The aggressive attack began on July 15th 2017.
The artificial and natural deficiency coordinate the sequences and the psychology of the dialogues, often offensive, and the pulsed radiation that assaults the nervous system. The intent is to compromise the attention control and continually disturb the sleep causing tremors, convulsions, temporary paralysis (body blocked for more than thirty seconds), noises, visions, etc (I don't take medicines or drugs). They said to me during the first tortures: "tanto ti ammazzi da solo", "hai una pistola puntata contro", "non capisci un cazzo di computer", "non capisci un cazzo di musica", and other insults and threats (I avoid the embarassing list). They often repeat to me that I have to stop programming (their preferred slogan is "La cultura sbagliata"). Why?
The following video shows a part of the signal directed to my head:
This figure shows the steps to get the infrasound recorded in low_freq_with_6min_for_tinnitus.wav from the signal received at 422.733 MHz (the numerical analysis is in the section Infrasound from the signal received at 422.733 MHz):
These CDs protected my right leg (see the section Shooting pain between the right knee and the side):
The section Anomalous breath modulation explains better the aeronautical washout.
In Italy "The personal freedom is violable" [1], because mafia and other ignoble militarized idiots have applied a patch to the article 13 of the Costituzione della Repubblica Italiana.
- Introduction
- Signal directed to the head
- Infrasound from the signal received at 422.733 MHz
- Beat between pulsed radiation and military VLF
- Voice encoding
- Harmonics of 50 Hz from the mix of the amplitude modulations
- Anomalous breath modulation
- Body vibration stopped after some nightly explosions
- Symmetric wounds near the knees
- Shooting pain between the right knee and the side
- Teeth vibration
- Bulb with knob
- Psychology of voices
- Hypothesis about the US embassy attack in Cuba
- Other signals to analyse
- Audio recordings
- Video recordings
- Smart links
- References
My head is continually tracked, probably using the technology of the deficient missiles. The pulsed radiation and the electric current are the basis of the attack. If I reflect the radiation with a DVD, I just perceive the lowest frequencies of the induced tinnitus. If I block the DVD, I listen to the original tinnitus again after about 12 seconds, the necessary time to compute a new arrangiament of the radiation (last misure on July 18th 2020). The tinnitus restoration is gradual, therefore the calculation of the radiation paths is incremental (it depends on the complexity of the radar).
Often I get a "lash" on the nape when some laser pulses are blocked by a medal collocated behind the head. The automatic system probably enhances the energy level to go beyond the obstacle, then it moves the rays causing a shock. However I think this lash is also possible without obstacles.
A pulsed radiation can be transformed in sound by following this path:
pulsed radiation
--> absorption dependent on the wavelength
--> temperature variation
--> pressure variation
--> infrasound, sound or ultrasound
Besides, the rest of the radiation can be "sampled with aliasing" through pulses, for example those analysed with pulse repetition frequencies 78250 Hz and 31300 Hz (the ratio 5/2 is the magic number of this attack). The result is a pulsed radiation modulated by a signal difficult to intercept without this particular decoder that remembers the digital sampling. The (accessible) scientific literature seems to ignore this type of problem.
The weapon used against me outdoors is similar to the pulse laser system described in this page:
Scalable Compact Ultra-short Pulse Laser Systems (SCUPLS)
If it allows the listening of more spatialized voices and sound samples, then it is the same weapon or an imitation (imagine to have invisible headphones with 3D binaural audio effect).
Another useful link:
New Technology Uses Lasers to Transmit Audible Messages to Specific People (osa.org)
In this case the pulsed radiation is absorbed by ambient water vapor near the receiver's ear and the produced sound should be recordable through a microphone as in photoacoustic spectroscopy. The acoustic signal is amplified by the coherent addition of acoustic waves (laser beam through the plume at the speed of sound [2]). I would like to know the maximum intensity achievable by a vibrator obtained combining more laser sources of this type. Besides, an oscillation of the speed of laser beam through the plume around the speed of sound introduces a wide variation of the intensity, an effect of tremolo or AM modulation dependent on the oscillation frequency. Is it possible to modulate this speed at ultrasonic frequencies? Unfortunately I don't have the tools to test it.
Note: two or more ultrasounds around the head, near the ear, are audible thanks to the same acoustical phenomenon (heterodyning) exploited by an ultrasonic superdirectional loudspeaker. This also explains the 3D binaural audio effect, for example through the filter transfer functions obtained from a HRTF database.
On May 16 2019 night, I have partially covered the window with aluminum foil to reduce the moist surface to monitor. I found a dry circle in the morning with a diameter of about 6cm:
Therefore the pulsed laser is also used indoors. The diameter of the dry circle is proportional to the laser intensity (there is a Venetian curtain in front of the window). I have also an audio recording started some minutes after a forced awakening at 1:30 (microphone near the left ear). The infrasounds and low frequency sounds are similar to those (also) recorded the previous year (see the section Audio recordings). The whole soundtrack perfectly represents the soul of these institutional cackers, bambacia [3] and toy boys of mafia, that use the radio without limits of frequency and have the licence to do what they want. For example, it is not difficult to intercept this stupid spy:
I want to share a part of the analysis of this attack to publicly report the cowards that are secretly assaulting and torturing me from 2017, 24 hours/day. If the Italian police and secret services fear these infamous killers, they can say to me who they are and I personally and definitively will resolve the problem. If on the contrary it is an illegal C4ISRT system (Command, Control, Communications, Computers, Intelligence, Surveillance, Reconnaissance and Torture) with optional PSYWAR (psychological warfare), I will continue the investigation in spite of the general indifference, the omertà, 5 or 14 Polyphemuses and the Smart Italy [4]. Since 2020 that system is stil more hidden thanks to the virus Covid-19. Each unexplained sympthom is labeled post-covid syndrome or "Long COVID".
The sonogram of a recording of the signal, with center frequency of 945 MHz and sampling rate of 2 MHz, highlights the main pulses:
During the recording, the infamous criminals lower the level of the voices and increase the noise. Recently, the level of the voices is also very low if I don't record, however the intensity of the induced tinnitus is unchanged.
A pulse "A" is the sum of 100 sinusoidal oscillations separated by 1733 Hz, so the bandwidth is 173.3 kHz.
1733.33 = 5200 / 3 = 50 * 8 * 13/3 = 650 * 8/3
A pulse "B" is the sum of 7 harmonic oscillations separated by 216.6 Hz.
216.66667 = 650 / 3 = 5200 / 24 = 1733.33 / 8
Maybe it is just a coincidence, but the following ratio makes sense
in the context of pulsed radiation absorbed by water:
216.7 / 50 = 4.3 = speed_of_sound_in_water / speed_of_sound_in_air
Note: the frequencies 1733.33 Hz and 216.67 Hz can be mixed with the harmonics of 50 Hz to get other harmonics of 50 Hz. It is important because the whole attack exploits the electric current with nominal frequency of 50 Hz.
sin(x+y) = sin(x)*cos(y) + cos(x)*sin(x)
sin(x-y) = sin(x)*cos(y) - cos(x)*sin(x)
sin(3*(x+y)) = 3 sin(x+y) - 4 (sin(x+y))^3
Examples:
sin(50) = sin(3*(650/3 - 200)) = 3 * sin(650/3 - 200) - 4 * (sin(650/3 - 200))^3
sin(100) = sin(3*(250 - 650/3)) = 3 * sin(250 - 650/3) - 4 * (sin(250 - 650/3))^3
The pattern of the the pulse repetition periods is
A A A A B A A A A B A A A A B ...
A = 0.0461 s = 80 / 5200/3 = 80 / 1733.33 = 3/65 => 21.67 Hz
B = 0.0511 s = A + 1/200 = 266 / 5200 => 19.55 Hz
freq_average = 5 / ((A * 4) + B) = 21.25 Hz
This pattern is particularly sympathizing with the oscillation at the nominal frequency of the electrical grid between 49 and 51 Hz:
A * 4 = 0.0461 * 4 = 0.184 = 9 cycles at 49 Hz
A * 4 + B = 5 * 0.0461 + 1/(50*4) = 0.235 = 12 cycles at 51 Hz
In practice, the pattern is made by 5 repetitions of A plus the duration of a quarter cycle at 50 Hz. The next figure shows 10 seconds of the absolute value of three oscillations at 49, 50 and 51 Hz respectively, sampled by using the periods of that pattern. The distribution and the modulation of the peaks remind the tremors that I sometimes perceive.
If I use my body as antenna by touching the receiving antenna with the hand, I can record the pulses repeated with frequency of about 78250 Hz. Sometimes I have recorded pulses with frequency 31300 Hz instead of 78250 Hz. The ratio 5/2 between these frequencies is described in the section Oscillator at 939 MHz.
Also the signal with central frequency 230.4 MHz is modulated by pulses of 78 kHz:
There are harmonics of 230.4 MHz and the sixteenth (four octaves up) is 3.686 GHz, used by the technologies for mobile communications 5G. Therefore the frequencies around 3.7 GHz allow the control of 16 bands with central frequencies multiple of 230.4 MHz.
cos(x)^32 = (cos(32 x) + 32 cos(30 x) + 496 cos(28 x) + 4960 cos(26 x) +
+ 35960 cos(24 x) + 201376 cos(22 x) + 906192 cos(20 x)
+ 3365856 cos(18 x) + 10518300 cos(16 x) + 28048800 cos(14 x)
+ 64512240 cos(12 x) + 129024480 cos(10 x) + 225792840 cos(8 x)
+ 347373600 cos(6 x) + 471435600 cos(4 x) + 565722720 cos(2 x)
+ 300540195)/2147483648
cos(2*pi*x*t)^32 - cos(64*pi*x*t) = [control of 16 frequency bands]
Examples:
If x = 115.2 MHz
32 * x = 3.6864 GHz [mobile communications 5G]
8 * x = 921.6 MHz [directed to my head]
2 * x = 230.4 MHz
If x = 118.125 MHz:
32 * x = 3.78 GHz [mobile communications 5G]
8 * x = 945 MHz [directed to my head and displayed in the sonogram]
2 * x = 236.25 MHz
It is also interesting the ratio between 230.4 MHz and 144 MHz,
a frequency assigned to amateur radio operators:
230.4 MHz * 5/2 = 144 MHz * 4
In practice, all the signal generated by the combination is directed to me. For example, the frequency band of 929.6-970 MHz includes more signals directed to my head. The signal level is high around the frequencies 930 MHz, 935.575 MHz, 937.592 MHz, 938.775 MHz, 940.567 MHz, 941.164 MHz, 942.570 MHz, 944.781 MHz, 945 MHz (analyzed) and 960 MHz.
If we multiply the frequency band 929.6-970 MHz by four:
3.718 GHz = 4 * 929.6 MHz
3.780 GHz = 4 * 945.0 MHz
3.880 GHz = 4 * 970.0 MHz
we get a band width of about 160 MHz starting from about 3.7 GHz. 160 MHz should correspond to the two upper lots of 80 MHz of the frequency band 3.6-3.8 GHz, that it is assigned to Telecom Italia (specific block 80 MHz), Vodafone Italia (generic block 80 MHz), Wind Tre (generic block 20 MHz) and Iliad Italia (generic block 20 MHz).
Conclusa la GARA 5G (sviluppoeconomico.gov.it)
Besides, the following frequencies are analysed in other sections of this document:
422.733 MHz * 9 = 169 MHz * 9 * 5/2 = 3.8 GHz
169 MHz * 5/2 * 7 * 9 = 26.6 GHz
5/2 is the usual magic number and 26.6 GHz belongs to the frequency band 26.5-27.5 GHz for 5G with wavelengths of about 11 millimeters.
Therefore, the combination of more signals that easily pass through the wall, with the possible contribute of signals distributed through the telephone system and/or the electrical grid, allows a telephone signal at highest frequency "in every angle of your home!".
From another point of view, this radar can track a person "in every angle of your home!" with a extraordinary side effect: a telephone signal.
It is an illegal surveillance system not only used to spy, but also to torture, psychologically influence and kill persons with the help of other pulsed radiations.
Recorded on June 5 2018, 14:54.
The pulses with pulse frequencies 78250 Hz e 31300 Hz allow the sampling of the signal hidden into the overall radiation (diffuse and direct):
The direct radiation can also exploit some common signals that belong to the diffuse radiation, for example the radio-tv stations, concealing some partials in the same signal with inverted phase.
The samples of a sound (not necessarily) sampled at 80 KHz (or 31.3 KHz) can be hidden in the modulating signals. The absorption of the pulsed radiation with PRF of 80 KHz generates thermoelastic pulses that "sample" the overall signal envelope (not just the signal at 945 MHz but also the other components, some described in this document), causing the perception of the sound. The domain is not digital, therefore the samples have a duration at least equal to the pulse width.
In this case, it is difficult to correctly demodulate the hidden signal and listen the sound, because the injected samples have to be in phase with the electric current, just as the pulses at 80 KHz.
However, it is simplest to "sample" particular oscillations through aliasing. For example, to get an oscillation of 100 Hz when the pulse frequency is 78250 Hz, it is enough to transmit a signal with central frequency of
78250 * N - 100
78250 * N + 100
where N is an integer greater than zero. The oscillations are
sin(2*pi*(78250*N-100)*t + pi - initial_phase)
sin(2*pi*(78250*N+100)*t + initial_phase)
Example: getting 100 Hz from about 700 MHz with intial phase pi/8
700024600 = 78250 * 8946 + 100
sin(2*pi*700024600*t + pi/8)
or:
700024400 = 78250 * 8946 - 100
sin(2*pi*700024400*t + 7/8 pi)
In the section Audio recordings, there is a link to a sound file that contains an oscillation of 5333.333 Hz (=32000/6) recorded on August 20, 2018.
The following table lists the frequencies obtainable through the aliasing of the "pulses A" with sampling frequencies 31300 Hz and 78250 Hz:
31300 = 313 * 100
78250 = 313 * 250
313 is a prime number.
| sr = 31300 Hz | sr = 78250 Hz |
|---|---|
| 100 | 250 |
| 200 | 500 |
| 300 | 1233 |
| 400 | 1483 |
| 500 | 1733 |
| 1233 | 1983 |
| 1333 | 2233 |
| 1433 | 2967 |
| 1533 | 3217 |
| 1633 | 3467 |
| 1733 | 3717 |
| 1833 | 3967 |
| 1933 | 4700 |
| 2033 | 4950 |
| 2133 | 5200 |
| 2233 | 5450 |
| 2967 | 5700 |
| 3067 | 6433 |
| 3167 | 6683 |
| 3267 | 6933 |
| 3367 | 7183 |
| 3467 | 7433 |
| 3567 | 8167 |
| 3667 | 8417 |
| 3767 | 8667 |
| 3867 | 8917 |
| 3967 | 9167 |
| 4700 | 9900 |
| 4800 | 10150 |
| 4900 | 10400 |
| 5000 | 10650 |
| 5100 | 10900 |
| 5200 | 11633 |
| 5300 | 11883 |
| 5400 | 12133 |
| 5500 | 12383 |
| 5600 | 12633 |
| 5700 | 13367 |
| 6433 | 13617 |
| 6533 | 13867 |
| 6633 | 14117 |
| 6733 | 14367 |
| 6833 | 15100 |
| 6933 | 15350 |
| 7033 | 15600 |
| 7133 | 15850 |
| 7233 | 16100 |
| 7333 | 17083 |
| 7433 | 17333 |
| 8167 | 17583 |
| 8267 | 17833 |
| 8367 | 18817 |
| 8467 | 19067 |
| 8567 | 19317 |
| 8667 | 19567 |
| 8767 | 20550 |
| 8867 | 20800 |
| 8967 | 21050 |
| 9067 | 21300 |
| 9167 | 22283 |
| 9900 | 22533 |
| 10000 | 22783 |
| 10100 | 23033 |
| 10200 | 24017 |
| 10300 | 24267 |
| 10400 | 24517 |
| 10500 | 24767 |
| 10600 | 25750 |
| 10700 | 26000 |
| 10800 | 26250 |
| 10900 | 26500 |
| 11633 | 27483 |
| 11733 | 27733 |
| 11833 | 27983 |
| 11933 | 28233 |
| 12033 | 29217 |
| 12133 | 29467 |
| 12233 | 29717 |
| 12333 | 29967 |
| 12433 | 30950 |
| 12533 | 31200 |
| 12633 | 31450 |
| 13367 | 31700 |
| 13467 | 32683 |
| 13567 | 32933 |
| 13667 | 33183 |
| 13767 | 33433 |
| 13867 | 34417 |
| 13967 | 34667 |
| 14067 | 34917 |
| 14167 | 35167 |
| 14267 | 36150 |
| 14367 | 36400 |
| 15100 | 36650 |
| 15200 | 36900 |
| 15300 | 37883 |
| 15400 | 38133 |
| 15500 | 38383 |
| 15600 | 38633 |
I have simulated the tinnitus produced by the pulses of the signal received at 945 MHz by approximating the termo-acoustic demodulator described in the section Voice encoding:
tinnitus_pulses.wav (View Raw)
I have preferred to use a source-filter model instead of synthesizing the acoustic frequencies, therefore the thermoelastic wave is approximated by a pulse train with pattern A-A-A-A-B and average frequency of 21.23 Hz (the other pulses are excluded to simplify the model) filtered by the conduction filter based on the figure 4 in [7].
Another relevant resonance frequency obtained from the same figure of the paper is 1300 Hz. The related amplitude is about 4.3 dB under the loudest resonance at 7800 Hz. The harmonic ratios between these frequencies and 5200 Hz are very simple:
5200 * 3/2 = 7800 Hz ; perfect fifth
5200 / 4 = 1300 Hz ; 2 octaves
5200 / 3 = 1733 Hz ; perfect fifth + 1 octave
5200 / 24 = 216.67 ; perfect fifth + 4 octaves
216.67 * 6 = 1300 Hz
1300 * 6 = 7800 Hz
1733 * 3/4 = 1300 Hz
1733 * 9/2 = 7800 Hz
The frequencies 1300 Hz and 7800 Hz are obtained from the figure of
the paper "Numerical Analysis of the Microwave Auditory Effect"
by N. M. Yitzhak, R. Ruppin, R. Hareuveny. 216.67 Hz and 1733 Hz
are present in the analysed pulsed radiation.
Note: 1330 Hz is a natural frequency of the upper central incisor
(see the section "Teeth vibration").
I can hear low frequency beats and a partial cancellation of my tinnitus if I play an acoustic oscillation at a frequency between 1730 Hz and 1742 Hz. It seems like I tune the string of a guitar.
This is the table with all the frequencies obtained from the figure of the paper "Numerical Analysis of the Microwave Auditory Effect":
| Frequency (Hz) | Amplitude (lin) | dB |
|---|---|---|
| 1300 | 0.610 | -4.3 |
| 1516 | 0.222 | -13.1 |
| 2938 | 0.201 | -13.9 |
| 3317 | 0.194 | -14.2 |
| 4478 | 0.369 | -8.7 |
| 6398 | 0.233 | -12.7 |
| 7346 | 0.339 | -9.4 |
| 7772 | 1.000 | 0.0 |
| 8128 | 0.189 | -14.5 |
| 9976 | 0.362 | -8.8 |
| 10142 | 0.108 | -19.3 |
| 11374 | 0.068 | -23.3 |
| 12535 | 0.121 | -18.4 |
| 12938 | 0.070 | -23.1 |
| 14597 | 0.222 | -13.1 |
| 15734 | 0.269 | -11.4 |
| 16706 | 0.068 | -23.3 |
| 18080 | 0.052 | -25.6 |
| 18720 | 0.031 | -30.0 |
| 19597 | 0.021 | -33.6 |
The following audio file contains an annoying interval of minor sixth between the simulated tinnitus at 21.2 Hz and an oscillation around 35.4 Hz (the listening requires decent headphones):
tinnitus_plus_6min.wav (View Raw)
The example of the minor sixth is not casual but inspired by some audio recordings that capture low frequency sounds and infrasounds. The next clip is amplified by 40 dB:
low_freq_with_6min_for_tinnitus.wav
Some nightly audio recordings contain the sounds produced through intentional electromagnetic interferences: pulses repeated every 1.9 seconds, a continuous signal with fundamental frequency of 7.62 Hz and other frequencies that form simple ratios with 50 Hz, the nominal frequency of the electrical grid in Italy [8], for example:
100 = 50 * 2
66.6 = 50 * 4/3
216.6 = 50 * 13/3
50 = 96 / [repetition period of the peaks] = 96 / 1.92
50 = 9 / [pulse duration] = 9 / 0.18
sporadic "scintillant" errors:
5415 = 216.6 * 25
The figure in infrasound.jpg shows the steps to get the infrasound recorded in low_freq_with_6min_for_tinnitus.wav.
Generally, the signal is repeated every 1.92 seconds and the duration is about 0.18 seconds. These times depend on the nominal frequency of 50 Hz:
# 96 cycles of the nominal frequency of the electrical grid
1.92 = 96 / 50
# 9 cycles
0.18 = 9 / 50 = 1.92 * 3/32
Besides, the ratio between 422.733 MHz and the receiving frequency 169 MHz of a "smart" electric meter of ACEA/ARETI is 5/2.
Also the distance in frequency of 1950 Hz between the two oscillations is particular:
1950 = 650/3 * 9 = 216.67 * 9 = 13 * 3^3 * 50/9 = 351 * 50/9
Main acoustic frequency of microwave auditory effect:
1950 * 4 = 7800 Hz
Note: 1950 Hz is a natural frequency of the upper first premolar
(see the section "Teeth vibration"). 3025 Hz is near 3050 Hz,
another natural frequency of the same tooth.
In the filtered pulses obtained from the published sound file [6], the temporal interval between two peaks is about 1.874 seconds, and the cutoff frequency is about 5.69 Hz instead of 50/9 Hz:
32/3 * 1/1.874 = 5.69 Hz
Relation between the cutoff frequency and the nominal frequency of 50 Hz:
50/9 +/- 2.5% = (2 +/- 0.05) * (5/3)^2
The output of the first differentiator can be obtained by integrating the recorded sound:
sum = 0
k = 1 / 80.5
m = k / 10.35
"m" is the normalization constant to get an unitary gain.
For each sample "input":
sum = sum + input + k
output = m * sum
The integration of the previous result reveals the initial pulses:
sum = 0
k = -0.05
m = k / -164.11
For each sample "input":
sum = sum + input + k
output = m * sum
The following figure displays the autocorrelation of the envelope at 422.733 MHz, with the main frequencies:
20 Hz = 50 * 2/5
213.6 Hz near 216.6 Hz previously analyzed and dependent on the
nominal frequency: 216.6 = 50 * 13/3
200 Hz = 50 * 4 = 20 * 10
5 * 42.72 = 213.6 where 42.72 Hz is -2.8 dB under 213.6 Hz.
Additional information regarding smerd meters and other suspected experimentations can be found in the section Other signals to analyse.
The pulses with period 3/5200 or 1/1733 seconds create a particular beat with 20760 Hz, the VLF (Very Low Frequency) transmitted from the antennas of Tavolara Island (Sardinia, Italy):
List of VLF-transmitters (wikipedia.org)
Tavolara Island (wikipedia.org)
Aerei-robot, radar e satelliti: le nuove servitù (lanuovasardegna.it)
5200 is the third harmonic of 5200/3 Hz and corresponds to the musical interval of perfect fifth, one octave up. The twelfth harmonic of 20800 Hz is again a perfect fifth but three octaves up.
5200/3 * 12 = 20800 Hz ; perfect fifth, 3 octaves up => 12/8 = 3/2
650/3 * 96 = 20800 Hz ; perfect fifth, 6 octaves up => 96/64 = 3/2
20800 - 20760 = 40 Hz ; beat of 20 Hz
sin(A) + sin(B) = 2 * sin((A+B)/2) * cos((A-B)/2)
sin(2 pi 20760 t) + sin(2 pi 20800 t) = 2 * sin(2 pi 20780 t) cos(2 pi 20 t)
50 / 20 = 5/2 ; major third, 1 octave up (major 10th)
The ratio between 50 Hz and the modulation of 20 Hz is 5/2, the magic number of the whole attack.
There is also a particular beat between 20 Hz and the pulses with pattern A-A-A-A-B analysed in the section Signal directed to the head:
A = 65/3 = 21.67 Hz
beat = (A - 20)/2 = (65/3 - 60/3)/2 = 5/6 = 5/2 * 1/3
5200/3 / beat = 5200 * 2/5 = 2080
650/3 / beat = 650 * 2/5 = 260
Also these beats multiple of 100 Hz are interesting:
MUOS_VLF = 20760 Hz
sin(2 pi 20560 t) + sin(2 pi 20960 t) =
= 2 * sin(2 pi MUOS_VLF t) * cos(2 pi 200 t)
where (20760.47 - 200)^2 = 20560.47^2 = 422.733 MHz
sin(2 pi 20060 t) + sin(2 pi 21460 t) =
= 2 * sin(2 pi MUOS_VLF t) * cos(2 pi 700 t)
where (20760.59 + 700)^2 = 21460.59^2 = 460.557 MHz, the frequency
of one of the signals synchronized with the voices.
If we consider the radiation sampling with aliasing, we get other particular beats:
sampling frequency: 78250 Hz
20550 Hz = aliasing of 5200/3 * 57
21050 Hz = aliasing of 5200/3 * 33
(20760 - 20550)/2 = 105 Hz
(21050 - 20760)/2 = 145 Hz
(105 - 100)/2 = 5/2
(150 - 145)/2 = 5/2
sampling frequency: 31300 Hz
10540 Hz = aliasing of 20760 Hz
10600 Hz = aliasing of 5200/3 * 30
(10600 - 10540)/2 = 30 Hz
(50 - 30)/2 = 10 Hz
(65/3 - 10)/2 = 5/2 * 7/3 = 5.83 Hz
(30 - 65/3)/2 = 5/2 * 5/3 = 4.17 Hz
under investigation (sampling frequency: 78250 Hz)
sqrt(422.733 MHz) = 20560.47 Hz = aliasing of 1733.517 * 3 * 19
422.733 MHz - 103.0 MHz = 959.2/3 MHz
422.733 MHz - 102.7 MHz = 960.1/3 MHz
422.733 MHz - 102.4 MHz = 961/3 MHz
where 961 MHz is a perfect fifth of the difference, one octave up.
The signal level received around 960 MHz is high.
Radio Radicale (102.4 MHz) transmits from Monte Mario (Rome).
Ram Power (102.7 MHz) transmits from Monte Porzio Catone (Rome).
RDS (103.0 MHz) transmits from Rocca di Papa and Monte Cavo (Rome).
sqrt(3 * (422.733 MHz - 102.4 MHz)) = sqrt(961 MHz) = 31000 Hz
31000 Hz = aliasing of 1734.127 * 3 * 21
230.4 MHz = "Radio Radicale" * 3/2 * 3/2 = 40^5 * 9/4
945 MHz = "Radio Vaticana One" * 9
20760 Hz also works good with the nominal frequency of 60 Hz, creating a beat of 60 Hz with the 115th harmonic of 180 Hz:
180 * 115 = 60 * 3 * 5 * 23 = 20700 Hz
20760 - 20700 = 60 Hz
Besides, if the relation between the frequency 3.78 GHz of the new frequency band for 5G and 945 MHz involves the pulses generated by harmonics of 20800/3 Hz,
3.78 GHz = 4 * 945.0 MHz
20800/3 = 6933 = 4 * 5200/3 MHz
also the third harmonic of the pulsed modulation at 3.78 GHz generates a beat of 20 Hz with 20760 Hz.
I don't playing with the numbers, the amplitude modulation around 20800 Hz is present in the radiation recordings, for example:
The radiation is recorded connecting an antenna to the PC soundcard. In the second recording I have used my body as antenna, touching a jack connected to the PC soundcard.
If we apply a selective high pass filter with cut frequency of 10 kHz and normalize the result, we can notice the formant at about 20800 Hz. There are also formants around 17900 Hz and 12000 Hz.
If we demodulate the filtered sound, we get frequencies multiple of 50 Hz and an isolated formant around 6400 Hz:
You can listen to the Roman cousin of a Caribbean cricket, by selecting the formant around 6400 Hz with a BP filter. The resultant sound is part of my tinnitus.
Finally, it is interesting to notice the location of Havana (Cuba), Rome (Italy), Tavolara (Sardinia, Italy) and Guǎngzhōu (China) on the map of the geomagnetic latitudes:
Geomagnetic (350km Apex) Latitudes (nwra.com)
The criminals use more techniques. The prior section Signal directed to the head describes the sampling with aliasing through a pulse train. The steps to transmit a signal to a termo-acoustic "sampler" are:
-
STFT (Short Time Fourier Transform) to divide the signal into modulated sinusoids.
-
Transmit these oscillations in scattered or arbitrary order (diffuse and/or direct radiation) with central frequencies obtained through aliasing.
-
Send pulses through the electrical grid. The pulse frequency is equal to the sampling rate used to compute the central frequencies.
A recipe to get the pulses A is the following:
-
Sinusoidal signal with frequency 14.5 kHz, frequency modulated by a vocal sound.
-
Pulse generated each time the amplitude of the modulated signal goes from positive to negative.
Any time the energy of a RF pulse is absorbed by the cerebral tissue, the temperature rises of 5e-6 °C [9]. The rapid thermal expansion produces a thermoelastic wave that travels to the inner ear. Therefore the criminals use that thermo-acoustic demodulator to send vocal messages to me through a pulsed radiation.
Another technique, described at the beginning of this document, uses a type of photoacoustic spectroscopy.
Also my neighbors receive this type of signal:
It is nervous and tries to obscure its intentions. Often, it is coupled with an attenuated imitation about 91.2 kHz apart.
Perhaps that's a reflection.
On July 18th 2018, I have counted about 45 components of this type, 5 between 80 and 88 MHz and at least 40 between 120 and 170 MHz.
The autocorrelation of the envelope reveals the signature of the sender: resonances multiple of about 1740 Hz and a pulse train with frequency of about 18 Hz and bandwidth less than 1600 Hz. The envelope also contains a strong isolated oscillation with frequency around 20 kHz.
Example: center frequency of 138 MHz
Curious coincidence:
78250 / 45 = 1739 Hz = 31300 / 18
It means that the mix of 45 out of phase pulsed sources, with pulses repeated at frequency 1739 Hz, generates pulses with PRF 78250 Hz. Every source N is delayed with respect to a reference source (N=1) of
(N - 1) / 78250 seconds, N integer between 1 and 45
If 27 sources are deactivated, the remaining 18 generate pulses with PRF 31300 Hz. In this case, the delay of every source is
(N - 1) / 31300 seconds, N integer between 1 and 18
For example, the arrangement on a circle (circular absorption) shapes a kind of motor that produces sounds and ultrasounds. The beats and the interferences between two or more circular patterns allow the composition of complex infrasounds, sounds and ultrasounds.
Imagine the possible applications with a lot of drones.
Other examples:
I have analyzed the whole envelope of the recorded I/Q with sampling rate of 2.4 MHz, considering all the carrier frequencies within the band of 1.2 MHz and the result is surprising:
The oscillations are multiple of the nominal frequency of 50 Hz and the highest harmonic is of 100 Hz. I have repeated the measure by applying a high pass filter to remove the first 50 kHz and the result is the same.
The autocorrelation highlights the harmonics:
Therefore there are hundreds of carrier frequencies with modulations that hide their intent: harmonic frequencies of 50 Hz resulting from the mix of the amplitude modulations. The related currents induced into the circuits that pass through a rectifier and an amplifier, particularly the radio modules of the smart electric meters, dirty the electric current in a particular and possibly controlled way.
On August 9 2019 night, between 2:20 and 2:30 a.m., I am supine in bed. Unexpectedly the audible frequency of my noisy breath decreases, more or less linearly, till the disappearance of the noise in about two or three seconds. This type of breath is absolutely unnatural and not under my control. It is the first time that it occurs during the attack and in my life.
Note: there is the summer time in Italy, therefore 2:30 is 1:30 + 1.
The following sound file contains a filtered noise that approximates the described effect:
approximated_anomalous_breath_modulation.wav
Ask to your favourite search engine what happened on August 8 2019. Maybe it is a coincidence (I hope) but the laser placed on such vehicles is used as directed-energy weapon (i.e. COIL -- chemical oxygen-iodine laser, an infrared chemical laser with operation wavelength of 1315 nm).
Same film script on March 13 2020 night, between 1:35 and 1:40 a.m. more or less the time of August 9 without summer time. Probably there is a link with the military management, forced by the Italian governmental measures to curb the infection from Covid-19. Perhaps (in Italy) some killer vehicles switch off the engines around 1:30 a.m. in consequence of special measures.
On July 27 2020: pneumonia (without coronavirus) and fever over 40°C. Hospitalization for two weeks since July 31 2020.
On February 16 2021, about midnight: aggressive attack with pulses absorbed by tongue and palate. The noise in the room seems produced by a rotative movement.
On February 23 2021, about midnight: aggressive attack with high energy level. My body is blocked for more than 30 seconds but I manage to control the breath.
On December 10 2022, early in the morning after a forced awakening (idem on June 10 2024, around 4:30 a.m. with summer time): the breath is modulated with the same rhythmic pattern of the noise in the example sound file:
That's exactly the rhythm of the simple melody that accompanied the hypnotic state (see the section Hypnosis) before the awakening. Perhaps the sound of breath, phase inverted, is used to obscure (through masking) another sound or voice:
signal1 ---> noise1
signal2 ---> melody - noise1 = noise2
signal3 ---> noise1 + noise2 = noise1 + melody - noise1 = melody
For example, the mix of the noises in
breath-pattern-plus-melody.wav
is the sound of the hidden melody (about -44dB).
sox -m breath-pattern.wav breath-pattern-plus-melody.wav melody.wav norm -3
Some signal masking technique could also be applied to the signals synchronized with the voices (see the section Events synchronized with the voices).
I often feel a tickle to the nose. Sometimes I perceive for a few seconds a smell that remembers the ozone (end of 2018, beginning of 2019) or the exhaust (end of 2019, beginning of 2020). My closed room is far from sources of this type. What are the side effects caused by particular sounds and ultrasounds pushed in the nose or in the mouth? Could they cross the digestive or respiratory apparatus? Could they alter the sense of smell?
I think pneumonia was caused by that system. I described the teeth vibration and the anomalous oscillations produced when I blow in the air. There is an audio recording in the section Other oscillations obtained when the military worms point my mouth. The main resonances are a fraction of the number 32000:
# August 27, 2021.
2909.090909090909 Hz = 32000 / 11
3469.879518072289 Hz = 9 * 32000 / 83 = 288000/83 = 1734.939759 * 2
# Oscillation produced after a convulsion on August 20, 2018.
5333.333333333333 Hz = 32000 / 6
Why is the earwax blue if I plug an ear with a coin during the night? There is evidently a substance that reflects blue light. Is it normal? I saw a blue light beam a couple of times between 2018 and 2019, with diameter of about two or three centimeters. The titanium-sapphire laser (Ti:Al2O3) is an example of laser employed at different wavelengths [10]:
- Ti:sapphire (tripled) 235-330 nm (ultraviolet)
- Ti:sapphire (doubled) 360-460 nm (blue light)
- Ti:sapphire 670-1130 nm (NIR). For example, H2O-lidar at 935 and 942 nm.
On October 2 2018 night, my body has started to rapidly vibrate with a growing intensity. After a hasty sequence of at least three explosions (I haven't checked on the time), the vibration intensity is attenuated about 70%.
On January 12 2019 at 4:15 a.m., another similar but less strong explosion has marked the end of a slight body vibration, started after one of the many forced awakenings.
The sound that I hear during the body vibrations remembers the sound of a concrete mixer.
On January 16 2019 at midnight: no explosions but an instantaneous flash has lighted up my room during a forced awakening. There are other similar events after that date. Then the torture is continued with the body heating for some hours (it is instead a classic) and the customary voices that provoke me nonstop. Sometimes the walls creak as every night. Generally the forced awakenings are more than three.
On March 23 2019 night 1:30: another burst near the window of my room (outdoors). On 21 March, I have hung a a Venetian curtain in front of the window. On 22 March, I have added reflecting materials (DVD and aluminium) between the window and the curtain.
On September 8 2019 at 4:00 a.m., another instantaneous flash (this type of event is frequent after that date).
Three explosions on May 31 2021 at 3:15 a.m.
I have two similar permanent wounds near the knees. This photo shows the left side of the right knee:
I have also a more pronounced wound on the left foot.
On May 15 2020: scattered wounds and red dots in the center of the soles of my feet. A little wound near the left knee.
An emollient ointment based on glycerine is a temporary remedy.
On June 3 2022, in the afternoon: the first of a series of aggressive attacks on the right leg between the knee and the side. The pulses cause a shooting pain and a feeling of faint. Fortunately, the pain is mitigated "in some angle of my home", and I can completely remove it by inserting CD and metallic objects in the right pockets of the trousers.
The part of the leg hit by the pulses is depilated.
On October 22 2022: this photo shows strange circular patterns on a CD inserted in the right pocket (the one over the other CDs).
right_pocket_top_cd_with_circular_patterns.png
The following photo shows a CD "erased" through ablation. That CD was on the top of stack instead of the CD with circular patterns.
right_pocket_top_cd_post_ablation.png
I add this section because my teeth considerably vibrated on May 31 2019 around 6:00 AM.
The following table shows the approximations of six natural frequencies of four kinds of tooth, calculated by using a mechanical model described in the paper "Calculation of Natural Frequencies of Teeth Supported with the Periodontal Ligament" by Yukio KOJIMA and Hisao FUKUI.
| tooth | f1 | f2 | f3 | f4 | f5 | f6 |
|---|---|---|---|---|---|---|
| upper central incisor | 1330 | 1440 | 1610 | 1670 | 5010 | 5410 |
| upper first premolar | 1610 | 1900 | 1950 | 3050 | 5810 | 6440 |
| upper first molar | 1610 | 1840 | 2230 | 4010 | 5590 | 6480 |
| lower first molar | 1780 | 1910 | 2100 | 2940 | 4370 | 6380 |
The frequencies 1610 Hz, 1670 Hz and 1780 Hz are near 1733 Hz analysed in the section Signal directed to the head (also 5010 Hz and 5410 Hz are near 5200 Hz). The frequency 1300 Hz is considerable in the figure 4 of "Numerical Analysis of the Microwave Auditory Effect", and it corresponds to the interval of perfect fifth, two octaves up, of 216.67 Hz analysed in the same section.
I can adjust the light bulb through a knob to check the presence of unhealthy signals distributed through the electrical grid, and to temporarily remove the tinnitus. The perceived voices are really low since I started to intercept the attack, however sometimes the demented and second demented increase the volume. In this case, if the pulses are transmitted also exploiting the electrical grid, I can "see" the envelope of the voice through the bright stuttering of the bulb switched on via a low current (sometimes it also works with highest currents). This show only lasts some seconds, then the light becomes stable while the voice level decreases.
The bulb with knob is also a good filter to temporarily remove the perception of the tinnitus. The noise disappears when the bulb receives a particular amount of current. Unfortunately the silence lasts a few seconds.
On June 26 2019, 8:00 a.m.: I have to rotate the knob of about 45 degrees to switch on the bulb. The light is unstable and I perceive an intense tinnitus mixed with the usual very low voices. The knob position that reduces the level of the tinnitus is between 0 and 45 degrees (where the bulb is switched off). I start to rotate the knob between these two points (without to switch on the bulb) while I perceive the tinnitus variation. Suddenly the modulation svanishes. I try to switch on the bulb but it is necessary to rotate the knob of about 90 degrees! The light is stable. Now the point to reduce the tinnitus is between 45 and 90 degrees. Who controls the under load? Question apparently rhetoric.
The following table describes some voices used for the psychological attack.
| Voice type | Description |
|---|---|
| slow (i.e. 1 word every 6 seconds) | attract the attention, waste more time |
| aggressive, accompanied by irritating sonic oscillations | attract the attention, get on victim's nerves, increase temperature, waste time |
| child | attract the attention, change the mood, waste time |
| calm, persuasive, reassuring | attract the attention, attempt at conditioning, waste time |
The recording of what some US embassy workers heard in Havana has characteristics similar to the signal at 945MHz that I receive in my head. The main difference is the period of the pulses. In my case:
-
Pulses with sinusoids separated by 216.6 Hz and pulse repetition periods with A-A-A-A-B (see above).
-
Pulses with sinusoids separated by 1733 Hz and variable pulse repetition period.
In the Cuban case, the sinusoids are always separated by 180 Hz but the 21 Hz clock is the same.
The amplitudes of the following sonogram are in dB to highlight the part filtered by the recorder or by the editor:
Instead, the next sonogram shows the clock in my head (linear amplitude) under 1733 Hz, demodulated, under-sampled and recorded to a sound file:
There are two types of pulse:
-
Pulses with sinusoids separated by 180 Hz, bandwidth of 3960 Hz and pulse frequency of 21 Hz.
-
Pulses with sinusoids separated by 180 Hz and variable pulse repetition period.
If the system is the same used against me, the pulses from the electrical grid, for example with frequency
56340 = 313 * 180
"sample" the harmonic frequencies of 180 Hz through aliasing (see the previous section Signal directed to the head to understand the radiation sampling). For example, the aliasing of 157 sinusoids separated by 1800=5400/3 Hz (instead of 1733=5200/3) starting from 943.695e6 MHz, results all the frequencies multiple of 180 Hz from 180 to 28080. In the general case:
157 sinusoids separated by 180 * N, with N positive integer.
157 = (56340/180 + 1)/2
In this case the magic ratio should be 3/2 instead of 5/2 (or 3 if the inferior frequency is 18780 Hz):
# 60 Hz is the nominal frequency of the electrical grid in Cuba.
18780 = 313 * 60
37560 = 313 * 120
56340 = 313 * 60 * 3 = 313 * 120 * 3/2
The overall attack should be based on the ratio 3/2 (or 3). For example, if the radio module receives at 169 MHz, the signal that generates the infrasound is about 253.5 MHz (or 507 MHz if the ratio is 3).
Note: with the prime number 433, the pulse frequency 77940 Hz is near 78250 Hz:
433 * 60 = 25980
433 * 120 = 51960
433 * 60 * 3 = 433 * 120 * 3/2 = 77940
During an electromagnetic phenomenon, a flow of spins obtained from these pulses could have generated the sound.
-
FIR filter to select the content between 6 and 9 kHz.
-
Pitch 1 octave up (optional).
# example rubberband -f2 in.wav out.wav -
Slope detector.
pseudo-code: env_follower(diff(input)) -
BP filter to select the content between 100Hz and 3.5kHz.
cuba_attack_decoded.ogg (View Raw)
Alternative method:
-
FIR filter to select the content between 6 and 9 kHz.
-
Convolution of a set of impulses with a FIR BP, fmin=100Hz and fmax=3kHz.
# pseudo-code to generate the set of impulses d[n] = in[n] - in[n-1] if d[n] < 0 and d[n-1] >= 0 then out[n] = in[n-1] else out[n] = 0 endif
cuba_attack_decoded_alt.ogg (View Raw)
I discovered that if I change the arrangement of one or more DVD's, I can vary the distribution and the granularity of the tinnitus. I was astonished when I found traces of humidity under the DVD placed at night near my shoulder and the upper part of the head.
The DVD's help me to locate the rays directed to some body parts, in particular the feet, the backbone when I sleep on one's side, the shoulders and the head. The rays that hit on the feet and the lateral part of the knee cause a tremor and the perception of a noise. If I place a DVD on the ankle and move it in the direction of the rays, the tremor and the noise vanish.
Often, when I open my eyes I see luminous oscillations of about 4 or 5 Hz (sometimes it also occurs outdoor but the light is more intense). I also remember oscillations of about 8 Hz. A night my liver vigorously vibrated for more than one minute with vibration frequency of at least 8 Hz.
The remote controls don't work well, especially that of the video recorder that was quasi completely unusable for some months.
This type of signal is synchronized with the voices:
Received at the frequencies 173.456 MHz, 173.880 MHz, 173.956 MHz and 460.557 MHz with bandwidth of 4 kHz.
The frequency 460.557 MHz is near the second harmonic of 230.4 MHz analysed in a previous section:
230.4 * 2 = 460.8 MHz
460.557 * 8 = 3.684 GHz [mobile communications 5G]
The other frequencies are near 172.8 MHz, the interval of perfect fifth of 115.2 MHz (the half of the distance between 115.2 MHz and 230.4 MHz):
28.8 * 5 = 144 MHz: major third, 2 octave up (assigned to amateur radio operators)
28.8 * 6 = 172.8 MHz: perfect fifth, 2 octaves up (synchronized with the voices)
28.8 * 8 = 230.4 MHz: 3 octaves up (high level for various games)
28.8 * 16 = 460.8 MHz: 4 octaves up (signal at 460.557 MHz synchronized with the voices)
28.8 * 32 = 921.6 MHz: 5 octaves up (near the frequency band 929.6-970 MHz)
Interval of perfect fourth, 5 octaves up:
172.800 * 64/3 = 3.686 GHz
173.456 * 64/3 = 3.700 GHz
173.880 * 64/3 = 3.709 GHz
173.956 * 64/3 = 3.711 GHz
On 2017 and 2018, the sonogram of the signal with frequencies around 28.8 MHz was a kind of VU meter for the voices.
Around October or November 2017, while I observed the sonogram of the radio signal to search for informations useful to interpret the attack in progress, the idiots sent a strong noise that I perceived behind my head. Meanwhile the computer monitor displayed a comb filtered noise (about ten frequency channels evidenced by the noise between 172 and 176 MHz), synchronized with the noise in my head. Then they played a stupid remix with the sampled voices of a few friends of mine that insulted me.
The hook shaped curve remembers the PLHR (Power Line Harmonic Radiation) induction lines described in the paper "On the nonlinear triggering of VLF emissions by power line harmonic radiation" by D. Nunn, J. Manninen, T. Turunen, V. Trakhtengerts and N. Erokhin.
This signal should interact with the laser-induced plasma obtained from short or ultrashort laser pulses. We can interpret that laser as a windowed laser. For example, in the case of short-pulse, if the window duration varies from 1ns to 100ns, the frequency is in the range [10 MHz; 1 GHz].
Examples:
2 * 169 MHz -> 2.96 ns
2 * 173 MHz -> 2.89 ns
2 * 461 MHz -> 1.08 ns
The hook goes down from the maximum to the central frequency and continues with duration between 0.072 and 0.076 seconds, then the signal is amplitude modulated by a sinusoid of 2 kHz for 0.034 seconds and frequency modulated with variation to analyse:
The LTAS (Long-Term Average Spectrum) is almost uniform in bandwidth:
The duration of the final sinusoidal signal is about 0.034 seconds.
The duration of the frequency modulated part depends on the perceived voice.
The following signal is similar but with duration of 0.178 seconds, repeated every 1.92 seconds
# 96 cycles of the nominal frequency of the electrical grid
1.92 = 96 / 50
# 9 cycles
0.18 = 9 / 50
# Values of the pulse frequency, 78250 Hz and 31300 Hz, obtained
# by multiplying 96/50 by some prime numbers.
96/50 * 5 * 3 * 11 * 13 * 19 = 1.92 * 40755 = 78250
96/50 * 2 * 3 * 11 * 13 * 19 = 1.92 * 16302 = 31300
and without isolated sinusoidal signals:
Received at the frequencies 421.684 MHz (bw 5kHz instead of 4kHz) and 422.733 MHz (bw 3kHz instead of 4kHz).
Note the duration of 0.178 seconds and the repetition period of 1.92 seconds in the audio recordings that contain low frequency sounds and infrasounds:
low_freq_with_6min_for_tinnitus.wav
The thugs could monitor the peaks of the infrasounds repeated every 1.92 seconds also to take the variation of the nominal frequency to tune the signals, for example the duration between 9/49 (0.183s) and 9/51 (0.176s).
The formula:
y = x^2 * sin(2 pi 1/0.18 t)
is a first approximation of the transfer function to get the peaks of the infrasound from the signal at 422.733 MHz. The frequency is 1/0.18 because the tested signal was demodulated before to save it to a file.
The other signals are transformed at least in low frequency oscillations.
Note: 421.684 MHz is not present in a recording on August 23th 2018, and the bandwidth at 422.733 MHz becomes 5kHz. I'm not sure if the comparison will be useful to understand better the synthesis and the function of the low frequency audio signal.
The smart electric meters of ACEA/ARETI should communicate in RF at the frequencies 169 and 868 MHz. These frequencies are multiple of some frequencies used for the attack (see the previous section):
868 / 5 = 173.6
=> 173.4 and 173.7 MHz are synchronized to the voices.
169 * 5/2 = 422.5
=> 421.684 and 422.7 MHz are synchronized to the infrasounds.
169 MHz = (5200 * 5/2)^2 MHz
sqrt(169e6) = 13000 = 5200 * 5/2
From "Bilancio di Sostenibilità 2017 del Gruppo Acea", pag. 81:
È stato poi avviato lo sviluppo di un concentratore multiservizio per i contatori elettronici di prima generazione adeguatamente reingegnerizzato, predisposto per l’acquisizione dei contatori di seconda generazione e per essere integrato con una terza unità per la comunicazione in RF a 169/868 MHz. Il nuovo concentratore multiservizio (CMS) è un apparato di tipo modulare costituito da un’unità centrale di controllo ed elaborazione e una o più unità aggiuntive ognuna dedicata a un servizio specifico (elettrico, idrico, ecc.). A fine dicembre 2017 è stato presentato il prototipo che sarà oggetto delle prove e dei collaudi nel corso della prima metà del 2018.
By analysing the infrasound described in the prior sections, I searched for an oscillator with the frequency set at 939 MHz. You can notice that the RF signals near 939 MHz are really the responsables of the tinnitus.
It is interesting to notice the ratio between that frequency and the frequencies 78250 Hz and 31300 Hz of the recorded pulses:
939000000 / 78250 = 12000
939000000 / 31300 = 30000
78250 / 31300 = 5/2
12000 or 30000 cycles at 939 MHz between two pulses. Besides, the ratio 5/2 between the two frequencies is equal to the ratio between 422.733 MHz and 169 MHz.
Why 1/0.18, the reciprocal of 9 cycles of the nominal frequency of the electrical grid? If the oscillators of the smart meter are in phase with the provided electric current:
169 / 868 = 0.19470046
mod(0.19470046, 1/50) = 0.014700472
0.19470046 - 0.014700472 = 0.18 = 9 / 50
169 / 0.18 = 938.889 MHz instead of 868 MHz
If the oscillator is settable, it is so especially for the thugs. In this case, the following table lists some frequency bands usable based on the frequency of the first oscillator at 169 MHz and the number of the cycles of the nominal frequency between 49 and 51 Hz:
| cycles | freq min (MHz) | freq max (MHz) |
|---|---|---|
| 50 | 165.4 | 172.4 |
| 49 | 169.0 | 175.9 |
| 48 | 172.5 | 179.6 |
| 47 | 176.2 | 183.4 |
| 46 | 180.0 | 187.4 |
| 45 | 184.0 | 191.5 |
| 44 | 188.2 | 195.9 |
| 43 | 192.6 | 200.4 |
| 42 | 197.2 | 205.2 |
| 41 | 202.0 | 210.2 |
| 40 | 207.0 | 215.5 |
| 39 | 212.3 | 221.0 |
| 38 | 217.9 | 226.8 |
| 37 | 223.8 | 232.9 |
| 36 | 230.0 | 239.4 |
| 35 | 236.6 | 246.2 |
| 34 | 243.5 | 253.5 |
| 33 | 250.9 | 261.2 |
| 32 | 258.8 | 269.3 |
| 31 | 267.1 | 278.0 |
| 30 | 276.0 | 287.3 |
| 29 | 285.5 | 297.2 |
| 28 | 295.7 | 307.8 |
| 27 | 306.7 | 319.2 |
| 26 | 318.5 | 331.5 |
| 25 | 331.2 | 344.7 |
| 24 | 345 | 359.1 |
| 23 | 360.0 | 374.7 |
| 22 | 376.4 | 391.8 |
| 21 | 394.3 | 410.4 |
| 20 | 414 | 430.9 |
| 19 | 435.8 | 453.6 |
| 18 | 460 | 478.8 |
| 17 | 487.1 | 507 |
| 16 | 517.6 | 538.7 |
| 15 | 552 | 574.6 |
| 14 | 591.5 | 615.6 |
| 13 | 637 | 663 |
| 12 | 690.1 | 718.2 |
| 11 | 752.8 | 783.5 |
| 10 | 828.1 | 861.9 |
| 9 | 920.1 | 957.7 |
| 8 | 1035.1 | 1077.4 |
| 7 | 1183 | 1231.3 |
| 6 | 1380.2 | 1436.5 |
| 5 | 1656.2 | 1723.8 |
| 4 | 2070.2 | 2154.7 |
Progetto di videosorveglianza aerea basato sull’utilizzo di droni, realizzato in collaborazione con Intellitronika, Politecnico di Milano, Huawei, la Polizia Locale e Italdron [...]
Vodafone e Huawei, un drone 5G per la sicurezza (leonardo.it)
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I'm sorry, but you are no more credible nor reliable.
In a completely dark room I continue to perceive an extremely soft light. I have tried blindfold but the light remains stable, all the night. I have tried to interfere by moving some objects of different material around my head. Nothing, the subtle gleam doesn't suffer alterations, neither short variations; when it goes out, always with a fade-out less than two seconds, I suddenly feel the tiredness of a person that doesn't sleep from days and then, if they (?) don't switch it on again, I fall asleep. Also the fade-in from dark to soft light lasts less than two seconds.
If I try to press my eyes with the fingers to enhance the blood pressure, I perceive a light with growing intensity as a sun engraved on the retina. Maybe it is normal. The room is dark and the effect doesn't change blindfold. When I raise the fingers, the light slowly comes back to the starting level, with black spots randomly scattered during the transition. If I repeat the experiment more times, the more bright zone departs from the center.
On October 28 2021, 6:00 a.m.: the intensity of this type of light (I think in retina) rises remarkably. The room is dark (no reflection or diffusion visible by me). It is not an isolated event, but I remembered date and time with a maximum error of five minutes. The precise quantization 6:00 is useful to investigate the scheduling of that illegal C4ISRT system (aircrafts, drones and modules around).
I sketched out something in the comment of a change of this document:
Hypnopompic hallucinations with oculus style (VR) and vibration of 35 Hz
Some scientists consider these symptoms "post" Covid-19, because they ignore the culture aobout pulsed radiation. The following comments are "pre" Covid-19 (check the date):
-
Ironic bet on February 1 2019: "Hey bookmaker, the next news will be about particular loops in driven hypnopompic states (cycles of about one second or less than two seconds) but there is other."
-
June 23 2019: "Meanwhile I'm investigating hypnagogic and hypnopompic hallucinations (there is not a night without these fake dreams) from machine learning with a very bad virtual reality, often a few dark frames for second (also isolated images). I recognize the style, the culture and the intent of the attacker. 98% of the images (75% of the faces) are new for me (however some themes are repeated with little variations). The short "films" always terminate with a highly emotive scene to force an awakening (sometimes it is the intent but I don't feel emotions; in this case the scene terminates after a few seconds of boring frames). Sometimes there is a loop during the hypnopompic state (i.e. chewing food for about one or two seconds for cycle) and the awakening is delayed. It is necessary to do other experiments before to publish some tricks..."
-
September 9 2019: "I'm interested in the technique to induce hypnopompic hallucinations."
I have heard an oscillation of 5333.333 Hz (32000/6) only one time, the night on August 20, 2018. I profoundly breathe after one of the many nightly induced convulsions. The oscillation starts with the peak of the infrasound.
5333hz_20180820_night.wav (View Raw)
Recorded on August 27, 2021.
The "invisible instrument", played with blowing fluctuations, physically remembers a kind of vibrant sheet or a Helmholtz resonator (i.e. a bottle).
The sound is produced without the help of the tongue.
Obviously it is possible to get these oscillations also through other devices.
blowing-across-invisible-resonator-1.wav (View Raw)
blowing-across-invisible-resonator-1.wav
The remarkable frequencies are:
2909.090909090909 Hz = 32000 / 11
3469.879518072289 Hz = 9 * 32000 / 83 = 288000/83 = 1734.939759 * 2
# Oscillation produced after a convulsion on August 20, 2018.
5333.333333333333 Hz = 32000 / 6
An annoying interval of minor sixth between the induced tinnitus and an oscillation of about 35.4 Hz.
low_freq_with_6min_for_tinnitus.wav (View Raw)
low_freq_with_6min_for_tinnitus.wav
Recorded on August 10, 2018.
There is a main entrance that communicates with five rooms. An amplitude modulated oscillation with frequency of 100 Hz starts every time I go into the entrance. The sound terminates if I go into a room. It is useless to comment, they are idiots with the pedigree.
I have done more recordings by setting up the microphone in every room. The following sound files are regions normalized and low pass filtered to remove the environmental sounds. There are also some very low frequencies to analyse.
On January 17 2022 night: aggressive attack ended with a long fade out after 5 a.m. (I don't know the precise time). Then I listened to the oscillation of 100 Hz modulated in synchrony with the accelerated heartbeat, easily measurable near the left temple.
The amplitude modulated oscillation of 100 Hz depends on my location (it is udible if I am in "some angle of my home") and it is recordable every day.
The following sonogram shows the dance below 20 Hz (May 16 2019 night):
The infrasound dependent on the signal at 422.733 MHz is an unstoppable clock.
Region of about 18 seconds amplified by 37 dB:
Recorded on May 5, 2020 from a guitar amplifier.
rising_frequency_emissions_1.wav
VLF from the same audio region:
Property of 19963 Hz: it folds back into 400.5 Hz if the radiation sampling rate is 78250/(2^k) Hz, where k is an integer between 2 and 6. For example, a pulsed radiation with PRF of 4890.625 Hz (78250/16) or with PRF of 78250 Hz and burst ratio 1:15 (downsampling from the point of view of a pulsar).
Recorded on May 5, 2020 from a guitar amplifier.
The carrier of the modulator is about 12 Hz. The duration of that modulation is variable between 7 and 18 cycles of the nominal frequency of the electrical grid. The modulation is repeated every two seconds (100 cycles at 50 Hz).
hum_20200505_guitar_ampli_mod_1.wav
This part of the sonogram highlights the side lobes (high frequency resolution and Kaiser window):
I published this file on May 7 2020. The subsequent night, between 3:00 and 3:30, the idiots were a bit edgy. From January 2020, I place two containers full of water under my bed to monitor the wavelength of the pulsed radiation during the nightly attacks. On May 8 night, for the first time I listened to the sound of rain under the bed base.
Recorded on June 8 2018, 17:10.
Radio RTL (102.1 MHz) svanishes when I move an omnidiretional antenna behind the head. Radio TRS (102.3 MHz) is almost completely absent. The two signals are transmitted from Monte Gennaro (Rome).
The wavelength is almost three meters, therefore this type of phase displacement requires at least one controlled repeater. The result is smart: a radio station "in some angle of your home".
This secret service is not currently available (2019).
Recorded on June 5 2018, 08:48.
No comment.
Smart city for smart people with smart phones (Il secolo dei cretini).
Vodafone Found Hidden Backdoors in Huawei Equipment (bloomberg.com)
Siemens smart meters with critical vulnerability (us-cert.gov)
Exodus: New Android Spyware Made in Italy (securitywithoutborders.org)
Laser-Based Audio Injection Attacks on Voice-Controllable Systems
[1] From the original article 13 of Costituzione della Repubblica Italiana: "The personal freedom is inviolable."
[2] C. M. Wynn, S. Palmacci, M. L. Clark, and R. R. Kunz. Dynamic photoacoustic spectroscopy for trace gas detection.
[3] During a nightly attack between the end of 2017 and the beginning of 2018, my sleep was interrupted by two voices at high volume, one perceived on the right and the other on the left, that tried to scare me by asserting more times with an action-movie tone: «Siamo della CIA!» (We are CIA!). Therefore, probably, they are not CIA and the term "bambacia" is perfect for these pathetic wannabees that insult and assault as cowardly bimbi-minkia.
[4] Smart Italy: Spyware Exodus: "I dati sul cloud di Amazon" (ilfattoquotidiano.it)
[5] Caribbean crickets: Recording of "sonic attacks" on U.S. diplomats in Cuba spectrally matches the echoing call of a Caribbean cricket (biorxiv.org)
[6] Josh Lederman and Michael Weissenstein. Dangerous sound? What Americans heard in Cuba attacks. AP News, October 2017.
[7] N. M. Yitzhak, R. Ruppin, R. Hareuveny. Numerical Analysis of the Microwave Auditory Effect.
[8] Coincidences: a three phase meter broken during the first attack (2017) and another electric meter unusable on 2018 (pulled wires).
[9] J.A. Elder and C.K. Chou. Auditory Response to Pulsed Radiofrequency Energy.
[10] Some lasers: Commercial_laser_lines.svg (wikimedia.org)
