1
00:00:00,160 --> 00:00:03,440
Imagine a supercomputer so 
powerful it could crack the 

2
00:00:03,440 --> 00:00:06,920
locks on your bank account, your
passwords, your Netflix queue 

3
00:00:07,080 --> 00:00:11,440
and even your Bitcoin. 
We're talking quantum computers 

4
00:00:11,760 --> 00:00:14,880
and the Internet's toughest 
security system, a little thing 

5
00:00:14,880 --> 00:00:18,520
called Shaw 256. 
Honey, where is the flashlight? 

6
00:00:19,280 --> 00:00:21,360
Are you recording in the 
bathroom again? 

7
00:00:21,800 --> 00:00:27,040
Excuse me for a second, is this 
the end of your online privacy? 

8
00:00:28,560 --> 00:00:33,000
Is your Bitcoin going to zero? 
Are we out of milk? 

9
00:00:36,520 --> 00:00:39,360
Is this all just hyped up? 
sci-fi scare from unwatchable 

10
00:00:39,360 --> 00:00:41,800
Bitcoin clickbait video. 
What do you think Johnny Bingo 

11
00:00:41,800 --> 00:00:46,440
4062 This video is going to be 
wild, juicy and easy to get. 

12
00:00:46,680 --> 00:00:50,120
No tech degree needed, just a 
love for drama and a curiosity 

13
00:00:50,120 --> 00:00:52,880
about the future. 
I'm oceans this is beyond 

14
00:00:52,880 --> 00:00:54,840
Bitcoin. 
Let's have a glimpse into our 

15
00:00:54,840 --> 00:01:02,600
future, shall we? 
We're going to talk mostly about

16
00:01:02,600 --> 00:01:05,960
the hash functions that are used
routinely in cryptography for 

17
00:01:05,960 --> 00:01:08,160
things like message 
authentication, digital 

18
00:01:08,160 --> 00:01:10,920
signatures, and so on. 
So they need to be fairly quick 

19
00:01:11,080 --> 00:01:13,960
both to verify and compute. 
A hash function takes some 

20
00:01:13,960 --> 00:01:19,800
string right, let's say ABC, and
it turns it into some fixed 

21
00:01:19,800 --> 00:01:22,760
length string, but it's not 
usually 3 long of random. 

22
00:01:22,920 --> 00:01:26,040
So you know a bit string, right?
But so so you naughty 11 

23
00:01:26,040 --> 00:01:29,520
naughty, naughty one naughty 11 
dot dot dot going forward this 

24
00:01:29,520 --> 00:01:31,880
way for however many bits that 
hash function is. 

25
00:01:31,880 --> 00:01:34,320
Now there's a few important 
properties of hash functions 

26
00:01:34,600 --> 00:01:36,600
that we care about for 
cryptography, but the most 

27
00:01:36,600 --> 00:01:39,040
important one perhaps is that 
it's essentially pseudo random. 

28
00:01:39,240 --> 00:01:42,280
So that means that we put in ABC
and we get out something that is

29
00:01:42,280 --> 00:01:45,640
in no way like ABC and appears 
completely random to us. 

30
00:01:45,760 --> 00:01:48,560
And if we change this even 
slightly, because it's appearing

31
00:01:48,560 --> 00:01:50,360
random, this is completely 
changed. 

32
00:01:50,640 --> 00:01:53,520
So let's have a quick look at 
SHA one as an example, just so 

33
00:01:53,520 --> 00:01:55,880
we can see this in action. 
I'm on some page that has a 

34
00:01:55,880 --> 00:01:58,280
script that calculates hashes on
the fly. 

35
00:01:58,480 --> 00:02:04,720
So I can put in ABC, and you can
see that the hash is a 9993 E 

36
00:02:04,720 --> 00:02:06,200
and so on all the way up to D, 
right? 

37
00:02:06,200 --> 00:02:09,800
This is the SHA 1 hash. 
A SHA 1 hash is 160 bits long. 

38
00:02:10,360 --> 00:02:14,360
If I change this C to AD, the 
hash is completely changed. 

39
00:02:14,560 --> 00:02:18,360
So there's the appearance of 
randomness, the idea that this 

40
00:02:18,360 --> 00:02:21,200
hash is actually not related to 
this at all, even though it is, 

41
00:02:21,480 --> 00:02:25,880
and we know it is, because if I 
put C back again, we're back to 

42
00:02:25,880 --> 00:02:28,400
A9993. 
OK, picture this. 

43
00:02:28,760 --> 00:02:31,760
Every time you want to shop 
online or send an e-mail or 

44
00:02:31,760 --> 00:02:35,160
check your bank balance, there's
a digital lock keeping your 

45
00:02:35,160 --> 00:02:38,000
stuff safe. 
That lock is called Shaw 256, 

46
00:02:38,000 --> 00:02:39,880
and it's like the Fort Knox of 
the Internet. 

47
00:02:40,000 --> 00:02:46,280
But there's a new kid on the 
block, quantum computers. 

48
00:02:46,440 --> 00:02:48,960
And experts say that these 
quantum computers can pick that 

49
00:02:48,960 --> 00:02:51,280
lock like a master thief in a 
heist movie. 

50
00:02:51,440 --> 00:02:53,880
Exactly. 
Let's start with Shaw 256. 

51
00:02:53,960 --> 00:02:56,680
Don't let the name scare you. 
It's just a super fancy metric 

52
00:02:56,680 --> 00:02:59,400
that protects your digital life.
Think of it as the world's 

53
00:02:59,400 --> 00:03:02,280
toughest lock on your online 
bank account, your Amazon 

54
00:03:02,280 --> 00:03:07,040
orders, your spicy DMS. It takes
your data and scrambles it into 

55
00:03:07,040 --> 00:03:10,520
a 64 digit code, which is harder
to crack than a billionaire's 

56
00:03:10,520 --> 00:03:13,240
safe. 
SHA 256 is actually the backbone

57
00:03:13,240 --> 00:03:17,480
of everything secure online, 
from Bitcoin to your favorite 

58
00:03:17,480 --> 00:03:19,320
shopping sites. 
To break this lock, a hacker 

59
00:03:19,320 --> 00:03:22,040
would have to guess the exact 
key out of trillions upon 

60
00:03:22,040 --> 00:03:25,320
trillions of possibilities. 
And on a regular computer, that 

61
00:03:25,320 --> 00:03:27,200
would take longer than the 
universe has been around. 

62
00:03:27,520 --> 00:03:31,440
If you want to find a message 
whose SHA 256 hash is some 

63
00:03:31,440 --> 00:03:36,640
specific string of 256 bits, you
have no better method than to 

64
00:03:36,640 --> 00:03:40,280
just guess and check random 
messages, and this would require

65
00:03:40,280 --> 00:03:46,080
on average 2 to the 256 guesses.
Now, this is a number so far 

66
00:03:46,080 --> 00:03:48,960
removed from anything that we 
ever deal with that it can be 

67
00:03:48,960 --> 00:03:52,800
hard to appreciate its size, but
let's give it a try. 2 to the 

68
00:03:52,800 --> 00:03:57,760
256 is the same as two to the 32
multiplied by itself 8 times. 

69
00:03:58,480 --> 00:04:01,560
Now, what's nice about that 
split is that 2 to the 32 is 4 

70
00:04:01,560 --> 00:04:04,400
billion, which is at least a 
number we can think about, 

71
00:04:04,400 --> 00:04:05,440
right? 
It's the kind of thing you might

72
00:04:05,440 --> 00:04:08,400
see in a headline. 
So all we need to do is 

73
00:04:08,400 --> 00:04:12,120
appreciate what multiplying 4 
billion times itself 8 

74
00:04:12,120 --> 00:04:14,400
successive times really feels 
like. 

75
00:04:15,400 --> 00:04:18,440
As many of you know, the GPU on 
your computer can let you run a 

76
00:04:18,440 --> 00:04:21,560
whole bunch of computations in 
parallel incredibly quickly. 

77
00:04:21,959 --> 00:04:25,040
So if you were to specially 
program a GPU to run a 

78
00:04:25,040 --> 00:04:29,040
cryptographic hash function over
and over, a really good one 

79
00:04:29,320 --> 00:04:31,680
might be able to do a little 
less than a billion hashes per 

80
00:04:31,680 --> 00:04:34,040
second. 
And let's say that you just take

81
00:04:34,040 --> 00:04:37,480
a bunch of those and cram your 
computer full of extra GPU's so 

82
00:04:37,480 --> 00:04:40,440
that your computer can run 4 
billion hashes per second. 

83
00:04:41,000 --> 00:04:43,720
So the first 4 billion here is 
going to represent the number of

84
00:04:43,720 --> 00:04:49,520
hashes per second per computer. 
Now picture 4 billion of these 

85
00:04:49,520 --> 00:04:52,600
GPU packed computers for 
comparison. 

86
00:04:52,680 --> 00:04:55,480
Even though Google does not at 
all make their number of servers

87
00:04:55,480 --> 00:04:59,080
public, estimates have it 
somewhere in the single digit 

88
00:04:59,080 --> 00:05:01,640
millions. 
In reality, most of those 

89
00:05:01,640 --> 00:05:04,520
servers are going to be much 
less powerful than our imagined 

90
00:05:04,520 --> 00:05:07,480
GPU packed machine. 
But let's say that Google 

91
00:05:07,480 --> 00:05:10,240
replaced all of its millions of 
servers with a machine like 

92
00:05:10,240 --> 00:05:13,000
this. 
Then 4 billion machines would 

93
00:05:13,000 --> 00:05:16,040
mean about 1000 copies of this 
souped up Google. 

94
00:05:16,480 --> 00:05:19,120
Let's call that 1K Google worth 
of computing power. 

95
00:05:20,680 --> 00:05:23,280
There's about 7.3 billion people
on Earth. 

96
00:05:23,680 --> 00:05:27,280
So next imagine giving a little 
over half of every individual on

97
00:05:27,280 --> 00:05:30,120
Earth their own personal kilo 
Google. 

98
00:05:31,320 --> 00:05:34,600
Now imagine 4 billion copies of 
this Earth. 

99
00:05:36,040 --> 00:05:39,280
For comparison, the Milky Way 
has somewhere between 100 and 

100
00:05:39,280 --> 00:05:41,800
400 billion stars. 
We don't really know, but the 

101
00:05:41,800 --> 00:05:43,320
estimates tend to be in that 
range. 

102
00:05:43,920 --> 00:05:48,640
So this would be akin to a full 
1% of every star in the Galaxy 

103
00:05:48,880 --> 00:05:51,840
having a copy of Earth, where 
half the people on that Earth 

104
00:05:51,840 --> 00:05:56,680
have their own personal killer. 
Google next try to imagine 4 

105
00:05:56,680 --> 00:06:00,960
billion copies of the Milky Way,
and we're going to call this 

106
00:06:01,120 --> 00:06:05,360
your giga galactic supercomputer
running about two to the 160 

107
00:06:05,360 --> 00:06:10,720
guesses every second. 
Now, 4 billion seconds, that's 

108
00:06:10,720 --> 00:06:16,200
about 126.8 years. 4 billion of 
those, well, that's 507 billion 

109
00:06:16,200 --> 00:06:19,880
years, which is about 37 times 
the age of the universe. 

110
00:06:20,600 --> 00:06:24,640
So even if you were to have your
GPU packed kilogram per person 

111
00:06:24,640 --> 00:06:28,520
multiplanetary gigagalactic 
computer guessing numbers for 37

112
00:06:28,520 --> 00:06:32,480
times the age of the universe, 
it would still only have a one 

113
00:06:32,480 --> 00:06:35,680
in 4 billion chance of finding 
the correct guess. 

114
00:06:36,000 --> 00:06:38,560
That's kind. 
Of what makes Shaw 256 the hero 

115
00:06:38,560 --> 00:06:40,920
of our digital world. 
But here comes the villain 

116
00:06:41,040 --> 00:06:43,720
quantum computers, and they're 
bringing some serious heat. 

117
00:06:44,160 --> 00:06:46,760
Let's start with what we know. 
We understand classical 

118
00:06:46,760 --> 00:06:51,200
computing. 
Picture a library of 1000 books 

119
00:06:51,360 --> 00:06:55,080
and you're hunting for one 
specific phrase in that entire 

120
00:06:55,080 --> 00:06:57,360
library. 
Let's just say the phrase that 

121
00:06:57,360 --> 00:07:00,800
we're that we're searching for 
is what is a topological qubit? 

122
00:07:01,840 --> 00:07:06,680
So a classical processor. 
Think of it like a librarian. 

123
00:07:07,600 --> 00:07:10,200
It's very methodical. 
They grab one book, they flip 

124
00:07:10,200 --> 00:07:12,320
through every single page. 
There's no match. 

125
00:07:12,320 --> 00:07:14,480
So then they move on to the 
second book as they're looking 

126
00:07:14,480 --> 00:07:17,440
for this phrase, and one by one 
they check a thought. 

127
00:07:17,440 --> 00:07:20,000
Let's just say there's 1000 
books in this library. 

128
00:07:20,920 --> 00:07:24,480
Maybe it's book 10, maybe it's 
book 999. 

129
00:07:24,800 --> 00:07:29,760
But this is a serial step by 
step process that's at work. 

130
00:07:29,760 --> 00:07:33,640
And this is like your, you know,
your classical processors where 

131
00:07:33,640 --> 00:07:38,000
there's one or, or there's zero 
on or off, no shortcuts. 

132
00:07:38,000 --> 00:07:41,640
It's just how your laptop works.
Now let's talk about quantum 

133
00:07:41,640 --> 00:07:44,000
computing. 
Same library, same thousand 

134
00:07:44,000 --> 00:07:46,080
books, same phrase that we're 
searching for. 

135
00:07:46,080 --> 00:07:49,000
But this librarians like not 
flipping through the pages. 

136
00:07:49,760 --> 00:07:54,000
They're able to scan the whole 
library in one shot, not by 

137
00:07:54,000 --> 00:07:57,080
opening every book, but by 
somehow knowing every book's 

138
00:07:57,080 --> 00:08:00,520
contents all at once. 
And what they do is they find 

139
00:08:00,520 --> 00:08:03,200
this phrase, what is topological
qubit? 

140
00:08:03,200 --> 00:08:06,640
What is a topological qubit in a
fraction of the steps? 

141
00:08:06,640 --> 00:08:11,520
So like maybe 32 steps instead 
of 1000 steps of checking 1000 

142
00:08:11,520 --> 00:08:14,840
books. 
So I know this sounds nuts, but 

143
00:08:14,840 --> 00:08:17,880
this is this is effectively what
quantum computing can do. 

144
00:08:17,880 --> 00:08:22,240
It has massive parallelism. 
It's not brute force. 

145
00:08:22,760 --> 00:08:25,960
I'm sure you've heard this, but 
quantum computers aren't your 

146
00:08:25,960 --> 00:08:28,040
average laptop. 
Regular computers, they use 

147
00:08:28,040 --> 00:08:29,480
bits. 
They're like a light switch. 

148
00:08:29,480 --> 00:08:31,840
They're either on or off, one or
zero. 

149
00:08:32,000 --> 00:08:34,679
Now quantum computers, they use 
qubits. 

150
00:08:35,640 --> 00:08:38,799
That's Cubert, that qubit, but 
pretty close. 

151
00:08:38,880 --> 00:08:42,159
Which can be on and off and 
everything in between all at 

152
00:08:42,159 --> 00:08:44,320
once. 
Basically an immediate 

153
00:08:44,320 --> 00:08:46,840
understanding of all the 
possibilities all at once. 

154
00:08:47,480 --> 00:08:49,240
Can you imagine? 
It's like juggling 1,000,000 

155
00:08:49,240 --> 00:08:53,080
balls while riding a unicycle 
and solving A Rubik's Cube. 

156
00:08:53,240 --> 00:08:55,520
And it's insanely fast for 
certain problems. 

157
00:08:55,520 --> 00:08:56,880
Here's where it gets 
interesting. 

158
00:08:56,880 --> 00:09:00,440
Quantum computers use a trick 
called the Grover's algorithm, 

159
00:09:00,560 --> 00:09:02,640
which I don't know what it is 
because I'm not a coder or a 

160
00:09:02,640 --> 00:09:04,800
software developer. 
I just look up things on the 

161
00:09:04,800 --> 00:09:07,000
Internet, like you, but I 
digress. 

162
00:09:07,160 --> 00:09:09,600
We could think of it as a cheat 
code for picking locks. 

163
00:09:09,600 --> 00:09:13,360
In theory, it could take half 
the time to crack Shaw 256. 

164
00:09:13,640 --> 00:09:16,240
Let's say you only have one key 
that fits one house in the 

165
00:09:16,240 --> 00:09:19,280
entire world. 
Well, with quantum computers now

166
00:09:19,280 --> 00:09:21,600
you only have to check half the 
houses in the entire world, 

167
00:09:21,600 --> 00:09:25,040
which is still quite a lot to 
crack Shaw 256, but it's half 

168
00:09:25,040 --> 00:09:28,400
the time, so at least you have 
that going for you, I guess I 

169
00:09:28,480 --> 00:09:30,720
have that. 
It's still a lot, but it's way 

170
00:09:30,720 --> 00:09:32,920
faster. 
Today's quantum computers are 

171
00:09:32,920 --> 00:09:36,240
like prototype sports cars. 
They're flashy, they go real 

172
00:09:36,240 --> 00:09:39,080
fast, but they break down after 
about a lap. 

173
00:09:39,400 --> 00:09:42,520
They've got maybe 1000 qubits in
their super glitchy To crack 

174
00:09:42,520 --> 00:09:46,360
Shaw 256, you'd need millions of
perfect qubits, and we're 

175
00:09:46,360 --> 00:09:48,680
nowhere close. 
So are quantum computers about 

176
00:09:48,680 --> 00:09:51,560
to unlock your Bitcoin and steal
all of your life savings? 

177
00:09:53,040 --> 00:09:56,360
Not so fast. 
Cracking Shaw 256 with a quantum

178
00:09:56,360 --> 00:09:58,920
computer would still take a 
ridiculous amount of time. 

179
00:10:01,880 --> 00:10:04,880
Experts say that we're decades 
away from a quantum computer 

180
00:10:04,880 --> 00:10:06,320
that's even strong enough to 
try. 

181
00:10:06,320 --> 00:10:09,240
And that's sort of like worrying
about flying cars crashing into 

182
00:10:09,240 --> 00:10:11,800
your house today. 
But let's make this salacious 

183
00:10:11,920 --> 00:10:16,280
Imagine a secret lab deep 
underground where mad scientists

184
00:10:16,280 --> 00:10:18,360
are building a quantum super 
weapon. 

185
00:10:18,440 --> 00:10:21,520
They're cackling, ready to hack 
the Internet. 

186
00:10:21,640 --> 00:10:23,880
Sounds like a movie, right? 
Here's the plot twist. 

187
00:10:23,880 --> 00:10:27,960
The Internet is not defenseless.
Shaw 256 is just one layer of 

188
00:10:27,960 --> 00:10:31,080
security. 
Your money, your data, it's 

189
00:10:31,080 --> 00:10:33,960
protected by a digital fortress 
with multiple walls. 

190
00:10:34,200 --> 00:10:35,800
And guess what? 
The good guys are already 

191
00:10:35,800 --> 00:10:39,000
building quantum proof locks, so
why should you care? 

192
00:10:39,080 --> 00:10:41,320
Good question. 
Because this is about more than 

193
00:10:41,320 --> 00:10:43,320
tech. 
It's about your money and your 

194
00:10:43,320 --> 00:10:45,320
privacy and your security 
online. 

195
00:10:45,560 --> 00:10:47,840
All this talk about security in 
the future and I've got a few 

196
00:10:47,840 --> 00:10:49,760
thoughts on my own. 
Are you prepared for what's to 

197
00:10:49,760 --> 00:10:51,840
come? 
SAT 123.com. 

198
00:10:52,200 --> 00:10:56,080
These guys are the go to in a 
crisis when the grid goes down, 

199
00:10:56,480 --> 00:10:59,600
or when you lose communication 
with friends or loved ones or 

200
00:10:59,680 --> 00:11:03,360
local agencies. 
SAT 123 offers a variety of 

201
00:11:03,360 --> 00:11:07,360
communication devices, Faraday 
bags, and solar power solutions 

202
00:11:07,360 --> 00:11:10,240
so you can make sure you're 
ready for any disaster. 

203
00:11:10,760 --> 00:11:15,320
Go to sat123.com and use the 
promo code simply for 15% off 

204
00:11:15,320 --> 00:11:17,160
your purchase. 
Great deal. 

205
00:11:17,480 --> 00:11:20,440
Link in the description below. 
Quantum computers are coming, 

206
00:11:20,720 --> 00:11:23,200
but they're not the apocalypse 
and your Bitcoin is safe. 

207
00:11:23,480 --> 00:11:25,120
It's been dodging hackers for 
decades. 

208
00:11:25,120 --> 00:11:28,960
Scientists, engineers, and even 
you Bitcoin nerds are working on

209
00:11:28,960 --> 00:11:32,800
upgrades to keep your data safe,
whether you're buying sneakers 

210
00:11:32,800 --> 00:11:35,000
or you're stacking Bitcoin. 
Here's the juicy part. 

211
00:11:35,720 --> 00:11:39,960
Juicy part. 
This is a race. 

212
00:11:39,960 --> 00:11:43,720
On one side, quantum hackers are
dreaming of a digital chaos. 

213
00:11:43,840 --> 00:11:47,280
On the other side, a global army
of brainiacs are building 

214
00:11:47,280 --> 00:11:49,040
unbreakable Shields. 
And you know what? 

215
00:11:49,240 --> 00:11:52,160
I'm betting on the good guys. 
The Internet has survived 

216
00:11:52,160 --> 00:11:54,680
viruses, scams and the Y2K 
panic. 

217
00:11:54,800 --> 00:11:56,920
It'll survive this too. 
So don't lose sleep. 

218
00:11:57,040 --> 00:11:59,960
Your passwords, your cash and 
your cat videos. 

219
00:12:00,000 --> 00:12:03,280
They're all safe for now. 
Quantum computers are cool, 

220
00:12:03,520 --> 00:12:06,320
scary and straight out of a 
sci-fi movie, but they are not 

221
00:12:06,320 --> 00:12:08,400
cracking the internet's locks 
anytime soon. 

222
00:12:08,480 --> 00:12:12,960
Shaw 256, which is what secures 
Bitcoin, if you didn't know, is 

223
00:12:12,960 --> 00:12:15,720
holding strong and we've got 
time to build even tougher 

224
00:12:15,720 --> 00:12:17,560
defenses or is this just a SI 
up? 

225
00:12:17,560 --> 00:12:21,200
I've been programmed to believe 
you decide I'm not going to so 

226
00:12:21,200 --> 00:12:23,840
keep shopping. 
That's what this is all about 

227
00:12:23,840 --> 00:12:26,400
shopping. 
So keep shopping shop to your 

228
00:12:26,400 --> 00:12:29,720
heart's content and living your 
digital life without fear. 

229
00:12:29,760 --> 00:12:32,600
Thank you so much for watching. 
But real quick, SAS mining makes

230
00:12:32,600 --> 00:12:36,520
Bitcoin mining hands off. 
You buy the ASIC and they host 

231
00:12:36,520 --> 00:12:39,080
it and maintain it in 
professional facilities, and the

232
00:12:39,080 --> 00:12:41,200
Bitcoin it earns goes to your 
wallet. 

233
00:12:41,640 --> 00:12:44,280
Go to statusmining.com and book 
a call with one of their expert 

234
00:12:44,280 --> 00:12:45,800
team members and start mining 
today. 

235
00:12:46,280 --> 00:12:48,520
Thank you so much for watching. 
If you like the content you want

236
00:12:48,520 --> 00:12:52,520
to see more, maybe drop a like 
at the bottom below or you can 

237
00:12:52,520 --> 00:12:54,960
hit the subscribe button for the
Simply Bitcoin channel. 

238
00:12:54,960 --> 00:12:58,280
We are coming out with daily 
content about Bitcoin every 

239
00:12:58,280 --> 00:13:01,480
single day for you guys. 
You could also subscribe to the 

240
00:13:01,480 --> 00:13:03,440
Simply Bitcoin channel where 
we're coming out with content 

241
00:13:03,440 --> 00:13:05,000
like this every single day of 
the week. 

242
00:13:05,560 --> 00:13:10,040
Massive Bitcoin content every 
single day for you guys. 

243
00:13:10,720 --> 00:13:13,320
Make sure to hit that 
notification bell and I'll see 

244
00:13:13,320 --> 00:13:15,680
you in the next one. 
I will not see you in the next 

245
00:13:15,680 --> 00:13:18,200
one because I am not seeing 
anyone. 

246
00:13:18,200 --> 00:13:23,080
I'm just looking at a black 
circle of mystery, just looking 

247
00:13:23,080 --> 00:13:26,000
right at me, not saying 
anything, just recording 

248
00:13:26,000 --> 00:13:28,160
everything that I'm saying to 
you. 

249
00:13:29,520 --> 00:13:31,240
My motions. 
This is beyond Bitcoin. 

250
00:13:31,440 --> 00:13:32,160
Until next time.