`Trials@uspto.gov
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`571-272-7822
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`UNITED STATES PATENT AND TRADEMARK OFFICE
`____________
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`BEFORE THE PATENT TRIAL AND APPEAL BOARD
`____________
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`LG ELECTRONICS, INC.,
`Petitioner,
`
`v.
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`IMMERVISION, INC.,
`Patent Owner.
`____________
`
`IPR2020-00179 and IPR2020-00195
` (Patent 6,844,990 B2)
`____________
`
`Record of Oral Hearing
`Held Virtually: Monday, February 8, 2021
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`
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`Before KRISTINA M. KALAN, WESLEY B. DERRICK, and
`KIMBERLY MCGRAW, Administrative Patent Judges.
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`IPR2020-00179 and IPR2020-00195
`(Patent 6,844,990 B2)
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`APPEARANCES:
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`ON BEHALF OF THE PETITIONER:
`
`
`DION BREGMAN, ESQUIRE
`ALEXANDER B. STEIN, ESQUIRE
`MORGAN LEWIS & BOCKIUS LLP
`1400 Page Mill Road
`Palo Alto, CA 94304
`(650) 843-7519
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`
`
`ON BEHALF OF THE PATENT OWNER:
`
`
`STEPHEN MURRAY, ESQUIRE
`JOHN SIMMONS, ESQUIRE
`PANITCH SCHWARZE BELISARIO & NADEL
`Two Commerce Square
`2001 Market Street
`Suite 2800
`Philadelphia, PA 19103
`(215) 965-1307
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`The above-entitled matter came on for hearing on Monday, February 8,
`2021, commencing at 1:00 p.m. EST, by video/by telephone.
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`IPR2020-00179 and IPR2020-00195
`(Patent 6,844,990 B2)
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`P R O C E E D I N G S
` JUDGE DERRICK: Good morning or good afternoon as
`it is wherever you are. This is Judge Derrick. Also here on
`the line is Judge Kalan and Judge McGraw. Today we will hear
`argument in two cases, Case IPR2020-179 and 195. Both concern
`U.S. Patent 6,844,990. Counsel for the parties, I know that
`you introduced yourselves for the reporter. Could you go
`ahead and introduce yourself again for the record starting
`with counsel for petitioner?
` MR. BREGMAN: Sure. Good afternoon, Your Honors.
`My name is Dion Bregman. With me is Alex Stein for
`petitioner, LG Electronics.
` JUDGE DERRICK: Okay. Thank you. Is there anyone
`else present associated with the petitioner?
` MR. BREGMAN: No, just myself and Mr. Stein. I
`think there might be some other people on the phone line.
` JUDGE DERRICK: Okay. Thank you.
` And for patent owner?
` MR. MURRAY: Good day, Your Honor. This is Stephen
`Murray for patent owner, and my partner John Simmons is on
`the public -- on the line.
` JUDGE DERRICK: Okay. Thank you. As set forth in
`the hearing order, each side will have one hour in total for
`argument. We will begin with the petitioner. Petitioner may
`reserve time for rebuttal. How much time does petitioner
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`wish to reserve?
` MR. BREGMAN: Fifteen minutes thereabout. Thank
`you, Your Honor.
` JUDGE DERRICK: Okay. Thank you.
` And patent owner, you can reserve time for a
`sur-rebuttal. Do you wish to reserve some time?
` MR. MURRAY: Yes, Your Honor. I would like to
`reserve about ten minutes please.
` JUDGE DERRICK: Okay. Thank you.
` Further, I will remind the parties that in this
`proceeding petitioner bears the burden of proving any
`proposition of unpatentability by a preponderance of the
`evidence. I also remind parties, as we all know, that the
`hearing is open to the public and that a full transcript of
`this hearing will become part of the record.
` Also, during this proceeding we will not entertain
`any speaking objections during an argument, but if a party
`does have an objection the party can discuss that objection
`during their own allotted time.
` Finally, I would like to remind the parties that
`they should identify any portion of the record or any
`demonstrative that they rely on so that the record is clear.
`Keep in mind that the demonstratives are not evidence and
`that this hearing is not the time to make any new argument or
`to rely on any evidence that's not already been relied on in
`this proceeding.
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` Unless there are any questions I think we're ready
`to begin, but before we do, I did have one item, sort of more
`of a housekeeping item, to discuss with petitioner's counsel.
`We noticed that there was notice provided in Paper 20 that a
`Mr. Bradley Cangro and Mr. Jeremy Peterson no longer
`represent petitioner and should no longer be listed -- or
`listed as backup counsel, and the notice was provided
`pursuant to 37 CFR Section 42.8(a)(3) which requires filing
`within 21 days of a change of information. Is that correct?
` MR. BREGMAN: Yes, Mr. Cangro has left our firm.
` JUDGE DERRICK: And Mr. Peterson as well?
` MR. BREGMAN: I'm not quite sure why Mr. Peterson
`resigned. He's our appellate counsel so I'm not quite sure
`what was going on there.
` Maybe, Alex, do you have any idea?
` MR. STEIN: Yeah, it's Jeremy Peterson and he also
`left the firm with Mr. Cangro. So both of them are no longer
`with our firm.
` JUDGE DERRICK: Okay. I guess I would remind
`counsel that Section 42.10(e) states that counsel may not
`withdraw from a proceeding before the Board unless the Board
`authorizes such a withdrawal. And so perhaps that's
`something you should consider and determine what the best way
`of addressing that is rather than simply notifying us that
`they no longer represent petitioner.
` But with that, please go ahead and begin.
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`Petitioner's counsel should go ahead and begin their argument
`whenever they're ready.
` MR. BREGMAN: All right. Thank you, Your Honor.
`I'm going to start my stopwatch. So thank you again, Your
`Honors, for taking the time. My name again is Dion Bregman,
`with me is Alex Stein, and we represent LGE. Hopefully,
`you've got our demonstratives. I'm going to be mostly
`sticking to the demonstratives and we can jump right in if
`you've got them in front of you.
` So if you look at Slide 2 of the demonstratives you
`will see generally an outline of what I plan on discussing
`today. We're going to start off talking a little bit about
`the '990 patent, just an overview. Of course I'm here really
`just to answer your questions, so if you have any questions
`for me just interrupt me, or if you already know what I'm
`talking about with the background, et cetera, we can just
`skip over it.
` Secondly, we'll be discussing Table 5 of Tada.
`That's the primary reference and our expert's analysis
`thereof. Thirdly, we'll be discussing the prima facie case
`based on Tada if you turn to Slide 3. Then we'll get into
`the disputes and the main dispute between the parties is
`whether there is an obvious error in Tada and we'll talk
`about that. We'll then talk about our expert's analysis of
`Table 5. Patent owners have disagreed with his analysis.
`And then time permitting we'll get into Grounds 2 and 3 after
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`that.
` So with that why don't I just jump into the
`overview. So if you look at Slide 5, this is a figure from
`the patent, from the '990 patent, that lays out
`general -- what a general, classical, panoramic, objective
`lens looks like, and this is the prior art. And generally
`objective lenses have more than one lens. They're depicted
`with one lens here for simplicity, but you can see the lens
`in blue, you can see the optical axis in orange, you can see
`a number of object points in pink, A, B, C, and D, and they
`enter the lens at various different field angles from the
`optical axis. Those are shown as Alpha 1, Alpha 2, minus
`Alpha 1, and minus Alpha 2. The light exits the lens and
`hits a digital image sensor, 17, and those same object points
`are now the image points on the sensor shown with prime. So
`A Prime, B Prime, C Prime, and D Prime. And in a classical
`lens the angle, the field angle, Alpha 1, Alpha 2, is
`proportional to these distances that you see, D1 and D2.
`They're the other way around because the image is flipped
`upside down when it goes through the lens.
` And if you look at Slide 6, 4A from the patent
`again shows you what they call an image disk and this is the
`image that you would see on the image sensor, and each one of
`those concentric circles are the object points having the
`same field angle. So everything at ten degrees up to 90
`degrees, and each one of those field angles around the lens
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`you'll get these concentric circles, and the concentric
`circles are evenly spaced in a classical lens.
` And the patent introduces a concept called the
`image point distribution function and what that really is is
`just to show is there any distortion in the lens? So are you
`zooming in on any area of the lens? Is there a higher
`resolution at some point in the lens compared to somewhere
`else?
` And the X axis is the field angle. This is 180-
`degree wide-angle lens so it's got 90 degrees up, 90 degrees
`down. It's just showing you 90 degrees. And that's on the X
`axis is the field angle. And on the Y axis is the distance
`from the center that's being normalized. So the center is
`zero and the very edge is one where you can think of it in
`percentages as well. You know, the first bottom ten percent
`up to 100 percent of the image. And what's important here is
`that for a classical lens you have a linear relationship
`between the old angle and this normalized distance of the
`image points.
` If you turn to Slide 7, the '990 patent describes
`only one actual lens system which it shows in detail in
`Figure 15 where it's assembled, and Figure 16 getting rid of
`all of the assembly parts, just showing the lenses. And what
`you see in Figure 7A is an image disk but you can see the
`concentric circles are no longer evenly spaced. They're
`wider spaced in the middle and then they are more closely
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`spaced as you go to the outside. And that you can see in the
`image point distribution function 7B shown on the right,
`and you can show -- you can see that there is a steeper curve
`up until about 20 degrees and then a shallower curve from 20
`degrees to the remainder of the lens. And what that's saying
`is that you have an expanded lens in the middle. You're
`getting more detail. You're getting about 50 percent of the
`image sensor contains just the data -- just the image points
`from the first 20 degrees and then the rest of the 50 percent
`contains all of the image points from 20 degrees up until 90.
`So that is compressed and the middle of the lens is expanded.
` And as patent owner's expert and our experts have
`explained, it's a zero sum game. So if you're going to
`expand some part of the lens, you have to contract the other
`part of the lens. You're always going to end up at the end.
`That's the field angle, the maximum field angle of the lens
`and at one. And so if you align the --
` JUDGE DERRICK: Counsel --
` MR. BREGMAN: Sorry. Go ahead.
` JUDGE DERRICK: Yeah. So just as a point of
`clarification, so you say there's no (indiscernible). So if
`you expand one portion you must compress another portion.
` MR. BREGMAN: Yeah.
` JUDGE DERRICK: So for instance if you
`have -- but it's not necessarily the case that every portion
`that is not expanded is then compressed, correct? You could
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`have a portion that remained linear, a portion that was
`expanded, and then a portion that was compressed, correct?
` MR. BREGMAN: Yeah, absolutely correct. As long as
`you ended up --
` JUDGE DERRICK: Okay.
` MR. BREGMAN: -- back at the 190 if you've got a 90
`field angle, 180-degree field angle lens, as long as you end
`up back at the top point. And you can see on this line the
`linear relationship is the dashed line, and then it goes up,
`there's some expansion, and then there's some compression.
`So what they're trying to do with this lens is to just zoom
`in on the middle part. The middle part is more interesting
`to the lens designer than the outside. So if I've got a lens
`that I really want to focus on somewhere in the middle, this
`is the kind of lens I would use. And it's very standard lens
`design that you would introduce some distortion into a lens
`if you wanted to focus on some areas.
` Now, if we turn to Slide 8, this is the invention.
`So they mention -- the '990 patent doesn't actually show you
`what a lens would look like for the claimed invention, but it
`shows you what the image point distribution line would look
`like, what chart could look like. And as you can see on the
`right-hand side Figure 9, you'll see that there's a lower
`slope than the linear slope, a higher angle of an attack
`slope, and then again a shallower slope, and what that tells
`us is if we plot that onto that image disk is that you will
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`get -- up until 30 degrees you'll get compression so you've
`got less resolution there. Then you've got a middle zone
`where it's blue and there's expansion so you've got higher
`resolution. And then at the end of the or the edge of the
`image disk you have compression again. You can see it ends
`up back at 90 and one at the top right, and that's what this
`lens is doing. That's what the lens of the claims are doing
`that are being challenged that you've got the center or
`intermediate zone where you've got expansion. And if you've
`got three zones and you've got expansion in the middle you
`have to have compression elsewhere, and that's what this
`patent is about.
` Now, the patent also introduces something called
`the maximum divergence and that's the distance from that
`linear line where you see the pink dot or the yellow dot, and
`the claims require that that needs to be plus or minus ten
`percent or above, and we'll spend quite a bit of time talking
`about that a little bit later.
` If you turn to Slide 9, this is directly out of the
`patent and the patent talks about why does it not tell you
`all the dimensions of the lens, the spacing of the lenses,
`what kind of lenses you would use for this embodiment? Well,
`it says it doesn't need to do that because all of that -- and
`I'll read from that first citation here. It says that the
`formula of diffraction grading of the lens, L6, the
`calculation of the diameters of the lenses and the distances
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`between the lenses are all within the understanding of those
`skilled in the art using classical computer-aided design
`tools. And it says the same thing basically in the next
`quotation as well.
` So in other words, the patent leaves all of this,
`all of the actual lens design open to a person of ordinary
`skill in the art because this is known. Once you know what
`you want to do you just use software and you tweak it to get
`the lens system that you want. And why this is important,
`you'll see compared to Tada, our primary reference, Tada
`gives you a lot of information. Lots of tables and formulas
`and all sorts of things which goes way beyond what the '990
`patent gives you with respect to its claimed lens.
` If we turn to Slide 10, this is for the method
`claims, and you'll see that the two claims that are being
`challenged in the two IPRs are dependent claims. And why
`we're challenging only the dependent claims, well the
`independent claims have been cancelled in re-exam. So the
`patent owner put their own patent into re-exam and admits
`that the two secondary references, Baker and Nagaoka,
`disclose all of the elements of the independent claims. So
`all that's left is the Dependent Claim 5 and 21, which you'll
`see on the next slide. Five is a method claim. Slide 11
`shows the apparatus claim. And what the dependent claim adds
`is you basically have this intermediate zone. The ten
`percent (indiscernible) was known. The linear -- the image
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`point distribution function they admitted was known, and the
`maximum divergence they admitted was known in the prior art.
` If we turn to Slide 12, this is very important. So
`the patent -- trying to understand whether that ten percent
`is a critical number. Is it critical? Did they have some
`unexpected results about it having to be exactly ten percent
`maximum divergence or higher? Well, the patent tells us no.
`That number is not -- there's nothing critical about that
`value. How do we know that? Well, we've got some quotations
`here that says the value of maximum divergence according to
`the present invention -- so it's saying the present invention
`is this -- is clearly higher than that due to the possible
`design errors or manufacturing errors of a classical
`panoramic objective lens which is of a few percent.
` So they're saying you typically get design errors
`or manufacturing errors of a few percent. So that's sort of
`the general range. Those aren't to say generally speaking a
`non-linear objective lens according to the present
`invention -- there we're talking about the present
`invention -- has a maximum divergence on the order of ten
`percent at least. On the order to me just means about.
`About ten percent at least is what it says. So the patent
`doesn't describe that this value of ten percent is critical.
`The patent really just introduces the concept of non-
`linearity in a lens. It leaves the lens prescription up to a
`person of skill in the art and there's nothing critical about
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`this ten percent. In the patent it's merely an
`approximation.
` Slide 13 just shows there was a re-exam. That's
`the re-exam certificate where independent claims were
`cancelled. Slide 14 and 15, I won't spend much time on it,
`but if you look at the chart that we repeated, if you look at
`the bottom right-hand corner of both Slides 14 and 15 you'll
`see patent owner admitting that Nagaoka or Baker disclose a
`panoramic objective lens that meets all the limitations of
`the independent claim. So that was all admitted during the
`re-exam.
` Okay. So let's go to Slide 16 which is Dr.
`Chipman's analysis of our single reference obviousness Ground
`1 Tada reference and in particular the embodiment that he
`relied on, which you can see in Slide 17, which is Embodiment
`3 from Tada. And Embodiment 3 talks about using Table 5.
`Table 5, as you can see we've repeated on the right, has a
`ton of information in it which a designer can use to model
`what a lens would look like. And that's exactly what our
`expert did and we'll go into that in a minute.
` If you'll turn to Slide 18, this is Figure 11 from
`Tada which shows the sort of patent drawing of the layout of
`the lenses. It never says that this was drawn to scale. The
`only reason I mention that is because patent owner's expert
`treats this drawing as if it's drawn to scale. He zooms in
`on it and he tries to find problems with it. But the
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`reference, as we know, patent drawings are not drawn to scale
`unless otherwise noted in the patent and Tada never talks
`about the drawings being drawn to scale.
` If we turn to Slide 19, this is our expert Dr.
`Chipman saying what he did is he used a program called Code V
`or Code 5 depending on who you speak to. This is probably
`the most common software that people use to do lens design.
`It's been around since at least the 1960s and the
`functionality that Dr. Chipman used as he described was
`around since about 1980. In the patent owner preliminary
`response patent owners complained that he shouldn't be using
`software that's current, but then he seemed to have dropped
`that because their own expert used current software in his
`tedious analysis to try and find that there was some sort of
`error in Tada.
` Turning to Slide 20, the summary of what Dr.
`Chipman did. He took the data from Tada's Table 5, he put it
`all into some modeling software, and he got a lens model out
`of that. And you can see the lens in Slide 21 that he
`got -- this a printout directly from this Code 5 software
`that shows all the lenses and shows some of the rays, the
`light rays going through the lens system. He then took that
`data on Slide 22, he put it into a spreadsheet, and he
`plotted this image point distribution function so that he
`could determine what the maximum deviation is -- sorry,
`maximum divergence is -- and he did it for a number of
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`different wavelengths of light and we'll talk about that in a
`minute. And on Slide 22 is his analysis at 380 nanometer
`wavelength, the white, and you can see that the maximum
`divergence that was calculated was minus 9.88 percent. If
`you look at Slide --
` JUDGE KALAN: Counsel, if I can interrupt.
` MR. BREGMAN: Yes.
` JUDGE KALAN: You are presenting figures here of
`9.88 percent and thereabouts previously on your Slide 12 you
`cited the language -- I'm trying to get there -- "on the order
`of ten percent at least" --
` MR. BREGMAN: Right.
` JUDGE KALAN: -- which you said you interpreted to
`be about ten percent. But why shouldn't we read "ten percent
`at least" as making ten percent the floor?
` MR. BREGMAN: Because the patent never says that
`it's a critical value and we can go into the case law. We
`will go into the case law. If you want to jump to that,
`let's do that right now. Let me see if I can find it. So if
`you go to Slide 26 of ours this is what the case law says.
`So the cases say -- and this is In re Peterson
`(indiscernible) case. It says a prima facie case of
`obviousness exists when the claimed range and the prior art
`range do not overlap but are close enough such that one
`skilled in the art would have expected them to have the same
`properties.
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`IPR2020-00179 and IPR2020-00195
`(Patent 6,844,990 B2)
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` Well, 9.88 we argue is close enough to ten degrees
`and they do have the same properties and patent owner has
`never argued that they don't have the same properties. And
`in fact they can't argue that they don't have the same
`properties because their own patent says on the order of ten
`percent or above and says that you will get design and
`manufacturing errors of a couple of percent.
` If you go to the last quote on that same slide,
`also from In re Peterson, it says a finding of prima facie
`obviousness may be rebutted by establishing that the claimed
`range is critical, generally by showing that the claimed
`range achieves unexpected results relative to the prior art.
` So if you put a range and you don't -- and it's not
`critical in the patent that a person can get there through
`routine optimization then close enough is good enough. If
`they wanted to say that it was critical they would have had
`to have done that. They haven't done that, patent owners,
`and in any event they couldn’t do that because their own
`patent says on the order.
` So, to sort of summarize in response to your
`question, the floor can't be exactly ten percent or above
`because that number is not critical. It's close enough. As
`long as it has the same properties it's good enough unless
`the patent owners show that there is something magical about
`that ten percent number, which they haven't done.
` And if you look at that middle case we quote, this
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`is from In re Aller from the Federal Circuit or from the CCPA
`says, Where the general conditions of a claim are disclosed
`in the prior art it is not inventive to discover the optimum
`or workable ranges by routine optimization.
` If you remember, if you go back to the patent, the
`patent itself didn't provide any information about the
`lenses. It said go -- go optical lens designer, go use some
`software. We're going to just tell you that you've got this
`intermediate zone or the middle zone and we've got a maximum
`divergence of plus or minus ten percent or above and you go
`do routine experimentation. Use the software and design the
`lens to get the actual lens that you want.
` So the '990 patent clearly doesn't say that the ten
`percent is critical. Of course patent owners would love it
`to be critical. But in any event, we've got an obviousness
`ground where we are 0.12 percent off from ten percent and we
`believe that a person of skill in the art when they
`were -- if they were performing routine optimization would
`easily have got to ten percent just with the manufacturing
`and design errors that the '990 patent admits are commonplace.
` JUDGE KALAN: Correct.
` JUDGE DERRICK: So counsel --
` JUDGE KALAN: As a step of this -- sorry. As a
`step of the analysis, going back to the language and just
`looking at the "ten percent at least," in separating that out
`from the "on the order of", the "ten percent at least" seems to
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`IPR2020-00179 and IPR2020-00195
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`be an amount stated in the patent that doesn't necessarily
`based on this language say less than ten percent. Looking at
`the "on the order of" which you have interpreted to be "about,"
`I'm still not seeing the support for the interpretation of
`your "on the order of" as "about." "On the order of" seems
`to me to have a different mathematical property.
` MR. BREGMAN: I beg to disagree there a little bit.
`I mean at least to me "on the order of" means about and when
`read in connection with the previous sentence that says when
`you're going to do designing of lenses or manufacturing of
`lenses, these lenses are going to differ the maximum
`divergence of a few percent it says. I mean that is not
`showing that it's critical.
` Remember, what they need to do here is they need to
`show that there is criticality. That if it isn't at ten
`percent or above exactly then you're going to -- the lens is
`going to be awful. They have to show that you -- there is
`something special, there is something magical per the case
`law that if you -- that that range from ten percent or above
`provides some criticality and they just haven't shown that.
`They've never showed that exactly ten percent or above gives
`you some unexpected result. And we submit that they couldn't
`do that because the patent would contradict that statement if
`they tried to make it. In any event, they haven't shown that
`so it's kind of a moot point.
` Okay. So returning to Slide 23 just momentarily
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`IPR2020-00179 and IPR2020-00195
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`you can see -- and this is another dispute which we'll get
`into later. Tada talks about using a CCT -- using its lens
`in a CCTV camera which is for generally closed circuit TV for
`surveillance. And of course that kind of a lens would have
`lens in the visible spectrum that it's looking at. Sorry.
`Light in the visible spectrum that it would be looking at and
`light in the visible spectrum is all the way from just above
`ultraviolet to just under infrared. So from about 380
`nanometers to about 740 nanometers.
` And you can see Dr. Chipman has run his analysis to
`figure out the maximum divergence and he gets a range of
`maximum divergence depending on wavelength of anywhere from
`8.1 to 9.88, which we submit is well within a few percent of
`ten degrees. And if it wasn't -- and even if that range was
`critical, a person of ordinary skill in the art would know to
`modify the lens as described in our petition and in Dr.
`Chipman's declarations.
` Okay. So let's jump forward a little bit to that
`criticality you're talking about in a little bit. I mean we
`pointed that out in Slide 27 that the maximum deviation of
`9.88 -- actually anywhere from 8.1 to 9.88 is close enough to
`the claimed maximum deviation such that one skilled in the
`art would have expected to have the same properties, quoting
`In re Peterson, and you can find that in the petition on page
`40.
` So just summarizing, if we go to Slide 28, our
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`IPR2020-00179 and IPR2020-00195
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`expert Dr. Chipman took Table 5, put it into this Code V or
`Code 5 software, and got out the maximum divergence values
`that we just looked at. Very straightforward. What any
`person of skill in the art would do and in fact is what both
`experts did in this proceeding.
` Not to harp on this, but if you go to Slide 30 I
`believe Your Honors already sort of appreciated what we were
`talking about here with the criticality in your institution
`decision. I don't need to repeat your institution decision
`back to you, but you did also note that there's no meaningful
`distinction between the maximum divergence values of Tada and
`the claimed ten percent value.
` Okay. Let's get to the main argument here which is
`is there an error in Tada and is that error obvious, and
`that's starting on Slide 31. So patent owner's position is
`that there is an error in Tada and that the Board should
`correct that error. Right. They say that there's an error
`in the aspherical data underneath Table 5 and you should
`really take the aspherical data from a different embodiment
`and substitute it into Table 5 and that would have been
`obvious to a person of skill in the art and we just simply
`disagree with that.
` So if you look at Slide 32, why don't we just start
`with what the law says. And the law, the controlling case
`here is In re Yale. I apologize on Slide 32 I notice that I
`said BPAI 1970 as the citation. That is of course wrong.
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`That's the CCPA 1970 is what it should say. And I think it's
`worthwhile looking at this case a little bit, talking through
`this case because it is the controlling case.
` So what happened in this case is there was a
`compound that was using being used for -- an inhalation
`compound to help with anesthesia and there were multiple
`different compounds mentioned in this article. One of the
`compounds clearly was not mentioned anywhere else and was a
`clear typographical error. And the CCPA, the Federal
`Circuit, I'll just shorthand and call them recognized there.
`They recognized that there was a