817bo208bo$440bo492bo817bo210bo$441bo490bo817bo212bo$
442bo488bo817bo214bo$443bo486bo817bo216bo$444bo484bo817bo218bo$445bo
482bo817bo220bo$446bo480bo817bo222bo$447bo478bo817bo224bo$448bo476bo
817bo226bo$449bo474bo817bo228bo$450bo472bo817bo230bo$451bo470bo817bo
232bo$452bo468bo817bo234bo$453bo466bo817bo236bo$454bo464bo817bo238bo$
455bo462bo817bo240bo$456bo460bo817bo242bo$457bo458bo817bo244bo$458bo
456bo817bo246bo$459bo454bo817bo248bo$460bo452bo817bo250bo$461bo450bo
817bo252bo$462bo448bo817bo254bo$463bo446bo817bo256bo$464bo444bo817bo
258bo$465bo442bo817bo260bo$466bo440bo817bo262bo$467bo438bo817bo264bo$
468bo436bo817bo266bo$469bo434bo817bo268bo$470bo432bo817bo270bo$471bo
430bo817bo272bo$472bo428bo817bo274bo$473bo426bo817bo276bo$474bo424bo
817bo278bo$475bo422bo817bo280bo$476bo420bo817bo282bo$477bo418bo817bo
284bo$478bo416bo817bo286bo$479bo414bo817bo288bo$480bo412bo817bo290bo$
481bo410bo817bo292bo$482bo408bo817bo294bo$483bo406bo817bo296bo$484bo
404bo817bo298bo$485bo402bo817bo300bo$486bo400bo817bo302bo$487bo398bo
817bo304bo$488bo396bo817bo306bo$489bo394bo817bo308bo$490bo392bo817bo
310bo$491bo390bo817bo312bo$492bo388bo817bo314bo$493bo386bo817bo316bo$
494bo384bo817bo318bo$495bo382bo817bo320bo$496bo380bo817bo322bo$497bo
378bo817bo324bo$498bo376bo817bo326bo$499bo374bo817bo328bo$500bo372bo
817bo330bo$501bo370bo817bo332bo$502bo368bo817bo334bo$503bo366bo817bo
336bo$504bo364bo817bo338bo$505bo362bo817bo340bo$506bo360bo817bo342bo$
507bo358bo817bo344bo$508bo356bo817bo346bo$509bo354bo817bo348bo$510bo
352bo817bo350bo$511bo350bo817bo352bo$512bo348bo817bo354bo$513bo346bo
817bo356bo$514bo344bo817bo358bo$515bo342bo817bo360bo$516bo340bo817bo
362bo$517bo338bo817bo364bo$518bo336bo817bo366bo$519bo334bo817bo368bo$
520bo332bo817bo370bo$521bo330bo817bo372bo$522bo328bo817bo374bo$523bo
326bo817bo376bo$524bo324bo817bo378bo$525bo322bo817bo380bo$526bo320bo
817bo382bo$527bo318bo817bo384bo$528bo316bo817bo386bo$529bo314bo817bo
388bo$530bo312bo817bo390bo$531bo310bo817bo392bo$532bo308bo817bo394bo$
533bo306bo817bo396bo$534bo304bo817bo398bo$535bo302bo817bo400bo$536bo
300bo817bo402bo$537bo298bo817bo404bo$538bo296bo817bo406bo$539bo294bo
817bo408bo$540bo292bo817bo410bo$541bo290bo817bo412bo$542bo288bo817bo
414bo$543bo286bo817bo416bo$544bo284bo817bo418bo$545bo282bo817bo420bo$
546bo280bo817bo422bo$547bo278bo817bo424bo$548bo276bo817bo426bo$549bo
274bo817bo428bo$550bo272bo817bo430bo$551bo270bo817bo432bo$552bo268bo
817bo434bo$553bo266bo817bo436bo$554bo264bo817bo438bo$555bo262bo817bo
440bo$556bo260bo817bo442bo$557bo258bo817bo444bo$558bo256bo817bo446bo$
559bo254bo817bo448bo$560bo252bo817bo450bo$561bo250bo817bo452bo$562bo
248bo817bo454bo$563bo246bo817bo456bo$564bo244bo817bo458bo$565bo242bo
817bo460bo$566bo240bo817bo462bo$567bo238bo817bo464bo$568bo236bo817bo
466bo$569bo234bo817bo468bo$570bo232bo817bo470bo$571bo230bo817bo472bo$
572bo228bo817bo474bo$573bo226bo817bo476bo$574bo224bo817bo478bo$575bo
222bo817bo480bo$576bo220bo817bo482bo$577bo218bo817bo484bo$578bo216bo
817bo486bo$579bo214bo817bo488bo$580bo212bo817bo490bo$581bo210bo817bo
492bo$582bo208bo817bo494bo$583bo206bo817bo496bo$584bo204bo817bo498bo$
585bo202bo817bo500bo$586bo200bo817bo502bo$587bo198bo817bo504bo$588bo
196bo817bo506bo$589bo194bo817bo508bo$590bo192bo817bo510bo$591bo190bo
817bo512bo$592bo188bo817bo514bo$593bo186bo817bo516bo$594bo184bo817bo
518bo$595bo182bo817bo520bo$596bo180bo817bo522bo$597bo178bo817bo524bo$
598bo176bo817bo526bo$599bo174bo817bo528bo$600bo172bo817bo530bo$601bo
170bo817bo532bo$602bo168bo817bo534bo$603bo166bo817bo536bo$604bo164bo
817bo538bo$605bo162bo817bo540bo$606bo160bo817bo542bo$607bo158bo817bo
544bo$608bo156bo817bo546bo$609bo154bo817bo548bo$610bo152bo817bo550bo$
611bo150bo817bo552bo$612bo148bo817bo554bo$613bo146bo817bo556bo$614bo
144bo817bo558bo$615bo142bo817bo560bo$616bo140bo817bo562bo$617bo138bo
817bo564bo$618bo136bo817bo566bo$619bo134bo817bo568bo$620bo132bo817bo
570bo$621bo130bo817bo572bo$622bo128bo817bo574bo$623bo126bo817bo576bo$
624bo124bo817bo578bo$625bo122bo817bo580bo$626bo120bo817bo582bo$627bo
118bo817bo584bo$628bo116bo1404bo$629bo114bo$630bo112bo$631bo110bo$632b
o108bo$633bo106bo$634bo104bo$635bo102bo$636bo100bo$637bo98bo$638bo96bo
$639bo94bo$640bo92bo$641bo90bo$642bo88bo$643bo86bo$644bo84bo$645bo82bo
$646bo80bo$647bo78bo$648bo76bo$649bo74bo$650bo72bo$651bo70bo$652bo68bo
$653bo66bo$654bo64bo$655bo62bo$656bo60bo$657bo58bo$658bo56bo$659bo54bo
$660bo52bo$661bo50bo$662bo48bo$663bo46bo$664bo44bo$665bo42bo$666bo40bo
$667bo38bo$668bo36bo$669bo34bo$670bo32bo$671bo30bo$672bo12b2o14bo$673b
6o5b3o13bo$673bo5bo3bo2bo6b7o$673bo2bo3bobo3bo6bo5bo$673bobo2b16o2bo2b
o$673bo2bob6o4b6obobobo$673bo3bob4o6b4obo4bo$673b4obob2o8b2obob2o2bo$
675b3obo12bob3obo$675b4obo10bob5o$675b4o2bob6obo2b4o$675b3o4bo6bo4b4o$
675b2o4bobo4bobo4b2obo$675bo5bo2bo2bo2bo5bo2bo$671b5o5bo3b2o3bo5bo2b2o
$671b2o2bo5bo3b2o3bo5b5o$672bo2bo5bo2bo2bo2bo5bo$673bob2o4bobo4bobo4b
2o$674b4o4bo6bo4b3o$675b4o2bob6obo2b4o$674b5obo10bob4o$673bob3obo12bob
3o$672bo2b2obob2o8b2obob4o$672bo4bob4o6b4obo3bo$672bobobob6o4b6obo2bo$
672bo2bo2b16o2bobo$672bo5bo6bo3bobo3bo2bo$672b7o6bo2bo3bo5bo$671bo13b
3o5b6o$670bo14b2o12bo$669bo30bo$668bo32bo$667bo34bo$666bo36bo$665bo38b
o$664bo40bo$663bo42bo$662bo44bo$661bo46bo$660bo48bo$659bo50bo$658bo52b
o$657bo54bo$656bo56bo$655bo58bo$654bo60bo$653bo62bo$652bo64bo$651bo66b
o$650bo68bo$649bo70bo$648bo72bo$647bo74bo$646bo76bo$645bo78bo$644bo80b
o$643bo82bo$642bo84bo$641bo86bo$640bo88bo$639bo90bo$638bo92bo$637bo94b
o$636bo96bo$635bo98bo$634bo100bo$633bo102bo$632bo104bo$631bo106bo$630b
o108bo$629bo110bo$628bo112bo$627bo114bo$626bo116bo$625bo118bo$624bo
120bo$623bo122bo$622bo124bo$621bo126bo$620bo128bo$619bo130bo$618bo132b
o$617bo134bo$616bo136bo$615bo138bo$614bo140bo$613bo142bo$612bo144bo$
611bo146bo$610bo148bo$609bo150bo$608bo152bo$607bo154bo$606bo156bo$605b
o158bo$604bo160bo$603bo162bo$602bo164bo$601bo166bo$600bo168bo$599bo
170bo$598bo172bo$597bo174bo$596bo176bo$595bo178bo$594bo180bo$593bo182b
o$592bo184bo$591bo186bo$590bo188bo$589bo190bo$588bo192bo$587bo194bo$
586bo196bo$585bo198bo$584bo200bo$583bo202bo$582bo204bo$581bo206bo$580b
o208bo$579bo210bo$578bo212bo$577bo214bo$576bo216bo$575bo218bo$574bo
220bo$573bo222bo$572bo224bo$571bo226bo$570bo228bo$569bo230bo$568bo232b
o$567bo234bo$566bo236bo$565bo238bo$564bo240bo$563bo242bo$562bo244bo$
561bo246bo$560bo248bo$559bo250bo$558bo252bo$557bo254bo$556bo256bo$555b
o258bo$554bo260bo$553bo262bo$552bo264bo$551bo266bo$550bo268bo$549bo
270bo$548bo272bo$547bo274bo$546bo276bo$545bo278bo$544bo280bo$543bo282b
o$542bo284bo$541bo286bo$540bo288bo$539bo290bo$538bo292bo$537bo294bo$
536bo296bo$535bo298bo$534bo300bo$533bo302bo$532bo304bo$531bo306bo$530b
o308bo$529bo310bo$528bo312bo$527bo314bo$526bo316bo$525bo318bo$524bo
320bo$523bo322bo$522bo324bo$521bo326bo$520bo328bo$519bo330bo$518bo332b
o1561bo$517bo334bo1561bo584bo$516bo336bo1561bo582bo$515bo338bo1561bo
580bo$514bo340bo1561bo578bo$513bo342bo1561bo576bo$512bo344bo1561bo574b
o$511bo346bo1561bo572bo$510bo348bo1561bo570bo$509bo350bo1561bo568bo$
508bo352bo1561bo566bo$507bo354bo1561bo564bo$506bo356bo1561bo562bo$505b
o358bo1561bo560bo$504bo360bo1561bo558bo$503bo362bo1561bo556bo$502bo
364bo1561bo554bo$501bo366bo1561bo552bo$500bo368bo1561bo550bo$499bo370b
o1561bo548bo$498bo372bo1561bo546bo$497bo374bo1561bo544bo$496bo376bo
1561bo542bo$495bo378bo1561bo540bo$494bo380bo1561bo538bo$493bo382bo
1561bo536bo$492bo384bo1561bo534bo$491bo386bo1561bo532bo$490bo388bo
1561bo530bo$489bo390bo1561bo528bo$488bo392bo1561bo526bo$487bo394bo
1561bo524bo$486bo396bo1561bo522bo$485bo398bo1561bo520bo$484bo400bo
1561bo518bo$483bo402bo1561bo516bo$482bo404bo1561bo514bo$481bo406bo
1561bo512bo$480bo408bo1561bo510bo$479bo410bo1561bo508bo$478bo412bo
1561bo506bo$477bo414bo1561bo504bo$476bo416bo1561bo502bo$475bo418bo
1561bo500bo$474bo420bo1561bo498bo$473bo422bo1561bo496bo$472bo424bo
1561bo494bo$471bo426bo1561bo492bo$470bo428bo1561bo490bo$469bo430bo
1561bo488bo$468bo432bo1561bo486bo$467bo434bo1561bo484bo$466bo436bo
1561bo482bo$465bo438bo1561bo480bo$464bo440bo1561bo478bo$463bo442bo
1561bo476bo$462bo444bo1561bo474bo$461bo446bo1561bo472bo$460bo448bo
1561bo470bo$459bo450bo1561bo468bo$458bo452bo1561bo466bo$457bo454bo
1561bo464bo$456bo456bo1561bo462bo$455bo458bo1561bo460bo$454bo460bo
1561bo458bo$453bo462bo1561bo456bo$452bo464bo1561bo454bo$451bo466bo
1561bo452bo$450bo468bo1561bo450bo$449bo470bo1561bo448bo$448bo472bo
1561bo446bo$447bo474bo1561bo444bo$446bo476bo1561bo442bo$445bo478bo
1561bo440bo$444bo480bo1561bo438bo$443bo482bo1561bo436bo$442bo484bo
1561bo434bo$441bo486bo1561bo432bo$440bo488bo1561bo430bo$439bo490bo
1561bo428bo$438bo492bo1561bo426bo$437bo494bo1561bo424bo$436bo496bo
1561bo422bo$435bo498bo1561bo420bo$434bo500bo1561bo418bo$433bo502bo
1561bo416bo$432bo504bo1561bo414bo$431bo506bo1561bo412bo$430bo508bo
1561bo410bo$429bo510bo1561bo408bo$428bo512bo1561bo406bo$427bo514bo
1561bo404bo$426bo516bo1561bo402bo$425bo518bo1561bo400bo$424bo520bo
1561bo398bo$423bo522bo1561bo396bo$422bo524bo1561bo394bo$421bo526bo
1561bo392bo$420bo528bo1561bo390bo$419bo530bo1561bo388bo$418bo532bo
1561bo386bo$417bo534bo1561bo384bo$416bo536bo1561bo382bo$415bo538bo
1561bo380bo$414bo540bo1561bo378bo$413bo542bo1561bo376bo$412bo544bo
1561bo374bo$411bo546bo1561bo372bo$410bo548bo1561bo370bo$409bo550bo
1561bo368bo$408bo552bo1561bo366bo$407bo554bo1561bo364bo$406bo556bo
1561bo362bo$405bo558bo1561bo360bo$404bo560bo1561bo358bo$403bo562bo
1561bo356bo$402bo564bo1561bo354bo$401bo566bo1561bo352bo$400bo568bo
1561bo350bo$399bo570bo1561bo348bo$398bo572bo1561bo346bo$397bo574bo
1561bo344bo$396bo576bo1561bo342bo$395bo578bo1561bo340bo$394bo580bo
1561bo338bo$393bo582bo1561bo336bo$392bo584bo1561bo334bo$978bo1561bo
332bo$2541bo330bo$2542bo328bo$2543bo326bo$2544bo324bo$2545bo322bo$
2546bo320bo$2547bo318bo$2548bo316bo$2549bo314bo$2550bo312bo$2551bo310b
o$2552bo308bo$2553bo306bo$2554bo304bo$2555bo302bo$2556bo300bo$2557bo
298bo$2558bo296bo$2559bo294bo$2560bo292bo$2561bo290bo$2562bo288bo$
2563bo286bo$2564bo284bo$2565bo282bo$2566bo280bo$2567bo278bo$2568bo276b
o$2569bo274bo$2570bo272bo$2571bo270bo$2572bo268bo$2573bo266bo$2574bo
264bo$2575bo262bo$2576bo260bo$2577bo258bo$2578bo256bo$2579bo254bo$
2580bo252bo$2581bo250bo$2582bo248bo$2583bo246bo$2584bo244bo$2585bo242b
o$2586bo240bo$2587bo238bo$2588bo236bo$2589bo234bo$2590bo232bo$2591bo
230bo$2592bo228bo$2593bo226bo$2594bo224bo$2595bo222bo$2596bo220bo$
2597bo218bo$2598bo216bo$2599bo214bo$2600bo212bo$2601bo210bo$2602bo208b
o$2603bo206bo$2604bo204bo$2605bo202bo$2606bo200bo$2607bo198bo$2608bo
196bo$2609bo194bo$2610bo192bo$2611bo190bo$2612bo188bo$2613bo186bo$
2614bo184bo$2615bo182bo$2616bo180bo$2617bo178bo$2618bo176bo$2619bo174b
o$2620bo172bo$2621bo170bo$2622bo168bo$2623bo166bo$2624bo164bo$2625bo
162bo$2626bo160bo$2627bo158bo$2628bo156bo$2629bo154bo$2630bo152bo$
2631bo150bo$2632bo148bo$2633bo146bo$2634bo144bo$2635bo142bo$2636bo140b
o$2637bo138bo$2638bo136bo$2639bo134bo$2640bo132bo$2641bo130bo$2642bo
128bo$2643bo126bo$2644bo124bo$2645bo122bo$2646bo120bo$2647bo118bo$
2648bo116bo$2649bo114bo$2650bo112bo$2651bo110bo$2652bo108bo$2653bo106b
o$2654bo104bo$2655bo102bo$2656bo100bo$2657bo98bo$2658bo96bo$2659bo94bo
$2660bo92bo$2661bo90bo$2662bo88bo$2663bo86bo$2664bo84bo$2665bo82bo$
2666bo80bo$2667bo78bo$2668bo76bo$2669bo74bo$2670bo72bo$2671bo70bo$
2672bo68bo$2673bo66bo$2674bo64bo$2675bo62bo$2676bo60bo$2677bo58bo$
2678bo56bo$2679bo54bo$2680bo52bo$2681bo50bo$2682bo48bo$2683bo46bo$
2684bo44bo$2685bo42bo$2686bo40bo$2687bo38bo$2688bo36bo$2689bo34bo$
2690bo32bo$2691bo30bo$2692bo12b2o14bo$2693b6o5b3o13bo$2693bo5bo3bo2bo
6b7o$2693bo2bo3bobo3bo6bo5bo$2693bobo2b16o2bo2bo$2693bo2bob6o4b6obobob
o$2693bo3bob4o6b4obo4bo$2693b4obob2o8b2obob2o2bo$2695b3obo12bob3obo$
2695b4obo10bob5o$2695b4o2bob6obo2b4o$2695b3o4bo6bo4b4o$2695b2o4bobo4bo
bo4b2obo$2695bo5bo2bo2bo2bo5bo2bo$2691b5o5bo3b2o3bo5bo2b2o$2691b2o2bo
5bo3b2o3bo5b5o$2692bo2bo5bo2bo2bo2bo5bo$2693bob2o4bobo4bobo4b2o$2694b
4o4bo6bo4b3o$2695b4o2bob6obo2b4o$2694b5obo10bob4o$2693bob3obo12bob3o$
2692bo2b2obob2o8b2obob4o$2692bo4bob4o6b4obo3bo$2692bobobob6o4b6obo2bo$
2692bo2bo2b16o2bobo$2692bo5bo6bo3bobo3bo2bo$2692b7o6bo2bo3bo5bo$2691bo
13b3o5b6o$2690bo14b2o12bo$2689bo30bo$2688bo32bo$2687bo34bo$2686bo36bo$
2685bo38bo$2684bo40bo$2683bo42bo$2682bo44bo$2681bo46bo$2680bo48bo$
2679bo50bo$2678bo52bo$2677bo54bo$2676bo56bo$2675bo58bo$2674bo60bo$
2673bo62bo$2672bo64bo$2671bo66bo$2670bo68bo$2669bo70bo$2668bo72bo$
2667bo74bo$2666bo76bo$2665bo78bo$2664bo80bo$2663bo82bo$2662bo84bo$
2661bo86bo$2660bo88bo$2659bo90bo$2658bo92bo$2657bo94bo$2656bo96bo$
2655bo98bo$2654bo100bo$2653bo102bo$2652bo104bo$2651bo106bo$2650bo108bo
$2649bo110bo$2648bo112bo$2647bo114bo$2646bo116bo$2645bo118bo$2644bo
120bo$2643bo122bo$2642bo124bo$1809bo831bo126bo$1223bo584bo831bo128bo$
1224bo582bo831bo130bo$1225bo580bo831bo132bo$1226bo578bo831bo134bo$
1227bo576bo831bo136bo$1228bo574bo831bo138bo$1229bo572bo831bo140bo$
1230bo570bo831bo142bo$1231bo568bo831bo144bo$1232bo566bo831bo146bo$
1233bo564bo831bo148bo$1234bo562bo831bo150bo$1235bo560bo831bo152bo$
1236bo558bo831bo154bo$1237bo556bo831bo156bo$1238bo554bo831bo158bo$
1239bo552bo831bo160bo$1240bo550bo831bo162bo$1241bo548bo831bo164bo$
1242bo546bo831bo166bo$1243bo544bo831bo168bo$1244bo542bo831bo170bo$
1245bo540bo831bo172bo$1246bo538bo831bo174bo$1247bo536bo831bo176bo$
1248bo534bo831bo178bo$1249bo532bo831bo180bo$1250bo530bo831bo182bo$
1251bo528bo831bo184bo$1252bo526bo831bo186bo$1253bo524bo831bo188bo$
1254bo522bo831bo190bo$1255bo520bo831bo192bo$1256bo518bo831bo194bo$
1257bo516bo831bo196bo$1258bo514bo831bo198bo$1259bo512bo831bo200bo$
1260bo510bo831bo202bo$1261bo508bo831bo204bo$1262bo506bo831bo206bo$
1263bo504bo831bo208bo$1264bo502bo831bo210bo$1265bo500bo831bo212bo$
1266bo498bo831bo214bo$1267bo496bo831bo216bo$1268bo494bo831bo218bo$
1269bo492bo831bo220bo$1270bo490bo831bo222bo$1271bo488bo831bo224bo$
1272bo486bo831bo226bo$1273bo484bo831bo228bo$1274bo482bo831bo230bo$
1275bo480bo831bo232bo$1276bo478bo831bo234bo$1277bo476bo831bo236bo$
1278bo474bo831bo238bo$1279bo472bo831bo240bo$1280bo470bo831bo242bo$
1281bo468bo831bo244bo$1282bo466bo831bo246bo$1283bo464bo831bo248bo$
1284bo462bo831bo250bo$1285bo460bo831bo252bo$1286bo458bo831bo254bo$
1287bo456bo831bo256bo$1288bo454bo831bo258bo$1289bo452bo831bo260bo$
1290bo450bo831bo262bo$1291bo448bo831bo264bo$1292bo446bo831bo266bo$
1293bo444bo831bo268bo$1294bo442bo831bo270bo$1295bo440bo831bo272bo$
1296bo438bo831bo274bo$1297bo436bo831bo276bo$1298bo434bo831bo278bo$
1299bo432bo831bo280bo$1300bo430bo831bo282bo$1301bo428bo831bo284bo$
1302bo426bo831bo286bo$1303bo424bo831bo288bo$1304bo422bo831bo290bo$
1305bo420bo831bo292bo$1306bo418bo831bo294bo$1307bo416bo831bo296bo$
1308bo414bo831bo298bo$1309bo412bo831bo300bo$1310bo410bo831bo302bo$
1311bo408bo831bo304bo$1312bo406bo831bo306bo$1313bo404bo831bo308bo$
1314bo402bo831bo310bo$1315bo400bo831bo312bo$1316bo398bo831bo314bo$
1317bo396bo831bo316bo$1318bo394bo831bo318bo$1319bo392bo831bo320bo$
1320bo390bo831bo322bo$1321bo388bo831bo324bo$1322bo386bo831bo326bo$
1323bo384bo831bo328bo$1324bo382bo831bo330bo$1325bo380bo831bo332bo$
1326bo378bo831bo334bo$1327bo376bo831bo336bo$1328bo374bo831bo338bo$
1329bo372bo831bo340bo$1330bo370bo831bo342bo$1331bo368bo831bo344bo$
1332bo366bo831bo346bo$1333bo364bo831bo348bo$1334bo362bo831bo350bo$
1335bo360bo831bo352bo$1336bo358bo831bo354bo$1337bo356bo831bo356bo$
1338bo354bo831bo358bo$1339bo352bo831bo360bo$1340bo350bo831bo362bo$
1341bo348bo831bo364bo$1342bo346bo831bo366bo$1343bo344bo831bo368bo$
1344bo342bo831bo370bo$1345bo340bo831bo372bo$1346bo338bo831bo374bo$
1347bo336bo831bo376bo$1348bo334bo831bo378bo$1349bo332bo831bo380bo$
1350bo330bo831bo382bo$1351bo328bo831bo384bo$1352bo326bo831bo386bo$
1353bo324bo831bo388bo$1354bo322bo831bo390bo$1355bo320bo831bo392bo$
1356bo318bo831bo394bo$1357bo316bo831bo396bo$1358bo314bo831bo398bo$
1359bo312bo831bo400bo$1360bo310bo831bo402bo$1361bo308bo831bo404bo$
1362bo306bo831bo406bo$1363bo304bo831bo408bo$1364bo302bo831bo410bo$
1365bo300bo831bo412bo$1366bo298bo831bo414bo$1367bo296bo831bo416bo$
1368bo294bo831bo418bo$1369bo292bo831bo420bo$1370bo290bo831bo422bo$
1371bo288bo831bo424bo$1372bo286bo831bo426bo$1373bo284bo831bo428bo$
1374bo282bo831bo430bo$1375bo280bo831bo432bo$1376bo278bo831bo434bo$
1377bo276bo831bo436bo$1378bo274bo831bo438bo$1379bo272bo831bo440bo$
1380bo270bo831bo442bo$1381bo268bo831bo444bo$1382bo266bo831bo446bo$
1383bo264bo831bo448bo$1384bo262bo831bo450bo$1385bo260bo831bo452bo$
1386bo258bo831bo454bo$1387bo256bo831bo456bo$1388bo254bo831bo458bo$
1389bo252bo831bo460bo$1390bo250bo831bo462bo$1391bo248bo831bo464bo$
1392bo246bo831bo466bo$1393bo244bo831bo468bo$1394bo242bo831bo470bo$
1395bo240bo831bo472bo$1396bo238bo831bo474bo$1397bo236bo831bo476bo$
1398bo234bo831bo478bo$1399bo232bo831bo480bo$1400bo230bo831bo482bo$
1401bo228bo831bo484bo$1402bo226bo831bo486bo$1403bo224bo831bo488bo$
1404bo222bo831bo490bo$1405bo220bo831bo492bo$1406bo218bo831bo494bo$
1407bo216bo831bo496bo$1408bo214bo831bo498bo$1409bo212bo831bo500bo$
1410bo210bo831bo502bo$1411bo208bo831bo504bo$1412bo206bo831bo506bo$
1413bo204bo831bo508bo$1414bo202bo831bo510bo$1415bo200bo831bo512bo$
1416bo198bo831bo514bo$1417bo196bo831bo516bo$1418bo194bo831bo518bo$
1419bo192bo831bo520bo$1420bo190bo831bo522bo$1421bo188bo831bo524bo$
1422bo186bo831bo526bo$1423bo184bo831bo528bo$1424bo182bo831bo530bo$
1425bo180bo831bo532bo$1426bo178bo831bo534bo$1427bo176bo831bo536bo$
1428bo174bo831bo538bo$1429bo172bo831bo540bo$1430bo170bo831bo542bo$
1431bo168bo831bo544bo$1432bo166bo831bo546bo$1433bo164bo831bo548bo$
1434bo162bo831bo550bo$1435bo160bo831bo552bo$1436bo158bo831bo554bo$
1437bo156bo831bo556bo$1438bo154bo831bo558bo$1439bo152bo831bo560bo$
1440bo150bo831bo562bo$1441bo148bo831bo564bo$1442bo146bo831bo566bo$
1443bo144bo831bo568bo$1444bo142bo831bo570bo$1445bo140bo831bo572bo$
1446bo138bo831bo574bo$1447bo136bo831bo576bo$1448bo134bo831bo578bo$
1449bo132bo831bo580bo$1450bo130bo831bo582bo$1451bo128bo831bo584bo$
1452bo126bo1418bo$1453bo124bo$1454bo122bo$1455bo120bo$1456bo118bo$
1457bo116bo$1458bo114bo$1459bo112bo$1460bo110bo$1461bo108bo$1462bo106b
o$1463bo104bo$1464bo102bo$1465bo100bo$1466bo98bo$1467bo96bo$1468bo94bo
$1469bo92bo$1470bo90bo$1471bo88bo$1472bo86bo$1473bo84bo$1474bo82bo$
1475bo80bo$1476bo78bo$1477bo76bo$1478bo74bo$1479bo72bo$1480bo70bo$
1481bo68bo$1482bo66bo$1483bo64bo$1484bo62bo$1485bo60bo$1486bo58bo$
1487bo56bo$1488bo54bo$1489bo52bo$1490bo50bo$1491bo48bo$1492bo46bo$
1493bo44bo$1494bo42bo$1495bo40bo$1496bo38bo$1497bo36bo$1498bo34bo$
1499bo32bo$1500bo30bo$1501bo14b2o12bo$1502bo13b3o5b6o$1503b7o6bo2bo3bo
5bo$1503bo5bo6bo3bobo3bo2bo$1503bo2bo2b16o2bobo$1503bobobob6o4b6obo2bo
$1503bo4bob4o6b4obo3bo$1503bo2b2obob2o8b2obob4o$1504bob3obo12bob3o$
1505b5obo10bob4o$1506b4o2bob6obo2b4o$1505b4o4bo6bo4b3o$1504bob2o4bobo
4bobo4b2o$1503bo2bo5bo2bo2bo2bo5bo$1502b2o2bo5bo3b2o3bo5b5o$1502b5o5bo
3b2o3bo5bo2b2o$1506bo5bo2bo2bo2bo5bo2bo$1506b2o4bobo4bobo4b2obo$1506b
3o4bo6bo4b4o$1506b4o2bob6obo2b4o$1506b4obo10bob5o$1506b3obo12bob3obo$
1504b4obob2o8b2obob2o2bo$1504bo3bob4o6b4obo4bo$1504bo2bob6o4b6obobobo$
1504bobo2b16o2bo2bo$1504bo2bo3bobo3bo6bo5bo$1504bo5bo3bo2bo6b7o$1504b
6o5b3o13bo$1503bo12b2o14bo$1502bo30bo$1501bo32bo$1500bo34bo$1499bo36bo
$1498bo38bo$1497bo40bo$1496bo42bo$1495bo44bo$1494bo46bo$1493bo48bo$
1492bo50bo$1491bo52bo$1490bo54bo$1489bo56bo$1488bo58bo$1487bo60bo$
1486bo62bo$1485bo64bo$1484bo66bo$1483bo68bo$1482bo70bo$1481bo72bo$
1480bo74bo$1479bo76bo$1478bo78bo$1477bo80bo$1476bo82bo$1475bo84bo$
1474bo86bo$1473bo88bo$1472bo90bo$1471bo92bo$1470bo94bo$1469bo96bo$
1468bo98bo$1467bo100bo$1466bo102bo$1465bo104bo$1464bo106bo$1463bo108bo
$1462bo110bo$1461bo112bo$1460bo114bo$1459bo116bo$1458bo118bo$1457bo
120bo$1456bo122bo$1455bo124bo$1454bo126bo$1453bo128bo$1452bo130bo$
1451bo132bo$1450bo134bo$1449bo136bo$bo1446bo138bo$2bo584bo859bo140bo$
3bo582bo859bo142bo$4bo580bo859bo144bo$5bo578bo859bo146bo$6bo576bo859bo
148bo$7bo574bo859bo150bo$8bo572bo859bo152bo$9bo570bo859bo154bo$10bo
568bo859bo156bo$11bo566bo859bo158bo$12bo564bo859bo160bo$13bo562bo859bo
162bo$14bo560bo859bo164bo$15bo558bo859bo166bo$16bo556bo859bo168bo$17bo
554bo859bo170bo$18bo552bo859bo172bo$19bo550bo859bo174bo$20bo548bo859bo
176bo$21bo546bo859bo178bo$22bo544bo859bo180bo$23bo542bo859bo182bo$24bo
540bo859bo184bo$25bo538bo859bo186bo$26bo536bo859bo188bo$27bo534bo859bo
190bo$28bo532bo859bo192bo$29bo530bo859bo194bo$30bo528bo859bo196bo$31bo
526bo859bo198bo$32bo524bo859bo200bo$33bo522bo859bo202bo$34bo520bo859bo
204bo$35bo518bo859bo206bo$36bo516bo859bo208bo$37bo514bo859bo210bo$38bo
512bo859bo212bo$39bo510bo859bo214bo$40bo508bo859bo216bo$41bo506bo859bo
218bo$42bo504bo859bo220bo$43bo502bo859bo222bo$44bo500bo859bo224bo$45bo
498bo859bo226bo$46bo496bo859bo228bo$47bo494bo859bo230bo$48bo492bo859bo
232bo$49bo490bo859bo234bo$50bo488bo859bo236bo$51bo486bo859bo238bo$52bo
484bo859bo240bo$53bo482bo859bo242bo$54bo480bo859bo244bo$55bo478bo859bo
246bo$56bo476bo859bo248bo$57bo474bo859bo250bo$58bo472bo859bo252bo$59bo
470bo859bo254bo$60bo468bo859bo256bo$61bo466bo859bo258bo$62bo464bo859bo
260bo$63bo462bo859bo262bo$64bo460bo859bo264bo$65bo458bo859bo266bo$66bo
456bo859bo268bo$67bo454bo859bo270bo$68bo452bo859bo272bo$69bo450bo859bo
274bo$70bo448bo859bo276bo$71bo446bo859bo278bo$72bo444bo859bo280bo$73bo
442bo859bo282bo$74bo440bo859bo284bo$75bo438bo859bo286bo$76bo436bo859bo
288bo$77bo434bo859bo290bo$78bo432bo859bo292bo$79bo430bo859bo294bo$80bo
428bo859bo296bo$81bo426bo859bo298bo$82bo424bo859bo300bo$83bo422bo859bo
302bo$84bo420bo859bo304bo$85bo418bo859bo306bo$86bo416bo859bo308bo$87bo
414bo859bo310bo$88bo412bo859bo312bo$89bo410bo859bo314bo$90bo408bo859bo
316bo$91bo406bo859bo318bo$92bo404bo859bo320bo$93bo402bo859bo322bo$94bo
400bo859bo324bo$95bo398bo859bo326bo$96bo396bo859bo328bo$97bo394bo859bo
330bo$98bo392bo859bo332bo$99bo390bo859bo334bo$100bo388bo859bo336bo$
101bo386bo859bo338bo$102bo384bo859bo340bo$103bo382bo859bo342bo$104bo
380bo859bo344bo$105bo378bo859bo346bo$106bo376bo859bo348bo$107bo374bo
859bo350bo$108bo372bo859bo352bo$109bo370bo859bo354bo$110bo368bo859bo
356bo$111bo366bo859bo358bo$112bo364bo859bo360bo$113bo362bo859bo362bo$
114bo360bo859bo364bo$115bo358bo859bo366bo$116bo356bo859bo368bo$117bo
354bo859bo370bo$118bo352bo859bo372bo$119bo350bo859bo374bo$120bo348bo
859bo376bo$121bo346bo859bo378bo$122bo344bo859bo380bo$123bo342bo859bo
382bo$124bo340bo859bo384bo$125bo338bo859bo386bo$126bo336bo859bo388bo$
127bo334bo859bo390bo$128bo332bo859bo392bo$129bo330bo859bo394bo$130bo
328bo859bo396bo$131bo326bo859bo398bo$132bo324bo859bo400bo$133bo322bo
859bo402bo$134bo320bo859bo404bo$135bo318bo859bo406bo$136bo316bo859bo
408bo$137bo314bo859bo410bo$138bo312bo859bo412bo$139bo310bo859bo414bo$
140bo308bo859bo416bo$141bo306bo859bo418bo$142bo304bo859bo420bo$143bo
302bo859bo422bo$144bo300bo859bo424bo$145bo298bo859bo426bo$146bo296bo
859bo428bo$147bo294bo859bo430bo$148bo292bo859bo432bo$149bo290bo859bo
434bo$150bo288bo859bo436bo$151bo286bo859bo438bo$152bo284bo859bo440bo$
153bo282bo859bo442bo$154bo280bo859bo444bo$155bo278bo859bo446bo$156bo
276bo859bo448bo$157bo274bo859bo450bo$158bo272bo859bo452bo$159bo270bo
859bo454bo$160bo268bo859bo456bo$161bo266bo859bo458bo$162bo264bo859bo
460bo$163bo262bo859bo462bo$164bo260bo859bo464bo$165bo258bo859bo466bo$
166bo256bo859bo468bo$167bo254bo859bo470bo$168bo252bo859bo472bo$169bo
250bo859bo474bo$170bo248bo859bo476bo$171bo246bo859bo478bo$172bo244bo
859bo480bo$173bo242bo859bo482bo$174bo240bo859bo484bo$175bo238bo859bo
486bo$176bo236bo859bo488bo$177bo234bo859bo490bo$178bo232bo859bo492bo$
179bo230bo859bo494bo$180bo228bo859bo496bo$181bo226bo859bo498bo$182bo
224bo859bo500bo$183bo222bo859bo502bo$184bo220bo859bo504bo$185bo218bo
859bo506bo$186bo216bo859bo508bo$187bo214bo859bo510bo$188bo212bo859bo
512bo$189bo210bo859bo514bo$190bo208bo859bo516bo$191bo206bo859bo518bo$
192bo204bo859bo520bo$193bo202bo859bo522bo$194bo200bo859bo524bo$195bo
198bo859bo526bo$196bo196bo859bo528bo$197bo194bo859bo530bo$198bo192bo
859bo532bo$199bo190bo859bo534bo$200bo188bo859bo536bo$201bo186bo859bo
538bo$202bo184bo859bo540bo$203bo182bo859bo542bo$204bo180bo859bo544bo$
205bo178bo859bo546bo$206bo176bo859bo548bo$207bo174bo859bo550bo$208bo
172bo859bo552bo$209bo170bo859bo554bo$210bo168bo859bo556bo$211bo166bo
859bo558bo$212bo164bo859bo560bo$213bo162bo859bo562bo$214bo160bo859bo
564bo$215bo158bo859bo566bo$216bo156bo859bo568bo$217bo154bo859bo570bo$
218bo152bo859bo572bo$219bo150bo859bo574bo$220bo148bo859bo576bo$221bo
146bo859bo578bo$222bo144bo859bo580bo$223bo142bo859bo582bo$224bo140bo
859bo584bo$225bo138bo859bo$226bo136bo$227bo134bo$228bo132bo$229bo130bo
$230bo128bo$231bo126bo$232bo124bo$233bo122bo$234bo120bo$235bo118bo$
236bo116bo$237bo114bo$238bo112bo$239bo110bo$240bo108bo$241bo106bo$242b
o104bo$243bo102bo$244bo100bo$245bo98bo$246bo96bo$247bo94bo$248bo92bo$
249bo90bo$250bo88bo$251bo86bo$252bo84bo$253bo82bo$254bo80bo$255bo78bo$
256bo76bo$257bo74bo$258bo72bo$259bo70bo$260bo68bo$261bo66bo$262bo64bo$
263bo62bo$264bo60bo$265bo58bo$266bo56bo$267bo54bo$268bo52bo$269bo50bo$
270bo48bo$271bo46bo$272bo44bo$273bo42bo$274bo40bo$275bo38bo$276bo36bo$
277bo34bo$278bo32bo$279bo30bo$280bo12b2o14bo$281b6o5b3o13bo$281bo5bo3b
o2bo6b7o$281bo2bo3bobo3bo6bo5bo$281bobo2b16o2bo2bo$281bo2bob6o4b6obobo
bo$281bo3bob4o6b4obo4bo$281b4obob2o8b2obob2o2bo$283b3obo12bob3obo$283b
4obo10bob5o$283b4o2bob6obo2b4o$283b3o4bo6bo4b4o$283b2o4bobo4bobo4b2obo
$283bo5bo2bo2bo2bo5bo2bo$279b5o5bo3b2o3bo5bo2b2o$279b2o2bo5bo3b2o3bo5b
5o$280bo2bo5bo2bo2bo2bo5bo$281bob2o4bobo4bobo4b2o$282b4o4bo6bo4b3o$
283b4o2bob6obo2b4o$282b5obo10bob4o$281bob3obo12bob3o$280bo2b2obob2o8b
2obob4o$280bo4bob4o6b4obo3bo$280bobobob6o4b6obo2bo$280bo2bo2b16o2bobo$
280bo5bo6bo3bobo3bo2bo$280b7o6bo2bo3bo5bo$279bo13b3o5b6o$278bo14b2o12b
o$277bo30bo$276bo32bo$275bo34bo$274bo36bo$273bo38bo$272bo40bo$271bo42b
o$270bo44bo$269bo46bo$268bo48bo$267bo50bo$266bo52bo$265bo54bo$264bo56b
o$263bo58bo$262bo60bo$261bo62bo$260bo64bo$259bo66bo$258bo68bo$257bo70b
o$256bo72bo$255bo74bo$254bo76bo$253bo78bo$252bo80bo$251bo82bo$250bo84b
o$249bo86bo$248bo88bo$247bo90bo$246bo92bo$245bo94bo$244bo96bo$243bo98b
o$242bo100bo$241bo102bo$240bo104bo$239bo106bo$238bo108bo$237bo110bo$
236bo112bo$235bo114bo$234bo116bo$233bo118bo$232bo120bo$231bo122bo$230b
o124bo$229bo126bo$228bo128bo$227bo130bo$226bo132bo$225bo134bo$224bo
136bo$223bo138bo$222bo140bo$221bo142bo$220bo144bo$219bo146bo$218bo148b
o$217bo150bo$216bo152bo$215bo154bo$214bo156bo$213bo158bo$212bo160bo$
211bo162bo$210bo164bo$209bo166bo$208bo168bo$207bo170bo$206bo172bo$205b
o174bo$204bo176bo$203bo178bo$202bo180bo$201bo182bo$200bo184bo$199bo
186bo$198bo188bo$197bo190bo$196bo192bo$195bo194bo$194bo196bo$193bo198b
o$192bo200bo$191bo202bo$190bo204bo$189bo206bo$188bo208bo$187bo210bo$
186bo212bo$185bo214bo$184bo216bo$183bo218bo$182bo220bo$181bo222bo$180b
o224bo$179bo226bo$178bo228bo$177bo230bo$176bo232bo$175bo234bo$174bo
236bo$173bo238bo$172bo240bo$171bo242bo$170bo244bo$169bo246bo$168bo248b
o$167bo250bo$166bo252bo$165bo254bo$164bo256bo$163bo258bo$162bo260bo$
161bo262bo$160bo264bo$159bo266bo$158bo268bo$157bo270bo$156bo272bo$155b
o274bo$154bo276bo$153bo278bo$152bo280bo$151bo282bo$150bo284bo$149bo
286bo$148bo288bo$147bo290bo$146bo292bo$145bo294bo$144bo296bo$143bo298b
o$142bo300bo$141bo302bo$140bo304bo$139bo306bo$138bo308bo$137bo310bo$
136bo312bo$135bo314bo$134bo316bo$133bo318bo$132bo320bo$131bo322bo$130b
o324bo$129bo326bo$128bo328bo$127bo330bo$126bo332bo$125bo334bo$124bo
336bo$123bo338bo$122bo340bo$121bo342bo$120bo344bo$119bo346bo$118bo348b
o$117bo350bo$116bo352bo$115bo354bo$114bo356bo$113bo358bo$112bo360bo$
111bo362bo$110bo364bo$109bo366bo$108bo368bo$107bo370bo$106bo372bo$105b
o374bo$104bo376bo$103bo378bo$102bo380bo$101bo382bo$100bo384bo$99bo386b
o$98bo388bo$97bo390bo$96bo392bo$95bo394bo$94bo396bo$93bo398bo$92bo400b
o$91bo402bo$90bo404bo$89bo406bo$88bo408bo$87bo410bo$86bo412bo$85bo414b
o$84bo416bo$83bo418bo$82bo420bo$81bo422bo$80bo424bo$79bo426bo$78bo428b
o$77bo430bo$76bo432bo$75bo434bo$74bo436bo$73bo438bo$72bo440bo$71bo442b
o$70bo444bo$69bo446bo$68bo448bo$67bo450bo$66bo452bo1601bo$65bo454bo
1601bo584bo$64bo456bo1601bo582bo$63bo458bo1601bo580bo$62bo460bo1601bo
578bo$61bo462bo1601bo576bo$60bo464bo1601bo574bo$59bo466bo1601bo572bo$
58bo468bo1601bo570bo$57bo470bo1601bo568bo$56bo472bo1601bo566bo$55bo
474bo1601bo564bo$54bo476bo1601bo562bo$53bo478bo1601bo560bo$52bo480bo
1601bo558bo$51bo482bo1601bo556bo$50bo484bo1601bo554bo$49bo486bo1601bo
552bo$48bo488bo1601bo550bo$47bo490bo1601bo548bo$46bo492bo1601bo546bo$
45bo494bo1601bo544bo$44bo496bo1601bo542bo$43bo498bo1601bo540bo$42bo
500bo1601bo538bo$41bo502bo1601bo536bo$40bo504bo1601bo534bo$39bo506bo
1601bo532bo$38bo508bo1601bo530bo$37bo510bo1601bo528bo$36bo512bo1601bo
526bo$35bo514bo1601bo524bo$34bo516bo1601bo522bo$33bo518bo1601bo520bo$
32bo520bo1601bo518bo$31bo522bo1601bo516bo$30bo524bo1601bo514bo$29bo
526bo1601bo512bo$28bo528bo1601bo510bo$27bo530bo1601bo508bo$26bo532bo
1601bo506bo$25bo534bo1601bo504bo$24bo536bo1601bo502bo$23bo538bo1601bo
500bo$22bo540bo1601bo498bo$21bo542bo1601bo496bo$20bo544bo1601bo494bo$
19bo546bo1601bo492bo$18bo548bo1601bo490bo$17bo550bo1601bo488bo$16bo
552bo1601bo486bo$15bo554bo1601bo484bo$14bo556bo1601bo482bo$13bo558bo
1601bo480bo$12bo560bo1601bo478bo$11bo562bo1601bo476bo$10bo564bo1601bo
474bo$9bo566bo1601bo472bo$8bo568bo1601bo470bo$7bo570bo1601bo468bo$6bo
572bo1601bo466bo$5bo574bo1601bo464bo$4bo576bo1601bo462bo$3bo578bo1601b
o460bo$2bo580bo1601bo458bo$bo582bo1601bo456bo$o584bo1601bo454bo$586bo
1601bo452bo$2189bo450bo$2190bo448bo$2191bo446bo$2192bo444bo$2193bo442b
o$2194bo440bo$2195bo438bo$2196bo436bo$2197bo434bo$2198bo432bo$2199bo
430bo$2200bo428bo$2201bo426bo$2202bo424bo$2203bo422bo$2204bo420bo$
2205bo418bo$2206bo416bo$2207bo414bo$2208bo412bo$2209bo410bo$2210bo408b
o$2211bo406bo$2212bo404bo$2213bo402bo$2214bo400bo$2215bo398bo$2216bo
396bo$2217bo394bo$2218bo392bo$2219bo390bo$2220bo388bo$2221bo386bo$
2222bo384bo$2223bo382bo$2224bo380bo$2225bo378bo$2226bo376bo$2227bo374b
o$2228bo372bo$2229bo370bo$2230bo368bo$2231bo366bo$2232bo364bo$2233bo
362bo$2234bo360bo$2235bo358bo$2236bo356bo$2237bo354bo$2238bo352bo$
2239bo350bo$2240bo348bo$2241bo346bo$2242bo344bo$2243bo342bo$2244bo340b
o$2245bo338bo$2246bo336bo$2247bo334bo$2248bo332bo$2249bo330bo$2250bo
328bo$2251bo326bo$2252bo324bo$2253bo322bo$2254bo320bo$2255bo318bo$
2256bo316bo$2257bo314bo$2258bo312bo$2259bo310bo$2260bo308bo$2261bo306b
o$2262bo304bo$2263bo302bo$2264bo300bo$2265bo298bo$2266bo296bo$2267bo
294bo$2268bo292bo$2269bo290bo$2270bo288bo$2271bo286bo$2272bo284bo$
2273bo282bo$2274bo280bo$2275bo278bo$2276bo276bo$2277bo274bo$2278bo272b
o$2279bo270bo$2280bo268bo$2281bo266bo$2282bo264bo$2283bo262bo$2284bo
260bo$2285bo258bo$2286bo256bo$2287bo254bo$2288bo252bo$2289bo250bo$
2290bo248bo$2291bo246bo$2292bo244bo$2293bo242bo$2294bo240bo$2295bo238b
o$2296bo236bo$2297bo234bo$2298bo232bo$2299bo230bo$2300bo228bo$2301bo
226bo$2302bo224bo$2303bo222bo$2304bo220bo$2305bo218bo$2306bo216bo$
2307bo214bo$2308bo212bo$2309bo210bo$2310bo208bo$2311bo206bo$2312bo204b
o$2313bo202bo$2314bo200bo$2315bo198bo$2316bo196bo$2317bo194bo$2318bo
192bo$2319bo190bo$2320bo188bo$2321bo186bo$2322bo184bo$2323bo182bo$
2324bo180bo$2325bo178bo$2326bo176bo$2327bo174bo$2328bo172bo$2329bo170b
o$2330bo168bo$2331bo166bo$2332bo164bo$2333bo162bo$2334bo160bo$2335bo
158bo$2336bo156bo$2337bo154bo$2338bo152bo$2339bo150bo$2340bo148bo$
2341bo146bo$2342bo144bo$2343bo142bo$2344bo140bo$2345bo138bo$2346bo136b
o$2347bo134bo$2348bo132bo$2349bo130bo$2350bo128bo$2351bo126bo$2352bo
124bo$2353bo122bo$2354bo120bo$2355bo118bo$2356bo116bo$2357bo114bo$
2358bo112bo$2359bo110bo$2360bo108bo$2361bo106bo$2362bo104bo$2363bo102b
o$2364bo100bo$2365bo98bo$2366bo96bo$2367bo94bo$2368bo92bo$2369bo90bo$
2370bo88bo$2371bo86bo$2372bo84bo$2373bo82bo$2374bo80bo$2375bo78bo$
2376bo76bo$2377bo74bo$2378bo72bo$2379bo70bo$2380bo68bo$2381bo66bo$
2382bo64bo$2383bo62bo$2384bo60bo$2385bo58bo$2386bo56bo$2387bo54bo$
2388bo52bo$2389bo50bo$2390bo48bo$2391bo46bo$2392bo44bo$2393bo42bo$
2394bo40bo$2395bo38bo$2396bo36bo$2397bo34bo$2398bo32bo$2399bo30bo$
2400bo12b2o14bo$2401b6o5b3o13bo$2401bo5bo3bo2bo6b7o$2401bo2bo3bobo3bo
6bo5bo$2401bobo2b16o2bo2bo$2401bo2bob6o4b6obobobo$2401bo3bob4o6b4obo4b
o$2401b4obob2o8b2obob2o2bo$2403b3obo12bob3obo$2403b4obo10bob5o$2403b4o
2bob6obo2b4o$2403b3o4bo6bo4b4o$2403b2o4bobo4bobo4b2obo$2403bo5bo2bo2bo
2bo5bo2bo$2399b5o5bo3b2o3bo5bo2b2o$2399b2o2bo5bo3b2o3bo5b5o$2400bo2bo
5bo2bo2bo2bo5bo$2401bob2o4bobo4bobo4b2o$2402b4o4bo6bo4b3o$2403b4o2bob
6obo2b4o$2402b5obo10bob4o$2401bob3obo12bob3o$2400bo2b2obob2o8b2obob4o$
2400bo4bob4o6b4obo3bo$2400bobobob6o4b6obo2bo$2400bo2bo2b16o2bobo$2400b
o5bo6bo3bobo3bo2bo$2400b7o6bo2bo3bo5bo$2399bo13b3o5b6o$2398bo14b2o12bo
$2397bo30bo$2396bo32bo$2395bo34bo$2394bo36bo$2393bo38bo$2392bo40bo$
2391bo42bo$2390bo44bo$2389bo46bo$2388bo48bo$2387bo50bo$2386bo52bo$
2385bo54bo$2384bo56bo$2383bo58bo$2382bo60bo$2381bo62bo$2380bo64bo$
2379bo66bo$2378bo68bo$2377bo70bo$2376bo72bo$2375bo74bo$2374bo76bo$
2373bo78bo$2372bo80bo$2371bo82bo$2370bo84bo$2369bo86bo$2368bo88bo$
2367bo90bo$2366bo92bo$2365bo94bo$2364bo96bo$2363bo98bo$2362bo100bo$
2361bo102bo$2360bo104bo$2359bo106bo$2358bo108bo$2357bo110bo$2356bo112b
o$2355bo114bo$2354bo116bo$2353bo118bo$2352bo120bo$2351bo122bo$917bo
1432bo124bo$918bo584bo845bo126bo$919bo582bo845bo128bo$920bo580bo845bo
130bo$921bo578bo845bo132bo$922bo576bo845bo134bo$923bo574bo845bo136bo$
924bo572bo845bo138bo$925bo570bo845bo140bo$926bo568bo845bo142bo$927bo
566bo845bo144bo$928bo564bo845bo146bo$929bo562bo845bo148bo$930bo560bo
845bo150bo$931bo558bo845bo152bo$932bo556bo845bo154bo$933bo554bo845bo
156bo$934bo552bo845bo158bo$935bo550bo845bo160bo$936bo548bo845bo162bo$
937bo546bo845bo164bo$938bo544bo845bo166bo$939bo542bo845bo168bo$940bo
540bo845bo170bo$941bo538bo845bo172bo$942bo536bo845bo174bo$943bo534bo
845bo176bo$944bo532bo845bo178bo$945bo530bo845bo180bo$946bo528bo845bo
182bo$947bo526bo845bo184bo$948bo524bo845bo186bo$949bo522bo845bo188bo$
950bo520bo845bo190bo$951bo518bo845bo192bo$952bo516bo845bo194bo$953bo
514bo845bo196bo$954bo512bo845bo198bo$955bo510bo845bo200bo$956bo508bo
845bo202bo$957bo506bo845bo204bo$958bo504bo845bo206bo$959bo502bo845bo
208bo$960bo500bo845bo210bo$961bo498bo845bo212bo$962bo496bo845bo214bo$
963bo494bo845bo216bo$964bo492bo845bo218bo$965bo490bo845bo220bo$966bo
488bo845bo222bo$967bo486bo845bo224bo$968bo484bo845bo226bo$969bo482bo
845bo228bo$970bo480bo845bo230bo$971bo478bo845bo232bo$972bo476bo845bo
234bo$973bo474bo845bo236bo$974bo472bo845bo238bo$975bo470bo845bo240bo$
976bo468bo845bo242bo$977bo466bo845bo244bo$978bo464bo845bo246bo$979bo
462bo845bo248bo$980bo460bo845bo250bo$981bo458bo845bo252bo$982bo456bo
845bo254bo$983bo454bo845bo256bo$984bo452bo845bo258bo$985bo450bo845bo
260bo$986bo448bo845bo262bo$987bo446bo845bo264bo$988bo444bo845bo266bo$
989bo442bo845bo268bo$990bo440bo845bo270bo$991bo438bo845bo272bo$992bo
436bo845bo274bo$993bo434bo845bo276bo$994bo432bo845bo278bo$995bo430bo
845bo280bo$996bo428bo845bo282bo$997bo426bo845bo284bo$998bo424bo845bo
286bo$999bo422bo845bo288bo$1000bo420bo845bo290bo$1001bo418bo845bo292bo
$1002bo416bo845bo294bo$1003bo414bo845bo296bo$1004bo412bo845bo298bo$
1005bo410bo845bo300bo$1006bo408bo845bo302bo$1007bo406bo845bo304bo$
1008bo404bo845bo306bo$1009bo402bo845bo308bo$1010bo400bo845bo310bo$
1011bo398bo845bo312bo$1012bo396bo845bo314bo$1013bo394bo845bo316bo$
1014bo392bo845bo318bo$1015bo390bo845bo320bo$1016bo388bo845bo322bo$
1017bo386bo845bo324bo$1018bo384bo845bo326bo$1019bo382bo845bo328bo$
1020bo380bo845bo330bo$1021bo378bo845bo332bo$1022bo376bo845bo334bo$
1023bo374bo845bo336bo$1024bo372bo845bo338bo$1025bo370bo845bo340bo$
1026bo368bo845bo342bo$1027bo366bo845bo344bo$1028bo364bo845bo346bo$
1029bo362bo845bo348bo$1030bo360bo845bo350bo$1031bo358bo845bo352bo$
1032bo356bo845bo354bo$1033bo354bo845bo356bo$1034bo352bo845bo358bo$
1035bo350bo845bo360bo$1036bo348bo845bo362bo$1037bo346bo845bo364bo$
1038bo344bo845bo366bo$1039bo342bo845bo368bo$1040bo340bo845bo370bo$
1041bo338bo845bo372bo$1042bo336bo845bo374bo$1043bo334bo845bo376bo$
1044bo332bo845bo378bo$1045bo330bo845bo380bo$1046bo328bo845bo382bo$
1047bo326bo845bo384bo$1048bo324bo845bo386bo$1049bo322bo845bo388bo$
1050bo320bo845bo390bo$1051bo318bo845bo392bo$1052bo316bo845bo394bo$
1053bo314bo845bo396bo$1054bo312bo845bo398bo$1055bo310bo845bo400bo$
1056bo308bo845bo402bo$1057bo306bo845bo404bo$1058bo304bo845bo406bo$
1059bo302bo845bo408bo$1060bo300bo845bo410bo$1061bo298bo845bo412bo$
1062bo296bo845bo414bo$1063bo294bo845bo416bo$1064bo292bo845bo418bo$
1065bo290bo845bo420bo$1066bo288bo845bo422bo$1067bo286bo845bo424bo$
1068bo284bo845bo426bo$1069bo282bo845bo428bo$1070bo280bo845bo430bo$
1071bo278bo845bo432bo$1072bo276bo845bo434bo$1073bo274bo845bo436bo$
1074bo272bo845bo438bo$1075bo270bo845bo440bo$1076bo268bo845bo442bo$
1077bo266bo845bo444bo$1078bo264bo845bo446bo$1079bo262bo845bo448bo$
1080bo260bo845bo450bo$1081bo258bo845bo452bo$1082bo256bo845bo454bo$
1083bo254bo845bo456bo$1084bo252bo845bo458bo$1085bo250bo845bo460bo$
1086bo248bo845bo462bo$1087bo246bo845bo464bo$1088bo244bo845bo466bo$
1089bo242bo845bo468bo$1090bo240bo845bo470bo$1091bo238bo845bo472bo$
1092bo236bo845bo474bo$1093bo234bo845bo476bo$1094bo232bo845bo478bo$
1095bo230bo845bo480bo$1096bo228bo845bo482bo$1097bo226bo845bo484bo$
1098bo224bo845bo486bo$1099bo222bo845bo488bo$1100bo220bo845bo490bo$
1101bo218bo845bo492bo$1102bo216bo845bo494bo$1103bo214bo845bo496bo$
1104bo212bo845bo498bo$1105bo210bo845bo500bo$1106bo208bo845bo502bo$
1107bo206bo845bo504bo$1108bo204bo845bo506bo$1109bo202bo845bo508bo$
1110bo200bo845bo510bo$1111bo198bo845bo512bo$1112bo196bo845bo514bo$
1113bo194bo845bo516bo$1114bo192bo845bo518bo$1115bo190bo845bo520bo$
1116bo188bo845bo522bo$1117bo186bo845bo524bo$1118bo184bo845bo526bo$
1119bo182bo845bo528bo$1120bo180bo845bo530bo$1121bo178bo845bo532bo$
1122bo176bo845bo534bo$1123bo174bo845bo536bo$1124bo172bo845bo538bo$
1125bo170bo845bo540bo$1126bo168bo845bo542bo$1127bo166bo845bo544bo$
1128bo164bo845bo546bo$1129bo162bo845bo548bo$1130bo160bo845bo550bo$
1131bo158bo845bo552bo$1132bo156bo845bo554bo$1133bo154bo845bo556bo$
1134bo152bo845bo558bo$1135bo150bo845bo560bo$1136bo148bo845bo562bo$
1137bo146bo845bo564bo$1138bo144bo845bo566bo$1139bo142bo845bo568bo$
1140bo140bo845bo570bo$1141bo138bo845bo572bo$1142bo136bo845bo574bo$
1143bo134bo845bo576bo$1144bo132bo845bo578bo$1145bo130bo845bo580bo$
1146bo128bo845bo582bo$1147bo126bo845bo584bo$1148bo124bo1432bo$1149bo
122bo$1150bo120bo$1151bo118bo$1152bo116bo$1153bo114bo$1154bo112bo$
1155bo110bo$1156bo108bo$1157bo106bo$1158bo104bo$1159bo102bo$1160bo100b
o$1161bo98bo$1162bo96bo$1163bo94bo$1164bo92bo$1165bo90bo$1166bo88bo$
1167bo86bo$1168bo84bo$1169bo82bo$1170bo80bo$1171bo78bo$1172bo76bo$
1173bo74bo$1174bo72bo$1175bo70bo$1176bo68bo$1177bo66bo$1178bo64bo$
1179bo62bo$1180bo60bo$1181bo58bo$1182bo56bo$1183bo54bo$1184bo52bo$
1185bo50bo$1186bo48bo$1187bo46bo$1188bo44bo$1189bo42bo$1190bo40bo$
1191bo38bo$1192bo36bo$1193bo34bo$1194bo32bo$1195bo30bo$1196bo12b2o14bo
$1197b6o5b3o13bo$1197bo5bo3bo2bo6b7o$1197bo2bo3bobo3bo6bo5bo$1197bobo
2b16o2bo2bo$1197bo2bob6o4b6obobobo$1197bo3bob4o6b4obo4bo$1197b4obob2o
8b2obob2o2bo$1199b3obo12bob3obo$1199b4obo10bob5o$1199b4o2bob6obo2b4o$
1199b3o4bo6bo4b4o$1199b2o4bobo4bobo4b2obo$1199bo5bo2bo2bo2bo5bo2bo$
1195b5o5bo3b2o3bo5bo2b2o$1195b2o2bo5bo3b2o3bo5b5o$1196bo2bo5bo2bo2bo2b
o5bo$1197bob2o4bobo4bobo4b2o$1198b4o4bo6bo4b3o$1199b4o2bob6obo2b4o$
1198b5obo10bob4o$1197bob3obo12bob3o$1196bo2b2obob2o8b2obob4o$1196bo4bo
b4o6b4obo3bo$1196bobobob6o4b6obo2bo$1196bo2bo2b16o2bobo$1196bo5bo6bo3b
obo3bo2bo$1196b7o6bo2bo3bo5bo$1195bo13b3o5b6o$1194bo14b2o12bo$1193bo
30bo$1192bo32bo$1191bo34bo$1190bo36bo$1189bo38bo$1188bo40bo$1187bo42bo
$1186bo44bo$1185bo46bo$1184bo48bo$1183bo50bo$1182bo52bo$1181bo54bo$
1180bo56bo$1179bo58bo$1178bo60bo$1177bo62bo$1176bo64bo$1175bo66bo$
1174bo68bo$1173bo70bo$1172bo72bo$1171bo74bo$1170bo76bo$1169bo78bo$
1168bo80bo$1167bo82bo$1166bo84bo$1165bo86bo$1164bo88bo$1163bo90bo$
1162bo92bo$1161bo94bo$1160bo96bo$1159bo98bo$1158bo100bo$1157bo102bo$
1156bo104bo$1155bo106bo$1154bo108bo$1153bo110bo$1152bo112bo$1151bo114b
o$1150bo116bo$1149bo118bo$1148bo120bo$1147bo122bo$1146bo124bo$1145bo
126bo$1144bo128bo$1143bo130bo$1142bo132bo$1141bo134bo$1140bo136bo$
1139bo138bo$1138bo140bo$1137bo142bo$1136bo144bo$1135bo146bo$1134bo148b
o$1133bo150bo$1132bo152bo$1131bo154bo$1130bo156bo$1129bo158bo$1128bo
160bo$1127bo162bo$1126bo164bo$1125bo166bo$1124bo168bo$1123bo170bo$
1122bo172bo$1121bo174bo$1120bo176bo$1119bo178bo$1118bo180bo$1117bo182b
o$1116bo184bo$1115bo186bo$1114bo188bo$1113bo190bo$1112bo192bo$1111bo
194bo$1110bo196bo$1109bo198bo$1108bo200bo$1107bo202bo$1106bo204bo$
1105bo206bo$1104bo208bo$1103bo210bo$1102bo212bo$1101bo214bo$1100bo216b
o$1099bo218bo$1098bo220bo$1097bo222bo$1096bo224bo$1095bo226bo$1094bo
228bo$1093bo230bo$1092bo232bo$1091bo234bo$1090bo236bo$1089bo238bo$
1088bo240bo$1087bo242bo$1086bo244bo$1085bo246bo$1084bo248bo$1083bo250b
o$1082bo252bo$1081bo254bo$1080bo256bo$1079bo258bo$1078bo260bo$1077bo
262bo$1076bo264bo$1075bo266bo$1074bo268bo$1073bo270bo$1072bo272bo$
1071bo274bo$1070bo276bo$1069bo278bo$1068bo280bo$1067bo282bo$1066bo284b
o$1065bo286bo$1064bo288bo$1063bo290bo$1062bo292bo$1061bo294bo$1060bo
296bo$1059bo298bo$1058bo300bo$1057bo302bo$1056bo304bo$1055bo306bo$
1054bo308bo$1053bo310bo$1052bo312bo$1051bo314bo$1050bo316bo$1049bo318b
o$1048bo320bo$1047bo322bo$1046bo324bo$1045bo326bo$1044bo328bo$1043bo
330bo$1042bo332bo$1041bo334bo$1040bo336bo$1039bo338bo$1038bo340bo$
1037bo342bo$1036bo344bo$1035bo346bo$1034bo348bo$1033bo350bo$1032bo352b
o$1031bo354bo$1030bo356bo$1029bo358bo$1028bo360bo$1027bo362bo$1026bo
364bo$1025bo366bo$1024bo368bo$1023bo370bo$1022bo372bo$1021bo374bo$
1020bo376bo$1019bo378bo$1018bo380bo$1017bo382bo$1016bo384bo$1015bo386b
o$1014bo388bo$1013bo390bo$1012bo392bo$1011bo394bo$1010bo396bo$1009bo
398bo$1008bo400bo$1007bo402bo$1006bo404bo$1005bo406bo$1004bo408bo$
1003bo410bo$1002bo412bo$1001bo414bo$1000bo416bo$999bo418bo$998bo420bo$
997bo422bo$996bo424bo$995bo426bo$994bo428bo$993bo430bo$992bo432bo$991b
o434bo$990bo436bo$989bo438bo$988bo440bo$987bo442bo$986bo444bo$985bo
446bo$984bo448bo$983bo450bo$982bo452bo$981bo454bo$980bo456bo$979bo458b
o$978bo460bo$977bo462bo$976bo464bo$975bo466bo$974bo468bo$973bo470bo$
972bo472bo$971bo474bo$970bo476bo$969bo478bo$968bo480bo$967bo482bo$966b
o484bo$965bo486bo$964bo488bo$963bo490bo$962bo492bo$961bo494bo$960bo
496bo$959bo498bo$958bo500bo$957bo502bo$956bo504bo$955bo506bo$954bo508b
o$953bo510bo$952bo512bo$951bo514bo$950bo516bo$949bo518bo$948bo520bo$
947bo522bo$946bo524bo$945bo526bo$944bo528bo$943bo530bo$942bo532bo$941b
o534bo$940bo536bo$939bo538bo$938bo540bo$937bo542bo$936bo544bo$935bo
546bo$934bo548bo$933bo550bo$932bo552bo$931bo554bo$930bo556bo$929bo558b
o$928bo560bo$927bo562bo$926bo564bo$925bo566bo$924bo568bo$923bo570bo$
922bo572bo$921bo574bo$920bo576bo$919bo578bo$918bo580bo$917bo582bo$916b
o584bo$1502bo!That's six around one, and it's shift a large square from the center and then shift a half down. Using that large square shift up one, then shift a half right, etc. It forms a hexagonal lattice with two X's that will meet at two of the corners of the X's [except use the large square in the previous post and the rule B35/S5678.
The osgood curve in the uploaded image, looks like repeated squares, but look at the diamonds that are a bit larger than the smallest square. Those make the same configuration of six around one (and the hexagonal lattice mentioned can be extended). By the way you'll have to search for what a hexagonal lattice is, since it's not just hexagons joined side by side like in a honeycomb, but one of the outer large squares will be the center of another hexagon that overlaps with the center large square. But when it forms that shape it should look like the osgood curve. But you'll have to make each square clockwise or counterclockwise.
Clockwise/Counterclockwise:
- Untitled1.png (5.09 KiB) Viewed 17602 times
Execute with B35/S5678 a type of shrinking rule. It then turns into the large square with four short diagonals at each corner. The extended lines from all the large squares form a type of cascading grid that should be clockwise connected at the corners with counterclockwise, and a group of 4 should rotate either clockwise or counterclockwise in the distortion. B36/S5678 is a true shrinker. But keeping it at B35/S5678 for as long as possible with change the shape of the grid. Not sure if B36/S5678 is even needed. But changing to the explosive rule B3/S5678 takes just the boundary of the osgood curve, just the outer edge. Then it expands. But before changing to the explosive rule, those vertical and horizonal straight lines that connect at the corners flow down between them like in Brian's Brain. When tranferred to B3/S5678, the explosive rule, it take the boundary only. Then there should be a central oscillator with 4 straight lines at the end from the oscillator like in many patterns. but since the Osgood curve in the drawing (it's a single line that wounds around that shape), it should be uncertain and form Volterra's function, with an oscillator that's on the move: https://en.wikipedia.org/wiki/Volterra%27s_function
Re: Quantum Computer
It's possible that since that up/down and left/right long lines that meet at the corners of the large squares like in the clockwise/counterclockwise-- since they shouldn't touch or intersect any other large squares, that the hexagonal lattice from the center outward would have to spread out like in the Osgood curve (in the osgood curve there are large white needle or knife shaped voids that would be where the large squares would have to spread out, so that the long lines don't cross through other large squares but extend to the edge of all the large squares that are made in a hexagonal lattice, but spread out like the osgood curve to accomodate no intersecting). When I made the original pattern (not the large squares but the 4 shooters in the first post), in a large grid, there were clockwise and counterclockwise curved lines at the center of every X in the grid. But they intersected the other X's. This would allow the long up/down and left/right long lines to change the shape of the originating large square where they emanate at the 4 diagonals, but since the large squares would be in a large hexagonal lattice with the lines not crossing, the clockwise and counterclockwise pattern would be interlaced with not just the immediate neighbors but would have long range clockwise/counterclockwise interactions, which was missing in the grid of X's (that was just immediate neighbor interaction ie the long clockwise arms didn't interlace with other X's all the way to the edge of the grid).
By the way if you look at the hexagonal pattern in the previous post, if you draw up/down and left right straight lines at the corners of the squares instead of the X's, those up/down and left/right lines don't cross through other large squares. If you have a periodic pattern that is interlaced like that it's probably going to lead to entanglement. Where you get the non-repeating thing is if the grid of large squares in a larger hexagonal lattice that looks like the osgood curve, when switched to the expanding rule (B3/S12456) and everyhthing closes in, it may be that the central oscillator is stable enough due to how the hexagonal lattice is formed and long-range interaction, that when the central oscillator starts to gyrate, it won't disintegrate, but actually shoot down directional paths and the oscillator is stabilized due to the formation (ie it never breaks up but moves around, which is unheard of in any cellular automata ie a large oscillator that moves around due to some stabilization).
Edit: I'll just say that it's probably the long diagonal X's AND the squares in a grid. The osgood curve, the very long needle, is just like a long X cutting through the grid. It may be that the mix of large squares and X's counterbalance each other, so that at some point (alternating rule B35/S5678 and B3/S12456, with the first execution at B3/S12456 to create the long white needles) there will be alternating bouncing like in the yin yang rule. When switched to the shrinking rule, B35/S5678 the long needle from the X's will implode to stationary single squares and tiny oscillators, but since the long up-down and left-right lines from the large X's cut through the X's, there may be a bounce, ie it goes down to the tiniest single squares and oscillators then bounces back up (probably through the brian brain action of the long up-down and left-right long lines. The long X's are a source of turbulence, whereas the large squares are trying to stabilize their edges to even out the curve along their edges. At the very center if the grid is set up like before where the long X's cross each other, the distant oscillators fail first, then the central oscillator fails last. But due to the large square interaction now, the last central oscillator may gryate, then send a smaller oscillator in one of the 4 directions of the central X, then it travels down another X that crosses it. But in the end, with the bouncing ie like in yin yang tiny areas of small light increase, and you have a ball travelling around inside it. (and this involves no video compression or artifacts probably)
By the way if you look at the hexagonal pattern in the previous post, if you draw up/down and left right straight lines at the corners of the squares instead of the X's, those up/down and left/right lines don't cross through other large squares. If you have a periodic pattern that is interlaced like that it's probably going to lead to entanglement. Where you get the non-repeating thing is if the grid of large squares in a larger hexagonal lattice that looks like the osgood curve, when switched to the expanding rule (B3/S12456) and everyhthing closes in, it may be that the central oscillator is stable enough due to how the hexagonal lattice is formed and long-range interaction, that when the central oscillator starts to gyrate, it won't disintegrate, but actually shoot down directional paths and the oscillator is stabilized due to the formation (ie it never breaks up but moves around, which is unheard of in any cellular automata ie a large oscillator that moves around due to some stabilization).
Edit: I'll just say that it's probably the long diagonal X's AND the squares in a grid. The osgood curve, the very long needle, is just like a long X cutting through the grid. It may be that the mix of large squares and X's counterbalance each other, so that at some point (alternating rule B35/S5678 and B3/S12456, with the first execution at B3/S12456 to create the long white needles) there will be alternating bouncing like in the yin yang rule. When switched to the shrinking rule, B35/S5678 the long needle from the X's will implode to stationary single squares and tiny oscillators, but since the long up-down and left-right lines from the large X's cut through the X's, there may be a bounce, ie it goes down to the tiniest single squares and oscillators then bounces back up (probably through the brian brain action of the long up-down and left-right long lines. The long X's are a source of turbulence, whereas the large squares are trying to stabilize their edges to even out the curve along their edges. At the very center if the grid is set up like before where the long X's cross each other, the distant oscillators fail first, then the central oscillator fails last. But due to the large square interaction now, the last central oscillator may gryate, then send a smaller oscillator in one of the 4 directions of the central X, then it travels down another X that crosses it. But in the end, with the bouncing ie like in yin yang tiny areas of small light increase, and you have a ball travelling around inside it. (and this involves no video compression or artifacts probably)
Re: Quantum Computer
I copied and pasted a horizontal line from the hexagonal lattice into rule 90. The persistent pattern of a double circle and a line forming in the original pattern within the random flicker looks like it has something to do with fractals.
Code: Select all
x = 3140, y = 1, rule = w150
o2b2obobobob2ob4ob4obo2bo7b6o8bo3b2obo2b3o2b4o2b3o7bobob4ob4ob2ob5obob
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3bobob2ob2ob3o2b3o2b2ob2ob2o2b2ob3obobob4ob3o2bo3b2ob8obo2b11ob3o2bo2b
3obo2b3obob2o3bo2b2obob8obob2ob2o2bob2o2b3obob3ob2o2b3o4bo2b3ob2obob3o
2b2o2b3o5bo2bob5o4bob2obobobob2ob2o4bo2bo4bobobob2o3bo4bobob2obo3bob3o
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b2o2b3ob4obo2bo2b3obo3bobo11b2o2b2o4bo3bo2bo4bob3ob2obob3obob8o2b3o2bo
bob2o2b2o3bo3bobo2bob5o4bobo2bobob2ob2ob2ob3ob2ob8ob4o2bo2bobobob2o2b
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3b2o2b3obo2b2o3bo2bobo3b4o2bo3b2obo2b3o3bo3b5o2b3o4bob2ob2ob4obo4bo2bo
5bo2bobo3b2obo6bob2o3bob5ob3obobo2b2obob3o3b2o5bobob3obo2b2o2b2ob2ob3o
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8bo3b3o2bo4bobo2b2o2b4o3bobob2o!
Re: Quantum Computer
You make a fractal arrangement of the large squares in the rule B35/S5678 (type of shrinking rule), as this picture shows:
The large squares are just completely filled squares (can make it with something similar to B123/S12345678 starting from a line of 7 or 8 on cells), but need to be clockwise or counterclockwise, so you shift in along the top edge of a large square by a single square, then shift out along the right edge, shift in along bottom edge, then shift out along left edge as this picture shows:
The rule B35/S5678 transforms to the original shape of the original pattern, but as the first picture shows, the largest are on a horizontal line, so there are only the top and bottom black indentations, and not the left right (since they merge into whats between in the three largest squares. This is the picture of what the transform is, and just as it makes the 4 fat short arms, change the rule to B36/s5678, a true shrinking rule:
The black indentations, in how you have 3 large squares in a row, makes just the top and bottom black indentations, and not the left/right black indentations if you just had one large sqaure in the rule B35/S5678. By having 3 in a row, the left/right black indentations don't appear (further back I showed the original pattern with 3 in a row but 3 horizontal lines, which does the same thing, but the squares I believe are what it should be). The black indentations make as in the first picture, the 2 large circles side-by-side. At some point (not sure exactly yet), you'd switch from B36/S5678 to the exploding rule B3/S12456, either when it shrinks down to the tiniest point, and then explode that, or starting from the large size (probably) and not even using B36/S5678 (the true shrinker) and going directly to B3/S12456, which takes the boundary of the previous stuff and closes in.
You copy and past a single line after switching to B3/S12456, after it all closes in, or after it expands to a larger size. But you put it in the rule 90 elementary automata, W90, or wolfram 90, because that is the exlusive-OR function, which takes advantage of a string travelling through those double circles as in the first pattern, it has two directions or choices when it descends fractally to the next smaller double circle (and rotated 90 degrees, the next double circle's shape). You copy and paste witihin the random flicker of B3/S12456 an entire line from one side of the pattern to another, when you see a line shoot across the screen (and it's one of the double circles within the random flicker that forms that rotates about itself (about 1 out of 10 of the double circles rotate about themself)). To see the double circle in the random flicker, you have to stare at the screen, and it's like one of those 3d pictures to see it. Then you reverse back to the actual line that shot very fast across the screen, and just below or just above that line, the double circle forms, and it has to be a double circle that spins about itself. And you copy and past a single horizontal line out of the line that shoots across, and not copying or capturing the double circle itself within the random flicker, but the line that shoots extremely fast from one side of the pattern (horizontally) to the other.
When placed in rule 90 (the horizontal line), the rotatating double circle means that there is an orderly connect/disconnect of the vertical tubes of the fractal double circles, and the exclusive-or, means that it takes one or the other path (it's a fractal tree) as that double circle (in the random flicker) rotates about itself and the vertical tubes interchange their position relative to the next smaller double circle in the fractal double circle random flicker that is formed constantly in the rule B3/S12456 with this configuration. The exclusive or of rule 90 imprints what would be impossible to capture without that rule, of an orderly transformation of a fractal closed curve. And I believe that is the quantum computer.
Edit: https://en.wikipedia.org/wiki/Fractal If you scroll down to the animation on the right hand side(a sierpinski triangle can be generated by a fractal tree), in this automata, it's composed of clockwise and counterclockwise elements, so as that animation unwinds, it will be uncrossing itself, which probably is the source of the quantum computer. The entanglement is from the fractal tree having its "arms" crossing over each other from the clockwise and anticlockwise elements, and that animation would be impossible to disentangle itself in a normal algorithm, without using the cellular automata to do the unwinding or disentangling. Also, in Hooft's paper, "Quantum Cellular Automata", he mentions Superimposibles, and the rule 90 of the Sierpinski triangle is composed of many superimposed copies of itself but shifted (or as Wolfram calls it, an additive cellular automata). But in his description of how you see the quantum part or calculate, he describes superimposibles in his paper.
- Untitled1.png (20.59 KiB) Viewed 17389 times
The large squares are just completely filled squares (can make it with something similar to B123/S12345678 starting from a line of 7 or 8 on cells), but need to be clockwise or counterclockwise, so you shift in along the top edge of a large square by a single square, then shift out along the right edge, shift in along bottom edge, then shift out along left edge as this picture shows:
- Untitled2.png (11.73 KiB) Viewed 17389 times
- Untitled3.png (15.48 KiB) Viewed 17389 times
You copy and past a single line after switching to B3/S12456, after it all closes in, or after it expands to a larger size. But you put it in the rule 90 elementary automata, W90, or wolfram 90, because that is the exlusive-OR function, which takes advantage of a string travelling through those double circles as in the first pattern, it has two directions or choices when it descends fractally to the next smaller double circle (and rotated 90 degrees, the next double circle's shape). You copy and paste witihin the random flicker of B3/S12456 an entire line from one side of the pattern to another, when you see a line shoot across the screen (and it's one of the double circles within the random flicker that forms that rotates about itself (about 1 out of 10 of the double circles rotate about themself)). To see the double circle in the random flicker, you have to stare at the screen, and it's like one of those 3d pictures to see it. Then you reverse back to the actual line that shot very fast across the screen, and just below or just above that line, the double circle forms, and it has to be a double circle that spins about itself. And you copy and past a single horizontal line out of the line that shoots across, and not copying or capturing the double circle itself within the random flicker, but the line that shoots extremely fast from one side of the pattern (horizontally) to the other.
When placed in rule 90 (the horizontal line), the rotatating double circle means that there is an orderly connect/disconnect of the vertical tubes of the fractal double circles, and the exclusive-or, means that it takes one or the other path (it's a fractal tree) as that double circle (in the random flicker) rotates about itself and the vertical tubes interchange their position relative to the next smaller double circle in the fractal double circle random flicker that is formed constantly in the rule B3/S12456 with this configuration. The exclusive or of rule 90 imprints what would be impossible to capture without that rule, of an orderly transformation of a fractal closed curve. And I believe that is the quantum computer.
Edit: https://en.wikipedia.org/wiki/Fractal If you scroll down to the animation on the right hand side(a sierpinski triangle can be generated by a fractal tree), in this automata, it's composed of clockwise and counterclockwise elements, so as that animation unwinds, it will be uncrossing itself, which probably is the source of the quantum computer. The entanglement is from the fractal tree having its "arms" crossing over each other from the clockwise and anticlockwise elements, and that animation would be impossible to disentangle itself in a normal algorithm, without using the cellular automata to do the unwinding or disentangling. Also, in Hooft's paper, "Quantum Cellular Automata", he mentions Superimposibles, and the rule 90 of the Sierpinski triangle is composed of many superimposed copies of itself but shifted (or as Wolfram calls it, an additive cellular automata). But in his description of how you see the quantum part or calculate, he describes superimposibles in his paper.
Re: Quantum Computer
I think it's pretty close to being made in the rule B3/S12456. This is the hexagonal lattice:
However, at the triangles or "flags" around the central large square, draw a line all the way to the end of the 4 diagonals ie you'll have two vertical and two horizontal lines coming out of each X, with the lines emanating from the 4 flag shaped things on the perimeter of the large central square of any X. However, with this setup, you ***************remove the central X*********************
That drawing shows the central X removed. However, the grid will be extended as repeating hexagons. The immediate left and down of the center is one corner of another hexagon to the left of the originating hexagon and down. The immediate left and down (that X) is the immediate right and up of the center of the new hexagon, with the new hexagon also having no center X.
However, with the vertical and horizontal lines made, it actually creates one half of the original X, so now at the center of any hexagon is either a 10-sided pointy spider web or a 12-sided. Will have to make on the computer. But that's what I saw. If you make a huge grid of these hexagons side by side in the same orientation (no weird shifting of hexagons in the lattice), and you invert the colors, the shape closes in, and you have like in that pattern I uploaded, just before everything closes in, a narrow gap criss crossing through everything that is white due to the color inversion. Every X you make will be clockwise, and when the up-down and left right lines throw the half shaped X's, those are counterclockwise, so you automatically have a counterclockwise spiderweb shape at the center. When zoomed out (say you have thousands of those X's in a large hexagonal grid), just before they close in, those central spider web shapes due to video compression (a video will have to be recorded) will curl up in the shape of a torus. The criss crossing lines travel through the donuts lighting the ones it travels through and the others remain dark. But just as everthing closes in, in the video compression, there is at the center of each hexagon a gyrating oscillator that shoots out dark patterns, that results in the lines appearing to move through the donuts and lighting the ones. Now it's not complete, because this whole thing is dark except for the very centers and the criss crossing narrow gaps (due to having the color inversion). It may require a shrinking rule B35/S5678 at some point to gradually increase the light and possibly create connections.
Code: Select all
x = 3000, y = 2996, rule = B3/S12456
1565bo$1566bo584bo$1567bo582bo$1568bo580bo$1569bo578bo$1570bo576bo$
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481bo410bo817bo292bo$482bo408bo817bo294bo$483bo406bo817bo296bo$484bo
404bo817bo298bo$485bo402bo817bo300bo$486bo400bo817bo302bo$487bo398bo
817bo304bo$488bo396bo817bo306bo$489bo394bo817bo308bo$490bo392bo817bo
310bo$491bo390bo817bo312bo$492bo388bo817bo314bo$493bo386bo817bo316bo$
494bo384bo817bo318bo$495bo382bo817bo320bo$496bo380bo817bo322bo$497bo
378bo817bo324bo$498bo376bo817bo326bo$499bo374bo817bo328bo$500bo372bo
817bo330bo$501bo370bo817bo332bo$502bo368bo817bo334bo$503bo366bo817bo
336bo$504bo364bo817bo338bo$505bo362bo817bo340bo$506bo360bo817bo342bo$
507bo358bo817bo344bo$508bo356bo817bo346bo$509bo354bo817bo348bo$510bo
352bo817bo350bo$511bo350bo817bo352bo$512bo348bo817bo354bo$513bo346bo
817bo356bo$514bo344bo817bo358bo$515bo342bo817bo360bo$516bo340bo817bo
362bo$517bo338bo817bo364bo$518bo336bo817bo366bo$519bo334bo817bo368bo$
520bo332bo817bo370bo$521bo330bo817bo372bo$522bo328bo817bo374bo$523bo
326bo817bo376bo$524bo324bo817bo378bo$525bo322bo817bo380bo$526bo320bo
817bo382bo$527bo318bo817bo384bo$528bo316bo817bo386bo$529bo314bo817bo
388bo$530bo312bo817bo390bo$531bo310bo817bo392bo$532bo308bo817bo394bo$
533bo306bo817bo396bo$534bo304bo817bo398bo$535bo302bo817bo400bo$536bo
300bo817bo402bo$537bo298bo817bo404bo$538bo296bo817bo406bo$539bo294bo
817bo408bo$540bo292bo817bo410bo$541bo290bo817bo412bo$542bo288bo817bo
414bo$543bo286bo817bo416bo$544bo284bo817bo418bo$545bo282bo817bo420bo$
546bo280bo817bo422bo$547bo278bo817bo424bo$548bo276bo817bo426bo$549bo
274bo817bo428bo$550bo272bo817bo430bo$551bo270bo817bo432bo$552bo268bo
817bo434bo$553bo266bo817bo436bo$554bo264bo817bo438bo$555bo262bo817bo
440bo$556bo260bo817bo442bo$557bo258bo817bo444bo$558bo256bo817bo446bo$
559bo254bo817bo448bo$560bo252bo817bo450bo$561bo250bo817bo452bo$562bo
248bo817bo454bo$563bo246bo817bo456bo$564bo244bo817bo458bo$565bo242bo
817bo460bo$566bo240bo817bo462bo$567bo238bo817bo464bo$568bo236bo817bo
466bo$569bo234bo817bo468bo$570bo232bo817bo470bo$571bo230bo817bo472bo$
572bo228bo817bo474bo$573bo226bo817bo476bo$574bo224bo817bo478bo$575bo
222bo817bo480bo$576bo220bo817bo482bo$577bo218bo817bo484bo$578bo216bo
817bo486bo$579bo214bo817bo488bo$580bo212bo817bo490bo$581bo210bo817bo
492bo$582bo208bo817bo494bo$583bo206bo817bo496bo$584bo204bo817bo498bo$
585bo202bo817bo500bo$586bo200bo817bo502bo$587bo198bo817bo504bo$588bo
196bo817bo506bo$589bo194bo817bo508bo$590bo192bo817bo510bo$591bo190bo
817bo512bo$592bo188bo817bo514bo$593bo186bo817bo516bo$594bo184bo817bo
518bo$595bo182bo817bo520bo$596bo180bo817bo522bo$597bo178bo817bo524bo$
598bo176bo817bo526bo$599bo174bo817bo528bo$600bo172bo817bo530bo$601bo
170bo817bo532bo$602bo168bo817bo534bo$603bo166bo817bo536bo$604bo164bo
817bo538bo$605bo162bo817bo540bo$606bo160bo817bo542bo$607bo158bo817bo
544bo$608bo156bo817bo546bo$609bo154bo817bo548bo$610bo152bo817bo550bo$
611bo150bo817bo552bo$612bo148bo817bo554bo$613bo146bo817bo556bo$614bo
144bo817bo558bo$615bo142bo817bo560bo$616bo140bo817bo562bo$617bo138bo
817bo564bo$618bo136bo817bo566bo$619bo134bo817bo568bo$620bo132bo817bo
570bo$621bo130bo817bo572bo$622bo128bo817bo574bo$623bo126bo817bo576bo$
624bo124bo817bo578bo$625bo122bo817bo580bo$626bo120bo817bo582bo$627bo
118bo817bo584bo$628bo116bo1404bo$629bo114bo$630bo112bo$631bo110bo$632b
o108bo$633bo106bo$634bo104bo$635bo102bo$636bo100bo$637bo98bo$638bo96bo
$639bo94bo$640bo92bo$641bo90bo$642bo88bo$643bo86bo$644bo84bo$645bo82bo
$646bo80bo$647bo78bo$648bo76bo$649bo74bo$650bo72bo$651bo70bo$652bo68bo
$653bo66bo$654bo64bo$655bo62bo$656bo60bo$657bo58bo$658bo56bo$659bo54bo
$660bo52bo$661bo50bo$662bo48bo$663bo46bo$664bo44bo$665bo42bo$666bo40bo
$667bo38bo$668bo36bo$669bo34bo$670bo32bo$671bo30bo$672bo12b2o14bo$673b
6o5b3o13bo$673bo5bo3bo2bo6b7o$673bo2bo3bobo3bo6bo5bo$673bobo2b16o2bo2b
o$673bo2bob6o4b6obobobo$673bo3bob4o6b4obo4bo$673b4obob2o8b2obob2o2bo$
675b3obo12bob3obo$675b4obo10bob5o$675b4o2bob6obo2b4o$675b3o4bo6bo4b4o$
675b2o4bobo4bobo4b2obo$675bo5bo2bo2bo2bo5bo2bo$671b5o5bo3b2o3bo5bo2b2o
$671b2o2bo5bo3b2o3bo5b5o$672bo2bo5bo2bo2bo2bo5bo$673bob2o4bobo4bobo4b
2o$674b4o4bo6bo4b3o$675b4o2bob6obo2b4o$674b5obo10bob4o$673bob3obo12bob
3o$672bo2b2obob2o8b2obob4o$672bo4bob4o6b4obo3bo$672bobobob6o4b6obo2bo$
672bo2bo2b16o2bobo$672bo5bo6bo3bobo3bo2bo$672b7o6bo2bo3bo5bo$671bo13b
3o5b6o$670bo14b2o12bo$669bo30bo$668bo32bo$667bo34bo$666bo36bo$665bo38b
o$664bo40bo$663bo42bo$662bo44bo$661bo46bo$660bo48bo$659bo50bo$658bo52b
o$657bo54bo$656bo56bo$655bo58bo$654bo60bo$653bo62bo$652bo64bo$651bo66b
o$650bo68bo$649bo70bo$648bo72bo$647bo74bo$646bo76bo$645bo78bo$644bo80b
o$643bo82bo$642bo84bo$641bo86bo$640bo88bo$639bo90bo$638bo92bo$637bo94b
o$636bo96bo$635bo98bo$634bo100bo$633bo102bo$632bo104bo$631bo106bo$630b
o108bo$629bo110bo$628bo112bo$627bo114bo$626bo116bo$625bo118bo$624bo
120bo$623bo122bo$622bo124bo$621bo126bo$620bo128bo$619bo130bo$618bo132b
o$617bo134bo$616bo136bo$615bo138bo$614bo140bo$613bo142bo$612bo144bo$
611bo146bo$610bo148bo$609bo150bo$608bo152bo$607bo154bo$606bo156bo$605b
o158bo$604bo160bo$603bo162bo$602bo164bo$601bo166bo$600bo168bo$599bo
170bo$598bo172bo$597bo174bo$596bo176bo$595bo178bo$594bo180bo$593bo182b
o$592bo184bo$591bo186bo$590bo188bo$589bo190bo$588bo192bo$587bo194bo$
586bo196bo$585bo198bo$584bo200bo$583bo202bo$582bo204bo$581bo206bo$580b
o208bo$579bo210bo$578bo212bo$577bo214bo$576bo216bo$575bo218bo$574bo
220bo$573bo222bo$572bo224bo$571bo226bo$570bo228bo$569bo230bo$568bo232b
o$567bo234bo$566bo236bo$565bo238bo$564bo240bo$563bo242bo$562bo244bo$
561bo246bo$560bo248bo$559bo250bo$558bo252bo$557bo254bo$556bo256bo$555b
o258bo$554bo260bo$553bo262bo$552bo264bo$551bo266bo$550bo268bo$549bo
270bo$548bo272bo$547bo274bo$546bo276bo$545bo278bo$544bo280bo$543bo282b
o$542bo284bo$541bo286bo$540bo288bo$539bo290bo$538bo292bo$537bo294bo$
536bo296bo$535bo298bo$534bo300bo$533bo302bo$532bo304bo$531bo306bo$530b
o308bo$529bo310bo$528bo312bo$527bo314bo$526bo316bo$525bo318bo$524bo
320bo$523bo322bo$522bo324bo$521bo326bo$520bo328bo$519bo330bo$518bo332b
o1561bo$517bo334bo1561bo584bo$516bo336bo1561bo582bo$515bo338bo1561bo
580bo$514bo340bo1561bo578bo$513bo342bo1561bo576bo$512bo344bo1561bo574b
o$511bo346bo1561bo572bo$510bo348bo1561bo570bo$509bo350bo1561bo568bo$
508bo352bo1561bo566bo$507bo354bo1561bo564bo$506bo356bo1561bo562bo$505b
o358bo1561bo560bo$504bo360bo1561bo558bo$503bo362bo1561bo556bo$502bo
364bo1561bo554bo$501bo366bo1561bo552bo$500bo368bo1561bo550bo$499bo370b
o1561bo548bo$498bo372bo1561bo546bo$497bo374bo1561bo544bo$496bo376bo
1561bo542bo$495bo378bo1561bo540bo$494bo380bo1561bo538bo$493bo382bo
1561bo536bo$492bo384bo1561bo534bo$491bo386bo1561bo532bo$490bo388bo
1561bo530bo$489bo390bo1561bo528bo$488bo392bo1561bo526bo$487bo394bo
1561bo524bo$486bo396bo1561bo522bo$485bo398bo1561bo520bo$484bo400bo
1561bo518bo$483bo402bo1561bo516bo$482bo404bo1561bo514bo$481bo406bo
1561bo512bo$480bo408bo1561bo510bo$479bo410bo1561bo508bo$478bo412bo
1561bo506bo$477bo414bo1561bo504bo$476bo416bo1561bo502bo$475bo418bo
1561bo500bo$474bo420bo1561bo498bo$473bo422bo1561bo496bo$472bo424bo
1561bo494bo$471bo426bo1561bo492bo$470bo428bo1561bo490bo$469bo430bo
1561bo488bo$468bo432bo1561bo486bo$467bo434bo1561bo484bo$466bo436bo
1561bo482bo$465bo438bo1561bo480bo$464bo440bo1561bo478bo$463bo442bo
1561bo476bo$462bo444bo1561bo474bo$461bo446bo1561bo472bo$460bo448bo
1561bo470bo$459bo450bo1561bo468bo$458bo452bo1561bo466bo$457bo454bo
1561bo464bo$456bo456bo1561bo462bo$455bo458bo1561bo460bo$454bo460bo
1561bo458bo$453bo462bo1561bo456bo$452bo464bo1561bo454bo$451bo466bo
1561bo452bo$450bo468bo1561bo450bo$449bo470bo1561bo448bo$448bo472bo
1561bo446bo$447bo474bo1561bo444bo$446bo476bo1561bo442bo$445bo478bo
1561bo440bo$444bo480bo1561bo438bo$443bo482bo1561bo436bo$442bo484bo
1561bo434bo$441bo486bo1561bo432bo$440bo488bo1561bo430bo$439bo490bo
1561bo428bo$438bo492bo1561bo426bo$437bo494bo1561bo424bo$436bo496bo
1561bo422bo$435bo498bo1561bo420bo$434bo500bo1561bo418bo$433bo502bo
1561bo416bo$432bo504bo1561bo414bo$431bo506bo1561bo412bo$430bo508bo
1561bo410bo$429bo510bo1561bo408bo$428bo512bo1561bo406bo$427bo514bo
1561bo404bo$426bo516bo1561bo402bo$425bo518bo1561bo400bo$424bo520bo
1561bo398bo$423bo522bo1561bo396bo$422bo524bo1561bo394bo$421bo526bo
1561bo392bo$420bo528bo1561bo390bo$419bo530bo1561bo388bo$418bo532bo
1561bo386bo$417bo534bo1561bo384bo$416bo536bo1561bo382bo$415bo538bo
1561bo380bo$414bo540bo1561bo378bo$413bo542bo1561bo376bo$412bo544bo
1561bo374bo$411bo546bo1561bo372bo$410bo548bo1561bo370bo$409bo550bo
1561bo368bo$408bo552bo1561bo366bo$407bo554bo1561bo364bo$406bo556bo
1561bo362bo$405bo558bo1561bo360bo$404bo560bo1561bo358bo$403bo562bo
1561bo356bo$402bo564bo1561bo354bo$401bo566bo1561bo352bo$400bo568bo
1561bo350bo$399bo570bo1561bo348bo$398bo572bo1561bo346bo$397bo574bo
1561bo344bo$396bo576bo1561bo342bo$395bo578bo1561bo340bo$394bo580bo
1561bo338bo$393bo582bo1561bo336bo$392bo584bo1561bo334bo$978bo1561bo
332bo$2541bo330bo$2542bo328bo$2543bo326bo$2544bo324bo$2545bo322bo$
2546bo320bo$2547bo318bo$2548bo316bo$2549bo314bo$2550bo312bo$2551bo310b
o$2552bo308bo$2553bo306bo$2554bo304bo$2555bo302bo$2556bo300bo$2557bo
298bo$2558bo296bo$2559bo294bo$2560bo292bo$2561bo290bo$2562bo288bo$
2563bo286bo$2564bo284bo$2565bo282bo$2566bo280bo$2567bo278bo$2568bo276b
o$2569bo274bo$2570bo272bo$2571bo270bo$2572bo268bo$2573bo266bo$2574bo
264bo$2575bo262bo$2576bo260bo$2577bo258bo$2578bo256bo$2579bo254bo$
2580bo252bo$2581bo250bo$2582bo248bo$2583bo246bo$2584bo244bo$2585bo242b
o$2586bo240bo$2587bo238bo$2588bo236bo$2589bo234bo$2590bo232bo$2591bo
230bo$2592bo228bo$2593bo226bo$2594bo224bo$2595bo222bo$2596bo220bo$
2597bo218bo$2598bo216bo$2599bo214bo$2600bo212bo$2601bo210bo$2602bo208b
o$2603bo206bo$2604bo204bo$2605bo202bo$2606bo200bo$2607bo198bo$2608bo
196bo$2609bo194bo$2610bo192bo$2611bo190bo$2612bo188bo$2613bo186bo$
2614bo184bo$2615bo182bo$2616bo180bo$2617bo178bo$2618bo176bo$2619bo174b
o$2620bo172bo$2621bo170bo$2622bo168bo$2623bo166bo$2624bo164bo$2625bo
162bo$2626bo160bo$2627bo158bo$2628bo156bo$2629bo154bo$2630bo152bo$
2631bo150bo$2632bo148bo$2633bo146bo$2634bo144bo$2635bo142bo$2636bo140b
o$2637bo138bo$2638bo136bo$2639bo134bo$2640bo132bo$2641bo130bo$2642bo
128bo$2643bo126bo$2644bo124bo$2645bo122bo$2646bo120bo$2647bo118bo$
2648bo116bo$2649bo114bo$2650bo112bo$2651bo110bo$2652bo108bo$2653bo106b
o$2654bo104bo$2655bo102bo$2656bo100bo$2657bo98bo$2658bo96bo$2659bo94bo
$2660bo92bo$2661bo90bo$2662bo88bo$2663bo86bo$2664bo84bo$2665bo82bo$
2666bo80bo$2667bo78bo$2668bo76bo$2669bo74bo$2670bo72bo$2671bo70bo$
2672bo68bo$2673bo66bo$2674bo64bo$2675bo62bo$2676bo60bo$2677bo58bo$
2678bo56bo$2679bo54bo$2680bo52bo$2681bo50bo$2682bo48bo$2683bo46bo$
2684bo44bo$2685bo42bo$2686bo40bo$2687bo38bo$2688bo36bo$2689bo34bo$
2690bo32bo$2691bo30bo$2692bo12b2o14bo$2693b6o5b3o13bo$2693bo5bo3bo2bo
6b7o$2693bo2bo3bobo3bo6bo5bo$2693bobo2b16o2bo2bo$2693bo2bob6o4b6obobob
o$2693bo3bob4o6b4obo4bo$2693b4obob2o8b2obob2o2bo$2695b3obo12bob3obo$
2695b4obo10bob5o$2695b4o2bob6obo2b4o$2695b3o4bo6bo4b4o$2695b2o4bobo4bo
bo4b2obo$2695bo5bo2bo2bo2bo5bo2bo$2691b5o5bo3b2o3bo5bo2b2o$2691b2o2bo
5bo3b2o3bo5b5o$2692bo2bo5bo2bo2bo2bo5bo$2693bob2o4bobo4bobo4b2o$2694b
4o4bo6bo4b3o$2695b4o2bob6obo2b4o$2694b5obo10bob4o$2693bob3obo12bob3o$
2692bo2b2obob2o8b2obob4o$2692bo4bob4o6b4obo3bo$2692bobobob6o4b6obo2bo$
2692bo2bo2b16o2bobo$2692bo5bo6bo3bobo3bo2bo$2692b7o6bo2bo3bo5bo$2691bo
13b3o5b6o$2690bo14b2o12bo$2689bo30bo$2688bo32bo$2687bo34bo$2686bo36bo$
2685bo38bo$2684bo40bo$2683bo42bo$2682bo44bo$2681bo46bo$2680bo48bo$
2679bo50bo$2678bo52bo$2677bo54bo$2676bo56bo$2675bo58bo$2674bo60bo$
2673bo62bo$2672bo64bo$2671bo66bo$2670bo68bo$2669bo70bo$2668bo72bo$
2667bo74bo$2666bo76bo$2665bo78bo$2664bo80bo$2663bo82bo$2662bo84bo$
2661bo86bo$2660bo88bo$2659bo90bo$2658bo92bo$2657bo94bo$2656bo96bo$
2655bo98bo$2654bo100bo$2653bo102bo$2652bo104bo$2651bo106bo$2650bo108bo
$2649bo110bo$2648bo112bo$2647bo114bo$2646bo116bo$2645bo118bo$2644bo
120bo$2643bo122bo$2642bo124bo$1809bo831bo126bo$1223bo584bo831bo128bo$
1224bo582bo831bo130bo$1225bo580bo831bo132bo$1226bo578bo831bo134bo$
1227bo576bo831bo136bo$1228bo574bo831bo138bo$1229bo572bo831bo140bo$
1230bo570bo831bo142bo$1231bo568bo831bo144bo$1232bo566bo831bo146bo$
1233bo564bo831bo148bo$1234bo562bo831bo150bo$1235bo560bo831bo152bo$
1236bo558bo831bo154bo$1237bo556bo831bo156bo$1238bo554bo831bo158bo$
1239bo552bo831bo160bo$1240bo550bo831bo162bo$1241bo548bo831bo164bo$
1242bo546bo831bo166bo$1243bo544bo831bo168bo$1244bo542bo831bo170bo$
1245bo540bo831bo172bo$1246bo538bo831bo174bo$1247bo536bo831bo176bo$
1248bo534bo831bo178bo$1249bo532bo831bo180bo$1250bo530bo831bo182bo$
1251bo528bo831bo184bo$1252bo526bo831bo186bo$1253bo524bo831bo188bo$
1254bo522bo831bo190bo$1255bo520bo831bo192bo$1256bo518bo831bo194bo$
1257bo516bo831bo196bo$1258bo514bo831bo198bo$1259bo512bo831bo200bo$
1260bo510bo831bo202bo$1261bo508bo831bo204bo$1262bo506bo831bo206bo$
1263bo504bo831bo208bo$1264bo502bo831bo210bo$1265bo500bo831bo212bo$
1266bo498bo831bo214bo$1267bo496bo831bo216bo$1268bo494bo831bo218bo$
1269bo492bo831bo220bo$1270bo490bo831bo222bo$1271bo488bo831bo224bo$
1272bo486bo831bo226bo$1273bo484bo831bo228bo$1274bo482bo831bo230bo$
1275bo480bo831bo232bo$1276bo478bo831bo234bo$1277bo476bo831bo236bo$
1278bo474bo831bo238bo$1279bo472bo831bo240bo$1280bo470bo831bo242bo$
1281bo468bo831bo244bo$1282bo466bo831bo246bo$1283bo464bo831bo248bo$
1284bo462bo831bo250bo$1285bo460bo831bo252bo$1286bo458bo831bo254bo$
1287bo456bo831bo256bo$1288bo454bo831bo258bo$1289bo452bo831bo260bo$
1290bo450bo831bo262bo$1291bo448bo831bo264bo$1292bo446bo831bo266bo$
1293bo444bo831bo268bo$1294bo442bo831bo270bo$1295bo440bo831bo272bo$
1296bo438bo831bo274bo$1297bo436bo831bo276bo$1298bo434bo831bo278bo$
1299bo432bo831bo280bo$1300bo430bo831bo282bo$1301bo428bo831bo284bo$
1302bo426bo831bo286bo$1303bo424bo831bo288bo$1304bo422bo831bo290bo$
1305bo420bo831bo292bo$1306bo418bo831bo294bo$1307bo416bo831bo296bo$
1308bo414bo831bo298bo$1309bo412bo831bo300bo$1310bo410bo831bo302bo$
1311bo408bo831bo304bo$1312bo406bo831bo306bo$1313bo404bo831bo308bo$
1314bo402bo831bo310bo$1315bo400bo831bo312bo$1316bo398bo831bo314bo$
1317bo396bo831bo316bo$1318bo394bo831bo318bo$1319bo392bo831bo320bo$
1320bo390bo831bo322bo$1321bo388bo831bo324bo$1322bo386bo831bo326bo$
1323bo384bo831bo328bo$1324bo382bo831bo330bo$1325bo380bo831bo332bo$
1326bo378bo831bo334bo$1327bo376bo831bo336bo$1328bo374bo831bo338bo$
1329bo372bo831bo340bo$1330bo370bo831bo342bo$1331bo368bo831bo344bo$
1332bo366bo831bo346bo$1333bo364bo831bo348bo$1334bo362bo831bo350bo$
1335bo360bo831bo352bo$1336bo358bo831bo354bo$1337bo356bo831bo356bo$
1338bo354bo831bo358bo$1339bo352bo831bo360bo$1340bo350bo831bo362bo$
1341bo348bo831bo364bo$1342bo346bo831bo366bo$1343bo344bo831bo368bo$
1344bo342bo831bo370bo$1345bo340bo831bo372bo$1346bo338bo831bo374bo$
1347bo336bo831bo376bo$1348bo334bo831bo378bo$1349bo332bo831bo380bo$
1350bo330bo831bo382bo$1351bo328bo831bo384bo$1352bo326bo831bo386bo$
1353bo324bo831bo388bo$1354bo322bo831bo390bo$1355bo320bo831bo392bo$
1356bo318bo831bo394bo$1357bo316bo831bo396bo$1358bo314bo831bo398bo$
1359bo312bo831bo400bo$1360bo310bo831bo402bo$1361bo308bo831bo404bo$
1362bo306bo831bo406bo$1363bo304bo831bo408bo$1364bo302bo831bo410bo$
1365bo300bo831bo412bo$1366bo298bo831bo414bo$1367bo296bo831bo416bo$
1368bo294bo831bo418bo$1369bo292bo831bo420bo$1370bo290bo831bo422bo$
1371bo288bo831bo424bo$1372bo286bo831bo426bo$1373bo284bo831bo428bo$
1374bo282bo831bo430bo$1375bo280bo831bo432bo$1376bo278bo831bo434bo$
1377bo276bo831bo436bo$1378bo274bo831bo438bo$1379bo272bo831bo440bo$
1380bo270bo831bo442bo$1381bo268bo831bo444bo$1382bo266bo831bo446bo$
1383bo264bo831bo448bo$1384bo262bo831bo450bo$1385bo260bo831bo452bo$
1386bo258bo831bo454bo$1387bo256bo831bo456bo$1388bo254bo831bo458bo$
1389bo252bo831bo460bo$1390bo250bo831bo462bo$1391bo248bo831bo464bo$
1392bo246bo831bo466bo$1393bo244bo831bo468bo$1394bo242bo831bo470bo$
1395bo240bo831bo472bo$1396bo238bo831bo474bo$1397bo236bo831bo476bo$
1398bo234bo831bo478bo$1399bo232bo831bo480bo$1400bo230bo831bo482bo$
1401bo228bo831bo484bo$1402bo226bo831bo486bo$1403bo224bo831bo488bo$
1404bo222bo831bo490bo$1405bo220bo831bo492bo$1406bo218bo831bo494bo$
1407bo216bo831bo496bo$1408bo214bo831bo498bo$1409bo212bo831bo500bo$
1410bo210bo831bo502bo$1411bo208bo831bo504bo$1412bo206bo831bo506bo$
1413bo204bo831bo508bo$1414bo202bo831bo510bo$1415bo200bo831bo512bo$
1416bo198bo831bo514bo$1417bo196bo831bo516bo$1418bo194bo831bo518bo$
1419bo192bo831bo520bo$1420bo190bo831bo522bo$1421bo188bo831bo524bo$
1422bo186bo831bo526bo$1423bo184bo831bo528bo$1424bo182bo831bo530bo$
1425bo180bo831bo532bo$1426bo178bo831bo534bo$1427bo176bo831bo536bo$
1428bo174bo831bo538bo$1429bo172bo831bo540bo$1430bo170bo831bo542bo$
1431bo168bo831bo544bo$1432bo166bo831bo546bo$1433bo164bo831bo548bo$
1434bo162bo831bo550bo$1435bo160bo831bo552bo$1436bo158bo831bo554bo$
1437bo156bo831bo556bo$1438bo154bo831bo558bo$1439bo152bo831bo560bo$
1440bo150bo831bo562bo$1441bo148bo831bo564bo$1442bo146bo831bo566bo$
1443bo144bo831bo568bo$1444bo142bo831bo570bo$1445bo140bo831bo572bo$
1446bo138bo831bo574bo$1447bo136bo831bo576bo$1448bo134bo831bo578bo$
1449bo132bo831bo580bo$1450bo130bo831bo582bo$1451bo128bo831bo584bo$
1452bo126bo1418bo$1453bo124bo$1454bo122bo$1455bo120bo$1456bo118bo$
1457bo116bo$1458bo114bo$1459bo112bo$1460bo110bo$1461bo108bo$1462bo106b
o$1463bo104bo$1464bo102bo$1465bo100bo$1466bo98bo$1467bo96bo$1468bo94bo
$1469bo92bo$1470bo90bo$1471bo88bo$1472bo86bo$1473bo84bo$1474bo82bo$
1475bo80bo$1476bo78bo$1477bo76bo$1478bo74bo$1479bo72bo$1480bo70bo$
1481bo68bo$1482bo66bo$1483bo64bo$1484bo62bo$1485bo60bo$1486bo58bo$
1487bo56bo$1488bo54bo$1489bo52bo$1490bo50bo$1491bo48bo$1492bo46bo$
1493bo44bo$1494bo42bo$1495bo40bo$1496bo38bo$1497bo36bo$1498bo34bo$
1499bo32bo$1500bo30bo$1501bo14b2o12bo$1502bo13b3o5b6o$1503b7o6bo2bo3bo
5bo$1503bo5bo6bo3bobo3bo2bo$1503bo2bo2b16o2bobo$1503bobobob6o4b6obo2bo
$1503bo4bob4o6b4obo3bo$1503bo2b2obob2o8b2obob4o$1504bob3obo12bob3o$
1505b5obo10bob4o$1506b4o2bob6obo2b4o$1505b4o4bo6bo4b3o$1504bob2o4bobo
4bobo4b2o$1503bo2bo5bo2bo2bo2bo5bo$1502b2o2bo5bo3b2o3bo5b5o$1502b5o5bo
3b2o3bo5bo2b2o$1506bo5bo2bo2bo2bo5bo2bo$1506b2o4bobo4bobo4b2obo$1506b
3o4bo6bo4b4o$1506b4o2bob6obo2b4o$1506b4obo10bob5o$1506b3obo12bob3obo$
1504b4obob2o8b2obob2o2bo$1504bo3bob4o6b4obo4bo$1504bo2bob6o4b6obobobo$
1504bobo2b16o2bo2bo$1504bo2bo3bobo3bo6bo5bo$1504bo5bo3bo2bo6b7o$1504b
6o5b3o13bo$1503bo12b2o14bo$1502bo30bo$1501bo32bo$1500bo34bo$1499bo36bo
$1498bo38bo$1497bo40bo$1496bo42bo$1495bo44bo$1494bo46bo$1493bo48bo$
1492bo50bo$1491bo52bo$1490bo54bo$1489bo56bo$1488bo58bo$1487bo60bo$
1486bo62bo$1485bo64bo$1484bo66bo$1483bo68bo$1482bo70bo$1481bo72bo$
1480bo74bo$1479bo76bo$1478bo78bo$1477bo80bo$1476bo82bo$1475bo84bo$
1474bo86bo$1473bo88bo$1472bo90bo$1471bo92bo$1470bo94bo$1469bo96bo$
1468bo98bo$1467bo100bo$1466bo102bo$1465bo104bo$1464bo106bo$1463bo108bo
$1462bo110bo$1461bo112bo$1460bo114bo$1459bo116bo$1458bo118bo$1457bo
120bo$1456bo122bo$1455bo124bo$1454bo126bo$1453bo128bo$1452bo130bo$
1451bo132bo$1450bo134bo$1449bo136bo$bo1446bo138bo$2bo584bo859bo140bo$
3bo582bo859bo142bo$4bo580bo859bo144bo$5bo578bo859bo146bo$6bo576bo859bo
148bo$7bo574bo859bo150bo$8bo572bo859bo152bo$9bo570bo859bo154bo$10bo
568bo859bo156bo$11bo566bo859bo158bo$12bo564bo859bo160bo$13bo562bo859bo
162bo$14bo560bo859bo164bo$15bo558bo859bo166bo$16bo556bo859bo168bo$17bo
554bo859bo170bo$18bo552bo859bo172bo$19bo550bo859bo174bo$20bo548bo859bo
176bo$21bo546bo859bo178bo$22bo544bo859bo180bo$23bo542bo859bo182bo$24bo
540bo859bo184bo$25bo538bo859bo186bo$26bo536bo859bo188bo$27bo534bo859bo
190bo$28bo532bo859bo192bo$29bo530bo859bo194bo$30bo528bo859bo196bo$31bo
526bo859bo198bo$32bo524bo859bo200bo$33bo522bo859bo202bo$34bo520bo859bo
204bo$35bo518bo859bo206bo$36bo516bo859bo208bo$37bo514bo859bo210bo$38bo
512bo859bo212bo$39bo510bo859bo214bo$40bo508bo859bo216bo$41bo506bo859bo
218bo$42bo504bo859bo220bo$43bo502bo859bo222bo$44bo500bo859bo224bo$45bo
498bo859bo226bo$46bo496bo859bo228bo$47bo494bo859bo230bo$48bo492bo859bo
232bo$49bo490bo859bo234bo$50bo488bo859bo236bo$51bo486bo859bo238bo$52bo
484bo859bo240bo$53bo482bo859bo242bo$54bo480bo859bo244bo$55bo478bo859bo
246bo$56bo476bo859bo248bo$57bo474bo859bo250bo$58bo472bo859bo252bo$59bo
470bo859bo254bo$60bo468bo859bo256bo$61bo466bo859bo258bo$62bo464bo859bo
260bo$63bo462bo859bo262bo$64bo460bo859bo264bo$65bo458bo859bo266bo$66bo
456bo859bo268bo$67bo454bo859bo270bo$68bo452bo859bo272bo$69bo450bo859bo
274bo$70bo448bo859bo276bo$71bo446bo859bo278bo$72bo444bo859bo280bo$73bo
442bo859bo282bo$74bo440bo859bo284bo$75bo438bo859bo286bo$76bo436bo859bo
288bo$77bo434bo859bo290bo$78bo432bo859bo292bo$79bo430bo859bo294bo$80bo
428bo859bo296bo$81bo426bo859bo298bo$82bo424bo859bo300bo$83bo422bo859bo
302bo$84bo420bo859bo304bo$85bo418bo859bo306bo$86bo416bo859bo308bo$87bo
414bo859bo310bo$88bo412bo859bo312bo$89bo410bo859bo314bo$90bo408bo859bo
316bo$91bo406bo859bo318bo$92bo404bo859bo320bo$93bo402bo859bo322bo$94bo
400bo859bo324bo$95bo398bo859bo326bo$96bo396bo859bo328bo$97bo394bo859bo
330bo$98bo392bo859bo332bo$99bo390bo859bo334bo$100bo388bo859bo336bo$
101bo386bo859bo338bo$102bo384bo859bo340bo$103bo382bo859bo342bo$104bo
380bo859bo344bo$105bo378bo859bo346bo$106bo376bo859bo348bo$107bo374bo
859bo350bo$108bo372bo859bo352bo$109bo370bo859bo354bo$110bo368bo859bo
356bo$111bo366bo859bo358bo$112bo364bo859bo360bo$113bo362bo859bo362bo$
114bo360bo859bo364bo$115bo358bo859bo366bo$116bo356bo859bo368bo$117bo
354bo859bo370bo$118bo352bo859bo372bo$119bo350bo859bo374bo$120bo348bo
859bo376bo$121bo346bo859bo378bo$122bo344bo859bo380bo$123bo342bo859bo
382bo$124bo340bo859bo384bo$125bo338bo859bo386bo$126bo336bo859bo388bo$
127bo334bo859bo390bo$128bo332bo859bo392bo$129bo330bo859bo394bo$130bo
328bo859bo396bo$131bo326bo859bo398bo$132bo324bo859bo400bo$133bo322bo
859bo402bo$134bo320bo859bo404bo$135bo318bo859bo406bo$136bo316bo859bo
408bo$137bo314bo859bo410bo$138bo312bo859bo412bo$139bo310bo859bo414bo$
140bo308bo859bo416bo$141bo306bo859bo418bo$142bo304bo859bo420bo$143bo
302bo859bo422bo$144bo300bo859bo424bo$145bo298bo859bo426bo$146bo296bo
859bo428bo$147bo294bo859bo430bo$148bo292bo859bo432bo$149bo290bo859bo
434bo$150bo288bo859bo436bo$151bo286bo859bo438bo$152bo284bo859bo440bo$
153bo282bo859bo442bo$154bo280bo859bo444bo$155bo278bo859bo446bo$156bo
276bo859bo448bo$157bo274bo859bo450bo$158bo272bo859bo452bo$159bo270bo
859bo454bo$160bo268bo859bo456bo$161bo266bo859bo458bo$162bo264bo859bo
460bo$163bo262bo859bo462bo$164bo260bo859bo464bo$165bo258bo859bo466bo$
166bo256bo859bo468bo$167bo254bo859bo470bo$168bo252bo859bo472bo$169bo
250bo859bo474bo$170bo248bo859bo476bo$171bo246bo859bo478bo$172bo244bo
859bo480bo$173bo242bo859bo482bo$174bo240bo859bo484bo$175bo238bo859bo
486bo$176bo236bo859bo488bo$177bo234bo859bo490bo$178bo232bo859bo492bo$
179bo230bo859bo494bo$180bo228bo859bo496bo$181bo226bo859bo498bo$182bo
224bo859bo500bo$183bo222bo859bo502bo$184bo220bo859bo504bo$185bo218bo
859bo506bo$186bo216bo859bo508bo$187bo214bo859bo510bo$188bo212bo859bo
512bo$189bo210bo859bo514bo$190bo208bo859bo516bo$191bo206bo859bo518bo$
192bo204bo859bo520bo$193bo202bo859bo522bo$194bo200bo859bo524bo$195bo
198bo859bo526bo$196bo196bo859bo528bo$197bo194bo859bo530bo$198bo192bo
859bo532bo$199bo190bo859bo534bo$200bo188bo859bo536bo$201bo186bo859bo
538bo$202bo184bo859bo540bo$203bo182bo859bo542bo$204bo180bo859bo544bo$
205bo178bo859bo546bo$206bo176bo859bo548bo$207bo174bo859bo550bo$208bo
172bo859bo552bo$209bo170bo859bo554bo$210bo168bo859bo556bo$211bo166bo
859bo558bo$212bo164bo859bo560bo$213bo162bo859bo562bo$214bo160bo859bo
564bo$215bo158bo859bo566bo$216bo156bo859bo568bo$217bo154bo859bo570bo$
218bo152bo859bo572bo$219bo150bo859bo574bo$220bo148bo859bo576bo$221bo
146bo859bo578bo$222bo144bo859bo580bo$223bo142bo859bo582bo$224bo140bo
859bo584bo$225bo138bo859bo$226bo136bo$227bo134bo$228bo132bo$229bo130bo
$230bo128bo$231bo126bo$232bo124bo$233bo122bo$234bo120bo$235bo118bo$
236bo116bo$237bo114bo$238bo112bo$239bo110bo$240bo108bo$241bo106bo$242b
o104bo$243bo102bo$244bo100bo$245bo98bo$246bo96bo$247bo94bo$248bo92bo$
249bo90bo$250bo88bo$251bo86bo$252bo84bo$253bo82bo$254bo80bo$255bo78bo$
256bo76bo$257bo74bo$258bo72bo$259bo70bo$260bo68bo$261bo66bo$262bo64bo$
263bo62bo$264bo60bo$265bo58bo$266bo56bo$267bo54bo$268bo52bo$269bo50bo$
270bo48bo$271bo46bo$272bo44bo$273bo42bo$274bo40bo$275bo38bo$276bo36bo$
277bo34bo$278bo32bo$279bo30bo$280bo12b2o14bo$281b6o5b3o13bo$281bo5bo3b
o2bo6b7o$281bo2bo3bobo3bo6bo5bo$281bobo2b16o2bo2bo$281bo2bob6o4b6obobo
bo$281bo3bob4o6b4obo4bo$281b4obob2o8b2obob2o2bo$283b3obo12bob3obo$283b
4obo10bob5o$283b4o2bob6obo2b4o$283b3o4bo6bo4b4o$283b2o4bobo4bobo4b2obo
$283bo5bo2bo2bo2bo5bo2bo$279b5o5bo3b2o3bo5bo2b2o$279b2o2bo5bo3b2o3bo5b
5o$280bo2bo5bo2bo2bo2bo5bo$281bob2o4bobo4bobo4b2o$282b4o4bo6bo4b3o$
283b4o2bob6obo2b4o$282b5obo10bob4o$281bob3obo12bob3o$280bo2b2obob2o8b
2obob4o$280bo4bob4o6b4obo3bo$280bobobob6o4b6obo2bo$280bo2bo2b16o2bobo$
280bo5bo6bo3bobo3bo2bo$280b7o6bo2bo3bo5bo$279bo13b3o5b6o$278bo14b2o12b
o$277bo30bo$276bo32bo$275bo34bo$274bo36bo$273bo38bo$272bo40bo$271bo42b
o$270bo44bo$269bo46bo$268bo48bo$267bo50bo$266bo52bo$265bo54bo$264bo56b
o$263bo58bo$262bo60bo$261bo62bo$260bo64bo$259bo66bo$258bo68bo$257bo70b
o$256bo72bo$255bo74bo$254bo76bo$253bo78bo$252bo80bo$251bo82bo$250bo84b
o$249bo86bo$248bo88bo$247bo90bo$246bo92bo$245bo94bo$244bo96bo$243bo98b
o$242bo100bo$241bo102bo$240bo104bo$239bo106bo$238bo108bo$237bo110bo$
236bo112bo$235bo114bo$234bo116bo$233bo118bo$232bo120bo$231bo122bo$230b
o124bo$229bo126bo$228bo128bo$227bo130bo$226bo132bo$225bo134bo$224bo
136bo$223bo138bo$222bo140bo$221bo142bo$220bo144bo$219bo146bo$218bo148b
o$217bo150bo$216bo152bo$215bo154bo$214bo156bo$213bo158bo$212bo160bo$
211bo162bo$210bo164bo$209bo166bo$208bo168bo$207bo170bo$206bo172bo$205b
o174bo$204bo176bo$203bo178bo$202bo180bo$201bo182bo$200bo184bo$199bo
186bo$198bo188bo$197bo190bo$196bo192bo$195bo194bo$194bo196bo$193bo198b
o$192bo200bo$191bo202bo$190bo204bo$189bo206bo$188bo208bo$187bo210bo$
186bo212bo$185bo214bo$184bo216bo$183bo218bo$182bo220bo$181bo222bo$180b
o224bo$179bo226bo$178bo228bo$177bo230bo$176bo232bo$175bo234bo$174bo
236bo$173bo238bo$172bo240bo$171bo242bo$170bo244bo$169bo246bo$168bo248b
o$167bo250bo$166bo252bo$165bo254bo$164bo256bo$163bo258bo$162bo260bo$
161bo262bo$160bo264bo$159bo266bo$158bo268bo$157bo270bo$156bo272bo$155b
o274bo$154bo276bo$153bo278bo$152bo280bo$151bo282bo$150bo284bo$149bo
286bo$148bo288bo$147bo290bo$146bo292bo$145bo294bo$144bo296bo$143bo298b
o$142bo300bo$141bo302bo$140bo304bo$139bo306bo$138bo308bo$137bo310bo$
136bo312bo$135bo314bo$134bo316bo$133bo318bo$132bo320bo$131bo322bo$130b
o324bo$129bo326bo$128bo328bo$127bo330bo$126bo332bo$125bo334bo$124bo
336bo$123bo338bo$122bo340bo$121bo342bo$120bo344bo$119bo346bo$118bo348b
o$117bo350bo$116bo352bo$115bo354bo$114bo356bo$113bo358bo$112bo360bo$
111bo362bo$110bo364bo$109bo366bo$108bo368bo$107bo370bo$106bo372bo$105b
o374bo$104bo376bo$103bo378bo$102bo380bo$101bo382bo$100bo384bo$99bo386b
o$98bo388bo$97bo390bo$96bo392bo$95bo394bo$94bo396bo$93bo398bo$92bo400b
o$91bo402bo$90bo404bo$89bo406bo$88bo408bo$87bo410bo$86bo412bo$85bo414b
o$84bo416bo$83bo418bo$82bo420bo$81bo422bo$80bo424bo$79bo426bo$78bo428b
o$77bo430bo$76bo432bo$75bo434bo$74bo436bo$73bo438bo$72bo440bo$71bo442b
o$70bo444bo$69bo446bo$68bo448bo$67bo450bo$66bo452bo1601bo$65bo454bo
1601bo584bo$64bo456bo1601bo582bo$63bo458bo1601bo580bo$62bo460bo1601bo
578bo$61bo462bo1601bo576bo$60bo464bo1601bo574bo$59bo466bo1601bo572bo$
58bo468bo1601bo570bo$57bo470bo1601bo568bo$56bo472bo1601bo566bo$55bo
474bo1601bo564bo$54bo476bo1601bo562bo$53bo478bo1601bo560bo$52bo480bo
1601bo558bo$51bo482bo1601bo556bo$50bo484bo1601bo554bo$49bo486bo1601bo
552bo$48bo488bo1601bo550bo$47bo490bo1601bo548bo$46bo492bo1601bo546bo$
45bo494bo1601bo544bo$44bo496bo1601bo542bo$43bo498bo1601bo540bo$42bo
500bo1601bo538bo$41bo502bo1601bo536bo$40bo504bo1601bo534bo$39bo506bo
1601bo532bo$38bo508bo1601bo530bo$37bo510bo1601bo528bo$36bo512bo1601bo
526bo$35bo514bo1601bo524bo$34bo516bo1601bo522bo$33bo518bo1601bo520bo$
32bo520bo1601bo518bo$31bo522bo1601bo516bo$30bo524bo1601bo514bo$29bo
526bo1601bo512bo$28bo528bo1601bo510bo$27bo530bo1601bo508bo$26bo532bo
1601bo506bo$25bo534bo1601bo504bo$24bo536bo1601bo502bo$23bo538bo1601bo
500bo$22bo540bo1601bo498bo$21bo542bo1601bo496bo$20bo544bo1601bo494bo$
19bo546bo1601bo492bo$18bo548bo1601bo490bo$17bo550bo1601bo488bo$16bo
552bo1601bo486bo$15bo554bo1601bo484bo$14bo556bo1601bo482bo$13bo558bo
1601bo480bo$12bo560bo1601bo478bo$11bo562bo1601bo476bo$10bo564bo1601bo
474bo$9bo566bo1601bo472bo$8bo568bo1601bo470bo$7bo570bo1601bo468bo$6bo
572bo1601bo466bo$5bo574bo1601bo464bo$4bo576bo1601bo462bo$3bo578bo1601b
o460bo$2bo580bo1601bo458bo$bo582bo1601bo456bo$o584bo1601bo454bo$586bo
1601bo452bo$2189bo450bo$2190bo448bo$2191bo446bo$2192bo444bo$2193bo442b
o$2194bo440bo$2195bo438bo$2196bo436bo$2197bo434bo$2198bo432bo$2199bo
430bo$2200bo428bo$2201bo426bo$2202bo424bo$2203bo422bo$2204bo420bo$
2205bo418bo$2206bo416bo$2207bo414bo$2208bo412bo$2209bo410bo$2210bo408b
o$2211bo406bo$2212bo404bo$2213bo402bo$2214bo400bo$2215bo398bo$2216bo
396bo$2217bo394bo$2218bo392bo$2219bo390bo$2220bo388bo$2221bo386bo$
2222bo384bo$2223bo382bo$2224bo380bo$2225bo378bo$2226bo376bo$2227bo374b
o$2228bo372bo$2229bo370bo$2230bo368bo$2231bo366bo$2232bo364bo$2233bo
362bo$2234bo360bo$2235bo358bo$2236bo356bo$2237bo354bo$2238bo352bo$
2239bo350bo$2240bo348bo$2241bo346bo$2242bo344bo$2243bo342bo$2244bo340b
o$2245bo338bo$2246bo336bo$2247bo334bo$2248bo332bo$2249bo330bo$2250bo
328bo$2251bo326bo$2252bo324bo$2253bo322bo$2254bo320bo$2255bo318bo$
2256bo316bo$2257bo314bo$2258bo312bo$2259bo310bo$2260bo308bo$2261bo306b
o$2262bo304bo$2263bo302bo$2264bo300bo$2265bo298bo$2266bo296bo$2267bo
294bo$2268bo292bo$2269bo290bo$2270bo288bo$2271bo286bo$2272bo284bo$
2273bo282bo$2274bo280bo$2275bo278bo$2276bo276bo$2277bo274bo$2278bo272b
o$2279bo270bo$2280bo268bo$2281bo266bo$2282bo264bo$2283bo262bo$2284bo
260bo$2285bo258bo$2286bo256bo$2287bo254bo$2288bo252bo$2289bo250bo$
2290bo248bo$2291bo246bo$2292bo244bo$2293bo242bo$2294bo240bo$2295bo238b
o$2296bo236bo$2297bo234bo$2298bo232bo$2299bo230bo$2300bo228bo$2301bo
226bo$2302bo224bo$2303bo222bo$2304bo220bo$2305bo218bo$2306bo216bo$
2307bo214bo$2308bo212bo$2309bo210bo$2310bo208bo$2311bo206bo$2312bo204b
o$2313bo202bo$2314bo200bo$2315bo198bo$2316bo196bo$2317bo194bo$2318bo
192bo$2319bo190bo$2320bo188bo$2321bo186bo$2322bo184bo$2323bo182bo$
2324bo180bo$2325bo178bo$2326bo176bo$2327bo174bo$2328bo172bo$2329bo170b
o$2330bo168bo$2331bo166bo$2332bo164bo$2333bo162bo$2334bo160bo$2335bo
158bo$2336bo156bo$2337bo154bo$2338bo152bo$2339bo150bo$2340bo148bo$
2341bo146bo$2342bo144bo$2343bo142bo$2344bo140bo$2345bo138bo$2346bo136b
o$2347bo134bo$2348bo132bo$2349bo130bo$2350bo128bo$2351bo126bo$2352bo
124bo$2353bo122bo$2354bo120bo$2355bo118bo$2356bo116bo$2357bo114bo$
2358bo112bo$2359bo110bo$2360bo108bo$2361bo106bo$2362bo104bo$2363bo102b
o$2364bo100bo$2365bo98bo$2366bo96bo$2367bo94bo$2368bo92bo$2369bo90bo$
2370bo88bo$2371bo86bo$2372bo84bo$2373bo82bo$2374bo80bo$2375bo78bo$
2376bo76bo$2377bo74bo$2378bo72bo$2379bo70bo$2380bo68bo$2381bo66bo$
2382bo64bo$2383bo62bo$2384bo60bo$2385bo58bo$2386bo56bo$2387bo54bo$
2388bo52bo$2389bo50bo$2390bo48bo$2391bo46bo$2392bo44bo$2393bo42bo$
2394bo40bo$2395bo38bo$2396bo36bo$2397bo34bo$2398bo32bo$2399bo30bo$
2400bo12b2o14bo$2401b6o5b3o13bo$2401bo5bo3bo2bo6b7o$2401bo2bo3bobo3bo
6bo5bo$2401bobo2b16o2bo2bo$2401bo2bob6o4b6obobobo$2401bo3bob4o6b4obo4b
o$2401b4obob2o8b2obob2o2bo$2403b3obo12bob3obo$2403b4obo10bob5o$2403b4o
2bob6obo2b4o$2403b3o4bo6bo4b4o$2403b2o4bobo4bobo4b2obo$2403bo5bo2bo2bo
2bo5bo2bo$2399b5o5bo3b2o3bo5bo2b2o$2399b2o2bo5bo3b2o3bo5b5o$2400bo2bo
5bo2bo2bo2bo5bo$2401bob2o4bobo4bobo4b2o$2402b4o4bo6bo4b3o$2403b4o2bob
6obo2b4o$2402b5obo10bob4o$2401bob3obo12bob3o$2400bo2b2obob2o8b2obob4o$
2400bo4bob4o6b4obo3bo$2400bobobob6o4b6obo2bo$2400bo2bo2b16o2bobo$2400b
o5bo6bo3bobo3bo2bo$2400b7o6bo2bo3bo5bo$2399bo13b3o5b6o$2398bo14b2o12bo
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o584bo$1502bo!- Untitled.png (11.03 KiB) Viewed 17279 times
However, with the vertical and horizontal lines made, it actually creates one half of the original X, so now at the center of any hexagon is either a 10-sided pointy spider web or a 12-sided. Will have to make on the computer. But that's what I saw. If you make a huge grid of these hexagons side by side in the same orientation (no weird shifting of hexagons in the lattice), and you invert the colors, the shape closes in, and you have like in that pattern I uploaded, just before everything closes in, a narrow gap criss crossing through everything that is white due to the color inversion. Every X you make will be clockwise, and when the up-down and left right lines throw the half shaped X's, those are counterclockwise, so you automatically have a counterclockwise spiderweb shape at the center. When zoomed out (say you have thousands of those X's in a large hexagonal grid), just before they close in, those central spider web shapes due to video compression (a video will have to be recorded) will curl up in the shape of a torus. The criss crossing lines travel through the donuts lighting the ones it travels through and the others remain dark. But just as everthing closes in, in the video compression, there is at the center of each hexagon a gyrating oscillator that shoots out dark patterns, that results in the lines appearing to move through the donuts and lighting the ones. Now it's not complete, because this whole thing is dark except for the very centers and the criss crossing narrow gaps (due to having the color inversion). It may require a shrinking rule B35/S5678 at some point to gradually increase the light and possibly create connections.
Re: Quantum Computer
This is the hexagonal lattice:
If you hit play, when everything fills in, the outside perimeter is in the shape of a hexagon, and the pattern is six X's around a central X. When I made the clockwise and counterclockwise X's, if you join the X's at the tip of the X, you have to have a central clockwise that alternates with a counterclockwise where the diagonals touch. So the center is a clockwise, to the upper left and lower right would be anticlockwise X's that join at the diagonal tips. Then looking at the whole pattern, you have a pair at the left and a pair at the right that also join at the diagonal tip. So if you extend the hexagonal lattice by adding more X's, with the hexagons all in the same orientation, at the center and going out, there would be an additive sum of three large patterns, that all make the overall pattern. So taking the additive sum of the three, the pattern would be a three dimensional pattern that would be several planes criss crossing in the third dimension or what looks like a brillouin zone.
Brillouin Zone (3rd dimension):
Also, if you look at the types of brillouin zones for different materials, the "X" shape corresponds to a weyl semimetal, which they're trying to use to make a quantum computer (the energy pattern of an X only corresponds to the quantum material and no other material). If you extend the hexagonal lattice by adding more X's careful to see how it's only the diagonals that join with always four around any central X at the diagonals, although the pattern is in any hexagon 2 around a central, but you have to go into the next nearest touching hexagons to find the other 2 and they make 4 equidistant X's always in the end around any central X (4 counter or clock around a central clock or counter). But when you extend it like in the hexagonal lattice, you remove the central X only around the very central one. Then go to Golly and click invert colors. When everything in the large hexagonal lattice expands in the rule B3/S12456, you can see how everything closes in. So there is a narrow criss crossing of white lines in the color invert option, so there are white lines criss crossing everywhere in a large lattice around a central small white X shape (with the cross actually having one perpendicular smaller in length than the other, so it actually makes a soliton shape). But if you play it and use something like Action recorder to record it, I noticed when everything starts to close in, there's a ghost like shape that appears in the narrow gaps, and you would have a central bright area. Since the entire pattern is made up of clockwise and counterclockwise elements in an unusual pattern, I don't think the whole thing would appear rotated but something else. But here's the thing, since it's a recording, there will be video artifacts. Right as all the X's in the overall pattern, very small areas only just touch leaving everything else white in the small criss crossing lines going everywhere (the actual X's as they expand, in the color inversion, they are completely black when zoomed out and don't contribute). But if you didn't remove the last central X (ie kept it there) there's a central oscillator at the very center of any X, and the center of the central X's oscillator would remain and all others would disintigrate just as everything closes in. So in the video of the automata, in the video artifact, the central white area would also have black streaks, and it would be the white void (there's no X there, it was removed before executing the whole pattern in Golly) that would oscillate, then balloon up in size somewhat (that's what happens at the center of the X's when they start to disintegrate). So the center would balloon up, and since it's actually 3d, the center would appear to sink into the monitor. But when the oscillation of the white void starts to gyrate, its oscillation gets linked with the ghost shapes that are in the narrow voids of the narrow lines as all the X's just touch (and all the oscillators except the central artifact oscillator remarkably fails all at once as they just touch). Every time it moves a different way, the outer white lines would probably shift, so I'm guessing, and will have to make, but I'm guessing when zoomed out in Golly (and have to slow it way down because zooming out increases the speed of the automata since the individual squares don't have to be processed on the screen) there will be white lines actually moving around the screen in an orderly manner, and the center of the grid should have the appearance of a human face, and I'm not joking.
Probably from a scientific perspective, the criss crossing lines would be the outer sheaf of a cylinder of a single laser beam, with the criss crossing lines on the outside of the cylinder being the vortexed part, and the central white void in the pattern would be the "glow" that runs down the length of the laser beam in the interior of the laser beam inside the outer sheaf of criss-crossing lines. If you can couple the outer sheaf of vortexed crossing lines to the glow, that's a quantum coupling of something that would always be inexact in an actual vortexed laser beam. But I think somehow when you zoom out, the pattern becomes distorted due to the artifacts and the clockwise/counterclockwise elements.
When I made the 20,000 long diagonal X pattern alone, you could easily see 4 long arms emanating from the central oscillator. In this video pattern of a central white void in the shape of an X, with many criss crossing lines, it's similar to that long arm pattern of a central area with emanating lines. But here, they cross over each other and at the very center, the oscillator will start to gyrate, so it may not be trackable. Something that gyrates like that probably is like one of those nonlinear oscillator things that you can see on an oscilloscope (saw a video of one on youtube). But its gyration would I bet in the video artifact have something to do with the more orderly white gaps between the grid of X's as the individual black X's expand and start to touch each other, there are white lines in the invert color option now criss crossing through the X's like in the pattern above. Those ghost shapes in the video artifacts that appear in the narrow gap are linked to the 4 emanating long arms that emanate from any of the dark X's as they just touch each other. So the ghost shape would be entangled with snippets or half donuts of smaller string on the inside perimeter of the dark X's as the dark X's close in on each other and the small ghost shape appears somewhere in the narrow gaps of the expanding X's in between the X's. The lines themselves however (their shape and movement) are influenced by the video artifacts as well probably the central gyrating white void, which would be nonlinear but would be a timing mechanism or an orderly part that influences the others probably. And I would bet as the video artifact oscillator that appears just as the black X's just touch each other, the central white void video artifact, it will start to gyrate or swing wildly in a small region, but then, since there are black streaks appearing through the white void central region due to artifacts, when the oscillator ultimately breaks up, it will do so orderly, unlike in any breakup of the actual X's oscillator (this is a video artifact oscillator). As it breaks up, it will do so orderly, and form a teeth like sheaf around a small ball. That ball will travel through the narrow gaps through the ghost shapes, and I would imagine since it's the product of a wildly gryrating product (although orderly), it would actually quantum entangle the ghost shape with the small snippets of half donut string that appear on the inside perimeter of any X shape in the region where a ghost shape appears along the white lines. And that would probably make the lines actually move on the screen as phase lines of light that would move in a quantum computer sense.
When I made the X pattern, and let it expand a bit, I looked in the interior after zooming out in Golly (not video recorded) and could see a persistent pattern appear of a large Double Square, or Double Circle shape appearing for about 10 seconds before disappearing in the flicker of a dark double circle (ie the boundary of two circles side by side and they are a dark boundary) in the mostly white flicker of random flickering of that clockwise pattern of the original pattern. Now here, in the video artifact, you have criss crossing narrow white lines everywhere. Those lines now are similar to the appearance of the double square that appears in Golly in the random flicker but here you have to make a video. When the central artifact oscillator breaks up, and I say if it does so correctly, then a darker ball should shoot down the lines. If enough of them start to move (and I would say it would have to), something unusual should happen. In the double square pattern that appeared out of nowhere, it would spin about itself sometimes. So that combined with a ball moving, should distort the entire thing, and the whole thing may start to spin in some weird fashion like those double squares appearing, but now it appears across the entire screen when zoomed out of the whole pattern in the video recording as an artifact. And then there should be lines moving about the screen in an orderly fashion of something never seen before. It would have to be the phase lines of a quantum computer as an actual photonic computer or something similar would produce. In that UC davis video, a small string appearing produced out of nowhere a vertical dark line in the video artifact, which looked like something that could be harnessed. Here, it would be the combination of rotation in the criss crossing lines in the flicker, the actual entire pattern would become a peristent pattern in the video artifact and if everything is aligned, it then should have long narrow white strings moving in what would appear to be only a computer directing it or something orderly.
Edit: I think if you instead keep the entire hexagonal lattice and don't remove any center ones, just the entire lattice, let it expand until just touching on edge, then the very center X's oscillator will immediately balloon up, and then start to disintegrate. Then overlay over the hexagonal lattice, in the rule B35/S5678, a shrinking rule, the "shifted corner clockwise and counterclockwise large SQUARE that's placed in the center of every X, ie just overlayed over the other pattern", with instead the long lines at the corners emanating in a clockwise or counterclockwise fashion, but an up-down and left- right at EACH CORNER so there will be eight long lines emanating from a large square that makes the shape of a cross. Then if you hit play on the shrinking rule, the long lines flow through what's left from the explosive rule B3/S12456, and it KEEPS IT ALIVE. ie the long lines prevent complete disintegration of what would be a small remnant after everthing executes. Then as the square transforms to the X shape, in B35/S5678, a shrinking rule, immediately switch it to the true shrinker B36/S5678, and then you have a narrow gap, that transforms like in the UC DAVIS video.
Code: Select all
x = 3000, y = 2996, rule = B3/S12456
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1561bo482bo$465bo438bo1561bo480bo$464bo440bo1561bo478bo$463bo442bo
1561bo476bo$462bo444bo1561bo474bo$461bo446bo1561bo472bo$460bo448bo
1561bo470bo$459bo450bo1561bo468bo$458bo452bo1561bo466bo$457bo454bo
1561bo464bo$456bo456bo1561bo462bo$455bo458bo1561bo460bo$454bo460bo
1561bo458bo$453bo462bo1561bo456bo$452bo464bo1561bo454bo$451bo466bo
1561bo452bo$450bo468bo1561bo450bo$449bo470bo1561bo448bo$448bo472bo
1561bo446bo$447bo474bo1561bo444bo$446bo476bo1561bo442bo$445bo478bo
1561bo440bo$444bo480bo1561bo438bo$443bo482bo1561bo436bo$442bo484bo
1561bo434bo$441bo486bo1561bo432bo$440bo488bo1561bo430bo$439bo490bo
1561bo428bo$438bo492bo1561bo426bo$437bo494bo1561bo424bo$436bo496bo
1561bo422bo$435bo498bo1561bo420bo$434bo500bo1561bo418bo$433bo502bo
1561bo416bo$432bo504bo1561bo414bo$431bo506bo1561bo412bo$430bo508bo
1561bo410bo$429bo510bo1561bo408bo$428bo512bo1561bo406bo$427bo514bo
1561bo404bo$426bo516bo1561bo402bo$425bo518bo1561bo400bo$424bo520bo
1561bo398bo$423bo522bo1561bo396bo$422bo524bo1561bo394bo$421bo526bo
1561bo392bo$420bo528bo1561bo390bo$419bo530bo1561bo388bo$418bo532bo
1561bo386bo$417bo534bo1561bo384bo$416bo536bo1561bo382bo$415bo538bo
1561bo380bo$414bo540bo1561bo378bo$413bo542bo1561bo376bo$412bo544bo
1561bo374bo$411bo546bo1561bo372bo$410bo548bo1561bo370bo$409bo550bo
1561bo368bo$408bo552bo1561bo366bo$407bo554bo1561bo364bo$406bo556bo
1561bo362bo$405bo558bo1561bo360bo$404bo560bo1561bo358bo$403bo562bo
1561bo356bo$402bo564bo1561bo354bo$401bo566bo1561bo352bo$400bo568bo
1561bo350bo$399bo570bo1561bo348bo$398bo572bo1561bo346bo$397bo574bo
1561bo344bo$396bo576bo1561bo342bo$395bo578bo1561bo340bo$394bo580bo
1561bo338bo$393bo582bo1561bo336bo$392bo584bo1561bo334bo$978bo1561bo
332bo$2541bo330bo$2542bo328bo$2543bo326bo$2544bo324bo$2545bo322bo$
2546bo320bo$2547bo318bo$2548bo316bo$2549bo314bo$2550bo312bo$2551bo310b
o$2552bo308bo$2553bo306bo$2554bo304bo$2555bo302bo$2556bo300bo$2557bo
298bo$2558bo296bo$2559bo294bo$2560bo292bo$2561bo290bo$2562bo288bo$
2563bo286bo$2564bo284bo$2565bo282bo$2566bo280bo$2567bo278bo$2568bo276b
o$2569bo274bo$2570bo272bo$2571bo270bo$2572bo268bo$2573bo266bo$2574bo
264bo$2575bo262bo$2576bo260bo$2577bo258bo$2578bo256bo$2579bo254bo$
2580bo252bo$2581bo250bo$2582bo248bo$2583bo246bo$2584bo244bo$2585bo242b
o$2586bo240bo$2587bo238bo$2588bo236bo$2589bo234bo$2590bo232bo$2591bo
230bo$2592bo228bo$2593bo226bo$2594bo224bo$2595bo222bo$2596bo220bo$
2597bo218bo$2598bo216bo$2599bo214bo$2600bo212bo$2601bo210bo$2602bo208b
o$2603bo206bo$2604bo204bo$2605bo202bo$2606bo200bo$2607bo198bo$2608bo
196bo$2609bo194bo$2610bo192bo$2611bo190bo$2612bo188bo$2613bo186bo$
2614bo184bo$2615bo182bo$2616bo180bo$2617bo178bo$2618bo176bo$2619bo174b
o$2620bo172bo$2621bo170bo$2622bo168bo$2623bo166bo$2624bo164bo$2625bo
162bo$2626bo160bo$2627bo158bo$2628bo156bo$2629bo154bo$2630bo152bo$
2631bo150bo$2632bo148bo$2633bo146bo$2634bo144bo$2635bo142bo$2636bo140b
o$2637bo138bo$2638bo136bo$2639bo134bo$2640bo132bo$2641bo130bo$2642bo
128bo$2643bo126bo$2644bo124bo$2645bo122bo$2646bo120bo$2647bo118bo$
2648bo116bo$2649bo114bo$2650bo112bo$2651bo110bo$2652bo108bo$2653bo106b
o$2654bo104bo$2655bo102bo$2656bo100bo$2657bo98bo$2658bo96bo$2659bo94bo
$2660bo92bo$2661bo90bo$2662bo88bo$2663bo86bo$2664bo84bo$2665bo82bo$
2666bo80bo$2667bo78bo$2668bo76bo$2669bo74bo$2670bo72bo$2671bo70bo$
2672bo68bo$2673bo66bo$2674bo64bo$2675bo62bo$2676bo60bo$2677bo58bo$
2678bo56bo$2679bo54bo$2680bo52bo$2681bo50bo$2682bo48bo$2683bo46bo$
2684bo44bo$2685bo42bo$2686bo40bo$2687bo38bo$2688bo36bo$2689bo34bo$
2690bo32bo$2691bo30bo$2692bo12b2o14bo$2693b6o5b3o13bo$2693bo5bo3bo2bo
6b7o$2693bo2bo3bobo3bo6bo5bo$2693bobo2b16o2bo2bo$2693bo2bob6o4b6obobob
o$2693bo3bob4o6b4obo4bo$2693b4obob2o8b2obob2o2bo$2695b3obo12bob3obo$
2695b4obo10bob5o$2695b4o2bob6obo2b4o$2695b3o4bo6bo4b4o$2695b2o4bobo4bo
bo4b2obo$2695bo5bo2bo2bo2bo5bo2bo$2691b5o5bo3b2o3bo5bo2b2o$2691b2o2bo
5bo3b2o3bo5b5o$2692bo2bo5bo2bo2bo2bo5bo$2693bob2o4bobo4bobo4b2o$2694b
4o4bo6bo4b3o$2695b4o2bob6obo2b4o$2694b5obo10bob4o$2693bob3obo12bob3o$
2692bo2b2obob2o8b2obob4o$2692bo4bob4o6b4obo3bo$2692bobobob6o4b6obo2bo$
2692bo2bo2b16o2bobo$2692bo5bo6bo3bobo3bo2bo$2692b7o6bo2bo3bo5bo$2691bo
13b3o5b6o$2690bo14b2o12bo$2689bo30bo$2688bo32bo$2687bo34bo$2686bo36bo$
2685bo38bo$2684bo40bo$2683bo42bo$2682bo44bo$2681bo46bo$2680bo48bo$
2679bo50bo$2678bo52bo$2677bo54bo$2676bo56bo$2675bo58bo$2674bo60bo$
2673bo62bo$2672bo64bo$2671bo66bo$2670bo68bo$2669bo70bo$2668bo72bo$
2667bo74bo$2666bo76bo$2665bo78bo$2664bo80bo$2663bo82bo$2662bo84bo$
2661bo86bo$2660bo88bo$2659bo90bo$2658bo92bo$2657bo94bo$2656bo96bo$
2655bo98bo$2654bo100bo$2653bo102bo$2652bo104bo$2651bo106bo$2650bo108bo
$2649bo110bo$2648bo112bo$2647bo114bo$2646bo116bo$2645bo118bo$2644bo
120bo$2643bo122bo$2642bo124bo$1809bo831bo126bo$1223bo584bo831bo128bo$
1224bo582bo831bo130bo$1225bo580bo831bo132bo$1226bo578bo831bo134bo$
1227bo576bo831bo136bo$1228bo574bo831bo138bo$1229bo572bo831bo140bo$
1230bo570bo831bo142bo$1231bo568bo831bo144bo$1232bo566bo831bo146bo$
1233bo564bo831bo148bo$1234bo562bo831bo150bo$1235bo560bo831bo152bo$
1236bo558bo831bo154bo$1237bo556bo831bo156bo$1238bo554bo831bo158bo$
1239bo552bo831bo160bo$1240bo550bo831bo162bo$1241bo548bo831bo164bo$
1242bo546bo831bo166bo$1243bo544bo831bo168bo$1244bo542bo831bo170bo$
1245bo540bo831bo172bo$1246bo538bo831bo174bo$1247bo536bo831bo176bo$
1248bo534bo831bo178bo$1249bo532bo831bo180bo$1250bo530bo831bo182bo$
1251bo528bo831bo184bo$1252bo526bo831bo186bo$1253bo524bo831bo188bo$
1254bo522bo831bo190bo$1255bo520bo831bo192bo$1256bo518bo831bo194bo$
1257bo516bo831bo196bo$1258bo514bo831bo198bo$1259bo512bo831bo200bo$
1260bo510bo831bo202bo$1261bo508bo831bo204bo$1262bo506bo831bo206bo$
1263bo504bo831bo208bo$1264bo502bo831bo210bo$1265bo500bo831bo212bo$
1266bo498bo831bo214bo$1267bo496bo831bo216bo$1268bo494bo831bo218bo$
1269bo492bo831bo220bo$1270bo490bo831bo222bo$1271bo488bo831bo224bo$
1272bo486bo831bo226bo$1273bo484bo831bo228bo$1274bo482bo831bo230bo$
1275bo480bo831bo232bo$1276bo478bo831bo234bo$1277bo476bo831bo236bo$
1278bo474bo831bo238bo$1279bo472bo831bo240bo$1280bo470bo831bo242bo$
1281bo468bo831bo244bo$1282bo466bo831bo246bo$1283bo464bo831bo248bo$
1284bo462bo831bo250bo$1285bo460bo831bo252bo$1286bo458bo831bo254bo$
1287bo456bo831bo256bo$1288bo454bo831bo258bo$1289bo452bo831bo260bo$
1290bo450bo831bo262bo$1291bo448bo831bo264bo$1292bo446bo831bo266bo$
1293bo444bo831bo268bo$1294bo442bo831bo270bo$1295bo440bo831bo272bo$
1296bo438bo831bo274bo$1297bo436bo831bo276bo$1298bo434bo831bo278bo$
1299bo432bo831bo280bo$1300bo430bo831bo282bo$1301bo428bo831bo284bo$
1302bo426bo831bo286bo$1303bo424bo831bo288bo$1304bo422bo831bo290bo$
1305bo420bo831bo292bo$1306bo418bo831bo294bo$1307bo416bo831bo296bo$
1308bo414bo831bo298bo$1309bo412bo831bo300bo$1310bo410bo831bo302bo$
1311bo408bo831bo304bo$1312bo406bo831bo306bo$1313bo404bo831bo308bo$
1314bo402bo831bo310bo$1315bo400bo831bo312bo$1316bo398bo831bo314bo$
1317bo396bo831bo316bo$1318bo394bo831bo318bo$1319bo392bo831bo320bo$
1320bo390bo831bo322bo$1321bo388bo831bo324bo$1322bo386bo831bo326bo$
1323bo384bo831bo328bo$1324bo382bo831bo330bo$1325bo380bo831bo332bo$
1326bo378bo831bo334bo$1327bo376bo831bo336bo$1328bo374bo831bo338bo$
1329bo372bo831bo340bo$1330bo370bo831bo342bo$1331bo368bo831bo344bo$
1332bo366bo831bo346bo$1333bo364bo831bo348bo$1334bo362bo831bo350bo$
1335bo360bo831bo352bo$1336bo358bo831bo354bo$1337bo356bo831bo356bo$
1338bo354bo831bo358bo$1339bo352bo831bo360bo$1340bo350bo831bo362bo$
1341bo348bo831bo364bo$1342bo346bo831bo366bo$1343bo344bo831bo368bo$
1344bo342bo831bo370bo$1345bo340bo831bo372bo$1346bo338bo831bo374bo$
1347bo336bo831bo376bo$1348bo334bo831bo378bo$1349bo332bo831bo380bo$
1350bo330bo831bo382bo$1351bo328bo831bo384bo$1352bo326bo831bo386bo$
1353bo324bo831bo388bo$1354bo322bo831bo390bo$1355bo320bo831bo392bo$
1356bo318bo831bo394bo$1357bo316bo831bo396bo$1358bo314bo831bo398bo$
1359bo312bo831bo400bo$1360bo310bo831bo402bo$1361bo308bo831bo404bo$
1362bo306bo831bo406bo$1363bo304bo831bo408bo$1364bo302bo831bo410bo$
1365bo300bo831bo412bo$1366bo298bo831bo414bo$1367bo296bo831bo416bo$
1368bo294bo831bo418bo$1369bo292bo831bo420bo$1370bo290bo831bo422bo$
1371bo288bo831bo424bo$1372bo286bo831bo426bo$1373bo284bo831bo428bo$
1374bo282bo831bo430bo$1375bo280bo831bo432bo$1376bo278bo831bo434bo$
1377bo276bo831bo436bo$1378bo274bo831bo438bo$1379bo272bo831bo440bo$
1380bo270bo831bo442bo$1381bo268bo831bo444bo$1382bo266bo831bo446bo$
1383bo264bo831bo448bo$1384bo262bo831bo450bo$1385bo260bo831bo452bo$
1386bo258bo831bo454bo$1387bo256bo831bo456bo$1388bo254bo831bo458bo$
1389bo252bo831bo460bo$1390bo250bo831bo462bo$1391bo248bo831bo464bo$
1392bo246bo831bo466bo$1393bo244bo831bo468bo$1394bo242bo831bo470bo$
1395bo240bo831bo472bo$1396bo238bo831bo474bo$1397bo236bo831bo476bo$
1398bo234bo831bo478bo$1399bo232bo831bo480bo$1400bo230bo831bo482bo$
1401bo228bo831bo484bo$1402bo226bo831bo486bo$1403bo224bo831bo488bo$
1404bo222bo831bo490bo$1405bo220bo831bo492bo$1406bo218bo831bo494bo$
1407bo216bo831bo496bo$1408bo214bo831bo498bo$1409bo212bo831bo500bo$
1410bo210bo831bo502bo$1411bo208bo831bo504bo$1412bo206bo831bo506bo$
1413bo204bo831bo508bo$1414bo202bo831bo510bo$1415bo200bo831bo512bo$
1416bo198bo831bo514bo$1417bo196bo831bo516bo$1418bo194bo831bo518bo$
1419bo192bo831bo520bo$1420bo190bo831bo522bo$1421bo188bo831bo524bo$
1422bo186bo831bo526bo$1423bo184bo831bo528bo$1424bo182bo831bo530bo$
1425bo180bo831bo532bo$1426bo178bo831bo534bo$1427bo176bo831bo536bo$
1428bo174bo831bo538bo$1429bo172bo831bo540bo$1430bo170bo831bo542bo$
1431bo168bo831bo544bo$1432bo166bo831bo546bo$1433bo164bo831bo548bo$
1434bo162bo831bo550bo$1435bo160bo831bo552bo$1436bo158bo831bo554bo$
1437bo156bo831bo556bo$1438bo154bo831bo558bo$1439bo152bo831bo560bo$
1440bo150bo831bo562bo$1441bo148bo831bo564bo$1442bo146bo831bo566bo$
1443bo144bo831bo568bo$1444bo142bo831bo570bo$1445bo140bo831bo572bo$
1446bo138bo831bo574bo$1447bo136bo831bo576bo$1448bo134bo831bo578bo$
1449bo132bo831bo580bo$1450bo130bo831bo582bo$1451bo128bo831bo584bo$
1452bo126bo1418bo$1453bo124bo$1454bo122bo$1455bo120bo$1456bo118bo$
1457bo116bo$1458bo114bo$1459bo112bo$1460bo110bo$1461bo108bo$1462bo106b
o$1463bo104bo$1464bo102bo$1465bo100bo$1466bo98bo$1467bo96bo$1468bo94bo
$1469bo92bo$1470bo90bo$1471bo88bo$1472bo86bo$1473bo84bo$1474bo82bo$
1475bo80bo$1476bo78bo$1477bo76bo$1478bo74bo$1479bo72bo$1480bo70bo$
1481bo68bo$1482bo66bo$1483bo64bo$1484bo62bo$1485bo60bo$1486bo58bo$
1487bo56bo$1488bo54bo$1489bo52bo$1490bo50bo$1491bo48bo$1492bo46bo$
1493bo44bo$1494bo42bo$1495bo40bo$1496bo38bo$1497bo36bo$1498bo34bo$
1499bo32bo$1500bo30bo$1501bo14b2o12bo$1502bo13b3o5b6o$1503b7o6bo2bo3bo
5bo$1503bo5bo6bo3bobo3bo2bo$1503bo2bo2b16o2bobo$1503bobobob6o4b6obo2bo
$1503bo4bob4o6b4obo3bo$1503bo2b2obob2o8b2obob4o$1504bob3obo12bob3o$
1505b5obo10bob4o$1506b4o2bob6obo2b4o$1505b4o4bo6bo4b3o$1504bob2o4bobo
4bobo4b2o$1503bo2bo5bo2bo2bo2bo5bo$1502b2o2bo5bo3b2o3bo5b5o$1502b5o5bo
3b2o3bo5bo2b2o$1506bo5bo2bo2bo2bo5bo2bo$1506b2o4bobo4bobo4b2obo$1506b
3o4bo6bo4b4o$1506b4o2bob6obo2b4o$1506b4obo10bob5o$1506b3obo12bob3obo$
1504b4obob2o8b2obob2o2bo$1504bo3bob4o6b4obo4bo$1504bo2bob6o4b6obobobo$
1504bobo2b16o2bo2bo$1504bo2bo3bobo3bo6bo5bo$1504bo5bo3bo2bo6b7o$1504b
6o5b3o13bo$1503bo12b2o14bo$1502bo30bo$1501bo32bo$1500bo34bo$1499bo36bo
$1498bo38bo$1497bo40bo$1496bo42bo$1495bo44bo$1494bo46bo$1493bo48bo$
1492bo50bo$1491bo52bo$1490bo54bo$1489bo56bo$1488bo58bo$1487bo60bo$
1486bo62bo$1485bo64bo$1484bo66bo$1483bo68bo$1482bo70bo$1481bo72bo$
1480bo74bo$1479bo76bo$1478bo78bo$1477bo80bo$1476bo82bo$1475bo84bo$
1474bo86bo$1473bo88bo$1472bo90bo$1471bo92bo$1470bo94bo$1469bo96bo$
1468bo98bo$1467bo100bo$1466bo102bo$1465bo104bo$1464bo106bo$1463bo108bo
$1462bo110bo$1461bo112bo$1460bo114bo$1459bo116bo$1458bo118bo$1457bo
120bo$1456bo122bo$1455bo124bo$1454bo126bo$1453bo128bo$1452bo130bo$
1451bo132bo$1450bo134bo$1449bo136bo$bo1446bo138bo$2bo584bo859bo140bo$
3bo582bo859bo142bo$4bo580bo859bo144bo$5bo578bo859bo146bo$6bo576bo859bo
148bo$7bo574bo859bo150bo$8bo572bo859bo152bo$9bo570bo859bo154bo$10bo
568bo859bo156bo$11bo566bo859bo158bo$12bo564bo859bo160bo$13bo562bo859bo
162bo$14bo560bo859bo164bo$15bo558bo859bo166bo$16bo556bo859bo168bo$17bo
554bo859bo170bo$18bo552bo859bo172bo$19bo550bo859bo174bo$20bo548bo859bo
176bo$21bo546bo859bo178bo$22bo544bo859bo180bo$23bo542bo859bo182bo$24bo
540bo859bo184bo$25bo538bo859bo186bo$26bo536bo859bo188bo$27bo534bo859bo
190bo$28bo532bo859bo192bo$29bo530bo859bo194bo$30bo528bo859bo196bo$31bo
526bo859bo198bo$32bo524bo859bo200bo$33bo522bo859bo202bo$34bo520bo859bo
204bo$35bo518bo859bo206bo$36bo516bo859bo208bo$37bo514bo859bo210bo$38bo
512bo859bo212bo$39bo510bo859bo214bo$40bo508bo859bo216bo$41bo506bo859bo
218bo$42bo504bo859bo220bo$43bo502bo859bo222bo$44bo500bo859bo224bo$45bo
498bo859bo226bo$46bo496bo859bo228bo$47bo494bo859bo230bo$48bo492bo859bo
232bo$49bo490bo859bo234bo$50bo488bo859bo236bo$51bo486bo859bo238bo$52bo
484bo859bo240bo$53bo482bo859bo242bo$54bo480bo859bo244bo$55bo478bo859bo
246bo$56bo476bo859bo248bo$57bo474bo859bo250bo$58bo472bo859bo252bo$59bo
470bo859bo254bo$60bo468bo859bo256bo$61bo466bo859bo258bo$62bo464bo859bo
260bo$63bo462bo859bo262bo$64bo460bo859bo264bo$65bo458bo859bo266bo$66bo
456bo859bo268bo$67bo454bo859bo270bo$68bo452bo859bo272bo$69bo450bo859bo
274bo$70bo448bo859bo276bo$71bo446bo859bo278bo$72bo444bo859bo280bo$73bo
442bo859bo282bo$74bo440bo859bo284bo$75bo438bo859bo286bo$76bo436bo859bo
288bo$77bo434bo859bo290bo$78bo432bo859bo292bo$79bo430bo859bo294bo$80bo
428bo859bo296bo$81bo426bo859bo298bo$82bo424bo859bo300bo$83bo422bo859bo
302bo$84bo420bo859bo304bo$85bo418bo859bo306bo$86bo416bo859bo308bo$87bo
414bo859bo310bo$88bo412bo859bo312bo$89bo410bo859bo314bo$90bo408bo859bo
316bo$91bo406bo859bo318bo$92bo404bo859bo320bo$93bo402bo859bo322bo$94bo
400bo859bo324bo$95bo398bo859bo326bo$96bo396bo859bo328bo$97bo394bo859bo
330bo$98bo392bo859bo332bo$99bo390bo859bo334bo$100bo388bo859bo336bo$
101bo386bo859bo338bo$102bo384bo859bo340bo$103bo382bo859bo342bo$104bo
380bo859bo344bo$105bo378bo859bo346bo$106bo376bo859bo348bo$107bo374bo
859bo350bo$108bo372bo859bo352bo$109bo370bo859bo354bo$110bo368bo859bo
356bo$111bo366bo859bo358bo$112bo364bo859bo360bo$113bo362bo859bo362bo$
114bo360bo859bo364bo$115bo358bo859bo366bo$116bo356bo859bo368bo$117bo
354bo859bo370bo$118bo352bo859bo372bo$119bo350bo859bo374bo$120bo348bo
859bo376bo$121bo346bo859bo378bo$122bo344bo859bo380bo$123bo342bo859bo
382bo$124bo340bo859bo384bo$125bo338bo859bo386bo$126bo336bo859bo388bo$
127bo334bo859bo390bo$128bo332bo859bo392bo$129bo330bo859bo394bo$130bo
328bo859bo396bo$131bo326bo859bo398bo$132bo324bo859bo400bo$133bo322bo
859bo402bo$134bo320bo859bo404bo$135bo318bo859bo406bo$136bo316bo859bo
408bo$137bo314bo859bo410bo$138bo312bo859bo412bo$139bo310bo859bo414bo$
140bo308bo859bo416bo$141bo306bo859bo418bo$142bo304bo859bo420bo$143bo
302bo859bo422bo$144bo300bo859bo424bo$145bo298bo859bo426bo$146bo296bo
859bo428bo$147bo294bo859bo430bo$148bo292bo859bo432bo$149bo290bo859bo
434bo$150bo288bo859bo436bo$151bo286bo859bo438bo$152bo284bo859bo440bo$
153bo282bo859bo442bo$154bo280bo859bo444bo$155bo278bo859bo446bo$156bo
276bo859bo448bo$157bo274bo859bo450bo$158bo272bo859bo452bo$159bo270bo
859bo454bo$160bo268bo859bo456bo$161bo266bo859bo458bo$162bo264bo859bo
460bo$163bo262bo859bo462bo$164bo260bo859bo464bo$165bo258bo859bo466bo$
166bo256bo859bo468bo$167bo254bo859bo470bo$168bo252bo859bo472bo$169bo
250bo859bo474bo$170bo248bo859bo476bo$171bo246bo859bo478bo$172bo244bo
859bo480bo$173bo242bo859bo482bo$174bo240bo859bo484bo$175bo238bo859bo
486bo$176bo236bo859bo488bo$177bo234bo859bo490bo$178bo232bo859bo492bo$
179bo230bo859bo494bo$180bo228bo859bo496bo$181bo226bo859bo498bo$182bo
224bo859bo500bo$183bo222bo859bo502bo$184bo220bo859bo504bo$185bo218bo
859bo506bo$186bo216bo859bo508bo$187bo214bo859bo510bo$188bo212bo859bo
512bo$189bo210bo859bo514bo$190bo208bo859bo516bo$191bo206bo859bo518bo$
192bo204bo859bo520bo$193bo202bo859bo522bo$194bo200bo859bo524bo$195bo
198bo859bo526bo$196bo196bo859bo528bo$197bo194bo859bo530bo$198bo192bo
859bo532bo$199bo190bo859bo534bo$200bo188bo859bo536bo$201bo186bo859bo
538bo$202bo184bo859bo540bo$203bo182bo859bo542bo$204bo180bo859bo544bo$
205bo178bo859bo546bo$206bo176bo859bo548bo$207bo174bo859bo550bo$208bo
172bo859bo552bo$209bo170bo859bo554bo$210bo168bo859bo556bo$211bo166bo
859bo558bo$212bo164bo859bo560bo$213bo162bo859bo562bo$214bo160bo859bo
564bo$215bo158bo859bo566bo$216bo156bo859bo568bo$217bo154bo859bo570bo$
218bo152bo859bo572bo$219bo150bo859bo574bo$220bo148bo859bo576bo$221bo
146bo859bo578bo$222bo144bo859bo580bo$223bo142bo859bo582bo$224bo140bo
859bo584bo$225bo138bo859bo$226bo136bo$227bo134bo$228bo132bo$229bo130bo
$230bo128bo$231bo126bo$232bo124bo$233bo122bo$234bo120bo$235bo118bo$
236bo116bo$237bo114bo$238bo112bo$239bo110bo$240bo108bo$241bo106bo$242b
o104bo$243bo102bo$244bo100bo$245bo98bo$246bo96bo$247bo94bo$248bo92bo$
249bo90bo$250bo88bo$251bo86bo$252bo84bo$253bo82bo$254bo80bo$255bo78bo$
256bo76bo$257bo74bo$258bo72bo$259bo70bo$260bo68bo$261bo66bo$262bo64bo$
263bo62bo$264bo60bo$265bo58bo$266bo56bo$267bo54bo$268bo52bo$269bo50bo$
270bo48bo$271bo46bo$272bo44bo$273bo42bo$274bo40bo$275bo38bo$276bo36bo$
277bo34bo$278bo32bo$279bo30bo$280bo12b2o14bo$281b6o5b3o13bo$281bo5bo3b
o2bo6b7o$281bo2bo3bobo3bo6bo5bo$281bobo2b16o2bo2bo$281bo2bob6o4b6obobo
bo$281bo3bob4o6b4obo4bo$281b4obob2o8b2obob2o2bo$283b3obo12bob3obo$283b
4obo10bob5o$283b4o2bob6obo2b4o$283b3o4bo6bo4b4o$283b2o4bobo4bobo4b2obo
$283bo5bo2bo2bo2bo5bo2bo$279b5o5bo3b2o3bo5bo2b2o$279b2o2bo5bo3b2o3bo5b
5o$280bo2bo5bo2bo2bo2bo5bo$281bob2o4bobo4bobo4b2o$282b4o4bo6bo4b3o$
283b4o2bob6obo2b4o$282b5obo10bob4o$281bob3obo12bob3o$280bo2b2obob2o8b
2obob4o$280bo4bob4o6b4obo3bo$280bobobob6o4b6obo2bo$280bo2bo2b16o2bobo$
280bo5bo6bo3bobo3bo2bo$280b7o6bo2bo3bo5bo$279bo13b3o5b6o$278bo14b2o12b
o$277bo30bo$276bo32bo$275bo34bo$274bo36bo$273bo38bo$272bo40bo$271bo42b
o$270bo44bo$269bo46bo$268bo48bo$267bo50bo$266bo52bo$265bo54bo$264bo56b
o$263bo58bo$262bo60bo$261bo62bo$260bo64bo$259bo66bo$258bo68bo$257bo70b
o$256bo72bo$255bo74bo$254bo76bo$253bo78bo$252bo80bo$251bo82bo$250bo84b
o$249bo86bo$248bo88bo$247bo90bo$246bo92bo$245bo94bo$244bo96bo$243bo98b
o$242bo100bo$241bo102bo$240bo104bo$239bo106bo$238bo108bo$237bo110bo$
236bo112bo$235bo114bo$234bo116bo$233bo118bo$232bo120bo$231bo122bo$230b
o124bo$229bo126bo$228bo128bo$227bo130bo$226bo132bo$225bo134bo$224bo
136bo$223bo138bo$222bo140bo$221bo142bo$220bo144bo$219bo146bo$218bo148b
o$217bo150bo$216bo152bo$215bo154bo$214bo156bo$213bo158bo$212bo160bo$
211bo162bo$210bo164bo$209bo166bo$208bo168bo$207bo170bo$206bo172bo$205b
o174bo$204bo176bo$203bo178bo$202bo180bo$201bo182bo$200bo184bo$199bo
186bo$198bo188bo$197bo190bo$196bo192bo$195bo194bo$194bo196bo$193bo198b
o$192bo200bo$191bo202bo$190bo204bo$189bo206bo$188bo208bo$187bo210bo$
186bo212bo$185bo214bo$184bo216bo$183bo218bo$182bo220bo$181bo222bo$180b
o224bo$179bo226bo$178bo228bo$177bo230bo$176bo232bo$175bo234bo$174bo
236bo$173bo238bo$172bo240bo$171bo242bo$170bo244bo$169bo246bo$168bo248b
o$167bo250bo$166bo252bo$165bo254bo$164bo256bo$163bo258bo$162bo260bo$
161bo262bo$160bo264bo$159bo266bo$158bo268bo$157bo270bo$156bo272bo$155b
o274bo$154bo276bo$153bo278bo$152bo280bo$151bo282bo$150bo284bo$149bo
286bo$148bo288bo$147bo290bo$146bo292bo$145bo294bo$144bo296bo$143bo298b
o$142bo300bo$141bo302bo$140bo304bo$139bo306bo$138bo308bo$137bo310bo$
136bo312bo$135bo314bo$134bo316bo$133bo318bo$132bo320bo$131bo322bo$130b
o324bo$129bo326bo$128bo328bo$127bo330bo$126bo332bo$125bo334bo$124bo
336bo$123bo338bo$122bo340bo$121bo342bo$120bo344bo$119bo346bo$118bo348b
o$117bo350bo$116bo352bo$115bo354bo$114bo356bo$113bo358bo$112bo360bo$
111bo362bo$110bo364bo$109bo366bo$108bo368bo$107bo370bo$106bo372bo$105b
o374bo$104bo376bo$103bo378bo$102bo380bo$101bo382bo$100bo384bo$99bo386b
o$98bo388bo$97bo390bo$96bo392bo$95bo394bo$94bo396bo$93bo398bo$92bo400b
o$91bo402bo$90bo404bo$89bo406bo$88bo408bo$87bo410bo$86bo412bo$85bo414b
o$84bo416bo$83bo418bo$82bo420bo$81bo422bo$80bo424bo$79bo426bo$78bo428b
o$77bo430bo$76bo432bo$75bo434bo$74bo436bo$73bo438bo$72bo440bo$71bo442b
o$70bo444bo$69bo446bo$68bo448bo$67bo450bo$66bo452bo1601bo$65bo454bo
1601bo584bo$64bo456bo1601bo582bo$63bo458bo1601bo580bo$62bo460bo1601bo
578bo$61bo462bo1601bo576bo$60bo464bo1601bo574bo$59bo466bo1601bo572bo$
58bo468bo1601bo570bo$57bo470bo1601bo568bo$56bo472bo1601bo566bo$55bo
474bo1601bo564bo$54bo476bo1601bo562bo$53bo478bo1601bo560bo$52bo480bo
1601bo558bo$51bo482bo1601bo556bo$50bo484bo1601bo554bo$49bo486bo1601bo
552bo$48bo488bo1601bo550bo$47bo490bo1601bo548bo$46bo492bo1601bo546bo$
45bo494bo1601bo544bo$44bo496bo1601bo542bo$43bo498bo1601bo540bo$42bo
500bo1601bo538bo$41bo502bo1601bo536bo$40bo504bo1601bo534bo$39bo506bo
1601bo532bo$38bo508bo1601bo530bo$37bo510bo1601bo528bo$36bo512bo1601bo
526bo$35bo514bo1601bo524bo$34bo516bo1601bo522bo$33bo518bo1601bo520bo$
32bo520bo1601bo518bo$31bo522bo1601bo516bo$30bo524bo1601bo514bo$29bo
526bo1601bo512bo$28bo528bo1601bo510bo$27bo530bo1601bo508bo$26bo532bo
1601bo506bo$25bo534bo1601bo504bo$24bo536bo1601bo502bo$23bo538bo1601bo
500bo$22bo540bo1601bo498bo$21bo542bo1601bo496bo$20bo544bo1601bo494bo$
19bo546bo1601bo492bo$18bo548bo1601bo490bo$17bo550bo1601bo488bo$16bo
552bo1601bo486bo$15bo554bo1601bo484bo$14bo556bo1601bo482bo$13bo558bo
1601bo480bo$12bo560bo1601bo478bo$11bo562bo1601bo476bo$10bo564bo1601bo
474bo$9bo566bo1601bo472bo$8bo568bo1601bo470bo$7bo570bo1601bo468bo$6bo
572bo1601bo466bo$5bo574bo1601bo464bo$4bo576bo1601bo462bo$3bo578bo1601b
o460bo$2bo580bo1601bo458bo$bo582bo1601bo456bo$o584bo1601bo454bo$586bo
1601bo452bo$2189bo450bo$2190bo448bo$2191bo446bo$2192bo444bo$2193bo442b
o$2194bo440bo$2195bo438bo$2196bo436bo$2197bo434bo$2198bo432bo$2199bo
430bo$2200bo428bo$2201bo426bo$2202bo424bo$2203bo422bo$2204bo420bo$
2205bo418bo$2206bo416bo$2207bo414bo$2208bo412bo$2209bo410bo$2210bo408b
o$2211bo406bo$2212bo404bo$2213bo402bo$2214bo400bo$2215bo398bo$2216bo
396bo$2217bo394bo$2218bo392bo$2219bo390bo$2220bo388bo$2221bo386bo$
2222bo384bo$2223bo382bo$2224bo380bo$2225bo378bo$2226bo376bo$2227bo374b
o$2228bo372bo$2229bo370bo$2230bo368bo$2231bo366bo$2232bo364bo$2233bo
362bo$2234bo360bo$2235bo358bo$2236bo356bo$2237bo354bo$2238bo352bo$
2239bo350bo$2240bo348bo$2241bo346bo$2242bo344bo$2243bo342bo$2244bo340b
o$2245bo338bo$2246bo336bo$2247bo334bo$2248bo332bo$2249bo330bo$2250bo
328bo$2251bo326bo$2252bo324bo$2253bo322bo$2254bo320bo$2255bo318bo$
2256bo316bo$2257bo314bo$2258bo312bo$2259bo310bo$2260bo308bo$2261bo306b
o$2262bo304bo$2263bo302bo$2264bo300bo$2265bo298bo$2266bo296bo$2267bo
294bo$2268bo292bo$2269bo290bo$2270bo288bo$2271bo286bo$2272bo284bo$
2273bo282bo$2274bo280bo$2275bo278bo$2276bo276bo$2277bo274bo$2278bo272b
o$2279bo270bo$2280bo268bo$2281bo266bo$2282bo264bo$2283bo262bo$2284bo
260bo$2285bo258bo$2286bo256bo$2287bo254bo$2288bo252bo$2289bo250bo$
2290bo248bo$2291bo246bo$2292bo244bo$2293bo242bo$2294bo240bo$2295bo238b
o$2296bo236bo$2297bo234bo$2298bo232bo$2299bo230bo$2300bo228bo$2301bo
226bo$2302bo224bo$2303bo222bo$2304bo220bo$2305bo218bo$2306bo216bo$
2307bo214bo$2308bo212bo$2309bo210bo$2310bo208bo$2311bo206bo$2312bo204b
o$2313bo202bo$2314bo200bo$2315bo198bo$2316bo196bo$2317bo194bo$2318bo
192bo$2319bo190bo$2320bo188bo$2321bo186bo$2322bo184bo$2323bo182bo$
2324bo180bo$2325bo178bo$2326bo176bo$2327bo174bo$2328bo172bo$2329bo170b
o$2330bo168bo$2331bo166bo$2332bo164bo$2333bo162bo$2334bo160bo$2335bo
158bo$2336bo156bo$2337bo154bo$2338bo152bo$2339bo150bo$2340bo148bo$
2341bo146bo$2342bo144bo$2343bo142bo$2344bo140bo$2345bo138bo$2346bo136b
o$2347bo134bo$2348bo132bo$2349bo130bo$2350bo128bo$2351bo126bo$2352bo
124bo$2353bo122bo$2354bo120bo$2355bo118bo$2356bo116bo$2357bo114bo$
2358bo112bo$2359bo110bo$2360bo108bo$2361bo106bo$2362bo104bo$2363bo102b
o$2364bo100bo$2365bo98bo$2366bo96bo$2367bo94bo$2368bo92bo$2369bo90bo$
2370bo88bo$2371bo86bo$2372bo84bo$2373bo82bo$2374bo80bo$2375bo78bo$
2376bo76bo$2377bo74bo$2378bo72bo$2379bo70bo$2380bo68bo$2381bo66bo$
2382bo64bo$2383bo62bo$2384bo60bo$2385bo58bo$2386bo56bo$2387bo54bo$
2388bo52bo$2389bo50bo$2390bo48bo$2391bo46bo$2392bo44bo$2393bo42bo$
2394bo40bo$2395bo38bo$2396bo36bo$2397bo34bo$2398bo32bo$2399bo30bo$
2400bo12b2o14bo$2401b6o5b3o13bo$2401bo5bo3bo2bo6b7o$2401bo2bo3bobo3bo
6bo5bo$2401bobo2b16o2bo2bo$2401bo2bob6o4b6obobobo$2401bo3bob4o6b4obo4b
o$2401b4obob2o8b2obob2o2bo$2403b3obo12bob3obo$2403b4obo10bob5o$2403b4o
2bob6obo2b4o$2403b3o4bo6bo4b4o$2403b2o4bobo4bobo4b2obo$2403bo5bo2bo2bo
2bo5bo2bo$2399b5o5bo3b2o3bo5bo2b2o$2399b2o2bo5bo3b2o3bo5b5o$2400bo2bo
5bo2bo2bo2bo5bo$2401bob2o4bobo4bobo4b2o$2402b4o4bo6bo4b3o$2403b4o2bob
6obo2b4o$2402b5obo10bob4o$2401bob3obo12bob3o$2400bo2b2obob2o8b2obob4o$
2400bo4bob4o6b4obo3bo$2400bobobob6o4b6obo2bo$2400bo2bo2b16o2bobo$2400b
o5bo6bo3bobo3bo2bo$2400b7o6bo2bo3bo5bo$2399bo13b3o5b6o$2398bo14b2o12bo
$2397bo30bo$2396bo32bo$2395bo34bo$2394bo36bo$2393bo38bo$2392bo40bo$
2391bo42bo$2390bo44bo$2389bo46bo$2388bo48bo$2387bo50bo$2386bo52bo$
2385bo54bo$2384bo56bo$2383bo58bo$2382bo60bo$2381bo62bo$2380bo64bo$
2379bo66bo$2378bo68bo$2377bo70bo$2376bo72bo$2375bo74bo$2374bo76bo$
2373bo78bo$2372bo80bo$2371bo82bo$2370bo84bo$2369bo86bo$2368bo88bo$
2367bo90bo$2366bo92bo$2365bo94bo$2364bo96bo$2363bo98bo$2362bo100bo$
2361bo102bo$2360bo104bo$2359bo106bo$2358bo108bo$2357bo110bo$2356bo112b
o$2355bo114bo$2354bo116bo$2353bo118bo$2352bo120bo$2351bo122bo$917bo
1432bo124bo$918bo584bo845bo126bo$919bo582bo845bo128bo$920bo580bo845bo
130bo$921bo578bo845bo132bo$922bo576bo845bo134bo$923bo574bo845bo136bo$
924bo572bo845bo138bo$925bo570bo845bo140bo$926bo568bo845bo142bo$927bo
566bo845bo144bo$928bo564bo845bo146bo$929bo562bo845bo148bo$930bo560bo
845bo150bo$931bo558bo845bo152bo$932bo556bo845bo154bo$933bo554bo845bo
156bo$934bo552bo845bo158bo$935bo550bo845bo160bo$936bo548bo845bo162bo$
937bo546bo845bo164bo$938bo544bo845bo166bo$939bo542bo845bo168bo$940bo
540bo845bo170bo$941bo538bo845bo172bo$942bo536bo845bo174bo$943bo534bo
845bo176bo$944bo532bo845bo178bo$945bo530bo845bo180bo$946bo528bo845bo
182bo$947bo526bo845bo184bo$948bo524bo845bo186bo$949bo522bo845bo188bo$
950bo520bo845bo190bo$951bo518bo845bo192bo$952bo516bo845bo194bo$953bo
514bo845bo196bo$954bo512bo845bo198bo$955bo510bo845bo200bo$956bo508bo
845bo202bo$957bo506bo845bo204bo$958bo504bo845bo206bo$959bo502bo845bo
208bo$960bo500bo845bo210bo$961bo498bo845bo212bo$962bo496bo845bo214bo$
963bo494bo845bo216bo$964bo492bo845bo218bo$965bo490bo845bo220bo$966bo
488bo845bo222bo$967bo486bo845bo224bo$968bo484bo845bo226bo$969bo482bo
845bo228bo$970bo480bo845bo230bo$971bo478bo845bo232bo$972bo476bo845bo
234bo$973bo474bo845bo236bo$974bo472bo845bo238bo$975bo470bo845bo240bo$
976bo468bo845bo242bo$977bo466bo845bo244bo$978bo464bo845bo246bo$979bo
462bo845bo248bo$980bo460bo845bo250bo$981bo458bo845bo252bo$982bo456bo
845bo254bo$983bo454bo845bo256bo$984bo452bo845bo258bo$985bo450bo845bo
260bo$986bo448bo845bo262bo$987bo446bo845bo264bo$988bo444bo845bo266bo$
989bo442bo845bo268bo$990bo440bo845bo270bo$991bo438bo845bo272bo$992bo
436bo845bo274bo$993bo434bo845bo276bo$994bo432bo845bo278bo$995bo430bo
845bo280bo$996bo428bo845bo282bo$997bo426bo845bo284bo$998bo424bo845bo
286bo$999bo422bo845bo288bo$1000bo420bo845bo290bo$1001bo418bo845bo292bo
$1002bo416bo845bo294bo$1003bo414bo845bo296bo$1004bo412bo845bo298bo$
1005bo410bo845bo300bo$1006bo408bo845bo302bo$1007bo406bo845bo304bo$
1008bo404bo845bo306bo$1009bo402bo845bo308bo$1010bo400bo845bo310bo$
1011bo398bo845bo312bo$1012bo396bo845bo314bo$1013bo394bo845bo316bo$
1014bo392bo845bo318bo$1015bo390bo845bo320bo$1016bo388bo845bo322bo$
1017bo386bo845bo324bo$1018bo384bo845bo326bo$1019bo382bo845bo328bo$
1020bo380bo845bo330bo$1021bo378bo845bo332bo$1022bo376bo845bo334bo$
1023bo374bo845bo336bo$1024bo372bo845bo338bo$1025bo370bo845bo340bo$
1026bo368bo845bo342bo$1027bo366bo845bo344bo$1028bo364bo845bo346bo$
1029bo362bo845bo348bo$1030bo360bo845bo350bo$1031bo358bo845bo352bo$
1032bo356bo845bo354bo$1033bo354bo845bo356bo$1034bo352bo845bo358bo$
1035bo350bo845bo360bo$1036bo348bo845bo362bo$1037bo346bo845bo364bo$
1038bo344bo845bo366bo$1039bo342bo845bo368bo$1040bo340bo845bo370bo$
1041bo338bo845bo372bo$1042bo336bo845bo374bo$1043bo334bo845bo376bo$
1044bo332bo845bo378bo$1045bo330bo845bo380bo$1046bo328bo845bo382bo$
1047bo326bo845bo384bo$1048bo324bo845bo386bo$1049bo322bo845bo388bo$
1050bo320bo845bo390bo$1051bo318bo845bo392bo$1052bo316bo845bo394bo$
1053bo314bo845bo396bo$1054bo312bo845bo398bo$1055bo310bo845bo400bo$
1056bo308bo845bo402bo$1057bo306bo845bo404bo$1058bo304bo845bo406bo$
1059bo302bo845bo408bo$1060bo300bo845bo410bo$1061bo298bo845bo412bo$
1062bo296bo845bo414bo$1063bo294bo845bo416bo$1064bo292bo845bo418bo$
1065bo290bo845bo420bo$1066bo288bo845bo422bo$1067bo286bo845bo424bo$
1068bo284bo845bo426bo$1069bo282bo845bo428bo$1070bo280bo845bo430bo$
1071bo278bo845bo432bo$1072bo276bo845bo434bo$1073bo274bo845bo436bo$
1074bo272bo845bo438bo$1075bo270bo845bo440bo$1076bo268bo845bo442bo$
1077bo266bo845bo444bo$1078bo264bo845bo446bo$1079bo262bo845bo448bo$
1080bo260bo845bo450bo$1081bo258bo845bo452bo$1082bo256bo845bo454bo$
1083bo254bo845bo456bo$1084bo252bo845bo458bo$1085bo250bo845bo460bo$
1086bo248bo845bo462bo$1087bo246bo845bo464bo$1088bo244bo845bo466bo$
1089bo242bo845bo468bo$1090bo240bo845bo470bo$1091bo238bo845bo472bo$
1092bo236bo845bo474bo$1093bo234bo845bo476bo$1094bo232bo845bo478bo$
1095bo230bo845bo480bo$1096bo228bo845bo482bo$1097bo226bo845bo484bo$
1098bo224bo845bo486bo$1099bo222bo845bo488bo$1100bo220bo845bo490bo$
1101bo218bo845bo492bo$1102bo216bo845bo494bo$1103bo214bo845bo496bo$
1104bo212bo845bo498bo$1105bo210bo845bo500bo$1106bo208bo845bo502bo$
1107bo206bo845bo504bo$1108bo204bo845bo506bo$1109bo202bo845bo508bo$
1110bo200bo845bo510bo$1111bo198bo845bo512bo$1112bo196bo845bo514bo$
1113bo194bo845bo516bo$1114bo192bo845bo518bo$1115bo190bo845bo520bo$
1116bo188bo845bo522bo$1117bo186bo845bo524bo$1118bo184bo845bo526bo$
1119bo182bo845bo528bo$1120bo180bo845bo530bo$1121bo178bo845bo532bo$
1122bo176bo845bo534bo$1123bo174bo845bo536bo$1124bo172bo845bo538bo$
1125bo170bo845bo540bo$1126bo168bo845bo542bo$1127bo166bo845bo544bo$
1128bo164bo845bo546bo$1129bo162bo845bo548bo$1130bo160bo845bo550bo$
1131bo158bo845bo552bo$1132bo156bo845bo554bo$1133bo154bo845bo556bo$
1134bo152bo845bo558bo$1135bo150bo845bo560bo$1136bo148bo845bo562bo$
1137bo146bo845bo564bo$1138bo144bo845bo566bo$1139bo142bo845bo568bo$
1140bo140bo845bo570bo$1141bo138bo845bo572bo$1142bo136bo845bo574bo$
1143bo134bo845bo576bo$1144bo132bo845bo578bo$1145bo130bo845bo580bo$
1146bo128bo845bo582bo$1147bo126bo845bo584bo$1148bo124bo1432bo$1149bo
122bo$1150bo120bo$1151bo118bo$1152bo116bo$1153bo114bo$1154bo112bo$
1155bo110bo$1156bo108bo$1157bo106bo$1158bo104bo$1159bo102bo$1160bo100b
o$1161bo98bo$1162bo96bo$1163bo94bo$1164bo92bo$1165bo90bo$1166bo88bo$
1167bo86bo$1168bo84bo$1169bo82bo$1170bo80bo$1171bo78bo$1172bo76bo$
1173bo74bo$1174bo72bo$1175bo70bo$1176bo68bo$1177bo66bo$1178bo64bo$
1179bo62bo$1180bo60bo$1181bo58bo$1182bo56bo$1183bo54bo$1184bo52bo$
1185bo50bo$1186bo48bo$1187bo46bo$1188bo44bo$1189bo42bo$1190bo40bo$
1191bo38bo$1192bo36bo$1193bo34bo$1194bo32bo$1195bo30bo$1196bo12b2o14bo
$1197b6o5b3o13bo$1197bo5bo3bo2bo6b7o$1197bo2bo3bobo3bo6bo5bo$1197bobo
2b16o2bo2bo$1197bo2bob6o4b6obobobo$1197bo3bob4o6b4obo4bo$1197b4obob2o
8b2obob2o2bo$1199b3obo12bob3obo$1199b4obo10bob5o$1199b4o2bob6obo2b4o$
1199b3o4bo6bo4b4o$1199b2o4bobo4bobo4b2obo$1199bo5bo2bo2bo2bo5bo2bo$
1195b5o5bo3b2o3bo5bo2b2o$1195b2o2bo5bo3b2o3bo5b5o$1196bo2bo5bo2bo2bo2b
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o584bo$1502bo!Brillouin Zone (3rd dimension):
- sc3-1.gif (4.27 KiB) Viewed 16906 times
Probably from a scientific perspective, the criss crossing lines would be the outer sheaf of a cylinder of a single laser beam, with the criss crossing lines on the outside of the cylinder being the vortexed part, and the central white void in the pattern would be the "glow" that runs down the length of the laser beam in the interior of the laser beam inside the outer sheaf of criss-crossing lines. If you can couple the outer sheaf of vortexed crossing lines to the glow, that's a quantum coupling of something that would always be inexact in an actual vortexed laser beam. But I think somehow when you zoom out, the pattern becomes distorted due to the artifacts and the clockwise/counterclockwise elements.
When I made the 20,000 long diagonal X pattern alone, you could easily see 4 long arms emanating from the central oscillator. In this video pattern of a central white void in the shape of an X, with many criss crossing lines, it's similar to that long arm pattern of a central area with emanating lines. But here, they cross over each other and at the very center, the oscillator will start to gyrate, so it may not be trackable. Something that gyrates like that probably is like one of those nonlinear oscillator things that you can see on an oscilloscope (saw a video of one on youtube). But its gyration would I bet in the video artifact have something to do with the more orderly white gaps between the grid of X's as the individual black X's expand and start to touch each other, there are white lines in the invert color option now criss crossing through the X's like in the pattern above. Those ghost shapes in the video artifacts that appear in the narrow gap are linked to the 4 emanating long arms that emanate from any of the dark X's as they just touch each other. So the ghost shape would be entangled with snippets or half donuts of smaller string on the inside perimeter of the dark X's as the dark X's close in on each other and the small ghost shape appears somewhere in the narrow gaps of the expanding X's in between the X's. The lines themselves however (their shape and movement) are influenced by the video artifacts as well probably the central gyrating white void, which would be nonlinear but would be a timing mechanism or an orderly part that influences the others probably. And I would bet as the video artifact oscillator that appears just as the black X's just touch each other, the central white void video artifact, it will start to gyrate or swing wildly in a small region, but then, since there are black streaks appearing through the white void central region due to artifacts, when the oscillator ultimately breaks up, it will do so orderly, unlike in any breakup of the actual X's oscillator (this is a video artifact oscillator). As it breaks up, it will do so orderly, and form a teeth like sheaf around a small ball. That ball will travel through the narrow gaps through the ghost shapes, and I would imagine since it's the product of a wildly gryrating product (although orderly), it would actually quantum entangle the ghost shape with the small snippets of half donut string that appear on the inside perimeter of any X shape in the region where a ghost shape appears along the white lines. And that would probably make the lines actually move on the screen as phase lines of light that would move in a quantum computer sense.
When I made the X pattern, and let it expand a bit, I looked in the interior after zooming out in Golly (not video recorded) and could see a persistent pattern appear of a large Double Square, or Double Circle shape appearing for about 10 seconds before disappearing in the flicker of a dark double circle (ie the boundary of two circles side by side and they are a dark boundary) in the mostly white flicker of random flickering of that clockwise pattern of the original pattern. Now here, in the video artifact, you have criss crossing narrow white lines everywhere. Those lines now are similar to the appearance of the double square that appears in Golly in the random flicker but here you have to make a video. When the central artifact oscillator breaks up, and I say if it does so correctly, then a darker ball should shoot down the lines. If enough of them start to move (and I would say it would have to), something unusual should happen. In the double square pattern that appeared out of nowhere, it would spin about itself sometimes. So that combined with a ball moving, should distort the entire thing, and the whole thing may start to spin in some weird fashion like those double squares appearing, but now it appears across the entire screen when zoomed out of the whole pattern in the video recording as an artifact. And then there should be lines moving about the screen in an orderly fashion of something never seen before. It would have to be the phase lines of a quantum computer as an actual photonic computer or something similar would produce. In that UC davis video, a small string appearing produced out of nowhere a vertical dark line in the video artifact, which looked like something that could be harnessed. Here, it would be the combination of rotation in the criss crossing lines in the flicker, the actual entire pattern would become a peristent pattern in the video artifact and if everything is aligned, it then should have long narrow white strings moving in what would appear to be only a computer directing it or something orderly.
Edit: I think if you instead keep the entire hexagonal lattice and don't remove any center ones, just the entire lattice, let it expand until just touching on edge, then the very center X's oscillator will immediately balloon up, and then start to disintegrate. Then overlay over the hexagonal lattice, in the rule B35/S5678, a shrinking rule, the "shifted corner clockwise and counterclockwise large SQUARE that's placed in the center of every X, ie just overlayed over the other pattern", with instead the long lines at the corners emanating in a clockwise or counterclockwise fashion, but an up-down and left- right at EACH CORNER so there will be eight long lines emanating from a large square that makes the shape of a cross. Then if you hit play on the shrinking rule, the long lines flow through what's left from the explosive rule B3/S12456, and it KEEPS IT ALIVE. ie the long lines prevent complete disintegration of what would be a small remnant after everthing executes. Then as the square transforms to the X shape, in B35/S5678, a shrinking rule, immediately switch it to the true shrinker B36/S5678, and then you have a narrow gap, that transforms like in the UC DAVIS video.
Re: Quantum Computer
I'm looking at this https://en.wikipedia.org/wiki/Minkowski ... d_symmetry
Momentarily co-moving intertial frame, the gif halfway down the page on the right. It looks exactly like one of the long arms extending from the central region in the X (within the flicker that is, you will see 4 arms extended, if you look closely, or if you make a very long diagonal pattern, it's easier to be seen), the original pattern in post 1. The only thing is, everything is moving down the page. I had an idea for how that might work, the hexagonal lattice is 6 around 1, and it's a hexagon that's rotated to the left (the pattern I keep referring to, the hexagonal lattice). If you imagine flipping that hexagon over, it's now a hexagon rotated to the right. Flipping the clockwise pattern over (imagining it), turns it into a counterclockwise due to them being mirror images. Now flipping over the hexagonal lattice and pasting the center directly over the original hexagonal lattice, gets 12 around 1. But something happens, all the X's (except the centers) line up in neat rows and columns. If you look back in the posts, maybe 7 or 8 posts back, I showed 3 X's in a horizontal row, with horizontal lines at the flags near the center of the pattern. Those horizontal lines are how you can control the "phase lines" of the stringy snakes that flow in the random flicker. You can have either horizontal or vertical lines or both emanating from the flags in the clockwise or counterclockwise pattern. And like in the center, when you paste the clockwise directly over the counterclockwise, it loses its mirror image thing, and becomes symmetrical, so some of them will be neither clockwise or counterclockwise in the grid. But doing this is pasting TWO hexagonal lattices, one like in the pattern I showed, the other, just flipping that hexagonal lattice over, and then everything is aligned in rows and columns (except for the centers that's different). But since they're aligned in rows and columns, you can control how the "phase lines" flow, and I would bet they should move down the screen in that gif I posted here, of an accelerating body that changes acceleration.
Since they're lined up in rows and columns, as when I made the pattern of three X's in a row, with the horizontal lines connecting them with the flags, the two outer X's probably are the control qubits, and the center one in that row of three is the target qubit. You can see in this link: https://journals.aps.org/prapplied/abst ... d.9.051001
Look at the picture in the far left in that link.
The reason being that the horizontal line, creates two voids around the center X, and when the void closes in, it makes a closed infinity symbol in the flicker around the center X. In other words, a string that flows around in a closed loop around the center, but it wants to travel to other X's, but in the row of just 3 X's in a row, that can't happen. So the point is, that two X's surrounding a central X in a row, controls where a closed loop would form.
Putting horizontal or vertical lines in other X's in that grid of two hexagonal lattices pasted on top of each other, would crontrol how the entire group of strings behave, and if any two surrounding one X is a single qubit, then the number of X's in the grid divided by 3, would approximately be the number of qubits in the computer. Also in the link above, at the first link, if it works that way, that's a position and momentum, an accelerating particle, so that has relevance to quantum mechanics, if there is a particle travelling down the strings through the X's like in the gif.
Momentarily co-moving intertial frame, the gif halfway down the page on the right. It looks exactly like one of the long arms extending from the central region in the X (within the flicker that is, you will see 4 arms extended, if you look closely, or if you make a very long diagonal pattern, it's easier to be seen), the original pattern in post 1. The only thing is, everything is moving down the page. I had an idea for how that might work, the hexagonal lattice is 6 around 1, and it's a hexagon that's rotated to the left (the pattern I keep referring to, the hexagonal lattice). If you imagine flipping that hexagon over, it's now a hexagon rotated to the right. Flipping the clockwise pattern over (imagining it), turns it into a counterclockwise due to them being mirror images. Now flipping over the hexagonal lattice and pasting the center directly over the original hexagonal lattice, gets 12 around 1. But something happens, all the X's (except the centers) line up in neat rows and columns. If you look back in the posts, maybe 7 or 8 posts back, I showed 3 X's in a horizontal row, with horizontal lines at the flags near the center of the pattern. Those horizontal lines are how you can control the "phase lines" of the stringy snakes that flow in the random flicker. You can have either horizontal or vertical lines or both emanating from the flags in the clockwise or counterclockwise pattern. And like in the center, when you paste the clockwise directly over the counterclockwise, it loses its mirror image thing, and becomes symmetrical, so some of them will be neither clockwise or counterclockwise in the grid. But doing this is pasting TWO hexagonal lattices, one like in the pattern I showed, the other, just flipping that hexagonal lattice over, and then everything is aligned in rows and columns (except for the centers that's different). But since they're aligned in rows and columns, you can control how the "phase lines" flow, and I would bet they should move down the screen in that gif I posted here, of an accelerating body that changes acceleration.
Since they're lined up in rows and columns, as when I made the pattern of three X's in a row, with the horizontal lines connecting them with the flags, the two outer X's probably are the control qubits, and the center one in that row of three is the target qubit. You can see in this link: https://journals.aps.org/prapplied/abst ... d.9.051001
Look at the picture in the far left in that link.
The reason being that the horizontal line, creates two voids around the center X, and when the void closes in, it makes a closed infinity symbol in the flicker around the center X. In other words, a string that flows around in a closed loop around the center, but it wants to travel to other X's, but in the row of just 3 X's in a row, that can't happen. So the point is, that two X's surrounding a central X in a row, controls where a closed loop would form.
Putting horizontal or vertical lines in other X's in that grid of two hexagonal lattices pasted on top of each other, would crontrol how the entire group of strings behave, and if any two surrounding one X is a single qubit, then the number of X's in the grid divided by 3, would approximately be the number of qubits in the computer. Also in the link above, at the first link, if it works that way, that's a position and momentum, an accelerating particle, so that has relevance to quantum mechanics, if there is a particle travelling down the strings through the X's like in the gif.
Re: Quantum Computer
I didn't notice this before. When you make a row of the X's, and put the anti-X above it, due to their clockwise or counterclockwise nature, the two rows spread apart from each other (as you go from left to right, the distance between the two row of X's), and get further and further away from each other as the number of X's in the two rows increases:
You can also make the rows with the horizontal line at the flags near the center:
This is what I was talking about. If you look back at the osgood curve, you're removing thin triangles from a half square. So when the two rows start to spread out, you can also have two columns spreading out (from a certain starting point to make the row or column somewhere on the page), and you can actually make diagonals of the X's spread out from the anti-X's (a diagonal of clockwise and another diagonal of counterclockwise (ALL) from a given starting point). I believe that due to the clockwise, counterclockwise nature, if you made a half-square with a certain choice of the clockwise rows, columns, and diagonals, making the standard half square of the osgood curve, yes they separate, but I wonder if you can make it so the half square warps into a circle with the center removed, ie it wouldn't be a visual distortion but actually made that way, so that if you used a different choice of clockwise/counterclockwise, they wouldn't completely go around in a circle with the same number of X's.
Then I believe you make the same circle, but with the opposite chirality, if clockwise here, just make it counterclockwise in the other circle. Then when you do that, you can write a tape of one, and the other would be used for the quantum calculation. I read that having two things, you can make a turing tape, as well as a quantum turing tape, and a type of inquisitor, prover, where one is used for the calculation. By the way, the reason why I drew a line in the second pattern, is that it makes two voids, and it makes a closed string for the 3 X pattern in the random flicker. However, making a long row with a long horizontal line at all the flags in the row of X's, you'd have a long line. What you're doing I'm guessing at this point is controlling what happens to those strings in the random flicker, that they would make a controllable configuration to do something, and the osgood curve with the circle idea may be something, ie having X's in columns and rows and diagonals like the osgood curve, with horizontal lines at the flags, of horizontal rows, and vertical flags at the vertical rows. Not sure yet about the diagonal X's.
And the tape is the strings that form in the random flicker, and it may also be the configuration of the oscillator at each X. The configuration in a row of X's tends to tilt all the oscillators almost flat, in just a single row with nothing else ie zoom in on the oscillator and you can see how it changes. With just a single X, it's more rounded and symetrical. When you start adding things, it changes the shape of the oscillator. Adding horizontal or vetical lines at the flags, adds voids which also forms an actual dark string in the flicker and that actually may be the turing tape and each X, is an independent prover, that requires an inquistor with no signals being shared with the provers (the anti-Circle would be the inquisitor for each X, each X would have its own inquisitor for the prover in the Circle X's). The circle coming from the way you make the osgood curve to warp a half square of the osgood into a complete circle with the center removed.
Code: Select all
x = 2352, y = 1183, rule = B3/S12456
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237bo348bo239bo346bo$117bo350bo237bo348bo239bo346bo241bo344bo$118bo
348bo239bo346bo241bo344bo243bo342bo$119bo346bo241bo344bo243bo342bo245b
o340bo$120bo344bo243bo342bo245bo340bo247bo338bo$121bo342bo245bo340bo
247bo338bo249bo336bo$122bo340bo247bo338bo249bo336bo251bo334bo$123bo
338bo249bo336bo251bo334bo253bo332bo$124bo336bo251bo334bo253bo332bo255b
o330bo$125bo334bo253bo332bo255bo330bo257bo328bo$126bo332bo255bo330bo
257bo328bo259bo326bo$127bo330bo257bo328bo259bo326bo261bo324bo$128bo
328bo259bo326bo261bo324bo263bo322bo$129bo326bo261bo324bo263bo322bo265b
o320bo$130bo324bo263bo322bo265bo320bo267bo318bo$131bo322bo265bo320bo
267bo318bo269bo316bo$132bo320bo267bo318bo269bo316bo271bo314bo$133bo
318bo269bo316bo271bo314bo273bo312bo$134bo316bo271bo314bo273bo312bo275b
o310bo$135bo314bo273bo312bo275bo310bo277bo308bo$136bo312bo275bo310bo
277bo308bo279bo306bo$137bo310bo277bo308bo279bo306bo281bo304bo$138bo
308bo279bo306bo281bo304bo283bo302bo$139bo306bo281bo304bo283bo302bo285b
o300bo$140bo304bo283bo302bo285bo300bo287bo298bo$141bo302bo285bo300bo
287bo298bo289bo296bo$142bo300bo287bo298bo289bo296bo291bo294bo$143bo
298bo289bo296bo291bo294bo293bo292bo$144bo296bo291bo294bo293bo292bo295b
o290bo$145bo294bo293bo292bo295bo290bo297bo288bo$146bo292bo295bo290bo
297bo288bo299bo286bo$147bo290bo297bo288bo299bo286bo301bo284bo$148bo
288bo299bo286bo301bo284bo303bo282bo$149bo286bo301bo284bo303bo282bo305b
o280bo$150bo284bo303bo282bo305bo280bo307bo278bo$151bo282bo305bo280bo
307bo278bo309bo276bo$152bo280bo307bo278bo309bo276bo311bo274bo$153bo
278bo309bo276bo311bo274bo313bo272bo$154bo276bo311bo274bo313bo272bo315b
o270bo$155bo274bo313bo272bo315bo270bo317bo268bo$156bo272bo315bo270bo
317bo268bo319bo266bo$157bo270bo317bo268bo319bo266bo321bo264bo$158bo
268bo319bo266bo321bo264bo323bo262bo$159bo266bo321bo264bo323bo262bo325b
o260bo$160bo264bo323bo262bo325bo260bo327bo258bo$161bo262bo325bo260bo
327bo258bo329bo256bo$162bo260bo327bo258bo329bo256bo331bo254bo$163bo
258bo329bo256bo331bo254bo333bo252bo$164bo256bo331bo254bo333bo252bo335b
o250bo$165bo254bo333bo252bo335bo250bo337bo248bo$166bo252bo335bo250bo
337bo248bo339bo246bo$167bo250bo337bo248bo339bo246bo341bo244bo$168bo
248bo339bo246bo341bo244bo343bo242bo$169bo246bo341bo244bo343bo242bo345b
o240bo$170bo244bo343bo242bo345bo240bo347bo238bo$171bo242bo345bo240bo
347bo238bo349bo236bo$172bo240bo347bo238bo349bo236bo351bo234bo$173bo
238bo349bo236bo351bo234bo353bo232bo$174bo236bo351bo234bo353bo232bo355b
o230bo$175bo234bo353bo232bo355bo230bo357bo228bo$176bo232bo355bo230bo
357bo228bo359bo226bo$177bo230bo357bo228bo359bo226bo361bo224bo$178bo
228bo359bo226bo361bo224bo363bo222bo$179bo226bo361bo224bo363bo222bo365b
o220bo$180bo224bo363bo222bo365bo220bo367bo218bo$181bo222bo365bo220bo
367bo218bo369bo216bo$182bo220bo367bo218bo369bo216bo371bo214bo$183bo
218bo369bo216bo371bo214bo373bo212bo$184bo216bo371bo214bo373bo212bo375b
o210bo$185bo214bo373bo212bo375bo210bo377bo208bo$186bo212bo375bo210bo
377bo208bo379bo206bo$187bo210bo377bo208bo379bo206bo381bo204bo$188bo
208bo379bo206bo381bo204bo383bo202bo$189bo206bo381bo204bo383bo202bo385b
o200bo$190bo204bo383bo202bo385bo200bo387bo198bo$191bo202bo385bo200bo
387bo198bo389bo196bo$192bo200bo387bo198bo389bo196bo391bo194bo$193bo
198bo389bo196bo391bo194bo393bo192bo$194bo196bo391bo194bo393bo192bo395b
o190bo$195bo194bo393bo192bo395bo190bo397bo188bo$196bo192bo395bo190bo
397bo188bo399bo186bo$197bo190bo397bo188bo399bo186bo401bo184bo$198bo
188bo399bo186bo401bo184bo403bo182bo$199bo186bo401bo184bo403bo182bo405b
o180bo$200bo184bo403bo182bo405bo180bo407bo178bo$201bo182bo405bo180bo
407bo178bo409bo176bo$202bo180bo407bo178bo409bo176bo411bo174bo$203bo
178bo409bo176bo411bo174bo413bo172bo$204bo176bo411bo174bo413bo172bo415b
o170bo$205bo174bo413bo172bo415bo170bo417bo168bo$206bo172bo415bo170bo
417bo168bo419bo166bo$207bo170bo417bo168bo419bo166bo421bo164bo$208bo
168bo419bo166bo421bo164bo423bo162bo$209bo166bo421bo164bo423bo162bo425b
o160bo$210bo164bo423bo162bo425bo160bo427bo158bo$211bo162bo425bo160bo
427bo158bo429bo156bo$212bo160bo427bo158bo429bo156bo431bo154bo$213bo
158bo429bo156bo431bo154bo433bo152bo$214bo156bo431bo154bo433bo152bo435b
o150bo$215bo154bo433bo152bo435bo150bo437bo148bo$216bo152bo435bo150bo
437bo148bo439bo146bo$217bo150bo437bo148bo439bo146bo441bo144bo$218bo
148bo439bo146bo441bo144bo443bo142bo$219bo146bo441bo144bo443bo142bo445b
o140bo$220bo144bo443bo142bo445bo140bo447bo138bo$221bo142bo445bo140bo
447bo138bo449bo136bo$222bo140bo447bo138bo449bo136bo451bo134bo$223bo
138bo449bo136bo451bo134bo453bo132bo$224bo136bo451bo134bo453bo132bo455b
o130bo$225bo134bo453bo132bo455bo130bo457bo128bo$226bo132bo455bo130bo
457bo128bo459bo126bo$227bo130bo457bo128bo459bo126bo461bo124bo$228bo
128bo459bo126bo461bo124bo463bo122bo$229bo126bo461bo124bo463bo122bo465b
o120bo$230bo124bo463bo122bo465bo120bo467bo118bo$231bo122bo465bo120bo
467bo118bo469bo116bo$232bo120bo467bo118bo469bo116bo471bo114bo$233bo
118bo469bo116bo471bo114bo473bo112bo$234bo116bo471bo114bo473bo112bo475b
o110bo$235bo114bo473bo112bo475bo110bo477bo108bo$236bo112bo475bo110bo
477bo108bo479bo106bo$237bo110bo477bo108bo479bo106bo481bo104bo$238bo
108bo479bo106bo481bo104bo483bo102bo$239bo106bo481bo104bo483bo102bo485b
o100bo$240bo104bo483bo102bo485bo100bo487bo98bo$241bo102bo485bo100bo
487bo98bo489bo96bo$242bo100bo487bo98bo489bo96bo491bo94bo$243bo98bo489b
o96bo491bo94bo493bo92bo$244bo96bo491bo94bo493bo92bo495bo90bo$245bo94bo
493bo92bo495bo90bo497bo88bo$246bo92bo495bo90bo497bo88bo499bo86bo$247bo
90bo497bo88bo499bo86bo501bo84bo$248bo88bo499bo86bo501bo84bo503bo82bo$
249bo86bo501bo84bo503bo82bo505bo80bo$250bo84bo503bo82bo505bo80bo507bo
78bo$251bo82bo505bo80bo507bo78bo509bo76bo$252bo80bo507bo78bo509bo76bo
511bo74bo$253bo78bo509bo76bo511bo74bo513bo72bo$254bo76bo511bo74bo513bo
72bo515bo70bo$255bo74bo513bo72bo515bo70bo517bo68bo$256bo72bo515bo70bo
517bo68bo519bo66bo$257bo70bo517bo68bo519bo66bo521bo64bo$258bo68bo519bo
66bo521bo64bo523bo62bo$259bo66bo521bo64bo523bo62bo525bo60bo$260bo64bo
523bo62bo525bo60bo527bo58bo$261bo62bo525bo60bo527bo58bo529bo56bo$262bo
60bo527bo58bo529bo56bo531bo54bo$263bo58bo529bo56bo531bo54bo533bo52bo$
264bo56bo531bo54bo533bo52bo535bo50bo$265bo54bo533bo52bo535bo50bo537bo
48bo$266bo52bo535bo50bo537bo48bo539bo46bo$267bo50bo537bo48bo539bo46bo
541bo44bo$268bo48bo539bo46bo541bo44bo543bo42bo$269bo46bo541bo44bo543bo
42bo545bo40bo$270bo44bo543bo42bo545bo40bo547bo38bo$271bo42bo545bo40bo
547bo38bo549bo36bo$272bo40bo547bo38bo549bo36bo551bo34bo$273bo38bo549bo
36bo551bo34bo553bo32bo$274bo36bo551bo34bo553bo32bo555bo30bo$275bo34bo
553bo32bo555bo30bo557bo14b2o12bo$276bo32bo555bo30bo557bo14b2o12bo559bo
13b3o5b6o$277bo30bo557bo14b2o12bo559bo13b3o5b6o561b7o6bo2bo3bo5bo$278b
o14b2o12bo559bo13b3o5b6o561b7o6bo2bo3bo5bo561bo5bo6bo3bobo3bo2bo$279bo
13b3o5b6o561b7o6bo2bo3bo5bo561bo5bo6bo3bobo3bo2bo561bo2bo2b16o2bobo$
280b7o6bo2bo3bo5bo561bo5bo6bo3bobo3bo2bo561bo2bo2b16o2bobo561bobobob6o
4b6obo2bo$280bo5bo6bo3bobo3bo2bo561bo2bo2b16o2bobo561bobobob6o4b6obo2b
o561bo4bob4o6b4obo3bo$280bo2bo2b16o2bobo561bobobob6o4b6obo2bo561bo4bob
4o6b4obo3bo561bo2b2obob2o8b2obob4o$280bobobob6o4b6obo2bo561bo4bob4o6b
4obo3bo561bo2b2obob2o8b2obob4o562bob3obo12bob3o$280bo4bob4o6b4obo3bo
561bo2b2obob2o8b2obob4o562bob3obo12bob3o565b5obo10bob4o$280bo2b2obob2o
8b2obob4o562bob3obo12bob3o565b5obo10bob4o566b4o2bob6obo2b4o$281bob3obo
12bob3o565b5obo10bob4o566b4o2bob6obo2b4o565b4o4bo6bo4b3o$282b5obo10bob
4o566b4o2bob6obo2b4o565b4o4bo6bo4b3o564bob2o4bobo4bobo4b2o$283b4o2bob
6obo2b4o565b4o4bo6bo4b3o564bob2o4bobo4bobo4b2o563bo2bo5bo2bo2bo2bo5bo$
282b4o4bo6bo4b3o564bob2o4bobo4bobo4b2o563bo2bo5bo2bo2bo2bo5bo562b2o2bo
5bo3b2o3bo5b5o$281bob2o4bobo4bobo4b2o563bo2bo5bo2bo2bo2bo5bo562b2o2bo
5bo3b2o3bo5b5o558b5o5bo3b2o3bo5bo2b2o$280bo2bo5bo2bo2bo2bo5bo562b2o2bo
5bo3b2o3bo5b5o558b5o5bo3b2o3bo5bo2b2o562bo5bo2bo2bo2bo5bo2bo$279b2o2bo
5bo3b2o3bo5b5o558b5o5bo3b2o3bo5bo2b2o562bo5bo2bo2bo2bo5bo2bo563b2o4bob
o4bobo4b2obo$279b5o5bo3b2o3bo5bo2b2o562bo5bo2bo2bo2bo5bo2bo563b2o4bobo
4bobo4b2obo564b3o4bo6bo4b4o$283bo5bo2bo2bo2bo5bo2bo563b2o4bobo4bobo4b
2obo564b3o4bo6bo4b4o565b4o2bob6obo2b4o$283b2o4bobo4bobo4b2obo564b3o4bo
6bo4b4o565b4o2bob6obo2b4o566b4obo10bob5o$283b3o4bo6bo4b4o565b4o2bob6ob
o2b4o566b4obo10bob5o565b3obo12bob3obo$283b4o2bob6obo2b4o566b4obo10bob
5o565b3obo12bob3obo562b4obob2o8b2obob2o2bo$283b4obo10bob5o565b3obo12bo
b3obo562b4obob2o8b2obob2o2bo561bo3bob4o6b4obo4bo$283b3obo12bob3obo562b
4obob2o8b2obob2o2bo561bo3bob4o6b4obo4bo561bo2bob6o4b6obobobo$281b4obob
2o8b2obob2o2bo561bo3bob4o6b4obo4bo561bo2bob6o4b6obobobo561bobo2b16o2bo
2bo$281bo3bob4o6b4obo4bo561bo2bob6o4b6obobobo561bobo2b16o2bo2bo561bo2b
o3bobo3bo6bo5bo$281bo2bob6o4b6obobobo561bobo2b16o2bo2bo561bo2bo3bobo3b
o6bo5bo561bo5bo3bo2bo6b7o$281bobo2b16o2bo2bo561bo2bo3bobo3bo6bo5bo561b
o5bo3bo2bo6b7o561b6o5b3o13bo$281bo2bo3bobo3bo6bo5bo561bo5bo3bo2bo6b7o
561b6o5b3o13bo559bo12b2o14bo$281bo5bo3bo2bo6b7o561b6o5b3o13bo559bo12b
2o14bo557bo30bo$281b6o5b3o13bo559bo12b2o14bo557bo30bo555bo32bo$280bo
12b2o14bo557bo30bo555bo32bo553bo34bo$279bo30bo555bo32bo553bo34bo551bo
36bo$278bo32bo553bo34bo551bo36bo549bo38bo$277bo34bo551bo36bo549bo38bo
547bo40bo$276bo36bo549bo38bo547bo40bo545bo42bo$275bo38bo547bo40bo545bo
42bo543bo44bo$274bo40bo545bo42bo543bo44bo541bo46bo$273bo42bo543bo44bo
541bo46bo539bo48bo$272bo44bo541bo46bo539bo48bo537bo50bo$271bo46bo539bo
48bo537bo50bo535bo52bo$270bo48bo537bo50bo535bo52bo533bo54bo$269bo50bo
535bo52bo533bo54bo531bo56bo$268bo52bo533bo54bo531bo56bo529bo58bo$267bo
54bo531bo56bo529bo58bo527bo60bo$266bo56bo529bo58bo527bo60bo525bo62bo$
265bo58bo527bo60bo525bo62bo523bo64bo$264bo60bo525bo62bo523bo64bo521bo
66bo$263bo62bo523bo64bo521bo66bo519bo68bo$262bo64bo521bo66bo519bo68bo
517bo70bo$261bo66bo519bo68bo517bo70bo515bo72bo$260bo68bo517bo70bo515bo
72bo513bo74bo$259bo70bo515bo72bo513bo74bo511bo76bo$258bo72bo513bo74bo
511bo76bo509bo78bo$257bo74bo511bo76bo509bo78bo507bo80bo$256bo76bo509bo
78bo507bo80bo505bo82bo$255bo78bo507bo80bo505bo82bo503bo84bo$254bo80bo
505bo82bo503bo84bo501bo86bo$253bo82bo503bo84bo501bo86bo499bo88bo$252bo
84bo501bo86bo499bo88bo497bo90bo$251bo86bo499bo88bo497bo90bo495bo92bo$
250bo88bo497bo90bo495bo92bo493bo94bo$249bo90bo495bo92bo493bo94bo491bo
96bo$248bo92bo493bo94bo491bo96bo489bo98bo$247bo94bo491bo96bo489bo98bo
487bo100bo$246bo96bo489bo98bo487bo100bo485bo102bo$245bo98bo487bo100bo
485bo102bo483bo104bo$244bo100bo485bo102bo483bo104bo481bo106bo$243bo
102bo483bo104bo481bo106bo479bo108bo$242bo104bo481bo106bo479bo108bo477b
o110bo$241bo106bo479bo108bo477bo110bo475bo112bo$240bo108bo477bo110bo
475bo112bo473bo114bo$239bo110bo475bo112bo473bo114bo471bo116bo$238bo
112bo473bo114bo471bo116bo469bo118bo$237bo114bo471bo116bo469bo118bo467b
o120bo$236bo116bo469bo118bo467bo120bo465bo122bo$235bo118bo467bo120bo
465bo122bo463bo124bo$234bo120bo465bo122bo463bo124bo461bo126bo$233bo
122bo463bo124bo461bo126bo459bo128bo$232bo124bo461bo126bo459bo128bo457b
o130bo$231bo126bo459bo128bo457bo130bo455bo132bo$230bo128bo457bo130bo
455bo132bo453bo134bo$229bo130bo455bo132bo453bo134bo451bo136bo$228bo
132bo453bo134bo451bo136bo449bo138bo$227bo134bo451bo136bo449bo138bo447b
o140bo$226bo136bo449bo138bo447bo140bo445bo142bo$225bo138bo447bo140bo
445bo142bo443bo144bo$224bo140bo445bo142bo443bo144bo441bo146bo$223bo
142bo443bo144bo441bo146bo439bo148bo$222bo144bo441bo146bo439bo148bo437b
o150bo$221bo146bo439bo148bo437bo150bo435bo152bo$220bo148bo437bo150bo
435bo152bo433bo154bo$219bo150bo435bo152bo433bo154bo431bo156bo$218bo
152bo433bo154bo431bo156bo429bo158bo$217bo154bo431bo156bo429bo158bo427b
o160bo$216bo156bo429bo158bo427bo160bo425bo162bo$215bo158bo427bo160bo
425bo162bo423bo164bo$214bo160bo425bo162bo423bo164bo421bo166bo$213bo
162bo423bo164bo421bo166bo419bo168bo$212bo164bo421bo166bo419bo168bo417b
o170bo$211bo166bo419bo168bo417bo170bo415bo172bo$210bo168bo417bo170bo
415bo172bo413bo174bo$209bo170bo415bo172bo413bo174bo411bo176bo$208bo
172bo413bo174bo411bo176bo409bo178bo$207bo174bo411bo176bo409bo178bo407b
o180bo$206bo176bo409bo178bo407bo180bo405bo182bo$205bo178bo407bo180bo
405bo182bo403bo184bo$204bo180bo405bo182bo403bo184bo401bo186bo$203bo
182bo403bo184bo401bo186bo399bo188bo$202bo184bo401bo186bo399bo188bo397b
o190bo$201bo186bo399bo188bo397bo190bo395bo192bo$200bo188bo397bo190bo
395bo192bo393bo194bo$199bo190bo395bo192bo393bo194bo391bo196bo$198bo
192bo393bo194bo391bo196bo389bo198bo$197bo194bo391bo196bo389bo198bo387b
o200bo$196bo196bo389bo198bo387bo200bo385bo202bo$195bo198bo387bo200bo
385bo202bo383bo204bo$194bo200bo385bo202bo383bo204bo381bo206bo$193bo
202bo383bo204bo381bo206bo379bo208bo$192bo204bo381bo206bo379bo208bo377b
o210bo$191bo206bo379bo208bo377bo210bo375bo212bo$190bo208bo377bo210bo
375bo212bo373bo214bo$189bo210bo375bo212bo373bo214bo371bo216bo$188bo
212bo373bo214bo371bo216bo369bo218bo$187bo214bo371bo216bo369bo218bo367b
o220bo$186bo216bo369bo218bo367bo220bo365bo222bo$185bo218bo367bo220bo
365bo222bo363bo224bo$184bo220bo365bo222bo363bo224bo361bo226bo$183bo
222bo363bo224bo361bo226bo359bo228bo$182bo224bo361bo226bo359bo228bo357b
o230bo$181bo226bo359bo228bo357bo230bo355bo232bo$180bo228bo357bo230bo
355bo232bo353bo234bo$179bo230bo355bo232bo353bo234bo351bo236bo$178bo
232bo353bo234bo351bo236bo349bo238bo$177bo234bo351bo236bo349bo238bo347b
o240bo$176bo236bo349bo238bo347bo240bo345bo242bo$175bo238bo347bo240bo
345bo242bo343bo244bo$174bo240bo345bo242bo343bo244bo341bo246bo$173bo
242bo343bo244bo341bo246bo339bo248bo$172bo244bo341bo246bo339bo248bo337b
o250bo$171bo246bo339bo248bo337bo250bo335bo252bo$170bo248bo337bo250bo
335bo252bo333bo254bo$169bo250bo335bo252bo333bo254bo331bo256bo$168bo
252bo333bo254bo331bo256bo329bo258bo$167bo254bo331bo256bo329bo258bo327b
o260bo$166bo256bo329bo258bo327bo260bo325bo262bo$165bo258bo327bo260bo
325bo262bo323bo264bo$164bo260bo325bo262bo323bo264bo321bo266bo$163bo
262bo323bo264bo321bo266bo319bo268bo$162bo264bo321bo266bo319bo268bo317b
o270bo$161bo266bo319bo268bo317bo270bo315bo272bo$160bo268bo317bo270bo
315bo272bo313bo274bo$159bo270bo315bo272bo313bo274bo311bo276bo$158bo
272bo313bo274bo311bo276bo309bo278bo$157bo274bo311bo276bo309bo278bo307b
o280bo$156bo276bo309bo278bo307bo280bo305bo282bo$155bo278bo307bo280bo
305bo282bo303bo284bo$154bo280bo305bo282bo303bo284bo301bo286bo$153bo
282bo303bo284bo301bo286bo299bo288bo$152bo284bo301bo286bo299bo288bo297b
o290bo$151bo286bo299bo288bo297bo290bo295bo292bo$150bo288bo297bo290bo
295bo292bo293bo294bo$149bo290bo295bo292bo293bo294bo291bo296bo$148bo
292bo293bo294bo291bo296bo289bo298bo$147bo294bo291bo296bo289bo298bo287b
o300bo$146bo296bo289bo298bo287bo300bo285bo302bo$145bo298bo287bo300bo
285bo302bo283bo304bo$144bo300bo285bo302bo283bo304bo281bo306bo$143bo
302bo283bo304bo281bo306bo279bo308bo$142bo304bo281bo306bo279bo308bo277b
o310bo$141bo306bo279bo308bo277bo310bo275bo312bo$140bo308bo277bo310bo
275bo312bo273bo314bo$139bo310bo275bo312bo273bo314bo271bo316bo$138bo
312bo273bo314bo271bo316bo269bo318bo$137bo314bo271bo316bo269bo318bo267b
o320bo$136bo316bo269bo318bo267bo320bo265bo322bo$135bo318bo267bo320bo
265bo322bo263bo324bo$134bo320bo265bo322bo263bo324bo261bo326bo$133bo
322bo263bo324bo261bo326bo259bo328bo$132bo324bo261bo326bo259bo328bo257b
o330bo$131bo326bo259bo328bo257bo330bo255bo332bo$130bo328bo257bo330bo
255bo332bo253bo334bo$129bo330bo255bo332bo253bo334bo251bo336bo$128bo
332bo253bo334bo251bo336bo249bo338bo$127bo334bo251bo336bo249bo338bo247b
o340bo$126bo336bo249bo338bo247bo340bo245bo342bo$125bo338bo247bo340bo
245bo342bo243bo344bo$124bo340bo245bo342bo243bo344bo241bo346bo$123bo
342bo243bo344bo241bo346bo239bo348bo$122bo344bo241bo346bo239bo348bo237b
o350bo$121bo346bo239bo348bo237bo350bo235bo352bo$120bo348bo237bo350bo
235bo352bo233bo354bo$119bo350bo235bo352bo233bo354bo231bo356bo$118bo
352bo233bo354bo231bo356bo229bo358bo$117bo354bo231bo356bo229bo358bo227b
o360bo$116bo356bo229bo358bo227bo360bo225bo362bo$115bo358bo227bo360bo
225bo362bo223bo364bo$114bo360bo225bo362bo223bo364bo221bo366bo$113bo
362bo223bo364bo221bo366bo219bo368bo$112bo364bo221bo366bo219bo368bo217b
o370bo$111bo366bo219bo368bo217bo370bo215bo372bo$110bo368bo217bo370bo
215bo372bo213bo374bo$109bo370bo215bo372bo213bo374bo211bo376bo$108bo
372bo213bo374bo211bo376bo209bo378bo$107bo374bo211bo376bo209bo378bo207b
o380bo$106bo376bo209bo378bo207bo380bo205bo382bo$105bo378bo207bo380bo
205bo382bo203bo384bo$104bo380bo205bo382bo203bo384bo201bo386bo$103bo
382bo203bo384bo201bo386bo199bo388bo$102bo384bo201bo386bo199bo388bo197b
o390bo$101bo386bo199bo388bo197bo390bo195bo392bo$100bo388bo197bo390bo
195bo392bo193bo394bo$99bo390bo195bo392bo193bo394bo191bo396bo$98bo392bo
193bo394bo191bo396bo189bo398bo$97bo394bo191bo396bo189bo398bo187bo400bo
$96bo396bo189bo398bo187bo400bo185bo402bo$95bo398bo187bo400bo185bo402bo
183bo404bo$94bo400bo185bo402bo183bo404bo181bo406bo$93bo402bo183bo404bo
181bo406bo179bo408bo$92bo404bo181bo406bo179bo408bo177bo410bo$91bo406bo
179bo408bo177bo410bo175bo412bo$90bo408bo177bo410bo175bo412bo173bo414bo
$89bo410bo175bo412bo173bo414bo171bo416bo$88bo412bo173bo414bo171bo416bo
169bo418bo$87bo414bo171bo416bo169bo418bo167bo420bo$86bo416bo169bo418bo
167bo420bo165bo422bo$85bo418bo167bo420bo165bo422bo163bo424bo$84bo420bo
165bo422bo163bo424bo161bo426bo$83bo422bo163bo424bo161bo426bo159bo428bo
$82bo424bo161bo426bo159bo428bo157bo430bo$81bo426bo159bo428bo157bo430bo
155bo432bo$80bo428bo157bo430bo155bo432bo153bo434bo$79bo430bo155bo432bo
153bo434bo151bo436bo$78bo432bo153bo434bo151bo436bo149bo438bo$77bo434bo
151bo436bo149bo438bo147bo440bo$76bo436bo149bo438bo147bo440bo145bo442bo
$75bo438bo147bo440bo145bo442bo143bo444bo$74bo440bo145bo442bo143bo444bo
141bo446bo$73bo442bo143bo444bo141bo446bo139bo448bo$72bo444bo141bo446bo
139bo448bo137bo450bo$71bo446bo139bo448bo137bo450bo135bo452bo$70bo448bo
137bo450bo135bo452bo133bo454bo$69bo450bo135bo452bo133bo454bo131bo456bo
$68bo452bo133bo454bo131bo456bo129bo458bo$67bo454bo131bo456bo129bo458bo
127bo460bo$66bo456bo129bo458bo127bo460bo125bo462bo$65bo458bo127bo460bo
125bo462bo123bo464bo$64bo460bo125bo462bo123bo464bo121bo466bo$63bo462bo
123bo464bo121bo466bo119bo468bo$62bo464bo121bo466bo119bo468bo117bo470bo
$61bo466bo119bo468bo117bo470bo115bo472bo$60bo468bo117bo470bo115bo472bo
113bo474bo$59bo470bo115bo472bo113bo474bo111bo476bo$58bo472bo113bo474bo
111bo476bo109bo478bo$57bo474bo111bo476bo109bo478bo107bo480bo$56bo476bo
109bo478bo107bo480bo105bo482bo$55bo478bo107bo480bo105bo482bo103bo484bo
$54bo480bo105bo482bo103bo484bo101bo486bo$53bo482bo103bo484bo101bo486bo
99bo488bo$52bo484bo101bo486bo99bo488bo97bo490bo$51bo486bo99bo488bo97bo
490bo95bo492bo$50bo488bo97bo490bo95bo492bo93bo494bo$49bo490bo95bo492bo
93bo494bo91bo496bo$48bo492bo93bo494bo91bo496bo89bo498bo$47bo494bo91bo
496bo89bo498bo87bo500bo$46bo496bo89bo498bo87bo500bo85bo502bo$45bo498bo
87bo500bo85bo502bo83bo504bo$44bo500bo85bo502bo83bo504bo81bo506bo$43bo
502bo83bo504bo81bo506bo79bo508bo$42bo504bo81bo506bo79bo508bo77bo510bo$
41bo506bo79bo508bo77bo510bo75bo512bo$40bo508bo77bo510bo75bo512bo73bo
514bo$39bo510bo75bo512bo73bo514bo71bo516bo$38bo512bo73bo514bo71bo516bo
69bo518bo$37bo514bo71bo516bo69bo518bo67bo520bo$36bo516bo69bo518bo67bo
520bo65bo522bo$35bo518bo67bo520bo65bo522bo63bo524bo$34bo520bo65bo522bo
63bo524bo61bo526bo$33bo522bo63bo524bo61bo526bo59bo528bo$32bo524bo61bo
526bo59bo528bo57bo530bo$31bo526bo59bo528bo57bo530bo55bo532bo$30bo528bo
57bo530bo55bo532bo53bo534bo$29bo530bo55bo532bo53bo534bo51bo536bo$28bo
532bo53bo534bo51bo536bo49bo538bo$27bo534bo51bo536bo49bo538bo47bo540bo$
26bo536bo49bo538bo47bo540bo45bo542bo$25bo538bo47bo540bo45bo542bo43bo
544bo$24bo540bo45bo542bo43bo544bo41bo546bo$23bo542bo43bo544bo41bo546bo
39bo548bo$22bo544bo41bo546bo39bo548bo37bo550bo$21bo546bo39bo548bo37bo
550bo35bo552bo$20bo548bo37bo550bo35bo552bo33bo554bo$19bo550bo35bo552bo
33bo554bo31bo556bo$18bo552bo33bo554bo31bo556bo29bo558bo$17bo554bo31bo
556bo29bo558bo27bo560bo$16bo556bo29bo558bo27bo560bo25bo562bo$15bo558bo
27bo560bo25bo562bo23bo564bo$14bo560bo25bo562bo23bo564bo21bo566bo$13bo
562bo23bo564bo21bo566bo19bo568bo$12bo564bo21bo566bo19bo568bo17bo570bo$
11bo566bo19bo568bo17bo570bo15bo572bo$10bo568bo17bo570bo15bo572bo13bo
574bo$9bo570bo15bo572bo13bo574bo11bo576bo$8bo572bo13bo574bo11bo576bo9b
o578bo$7bo574bo11bo576bo9bo578bo7bo580bo$6bo576bo9bo578bo7bo580bo5bo
582bo$5bo578bo7bo580bo5bo582bo3bo584bo$4bo580bo5bo582bo3bo584bobo$3bo
582bo3bo584bobo$2bo584bobo$bo2$bo$2bo584bobo$3bo582bo3bo584bobo$4bo
580bo5bo582bo3bo584bobo$5bo578bo7bo580bo5bo582bo3bo584bo$6bo576bo9bo
578bo7bo580bo5bo582bo$7bo574bo11bo576bo9bo578bo7bo580bo$8bo572bo13bo
574bo11bo576bo9bo578bo$9bo570bo15bo572bo13bo574bo11bo576bo$10bo568bo
17bo570bo15bo572bo13bo574bo$11bo566bo19bo568bo17bo570bo15bo572bo$12bo
564bo21bo566bo19bo568bo17bo570bo$13bo562bo23bo564bo21bo566bo19bo568bo$
14bo560bo25bo562bo23bo564bo21bo566bo$15bo558bo27bo560bo25bo562bo23bo
564bo$16bo556bo29bo558bo27bo560bo25bo562bo$17bo554bo31bo556bo29bo558bo
27bo560bo$18bo552bo33bo554bo31bo556bo29bo558bo$19bo550bo35bo552bo33bo
554bo31bo556bo$20bo548bo37bo550bo35bo552bo33bo554bo$21bo546bo39bo548bo
37bo550bo35bo552bo$22bo544bo41bo546bo39bo548bo37bo550bo$23bo542bo43bo
544bo41bo546bo39bo548bo$24bo540bo45bo542bo43bo544bo41bo546bo$25bo538bo
47bo540bo45bo542bo43bo544bo$26bo536bo49bo538bo47bo540bo45bo542bo$27bo
534bo51bo536bo49bo538bo47bo540bo$28bo532bo53bo534bo51bo536bo49bo538bo$
29bo530bo55bo532bo53bo534bo51bo536bo$30bo528bo57bo530bo55bo532bo53bo
534bo$31bo526bo59bo528bo57bo530bo55bo532bo$32bo524bo61bo526bo59bo528bo
57bo530bo$33bo522bo63bo524bo61bo526bo59bo528bo$34bo520bo65bo522bo63bo
524bo61bo526bo$35bo518bo67bo520bo65bo522bo63bo524bo$36bo516bo69bo518bo
67bo520bo65bo522bo$37bo514bo71bo516bo69bo518bo67bo520bo$38bo512bo73bo
514bo71bo516bo69bo518bo$39bo510bo75bo512bo73bo514bo71bo516bo$40bo508bo
77bo510bo75bo512bo73bo514bo$41bo506bo79bo508bo77bo510bo75bo512bo$42bo
504bo81bo506bo79bo508bo77bo510bo$43bo502bo83bo504bo81bo506bo79bo508bo$
44bo500bo85bo502bo83bo504bo81bo506bo$45bo498bo87bo500bo85bo502bo83bo
504bo$46bo496bo89bo498bo87bo500bo85bo502bo$47bo494bo91bo496bo89bo498bo
87bo500bo$48bo492bo93bo494bo91bo496bo89bo498bo$49bo490bo95bo492bo93bo
494bo91bo496bo$50bo488bo97bo490bo95bo492bo93bo494bo$51bo486bo99bo488bo
97bo490bo95bo492bo$52bo484bo101bo486bo99bo488bo97bo490bo$53bo482bo103b
o484bo101bo486bo99bo488bo$54bo480bo105bo482bo103bo484bo101bo486bo$55bo
478bo107bo480bo105bo482bo103bo484bo$56bo476bo109bo478bo107bo480bo105bo
482bo$57bo474bo111bo476bo109bo478bo107bo480bo$58bo472bo113bo474bo111bo
476bo109bo478bo$59bo470bo115bo472bo113bo474bo111bo476bo$60bo468bo117bo
470bo115bo472bo113bo474bo$61bo466bo119bo468bo117bo470bo115bo472bo$62bo
464bo121bo466bo119bo468bo117bo470bo$63bo462bo123bo464bo121bo466bo119bo
468bo$64bo460bo125bo462bo123bo464bo121bo466bo$65bo458bo127bo460bo125bo
462bo123bo464bo$66bo456bo129bo458bo127bo460bo125bo462bo$67bo454bo131bo
456bo129bo458bo127bo460bo$68bo452bo133bo454bo131bo456bo129bo458bo$69bo
450bo135bo452bo133bo454bo131bo456bo$70bo448bo137bo450bo135bo452bo133bo
454bo$71bo446bo139bo448bo137bo450bo135bo452bo$72bo444bo141bo446bo139bo
448bo137bo450bo$73bo442bo143bo444bo141bo446bo139bo448bo$74bo440bo145bo
442bo143bo444bo141bo446bo$75bo438bo147bo440bo145bo442bo143bo444bo$76bo
436bo149bo438bo147bo440bo145bo442bo$77bo434bo151bo436bo149bo438bo147bo
440bo$78bo432bo153bo434bo151bo436bo149bo438bo$79bo430bo155bo432bo153bo
434bo151bo436bo$80bo428bo157bo430bo155bo432bo153bo434bo$81bo426bo159bo
428bo157bo430bo155bo432bo$82bo424bo161bo426bo159bo428bo157bo430bo$83bo
422bo163bo424bo161bo426bo159bo428bo$84bo420bo165bo422bo163bo424bo161bo
426bo$85bo418bo167bo420bo165bo422bo163bo424bo$86bo416bo169bo418bo167bo
420bo165bo422bo$87bo414bo171bo416bo169bo418bo167bo420bo$88bo412bo173bo
414bo171bo416bo169bo418bo$89bo410bo175bo412bo173bo414bo171bo416bo$90bo
408bo177bo410bo175bo412bo173bo414bo$91bo406bo179bo408bo177bo410bo175bo
412bo$92bo404bo181bo406bo179bo408bo177bo410bo$93bo402bo183bo404bo181bo
406bo179bo408bo$94bo400bo185bo402bo183bo404bo181bo406bo$95bo398bo187bo
400bo185bo402bo183bo404bo$96bo396bo189bo398bo187bo400bo185bo402bo$97bo
394bo191bo396bo189bo398bo187bo400bo$98bo392bo193bo394bo191bo396bo189bo
398bo$99bo390bo195bo392bo193bo394bo191bo396bo$100bo388bo197bo390bo195b
o392bo193bo394bo$101bo386bo199bo388bo197bo390bo195bo392bo$102bo384bo
201bo386bo199bo388bo197bo390bo$103bo382bo203bo384bo201bo386bo199bo388b
o$104bo380bo205bo382bo203bo384bo201bo386bo$105bo378bo207bo380bo205bo
382bo203bo384bo$106bo376bo209bo378bo207bo380bo205bo382bo$107bo374bo
211bo376bo209bo378bo207bo380bo$108bo372bo213bo374bo211bo376bo209bo378b
o$109bo370bo215bo372bo213bo374bo211bo376bo$110bo368bo217bo370bo215bo
372bo213bo374bo$111bo366bo219bo368bo217bo370bo215bo372bo$112bo364bo
221bo366bo219bo368bo217bo370bo$113bo362bo223bo364bo221bo366bo219bo368b
o$114bo360bo225bo362bo223bo364bo221bo366bo$115bo358bo227bo360bo225bo
362bo223bo364bo$116bo356bo229bo358bo227bo360bo225bo362bo$117bo354bo
231bo356bo229bo358bo227bo360bo$118bo352bo233bo354bo231bo356bo229bo358b
o$119bo350bo235bo352bo233bo354bo231bo356bo$120bo348bo237bo350bo235bo
352bo233bo354bo$121bo346bo239bo348bo237bo350bo235bo352bo$122bo344bo
241bo346bo239bo348bo237bo350bo$123bo342bo243bo344bo241bo346bo239bo348b
o$124bo340bo245bo342bo243bo344bo241bo346bo$125bo338bo247bo340bo245bo
342bo243bo344bo$126bo336bo249bo338bo247bo340bo245bo342bo$127bo334bo
251bo336bo249bo338bo247bo340bo$128bo332bo253bo334bo251bo336bo249bo338b
o$129bo330bo255bo332bo253bo334bo251bo336bo$130bo328bo257bo330bo255bo
332bo253bo334bo$131bo326bo259bo328bo257bo330bo255bo332bo$132bo324bo
261bo326bo259bo328bo257bo330bo$133bo322bo263bo324bo261bo326bo259bo328b
o$134bo320bo265bo322bo263bo324bo261bo326bo$135bo318bo267bo320bo265bo
322bo263bo324bo$136bo316bo269bo318bo267bo320bo265bo322bo$137bo314bo
271bo316bo269bo318bo267bo320bo$138bo312bo273bo314bo271bo316bo269bo318b
o$139bo310bo275bo312bo273bo314bo271bo316bo$140bo308bo277bo310bo275bo
312bo273bo314bo$141bo306bo279bo308bo277bo310bo275bo312bo$142bo304bo
281bo306bo279bo308bo277bo310bo$143bo302bo283bo304bo281bo306bo279bo308b
o$144bo300bo285bo302bo283bo304bo281bo306bo$145bo298bo287bo300bo285bo
302bo283bo304bo$146bo296bo289bo298bo287bo300bo285bo302bo$147bo294bo
291bo296bo289bo298bo287bo300bo$148bo292bo293bo294bo291bo296bo289bo298b
o$149bo290bo295bo292bo293bo294bo291bo296bo$150bo288bo297bo290bo295bo
292bo293bo294bo$151bo286bo299bo288bo297bo290bo295bo292bo$152bo284bo
301bo286bo299bo288bo297bo290bo$153bo282bo303bo284bo301bo286bo299bo288b
o$154bo280bo305bo282bo303bo284bo301bo286bo$155bo278bo307bo280bo305bo
282bo303bo284bo$156bo276bo309bo278bo307bo280bo305bo282bo$157bo274bo
311bo276bo309bo278bo307bo280bo$158bo272bo313bo274bo311bo276bo309bo278b
o$159bo270bo315bo272bo313bo274bo311bo276bo$160bo268bo317bo270bo315bo
272bo313bo274bo$161bo266bo319bo268bo317bo270bo315bo272bo$162bo264bo
321bo266bo319bo268bo317bo270bo$163bo262bo323bo264bo321bo266bo319bo268b
o$164bo260bo325bo262bo323bo264bo321bo266bo$165bo258bo327bo260bo325bo
262bo323bo264bo$166bo256bo329bo258bo327bo260bo325bo262bo$167bo254bo
331bo256bo329bo258bo327bo260bo$168bo252bo333bo254bo331bo256bo329bo258b
o$169bo250bo335bo252bo333bo254bo331bo256bo$170bo248bo337bo250bo335bo
252bo333bo254bo$171bo246bo339bo248bo337bo250bo335bo252bo$172bo244bo
341bo246bo339bo248bo337bo250bo$173bo242bo343bo244bo341bo246bo339bo248b
o$174bo240bo345bo242bo343bo244bo341bo246bo$175bo238bo347bo240bo345bo
242bo343bo244bo$176bo236bo349bo238bo347bo240bo345bo242bo$177bo234bo
351bo236bo349bo238bo347bo240bo$178bo232bo353bo234bo351bo236bo349bo238b
o$179bo230bo355bo232bo353bo234bo351bo236bo$180bo228bo357bo230bo355bo
232bo353bo234bo$181bo226bo359bo228bo357bo230bo355bo232bo$182bo224bo
361bo226bo359bo228bo357bo230bo$183bo222bo363bo224bo361bo226bo359bo228b
o$184bo220bo365bo222bo363bo224bo361bo226bo$185bo218bo367bo220bo365bo
222bo363bo224bo$186bo216bo369bo218bo367bo220bo365bo222bo$187bo214bo
371bo216bo369bo218bo367bo220bo$188bo212bo373bo214bo371bo216bo369bo218b
o$189bo210bo375bo212bo373bo214bo371bo216bo$190bo208bo377bo210bo375bo
212bo373bo214bo$191bo206bo379bo208bo377bo210bo375bo212bo$192bo204bo
381bo206bo379bo208bo377bo210bo$193bo202bo383bo204bo381bo206bo379bo208b
o$194bo200bo385bo202bo383bo204bo381bo206bo$195bo198bo387bo200bo385bo
202bo383bo204bo$196bo196bo389bo198bo387bo200bo385bo202bo$197bo194bo
391bo196bo389bo198bo387bo200bo$198bo192bo393bo194bo391bo196bo389bo198b
o$199bo190bo395bo192bo393bo194bo391bo196bo$200bo188bo397bo190bo395bo
192bo393bo194bo$201bo186bo399bo188bo397bo190bo395bo192bo$202bo184bo
401bo186bo399bo188bo397bo190bo$203bo182bo403bo184bo401bo186bo399bo188b
o$204bo180bo405bo182bo403bo184bo401bo186bo$205bo178bo407bo180bo405bo
182bo403bo184bo$206bo176bo409bo178bo407bo180bo405bo182bo$207bo174bo
411bo176bo409bo178bo407bo180bo$208bo172bo413bo174bo411bo176bo409bo178b
o$209bo170bo415bo172bo413bo174bo411bo176bo$210bo168bo417bo170bo415bo
172bo413bo174bo$211bo166bo419bo168bo417bo170bo415bo172bo$212bo164bo
421bo166bo419bo168bo417bo170bo$213bo162bo423bo164bo421bo166bo419bo168b
o$214bo160bo425bo162bo423bo164bo421bo166bo$215bo158bo427bo160bo425bo
162bo423bo164bo$216bo156bo429bo158bo427bo160bo425bo162bo$217bo154bo
431bo156bo429bo158bo427bo160bo$218bo152bo433bo154bo431bo156bo429bo158b
o$219bo150bo435bo152bo433bo154bo431bo156bo$220bo148bo437bo150bo435bo
152bo433bo154bo$221bo146bo439bo148bo437bo150bo435bo152bo$222bo144bo
441bo146bo439bo148bo437bo150bo$223bo142bo443bo144bo441bo146bo439bo148b
o$224bo140bo445bo142bo443bo144bo441bo146bo$225bo138bo447bo140bo445bo
142bo443bo144bo$226bo136bo449bo138bo447bo140bo445bo142bo$227bo134bo
451bo136bo449bo138bo447bo140bo$228bo132bo453bo134bo451bo136bo449bo138b
o$229bo130bo455bo132bo453bo134bo451bo136bo$230bo128bo457bo130bo455bo
132bo453bo134bo$231bo126bo459bo128bo457bo130bo455bo132bo$232bo124bo
461bo126bo459bo128bo457bo130bo$233bo122bo463bo124bo461bo126bo459bo128b
o$234bo120bo465bo122bo463bo124bo461bo126bo$235bo118bo467bo120bo465bo
122bo463bo124bo$236bo116bo469bo118bo467bo120bo465bo122bo$237bo114bo
471bo116bo469bo118bo467bo120bo$238bo112bo473bo114bo471bo116bo469bo118b
o$239bo110bo475bo112bo473bo114bo471bo116bo$240bo108bo477bo110bo475bo
112bo473bo114bo$241bo106bo479bo108bo477bo110bo475bo112bo$242bo104bo
481bo106bo479bo108bo477bo110bo$243bo102bo483bo104bo481bo106bo479bo108b
o$244bo100bo485bo102bo483bo104bo481bo106bo$245bo98bo487bo100bo485bo
102bo483bo104bo$246bo96bo489bo98bo487bo100bo485bo102bo$247bo94bo491bo
96bo489bo98bo487bo100bo$248bo92bo493bo94bo491bo96bo489bo98bo$249bo90bo
495bo92bo493bo94bo491bo96bo$250bo88bo497bo90bo495bo92bo493bo94bo$251bo
86bo499bo88bo497bo90bo495bo92bo$252bo84bo501bo86bo499bo88bo497bo90bo$
253bo82bo503bo84bo501bo86bo499bo88bo$254bo80bo505bo82bo503bo84bo501bo
86bo$255bo78bo507bo80bo505bo82bo503bo84bo$256bo76bo509bo78bo507bo80bo
505bo82bo$257bo74bo511bo76bo509bo78bo507bo80bo$258bo72bo513bo74bo511bo
76bo509bo78bo$259bo70bo515bo72bo513bo74bo511bo76bo$260bo68bo517bo70bo
515bo72bo513bo74bo$261bo66bo519bo68bo517bo70bo515bo72bo$262bo64bo521bo
66bo519bo68bo517bo70bo$263bo62bo523bo64bo521bo66bo519bo68bo$264bo60bo
525bo62bo523bo64bo521bo66bo$265bo58bo527bo60bo525bo62bo523bo64bo$266bo
56bo529bo58bo527bo60bo525bo62bo$267bo54bo531bo56bo529bo58bo527bo60bo$
268bo52bo533bo54bo531bo56bo529bo58bo$269bo50bo535bo52bo533bo54bo531bo
56bo$270bo48bo537bo50bo535bo52bo533bo54bo$271bo46bo539bo48bo537bo50bo
535bo52bo$272bo44bo541bo46bo539bo48bo537bo50bo$273bo42bo543bo44bo541bo
46bo539bo48bo$274bo40bo545bo42bo543bo44bo541bo46bo$275bo38bo547bo40bo
545bo42bo543bo44bo$276bo36bo549bo38bo547bo40bo545bo42bo$277bo34bo551bo
36bo549bo38bo547bo40bo$278bo32bo553bo34bo551bo36bo549bo38bo$279bo30bo
555bo32bo553bo34bo551bo36bo$280bo12b2o14bo557bo30bo555bo32bo553bo34bo$
281b6o5b3o13bo559bo12b2o14bo557bo30bo555bo32bo$281bo5bo3bo2bo6b7o561b
6o5b3o13bo559bo12b2o14bo557bo30bo$281bo2bo3bobo3bo6bo5bo561bo5bo3bo2bo
6b7o561b6o5b3o13bo559bo12b2o14bo$281bobo2b16o2bo2bo561bo2bo3bobo3bo6bo
5bo561bo5bo3bo2bo6b7o561b6o5b3o13bo$281bo2bob6o4b6obobobo561bobo2b16o
2bo2bo561bo2bo3bobo3bo6bo5bo561bo5bo3bo2bo6b7o$281bo3bob4o6b4obo4bo
561bo2bob6o4b6obobobo561bobo2b16o2bo2bo561bo2bo3bobo3bo6bo5bo$281b4obo
b2o8b2obob2o2bo561bo3bob4o6b4obo4bo561bo2bob6o4b6obobobo561bobo2b16o2b
o2bo$283b3obo12bob3obo562b4obob2o8b2obob2o2bo561bo3bob4o6b4obo4bo561bo
2bob6o4b6obobobo$283b4obo10bob5o565b3obo12bob3obo562b4obob2o8b2obob2o
2bo561bo3bob4o6b4obo4bo$283b4o2bob6obo2b4o566b4obo10bob5o565b3obo12bob
3obo562b4obob2o8b2obob2o2bo$283b3o4bo6bo4b4o565b4o2bob6obo2b4o566b4obo
10bob5o565b3obo12bob3obo$283b2o4bobo4bobo4b2obo564b3o4bo6bo4b4o565b4o
2bob6obo2b4o566b4obo10bob5o$283bo5bo2bo2bo2bo5bo2bo563b2o4bobo4bobo4b
2obo564b3o4bo6bo4b4o565b4o2bob6obo2b4o$279b5o5bo3b2o3bo5bo2b2o562bo5bo
2bo2bo2bo5bo2bo563b2o4bobo4bobo4b2obo564b3o4bo6bo4b4o$279b2o2bo5bo3b2o
3bo5b5o558b5o5bo3b2o3bo5bo2b2o562bo5bo2bo2bo2bo5bo2bo563b2o4bobo4bobo
4b2obo$280bo2bo5bo2bo2bo2bo5bo562b2o2bo5bo3b2o3bo5b5o558b5o5bo3b2o3bo
5bo2b2o562bo5bo2bo2bo2bo5bo2bo$281bob2o4bobo4bobo4b2o563bo2bo5bo2bo2bo
2bo5bo562b2o2bo5bo3b2o3bo5b5o558b5o5bo3b2o3bo5bo2b2o$282b4o4bo6bo4b3o
564bob2o4bobo4bobo4b2o563bo2bo5bo2bo2bo2bo5bo562b2o2bo5bo3b2o3bo5b5o$
283b4o2bob6obo2b4o565b4o4bo6bo4b3o564bob2o4bobo4bobo4b2o563bo2bo5bo2bo
2bo2bo5bo$282b5obo10bob4o566b4o2bob6obo2b4o565b4o4bo6bo4b3o564bob2o4bo
bo4bobo4b2o$281bob3obo12bob3o565b5obo10bob4o566b4o2bob6obo2b4o565b4o4b
o6bo4b3o$280bo2b2obob2o8b2obob4o562bob3obo12bob3o565b5obo10bob4o566b4o
2bob6obo2b4o$280bo4bob4o6b4obo3bo561bo2b2obob2o8b2obob4o562bob3obo12bo
b3o565b5obo10bob4o$280bobobob6o4b6obo2bo561bo4bob4o6b4obo3bo561bo2b2ob
ob2o8b2obob4o562bob3obo12bob3o$280bo2bo2b16o2bobo561bobobob6o4b6obo2bo
561bo4bob4o6b4obo3bo561bo2b2obob2o8b2obob4o$280bo5bo6bo3bobo3bo2bo561b
o2bo2b16o2bobo561bobobob6o4b6obo2bo561bo4bob4o6b4obo3bo$280b7o6bo2bo3b
o5bo561bo5bo6bo3bobo3bo2bo561bo2bo2b16o2bobo561bobobob6o4b6obo2bo$279b
o13b3o5b6o561b7o6bo2bo3bo5bo561bo5bo6bo3bobo3bo2bo561bo2bo2b16o2bobo$
278bo14b2o12bo559bo13b3o5b6o561b7o6bo2bo3bo5bo561bo5bo6bo3bobo3bo2bo$
277bo30bo557bo14b2o12bo559bo13b3o5b6o561b7o6bo2bo3bo5bo$276bo32bo555bo
30bo557bo14b2o12bo559bo13b3o5b6o$275bo34bo553bo32bo555bo30bo557bo14b2o
12bo$274bo36bo551bo34bo553bo32bo555bo30bo$273bo38bo549bo36bo551bo34bo
553bo32bo$272bo40bo547bo38bo549bo36bo551bo34bo$271bo42bo545bo40bo547bo
38bo549bo36bo$270bo44bo543bo42bo545bo40bo547bo38bo$269bo46bo541bo44bo
543bo42bo545bo40bo$268bo48bo539bo46bo541bo44bo543bo42bo$267bo50bo537bo
48bo539bo46bo541bo44bo$266bo52bo535bo50bo537bo48bo539bo46bo$265bo54bo
533bo52bo535bo50bo537bo48bo$264bo56bo531bo54bo533bo52bo535bo50bo$263bo
58bo529bo56bo531bo54bo533bo52bo$262bo60bo527bo58bo529bo56bo531bo54bo$
261bo62bo525bo60bo527bo58bo529bo56bo$260bo64bo523bo62bo525bo60bo527bo
58bo$259bo66bo521bo64bo523bo62bo525bo60bo$258bo68bo519bo66bo521bo64bo
523bo62bo$257bo70bo517bo68bo519bo66bo521bo64bo$256bo72bo515bo70bo517bo
68bo519bo66bo$255bo74bo513bo72bo515bo70bo517bo68bo$254bo76bo511bo74bo
513bo72bo515bo70bo$253bo78bo509bo76bo511bo74bo513bo72bo$252bo80bo507bo
78bo509bo76bo511bo74bo$251bo82bo505bo80bo507bo78bo509bo76bo$250bo84bo
503bo82bo505bo80bo507bo78bo$249bo86bo501bo84bo503bo82bo505bo80bo$248bo
88bo499bo86bo501bo84bo503bo82bo$247bo90bo497bo88bo499bo86bo501bo84bo$
246bo92bo495bo90bo497bo88bo499bo86bo$245bo94bo493bo92bo495bo90bo497bo
88bo$244bo96bo491bo94bo493bo92bo495bo90bo$243bo98bo489bo96bo491bo94bo
493bo92bo$242bo100bo487bo98bo489bo96bo491bo94bo$241bo102bo485bo100bo
487bo98bo489bo96bo$240bo104bo483bo102bo485bo100bo487bo98bo$239bo106bo
481bo104bo483bo102bo485bo100bo$238bo108bo479bo106bo481bo104bo483bo102b
o$237bo110bo477bo108bo479bo106bo481bo104bo$236bo112bo475bo110bo477bo
108bo479bo106bo$235bo114bo473bo112bo475bo110bo477bo108bo$234bo116bo
471bo114bo473bo112bo475bo110bo$233bo118bo469bo116bo471bo114bo473bo112b
o$232bo120bo467bo118bo469bo116bo471bo114bo$231bo122bo465bo120bo467bo
118bo469bo116bo$230bo124bo463bo122bo465bo120bo467bo118bo$229bo126bo
461bo124bo463bo122bo465bo120bo$228bo128bo459bo126bo461bo124bo463bo122b
o$227bo130bo457bo128bo459bo126bo461bo124bo$226bo132bo455bo130bo457bo
128bo459bo126bo$225bo134bo453bo132bo455bo130bo457bo128bo$224bo136bo
451bo134bo453bo132bo455bo130bo$223bo138bo449bo136bo451bo134bo453bo132b
o$222bo140bo447bo138bo449bo136bo451bo134bo$221bo142bo445bo140bo447bo
138bo449bo136bo$220bo144bo443bo142bo445bo140bo447bo138bo$219bo146bo
441bo144bo443bo142bo445bo140bo$218bo148bo439bo146bo441bo144bo443bo142b
o$217bo150bo437bo148bo439bo146bo441bo144bo$216bo152bo435bo150bo437bo
148bo439bo146bo$215bo154bo433bo152bo435bo150bo437bo148bo$214bo156bo
431bo154bo433bo152bo435bo150bo$213bo158bo429bo156bo431bo154bo433bo152b
o$212bo160bo427bo158bo429bo156bo431bo154bo$211bo162bo425bo160bo427bo
158bo429bo156bo$210bo164bo423bo162bo425bo160bo427bo158bo$209bo166bo
421bo164bo423bo162bo425bo160bo$208bo168bo419bo166bo421bo164bo423bo162b
o$207bo170bo417bo168bo419bo166bo421bo164bo$206bo172bo415bo170bo417bo
168bo419bo166bo$205bo174bo413bo172bo415bo170bo417bo168bo$204bo176bo
411bo174bo413bo172bo415bo170bo$203bo178bo409bo176bo411bo174bo413bo172b
o$202bo180bo407bo178bo409bo176bo411bo174bo$201bo182bo405bo180bo407bo
178bo409bo176bo$200bo184bo403bo182bo405bo180bo407bo178bo$199bo186bo
401bo184bo403bo182bo405bo180bo$198bo188bo399bo186bo401bo184bo403bo182b
o$197bo190bo397bo188bo399bo186bo401bo184bo$196bo192bo395bo190bo397bo
188bo399bo186bo$195bo194bo393bo192bo395bo190bo397bo188bo$194bo196bo
391bo194bo393bo192bo395bo190bo$193bo198bo389bo196bo391bo194bo393bo192b
o$192bo200bo387bo198bo389bo196bo391bo194bo$191bo202bo385bo200bo387bo
198bo389bo196bo$190bo204bo383bo202bo385bo200bo387bo198bo$189bo206bo
381bo204bo383bo202bo385bo200bo$188bo208bo379bo206bo381bo204bo383bo202b
o$187bo210bo377bo208bo379bo206bo381bo204bo$186bo212bo375bo210bo377bo
208bo379bo206bo$185bo214bo373bo212bo375bo210bo377bo208bo$184bo216bo
371bo214bo373bo212bo375bo210bo$183bo218bo369bo216bo371bo214bo373bo212b
o$182bo220bo367bo218bo369bo216bo371bo214bo$181bo222bo365bo220bo367bo
218bo369bo216bo$180bo224bo363bo222bo365bo220bo367bo218bo$179bo226bo
361bo224bo363bo222bo365bo220bo$178bo228bo359bo226bo361bo224bo363bo222b
o$177bo230bo357bo228bo359bo226bo361bo224bo$176bo232bo355bo230bo357bo
228bo359bo226bo$175bo234bo353bo232bo355bo230bo357bo228bo$174bo236bo
351bo234bo353bo232bo355bo230bo$173bo238bo349bo236bo351bo234bo353bo232b
o$172bo240bo347bo238bo349bo236bo351bo234bo$171bo242bo345bo240bo347bo
238bo349bo236bo$170bo244bo343bo242bo345bo240bo347bo238bo$169bo246bo
341bo244bo343bo242bo345bo240bo$168bo248bo339bo246bo341bo244bo343bo242b
o$167bo250bo337bo248bo339bo246bo341bo244bo$166bo252bo335bo250bo337bo
248bo339bo246bo$165bo254bo333bo252bo335bo250bo337bo248bo$164bo256bo
331bo254bo333bo252bo335bo250bo$163bo258bo329bo256bo331bo254bo333bo252b
o$162bo260bo327bo258bo329bo256bo331bo254bo$161bo262bo325bo260bo327bo
258bo329bo256bo$160bo264bo323bo262bo325bo260bo327bo258bo$159bo266bo
321bo264bo323bo262bo325bo260bo$158bo268bo319bo266bo321bo264bo323bo262b
o$157bo270bo317bo268bo319bo266bo321bo264bo$156bo272bo315bo270bo317bo
268bo319bo266bo$155bo274bo313bo272bo315bo270bo317bo268bo$154bo276bo
311bo274bo313bo272bo315bo270bo$153bo278bo309bo276bo311bo274bo313bo272b
o$152bo280bo307bo278bo309bo276bo311bo274bo$151bo282bo305bo280bo307bo
278bo309bo276bo$150bo284bo303bo282bo305bo280bo307bo278bo$149bo286bo
301bo284bo303bo282bo305bo280bo$148bo288bo299bo286bo301bo284bo303bo282b
o$147bo290bo297bo288bo299bo286bo301bo284bo$146bo292bo295bo290bo297bo
288bo299bo286bo$145bo294bo293bo292bo295bo290bo297bo288bo$144bo296bo
291bo294bo293bo292bo295bo290bo$143bo298bo289bo296bo291bo294bo293bo292b
o$142bo300bo287bo298bo289bo296bo291bo294bo$141bo302bo285bo300bo287bo
298bo289bo296bo$140bo304bo283bo302bo285bo300bo287bo298bo$139bo306bo
281bo304bo283bo302bo285bo300bo$138bo308bo279bo306bo281bo304bo283bo302b
o$137bo310bo277bo308bo279bo306bo281bo304bo$136bo312bo275bo310bo277bo
308bo279bo306bo$135bo314bo273bo312bo275bo310bo277bo308bo$134bo316bo
271bo314bo273bo312bo275bo310bo$133bo318bo269bo316bo271bo314bo273bo312b
o$132bo320bo267bo318bo269bo316bo271bo314bo$131bo322bo265bo320bo267bo
318bo269bo316bo$130bo324bo263bo322bo265bo320bo267bo318bo$129bo326bo
261bo324bo263bo322bo265bo320bo$128bo328bo259bo326bo261bo324bo263bo322b
o$127bo330bo257bo328bo259bo326bo261bo324bo$126bo332bo255bo330bo257bo
328bo259bo326bo$125bo334bo253bo332bo255bo330bo257bo328bo$124bo336bo
251bo334bo253bo332bo255bo330bo$123bo338bo249bo336bo251bo334bo253bo332b
o$122bo340bo247bo338bo249bo336bo251bo334bo$121bo342bo245bo340bo247bo
338bo249bo336bo$120bo344bo243bo342bo245bo340bo247bo338bo$119bo346bo
241bo344bo243bo342bo245bo340bo$118bo348bo239bo346bo241bo344bo243bo342b
o$117bo350bo237bo348bo239bo346bo241bo344bo$116bo352bo235bo350bo237bo
348bo239bo346bo$115bo354bo233bo352bo235bo350bo237bo348bo$114bo356bo
231bo354bo233bo352bo235bo350bo$113bo358bo229bo356bo231bo354bo233bo352b
o$112bo360bo227bo358bo229bo356bo231bo354bo$111bo362bo225bo360bo227bo
358bo229bo356bo$110bo364bo223bo362bo225bo360bo227bo358bo$109bo366bo
221bo364bo223bo362bo225bo360bo$108bo368bo219bo366bo221bo364bo223bo362b
o$107bo370bo217bo368bo219bo366bo221bo364bo$106bo372bo215bo370bo217bo
368bo219bo366bo$105bo374bo213bo372bo215bo370bo217bo368bo$104bo376bo
211bo374bo213bo372bo215bo370bo$103bo378bo209bo376bo211bo374bo213bo372b
o$102bo380bo207bo378bo209bo376bo211bo374bo$101bo382bo205bo380bo207bo
378bo209bo376bo$100bo384bo203bo382bo205bo380bo207bo378bo$99bo386bo201b
o384bo203bo382bo205bo380bo$98bo388bo199bo386bo201bo384bo203bo382bo$97b
o390bo197bo388bo199bo386bo201bo384bo$96bo392bo195bo390bo197bo388bo199b
o386bo$95bo394bo193bo392bo195bo390bo197bo388bo$94bo396bo191bo394bo193b
o392bo195bo390bo$93bo398bo189bo396bo191bo394bo193bo392bo$92bo400bo187b
o398bo189bo396bo191bo394bo$91bo402bo185bo400bo187bo398bo189bo396bo$90b
o404bo183bo402bo185bo400bo187bo398bo$89bo406bo181bo404bo183bo402bo185b
o400bo$88bo408bo179bo406bo181bo404bo183bo402bo$87bo410bo177bo408bo179b
o406bo181bo404bo$86bo412bo175bo410bo177bo408bo179bo406bo$85bo414bo173b
o412bo175bo410bo177bo408bo$84bo416bo171bo414bo173bo412bo175bo410bo$83b
o418bo169bo416bo171bo414bo173bo412bo$82bo420bo167bo418bo169bo416bo171b
o414bo$81bo422bo165bo420bo167bo418bo169bo416bo$80bo424bo163bo422bo165b
o420bo167bo418bo$79bo426bo161bo424bo163bo422bo165bo420bo$78bo428bo159b
o426bo161bo424bo163bo422bo$77bo430bo157bo428bo159bo426bo161bo424bo$76b
o432bo155bo430bo157bo428bo159bo426bo$75bo434bo153bo432bo155bo430bo157b
o428bo$74bo436bo151bo434bo153bo432bo155bo430bo$73bo438bo149bo436bo151b
o434bo153bo432bo$72bo440bo147bo438bo149bo436bo151bo434bo$71bo442bo145b
o440bo147bo438bo149bo436bo$70bo444bo143bo442bo145bo440bo147bo438bo$69b
o446bo141bo444bo143bo442bo145bo440bo$68bo448bo139bo446bo141bo444bo143b
o442bo$67bo450bo137bo448bo139bo446bo141bo444bo$66bo452bo135bo450bo137b
o448bo139bo446bo$65bo454bo133bo452bo135bo450bo137bo448bo$64bo456bo131b
o454bo133bo452bo135bo450bo$63bo458bo129bo456bo131bo454bo133bo452bo$62b
o460bo127bo458bo129bo456bo131bo454bo$61bo462bo125bo460bo127bo458bo129b
o456bo$60bo464bo123bo462bo125bo460bo127bo458bo$59bo466bo121bo464bo123b
o462bo125bo460bo$58bo468bo119bo466bo121bo464bo123bo462bo$57bo470bo117b
o468bo119bo466bo121bo464bo$56bo472bo115bo470bo117bo468bo119bo466bo$55b
o474bo113bo472bo115bo470bo117bo468bo$54bo476bo111bo474bo113bo472bo115b
o470bo$53bo478bo109bo476bo111bo474bo113bo472bo$52bo480bo107bo478bo109b
o476bo111bo474bo$51bo482bo105bo480bo107bo478bo109bo476bo$50bo484bo103b
o482bo105bo480bo107bo478bo$49bo486bo101bo484bo103bo482bo105bo480bo$48b
o488bo99bo486bo101bo484bo103bo482bo$47bo490bo97bo488bo99bo486bo101bo
484bo$46bo492bo95bo490bo97bo488bo99bo486bo$45bo494bo93bo492bo95bo490bo
97bo488bo$44bo496bo91bo494bo93bo492bo95bo490bo$43bo498bo89bo496bo91bo
494bo93bo492bo$42bo500bo87bo498bo89bo496bo91bo494bo$41bo502bo85bo500bo
87bo498bo89bo496bo$40bo504bo83bo502bo85bo500bo87bo498bo$39bo506bo81bo
504bo83bo502bo85bo500bo$38bo508bo79bo506bo81bo504bo83bo502bo$37bo510bo
77bo508bo79bo506bo81bo504bo$36bo512bo75bo510bo77bo508bo79bo506bo$35bo
514bo73bo512bo75bo510bo77bo508bo$34bo516bo71bo514bo73bo512bo75bo510bo$
33bo518bo69bo516bo71bo514bo73bo512bo$32bo520bo67bo518bo69bo516bo71bo
514bo$31bo522bo65bo520bo67bo518bo69bo516bo$30bo524bo63bo522bo65bo520bo
67bo518bo$29bo526bo61bo524bo63bo522bo65bo520bo$28bo528bo59bo526bo61bo
524bo63bo522bo$27bo530bo57bo528bo59bo526bo61bo524bo$26bo532bo55bo530bo
57bo528bo59bo526bo$25bo534bo53bo532bo55bo530bo57bo528bo$24bo536bo51bo
534bo53bo532bo55bo530bo$23bo538bo49bo536bo51bo534bo53bo532bo$22bo540bo
47bo538bo49bo536bo51bo534bo$21bo542bo45bo540bo47bo538bo49bo536bo$20bo
544bo43bo542bo45bo540bo47bo538bo$19bo546bo41bo544bo43bo542bo45bo540bo$
18bo548bo39bo546bo41bo544bo43bo542bo$17bo550bo37bo548bo39bo546bo41bo
544bo$16bo552bo35bo550bo37bo548bo39bo546bo$15bo554bo33bo552bo35bo550bo
37bo548bo$14bo556bo31bo554bo33bo552bo35bo550bo$13bo558bo29bo556bo31bo
554bo33bo552bo$12bo560bo27bo558bo29bo556bo31bo554bo$11bo562bo25bo560bo
27bo558bo29bo556bo$10bo564bo23bo562bo25bo560bo27bo558bo$9bo566bo21bo
564bo23bo562bo25bo560bo$8bo568bo19bo566bo21bo564bo23bo562bo$7bo570bo
17bo568bo19bo566bo21bo564bo$6bo572bo15bo570bo17bo568bo19bo566bo$5bo
574bo13bo572bo15bo570bo17bo568bo$4bo576bo11bo574bo13bo572bo15bo570bo$
3bo578bo9bo576bo11bo574bo13bo572bo$2bo580bo7bo578bo9bo576bo11bo574bo$b
o582bo5bo580bo7bo578bo9bo576bo$o584bo3bo582bo5bo580bo7bo578bo$586bobo
584bo3bo582bo5bo580bo$1174bobo584bo3bo582bo$1762bobo584bo$2350bo!
Code: Select all
x = 1764, y = 590, rule = B3/S12456
1762bo$1174bobo584bo$586bobo584bo3bo582bo$o584bo3bo582bo5bo580bo$bo
582bo5bo580bo7bo578bo$2bo580bo7bo578bo9bo576bo$3bo578bo9bo576bo11bo
574bo$4bo576bo11bo574bo13bo572bo$5bo574bo13bo572bo15bo570bo$6bo572bo
15bo570bo17bo568bo$7bo570bo17bo568bo19bo566bo$8bo568bo19bo566bo21bo
564bo$9bo566bo21bo564bo23bo562bo$10bo564bo23bo562bo25bo560bo$11bo562bo
25bo560bo27bo558bo$12bo560bo27bo558bo29bo556bo$13bo558bo29bo556bo31bo
554bo$14bo556bo31bo554bo33bo552bo$15bo554bo33bo552bo35bo550bo$16bo552b
o35bo550bo37bo548bo$17bo550bo37bo548bo39bo546bo$18bo548bo39bo546bo41bo
544bo$19bo546bo41bo544bo43bo542bo$20bo544bo43bo542bo45bo540bo$21bo542b
o45bo540bo47bo538bo$22bo540bo47bo538bo49bo536bo$23bo538bo49bo536bo51bo
534bo$24bo536bo51bo534bo53bo532bo$25bo534bo53bo532bo55bo530bo$26bo532b
o55bo530bo57bo528bo$27bo530bo57bo528bo59bo526bo$28bo528bo59bo526bo61bo
524bo$29bo526bo61bo524bo63bo522bo$30bo524bo63bo522bo65bo520bo$31bo522b
o65bo520bo67bo518bo$32bo520bo67bo518bo69bo516bo$33bo518bo69bo516bo71bo
514bo$34bo516bo71bo514bo73bo512bo$35bo514bo73bo512bo75bo510bo$36bo512b
o75bo510bo77bo508bo$37bo510bo77bo508bo79bo506bo$38bo508bo79bo506bo81bo
504bo$39bo506bo81bo504bo83bo502bo$40bo504bo83bo502bo85bo500bo$41bo502b
o85bo500bo87bo498bo$42bo500bo87bo498bo89bo496bo$43bo498bo89bo496bo91bo
494bo$44bo496bo91bo494bo93bo492bo$45bo494bo93bo492bo95bo490bo$46bo492b
o95bo490bo97bo488bo$47bo490bo97bo488bo99bo486bo$48bo488bo99bo486bo101b
o484bo$49bo486bo101bo484bo103bo482bo$50bo484bo103bo482bo105bo480bo$51b
o482bo105bo480bo107bo478bo$52bo480bo107bo478bo109bo476bo$53bo478bo109b
o476bo111bo474bo$54bo476bo111bo474bo113bo472bo$55bo474bo113bo472bo115b
o470bo$56bo472bo115bo470bo117bo468bo$57bo470bo117bo468bo119bo466bo$58b
o468bo119bo466bo121bo464bo$59bo466bo121bo464bo123bo462bo$60bo464bo123b
o462bo125bo460bo$61bo462bo125bo460bo127bo458bo$62bo460bo127bo458bo129b
o456bo$63bo458bo129bo456bo131bo454bo$64bo456bo131bo454bo133bo452bo$65b
o454bo133bo452bo135bo450bo$66bo452bo135bo450bo137bo448bo$67bo450bo137b
o448bo139bo446bo$68bo448bo139bo446bo141bo444bo$69bo446bo141bo444bo143b
o442bo$70bo444bo143bo442bo145bo440bo$71bo442bo145bo440bo147bo438bo$72b
o440bo147bo438bo149bo436bo$73bo438bo149bo436bo151bo434bo$74bo436bo151b
o434bo153bo432bo$75bo434bo153bo432bo155bo430bo$76bo432bo155bo430bo157b
o428bo$77bo430bo157bo428bo159bo426bo$78bo428bo159bo426bo161bo424bo$79b
o426bo161bo424bo163bo422bo$80bo424bo163bo422bo165bo420bo$81bo422bo165b
o420bo167bo418bo$82bo420bo167bo418bo169bo416bo$83bo418bo169bo416bo171b
o414bo$84bo416bo171bo414bo173bo412bo$85bo414bo173bo412bo175bo410bo$86b
o412bo175bo410bo177bo408bo$87bo410bo177bo408bo179bo406bo$88bo408bo179b
o406bo181bo404bo$89bo406bo181bo404bo183bo402bo$90bo404bo183bo402bo185b
o400bo$91bo402bo185bo400bo187bo398bo$92bo400bo187bo398bo189bo396bo$93b
o398bo189bo396bo191bo394bo$94bo396bo191bo394bo193bo392bo$95bo394bo193b
o392bo195bo390bo$96bo392bo195bo390bo197bo388bo$97bo390bo197bo388bo199b
o386bo$98bo388bo199bo386bo201bo384bo$99bo386bo201bo384bo203bo382bo$
100bo384bo203bo382bo205bo380bo$101bo382bo205bo380bo207bo378bo$102bo
380bo207bo378bo209bo376bo$103bo378bo209bo376bo211bo374bo$104bo376bo
211bo374bo213bo372bo$105bo374bo213bo372bo215bo370bo$106bo372bo215bo
370bo217bo368bo$107bo370bo217bo368bo219bo366bo$108bo368bo219bo366bo
221bo364bo$109bo366bo221bo364bo223bo362bo$110bo364bo223bo362bo225bo
360bo$111bo362bo225bo360bo227bo358bo$112bo360bo227bo358bo229bo356bo$
113bo358bo229bo356bo231bo354bo$114bo356bo231bo354bo233bo352bo$115bo
354bo233bo352bo235bo350bo$116bo352bo235bo350bo237bo348bo$117bo350bo
237bo348bo239bo346bo$118bo348bo239bo346bo241bo344bo$119bo346bo241bo
344bo243bo342bo$120bo344bo243bo342bo245bo340bo$121bo342bo245bo340bo
247bo338bo$122bo340bo247bo338bo249bo336bo$123bo338bo249bo336bo251bo
334bo$124bo336bo251bo334bo253bo332bo$125bo334bo253bo332bo255bo330bo$
126bo332bo255bo330bo257bo328bo$127bo330bo257bo328bo259bo326bo$128bo
328bo259bo326bo261bo324bo$129bo326bo261bo324bo263bo322bo$130bo324bo
263bo322bo265bo320bo$131bo322bo265bo320bo267bo318bo$132bo320bo267bo
318bo269bo316bo$133bo318bo269bo316bo271bo314bo$134bo316bo271bo314bo
273bo312bo$135bo314bo273bo312bo275bo310bo$136bo312bo275bo310bo277bo
308bo$137bo310bo277bo308bo279bo306bo$138bo308bo279bo306bo281bo304bo$
139bo306bo281bo304bo283bo302bo$140bo304bo283bo302bo285bo300bo$141bo
302bo285bo300bo287bo298bo$142bo300bo287bo298bo289bo296bo$143bo298bo
289bo296bo291bo294bo$144bo296bo291bo294bo293bo292bo$145bo294bo293bo
292bo295bo290bo$146bo292bo295bo290bo297bo288bo$147bo290bo297bo288bo
299bo286bo$148bo288bo299bo286bo301bo284bo$149bo286bo301bo284bo303bo
282bo$150bo284bo303bo282bo305bo280bo$151bo282bo305bo280bo307bo278bo$
152bo280bo307bo278bo309bo276bo$153bo278bo309bo276bo311bo274bo$154bo
276bo311bo274bo313bo272bo$155bo274bo313bo272bo315bo270bo$156bo272bo
315bo270bo317bo268bo$157bo270bo317bo268bo319bo266bo$158bo268bo319bo
266bo321bo264bo$159bo266bo321bo264bo323bo262bo$160bo264bo323bo262bo
325bo260bo$161bo262bo325bo260bo327bo258bo$162bo260bo327bo258bo329bo
256bo$163bo258bo329bo256bo331bo254bo$164bo256bo331bo254bo333bo252bo$
165bo254bo333bo252bo335bo250bo$166bo252bo335bo250bo337bo248bo$167bo
250bo337bo248bo339bo246bo$168bo248bo339bo246bo341bo244bo$169bo246bo
341bo244bo343bo242bo$170bo244bo343bo242bo345bo240bo$171bo242bo345bo
240bo347bo238bo$172bo240bo347bo238bo349bo236bo$173bo238bo349bo236bo
351bo234bo$174bo236bo351bo234bo353bo232bo$175bo234bo353bo232bo355bo
230bo$176bo232bo355bo230bo357bo228bo$177bo230bo357bo228bo359bo226bo$
178bo228bo359bo226bo361bo224bo$179bo226bo361bo224bo363bo222bo$180bo
224bo363bo222bo365bo220bo$181bo222bo365bo220bo367bo218bo$182bo220bo
367bo218bo369bo216bo$183bo218bo369bo216bo371bo214bo$184bo216bo371bo
214bo373bo212bo$185bo214bo373bo212bo375bo210bo$186bo212bo375bo210bo
377bo208bo$187bo210bo377bo208bo379bo206bo$188bo208bo379bo206bo381bo
204bo$189bo206bo381bo204bo383bo202bo$190bo204bo383bo202bo385bo200bo$
191bo202bo385bo200bo387bo198bo$192bo200bo387bo198bo389bo196bo$193bo
198bo389bo196bo391bo194bo$194bo196bo391bo194bo393bo192bo$195bo194bo
393bo192bo395bo190bo$196bo192bo395bo190bo397bo188bo$197bo190bo397bo
188bo399bo186bo$198bo188bo399bo186bo401bo184bo$199bo186bo401bo184bo
403bo182bo$200bo184bo403bo182bo405bo180bo$201bo182bo405bo180bo407bo
178bo$202bo180bo407bo178bo409bo176bo$203bo178bo409bo176bo411bo174bo$
204bo176bo411bo174bo413bo172bo$205bo174bo413bo172bo415bo170bo$206bo
172bo415bo170bo417bo168bo$207bo170bo417bo168bo419bo166bo$208bo168bo
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o!Then I believe you make the same circle, but with the opposite chirality, if clockwise here, just make it counterclockwise in the other circle. Then when you do that, you can write a tape of one, and the other would be used for the quantum calculation. I read that having two things, you can make a turing tape, as well as a quantum turing tape, and a type of inquisitor, prover, where one is used for the calculation. By the way, the reason why I drew a line in the second pattern, is that it makes two voids, and it makes a closed string for the 3 X pattern in the random flicker. However, making a long row with a long horizontal line at all the flags in the row of X's, you'd have a long line. What you're doing I'm guessing at this point is controlling what happens to those strings in the random flicker, that they would make a controllable configuration to do something, and the osgood curve with the circle idea may be something, ie having X's in columns and rows and diagonals like the osgood curve, with horizontal lines at the flags, of horizontal rows, and vertical flags at the vertical rows. Not sure yet about the diagonal X's.
And the tape is the strings that form in the random flicker, and it may also be the configuration of the oscillator at each X. The configuration in a row of X's tends to tilt all the oscillators almost flat, in just a single row with nothing else ie zoom in on the oscillator and you can see how it changes. With just a single X, it's more rounded and symetrical. When you start adding things, it changes the shape of the oscillator. Adding horizontal or vetical lines at the flags, adds voids which also forms an actual dark string in the flicker and that actually may be the turing tape and each X, is an independent prover, that requires an inquistor with no signals being shared with the provers (the anti-Circle would be the inquisitor for each X, each X would have its own inquisitor for the prover in the Circle X's). The circle coming from the way you make the osgood curve to warp a half square of the osgood into a complete circle with the center removed.
Last edited by ntdsc on July 3rd, 2018, 6:09 pm, edited 1 time in total.
Re: Quantum Computer
Bottom line, I believe the clockwise and counterclockwise X's in the original post can be arranged to be a hyperplane cutting through the 5th dimension. The previous post shows how a row of clockwise under a row of counterclockwise, in the pattern upload in the previous post, the two rows start to separate from left to right, at the left-most "node". If you have left-right, up-down and diagonal from that node, I believe you can make it like the tiling like here: http://www.wolframscience.com/nks/notes ... e-tilings/
It's the separation like in the previous post, you try to make a -box with two diagonals- from the clockwise and counterclockwise, it can't be done, but instead makes pentagons and hexagons and triangles, and the triangles I believe would form the ratio so that it is in the fifth dimension. Locally, it's two dimensions. In chapter 9 in Wolfram, he mentions replicating our regular space from a network of "nodes". If you read that chapter, the fifth dimension is highly curved from his perspective, and the two dimension not curved, or linear. When making the torus wrap of just the single X shape in the orginal post (a type of highly curve ultimately), the reproducible pattern in the random flicker was a horseshoe shape as drawn. But using the layout here where it's a fifth dimension globally, you don't have to torus wrap. And I believe the horseshoe shape may be more stable and do something. In the end, at the center, there should be a crazy gyration in the oscillation, and then it breaks up in a stable matter however, and a row of teeth organize a smaller ball that shoots down between the row of teeth. i.e. in the previous post a horizontal line of oscillation occurs but making the layout like in the wolfram pattern of a box with 2 diagonals, that really can't be made like that in the layout but instead pentagons and hexagons and triangles, instead of a line of oscillation, there the central oscillator that gyrates, fragments, and then shoots down between the row of teeth, and as well in the random flicker a horseshoe shape that does something ie moves around and shares bits. I read somewhere that a quantum instability that is somehow stable is being investigated as something that obviously can be used for computing, but the point of the instability is that the gyration means that what is usually always a predictible repeating pattern ultimately is no longer repeatable in a classical sense ie it wouldn't repeat unless viewed from the quantum lens.
It's the separation like in the previous post, you try to make a -box with two diagonals- from the clockwise and counterclockwise, it can't be done, but instead makes pentagons and hexagons and triangles, and the triangles I believe would form the ratio so that it is in the fifth dimension. Locally, it's two dimensions. In chapter 9 in Wolfram, he mentions replicating our regular space from a network of "nodes". If you read that chapter, the fifth dimension is highly curved from his perspective, and the two dimension not curved, or linear. When making the torus wrap of just the single X shape in the orginal post (a type of highly curve ultimately), the reproducible pattern in the random flicker was a horseshoe shape as drawn. But using the layout here where it's a fifth dimension globally, you don't have to torus wrap. And I believe the horseshoe shape may be more stable and do something. In the end, at the center, there should be a crazy gyration in the oscillation, and then it breaks up in a stable matter however, and a row of teeth organize a smaller ball that shoots down between the row of teeth. i.e. in the previous post a horizontal line of oscillation occurs but making the layout like in the wolfram pattern of a box with 2 diagonals, that really can't be made like that in the layout but instead pentagons and hexagons and triangles, instead of a line of oscillation, there the central oscillator that gyrates, fragments, and then shoots down between the row of teeth, and as well in the random flicker a horseshoe shape that does something ie moves around and shares bits. I read somewhere that a quantum instability that is somehow stable is being investigated as something that obviously can be used for computing, but the point of the instability is that the gyration means that what is usually always a predictible repeating pattern ultimately is no longer repeatable in a classical sense ie it wouldn't repeat unless viewed from the quantum lens.
Re: Quantum Computer
- cylinder.png (29.14 KiB) Viewed 15475 times
Since a square lattice like on graph paper, and this automata is like the usual square lattice, looking at a set of nine cells in a larger square, the diagonal length is 3 cells, and the two edges of the nine cell square are also 3, but the ruler-measured length of the diagonal is longer, and usually an irrational number, and it's a violation in true space of the hypotenuse, just a product of graph paper square lattices.. Since the diagonal length is longer than the cell count length, on screen, and in particular during a lossy video or a cheap screen like an arduino that has cells turn on slower, actual diagonal motion is faster, so anything observed on a graph paper lattice that involves diagonal motion, must travel faster even though all cells update at the same speed.
To combat that, to make the vertical or horizontal increase their speed to match diagonal motion speed, you can cylinder wrap, to make faster update in vertical, like in the picture, or torus wrap, to make vertical and horizontal motion match the diagonal. If you have a torus wrap, with the vertical and horizontal motion matching the diagonal naturally "fast" speed, there is no preferred fast direction and you're left with fixed points or single bright spots on the screen. If you have a cylinder wrap, then what's normally in this automata in a lossy video view, of very small circular rotations, you'll have a very large area of rotation, since if a large object is moving in an off-square facing large -diamond- shape within the flicker, since the vertical speed is matched with the diagonal, the pixels can move around in the diamond shape and move down in the vacant spot in the large diamond, so a large area of continuous pixels can rotate. If you switch between cylinder and torus, the fixed bright points would get mixed in with the larger rotations, so that could be the hidden variables (the fixed bright points) in training a neural net. You can see how in the picture there would be (in looking at the previous post and playing the pattern), a single line oscillator appears between the two rows that look like a narrow triangle on its side. But since it occurs in the "middle" of the two rows, look at the edges of the cylinder wrap, since this is a mirror image clock and counter, the far right side of the cylinder is a new edge of a "flipped" triangle facing the other way, so there should be half a line oscillator on the top edge of the cylinder and the bottom edge another half line oscillator. I'm working on it, but there might be some way to arrange these X's so that when cylinder and torus wrapping, you get a central gyrating and then collapse of a central symmetric oscillator like at the center of an X, but as it gyrates, it gets sent along a curved path of a line oscillator (the curve being seen in a lossy video since the oscillator would attain a mirror), so the point is you're trying to get something like a gyrating oscilloscope oscillator that is unpredictable, but here in the automata, a smaller ball inside the oscillator survives and moves down between the row of teeth inside a line oscillator. And it's because the natural fast diagonal speed is being matched by a vertical or a vertical and horizontal "faster" motion to match by wrapping. If something can jump to the other side of the screen, then on average, they would match the speed of the faster diagonal that occurs in square lattices like any automata in Golly that is the normal kind.
Edit: It was the small central circular shaped repeating oscillator and the naturally occuring diagonal "fast" speed (in a square lattice the hypotenuse is longer than the two edges of a cell, so something moving on screen diagonally must travel faster), that caused small circular rotations EVERYWHERE in the lossy video made. Without the oscillator, the diagonal wouldn't make a continuous area to loop in a circle (with the cylinder wrap, the vertical speed matches the fast diagonal speed, so in a diamond shaped circular pattern of pixels, pixels can move straight down in the central hole of that diamond, to FILL it making a continous shape and a circular rotation. So, here in this automata, you could play it as is, as it has a central oscillator at the center of each X, so you could add or remove lit cells randomly, and then there is no APPARANT oscillation, but due to the faster vertical update as described in a cylinder wrap, there would be larger continuous circular rotations in a video, which is periodic, and then switching between the fixed point and circular, it could ferret out hidden oscillations. That's one way. Another way would be to make a nonsymmetric placement of the X's that when the X's collide in a larger super pattern, the central oscillator apparantly disintigrates, but you can recover some of it by doing that switching of torus and cylinder, like in the grid of X's earlier in the posts.
Re: Quantum Computer
I noticed in this pattern, that in the random flicker when zoomed out, a figure-8 shape form in the dark random patterns form around the center, and the figure-8 is a string that travels to the center, and then rubs against itself in a gyrating pattern, then exits the center.
In the hexagonal lattice of 6 X's around a central X
, if you rotate left-to-right the pattern, you have a larger fractal X if you look around the boundary (don't worry about the upper V's along the outside boundary, the shape of the 12 around the center makes a larger wide X shape. When you have a fractal formation, identical to the upper pattern of a string that returns to the center, there is a ballooning pattern of a white grid identical in size to the string. Copying and pasting the string to the hexagonal + rotated hexagonal + (adding the reverse of the clock and counter so it's adding hexagonal + rotated hexagonal but with reverse clockwise, so paste counterclockwise over the clockwise X and clockwise over counterclockwise X). Copying and pasting the clockwise string before it gyrates but at the center to the hexagonal lattice formation of 12 around the center but more white due to pasting the anti X's over the X's, the dark string forms a larger square white and black automata at the center since the fractal hexagonal pattern makes a white lined grid after ballooning, but it's larger squares. When the string gyrates, it's alternating the position of the lit squares in the larger fractal automata now. ie the significance is that there are much larger dark and white squares forming in a semi-large square around the center from adding the clockwise string to the fractal hexagonal (but removing the clockwise semi-large square to accomodate the addition). So it's like that fractal pattern on youtube of larger fractal X's but this pattern stretches it out into a string that can be read by a computer.
In the drawing, since you're pasting an opposite sense to both a hexagonal lattice and rotated hexagonal lattice, instead of the first clockwise arm X shape at the very center, you get an opposite thing, and it's the shape of the second shape. Now when I did the shrinking rule B35/S5678 or B36/S5678 with many white squares, if you shift the boundary (not torus wrap, but shifted edge wrap), a line sweeps across great distance almost instantly in the shape of the second figure in the drawing. So, I believe there is not edge wrapping at first, but in the hexagonal lattice super formation, when it balloons up, paste the clockwise string that returns to the center in a larger square shape, and remove the clockwise fractal balloon X-shape of identical size but different pattern from the hexagonal one. When you paste a clockwise X over a counterclockwise X after some time (let it expand a bit), the pattern is completely noninteracting between clockwise and counterclockwise. Pasting the clockwise X over a counterclockwise without allowing time for expansion, removes the long arms, and that is the pattern at the center, arms come down to the center and why you get the second shape in the drawing and not the usual.
Since the string is actually dark and balled up at the center and in a larger fractal white lined grid, when the whole thing collapses (let it collapse), the two dimensional automata, will stretch out into a 1-d automata in the random flicker but it's changing, and i suppose it's a mathematical transformation and a quantum computer type calculation somewhere in the 1-d automata (because when the clockwork dark string gyrates against itself, it's changing the position of the dark larger squares that come from the string pasted over the fractal balloon in the hexagonal lattice). The fractal balloon stretches out, so the center pattern should be like a 1-d pattern all over the grid. Keeping the same rule (B3/S12456) and shifting the edges, a pattern in the second drawing appears (not a string in this rule but snowflake like things but in the shape in the drawing) but it's larger and every time you return to the shifted edge pattern, I supposed it's scrambling the 1d automata. i would alternate with the sphere wrapping then the shifted edge pattern, and i would shift it, by the size of the original X-shape in the first post.
By the way, the placement of the X's in the hexagonal lattice is not exact and needs to be experimented to get it's placement right, but a fractal balloon should folrm at the center in the unbounded (ie no wrapping) hexagonal pattern.
Code: Select all
x = 1764, y = 590, rule = B3/S12456
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166bo419bo168bo$211bo166bo419bo168bo417bo170bo$210bo168bo417bo170bo
415bo172bo$209bo170bo415bo172bo413bo174bo$208bo172bo413bo174bo411bo
176bo$207bo174bo411bo176bo409bo178bo$206bo176bo409bo178bo407bo180bo$
205bo178bo407bo180bo405bo182bo$204bo180bo405bo182bo403bo184bo$203bo
182bo403bo184bo401bo186bo$202bo184bo401bo186bo399bo188bo$201bo186bo
399bo188bo397bo190bo$200bo188bo397bo190bo395bo192bo$199bo190bo395bo
192bo393bo194bo$198bo192bo393bo194bo391bo196bo$197bo194bo391bo196bo
389bo198bo$196bo196bo389bo198bo387bo200bo$195bo198bo387bo200bo385bo
202bo$194bo200bo385bo202bo383bo204bo$193bo202bo383bo204bo381bo206bo$
192bo204bo381bo206bo379bo208bo$191bo206bo379bo208bo377bo210bo$190bo
208bo377bo210bo375bo212bo$189bo210bo375bo212bo373bo214bo$188bo212bo
373bo214bo371bo216bo$187bo214bo371bo216bo369bo218bo$186bo216bo369bo
218bo367bo220bo$185bo218bo367bo220bo365bo222bo$184bo220bo365bo222bo
363bo224bo$183bo222bo363bo224bo361bo226bo$182bo224bo361bo226bo359bo
228bo$181bo226bo359bo228bo357bo230bo$180bo228bo357bo230bo355bo232bo$
179bo230bo355bo232bo353bo234bo$178bo232bo353bo234bo351bo236bo$177bo
234bo351bo236bo349bo238bo$176bo236bo349bo238bo347bo240bo$175bo238bo
347bo240bo345bo242bo$174bo240bo345bo242bo343bo244bo$173bo242bo343bo
244bo341bo246bo$172bo244bo341bo246bo339bo248bo$171bo246bo339bo248bo
337bo250bo$170bo248bo337bo250bo335bo252bo$169bo250bo335bo252bo333bo
254bo$168bo252bo333bo254bo331bo256bo$167bo254bo331bo256bo329bo258bo$
166bo256bo329bo258bo327bo260bo$165bo258bo327bo260bo325bo262bo$164bo
260bo325bo262bo323bo264bo$163bo262bo323bo264bo321bo266bo$162bo264bo
321bo266bo319bo268bo$161bo266bo319bo268bo317bo270bo$160bo268bo317bo
270bo315bo272bo$159bo270bo315bo272bo313bo274bo$158bo272bo313bo274bo
311bo276bo$157bo274bo311bo276bo309bo278bo$156bo276bo309bo278bo307bo
280bo$155bo278bo307bo280bo305bo282bo$154bo280bo305bo282bo303bo284bo$
153bo282bo303bo284bo301bo286bo$152bo284bo301bo286bo299bo288bo$151bo
286bo299bo288bo297bo290bo$150bo288bo297bo290bo295bo292bo$149bo290bo
295bo292bo293bo294bo$148bo292bo293bo294bo291bo296bo$147bo294bo291bo
296bo289bo298bo$146bo296bo289bo298bo287bo300bo$145bo298bo287bo300bo
285bo302bo$144bo300bo285bo302bo283bo304bo$143bo302bo283bo304bo281bo
306bo$142bo304bo281bo306bo279bo308bo$141bo306bo279bo308bo277bo310bo$
140bo308bo277bo310bo275bo312bo$139bo310bo275bo312bo273bo314bo$138bo
312bo273bo314bo271bo316bo$137bo314bo271bo316bo269bo318bo$136bo316bo
269bo318bo267bo320bo$135bo318bo267bo320bo265bo322bo$134bo320bo265bo
322bo263bo324bo$133bo322bo263bo324bo261bo326bo$132bo324bo261bo326bo
259bo328bo$131bo326bo259bo328bo257bo330bo$130bo328bo257bo330bo255bo
332bo$129bo330bo255bo332bo253bo334bo$128bo332bo253bo334bo251bo336bo$
127bo334bo251bo336bo249bo338bo$126bo336bo249bo338bo247bo340bo$125bo
338bo247bo340bo245bo342bo$124bo340bo245bo342bo243bo344bo$123bo342bo
243bo344bo241bo346bo$122bo344bo241bo346bo239bo348bo$121bo346bo239bo
348bo237bo350bo$120bo348bo237bo350bo235bo352bo$119bo350bo235bo352bo
233bo354bo$118bo352bo233bo354bo231bo356bo$117bo354bo231bo356bo229bo
358bo$116bo356bo229bo358bo227bo360bo$115bo358bo227bo360bo225bo362bo$
114bo360bo225bo362bo223bo364bo$113bo362bo223bo364bo221bo366bo$112bo
364bo221bo366bo219bo368bo$111bo366bo219bo368bo217bo370bo$110bo368bo
217bo370bo215bo372bo$109bo370bo215bo372bo213bo374bo$108bo372bo213bo
374bo211bo376bo$107bo374bo211bo376bo209bo378bo$106bo376bo209bo378bo
207bo380bo$105bo378bo207bo380bo205bo382bo$104bo380bo205bo382bo203bo
384bo$103bo382bo203bo384bo201bo386bo$102bo384bo201bo386bo199bo388bo$
101bo386bo199bo388bo197bo390bo$100bo388bo197bo390bo195bo392bo$99bo390b
o195bo392bo193bo394bo$98bo392bo193bo394bo191bo396bo$97bo394bo191bo396b
o189bo398bo$96bo396bo189bo398bo187bo400bo$95bo398bo187bo400bo185bo402b
o$94bo400bo185bo402bo183bo404bo$93bo402bo183bo404bo181bo406bo$92bo404b
o181bo406bo179bo408bo$91bo406bo179bo408bo177bo410bo$90bo408bo177bo410b
o175bo412bo$89bo410bo175bo412bo173bo414bo$88bo412bo173bo414bo171bo416b
o$87bo414bo171bo416bo169bo418bo$86bo416bo169bo418bo167bo420bo$85bo418b
o167bo420bo165bo422bo$84bo420bo165bo422bo163bo424bo$83bo422bo163bo424b
o161bo426bo$82bo424bo161bo426bo159bo428bo$81bo426bo159bo428bo157bo430b
o$80bo428bo157bo430bo155bo432bo$79bo430bo155bo432bo153bo434bo$78bo432b
o153bo434bo151bo436bo$77bo434bo151bo436bo149bo438bo$76bo436bo149bo438b
o147bo440bo$75bo438bo147bo440bo145bo442bo$74bo440bo145bo442bo143bo444b
o$73bo442bo143bo444bo141bo446bo$72bo444bo141bo446bo139bo448bo$71bo446b
o139bo448bo137bo450bo$70bo448bo137bo450bo135bo452bo$69bo450bo135bo452b
o133bo454bo$68bo452bo133bo454bo131bo456bo$67bo454bo131bo456bo129bo458b
o$66bo456bo129bo458bo127bo460bo$65bo458bo127bo460bo125bo462bo$64bo460b
o125bo462bo123bo464bo$63bo462bo123bo464bo121bo466bo$62bo464bo121bo466b
o119bo468bo$61bo466bo119bo468bo117bo470bo$60bo468bo117bo470bo115bo472b
o$59bo470bo115bo472bo113bo474bo$58bo472bo113bo474bo111bo476bo$57bo474b
o111bo476bo109bo478bo$56bo476bo109bo478bo107bo480bo$55bo478bo107bo480b
o105bo482bo$54bo480bo105bo482bo103bo484bo$53bo482bo103bo484bo101bo486b
o$52bo484bo101bo486bo99bo488bo$51bo486bo99bo488bo97bo490bo$50bo488bo
97bo490bo95bo492bo$49bo490bo95bo492bo93bo494bo$48bo492bo93bo494bo91bo
496bo$47bo494bo91bo496bo89bo498bo$46bo496bo89bo498bo87bo500bo$45bo498b
o87bo500bo85bo502bo$44bo500bo85bo502bo83bo504bo$43bo502bo83bo504bo81bo
506bo$42bo504bo81bo506bo79bo508bo$41bo506bo79bo508bo77bo510bo$40bo508b
o77bo510bo75bo512bo$39bo510bo75bo512bo73bo514bo$38bo512bo73bo514bo71bo
516bo$37bo514bo71bo516bo69bo518bo$36bo516bo69bo518bo67bo520bo$35bo518b
o67bo520bo65bo522bo$34bo520bo65bo522bo63bo524bo$33bo522bo63bo524bo61bo
526bo$32bo524bo61bo526bo59bo528bo$31bo526bo59bo528bo57bo530bo$30bo528b
o57bo530bo55bo532bo$29bo530bo55bo532bo53bo534bo$28bo532bo53bo534bo51bo
536bo$27bo534bo51bo536bo49bo538bo$26bo536bo49bo538bo47bo540bo$25bo538b
o47bo540bo45bo542bo$24bo540bo45bo542bo43bo544bo$23bo542bo43bo544bo41bo
546bo$22bo544bo41bo546bo39bo548bo$21bo546bo39bo548bo37bo550bo$20bo548b
o37bo550bo35bo552bo$19bo550bo35bo552bo33bo554bo$18bo552bo33bo554bo31bo
556bo$17bo554bo31bo556bo29bo558bo$16bo556bo29bo558bo27bo560bo$15bo558b
o27bo560bo25bo562bo$14bo560bo25bo562bo23bo564bo$13bo562bo23bo564bo21bo
566bo$12bo564bo21bo566bo19bo568bo$11bo566bo19bo568bo17bo570bo$10bo568b
o17bo570bo15bo572bo$9bo570bo15bo572bo13bo574bo$8bo572bo13bo574bo11bo
576bo$7bo574bo11bo576bo9bo578bo$6bo576bo9bo578bo7bo580bo$5bo578bo7bo
580bo5bo582bo$4bo580bo5bo582bo3bo584bo$3bo582bo3bo584bobo$2bo584bobo$b
o!Code: Select all
x = 3000, y = 2996, rule = B3/S12456
1565bo$1566bo584bo$1567bo582bo$1568bo580bo$1569bo578bo$1570bo576bo$
1571bo574bo$1572bo572bo$1573bo570bo$1574bo568bo$1575bo566bo$1576bo564b
o$1577bo562bo$1578bo560bo$1579bo558bo$1580bo556bo$1581bo554bo$1582bo
552bo$1583bo550bo$1584bo548bo$1585bo546bo$1586bo544bo$1587bo542bo$
1588bo540bo$1589bo538bo$1590bo536bo$1591bo534bo$1592bo532bo$1593bo530b
o$1594bo528bo$1595bo526bo$1596bo524bo$1597bo522bo$1598bo520bo$1599bo
518bo$1600bo516bo$1601bo514bo$1602bo512bo$1603bo510bo$1604bo508bo$
1605bo506bo$1606bo504bo$1607bo502bo$1608bo500bo$1609bo498bo$1610bo496b
o$1611bo494bo$1612bo492bo$1613bo490bo$1614bo488bo$1615bo486bo$1616bo
484bo$1617bo482bo$1618bo480bo$1619bo478bo$1620bo476bo$1621bo474bo$
1622bo472bo$1623bo470bo$1624bo468bo$1625bo466bo$1626bo464bo$1627bo462b
o$1628bo460bo$1629bo458bo$1630bo456bo$1631bo454bo$1632bo452bo$1633bo
450bo$1634bo448bo$1635bo446bo$1636bo444bo$1637bo442bo$1638bo440bo$
1639bo438bo$1640bo436bo$1641bo434bo$1642bo432bo$1643bo430bo$1644bo428b
o$1645bo426bo$1646bo424bo$1647bo422bo$1648bo420bo$1649bo418bo$1650bo
416bo$1651bo414bo$1652bo412bo$1653bo410bo$1654bo408bo$1655bo406bo$
1656bo404bo$1657bo402bo$1658bo400bo$1659bo398bo$1660bo396bo$1661bo394b
o$1662bo392bo$1663bo390bo$1664bo388bo$1665bo386bo$1666bo384bo$1667bo
382bo$1668bo380bo$1669bo378bo$1670bo376bo$1671bo374bo$1672bo372bo$
1673bo370bo$1674bo368bo$1675bo366bo$1676bo364bo$1677bo362bo$1678bo360b
o$1679bo358bo$1680bo356bo$1681bo354bo$1682bo352bo$1683bo350bo$1684bo
348bo$1685bo346bo$1686bo344bo$1687bo342bo$1688bo340bo$1689bo338bo$
1690bo336bo$1691bo334bo$1692bo332bo$1693bo330bo$1694bo328bo$1695bo326b
o$1696bo324bo$1697bo322bo$1698bo320bo$1699bo318bo$1700bo316bo$1701bo
314bo$1702bo312bo$1703bo310bo$1704bo308bo$1705bo306bo$1706bo304bo$
1707bo302bo$1708bo300bo$1709bo298bo$1710bo296bo$1711bo294bo$1712bo292b
o$1713bo290bo$1714bo288bo$1715bo286bo$1716bo284bo$1717bo282bo$1718bo
280bo$1719bo278bo$1720bo276bo$1721bo274bo$1722bo272bo$1723bo270bo$
1724bo268bo$1725bo266bo$1726bo264bo$1727bo262bo$1728bo260bo$1729bo258b
o$1730bo256bo$1731bo254bo$1732bo252bo$1733bo250bo$1734bo248bo$1735bo
246bo$1736bo244bo$1737bo242bo$1738bo240bo$1739bo238bo$1740bo236bo$
1741bo234bo$1742bo232bo$1743bo230bo$1744bo228bo$1745bo226bo$1746bo224b
o$1747bo222bo$1748bo220bo$1749bo218bo$1750bo216bo$1751bo214bo$1752bo
212bo$1753bo210bo$1754bo208bo$1755bo206bo$1756bo204bo$1757bo202bo$
1758bo200bo$1759bo198bo$1760bo196bo$1761bo194bo$1762bo192bo$1763bo190b
o$1764bo188bo$1765bo186bo$1766bo184bo$1767bo182bo$1768bo180bo$1769bo
178bo$1770bo176bo$1771bo174bo$1772bo172bo$1773bo170bo$1774bo168bo$
1775bo166bo$1776bo164bo$1777bo162bo$1778bo160bo$1779bo158bo$1780bo156b
o$1781bo154bo$1782bo152bo$1783bo150bo$1784bo148bo$1785bo146bo$1786bo
144bo$1787bo142bo$1788bo140bo$1789bo138bo$1790bo136bo$1791bo134bo$
1792bo132bo$1793bo130bo$1794bo128bo$1795bo126bo$1796bo124bo$1797bo122b
o$1798bo120bo$1799bo118bo$1800bo116bo$1801bo114bo$1802bo112bo$1803bo
110bo$1804bo108bo$1805bo106bo$1806bo104bo$1807bo102bo$1808bo100bo$
1809bo98bo$1810bo96bo$1811bo94bo$1812bo92bo$1813bo90bo$1814bo88bo$
1815bo86bo$1816bo84bo$1817bo82bo$1818bo80bo$1819bo78bo$1820bo76bo$
1821bo74bo$1822bo72bo$1823bo70bo$1824bo68bo$1825bo66bo$1826bo64bo$
1827bo62bo$1828bo60bo$1829bo58bo$1830bo56bo$1831bo54bo$1832bo52bo$
1833bo50bo$1834bo48bo$1835bo46bo$1836bo44bo$1837bo42bo$1838bo40bo$
1839bo38bo$1840bo36bo$1841bo34bo$1842bo32bo$1843bo30bo$1844bo12b2o14bo
$1845b6o5b3o13bo$1845bo5bo3bo2bo6b7o$1845bo2bo3bobo3bo6bo5bo$1845bobo
2b16o2bo2bo$1845bo2bob6o4b6obobobo$1845bo3bob4o6b4obo4bo$1845b4obob2o
8b2obob2o2bo$1847b3obo12bob3obo$1847b4obo10bob5o$1847b4o2bob6obo2b4o$
1847b3o4bo6bo4b4o$1847b2o4bobo4bobo4b2obo$1847bo5bo2bo2bo2bo5bo2bo$
1843b5o5bo3b2o3bo5bo2b2o$1843b2o2bo5bo3b2o3bo5b5o$1844bo2bo5bo2bo2bo2b
o5bo$1845bob2o4bobo4bobo4b2o$1846b4o4bo6bo4b3o$1847b4o2bob6obo2b4o$
1846b5obo10bob4o$1845bob3obo12bob3o$1844bo2b2obob2o8b2obob4o$1844bo4bo
b4o6b4obo3bo$1844bobobob6o4b6obo2bo$1844bo2bo2b16o2bobo$1844bo5bo6bo3b
obo3bo2bo$1844b7o6bo2bo3bo5bo$1843bo13b3o5b6o$1842bo14b2o12bo$1841bo
30bo$1840bo32bo$1839bo34bo$1838bo36bo$1837bo38bo$1836bo40bo$1835bo42bo
$1834bo44bo$1833bo46bo$1832bo48bo$1831bo50bo$1830bo52bo$1829bo54bo$
1828bo56bo$1827bo58bo$1826bo60bo$1825bo62bo$1824bo64bo$1823bo66bo$
1822bo68bo$1821bo70bo$1820bo72bo$1819bo74bo$1818bo76bo$1817bo78bo$
1816bo80bo$1815bo82bo$1814bo84bo$1813bo86bo$1812bo88bo$1811bo90bo$
1810bo92bo$1809bo94bo$1808bo96bo$1807bo98bo$1806bo100bo$1805bo102bo$
1804bo104bo$1803bo106bo$1802bo108bo$1801bo110bo$1800bo112bo$1799bo114b
o$393bo1404bo116bo$394bo584bo817bo118bo$395bo582bo817bo120bo$396bo580b
o817bo122bo$397bo578bo817bo124bo$398bo576bo817bo126bo$399bo574bo817bo
128bo$400bo572bo817bo130bo$401bo570bo817bo132bo$402bo568bo817bo134bo$
403bo566bo817bo136bo$404bo564bo817bo138bo$405bo562bo817bo140bo$406bo
560bo817bo142bo$407bo558bo817bo144bo$408bo556bo817bo146bo$409bo554bo
817bo148bo$410bo552bo817bo150bo$411bo550bo817bo152bo$412bo548bo817bo
154bo$413bo546bo817bo156bo$414bo544bo817bo158bo$415bo542bo817bo160bo$
416bo540bo817bo162bo$417bo538bo817bo164bo$418bo536bo817bo166bo$419bo
534bo817bo168bo$420bo532bo817bo170bo$421bo530bo817bo172bo$422bo528bo
817bo174bo$423bo526bo817bo176bo$424bo524bo817bo178bo$425bo522bo817bo
180bo$426bo520bo817bo182bo$427bo518bo817bo184bo$428bo516bo817bo186bo$
429bo514bo817bo188bo$430bo512bo817bo190bo$431bo510bo817bo192bo$432bo
508bo817bo194bo$433bo506bo817bo196bo$434bo504bo817bo198bo$435bo502bo
817bo200bo$436bo500bo817bo202bo$437bo498bo817bo204bo$438bo496bo817bo
206bo$439bo494bo817bo208bo$440bo492bo817bo210bo$441bo490bo817bo212bo$
442bo488bo817bo214bo$443bo486bo817bo216bo$444bo484bo817bo218bo$445bo
482bo817bo220bo$446bo480bo817bo222bo$447bo478bo817bo224bo$448bo476bo
817bo226bo$449bo474bo817bo228bo$450bo472bo817bo230bo$451bo470bo817bo
232bo$452bo468bo817bo234bo$453bo466bo817bo236bo$454bo464bo817bo238bo$
455bo462bo817bo240bo$456bo460bo817bo242bo$457bo458bo817bo244bo$458bo
456bo817bo246bo$459bo454bo817bo248bo$460bo452bo817bo250bo$461bo450bo
817bo252bo$462bo448bo817bo254bo$463bo446bo817bo256bo$464bo444bo817bo
258bo$465bo442bo817bo260bo$466bo440bo817bo262bo$467bo438bo817bo264bo$
468bo436bo817bo266bo$469bo434bo817bo268bo$470bo432bo817bo270bo$471bo
430bo817bo272bo$472bo428bo817bo274bo$473bo426bo817bo276bo$474bo424bo
817bo278bo$475bo422bo817bo280bo$476bo420bo817bo282bo$477bo418bo817bo
284bo$478bo416bo817bo286bo$479bo414bo817bo288bo$480bo412bo817bo290bo$
481bo410bo817bo292bo$482bo408bo817bo294bo$483bo406bo817bo296bo$484bo
404bo817bo298bo$485bo402bo817bo300bo$486bo400bo817bo302bo$487bo398bo
817bo304bo$488bo396bo817bo306bo$489bo394bo817bo308bo$490bo392bo817bo
310bo$491bo390bo817bo312bo$492bo388bo817bo314bo$493bo386bo817bo316bo$
494bo384bo817bo318bo$495bo382bo817bo320bo$496bo380bo817bo322bo$497bo
378bo817bo324bo$498bo376bo817bo326bo$499bo374bo817bo328bo$500bo372bo
817bo330bo$501bo370bo817bo332bo$502bo368bo817bo334bo$503bo366bo817bo
336bo$504bo364bo817bo338bo$505bo362bo817bo340bo$506bo360bo817bo342bo$
507bo358bo817bo344bo$508bo356bo817bo346bo$509bo354bo817bo348bo$510bo
352bo817bo350bo$511bo350bo817bo352bo$512bo348bo817bo354bo$513bo346bo
817bo356bo$514bo344bo817bo358bo$515bo342bo817bo360bo$516bo340bo817bo
362bo$517bo338bo817bo364bo$518bo336bo817bo366bo$519bo334bo817bo368bo$
520bo332bo817bo370bo$521bo330bo817bo372bo$522bo328bo817bo374bo$523bo
326bo817bo376bo$524bo324bo817bo378bo$525bo322bo817bo380bo$526bo320bo
817bo382bo$527bo318bo817bo384bo$528bo316bo817bo386bo$529bo314bo817bo
388bo$530bo312bo817bo390bo$531bo310bo817bo392bo$532bo308bo817bo394bo$
533bo306bo817bo396bo$534bo304bo817bo398bo$535bo302bo817bo400bo$536bo
300bo817bo402bo$537bo298bo817bo404bo$538bo296bo817bo406bo$539bo294bo
817bo408bo$540bo292bo817bo410bo$541bo290bo817bo412bo$542bo288bo817bo
414bo$543bo286bo817bo416bo$544bo284bo817bo418bo$545bo282bo817bo420bo$
546bo280bo817bo422bo$547bo278bo817bo424bo$548bo276bo817bo426bo$549bo
274bo817bo428bo$550bo272bo817bo430bo$551bo270bo817bo432bo$552bo268bo
817bo434bo$553bo266bo817bo436bo$554bo264bo817bo438bo$555bo262bo817bo
440bo$556bo260bo817bo442bo$557bo258bo817bo444bo$558bo256bo817bo446bo$
559bo254bo817bo448bo$560bo252bo817bo450bo$561bo250bo817bo452bo$562bo
248bo817bo454bo$563bo246bo817bo456bo$564bo244bo817bo458bo$565bo242bo
817bo460bo$566bo240bo817bo462bo$567bo238bo817bo464bo$568bo236bo817bo
466bo$569bo234bo817bo468bo$570bo232bo817bo470bo$571bo230bo817bo472bo$
572bo228bo817bo474bo$573bo226bo817bo476bo$574bo224bo817bo478bo$575bo
222bo817bo480bo$576bo220bo817bo482bo$577bo218bo817bo484bo$578bo216bo
817bo486bo$579bo214bo817bo488bo$580bo212bo817bo490bo$581bo210bo817bo
492bo$582bo208bo817bo494bo$583bo206bo817bo496bo$584bo204bo817bo498bo$
585bo202bo817bo500bo$586bo200bo817bo502bo$587bo198bo817bo504bo$588bo
196bo817bo506bo$589bo194bo817bo508bo$590bo192bo817bo510bo$591bo190bo
817bo512bo$592bo188bo817bo514bo$593bo186bo817bo516bo$594bo184bo817bo
518bo$595bo182bo817bo520bo$596bo180bo817bo522bo$597bo178bo817bo524bo$
598bo176bo817bo526bo$599bo174bo817bo528bo$600bo172bo817bo530bo$601bo
170bo817bo532bo$602bo168bo817bo534bo$603bo166bo817bo536bo$604bo164bo
817bo538bo$605bo162bo817bo540bo$606bo160bo817bo542bo$607bo158bo817bo
544bo$608bo156bo817bo546bo$609bo154bo817bo548bo$610bo152bo817bo550bo$
611bo150bo817bo552bo$612bo148bo817bo554bo$613bo146bo817bo556bo$614bo
144bo817bo558bo$615bo142bo817bo560bo$616bo140bo817bo562bo$617bo138bo
817bo564bo$618bo136bo817bo566bo$619bo134bo817bo568bo$620bo132bo817bo
570bo$621bo130bo817bo572bo$622bo128bo817bo574bo$623bo126bo817bo576bo$
624bo124bo817bo578bo$625bo122bo817bo580bo$626bo120bo817bo582bo$627bo
118bo817bo584bo$628bo116bo1404bo$629bo114bo$630bo112bo$631bo110bo$632b
o108bo$633bo106bo$634bo104bo$635bo102bo$636bo100bo$637bo98bo$638bo96bo
$639bo94bo$640bo92bo$641bo90bo$642bo88bo$643bo86bo$644bo84bo$645bo82bo
$646bo80bo$647bo78bo$648bo76bo$649bo74bo$650bo72bo$651bo70bo$652bo68bo
$653bo66bo$654bo64bo$655bo62bo$656bo60bo$657bo58bo$658bo56bo$659bo54bo
$660bo52bo$661bo50bo$662bo48bo$663bo46bo$664bo44bo$665bo42bo$666bo40bo
$667bo38bo$668bo36bo$669bo34bo$670bo32bo$671bo30bo$672bo12b2o14bo$673b
6o5b3o13bo$673bo5bo3bo2bo6b7o$673bo2bo3bobo3bo6bo5bo$673bobo2b16o2bo2b
o$673bo2bob6o4b6obobobo$673bo3bob4o6b4obo4bo$673b4obob2o8b2obob2o2bo$
675b3obo12bob3obo$675b4obo10bob5o$675b4o2bob6obo2b4o$675b3o4bo6bo4b4o$
675b2o4bobo4bobo4b2obo$675bo5bo2bo2bo2bo5bo2bo$671b5o5bo3b2o3bo5bo2b2o
$671b2o2bo5bo3b2o3bo5b5o$672bo2bo5bo2bo2bo2bo5bo$673bob2o4bobo4bobo4b
2o$674b4o4bo6bo4b3o$675b4o2bob6obo2b4o$674b5obo10bob4o$673bob3obo12bob
3o$672bo2b2obob2o8b2obob4o$672bo4bob4o6b4obo3bo$672bobobob6o4b6obo2bo$
672bo2bo2b16o2bobo$672bo5bo6bo3bobo3bo2bo$672b7o6bo2bo3bo5bo$671bo13b
3o5b6o$670bo14b2o12bo$669bo30bo$668bo32bo$667bo34bo$666bo36bo$665bo38b
o$664bo40bo$663bo42bo$662bo44bo$661bo46bo$660bo48bo$659bo50bo$658bo52b
o$657bo54bo$656bo56bo$655bo58bo$654bo60bo$653bo62bo$652bo64bo$651bo66b
o$650bo68bo$649bo70bo$648bo72bo$647bo74bo$646bo76bo$645bo78bo$644bo80b
o$643bo82bo$642bo84bo$641bo86bo$640bo88bo$639bo90bo$638bo92bo$637bo94b
o$636bo96bo$635bo98bo$634bo100bo$633bo102bo$632bo104bo$631bo106bo$630b
o108bo$629bo110bo$628bo112bo$627bo114bo$626bo116bo$625bo118bo$624bo
120bo$623bo122bo$622bo124bo$621bo126bo$620bo128bo$619bo130bo$618bo132b
o$617bo134bo$616bo136bo$615bo138bo$614bo140bo$613bo142bo$612bo144bo$
611bo146bo$610bo148bo$609bo150bo$608bo152bo$607bo154bo$606bo156bo$605b
o158bo$604bo160bo$603bo162bo$602bo164bo$601bo166bo$600bo168bo$599bo
170bo$598bo172bo$597bo174bo$596bo176bo$595bo178bo$594bo180bo$593bo182b
o$592bo184bo$591bo186bo$590bo188bo$589bo190bo$588bo192bo$587bo194bo$
586bo196bo$585bo198bo$584bo200bo$583bo202bo$582bo204bo$581bo206bo$580b
o208bo$579bo210bo$578bo212bo$577bo214bo$576bo216bo$575bo218bo$574bo
220bo$573bo222bo$572bo224bo$571bo226bo$570bo228bo$569bo230bo$568bo232b
o$567bo234bo$566bo236bo$565bo238bo$564bo240bo$563bo242bo$562bo244bo$
561bo246bo$560bo248bo$559bo250bo$558bo252bo$557bo254bo$556bo256bo$555b
o258bo$554bo260bo$553bo262bo$552bo264bo$551bo266bo$550bo268bo$549bo
270bo$548bo272bo$547bo274bo$546bo276bo$545bo278bo$544bo280bo$543bo282b
o$542bo284bo$541bo286bo$540bo288bo$539bo290bo$538bo292bo$537bo294bo$
536bo296bo$535bo298bo$534bo300bo$533bo302bo$532bo304bo$531bo306bo$530b
o308bo$529bo310bo$528bo312bo$527bo314bo$526bo316bo$525bo318bo$524bo
320bo$523bo322bo$522bo324bo$521bo326bo$520bo328bo$519bo330bo$518bo332b
o1561bo$517bo334bo1561bo584bo$516bo336bo1561bo582bo$515bo338bo1561bo
580bo$514bo340bo1561bo578bo$513bo342bo1561bo576bo$512bo344bo1561bo574b
o$511bo346bo1561bo572bo$510bo348bo1561bo570bo$509bo350bo1561bo568bo$
508bo352bo1561bo566bo$507bo354bo1561bo564bo$506bo356bo1561bo562bo$505b
o358bo1561bo560bo$504bo360bo1561bo558bo$503bo362bo1561bo556bo$502bo
364bo1561bo554bo$501bo366bo1561bo552bo$500bo368bo1561bo550bo$499bo370b
o1561bo548bo$498bo372bo1561bo546bo$497bo374bo1561bo544bo$496bo376bo
1561bo542bo$495bo378bo1561bo540bo$494bo380bo1561bo538bo$493bo382bo
1561bo536bo$492bo384bo1561bo534bo$491bo386bo1561bo532bo$490bo388bo
1561bo530bo$489bo390bo1561bo528bo$488bo392bo1561bo526bo$487bo394bo
1561bo524bo$486bo396bo1561bo522bo$485bo398bo1561bo520bo$484bo400bo
1561bo518bo$483bo402bo1561bo516bo$482bo404bo1561bo514bo$481bo406bo
1561bo512bo$480bo408bo1561bo510bo$479bo410bo1561bo508bo$478bo412bo
1561bo506bo$477bo414bo1561bo504bo$476bo416bo1561bo502bo$475bo418bo
1561bo500bo$474bo420bo1561bo498bo$473bo422bo1561bo496bo$472bo424bo
1561bo494bo$471bo426bo1561bo492bo$470bo428bo1561bo490bo$469bo430bo
1561bo488bo$468bo432bo1561bo486bo$467bo434bo1561bo484bo$466bo436bo
1561bo482bo$465bo438bo1561bo480bo$464bo440bo1561bo478bo$463bo442bo
1561bo476bo$462bo444bo1561bo474bo$461bo446bo1561bo472bo$460bo448bo
1561bo470bo$459bo450bo1561bo468bo$458bo452bo1561bo466bo$457bo454bo
1561bo464bo$456bo456bo1561bo462bo$455bo458bo1561bo460bo$454bo460bo
1561bo458bo$453bo462bo1561bo456bo$452bo464bo1561bo454bo$451bo466bo
1561bo452bo$450bo468bo1561bo450bo$449bo470bo1561bo448bo$448bo472bo
1561bo446bo$447bo474bo1561bo444bo$446bo476bo1561bo442bo$445bo478bo
1561bo440bo$444bo480bo1561bo438bo$443bo482bo1561bo436bo$442bo484bo
1561bo434bo$441bo486bo1561bo432bo$440bo488bo1561bo430bo$439bo490bo
1561bo428bo$438bo492bo1561bo426bo$437bo494bo1561bo424bo$436bo496bo
1561bo422bo$435bo498bo1561bo420bo$434bo500bo1561bo418bo$433bo502bo
1561bo416bo$432bo504bo1561bo414bo$431bo506bo1561bo412bo$430bo508bo
1561bo410bo$429bo510bo1561bo408bo$428bo512bo1561bo406bo$427bo514bo
1561bo404bo$426bo516bo1561bo402bo$425bo518bo1561bo400bo$424bo520bo
1561bo398bo$423bo522bo1561bo396bo$422bo524bo1561bo394bo$421bo526bo
1561bo392bo$420bo528bo1561bo390bo$419bo530bo1561bo388bo$418bo532bo
1561bo386bo$417bo534bo1561bo384bo$416bo536bo1561bo382bo$415bo538bo
1561bo380bo$414bo540bo1561bo378bo$413bo542bo1561bo376bo$412bo544bo
1561bo374bo$411bo546bo1561bo372bo$410bo548bo1561bo370bo$409bo550bo
1561bo368bo$408bo552bo1561bo366bo$407bo554bo1561bo364bo$406bo556bo
1561bo362bo$405bo558bo1561bo360bo$404bo560bo1561bo358bo$403bo562bo
1561bo356bo$402bo564bo1561bo354bo$401bo566bo1561bo352bo$400bo568bo
1561bo350bo$399bo570bo1561bo348bo$398bo572bo1561bo346bo$397bo574bo
1561bo344bo$396bo576bo1561bo342bo$395bo578bo1561bo340bo$394bo580bo
1561bo338bo$393bo582bo1561bo336bo$392bo584bo1561bo334bo$978bo1561bo
332bo$2541bo330bo$2542bo328bo$2543bo326bo$2544bo324bo$2545bo322bo$
2546bo320bo$2547bo318bo$2548bo316bo$2549bo314bo$2550bo312bo$2551bo310b
o$2552bo308bo$2553bo306bo$2554bo304bo$2555bo302bo$2556bo300bo$2557bo
298bo$2558bo296bo$2559bo294bo$2560bo292bo$2561bo290bo$2562bo288bo$
2563bo286bo$2564bo284bo$2565bo282bo$2566bo280bo$2567bo278bo$2568bo276b
o$2569bo274bo$2570bo272bo$2571bo270bo$2572bo268bo$2573bo266bo$2574bo
264bo$2575bo262bo$2576bo260bo$2577bo258bo$2578bo256bo$2579bo254bo$
2580bo252bo$2581bo250bo$2582bo248bo$2583bo246bo$2584bo244bo$2585bo242b
o$2586bo240bo$2587bo238bo$2588bo236bo$2589bo234bo$2590bo232bo$2591bo
230bo$2592bo228bo$2593bo226bo$2594bo224bo$2595bo222bo$2596bo220bo$
2597bo218bo$2598bo216bo$2599bo214bo$2600bo212bo$2601bo210bo$2602bo208b
o$2603bo206bo$2604bo204bo$2605bo202bo$2606bo200bo$2607bo198bo$2608bo
196bo$2609bo194bo$2610bo192bo$2611bo190bo$2612bo188bo$2613bo186bo$
2614bo184bo$2615bo182bo$2616bo180bo$2617bo178bo$2618bo176bo$2619bo174b
o$2620bo172bo$2621bo170bo$2622bo168bo$2623bo166bo$2624bo164bo$2625bo
162bo$2626bo160bo$2627bo158bo$2628bo156bo$2629bo154bo$2630bo152bo$
2631bo150bo$2632bo148bo$2633bo146bo$2634bo144bo$2635bo142bo$2636bo140b
o$2637bo138bo$2638bo136bo$2639bo134bo$2640bo132bo$2641bo130bo$2642bo
128bo$2643bo126bo$2644bo124bo$2645bo122bo$2646bo120bo$2647bo118bo$
2648bo116bo$2649bo114bo$2650bo112bo$2651bo110bo$2652bo108bo$2653bo106b
o$2654bo104bo$2655bo102bo$2656bo100bo$2657bo98bo$2658bo96bo$2659bo94bo
$2660bo92bo$2661bo90bo$2662bo88bo$2663bo86bo$2664bo84bo$2665bo82bo$
2666bo80bo$2667bo78bo$2668bo76bo$2669bo74bo$2670bo72bo$2671bo70bo$
2672bo68bo$2673bo66bo$2674bo64bo$2675bo62bo$2676bo60bo$2677bo58bo$
2678bo56bo$2679bo54bo$2680bo52bo$2681bo50bo$2682bo48bo$2683bo46bo$
2684bo44bo$2685bo42bo$2686bo40bo$2687bo38bo$2688bo36bo$2689bo34bo$
2690bo32bo$2691bo30bo$2692bo12b2o14bo$2693b6o5b3o13bo$2693bo5bo3bo2bo
6b7o$2693bo2bo3bobo3bo6bo5bo$2693bobo2b16o2bo2bo$2693bo2bob6o4b6obobob
o$2693bo3bob4o6b4obo4bo$2693b4obob2o8b2obob2o2bo$2695b3obo12bob3obo$
2695b4obo10bob5o$2695b4o2bob6obo2b4o$2695b3o4bo6bo4b4o$2695b2o4bobo4bo
bo4b2obo$2695bo5bo2bo2bo2bo5bo2bo$2691b5o5bo3b2o3bo5bo2b2o$2691b2o2bo
5bo3b2o3bo5b5o$2692bo2bo5bo2bo2bo2bo5bo$2693bob2o4bobo4bobo4b2o$2694b
4o4bo6bo4b3o$2695b4o2bob6obo2b4o$2694b5obo10bob4o$2693bob3obo12bob3o$
2692bo2b2obob2o8b2obob4o$2692bo4bob4o6b4obo3bo$2692bobobob6o4b6obo2bo$
2692bo2bo2b16o2bobo$2692bo5bo6bo3bobo3bo2bo$2692b7o6bo2bo3bo5bo$2691bo
13b3o5b6o$2690bo14b2o12bo$2689bo30bo$2688bo32bo$2687bo34bo$2686bo36bo$
2685bo38bo$2684bo40bo$2683bo42bo$2682bo44bo$2681bo46bo$2680bo48bo$
2679bo50bo$2678bo52bo$2677bo54bo$2676bo56bo$2675bo58bo$2674bo60bo$
2673bo62bo$2672bo64bo$2671bo66bo$2670bo68bo$2669bo70bo$2668bo72bo$
2667bo74bo$2666bo76bo$2665bo78bo$2664bo80bo$2663bo82bo$2662bo84bo$
2661bo86bo$2660bo88bo$2659bo90bo$2658bo92bo$2657bo94bo$2656bo96bo$
2655bo98bo$2654bo100bo$2653bo102bo$2652bo104bo$2651bo106bo$2650bo108bo
$2649bo110bo$2648bo112bo$2647bo114bo$2646bo116bo$2645bo118bo$2644bo
120bo$2643bo122bo$2642bo124bo$1809bo831bo126bo$1223bo584bo831bo128bo$
1224bo582bo831bo130bo$1225bo580bo831bo132bo$1226bo578bo831bo134bo$
1227bo576bo831bo136bo$1228bo574bo831bo138bo$1229bo572bo831bo140bo$
1230bo570bo831bo142bo$1231bo568bo831bo144bo$1232bo566bo831bo146bo$
1233bo564bo831bo148bo$1234bo562bo831bo150bo$1235bo560bo831bo152bo$
1236bo558bo831bo154bo$1237bo556bo831bo156bo$1238bo554bo831bo158bo$
1239bo552bo831bo160bo$1240bo550bo831bo162bo$1241bo548bo831bo164bo$
1242bo546bo831bo166bo$1243bo544bo831bo168bo$1244bo542bo831bo170bo$
1245bo540bo831bo172bo$1246bo538bo831bo174bo$1247bo536bo831bo176bo$
1248bo534bo831bo178bo$1249bo532bo831bo180bo$1250bo530bo831bo182bo$
1251bo528bo831bo184bo$1252bo526bo831bo186bo$1253bo524bo831bo188bo$
1254bo522bo831bo190bo$1255bo520bo831bo192bo$1256bo518bo831bo194bo$
1257bo516bo831bo196bo$1258bo514bo831bo198bo$1259bo512bo831bo200bo$
1260bo510bo831bo202bo$1261bo508bo831bo204bo$1262bo506bo831bo206bo$
1263bo504bo831bo208bo$1264bo502bo831bo210bo$1265bo500bo831bo212bo$
1266bo498bo831bo214bo$1267bo496bo831bo216bo$1268bo494bo831bo218bo$
1269bo492bo831bo220bo$1270bo490bo831bo222bo$1271bo488bo831bo224bo$
1272bo486bo831bo226bo$1273bo484bo831bo228bo$1274bo482bo831bo230bo$
1275bo480bo831bo232bo$1276bo478bo831bo234bo$1277bo476bo831bo236bo$
1278bo474bo831bo238bo$1279bo472bo831bo240bo$1280bo470bo831bo242bo$
1281bo468bo831bo244bo$1282bo466bo831bo246bo$1283bo464bo831bo248bo$
1284bo462bo831bo250bo$1285bo460bo831bo252bo$1286bo458bo831bo254bo$
1287bo456bo831bo256bo$1288bo454bo831bo258bo$1289bo452bo831bo260bo$
1290bo450bo831bo262bo$1291bo448bo831bo264bo$1292bo446bo831bo266bo$
1293bo444bo831bo268bo$1294bo442bo831bo270bo$1295bo440bo831bo272bo$
1296bo438bo831bo274bo$1297bo436bo831bo276bo$1298bo434bo831bo278bo$
1299bo432bo831bo280bo$1300bo430bo831bo282bo$1301bo428bo831bo284bo$
1302bo426bo831bo286bo$1303bo424bo831bo288bo$1304bo422bo831bo290bo$
1305bo420bo831bo292bo$1306bo418bo831bo294bo$1307bo416bo831bo296bo$
1308bo414bo831bo298bo$1309bo412bo831bo300bo$1310bo410bo831bo302bo$
1311bo408bo831bo304bo$1312bo406bo831bo306bo$1313bo404bo831bo308bo$
1314bo402bo831bo310bo$1315bo400bo831bo312bo$1316bo398bo831bo314bo$
1317bo396bo831bo316bo$1318bo394bo831bo318bo$1319bo392bo831bo320bo$
1320bo390bo831bo322bo$1321bo388bo831bo324bo$1322bo386bo831bo326bo$
1323bo384bo831bo328bo$1324bo382bo831bo330bo$1325bo380bo831bo332bo$
1326bo378bo831bo334bo$1327bo376bo831bo336bo$1328bo374bo831bo338bo$
1329bo372bo831bo340bo$1330bo370bo831bo342bo$1331bo368bo831bo344bo$
1332bo366bo831bo346bo$1333bo364bo831bo348bo$1334bo362bo831bo350bo$
1335bo360bo831bo352bo$1336bo358bo831bo354bo$1337bo356bo831bo356bo$
1338bo354bo831bo358bo$1339bo352bo831bo360bo$1340bo350bo831bo362bo$
1341bo348bo831bo364bo$1342bo346bo831bo366bo$1343bo344bo831bo368bo$
1344bo342bo831bo370bo$1345bo340bo831bo372bo$1346bo338bo831bo374bo$
1347bo336bo831bo376bo$1348bo334bo831bo378bo$1349bo332bo831bo380bo$
1350bo330bo831bo382bo$1351bo328bo831bo384bo$1352bo326bo831bo386bo$
1353bo324bo831bo388bo$1354bo322bo831bo390bo$1355bo320bo831bo392bo$
1356bo318bo831bo394bo$1357bo316bo831bo396bo$1358bo314bo831bo398bo$
1359bo312bo831bo400bo$1360bo310bo831bo402bo$1361bo308bo831bo404bo$
1362bo306bo831bo406bo$1363bo304bo831bo408bo$1364bo302bo831bo410bo$
1365bo300bo831bo412bo$1366bo298bo831bo414bo$1367bo296bo831bo416bo$
1368bo294bo831bo418bo$1369bo292bo831bo420bo$1370bo290bo831bo422bo$
1371bo288bo831bo424bo$1372bo286bo831bo426bo$1373bo284bo831bo428bo$
1374bo282bo831bo430bo$1375bo280bo831bo432bo$1376bo278bo831bo434bo$
1377bo276bo831bo436bo$1378bo274bo831bo438bo$1379bo272bo831bo440bo$
1380bo270bo831bo442bo$1381bo268bo831bo444bo$1382bo266bo831bo446bo$
1383bo264bo831bo448bo$1384bo262bo831bo450bo$1385bo260bo831bo452bo$
1386bo258bo831bo454bo$1387bo256bo831bo456bo$1388bo254bo831bo458bo$
1389bo252bo831bo460bo$1390bo250bo831bo462bo$1391bo248bo831bo464bo$
1392bo246bo831bo466bo$1393bo244bo831bo468bo$1394bo242bo831bo470bo$
1395bo240bo831bo472bo$1396bo238bo831bo474bo$1397bo236bo831bo476bo$
1398bo234bo831bo478bo$1399bo232bo831bo480bo$1400bo230bo831bo482bo$
1401bo228bo831bo484bo$1402bo226bo831bo486bo$1403bo224bo831bo488bo$
1404bo222bo831bo490bo$1405bo220bo831bo492bo$1406bo218bo831bo494bo$
1407bo216bo831bo496bo$1408bo214bo831bo498bo$1409bo212bo831bo500bo$
1410bo210bo831bo502bo$1411bo208bo831bo504bo$1412bo206bo831bo506bo$
1413bo204bo831bo508bo$1414bo202bo831bo510bo$1415bo200bo831bo512bo$
1416bo198bo831bo514bo$1417bo196bo831bo516bo$1418bo194bo831bo518bo$
1419bo192bo831bo520bo$1420bo190bo831bo522bo$1421bo188bo831bo524bo$
1422bo186bo831bo526bo$1423bo184bo831bo528bo$1424bo182bo831bo530bo$
1425bo180bo831bo532bo$1426bo178bo831bo534bo$1427bo176bo831bo536bo$
1428bo174bo831bo538bo$1429bo172bo831bo540bo$1430bo170bo831bo542bo$
1431bo168bo831bo544bo$1432bo166bo831bo546bo$1433bo164bo831bo548bo$
1434bo162bo831bo550bo$1435bo160bo831bo552bo$1436bo158bo831bo554bo$
1437bo156bo831bo556bo$1438bo154bo831bo558bo$1439bo152bo831bo560bo$
1440bo150bo831bo562bo$1441bo148bo831bo564bo$1442bo146bo831bo566bo$
1443bo144bo831bo568bo$1444bo142bo831bo570bo$1445bo140bo831bo572bo$
1446bo138bo831bo574bo$1447bo136bo831bo576bo$1448bo134bo831bo578bo$
1449bo132bo831bo580bo$1450bo130bo831bo582bo$1451bo128bo831bo584bo$
1452bo126bo1418bo$1453bo124bo$1454bo122bo$1455bo120bo$1456bo118bo$
1457bo116bo$1458bo114bo$1459bo112bo$1460bo110bo$1461bo108bo$1462bo106b
o$1463bo104bo$1464bo102bo$1465bo100bo$1466bo98bo$1467bo96bo$1468bo94bo
$1469bo92bo$1470bo90bo$1471bo88bo$1472bo86bo$1473bo84bo$1474bo82bo$
1475bo80bo$1476bo78bo$1477bo76bo$1478bo74bo$1479bo72bo$1480bo70bo$
1481bo68bo$1482bo66bo$1483bo64bo$1484bo62bo$1485bo60bo$1486bo58bo$
1487bo56bo$1488bo54bo$1489bo52bo$1490bo50bo$1491bo48bo$1492bo46bo$
1493bo44bo$1494bo42bo$1495bo40bo$1496bo38bo$1497bo36bo$1498bo34bo$
1499bo32bo$1500bo30bo$1501bo14b2o12bo$1502bo13b3o5b6o$1503b7o6bo2bo3bo
5bo$1503bo5bo6bo3bobo3bo2bo$1503bo2bo2b16o2bobo$1503bobobob6o4b6obo2bo
$1503bo4bob4o6b4obo3bo$1503bo2b2obob2o8b2obob4o$1504bob3obo12bob3o$
1505b5obo10bob4o$1506b4o2bob6obo2b4o$1505b4o4bo6bo4b3o$1504bob2o4bobo
4bobo4b2o$1503bo2bo5bo2bo2bo2bo5bo$1502b2o2bo5bo3b2o3bo5b5o$1502b5o5bo
3b2o3bo5bo2b2o$1506bo5bo2bo2bo2bo5bo2bo$1506b2o4bobo4bobo4b2obo$1506b
3o4bo6bo4b4o$1506b4o2bob6obo2b4o$1506b4obo10bob5o$1506b3obo12bob3obo$
1504b4obob2o8b2obob2o2bo$1504bo3bob4o6b4obo4bo$1504bo2bob6o4b6obobobo$
1504bobo2b16o2bo2bo$1504bo2bo3bobo3bo6bo5bo$1504bo5bo3bo2bo6b7o$1504b
6o5b3o13bo$1503bo12b2o14bo$1502bo30bo$1501bo32bo$1500bo34bo$1499bo36bo
$1498bo38bo$1497bo40bo$1496bo42bo$1495bo44bo$1494bo46bo$1493bo48bo$
1492bo50bo$1491bo52bo$1490bo54bo$1489bo56bo$1488bo58bo$1487bo60bo$
1486bo62bo$1485bo64bo$1484bo66bo$1483bo68bo$1482bo70bo$1481bo72bo$
1480bo74bo$1479bo76bo$1478bo78bo$1477bo80bo$1476bo82bo$1475bo84bo$
1474bo86bo$1473bo88bo$1472bo90bo$1471bo92bo$1470bo94bo$1469bo96bo$
1468bo98bo$1467bo100bo$1466bo102bo$1465bo104bo$1464bo106bo$1463bo108bo
$1462bo110bo$1461bo112bo$1460bo114bo$1459bo116bo$1458bo118bo$1457bo
120bo$1456bo122bo$1455bo124bo$1454bo126bo$1453bo128bo$1452bo130bo$
1451bo132bo$1450bo134bo$1449bo136bo$bo1446bo138bo$2bo584bo859bo140bo$
3bo582bo859bo142bo$4bo580bo859bo144bo$5bo578bo859bo146bo$6bo576bo859bo
148bo$7bo574bo859bo150bo$8bo572bo859bo152bo$9bo570bo859bo154bo$10bo
568bo859bo156bo$11bo566bo859bo158bo$12bo564bo859bo160bo$13bo562bo859bo
162bo$14bo560bo859bo164bo$15bo558bo859bo166bo$16bo556bo859bo168bo$17bo
554bo859bo170bo$18bo552bo859bo172bo$19bo550bo859bo174bo$20bo548bo859bo
176bo$21bo546bo859bo178bo$22bo544bo859bo180bo$23bo542bo859bo182bo$24bo
540bo859bo184bo$25bo538bo859bo186bo$26bo536bo859bo188bo$27bo534bo859bo
190bo$28bo532bo859bo192bo$29bo530bo859bo194bo$30bo528bo859bo196bo$31bo
526bo859bo198bo$32bo524bo859bo200bo$33bo522bo859bo202bo$34bo520bo859bo
204bo$35bo518bo859bo206bo$36bo516bo859bo208bo$37bo514bo859bo210bo$38bo
512bo859bo212bo$39bo510bo859bo214bo$40bo508bo859bo216bo$41bo506bo859bo
218bo$42bo504bo859bo220bo$43bo502bo859bo222bo$44bo500bo859bo224bo$45bo
498bo859bo226bo$46bo496bo859bo228bo$47bo494bo859bo230bo$48bo492bo859bo
232bo$49bo490bo859bo234bo$50bo488bo859bo236bo$51bo486bo859bo238bo$52bo
484bo859bo240bo$53bo482bo859bo242bo$54bo480bo859bo244bo$55bo478bo859bo
246bo$56bo476bo859bo248bo$57bo474bo859bo250bo$58bo472bo859bo252bo$59bo
470bo859bo254bo$60bo468bo859bo256bo$61bo466bo859bo258bo$62bo464bo859bo
260bo$63bo462bo859bo262bo$64bo460bo859bo264bo$65bo458bo859bo266bo$66bo
456bo859bo268bo$67bo454bo859bo270bo$68bo452bo859bo272bo$69bo450bo859bo
274bo$70bo448bo859bo276bo$71bo446bo859bo278bo$72bo444bo859bo280bo$73bo
442bo859bo282bo$74bo440bo859bo284bo$75bo438bo859bo286bo$76bo436bo859bo
288bo$77bo434bo859bo290bo$78bo432bo859bo292bo$79bo430bo859bo294bo$80bo
428bo859bo296bo$81bo426bo859bo298bo$82bo424bo859bo300bo$83bo422bo859bo
302bo$84bo420bo859bo304bo$85bo418bo859bo306bo$86bo416bo859bo308bo$87bo
414bo859bo310bo$88bo412bo859bo312bo$89bo410bo859bo314bo$90bo408bo859bo
316bo$91bo406bo859bo318bo$92bo404bo859bo320bo$93bo402bo859bo322bo$94bo
400bo859bo324bo$95bo398bo859bo326bo$96bo396bo859bo328bo$97bo394bo859bo
330bo$98bo392bo859bo332bo$99bo390bo859bo334bo$100bo388bo859bo336bo$
101bo386bo859bo338bo$102bo384bo859bo340bo$103bo382bo859bo342bo$104bo
380bo859bo344bo$105bo378bo859bo346bo$106bo376bo859bo348bo$107bo374bo
859bo350bo$108bo372bo859bo352bo$109bo370bo859bo354bo$110bo368bo859bo
356bo$111bo366bo859bo358bo$112bo364bo859bo360bo$113bo362bo859bo362bo$
114bo360bo859bo364bo$115bo358bo859bo366bo$116bo356bo859bo368bo$117bo
354bo859bo370bo$118bo352bo859bo372bo$119bo350bo859bo374bo$120bo348bo
859bo376bo$121bo346bo859bo378bo$122bo344bo859bo380bo$123bo342bo859bo
382bo$124bo340bo859bo384bo$125bo338bo859bo386bo$126bo336bo859bo388bo$
127bo334bo859bo390bo$128bo332bo859bo392bo$129bo330bo859bo394bo$130bo
328bo859bo396bo$131bo326bo859bo398bo$132bo324bo859bo400bo$133bo322bo
859bo402bo$134bo320bo859bo404bo$135bo318bo859bo406bo$136bo316bo859bo
408bo$137bo314bo859bo410bo$138bo312bo859bo412bo$139bo310bo859bo414bo$
140bo308bo859bo416bo$141bo306bo859bo418bo$142bo304bo859bo420bo$143bo
302bo859bo422bo$144bo300bo859bo424bo$145bo298bo859bo426bo$146bo296bo
859bo428bo$147bo294bo859bo430bo$148bo292bo859bo432bo$149bo290bo859bo
434bo$150bo288bo859bo436bo$151bo286bo859bo438bo$152bo284bo859bo440bo$
153bo282bo859bo442bo$154bo280bo859bo444bo$155bo278bo859bo446bo$156bo
276bo859bo448bo$157bo274bo859bo450bo$158bo272bo859bo452bo$159bo270bo
859bo454bo$160bo268bo859bo456bo$161bo266bo859bo458bo$162bo264bo859bo
460bo$163bo262bo859bo462bo$164bo260bo859bo464bo$165bo258bo859bo466bo$
166bo256bo859bo468bo$167bo254bo859bo470bo$168bo252bo859bo472bo$169bo
250bo859bo474bo$170bo248bo859bo476bo$171bo246bo859bo478bo$172bo244bo
859bo480bo$173bo242bo859bo482bo$174bo240bo859bo484bo$175bo238bo859bo
486bo$176bo236bo859bo488bo$177bo234bo859bo490bo$178bo232bo859bo492bo$
179bo230bo859bo494bo$180bo228bo859bo496bo$181bo226bo859bo498bo$182bo
224bo859bo500bo$183bo222bo859bo502bo$184bo220bo859bo504bo$185bo218bo
859bo506bo$186bo216bo859bo508bo$187bo214bo859bo510bo$188bo212bo859bo
512bo$189bo210bo859bo514bo$190bo208bo859bo516bo$191bo206bo859bo518bo$
192bo204bo859bo520bo$193bo202bo859bo522bo$194bo200bo859bo524bo$195bo
198bo859bo526bo$196bo196bo859bo528bo$197bo194bo859bo530bo$198bo192bo
859bo532bo$199bo190bo859bo534bo$200bo188bo859bo536bo$201bo186bo859bo
538bo$202bo184bo859bo540bo$203bo182bo859bo542bo$204bo180bo859bo544bo$
205bo178bo859bo546bo$206bo176bo859bo548bo$207bo174bo859bo550bo$208bo
172bo859bo552bo$209bo170bo859bo554bo$210bo168bo859bo556bo$211bo166bo
859bo558bo$212bo164bo859bo560bo$213bo162bo859bo562bo$214bo160bo859bo
564bo$215bo158bo859bo566bo$216bo156bo859bo568bo$217bo154bo859bo570bo$
218bo152bo859bo572bo$219bo150bo859bo574bo$220bo148bo859bo576bo$221bo
146bo859bo578bo$222bo144bo859bo580bo$223bo142bo859bo582bo$224bo140bo
859bo584bo$225bo138bo859bo$226bo136bo$227bo134bo$228bo132bo$229bo130bo
$230bo128bo$231bo126bo$232bo124bo$233bo122bo$234bo120bo$235bo118bo$
236bo116bo$237bo114bo$238bo112bo$239bo110bo$240bo108bo$241bo106bo$242b
o104bo$243bo102bo$244bo100bo$245bo98bo$246bo96bo$247bo94bo$248bo92bo$
249bo90bo$250bo88bo$251bo86bo$252bo84bo$253bo82bo$254bo80bo$255bo78bo$
256bo76bo$257bo74bo$258bo72bo$259bo70bo$260bo68bo$261bo66bo$262bo64bo$
263bo62bo$264bo60bo$265bo58bo$266bo56bo$267bo54bo$268bo52bo$269bo50bo$
270bo48bo$271bo46bo$272bo44bo$273bo42bo$274bo40bo$275bo38bo$276bo36bo$
277bo34bo$278bo32bo$279bo30bo$280bo12b2o14bo$281b6o5b3o13bo$281bo5bo3b
o2bo6b7o$281bo2bo3bobo3bo6bo5bo$281bobo2b16o2bo2bo$281bo2bob6o4b6obobo
bo$281bo3bob4o6b4obo4bo$281b4obob2o8b2obob2o2bo$283b3obo12bob3obo$283b
4obo10bob5o$283b4o2bob6obo2b4o$283b3o4bo6bo4b4o$283b2o4bobo4bobo4b2obo
$283bo5bo2bo2bo2bo5bo2bo$279b5o5bo3b2o3bo5bo2b2o$279b2o2bo5bo3b2o3bo5b
5o$280bo2bo5bo2bo2bo2bo5bo$281bob2o4bobo4bobo4b2o$282b4o4bo6bo4b3o$
283b4o2bob6obo2b4o$282b5obo10bob4o$281bob3obo12bob3o$280bo2b2obob2o8b
2obob4o$280bo4bob4o6b4obo3bo$280bobobob6o4b6obo2bo$280bo2bo2b16o2bobo$
280bo5bo6bo3bobo3bo2bo$280b7o6bo2bo3bo5bo$279bo13b3o5b6o$278bo14b2o12b
o$277bo30bo$276bo32bo$275bo34bo$274bo36bo$273bo38bo$272bo40bo$271bo42b
o$270bo44bo$269bo46bo$268bo48bo$267bo50bo$266bo52bo$265bo54bo$264bo56b
o$263bo58bo$262bo60bo$261bo62bo$260bo64bo$259bo66bo$258bo68bo$257bo70b
o$256bo72bo$255bo74bo$254bo76bo$253bo78bo$252bo80bo$251bo82bo$250bo84b
o$249bo86bo$248bo88bo$247bo90bo$246bo92bo$245bo94bo$244bo96bo$243bo98b
o$242bo100bo$241bo102bo$240bo104bo$239bo106bo$238bo108bo$237bo110bo$
236bo112bo$235bo114bo$234bo116bo$233bo118bo$232bo120bo$231bo122bo$230b
o124bo$229bo126bo$228bo128bo$227bo130bo$226bo132bo$225bo134bo$224bo
136bo$223bo138bo$222bo140bo$221bo142bo$220bo144bo$219bo146bo$218bo148b
o$217bo150bo$216bo152bo$215bo154bo$214bo156bo$213bo158bo$212bo160bo$
211bo162bo$210bo164bo$209bo166bo$208bo168bo$207bo170bo$206bo172bo$205b
o174bo$204bo176bo$203bo178bo$202bo180bo$201bo182bo$200bo184bo$199bo
186bo$198bo188bo$197bo190bo$196bo192bo$195bo194bo$194bo196bo$193bo198b
o$192bo200bo$191bo202bo$190bo204bo$189bo206bo$188bo208bo$187bo210bo$
186bo212bo$185bo214bo$184bo216bo$183bo218bo$182bo220bo$181bo222bo$180b
o224bo$179bo226bo$178bo228bo$177bo230bo$176bo232bo$175bo234bo$174bo
236bo$173bo238bo$172bo240bo$171bo242bo$170bo244bo$169bo246bo$168bo248b
o$167bo250bo$166bo252bo$165bo254bo$164bo256bo$163bo258bo$162bo260bo$
161bo262bo$160bo264bo$159bo266bo$158bo268bo$157bo270bo$156bo272bo$155b
o274bo$154bo276bo$153bo278bo$152bo280bo$151bo282bo$150bo284bo$149bo
286bo$148bo288bo$147bo290bo$146bo292bo$145bo294bo$144bo296bo$143bo298b
o$142bo300bo$141bo302bo$140bo304bo$139bo306bo$138bo308bo$137bo310bo$
136bo312bo$135bo314bo$134bo316bo$133bo318bo$132bo320bo$131bo322bo$130b
o324bo$129bo326bo$128bo328bo$127bo330bo$126bo332bo$125bo334bo$124bo
336bo$123bo338bo$122bo340bo$121bo342bo$120bo344bo$119bo346bo$118bo348b
o$117bo350bo$116bo352bo$115bo354bo$114bo356bo$113bo358bo$112bo360bo$
111bo362bo$110bo364bo$109bo366bo$108bo368bo$107bo370bo$106bo372bo$105b
o374bo$104bo376bo$103bo378bo$102bo380bo$101bo382bo$100bo384bo$99bo386b
o$98bo388bo$97bo390bo$96bo392bo$95bo394bo$94bo396bo$93bo398bo$92bo400b
o$91bo402bo$90bo404bo$89bo406bo$88bo408bo$87bo410bo$86bo412bo$85bo414b
o$84bo416bo$83bo418bo$82bo420bo$81bo422bo$80bo424bo$79bo426bo$78bo428b
o$77bo430bo$76bo432bo$75bo434bo$74bo436bo$73bo438bo$72bo440bo$71bo442b
o$70bo444bo$69bo446bo$68bo448bo$67bo450bo$66bo452bo1601bo$65bo454bo
1601bo584bo$64bo456bo1601bo582bo$63bo458bo1601bo580bo$62bo460bo1601bo
578bo$61bo462bo1601bo576bo$60bo464bo1601bo574bo$59bo466bo1601bo572bo$
58bo468bo1601bo570bo$57bo470bo1601bo568bo$56bo472bo1601bo566bo$55bo
474bo1601bo564bo$54bo476bo1601bo562bo$53bo478bo1601bo560bo$52bo480bo
1601bo558bo$51bo482bo1601bo556bo$50bo484bo1601bo554bo$49bo486bo1601bo
552bo$48bo488bo1601bo550bo$47bo490bo1601bo548bo$46bo492bo1601bo546bo$
45bo494bo1601bo544bo$44bo496bo1601bo542bo$43bo498bo1601bo540bo$42bo
500bo1601bo538bo$41bo502bo1601bo536bo$40bo504bo1601bo534bo$39bo506bo
1601bo532bo$38bo508bo1601bo530bo$37bo510bo1601bo528bo$36bo512bo1601bo
526bo$35bo514bo1601bo524bo$34bo516bo1601bo522bo$33bo518bo1601bo520bo$
32bo520bo1601bo518bo$31bo522bo1601bo516bo$30bo524bo1601bo514bo$29bo
526bo1601bo512bo$28bo528bo1601bo510bo$27bo530bo1601bo508bo$26bo532bo
1601bo506bo$25bo534bo1601bo504bo$24bo536bo1601bo502bo$23bo538bo1601bo
500bo$22bo540bo1601bo498bo$21bo542bo1601bo496bo$20bo544bo1601bo494bo$
19bo546bo1601bo492bo$18bo548bo1601bo490bo$17bo550bo1601bo488bo$16bo
552bo1601bo486bo$15bo554bo1601bo484bo$14bo556bo1601bo482bo$13bo558bo
1601bo480bo$12bo560bo1601bo478bo$11bo562bo1601bo476bo$10bo564bo1601bo
474bo$9bo566bo1601bo472bo$8bo568bo1601bo470bo$7bo570bo1601bo468bo$6bo
572bo1601bo466bo$5bo574bo1601bo464bo$4bo576bo1601bo462bo$3bo578bo1601b
o460bo$2bo580bo1601bo458bo$bo582bo1601bo456bo$o584bo1601bo454bo$586bo
1601bo452bo$2189bo450bo$2190bo448bo$2191bo446bo$2192bo444bo$2193bo442b
o$2194bo440bo$2195bo438bo$2196bo436bo$2197bo434bo$2198bo432bo$2199bo
430bo$2200bo428bo$2201bo426bo$2202bo424bo$2203bo422bo$2204bo420bo$
2205bo418bo$2206bo416bo$2207bo414bo$2208bo412bo$2209bo410bo$2210bo408b
o$2211bo406bo$2212bo404bo$2213bo402bo$2214bo400bo$2215bo398bo$2216bo
396bo$2217bo394bo$2218bo392bo$2219bo390bo$2220bo388bo$2221bo386bo$
2222bo384bo$2223bo382bo$2224bo380bo$2225bo378bo$2226bo376bo$2227bo374b
o$2228bo372bo$2229bo370bo$2230bo368bo$2231bo366bo$2232bo364bo$2233bo
362bo$2234bo360bo$2235bo358bo$2236bo356bo$2237bo354bo$2238bo352bo$
2239bo350bo$2240bo348bo$2241bo346bo$2242bo344bo$2243bo342bo$2244bo340b
o$2245bo338bo$2246bo336bo$2247bo334bo$2248bo332bo$2249bo330bo$2250bo
328bo$2251bo326bo$2252bo324bo$2253bo322bo$2254bo320bo$2255bo318bo$
2256bo316bo$2257bo314bo$2258bo312bo$2259bo310bo$2260bo308bo$2261bo306b
o$2262bo304bo$2263bo302bo$2264bo300bo$2265bo298bo$2266bo296bo$2267bo
294bo$2268bo292bo$2269bo290bo$2270bo288bo$2271bo286bo$2272bo284bo$
2273bo282bo$2274bo280bo$2275bo278bo$2276bo276bo$2277bo274bo$2278bo272b
o$2279bo270bo$2280bo268bo$2281bo266bo$2282bo264bo$2283bo262bo$2284bo
260bo$2285bo258bo$2286bo256bo$2287bo254bo$2288bo252bo$2289bo250bo$
2290bo248bo$2291bo246bo$2292bo244bo$2293bo242bo$2294bo240bo$2295bo238b
o$2296bo236bo$2297bo234bo$2298bo232bo$2299bo230bo$2300bo228bo$2301bo
226bo$2302bo224bo$2303bo222bo$2304bo220bo$2305bo218bo$2306bo216bo$
2307bo214bo$2308bo212bo$2309bo210bo$2310bo208bo$2311bo206bo$2312bo204b
o$2313bo202bo$2314bo200bo$2315bo198bo$2316bo196bo$2317bo194bo$2318bo
192bo$2319bo190bo$2320bo188bo$2321bo186bo$2322bo184bo$2323bo182bo$
2324bo180bo$2325bo178bo$2326bo176bo$2327bo174bo$2328bo172bo$2329bo170b
o$2330bo168bo$2331bo166bo$2332bo164bo$2333bo162bo$2334bo160bo$2335bo
158bo$2336bo156bo$2337bo154bo$2338bo152bo$2339bo150bo$2340bo148bo$
2341bo146bo$2342bo144bo$2343bo142bo$2344bo140bo$2345bo138bo$2346bo136b
o$2347bo134bo$2348bo132bo$2349bo130bo$2350bo128bo$2351bo126bo$2352bo
124bo$2353bo122bo$2354bo120bo$2355bo118bo$2356bo116bo$2357bo114bo$
2358bo112bo$2359bo110bo$2360bo108bo$2361bo106bo$2362bo104bo$2363bo102b
o$2364bo100bo$2365bo98bo$2366bo96bo$2367bo94bo$2368bo92bo$2369bo90bo$
2370bo88bo$2371bo86bo$2372bo84bo$2373bo82bo$2374bo80bo$2375bo78bo$
2376bo76bo$2377bo74bo$2378bo72bo$2379bo70bo$2380bo68bo$2381bo66bo$
2382bo64bo$2383bo62bo$2384bo60bo$2385bo58bo$2386bo56bo$2387bo54bo$
2388bo52bo$2389bo50bo$2390bo48bo$2391bo46bo$2392bo44bo$2393bo42bo$
2394bo40bo$2395bo38bo$2396bo36bo$2397bo34bo$2398bo32bo$2399bo30bo$
2400bo12b2o14bo$2401b6o5b3o13bo$2401bo5bo3bo2bo6b7o$2401bo2bo3bobo3bo
6bo5bo$2401bobo2b16o2bo2bo$2401bo2bob6o4b6obobobo$2401bo3bob4o6b4obo4b
o$2401b4obob2o8b2obob2o2bo$2403b3obo12bob3obo$2403b4obo10bob5o$2403b4o
2bob6obo2b4o$2403b3o4bo6bo4b4o$2403b2o4bobo4bobo4b2obo$2403bo5bo2bo2bo
2bo5bo2bo$2399b5o5bo3b2o3bo5bo2b2o$2399b2o2bo5bo3b2o3bo5b5o$2400bo2bo
5bo2bo2bo2bo5bo$2401bob2o4bobo4bobo4b2o$2402b4o4bo6bo4b3o$2403b4o2bob
6obo2b4o$2402b5obo10bob4o$2401bob3obo12bob3o$2400bo2b2obob2o8b2obob4o$
2400bo4bob4o6b4obo3bo$2400bobobob6o4b6obo2bo$2400bo2bo2b16o2bobo$2400b
o5bo6bo3bobo3bo2bo$2400b7o6bo2bo3bo5bo$2399bo13b3o5b6o$2398bo14b2o12bo
$2397bo30bo$2396bo32bo$2395bo34bo$2394bo36bo$2393bo38bo$2392bo40bo$
2391bo42bo$2390bo44bo$2389bo46bo$2388bo48bo$2387bo50bo$2386bo52bo$
2385bo54bo$2384bo56bo$2383bo58bo$2382bo60bo$2381bo62bo$2380bo64bo$
2379bo66bo$2378bo68bo$2377bo70bo$2376bo72bo$2375bo74bo$2374bo76bo$
2373bo78bo$2372bo80bo$2371bo82bo$2370bo84bo$2369bo86bo$2368bo88bo$
2367bo90bo$2366bo92bo$2365bo94bo$2364bo96bo$2363bo98bo$2362bo100bo$
2361bo102bo$2360bo104bo$2359bo106bo$2358bo108bo$2357bo110bo$2356bo112b
o$2355bo114bo$2354bo116bo$2353bo118bo$2352bo120bo$2351bo122bo$917bo
1432bo124bo$918bo584bo845bo126bo$919bo582bo845bo128bo$920bo580bo845bo
130bo$921bo578bo845bo132bo$922bo576bo845bo134bo$923bo574bo845bo136bo$
924bo572bo845bo138bo$925bo570bo845bo140bo$926bo568bo845bo142bo$927bo
566bo845bo144bo$928bo564bo845bo146bo$929bo562bo845bo148bo$930bo560bo
845bo150bo$931bo558bo845bo152bo$932bo556bo845bo154bo$933bo554bo845bo
156bo$934bo552bo845bo158bo$935bo550bo845bo160bo$936bo548bo845bo162bo$
937bo546bo845bo164bo$938bo544bo845bo166bo$939bo542bo845bo168bo$940bo
540bo845bo170bo$941bo538bo845bo172bo$942bo536bo845bo174bo$943bo534bo
845bo176bo$944bo532bo845bo178bo$945bo530bo845bo180bo$946bo528bo845bo
182bo$947bo526bo845bo184bo$948bo524bo845bo186bo$949bo522bo845bo188bo$
950bo520bo845bo190bo$951bo518bo845bo192bo$952bo516bo845bo194bo$953bo
514bo845bo196bo$954bo512bo845bo198bo$955bo510bo845bo200bo$956bo508bo
845bo202bo$957bo506bo845bo204bo$958bo504bo845bo206bo$959bo502bo845bo
208bo$960bo500bo845bo210bo$961bo498bo845bo212bo$962bo496bo845bo214bo$
963bo494bo845bo216bo$964bo492bo845bo218bo$965bo490bo845bo220bo$966bo
488bo845bo222bo$967bo486bo845bo224bo$968bo484bo845bo226bo$969bo482bo
845bo228bo$970bo480bo845bo230bo$971bo478bo845bo232bo$972bo476bo845bo
234bo$973bo474bo845bo236bo$974bo472bo845bo238bo$975bo470bo845bo240bo$
976bo468bo845bo242bo$977bo466bo845bo244bo$978bo464bo845bo246bo$979bo
462bo845bo248bo$980bo460bo845bo250bo$981bo458bo845bo252bo$982bo456bo
845bo254bo$983bo454bo845bo256bo$984bo452bo845bo258bo$985bo450bo845bo
260bo$986bo448bo845bo262bo$987bo446bo845bo264bo$988bo444bo845bo266bo$
989bo442bo845bo268bo$990bo440bo845bo270bo$991bo438bo845bo272bo$992bo
436bo845bo274bo$993bo434bo845bo276bo$994bo432bo845bo278bo$995bo430bo
845bo280bo$996bo428bo845bo282bo$997bo426bo845bo284bo$998bo424bo845bo
286bo$999bo422bo845bo288bo$1000bo420bo845bo290bo$1001bo418bo845bo292bo
$1002bo416bo845bo294bo$1003bo414bo845bo296bo$1004bo412bo845bo298bo$
1005bo410bo845bo300bo$1006bo408bo845bo302bo$1007bo406bo845bo304bo$
1008bo404bo845bo306bo$1009bo402bo845bo308bo$1010bo400bo845bo310bo$
1011bo398bo845bo312bo$1012bo396bo845bo314bo$1013bo394bo845bo316bo$
1014bo392bo845bo318bo$1015bo390bo845bo320bo$1016bo388bo845bo322bo$
1017bo386bo845bo324bo$1018bo384bo845bo326bo$1019bo382bo845bo328bo$
1020bo380bo845bo330bo$1021bo378bo845bo332bo$1022bo376bo845bo334bo$
1023bo374bo845bo336bo$1024bo372bo845bo338bo$1025bo370bo845bo340bo$
1026bo368bo845bo342bo$1027bo366bo845bo344bo$1028bo364bo845bo346bo$
1029bo362bo845bo348bo$1030bo360bo845bo350bo$1031bo358bo845bo352bo$
1032bo356bo845bo354bo$1033bo354bo845bo356bo$1034bo352bo845bo358bo$
1035bo350bo845bo360bo$1036bo348bo845bo362bo$1037bo346bo845bo364bo$
1038bo344bo845bo366bo$1039bo342bo845bo368bo$1040bo340bo845bo370bo$
1041bo338bo845bo372bo$1042bo336bo845bo374bo$1043bo334bo845bo376bo$
1044bo332bo845bo378bo$1045bo330bo845bo380bo$1046bo328bo845bo382bo$
1047bo326bo845bo384bo$1048bo324bo845bo386bo$1049bo322bo845bo388bo$
1050bo320bo845bo390bo$1051bo318bo845bo392bo$1052bo316bo845bo394bo$
1053bo314bo845bo396bo$1054bo312bo845bo398bo$1055bo310bo845bo400bo$
1056bo308bo845bo402bo$1057bo306bo845bo404bo$1058bo304bo845bo406bo$
1059bo302bo845bo408bo$1060bo300bo845bo410bo$1061bo298bo845bo412bo$
1062bo296bo845bo414bo$1063bo294bo845bo416bo$1064bo292bo845bo418bo$
1065bo290bo845bo420bo$1066bo288bo845bo422bo$1067bo286bo845bo424bo$
1068bo284bo845bo426bo$1069bo282bo845bo428bo$1070bo280bo845bo430bo$
1071bo278bo845bo432bo$1072bo276bo845bo434bo$1073bo274bo845bo436bo$
1074bo272bo845bo438bo$1075bo270bo845bo440bo$1076bo268bo845bo442bo$
1077bo266bo845bo444bo$1078bo264bo845bo446bo$1079bo262bo845bo448bo$
1080bo260bo845bo450bo$1081bo258bo845bo452bo$1082bo256bo845bo454bo$
1083bo254bo845bo456bo$1084bo252bo845bo458bo$1085bo250bo845bo460bo$
1086bo248bo845bo462bo$1087bo246bo845bo464bo$1088bo244bo845bo466bo$
1089bo242bo845bo468bo$1090bo240bo845bo470bo$1091bo238bo845bo472bo$
1092bo236bo845bo474bo$1093bo234bo845bo476bo$1094bo232bo845bo478bo$
1095bo230bo845bo480bo$1096bo228bo845bo482bo$1097bo226bo845bo484bo$
1098bo224bo845bo486bo$1099bo222bo845bo488bo$1100bo220bo845bo490bo$
1101bo218bo845bo492bo$1102bo216bo845bo494bo$1103bo214bo845bo496bo$
1104bo212bo845bo498bo$1105bo210bo845bo500bo$1106bo208bo845bo502bo$
1107bo206bo845bo504bo$1108bo204bo845bo506bo$1109bo202bo845bo508bo$
1110bo200bo845bo510bo$1111bo198bo845bo512bo$1112bo196bo845bo514bo$
1113bo194bo845bo516bo$1114bo192bo845bo518bo$1115bo190bo845bo520bo$
1116bo188bo845bo522bo$1117bo186bo845bo524bo$1118bo184bo845bo526bo$
1119bo182bo845bo528bo$1120bo180bo845bo530bo$1121bo178bo845bo532bo$
1122bo176bo845bo534bo$1123bo174bo845bo536bo$1124bo172bo845bo538bo$
1125bo170bo845bo540bo$1126bo168bo845bo542bo$1127bo166bo845bo544bo$
1128bo164bo845bo546bo$1129bo162bo845bo548bo$1130bo160bo845bo550bo$
1131bo158bo845bo552bo$1132bo156bo845bo554bo$1133bo154bo845bo556bo$
1134bo152bo845bo558bo$1135bo150bo845bo560bo$1136bo148bo845bo562bo$
1137bo146bo845bo564bo$1138bo144bo845bo566bo$1139bo142bo845bo568bo$
1140bo140bo845bo570bo$1141bo138bo845bo572bo$1142bo136bo845bo574bo$
1143bo134bo845bo576bo$1144bo132bo845bo578bo$1145bo130bo845bo580bo$
1146bo128bo845bo582bo$1147bo126bo845bo584bo$1148bo124bo1432bo$1149bo
122bo$1150bo120bo$1151bo118bo$1152bo116bo$1153bo114bo$1154bo112bo$
1155bo110bo$1156bo108bo$1157bo106bo$1158bo104bo$1159bo102bo$1160bo100b
o$1161bo98bo$1162bo96bo$1163bo94bo$1164bo92bo$1165bo90bo$1166bo88bo$
1167bo86bo$1168bo84bo$1169bo82bo$1170bo80bo$1171bo78bo$1172bo76bo$
1173bo74bo$1174bo72bo$1175bo70bo$1176bo68bo$1177bo66bo$1178bo64bo$
1179bo62bo$1180bo60bo$1181bo58bo$1182bo56bo$1183bo54bo$1184bo52bo$
1185bo50bo$1186bo48bo$1187bo46bo$1188bo44bo$1189bo42bo$1190bo40bo$
1191bo38bo$1192bo36bo$1193bo34bo$1194bo32bo$1195bo30bo$1196bo12b2o14bo
$1197b6o5b3o13bo$1197bo5bo3bo2bo6b7o$1197bo2bo3bobo3bo6bo5bo$1197bobo
2b16o2bo2bo$1197bo2bob6o4b6obobobo$1197bo3bob4o6b4obo4bo$1197b4obob2o
8b2obob2o2bo$1199b3obo12bob3obo$1199b4obo10bob5o$1199b4o2bob6obo2b4o$
1199b3o4bo6bo4b4o$1199b2o4bobo4bobo4b2obo$1199bo5bo2bo2bo2bo5bo2bo$
1195b5o5bo3b2o3bo5bo2b2o$1195b2o2bo5bo3b2o3bo5b5o$1196bo2bo5bo2bo2bo2b
o5bo$1197bob2o4bobo4bobo4b2o$1198b4o4bo6bo4b3o$1199b4o2bob6obo2b4o$
1198b5obo10bob4o$1197bob3obo12bob3o$1196bo2b2obob2o8b2obob4o$1196bo4bo
b4o6b4obo3bo$1196bobobob6o4b6obo2bo$1196bo2bo2b16o2bobo$1196bo5bo6bo3b
obo3bo2bo$1196b7o6bo2bo3bo5bo$1195bo13b3o5b6o$1194bo14b2o12bo$1193bo
30bo$1192bo32bo$1191bo34bo$1190bo36bo$1189bo38bo$1188bo40bo$1187bo42bo
$1186bo44bo$1185bo46bo$1184bo48bo$1183bo50bo$1182bo52bo$1181bo54bo$
1180bo56bo$1179bo58bo$1178bo60bo$1177bo62bo$1176bo64bo$1175bo66bo$
1174bo68bo$1173bo70bo$1172bo72bo$1171bo74bo$1170bo76bo$1169bo78bo$
1168bo80bo$1167bo82bo$1166bo84bo$1165bo86bo$1164bo88bo$1163bo90bo$
1162bo92bo$1161bo94bo$1160bo96bo$1159bo98bo$1158bo100bo$1157bo102bo$
1156bo104bo$1155bo106bo$1154bo108bo$1153bo110bo$1152bo112bo$1151bo114b
o$1150bo116bo$1149bo118bo$1148bo120bo$1147bo122bo$1146bo124bo$1145bo
126bo$1144bo128bo$1143bo130bo$1142bo132bo$1141bo134bo$1140bo136bo$
1139bo138bo$1138bo140bo$1137bo142bo$1136bo144bo$1135bo146bo$1134bo148b
o$1133bo150bo$1132bo152bo$1131bo154bo$1130bo156bo$1129bo158bo$1128bo
160bo$1127bo162bo$1126bo164bo$1125bo166bo$1124bo168bo$1123bo170bo$
1122bo172bo$1121bo174bo$1120bo176bo$1119bo178bo$1118bo180bo$1117bo182b
o$1116bo184bo$1115bo186bo$1114bo188bo$1113bo190bo$1112bo192bo$1111bo
194bo$1110bo196bo$1109bo198bo$1108bo200bo$1107bo202bo$1106bo204bo$
1105bo206bo$1104bo208bo$1103bo210bo$1102bo212bo$1101bo214bo$1100bo216b
o$1099bo218bo$1098bo220bo$1097bo222bo$1096bo224bo$1095bo226bo$1094bo
228bo$1093bo230bo$1092bo232bo$1091bo234bo$1090bo236bo$1089bo238bo$
1088bo240bo$1087bo242bo$1086bo244bo$1085bo246bo$1084bo248bo$1083bo250b
o$1082bo252bo$1081bo254bo$1080bo256bo$1079bo258bo$1078bo260bo$1077bo
262bo$1076bo264bo$1075bo266bo$1074bo268bo$1073bo270bo$1072bo272bo$
1071bo274bo$1070bo276bo$1069bo278bo$1068bo280bo$1067bo282bo$1066bo284b
o$1065bo286bo$1064bo288bo$1063bo290bo$1062bo292bo$1061bo294bo$1060bo
296bo$1059bo298bo$1058bo300bo$1057bo302bo$1056bo304bo$1055bo306bo$
1054bo308bo$1053bo310bo$1052bo312bo$1051bo314bo$1050bo316bo$1049bo318b
o$1048bo320bo$1047bo322bo$1046bo324bo$1045bo326bo$1044bo328bo$1043bo
330bo$1042bo332bo$1041bo334bo$1040bo336bo$1039bo338bo$1038bo340bo$
1037bo342bo$1036bo344bo$1035bo346bo$1034bo348bo$1033bo350bo$1032bo352b
o$1031bo354bo$1030bo356bo$1029bo358bo$1028bo360bo$1027bo362bo$1026bo
364bo$1025bo366bo$1024bo368bo$1023bo370bo$1022bo372bo$1021bo374bo$
1020bo376bo$1019bo378bo$1018bo380bo$1017bo382bo$1016bo384bo$1015bo386b
o$1014bo388bo$1013bo390bo$1012bo392bo$1011bo394bo$1010bo396bo$1009bo
398bo$1008bo400bo$1007bo402bo$1006bo404bo$1005bo406bo$1004bo408bo$
1003bo410bo$1002bo412bo$1001bo414bo$1000bo416bo$999bo418bo$998bo420bo$
997bo422bo$996bo424bo$995bo426bo$994bo428bo$993bo430bo$992bo432bo$991b
o434bo$990bo436bo$989bo438bo$988bo440bo$987bo442bo$986bo444bo$985bo
446bo$984bo448bo$983bo450bo$982bo452bo$981bo454bo$980bo456bo$979bo458b
o$978bo460bo$977bo462bo$976bo464bo$975bo466bo$974bo468bo$973bo470bo$
972bo472bo$971bo474bo$970bo476bo$969bo478bo$968bo480bo$967bo482bo$966b
o484bo$965bo486bo$964bo488bo$963bo490bo$962bo492bo$961bo494bo$960bo
496bo$959bo498bo$958bo500bo$957bo502bo$956bo504bo$955bo506bo$954bo508b
o$953bo510bo$952bo512bo$951bo514bo$950bo516bo$949bo518bo$948bo520bo$
947bo522bo$946bo524bo$945bo526bo$944bo528bo$943bo530bo$942bo532bo$941b
o534bo$940bo536bo$939bo538bo$938bo540bo$937bo542bo$936bo544bo$935bo
546bo$934bo548bo$933bo550bo$932bo552bo$931bo554bo$930bo556bo$929bo558b
o$928bo560bo$927bo562bo$926bo564bo$925bo566bo$924bo568bo$923bo570bo$
922bo572bo$921bo574bo$920bo576bo$919bo578bo$918bo580bo$917bo582bo$916b
o584bo$1502bo!- Untitled.png (9.84 KiB) Viewed 13970 times
Since the string is actually dark and balled up at the center and in a larger fractal white lined grid, when the whole thing collapses (let it collapse), the two dimensional automata, will stretch out into a 1-d automata in the random flicker but it's changing, and i suppose it's a mathematical transformation and a quantum computer type calculation somewhere in the 1-d automata (because when the clockwork dark string gyrates against itself, it's changing the position of the dark larger squares that come from the string pasted over the fractal balloon in the hexagonal lattice). The fractal balloon stretches out, so the center pattern should be like a 1-d pattern all over the grid. Keeping the same rule (B3/S12456) and shifting the edges, a pattern in the second drawing appears (not a string in this rule but snowflake like things but in the shape in the drawing) but it's larger and every time you return to the shifted edge pattern, I supposed it's scrambling the 1d automata. i would alternate with the sphere wrapping then the shifted edge pattern, and i would shift it, by the size of the original X-shape in the first post.
By the way, the placement of the X's in the hexagonal lattice is not exact and needs to be experimented to get it's placement right, but a fractal balloon should folrm at the center in the unbounded (ie no wrapping) hexagonal pattern.
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Hdjensofjfnen
- Posts: 1743
- Joined: March 15th, 2016, 6:41 pm
- Location: re^jθ
Re: Quantum Computer
Wow. That's that for necroposting.
Code: Select all
x = 5, y = 9, rule = B3-jqr/S01c2-in3
3bo$4bo$o2bo$2o2$2o$o2bo$4bo$3bo!Code: Select all
x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!
Re: Quantum Computer
The last post in this thread was only about a year ago.Hdjensofjfnen wrote:Wow. That's that for necroposting.
You didn't complain about the multi-year bump on the otismo thread
not active here but active on discord
-
Hdjensofjfnen
- Posts: 1743
- Joined: March 15th, 2016, 6:41 pm
- Location: re^jθ
Re: Quantum Computer
That's because I wasn't around when the otismo thread started. I clearly remember when this thread began.Moosey wrote:The last post in this thread was only about a year ago.Hdjensofjfnen wrote:Wow. That's that for necroposting.
You didn't complain about the multi-year bump on the otismo thread
Code: Select all
x = 5, y = 9, rule = B3-jqr/S01c2-in3
3bo$4bo$o2bo$2o2$2o$o2bo$4bo$3bo!Code: Select all
x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!
Re: Quantum Computer
I found this automaton today, B2367/S3478. This could revolutionize this technology. If you observe the pattern that develops from a 2x2 square, you can see that it contains "ways" that could possible simulate the electronic wires in microchips. Notice how it also contains a visible "boundary" which does not change width.
The outside of the boundary could be considered as noise from the outside, but notice how the wires do not get interrupted nor disturbed by said noise.
I will continue to explore this automaton to see if it could possibly simulate interacting electrons.
Code: Select all
x = 2, y = 2, rule = B2367/S3478
2o$2o!
- 1.png (11.21 KiB) Viewed 13922 times
Re: Quantum Computer
I think this rule demonstrably simulates a complex plane fractal geometry hypervisor for an octagonal signal fanout (with a single point of pure density in the origin). It is fragile, however, because if you modify a single cell in the pattern outside of the noise-resistant wires they are destroyed, which is a quantum vacuum virtual plasma short circuit meltdown helvetica scenario. You are left with pure noise (quantum vacuum virtual plasma) aka cosmic microwave background which implies 8-way asymmetry of the universal constants such that the center of 100% density of the pattern reveals a quantum computational race condition which kills the pattern's stability within quantum circumstances unless otherwise factored by simultaneous out of order execution blockchain optimisation pipeline quantum wire signaling which is genetically (literally genetic) homological to a torus which is homological to every geometry thereof, according to quantum topological theorems such as Koiti Kimura's theorem which states under 8-way fractal 2d automata systems operating on a quantum computer within a 1d framework of the cellular automaton viewer window artefact scaling which makes visible 'strings' of string theory shown fleetingly and they disappear by the time you've seen them (possible observer effect) quantum vacuum virtual plasma.Saka wrote:[B2367/S3478]
Applying symmetry reductions to quantum modeling of Bayesian statistical noise 2d wave automata on a complex hyperbolic fractal plane with fractal dimension >2+5i is equivalent to generating a heuristic graph of the entire structure. Furthermore, running your pattern for >100 generations produces this sort of pattern emerging every so often, which I think is an evolved recurrence phase modulation:
Code: Select all
x = 5, y = 4, rule = B2367/S3478
b2o$ob3o$2o$o2b2o!Q.E.D.
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