THE FLYING SPHERES AND JUANITO JUAN: a constant presence not of this world
Edited by Pier Giorgio Caria
Pier Giorgio Caria
03 April 2024
Edited by Sante Pagano
Based on our tests
· impossible to throw the objects in the air at a height of about 45 metres;
· the possibility of fraudulently reproducing this scene is absolutely zero.
- The size and therefore weight of the object is too high;
- It is impossible to throw the object in the air at a height of about 48 metres;
- The possibility of imitating this scene is absolutely zero.
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- Size and therefore weight of the largest object too high;
- Throwing the object into the air at a height of 360 m is impossible;
- The possibility of reproducing this scene is absolutely zero.
This image will be presented later with the appropriate analysis of the case. This sighting is very interesting as it contains some truly astonishing details, which we will illustrate later, and makes an important contribution to the report on the possibility of it being fraudulent. Indeed, here we have a very large number of spheres present at the same time. These are also of a very large diameter and are positioned at a very considerable height. These factors, as I will show later, make any human simulation virtually impossible.
Diameter of the spherical objects visible in the air: about 1 metre
Maximum height reached by the objects: about 147 m
Estimated number of people required to recreate the scene: at least 6 people
- Size and therefore weight of the objects too high
- Impossible to throw the objects in the air at a height of 147 m;
- The possibility of faking this scene by throwing the spheres in the air is absolutely zero.
ATTEMPTS TO EMULATE THE SCENES PRESENTED
TEST
NUMBER 1
Number of
persons involved: 2;
- The sphere is much smaller than those in Juanito Juan's photos;
- the height reached by the object is significantly lower than that of the objects in Juanito Juan's photographs.
TEST NUMBER 3
Type of object used: silver mirrored sphere
Object material: stainless steel;
Diameter of object: 15 cm;
Object weight: 190 grams;
Structure of object: empty inside;
Number of persons involved: 2;
Test result: The sphere was thrown with the maximum possible force and reached a maximum height of approximately 10.5 metres.
Test result: NEGATIVE
General considerations:
Throwing several objects at once by one person makes the simulation very
difficult. Throwing more than one object would halve the throwing force for
each object thrown, resulting in a lower height. For this reason, it is better
to use additional helpers, one for each object.
Type of objects: mirrored silver spheres;
Material of the objects: stainless steel;
Diameter of objects: 10, 15 and 25 cm;
Weight of objects: 50, 190 and 480 grams;
Number of people involved: 4;
- The spheres are much smaller than those in Juanito Juan's photographs.
- The height reached by the objects is much lower than that of the objects in Juanito Juan's photographs.
For the simulations, we used empty objects on
the inside, assuming that if Juanito had used objects thrown into the air, he
would also have used empty objects on the inside. In fact, an object filled
from the inside would weigh much more and it would be even more difficult to
reach significant heights.
- The greater the weight of the object, the lower the height that can be reached from it, for the same launch force;
- The images of Juanito Juan show objects with dimensions and heights much higher than those reached by the spheres launched in the simulated tests.
X1 : X2 = Y1 : Y2
Therefore:
25 cm: 480 gr = 42 cm: Y 2
Y2 is therefore 806.4,
i.e. a stainless steel object with a diameter of 42 cm, empty inside, weighs
approximately 800 grams.
By analysing the data
obtained from the various tests, we have defined that the greater the weight of
an object, the lower the height it will reach when thrown into the air. It
follows that an object of this size, launched by a man of average strength, would
not exceed 10 metres in height, let alone, by logical deduction, ever reach 45
metres in height, as estimated in Juanito Juan's photo of 9 February 2024.
This was also
demonstrated by launching an object weighing 800 g. The maximum height reached,
using the same parameters as in the other tests, is around 8.5 metres.
Everything that has just
been said and demonstrated by the physical emulation tests can also be
confirmed by some mathematical calculations. This calculation will allow us to
understand even better the impossibility of launching a spherical object weighing
800 grams and reaching a height of about 45 metres.
Having concluded that it
is not possible to make such a throw with the average strength of a man, how
much strength would be required? Or rather, how many men's strength would be
required?
To answer this question,
we need to consider the energy required to throw an object weighing 800 grams
(0.8 kg) 45 metres. We can calculate this using the gravitational potential
energy (Epg), which is expressed by the formula Eᵖᵍ = mgh, where m is the mass of the object in kilograms, g is the gravitational
acceleration (about 9.81 m/s² at the Earth's surface), and h is the height in
metres.
We will calculate the energy required and then discuss how this translates into 'how many men it takes to generate this force', assuming an average of how much energy one man can actually put into a throw, which can vary greatly depending on technique, strength, weight and volume of the object and other factors.
The energy required to
throw a weight of 800 grams at a height of 45 metres is 353.16 joules.
In order to determine how
much 'power', or more specifically human energy, is required, it is necessary
to consider that an average man can generate a certain amount of energy in a
single throw. This energy depends on many factors such as muscle strength,
technique and efficiency of movement. There is no single value that can be
easily applied, but to give an idea, a well-trained fist throw can generate
around 2500 joules of energy, while less explosive actions generate much less.
If we consider an
efficient throwing action, we can assume that a man can generate, say, 100
joules of energy in one throw (this value is purely hypothetical and varies
greatly). Based on this estimate
Energy required / Energy
per man = 353.16 / 100
So, based on a
hypothetical estimate of 100 joules of energy that can be generated by one man
in a throw, it would take the energy of about 3.53 men to throw a weight of 800
grams 45 metres. Since we cannot have a fraction of a person, we would round up
to say that at least 4 people would be needed (given the hypothetical throwing
energy per person). However, this is an oversimplification and, in reality, the
efficiency of the launch and the ability to generate energy will vary greatly
from person to person.
The fact remains that, as
demonstrated in this mode, such a throw is simply not possible.
There are other
considerations to be made. Although we have shown that it is not possible to
reproduce the scenes depicted by Juanito Juan, I would like to focus on another
aspect which, although it would make the success of an imitation even more
difficult, must nevertheless be taken into account.
We must bear in mind that
whoever is taking the photograph must first give the person who is supposed to
be throwing the object time to get out of the frame or to hide behind some kind
of structure (houses or cars). In any case, even if the thrower does this as
quickly as possible, the ball will begin its descent and it will not be
possible to film it at its maximum height without actually filming the thrower
in the frame. This is also what we found in our simulations.
Here are a few images from the various simulations for demonstration purposes:
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GRAPHICAL ANALYSIS OF THE SIGHTING OF 9 FEBRUARY 2024 PHOTOGRAPHED BY
JUANITO JUAN
Furthermore, while studying this tool, I realised that it helps to detect any anomalies, especially in images of particularly low resolution, precisely because it tends to synthesise the essential information contained. Therefore, by providing it with a particularly compressed version of the original image, we obtain a very interesting observation window on the entire graphic table.
On the basis of this test, I was able to certify the complete absence of any signs of manipulation in the images examined. This conclusion was further confirmed by other tests on the main component of these photographs. Among these, I report the two that provided the most significant results, namely the verification of the basic colour component and by differentiation.
These must be within a certain range. Images that are too large or too small are suspect. In particular, it is important to check the image size supported by the specific camera model. In this case, the dimensions correspond to those that may be generated by the capture device.
- Number and values of quantization tables;
- Huffman tables;
- Subsampling of chrominance channels.
The main differentiating factor is the variability of the quantization tables, which in practice determines the level of compression and image quality.
The JPEG quantization tables and Huffman codes were found to be compatible with each camera model.
Test result: no manipulation
Finally, a very useful analysis concerns the content of the thumbnail itself. If the content of the main image differs from that of the thumbnail (thumbnail mismatch), there are basically two reasons for this:
1) an attempt to hide one image within another;
2) an error in the photo editing software that did not update the thumbnail correctly when saving.
In this case, both are present and there are no suspicious signs of tampering.
Test result: no tampering
Test result: no manipulation
The photo was taken in front of Juanito Juan's house. Since the location is known, it is possible to make a comparative analysis of the environment.
I then used Google Earth to locate the approximate position of the spheres and identify the landscape beneath them.























































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