| Time | Text |
|---|---|
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Signal Transmission
00:13:32
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|
| Hi, everyone. | |
| I'm here with David Sareda. | |
| At any rate, we're on the air. | |
| So welcome, David. | |
| It's great to have you back. | |
| Let's just get into it right away here. | |
| Yeah, there's been huge updates on 3EATLA. | |
| I mean, the first thing, there are huge updates on 3i Atlas. | |
| The first thing I want to point out is there's been a complete blackout on all photography since approximately the 21st of July. | |
| So that's three weeks out. | |
| And I'm going to go over the imagery later. | |
| I'm going to go over a transmission using the Jimmy Blanchett technique that I did to 3i Atlas. | |
| And the answer I got back was faster than the speed of light. | |
| And in fact, I'll share screen right now to Loeb's website where first, you'll see. | |
| First, just look, let's just see how close it is right now. | |
| I mean, we got lots of time. | |
| So let me show you at the speed of light for a radio signal right now. | |
| This is where 3i Atlas is on my share screen. | |
| Okay. | |
| So you can see right here, it's actually about just under 22 minutes away for a radio signal to go to reach Atlas and another 20 minutes back if it were to respond. | |
| And what's funny about this, because it's so close, this is actually quite funny, but if we look at Loeb's actual paper on his website, he says, should we message 3i Atlas as if we need one of these giant radio telescopes? | |
| And you don't even need one watt in clean space to send it a message. | |
| And so obviously they've either tried or done it or they don't know how to do it. | |
| But he's talking about the idea of should we message 3i Atlas? | |
| I mean, it's so incredibly easy to do this. | |
| And thanks to many thanks to Jimmy Blanchett for showing us how to do this. | |
| I mean, with these amateur band radios, these Baofangs, what I did, let me show you what I did the other night. | |
| I'm going to show you the results and how intelligent this thing is. | |
| It's actually mind-blowing what it did. | |
| So let me show you the signal that I sent it. | |
| Okay, let me ask you before we do that, why are you saying that they, meaning, I don't know, you think, you know, Avi Loeb and his group or whoever you think is the secret space program, which is what I call it, and NASA, et cetera, they would know easily what you and Jimmy know. | |
| So why shouldn't they be able to communicate? | |
| If you can, they can, right? | |
| Well, I don't think they really do. | |
| In fact, I read all of Loeb's papers. | |
| I don't think he's much of a technologist. | |
| He's somewhat like he set up UFO detectors all over the planet to monitor his theory of three eye Atlas dropping off, you know, sub-smaller spacecraft. | |
| He still attests to the size of this thing being 20 kilometers, and that's like 12 miles, even though other physicists are putting it smaller. | |
| And the geometry is extending beyond the nucleus. | |
| And he's talking about the nucleus. | |
| We can see real structure in the geometries beyond the nucleus. | |
| And I'll go over all these images that we have left over from the 21st of July, plus the color enhancements we did. | |
| Yeah, 20 kilometers is, yeah, 12 miles, you know, 12 and a half miles. | |
| Okay, but just to get back to this point, because we have to really, you know, let's let's be honest here. | |
| Avi Loeb and the secret space program and all of what's going on underground, above ground, undersea, off the planet, solar warden, all the things that I talk about and my whistleblowers talk about and zillions of people out there actually talk about now is obvious. | |
| You don't need to be a technologist. | |
| I mean, he's not working alone. | |
| None of these people work alone. | |
| They work in huge teams and they have all the money in the world. | |
| So, of course, they can communicate. | |
| If they say they can't, then they're lying. | |
| And so we need to pinpoint the line. | |
| Okay, so the question is: I mean, if you understand Carl Sagan's hypothesis in his book, Contact, that a very advanced civilization would communicate with us in a form of mathematics, but not necessarily just mathematics. | |
| I mean, that's but you've already proven that's going on. | |
| Yeah, and I'm going to demonstrate that really clearly: that it's already sending us clear messages, which I have here. | |
| But the main thing is the technique that Blanchett uses is actually in part discovered by Nicola Tesla when Tesla at Colorado Springs in the late 1800s did experiments sending signals out to the inner solar system. | |
| He got responses in the form of what sounds, it initially sounds like Morse code, and only certain radios do this. | |
| This particular radio does this. | |
| So I will hold down the call button, point the antenna, less than around one watt of transmission power is all you need, pointing it in the position of three eye Atlas, which is just above the southern horizon right now. | |
| And then I, when I hold the call button down, I enter a series of tones that are the orbital periods of the planets in my hyperdimensional model, which is here. | |
| This is what I did. | |
| So, and you're going to see the answer I got back. | |
| I mean, this is a great place to start. | |
| Okay, well, let me also say: if this goes back to Tesla, then we're talking, you know, 40, 70 years, whatever. | |
| I mean, come on, let's just be straight, straight up with the audience. | |
| What you know, they know, and they also surveil you guys to death, and me, and everyone else. | |
| And I mean, if you don't know that, then you just haven't been paying attention to the 20th century. | |
| Well, the question is: 20th century, 20th century, 21st century, and so on. | |
| I mean, it's just insane. | |
| So, let's not pretend they don't know. | |
| We are happy you're doing this, okay? | |
| But I think we need to acknowledge that these people are doing this and much more and not pretend we're behind the times, you know, back in the oh, yeah. | |
| There's there is no doubt that there they've probably initiated a series of contacts. | |
| The question is whether they know about the nine hyperdimensional planets. | |
| What's interesting about that because Congressman Luna was just on Joe Rogan, and she's speaking in the same language I'm speaking right now, which is hyperdimensional beings, which therefore you could assume hyperdimensional planets. | |
| And she's a congresswoman who is speaking about this subject. | |
| I called her office this morning to try to get her this information. | |
| And so, what I did is I sent a tone in the frequency of the orbit of Earth and then my hyperdimensional planet 591. | |
| And I sent Mars and I sent virtues here, which is 956, which is a big number because this number 3i Atlas has already sent us. | |
| And I'm going to show you how it already sent us this number. | |
| So, what I did not do in my tones is send powers 2503 or dwarf planet series. | |
| I just sent 365.256, 591. | |
| Mars is 68698. | |
| That's the number of Earth days it takes for Mars to go around the Sun once, and hypothetical planet 956. | |
| That's all I sent it. | |
| And what I got back using the, I'll call it the Blanchette technique, is when my radio starts chirping in this Morse code, I'm using a frequency meter on my phone measuring the frequencies inside of the chirps. | |
| And here's what I got: I mean, this is this is freaking mind-blowing. | |
| So, I got this number right here, which I'll do a share screen and show you, is the number for the next planet in my sequence. | |
| Instead of 2503, I got 2509.83, which is 99 within 99% of that number. | |
| And you know what's amazing about this number is that's where it is right now. | |
| It's crossing this orbit right now over the past several days. | |
| And in fact, I did another transmission last night and it sent me a whole bunch of numbers in and around this. | |
| So look at that number 250983. | |
| And let's go back to my chart and you'll see that this is the next number in the sequence. | |
| You see? | |
| Powers 2503. | |
| So how did it do that? | |
| And it did it faster than light because remember, it takes 20 minutes for a radio signal to reach it and another 20 to come back. | |
| I also sent the signal out through my tree antenna network, which I used a stereo amplifier, running wires down the hillside to three huge trees. | |
| I've got coils attached, my coils attached to the side of the trees, and I sent out those same numbers. | |
| So when I was, I did two transmissions. | |
| And the tree network one, to listen, because when you use a radio antenna, you send out and you listen. | |
| You send out and you listen at a certain frequency. | |
| But with my trees, I'm not using a frequency. | |
| I'm only sending the tones. | |
| And then I have wires coming, 300 feet of wire coming into my studio here. | |
| And I connect the wires to my feet. | |
| And what do I hear in my consciousness? | |
| We'll go to this paper here. | |
| And this is mind-blowing because this is almost like a bioelectric psychic radio using trees as an antenna. | |
| So we know from last time, you know, just to re you know, capture this presentation that the ratio between the timing of Amuamua, 21 Borisov, and 3i Atlas in their closest position to the sun, which is when they reach perihelion, dates are one to the golden ratio squared. | |
| And we went over this last time with Jimmy. | |
| So that sets the precedent that these three interstellar visitors are in harmony to golden ratio mathematics. | |
| So what I did is I decided because I went into Loeb's paper right here and I found that 3i Atlas is rotating on its own axis on its own axis. | |
| And according to Loeb, this isn't according to Loeb, Loeb is actually referring to another physics paper that was published by multiple physicists. | |
| Its rotational period is in hours, plus or minus 0.01 hours. | |
| So what I did is converted that to minutes because minutes is a language. | |
| And it came to 969 minutes if I use 16.15 hours. | |
| And if I use 16.16 hours, it came to 969.9 minutes. | |
| Well, that's right within one of my hyperdimensional planets on the model I just showed you. | |
| I mean, it's 99% of it. | |
|
Planet Crossing Dates
00:10:00
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| It's just the same thing as what's going on now. | |
| It's control. | |
| It's control. | |
| Yeah. | |
| Yeah. | |
| It's a control system. | |
| Yeah. | |
| And, you know, back in the days in Egypt and all these various societies in Rome, what did they do? | |
| They parade around, right? | |
| Yeah. | |
| And they try to prove that they have divine, you know, they're here for divine reasons and therefore they have the right to rule over humanity. | |
| And this is being demonstrated by the trajectory, by all the points they're hitting, you know, and there's probably more things that we can, you know, pull out of all of this, right? | |
| So, I mean, it's going to be kind of interesting because are they going to let it do what it's trying to do? | |
| It's a valid question. | |
| Is it going to take it all the way? | |
| Is it really going to do something? | |
| I would say the dates to watch are the planet crossing dates. | |
| And Ceres will be the first inner planet. | |
| Well, it's not an inner planet because it's outside of the orbit of Mars. | |
| That will be the 21st of August to the 23rd, which is the crossing of the sign of Leo, actually, right? | |
| Because what is the end of Leo? | |
| The 23rd or the 22nd? | |
| I mean, I'm a Leo on the edge because I'm the 21st. | |
| Okay, but what about this is the 25th? | |
| Is this no longer accurate or what are you trying to say? | |
| Well, there you go. | |
| Asteroid Ceres. | |
| Yeah. | |
| Yeah. | |
| So the 20, it's actually crossed the orbit of Ceres there. | |
| It's actually, so yeah, the 20, you could say the 21st to the 25th. | |
| So it's coming into Virgo, right? | |
| So that's another thing I need to do, Carrie. | |
| I need to look at in traditional astrology these days of crossing. | |
| Okay. | |
| So it's coming into Virgo when it crosses Ceres. | |
| Remember, Ceres is part of the remnant planet in the asteroid belt, which is where the great war in the heavens and Marduk and Tiamat occurred in ancient times. | |
| So there was a war of the heavens, if you will. | |
| It might have been a real war intentionally to destroy a planet. | |
| And so the asteroid belt is a very powerful region. | |
| If you read the lost book of Enki, it actually describes the story of coming through between the orbit of Jupiter through the asteroid belt coming into Earth in some of the earliest visits to our planet very, very well. | |
| It's an amazing book. | |
| And so, yeah, that would be the window, the 21st to the 25th of August. | |
| That's Ceres. | |
| And then Mars is going to be the, you know, Yon Kippur, the first to the third of October. | |
| And on these dates. | |
| Isn't that Scorpio? | |
| Is that Scorpio? | |
| Is that what it is? | |
| Yeah. | |
| So I need to do that. | |
| I have to do the astrology windows on the planet process. | |
| I think that would be great. | |
| That would be a great thing to do next. | |
| I mean, that'll be easy to do, right? | |
| Because it's that month is readily available. | |
| Okay. | |
| So wrap up comments, David. | |
| Well, like I said, I would be what I'm going to be doing here is I have my tree antenna networks, which is bioelectric antenna, watching for changes in plant music on these dates, sending out more messages to it on the radio, the Jimmy Blanchett technique. | |
| Many thanks to Jimmy Blanchett for teaching me this. | |
| And, you know, also watching our dreams. | |
| And is the CLEAI going to do something? | |
| Are we going to we gonna see an increase in UFO activity? | |
| That's what Loeb is prepared for. | |
| He has all his UFO detection works, a network set up to see if there's, that's also in one of his papers, to see if there's an increase in UFO activity. | |
| And again, this is going to be with us for the next two more years and before it leaves the known planets anyway, the known planets, let alone the far-reaching planets. | |
| I mean, my formula, this will be one thing I want to show people here, which this will only take a minute. | |
| Oh, I can't share with you. | |
| Well, you go ahead. | |
| I'll stop. | |
| Okay, so sure. | |
| Okay, so you're going to see how I get to the orbit of Nibiru with my formula. | |
| Sitian said the orbit of Nibiru is approximately 3,600 years. | |
| So if I take my 591 number times the golden ratio, 1.6180239887, I'm going to do this a whole bunch of times. | |
| I'm going to pass known planets. | |
| That's Jupiter. | |
| That's Saturn. | |
| I'm going to keep going. | |
| Keep going and keep going. | |
| That's Nibiru divided by 365.256 Earth days because these are in days. | |
| It's just under 3,600 years. | |
| I take that divided by 3,600 years for Nibiru. | |
| And it's 99. | |
| almost 2% accurate to the orbit of Nibiru. | |
| So my formula does go all the way to Nibiru. | |
| And on a closing point, the question is, do they know this thing, 3i Atlas, came from beyond the whole solar system? | |
| Or did it actually come from Nibiru? | |
| I want to know that because I don't know if they can see far enough to know. | |
| Oh, really? | |
| So you're suggesting that it could have actually come from Nibiru? | |
| I mean, that's like... | |
| Well, watch. | |
| I could take the number. | |
| It's over at the top, isn't it? | |
| Well, no, let me take the talk about the Anunnaki and then, you know, their planet. | |
| Let me take the exact number. | |
| I mean, do you have the exact position of Nibiru, though? | |
| I mean, is that validated? | |
| Or is this, you know, I mean, is this one? | |
| Well, nobody's validated planets or what? | |
| NASA has not, astronomers have not validated in a planet at the 3,600 year radius from Earth. | |
| But watch this. | |
| Let's take 969.6, which is the exact number of orbital minutes on the axis rotation of 3i Atlas. | |
| I'm going to multiply that by the golden ratio a whole bunch of times and see how close I get to Nibiru. | |
| And I'm going to do this. | |
| I don't know. | |
| Maybe I won't get to it. | |
| Maybe I will. | |
| Let's see what happens. | |
| I'm going to see how close I get to 3,600 years. | |
| There it is. | |
| Divided by 365.256. | |
| Remember, my starting number was the exact number of minutes of the rotational axis. | |
| It's 3,620 years. | |
| I mean, that's what Sitian says is the orbit of Nibiru is 3,600 years. | |
| Holy cow! | |
| I just did this calculation live. | |
| All I started with was the number of minutes of the exact rotational on its axis, 3i Atlas doing this. | |
| It takes that 969.6 minutes, and I multiplied it by the golden ratio repeatedly, and I got to an orbit of 3,600 years. | |
| You know what my accuracy is? | |
| And again, Sitchin said approximately 3,600 years, but let's say 3,600 divided by this. | |
| I'm 99.424% accurate. | |
| That is, okay, so it sent us, it's telling us where it's from. | |
| Well, then it came from Nibiru. | |
| It came and that came from Nibiru. | |
| It has to be Anunnaki. | |
| It didn't come from outside the solar system because the solar system. | |
| Well, it's no, because of at least it's perpendicular, kind of like to our solar system, you know, our data. | |
| Nobody, it's coming in at this very five degree weird sort of angle. | |
| But I think it technically could be said to be out a good part of the time outside our, you know, solar. | |
| Well, the question is, what do they do on Nibiru? | |
| I mean, you have to read. | |
| I've read all of this. | |
| I've been reading them again because I read them years and years ago. | |
| And I met Sitchin and I used to write him letters and I would get a typewriter answered letter in the mail from him. | |
| He was so wonderful to take the time to do that for his readers. | |
| But the calculation I just did took me closer to 3,600 years than my first number. | |
| My first number was 99.2% accurate. | |
| Still, that accuracy is ridiculous. | |
| Well, it is because we don't know. | |
| But I would say the odds of that number multiplied by the golden ratio ending up at 3,620 years. | |
| Anybody who reads Sitchin is wild. | |
| That is wild. | |
| Yeah, that's you can't make this stuff up. | |
| The thing I like about math, you can't make it up. | |
| So with that, I think that's the closing miracle. | |
| I think there's food for thought for some people that can, you know, kind of put two and two together with that using mathematics and what they come up with from there. | |
|
Continue With This
00:00:36
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|
| So that's very interesting. | |
| There's more questions I have along those lines. | |
| So you have to come back. | |
| Oh, I'll come back because we'll see what this thing does. | |
| Is it just going to silently go by and leave a stream of mathematics or is it going to physically do something? | |
| That's what I want to know. | |
| Exactly. | |
| All right. | |
| Have a good night, Carrie. | |
| Thank you so much. | |
| Thank you, David. | |
| Great, great work. | |
| Fascinating, as always. | |
| And yeah, we got to continue with this. | |
| Okay. | |
| Continue. | |
| Yeah. | |
| Okay. | |
| Take care. | |
| Thanks, everyone. | |