Cryptozoologist raising funds to study Lovelock Cave Giants
Despite my colleague Chris Cox’s article the other day (see A Bad Day for Bigfoot), I remain optimistic that there will be some proof of an unknown, living, upright-walking primate found — eventually.
As cryptozoologist Scott Marlowe points out in response to that article, “The researchers DON’T claim any sweeping generalization whatsoever. They are simply reporting on those samples they worked with — and say as much in the report.”
“Good science is about patience, not easy gratification.”
Well now Scott is putting his money where his mouth is (or more accurately, your money). Marlowe is starting a GoFundMe campaign to raise $10,000 to conduct a DNA study on the skeleton of one of the mysterious Lovelock Cave Giants. According to his GoFundMe page:
Having located the remains of one of the Lovelock Cave “Giant” skeletons, and verifying that the keeper of it is willing to permit me to extract a tooth for the purpose of doing a DNA study on the creature, I am attempting to raise the funding necessary to complete the expedition and subsequent DNA work upon it to determine its origins and phylogeny.
In 1911 mummified remains were found by guano hunters in Lovelock Cave, a large rock shelter in Nevada’s Lake Lahontan region. According to legend, these skeletons belong to a cannibalistic tribe of red-haired giants.
Known to the Paiute indians as the Si-Te-Cah, these cannibals were at war with the Paiute until a number of tribes came together and trapped the Si-Te-Cah in Lovelock Cave, started a fire and asphyxiated them.
There may be some factual basis for the legend. During a 1924 expedition, some human bones found in the cave showed evidence that they were split to extract the marrow, which may indicate cannibalism. In addition several large fiber sandals were found in the caves, one measuring a whopping 15″. Now that’s a Big Foot!
If you’ve ever wanted to be a part of a potential new discovery, I’d say here’s your chance. To help Scott reach his goal, you can contribute to his study here: