IUSI - No 30 1981

Magazine Overview

This issue of UFO-Sverigeinformation, designated as NR 30 and dated April 28, 1980, is an internal publication from UFO-Sverige, intended for its members and not to be shared with third parties. The magazine covers a range of topics, blending UFO-related news with scientific, historical, and paranormal subjects.

UFO-Sweden Activities

The issue reports on the successful annual meeting of UFO-Sweden, which took place on March 14th, attended by approximately 50 participants. The event included a dinner at the Chinese restaurant Man Wah on Friday evening and the main meeting on Saturday. A planning conference is also announced for May 22-24 in Lersäter, with registration required by May 9th.

Scientific and Astronomical Discoveries

Black Holes: The magazine features an article confirming the existence of black holes, celestial objects with immense gravitational pull from which not even light can escape. It details the discovery of at least four such objects, including one in the galaxy M 87 and potentially one in our own Milky Way, which could be consuming stars at a rapid rate and may even be capable of consuming the entire universe.

Whale Song: An article explores the mystery of whale song, suggesting that it might be their way of communicating and could theoretically travel around the world underwater. The humpback whale is highlighted for its complex vocalizations.

Historical and Biographical Features

Leonardo da Vinci: This section delves into the life of Leonardo da Vinci, portraying him as a misunderstood genius who was possibly homosexual. It touches upon his illegitimate birth, his artistic and scientific talents, his inventions (including flying machines and war machines), and his eventual death in France.

Stephen Hawking: The issue presents Stephen Hawking as a genius surpassing Einstein, despite his severe physical disabilities. It highlights his groundbreaking work in solving complex scientific problems that even Einstein could not crack.

'Death's Chair': A chilling account of a cursed chair, known as 'Death's Chair', is detailed. The chair is believed to have caused the deaths of seven people, including a young apprentice who died after sitting in it. The owner, Anthony Earnshaw, has locked the chair away but fears its curse.

Paranormal Phenomena

Levitation: The article describes the 'hand pyramid' experiment, a levitation technique where four people use only their index fingers to lift a fifth person. This phenomenon, which researchers cannot explain, is presented as a demonstration of the paranormal.

Other Articles

Solar Energy in Antiquity: An article discusses how ancient Greeks and Romans solved an energy crisis by utilizing solar energy through architectural design, citing the city of Olynthos as an example of advanced passive solar heating.

Tips for UFO Debaters: A guide is provided for individuals preparing for UFO debates, offering advice on public speaking, structuring presentations, and engaging with the audience.

Unidentified Flying Objects (UFOs): A brief mention of a UFO sighting over London is accompanied by a photograph, though the article humorously reveals it to be a staged photo using a typewriter eraser. The section on 'black holes' also touches upon UFO phenomena.

Recurring Themes and Editorial Stance

The magazine's recurring themes include the exploration of unexplained phenomena, scientific advancements, and historical curiosities. The editorial stance appears to be one of open-minded inquiry into UFOs and related subjects, while also engaging with broader scientific and historical topics. There is a clear emphasis on providing information to members of UFO-Sverige, fostering a sense of community and shared interest in these often-unconventional subjects.

Title: VÅR FANTASTISKA VÄRLD (Our Fantastic World)
Issue: 18
Date: April 1970

This issue of "Vår Fantastiska Värld" delves into two extraordinary topics: the cutting-edge science of cell research with the potential to revive extinct species, and the remarkable story of a self-taught mathematician who claims to have solved one of the world's most enduring mathematical problems.

Cell Research and the Revival of Extinct Species

The lead article, titled "Nästa provrörsbaby – en mammut!" (Next Test-tube Baby – a Mammoth!), explores the astonishing possibilities presented by advancements in cell research. Scientists, particularly in the Soviet Union, are reportedly planning ambitious projects to recreate extinct animals like the woolly mammoth and potentially even dinosaurs.

The core of this endeavor lies in the ability to preserve and revive single cells. The process would begin with finding a well-preserved, "deep-frozen" mammoth specimen, likely preserved in Siberian permafrost due to a fall into a bog or lake. While past discoveries of frozen mammoths were often compromised by preservation methods like formaldehyde, modern techniques allow for the precise cooling of individual cells, preserving them in a state of suspended animation until they can be thawed and revived.

The scientific approach involves extracting a single living cell from the frozen mammoth. This cell's nucleus would then be crucial. The plan is to take an egg cell from a living elephant, fertilize it, and then, using microsurgery, replace the nucleus of the elephant egg with the nucleus from the mammoth cell. This genetically modified egg would then be implanted into a surrogate elephant mother, treated with hormones to ensure acceptance and a successful pregnancy.

Researchers are optimistic about finding suitable cells, citing the example of "Diana," a recently discovered mammoth calf whose cells showed remarkable preservation. The use of blood plasma is also being investigated as a protective medium for these cells during the freezing process.

The article emphasizes that this technology isn't limited to mammoths. Any extinct animal from which viable cells could be recovered might theoretically be revived, provided a suitable surrogate mother from a related species could be found. The prospect of reviving a creature like a Tyrannosaurus Rex, however, presents significant challenges in finding an appropriate host.

The potential implications are vast, suggesting that within a few decades, zoos might house resurrected species. The article poses intriguing questions about what might happen if a frozen human specimen were discovered and what future possibilities lie in reviving animals preserved through fossilization rather than freezing.

Johan Hagström: The Farmer Who Solved Fermat's Last Theorem

The second major feature, "Johan har löst världens svåraste matteproblem" (Johan has solved the world's most difficult math problem), tells the extraordinary story of Johan Hagström, a farmer from Strinne in Angermanland, Sweden.

Hagström, who only completed five years of primary school, has dedicated his life to studying mathematics. Despite his limited formal education, he developed an exceptional aptitude for the subject from a young age. His teachers were often baffled by his advanced calculations, and some even suspected he was merely inventing complex problems.

As an adult, Hagström continued his mathematical pursuits while working as a farmer. He would study mathematics books while plowing fields and spend his evenings meticulously documenting his solutions. He corresponded with professors at universities worldwide, including Stockholm, Uppsala, Lund, and Cambridge, sharing his theories on cosmology, the curvature of space, and, most notably, Fermat's Last Theorem.

Fermat's Last Theorem, posited by the 17th-century mathematician Pierre de Fermat, states that no three positive integers a, b, and c can satisfy the equation a^n + b^n = c^n for any integer value of n greater than 2. This theorem has eluded proof for centuries, with a 100,000 DM reward offered in Germany in the early 20th century for its solution.

Hagström claims to have definitively proven Fermat's Last Theorem with a lengthy mathematical formula. He has submitted his proof to various mathematicians in Sweden, the USA, and England. While no one has yet fully accepted his proof, the intriguing aspect is that the professors who have reviewed it disagree on the specific points where it might be flawed. This lack of consensus, Hagström suggests, stems from a reluctance to accept a groundbreaking proof from an unconventional source.

Hagström asserts that "all mathematics is logic," and this principle guides his problem-solving. Now 81 years old, he continues to work on his mathematical formulas daily, a testament to his lifelong passion and intellectual prowess.

Recurring Themes and Editorial Stance

The magazine "Vår Fantastiska Värld" consistently showcases the intersection of science, mystery, and human potential. The editorial stance appears to be one of fascination with the unknown and a celebration of groundbreaking discoveries, whether in the realm of hard science like genetics and cell biology or in the intellectual pursuits of individuals like Johan Hagström. The publication champions the idea that significant advancements can come from unexpected places and that the boundaries of human knowledge are constantly being pushed.

There's a clear theme of challenging established norms and exploring the seemingly impossible, from resurrecting extinct species to solving centuries-old mathematical enigmas. The magazine aims to inspire readers with the wonders of science and the extraordinary capabilities of the human mind.