JonBenet's Skull Fractures: The Weapon

otg · Mar 7, 2013

koldkase said: ↑

Okay, so now I'm going back to the other thread started by cynic which has some answers to our questions about force needed to cause that fracture, etc.

For some reason, I didn't remember these exact details cynic provided for us--either I skimmed it because I was (once again) behind when I entered this thread discussion and like I said--big words, insufficient brain power; OR I don't remember it because my old brain is like that now. Probably a little bit of both.

But here is part of cynic's post which gives us info on the thickness of a child's skull in various places and the force needed to fracture a human skull:

Cynic posted:

Bone thickness of a human skull. Three-dimensional Computed Tomography (CT) scan of the skull of a human child, in side view. The parietal bone is mapped in colours depicting bone thickness: light blue to yellow (0.5-2.5 millimetres); red to dark blue (3-5 millimetres). The bone thickness mapping by computer shows local variation of thickness in the human skull. This map was used to compare human skull thickness with fossil skull thickness of a Neanderthal child found at Devil's Tower, Gibraltar. Human skulls prove to be thinner than Neanderthal skulls. Research at the Anthropologis- ches Institut, University of Zurich, Switzerland.
http://www.sciencephoto.com/media/302666/enlarge

The skull varies greatly in thickness-not only in different individuals, but also at different parts-a point which must be kept in mind when trephining. Speaking generally, it is thickest over the frontal and occipital regions, attaining a maximum at the posterior occipital protuberance, and is thinnest over the squamous portion of the temporal.http://bookdome.com/health/anatomy/S...al-Region.html

The temporal and parietal regions are the thinnest cranial boned and the most common sites of accidental fracture. The thickest cranial bones are the frontal and occipital. Occipital fractures are related to more serious brain injury due to the increased force necessary to generate a fracture in the thickest bone of the skull.
Nursing Care of the Pediatric Neurosurgery Patient, edited by Cathy Cartwright, Donna C. Wallace, page 150

Force required to cause a depressed fracture in JonBenetâ€™s skull in the posteroparietal region:

Modern studies of skull fractures conducted by the American military demonstrate that it takes a minimum of 90 foot-pounds delivered over 1 square inch to fracture the human skull with a blow delivered to the front of the head. If the blow is delivered to the temporal/parietal area, 45 foot-pounds will produce a fracture. A blow to the zygomatic region, the bony arch on either side of the face below and around the eye, requires only 18 foot-pounds of force to produce a fracture. A mace weighing 1.8 pounds can be swung at a speed of 60 feet per second by the human arm so as to generate 101 foot-pounds of energy on impact, more than enough to fracture a human skull at its strongest point.
From Sumer to Rome: The Military Capabilities of Ancient Armies,Richard A. Gabriel, Karen S. Metz, page 57

[Added my me: From JB's autopsy report] Skull and Brain: Upon reflection of the scalp there is found to be an extensive area of scalp hemorrhage along the right temporoparietal area extending from the orbital ridge, posteriorly all the way to the occipital area. This encompasses an area measuring approximately 7x4 inches. This grossly appears to be fresh hemorrhage with no evidence of organization. At the superior extension of the is area of hemorrhage is a linear to comminuted skull fracture which extends from the right occipital to posteroparietal area forward to the right frontal area across the parietal skull. In the posteroparietal area of this fracture is a roughly rectangular shaped displaced fragment of skull measuring one and three-quarters by one-half inch.The hemorrhage and the fracture extend posteriorly just past the midline of the occipital area of the skull. This fracture measures approximately 8.5 inches in length. On removal of the skull cap there is found to be a thin film of subdural hemorrhage measuring approximately 7-8 cc over the surface of the right cerebral hemisphere and extending to the base of the cerebral hemisphere.Excerpt from JonBenetâ€™s autopsy report.
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Here is the autopsy photo of JonBenet's skull cap:

[Did we address BOESP's question about this photo? If not, yes, this is the actual autopsy photo. The black and white image is just an "enhancement" of this color photo, rendered black and white with a computer program--I think, instead of an x-ray, but others think it is an x-ray, so maybe someone can source that?]

So my focus is now on the size of the comminuted fracture we're discussing.

In another post on the fractures in which you made your point about that squiggly line on the back of the comminuted fracture, otg, which I now understand but didn't then: it follows the line of the "sutures" where the child's skull was growing together...or something like that. You called it "Wormian" after a man who named it...poor guy.

http://www.forumsforjustice.org/forums/showpost.php?p=191958&postcount=27

I do believe you've mentioned this in relation to your current experiments as a part of your observations you'll get to later, so hope I haven't jumped too soon, otg. If so, my apologies. But in trying to keep up with all the big words, I'm including the picture you posted of those "lamboid sutures" for comparison:

OTG posted:

It is not as noticeable in the skull photo as it is in the alleged X-ray of her skull, but there is a small crack coming from the oval shape on the upper left portion (as the above photo is oriented). Dr. Meyer addresses it in this portion of the AR:

Quote:
The hemorrhage and the fracture extend posteriorly just past the midline of the occipital area of the skull.
I believe here he is describing that small linear crack that appears to come away from the depressed fracture and begins going off to the left-hand side of her skull. You can see this small crack best in the photo that is supposedly of the X-ray of her skull.

Actually, I believe the linear crack here is following the suture line of the lambdoid suture, and that there may be a suture bone there as well. (I don't remember if I mentioned suture bones here before, or it it was at WS. They're also called Wormian bones after the physician who defined them.) If it's true that this linear portion of the crack is indeed following a suture, then by definition, it is a diastatic fracture. In fact, I'm not certain that the rest of the linear fracture is not somewhat (at least partly) following along the sagittal suture. I'm basing this on where we see in the picture that the fracture goes toward the front of the skull.

There is much more about the skull that is worth discussing that I'll post later. Some of it, I really don't understand myself, so I'm hoping to get feedback on what it means. Think... Symmetry.
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Okay, have to come back in a bit and work on this post more. Hubs is talking to me and I can't concentrate until he finds something else to do. :gottarun:
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:did:
::::::::::::::::Oh, my. Now Iâ€™m gonna have to start answering for posts Iâ€™ve made in the past.:::::::::::::::::: :whistle:

Kudos, FOA, to cynic for all his extensive research and contributions -- especially about the amount of force required to cause a fracture.

Yes, unbelievable (isnâ€™t it) that the man whose name is used for the nomenclature of a bone fragment within the squiggly suture line in a human skull would be named Ole Worm. But I know that itâ€™s true -- I read it on the internets!

I still believe that the crack going to the back of her skull is due to the location of the depressed fracture in relation to the lambdoid suture. At 6 years old, a childâ€™s skull sutures are still not completely ossified (hardened). When I wrote the post you referred, I was thinking that both of the linear fractures might have followed (at least partially) a suture line. I was just beginning to have doubts then about the â€œalleged X-rayâ€, but I hadnâ€™t yet completely discounted that belief. Some of what had been interpreted by the perpetrator of that misconception as fractures was actually (IMO) bruised pericranium (the membrane between the skull bone and the rest of the scalp). If the X-ray was real, the small lighter colored area in that supposed X-ray (circled in both photos below) would be a â€œwormian boneâ€ (AKA, suture bone). Now though, I believe that â€œX-rayâ€ is false, and only one part of it is actually the linear fracture coming from the back of the depressed fracture. I still think that that back linear fracture is most likely somewhat following along the lambdoid suture. This would be why the fracture went in this direction (kind of to the side of the depressed fracture) instead of coming from the exact back (or bottom of the oval shaped hole).

In that referenced post, I mentioned the â€œsymmetryâ€. Again, at that time I was looking at the black & white version of the skull, and I thought that if the linear crack did follow along the sagittal suture line (the one on the top of the skull, running from front to back), there may be something present we hadnâ€™t discussed -- craniosynostosis. I was wondering then if anyone else noticed the apparent asymmetry in the skull. Here are some of the photos I had done back then trying to figure out just where the linear fracture was in relation to where the suture lines were:

I know better now because I know that the black & white photo is not an X-ray of her skull, and I donâ€™t believe the linear crack follows the suture line. The one photo we have access to seems to have been taken at an off-center angle, and it was taken during the autopsy -- not after the skull was completely â€œcleaned upâ€. (I apologize if this seems a bit cold and clinical; I donâ€™t know how else to address it.) Some of what appears to be the outer perimeter of skull in the B&W is actually flesh that still remains attached to the skull because of the butchery of the good doctor.

Elle · Mar 7, 2013

Is there a doctor in the house otg? I need one to help me understand all of this, but it is all very interesting information and is educational. Many years ago when I first joined this board, I don't recall seeing graphics like the ones quite a few of you are all posting today. You have all to be commended.

DeeDee · Mar 7, 2013

otg said: ↑

Someone help me here (koldkase, DeeDee, anyone?)... I know itâ€™s been discussed a great deal before, and maybe itâ€™s just been taken for granted as an assumed fact, but where in the AR is there something that indicates a contrecoup brain injury? I donâ€™t see it. The mentioned small contusions at the tips of the temporal lobes (if I understand correctly the principle of coup vs. contrecoup) would be toward the posterior (oops, sorry kk, Iâ€™ve been called out on that -- ahem... the back) of the brain where the head blow was inflicted. BTW, contrecoup injuries to the front of the brain are much more likely to occur than to the back if the amount of force is the same (reference). Also, contrecoup injuries always occur opposite the area of the force. In this case, the force would be toward the back, but still also the top of the head. Being toward the top of the head makes a contrecoup injury less likely, because the opposite site of the head blow would be around the base of the brain, and the force would be distributed between the top and the back of the skull.

Iâ€™m not trying to dispute the concept of a contrecoup injury... Iâ€™m just trying to find where anyone sees the evidence of it in the AR.

TIA.
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I believe in the autopsy, bruising was noted at the FRONT of the brain. The force of the blow (coming from the rear) was certainly enough to make the brain push against the front of the skull, and then rock backwards. The depressed fracture being the point of impact, it was near the top of her skull but wasn't really on top of her head. It was at the back of her head, near the top. I think her brain would have moved inside her skull.

otg · Mar 8, 2013

OpenMind4U said: ↑

Yes, dear otg. Agree....but now we need to think who's left-handed (to deliver the head injury while standing on FRONT of JB's top body) and right-handed (to deliver 7 o'clock acute injury to her vagina from the FRONT of JB's bottom body), agree :no:?...I know, alot of assumptions on my part....please ignore....

jmo
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I think we may be trying to overanalyze the exact circumstances, OM. For each thing we think tells us a certain fact or scenario, I can think of a circumstance that would be different and still fit the evidence. For instance, as you pointed out earlier, if the head blow was struck on the back of her head, you would think that the person was standing to the back of JonBenet. But thatâ€™s not definite because there is still the possibility that the assailant was in front and her head was turned down. As to the handedness of the person causing either of the injuries you mention, I donâ€™t think it would be impossible for me (a right-handed person) to deliver a blow to the left of center of a personâ€™s skull. I wonâ€™t even attempt to speculate on the possibilities of the vaginal injuries -- it might get a little too graphic for the propriety of FFJ :blush:, but just let me say that almost anything is possible. (Is it just me? Why, when we're talking about this subject and I use the word "speculate", do I think of a gynecologist? )

But OM, the one thing I can't ever do is ignore you. You always add so much to the conversation. :yes:

otg · Mar 8, 2013

BOESP said: ↑

OTG, may I put in a request?

Have you (or anyone else) considered one of the pageant trophies as a weapon? Or maybe a part of the wooden headboard in her bedroom that we see in the crime scene photos? (Hey ... that covers both bases ... high velocity/low pressure with the trophy and low velocity/high pressure with her head slammed into one of the posts or along the top edge of the headboard ).
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I havenâ€™t excluded some type of trophy as a possibility, BOESP. Certainly some might be heavy enough to be deadly. But the problem there would be finding one that fits with what I believe is the shape that caused the depressed fracture. I remember seeing a picture somewhere (probably ACR) that showed a shelf with trophies on it, but I donâ€™t know if it shows enough detail to be able to figure out whether any one of them might fit. Hopefully, BPD has more pictures that we havenâ€™t seen that would show more detail.

The headboard or a bedpost would also be possibilities (within your scenario of a low velocity/high pressure type injury), so long as a part or portion of either would fit within the possibility of it being at a height that would be where her head could be slammed into it (sorry for the graphic description there).

Seems like my list is getting longer instead of shorter. Letâ€™s see... Now weâ€™ve added dumbbells, a rolling pin, pageant trophies, and a headboard. Right? Have I left anything out? Anyone? Anyone?

BOESP · Mar 8, 2013

Here are snipped portions of the autopsy that may help with the bruising in the frontal area of JonBenet's brain. Incidentally, note that the fracture is as wide as 1.75" in places.

http://www.forumsforjustice.org/forums/data:image/jpeg;******,/9j/4AAQSkZJRgABAQEAeAB4AAD/4RDSRXhpZgAATU0AKgAAAAgABAE7AAIAAAAEUGF0AIdpAAQAAAABAAAISpydAAEAAAAIAAAQwuocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFkAMAAgAAABQAABCYkAQAAgAAABQAABCskpEAAgAAAAMwNwAAkpIAAgAAAAMwNwAA6hwABwAACAwAAAiMAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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

BOESP · Mar 8, 2013

otg said: ↑

<snips> Letâ€™s see... Now weâ€™ve added dumbbells, a rolling pin, pageant trophies, and a headboard. Right? Have I left anything out? Anyone? Anyone?
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Thanks otg.

BBM. The dumbbells are my choice if she was struck with an object.

otg · Mar 8, 2013

Elle_1 said: ↑

For a long time I didn't think this injury was golf club related otg, and leaned more towards the flashlight. Have you anything else in mind?
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Right now, Elle, I can only say that I think it would be anything cylindrically shaped where it came in contact with the skull. That still leaves a lot of possibilities, and as you can see above -- that list is getting longer instead of shorter. I really hadn't thought of a rolling pin as a possibility, until I pulled it out of a kitchen drawer looking for anything cylindrical. Even then, I didn't put much thought to it as a possible weapon, because ours is wooden and not very heavy. But then Darlene733510 (at WS) pointed out that many people have marble rolling pins. So now (especially if Kolar is right about the room where the head blow occurred), I wouldn't think about ruling it out either.

Elle_1 said: ↑

Is there a doctor in the house otg? I need one to help me understand all of this, but it is all very interesting information and is educational. Many years ago when I first joined this board, I don't recall seeing graphics like the ones quite a few of you are all posting today. You have all to be commended.
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I think maybe the reason for the increase in graphics is the availability programs for that purpose and their ease of use for dummies like me. Also, maybe the early forums didn't allow posting of such things with their simple formats (unlike the fine places provided for us by Tricia here at FFJ and WS).

Talking about the medical stuff, believe me Elle, is like learning a foreign language to me. When I try to read about something like that, my eyes start glazing over until I'm done. But then, I go back and start looking up words as I read through it (I love the internet for that), and I find it's not really as complicated as it seems at first glance. I think maybe I should do that with the AR where it speaks to the head injuries, and I'll post the "translation". Sound like a good idea? :thumbsup:

koldkase · Mar 8, 2013

DeeDee said: ↑

I believe in the autopsy, bruising was noted at the FRONT of the brain. The force of the blow (coming from the rear) was certainly enough to make the brain push against the front of the skull, and then rock backwards. The depressed fracture being the point of impact, it was near the top of her skull but wasn't really on top of her head. It was at the back of her head, near the top. I think her brain would have moved inside her skull.
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Whew! Thanks, Deedee! I was about to try to explain this and we all know I'm the last person who should be doing that. :yow:

For some background on this discussion of contrecoup brain injury in this case, perhaps some oldtimers here remember we once had a wonderful OR nurse who posted for a long time who had been present during a lot of brain/skull injuries operated on. (I'm so sorry I can't remember her hat for some reason, but I hope she's reading or someone who does remember her is and will fill in that blank.)

She sticks in my mind as informing ME about that contrecoup injury, which I still have to look up to spell it if I want to be sure. (Unfortunately, I don't always do that. :blush

It's all here on the forum from many years ago, but I lost my bookmarks during one or another of the computer virus wipeouts I've incurred through the years, so perhaps doing a search might help find the thread I'm thinking of in particular. I'll see if I can do that.

Elle · Mar 8, 2013

otg and OM4U,

Just think about this for one minute. If it was an adult in front or behind young JonBenÃ©t, there would be no need for any heavy obect even like a golf putter or a trophy needed. Any adult could have very easily put tape over her mouth to silence her, but a child is another matter; therefore I am seeing Burke being the one who struck JonBenÃ©t standing behind her.

As for the other injuries to JonBenÃ©t's vagina, I see Patsy doing the cover up here to make it look as if it had just happened, to cover up the previous interference from whomever (?). jmo

BOESP · Mar 8, 2013

KK, wasn't the ER nurse's handle "Elvis," because she was from Memphis?

koldkase · Mar 8, 2013

otg said: ↑

:did:
::::::::::::::::Oh, my. Now I’m gonna have to start answering for posts I’ve made in the past.:::::::::::::::::: :whistle:
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Yes, we all have to suffer our shameful pasts now that the "Internets" have made them eternal. Oh, the grammatical crimes I've committed I'll NEVAH live down!

Kudos, FOA, to cynic for all his extensive research and contributions -- especially about the amount of force required to cause a fracture.
Click to expand...

Who is FOA?

Yes, unbelievable (isn’t it) that the man whose name is used for the nomenclature of a bone fragment within the squiggly suture line in a human skull would be named Ole Worm. But I know that it’s true -- I read it on the internets!

I still believe that the crack going to the back of her skull is due to the location of the depressed fracture in relation to the lambdoid suture. At 6 years old, a child’s skull sutures are still not completely ossified (hardened). When I wrote the post you referred, I was thinking that both of the linear fractures might have followed (at least partially) a suture line. I was just beginning to have doubts then about the “alleged X-ray”, but I hadn’t yet completely discounted that belief. Some of what had been interpreted by the perpetrator of that misconception as fractures was actually (IMO) bruised pericranium (the membrane between the skull bone and the rest of the scalp). If the X-ray was real, the small lighter colored area in that supposed X-ray (circled in both photos below) would be a “wormian bone” (AKA, suture bone). Now though, I believe that “X-ray” is false, and only one part of it is actually the linear fracture coming from the back of the depressed fracture. I still think that that back linear fracture is most likely somewhat following along the lambdoid suture. This would be why the fracture went in this direction (kind of to the side of the depressed fracture) instead of coming from the exact back (or bottom of the oval shaped hole).

In that referenced post, I mentioned the “symmetry”. Again, at that time I was looking at the black & white version of the skull, and I thought that if the linear crack did follow along the sagittal suture line (the one on the top of the skull, running from front to back), there may be something present we hadn’t discussed -- craniosynostosis. I was wondering then if anyone else noticed the apparent asymmetry in the skull. Here are some of the photos I had done back then trying to figure out just where the linear fracture was in relation to where the suture lines were:

I know better now because I know that the black & white photo is not an X-ray of her skull, and I don’t believe the linear crack follows the suture line. The one photo we have access to seems to have been taken at an off-center angle, and it was taken during the autopsy -- not after the skull was completely “cleaned up”. (I apologize if this seems a bit cold and clinical; I don’t know how else to address it.) Some of what appears to be the outer perimeter of skull in the B&W is actually flesh that still remains attached to the skull because of the butchery of the good doctor.
Click to expand...

Okay then!

But just FYI (See, I can do it, too!): don't worry too much about your perceived mistakes of this type, if there are any. Many of us (ME) are lost in much of this technical terminology and speculation, so if you made a mistake or have changed your mind, we (I) eagerly agree and pretend we're (I'm) right with you! In reality, I can't remember what I did yesterday, much less what you wrote months ago about lambdoids and wormians and such! That's why I went back and posted it here.

See what I mean? I really had no idea what I quoted differed from your current theory. Clearly I'm in the weeds...again. :tsktsk:

otg · Mar 8, 2013

BOESP said: ↑

Here are snipped portions of the autopsy that may help with the bruising in the frontal area of JonBenet's brain. Incidentally, note that the fracture is as wide as 1.75" in places.
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From the AR:

On the right cerebral hemisphere, underlying the previously mentioned linear skull fracture, is an extensive linear area of purple contusion extending from the right frontal area, posteriorly along the lateral aspect of the parietal region and into the occipital area. This area of contusion measures 8 inches in length with a width of up to 1.75 inches.
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The 1.75" is referring to the width of the bruised area ("purple contusion") which is on the brain itself ("the right cerebral hemisphere") underneath the fracture ("underlying the previously mentioned linear skull fracture").

I'm going to try re-writing the AR, because I struggle with it too. I think maybe we've discussed the possibility of contrecoup injuries to the point that it has become accepted as one of those factoids. (Incidentally, know what the word "factoid" has to do with Norma Jeane Mortenson's third husband?)

Elle · Mar 8, 2013

otg said: ↑

Right now, Elle, I can only say that I think it would be anything cylindrically shaped where it came in contact with the skull. That still leaves a lot of possibilities, and as you can see above -- that list is getting longer instead of shorter. I really hadn't thought of a rolling pin as a possibility, until I pulled it out of a kitchen drawer looking for anything cylindrical. Even then, I didn't put much thought to it as a possible weapon, because ours is wooden and not very heavy. But then Darlene733510 (at WS) pointed out that many people have marble rolling pins. So now (especially if Kolar is right about the room where the head blow occurred), I wouldn't think about ruling it out either.

I think maybe the reason for the increase in graphics is the availability programs for that purpose and their ease of use for dummies like me. Also, maybe the early forums didn't allow posting of such things with their simple formats (unlike the fine places provided for us by Tricia here at FFJ and WS).

Talking about the medical stuff, believe me Elle, is like learning a foreign language to me. When I try to read about something like that, my eyes start glazing over until I'm done. But then, I go back and start looking up words as I read through it (I love the internet for that), and I find it's not really as complicated as it seems at first glance. I think maybe I should do that with the AR where it speaks to the head injuries, and I'll post the "translation". Sound like a good idea? :thumbsup:
Click to expand...

otg,

Yes, a marble rolling pin could have been used, even by Burke. I really can't see an adult doing this now to a six year old to shut her up. but I can still see Patsy in a rage throwing JonBenÃ©t around. I'm torn between these two scenarios. A child can be badly injured when thrown around against solid objects, but right now I cannot see an adult hitting a little six year old girl on her head and causing this traumatic injury. I'm definitely thinking now that it may have been Burke! (?).

Don't give yourself extra work translating anything otg. You're doing a great job right now!

koldkase · Mar 8, 2013

OpenMind4U said: ↑

Yes, dear otg. Agree....but now we need to think who's left-handed (to deliver the head injury while standing on FRONT of JB's top body) and right-handed (to deliver 7 o'clock acute injury to her vagina from the FRONT of JB's bottom body), agree :no:?...I know, alot of assumptions on my part....please ignore....

jmo
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I just want to make one observation here, and it's just my opinion as a female:

I find it hard to imagine a female having an object inserted into her vagina while she was sitting on a chair. Not without her willingly adjusting her "bottom" or having her legs "tied" in some way to...well, so that could happen.

But the loops of the ligature on JB's wrists were loose and she easily could have slipped her hands out of them in a struggle. Also, the ligature between her wrists was long enough to give her free movement, and no bruising on the wrists indicates there was pressure ever put on them.

There is also no evidence on her body that her legs/ankles were tightly tied or restricted in any way, either.

The photos you refer to, found by LE in the laundry room, according to Haney's questions to Patsy about them in 1998, have never been identified from any legitimate source as provocative or sexual that I have seen. If you have a source for that I've missed, I hope you can share it, as it would be significant evidence, clearly very important.

So these are my problems with this theory.

OpenMind4U · Mar 8, 2013

Elle_1 said: ↑

otg and OM4U,

Just think about this for one minute. If it was an adult in front or behind young JonBenÃ©t, there would be no need for any heavy obect even like a golf putter or a trophy needed. Any adult could have very easily put tape over her mouth to silence her, but a child is another matter; therefore I am seeing Burke being the one who struck JonBenÃ©t standing behind her.

As for the other injuries to JonBenÃ©t's vagina, I see Patsy doing the cover up here to make it look as if it had just happened, to cover up the previous interference from whomever (?). jmo
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Elle, I'm 100% agree with you on the first sentence.

OpenMind4U · Mar 8, 2013

otg said: ↑

respectfully skipped...

Seems like my list is getting longer instead of shorter. Letâ€™s see... Now weâ€™ve added dumbbells, a rolling pin, pageant trophies, and a headboard. Right? Have I left anything out? Anyone? Anyone?
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otg, just to make sure that the vertical bedPOST has been added to your list....you've asked for.....

koldkase · Mar 8, 2013

otg said: ↑

From the AR:

The 1.75" is referring to the width of the bruised area ("purple contusion") which is on the brain itself ("the right cerebral hemisphere") underneath the fracture ("underlying the previously mentioned linear skull fracture").

I'm going to try re-writing the AR, because I struggle with it too. I think maybe we've discussed the possibility of contrecoup injuries to the point that it has become accepted as one of those factoids. (Incidentally, know what the word "factoid" has to do with Norma Jeane Mortenson's third husband?)
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Maybe you're right about this. Looking at a youtube demonstration (graphic drawings to illustrate) I'm now wondering if that is a contrecoup injury in the bleeding in the front of the brain.

http://www.youtube.com/watch?feature=fvwp&NR=1&v=AD16-wwt9p0

In fact, this reminds me why I should just stay out of discussions about things like brain injuries and DNA. Yikes.

If the brain injuries on the front of the brain are from a contrecoup injury, then her head would have to have been hit so that her head snapped forward and then BACKWARD to cause those...right? Oh, this is so confusing to me.

So I should right away retract my referral to the OR nurse, because I'm sure whatever she said, I completely MISUNDERSTOOD IT. :blush:

Okay, found the original discussion from 2006 with SUE--that's the OR nurse--I think! Here's a post in the discussion:

http://www.forumsforjustice.org/forums/showpost.php?p=134059&postcount=451

Here's the page of that thread in question, which has more posts on the topic of contrecoup head injury (and a really good explanation by Sue about the "organization" of blood clots in brain injuries, as that is described in the autopsy of JB, in post #448):

http://www.forumsforjustice.org/for...4&highlight=contrecoup+head+injury#post134254

[Speaking of having to account for past mistakes...gulp.]

koldkase · Mar 8, 2013

OpenMind4U said: ↑

[snip]

Prior to answer you, I'll ask you an important question: by knowing and understanding JB's acute (7 o'clock) injury to her vagina and assuming it was done by some kind of wooden 'instrument', was it done from her FRONT or from her BACK?

I believe it was done from the FRONT. And if I'm correct then I cannot 'see' how someone can sexually assult JB on the FRONT of her BOTTOM's body and at NO TIME delivers the blow to her head from the BACK of her TOP body....??? Do you know what I mean? This is the weakest link in my BDI 'vision': JB's POSITION while sexual assult happens.
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One thing I'm not sure about in your theory is this: are you saying you don't believe the head blow happened prior to the sexual assault? I ask because it's a simple explanation which fits with other evidence: if she were already unconscious from the head injury, there would be no fighting or defensive injuries for the sexual assault with the paintbrush and the strangulation.

So the head blow could have come from behind, as it appears to have done, and the sexual assault was later inflicted from the front, as it's intuitive to speculate happened.

Of course, some think the sexual assault came first, and the head blow was in response to her scream in reaction to that. In that case, if she were running away, for example, this could also fit the evidence.

What do you think?

OK. I'll stop right here and wait for your responses. Please be nice :bowdown:...

jmo
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What?! Are you implying I'm EVAH not nice?! :rant:

Okay, just kidding, I hope you know.

BOESP · Mar 8, 2013

otg said: ↑

From the AR:

The 1.75" is referring to the width of the bruised area ("purple contusion") which is on the brain itself ("the right cerebral hemisphere") underneath the fracture ("underlying the previously mentioned linear skull fracture").

I'm going to try re-writing the AR, because I struggle with it too. I think maybe we've discussed the possibility of contrecoup injuries to the point that it has become accepted as one of those factoids. (Incidentally, know what the word "factoid" has to do with Norma Jeane Mortenson's third husband?)
Click to expand...

That's what I get for hurrying up and not paying attention. I am going to blame it on my better half. Yep. That's what I'm gonna do. :lame:

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