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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000020", "text": " Now, many of our parents had stable jobs throughout their careers, but in our generation we're all a little entrepreneurial, whether we're starting our own projects or finding our role in another one." }
EN_B00058_S08826_W000020
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000021", "text": " And, you know, that's great. Because our culture of entrepreneurship is how we create so much progress. Now let's face it. There is something wrong with our system." }
EN_B00058_S08826_W000021
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000022", "text": " When I can leave here and make billions of dollars in ten years, while millions of students can't even afford to pay off their loans, let alone start a business." }
EN_B00058_S08826_W000022
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000023", "text": " But I know too many people who haven't had the chance to pursue their dreams because they didn't have a cushion to fall back on if they failed." }
EN_B00058_S08826_W000023
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000024", "text": " We can all make time to give someone a hand." }
EN_B00058_S08826_W000024
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000025", "text": " Let's give everyone the freedom to pursue purpose, not just because it's the right thing to do, but because when more people can turn their dreams into something great, we are all better for it. Purpose doesn't only come from work." }
EN_B00058_S08826_W000025
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000026", "text": " And in our generation, when we say purpose for everyone, we mean everyone in the world." }
EN_B00058_S08826_W000026
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000027", "text": " We understand that the great arc of human history bends towards people coming together in ever greater numbers. From tribes to cities to nations to achieve things that we could not on our own." }
EN_B00058_S08826_W000027
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000043", "text": " In this case it's phosphate, but it's a phosphate triester, so it's got three phosphates in a row." }
EN_B00035_S02542_W000043
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000047", "text": " Also forms of energy where you can use ATP or GTP as a form of energy in a lot of metabolic processes. And in fact, though, when we start constructing proteins using the ribosomal system, you'll notice we use GTP as a form of energy, not ATP." }
EN_B00035_S02542_W000047
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000052", "text": " So the information up there is the same information that I have on this board. The next thing I need to talk to you is we very commonly use the term" }
EN_B00035_S02542_W000052
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000054", "text": " They become nucleotides, so for example," }
EN_B00035_S02542_W000054
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000057", "text": " It's a bond to a carbohydrate, so that's why it's called a glycoside bond. There are glycosidases that cleave the bond from the base to the sugar. Those are very important when we have mutations in our DNA and we want to cut out the sugar to fix it so it doesn't," }
EN_B00035_S02542_W000057
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000058", "text": " Get misread in the biosynthesis of DNA, in the biosynthesis of messenger RNA. So that bond is important. We may often talk about it, but only when we get to learning about how DNA sequences are corrected if there are mistakes in those sequences. And that will be later on." }
EN_B00035_S02542_W000058
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000072", "text": " We remove a molecule of water, so that's a condensation reaction." }
EN_B00035_S02542_W000072
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000074", "text": " To the three prime end. There's a chemical reason for that. Uhm, when we build DNA, we don't just cram the two groups together. We rather come in" }
EN_B00035_S02542_W000074
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000076", "text": " Triphosphate, and you'll see that when we talk about DNA synthesis. But what I want you to remember here is this is another condensation reaction." }
EN_B00035_S02542_W000076
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000077", "text": " We talked about them when making peptides. We talked about them when making carbohydrate polymers and now we're seeing once again a condensation reaction to make a nucleic acid" }
EN_B00035_S02542_W000077
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000078", "text": " Now the last term that's kind of worth mentioning." }
EN_B00035_S02542_W000078
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000083", "text": " The D stands for whether it's a deoxy sugar as a building block going all the way to the other end. There's no little P at the other end, so it means that OH is free. Does everyone understand that shorthand writing?" }
EN_B00035_S02542_W000083
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000024", "text": " Really, and this is just me trying to offer a perspective that we have that is sort of unique in working on the internet." }
EN_B00010_S00961_W000024
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000025", "text": " He's actually probably replying to everyone as a whole." }
EN_B00010_S00961_W000025
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000026", "text": " On Friday we gave Apex fans an update on how we were changing the Iron Crown event. Some of the team then joined a discussion with our community on Reddit and things got to a pretty bad place. Some of our folks crossed the line with their comments and that's not how we want Respawn to be represented. I apologize to any of our fans that were offended. I will always stand behind the team here at Respawn and support them on speaking out against some of the top" }
EN_B00010_S00961_W000026
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000028", "text": " In my mind, I was like, the game's free, why do you care? But that's my perspective as a human who doesn't buy microtransactions and wasn't going to do it anyway. I understand why other people who've invested a ton of time into this game and want to buy these things and want to constantly be a part of that ever-changing landscape feel like they've been pushed out. So, I feel like Vince's statement is great." }
EN_B00010_S00961_W000028
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000036", "text": " There is no commitment required and you only pay for what you keep. Shipping, exchanges, and returns are always free, which is awesome." }
EN_B00010_S00961_W000036
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000038", "text": " It's also, if there's anything that I know about the games industry, it's that every company is on fire. Okay, so every company..." }
EN_B00010_S00961_W000038
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000040", "text": " I know EA had a system, I know this was the case for at least Battlefield 4, but I believe it was for more of their games." }
EN_B00010_S00961_W000040
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000041", "text": " Where they would have each level that's in the game and then like literally have a board in their office and it would be like." }
EN_B00010_S00961_W000041
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
"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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000043", "text": " So there was one more quote from this whole thing that I wanted to read, which is from..." }
EN_B00010_S00961_W000043
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000044", "text": " I get that you don't know anyone from the studio personally, that we might as well be evil robots or trained murder pigeons or whatever for all you know. But if your takeaway from the last six months of Apex is these diabolical lying money geniuses know exactly what they're doing to surgically extract our soul for cash," }
EN_B00010_S00961_W000044
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000047", "text": " Wholesome way to wrap the whole thing up. Still understand people's anger, it getting personal from both sides sucked to see." }
EN_B00010_S00961_W000047
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000051", "text": " As exactly as possible what you think the full plot of Death Stranding is going to be." }
EN_B00010_S00961_W000051
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000031", "text": " I'm asking you to think of the least squares problem in two ways. Two different pictures, two different graphs. One graph is this." }
EN_B00022_S05200_W000031
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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ojD8iK/M/xDeAwFkFFsEgay5BkwqLwGrtPsB55A5BIWhXP6ns8cBnRj5ACG4iwKiC3z+/1QjBbvSywPTI1UCweGHAKM6mwMbnyz6xAgtAgDyTQGYshkAEGcZACa6svlxgjEBgYAjBFjbawI5MvUCM1RDAxH8jQSAT08AqcxHAbCorQaYX3EBBtTTBwA8dQcYlgr0is07AKO10wf/KIsHqNltARrphwAcXLcGvW8jA3H7bPyD2MUAXKZvBi22lwFEqacAqgVFAWMWIQVL4NkCHvLPAJSBswEOYQUCZYYnAtVIUQJsujT6pn9FASOAFvuBmTb8IyLa/I0KDwS7yokBbOUnA13aiPw6LCkFR4whBw8+WQPyuwT88yLa/GOBnQNcCDkH4Eg5AtxglPzPESMHqyMXAItq7wGObvr95X0K+Zr4qwbKFVEDQo4tAtwNUwD51BsHoy9TA9L/SwP6iVz+RNiZBWTWNwFEzJkC7ZYW+CDx6v9ZzN0GcJBDBJj+IwFzz/L5PKdg/GWYLwedDgUEFmVK/YTg2vsnGi8FvUZ9AmKmnQAVNoD/iBArByniHwNbgAcCYwrdAwoMbwfgCMUBfzDLBDyYcP7J2F0GXVgZBt3OXv1vOoD+gUVJB+gk+v9H0UkCYWsrAQEiOwEKmpb9rRoc/744hQfmNsj8+cQZBClUzwH6shsDJspxA7+4vQexzEUH+BWTAF3k/QLxI/MAv6c1AsoBEPypqrj+NA1TBL131wM0iq8DuqeHAdULpwNfk5r8S/5nAYBGxv2HEBUE5DqtARf/KwM8qTMDN3MpAS9WsPk/EdMAUph/A2A8xwBFMA0H2X5PAZzSnwIwB6EC8v+a/e4isQAqJAUDqOV5AjmQov71kvMCs/snAdMutQApRIMH7ja3AM6Ttv8QYs8AjpydBHfUCQPfGI8GZdFZBmcgOwKoGAcHN6Q7B/fLpwHHtQkDusWVA4jVkwfQNtEAtyRJAp5AlPzYKvsDaBs9AeQWOQAN24b/9AfZA6ianQIkemT/DnR5B8crEwKi1jj1GIra/d8XiwENqpz9RTf3A0gTjP7qRk8CAtm8/bH8SwVDJUcDtUDnBpv25wJq7fUAlt49A4Ej4Ps6IAkAwTXVBdJz3QJk0hD+E0j9AF4b2QM7qIT8NgolAIEJEwLnfgcA9hnA/nadnQB7QqMA0aQe/zdE5QGnfBsCepoLAuVXIPpHOfsCCYNc/asGgQOz8Iz/AzpzACLsgQFIdiz/pVnLADsddQJ5Jlj+TII1B83HrvoaDH8DHdTRB6P/2PzR4OD5J8mVAux3uvkFNwsAiH/e/hmF3wKtmbj+cBqjA+PgSwRHmxkADgL2+/OzGP9pfW77WMEm/I1eAv97TDsD7Ak++Bs+KvwTFUb/IMty/JrXAwLwfzz9MPPfAKOqswKYthUCnyqq/kg3YvwmbEEDbxDdBPXcNwNBwm0CMBtK+NzqjQPr20kBiu1nAp8u3wAIrMsD+a18+NyFwP1Kr379BfwO/nsNPvSlRIb8xUkw/ootVwP9V5z8xAWa/jLfXv2AUBkEFvQFAwQfav7/djT9qtYPAgawYwKeRkD0E+bDA6jVPQM51/79AMuu/nVM0QcoCgr8KaE0/MkNEQOvYa0AHJEDAEpTxvSJzrz+pgxK985OTvzpxicCACBBAZGoIwISnhT5GEtXAO74GP9hT8b/fML4/+DeEv3ycN8ASdr6/HJa6wApX/z6fj2a+cBc+wDs72j+2R9RAGkiqP2x19T9zZtE/3mOJPv7hUMC0Y0FADsgswFZfk79QnTO/pk2DP9OTlr50fzc/HWrCvw+qIDzX0c+/EYUFwPRr6T74H9Q/mFRBQF+uiD66nAm/VkoXQExB/TuyAB0/JXsBPwdPrb4Id6u/OPdZO9se+b4vhxrAraWDwGr0Xz6tol1AifB0wLg35L/urWdA9f+iv9j6fkDC09E/5hkHQJu03z+5tZU/GIwBwLZblT+l7VM/OAvWPocNAEDW6f28buQFwBnxAT/xVTDAvjEiQAohwD9SLO4+WLRaPXPeSb7AVVrAY4KNPufwZD94yFtAChiKP/3Qo7/zeB7AryNhQJqkDUCZDPe/mrqxQGq3Hr8Gsa2/+yNawBEdNcAWYiM/BSvZP/JHdcBdq/I+c+cav5XmWj/ZzdS9UNyrP2JCRj7UYNrAH4+IwepdP0Ge2R9A61KGQAgxXsCebXq/puHwP9sRL0Fv+lzBA/RGQGKaoL+uEyrAiak2wU/2msBCz2hA+CpEQchX+8C83pZAdUC8QMbj/EDHT2TB0UWUPw8cyEB5V29ATimEQHCBr8BpaSNAPEgCQe18AcEkqkbAjgSHvxpmP0A0JSs/zJowQc5ef7/LRGpA2Y/BwJXqTUAA4NdAhKrEwHVEikA8DLDAO4gQQZtu1cB/2UXB18onwO+iSkGQShDA/81GwSB6QcGCh96+1mU/QJvqBcCCLYPASBPsQCX8JMB/CK3AjxhvvzbO2b/w1sJA92U7wAUm1T6OEPS/ea19QOraqsBDwipBP+J2P+1w3sDvD/q/uq0BwV75q78B+pPA3/+dQKHLm0CTlAxAMlxNv2vhFD+++kZATjuBwKKedEDvIhhAVsT7PkJGy0D9dMm/NsAHQcEZ78C1N+I/TiEmQMbG0kBlXjvAZOmZwLMqb0ACOSHB6HchP55JUkB02X2/cWFkQKiwLb/9gyxASASBwLv8KcA+p9G/W7BkwIuYpEB6KbvAtSYHQaMzZMDs3Ne/9aonwC5cxsAfqaRAJvbIwBkfBMCX44XASBRRQB37AL97CnNA4T2EwPGq9EBofjRACgYbwJXqAsG9DXE/G5MVwKSyAEC+gTNA3qbRwMP+AECHuCrBu6d0PxFEJMGFxUHAfKgOQCAjecBxwKfAQ6VzP3npqMAgwZfAnoh5wKe8W0Dv0+XAXjnEwPpMk0B5XuPAnycBwcpsT0H4pfdAOpI0PwT/EMFciCJASTJEQCGfAkG3GAvAIOwyP4XTPMExPsXAsgx6vrKj1j1NNkrA4di3wDbwV0Cw7sY/XlQlQVrb3UB26nfB1rL9wGBRg8DXH4RAvwySvuM1X0AzjJ1AaeDswLlx40ChtU9Azo+2P9SdG8BJgxhBmPr1wCB7VUB3ZY6/RijVQAKKB8B+o13BWpslQJMuGUHUG9dAMHHXwMWHakDvw6jA1TqeP18RPD2uEsBARyIzQZZJ88DjlldAkJMowZ6jjr2NT2zApLoAwHICE8AVaZXAiLTOQNLqUMAcelu+iQioPjqYxb+ijtS/x7XaQMuTOMDAOYg/bd7CQCO+Uz9jsz9B726nv3xObb6Ut42/5bFbwB0RT0CHIIC+Z+72wBQY2j/aPxNB/UsQP7kTwD+f6U/AmKYGwTcE/kBPpEa/GfcSwCoJ5z+XHy9A2kgEP9pk+r+5lrw/06iOQJRGuj9IQZ1AU470v4xa5cB/CxjAsgnTQNEmmD+07WBA3UA5Pz7jacDJyd2/U/nAQAuBgz86g35AZQ+twM24VsC0ADjAIHEyQQCDzEDMzjDAI1aawLcKocANbytB+/RfwGQ6SMDssI0/b+rWvXj6yz/QHiFAy4cjwaCk5EC06yS/S2hfwY35G8HbQ+dALcFLQL+5SsGnrZ/AyujPv6e1v79bxsg/rIcrwQxYQMD42Ag/YoGgQE5YKEFEmhxBawT+wHTvJ8GSyWnA4H7YwNEMF0DVkME/TNsJwMDoikBxFAXBd274QM6cHz9o/rPACaFnQdIlQMDpDZu+5rDOQPhJG0FSUCDBj56ovyQUl79oxjJBITUTwWVVcL8nlG7BKOPhPevOkcCn+nC/c1GnQLdnZsDS0j1A5/TdQNF3FL8sX+y+cunQPxhma8D+72lA0tJYwDR2I78lVJK/z098wAnnfMDUhbpA5EHyvqYjlcAtTh4/vNwwwQCOcUCezwBBUou1wJVaI0E4KYfASiu7vy7btkBx/LI/59fBwAgGsMDiVMBAwElaQJvxwT+tjYJAPemKQPQxZsDIDJvAddGNQOef4T0p2JnAyFTRv/wBAMDRd5NAaJ9mv4LrRMArgGFAjj4wQbYT5UABc+6+0scnQGxHCMDkALS/nMoVwYd7vECKVG3AqHdYPzR7b0AWXSBAoI7gvU8Xoz9/CtI/vmhUwJArhkDPBo8/GO3cvzcSvcBXTtpA/UFtwLDPAMHpJGtA4P3bQIwXqEBd43U/kSfqPpvgKcCnjqRAuHgAwSdIB8BpRn5APklTvns+kEAwE2TAvbuRwBkvD8D+YxjA3DVQQMXzjr+BGlnAsHhdP54ee8C6v8G/DYJiQAswxcD5UMm9JQmjvrO96b7L3pFBdSyzQJ8sw0DHlvK/9n/hv6/8mr9km82/cYGPPxdQiz/7o8JArYOJQHku1776mYHATmBMwETRIMCpYmK/zEqcQO4Gsb5cl7tA+1caQFxkmMD023ZA59S6P5uTS8ACMue+aYsuQAyBW0Ce3x/AkqRnwPWMiMBgkTlAr/RzvpJHvcBvEqbAyZv/v/fFlMD4PKY+3mo0QBZOtkAQSMQ/jqTUP5FnND9XCNO/ooaUPznfV8GmNWhAZi6Cv8X5zcAbzbE/l1G5v5gy2L/EarG/nrETwa9XF8HOMlrAph4LvgCamz9FpGfB/BQAQdoTBUG5k0rBOM7zwKoSyUDHkJNAVkp4wP4Vor8ktWBAD7cOP/KZM0HOyZnALvZNwB0fp0B0VIq/rlkQQcknisDS3bI/gDpGvxnwCEAyN7W+C6yKv1egJUDeZWdAQYJdQAQbTkGT3InA+S8HwUWjJT8zZ6nAi5pOwY8b4r12TAs+VmXvwGSLDD+i/QXAdcU8wDQhhkDZ9x/AjI24wM20jEBy9MrAUFfewEmV+7+cbks+TsxSvmoOP8C0NjXAkEUAP3DGlT267SLBl99WQSZiR8AYyVtAhW3JwAIydEAmSWtAQq1wQPXvlUC4UC1Be7AjQVF6YUB2IbTAEdVawQ0FmkAKSiZBVWeTwA8Et8Av+RRBbzWvQHhUbcFn3ZK/z/wdwTuOLL9ZHS9B4ENAwHMPbj/gg0vAA6UvQUH2lUDpSgpBaR97QOQYEkFyh2pAnLhNQDQiAsFwZKU/EHtkQaxFTr/y+Jk+7GnNQEZBRMBM2VFBg5EKQeUwm73lnfhAKC3XQDpCx0AkeNvA/916wQkRt8DexrXAgWTgv1qRnsDMGwnBIuZpQOc77L8i7rRAu67pv9ZT2z8dcQVB6M4WP5SxOUExM3HAI07vPs/Y4D8rCys+OsbYQOw9wcDZWCvBmhRVwRpL6j9sQ9PAg4scQcRJi0DbxUxA8dSbPlKksUCIYi9AVxNeQSlVoUAY4QDBXn+HQH05AEHxDGjB6UFCQFOEdMDmH7e/4DqKwKzhLMDjg3tAkGimwHbJ+UBTTxlAGQPSv63HH0DH01zAVE6AQF8ZBMHYlD/BIHO4QJR1IkGGyh1ByK9EwMkAgkCJZQfAMRQsQfZoTECN+v2/SG+gwMlxRkB9aqrApLSgwFOwRsFMX3HAB12owG60OL/hq/XAVfNwwSI1xr9OYyrBkaLNP5fDlcDs6BdAAx2wQPTtP0DnEP5Aa3XSwMv1usAT1lzA9T9PQK+3tD8Nc7m/MJ8nwa7Hlj8rJgNBTykswZmrh8DSBM5Aq6OGwN4GD0DcmfNACdqIQNA0gsCLPeE/V8M2QJG2nkBSVwJAvGglwHcFqz+ZBqpA3D2qwMisYj98RPRA9xqTQJTp7D9OPaW+v3VawC6rasAZJu+/VzFQv3+4CECwqWxABzQtwHmMK0FFWb7A1AaLQCsOOUEUvPpAB32EwE97gcDwn4w/MOAKPxubgUB1mzNBTxOQwDTfz0ChW8PA6VvSwD4LfkAzdL/A4J4cwWMI4r4vr/rAuMjrv2GVW8E4MhpA3bAvQaD5hz/jWaFACkDgQG2YS0D+cCBA+JVjQH7cpD+gvmk+fD6TQEMabz8Fo3Y/BtmWwLh45T/HjalA06sYwCCJM0C7OSRAVfsNwCNE6L/zjyG+xA0PwMvIR0Awf7ZAfPmlPyblPEF2TElALw7EwHOJSkG2TM1AbzHiPmOosUARd9c/fdcMQcJxgr94BOjAJyXSP6ftl0AhKXLAvAktP0/3WMC/9py/qQ8LwQoxlj6PlBVAzG2Avyq5BkAlDZlANW/8wL5BxsCJLCZA6uK3QLbtED+n4JW/A5sbQaC5z8BUD6xAQl4xwEcWUEBfSqXAhFElwNFHCL8/AAbBtmcjQJvIicAVp4s+6nwpQF5Gbr7DtxVAiHeOP29t9z9unKk/iuckwKvFeT+qOINA/FAGv+7aoz8xz90/AOVsQC1t375eOAfAFGmHv3HCEj6m6ym/amLHv14NRsBoZF9AEQfAwKl/T0Cbt6i/Q8UgPyvq679vnhvA+s2wv4ONHcDbVg2/Vw8UwP7xD0CqVRVAkEvLv87GO8CAZYs//zslwJkXyz8BTiFAUGWCQE6+YkD04kbA8b8IwPBvdsCzc1zA1ExtwEroecChige/I5BDwKa1Vr8RcHG/YdnPPyuEUUD+77lAf9g4vl5nNsDKrgZANVvFQM2ND8B49vM/poDxP77wrD8k9kQ/9mCeQA=="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000034", "text": " Or if you like, it's just a line onto, that's the line." }
EN_B00022_S05200_W000034
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000036", "text": " In this figure, I'm not projecting those points onto that line or anything of the sort. The projection, eh, picture for least squares is in the" }
EN_B00022_S05200_W000036
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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xhcDcmT7AntmKwFs6Nz8E4I7APIQOQF1vSb+IgQK/d1/WQONOJUCVTG/ATuttPyTYVUD5K8bAf7TUv9N37T89X2a/rjOdQPxIFcB5f1w/fWvXPjBTCED18oq+/W/KQEBdNcD/yQ1ArIwMwMtdWEDTIKi/C+AVwBq6Mb81FR7Bx2ITQINBZr9KKjFAdnnBwL9Olj83Hn7A92DFP1vRa0C3E5A/pZ7EP1WZg8BP0jVAVf24QJOLiT9sLoJBkVm7wKrFR0Dp0Qi8oKkXQSFb2z3b/8O/ojCFQE5J3cD+WXG//hPjQPsAuj/0zlPAHzIeQBUVQ7+XLwi/tv8EQGBORsDNZ0XAMfNlwLnVs78SqIU/rWokP/1ApL7elUNAZJM2P6lRir9qVK1A+HsjQE34lUAlixxAKrMmwEwmHkCoFpI+tJ+fQMUlTL/ZBg9BKyfTQJAQaz8kRjDA4T8+QLlBEsBcf6w/jCtaQLwMDMA4Y0dA9fEwQGx0/b91fK1AxL5swJQ42UDwQn0/gfKOvzPM+j/BtTq/UFxZv71/bcDCHh0+HiaFv9tu7kC7tMHALoz0v7X2+b+iedVA6bgsQYqxgcDPeas/8rlNwYs8DUDE5LDAi8WGwJX9zL+M/Wk/4n7vvxuNUEApI8i/1D8ju9SMRcCrKKe/Z3rQP7B0RcAod4ZAHtAAQJOK2EAj1GC/8nr9P5pnDEGHfB5AL1wmQJX9gT65+UVAa7eDP3bJUj/Fr6q+IYcMwDPEksB41l2/K2hKv7kB3j4iiXLAY8A/wN1rgsA6N1ZAxe3zvz51pT9pkonAyQ2hv408pr/p8HK+N0NRwPBGvz+23iy/uJiNQAzwRUBGIVvAjuz5vqPaEkDHE5FAfO2Tv7G/BcBS8WfAQZMkP9VB6z9k6JRA08TPwHIR4r/Lz8i+z2oTQG37777WhobA2jYNQDJ/jT/0s7S/4gSEPm2TNL9SW2G/hAjDP2iPwr5NX4Y/gJ2rwHYPGkDgrQk/bQeFv51/8j+BmmbA6XhtQMUynz/YfYJAdWEEQMEhucBMzWg/AGBDvr49sD7p5a5ARoxGQKmp9L/Paay+t0QZP7v92z8nl4bAAb6jPT7Scb/+RlTAIFJ4QD79bcBHtFE+CvNiQE8nNr1EvBZA8mx3wDK2IsARUIi/V6Ppv1Ccib8/MTG+XZ4/PwWtN79aoRI+Fd4SPlmNCT8xY6/Arc74P1g1zD80pMY/9i1GwABJuUAGTBfAfO0vO5yoRj+z3gI+7yZwQI1F4z99zYK/kPBCPzdAg76/TdA/2VYtQK4p8j9AKFc9jT+DQMe7V0BkyaM/Fw+PvoAcDsBACC9AMxw9v5KWFcB0D2m+BdwQvyeX0T1R6Yg/rlsnv13Zrr87OKo/7yPKPyotvD+1iyjAz1YYvzGsF8DbETU/2rzVP34nOECUkU3Ad6u0P81HMT+X+U7A45ocPwIErT8Wwaq/7o4NwNPeCz9wYbE+A4w1wDXMzL/iPW4/HSc5wBSeQL+bhqU+c1kMwM3vNb9wTKs/jGUqv1YV+z5mK5c/R/jFvxoW9r7mMCE/VLEov5VcAcBDpJpA409kwM0+sj91iIw/RDCbvmZAXUD5OhlAan33v+qDPT+04VE/43U2P+1eBUApTHs/7hBTvkqS7T8nn3K/045DQMFvRr+IYIs+vUDlP4kohsBqsZG/5LNjQNkMs7+I4GBACwu+vVXIzb7dbui/6pnDPxdjuj89BAw/cAG5v2mtyL8xs09AY20OP0dKXD/EpWFAP4Vcv5iw2j68yjtAqMUhwLgNn7/u5q+//wbpvmdvyD8Y+QRAymsQPw4QE8Buk3G/ULzcPy/SdcC4R3E/J+IIv5W59j8iXf2/LtIZwMOfVz68pGFAor5KQM39gT63CjY/X7tJP27nDMBWMhDAtt1WQOwVlb+qdws+PYkYv7fSRT5JMEJAv1tPQGxO377eEh9Agq1HPshbMkCFRrA+DapBQJXp5D7O2gU/nynBP14dGEBE9EdAd7msvyihGsBfFQPAhoJPQJLQ4z4k8V2+cTVEQLckoD9DhDS+tJoJwOD1DD4IHt0+7wytP5Akvj/LT3a+7c7vPrP9Kz8EESA/QoqpQGm9MsCrBbY/JlTvvnNqMT618Pw/Qv+Hv382az/T+HlAAS4evxaMqD+1axA+YuzJv9JxC0Czo9q/5ngVwLt2QL/cX7e/NK4YQEJYEsABNuW/zyUVvykznj/v1ME/++S0PyQxj79rrxO+RKvev313ZkAPRMg+OBNMP7zmRMDT4dc+5drgvmj1CT0+UYk+9WfMvfhTTEBfZDRAcUauvhGyyj6qAjPA0Q+BvlLKRcBg+GHAkuIdwKbwLj4ib60/8wO2P8EYfr9Xn/Q+FnVHvyH4yD9GHFvAZpPhP/43yb/oLWlA7P3OPPcioD8FRsi/bmbYPruzkUBG49s/0/r/P67K6z91LxHAebciQEMwh798bP2/17tBP4Y/gL9+0NS/7X2/PhcLIcBQtXO/iL9+wBJjQD1xdR8/3bhlv6uIO8DOzFg/ybv6P9quCb8qNmXAoG0GP4zgnL23jINAjBGHvkwxOr6iWwg/z2zxPwo9Vz9X+hFA0cO4P2HvoT9oEnm/hODZv8Mmi0Aw3Ks/jrQtQBiYur4+Nt2+QeVLv9TUq78uwKw/C+xBv/asaD9Fw++/W/8qwNlv7r/ef6W/P8JGPx1Uor/pI0VAeKoRQBXju76y1aA/Was+P/xJuj//bfi+KvQawH5iRz8BanO/wnepv2ISwD9ovx4+msD5P52NIsDhYVRAvXF/PzzHgcAyYkJA62ZBQBFIDL5Cg5k/WWC1v9noiL/MVQk/7LCiP3gJm78N0WDAfbqLv8VDJr9L6/4/Nub1voHBXD9uDxQ+6hXcvkngyL5zXtm/80ZEv7vquL9yrP4+Im0kP0dnez9PR3y/ASYKvnCAM0ADUEA/IEVBPTsaiEDdWjNAyihtQMdij0B5OAJA2QIbwH48N0CUfUzAD2MzwFctn7+kJ0JACXqmP0pd+79JSw1ACSThP7P1U7/glQ29HgtDwMUVSMBGabW8jiivP1svm7/bOro/GaPlPbkmKMA1mKI/QA+/PQCkM0DzqgBAzuxaP7aqbT/oGCs+ljelP0yvgz+Dfdm/tli6P3JVFcCV2nC+v7IxPUwLmL/kh9I/NQ4+v76/REDJwg3A2ntYwD7quj+CGku/dL1TP0/rNEANMpRAJcYtv37S6r96Y7E+m9GsP+uybT2xRvW+O9EtP+nCnD/ToP++hZICwJvlgkBHrY1AOeEVQIZ+zT7HiShAXwiYQNHi7D9qsWS/Adj9vhqeGcAp/9s+oExKQO+p1D+yNPg9i+2Bvc0J1j73JpM+w3/8PuR4H8C1Xl29vo91QKmCTD/3aX9AX+adv5h6zj/5+76/h3DdPmiBTT/UpzfAMdWRP4sNvr8T1WDAUy2nv8aYekCDprw9z1Z1P6+a3z/CQNm/8pCbv1wNJUDX1bO/xG74vm+5JMDKHwDAgi+RwFIdMj+bdnQ/B1AGwFnR874NOUA/xJXWQP7rbUAM2sE/Ar4HwNFPa8BWgHc+hIBfwEgiBcDiVUI/A5yKPy/un74c7UDAByWiwGq4IkAZDkjAZbk4v3U3IcDKMW0/wO6Ev15nhEAuwhE/5uFWQd0dbMDQf9a/JJd9vheJCsCN6xDAwITYPwZBLkDtgxu/sNA7u6jDAkHGd6O/juYEwBEzEMAW6ptAtMUSQJI8rcBclSA+rFYNwKnAf0BB3jNA4b9xPqYPNsCF8DFAQry9v9R0T8CWyXNA7/llv7KN4kCK9EQ9uHGRv8xygED/Ni0/wA0gvx1moj+Fj+E/L0ajv+6LUsA/ORZAnD5pQFJ4jL4//ik/6uS7QKArTbt4Sk7BLgLdv3ikn8AgRm5AdHj4P/pnm8CsBB3AmrX8PXDCZkCPiBlBgj9TQPYOpz/jbfvA4qp7P3vk8j8mGYvAUH5LP51wecDtgcBBfE4TwLCJN8EBWVFBUnDYQCINwEAvHOk/x+OEwcJZVEH3QhJB8ZwOPypimr8SBJa/+RDdPxmEJj/RxSc/hfMeQZC4g8AllVe+6eksQAElIEHkqlBB8wiVQDOoAT7xTWVA+I4lQej1dsBeLWRBDhK2wGcL07/TzGZAP6oJwR4XDsFGZQW/FIXWvyxeBUHA9ui/lG+mwAT1NsAwRU6/21r6v5hQyj/Molk9GmpxQF94m0GfNc7AG8AjwJQ49UBXWSJAnosuwFpQDcH2lhBBNvhSQK4t5ECBLIDAoVjbQGoThEBeZu+/OOacwe+RvcDQ92W/JBY4v5WJLMFi6H5AxN/AQHJKkkAIw0LBdHoaQegG3MD2oYbAwVwBQUKvxr8HrltBiaEawKYkhEAwCpPAyvu4QOlp4r/sBW1AzM0MQaURKcAVf9y/P4ndwLovS0DIg6HAoJs6QFevPkB17UK/7MFQQEUsVEBwZMpAHP4zwC7P6UDUqfE/fNuzwAawucFHzYdAvA1XwVq5tMBVFCVBXlKiwLaPoUDtZqm/kclqQNsE2T6YhUXBu+2PvzIGjb8MyqFA9xCbQFOhVb65HhFAOKMPQMfYxsAVWYJAWZQKwIuEEkBFxwvArPPTwEkZi8DKmBxAG5FqwBfnEEBVklzANVSMv1OD1L5Dliu+bKg0QAJkUz5RI3w8ejuKQXIZSEA3DmZAzl+ePj0CCr4S/2rADZwTQD2oAr9mRwi/yfrZQErImkC4doK/q2scwCJOIcGngyq/3p2TwD6AG8CbdTe/XMdPPu72kcA6eLfAPcW8QNGjjL9hUxDAhTvBvzwbbb6z4dVAuAWJvsifYL+9xHnApjEmwIPZjMCgByLAMaubQCllMMDRT/s/3ag9QM2K2T/yiPq/YDI5wBOFpkDy6NRAR30OQUg1oMADsc5AS9ZjQTmzFcGovCFAkoYHP2CnqsCITIxArWc5v3MSx0BY3mBBtIjNQK7Q1UDpPQ7AWIoOwOBto7+1kMlAJREMwbaDskBl/q8/YKVhQQqhyECTe5TA5l8SQQpoJjyaeXxATUw4QPYvq7/tY6rAIOejwHixUUALNpfApfa5wFmsjkCfwgS/Rl7tPyIWl74EiNhAfsOAvfCOGcGFwvm/M5UQQZwZDEHuas9AeWreQNAnB0FHagu/6oKpP4N9r8CywhFBzoNHwdAV17/4d5TAt0YDwIyJPMAketjAciE+QblKYkBzOBA+xpdywHmyB7/EB7dAIbQFwO5yQcC177VADDSyPycvE8CNxpa/aKEnwHj478AWuoC/5B2hwHXkFEAnKsVA6Kt7P49+zr8yDtu+GwyiPSBdf71gtFg/HcjfwMsbcUBsVrY+j+bAQBO+0EAXvmJBEANvPlR2GsC2gKE/luoOwZ4FD7/1hoe+V4ncQOy3YkCnrpnA+p/VQFi5L8D61Iy/kK7mPwewrkCZwqpAResGQIVEzr4oFmBA/ROHwEUyIz8Sh6Q/Qenlv5l+ZEDwiRY+IzcSQIFx2b5RBqhAiz+MP4hRiUCN/arAfIy2wPIdNj9T0ZHAeX0Iv3ZgLkAlE+M/2UW8v4ErtkCHxAtAVz/pP3ijq78GjkW/f7JKQAUsD0CEuE9AmHq0vtTVlr+Ipsg/2KJIPp7SfkAbHQfA/2hDP5N/HUCAIHe/xgSXwFOC57/MQEzAg4WIPzNOfL5dF4/AcWlPQOfIyr8Ity08DAMTQTL5tzp6feM/mvX+QNjLsL4y9QxAX4A2vzkdVr6NeAdAXO+GwDmpvUC5k84/WbQJvqo7ZEAtODTApQmTwOGwsL4HlFW/GskNvwJQvL4od32+OG1svxNdsECbyg1AOZLqv2K9jD8cFS+/QM+eP90UhUDdsDdAWExPvg2ksL/JWVhAJL/DvqiQ979VbbtAoHMOv68wBT+JEYM/YgyAvzT8CECYxu2/N8EXvjKItr5BKTm/Ydizv4zVAT+TZKa+x/wMP+1CD8DUXfs+lVb8PzSViT1TVDHAQPN/vwM7xr9LGLq/LzEkQITZfkDGzJI/Kyw6wKLh5D/pNm5AjAW9P9+Vxj7p1xrAbEDKP5wujz+56kZA3BnTP6S/IMA07Le/8gSEP/LFej69tlo/hLuTwN8Xoj/6T7g+U2mBP/sCqD8EQS3A94uZPQ1x6r8iIZC/Ap3qvxp1SsBYMLQ+y/YfQNgt4b/WvM4/epy4vDDfCb4EKeQ/LWWZQD0Ixj8zYrC/5emJQMuaAj+FjzVAoL5BwC8K3r9F6gbAQUzMv39qIz/ouH6/p6pBwKECDD+j5Li+oj4MwCNxsL+7G9w/BPyvv7Gk0L2KnLC/WT3xvtFiw76txZe/l7iKv6eR6D/4xGY/LjjCvoJ6oD9N/s+/NtV7QMXkUsBNXRPAzSGuQIpTM78rHPq/+2gfwHKuAD76ZgPA7oWePo+EJD8OtynA9sTxvymkzb8lfri/MBRZvz2PScDfja4/UKP6vtx4LMCjAjxASgOGv9aWwL9zAGLAcpDAP+BtpD/KNrM/gEmJvoaCNr92Fte/RYFdP3Rmkz+PoHjA+aACPziOSEDZWO+/ECJbv9tfE0CN8Km/Kp4cQM/Agr+8xFW+YMerv/2wO8AZ1JU/K+Hov55rscDmIZk/eKV/v3nO5T9uP7g//Yu/vqCX5b+koUA+v/PIPnsQKcDdowVAvs3tPuduCUBAzfO+DUcTPpTw3L7DTlhAvh4mwLDab0As3by+ekFaP2z+J0BCr5u/wnOTv4Lorz/pVky+g0UrQOcx2b/VFV8/ArTrPmChMcB5Pg5AyzpvwEw8Tz/vH7O/oOlJPzci6z+fIJ8/qir+P7MBHL+PaAw/gL7Jv6h2WUBmHF6+lBnkPzwT+T+0Zhi/3FXcvnlSLr+zvxVALQOTv/2ICcCGGqE/P1fqP3moDcCDh0q+oE4cwLERM0ChpR3AD9/7v2cLWD0FiqDAjgmIQJhkXsBMKgnAPJqQPxZcgb80qDtACLArP2nUx76AYTLAUFaTvzio578jm0q/NxOEvt1ZXEDRt8Q+ZL4jv1JKFT+7JVjAZhA6QFI2EcDveZk+YvcWwKGfvb5b/rJAIV6QP9VKnT9/WQw/BFVNvhzJZ79xWCk/KOLxP4kOasB7KsG/vUAMQJmPNMDu4NU/aHwJwIKFkT+rGlu/JHgQQNg2IkAuufu9kXkgQE5UVMC1doC/8X3xv0iIFb8cuhS/BKwTv73ajb9ZZ28+RjaiP+mVpL/Jy08/JslDQGB47j42olS+c9wJQM8BKz9KzyBAW6RVwMrq2D52tERAFUlOwMLUO0ABGSXAvZigwC9/sD+sQyXA/X9gQLSgEcCkkvU/AciHv8m/mr8/zQm/dV4BwISI4z80l8Y/ewk/wBauR0Dl1ZE/ppFmwLfjVUCDjys+ikmcPwxMYsDj6k6+EbssQNDrhj46XfU/j2VYP3V1oD/unFI/rLX/vrf9l75Cgey9dFHXvxlN6j5udhLA6NfwPyk8bcARTIFAKvrHvuKfPUByKgpAAexhv1KgdL9mPs+/V8qFPwvNfr80iRc9gzMhPiSs8z/MuPW/zNO7vizhAEAy166/drplv1uYHEC/Qek+9O4NvpBiFECKOCW/B0ZmQI/kpr+cwAe/hh1qQOuiJcCMyaa/Lv7iv0NyhsCtQkDAwgw7P3Bh3j5+ySTAjnhIPz2J8z+gNJM/33I1v9J5m8C/omq/wxISQPBOkb12KGi+L+6RQDRi/7/UqHNAEy9TQOnmNT53Yxu/24dDQECPLUCOtW0/lScMQDgcfb4xZ0zAdecpQBxAaMC/zVW/oF88wGlK4L6jJjVANrfbwA1XEEAGpkW/FC2Wv+4uPD4xWcg9/lA8vtFbYMBBNi+/S6KNwBbzUEDD3wc/ayiOP6fWk0BmIae/H7LgvmYHW8AVOwJAfZKWPzJb8L+A//49oa0OQIC6aT7FjCM+yLxfPjEDpz/FJQDAhzYxwMfRmL9oG+2/WzGgP+BUtb9HDo7AFN34vot5xz+nfFpAax+yvwV0V0Ckq6y98/gfvsYzKMCjK90+Mx2lvmjU2j86fAVAurlLP/tMEsDaxR/ApqoqvwCe7b484lpAa1HNwNwFjL4QzYBAAIhAQJROJkC3EMY/HbOrv04kzb62UjJAeKKIvp4fGMDrd809WPZgQN2/MkDfxbW/0g3XP0RS0T+Y8dU/UNnYvUQGmj/61jRAA8MVv2DQj780VDlA2QPUv9IMMb80lwu/i/SEwCGx9b+Lx62/wboAQAflJr/hJmk+t1K+PpKKJ8BEJRVAhVDWPxZVu7+CCRhAB5lqP/BoO0BdsKu+9M9jwM6oXUAi0/a/BfEdwOtqaz/czmW+QEVrQDOsz76+lZc9qg0qPyNher8wYnjAdaTXvU2FPUCGCQfAiStOvyBOeUC+a/2/AXJ6PzqkEUBuNsu/QVf2vyDpk8BteQu/kFKtQDXjAb/rPyc/LxS8P15igT9mUqi/h5oowAxcuz91CVG/m5r7Pj6Bxz4k+LI/NPoqwIMWF0AvfZA/5heqvkk6qD0fn3FASOG9PyKrDj/XNKW/lHPlPwZPmEDV/J2/xP9OPY+JOMCLyYU/QqewvzwBm0DmiFI/VhfSP21dzT/Lb9M/1MoSPgn63j8L282/N3wfvtUQM8Ajiaa9axQZQCYml8A9tLFAkgWHwFJ8J79EgDvA1V9CQFxEKkBCEAQ/QfnBPesfJ7+UsUS/fD+nv7F3SD8aCOc/zVBAP/G2Vz8aCd++HBYxQH3QLUCS6A7A3tKPP0gRfEApSJ/Ajbe0vs+Qm0Adspg/gMfDQNYgkj7aryq+ftsfwBBeBkDuEpO/bu0mPU6sDsCnExBAfULSvrpQG7/XUaq/E/onQBxyysCyd0FAND5JPytdML5FB+a/ZQ8PwBLgFD+mZby/4tcwQG+xcUDpjQjAdboavz+1Gb/sFJ8/hVb3vxg9B0DMLJO/KjhNQLVv6b8atC2/5B86v7agmL2hpse/pWxAwFVx8b/ySrE9OVTJvguyFsBtLTE/k2KVwLkAQMANVKtAoBsFwaKRvcCm2KRAVhcKQNdkVcCWJFZBNSZ4P2RYcsCQ+QBBpPhwwK9CO78+WjHBa7nOwK/igMDFEmxBJ06JwAfZ5kDv9VRAbHreQO0t7j9/79e/5UseQBzTkkDGKN8/YW6wQAXI4b+e05nAgrsQwWJXkj9PzSlB9zTbP17CQUArNoC+HM9/QbQnqEDDTRfBY4FUQEfMRkGgbRdBjng8wN5k98CgLgJADDuWPzcWlUDJ4ZRAJxw/P94gAkFAuR/BFKPxwK7uGEFVCOvAmamBwITBaj8Ni6S/J/elQP8qKUDhbh3BYGQHQMhSRj5I6SRAf7yRQClmGsFL5QTBUUBOv04W88BgCRrBJs0Sv9f8TkEi3gVAppUzP1VO20DYTVxAhqirvoHLc0AeBYbAPBGhwfQZL8DHKAnAtdAmv0FLKcEDSAFB5EiSPx05yT5HzRDA4qn2QCFslkD7dpBBYj3JwNEBYEAdAArBdfZKP9w2BMBIqX4/Y+WrQB2s+b14mf7A7I5DwdiWBkF4dr5ACAACQFwOmsAXyyBALb2Svw2eMsD3XmU+ZGmmQJz4HcADPOVASMPNQBqbA8GHnQnB9b06v8YFesHEcpO/iVN1wdtt2sAb77nAUkuHwCtF9EC5UMo/T+5AQPhiSEDr6ao/+lGjwNYTur9U8rtAhpDnQI++rMAE153AjliLPhOdDUB8uaE+K9k5wYZpt7/fVLpATt/RwMU6nsDDigW/YgMwQJIP4T9INzrAsJKHQEOC20A0y1FAGtkuwHZPUkEozWO9h0+WQI+6kz/7DFPA0cOePyL9hUBW1Ge/tYHWQGQbjsDGfPw/HFUAwEkp3MAqUbBAV9MbP4yysr76cA1AXqiqwGIFMEB/fYHAubk2P6YogkC7RUZAFS68QNG4Q0CLQI2+KrYZv51UdUBBaKM/BlN5wIn8tD+o5iDBHh/xwDeVyEBVyZNAAsEbvi/3uD2tvbbAPELBwFmFlMC+/RDBKiLHPnkFj8CgvvI/qlmQP+l/PMC7XtTALufHQA8ZIL7kL6C+03OJQGiHZcBvmkFBnIkcv9nxgD9Kf/W/s5RZP/hHn8CufdvAPfytQISx5kCeXKnAzrAxwRQNxEAo/Xg/SfCiPdBYlcDaoJY/0vVOP6orZEHpPmTBH09EQIVOzz6AFFrAg7KdQOiG80BeeRzB6mZCwWvbEsDceUu/rh5JP8k9K8FZiBjBO1W5QJfUHUG9GTk/G4xnv9ZDesAcg9LAcioXwSBbBUBgBbdAfvA5PzO/nMA5B+pAs6Q1wSzaBEH+i9/AcuMlQHfIekAg3w2/f584QLTNB7+eebTA044Yv8P4wUBavjTAKEwhQeIdO79mJmxAJ702QEfTMUHAcR1A2XnvQOIkHUBjDUJAl7ntwIsE5T/GrTzBpzuJwDLqNUC7EJZAuVvIwDPys0CO999AO4DMwBl90sB+DsXAHDSGwGV5AEGr4OPAyjKFwK5Vcj94IQhBEdCNP6zHGsBBQjLBw8iKQDyqBT+sqzZAR0/7QJAYH8CA9glBrqpuQNSus8D+iZPAWS64P+3rqz8f5vK/eFoBwUJWgcBNrS9BAknSQPmc1cDjLIA+EVMuwS71nEB7kgjBZ9qqwHP/R8HNG6rA51W4wE9sFEHnXyHBi8mZP+Rb/ED4HKw/owksQBbFKEBbnBFAouIqvzl9Ub/MQMFA4ql4wLSij8EoNGA/eJKSQF7TbEBkBU1ATJQNQCwC5Tz/2dRALmGtP14cDMGIscBAjhEcwey9hMBAUALA7FwmwDCfr8BxQuDAJKD6wAKmUUFPyQFBlmC8wF/SOMB2Y73AxUGfwLZfFT96pMe/NHjOwL8imUCS5i1BfbV0QBa/qsD4AgtApwwowYAGFEDJPxNBSeUZQTjHVD5XPt/AXnk2QKC0hkCp7JJA+UcCwXmW7cB71QDBiHJ3wOmTbMAgNE2/buUUwc4BmEAKNDrBhGqCwLLk78AyFQDAELUPQYOMJcF1A67AgFATQeiibkDsBkVAR5LQQGz6BsF1jUhA/t/CPphgkr48j5LAYl3ePmmjy0AxaF9Abbm+QB43pD/BnwpAGUn5v5J4wsChOM5APv9AQLjsl8CEx+2/0sxVQAaJFUEU8YVAj9fOwOmmMkFtZA9AA0qJvvKetkAIkcC+P6fvP8msTEDwv1e/SgEYQAvsHr/Ab5PA6V69QLqu5ECn5GtAX7xSQDaBTEDLQkZBjvG/wJUsYEB7qnrAPxgbQT/G3r+P213A+FK1PzEZ6cD5ibjALoarv7fBB0Beol3AVp/RQKwZjEBSDQhAphiywJdUOMA89VXB5pgAQHuZHEAl77g9I4oTQfV8DkFLXeo/ti6WP2tN0MCoaYHAUbeGQZQ7SEA3n6Q/87YmQGqHkL/7e0PASi66P+ESLUEVaRvAelqEPrLdWcBLIdvA6AwdwIAGhUBXJAfAXsAuv0TiBkFCo6i/43+QQaRhC8Hu0BE/29bXQG97rT8h/oDAYIaawEuKvb9gUTJBr4dDwPHU+L9Rms3A4TKUwNJSJ8CKuDVB2G0FQAx3EUG+FYVAnWDwPEjsMkD3ACFALjiCvW9cJ0Fl8sY+7bphQBNmGsGzpojBwhtfwVtyxcDohGi/m19ewKo8e8BGtBJBVtKxv3e+BMETuhpBpFKmv/x2BsERPRRA4mAOQEQRkT/5j0a/l/8xwTVtEsFTGgvBpCyxQFbPHsDRVMXANq+CQHKrvcDD9+o+GlPZv5RG57+U7s3AF3otQJL8WcD/vIu/ZpcUPzzMKUAYxt6+1kKHQJmP1cBpRza/DgvWQEsHukC3NUc+wCgUv/1jBkEKF1jAz4ofQVBLvb+HEpC+XFokwMHctT/6P7q+U0zCwDVvtr8POwa+bf4CwMAJsj6fz0NAfkuDvY6hKkARcvA/HAeXP/mPuL8rXCbARerLwJRuSD8pa/I+PxD2QB5Oj0AwUSq+SjuAQFzhvT8K8sU/OTLQQDLlJkDua9g/KPN3P3egNUCWhKtA5+4Fwfb/eUD2yAa/vnbBwI6gq8DTT9A+lCwav/C1aj4QHJXA3r6pPx5SskB+e17ATDnrP4C8BsAj6by/T96jQLdF5L89fUdAvmgdvyPKYb8iBwM/uxAjvoCcur+Yn6DAxEcdwKimNEC60tBANfdCwEnAcsCNdXJA7EQEv+efbEEjk/u/1olRQH6eJsE44/6/BnFpv87rO8Cj6N7AkVAwv3pS7L/4zkFAry60wCbfsr+G51NAPplBvyUFLj+blInAegQlP3h6ij8zZuO+rdHIP+MkAz+mtWFAkZgav0cKKkC4GF9AfCwAP2F8gkDgYLxAmPBbQHQImD8SeYE/zn8oQPxLS8BORoW/0fx9PrlOn7+VwlHAD2psQFrLMsCsOuw/EKh0wE4F5b4eGxBA2JsfwCyRob7AZMW/6qJFv6CKPcA7k5O/aM8wP5IXJkB7k86/Vg0QPwBhBb/OS0q+NRoCQAhxSEDC1fs+/I8EPMMmDcBebIU/TM7AQE4HuT86q00/js9nwAYVIj8nMS5AgDU3wPyulr8SaE0/FOrnv+6B3z9uhMi/t6lDv5vuur901hK+vP88QKcv0D+ss/k/NpSRv4K8Yr2Vzpw+sUzdv9ubrsACtL2+W5jYvsD6WjsaiwDApC/rvzTglb9RGBhANlYMwHc100CDi5K/H9V+vU6gtb/4zV1A57yav8FVMT+64kO+xjhyv2ggor4PzXA/BNUPwMr6IL7MsnvAlBd7vypxNT1CxiXAEqUEP2SFU0AO9Gs99me7v0U5D0B3WNC9VFJmvlSKGz8dN0pA3eUvwA8PtL++T5RAJEKSvpHXiL+ZzMY/R68aPxxjFEDe9r8/wcQCPzyEQMDrKue/3lZCQPiOhb9xK/c/ctr/vwRUtD8stotAWZWtP0Oc5r8+2nvAaG3OPguloj98YW2+jZqJP7L2hD56HwZArYqjP2wTnL1RsMO/zVVYwMEVyT5nLwfAwEkMwM+sjr9qpzy/YcmZP0IVKsDtQMtA+3qDv4FxiT+MF5q/FmPjP2n4LsCc30U/fQMFwHhF/r/FWYa/gTKKP7kErD/7Wn3ATNyBPqabJz5gn7y/TwqevxpVDsAHu+c/SgCkwKWaA8DHdFRAV5zzvyMEDD/rwuc+RgeNvnc21r/5eWq+5UorQIQxyL+zOIRAGCVywBpajr+rcC5ASovTP2eEQ0Bzufi/PLpiv/z0Hr+VGZHAux0YQGma5z8haAtAn5iTP5+uHD7PAgJAjHVxvsI5bj/+DVVACe2oPw0MS8D16GU/ufBJv9E/t75AUaQ/+PPAPwkZ3r8LS5i/WR9BP+q7AT+MGfe+mKaHP2/eC8BtLkvAAogyQHFYLUBoBTE/T51Dvw5hFUDFVB8/m6X9vy01McB7IHA/kg1HQArnX0C2kQPApkwmQY2NwMA0F4DAW3nAwImqD79RK8xA6MasQDpxKECWLpU/o/taQEYkAEHQ9yLB1ZKDv61lcUBBSwnBJ20fwcp2EUEXHrI/PndywL9hs8BGpyVBsNypwAWPtj2Po2S/8e5BP//A3ECt1LJAliPWv65rZD+gJrQ9br2KQOGBAEE+8LFASdKTQNIRDUF7BOY/g1AzQLcqZsC6bsW/ADWAQARRe0CsYn2+YODvQAk4ukC5aOq/p7w5wKj2sL+p6EO+YXZaQFXe40CaMN9AUWuuPg2PTcFW3D8+rsRlwaCSQUCTT0lAwCKOQMLDl78my7k/a7f3vhb2CEGxgjTB5nGfvwS+gkBnPMLAlu0lP6v67cBSSTS/Iapkv6r6eb79yam/d1W2v1kCvkE92co/beTnwM7wc0AUgzzASoiaQEtc08CSN5nAW2PRQPE5nEBvOwbAfoXZPzC+OcCytT1BEprNwFb4WsCXzYDAiGM6QVaO+j555LZA7umtPwHFaL+LsQfA2hW/wDr9aECH6KVAROYjP4P/y8CW2QdAp6YhwZ6JYsDGzuzASOLKP0O0AMG0bZvA3BiIwIUK6kBeOKfATuoGQXXRdkDpWShBUYf3QDI858CYGozBJaLIP1+cgkBWdexAI8ARQMLFCcHul4hAJIyhQNRqFMGDcCNAltNgwMyePEBIPs2/9FXeP7VKhL7YdDXAv3ycP0kJQcAism2/UyF4QMmMVsBUXm9AKiqGv0Op8b9GgR6/PIIbwMfnzMDKtsI+GWMRwD+GYD/FTZ69IdNdQGl3hEARPpy/reKqv795k0G2LoRAteMEwCq6rz8g7wjAdbl+wA807L7ty+HAIQqKPxnOtD9K5dc/fSxKQIZVT0BBop/At/ctvzXh7D/WXqm/MNIgPnaGQEAZPL89ekUBv2aDlr+DFHQ/PgbMv2FKDkASJBI+ZmRuQRX3Ib+aH0e/p3oRPgqXlL0pL07A8lGmwH5ckj3VoI6/irBHQBdfikC6yi+/LHuxP6JfTsCO3KpAVTYDwJV02D9wTVI/6i8AwLciQUGqNejAQhVDvq5GBMHznxRAagcMQHz8AUFSo2LBXvdbwPGNU0CsTt4/2GFlwVCTkUDIglRAlD0XwchYrMBqcZHA/jCFQFpSN0BL4W/B3awXwJ8k579dXRtBd7V2P4wCoMCbEyXB5wogQO5NFcGT+MfAuWAAQFcuA8AQ/Em/UE1GQNiTE0AbyBtBJ4SbvxyWOEB7vQbBBIqJwPCCvj8sFFrAb9uFQVovL8AHKjDAWWuXPf2iL0CgCWlAiI6pwIYPRMFwCojAqokjwQbcekFYQ/O/UOCZQIosmMB9tGrBO2WhPtpk3MDZsiRAuK0awVWCFcGBJSK/f0qOwMTSJcFvgUq/hpxVQPDep75wNO89NcYBQTR3Q0Ahp7Y/9Am7wFJVk8BkPyJAAOZkP6BlF8EFR8lAVhJcQMKqEb500btAoqI6Qbm1k0ANsFi+OO/JwOO2wcDj1bA9e2P8wJx8YT94qfw/9kgbwGtIxkA0TLe/KYo8PzmNu0ByKiDAEi7kvyXI38DIYhlBgEiQQERlcMFgUH1A3t/swB5tVkFJVJe/UFuiQChvx79VraNAZMOjQPRmGUB/bPFAaz47PxXiBUBRtOHA+OUOQNgvkMHadeq/mvyCwOkLCEGxH4U/Vf+Uv5HSLr8O6m9AV4+oP33lmr9qvX+/SjDewGthS0AeziLAd/dIP5G4VcBqh/HAH0a1QLJIZ8AIEam+5ZIjQDe+psAxvRs/bH2kwNXQCsHfHdW+bpdXQEM8bL/uF/9AowtSwOuS8cCOBKFAwLLEvxg0y0Cov6e/U6mFv445sj7zu91Ab4zbQICRusALb7hAMPvuv+ImBUDpXH3ATQ/mwA1p30CFfYHAQNRDQOHMg8DxVa8/bZlAQCJIQkGk3a9Aah+sQKkTLsFdnpJAeZtCPxzrlb9JyEA+E3dAQBdqg8AKj0JAUa/cv3YmCMH7rDU/z08YwXQnvz7bjYVBaFsaP0W1Vr+xZ4M/OBkZPiLTy75xEIHA6dJzPOupgcAJf0E/Mi6/vvUevz9jrcM+BzOGwHjH+kDzFIdAS2PFQLLDU0BYn4lAR4Zdv9Z78z8JTVHAyJj+P1KQ8b+9O5HAGkxgQM/z1z1LDwhBrFKWPolOisDmTDtBq6L+v0eXcb/aajpB+eyFwApQUkB3VwzA7wWzv/12JsCbShvAwmbMQL4kmT3fa4xAdBSgv9skjMCCzmI97WgkQEUKQkCJbYvANwJRv1Iw9L/oYXS/gM25PzEIq8DgH27AG0yUv3qiFD+bfNo/anBKwKPCoEAI/4s/xBqCQN0HkUB43rHAHAlcwPixyT4Dcjy/p1xuQMOK5z/Nw3PAuCuyvy2x5r9SNAI/KONEQFpqqz/81XI/zhPGP6faSL/4ypO+Q+JUP5sGEb7zbr++D4BBvw7Hj7+C+UbAFnSEvyS9zb/wri9AIOr0PwaVNz1aypW+3KI2v+aMOEB64UdAX9AgQIeuY7+Hvse/xGoLPW3j1r8XiyO/UHLWvyCkBkChDp6/Dy/Yv4Gt+b9EM+6/HM7TP9DDbD+yJje/k777v1IAgT+zZam/gW1Uv6lLTEDu9hI/9DhOwEce2L/s78Y+Qp6nv8vh873qLC1ApzD1P/3SkD8L0wFBfeG2PlMj4b4l3qw/QVhcP6S2AcBOnGC/GsIKwJ2MWr9AClDAPKKyQP6PG76zMNe/cBu5P4a+Mb6LBi/A6zruP4C+sT6ehghAutQDwNeWuT5uXD4/hWUcQPFq+795v1C//pVAv+dwvj9U7N6/iXb6Pwp9x7/6UzY/4Q8RwLkjQ0Cl9dQ/kQ/TP5bsnz9qU0/A+PZgQEVyFECsyCXA4zb7P+XhDcAN0bi/RCvVP4Is2z7t7wDA+s9AP4jZLUAkBQpAFY+dP7awQUBZNlE/SxcPP8FVKj9RFRxAAfUKQOzTj8APZ98/okFCP+aXoz8wLCS+vN2MP13h5b/soRI+dH26QF36j76Q+3JAs9oKPyb9cL/ADfe/rvAmv1TTQL9dBmjAHHG0vwfnL0DWcAjAwiABwBytIj91PnXAgIqmvzrsiD0Ky52/UowEQGQk8z6umd29MFlOvqOTzj9dr6C/hac4wBZ89z9DGA3AsY/Jv+MKW0BhVzi/RvpUwAwNR778l2xAKBEYQK1bKECqfAA/GjCSv/sEsb+3MmA/IApCvwobOUDs/ETAyspvP+lxNECYusi+BmLKPpGrfsAx+Bi/TzoqQNlykz+Aw48/VrwKPw/AUUA50ca/IXuZv90Vrz/byqi/MGwgQBOlA0AtFYC/hPuBPw0j6j8qgee/L8Kiv7K5MUAgp8I5CmgSv7zrqbzymLI/qzmrv6vyPj/MLoO/715Fv0U9gL+R+iZAXfStwKj9I8A5hfQ+9Ey3PPPBI8B1efQ//SJzPxYmqT4XLsm+IvLYPEEBSL+CPyi9FvgSv58kZ0BmQ30+qSezPll/sL/56aw/ZXvyPz/8Sj/ByoO+Q5KXP46EgUAasT0/yC6JP+JgV8AMQmg/6OgTQCyU+r9asHU/wcSPwBQROEA+rVxAhMvsPx0iZMDZkMI+A5mhP41MEb/jnhLAz2IJQCI/p77TCZc/1IXdv339Rj8pSLe+pEdev8GFzD/E+Ls/pbk/PnFjT0BDr7w/6F0oQO79r78kgINAUfQ5wKU9kb5lezc/7CwEviu+37/qw60/gNRJvweyur8H8Ls/X6OgP7ppb7+5i2XA3DK0P/rZ/b+cI/w9V4tgvpmWJMAlmQ9A68cYwFp9vr8VmwLAIHVCQLyPvT9u4v++SHm8vyrc5b/naRLA8M+oP/HXEMDWWeW86k57vt2zSEC4L1tAacU7QPbUEkBfBfW/SZiKv+Ue2z9FEyg/mMvTv9/YO7+p1w4+GPWqQKbuw77566e/QtLTO3/4b0DANk9AqspkP2OHFkDtj8m/2tAYP0P2r74c0cA/u/ryP0BljcDz1sI/lG9ZQD+BKMCrVG++Rs64PyfsIUCqSrY/PEj4P5Y8vr4mZ+c+FPG+PzGUUD44o/8+gqTHPyLuEL8Ym+k+uHlKv/k7QD9jEInAAjYWwKmqqb6b13G/nlkkwFksPEBr/RO/8/vxPvCaUT6qgwu/iRlWP3xblT8cNEk+6CGLv5KkYT4kATXAb4uHv0kv577YCV5A7T/HPsStZb6TtU5A/0KCQDBbokB/emRA8s6jvpvwsb9kKT2/6zrFviSajD/on3jAjX2YP5cDsT+JGOy/2wtPQKbIiT/cYxC94SdNv5uTP0CblJE/jNv0vo5IOUBVDGY90renv4d6gb9uH0nAmOUDP8nL678tdpA/fTauv8QwAEAZNIu/IMEgwBe2EkBjqSg/Q1JZvqNE1j/HXwpAORo1QAhoS78MEe8+QUqHwJQrE8Bq0JJAUtUUwIV40kDdssS/4KeGwL6nhEHo0lnAbIcpQKZYZT+T3M9A3UagwLjcc8DhQqe/ZslUwB2bY0BmFRhADFdePBtbo8C7um7AB5PCwMaOEcAMvqjAayF6Pw36+L4fcwy9aWwEQdH1Cz7KyClBTdqpwN1WU0BYVS2/X9xOPc2hEsHppBvAfU3Cv2NaVkA2JAXAaKc0wcuQHT9Rx3ZAuHEGwMxghUBv1HfBseK2QLGPuECs4CjB8lLzvwDGgUCm/Oo+mQQkQXIsM0DDv2JAqN5KQLnVLEHeWsnAxtkuQIddNMA0TXJABVGDQHWH6sCMmqO/VRiLQPGi1UAaSlY/JYwkQQSNJUFWsbE+rIJowNBM5UDggAhBVo4JQZidsUAWS+LAsgDUP7bjiT/HMBZA/Wtyv4qtg8CT99FAslj2v/RUD0BKxClA1TAEwACqfj4h5L7AR8mUv7ST2b9Us/A/rnWAwCJyOEBXqkbBz3Ocvu/0A0CHXCLAGaBtwK0N8j/jG4dACsOEv7OBu0Bvrj9BqQGGQMmeTUHb++tAYAtWvyWjU8FFjYLA/eEaQCPanMD7lQ9BP5JsQMwXUkBG0+7AChBIPqPs0kA7+SbAynYhQUvm478w1cW/HFo9wdkRF0D6pTK/cwgGQTODNMBhOEJBoCpvQPyNlD9gpUBA4egGQTR0OUB0fBBAON4YwHpOXcBUjZVA/wD4P98L4D9z1wtBmu4XwbZEa0BODsc/BykbQSJxV8CR/5M/vo9Xv0f1M8EEIGBAq/bzwCic4sAo+VhAi6X0P8pEHMHTY0bATYBBQPzxgsCsRaE+eEn5vxh2ckDFGWtBDEf6P8O5u8DUVh3AjYr2wDca9sDamZRA4UjcQAEOq0BuwD9BBiaEQWx3ukAgy4vAp+QhQDxL778OnHPA9umYwG+eokDskgtBQRRiwDeJib5NE0JBwg2nQDhvj0A3wJTAxU+swLpWDcHaCoXAeufRvxwMF0GqPQ3AnOE3QGH7G0EWHT1B0m1FwOwEJUFqAhtBZrSuQFKcb78PjCA/bhXMP6YMjj9X61lAVcCKP5dkpT9y27G+DL4qwIseHUDCuYfABPwvP7QXdUBxi8m/guaQwHZz2T7iJbW++huAvbT7LUDSnAZAf3Stv9ezs8BPZQhAZkqZQcNCkz/RrhNAZnIQQDQ8nsC4vMm/tZc0QCS7S8FankG/EF+xwHPJlUBmQ4xAC4I/wAKA6MAPure/mqkZQLxFo8BWT0TAXQTevYyVEMCaics/VXn0QHsrU79yaP49jdt6wHrQpr+kWjVBJqBsPiLbX8Dx9JC+h8vQv/7f8b/bddk/EgZwwA5k/r9AEZ9Ao0MtvrGWKMCyPKRA0n0GQEVWFUCaW3K+mPg7QLkQs8AKlcG/NaU/QYqrRsFzqLtAHsGnQD1SXT+rDDlBRYfbPwxHnMBjjZFAiLVLQZBbHsFOc3rBKHiwwO2pDsGIhovAzo4JwRI6JkGKivVAcGywQEAYEMG+kCXBxQCQQM8brMDJrMRAP5YJQUSWBUE5/aHAJjRJQK23LEB+XqO/jiY3wYdhHcGQ32a/lH88P7855kB4OLe/W5+0QAFy28B8RlbAKAM9QVuH6kDcc9JAJLnPPgFUMUFFQrZAEqlGvnWTu0DoErrAeVhmwcx7/b/HnzrAnnwbQcRJU0CuzkS/0xVGQGkBCMD3WSbA/UFiwO+mSkAWBlC/qvwAwegnD7ymnKzAbN+4wCP2ykBbZoA/jTauPkjNA74MjX6/lUegP/G6mkCQ7+rAbk2ZP7jxTEDaj1TBeq6Lvh+hir9+s/ZAZ2VvwHastD/Y0+W/EEgNQTZPs0CjRcnAn+ezvvEOKTsBL0zBGvVKQQiBub0QnhG/3GSjQB6xBUFJLIe9hnuqwF5+AsDUC+BAyyjmwJd58MAwMnq/QCOKQNYh6cDnRUpAV2sjQf1n8L6aqRS/C9SVwMaMssDzqQfBurWBwEFwqEAPFxDAhOQNwNYQtcCoyXHAsMgHweWqJsBo53hAD9XtwGshp74bDnpBMr3fQM/ONUDp4sbAgTYuwWwdY8DG2PdAyoclQLkqdkAhO46/qfcJQBbZxr5hC2HANkdRQNEIiT/ank6/ndl/v7dAhL3budrAYvaUQAzzN8DO0EJAREmVvx526r8QX8C/wzIKwRI5CEFSUZE/2C13QT4edTyZ27TA+bLePzBT7b9Yb1+/nLC7QNPaF0HUS4dANI5VPz+6yL+IY0vBBGr1vf+2n8DVr+lA+EfFv1vHmz4jdXFAnbsqQMVexT+vEII99JDhwBc2C0A3nadA2/z8v6jwEb+qOPs/sDhlwDnxiEBkVdM/0MHAwIIg+D50Sg/B94lWQL4yiz7/hdVAx5/oP9Q1vEAnWwhBUKzewP4oqMCl+Jy/iwcuv2o6DUCuFHVA/ruwQKd3pkCtvQI/1llTQHnpiEC41wpAjtU4QKr/x78bkClA7oDHQJrCjcAyut++4ihaPpZDdL9Bx8u+1ofZvxTHor7JNLE/xjKBPw1iykBWzTPAS85jQLZYv0C88G9Ae5RowIkShMAru8G/fTAlQC7OoD+v7wPALk2TwBoSaUByeIe/1ZgmweSxY8Dz4M29jzAvP33ybz9h9h7A6ddZvkrsisBkuxW/BL5qP7V6v8DxHAm84TwVvvqG+747JO8/2fI0QDM38z6MsmDAZU9eQFmM8z/9fGO/FV9FwIXBJUAh9vc8DxroP6ag/L8jEFg+yyEIwIU/1T9/whVAupDiv4YcWL9xpRy+7QEDQCCieD6fGva/MhKuv8JYVT9zcCo/zYdqv3Avwz+Usx4+Ya03wJj4wD+eIjq/f3YdPzU03b88LVdAj9l3QI6K8T5R8zu/BbrZvkIHxj6hCgZAKomAwAVdFz9RDxTAZ4HjP/cDxz/PocU+gmsFwIbU3L5g7CVACbL0P8JKPb+DFK4+1JqawE3elr9Utis/RHJJQIqoCEBaISK/BLgtQELAtz1XL72/CETCPwcCD0C2A03A8fuUPrvgskDiiIC/TY2jvxnfyT+qpEJASarFP0yVF8BN5V2/PAa1PX6oQMBd1P8/dOJJwLKSUsDOaim/Bl/0v5lvMsAs/6y+6pKwv2zlVr9Yp48/yXUEQP2fTMAxlypAtyV3vwwDDkBnO94/mcNOQA257r9n/6BA9WE+P3ixlUCr1c+/STstQFNNpT+QPTNAv73IPxnNJkD6tsq/fufZPxvnQL+0nZbAfnUDv2GZGEBB+NC+FtCTP81ow7+rysm/V9agP9XGH7/5mx1ActT/v2p5kL9cT5m/gtLCPygTKz8Lg52/0mAowIgDRkB3VBc/VlgQP6Ddr79aXbw/sZFJvrGPNkCjxNA/xI8DPtZb4z9nkNY/rThEv6S/IcA71XA/ImS7v030UMCPJiO+d6QZQIaNzL+ABIo+MPb/PhyoP0CW/RtAInTqPvjWlj2DjN9ACXpLQNBJCcBjk4i/MPYjvwnAFz9UDUxACYgAwObZgD9BhSLA187BP7zSTEDhdXU/ShMMwK9mgkCIiUZA4obPvehtU0AccTy/xgj1P58YJT9EEd6/RHx8vyJSwr8pNg9AL4+nP9AYl7+J2Bq/AtETwIsqVT/Sn/++fs0UwC3pc0BCkgs/T8hMwECasD/GkQhAq9+mv7s6DcDIBWtAIseBQOS+nD7Dmx1AZ0ZRPwyO2T87r4M/PE8SQLfNFkDzvCPA0ilMQDv6oL5kIHfAsI5QP87JM8CFpPe/44vmvhE81z/tyhjA/WQwwHeY9b8ozIE/ukEKv2Szur/GHQ6+BZVLwIilhD+A9VQ/B+NVwI3Dij/+vCk/fcAsQMvoAEDFZtw/OGCNv1ZcSj+uAbS74bdAvjVsmsDaWTw/DqB/QI4y0D6iqs0/KNshP3EyZD+KFwBAidalvnIylT6PRTrAW4qGP3y6xT+FWuo/8tW/vyevAcDQw/w/x5hMwFKMl79K/KC/FyDKv+FVgb29vN+/bF1MP4veej+zTqm+F2ynQENfub7/4zlAEc0tQM88UECAVcE/gDIlQKA1DUC94YlAY/EYwBIbuL87Q6W+PbjBvx4U576CtGZAhjR2vs6/t78oBZLAV6gBP6sbkD8L0/a/wXidvyy2MD1G5mlAk9wGwFzfTcBx7zvAqKuyP+xRuUCtmdE/qnJLwM/+IT9C7nc/pwNDP+eElMBGN1nAQUrUvo2PR0CHtOTApWc6PgKlAMAnJ+c/wxJBQNB8g8B2jf4/wHOfvK5L5j9n1WLA3ylzvqwXZD8kJM4/u4d1P+A0hcAaFXM/2EiiP7elUT83xFxA4cC0P4NeokAIw+u/MpYSPsCnLsDj7T1A1m3pv7nLfEAfVZ2/0QIYQHmeccDze/U/T5EfQEqHcr5BpWTA8CyYP1KRI8B10kHAkGyqvxluK8CNtKe/NGUfP/tOoL4UlbU/RBCuvqLvRr8d31S/CDmbv2hJ6T6Qd4I/iAzdv1bjz74d7BfAAtiEv2tWJ8Db4hZAVX1cP7B5WsAMdMY+WqW0P/lrQcCC+QLA3dlBQGdHxb+ApyBAD7dTwOahrD9+93VA4yoKQBqaJEAsUhBA19C7P+h1/b+eLIlAXAytPiK7h8DPwaW/FWJIPt0OMz0V88w/37fZPeO82b0J3pW/ViiZv/W9Hb5k9ZU9TU/hP9TC5L8pxaM+eiaiQJWXScAZNN2+9FCdvxootj/QzCbAzInFQMSq8b/Fnec/o58YQDR2sj+q67s/BtF9PvS5NsDKR7C/uoUmwNhNg0APtyq/lM7LP0cSUED8W5a/WEW4v30MXcB4sVq++L7Qv4aFIkD7gKi/QWo3v1LH7r+V36Y/vweeP9QmqT8ZuR1ARB0mwCbGxD9M9BTAxai3PnGvQUC7Ree//V1LQHkV2b7yuTFANWYDQILYyT+s+qs/un6rwLQln79D+ThAfBeiPx0x8b8UlInAtxChP6R2FMAKEVE/E8wZPa5Cn8BDuPK/lY5JQBJXB0BvPqy/M83KvwlgaD6qg8K+jtS+PgTmuL+aFec8Ufayv9qQAr/cYZI9gxbcv2P7AUCQv0o/DcAOPQqP2T3Vqfe/2F80QO2SKz8ieSbAGYcSwO2UFUC+nGvAI3iLwLaYCUDKjRBApbFDwF+GwT8A6V7Ap38fwHIegMA1hjA/vJhowHoRhMCtuFXAdGTpvrXzWz+6mFK9vXOYwJwRvrxr+z1ALmA9v4X1d8B8qBzAPxupwI2KeD/POsDAPflJQAkdksDjJ1DAAoNTQHcthL/Pw0W/3IwJvvDW1j/mTNC+QQoFwKZ7WUDA9xNAFz5Ivxh5rsDovBLAHyqXv6NgF8Cc279A1s5xPrBxM0BTcy3AbVyNv7SrqMCpJgRAth43wAa7tkCYANq/R6tbP0w6HMB8VZlAmYR7QCrFvL8C8lDAzl4Ov2nc0z50+H/A0zsav9ZIgcDwZTs/QU5vvxHtXkBcRrQ/oK7ov0Wz57+O623AZmYzwJbyw75T6N0/0gFNP5LE4b471NG/8jXAQFrFNz5EGYq/AStrP+1MXz9AsAc+bW2xQKbZAkC7W42+GgdTv99xrD6aNrhAIU4fwCYJoT8NYcE/m4TmP7UadUBrdGLAuJTzv6BCtz/HByS/2GtYv4XsksCuFLs/qGXaP47caj53OyxAVgRRwJ/hnT+lGaM++zUeQKvLBj3h95G/pbmlv4sGH0Bf0+O/EgkLvyevWD/VZPw/pQdNQNX1H74/y4a/NN6PQJ5t1r8CUqU+uuqdvm5/nL6ek3s/EgP/P7QvHcC3YTLAdNbGP5yHaj/687q/aFpZvgubeD+Q8AQ/LuwAP6XThsAKMAM/7zHvPwkezj+F1kW/RPeMQCQMakCQfPI/sV5zvissE0CK2jRAPUzZP1Ctv7/CMZ3Ahpv5vzwQx7+rdL4/SobovzCQssAJsvk/CJxPQCJQDz+xB/A/MHULvxoTlr6wM7S7AVL+P9g8qD56C5m9GAVjQKsukL+yk0S/iZUbwPbPYMATJAHAJZNnP8O7IcDiIpa/Y/uFP52SbkB+ucM9PC+OQCMOGEDH4qy/7ewHQMDq4b7M1SpA7wppvyxag0DV6sw/bakJPzIw5T+jK4Q/ynP6PvlfET/50y4/m3ePv9g6/b+oMAY/cDqNwEqfE8BNm+lAd9tPQMRRosDOChA/Y1EEwEJMTEDsxBc/+B7UPKnml78p0CQ/49m2PxYhCT6oq30/mlGVv2IAQkCY+BFAMX5CQFZtZMCPxa1Agd5xQGO5lDz4ndM+7C7vPtadaUBOwr5AhJbZQJu1rcAKF1nA0SaVQLTjqcBQakE/EHGHv1SwMkDWLpdArgk3wIr9Uz7AqHHABAwmP9KRqT/TwGq/rYQVv5fOfT+qCxVAwWG5vlI7zb9dqCjAZ0crwFCicEDlPDVA/xttP3pNfz+Hp7S/EVAMQNFTk7/HNxpAAMpWwPmigr//py0/clO0P0zcpj/FrlU/Rb3SvWePO8DGS5M/N4WTv/NxnUALRpU/ln0IPiNrFMCm/q1ABEcFQROzqUCNuU8/m/I1wNqazD9vI8XAn3MyQAXVQ8FR1EFA7xXUwLhRAD+koYLATeqvwLClH0Anp3TAgTVkwErhl0DNYFnAaahKP2Bx5kA9GTPB+biLv05bH0HIa4y+CPHFv9X8kD5HIdzAB/ynQBQnKMBEk3zAvs7fwOjtp8AK0fY+utg/QMmli8B+QMPA2FM6wEszPkExzTlADtcXvzcrdMBXxQ/BCfaEQPZz5MAkwn+/Pl4OQbggiD82pTnArKEBwQY4gEC6mdbAoo/1QDzYnT+iiMRAlEI2QJG/YEBKxi4/klW2vtaDOkAIkBBAaeg2QIBctkA+YnRAEX00QHd7yD8OQclAPFfpv8ceoj9BK3/Anf4eQZUriUB2nrLAVA3Rv0cOEcAZD7DAYJaCwA/S5UA7zVI/UH3hPykHVkAnD0lAVritP9xuzD7PxSpByhWLPZwn3r9rnsvA7ANjQAuRmMAXjU++J7ROwOAqjb+jzitA0bNWQDDKlz+WxcHA2YjOwK9PiD/CVnHAhJtAwN7US0CMLZRAHBBdQBTYtb2ukp9AFd6yP86QjcBm2Xm/wDLZvmEnEUF+rSDAiFuxQGYUucAkKo7AUz1wwIS2tz/th2VArgZ8v1meoUDrsfk/eLNWP/pvecBuPiVAO0MAQec1aD+ssf8/36yqQFbUxcAfK8XAoQI0QIcDd8DDBUjA34KawN431T+WzIlALOnxwLRMEMHLcFG/CnjCwKgBBT/9aYM/LnbVvwFpTz+bzI9AxQe8P7/bS0EFRTRA6SvwQJAspT/+vgbBHIrBwDQy1EArjK7ATfRVwD5nBMHdHyPAtjQ8QHzWYkCAogDB3ZY0v4KPRMBZ231ATx3+Pk/R2D+L3BtBcBDAQMLAgcD9zB0/5zzQQMfJuj/ENz7AY/lVwJznNr6cVwrALiIKwPjngkCknsi9huBJQIXUAcCT2GLAtxgEPx+98UDUxBw/bmk/QJkVykAywM0/1JoTv5SSnT/5Q43AsjmXv9IcGUA9RNPABMGYwNNtecCTGERBhoDwPK/CukBD+Ou+OoovQIJ0tz+85QvAfrT/wB+FaUC5stXALjYkwUQUlD4YZrtAopOHv/0z3sAR7hBAB76aP3/Du0AyWDhAk51jwNFXBUATaD0/EMnrwNbaG783EcTA6+cjv2naisBj9Pm/lMytQOgg9kAf1IdAmF82QSFrBEDI5snAUcaUwAO1n0B/Dk7ArQdFwC8M/cD+NBLAll3NwC+IW78agZa+OEOVQDSe7r9ZH+jALYqdPs58s0CQVF8+KubFwLxa8EBYTdXAvrNOQGHyfcDfAgpB3vxaPxD+Xj9w79nAdDyPvzPMPb9+KbDAYqeQQB7FQsGNnqg/D958QDFlJMD8pBFAT7urvvD1IEA1xD8/eZYEwFVUsEBith5BAN60v3GzXsFfaErACUPHQGMN2MAz+atAvyabv/2/vsAidRxB/BWPwKqdYkBkHNJANiWRQBGFbMAtXtRAxxAGQIUC50AZ0YK+ZJkrPz8zsz5kqLfASGqTPz7ibb8XO57A+NsPwLILyMDWdhbAthDTv9phqj825zNAmOuMP09MRED0oulAUMEZQLuoPEFZotPA9SKVQEBO4cAd/KO/Hw5uwE6jwD/CnnBAR2aCwNG4r8DFmrRAfTKfQK8rD79q4pM/Uu4pvgfEJ8Cr8z3Aqv4Fv2IDlMAXAm/AZAfiwPg4Zj827whBanJlQL1Qz8A+hoc9KrA7weMuw8BM5z1AuRviwDb2aMB8nAnAbhCCQO4QkcApuXpA/XXZvadphkF/+rDAj9IPwZpgzMDCTds+W3VmQJj+wkA222RALNXwP1KTrcB7V4ZAECk5QQmC1MDqp53Aa37CvmFGXMAh2R5BM8gBP0foxMDDRoy/MOGLPogDvcBZAf4/SjW6wGIkS0HDRInAg2hRwKqlq76RrNi/W03uwKXQOkAdz9jAel1wwMYZsr9yVv5AjaewwCWJY8Fha/8+Q3xFQQdUsUD6jrU+xYSAQBJW4b71wT3Ac8HbPoPfk0A0bwHAyTuTwH/OOkCRUeq/NKYjQFJTpMCVt0hAsI4YwHPacED0/L0/xDWYwDYO/T9rY/DAqfYkwGfDmj8NEAdBIY2zvXpipL/R631An88OQIiWRUHIl5TAkC49P2A7DMGMMGHAnmcPQPHTAMCvYjI/NnDCvuYPlcAoXLS/XSBpwNZoCr8sovu7/ruQQHjLnkC90w2/j9G1Pw/4KEACNxLAUzP5PkRXvr82EO5AYm0hvykmvz8qq4W/3mCiQB/uNb8/2oG/Wt1Yv+ttYr4uOlnAx0fhP2rTHEBgPBpA6wtFwPdqHsCXRyvA2XLRPynFb78yfnq/MB8fwERIJb5VhPBAJbGTQDp/Y76k/6+/UynRQPOBj8BEdx9BW/g+vUxUHUClvHXAQaSuPzWVSsGfw0PAxdRKwYTZlz5UkKK/t80xQBNhsMBn2mfAh2odQBMq+0DoGT7A0SjYP1pugsAZxHtAuUYvwPRcl8DSeZTA2sQ8wRow7r8bc1FAjXeDwIustD7J6ABBb9mQQJOWl0CH2gfABoS4wFWcM8AttyFAZ70Yvec7qUB1f4e/co4EQDghuMDRfX1AOHgLQP8hnEDa3+8/ku4mwW4378BWEa5AufrNPub5RECcZ1tB9ZYpwHkwfED0JqM9gTWJQLa39MCWvCDBDxg3wSQGXr/T98m/JjnGwJ6BNL9kk4FA2UPiPjyqA76apZpA2X7VwOyAkMCcJce/gZ7EPjVyyD+msyo+do37vgIH67/XyWfAILdjwPx9qUBZMLzAqem+QJDbE0CBRv6/kwnBQNmoej8NyKdAifXcQNiIHcD7VYO/9PgOPnjiur7LS3TAEtTbvy3uub/eixVANprAvuRj60Dhuvi+PwOjwGcB3D/BLqa/Hk+BQG5Mj7/nR+o/xHPzP3OsnL5do4u/HeNsQAR6D8Dc0NJAlsMVQA2BmL8wuYtAYsbuP55lJ0AiB/M/1KN8P1Mim7+Ply/AMlqQQIPcm0AU/glAkxFGPuiMIsDu1gk+PGrKPhhQ6D9jIWpA8MBavtNPMz8i7wC/kn7pvn3RFEAOxYC/1gA7wJhwq0CmoABAQg5QPs8YWMA26k2/gsEAQHzKjD6jzYFA3oeXwNVYOkDp5dU/5oNovtGEib++h5A/XDVYvx4mGj/H9iJAYXC5vw65Sb9t9dM/uxOdQLnpL8BERQRAv57ov/u0pj/OkRa/Vx9cv2sFrD9cNBRAuXppwJVbhr4NdDq+7otFv3a5oD8azW5ApoZMv7Daq8C8RCw9bv/Xv7s0ML5wmOS/wO0mQJgVJL37YCvACMkHwL/DCEB7a5i/UCU5PzdG/b/62f+/zxRfvywTaz8dt5+/PqsXwBeJDEBHLd8/ZzeWwIRIfb9toeY/Pez0v6nAzr+sY8y9artYPwYvGEAl2sK/MAtjQCqPqz+pxBG/P0anv/GJXkBaias/9h/FP0kkN8Brdou+fP0YQOhM1j9h1XxAL043P1HbQkD7AFZAUp3Zv8j2G8BldES/R88bPyKNHbvj+s0/4NOcv8LfrL9wc+W/caEPQM/tPr+kTUFA2dwLvvE41L9t8DtAJwENwN4yCMBSpTrALhJNQNvmwj8HTi7A0k9Vv+/cPECfLrY/qv94wIRigz/I+Qs9gEhzP6dgXT+RKJrA1JMJvwZU+r/ZylDAThIjwPB8vz9Ta30+5283P0EfCz+t9xhATjrKvxZxm8CWq9I/+IoLwMSykz9itL8/SA/vPhuXFb90A9C+5iQGwFXwB8BRaja/yC+ov2dA/b/AaBxAnueFPzFumj9q+DvAVQdjvx0eFUAeMo9ATlGbQJF6ob+BwJs/ERCuvKLarb9Q0g7Agj4KwNA3KUAetJK+G6iIvqNQQcD6awO/q6mRP7zhOL4fpVW/a45sQFTL9L8HMENA9EsAwIq9NEAjoyfAE2l9wKC2T0CsfKI/NYiCv4T7h7+1nIg/CNLcP4Lh2zyv0JVAk47Lv6FbyD6+nso89f4lPljU3j0ln5m+DxKSP5g8CMCkNDM+IBQ4wMfShz90IU9A+2wnv43oA0Fqvzw/ihytQMcz4D5IEnvAVzpqQImB0j6hj+bAi4cnwDsi38A1tPy/geWXwMT1Jj8bOezAVOJ4wLKFn78Z7/nAkpXxwDRS6z4HBgm/hgwcQCnEIEEf0LfAdm3YwLnYsz/tUIQ/52kJwSRFosDdN9rAKYNEP0V+I0E0WQ0/of3aPyUsPL+PAvc/hw1BPTcdZcAjfcPA+LCmwGzR8kCNI8E/XPOQQBO4mECSWDFA/UCIQEcl6kBhQHpALGTYQM247cBB3ofA9rvowGdcOcDmshRBZZaZQIIMlsBbWRdBv9sQwBvO6D/oMh+/aEaewIzilcDNwkTAlKRRvij6tEDkERpAKF3FwHKYGD+yopLAi79hQWHoiUA+mYfABz3Hvd/AOkCkK1nAWjW7QD+OtUCT7jm/HAiiwGxZFsEci9BAhEAoQTLeJ7/sPapAAybSQFXaIEBTyQxAM+aiP18sw0BSu9Q/4JXAPz+fGkG5jJe/9ZywvzWQPED6Wp5A0Q7qwI86O8G/5KHAFTGlwJ9gqMA3g1vAmqBHwE2gr8BTtlLAtbVlwfBWR8DOvI5AxtACQAHr0T88TVFBdNaGQOLEK0D4MKfAoQC8wL5bIcEkuHjAaKuEQKIYdL/HoY9AAZubwFs/vsBhIb3AyjdowajId8BWP+G/WLu9P7AXzb0MovTA5CGgP3IXvr+u2UI/or7pQNhrIEARCIHA+AObQNXwQL/X0MG/NJZSwAo7tECfCfPAVThjvxMoGsHqxKe+UH/7wNm0LkHOFMLAt9s/QM5XuEA/ckBAdmsfQRLUDEFzYtG+VNUCwFJ++cCFqvLAp/yOwDjHHcFaDgpAwhUYQYwbXkCwzaRABOKMPH1kZT4Bn6pAkTtVwJsDwUDYxlBACU2bvz2fBMA0T3c/qXvlv9Jljj8BzchAPQchwDinJUFDqI6+ZgOJvnlrtsDGRjDAuueMPyk4hMDkbG5A2g7PP6Jdd0CTPO4/JUFbQPSuTkFri/c/+8UYvozACMCt3ApATpWLP+jJbUBJSsy/27OvQIQPbb/cg7zAnj9NwMYi4MD53wLBUcyGv4yEI0Bvr2rAHuQKwBf/3D42OJ0/J3grP7HjgUB2NZJAIUtiP210C0EMWJQ+oLSwQJqPtEDl9EDAR9jRQLS7Q0B3giW/FXD6QGaxisDJoJzAgdmdP8plHECu9g7AbNYywbCPkb+tUOpA0m7uv+99AUEqtHfAZbIuvv5r/0BZLWs/wFUwwEzRM8Bt5aNAXEm/wD5NqUCPNSdAwr+/QLZkKj982BlANbqFwLtiD0GsZIVABNWCQebhxT48e2PA5JNCQP4l6EA0y5q/HB2IwE1+FkFHKhpBTWFRvfq0D8CEVQS/F6U7wFAuD0CW3kxAa/uUQOK5EECb8eu/vJaWwJyF97/vIXdAgomZPzcsTj5pGdzA1x7qv81cYkDkx6E/TdvWPzJ2CsA4VBm/jlaGwCvWr8CzCPRADC2fwGzzVcDEYkM/gfkFPmBj38B89jI+V5ycwLLwML+s2pxAnSxFv9d4nT+M/pFARZiDwGGo1L8n5Vk/2LCXP9Tejj8cpZw/mxJJP7KVGL4sABHATT6/QHgjCEAIjWM/zc5EQKZINkF4aQnAUKM5QBO2HsEimItAb6cZQA2srb+dIC5A5s8JwJxmLsDfCeO/oL3vvznboL9alCTAqaaPQJilSEH1PwFBMNTNwJzJXr/KCjHB/wzzPl9XisDVtbnAJLe1wO4NC0EWSgRBEI9mPoIDiEAiIplAcTXfQD2rXMEDQYPBO1skwe/ylkB2NlvBlpoSPtmHWD43IgxAmHSswRDjo7+w+PbA1KaCPc2cL8CqYeFA1oBLQf9c90Ckm4NAcdsnwDo5H0EhsAHBaGM4wEAZXcALu+ZA/9f3QKznj8B9Io1AN1yUwOPvcEBoK03Ai3ItwDmHokHTak7BJOYuQGxSB8GSRdhANFg1wFHSbcCb3ajBGb9+QcOMKkCRnss/wbRqwU+qRsAc9tLAwqxSPXDu7j/ZlilA4c3dP2vesUCplKHAgoa0PwC40L+dcli/e04NwJESgT/G4SvBNqu8QBfClD8A0i1AeNF0Py5LR0BWcxhAoDbsv++qBMHpXgbBNR+XwMi8ncBlIszA3cavwChVmEDM0ANBxKQZwfO7/D/zUdC/ZySKQKIhr7+fEdBA6ZQqwKssvUDLBcq+Y1+NQPXWtUBs7tO/M7q8wA9YXEA7EqfAZxeqP3qpw8ARW+C/9bucPz2tT8DoJl5BYjCpv++qtsCC1FlBbGNYPN6cNMEyOalALQiqQDXmKkF20NTAly7RvnNuzcAXmJpA3SfCP/ZmI0EA+Z7A2Dn1Pz1oCr+uDuG/9jhrvTHS576dkWbALMX2vzLTV0DKNV5AnyAdwN3fnEChnMs/esW3v/9CGkAIO+q+7kIyvwUxhj+Qivk/6kfGQKtdwEAQfto+VXvAwFa1m0Bj8UfAV3D0QDq2xkAC10fADkzIQLfwFcCU2W5ASCkMwJaBH8B09KpAcTgEQDirUj3xlgjAAL1GwCiU2sDArHHAUEmWQATefsAQSSXAGcsFP9qVkj9gSoTAdzqIwJ/J4b7xPp5A8lmfP1tm+z9BzO9AR4zrQNIR7D/GvSjAfLpsQDtvMEC1NGnAVeE2va2JPsBkdcA+6Lbav4la4UBCr57Aq3upwIMwBr5cOa5AWy4aQKK+0L/dv3PA92R9P1AMUkCYbXW/XDzzQApZXkDRJI3ASFi+QNRlnL+V/RpBAcCGwHA3P8AK8DHAyLIaQFnzy76/vKPASnfrP5y3jr689SjAZvLXQBTUIcBxsIvAKmCSv8J1G0DwIQ9A7CO4QG7M8MBiK9I/SmSzP0qGf8DdfPY/d6MdwFQp5kCLJKa/lKsZv0pN/UCUTA7BoDyWP7zKZsAT7PvAdN9twK1rqT66R7PAxj4aweXrWsAtQL9ALo3vQPS8pMBhGFU/QoKGQLO/oUAUGHhB5zFTv+messDhXm3A/X2GP9/baMCquZw/teLnP89IAcAGHXC/vUFdwO9iBEAHk2tAY3OoQAxxTEDjgARAKnDlwOWtx8CDxgrBTZq2wBSwskA2hug9nijfviVE88C+HC9AypL3wPbZZD/TE6HA2OD/v4S59MAnsYjAsT/hP4nD3L8Ow9JAUXhDvxsGLD7pM15BQ08CQWVMhcFbylpA2nPsvn4518AxE9g/3WmNQHCuwD/uyHRB+12nvqIlFEEHauzAxc5FQAqnRD+zYsLAuOu5QLr79ECutu9AGgZtwOUvLL/8glpBQ9YFv+/IYMDb653A4bF2wCIDKUHiBSdAVPKhQG/OjUCpzJ1AHiMawc1DM8DXUQ3Btne0QLP0k0DQVx7BKYOjPyw/ikAejnNB3e49QV5vpEHpU4Y/3pNQQJUzAD0qG8tAtTcswEESzj/EOArAYAGhwFco8L/iSlA9ayQNQHW+d0ANwje/3jLeQNmpbkCg59I/WCMRwSjJzj6sOV4/D/xWQKlNG0CGBj3A4kkiQVikgr+BzpVAtyyXQFdFC8DU92nAvw+KQDPLP0AFQI8/+r+LQFKWmcDTYWvAieotQAKuucA5M8zA+g7LwOz5uUB2tCHAFDTmwGdcIsCxGFDApBvfPq8cFT6k8AFBBSaHPr2VrkBg9iVALHGVwJX+20AQaIy/lmGJPuKJBcCbhZy/0I1vPjw4zj6cLYPAcKqTP55Arr+vCrrAlrmywBkM/L58tKnAUUdaP20bkL9BTw5Bj6e7P+CmhsDofYJANge8wP8hLcFrDiG/OTRIQL76jcAuqfi9jn7nv+nb90BIcjTBoNX9v65fDMEw5hLBT7w5QD/gDUFv6SbAWbLXv1kS2D/kXSpAMGzPv211SkH9RXNAFY0gQWIWakG81eu/SFrhvnIWAMFyOhDAS1y8wGZ04L4VnsU+qTkjQVX4EEBUQhRAZdUVwB7RXsBStQnBdtW4QJI21j2j3EPAH3CewBVivEDukZRABbpHQIYBQED1b4S+n0Mgwfx/Z8GW8S3B+noAQRBhpUAzyavAMrzxP+NBB8AxTeY/AtndQNODV76v3QTBej6BwGKAuMCPk/TAoB6nQJswrUAoCgjBXUJgP+fcF0CJJIlAPCTdv66fn0DkSk4/lWMLwNvyBr+dLc0/wBKRP5JWqsCDerxA8K8EwIZ5g8CkoD5APMTIQMR5vEDUk4a/rvgFwePuUEETXoa/gWDnvznyI0GkvVvAWyfZQIG3079QpkVAZb/Rv58snkDC9Ma/hY6TPpRopD7eRS7AfuQfwfjU2EA7J3K/FVYBQcKYZUBhNsI/1iXIQO1780AmeNY/l0UrP43gh8CvnAXAzCiwQE/5BUAaYVTAWj98QG+og72aNoVAvcMdQGqNOUD7DG+/soiEvzpVTUC2UWtALpYUwJuNXD83oajAwInuvVtWLkB6EVVAR/7qwIjltr/hcL3A1k4oQAS1mD+S6dw+lzS9QF4oN0DBwjfBk98hQTk0FMDxxdjA8WRxwYZbqMA+diPA7Mg+wCJANcFVYgxBEu6IQIAyIEA48+zACD9UwCax3j+kJOK/c08hQdr76UCFC5vAFMrAwELCsUBEp8lAU2+owKdhVMD7hrxARKKJwCY20r62JXtBThoAv+RLBEBqPdzA0kjgwE6Vnj5m/hZBr3+lP0m/0MCic1VBPJEmv+mtfkDjwNS+IMMSwdYHYsGcjmlAYnBPv3DdPsARzK9AijqvP6gsA8BN9cNAWDWeQIFjw8A0SfLAaxn6wNcTgUBImgJBMvCHQIxpSECYCQPAyrxwQMANG0B29wdB/XIVwQ2JysDwtkjAV89MwNPXzr/zJo6/lPAKv7/Aq78f7y/BL8CowMixj0AHISbBuPOKwHumEkEAeahAZeIhQYeKBcA82vg/E9hywPibpL4EWvU/UT14QLn7AEAahLk/JRIPQJvUVcEYxua/P4Hbv2hV779D0OlAkXycQHEbX0AZD33APv8jv1INN8AdAOq/UpefQDHgQsBg+vLAV5I2QNO4gD8XzkVAjuecv0OdgcAgDgfAzNGWwLF8A0F6qaS/z7asP+JdaL663c7Acv04QALYdsDuwjtAQVDmwDh33T9zL5y9zGSUP4g7RL85zZdAU33Tvvvxz8BCeN3A64IPQPAa07+AFA++q/oLvkhfEr984TzA3tv/vqBmNb7N+IU/BEnkwPdcIT5M3wpA1oM/wGzihkDX7gTAQsHsP1OzCEGmNjtA7POSQOwFp0DcN1Y/2jaGP7kRWMCpLgNAIstRv8ehlb+AWj3APLo1v9zP1L9RWLw+93GZvUaFoD7SBP6/xwffPxF6pz81hSrBBwr4PmVNgr+gpapAlJ6uv9IbI8BspwVA6Ww+QF9kqz16OrNAUlH9PwPQC8Ac7QHAphmKQOtIqj3Awr/AePGHwLZ0jj/5moFACnyzQJb2pb8GqwFAqBLvv0lKUL8lug9Am9VIwLGzrj+dGFa+BeQcP3lnGz9Izsi/VmLCvkYaYD9m+gg/9W+QPzwgOT9I8Gi/MyhawC3hkUAucc8/Nj4OPuXItr91sQE+hTi9QBclDkBAyytA/o+fv1PgBsClVDc/BTrKv45ReLyJHmjA6PrBPnJTCkCLWBtAfdPmP/gRdTzPXWS/nILGPl3R77/4foJAM64fP6TNpb+Se1TACFNMvhfmiMAahBLAkpXuP1Gb5L/yGyNA17NHP2t1cb1tHIY/LDqOP8IdhUD2txnAHsSvv1QnUEB1qFDAOoGNP19km72u1KC/2+0Cv9hpMj8YvmY/mSC+P/WW879+fym/1G4EwC09P79rvRc/zh06wJQm2T+ixz5A87K6P+rQkr0IHQc7886CP30Atz/iLaQ/KtLsvn7uacATk1FAjWaMv7LZNL8yP42/F51iv5GaS0B9oxhAbZcKQAv71b4eIjS/g/1rPiWLQMDcc5G/JNLXvlxM1j8Y9zA/XuDEvXaixj8sEfm+RrwGwDxyMMCc2U7AtKe0Pr0zWsCabz9AEIt2v/nt0j9Jk++/cr3ovfluckCjEa69NAArv8SlE79AJ4ZAOLxAP9b/TkAlf8dAwg5TP8moDsCcxjhA7xR0vyTQ5j9dAs69vYxQP81Jgr+fVqW/3ohSP5HMRz/R9zjAWx+Wvy6lTb9C5Rm/CV49QBupBj8fx6K/FSCLPD6E0j/NqAU/iu7aP5ye7r++ubq99C4QP7YtXz6RYjXAJKVYQJ4Sjz8U1my/dtBuv+Ebir/41X9Ai0vdPwfMTECrr47Af4AEwD2upj86nAk/YC0OP+K9eL/YcCVAUardvUdnUr9UjZy/GE2OwF1Qvj9rA9u/91URP5m1l78H5xi/UmnkvhfzHEC68LY/TtgKwIxSAsDfpoc/wd2wP5xo1bsP34Y/G2Ffv6u3ED9vxQtAMv1pQALjwr9iTqk9VTubPmMqT782NaU/v7YMwOgGgb/lDf2/zW23vpI7Jz+zLoO/NHbDQFV7OL+jRIS/VocvwJF/Lj/2A3LAYRp4wNoxXMCwREXAHqR6wCT8wj9hLgXAfBEZwJFPgb8+KS8/lZtIwGUq6MDJQ5c/3tDOwENcxsDtzcXA0OsWwFcyyz8LOdS/Klz0QKIhu0CRE5tApmQwQJP7AsAb7eM/afVjQFnvDsFv2kBA4tACQRYCF0AUxIU/i4NCwJ2lbL2/vlvABHisP6w40L4KF/+/fz+ywOOOscCL8AJBvLXYQKdkj8C0HJe/dMibQMe/aEGPn4nASh+cwDNJGcFy7HbA1W4UwBGenz9sp3HA2UTDwOF/57/41D1AQ3MAwaY4IkA+QLJAx40rwAQ2AcET/QbBFA7TPPMCmsC2hoNAyGeXQCQtXsBH3jDAzvmiQKWUHMH6Pi7B4Nb1QAnPoUB0mxnAtCjlPzD5jsCzmDTBini2wB/k9T3zj4y/YhjqQPLDFkGiMw/Ba0YOvyX0HcHLzBlBn1Q0QA2HOEBFZq9As8HtwPvH2UA5VBtAvCArQVR3CsEl4SzATuQ6QHBQv8AlVVhB/gpDQXb+a8D8yPG/f6sEwciPIEEtfiHA5zNXQL+6TEBxlHHADJZhwBW3pUD024y+5eEXvr8elL+NPuPARLeRv9zh5EBPzry9+pENwd/VTcCVJQhAjYqXwP88CUFNyUZA/fiUv/8rcMABs2LAwCSjwI1fG0B0lbfAbw0iwTuNGcEaE+bAx9NUwEBf57+DssFAhKE7wHzMzsCzL1FBvP8RwGmxucDiy8LAOhQcQXPB5Lyq3XzArjOJQPGBgj+AcUs8yGLIwADvJEFW/zpAmIW+PpXlKEEZttQ/+tjnQO149T9HnK/A2XeyQKEDG8DvQiq/Y7QNwUlBcsAbcyDBNme0P2kyBUFBEK3AL30dQMNrdz+/Pqu9dqaXwBwJf8AG93hAXTZ8wMhPg0AnC/BAK1dYQLmaFz87/7C/J16mv8U4vL+p9RZAFJl4wF1O1kDMUUJAA9ERQBb1XMC3Gr1AIkJwwHgx0MBPFdW/2zYPQRD+sz97oYvApF70QNWFwkCKtiHBgniOwGSSd8GIyonA19LTQCC0R0FQ2/nAR7mUwHAwH0ECgz/But5XwVN1OEF/opNA8JOUP5WScsAVoJu/dEGkQEyGn0DEFEnB1OTAQJKSMj9IjIdAway0wDc780BYo2M/8A29wAo8VEAg7wXB13OjQIdwPMH97UnAJ16wP282CcHA88/AR56hwH/JHsABYOo/CYOzQBbrM8EnnifBqNdOQC70G8HU4NBAkGbJwLqs0D/vfUJAxeDhwDwtm8FgS1pA+x1FP5I1zT9EikA9DwyWQB0Sg0CRJqdAIGqNQAO/j7+M6FzAs+AuwHsQir+GyFtAQ4OuQOroHMFVJw1AG+RFQLRikEBDE9LAdH5GwWPOkMCZ67A+3bfGvxY5MD88KzbAw7iIQGE0bcBRvwpA3ogaPxbk5UDx1Mo/GdQLwSNN7EC0imu/0QZuv9IkkMDfCzxA4WlIP3L4gT+x2CJBRwx9QLj0+UAvfd6/5uqnwH19K0Gtjs5A1pwkwDpMf8AZ0MpAR5KwPwz3tUAejs0/OzpcQEbQ8EBG50JAjP6lQFLKrcC+mIZAVSb5PU85f78j+OlApSqZwC2SW8D0+7nAJfNwP9PAXr6l0Zc/Bvs2vrp7Jj/vA3HAQwscwZoEjcAVgNg/4lflP3rQKMG7XiFBKKQ2QCOn6b+j2SE/qUiqP5VIP8Fdk63AlKihQBwBK8CT0cjA/03FP0g+TT+iiWLAgmnQQHKgsT/fdv7AxOIlQBglgsAIHIBAFSzuv74cN0DYMt5AS08Jvzq3lb47IynAwyssQU1qc0DblYy/Kg9GQDnTvsAVaknBt+ENwGmJp70sDO2/8h8WwCLU5MC2g9k+l2v0vn4KGcECXNFAXW9+wG9Hj8BZpVe+KiCjP4zlv7/eaP/AnA3BQOZTMUBnaixBUxP8P/vu7cCK3QJBBK+dwC7bEkGPKzG/x2bfwCXcVMDIpDa+XLYZQbhd0ECTt3y/Ir9CwKER0MCKpF1BVTW3P/2Ojb5M/ttA7TiIPxYpLUBmJ8O/Fc3qv54SoEArNbJAmvrOwLmOgUCBN0C/ZDjfPQQjt0B7w9TAMxpZQEV2IMBOP0/AFdGCQI7y+D+Rx72/nmFrQKE8AMHdW11BedwsQJE1LEDgkV7AI5y6QA7dksAt37s/lyBuQJMCOj+TG5U/QjD3QGOV2b/UHnXATf7WwCmwWEDlO66/Vd3Iv+TTFEB6rr4/eEZfwCn+AcBO2zm/mNEswLzEHkAWuPC+48rXwGTNn0DUmwNBhyyBvyerg8AJCx6+EM1AQKTC2EAAAU3AVlNCPlashkAdKllAUD4AwLqvM8AD0JXAJ4z6PTFS5b87SlnAMyvEQOnzQcA7iD5AyhY2Pr2AJcAeMmhApghLwLmj+L9sFjg+XIKNPuSgPj+MSKLAzMhTP/YvhMCCE3G/FE3rPxUf/kAQJ8G/XSHovyyWvkCi2x++pWZhQdbH2T6CHxHAO3ImwUeAK79MlhG/WSkHP4imbsDOEZQ/QNaCwHP5EUAGowPAgoRovHEoYsB2WI1AXjeHv3nA3z9RuJ9AdpsGQF66FEB8yyrAXMfwPWR0ZUCV5EFAxYsBQCG47L/WdkJAr7bhP3e+70Dm20LAuoy1Px5/LT24LrE+fH0wQIzKCED8bTHAAlh6wByhksCsDSa+wiIkwG0Fi78HlJHApIqZwMUnoj+OAirA7qekvlmeOUDqOFRA8rYLPy6tdj8RgWHADnJ8vhQXPL8PCW0+up4JwChuEsC6ztC/eXT/P92KRMDOBi8/lVLkwBXZ7z/OGgtAGLWfP58u5T+xnVXA4uDEvoR7lr7Qofa+vP9eQFPqWb8mNYI/TTMtQGWy8j9Zt5FA8LzAPsDYEECtFMI/qBwwwADSyL92zc6/TzppQJXTWT47e4RApyu0vYU5ScCM/s8/icTZP/afhkDf3JW/df+LvfRXPMA+lec/G8GBQA3VzT7/MOu/bmjOvouRVUB70Vs+BZdMvfI0sL+t/EzAPKt7QBWNoj/m9nq/9I4qwFDF1T4Lrg6/AxPXvwHlBkB/hmLAtXeHQEBDAUDxLR6/608GQOaS1D4CUa+/Fu5QQMR8FL+/o++9AhR2wP4VXj/KzhpA6EGzvXQnQcAmr9w/gzyxP23Q7z9PIDxAIO1Hv0aWKMBdyW0/IDsiwPWG2D8GtSDAPK0+P6o1Fz537IG+PgwvwG2hGEAIslG/dgnBPPF5KT86gdw/7Ey6Pglhuz8y25DApYEKQAquQL/muwW/NjjzPy8u674heGy/tr2+PycB0T+Kn5W//GcvP4gGpkBjVrs+K1IKv/AQKD97JqK/wEs1vgnLP76BMBK/N1bfv5u+Y8DWJ+Y+yoTqv3aLYD3+EQTA1J2Qv0/wIUAWisG/yLiPv8QyXkAhXhJAfogXP1NqTUBDIcy/21DzPztmxj9ok5E/ASgMvxZ/xb+JNQNAzW+IwEVUo0CdECnA7N5wwKXNaD9UDBy/Jj+YvzaDwb+dAJg+gCHDPxbyy75MRwK+fbFPQDxJYkByLJQ/2o6MvyZ+3z92THw/1UHYPptCPcB3zzlAEUnwvr48AUDIDbi/JdbgPy0Wr8B4DRhAEQJyQEwV0z90IM+85mK4v1ayPT/0NNY/pM8BP4fAHcB8PLG/XiFivxfNOL8HuK3At/OMvwGdJcDchALA5NJUwEpCTL+twAPAv/dJQCb8Hr8QTARAnpf5PxHYML/+I5JA9F5AwG8TkcDFeyJAFYnMQO27qb61LE/AYTVVPzHvWcC68mFAnS5xQOPAX0Ab/x7AduP9vxdJT8CkojVA9sqfwHaWCUBWKaXA3aBywFShJ0EH0xa/q2CLP+WZO0BlfoU/gneIv7nujUBhNrq/WXKSv1HrD76irFW+4bCbvt3vZ0ChtfU+yIy0QLl8nT7JBZ7AZZOWwBhuFz+KhCnBfYtiQFCwOsB2ZYdAyrKDQEUFzb87Wq9A3J/aQGeXOT/dPiFAmFzgwPKaBL98SxA8hqiQPlygJcCZhjk/f4Lqv6pTFb8FMeC/RV2oQPBLdr+sdA/ANTnIv0LCyb4HQTm/H5vcv6IIfr8kDCe+wyGNvzIpir+PS2a/yjdCvxA5ar8Auzg/JaieQDDWXL+LAkK/KvAswNvVgECcu/k/AxoKPTj0/L5EZPE/+XQ8QGal4T8CCDu/cPqfwOatrb8O0mxA/uIGvwSZxj9ZspC/1gQkQN8NI0DZVP6+X3eHwHpFNj+kj0C/+4hEQI7X7b4AnIdAWPwRPv8Yj7/8f8Y8qXbLP00jsD/qwgpAR/7dP/k0+79+rjO/1kClP06VAUAHkx6/pTwvP51aMUBb5vS+pNyKP2zpDEAx3mzAJULNPyP2aMBCm+A/cEGLwC9VOL9zt588DPuxP56UPz5IdVxABwJ+wPiJG7/5NXq/PB17vsZ2ZD8gpOK/AUALv4gYZT8jNhhARxqsv5GpPECl+to/kCzovSGUvb96iaJAUzA8wALeQ8CMJSTAf0ZAwDk8h0Bgg15AEoe/P6E3bcCl0BPAmZtOPzs7gD8ZSwk+dLB2Pt2Ymr5f734/S2AGQCZdC0CYT+o/UV5/vRlhEMDUDNE/IBpsQMzmpj9FUss+TLHSP2bzuz95j0y/f6bOPnxUI0CQBVDAvYKqv7eeNMAVD28+PwYWwOZYwj4O0z5Ac/1yPvcY1L75J7Y/oJ4MQElVKMBY6wrAn6ADQI6eyz8GmyfA5sr+v2qpqb/N274+iyYqwOloqr8aDyO/gWrnP56ORr+UGkVA/y95wFrzmL7YTYm/E4kQwGVyucAypta/HCrcPQSWU7xlYlPAXrF4QHmh1r/W/4w/qozcvn7X8z8clFpAaIqIQHSewEAMQ07AuxqcvW7yWUC7rD8/PEgGPzNeQMCNcgPAL3PjPzCUfz8t1q2/RKMFP69Pw72QWZg/IKebv6v4/D/5Sqo/nwWlP9WcFj9ulTm+F3fxP7gAZ8A0Yxg/M4qRvJ5LRsAaoHjAldqEvzaNJcB35va+RkGjQKiRIsAttpG+MgVCQHeBU7+Bcgu/OLs4PtRvST+/6B7A/N1pQP6yIUCjbDzAGZ8Gv4FlSb9q3jTAEkG8wHZtjr89MBXATPNBwFVccUCUrei+3AsPv9eeCkAzB/6/yGCIvyUGH0CW0ibA7IwHwJuzpUCayJnAzcUzQNKaFMBtF2o/OHlKP0ucaz97WAJAdeWIwAEDij95a8g+m7w9v/qp5L82z4fA7+6tv8NkDz/AG0W/lNGdPgGBAkDUGYRAuWNfPyDkiT97k30/SY7Hv9bZrD/R/t8/WlHcP+FITr+/PRS/RlbtPlPV4j5qm86/2GVuv2SwGUDKftM/vlCgPxA4yT8shOI8L/Fsv6gjBECKTP29R7Ldvu/L7L8CMWW+F22VPyetlL+0OKO/Lcfdv0gddz/Jgy+/6iZ4v+cC2L+I4YI/4GQHwN1cAsA6zFa/rE8qQJutBUCDhcM+dxQhwGVxoD/T0BNAxOlVwK60ncDvxFRAvJL/Py3OEkCW+32+8FKRQNlCg0Ah2No+vEaOP0mXjcBL5Xa/SiZJP3rcEMCaH60/VnVIwK+9mj/VlNI/prMFP1Hpiz9Zzsi/5QNFP/Ry9z9/5ty/noEhwJeMFD8r9qo/tP5EwL+L9D/3Mey/JYmYvzawDD9v1+O/I281wGcn0r9yptQ/2P7tP5MV8D6ObnBAdS81PkpkVsD6sQC/oLCEv8BKD8Br2ei/OOJ4Pa9SAMAv7A9AcBZ6v8juGcB+ZmA/kDkcP3N6sT8YdkPAQuL8Pk835L5MM3pAsqoiwKZYVD5GEf8+kUMSPnDKS0BHiSS+UVDwPx9DV74kXla/eX3QP72hpD15xqTApyWzv0sr4D5iSKNAi1edvj5MnECEpI6/urWGPlJOcj+U8xU/YLkKQB0HSsBtKARAgwZSwAib+D/OhA/AZVWlvxbtFEANLA7APkqVQOXUzkC4fp+/HlgdP4z/kz7/UpBAuiSHP0cPEMBn6aY/CFAiwHB83z9+RTnAE2X5PxhxA8BkHDXAuFqTQDPSLsBZY6I/2EMrv+eh9D8jFK0/20elP5NL7L+Fd8S/ESiVPxFjsb6RpaQ+XoqmvmWTU8CuG0Y/w9Wwv7DhQjy2FofA900UQG0yHECaNADAcJJ3wDJHwT8bSpTAFt8+vxy5Kz98QYk/NL6hP8WiJUCaikA/YtZ7va2fEcA5nSvAcJN/QA6mIr86YVpAAmAwP8bK+z7gpYG92ZQAQSx1NMAub7m/YgrLv8VyqT/WtgpA5vuGPWEwn8D0C9xAnN4vPy+qB8AsRYA/UOSyvjEZd7/BBwrAaUBcQBRPqT9nyyPAm0dsQKewl7/TSVc/RTVoPh+qH0Ayi0HAhpcqv4ytez/I6iM/6SCsvnrUZMBYbv6/tTWiP3Zeoz8rsvS/r+LYvy5GV0CEbRe/Ln8xv+wwfj8pzY4/1y5GQFaCh7914Js+C4lbwPOMI0AW1Si/rfljv8mMnT+lh64+JU95P/ubSUBRFtM/ZOwDwP/5Jj9axtw/GgtEP7sEuL/D8z++ejKWvj2cpkBgq4M/5AR9QDeDyr8rcEY/eGK4PvMvI8AlwPE/CU1UPwMdUD87WUk/6oVZP3GGkEBBoR5A2TFcv3nZLEAarYy/eS8evz3oZcATnEdAKxvlvqRRIEB1AEw/RJGrPm/JPz82YNY/hglnwJpRzT+rmJNAD5l3wAUiAcDhjRtAhC07PzEvJECh9Lg/Q2X7PtHTXr/zr6G/prjsPlpeK8CTyCq+0TSPv2TkDDwYRyrAg/ffvzIxPL+XmEC/Wnzjv8FO4L9kp3A/sr/KPwh+CUCeMDw+pDIlQCopbcBz0jNA/co5QJuOEMCSNnvAsznVPw8Uf77biOg/3As8PwO+uL5guJxAYDwDQBziZEBN+gbAk9e0v30UOz7Pfoa/aSZOP2iWR79RPlO/uGYfQFcoVz8hrLI//wilv0uNNkAfJLQ+8w2tPieX9z7Dmq2/iLN4wI31nz+0Jak/+9pUQFpQLcA20r1Ax9RRv3Kpnb8owZrAlZXev8b+EsDRKifArmlKv6chsD/WFL+/gzOSQLuTvD/Ubsa/Xj35v3DSlT8CPpTAEICVv329a0A6XgTAt47QP45uizweGA7Aw1kowI+9kkDgn+m/UrwLQPm2MMCwAzlA9I+6v/hXOj1Lrh0/500rP8O/g0B2D8m+z+Q0wPyQkb8gVwNAcHGpvwWr6r8P6Wa+zVe3QHMUEEDxsnxArBO7vA+8jz6pDGU/2eQNv7cngz8bk9A/gWpuQGg5mb4gZcq/gDJeQKNprj/02gxAWIrXP+VhJ0CPYIdARt/8P/cQG0C72Wo/76guwBAtjb8rEpe/Bg8jQPM5HUA7umjAY8oqwNWmWUBS7GW/J5bIv5OPH0C2/Z2+xWlnvxECNr/phQXADmP2PrPHxj85k4bAUbE0wOivkT5Xnfm/gU8KwBaIekArL4zAKG+AwKjuCkHE2cpAsyOxwENWuL9VFHdA7tcpwNg4kMDCmL9AH6g2wB9ZCEEJTdlAhJTOwL2LisBFLoLAvuGFwJ4yusDI9gPBM0d9wKNHQsD1Th1BbXkVwdwcH8HTRznB9MFtwANtcEHE5DvBNVkQQAKkg8CdSRrBGGMSwYVhmECosVVBBQHywOpbBkEN9ui/nZ8MwVJ0ucAdEco/WbWmQD9Mh8C2KFRAc+SJwBPqpj+M4wtBjscxQL4TTkDzJKdBTXjRQHirnUCL76PB7XAUwagcSMDR7RjAZSQBwSBMq0Af7hbA3slzwCwG6z8KVhFBrYBdQESVU77YbhJBSnsUQRE5w8Bljg3BTmbCPmYIAT8gL+LAx++FvzOeYcBbSSvAYwU2wOmvjcDAA7E/cBz7QNBjprzY1+nAhUkEQUxn6r4k34hA2oY+wP7NdMCgwSFBxitpQJKrlz7tWD5BrxjVv2wWlsAUQG1AtqpkP3tWKj8uR0dBUuDKQESdSEDaycPAcGmBwCeEJ8GdIRXBfKijQE6Y2D9uixXB/hDmQHQUBsC3cgdAWOV1P4ZhvsDxYbA/BZfaQNW8FkGUYYpAbeDUvgERBMHNfkhAJQEkwXnigcBmtCjAW0EpwT5rGsAPA0xBegSoP7xGw8B8yfpAleDuQBAULUFgFqBAIwGYP8uz6kBu3PQ/eS7lv9w6lkD9FKVAH6slQWylQcB2/SvAJK2LwC72jUAxCKq/looYQQUWLkCDPz1AaGOYwdMTu8BS8BRBlj/WQJM+6sDiG0VATwgfP7g77sBouqzBbfB4wDZhEcFlDJtAvS99QYO2mr6kheLAUBddwBUYVEAWa7DA/8WPP9AqYcE4OifAIXaJQWGj40Bpg4PA/6T9vy8sGkAeLVLBoo1dwJgxoED50t4/Nj+nQGdISUCNtb9AUaVUQEbFWUHhi9vA06g4wZ+Gx8GGSLHA7CYuwARsW8DbBOM/ymp3wCri1UBfyjHBhVj8QFseH0H1LMvArTpnwU6WZD6bgKpAt6W8QDi4kcBMPyPBPuRpQdet3z4IkiPABXG+wD/+HsEYegpAjhgUQZ5/y8Au0HRAcpgJQPDWaMDWaRBAsGJcP2/ClMB7KNvAGyRBPg3YQEEpyBlA7mTLPyI5ir/g1o7AKvjcQCpnrb5wuJ9AvRhVQKipREEIprlAPz48QFGLHECOfSfBHRHRvzJY779F1ry/KiTuQKe+RkFDAjFAqSW0QGGyW76TXkrAFiRPwNYtZcAvLpDAt1elwEZH8j/fEKfAjuYVQL/fGcBqAzXALlOOQISTKMBRPwpAXYoVwDPGAsARCJM+qVV+QHiB+b6lYppAgPItQZTlfMCoO7y/RbWnQKS/kL+4uGg+eMHTv0ojYEDJpChAs1amv94eycD5a2ZAzJMjQYH/2T9CjWy/tHqHwAAXmcDuDunAkx3jv0kj8UBwmNe/E9NVwKqUhkAy37lAFLqTQFyMkMBYtl3A8PpXP955gECZfxnAoNuLPzovRkAtiSvBiMAEQfD//b/tPW/AamMjwdiifD/FfIhA0CqCQaLGBkETBJa9filBwOvVWcBBXDG/cV5QP7Q0QMG+4IlAPXA7v0/JXcD9y9BAktALwG4rkT4FjMLAdlb0v/iTH8C58UhA8w4+QIXYmUCTr04+5bw/QNbjIsB9aYXBD9mOvo58dMBP0J++xY6VQN6hHcHHz4k/0Ka0QHxkDEEXArc/BjnbPx1tKD/6Le3A5VipwBeoXL8gRvu/DJidQO1DJr+4SdjAi/uuP8W2WkDHim5AnGuwwBCLsb/x6eLAfzUQvhzXk0BdFl5AEJ6HvztIzMAhY4a/8sPcP2hjCcE9PgTB84tJwECzXkDG6KvApaTWwPJIi7+MbPa/JnTrv9C6Mj9+ttE/oQ9TwGbcHcEtD8RAYYC2QCS9TcBWiyPBicugPX77mcAvcvK/V1+xQHgiDUGZdcLA/LAtQMCp2cBvUgBBkhspwWLfnkDEXQTBwVHIP7BKkj9UBUVAIxlUPiBmAkH7FeFAY6EDwByBaD+0DFq+RFBhPwBPPMC3PeC/h9CAwNCXxUBtWA/B/8GuwMqPl0CkXTrAkwdTv2Z1kUA0GorAaLcIQfkmSj8aOYtAC7shv+8vukCUQBJA3tNswBtTMj9gndQ/zV9VQSenDj/9ylO/vUD8QD6TsT6HZ6U+IKwMQPWtB0BecPbAw2BvwPVBKcB9FJvAJTG4v9p2vb+R075AKWDRQD5Iqj4J4ypAr7/SP6C0Vr8EHww/xp2ePxXTQUAi8pg+gV21QOpcK79G92w/KY+mwOhI9T+8Fc9AowSgwKjeAkCi2Kk+J04rQOA0+0Auemy/U+QDP0PHF8CAU+pAx16/QA6KfD/Zl4hAG1spwLM4lECs2lc+ZyNfwFpf18BVv9TAh4T+P2QxasCPCwtAe/6SQBi+psAqhtA/o/p+wPD3Vz9j+CBA7TlTwQhW477DUwfBFvAwwcspusCPJ43AHDZnQIrJZkHbuWfA0mo7P5V5wD9Hp8a/NTWZP0uTW0A7jLQ/iIAJQKCfvsBp29lA7Po2PxDzNMC3wXVAv1I8wMknuMB+k3W/MtKfvoBo3kAIxcs+CUeZwBvzZ0CCBBXACHJgv3+L5EDxtkZAz3oyQf5E2sC7PKk/twPEva3ie8CJzUe+fbdyQAhXYL9IhB87tCyGwC/CyD5wJlTAkgcAQCLvLMCKzmBALthlQeNpzD8kuUg/11cTQKumI0Gw8Ns/PJEzwCJLPT8ZGh1BMdsGPmQRlb1uVLjAvtcpvlJ9DL+zSBVBd8ASwaFgU8H4m8DAis7ewJcf2MDLrFM/Ajj5QBAhG8DN9yc/SYIVQQ0ev0Cl4eU/nW6FQEV2McFXDGRBvnG5wNJAA8E/CIs/yvNyQONM2cDnbdlAzMDRwLkp1EDDYpxABj7OQOoFgz8VXRfAhoBzwP0bmcBrzyHAypBYQFkayUB7ChXB2Ttvvwkgu0BYJQFARnF/wGZk4sBDCjzBEaf7wAPiLMDRWopAcdYHv47WhEAFSJVA0WiuQCO3wb/sm2dA+6EHQCNtzEDRzRFBLZ+wwDjXXME4w4BA91C8QHkBHEDBPPi+CSauwNUDvL84uL5Awdqlv54vHkCaCIhAtfUIwDiYCcFEzk9ASVLrwHHxEL82VR/AtmPpv9hUP8CP3KfA3tiSQLLtJMDcvf6+UF5YQSdxZcC9ohNBwMhuQHeGIEGaOLI/CfEVwGOerMDqyFm/OWwYwH/GFMErhinAUU0TwQGnK0AlxPzAN+bxQJWM4cANypXARYytQPZ3B8DQ6QzBSjo/P//vo0AYqOA/IIfGwIi5AsAaVZDAAHDFv3aeZb93tp2/qFMfwJ2QtkDUz0jB9IL1P3PCeMFc78TAbG2WwCu7yUB6yepAC16tQMMOeEBEeu4/rK8fwCuAZMELrq5A+Xy/QICRVsGrXsFAcUy1v8xIosDklku/HUcRwLDM3j+GynDAZbwAwL8Ea8AailU/qvMnwFVJD0Cnz8RBBueIP9uit8AcyBLAmv6GQOJP2kDsXw9B9UUawF5aTEBVuobATnkpQZ8NH8CMgRXB7rXtQBgjfsAJWtQ/AePgQOVrQz+puvVAST4jwJD2AT3o5A3A4XTkvrJSaMBjsKtAeGQEQaDLIMF7jwdB1bwVP63t+j0RhRtBNZEJwbELRcBRQ2lAF+9RPYbhxcC1BR3BFDDzu2T8Q768q8q//E5xQDsgM0BoxIbAQAHsP2zeYr8v/Y1AeBcJwXv/lkEyR2+/oGxgQI1LScDe/5XAiD1fQR+IEEBSZcu/7hW0QDt3wEBlchXBNIpjwaZBoD+NvtBAxKxjQP5li8GY1iLAMSfOP7TKt0DnwSjBFTxdP5ovLcEYNL9AhVD1QIcBzT/pE+jAsJjfwCmP0UB1Hj6/xFqRwL1RpL+eXoxAM2aevvcEpMDKpmE/YWLQP34clL847kJByCsvwWorA76p8oc/HOA3QeR0DcFviTxAfnvUQNVD776T4D/Bbb2AwL18kMHxIbU+ZWVywc2F58D9e1LAuRCFwFb+Kb+n00s/dR/AwBlRzT/xiPLAaOukwKI6AsGcJ3RAg+cpwPN7L8EEnkxAjV/SQAdM9r/kn2VBnQFPPuCp+T4t6jVBKn/zwGHY8j/dLPxAoZMmwbfbH8HIwMe/MhoTQe+Za8DmilzAgSKXwGQAJ0E2tA7AzhgfwfS4gr+ATdQ+VOYVQLKcdMAG/EBAvG8JQNBjqkCUWC7AJtb1QFbAQkES6m7A/AHEQJIh3EDXFwPA3+qsQO2pU8DJ7ANBiC1gQPI/DsF8ymdAKBjQwHfNf0HER5BA+HbDv4isBMAJOpu/G2aZwNbRcsEYi47B3Ei+wGazg8BnMblBr2dDwc2q5r9dpy2/TtV7wHi9JMDjw+s/WupRQObpCsDarL4/N6yLQBMFFb86I60/OqP7PyfoNj83nrQ+3p11QIb2xEDghyVBUg1yP0vubb51yUrA8QiTwA/0fMAcwsHAI+yvP34jwsDUaRnAttJ7v9LoB0H2nahAtU8kwK4YkEAfohTABo5/QHEYz0B1qRq/IjNeQPz+v0DKQ2nANfakwEeG1j9Ql1fAiHSWwDVov0BKfFJA4bv1P0ERhL+rwdK+1pcHPucJkD8RLS4/FNOAwHG/2UCawq1AELetQD6IyEAwAF7AxnOlQJU8ucBGGjLASvjxP2W9dMBMeso/K+bqP+42hEFJKpjANnisQETPvECoGDfAtecWwEQ8v0DqiLs+QOgFwW80vz8sjknADq2MQKm4AEBYwz7ABpFtv6d/B8Fr+JW/gue5QLZJEkF0Ftk8g6LTwCPUGEEo3AHAZHIXwcxxg8HbhM29NhRfQPmWRcGXNihAKamYP3JD0T8qsQXATUXIvj/tzz81pw1AEy6cP4d+E8F6KYrApovnQKVktz8G3wtAo3+uPjB5gL5UF3VA1WpCPWzIY8DRh0zBc2kAwFCxFcGGO6g+MoN5P2mZ60CAIXtAEiftQG+pjD9kOao/r3iJQCRGgECuvQbB2MTLQO8ks8BYCaJAQlZCv9J8H7+704/ADkfIvyek5D/8RwBBMq7nvyoRm8C/74G+gXftwAXvUkAz6Ou+BwMov0cqVsCkswDAC2mpwMQBIUHW2j4/5ffFwP64CEHUVS7ALn0KwI66nkDWSHu+BgLbv9PGtj4pWmnBeSCov5toNkAyxyfBX5E2wf9xokBCtghB1YGYQNFgjEA/DonALZqYwGjjA77rJ5PASgbTQE/t4cAUsh3ATXJpwFoTTcCoA0I/2T05wcouvr8k2etAK5XZPwoX9j+PaPs/1tkDQDE3rkB5ZpNAPJKJP+oqIT6iJoI+CEwPQH4YCUEvs+rAVV86P3C+K0EPhmu/5C5lwRHLWUDMQ3RAeqHNQLdHkz53uE1A/mNVwHccmUC2k59A1xv0QLDbir+ZkLW+9MdbwCIRlT/bjg++KqO0wJlqJcCNlzq9ht+Rv7GUFz41Efi/HM4GwEPqA8B1kJI/K5VSPkRTfD7yq+Y/TyidQAy2q79ojzI//ymhQLISBr8Vva3A3eIcP5A0g7516fa+16UYvAqJ1r9i/BhAspySvscVUL8wFBW/cFp4QAbObz8/6bG/zPBjPUCuIj5SkQNAEiGJwGqLl7wxs8W/VVsCQKT0IsCiX/+/hBYVQP00eL9o1oO+FzmoP1DgxT4tSsE/EDoCOp8CssDt0Jw/3DRoQE5zmL8PPrzA2KmwP5LLjL+dGI7AAc8Gv5q6WMCyKZy+DttjvxZ7xr8GW3S9"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000039", "text": " Find two orthogonal vectors in that plane. So those two vectors give a plane. They give a plane, which is of course the column space of the matrix, and I'm looking for an orthogonal" }
EN_B00022_S05200_W000039
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000044", "text": " And that gives us the new orthogonal vector b." }
EN_B00022_S05200_W000044
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000047", "text": " So where's that going to come from? Well, if we knew the eigenvalues of A inverse, we could multiply them together to find the determinant. And we do know the eigenvalues of A inverse. What are they? They're just 1 over lambda 1 times" }
EN_B00022_S05200_W000047
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000049", "text": " And we do know the eigenvalues of a plus i. So we just add them up. So what's the first eigenvalue of a plus i?" }
EN_B00022_S05200_W000049
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000052", "text": " Means that there is such a recurrence formula. And so the first question is, find it. Well, what's the recurrence formula? Okay, how does it go? So I'll use cofactors along the first row. So I take that number times its cofactor." }
EN_B00022_S05200_W000052
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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YP0BRwVTA6skIwIFtCEHGamg/vZJCvQpXAr/UylhAqGmDQGKmX0Ciu7zA1P+OwHkGYz+O3ozAVrQowT6QFkA1+2jAQ/IJwLulYsBOEoQ+LJ7CP4gv08BCGw4/+UMRQVV8DMDY7mI/DisEweOPPUB4jL5A8DbGwOZZaMA1npDAiArdwJgm3j+2/4Y/ST9vwCwmlUDTNyPBHTLWQDQTIcFBrfi/XIegQKy5R8DLx0rAPHiPQQyA/D+EIRHBAsgnwSruiECSVUVBpNldQeUwb8D62r086xaAQMV2qcDqWDNAjAV2QPZ1t0D7X7Q/s3zMwEFkFUEVeC7BvdqYv+0uvEAK+cG/Sh+UQEukVEB4iotA9xLowEC3q0D0nCjBFa46wPWGNEA5NYVArw6CwA5+JcEq3aPA7xgHwHg6K0Hrl+HAzMSmv/LiCUASIfXAIoO6v1L5hMA5XiXA4UeVvuZeBEGHjGbACWoRQOfzLkE9JkjAcb9AwYGVUsCJxk9B7hl7wMGN1j9r1gdBq72jwcqe0z+yMle+gUEtwGOEAMH1Aey/RbUEQRGp6cB4LAvBBZAhwZzslUBANXJBahyjwe6u3T/dEE3AErWiQBcnn8DgRCPBUZolv0v/r8Du73/Ap3YcP1pziL89Vy9Bz0QzQNnwWMDE+XJBhDMlvKCPYD/e5izBQN1Hv5TtK0GUDPHAXofWwGT1mMAPa22/bf3vQCvtYcDWZs/Amyx2QSkfk78NRXDBo/4+v99Cmj/ghqzA1voowZRC/0CQ0YDAtcAIwU9E0sBkjIG/iMmQPhX1usAURZ/Ai+RwQIBUpUDVlQrAfHfAQGpGNMDYT+rAhOMdvEMCucDL5pBAGtfuQBr3iUCzOPG/wrUUv3/1t8BgWg5BKMdqQH6sT0AZeQBA6KdOv4dsAcHia0RBHn6OQF6oAUD73JY/DNqPwGsD1EDhDbhAdWSNPv2RZ0Bfif5AAJwousdIpUBdHRFA3RmOwJMi20CzxdU/lBU4QSRmu0DkxO5A/MM2QeP7KkFDm4ZA9fZ6P7YQej2phrvAMVCwPW+zIcBmbe6/K7x2QBEI4sDsj55A6qDSwKydPL//Ccy/2HTMPyiIe0A8pTQ9+LoiPwXLg0AjJ0bANewWP/jxAj9QtSg/Uai8vw7plMDERwK/VMcEvuacQL9wMM+/9b1DwNaolECUkPi94ew7P1oqHMDGaSLAnzxLPifzyz8cVpS/5AwIQNMIlcCNuyFAAiZVwPSi079iwOxAGECIPqc4mEAPJaFBrvB1wAcoDD9mln68kzMOP1O9RsBZ5ynAJ12DP9Lg6L+0snU/HJ+NPviP6T0OeOo/lzhsQLHg9z45OQo/UzVDwPobkcDut1XAPvwGPglXnT/Wt6C/mpmuvzQXqb8yzFBAR1xFP6AqhkDu7Wg/1qAEP7wetEBoZIy/W0zowJ2l7T8MK2NAB4IUQEscaj5sFixAczi3Pzeb4T/SFgc/ZP2wvx4CNkA71AvAzwJzQJMaBMBtefpA8JuMP4hREr+LAxU/x1NuwDG1c0ADRx/AwdCOv8V2nT4qkGTA5x4KwOorkcAJ5gy9KwkOv0ukmEDA/KPAvAw1QNjOYj/kGUDA/JdGQY1Bb0Akx2K+XzUcwR1scj8hx8S/mR43wKHcqsACPk3AYDlPwI/Dlj/NwVi+eg89vxM/GcBoSzRANl1JvxC1CkDvgy/AMLs9QKEKG0C/oVzAeDz7PjHfw0B1qIs/ivsVP/RCCL65jJtA6rVqPsSghMBl2KVApUhkQBtuYcBJXc8/wAN0vxWTvb8XUWm/iYcywFw0nb/Tox+/N6KMv3hfjD8wpIu/VGUYwHjtb8Cxxq5AqoeXwDhZBMG0D9RA2Z0kQcvUqL8psYnAEHcDQL3o4kCFADK/xFgOwI7aVkBWzEzBaBeQv4wZGcFzqvRA6ViawKiFpMCSVuxAHn6vQDlIT7+lqYA/OeruQNZM50AN4j7AL+VrwdzbzMCgb1FBw144P2bRlcCrObbA+CM0QNpq2T/YdO3AaxfYQLGGKUBQXwLBttQkwS4xor/p20DAhy4Xv5aU3cDWMiJAz5oOQfGh/UCVljhBFkWxP2UYjD0shdm+DRDrwMwqakC4yK0/uNelQPS+s0BW7f3AohcCQO5tp796IAbA6vI4P9ki00CNUvtAUCcvQSmRpD5WDpnAH4HyQM/Ujz7qkzu/DOWMwILa8cBCzFvAith8QCtAEEH3zHXAp4AVwaM/VEGyoC/B6yC/wDGB7EDYl5TAh+t9QCNJA7/xI7m+QD+bv4+NFb+kf1/B32apv72hIMH6nQBBUS0KQVswmj/KFLnAnaMhP4mWhsGbeQzB64mfQEnMm8CUPtxAuUEUv7ANJ8ELKEO/n5CJwC4V+b8ODYnAU12bwJJ5eMA6bCBA0ecJQQhv0cA2JVFADGgFwcI0IEHB4z3ADHKMwORmYsHyTgXBJySovxniNL+7qV5BHqCpvv3/9D89zN7A1TYhQcVepsC50+pAtHh+wR5/zb4N8A5BMlOawC4ctr9DLSZA8Oc0QDT+B0Ar8JnA6EO/P01+vr9Utk5BxtzvPypxqb8bAy9BC0HCPhkrhsEr6dbAR5VVQN2Ws0CZ4VzApc1lP4Wd1MBTkINA1TzCwBlEx8Bl9/9A5LksQcyBTUDU2BrBIjdrwHNvAEFjqpTAe2IewZS+SsEHYlXBwFAVwSQXp0AUsahAGR/awPSEIMFZG/bA7pnHQMWgSMAiGcbAWZ6FwMA+LEHieua9SIdrQImUtj6au1c/RZbMwKcKNsEyN1/B4He8QP5vecC4tJ4+8OBBQPr5rkB+J92/HlvuwH/fMMGOspk9d/1QwEg50T/BAiJBRvdrQMZq6MCUG+nAeTIvQRzebkB5TarA1oatwI/M2D+IuSlB/03MQAr4wz+ITpLAILzLQL5kP0DqBY/B3omDQPHAQUAKnChADIowwXscbj8UD3a+dQ3Vv8J2mMA9Eqk+3yvHQNcm2kC1ji4/jKP2QB4FHUCj/+dAYOiTvgqoNsGLqTi+gnbiwD9ExkAryaQ/JD2fwJa35r6mDKo+bQNHQIiHxz/5pD/BGD9+QC72yUDnZUBBffT1vyfJEUH8Zfs/bCJKQP+sIcA1SdfAF1eOwS3ezkDekDHBrAoBwbW5dz9Ltk/BmYonQKjviEBSdITAeb4DwIzNx8ABrF5ACiNgQFn5KcEaDbhABjxUvR+uZsGeNdJAePUNQCbXbUBeIw/BBgmOwPGCRUCEAb1AhSK5vx7IMD8NKAzA/9MowIvG1kCsPwtBHVgJQSyQQcHInkRAzBgeQSaPAkFPG1DAbB2EwNK5RED6tb9AYpaJwG9dREAwvYi9unQzQSNArkDloyRByRzTQKp+cMBgYF2/h5/KwKbXmEBVpfhAYhIXQV0b3b7cj+jAPiehwAFqJsDRIZDAk/a/wG59NsDFbl9ARYI1v+oDycCV5dG+Oz7svxyLMsEXTDnBzIC1P48pZD+qFHtAt/mOwGwMy8Dt1INA0IRQQaFD6kC6CSRB7wDdPDFIykDcWLvAUPS6wC0NvEA/uwdA1urnP8sZ9T7B4/O/SgZXv53YM0EQQj5AkzHNv14a+cAjoshAiuw8wEIe0cAdJiLBS1zmQLboOjxIM4jByQ6uvgik4T+4O8FAcjdfv42qCsF4e7U9tR0iQS5J6EA099i/qXgCQNq4tkCkPRHA+9pFwPSTI0FTARTBSa76wG0kIEFbSKRAm2AzQOBWTD9mGyvAZUvKQFk+qkDCfx5AVh9GQXvcf8Dwo9c/XBp2QPu20kBd0h9AwZH1P2cwMr+4ucq/9pUuPznEfsCCTwFBsHy0QAbyJkF+YrJA9rYCPtujAD8NSoxANOS3wDcDiD8YXuNAGubGQNorXT8f/CdAhEKKP2w/DsAV8GFAzkvFPw8OUEBjFAk/XDCrQDEuVEB2z8s/FVB4QAym2kACTVjBmCyswARSNED8A4ZAUFLmwNaoc793kmJBvl8MQbF1C8GtJIW/dHpiQMZZtUCJVRDBEz22wAh4xkBpRI1Aov2JwB9oTT/GsrK8Nx74vxWFWcGMud9AVkSxv4h+EsFBjtRAdQEBwdsuFMFhc+LAWGG/PxvI5b8Mgg1BLeZiQFtpIEHR22pA1CMHPz3Ew0CHYCLBJdAwwbEVksA36KZAJUdhQUeo80Am5OzAnjNqwEGZ8MDUBApBB1IbQKtW8ECGmwdB3Q2cP4f+3j94yDdACwOJwCZnrL/6ohDAurJIP+duQcAusu7A3pXjwJxKFsBNBTtAXBuZQJQGGcC2sOpA3wBzv5ok+z6UQEZAGh0wQDCZzb678vLAPmqbQFwAFMDDhVdBhSI4wC9xtMAeRnxA54prwMHivkDXxs1AketrQNZycr+ZiuDAw2KdP2GGpz+6rHXAg5YtPmXqB0Ec8a6+L59bQfZeiL8g5cZAq31Yv0SvoEAqEARBZ9U8wC4GeEDeS99AjbUcQMl+xL7Fw4tAFtiLwIVmbz+j3A3AwHYEwX09wD/wc1w+tqmdQNhSGT+UF+5AuZFnwF8mkz/1mf4+txnNvxigW0A6e62+YkD0vxuFlsCAhJxAsdULwYEkib8FFPu/LugJwdhp2cB5M3jAnOZBQIsWQEAyEbk/L7cFwP0FecDUkStBS1dMwGjIlr8Ow+C/+WTdP6+lA0EXZFVAwS78P+lh774evy1BXze1QF2LGUBPh1LBTqoGwWx6EcAstbbAqjINwB7F+sCLHsW9SiATwO8nuUB46JhAC79wQEqvNsDNkqPAb9rkv5l2q7/aEPQ/TWTRwEQUcEBk9LfA0N6BPwrG9z/YbQi/xWeowFL0L0H45TVApY60P6BElD56QjtA/WSPv59Y6z5DxAXAk3A8Qc6EkUDwk/5A34bKQFnzIUCmflPAwmE4v9fTpECe8oDAJBmpQP5cZD5OZwvA+I1oQAGjfcB4qz/A3IraP41UGr9PhvlAnUC7wAFbjcDp77jAfmAewIIW5T/Xt69A8J0RPo3pMMAGuT1AEw9bwOUVQkGe6IvAlEcsQOlkJsHfQwW/s1aWv0HDq76UZlrAOsdIv+HBBECm1JQ/f6SXwHVAvMAtfZLA6gqhPvB2IkD5T2vAnJgLQLrjEL9hR58/XK5nvZrGRUAZ0K5Akrkpv279JECj/my/5oNWQH3CAcBxWvhARY05P/8EbkDuqfXA7f8MPwP/PkDA5rnAaSYTwD81Wz+S+UDA1wNAv3jaGsAHFge/yClEQR2hesAqCgTB8AJXQMEj5D+rrntASEsDP4dtwMAmx8HAJXifwIKPBEA0ZHnAVYzbQLYPYj/fQG/AJ5QowWh7O0FfLoA/D9ldwNFK78Bd/9DA9MjPP1Vvk7/vioXAlFbKQMKMJ8ASN+0//j9sQL95yz/NRxDBXlyaQBSIsz4UDoLAxdGOQAGnpz+pK91AuLO1wDxl2UD3/GTAmxEVQWyhK8E+dyLAYv6FQSxrKcEHvhXAYwRgwEghIME6nBG/wGx5wDhcvj/5Ih1ATJFUP4xZNsDpZwZA6lvjPuI5ycBB1S7B4GoswAXDL0AuvCnBQFwKwJQ+LkD5iwDAR0cRvxVD1MAwDMi/PWaPv838hUAaEwDBODvyP6QLF0FMQxE+2hTTvZywUz+S7lxBSLGNvusUnj6C3Oc9dtBQwN6V575thhRBW4RwwErNGUErHqrA/vRqwIqd2kBcWk2/xJaCQFNmpsB2KizAkL7cP3+iw8BMpxvAmj4AQLnsw0CA0CvAj8Fxv0YQ/r/m1iVA4CeRwNbdecGYSBBBhYjwwLesVUCzeYw+8R6kv3Y1A0GRwaRARzTkwKheI8EPT/o/DIggwDWREsDQrJTA56CVQB3EsUB1TYjAM54cwMvXd75iN40+gIamv0vQhr8jPjfAa/ehwMUezr8sqbDAxOiQwDNpTsE+Wd8/UTKtv8h1Ar4Sz1xARi0tQOSjh7/VJhjAxJI9QFLOlUCaQfxAiZiNv2UwrcBXmKtAWKnpP8cmQsAQ20Y/12UxPiGBPsCDu3E/+zFfwBkyG0DQ80LAeMWWPgkYS0GC+bNAgVm/volMqUAfZDjAcX5SQBSFIcBF9zDA5RzFv+6ucMApi/8//EMJvuLyf0CFzIu/1S/NwFFpHcDZcI+/adYowIrqBsCftcQ/zpxFQDx0gMCWFMo/gndSwLP1tj3TY4jA9dMEQAaBs8BDnsk+FJOvQAu7rT+YuPw/LC3MP1oCg78co4PAp0Xnv7zusb9L6Mo/sMlMQHZNwL917fO/e+FWwJdPyz7g2u0/FCGnP796nkDhoxhAIwPUvzd15b89jgVAoZa4vr1oLr97jktAAR3ivQlrFkDJDE7AynO0v92PQkAVM6k+GlwDQIxAVr/f1p8/st55PWDYOr+97TpAOhZJP0lR5L+klyVAIIBXPNFtW8DsRRjAFrJEPkBpEEBGPcm+wzuNPvRR8D598wnAG2tjP2enBD4CSNU/hqgnPsThoz7b39U+UMu+P4hwDT96ura/p1zzP8x7l8Dvo2HAuV5qv57vsL4ADGs/QPI8QBmJg0CevIXAlGpDwO3a+j9bhA9ADYfKP8VKfz/1w6w/w6DLvaF4Kr93GQy+5vcbP3XIdb9LaHY/iI76P3SxjT8sPilAgjKev4FrGD8N+9s+bpspQAJsFcAMhhA+yJAwv5GU87+BFpe9TR7HPy1mgr8lE3Q/oZUFQCVkdUDKaF4/Kr0XPypdbEAxpTBAtzgSvwrlwD+ryVa+V2S6PpCDez+Vsc6+AlaDP9D61j3/rb4+z2BHP1bfvD+0BZbAN/Jgv7HuGUBOrPe+6K0vO2v5sj9oKZ4+1DhTP10/QkC0gss/W5XFv5wnRUB+sgNAdZ4hwAEBUb5nfvg/qjqCwLMoej4CoEJAsozwvhyvu7/LDHO/4gOxPnT7kD79fty/AKeMPLq0YrwcPFW95VYJQIUsV8AgnJy/aecqP86juj+7zew/mykxwFZtHD9L4xpA8J0FwAj3UT+LJie/kpgywLLHYcCaH2O/XqfQvgO1Mj8NaFjAsM7SPwhyJ0DFaGK+p2TGv3kXNL8oknM//HRpP+NFhkCIm50/ooAbQMiI4T/URIrA2gLKPyXjCMCazzDAjIcXQFiMDT3IWhlAIqiKwAlppj+eKO4/V+PCPzOdij9yThzAUVkJPtdPJb98wV49FZeov4objb/JYfY++y/cP9BxDcD5HKy/sHGzPjXDrr6jS3S/e+7HPyp7Y0Ba44a/8kLQPxOJO8CgLAg/LFQfP8IUgr+jKLa+LHaZv+lqh8Byygu8OBLuv+KRML9dGyC+zRssQLxPxr5USTPATT5jvWjgsb8gkPq+pTEBQOh/uz+2zgi/H6bKv+y2NT4llCLAWQByv9LBQUCDyUW/O82sP9E/jL84lA1AQNtSQIZuhb/71Yq/KRYfQLa/9L/LR5A/nVkfQH2tKsDZ26G/9CZRwDQx+L6cUXVAVWKLPwnuQ781OjzAhmrWv7aNYUCPlXS/0qipvQyMfT8fxpO9P9RcPgeCDz/oRqA+448/wPrUGT9mqUq//eyQwIn8T0CarO+/gzoMP3bYBED8k0c9mOtzP68ByT9IpgfAPYMFwIeKSz9odj2/s6TwP6hGqr+a4QRAHrjFvjvI+b900RjALg2mvaa+kb/TDig/Uvflv7Bwsr5huWa/qekeQPiABkAm6jXAPJREwP5x7j8495M8K9YGwL1wVMACLU9AfyfTv/fKIb9JQJLAJvFxwFSjvECjsw1AShBCv6JybUD84PC/vG+cPthhID8KOwvAEr0Rv8aUnD+ECIK/cAUpQKZKBcDm8DbAugmyv+rC2L8iyJtAf5FCwFhco7+4iw9AruJjv8bGT0CCiBW/Y0Wwv97MTED04va/jDscQENzIkCvhcI/bytUP4SSnb8evxlAJk8CwGYMIcCF5ZM+Oi7svzvwjT+OGjNAkbzbP5GREUDtPJNAk+Nov2ItCT7Bd2fAd/maP6/7Db81jNS/CflUP01BAkBelQRAVMKSvruQ1j+WjyJAZd6UPqObwT84cWbAT5g9wF1m2T/uaI3AKe6EQHtNNb9NUkC/ZUmPv1qAub8FvjxAhWE1QJb8fz/L+6O+mm0mwI+/CUBHh12/mrhAwISdaj/U4Ms+/V7ovz3P9L89RMo/OZmKvwxV1r8LyQDAszO1P4N8VD/TbBhAUp2kPx2qhb4/d/I+hSY3QCGYPsCXcJ0/uF2HPHpu3r4f+6O/QNfXPzjALD9Myv8/nzGFv9RRN8ACyUzAIIwZv9c90L6qLc6/CLhzv5MJDsBCswO/GVDsPdafS0B7EIA/7QgLP/DNVz8VEKI/BAwRQGKxCcCrOJ2/yFnevtGzS0BCPps9mGnsPU8bi78PD5fApIwswEZawb911glAYjzJvgKgm0DpYcU+1yUuwFULir8/qCfA9rx1QL5cBUBffy1ADCIMQFAYAsBwHWo/YVRdwOUDlsBEjBLAB0UswI5tR0BnbZXA7Yl/vwmyib8YYYW+EtEQwBWXU0A8Gsa/USe2PZ544j/eots+h38SQOD5GcCb+va/gxAPQEd1Lz4746jAkdkivyUD1z8sVaW/91v4PROZmD6D3fG/rKynv1K+8r/ctRPAu2SRP6u1xL/f0dS/pxozQMCwpr/d5EvAYr61v2IXsz+Hu0S/reVHPrbCh8BmhQTAAPyPv1QSG8Bu8ws/JodAwA/PBUCfdu8//4cHvyRh1D8jYse/kpgXQIUUVD+wSfQ/r30VQMD6F0BQxqbACX0NwCSUpD9STT0/qIntQFLTU7+o33Y/YOtfvnXGhL8QHH0/aSVEQE2q7L+dgBy/qQt8v3QGnkDL2SJA83glwPTWtr+++xlASq4LwKcxjb/3F1m/TLZ9QJHgYD9C1cK+KheHQIDg2z4PYfo/MY/kvmDOHj6hpDtAm1Lwv6KRZD+A2jlAQtvqPji2YMBg1fY/5UI4vlHZVT8FfM49f/16v92e6D9NsBfAFoQvwFqe9L84BQVB63IpP8Z5K0Duqba+VZNdQDAGxr8uD05Amkg7QJRB60DEX1+/01fXQJXKKEG+jRC/l/ZwQHBzAb8JZU1Bu7GfPb9jOUDFyVBBTNstQdO0KUFHsXRB2kWvQLNLqEDnTpvA/VzmwCRuvz++vNxAB7Syv0qQlkCa1INAU3+1v5aPnr9Fgqc/JqgKQSfiCkG2FANB9wLxQO/CDcFCuQdAj4BsQIyWCUEo1jZAJUd6wGM148BO6AxBAsYnQKrf6cDLTQ8/qwSSQJkj37/lATJAaE+evlUgyT/gJKe/HyaNv5MiZkC15YTAE5xAwCjd2r9TzMfAUtgDQKTPaECXMeBAUybFP2QUi7+dNgjA7hgPwbuoV8Dkj07BuxmTwEBVPMGVCgNA8N3LP9l0vT9JtiM+76MAQDJXF8CJ55PAgsmlwEJTL0AALrpArh8FwTOIJ8BATKFAh8COvneIH0C334DA6CQHwMWLi79Fo6M/tXaUvlEUeEB+3y7B9WqnP0xv58A4ZfY/sKurwOxsN8E6zBW/GkYUwJvmFUGkl4m/ZJ4xwT86lkC1UaxAXA7+P57sdb/lfR/BpHwHwH8Loj/C6UZAuH2svo4pbEDyEwLB0ARvQdXJK0DTg/m/Fm3/wLKljj+tJ2I/hB8GwVqECUD0yL1A3vILQUuyPsAjJ1VAcVgxwdMlQ0CT3LO+CUaTQAOEV0BRqJfApW6wwETDmb9FYsI/UDjAP0kSm0BaEs9A9ix6v4dJNcDRk1VAM3FTQG7oLkCBiFK+ZjCBvw1KqL/ubQBABn/MQGGw90DDvyTAYr2eQVuH/MCwqI/Ad17HQNZFQEB6tJFADemlQOs9r0AhchrAzNKrQDvz6cCY7cDAuKTPvra/JMGVqIdAuI9BQKiJZ0BTAi5AeNtiQBx1QD8mM8u/bjXyQM1Og0CK4UZApsdUPhsJEr42QZHAGiW/wD6Imz7rqjpBWeLXwFbnD0BBUYNAW2LBwLmoCT8f4K++TpTGv7QrgcATGmZA9XrAP1FaMkDNestAhxUhwBJZAMCusFPAJl73PTeQir9sqaTAsX2Pv3BBjMCUzUnAAFVDQNGEzr/PsELAxIQfvgCco8DHLxDAZTufP79EHUAy6SvBoz2XwCzmur858LS/7CyRwAaXpb5hyfk/wobmQHoJeUALchpAGbMEwUcTbj+r4SpARtSTwFvXiUC9hbFAbWjPwKGo2MDxlPw/vx2HwAlPw78RmK9ANQjJwAEnFUFXn0hBnM30wFCwybxlM3VACSqGQP8pQ8Bfmb6+YbW7QAqVRcBxYgbAOt7IwGF0gcAWdYXA/EUMvy2mosBTNYY+sKG6v7rNpcAMkPo/DQgPQO9tKr/OqpdAbU8TPRgxE0FONTpAtI/JwEBiCkFNBHO+gdiowMq1EEFjRhfANQqUQI+Wp8C+XaJAoIVsQPstpT9TwWnA5A0twe21J8Ea22O+s4yKwDWxFsEDpQNARdZKQdJRwEDDCHPBuSyHwEssCEHFu8o/Pb0CQcAFzkBMDcxAmsu1wBaIMkDVzZfAxrchwDAA9b/9+o9BaZCyQHaoLkFxbhxBl/GAwM8KxcAUNKa/ObimQLnq1r/YDOTAj8WpQD3xkMDL2DdBl8I5QTN7gcCeZZ9A2tMkQK8WpcFAUjDARhwLQO15ScCv/HdAy0gKPrU6mUB/MuFA/CqawTlbwT+pgRdAm4cYQFhxUMD3EavA2ylIQFuLmcDHDLg/3X51v1WEyb+wvs0/0NluwFFvyECbZonAJadEwEmsrEAhq07Ar9mNP+MbHcGeb0DAMQwvP+JjDEGliTvAGOCWvr5xt0BxAqS+JlxvQLkpAEAqssU/qhG8wHWCYD8UwUy/oL7/P/dsCMGHGzlAEYIOwN/wgb9SiKG/3jJcPywf7MA9JjNApGJXv4IkhT4UXzs/IBlxQFLaAUCzBnO//FjVvsG2GEB47gO/yDgtvmA9eL8cqJJAFTudPLFzwkD+hdvALn8YQC+DOMAso6K/bQOfPyd2sr9pGgbAuPGhv5tUgsDCSNe/Vx6lP19O7b/Bl1C+Tz0dwJ7B4kA1N02+WDdNwJAae8CnzY7AO+XLPvFCB8CSvSvA1kerwFsZ7T/ZEpbALVo+wJuNeECIKYhAeBtqwcq0kUAuo/S89giHwNCnzMA9WHi9VptdPwARZUFoiMi/jpbSwEfzGL+gxQFAA4qFvzGDDkAuTrJAKMq2PwOW0b0JxClB5HCPwMbtd8BjKng/9r3BPwbZXT+Oh5jAz8AOv3HGsb9yXek/7695wC/wMb6oyru/cb7TwO0NZ0DR3O9ACxpZQaNnq78QfH6/wciNQKd90L8wZCXAlOXBvqZrEL8ZdIbAdd0lwKvcvD4mlXC/4/8GQLizB0Guv0/AbxCXQB/G7cAkBSJAREuSwDnnQ8DBrBTBjwf4QOObk0Dce5BAI5AQQb4CGkHI0OnAyKyswBOFvD9i8kvA2omIwO09QMEYT0JAMgnlPzgnvsDU4GTAH8FJQUNVbEAWvdK++khuPk8/uL5kjJY/wqjxQH5IpUD/Ms0+6vtNwBO8or9iPgVBMknuwIix58AQopDAzQJvwJ3SnUGru5y/5r11PxLcQkCEKa1AYp6rwOWUAkAr9m7APSWywOcCrb/At0DAI3GWQBFVd8DE2IbAHeOSwDi2CcConIi/Hd3pQE2VFMEHTNY/B2yNv5Qa0cByRy7Bgmixv1otVL+yGLpA+oY9PxKGQkBt7om/IDWPP6NcFUAeRvVADQilPnMeLsCYSTdAm1luwMcxhL4f+9o/kyMCwZcplMCRqtrAHufiv+kNqr+gaztAFK6nP8QeEz8k9ZjAguPaQPWa7T9YpITANWHcQFK2vUCcPgJABb5fQDR8JMDoeUTBljJVPwzs98A1U8vAm9R0QYvfl791NHu/bbiiQAC1MEFbnFy/jXi0QD8T7r/i1CxAYGIXQAnEpb8Yf9c/mVaewMSrmUD1DRTASv7zQNMEP0BrO0ZA2zlUwMkJBb4X0Y/AkemcwPYGvsDPNsBAzntgwLf92ECchOu9TUyRP+KyBEBrW1Q/uNmTQHQCM0BXsmhA7sErwItleUCkQYK/NCCpvx6x/T+Ma5DAZQiGP/+t98C+0IHA06VWQIxznb9/m0BAKdskwKbd7b4PcLDAcoWLwLk8ykABK1pAbJc8vwsja76ZhQxBuQ2twNwwZUGWoaHAQkSbv4myi8AqsxBBjG1ZPxScfL03MxlAaTtUwOgbn7/8FaU9hnQaP+BWnr/2dz4/QPiLQD6KuT5gNPq/leXIProzeL/mw56/W2zsvvAFAUGc2SFBUW4yP4RDJkHYWMDAY18PP8ZmxEDVS0w/QpWmPmKqIEBza+I/lKFPP2Nu27/aN5BAO+Llv+JuD0BBVkDAl1e4wEWivcB+TvE/KfsawNmK3cCx6GtAs/yCwMDcxj8Pt+M+ddrKv6sGZsDu12nAmjZPQAsOjT629W/AxaGpQKwMjMBxlJi//a+av573wMC6aZ4/V6DGQMA4Ur+mM3a+zccFQBvslsAUrEJBQyIGv4lHgr51rfzA2qsQv/ibVz5XNKG+sDebwLz6GcDIH3fAD6CWvwrHAMAe3ZPA/XTVv4AnGEAEkBZArjdowKl2Jb9f2LA/5iUVv70Ruz/SSiy/qPGlQE6TeL9AeIpAFrhuP61ko0AukwrApV2jQN6vNMAYf6a/b8IlwFFcbEBcX3Q/suIBwEzk3cCdTnS/uAYkP+y0SEB7fRdAWexNwBevmEDTbsC/DdwzwIJ4lsBuYExAP/iCQAfPsEB+6tW+jWnZPzG9ecCRtva/4jAHwS1yBMAk30c/zp0owL7AWEDj7+I/5h+0QAbrlECT5gDAMLzkQLyD371P4FTAfWl5Qca+yb/3VYhAIit7wDBbEj85rtFAxOubQFwntLwvPz7AzuAJQXVUPD8VwNnA/yVqwDt5iEA95CbAoqPnP7TQikCKkRPAHuO6v+vzgUC2Vsi/x9GHvxjepD8rjo6/O7ZFQdueVz5AKaS/8dXQwM8gKEBtTUJAjfQ6wF2rr8AyXNC/4wsswEMoCMFTYNc+/kzIvz1fF8GxR05AFSvJQNZA1kBW00JAVeOiQNrxq782bRrAK8g4QVgEBT8Gmb3A6n5Iv0alxD9GwNS/1DOzwDLRt0A74y2/yxNVQKINosDWbobA7VcKQZgf+sAeUFC/J+SuQO9PK79KLdo/tWcBwYsCIEF+xArBz/IBwcj/isDB/RrA3pZQPyS7RsBdyBY+gY4AwdXKhMAxIwdBH/cewO/14kDVu1m+rIFavqKhYUB4euhAWsI0v9GkJEF1yIS/A5TPQBU0lUCmby7ApmMqQKHYhj/GHODA8uChQCsXaD/3CY8/XXf5P3YyZ79VMBG+QRQKvxlY0sCYHhU/jln2P19PY0Azq6hAaOZMQNbtLcCXbrdAvYMNQZLLbsCYu0i/WrMOQWy4cL+1v8bAVvTaQGCc3MBsCOQ/5bDwQJSbicBrZg9AC5Qavwzmo0BtDp0/Xt4bwJDgmUAmTzLAPrnWwEsPgsCoz56/T+c4Qdt0VUFc0gnB7QKcwBa1kcCsc+VAYZtdQMBAp0AP/QFBkjmnvtMPOcHqIsZArPuwQCGVNMBgmCU/OJz3wJHAvMCqB+XAxrjVv55PT0D4Z+rA93NrwHyB5cBD7NZA1xL6PyNY+8AbNzdB1IcZwKg/Tj9QApXApRrkQDGTLMFDpKxAjuMBwXuiCkFsQu5A5l8BwRkyZ0Al3FhAnV31P2XNvMABJhNBhdO0P6QiMsC/IfNA2T10wEhHRUD3XErB04UnvAnxhr+29NVAFFTaP+rLOMBmAMY/4bILwbsp50BZYC5BR03MQI+0gsCb+wE/Q3akwONEOMFdRw9AKsO8wKkiSUFKYzvA8pCiv4VAFcC1f2nAR5S3QNzz/D/fnoZAqR6vQNofJEGROdA/dR7cQEz4fD/+EZ/AuFDewGOKEcEw/KNAgWv0v6d0nsA1Uz9Btg7mP/ZqZ7+Kc5nBQdQfwDKdLT+8pApAn+nWPtkE2MAhFILAzrfCQNgODsF5Coi/BkP6v6a+MMAjdM7A18kMwJiMIEC1OOy/F0KUwKQG4b95W8xA9giUQJs0PUBF/4BA+u3NQEujL0A2+J3AW8GRwDbDA0Gl7TnAkqWHPihSycCxqT7BMqTDP8NtT0BZmn7AmyK3QC/Sq8CSFYrAe3lBQLwZgL1QPpq/1i67P7SDiUAonldAoFC7QE95xkD7gq2/3/uHQPQzkUDcfRXBGxYtQZwKTkCVxetAHSG3PzBrQUGXq1bAyFlFwHDC7D8AnhZByGVswEcDD0HLi1FBKNgPweGg+z+ZZ0PBEVIfPmAQOT/Twaa/5A6RwJMNdEDsjB3BGF5iQPknJ7+GQ2XAR+TPwGIJWcAiC0jAGkPuv0REL7/LAy6/rMG/v4jkpkCZ4AtAs7z3P0kI4UDAw6xA+HffQM29RkErFq9A/0n9QKMsCUFaR78/yn+AP8eiUr9bL13AyltLQGH5AcGVNxDBGe0qQI/zr8Dwzpe/Td8LwCLMc0A5sUpAO3+ZQDDAZUBAtHLAJ1nrQOftDUD8bo1AgawGvmAfhMDfddJAXuj/QCSJi0DO+WxASxBjP8JOSkEq5hdBGSsWP0rPc0D3Z16/Vg8yQa4oOEGnZVbArwnTwASYz7/Kj6zAksrQwKTfTkCk5ybBZEMLwTFBiEBfd3HA9xglQR049L9hbhrA+4vjv0kTSr5XtxtAsdNMwLNJhUCG3ppAeeiRwCPCq0ApPuk+MciNP/oGVsDLfx29007uPwcQDb+tQKa+gf+WPpW2a759sgk/GKpkQPgj2j/J6Q5BiIpAwNs6sL/fnvc/7c+SvlQQwr9mFInACuD+v7bns8A+WApAQbmov5Oiv0D4EUvAor3TP+MPhEChH1FAJZs5QbJkxUDeA7O+GTDIwEHhM8B/VgxA9eOLwF3yqcD4Lzc/czGUv5CKzUDvASI/4DgnQFGIAsBA8Ko/ZFw5QPU0dL8ukBi/MmaZQD4qr0ALHuM/AQj+vpfeDEEU4uO+6B2JQCm2JsCjyNNAQhFMQN9A9776Msu/dWeHPwBaP7+ufVFAQgCmv9fRpz9Ero0+4vEJwNhID0AQRG1AO+FeQHEHHkAG63HA1/XVv+R6aECVP7e/brpOwPcT5L8hLJnAaC7wvznaEr/QPCi/CkpWv4VI1j6kRUs/e8xiwOCN9T8Kbdq/75URP/eRzL7Iqdk/wJD8wA/jdUCSCZk/LvDHP7vlnz9/S1fAHNT7P2heU70jKPi/nPAvvtYcGMDwCGu/kagNQPcnij9h3jPAUXchvv4jKcDSsrC+PLR2wE7XFT8D1GvACpwZQOkcv7/ee2JA6KJmPw/hp8DoYl1A/Me1vqD6NkCLwQ5AoJcnQGMiQ8DlKc4/N3EGQOEP379xYETA+Mu+ve03E0DmYhnA2lDHPqo5DcCpWhnAkMUlwK/yX7/o7ge/8E9PwIZlfj++Ksi90Fl1QAoeOj/+WAe/TQzbPrTa174BS5E+Uw29vkg5MkCYvDFA7DLTv+Nl7j/BFOo/wNXsv0ddkr1+ML2/0aoRQOfTWsC8YynAG/MNQPWYp7+5sKI/60sHPzehFT9J+qO/F98AwLBCSL+4aBK/3obcv3XdDb/Aii8+YZ7dvt21GD+yAhhAS+sdQIXrsT5CsZU/T2hAv7K1eT70Mcc/IV0eQBymQL3iUABAt1ykP2hqDD1rxD7AvjOsv4THHkCm3+8/YkHvP8ftVEC185W/i0MLv+shM0CT4Gq/DKCvv9ywE0B4SbO/jRlyvpvCdcBbe9Y9I2KKvw9Ohb6r3sa+6ED4vfJHLL4XAiq/aZoZv6/1Vr8kpYO+wyx8P3zow794ifK/VBY9wNDm9j4xKSS/7LjFQLE6Zb9AJBBABYg+v927jj+jTIvAntBDvyPmD0DG64A/R3gNQEuqlD8qEeE+1AkTP/BQhcDdnlzAqjjbvqS4hb/S2R/AlOvTv89vR0AGonK/YCjuvrlw4b8Atwy/sZwNPxmhn7+G26G/Nx8wv8rQI0CltJs/p6mAP1TpIkCnqiy+1n55v+yU2r6QgEI/AKtYPLfzR0CzBx5A7/sIwJZLPL+dCKs/hNezv46ByL8gRZC/xnd+v3xoAUCtKSW/4lN+Pw9BC8CdB5+/7OCLP6NE4r7Cm0VA0F3rv7810L9x0/u/IjIkP6byOj/bPRlAOiVEQN1hRT9Dtia/6l0VvgUJhUAvzJ+/ZHQ6QBAU5T5o3C4/bqiKwG5sUsBitX1AkvQBvwXE0T8+1K++EWvpP42ivj7Fm0zAVGsPPGfYyb9Zafs+pTsZwCbZrj+Vq2G/ZZMEwE8sgb92GcrA172mvxoD6T7PGho/ahI+QOH4Cr8XbZM/vZKMP8HiU7/mdwzAXZDpvlUPoT+oKEM/KzJVQFthKT6BY+U/rfNSQONPd0AdwVo/nu5CPxoXkMDqu2o/VzWev+p4FsBF2Ke+7d5ewIg4Mz3sV3S/eVYwQSK19b9oAMVAaarlvqdBDT+9M73AGJVMwKaibb+B4/y+tvUTwQK7Qj/8YQlAkbNpwBrbD8DGxAM/m8CsP5ADzMCWfNdA/XfRwF5D2sA1NN2/pF18vxNi8UDI2GlAYeSwwP1E08DP7PNAptfdQMSrYEDv7E6/2SMFQKqvjEB+SFFA5E7gQLC3i8BZ89I/dOczvyownr8IyWHAkVcvwCbXLcDuP63Au1tfPzccEUDGj5FA9I5MwDsF9j/GiQ5BVsaCwISwHkHTJ+nAHY+pv98h98CVroG/XOsHQMOgYkD9MH7AWvX/wNeQtr8ACKVAjuR7QG4CND1KK4G/B9UAQOeu8T1oD/FAaucaPRzkFr2eAlxAEli9wGkCy8BMQdtAFE87QKrJz72eFvNA8GQFQOnyAEGozoO+wL2lwMMMI8G1ktLAK1I4wHhk1r585ZvAUurOQE9e4z7AsUhB4cWBPx/FzkDtNfe8zkHkQIrtKkBb3CTB54UDwNyOBMGHSRrAvNSAQCOjAMHMtlfAOMQIwfve0b/y0TRBCiSJwGSdE8F+aMm+9iU5weTJJsFhDIJAzvH5wCJDSMAZja9AFn++QHqjrECEKb+/QlM2wIagDMD6KRXBobzZwO4yvkDpHUE/jiGIwS4SRUGm279AnIpdvEow1T4K08hAkaPbwOm+qkC4QEm/rYKWQABNhUBSo8xAPVcTQFvGmMDKR4k/dZV4wBq3dMACdmXAhE5Sv+/ocEBDYpNA2skLQNi1ocDdk3E/vm+QPzkEukDECqa/o4naQPxr8j/uLvg/oUygQCIAN0GZpzE/VXabwKVe5EDaZFVAaTh5v14FB0E4r/6/9dYYQCrDPL9hE8LAykMEQOaCQkG3cEdAHr/VP2g/A8BwadXA28EewTercL9i3ITABN8VQAhB8cDDGihArbHtvoNlLkATnqRANRbCP/FN7UCKGDdAAZKKwKY19j9ABCZAslDBwA2wiECx24NAo6E7PxrKerx1CNzAQlYWwUm6iMAHsLHAZOSYQEb0sUCtj40/DDRKQGsslcCkL8lAWE1bwJU6ZL5WTZk+52kGwJGJEL+PH5e8j2h9wMrzCEDJu5K/1p/Lv/iGjkBN1OU/w4SZP7dmk79WWBZBaEzgPy8TeEDuyxxBq4WzQGcj4b8U7MFAN9pxwBQdJsB4n7JA3KCsvdY3sEAEzcY/QH0eQENRCT93a/U/ZxWoQJcfukBTfFvAS/pAwA/rhcC59QpAcAYvvkayPkEgw8vAMaY6QD05j0AfXb5ApSTeQOuKzT/iFva+9+gBQaI4DL8sZ0lA8fuFP9ZTMcAGC+2/a3q+wBk0Cj912wFAsanmwNNeh79KKKlA0HIPwBFpmL9RjpPAxkRRwJjfGcE1Tui/b3uSQJNJGT8Et8u/0FTkwNSjmL8pjH5AT75IwCS1fb9DUTLAaETKP+EQQL7UVKDAS15iPtGTIUBAXU/AmCgEQMBTnsADQ16/vIOPQc3vJkCYBsdAn8E8QCYYi79nhpm+3/y8Pw7wlECr5qI/c0DaQLwryUCuv7vAsiCov+hfNMAlqwFAirehQPxrWT+08LO/4s/XP7bjhEC1cY3AG5yrPrVBoEA6k4C/UBxbQHiqmD5FjqFADUNTwJMlrcBfdWhAfNWIPZXlcMBkL13A2itcwFztiD+d1AnASsGcPyIWDMAZZ4W/TeoKQb0OMEDF9pTAefzbPjrYfL/raHRAJEYEQVFYiUAfeapABLmmwMStub9sgYRBlHt0QNE98MDmW/rAmrfTvwBBQ8DSFgDApgkTwRzmGb8Rhns/BSOZPw5O1T8AFT5A8mYJvqdITUFQn82+d4AlwDmr2UCls0pAXl8rQOl4CEGgkMg/jVAYQbXJoEAWjIXAjXb8v00jmj4AX9JArGrIQC8OSb+nBSrAOp/WP1/Cz79oESbA6O9ZQAmIlb8Tiao/JXvdv+6/2kCskcJA3U+jPyanGMF9EA5Ac9kVQRzDksBi1dTAVxwoQF4UikB0Pq9ACrKvP9Lzk7+1IwjBWzVEP9n00sC52GpA0ev/P2IArEABWpXAybiJQE/Sh0AEwOo/By5gQO2KDb8NCNE/hM2pQFRMKEFtrsLAwSJMv7a/iz+kpca/vp2wwJDXBj/CFOK/qsAQwDUq1MBq5CvAgo+DwK/cmsAm6OxAMzuKwPlNncAqvq1AvY6gP1WJyj+sA81AKDQAQKYQacFeqtM+UM6LQG/Ko8DGbXNARQSOQDu45cBQLn4+e3m6QAsC7EC5SJ++zkYZwKgHs8DnyINAWrE4QVLhFsAlAIXAR758P48X60CZp4y/lUQkwLvt2r42yFzA25rUwOl2KcBSWCxAUmk3QTGoH8DBTbJA6qzkwFOQjr8q71E/EnMuwYx6Oj8eTetAh3B7QCINJUGi+ChBJEWXwJsCv8BcVMPARKmzv8JlG8GOFvQ+GKUju1wHEEFPb9o+3JBWvx/W/MAD9Pk+YWUEQOEsyMDvQx6+SqGmvysmK0F2tHc/v6bBv1jcH8HtMw/AcM84v1k2oUBrnATBpQSEQLOqcT743YM/Cp8ewGSfbMA5BfC/FrO6P7XhaUAuOoQ/R3j0v2y6QsFpH13APdwxwBijGsBx6xHAU4SNv461E0HllQi+9LHWP0BNEcGeUYI+PHovQVtfMMH6jwjBQJKCv9XApj9suNtAule2wGBvGUDcFiFAzPrCwDKsasCwyGu/Fa0xwAw4h8B70hDBoIxwPx/5b0D+BJzAzSVsQJE2vUBY96S+Gv4RwDdy2sB24KHAVk+hQDi6uUA4/MBApr9DPnrAQEBGNR/As7axQOQoCkACYsDAaUzfP5B5gMAJahJAbyrJwCZ+Vz8XqeG/U4fMQPspM0BUTsI/3te2QBjWGkE2SBdBdZa9wNIHjkAh6Ce+Wh1WvxAgxED8YZs/ocKOQA2ydz+sCMm8Ia4Iv4pkiUDjhqU/OgsTQICDCsCaiCNA1VROwNdfcUC0bDS/umjiv2ef9EBt2ANA0decQJpTRj9hfOY+z3XKviGr8z8cKx7AIPYNwD3goUALzVDBy7bzQNArl0AnYGLAUu0hwfKPjcCEW5U/Vlwkv+ePV0A9XuG/993Nv0W4MEGbE3XA6EqQwFnvLz9XjJpA256tvysi+b6OKyLAnVHtv7Ojl8BDkzFAwvTAPxY7CT/EAAbAcdPRQJL3rED7/c1A12RBQI1HC8AyptXAFI+/wCffyrxBO28+k64ewL2zK768fLvAr3u8v3rPoz5ld5g+f0GUP8WecUDteNs/lvUzQDjin78hGdo/WkKyQKqvcb/QX1s+SW8oQGybYT5qXItAAbgVPx8D7kCfZ+c+Z5r8PwGxDcGRMHpAis3jwMmzaj+cz1ZAYKabPu4A0sB4tPo94DMzQEtEjEDuTlu/xuAOQAAxhMCsjru/2xNBvuDgAMDgO6S/JtccP/GqMb+Rd7w/2pYbQAn9Wj97+CI/NZz4vywD8T82EDe/Ro42v48STsAQ65+/18TGv5S+XMDCb4bAGp6tQMtDX0CirS9AkBU/P1fnyL83ijdAipUmQLn4MD1eeYzA41dewCZ/TsBGYJE/aYMZwFB9dr9YqYC/g/4twDrc1L+gdlu/B3TiPxSJJcDTz8g/6cv0PxLDG0DKOW2/aJSfv/F+I0B9zNU/m+3Xv5sz7T0zYXE+qar1v5dMrD9byWpA48mTP6TVeL3Bt7w/e0KKvzScXcCQyey/LfQswOwgO7/AY8w61ienv4uj2D8qBJy/pRCVvuZHPkDdY8y/T9UvvubOH8BcX1o+0Ek8v1dR/z8Yrdk/Xy9evis8V79T1wG/Ai4/wNkhAcBbiZC/LBODQDfDvb+pajRAKQMjwBSgGcAetJtAY+JIQMvHQEBMF+c7VcabwJ+MEMBS7gZAMi8av1mqRz+435o9fcM/v4utob/eSAI/3yNAvzPugT/HL4W+lHtHQF6fDr/RZzs/XfnDvt90Ob+mxoFA1HuBP8djkj9KHjI+QYFLv+ixO8AgAyi/eEMQQOXrir++Fjy/wEJWQKs/U7+NBKo/mWEfQAmUiD8kUuq+3meiPRLfP7/9rMm/P62xPvMcjD9Dz0PAIBOXP8rmNT9agcc/7p99wMifBcB8+Oy/lTAzv6Bkbj+DNr0+2rnOPxDoDkCO33DA2lapvjEWJ7+Oy9C/+dswwFH0ZkAYKi9A9Bb4vzjb5r8YJly/VoOJPyEMEUDab+FAFFIJwL9KGECpKAZAGgW5v7RQPsA3JO2/w5Gpv0sO/D+fgc49xtlwvlMEGcDW91+/Z3amPlMcp8COx8c/l6G3vhmBQr8+OBtASYrPP9G8rr5giQbAofzTP8hXMb8PTIQ/B+o6QA8oir/fJpq+K0vMPrjLP0ArRwbAf+j/vtS2Ij+p4CjAoFEvQAaQU782uGo/IZonwEj4+r8eTl2/X7C4v51R1r7CWi/ADQfbv9ziEz+HT9s/4xIrPjdLI0C9w41AF3m+v84GDb8oh428QP2mwBjDwL5a6Fs+6iuowEhVkr8cEkBAXnKGP6vxB0D62ee+RHDHPxMbhUDHhJlAdYAXQAeZ/b6KDU5AmCADQC0YGMC3uN2/ihSov6jk0j+9+E5AhA6aP8fxL78sEn0+54+aPy9SPr9i6KG/umFZv2yuKsCh4zxAs070vxW4zj8lZs4/YbOswJpFV704Z98+fNkHwOtHfr+8oAtAbfQKvk6eAr+IKFFAzUbEvmnjmD13Ddu+m3VVv8qfGUDCOzpA1GWbPGmUM8CizZm/Fg0NQMwbib9MFK9A0VohwBM1nUApi8U+cuvUPz4SOcCDOAvAYN0lv8rVAMC1SXXADrkjQE8kD8H/inNAUImawGe76L+Mbza/wHOJwCraBUEFn70/lndewAul275ED8dATsIVQAeMxUDcWqLAhq98vi2gZj8AgITAeETFQClgjUD2uCdA0ntQv4QBCUC2KjdBy/6wwKuovT7frZRADDXGPymcOUCNdjfAExhSv9xphL9emknANKtwvjwMSUD60ZnAmdLWv/mw2kCqJh4/o2+xQD6nZz1dSbO/w+JOv8lv8b95hOo/CHPevzU/l0Dahwo/6WynP+jzBj8LLNK/I0cnwAzErr9vei7A2QA9QS+0ZMDeeaXAGM8+weGUyD7DtwvAb3JFQXn8aUFf6BjBG65MQN9VKEE2bx/B7jVwP5DLXUA+wRG+wqa8wF/ILUA7gek/G/8DP48DwsAYMd9AoV2DQB4fnz82eEXBSMfTwIF1JEHdzhZBN1WtQBtjDUGPRjTBal/0wNrfDMF50M8/C9MjwGmsgMDDGf3Ab0SbP0P/UkABh4fAjetxQOMM+cAjCn1AzMuTwJ6Xd8AlKu4/ox0HwKW+MsDRfWhBjFIsQe0ehMBs0snAaHkdP/cPb8HSZj/Aj4IXQGUKpMCYR+8/9P7XwJcJe8CHCuvAoorKwFd1hMCiAEpBDBafwCoYXT8yMX5Bvk/DQG5wXkHMWRFBk+PWP5wqccCfzItAFw5+wEdBxUBTg49AS5DFwLrKN79HkhHB5qhnwE4wEsGv5lnAl+3QQHj1fMD18RXBsPi6wBfSI0GBAyJAzb33wOT+wEDgUkNAaoUlQCnj3UCd8BJAFrjIQOqfzMC25to/66QuQZl4r8BZN47AIHZ2QHX4H0DP5vlAoBk5wPKevcCQWMzAcnSCQFFBh8CIbLZAtTU0QBGMxD7wWJZAeIaQQO/WWUGRH6E/Y5jTwLCzzsArYl3BOIpKvmNa7L5s00pASKviQJQVnbt882a96B2NwLtUEsHMgdw/H7UUQbc8wT8tRdy+ONJfwKN6E0CKQqI+edjXv0tFvb9sOovA7Iu7P5WNo0B0MT3Byi2LwKpnukBR2u5AGA3wwI+gEEAKeCLBBrriwC9xFcCHPwdAYjKqwIh+qEBJU+ZAQkoRQSLgKcBQP+PACoO5wBqxjEBYKak81oRbwVoIdMD18CxAilIdwLsxlr/kjO2/CiKzQO0AIEG0LabAxiIsQejViEDyu2DB+su8wCRwjcDOg4a/4kSUwItZMsC+osFA2nf2wEhSQECS/rG/cjvwP50GlED/Z53AIs3XwLqzLz+R/Yu/aLDGQBDCx8A4r6Q/UwVOQAJCJEG5yfo/ESsBwPv0dsB+u0M/Nv3EQEoDHsCORng+TjFKQC98sL/9gI0+gbOpQK9vz0CnfB0/FG86QOW+K0AckRZAzQCpQGx6N0DwzYLA0pSDvxpTE786zr6/8VPUPxFG678hE/e/azTtwMq7iL8SLmG/x6H9QL086b+z1I6/uYMjQJ1Naj8BEY5A379TP++gZz9hzBxActfAv0H4h74acu6+fM27v5mFiD9g3aQ9iTh2wKXGVr8BME0/eCcsQGrFCUDXaqa/ZbRKwCIm4L8fd5pAGD6KPj7XKECOnABAIwSZviU4TECcfVZAu/CbQIJPdkD5Cde/OACsv37QCEAkAGHA2SYRwNug5D9zzOc/NSGnQA=="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000059", "text": " So there's the matrix. Okay, so now how do I proceed? We can guess what this examiner's got in his little mind." }
EN_B00022_S05200_W000059
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000064", "text": " It starts, a lot of the questions in this exam are about" }
EN_B00022_S05200_W000064
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000065", "text": " Think there might be a slightly quicker way, but that would come out pretty fast. Okay. So that's be the projection matrix. Next question." }
EN_B00022_S05200_W000065
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05200_W000066", "text": " Yeah, so what are its eigenvalues and eigenvectors? We haven't done any three by threes. Let's do one." }
EN_B00022_S05200_W000066
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Happy_0000000029", "text": "We'll stop in a couple of minutes." }
cremad_Happy_0000000029
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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wR8BJp1s/01nnP5bqtT8mxBTA6o/7P5Akir9awD6/cz2+QCBlGUCIn1W/HIu/wDv6bEBLaLpAVaQnQDbArj5ijwbARF9mQOcxnL5hvFs/pj46PwKHRz9nIKw/"
{ "dataset": "voxbox:cremad", "key": "cremad_Happy_0000000031", "text": "I'm on my way to the meeting." }
cremad_Happy_0000000031
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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OA8Bodfc/jKsPPypibUBkZLQ+4zQ9QMBi6D9eMzi/elYgP+HEoT87Qvu//a48wCyo2D+ebfe+f6K8QAbtuL5jM3fAzknKvezruz/SxNs+Jfxcv1IV7L8E+l5A"
{ "dataset": "voxbox:cremad", "key": "cremad_Angry_0000000032", "text": "The surface is slick." }
cremad_Angry_0000000032
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
"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"
{ "dataset": "voxbox:cremad", "key": "cremad_Neutral_0000000033", "text": "I think I have a doctor's appointment." }
cremad_Neutral_0000000033
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
"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"
{ "dataset": "voxbox:cremad", "key": "cremad_Sad_0000000034", "text": "The airplane is almost full." }
cremad_Sad_0000000034
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Angry_0000000036", "text": "I think I have a doctor's appointment." }
cremad_Angry_0000000036
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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{ "dataset": "voxbox:cremad", "key": "cremad_Happy_0000000037", "text": "The surface is slick." }
cremad_Happy_0000000037
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
"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"
{ "dataset": "voxbox:cremad", "key": "cremad_Angry_0000000038", "text": "Maybe tomorrow it will be cold." }
cremad_Angry_0000000038
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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fgMCY8uxAngkEQYMVt8CDWpDASFi8P21yMcFP8plAJETRwAQnQ0COE6hAuC+MP4cFbsDjedpAbeMRQA79pMBa9Mg/c5SEQCVSuz+Qr9S++FYTwPxpG8C9NCG/fl63v/zCnUDTlQXAGPEmvwD73EAsMbO/dQ0ivsv9q7/K1fk+P2jxQIHbn0BPEdtAAXe9v2SAGMAPFLnAw2rfPhxiXMDKtWZA0jirQASM57vdcqa/vYPKvtzYrUCAUBZBiNCHwLdfjsCyputAySPXQO8pZ7+NGYI+RRowP3y4KsBb4yM+omCkP2ZUIUALAtu/lhXEvzdolj/X3t6/eWZJwE90qT8hMg9ByqHywDsPZ0AhdtS/aw2cQDC/fsDZS+fAqphsv6ZAocA3A8DAB27ZPlYZDEDIgcA/EvzGQFAT3T/e5lU/di0vQNjSsz/RwotA9FEOwB+wM8DopwDAY3ioP48V2L8a5RdAx5epv6ukjECCIf7AdjUbwPoPhsDe0Ay/FQecwH72CEDB/19ABo9IPxjZk79OKyDBfV6rwBdN1UAHjDfA+Nm/QMesOMBNsLTA2AOowEjsoz+fkhk/SnEWQQAFyL+dgbC/HzYiwH6X0sCd1iTASVghQOiyo75hYSy/KcFYQJBQU77j4pvAT6gBwXTt0EAqmhdAdZjmviaZPsDFfTQ/Zyl8v1a2GT/W4zdAQPGdwEt35D+v+LC/GVw2v46bW0DS6de/YQlZv+/skMCEUrVAY2HWQMZ0lkD3Njg/1AKCPzJIpUB9WUO/MpkAwBuYKcEwsJdAwTMKwAnaaD60rNY/GpNfvw3OJMHKJfFAQi3GwMPYBUBYB2XAqIeQwHYklUDYcA7Bz0a3wOzDBb/Ep4hAKrkQwPrNnT6ArgbBkWI6wAzxjcB2gmfBKQ4nQJN4X8EncpjA7K2bwBhd/z/hoSJACsCzP2deTr+Qz8o/nyrbQN5i4b9PTtbAi4G5QPcvIj8yA4DAF1Rtv+vyAcHgMrRAp0DKQO1ngcBpAUm/VHpau44TgMC+Wg/BcYWjvzHwkUA7zL2/wWSSvqs5MUEcnjHArVX8QPt3UsCkTI9A17KVvW8PhD+eoIJADRGVQEVr4MC6YdrAtU7nQPs/68C1pdFA6tiHP9q7yL8oAYs9qybdvp+si7/ocPq/JTNwwFz/DsG/g6C+DQm9v1F91MBQVojARPyZQHPMTb9NgOy/Es0YvdetGsBZLixA5suQQNHpXL9vWuI/uhvYPwCdskAXLVO/ooepQCdGxj5MuAJBiAL/vq/MTMCYrZy9UKPfP8/arD+TsrtAVTeMv9vFBT89cg7A23exv37PHr+f8Ls/gZRwwLiHfsDGtENAw95UP1TpOr8Rho0/mqWQwCfY0L6jPJpAiIK5QHv7P78ygNC/Eb1DP8cM4r9m8SdACIoAwEL8hUBsP1fA6nUYQFlGd0D1Z7U/v3KSPxkl2D8qYXRA9t8GwOD3mkAMHIE/2v82Pwm3tsCrcBbAoRU8wPSSbD+v3xg/xyjYP6SQcL4+cd4/3fLfv0jsUsAe8QDAPN9hwON7KsANY63A6EJWP2wkcUDluwRAouKBQPRcjcCcS46+PkJjwGA4TsDWQKbA0BKFQGVWC0AQLmPARMnyP9klxj8NZnBA3uWLP7wKBryfNATBBPHQQCkWmr+3AZjAHaZzwFGlPL+9P9U9VwiRQIqcAcDt92lA8NoxwFaZI8FJ1ezAZHDEQCGcVEB3AirARbTjQMffWMAl7PhAbbp+wFgJFMCgyJTAD8DXwNGcQUDiPao/qjwDwF1VQMCHe6NAfcUGPh4YDMCWPbTA/KOWPvOv7T+zIx/AjSIGwN3ygsDmFNtA6YUBv8vJhEAUDPM/sfYTv4azzb9h9LU/UUkhwEjgTz+CuKXAtqrav1HbdUDfPZRA6IVywMjRjb99wi/AYPptQDh1mT+lw5BAOS4awCIbG0GodZ8/Z4o6wCrHx8Cb2ElA4B+CP2R3sT8guIO/TatPP/vcqz9TEby/KSVFQOudhcA3Ram/6lizP+DvVT7ZRpQ/10OmP+NKbEDfqojAthR2wN2W4z8Ws35At9RZPzU8m8CEuGPAWQNVP57mTz+ZbiLAakaBQDavQ8BtNwg/fIEiPy4Am7+ujnW/AlsPwEGMSkCWSi2/Kh0zP6kSLcBs5NC+MITWO6bOlkDiqOTANlRAQK4k0z/GNPnAk/32v2seLUBnI6FAvWEbPyp4pMA3wUVAjBWdPqmjhMDoo3K8wdtlQDlGfb/MrTHA/zWIPv1Yzz8BOjxAaZm9QGE1KMCNfT1Bm1qBQOC4u7/iDKvA4dkcP5rHrj/dq5S95erpwGM2lj8M1g3A+n0FQD+xtT8AyOG/k4kEQEWuBj6Bxk5ADawTwGZhB0CVMMK+3PGywKhFer82Cii9/up+wMOopr7DUEbAAWWwP1UICL+KRVvAxwq+QE/85UB+8dC/FWceP51o9sBMEQZAhVnYv15oFEB9ipu9cSIrQPlnfb/FCEO/BZM0QNjGacCbXjY/EdnIwLlkpb8BhMs/kfgawEAbsL/3oHs/5c8AwAzO8j9695vAt5elP/WVB8A1vNrAvg5jP5e1xUCn7C/Ana5fP6bFIMCzqrVAvZNTQNHE979Qd4s/lshaQQYNBMBjhug/I9uiwPX+175d196/Sn2Pv4jOVcB7C/+/33XUwCeoDr+mzJ1AJFUeQA6RpMDVoWk/60kBQMEM6j5Jph5AJTF4wCCgl76v3R7AbC8jQJAioUCMgTG/IYnpv+E1X7+jCzw/BUlOPryMHsAVtBFBlw0Kvw39hr+iNB0/3vGcwE+D0z5olgJAnpRkwGCYP78FRLs/hfCRwPEmHUDzAEc9VoMQwP8sp8DSjZM+lKAqwMH8XkCgQf0/64iDP8YuP0CezSxAPUBVv+f5NUCIK9O/KJNkv8EW/j8zhMNAnRXtv5c4fED0z6K+OYiWQLo8eUDoxes/eBRUwHzyFEECt49AtZaXP1jUpcBzh0e+cyKsvoblh8A9IS/ACR2WwHOo0D+zm84/0Vk+QC2yhj5ks4A+ULvOPl2ujkBtsdc/CxyXQLphwL+3VhPAkcmbvpMbST6jmD9AEZ8DvuA2nb+03nTAUqHkP5toH0AsCC7ApNgTQSkWAkBQmDZASguQP/7jWj+k8Sq/sJucv2cccL9O+z8/MTCyvi+ZAMC4/wrAeFo5P5SKDEDaYMpALfuDPlNOBcCMmcC+cwZzQEaGVj+zt8Y/6wbmv7F7LUCWlCs/VG6PQNjSiUCTj4o9Y7DiwGulQUAxl3PAIVN4QLtgA8Bo/VE/Q7uKwFWoW0DYWALB3nusP79yzD9uASxAijzbP2BQXL8IZmFAmGKkvmFemUC7dIs/VaScPy3ML78G2uQ/R+2evm/y4r+dyDPAbWZJP4UDV8CPYdg/C/qEP8QM/j9/0j7AbMqnvx2j7D807ee/CG6cQAq5D8Cjrz/Aq0rPQFPngcCmZKtA3pMtwD3QBkDfsvc/7JaHwIKKXj+fYaC/hHMBQBaTdD9jYCdAFzUbvw=="
{ "dataset": "voxbox:cremad", "key": "cremad_Neutral_0000000039", "text": "I would like a new alarm clock." }
cremad_Neutral_0000000039
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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7RMCEcS7AePHOwDyPjT/BRQc+77CLvz9hTsDgKU+/fm9HQCqp5j2Vrju+JyLWQOUJGcB8anNAoNmZQHeCvL5NylFAA/DUP1VvjcBPjfo/q02Lv3xSuz9zuUM/V/o9QHAzCz+FBta/xRQVwOaJGkA6tq+/10nWv+ThHb/pSfI/y7f3Phxnl77Af0VASl5fv4zpsb+RihHAhjrvv2iahTyQwYW/Hd49vwhU+b8nRJE+tvOUPyQbpT/lCZbA001dwHbBUkDgeyhA86QOQKjrUsAU+n/A58kUwERhwz84oHjAJx3XP+RmJT+dUj0/MXsXwGkej0BWtmHAt40xwAA7BUA3ni/A8k9UQOr3Yb8R0z+/CeQtwOaYI8C0eKZAVHsgwEDRT7+DEDtAIy/9v49bisDaJdw/1NzNv1xn0r9rqGu/aUnKPzxPFL+iPNm/qYvsv+IQob8Ps4BAkAB+QA=="
{ "dataset": "voxbox:cremad", "key": "cremad_Sad_0000000040", "text": "Don't forget a jacket." }
cremad_Sad_0000000040
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Sad_0000000041", "text": "It's 11 o'clock." }
cremad_Sad_0000000041
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Sad_0000000042", "text": "I think I've seen this before." }
cremad_Sad_0000000042
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000009", "text": " It's just that an element must always be added from rear side and must always be removed from front." }
EN_B00031_S05804_W000009
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000010", "text": " So if at any stage a segment of the array from an index marked as front till an index marked as rear is my queue and rest of the positions in the array are free space that can be used to expand the queue" }
EN_B00031_S05804_W000010
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000011", "text": " To insert, we will increment rear. Of course, there should be an available cell in the right, an available empty cell in the right and now we can write value 5 here." }
EN_B00031_S05804_W000011
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000017", "text": " We can say that Q is empty. I just wrote is empty function here. Minus one is not a valid index. For an empty queue, there will be no front and rear. In our implementation, we are saying that we will represent empty state of Q by setting both front and rear as minus one." }
EN_B00031_S05804_W000017
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000020", "text": " In all other cases, we can first increment rear." }
EN_B00031_S05804_W000020
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000025", "text": " We cannot remove an element. In this case, we can simply print or throw an error and return or exit." }
EN_B00031_S05804_W000025
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000029", "text": " We should really be careful about corner cases in any implementation. That's where most of the bugs come. Okay, so this finally is my Deque function." }
EN_B00031_S05804_W000029
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000030", "text": " Q is not empty and we do not have only one element in the Q. So, we will simply increment front. Before incrementing, we could set the value in this cell at index 0 as something. But the value in a cell that is not part of Q anymore doesn't really matter." }
EN_B00031_S05804_W000030
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000031", "text": " At this stage, it doesn't really matter what we have at index 0 or index 3 or any other index apart from the segment between front and rear. When we will add a cell in the queue, we will overwrite the value in that cell anyway." }
EN_B00031_S05804_W000031
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000035", "text": " Can we do something to use these cells? Well, we can use the concept of a circular array. Circular array is an idea that we use in a lot of scenarios." }
EN_B00031_S05804_W000035
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000036", "text": " From 0 we can go to 1, from 1 we can go to 2 and finally when we will reach the last index in the array, like in this example when we are at index 9, the next index for me is index 0. We can imagine this array" }
EN_B00031_S05804_W000036
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05804_W000038", "text": " Then the next position will be i plus 1 modulo n. The modulo operation will get us the remainder upon dividing by n. For any i other than n minus 1, this modulo operation will not have any effect. But for i equal n minus 1," }
EN_B00031_S05804_W000038
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000028", "text": " We all get a lot of meaning from our communities. Whether our communities or houses or sports teams, churches or acapella groups, they give us that sense that we are a part of something bigger, that we are not alone. They give us the strength to expand our horizons. Change starts local." }
EN_B00058_S08826_W000028
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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M7j87SpRAUXaYwIzd0UDTYG/AfRH3v2W6GkDFx55AhLI/QaNH7b/7KKnAJsspP4DCLL5XUki/KfWbv+8SYUDXE86+VAOWwFBQKcAyOVY/dTE+Qe0k1z55QePA/SyrQCaflUDOVp/A6z8IQQ7ViMD/w65AHJtgQWddoMH/tkjALpRkQc6aDz8bGIdATjkyQOSkOUExkx6/b/fqvh0HRsF/2iDA44yDQO6ecsFg4hDBU+CawLG1YUDnMoDB1AOKQGTUf0A7UCVBErj2wNQIqEAOmEfA4ESOQGnTt0A+x7A/V6qHQJaw8L8BFT4/1EQIQIZkGEEcEndB4ODdQB8BO0D2oFTBBs07wGpQC8FrA1ZAHp6OQAUTbD+CNipBa6sCweCcAUFlK9VAXxEYwI4FW8F8mRvBBLXqvxy9IsERKBlAbniEQDaJcMAT8RnBdvTSQBP9ij8sxN5AMrz2Pv4an8DcktQ/Uq+jwHNehsAmzh1A1/b+QJOIQL9inhTBuzrEQAFezz0EQK3AomIcQWccRsDtethAOfmaP2tg8UCvr7XByF5xwE/KhcAo+f2/1QXWwNzsnkDx8B9BcEAZQTiJn7+FQvc8KdKUQE5lAkGYCsC/pNsgwJbvfkCdOig/YDGBwAOODUGoiIxA1YEnQLEtWUDFYxBBvDAVwTSK+7/tEIHBOyXywGfrBUFFq3RA0uBWwPufaUGrlpu/UguowKQ41cCmODdB5CrawDxQnsACDfjAboYPQHEIykBgJxfAeYCPvivtHMANpqhANvx4vguW5D5gJybAgJTGQCCoZb+KoQJBI4BfP1ptIL9JwQpAdJdIPffPcz+CX8DA7+OjQLLKHMCmhU1AUQ03wNr8ycByVn6/1WVSQDEhEcAcR529hib6wOOmwj9SnXI/gaGNwIxh5b9j+08+mNmZQEHlREFI+idArC1VwG7AA7/sh/+9ozNZwCR1cEDK6rO/1ZoLv5iqBEAvjKe/Zm8QwYlGCUA8Hww/FQ67v8SXZj+bu1VAUu26QGH+hcB9ngXAI944PxgBP8DS/oBAM75iPw9pIT44g4VAOXuhQLUVSz+6Vae/9jo9QMetb8DadZbAJCuAP/FB2cCvfY5AcEHwv42KFkDtYdu/pW92Py80RcB4kik/kq4ywGC9gb/ssVS/gy2yvwds50CWzxk/gIFUQCr4qL/emUM/CQXQQM85MEDtRCHArwTRvt+RyT+ZtivANPJPPwWUzMBiTMQ/8egnQCgqesC/GT8/6xN5wJafi77580xB0eWzv5zxJEBaxUNAVGCFvhq/Db+6ZXQ9SaSQP7i+Oz8vCrq+mpg7vtA7br1NmNe+jDkSQC723b/EGu6/iqCZPvA9qT8WYL095dLJwGanRr8e9sm/zTNhQKoZZb4lMbA+F1XzP2r6mkBChI6+Bb6EP9DajED+y3i+vDe2v4Ik775+VIm+FQ+YP3dHqL50OPW/m/Dovt7JNkAO6rG/WeN8QMn2LcChG1zAqtICwP8YeUAEZsw/N5bRP6bRCUDoUm7AiOHQvWLPYkCIdrI7jSYFQHCyQj6xcCpAxxoewOsZIMB8EJjACsqPv+xHCEAa+4fAMf/qvzBk0L8mla4/De8JQaIt1D0DER9AZkPKPuRRAUB6tBxAIOj4Pt7eIEBZxLu/YI6Qv3OGoL9q6qo/GrD2Pz6cRr+khpM+INjZv4sZXD+/w4s+F2Jjvw/DacC2Dhk/HnIzwD56rkARJgDA9F/Hvgfkpj8rxkZA62B4P+euHL8yLss/haEVQBjNQ79LPGg/fXExP9tVLcCEak1AYFUpPdzZVUAiWKs/keDVvvCdsUBnkty/rX42v42z8z+4VxNAbUz2v6kKGMAROL/A7o6swFqEDkD7qilANxATQBs0H0Cxbvs/Q2s4v5prBcDj6tw/7x+Xv3WTIkABR9A/2vY2vxHmasDIiLo9Icw0wL6lNEGmyDXAzfxfv9iFrUBpcHHAtQylvybsWUApMd5AMBYnQHt+UECeNxtAVOYjwCoDgEC6Bj7A1Q6FP/Ukyj0k9V2/bncLQAi15sDq9S6+uiKbv9Fq7r70zr2+O5dNwPJWFECYCYRAO3GXPz6YEr9t3D0/p4WaQHTttD8F3em/P1ymwKCLf73s6/6/XYCQP0GR7r/ELIpAh3jYvyBG2j/jqzBAu0MJQYXvmb5lieBA4nzRQHzSf8GwxdjA1lqhvxnrhL563JtA/FEsP2pKA0FHKcS/R4Q5QGkW4kDxicxA5f1fQBwGLUGKkIJActl8wC1coEBsSP2/wkQ4QaPE3MA3bdpAcH7Vvt5ukj/Wy74+VHAoP9ddvz/lJo5ArIbnP9xIDMBKSkk/C56yPxlCdUD/StdAzXT7vyoyJkGfN6S9/SwaQfBjjUDkgITA/fbQv3o5M8BxXR9B5ZEbQAthC0BefBRB3Cu/Pzv6PcH+wGfA5Ai/P0O030AR8oPAgwYeQH0Y4r2DhO7AxYXsQNBUkMC/lGI/CUO6Pw8GfcAzgffA81ShwFlhLMDExc6/CBnPP8G/S0DmOhy/VKDDwHZlz7+8/lVAk9jLQNS+NkA8MDW/ulvBwPajH8DYB+9ARmM/QJfNj0A4fJ1Av9M1PndawsAUXhhBVVj+QG/lJ79354DAVKkMQQ4b8j9B89u+pjB3QE5VwD8bvYM+EQPqv1r0I8BgM5E/zMDdQDFiTMCaQ4BAKOjMwCvojEA9ceXARinlQEpvZj4UhdNA9WAjQdeeE0GpStvA/BfewPADs8DlfkhAWtMYwasLRMBHfCZBWP7VQG4Plb+BbxNAehSgPwhOqz9xzSrA/7Cfvsx6qr/5GdLAifYjwDMA9j9Jzki+INQ5QMnTm8AafjfATlw/wB6Gvz1KXw2/jV1wQDoOB0D/PRDBNq5QwF7NWz/jY7hAdkNIwNS1FcAO3dHA+XClQDw+cr9CknxA4chEvxlhnUBWGgjBhPnmvyDIwsDh2ETA9XMyPy6NIEG9zw9AsBdHQNu4jUDezRbA0Jl/PxIixMBXlHxBhsgYQGgfAkBx6g9B9dm9v8DI4jnqd3bAGKOgwCNyXcE6eQzAAIUVufnscsBIS3y/jQjqwPwxwEB5YR3AWBt3v/dELkHZJcI/q6qTQDT6WkCPDzXBr3zZwO9NaEDqwuHABqCwwHVtIcH5lVo/2H4nQAE6n0CVVbvAHafXwOgWL8DoS6y+w+NMQDhAtcA8dw5AWOlFwI6RA0FdsgJBHuY8QFdKwr/nv8PAeFVpQFtnDMG9nejAdx0kwQBva8A1vKtAqkUmQdkQT8G6xapA4x2+wJ1FxMC2nBXA1qDXwCGHkUEH7xvBP3mRwJjt88DlP1dBs7KlQNuMkcCnX2RAmo+1vzqbIb7b7dzABuCsQD3puUAW8YM/i+fyP5upJj+fclpBYXPGQE/XAEDr4BHAAob5PVNPUMA6k7BAQe8UQQB5pL/9lErB4H0yQTA6GkE0aBS/PbKywOIzJsG5dMrAaWk1QHhEiEBG/ms/mjSyPxbKTMGpY+5AHKquwHCSIb/01MpABVemwMSkH0HXHlFA4bq6QOKPXz9bslnA214+QU7u0sAf9jC/WeeZv4pihL+wNy/BacDxQGDXqMB9WvK+bxK+wLOhvUBijbTA1LPqv9DCKcC01qI+4h44QOQAqkG7WBVBOKfdQEz0Gj/jLrC/dTmbwJV1UkBLWf5AcjJ2QALG6UA2BZxAaL84QIQ5L8G6KERABuGOwAM83z+lgVdAc++WQM7ZCMB/7TfAJjvAQO8apsDGKcbAbfYbQVB44MDz54xAWJjKvy0YasAkHrM/eK3mwIkoaUCsNam/YH9owLKeAsF2F4vAZ+frvxZ9ub9zEX7AagTCQHSNOsA5PTtAqgZ/QHNbI0FrC+/A3nu/QOh0AUH9vTC/ad+EQGpwi7/eOWw+ZenIP/spmsBpFFHA/3EKwOBHy8CU/4K+xvbgv7mJmz7l85m+WqcFwQ4TwT9MqgHBFWRjQWMdFECm0hxB5LfyPoRFREFgxRRBsIwvwX+Tg8AU7VxA1/EmQCuWoEAFoqk/AhwnQYPgv75IJodAShjWwPr5g0Dnfvi/N0SMQGCPpEAlZLa/0p6/QJxRD8Dsk0XB0qy0QMMWjEC7IwRAj2hxQF6OUEANFZlAWd0iPzpVkUCUt83AhIuewFz//L8zyDfBLWcHPwFt2cDWRGNAoe+pQFS70EDTWThAnVp8wMmTAMCL9hbAlbHVP+Dh47+/SplAsUIAPxp1ZTz7ZHK9S6Rgv0Qu1j9rbfC/nIQlQDZsS7/3AEM/j4szPxzN3r/BGKO+WZ4hvorhB78aC6XAGHjCQClJkT97HG9A3ytUwJC9EsBCr5g/x4NoQDDqLMCo+ZnBy0e3vXqvJEBK0RtA8cOkv0QtM7+mjay/PTEdwOhrPcBIhI2/IDhUP8CGvr94DvQ/DsohwMA0Tb8G60RADcSQvzgLID4PVdu/LAgLQb2MC0BDThpAuUyNP8gY3sB5SR6/FKRhQJ2S1z/M8q8/zyYFQI/MBMD/ong+YC/iv1T0AcC2+UY+xNKXvs0ziL5utru/C5zrwFicpsAlFoQ/0BkAwPD6x78BDgNAqzdqv57yAr6W484+0xH7PwN+pcDOA05AJRFQQL+8aL+rRRi/yyIJP1ogo8AeIIVAl5qkP6etlkBQaRzBxVyHvzISmMCP5Rc++DqfPxZ7kz7oag5AJRxtwGw3vr/fG7BA7qo5QEObzL/deSa/zoQ1QE6N7b8vQ48/h+iTvzKnjsBTTbnAnaqWQOa2f74hYAFAxzI5P6juWEDMjv2+SMpTwARHi0D5MVQ+Y85HQMpGJT6Dv67ALZmOv53gCb94yJ9AEs+wwNuOJEAqEME/w99sQHGSB0Cop6Q/aYEuv3PG+jzkmjy+3kjNPvkjWEBBZ0U/6qjpPrdG978vEjRA+KlzwGSuUUDyjyY9+Knwvrrbe79copO+lzMyv7aEDz8OWoxAOKlVQIseyL8b5eq/616mP8xUQb64r5m93R1ov9pTUz+bRtK/LYr2P7pqZ8CLPCDAWi1HQECOdz8mIAlAgHXWP4QcpL9XIwO/sLZaP+J0Jz+o7yFAsAUqQDLiDz8xDPm/uqtMwC7OB8Dd7DTAZMe+P56eEMDIuTpAutrxP+y5EUCq67G/1s53v4BUicCAu9HADscvP7fjK0CG90A/NK9TPlpeJkAogxa/7ecdQC+fJECcjua/B7vqv0qsCkAVZw1AxULAPkwjTUBSbMM+"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000029", "text": " Even global change starts small with people like us." }
EN_B00058_S08826_W000029
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000030", "text": " In our generation, the struggle of whether we connect more," }
EN_B00058_S08826_W000030
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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nIEG6uLRAaOtDQIRep79kZjzBos+SQJWwBMHXWRLAjvFfQF3cBECIm0VAX/wiwPRLn0CmTinAQUUCwTpsNkHmjJ/APQegv+ZybMDOvBBBDVm7wP1DS0Bf2TfB/I5/wD+bNcAzVbbAyxiDQIh+GsE34iFBU8HdPrONsMDWCmxAPJugQLoYe8BTKIjAham7wCduGEC7UVG/kVAlQfmkN0BKpMu/sNtQP4qPT0B+AJDAf8toQKZa0D5hSfC/DYiRPoERZb/LSYPAw7qGP9aDskBy0ilB5wUzQbwg8b80AL9AyQiTvzU7jz5pd7RAtiNgwW23qsDWayXAbmGrQDa5fEAcGbw/8AqJQfe+6T+zAeU+TfayP0uTHsEZ2Ik/pg4qwTLy0kAM2QZAveOTQDdXQMAA6A0/3C9ePyQaPkHavAZB8fwowZ0zmL8meBtBIDoYQb8Z5MAszlxBeADswHVuasDbfrfAxVm1QPDu5r5pTgq/AJuKQPc9OUA0Zci/B8cHQGzAgkANDtNAp5h3wNAeRUAt/4c+QoIuQCfWb79Gkl8/q3WDwPMdcECAP1o/r5+LwDAIJMDZIMXANzlaQMZfMkABQQjAtWNowWOSjz5JNt6+nnE3QHj3NcBjTOXA7b8Pwfihr8Ce6a3AeEmQwF67GEDN0Y3AqrC1wLZU7r4vNLg/HIiMwLoNtMCXiO2/YLEHQGxqKsBANhJAKFSPPzlDdL8nxSnB3LTcwMsjCj/IrMBAoosoQIeIpkAcOr3AxPMJQBNwG0D9OS0/55T4wFbKBj6eNQnAdyckwZhLJcGbQIk/9nIfQEJor0BNqknAoPksQJeZ1b710UJASpy+vXz97b6QmEXAGIs4wAuH8j/cQMK/l2qMP/2cZj5pr0g/gsVeQNd1F7/JHTzAvacPQJ5qUcAFwaXARRgTQHhDR0F5GS3AT1YgQHGAUD9Ue8G/JdLpP4g5kEDU1ErA4kZsv+2507+X0xU/2zoLQF1IhT53Mp/AoXt1PjzOM7/kWYFAP4cNv9xkS8DPekTAaZY4v38xC0Csz8TA9Am6QF22i0DVwFXArUUOQZEwYEA56x7ARpvRvi4BWcD35z3A4b15wHDdaT4lEIK/zlZ+vxDyhT82xuQ/pe/CP/WEvUBP8UU/FDewv6e0UsAMb4BA6vkHQEEbyb4VgNk/dLyevsFarEBllVW/fI1xvaLaUcApIOu/1AcjwLvJTkDvMhJARC2mQHsCOcAQjjM+x7MhwNiy80BzuRlAejanPofqPj+p8adA0GDqP3sDNz8eDDNAZOE3PhreM0BrlFVAwtUDQA/Oe8D6Azo/j8/Ov8Zkkz8bGw1ANzf4P5vRXUDDCCa+sjBSQLcCdb59pNC/LKoHwKj5SL9sPrXAc967wF1yh7/EkMM+rNCgQFT65kDYrEBAZPsWPnqTmb+qb3o/iMtYwErPAUAui5I+q1Y1P8N9nb5+ChNA4CsNvh17kr/EiwC/zrsHPyRF5j+FjQa/dzkkvvVOTMDiCiRAhBXQwL5wMEDvWovAlip9QMqZW79MC8m/4ynKP5j8c79+45DAZNZrvxYiHMB81yxAsdWjwNJ/4r9wXuS/dyovP/m2FsDOZoq/vnoVwelShsDoHhTAlHsLQUxuRz5BE/u/C+b/vzXjVsCaooBAh/cGQWuwOr/Uk4c+2diqQLUHvT0sv6jAmgUlPxOdfD5UroE/llYivwHOMMD1mytAwYKswMpXrb69Og4+HQ3SQIlfK0By5XhBC37Yv6RAlUAvvDNAzcKSwKNt2r+euy9AVd+VPfO5M8DKUFlA74pFP90HJL4jdAjBzIpgQBP7xUCxz1/BSzSGPxPgtMDmAIfBAXBpwILW48AM/4zAMVeHQJG9PECwytC/ldy7QPlu3z4I/hBB4d8HwKNew0C/pZHA06lOv0B8hEGwbmdA1IO8QKN9XD/qHRhALmsYwBRwGMGQBs5AcHXTO5J9kkFDwQq/PPldv3mnrEDd+x7BubJUQYz3uMBtU+zA/EsAwRfuZcG/E2hA9wduQSpMq0CSFoDAtPQAQWzVJsEQvB9AN6VMQOJjt8CSBdw+UFaBQFf+MsGfsOdAJSSSP8T0XMHVZvHA6S0gwZKChz88Ur9AqU0PwXk+asBQwd+//gVoPnNa08AgjtpAF9DHP183WME0GNbAEj+Av+5alb9rs+pAZm6VQIjqOsGwqb3AiPFeQE/j+b95lWE/DKE1QY5Xfr59FzLB9uycv1hlN78aKatARaeHP1F2qUCMfYPAfObHP4mME0DzV7U/IQZKQCEMhT+sVqA/hSuBQDUgUMCjr8bAiZHxv8yQOkDjo1nAhPG4wETVe7/tWuTA+zrkwHqBMb+NBj9AbjwCv6AM0cDiR9k/ljGSPkuQA0GnvaxAXMeSwMvu6D6RG6BA54sLwEOr+r8sPoO+9mNTQGps8cBbopG/dVFTQBxctUBs3P/AwZCMP8lCcECMND7AeZiDwCnOLcA91jvANHfeP48Vi8CyVqBAbbjgwOR6VcCPAhHAtdepP2oEdb8Z/oRANTGBwe3Gbz+0Ta5BQpSHwX9SWMAl0OU/4gWOwBhq0r+4jNdA8BarwOyvRsCeJcbA2CLXwEbEeMFPQ55AUiTlwF+x70CsMGW/bsFgwQ2w5sDdCbvAzEt4QQcBj0CT6oO/ht9mwEwnAsAP5eS/C2YqwfvWpj4kPLZAL3Xev0Pe8L88+WBAW62mPjCka8CQDbdA9sWFQS2QHEBuzE1A+uEFQMQ0OMAcGqpAL+ruQKjXzUCAe4XAnnQyQNq+0L5UJq/B+IcQQAwuHEEz8z2/9+q3wIiTqj/TDgXB7iB8wHDnf8CgUKLBy0EyQXHQEsHTotU/OICxQJIszUC1RdA/XI69wKtAjUBtjYnACXdgwDb4078zFro/8lQZwZJlmkByQ/DAPnyJwIxtMsFqtsVA+r0HwaF0CD2OWwZAI4sNv3vsSz+79i1B5qYSwaUkrr9rcMHAdcX6vU49YMD/7VJApVUZwOelSUAY56VAb0BrQHVh7EAjtKrAGrQuQEz8a0BVqY5Acf74wBJz58AbuYlAvPClwLfebcDaFrZAJApQvjqZm0B90xO/5P+vP1HLC8E2O0u/AiNSQEUuscA7tUvAh+43QOhEDUFVoLhAJWyXvlhzw0D+o0c+5RADwLwSG0GlwIlA5pIIwS/Rx8AOPbPAsBaUQCCIS8F60uhALAXjP0HeZkD7lqk/GK1VPyUQQ0D/J23Af9chwYcYrr8mJIPApHBSP7jIsUClPKq/EqLZQDlynkDbZJZAto7owALYh8BtiDbAxlaXQP2G4kCSXphAyJMlQG5Dl8BYqgVBx6wlwUdVgECZSgy/EzUZv7CbbkBPiqlADz9JQZ5I/EAsnrW/fnZkQTk3rMB9SfPAyAmJQHpWKkHJCk9By5wqwE8HTEBkzJFAEm2nwNTwosAsgJpAesLIQFmKksDTNPFA1KM2wd5yn8B5e7G/CNv7wEScS0FYwqM/ISy4v0tVk0CPdL5A8y4UwEeepEBFhRvBToNiP86C3j7ZysvARZq7QORIHUBBWdnAU9tbvs2vxkAvefhATYtVQEx2mD/yypnA/7rhwFAKgkCu005Ac0QtwFKUg8CDMNLAhoE3wS+oMcGPuJk/jViuQJXXLEEEL7RAYAHuvpVLTUCdcMM/B5t0wSGrNEEXVau/I8HTvlaic7/bxTo/Rov8P2wCPEAOQ/e/qloUPuUT6MDXOuc/2FvCwNmLz0AwRie/0N6NQCpBNMCDX7nAjhQfQO/cjED0vBI+m+nJQD0dED+FaI/Ai17aQAnMVcC5iV+/6mmxvnvb18Dxs4HAZhLXQH07L8E3MdhAAMRgvYDShL+Gvyk/ECuxP2pOuMA1oy5ApwqEwLYcCkDETsk/vTOIP2uFJsC25fO/w3iqP2ew/L+3P8m/s9uBvt8cwT6wBlk/Hu3ywKp7178VMGu/VX7zv7pzlj9tUkQ/x10nwHL2Az/IAVLAutSbwLpV2L9BRO8+nrrPvz8oO8EPZDlAmu+6v3dxJ0AoTIG/2pk9wLmAMr5owO48yGILwMUMzb8ghbe+vDhNwHGTuz5b6ZS+JcNSQAYSXsD9MIA/vjfNv/BJur1MIoRADK13P8yJQj9dryO/YwwowawPKDxVUX9AJlBivi9dFT/Bbvo/N/6EPX/HFUBYqlO/pUUjPuCA1D/SRtQ+mDKBv5S2pz/afCPAxfDuv9Ip779H7ms/yVl4wOkIFEDKxYq/6MNKv6FHO0Bijn7A/QC0wHnCgMDwZQw+vV2AwLdtCcBruag/U2Viv1N4ej+263s/heMNv2JHrL9ylFfAZcbBP0MpcMBYIZRAyjqIP6iY9D/uArA/lQMHwAzrKUB5DFFAakqzQFUlxj5Io8M/u4KFQPQnW79yqhU+fY30v6eyUcBC8N2/1ykWwEwSQED60uG+CP7FP4cBML/9HZzA11qbv+O2jz84d+Y/9W0IQA/hmj5lYTK+hjJ7v+DppEBg8Je/BRElQMRMtz9szZ1A2VQkQK+Jgj9DqmA+FXwywMCMvEB8hFfAbjx9wMrxwz9Ut31A8rIQQCBs/j5HSq1ADYnQv+y5h7+E6cS/rQylPrTZqD4ZJpJALWgmP3CclUDJBPW+SHGnP2Ankr4mOZFAZ4XYP0UxU0BdkxdA6BwrQDSLiMABCHi//0oZQXZugj+dhxy/Mcs/QPG2UcC3/9C/zQBNP+3OgkCNQ5k/diiMvx3MbkBuFWG+P7/UP7ielr8qlis/VqO6v6fHRkC8fvBAmZqUP9HgNEDUSWQ/olV8wPVusD7kcDe/XR+tv4PXNb9VMZa/gT/QP7/Bcz0J+L1A3yvKvl/E2b9esRRAYijRv/lePkDLkY7AIPUqwNpi6b9EBZFAn91vQMIRRjxc5AK+WPe3Ph65377URlhAnGQkPiSiMUAVj6q/lgpQwLzPoD6wIbY+Db8hQGyGBsA7ElI/KUgmQKz4OsAEbA+/pUEVQPKXQ8AoGiZAXOWnPou/DkA3zIrAH7KTwJWnEUHgYre///UcQKGU5j/eGgBA9vIDQPdQnb/9yLhAqxZjPqMKlL461UW/8PFUQCyosD+h4uC+0+pHQAf/6z7/7/M/xUshQLS39b/AXXhAJkxnP32nK8C9ls0/4mOvPxMNUb+42YXAB0ISv3Nsl0BJGw1AfoZzQCIPBED9QIe/uXuIv9gYXz8eyjBA7FVvwHwlGsB6S3nAnumzQB1ovz5NlpA/4SPAvrXZzD9fKws/vg3CQBqDdj7xsIZARIGvvxpnfz+Uw7Q/510cwEfOq0DgIOk/QMq5QAiQnj+MKzDA9+oyP4RliUBkWC+/y159v+1O1z5zVaK/ek1lwHGHI8DuxAhBP06qPgitCb+MLQpAK4tgP2yYhj87zAPA6gliQOCy4D5RNQ2/N06mv4HlE8D7ZAE+ntY2wKwXh7/Sp96/W2V7PsUqZEAg7aw/Fh6DQKX3i75griA/TAeHPz62br1OfhzA8jkXwEwqHr8xDUS/dxEoQNoZ6T+8HN6/SD65PZNzGEBmjFO+G++hv3MT5D/ALRTAhNxVPt5WGT8ZEjjAt4mmP2/ar79nJXA/7zjvPyttgj8xe3tA40NdQAdKucAzpBHAMqzNPyiBbzvY255A+0VKP0MciT/66CA/AWpnv6ZlIkAepi1Axv1zQF/flr/8LYE/gmRKwGw59b+IO22/jSvjQPmyyb/pLwo/SI0RQEnDjL+wXOw+FnWTvzmqDEDxOgQ+FVkYP4VP8b/uMwLAPckjvscc6r+vFuQ+oRMSv4CnZUAwuodAP7CCv0XiPUD/tB1AXJWLwNnPBECXlb8//c5Xv0jQVcBHYE4+tbJrQE9aSj7HpzlAkGRTQISPPcAT8yhAzE9iQE4b6b/7jo9ABgwPwCXt9z+2mwE9kQWJPv69bL9Obvw+ER+CvkVR9D/foRRAg7ydQKd/E0DkFSrAEZLNvYZZOsBxD5E/uF68QDLnG0Am6BE/F0ktP+Q/8z/YPP0/RHcwQOFbWECZlkk/0y9FQPiye7/8Ccm/6FDsPwKQ6EAEUoQ/ThAGwA0CWkAopTU/rn3IwIOEcz8sAWlAW0a2vUIWBj+ucgHAwLNWv9ZqMUAy9yXA19f7vkqIGr/fteE+qJ0vP7d6+r4KTkW/utgYQB8KjsApjHVAllYQQP7YDcD8DFrAqXSbP9p1W779Dro9N0lJQAl+2T4VGJ4//twBQAneREDVYeq/5J5EQISJTsDrjHlAsgEpwKaQhb6Th6u/HTqtPqL9Pz5uRhNAhXGpvvwggUA+D0dAIYidwH5ZQsDDNoU/oytTQC+TJEBIvo5AZiVQwMAzMkD/8RRApD4LP1DYlUBHEQpAKF9qP8grW71depk+eVztvz9fWUBDt7RAqaXGP/elJ7/zGwQ/cCUuQLSPJcANzRnAHSwSQE1OJkB4dX6/WVkZvkNaob6JYABAnSDGvlYF7D6giw1AII5/v10wID+ivcw+fOx+Pw4aLT4ZR4TA5MveP4HgmLzO4njAsEKdvhxplr9iPmTAJHuivsC5HkBW4IBALHpGQF4ciD/stpO/SlwTQAEP2D8OqKA/4gztPyjxjUBt6YW+eJQhwGjVvj6ZG4y/JcezP0Uwn7/3vtg/m2EgwE8Y1z7MaQTAAR6ov2tgmD8TM5u/DPSGP8O3ab8ai8Y/tfsiQLXHLj+b880/qRpmQBZWX0DRsz5A4dOmv22GkD6wU4C/GQq/QLrREkDrKyY/rZ2gP8iCez9kpc+9JU7PPoDUgD8uJ68/sbxQvzTMXb+6xeA/NI3JQIRAir96uw8/Mp9bvxvcTsD0VU+/mv3JPucidT+Gb50/p1nCwIKGqT+T/APAYTkHwLEcSsDqXVk/WBZ9wAYPB8Bk3SBA9XCRQHFYK0Cm+UPAd8mjvxYQKD99lhS/Z/s7wF2YIz9ky/o/yrCCwAAeQb+Oq1Y+iDUBv7b/BcCg0D1AkKfzv461+z/3kY1AJ6PLv2pWrkA38Uw/ulzfwHXi979Fyb5Azt+gQDRGIsBweoVAUHW/QBX1RkC1gqlAeWDrQDr0Ir6zTi5A1q8BQKg/+EDBij7A6525PpYhZT+HHzhAqAyxQA2wfr6GdCjAWBfhQHxet0Al0qnAabK8v9osJUAY7GJAK+oEwdQoSkDK9PtAlc6lv+NfcMAHaGNAVuO2wO3pqcA5QOW/geQvPy8jY8CqMCrAhT7VQPZ16EAaU6bAZU9sQEX+WcAUPlPAjRfHwMHJy77jbPI+Jm4AP8coT8BAeGVAjXuUv5cysb/so6zAc5Z/PydkicDaxdjADVwuwMQIosDYbcs+9uqCwFZMuMAeoHY/KKriv0SYeUChUIQ/gUwaQUTdi77rISRBxvYGwVwuMME9TjtBROPsQHL4qcC0otTAI+rrPyKLxMBQ1tLB5OLIQLaHrUCRn/5BNYaFQLHJrsCmZf7Ak+CSQLmqLEElhnXBxzkgwY0hi7/CD9LAVBWUP6yTCEFHD25AQOF7QCFz2cCf4AxAUQrnQJbjAcD0Kd9AB5wwPwvrkkAbqoy/N+emQEHAKsEfrLjA0VBdQFKDrsEq6JtA0idkwdMWh8AnDh2+JGvXP4EGZEGsV6pBPl1jQLcfSMGn727B8Z1TQYHzokCJLPHAXFRJvg0lqsBk8VrBLrxywZNyg7+gRKFAzK8tQSeTC0F6OBo+wnfFPxzZIMFkrTDA6WhCQIVg5MCY5KFAgGBHwRowgEBmsUPAuwUWQVai1UDwStU/LCs/wVEDtT+qSO3A7eEOQSB8ysAz6PHA1k8BwARPa8EmKdzArlMhwcFTB8Hcpa6/+/t/wRCX/MDaAn5BZ9SYQEm9o7/cz8PAA14DwFxj3b+nY3vA+BFMwbSIisD/NQJBQtrgwHl5XkBtoGvBBOqSvzPdC8EUhRbBCeg1wJlDMcBnXUnAhBtKQXDdZEBQVY4/FoYIQWusP0GuaFbAdnifQDXrrL+rxRZB9rgBwe1MS0B5oHi/HW+1QJgpg0APl7vA8jD1QIR0EsD9qIdAnM4SwfsOB8GEnoLAstW4wKMl8T/0aZRACKy5QDzrVkDH5DnBd2kJwXqp3j87rMTAF8Atv7kI7sCB0f5AXBhpwE8sTkFhAAXAxTgJwWZeYsAxNR7BxP7ZwBzwiEDzB4w+ilmAv4FnwT+pgydBRqkjwfkCnMCSQJjAQI6qP6bdMb2emzy/v0uFQFdlsMAXON2/A83zwGHESkHWm+fAq6dKQaHoGsEoTA1Aj30GwQ6NC0EwAr0/0tVMQdgI7cBv/uDAiDPxwJtlrkAlrQZBGVY0QNbjJEEIxM3ACTbnP84KtsCd+dHAKskZwYdp10DINApAaT/kvzqNDkH9r7a/1N65QKWhzcAi4UvBMMbvPqTADcDmdCS/L7OPQIr92cDas/RAWHS4QX6B2cDu4jRBoCriP/ooyED9eaDBnsS2wAicFkGPrrNALCExwa+YC8EcDbq+dtlPQB0xsj6GnBpBpeOwwIH9AEEVF7rAcyT8QNOqKUADbuVACouZQCNdtkCav4e+v4wJQf2pFkFhL9e/VH6LP1qvNb/ut03B20MyQJw4iMCwX6pAJicXwW5BV8FGAI4/AKaSQIQAOD+e5XBB7beEQLtMjkBrfh9BqKWqvVxcFcHyxaDAZ5kywLrVRsFGqwfB0Nq4vsHfRsHYhIZA4JiIQO9XBcGozn7AZ7j2QB7Pg0BA53bA4+7wwOx7K78gISJBNfT0wJsdK0G1ZrZA6MxoQGIKDsFD6oNBsBNbQMdArj+VeQ3Bkx05QOxnZsDFbi4/PeC9wIVDN0Huc80/RodCwCJVgECohFJAzFeev2GSzL86Y9JApKQqQNiXv8CRP7A/Ys1jQGf7sMCfwSpAoWnXwMebC0EkIjnBR9/jQBA8Lb+TuJLAGpfbvAvs7D/HzzjAbv+OQGcFp7/ylIxADKWNwCJ+7cAzdrC9TmUfQCxmXcBdGmNAbfjcQJZhOkDARYM/2OfVwH3KKcGNqlPA1ZmUv+Ce+j+ONDe/Ajq0wEyH2r8RgUbAFbfSv7sG+z9BuQi/oVIOwOUaocBPuzu/NpAaP4aGjD9BynRAuslCP2ngL8BdND6/l+LsPZLluMDEdZTAr+2OP/IQkEEtYKXAh0NRQJVHZ8AcFs9An+6VQKQVJUCxTEs/mKE/wMqFVb7GKBzBG8OMwJaWDEG/PQrBgn8hQG2sp0B36Po/UoJQP5xiZUAqenU/VccpP+48LkFCjcjARQ4AwenBMMBXvvfAR/AZQQEwNMFZv0K/f46cQBP9qb+UChBAC0IiwENGYL+7fZ9AHVXGQD1b377dDMa/ipeHQO5L3L+L6oHA/9nmQHp+SMDxxhFAOEuIQPiq+z9DcoA+RfkiQDG8tkCXRhrAE0cPwK8Qqr/IQdg/76RBwCETMsDwV0a+pM+rPVM0Sj9G8XY/kxNlQAJ98sB+gQdAt8/MwEePWb72OnhB/3GCQGgANUBJKnRAMfH/vxnAZMAiltrAe/tuwJtMqT4mg9nAbnhpvmzgysASxW3AMMkqQGYrqECMS6HAIYM+wCedpMBMZ8++21OKwBXusD5GKKm+E9rDP0cCpcAQcg5ACBE2P+ctp0DtUo+/t8DnPzZNL0Gz9LBAvzAjQNioMT+4yI/AaBG4wFloKEAOXzlA8Y9fwBa+AUFqgY3AJS2Wvw=="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08826_W000031", "text": " Whether we achieve our greatest opportunities comes down to this. Your ability" }
EN_B00058_S08826_W000031
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08827_W000003", "text": " Big boy was a big white rooster who was very proud." }
EN_B00058_S08827_W000003
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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YFMDqrvlA97VLQDc72kBq+1zA+JyaQGBqkT6SUj3A4zcFwSW4HkHMN5DAkX6pQG/R2sCnoIq/1PQbQKxGyr/7mrpAkJEdwHF67T8EKzM/er35QKdmZb9jmTvBWtuuwLBmG8EYaqg7ugU+QNZdGr8BDI1AwAgAPvGhe78B/FJAnXiNwL6CgEC47r5AIh3xQMpEk8CfVAfAaW2qv5qupz+iAUNBmWR5P/IqiEBlRYzAo5HwwIL7q0BL7yY+VOA/QJqJgMCg2AlAz9GtwAV3cEBLovTA8dMtQYT8CUFxDrU/7iu2v2m47cC4vC4+X2wHQPT0xMCZDIY/RO/cQHuJez7OOWa/G/lfQW9soT/HI3a+6Y4OvzTDFMAihyjBmDT4wF+gU8FOfQXBmngsQJiTw75xtMLAc54gwCX2MMDB8O5AiNxhwNZ9QEB1Q4y/k+jRP5gtl0F5igfBtR1YwH0MuEAB2P2+b21gQCrT876LvB1BQ3kiwPg1OEC0ts5ASJkwQN24Wz+MqEhA3GGNQAE0Ub8HWyO9R2wnwCzO2UC0Yww/1VepQD7ToMByYLJAk6y4vyFakMBlgLtAp3sWQZlDvr86+srADIN0v60atkCjGebAooUKP+aVEEGfoQ5AD0xUQBtY5UA4iwhAeCTUwBeREMDBoUjAdEcfvz2YiUBuzihA2mOhQL+2mEAnu9A/tQUzQbUdlb9g05tAoCRmP/j6lr/Dsne/PGIVQYogNcAUn4nA9hcHQE9m1cAnhAtAQWrlv2RPG8DxRFBAeW59wNjHJsCOUOY/k9JrPzJEEcCyrlBAPYuuPk18TMBeg0TBR6RGwY9LSr67d+e/MvIHwDrimD+DQo/AitPMP6dCiD/pILU/xmq/QDy6tEDxg7W+M35cwIFUxT9Z3dXARu0HQQEUdkB4J4C/V+pbPzGbAMEPgUw8Gx0ZQVsNwT/gvM7AWR+7QK6UEkCH6fJAQXUMQZUhqkBnj35Ai6oBP6C7CkASjcjAD+bDwEODicDEH41ABmJmwLMkU8APigpAClhQQBC3Xz73pmvBlWI/wDHK3kCRYzxAcUz6wJ9NdT8M8YRAwKYhwa6cQz79GMW/TdYdwYBC/0AuFUPA1yVcwNGFRr76RhTA0Yb6P4XEXcCfnuRAiEIIwcQimb4yboPBYik/PSLT+cCJWizAJrkwQd7VWUAfoYLAkjBtQasGKUEakkBA3sPGvtY5EEGI582/8kf1wBZw4MCHaAvBHIrCwB4HikC2DKbA/WaQQMhxbkGCbzHBD9eyQNi+OkCsF5ZAyBGUO5EH8kBhdta+71P7QJihTb3Gfaw/wdgsQNA1fMD8iBvB5n5ywMzQZ0BKihhBTYkFQSuTrUBi0KVAs0E3wXfZu0AnNAhBING5wC/TzsDOWqVA9TEMQUD+zsDbPj0/UzCrQG+hQsFrI+/AwnUAwN3CpUCmPX7A0v7MwCBQfUBR+0FADYwSQdDY20Cm2D1ANF6xPxI4o8DJFF8/YAcZwETJJUDDCew/YDGnvnwp2b+EvBdBq5TPwJidUMDQMs6/AGogQIOipj6Ykw5BtSB3v3xQrECHRabAJ77QPvpJ68C5MkLA7T4eQEwkAcH36xBBR7RUQDmkWL+PPoVAJCsYQdSbHMCjVrG/vvwiQHlvLUCt3XDAMyq+Pww9DUB2gT0/Y6ejPyQQkkATgXRAJF2Sv0s0dz2LpwLA2ejsP1TmGkA0g5lAI/2RQNERZUA8YVHAVW/CQD6pgr9aabI/fUmeQKyWtMB/ya0+7Id6wO3bf8CvrTW/hXIcwIh3tj/aaULAYI9HQAGJmEDR+VpAgZHhv6gwIL+Yy0FBbsBOQH1H9D9M991AfV5AwJbKAcHcQDDAVqzjv7OQtb/XfElAnbq2v7R8CkAfTYLAm2VLwK3H4D/NBfJAd0tTQFaUN8G3ntQ/bU3RP9mjCUE0fOTAR7uAwG9mnr9fRqe/tAAJQdKe48CoRo8/GpdTwMOzvUAe+/q/iZ15QGSYpcAoCk3An+WoP6uNJMD4/5tAZUDOQOviHj+XSz3AxYM9wO4hsD/jDZPByMRZwPm3V8DKuQHBxD61PT9MBcDXBwDARpdowZlvecBGtYVAGxYMvfIy8TxOxsDAHxocQAshWMBm5urAe+qqvyuA90Ag/URAcRDevzyvSb8vD5O/gZInQH5zvb48WIS/CGUrQA5Jc8AGdwrAPmBeP5eMrj8CFZk+20+uQF1pbECdHgI/iFiWwEZQDcDIQphAOXMPQJ22nkC4yNC/slEcvy6qjcA6OxbAhI6GwfpBKUDv00S/1uZkP5yoMMBnAAPAnbQZwCnrQz/amvhApeaDQB5iNj9Dsh1AhW/JwJ5/hr/o7ha+Xud/vydQbkDNaGM/ACO2P1Qv7MCZTA3AkSHoP+Nppz80s6HAN+LawCJIPD/9cBm/2W9dv2DrQMHUkeTAWgr+wKhaFcA7SwLAF+FGQExtf8CHbDI/HXkoQJ5W377uQc1AGXM0PxGrZT88u0g+LYOdv9/pAEBfejjAUGViQJ3yrL/IfQe/aQEuwEMvh74nkdu/kgNjwPWkBb8xG289pPgxwCnm8b81vGy/KQThvpWHUD7x7Zs/C76UP7yAckA0wl/AWAkjv8aGmz8u2TVAtMIpwFhZt7+v2yu/BcXlQMTo9L+3AzO/nGgfQKX8sz7eHXY/bgvZvjaGzr7t7mg/ZYQ2Pr4jy78WxthAkCbwP+pbkr8E7v6/F9SPP5K17kAz8JC/eXWuQNtDyb8zSRs/AfRdvxwbKMA2zJnAnUKIvw8Qtj+6ppPAcczEvpEle7/nXM4/3LlNQBDWEr8TZrS/6yh1vz7o1D2Df7S/axbUv1Ar2L4OcgI/45kKP1qwNEDtWcI/l+y9v1OXoL9eKB8/8AK7vJanvbyzIQO/366jPn0hPMApDzE/MfdKQIP8m8DiyWRAkzJwPwQepr9kIJK9wiK0wDCl4D+XdMa/jCzBQCQuL0DaJBc+uRESPoiTYr8b0vy+oewtv9dxG8B7x11AcoIkP0K+TD5OkwZAU4UZwFnthb9MlbU/wyOrQNJTGECP3bY/CnSvwIeLkT/ORnA/Q4ikvyKnL793tlVA4MalPzw+5D4A8Yg/SEpJv4QV2D1BAyHATJEQwRTY5D9cHF3AqA+xv3cTDr42Am6+6JitvkeM8r76xQ6/3Zt3v1f2bb/3Jdc/BwV3wFpTMjzQPzVA7nA3PiDPJb933x+/A/BAP/C9yL+zHzu/NpY5wEX7A0AkbtM+SFMawPO8pECFbgXB3CCOQGKx/r+/dUfANZf/vx1DPD9+2SXADztTv3FsUEGpJuNAQIEyQNjFwT8KpV+/4Ic3OtWWBMA39YA/638jQLaGo78kX9s/qzFcwCWj9j5a9gpAz9FBP2j7fkDGp+U/nGyGQLiMOcAa0hI/nIVSQOuud8Bj4Jy+lC2hPmCwW0AbnRZAstKZv+paNUBAk4I/fYpzwLSkEMEjg7y/8JCOwHaeDL7SX/++r18rP1gAj79nxXjAYaOmv1GUvz8GXFXAuJ9pveOG1D4UKA9AClJCwSMXV0ExcuLAgzgbwFVp6sBlvgfATG1Nv8IyqkBoRGs7eLmqPyl+40CMp2i/ZxWzPgF4W8DV12DBYQ7lwCUX6MAFPQFAzCM0wEGhh8C2CnlBe5yXQSXgXz9ZVd4+T7JmQS+XVMDnSjjB1wACwfeKkj5IKx5AYeJrQCt8zD+sizS/r36nQM8nbMBRjIVAo0/AwIvEqD+DScu/VVmfQPY6dkAo9v4/KksJwSqyOUDU5g3AetcwPlf2AEBWDSW/xHEtQFmcZUDBpwRBPsUNQIx8AEGQ3YG/cfWnv7OIscDeoofAtby4wIt4HkG1r+9AyTm5QF1Qo0C/gOlA9efXvsTUj8BJL+5APqUvQTcem8Cr64lAZ4dJv68HUcAa4CpBH1NkwBsUjMDEzD5AELPZwAGUqcBfYXXBHNM6QBsYEEH7dvzAS1rXwIwPFcGUy5C/nfOLQM4sBUFGvlQ/c5/kwJc3e0Hu3BRAiVH8P0kaIcGn965AqFKlQJ8zGUGwhg1BY/dswBPGmcDczyxAda6KwPObKsDO1HvAm7+IQMWghr8YpzRB9+v2v87x3kDZoQZBBcADQNEQE8Ay/VRAE86SwNKfIEG+CPdATRBXQV9xvkBecF/AazDTQBCLAcFguQLBbbOXQJ1/cz+TxT0+JRdOQHFOo8BKurnAYAwZQVOQukCYK95AEorRwFDj0781He2/2VvlwPAgB8A9lsTAdzv1QDd1A8Ej8u+/7Svav3UpI8AjhTZBEARZwMtIwcB5J6U/qUoRQRW1F0E3Xr7AZz0gQUzlQkCf/6HAkIVKQICf0L+mKwlBX1DzQLmFRUDXwMk/KiXWwO5zOD+8EcbASlXcQEZACEHB/vC/MZG+wJU5SD7eStZAXUa2QFsyg0DHSe7Aog2XQLLDxL4mpj9AcCQ9wQa5970h6NHAg4fqwPCJQsHLyuu/SJ94QEazEMB9EINAQOKSwA+E6sBXE+7AUhJCQAn7wUBenWLBcNXpwHMwRkCzOENAgvMbQIIMfT6cOUrBvFh6wId0YMAt2z/BEhuKvvTuu8Cqira/OnJiPV3ghcC1rxrBhnqjwHSlzkCuxDY/1B0eQHESl8DRmDDB4sGFQBu3xUD8pkFB2yFkwG83jcDDAhI/g6HGwGo/BEHB2a1AI9ODQd8Ri8B7w3vAErINQDu8A0FCbfY/f1N2wLRLlUDn2dm7SOTpv0KCU8Hbzuw+kt0wwF3WwsBSi7NAr630vgzPXED+Lc3ASaSZwDZ5OEBXKMdAqIEIwf78D8BWhGnBf8LzwDhFjcBPghhAcmu/v1Zpyb4+KBXBGS8WQXirw0BqB2U/gCE4wKizMEFLFKPA4iH8P/H5ssDCLgxAd8ukwFEK3r8q5/xAkdnlP63pWD89DOg//bAPQNjhd0B+y8pAqpuKwBn0IsAR1ddA7cR6QBUCEMC2CT1AcJf0wL9/TsDKB+tAJzrzQOMcA0Ga4NPAGW8aQRqagcEPj8vAWoNkwc+XzUCS41JB3xdlwbLBg8Di05m/xN0vQfafFD9KwGLAE+ZgQafWjUDg6s/Aqzz+wHX6bcCrgCjBvWamQIIWqMCXcwrAYqAlwMcM2EAB3AnA9EEUwaKMNkBXlerAgMljv+foyL8gq8o//mr9wHOHa8A4BSBAAiFZQE93H0FCTPk/9pk2veM4PsBCFu1A4vHZv8WKEMCR4nnAl0CjQClrRkFby6HBzCIIQCyfor4D8Vg+PkcNQJrYiMFAzARBNv4EwEAnzkCrgI5AWaktwf05RMB/zCpBIMD9wL1CZcB9LKI/cJsbQfyix0BY1q3AdJuywHJUqkB9Tp7B4GmzQPUSDECXH0pBZKAuwbV6FMFyks5A+sdFQNEH3b+ZmJbAKhDQwOm0zcDJQr5A/uvaQGoN1EAT2GtAMav5QJHJL8AQo1vBCYoOwfnQ90BN1pzAafogwTbIeUCV6OG+FLKywMqBzUBwPjnABID9P+i8kMHqymfA6nm6wCEtNMH5jEfAnv3LwJ24wUDc7MI/04GAQYsEAkDd2nrBkpmsv28gl0AvXLnAm5K0v3UK9r/eXVFAh5CzP2JNg78Xzck+1/GaQJLGkkAtfO5AzlO1P/Iuu783N5pANV71vtfDg0B8YQfB4wOkwCBOi8CDh8NAQjcHP2wHo8B4Lv0/ngx1wJHqpT8cGWy/eluCwJXCNECeaD2/slKUQPjYhEB+u4tAS0VCwMTQX7/tDXu/sFocQIYo477pOVtAm1rmwH8dzb/D16LAgzumwONRO8H+L5w/Mxf0P9AOPsBXLC9A37EHv/tFUsCGdHXBWa81P9oBlcCelAZAS7FiwISn0T1FBCVAkWT0wAkPEMA80gNANts7vfHdyj+WzNHA0EzePY7Ku76MI0RAAFiGQPMS6MAGe0VAxBdiQOmt9b9/Ha/AsA3owIgczT4ZAQRA3EGEQOk9879ejgdAwxy1v9ZJh8BY5yPAw3iVwLFmCkBMugnB1fOqQCfFNMFskOnAri8NQBORYz/Wdq8/rSIiQDLEFEHzqghBLRi3wPnHjEAXZaM+5WPBP9vy5sDVz7XANfIzwY5dyEAwp9RAtClWQJ4HD0He/Lw/5dxTwG/ilkA+6nfBiFLDwKJMGsC//ZLAKUU8Pr4sCsG3Q8y/rUBKQePfSsBldpFADEjiPnq/u78u7qjAzVeVvzyrTUEf4/nAyeERQI9Wpb1kzxdBwGGZP66Zrj/89Kw/mGEWPxAgZL/qZD5AMK4GQHEaYb7AW0RAaLsTwAZQN0B2p8HApJMjQNtsncBx3zfAQUHLwPj0MUALenO/ZoQvQCYK28BnDprAAt3ZPzhpmsDZMzc/luo6wDSzj75ODxxB1UxsQEwvbj/aHy5By93GwGyBVUD/TihAqZDkQDWXkb9W2US/NaZDQClN2r6ko8e/s6aiwP5WYb9sEALAFCRQv09csMDMUDhAwmduv5+jn0BeIdu/xYoIwJfsMT8FqOO/cy7ov4uSAUGKWoNACU2jv2+fBsCL7wW+JjA1v5NpEsB+E5y/v4fNP8hmrr9k8qBAW4dpQPysHb/uKEE9JlAPv7DKSkCHY4jAEdVPwCtZZUBSaIDAluyvQK3377/f50rARsUDQdmqQsB5ztK+kZsCwLWrlb9pYujAAjgMQP4t7kC/BLLB2dsQPx2eIsFlEQLBeCrXvwk3CcEzE8DA827CQCtttEAW1fzAoG+AQYilxD4fBrfAhExNv6e310BJSLa/hVoMQVP0EUFVQDHBnx1twZ35T7+IsdfAVS+OwIekMz+VfpNAxl6ewHD+q8BOPog/GA/mQFuYaD6FTnw+6qvoP+gFtD9zDGpAP3VnwCc5BECrhhvBHo+vvhrQxUBrx0y/RnnBwEZCsMB7b9Y/VekgQFIEWcAVG7M/FAlzQToD2T8nWFhA8tzKPx6ZFME2Yc+/9JePP8DI6EARxWHAbYnawN1iX0DyCfnAFxlRQTzXO0DLnnnBvMS9vjQ5YUCXMkTB96X3wITOucAdTNtAZ3NsQIIz1MCAuZLAwghvwaku5MEnVDpATldSQagr3ECCukhAzWuPv5urdMBWVwtA1LjAPwIXtD5xn9HA5JIiwcoAg8CPuUJBuXi9Pi00nUBl1wZB4A90wSlOJkGG6ojAU+9+vzc77MDeOYvA8DNbQAmhPsGVCRHBi+cSQQMjLr/qQ/6+u7zXwe3UQz8ZkoHAtlb1wOV4aEF9l1DAuT0YP7s03EDIUxnBTsixwDk6AUHCHRPBb/+0wPWyQ0AI07e/gLDrv0B2/D864FFA77Cpv+dBwT+OgdW/A3FNwfCHoL+K+rhAMMWKPm167j+JZxtBZOV5P8tDXMBx01LBeLVnPy4Kh0F6Eh/AcNf7QLzYUMDMz32+boGjQJZpNr/FxihAkbmKwGsFgsCVGMFAbhhRQSSo8j+Vi9hAUJD3v7EUD0EI82dAUfHGQOmGCEHf+Z9Ar9zqQK9tIsFoIR7AbDnIwDa/akAvL50/MtheQGlCC0AkL+W/ulVYwFSJtj9I/mFArT+nwPzrmcDhjpnAWJRpwD/y0b+mjeQ/A0H1vzsS37+RQ4FBfz9EP2HrwkBVoAdBAXOlQB0WiEDsoWrAWm0AQLzKwL/7v0pAGOBIQKuJ+L+ZkqO/PlTiv+1hx0BLLeg+Uk6RPouLG8Cvp35AWIWJQO1i17+cvNe+bAQrwT79aEAHSwjBc2g9v0Rz7MBOBffAs4+UQYN/ab9CG4fAcGJ/QAHKxj8ezky+ggQdP55EIT++LjZAPOetPwZbAsFhhmHALkrsP/JNYMB0mGJBM32Bv573yT+BMGnAN2wnP9KeFMGDBHw/wJC3wFHVYkAfAZU/b+CbQGrWoD5mCtJA+MdCPxVtocDLSYXA2nidvnDzG8HQ/Ry/bZeNQOMK3D/RnWLAxwhGQAYaY8DyxnQ/EqvEPwe/IkCwrI1AZlgZv3bwA8ELeiVAn6ygQPg0lkD5itZAGAEhQNNCyj/wyYU+Otg5P+hVq7/KFgBBmaJ0wLcdHkEnzqLAfyP2wMU0Pb83chpA4CvtwMi5zED8B8jAaSQsP4QcCkGCK5XAP3CXPyHoa0HddxBAzgBJwYwpXcHWbZk+ttjyPa4JFEFpnHtABv/eQEhW2b+KErDAb5mhwX3JgL6sx8lAkrwuQHPQfsG47prAiDYoQRFMNUF1pfQ+dDdIQF3VJ0C9OrrAgbsewVlJ88C9sRVBfPCSQIAhPb/dVebAb0yYQFT19D/R9wrAFv7cQHmXz0B7Iy0/hhZRQN9Cpr9Mlq3AZj9gQIA1y79qoQXALC60vtxgk0DqG3q/uyaowN9zk7/ReZy+Li0zvd71zr7Bj4m/990JQRofA0B0pgbAVQIBQKyrFsHS7KW+lVf/wOXvqEBYfYDADLYOwEbHi8CzuA/B0nTAwC2USkBPiGpAdqbYwH3JMT99YXXA5VvhQGEYBsEp+68/lWypwE0BD0BOYc4/J3IcQTv2u8CK6qVAj+HewBPd5MA+rsm/MW2vv1nJgMAPjjNAD5/MwOSutj8ap5FAzhghwHOgjsFImuw/5NI7wFMgwUDF/HvAGujqvljhXj5Yl4/Ap1TDPjrFTsACWD7ALotvQDgj3r+XFJ1AUwLrwP/Nz0BXYipBOwwGQKZi+8Ahy7JAxGWuvtu4jD9gpHhARiMXwOahj8CO1f/A8n8XP2zShb4DVJs+cofmQPZAm0CLC0fBE4SywG/s5sA1sqs/u+b8v72bckDm/TtAMW4hQUzQPUH8AIPA5W8fQdiJpcCiydvAVscGQE1y9kCMwa5AH3+Kv/vw2r+gQMi/OrO8wJW2jEAx0RtBsSnNQEcOEMC25qi+dmRYwELNHcFxKNDAkd6NwLqZdcDVr3HAZK1DwIMXF0BzcTy/YocyQKsv/D+tzwlBfMKGQP3eA0FVbvw/1AC6P69qDsEhLIvAytjJP8Z0yb945pxAcRsNQaI6+z3zkxVBMYYIQdLvOcFhkJa+Z5jHQI8mzsCBSOZAxk7CwCqoAEEvUFxBCUv4Ps+DiUDMR73AHynmP8eJ/b8vmdq+sTnlv9C+tz6uqiLAiAX7Pl2K2D8j5WXAKU83QCeIp0CMyhXBnPLoPw8kHEFqJLJAnOAYQLsd/b+re+w+6TKVwM23cj8rXY+/b041wb9RdL4MrHVAGOqDwS6+G8Dw98RA7Cn4wC2eYsEbkIjAVObMwIjkaUDOzla+ZOaNwAqpIkERJD7BP2ADwCeGhMGWpU5A6HuVwPH0zT/cBfbA6mRAQWiiR0GBm3HANEwsP7BlBkFx+bbAWuQewI2+Z7+TqofAaxbSQIQ7RL5APP05QkrJQBZzN8Gb4uK/PUimwOT3OUAPGI/AMXv3PlQJA8C8nKrAiZ2MPx4WgsDDTSFBPLOmPzHmEMGkxJo/PZtSwQFHRr7Xi+jA+vLZwHvKBcA/ibO/0JmsQGxcAr4V2HpB8W1KQNlDmUDPeNXATlxVwb1xAkHKaplAz2AcQFf5PMFH1klAFQTowA2qR0AZ4TDAi7IFwCPjGb/HavvAbhYZQEM3HD0BY8Q/Mc5tQCXOiEBNwxS/plQkPpZhKcD+8ok/LkGpQeezvsD1ZSDASEwJQH1ZukDwxQy/efNsPiP1ksCfl9Q/SUaAP9Lrvr4cMDI/4h6XwG2Li0AakTo/9EcKwE81aEBWdgnBKaI7QA1FbUA2j5E/+Ne5vy+dDcBiuxHArqcfwLFpnMBahsDAs3mmwDuf2UC6Ctq/+eUhwGJ+9D/2abe/jD8oP8tma0AqMqa+3YEtQTY1bkAMyTTAhvYrQVYewUBqdH7AyBjNwM6V1EDiWY4/f/4+QU0QrT7lVL1AC3VFQOIY2EDRh7bARkGzwOfIDUFuR8nAP/KuQMNMPkEacK/ATjkNwAssnb//Lvm/ScQ+wReEVsDh4B7BEaviQDHRCMBGAxFB6cOUwAix3T1G/ee/G7WdwFMwvcCLmXrANuDCwON0NEELKafAu9sqQFdpycApUo1AjSBRQEtYV8EQMA/BDTXhQNpKMMFCWk7AukXHQBhkA0Gm4wLADFnAwK6cP8DORVPAe85sQKk80UAKtPHAcTVLwX1VpMCfWCvBOFoTQQs/NMA3I87AGz9oQIiOdcBKvExAxb5NQGdeSUHo9dQ/hZu3v3ztmkAEH5RBJBPsQKxMd8DxFpQ/jJxJvy1CFEHL2YC/hcYwQYix7cD1ytlAYol5v8RSBkA7lhrBVuJ6QIKrw8BYVEpA0qeCQNKuNkF0DSZAy8RuQCielkD/4h3ArdKXwJNBicAsD27A7dgYQXI6SMEqHQ/AkggWPoQ2MMFE4bY/NfbGwAqYg8BPIh9A9lNLQTc5HkBDu3vASuWsP/N9WMEGdHk9AshSwGABEEB9JB0/2eZBwDXVrkCJVb+/T+IRwDfNvL/hq0FAcJOuQH0BLsGPTIZASGG5v91CQcDUFOJAD8iuP6u+Wj+DSp5AJlJRQFPEasAJrQpBlJcOQLu/kb8qxPlAGhyhP9fQl0AbSClAk97ZQPuyBMFtBoNAae0BQXDd9b9if0lAgpWav0G+VEDt6RjB4psawVBMvD/W6QDBmYLGQPH8RECifSdBZm0YwCyIWMEU6tA/2y2hv6IN7EDwgf8+VO6qQFOodsCO4i1BW5BqQOZZ/j8kkCFB4EgjQNy8H0AooOhANNYEvxGV4UDm8m3Am5YTQE5TM0AJrsxA3oQTP/1cesClv1I++tWAwO4JHUCjmjG+6hAeQCB75MAGdr4/3xnNwCa8N8Dfu+c+fYEEP9d1Ir7Zhk/AfxoZQGSzj8CyEMLA01IHQdP6eMBGhe29SOKXQO5L+T+Ms9I9GVaPwA/+R79TKGy+gAVowKNFj0CbNZa9vTXCv7c5oT80iYvAcrycQHEtUEBAKADA010kwF2u5D/0vDi/yJbfQN+kID6Gsoy/a0A2v9gJkMDHwlTAcKaEQK/iicD116ZAAeKuPx9Kmj4wZou/ef6ZPMInh0BcogFAQDr0QBe9Gz8o/AlArz1zP4exh71lZv1AVCqGwOfrL8EdAoHB5AjwQAXSIUDsH72/3MoiwTDKVb91nz3AbNzwwAWxtz80OG7ANN6xP/rnYkDHnYzAERyRwM1zob/FLe8/M5r9QPa3PsE9+1zAcfepP5va18BTFIlAf8VHQVj4mEA+HyA/OpuawNg+RUH0Fg9BFcG9QGRTdEDWr0bAHfPKvvHf4z/FvPrAPDEAwCbXE8AjkEZAt5R+QHliG8AThOi//1EVQT5DPkCRXGnAtw8TQfHwh8AbyhO/rtuEQB6t3L1/99zAzWr6vzDY2r9uI/w/Mxr0wEifKT/WaKVA628XQJPYY8DurrfAPO2PwPM5BUCPbHZAO3iuv/FIeEDUNHo/b5+HvyVgGcDvzdNAXMIdwFqH7kB8vZbA4EDTP9ybo79kxgfBJKtjwQwn2kAABKC/Nu/OQD8xdcChXh3BYjOSPqfgyUBb/QHBs6NFv05KPz83YglBzDIhQFCfhL+gf5e/dcwEQdw3pkDNDdpAjhGrQIqbnsAUvyxBARdewDtAtL4AcrfAR8wEQFfagkEp8IQ+RfL3PopNAUATqSLA6sxPwY0VUUDy8enAEJdywKdKNEAHlnfAK9pyvmX8Fz9Z3qXA9hq6QGO2NcFe7JJARKsdPohvKsGEYm3AlLbKv/onHUAYlJFAjgmcwD73x8AksuzAQE6wP56hp0AFocC/sJq4QPr4UsBzrdvAWHuvvyrxrUABsRfB4/pmwEkGEcAULwPA5w7zv0nKY0A5rxFBl93wvx79gb9unhlAPyBMv0VXE0BLEynAzwIjPzYMFLxzboDACE12v60xrT/JSGvAio2EQKDpTDy1VgjBefE7QSoq3b8qTxRAUix/P1L/ab4Gru+/TkiAQKHAmj93WPpAn2I5QH0qXUBUYJDAMiyFwPFCPcAYkYPAHnxCwPlWSsBDD8K9VyWFQL4LJsHTluo/Uy1PwFJ+LcAtu0PB3YSJwEK2XMAv7lBBY5woQCH+H78xj+hA0cThQJL8tT2pDSXAZ9dyQECY3b/zyJA+GNtQQEO3kz8FPTbAfH3sPglaGT+YHiHA3A8rwDaYR8ADeSFAaZmKv6caiMC1ky4/rgmSvqiGtUAk/EO/YB+4P46wnL82iQ8+NikSwG3QUz+G1+w+8D34P0d1Gj+qxyfAfWsiQDoHecCiKB5AP1vVP0Kh8r/Wz8C/8Ok5P/zCzb/eT/89x5ZaP03MqEC2aGbAQ366v/tu/T8dUAO/EqNNwF1K+T1I9OlAHGbsvwYCBkDr2ka/lZAgQOx8EsDWIE1AIh8yPj0F3D5LJbw/gvUkwK+r0z9n/zNAG/ujPzItMD9aBfY/KDwHQACVLcBNRhVAtTfHvYWAKUDhQALA"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08827_W000004", "text": " Penny was a little dog who could do tricks. And you can guess that Quack was a little yellow duck." }
EN_B00058_S08827_W000004
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08827_W000005", "text": " Molly had just come to town from the farm." }
EN_B00058_S08827_W000005
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08827_W000006", "text": " She did not know any children in town, but she had a good time playing with her pets." }
EN_B00058_S08827_W000006
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08827_W000007", "text": " After school started, Molly made many new friends. All the children liked her and were very nice to her." }
EN_B00058_S08827_W000007
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08827_W000008", "text": " Molly had never gone to a party before." }
EN_B00058_S08827_W000008
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08827_W000009", "text": " She was so happy that she ran all the way home to tell her mother about it." }
EN_B00058_S08827_W000009
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08827_W000010", "text": " Molly's mother was happy too when Molly told her about the party." }
EN_B00058_S08827_W000010
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000084", "text": " There's another way I could know this was DNA without needing to put deoxy on each of the building blocks. Does anyone know how I know immediately? It's a stretch of DNA. Yeah." }
EN_B00035_S02542_W000084
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000085", "text": " Now, let's talk about the non-covalent structure because, you know, I really feel that that's the most exciting part of this, uhm, entire endeavor." }
EN_B00035_S02542_W000085
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000086", "text": " Because the covalent structure really doesn't allow us to understand how DNA stores information for building proteins. It doesn't tell us that much about it. It just, it looks like a cool polymer, but we can't really understand the details by not looking at the covalence of the non-covalent structure." }
EN_B00035_S02542_W000086
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000088", "text": " And this piece of scientific information ran around the scientific community in the early 50s because it seemed incredibly important." }
EN_B00035_S02542_W000088
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000094", "text": " Now the next thing that became the clue to the structure of double stranded DNA came from a very talented researcher, Rosalind Franklin, who sadly died way before her time of ovarian cancer." }
EN_B00035_S02542_W000094
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000097", "text": " To collect electron diffraction data. And that diffraction data." }
EN_B00035_S02542_W000097
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000098", "text": " It actually gave a clue to some of the dimensions of the double stranded DNA structure. And it actually was the clue that told the spacing between the strands of DNA. So it really was a piece of information that you simply couldn't do without." }
EN_B00035_S02542_W000098
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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u/UBknSZB3TmJQCJgt7wYy7e+DDpswHUSBcETAEPBtc9HQNztu8DRZAlA3EpFQLbaSj/BErpA3tSHvr7Llz1J19Y9Yd70PxsjhsBmmgVBeKNSQP5ao0AsybjAWyloQLtCQUGpVwZBhDpxQGYufT6raZi/PmwlwejXOUCd5BrB34Luv1zwEMGSWxhBppRpQANtM8G23IpApTTUQF5I3L4OaNnANp3KwGSiTEAc2oPAqbrPwF+asED1iPzA5lQsQXE/lkDUmhdB7oxbwFTfwL/2yCPB9F26v0WEUUFN4o3AfhcXwduj6sCxlU/BV20wQQfaU0AgxIS/TqAWQQj4/8DJ8xpA0oQBwQMVTr+1Sbs/3L4wv1VKsUDTYlQ/MJSDQccEMMESEzdAsMDkvakLUcHmU5K/0ZezQD8Qqr6jWfs/NMkJwZWjycCFFyE/WHEcwFOSsUDwZbZAeSw+wI2RS8D3TttA+7HnQLEUgUBNMlzAzqVjPYF8uMBgPRxAF4WFvjCI28DBvObAOm4gQasN/j+e9mLAp52AQMOtj0AWsmW/cfMRvwn4GsGjLtRAZoekwOBS1T9HHMbAmnU3v4lwjkA9M1XAknmpwOc3P8COYIhAtUeYQGyWAUCx0ec/AupmQDsODUHo8YnA2pz8wIQxCEE/ZxXBWticQNW+Pb/pP5DAs/urwO+hgT9Gp1A/EoM5QR79Ab/cgwlB1FtFwFmKtUBfFQHB257oP9CM4L4R7JlA1nu4v9BSn8B18V5AP3vaP577WEAJerDAOsXPvbRoDcHh62bAF6gEQQSTo7/D0APBO7z9vomjEkGXLsXAfAOvwM9IFEHyzt6/tHAYQKIxkEC459VA3iUPwYSYlMAjuJDAkmIJwQiPd0CA4yRBx4+AwCOA2kCS5glBk5KwwO/+lcAF+ypBpsM7wHoewkAWBgVAxls2wHQJGUH6kqI/yud9QKYX7UAViXhAh56uwGWxekF+2z7A6LefQPVeisFWN/zAG3IbQOGk0T7HEhxBt+bGQEERVkBRYeM/vhg/wdqdIsHPsgzBWiiCP0SuUMD7o7u/kGbhvsl/sr830kvB9Ap8QASCU8F9fypAz5PBwOKB3D+Y0g5BW3c8QLnHjcA7DBTBlzhRQISpJ8FGyLBAZLggQZcsHEATKMs/Sx8hwD7JFcFIUOXA2g2JP/UyNEC2LEw+vFYjPh2/F8C0Ku+/YIYLwcekE8Ej8fc/V6WxwEaLnUAHb9/A0K7SwGgwNb81Uj5Adq0awVPXM8F28pc/Btl8wJ4ZKkHpJJ9BPi/ZwFIf5L+MPkfAXjZfwLJyYsE3+V29v8CgwJcbVcB5ZQzB1fyGv3TCnb+cl09AHNaAv4vvBr/A3CFA0ttyQMkHO7995gNAkyAcvUaK0b9k1uXA4xNCv/ClLsGpHoNA+zGnP+hV5j96e/o/a0Bov90CxkBculu+RFl5QK6ZHMEkjIpAq8+hQMU3mUC/Sjk/TKhLwLz0cL9eV17AAsEmQAe0L0FFETPAmwOQP9usysAWri++y2SYvu8yhz+BA5C/NdAXQe0/Tz9J/9nAGLogQGw3vr8W0NbAolSev11qwr9PH4HAc9fNwA3rtD+LGQTBpMg4P1ljB8DyKRk/G2xYQf/V6UB7I39AcBoewYocbECsMuq/2QZ+v7AkKT42BPXA53edQNDcGMAoixy/DXUUv/YPq0D/Lc29P200wBkVZEFq5AjB+LmIP2Y3zD/fG6bAaiByPsQumcDlXrs/igT0v8dzfUCQz1dANQfUQAYlAUH9JyxAOwwFwat/wj+xfw9By/YTP3u9B8A1yu6/Me9PwP02+j8Qi41AEEczP5IdvUDJGjtBPpiAPyaHpz/TYDY/enFEP5A2DcD4QyvAjaYiwLMcer8Yv7fA891kwJ0iaL5kngTAIqvmv96Qg8A1uUfAQQ3vwL3B78BFCZJAbTuXwI30REBp6HI/rKWYPtZF7UDcehlBdEkHP1+z576QcDBA130EwQLoo0C9StBAaK8CQXhHk79msThArAFCwYz3NEBhU8w/E3h2wGPq1kBzCplAndCzQFr+aD4vB86/lEWfwK/m3MCpwwPBJbPNwLZ06D3vvpo9/YagQHURhT/EJ9q/PHjvPW0A/kCLWsXACluOv7Ng88CZsAtBpU9xPiweIEAF0bvAGSvCPto4OEEgUMG6/iUFQXS5TcCxjiFB70GowGsIjECOKlvBLwMBQaMoW0HaO+6/Wt9WwIejGcEK5pvAR88/QN6bFb+ymU5B1HfnwMVLrECqLILANE7RwJ0i4EDnOjvBJeYVQUFcZEFAwZfA0Bb/P19mAMAnYe2/ROJGwHUJ/b+OjZdBage+wHUzosDLfZVAmUsbQZoUj0BmmfxAMwaHQMwKlb7eK7k9QCzQQIKEUsAQtQ7BGpoHQByGyEBmYRVA/3U6wGow3MBJgOZATeiEwL6LVMH4ToXAh9D8wLw+NMA0oBXBpPpWP4zCTMFB0Dw/aJt4wSIR+0D4gidB4jF1v+jMo77qjSZAUTkTQDRXrj9uvHdApyi7QEXlq0DnK8HATAzJwMVUqsA1S89AJQu0Pr9p4z9pWQdA5msawFvZlUAuOnM+x0uewDFhyD48cTBB470GweRpeL/bxxRBJwU9QV3IjMDS12q+G3Q8QItrokCbcERAIOYivhiwaEDRksQ/C5twQGWxVT+mFI3AaYmHQH+PgsCjoFg/CUeRwGtw6kCDYtlAMwO1wBlhJ0AOwNLA4yVhwEBANEAJXvXA9bodwK7hPMCz3pPA1kqtv3Pbsz/OW5lAQmgwv9slCEECvKvAjmRcPt10ykDN2f2/fRv0wLdKFsCJc6DAqQWUwGq2B0BI9z2/4ertv3JEAkHk1Y9Apf4PQMdxB0Am/zu/ez47QAqIZMDUcLg/FI6svxqwKEAsufI+q7Igv6bmLMAK7rJAyKGAv8RBiUBEYjXAN4tMwMVC/EDJZ4/AS2SovWDpiUFvnYI+1FlhQDn/jMCLyPo/j5bYwLJsjz/uw4M+1JmxviX16D+My6g/d0qQP84PU0D8TG5A+GUjv1dpnkBjJPC/+B8YQFDe97+dfui/aL/ZQIZMwj9ilw2+/UzKP0K7Yb0LPOw/Ss/Jv48RXkCiOBvAsIhcQG2qhEDBb+rA6/wFQLcp5r+ulgHAJc07QBY4BUDX+QTA0wUhv8rqiL/eAB7AS3vawOuFAMANAQ3AhH0ywbG1TcCaIEq/KTIDwQq1TD+JwDrB2vS7QPE6esDUtxxBA9y3wANN7D/NCiBB78cCwGjjkD+QhubACXfhQBTcvkCGEHDAT2lyQFxFy0APQQXBcL0nwe3Ogr+McbpA3Z5/vx1MN0EHuanAQu6ewFVkq8CJjOTA8f8DwTIwhcBGKUHB0GmpwDKqPUHo/65AiAFpQC0hjL/iu4dAbyKSv7VFUT8kDse+mbyFwGIwIUEyghnAqrPbv2ErQcHZZ6nAMOPGQPeokcCQLlhA2zlKQet7D8FbNs8/KJVFQVuGI0CGWKVAjqG5wO14EEGUMF5AqZB9wAfr70Dj3ho/7BP2QMv8S0CNL9S/zRoOwR/cS7+IqRY/n4MdvmUWz8CTgyfBtIHvwA1rB0EndjE/buzKwJR0w0AktnVA4yScvw9baMDS3m8/IuFwQM9pHcAQr9vAt1YRQQMJF0Fkjk1Bit5TQOiK7r97sWY/kpKLP0Vw/D/Svs5AEZ/pQKI6bEAWx5dAgOHdwHLjSj+BMzjBkL+lP2ATmr+HkaXAHdj6P/DK27/1M8vA2z2awL0egcBQrhK/x42CwGAx5r848Y9ANilJwDJv18Cf2HLAiz8TPzdzBsH1KKvA1XqRwKErub9bJsO/MkLaP3MTlb6vp82/DPP/voEXKUBmXiRBccX6QPOnYD/YurpAEY5QwNi8VsDW7QE/+xaXPyW0H8FwD7dAJjoWv8tn58AsD+LAw5SbwBkWG0EG5dBA2zeYPqqaCcD+5bfAw88XQda6mMDHDrS/gOsHQeA4ksEIPM0/Uf8sv0ssv8DHSJLAnX2NQH/FnUCDJ0nA0X+KQMyrwL8epWjAggsMQFSdlD8dXYDAXcO6wFyjZD8sI/A/YyUoQK8/AcFmqAVA699mQEcprz8QIq/A9uQxQDlkNcD7C3lAv/hTwYwtP0Aht3hAmgV2wPMD/MCy0Zy/TR1jQJmxGcFq8jLAVliCwMx4sUBiYnbAXxQFwV36s8Ajx4++Ds64QBAhaEDv1R1BQ/UdQWl89D1QcMK/q4UNwYxKIkA+b5O/5mVovyG1ssCTKko/0SlWv46mfcAble/A5aPNPkejd8BxzRPBtUIzwTSQMb9Gv63AEIFDwdzmR8D6ZaM/fiqxPteAhUBhlPFA+1rYQA+YvcBQa87APJkLPY4BHcH08/tAxp2uQJKrRMCLXJa/sRW3vpyOQMHoqFlAn1emwLK+178Ovf+/R8Xrv7jrAb3CnJ1AapydwIF1MECpaEs/UrNQQGMjKUEPJZS/Ov5hwJIswMCeOHnAOvYxwNtDe8DYlypAR/yXP50Yb8AmhG1AdrdRQCh3fkB44/RAvdiMwOkzQEB9/OXAPIkTv6MxCkBfv+O/gEEvQZ81UcF7Wuo/ox0wv1tve0DamDPBR2aKQeR8x0CMOd+7Be9JPuZsXEBxEETABtT+wEMuakBBda3AjlZjQEtIdT+4T4o/f+t5wAInT8Ape4JAuRQBQdkVpkAL+ZRASkkywckEtMBbbNA/OZH9QPKSA0EkcIs/wBuCwEdh8z81qlVAl8YJwXSHB0BXRr++tEFQwZnh9z/KDZU/HNj5wIHgmsAsEbhAwqbYQBGQmsD4dC/BcJviwNpuwUAFqnbBZseQQG7L7UAurZ1A9+TJPwVU2cAGf4lBwZudwJUtNcBzihtAY9rkPVN6vUByC5NAapbEQPw/uLxKjmJAuX9/QBgrvsCZg27B5KKdQHneY8CCKN7Afp6Iv8TW3D44SNJAIm8+QB0y28AH3g/Afwd2v2lrKcBLKPjAUiI3QLL4jMCG8CpAGOFJQSBtAUFhlIpBhiEfwMd3FkHBJDDAYPGUQI9fQT4IZHO/J6ErQDM4uD8urt1AhNr/wDLe70Dm5PNAPNtBwFUzB0ArYHhAKMOHQNU0ikAGlITAZIMJQAq9H8FwyElBLOVfvTKCAUFkXvE9DLOPwJVOaj8vMo0/u5fcwE5L1kATvKXAaYmNwJ+jucAzGas/ERmbwAK2BUGNtYzAqqZ3PzULgL/iSdm+Wf+0wDIkBcF/8cy/2rigwFpBt8B73oM+zqSlQF4EtMCZbIy+QAVAQOIygUAZ9p8+pA17wDq62r8dmJTAqmVAwN8yWMDUjnZASf5WwcxjPUHwt8W/Jt4UQY9vGkDi1C9B1lGxQOTtJkBU9wVB2zJjvi1X8cBVIU/ARI8SQZ9piEAAnbLA7g25QFzAK0C0fOHAHzuaPs2Yl0Ccs6M/l+mWvpAqN8EQHne/xzONQHQ/TkBLt35A00npP7Ajg8BHzy1ATadiQFIh+MC6Y4DAxUODQfgNG0Bux+PAC4A3QAA3GkFEhADALYCywKd41MD8iaE/wfHrv+ymOsCZj4PAMLcFv279N0HoLgO/r8TMQPafnL4CvAu/W58uQCUz2z//s9PAVdfpP5SBWMAzrrRAf5LxPy5sokAkMxLAPY6cQOjMS78m7xXAxMb0v8pTDUBR3olAL+QVP2ZbkECtIC3AFiKbv90plMA5ajlAexe7wNXvgED4blvAgdJoQAQHSUBLGtg/0c6uwOGSgr8PcjPAfKDAQDOB97/U4NPA2BxMPzn5+79bpXtAi12xwGv6gcCCQl1AHI8qQUEcAkHiqRhBRIMNwLwMLsBbELjANXglwJO0a8B7rDlBabYYwErGOb0QQtS/v0oJwRZVSj7u/NQ/Hi9VweEG2cB6ogzAL5KtwKjBVsDeArbAZWHSwBlk0b/bWYY/RRBNwbfqlj0/tzdBNiwEwPjij8CmneFAXoH0PyXpgUBWqwzBkYVBQCvqmUCCKA/BelbrPyJq0MDWmkE/Bs25QINjHL/Qs4BBu/BkwWImmb4a4dXA5zX3P8WC7UBqYwbBQXHFQGyqcMAaSxRBHADywLogjkBuewG/zJCSQJM9TMDHA/jA945PP4z7IcCZbtTAKvIRvw3DHcAAiZrAGDk3wIfTgsB9HMXAakiMwIUDgb94i6VABW+EwAl2/0BfWLNAp75IQIDTiUC83LK+Yq97wM8SiEA1JtnAxo61wAjZCkBlsrRANVpVQbJkN0D0lQ/BoLL6vgdMzcCYAFi/O2xIQLNpm78llh5APy9HPzjnML9STopARsTlQKHGNEEx7n/Ar9ViQKTzJD8mgo3AbruawPU3ckBRhLi/KhKHwIxULEHR3g9ARe8bwTz/LECcoQjBXl8+vgnxyb8CbprAHEIAQVNzHsDCZCjAbNH4wLa1uD/iEppAzFSSwDwPPkDM0ZLAi9T0wO4XLkBJDSPBHhMQwG/7Ar+/qVvAT96PQD3AvkB64pQ/WTKYwGv5o8B9Ew5BC1UKwU32+0BpDtZA6BqAPoE7r8AQhDDAYQZ0wHRzmz45xLw9km1Gv2DfUz/hPSNAuJCsPzI6Hr/b9uw/BLWxvXNo2sAEAr2/Jr6zQOfLmD805oLAv7d8QIRojMCCmEbAiZ01wP8qY8CZVuW/CWqJwIQngTxJP86/tzkgwZoES8CpX4TA7CJAQPsrdEDLfw297BFKQBWLC0Bvb8nAWFNiQddCEkHkpxe+QLcQQGuM/j+T8xFAJk0YwGjYf7+dVipAzV+0QFLZDUGGnExA/da+wNj0BcEAUwfBlTcQwDejaUDGta1A40KQv9dbl0Byjfc/Qm+vP+B1JT8g/6hA9MUkwA+pGUCYkSA9KAOzQEEa/8AfckxAvbUAwLq4br+Qac/AaLnAwEVhJT/g2WY/eKocQNtdlMAg1qLA56fgv9Qse0D29RxAG/DqQNUkzsDp9K9Aw/POPnYKI8HlTjhBRUbbP3qm3UANd2nA++T+QFNCmEAxVorAD0S0QAbB2EBJGhnB7ZviP4OjX8GeKCZBjHMmQcCGdsC5NIDA/v4Owf2vHME0aVrBQMynv8sy6z8z/gXB/N/CQAvxA7/b6YpAaKteQEA8DkGHaQJB4qVWQIrl5kD4FgFBZnuTvzjezsAHZh3Aqv0rQOROSMGu3bZArMqHQOolmMCvaOhApU3kP3T1RkEzKr7Au/sNwUbyqUCMsInAh73hwFe+v0APFQNBPa4FQZ+fc76kcgrAlj18wHHpv8C+Qfm/ZTm2Py29c7+t8OQ+GoOCv74/4UAwP4NAeZveQBD1dEC07W8+jHulwPgWMkBmL1s+Dd64PxzuBkA3HmfAsoSVwI1FysCsfdBAIK5wPy3hpb6Ut8E+u2IhwKw81UAWN1PAeLa9wOSFWkC3kMPA1FQcwEYg7sBAM5lBaG9PwFFr8D7XoFnAibwEQWNM2kDnsOI/zwjaQLL+CEEnI20/0KjCwCJwQ8FBbR/BSc8MwRb1BkBNJmy/dyAwQXxVpUAVzrbAQ03sv+HsBkGpvQrBEjuHwC+VDMHfwAtAJ9hDQNYlWkCbGQPAbNMSQI/9MEGTchLBNNuMwEWAhsCjZgPBw8arvrSPxj8BdMw+/4CwPo6ToUAFS20/rQE7QDhKl8DwSAu+FewkvtczI0G8bcrAGwQVQT9KH0Hd0tE/rZsZQHvNzcAQNRbA+DJRP6RX7ECBTNLA7kiAvUITXMDbGCFB2BdivxbLQ0B3u+m/wUXxwGJXqkDmVQtBAriIQCVBi0CCVfzAT8+WvxvEhsHeVv8+UbeVwA0m0T/TuJ/BiQGsQKOa4kC7LHJAq3xdwK2ap77cHCVAF1ONwGk80UAJlCBAJHvvwCTcDb8O8dy/3fQ9wNI6sT+AqkfBEiTuQCCKE0C2SrvAUTUDP+3878BKDkzAKfMGQcSbJUCdGmBA7zC/wAz/CcEOARvBbRn8wBG9q77jeb3AKIIfwDPhJsBfWJdAaXjXQAfTYcEcs4bAT2OeQP3ka8EHXC9AzNUHvbRJHUE38mI9IDqTQPhbh8D1IdpAWAMZQC8/3cCOf6U9vraTPyo85cCbtC4+nNoIQeullkAPgcM/Tr9zwADMa8Dc9DFAxYplQAF/KEBzQnHAlexCQHS3LsAWtN+/YNkuQAeHtz9pP4bAAS4mQZHoOkEhWkDAAhA1wLXM/D8gPbm/TJc7wXo48L8AywnB11nlP9U05EBZFRLA0L/nwNNTOcCXkiJBtUfMwPJ0D0D6xVNA2qP/Px5QdL+NvXdABb5zwPFYKUBLh27AFIKAQL1UAj8kGf1Am9TZP9FOfb/uXuM/7wVRQFOoP0BLmIXAvM3KwA0LW8AgK4q9Lr6PPw+UfECGfp4/MOifPuAKfr8BdJnAteCdv0STp0DiZ4HAxS+6Py93okBHLABAH8YRwXU9LT/VcAc/L1O/QBJae0AmBWM/fGXmQPcbYsB4BbjASrgjwXVXxj9bR4pAuyJswE81LD+ppe6/rRpSQC6tp8BvjY3A5Pn/P7FAG8CObbO/EfTbvv/QWz4gtSrAsuKPP2mAxD/6KeXAjkWCQF6jVEF9hLtAHSYOQDRCh8Ah+ZI/QirJwLL2m8DH+atAG/rdvvzk/D6SVztAgpkTwLps5MD+SpA/9qMRQNtIGsFHiixB07pewOMiIz+9kZLAIDoVwd2iD0DdN2A/EQDTQCh0hj5Q+K5AWATywFeJeUDV9C/Ac+mNQSus7r90pEHBj7IsQCYiGD/ZOXlAA+kRwQY9h0A5XyTBhaw6QET8BUG+TPDABCMDwJeYYMD3Q5LANa0YweFTdEHw5JI/mWz4PntExsATxQtBVfhmQHB/ssBER5RA1F0UwW+MjMFCQqVA2PQjQL8kLsFssaTAvYAswI2rZkH4ODdAxbuDQVGdKMEOy5y/UhVZQW7spUClmxjBUpI0QEHIs0DXe1bAUtymwMFAyT9UYoPAQfQOQG8E0cD0srpAZgJRwZkwjj8hYh1Ba2ubv3fV+MDbz7lATH0EQE+DFMDGHWfA4ZSRwChhyUBSDEzAKDTjQEUh57+mFjZAwQyhvgk5yD+ds+m/t0fHPyK+pcCcFd/AFIauQNGg4kCGKUrB6PauQPH9BMF9Fks/Mo7zP/Wb68Ce3eK/4TFpv0cEKsDXGgbBLtfJQBzqKcCtiKo+lbWwQNC1n79uIi5AAcKQvyAFzL6KaQXAe/AhwIiCZMBwly3AfA2gvuOz9MA3IJ3AuQJNwJ2Ny7+MJVvAZeNkvvJk+z+y4yvAKbqkwHqY/z7scM+/woTuvQzTZT3xHMk/6rjUQJlQDUElJHFAkgC5wGw4LkAz7mzA+vQLwNYSo8DyIaXAMzQxv7F74cBV1gvBXjkXwQHp5z+sh45AjB+2QHh6REGmGtNAsOCvv6H0wz9BcpfA7v5iwWXFuD/Rq+XA8tt9wX6xK0FLxy7A25BBPmd75kC9MoQ/qrriv3U6oL/ZE8/AjLcCv4rkFkG9vg1BV84rQPRLp8AyMuDAJL0hQecPPsHE635AErW+wC5S6T9e7sNAsnIAQY5wdL3WPUHBFQCDvhYvjkBUuy1AJ4GTQOmEe0Dr9oi/qIalwDyJ4kC5UIXADKkwQYy+M8GoUny/7xXSPwq+SMHAUV3BjE6aP1EXML/h8cG+6YrxQCiZTUCf3E2/EqX0vh6+R8AGo3lAptH1QN5+mkCpaypBI2BcwOxPWkCK4RFAfML/v36w9T5UYQDA8AStQMjGEEEMgs2//7HnwIPbcUBNaHDAbxyZwIVo6MDuAhhBJFOOwI7oM8GxnY5APfX+QLC0hj+ua/k/ZStlP7V2nr+YL8DAkeO7vzpqjcDNaxTAmXjUP6XXkUAzTkG/JQ6gv14jfb/oIoDAo05DwIJKvsADKItAgiV3wCvvAkAimkQ/ggp4PjwxycASvbDAFS3BQPoU88CSTTBAzVN/P/Nr+8D0gPw+R+RiQAhV6b9Fm4LAwVG/wA77zD/C4HlAKlNlv3Zfir4LaTpA2u69P1mPYMBvqTtAn2ESQToty0CdY+FAhFKvwL2iykBUGIFAj0ndPbXev8A7ESTAm+rNv85J+MB2grPAs7HFv6MBckAlpr49XbiowBwQlUCDx5FArVHFQPcnk0BYsQVBImKNv+cNuUAp0CdAztl5wGniYUGWnidBLgaGwMrGLUHZRAk/YhCMQF/FPMBQVY3Atp++wP9b8L8IaBLBFJfKwDHjJr8MgeS+aqMMQKXYrz9WX4NAFX09QDr5tr+DFcC++zkSwE1Zzj8ONh7AK2dWwVfwZj+OL5tACwjgQIOancBZOaJA9N5YQK7eu78g1YC/QsaWwMoGyMBCHobBUkMvwC5qcEDemivA2tM7Pbz3F0DIbXe/LDIcQcWCEcAyCf6/vxwCQUCKhcB2sqPAgoYgwerFjb8k/yhAOz4PwacSBEGYdD1Bf4WXwHzuxb804c7AzNEawSlssj+xHJNABBoAwemB2b/PSRrBvE36wE0SycDeJgBA1/AAwO3mrD9lMBHA6jmnwBg5IkF2a/hAzJcMPfGGIMBTVRDAkB4CwEKMA8GHMns/QrzUwOjgd0ANQFk/DnQOwW4yjsBQfrM+G5k9P1fDCkGEymPAnLmKvyMZzkBnlAtBJUmlQOJbs8CqR8A+UeZswE/N/r8IY/1AK9XdQIpYnkAjW1bAXcBNQCmUiD9LcJjAVqi6QPENQT8ODpZAY9KOwKWPLcFBtklACNkgQXThZ79QzdHAPq7IwKQOOEH5uY1AKFpKwOS6YcD8vhPBN6z1P+BGi0B4waNAExQowW7R/EDhiQ9BYh0UwcjGtL/lcsdAniE2QJ9vPECVVhpADx0lwe3ElMBpd+q+REMIwLGDMUCSwPXAr6BKwCob50D6Y2lAgH81wFQEIEGjUqZA3v17QWvl3sD3Og9AKJSBQF+gnL9bSSi/pAk8wa1ZCsGbms4+kNUEQfm8ocCrGAtBEkXhP/SokUChHxzBS/N1v7U9g0DN4sa+6c85wTFMx0AuOaE/L13HwOBH6MAWtydBV7AGwE3Pqz23CP5AUd+HwN4TJcDipnA/r4yMv1Oxij+rHIzAO91HPzwhGUBaUwy/T/rRQNekuj/99FLABJezQLFS4T+/PaVAIqYLvveDZb9Rph7AsRanP+Hw5r4rKLjAkK7CP/IFCkGampNAMrhCPkZgoT8+LR1Aa72AQBXv8j9HRO0+kRdgwGbhlD9w0rvAil1fP6RQM8DWcu1AeW01wM2txsCEjdQ9dlgfPJoFkT5GD+jAaweoQPnh3MCxUmE/02rEPyF9WMBVZRPAZCYZQBvagEBYi8g/YfDDPnGnqD6OlP2+TDEkv2qbhb970wDBZ3VSv6JAqD+a6PNA11KWvgdSsL6df1o+"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000100", "text": " This looks kind of clunky, but I know the room they took this photo in from my years at Caltech, in fact." }
EN_B00035_S02542_W000100
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000101", "text": " I can recognize the room. They built, uh, not just little tiny molecular models, but big molecular models cause so they could make measurements to say the diffraction data told me this was so many nanometers apart and they were able to piece together." }
EN_B00035_S02542_W000101
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000103", "text": " Somehow this triple-stranded structure coded for replication of DNA. Now there's a ton of things that are really awful about this structure. First of all it's a triple-stranded. But the other terrible thing is" }
EN_B00035_S02542_W000103
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000105", "text": " You can't cram that much negative all in one place." }
EN_B00035_S02542_W000105
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02542_W000106", "text": " But it was really an intriguing sort of sociological phenomena at the time. Pauline was a major pacifist and he was really, really active in nuclear disarmament." }
EN_B00035_S02542_W000106
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000052", "text": " Kojima reveals that the game revolves around ghost babies." }
EN_B00010_S00961_W000052
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000057", "text": " I don't think any of the gameplay that I've seen looks fun at all." }
EN_B00010_S00961_W000057
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000073", "text": " So if you want to get started, take the quiz at boxofawesome.com and your answers will help them pick the right box of awesome for you. They release new boxes every month across a ton of different categories and it's free to sign up. Plus you can skip a month or cancel anytime you like." }
EN_B00010_S00961_W000073
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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yh0DND6dAiCNawPicB0DCV2DA2UwgQKRhxUB1fE5AkE4YwPRzqEAWp0dA+7V3wOpzuUAujpzA48pTQP8MrsH5s2FAGAAJPwI8vUCjhQ7By7BBQLW4GcF4kZlAqxZAQF2FlkD9ZqZAMdjFQCqrgT7YcnW+comQPwMw6L9r2i5AephRQP8650DP7ClB7vDpQOZ0YECZ8kRBZUiCQGsFxMBhXd5A7DiCQFHw+z82giTB8FeFv8w6PUFJ3NbAJqOxPwYDrj812jTAsJ/pQFbuy8DGMZdAOChSwLNAB0AKNG7ADbaTwLi1QcFKNE9ABizLwBQ6AcGK2lnBDsrpQAumpcCrfxfBABAGQZBHn0CYExBA13/nPqp1HEEQ2ANAOUa6vzFcxkAPiJXAd0qqP/q8hMBDlmPB3838v6ciQr8S8IxAh4wrwToJLECf0+zAIlHMwG9+fcDUCoTAw1HyQEELo7+PE0nAdH3NwN5GHsCW6ULBBu7hQN6mqEDxh0NBxaaUv+FjP8E/kSjAIc/JwMsfsD+ja8g/45EpwPYXSL8Psp9AcrbMwPnu3MCHekzAnWnTv2IXWEHZfJnAyIMSQRfjREH+0Xu+EeGMwF2btkCI319A/enAwNxIYEDbhoBAKVbdQGueKMCD0oA/cMhzP5r0C8HETZnAUBUQwUTUAkB4bLQ/4CbtQJWYNr8AhmPAwyrZwAoc5z8Dqw9BI33cwFdTZMD4mwu/pzuhQMcSqb+MDKA/DHgvQO+MxsBa/pQ/H4Y5P0lURcGsfvpAJQuHQPuTnkC14XpAqweSQEBurj9oaABBOkGiPy8V0j/vesFAaSmJv14W+UA327DAtuLAwFuLZ0CVETlBGtTVQOE6wr8jvITANGHuv7PsLsC2QERAmIzwPUtH38CZQ8NAfNARwUmyHECsdNnAZ5xTPyTtAsAMBpdADCKawNoBv8A7e8vAmhQ1wFCCDb9c7L6/Rkqiv9v6CcFeDSO/AV+Av0bFCUDNNf1AKC9GwefXR78dLg5AwFsmwEQpk79qlFbApobcQBFwZb8rXATAEZeswGpjar8E6pe/Ad9GwZCKoD/AY7TAwCVSQfTTp79gV7pAqTquP0E/fMAt+G3AmAYmQLXMS0Bp8IG/LiGUwO+Z6b8J/wZA9rFPQH0u8sCItwq/5/YVQeovOcDIhDzAOCX0QIxRHkEjgfRAuyg0QJTA+MCEVUtAkZAiQXVbPT7OXW5AqZmwwbIHW8AjVTrB+c9IQREB3j3xwvZAezSJP70cDUDE1c1Abf8CwV2W6r8NKci/BnkWQXUNSEHtl4e+Wv2HQKoDtz7u6RA/QEzIPjiZcECsVURAZ9ciQMiksT8c/dK/Nhk9QeRPAsAH+wfBbxRWPn3oGUAuqui+40wlwR5lA0GS+N1AH8xTwNhjtr7OMK5AiWdDwUQlFMEx20hBuo57wKnzqUBmKfFA/O8EP7E3E0ESXqTAMujEv9S8aD8CtmrAU3EQQY5OLUFPs0nB7fbpQAG1/8BXGV5Ahp6SQMmrML8SgchAsTxePw2mP8ANBei/1TdLwZzodEC9bstAb3E+wHbNIMCzbp3A1E8eQCkMtMDjX1ZAbbbNQABzz8AzZMpAoVSNQEWxUD+WOMW/pC/uQN3F5z8uqYpAUbyEwHryDcBo9iG+vIG6v1NlFkHtGEdBVSngQJmp6sAxNx/Bmd20v4ih1kACcIHAMdzjvxXR+T/X0UxAIFUgQFLfh78UffXAOUxSPt5XFsDoGvi/9ekpwB+d1cAXctfAerwfwXfp5cAvS7W/7zH0wFp9nEDOrp5A8AVHQOVT5MDihyJA3uN/wZVbyUBpzCVBWqV4v4BeE0DTqLfAQR6zP1HMC0HGN9PA1HHaP9CKv0ByYplA/qVlP/As6b/U57y/z8NKP++DR8H6L8dAw7xHwaR1tMDg0X+/HYUhQKBn7j8wXR1BBBssPCacjcAQ/l3A0XKVv4JiCsE7iAlAI5MFwcQizz6oa0BAaHgLQGZahz9Ooaq+glKSwBL3YUBKtGRAVryPwOf4IMF4dI1A1K0fv8k3G0ATmb/A33aywMVtj8BbSmJAL6/xQDRk7kAgG77AfAM3wZrPycDCfQ3BjfmhvmDDMT+Nro/A1vf1vW8oQcD6Y1HAVL2zQGzdEsAEPqfAlu/VvwzPJsCOMAHBls/AQAhpsj8iEys/y4WjQOr0r8CcnKPARnLNQN4b78DmQ4rA0/2eQLp7l8DPuzdA863WP/0gbsDc8jHANnYTQFx4pUAVTSLBztJmwLS4lMDacao/OMRSwfiDTsCTALe+VLk+wHD8xkAKTzvB4D5lQNyveEDPYJzALAAnPzi3RMGsJPo/jgT/P0m2ykBb7DrAx2MaP/pWID/V4/M+FbsOQNtuDsBTz3dAJoqEwPiKEMEMRBA/4AdHwMUKrEAsKzHA+eddwADVZcEB++LA692EvxiWNkG9nCo/2x23PvAzaUDMMplAPnnLvfSEnL8xWPK+evLhP8V/x7/OyqXAIxq+vzevSUCy3STBlUZpv2T6hsB/k0jAqYcawBYUQD+GfnXAD2TgwBW9D0FqfRDAAMLJwMltC0G5eUBAzvy+P/2IMEBI0f/A13TvQGWioMCcQ/HADjArvRUVOr/PGvlAjIyKQfLifMAgwfxAMiJIQa63DUB7Niu/IJyov2YlHT8ygQRBq/vIv6MDJ8DFyU/A+p0hwNFBpL0OiXY+cJkVQYZN1MASBES/DZoDwBQnMz8nwZjA38W/P4TcJEC/8qTAdryyQCaRrr1QDVO/CrrQwJdnBEEPLRpBed8QQKTMOcA2CURAY5gRQG+QUcBrlW3Ab5AuQRo3I0Ezz51Ag5V+wBN0vMAq0VU/WftSweNqcMD6DNVA+FOmwKq2vUCHU6I/qM/cQGDSUUAiE6nApLonwDZTuL6MKrJAL3MYwFZ6a77YbAnAZox9wZtp8b5DMm7Bwj57wdnpQcFtVobAWeLeQMPRKkE4/w/AF1gLQP5/fkEHljDAzhZVv2cQT78EOYO/QLOMP9KlfsDFNaZAb+MGwYvBTUBKWI1ATjKCwFs4AcFGFtNAuWwswT6xG0ByKAc/ecMhvph14j/TlrrA3SGbwCGFJsEGkURBSROSQKCTqcAbKKFA/Fu6P1Qt17/hILQ/RVOqP3WzeEDLXPzAQ7XDQN8cIUDcKspAZumJQFch9UCXwA6/+5g+QJTOir+zSyBAuEsFQR1A1cBtKpHA5DUMQYoBXcDQyPhAXCMhwOKhVj07FYg///UTQGiHk7+sgfLA+bGLwCrgMEEK8xbBq2d1wK+ti0DDSIPACv3cQIYQIcFK3wNBvbAgQCpJWT9qIxpBwGYPP/nqoz8hhAnAyr5IwSGmM0Gwth9AxvhbQJ+IRUG6IlbBP2fhQAZvLkHij1s/voTTQLFVlsBE/WvA7YIZQUxZJMEMRptAnwyiwP3DE0Gm95NAtJR1P6SvIMCcv8BAMxmtQE2QGECylDHAryepwKvxfcApewjBY68HwFs50cAJk61AveGjQELNJ0F/7YnAYdUlwKQKfUDzZqI+3aafQKQIpMAnQxnABZn3wEKXBkEYkrm/ZQWRP+XUFMEWt+o+5B1OQFo2Pj+Y5N7AThdKQGaaVz9P8zfBpmDVwLrfrEAS7CxABK0cwJUBl8AKAVjAv488QCOwrz9AeF3AgyIxQGPR5MA7/MRAQ4DoQJ8nGUCkoP3A74gKwEFhykBhpcfAKXS3QBI0mz7BODjAhyU0QC4SFEH2ByDA6g4twfcidkAerptAPV0zQGE8GMGkl/s/nkUNP+nDCEFzyORASnWLQHS5oL7XPoe/WhKiPyT9mb8Krde/JoUxQO8ACL8fzNhAiL+5wKziML5zqabAehn7wGySCsA0XUXAe4dOQWuRL8BsbEDB+RPRQDaT2L8I4SVArRTNv2NFx0DdPFjBi/DZQJWHI0AIHJrAqTLrwFbD1D7jxrzAZuwAwWw34sBGzQtAjR1gwLAxm8A3FaBAfAHOv7H9gr9a+0RAbJfzwG55xkAbNHjAAVuVv2BHN8ARrzi/luAjQUtba8HbLQLB7AWlwC6oFT5nI1RBktAyQYPuKb+4xHlAS7j6wNlJCkErVm+/n7yDQLndwMC8xGrAnd1TvqjL9sA39PvAs/8nQdj+8MA4EoJARDQFwVXYlEBYcoW/FFVbwaxUyD/lMrQ/x16OQAb0skABYmxBQlswQHC8rcCvKC3B5WVMQLDOx8C44rm/2vlhv2HiWMF0R+zAk0GRP5UkbEABHIS+mJHjQN3DjcAUpQ0+tM6FQD1UxkAiB5g/dHT4QL8jBUCxC+HAMZEoPaI+jcAz94lAHvL2QNGGWkAE9FNBNJFDP2qJGEH3P1zAX7dcQWrDm0AsPBE/2RUpQBKfREA1rZJA6AgSvSCbnr+Cd06/bzTdv66l6sC6mxtBYTeZP8xlNb8Lqj5A/9ipvt5flcCo0qzAyz/wwLUsosAZuipBru68v5oj70D7qUU/U0xZQI3mWUCR45JAasA4P7e9y792cBlAu+e5wCs6Z8DlzgzAclu8QDWIa0Clv/ZAlWXVP17XWEA4ivW/luOOQBnNFcBKL5U/lGzBQG87HcFeB7tAAYSzPgA/D7+tnI1AQKIRQAdspEAEHR9ANVwXv4Lt8UBaNyXASYdgwC8ZrMDih5BAG6tEP+YUF8FpBDJABGb2QH39gT8bEx1BBSnawCoGRUDufItAUxPCPw/5lT5WB+G/iccUQMAIwEBJ3NFAMCQEwJHVVkBgtBs9oYVDQCZsSsCDe3nAljNLwLeOvUDXbpPAYYEIQP4A8MCK00zAAUhIQK7sukAJjy3AmXsmQTz/5MAYJGNAFvJIwOLa6T8XOarAkXHjv9wwOUCHnQVAmGTLwAt5BkCpo0VAFbChP2pGKEE2VENAGE2WwGpakkArUpvAkGEpQBxnmkDfyohAhxy8QIKPk8Ae3R7AYFf7wI4ec0B4LUNBado6P9oumD9RO2U/X29awXdx6MAHVThB8J0AwTiZej4Km2M+kYelQNYT4j8y7Vo9tnkLQUNq8EB0Vq0+G6r8P6zOe8DH0cVAH0uNP+LJbUCBxHXBTdChP5UAK8BjvDDAJnSvwLF9DEEjbv5AOxVbwen+pMA5tgnBmqAGQcMGSkFZHdbAnA+nwD/mlT/TAIlAZd20wII3P8Djj7PApEdvQE1RAsAA0Qc/7h94P6ID4D3R1XxAJxITQUdWV0E7NjhA7dstQf7x5EBmqIRAXmD1wHIxGMDoCaS9ozGNwBR19cBQh5PAUDC5vypdOD/MrbhAfEaTvj9dlEDrDB/AgxeIQPcCqT+JX9k+9KbrQGanUz+SUes+gXYJwJh/wkCJXaA/sLiCwOrTCEEvuBlALrISQT67GEECPPXAsxTrPacglkAaAQJAHBwkQGHPXEB9+XjAAroqQKjtakBGI5dAI8WVQKxFOz+Cn6Y/9nsVQPv228Bn0fxABH4WwDhHRMAWnJvAiMeDwJrqtsCj3bS+g+b2QKxSW8AXbeG+/TYWQLRFykAdlYnAot2xQJUb5cBC+sa/68/jP8kZXj17y9HAbHFqPyk4Ez8YaYC+A+eMv5Kt1EBbCJnA3rhKP5zz30DxLWHA5JRQP4O1akAK5pM/IGY1QBU6F0EjU0I/bMRHwPcROD8FOp0/jyF1wAUxrb+rSiE+nfnfwKjQosAQjbXAUmSCPopGlj88Q8rASm4nPxLCs0AWivxAwiSFwDJGzz5scU6/HyC7wILhVcD6npPAxg7MwFzFB0Beph0/x9QLQDD/3T8N/bnA8qIcwWRjDD4Xv7LAA7uwv0/U8MAYbgjAHPuhQAq52EBwZ4lAMXqiP3rDPj9nnGfB5Iq6P+ASlb+G8I5BgMdkQPy2h8Bdob5A8VJWwJORzsDSD5w/F3H+P2phib9Azm9A8A6uwLi9TMBpkPs/lv3WvwqeasCct59AZN5uwRjcBT8uaHNAuRjeQP9olMAZODS/8+wrwIwaSbuNRJY/subcP0oLHUAQgdK/rx87QLKmTcA49Ck/KjTnvGk7pECHnbVAijb5P88kf0F/QZ4+YQUbQEXoer8qmxTAfFDOQCghqED0heO/+qQyQTWHuUAB5t6/DwdrQDgUmj+V62U/DskawE6ADUGdsNpADe4UQDgY18BVApdAe+1Awcahf8CBj9tAJIgXvyctbsBoNA1A/jt8QOicdUBzLLo/86QaQcaDKkG6Aqc9ganlwOL1nsBKOX09lU+UwI1rsMDSzpfA3TbeQAwp1sAPxs9ASHmCQG5Pk0BhFYxAZrynQP3ADj+4eXS/7XUhwPF8ikBDIbG/PszOQPNvyUA1PGM/iaWEv8NnBkAf3L3ASA4hQbq6fEAb5ljAUjuoPzjaCUGabzDAji5kvur16kDW9P0/tTfjvw8K3UAe+tjAHXW2QBbuhsAoCvC/Q+kCQBOXS8B22fQ9Jj7WQGwdy8D2zNNAtsB8QMjSAMGy+ADBEcnlvpSbmj82pFPAy7rbQCgYnEDL05lAH3GeQNCHBEHsDdG+Wymcv9hDIMBLIZ/AkNHOwODTqT+Qu1m/AeMEwbkavEDOrPq/wsOWwFm8sUDlUO2/lfu6wOiThz2tR1bAu9TLwD9AtMC/1PRAf1sgQFLgwr/Ak4jAgXiqwM9YEcBIhjc/gE2WwMzOu0CxGdbAWVAxQairEb9g+bRA1pCUQOcHRUEPWs/A3rXRv3+NN8Dm3lE/WCiJQAxcIcBojNPAdhW0QRw8rMCGOgZB+sNnQCwZ0j9U0ZJAyUwLv1F9FUHuZVA/3L8tPc+60sA3aFG+mbR6v6ysH8GA4HfA8yBFQLzKjcAjZ5VAcUi9QH8vdD+OXTvAwDhdQDVVjcCqsQJAZqCbvUtvsz8lUCNAnuDXP+KBEUF+fOVACqdzwHncI0C2I0G/4+78QKE2ib4h4cu/W4k6v4aHkMBuBrNAi5+kQIPVtT8vKjE/B+y9wCHpF0C15RLA/bm3wMEH6T+rmxjA1zWAQeD7hkBxjY7A5fOAvk+35b4Iyg3BVxk9QB2jDMHDWD7AjCrxwDFA4L8YG+BAn0L2wBx9TUCt3BFABegMwLK7NT83GNdAvm0MP8aRh0DLBvxA0vKfvm5FtD9SkH9AQ9oawKPCPUHUBknADowAQJJDPkBLk9BAqvBqwMZR/8BscM0/+ACHP7sMZj/HHhVAWdsAP70NsMDoIve/2NHPP+BXvcDMU2nAWB+/QNjKhMDw3IPALxEnQHp+LUBTIHRAh+oqQLemvj/bjyHA1k7Hv62trr/JjlpAnWlHwBNmYMCJLBHBV9HRwLpa+kCrXipA9jBGQRN0ekCy0Jm/EOWJvyYVSUGNf0VBwwZKwRLtucDxVqjAs55yQD9wd0Cn+KlA4NdawXL7Bb+HesbApkEYwQUq9T749xvAvrKzwH/VRL42uD28sxo8wMdFY8DgbOu/BPcxQLJuSkBCgXM9te5WwaoMFkGyFhw/O1XrP1Prr8DwuE3AWAzHQLIcCMHO005A5EGlQBWmGb5DNEJBleGTP5+wz8B9DOLAZiOCQOCVkkBPyzHBt0u7PQy6dkA+auY/BLsXwDbf4MBPHfw/i93APyG6I7/YJpDAmULJQAfGlT/zePHAeJMwwZEFFcF+p2nAvGhEQFV6BEFPWqXAi45gQKjpzECEg9LAooklQZS4HMEGoBbBS8aBQHl5S0CGPFTBSpl8wNidCsEGuerA0H2hul6uhEBJbvJABeG5wOalX0BUDCdAU+rMQPW0GEHmHG6+1xG8v4BRAL7Nn2rAAYq/QK2oIMEuhxjBSZUrPpvmwsAviZo//Nw9walKcMCanvK/fpNwQJrm0sBj9PbAuvTGwLUidsBZgG0+jAFiPxlirT8iHMRAJlwjv9ZFfkDlUDu/jy5DQJlC/cCumHnBzYm3QPcNhUCF2L9AeWGUQEerDL/k0fM/7/omwYSOgsBtjAw//J0rv+s/IECgnnO/m0E1wObsdUD+79ZALD5kwGGDL0EljAw+w4I3wPOngsCRnBg/3wWKQLINrEBXcybB+DHFQMawS8Ab+RhAhsdwwJkS5LziqC1AfWnFwJ2FK0EFLvzATH6jQH5x28AWyYhAditSwIQtukA8s4RAw/QfQBsxqL4bFkxAlEq1wIDTC0G/+Q9BNeaowHo2I0BrwhVBWigJQGK4qcAsfSS/jQHTwBC2HsHffaw/lHMpwagJBr8JD2lA5q+lQD+FJkGCVevAQW0IQS5btEAjmChAcK8fQOIiiMD66lA/AIWAwCwxkb2z8OnAsTBEP+3LAkE10IBAcVlAwJSjxb7Sr2NAmaSRQBXH8j+TN7TAp0jxvniycMAB5wZBBIPdQNErmUCogQdAhKeJwHLXgT8HRfm/UUx3QCR4u8D13/W/VytkQCIOtsCtOofA1T/vwCwXi8ER0CBAhjpCQJQ12cDklZ/AHdTCQAXvNkGx6xRB6GETQPWOE0ATdsBAnMvYQBWVm8CJKzLAObsVwHN8dcB3LyNAp9EAwQCIbT8sN93A0fQQP21sAECYlF9BPzufvwVppsC6xihAedDNwJSvhMDjuk5BMeWDwJw7qUA1LJzAEC53QHs9l0C9DCXBssiNwMVsx8B7NOTAUyzYwHiAtD+6UwfBIrpiQXtR6kAaZtlAtCPWvyOfIkFXwBdBdoJSQJme/b8masRAD+SUQB6hJkBkMM3Ab8V4P+tBgEDGw5FAjFOPwCtYUMBTsqdAqo+XwPJHvUAr8avAha67PlZZj0DJWGjAH0CKQPBRYj9XNj/ByF6RP+v7RsBviGe9lwEIQSuAGMBdTj7A65zZP8yJn8D6e4zAL7zSP3T/x0Dnvo6/nqD3QOov7sC5/qnAHMRzwFebF8Aksbe+giqAQNk2bED+pRXBdOTVP3uwLj4wklzAKbS2wFj7JsAtOrTALVAcv7q5fb+NZAZBTyScQDiF3sCbCOa/2aq4wP0VmkCenKvA9eXfv/ftacCzmczAKJRiwGdy5b5ncM0/SS23wFMZ/D5aBsq/45QTP3L0QcAYTQm+nkF2P0WbDMBon5a+/egyQAwbW0C7V1Y/L+KOQGTy7j/oaoFAAf4CQJ5zA0C4NV0+PMx7QHpqD0AWT2y/2tufP0afrL/VKGzA1TAywAfOZsBB9bY+cPUDQQ2ISL/8XqI/9ViQwMwJUMC1wZfAgq0tvkMeD8BkhII9UbFOQPRA7T+fTQfAB3RhQBgk377znvy/utzIP12UWr+oWka/ShZpwKM7xD8JmMu/DLsfwJCueUAT/MLAo7aMPxoLgD820Bi+OkbcPg3Xdj/sFpRAfLaDwGF2RUAOYcU/RqLNv69OK8Csrr/AyGadP/wXmb9/wUO/"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000078", "text": " Thursday morning at 11am, so I guess this will already have happened if you're watching this on YouTube. What time does it go up?" }
EN_B00010_S00961_W000078
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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lKEAsvzhAf0yMP+UAiz1gxok/2nBKwaLv5MBsOTdAaBRLwLFQMUBecD3A7OGtQDL0KMFWB+vA62GEP+vC2D59vSk/7lf5wD2pPMAueiFANdrBQHKK3b9zSFQ/4FajQDvQCsEM+ipAjEFowAU2acFprCbBN51DQSwZ8r8V7cJA3UaiQHTaNz+6rIrAfnGHwPMkDUEa2B6/+JGWQLz3Qr2AHu49bfKVQMHla8C9IqJABZKQQFS7c0FlLPzAoATAP5FaI8B9fzlAAAvXQGZdPkF6TVe/Rw6HwLoLQ0FbvXrA59DhQHUlyUCZd7LBszxNwE1Eb8E9/LbA9eeNQLz3nkB7RNPA6CU+wEzCakDHOQq/PBEcwXI6X78OxQ3B4nBjwFxkyED6Xe2+ALEFQN1A3r9G8JA/emWWQCNeDcAKg8A/oxfkwNyvxb/Z77DAOS7hPwPhA8CbQHC/KsiawGsX/L9veSrBJqnNv5VfUMCulHa/bVGQwNponkDa5PE9bFk4QR73GcCvFrLANYsIQadHxEDsv9BAM2XuQH1fJkDQQQ/BOzjjwHlO+kA5tYRAdyLoP71ogcA3sUBBZ3rfwL1QUEBjJIDAjwipPt3ZGz4lxoXArDjywPnmEUAoBuFApXZ/wH4l/EC7cLFABvRZwJL7P8AQmQTBuOCqQPwin8CxUTHA/sfCwN9610AlUkrAXzAuPh2geMBJRZhA4OtYv+LzPMGpBLc/o4VEP/z2OMFtRLg/eIRYv2noWsHk3ZDApCNIv8d4F8C4N5e7/D8GQekUm0GglwBAXwazwI3bkUA2q0/BAtMevu3S0kBnEnZA+/YCwIWVC0BhAR7A5dQxQNsRrMAdD3pBxZBDQQVfu0Aek4i/xPY7wQ9kh8D4G4RAwGAMwGECiL+r3FvAt/50v8zMuMCjdKTAWYoEQb09V7/evxRBE3zcQIt9/UCbSHe/B4/IQPIBNEEJoujAaQ87Pgfp60CCjTTA/huQwP0QUMBIvARAdmAMwFXOvEBuR+xAu3QOQHjyN0GcTdhAac8nQTjx5D4I1EbB0FTrQCs1JcBtJB9BrxMiwAdJ6sCru5C/ZP3JP4TE8sDdM3zAytahQNhUqj+BhwDAaj4XwPW717+QdJzAQ00VQBBHMUCSQg5AeJsuwEM+ur8Y2lE+2JUlvSW0fUATbd5AE1bGP3kukUDUEEpAcuYQP6tBosCdbmC+uW5WQOf1tkBwqIo+P4kbQCNlc0A09wJAkRGLwPsMcMB6ENG/QDU9QCU10z+ybMhAU+IXQCH/r0DCyhNBviiev1hSF8CBvobA0V/QwHqkj79U+h/AUWsFQKEtw7/Tauy+awuzvwOXk8D+yhW/cJf/wKt/YL5u0w3AF/TuPi57bMBTfuu/D4lRv401yb8PN5K+EFQMwN3210CoQ6o/jfYXwDlBr0AhgIQ/7q9AQOnAMD9/SMU9IchTvu6mv0B48HHA/UGxv9O1j0Dg4EBAxSoOQCDinUCNXohAg4Ckv96gIED2GwzAv/Z+v0dGCUAhhBNAfATBPwixmsDaaXm/0N49wLapWsAjCGlAkyNev0hIw75avDpBr03QwBtyksCSyKFAYPsowKivP8BPJlJACguWQO4f2T9kHALAVl/QwChDsj/bgg5ABf8uQM8rPkBzVlG+Ekhyv+sBhb+91E3AZ2epP1HfJj+BMZU+ScKBP8EIsUDymZLAzCkQP2++er+ygwW/B8Glv09QacBKPX48bHNgQCq0DsAXxnJA/39gQFUEecCj0IE+YZ0twK8XXMAhLVTA8feQQN6Idz6BjKw/xb6avnPzsr+MtTbAPgaBQE0Ki8D7poq+niBMPWMsAsCzvQvA1svFv71cNcBZygzAF8V9P5wUwr/jq8y/jj65v2ES37+VAyrAB2GYvqiftkCCq04/kaKfQD8OPD6Yr4q+qoTyv0cLML9JC1pAJhb3v2jo0UCXMC8/gbYfwEgC7EAd/YI/npHbv+7CQr9Jo4M/+fX1Pxcm7T8x9EU9M1WrPGsmS8B/6Ai/B5iZwLEGKT86ZsS/6BwQP9ztAMAqlwG/aIyjP0udQMAn260+aLEtwHKRMz51JIe/z6CFQJiS478Ig3bAp08AQG1jFkEuf4dA+Z2nwPK8tz9ijSk+fwRFP865TkB19qK+Phm8QHjQpj+ZrAPADCupPzeZXEBgS/NA15UEQX+K8b/iY7LAdGatwGgwzsCEAM3A3cpiQdKPEMEO4/o/Lb7tQKPIZsDBMgdAqNrEQM04QsFviyBAasWcwFEXjsFizUfAzP0nwKb06r74sX5B5t2jwDZ/asBK34RBH8zSQC9pFj4HzrK/nlfsvXpy/EAWF4hASVOWQPw8q7/z2iNAsjh1QCtu4b8toZK+MuyBwM0iQUFj1/i/hPBuQDD407+UXoDAlSCpwBkGCsA2OPw+75hzPwXLVUD3cBBA2BqBQI/C2T8mffO/xj+EP2fAYMDD3p9AfXD0wPxPdUDhRQQ/hSg5QCn49EC6SKA/fGXrP/x4BcFm2TU/YTNUQDUfI8AWwjK+unlHwYNynkDoi2FBCranwCIKwb6oooFARElgQIDEXkCsmyJBj8cxwZlfYMA+BVzB7t+fwGI9z8D8vCa/uQbEP3COPcCGVl5ANG2pwR6eOsGbXQ/BB/2MQGoVQkC4Oz1BuEPDP0bZYsCPg/ZAOc8FwWnLgMBk9Ls/7TYDwXSWXUE1g0fAwvkQQUnxosC7+LK/qxQmP5anNkBR4ILAO48vwC6CaUBhFty//x7DQGWeh8C0DrG/bi2cQLKfgEDCmlrBsje3wDRbJ0FOazdA5T0ewJWKkEAOVgHBp9YWwCqhasH5ZkbAYTWrQJzYOb+CSTpAxpxwwBGNg8DZGi1A9qSEQKY6Gr/IsG6/YM6Sv54Zxj80T15ArpnKv4doYEA77q4//Y0AQPtFbEAWiZdAXtA1v9pqtL83r4y/8CZ6QP7xKkC321PBZXynwLCFY8HrkdtAAXbiPV2lAsEwXAFAezFCvwHbzkCmbZs/PtMTPl01jcCIFxu/crW2vygNLcDetc9Ax4gZwPoTfEA4TqjA1JSWPiHKckDmsRXBY0E7QKiUlL2Xo+O//xs2wIKHFEBgSCpArOFxwcZzPT/hu4DAGlbJPgvBh0CRUqxAo/VePqGODcBiVAi/eEuGQAsShT+ENBPAbRIxvytRiD8wp60+e73/P4p0sz4n12dAw5sEQcjEWj9la6jAkbTDwPcoiUBMrdfAkTQxvfBOC7+DgYlAyJgNwBQkbcBab/U+GlJdQNybjcAmFDhAgctdwHRWysCeGyDBh3M7wZlvvj8IYc9AZVW0PxrbdcDT1UXBJqGlQCkIC7+qrk0+lDPtwIiyr8Al58RAgoMLQTiBUb9A4QzAksrgwJtS4EAdM+hAvkM2wL6R8L9luLi/AvTuwMjhKsADiAJBptaIwBV6Ub9gXMXADk7jQDJmQMDnLTi/bCZKwIauuL0N1xXAH44NP96ndMEb3EBBAlI0QI4u4sBKm5TAmr53P3Ky7kCQqdNAfGVOwPGh5kDWWwzAmxWPQK4LEsFSFzPB19u6wHAAMkD0Uh1AQqiZwJ3IAEGu2mBAXMm9wKQGTMDXU8zAKj6KQPd418D4RU/AuXDZwH1AGUCKdCHBFIphPyOCpD8QN5xANzEUwBw5MME5rSXAsJvKQE4MhsAr49dACW8kwXhMJsDOWk9AHi0PQL5glsGe7dbAEGOQwbIOtcDCeDpB3NeWQYwQ0r94/sC/8aJLQJJ4EEDJrfi/S6J9QEK3rcDN6w3BpjWYwMtkH8E0/6rAewcUwbWk5UCYbW8/NhuWwMborkC04+HAz6CbP8BlE0DR8rjAUla/wDK1kkChzGY+1OKUwKLWAcCVQiDAK80XwFF9w0A0HVdAT8NCwXESLsEdcAlBH3KBwALVPEEaE4DAoceSv7ssSkG4vAFBNHdZQAXOiEAMxQJAidt3P5A5xMC4i8M+yQrawM3ZTMAqUlxA/pWGP6HF4r8JqrtAquDJQMeHGkE/W2RBJFhIQKjBhr9fBc/AEGkmwJty0b/zPH9AQAThwKv7BEB7htQ/V4jhwIOXgj5y3VJAEywWQbM+1cDVzqpAs4H0wGjUYr5uS7jA4ikLQX7km8BoE9fAwiKjQAMnwsD+xPRAWH9vQN5vGUH63qDAo57fvnnUOMCYpAU+UVBaQTQndT8GNw5BynXRwE4r38DfH+S+ehLcv/xYR0GVj3HAunGYPwoT5z/cUx5AaQqaP4AEh0C2gdBATtPnQIVZhsAO3YNBunrKQHSdCkFAfrxAVmWNwHMaBkF7f1jBOE+nQfmqicCpT6s/wP0BwIOBUcAaxIHAj938wBwqmz6I7alAW9JXwBn2LUAB8wvA1CuLwBNPFb9aS1VAzRUdwEumHUAJK7dATpUhwNHW9sAyDlXBUkzzP8H8JECnP4nApJP/wLK4pUBzjwdAbz+swL3MN0GHk6Q/654PQBcPSEF0NyBB9ioHwYh3o8DGILFAZ9gYQOjg/8Brh9tApdARQGRXf8CyHtQ+OuhPwXlbhcAnvxw/9Je6PzzQcD+BqIk/SmbCv81guD/kNHC9GHN/Psj+hsBFr9o/z4CnQHemkT8vyhpByaF5wHMXFkCGa3W/M9uGv2IbKz9r4Z/A5YGLP+iQ10A4rcXAutk1PyGZCMElSwlAXGy4vdR/wkDl+5bAr9UYwUNhVz4cEfY/KceRQOFqusAofiY/99sCwQxS38C2b5c/RV8GQA7abcCtVWdA5u7/vzEfIcDbCyJAxtHtP+8BCMEFZCXAmE/JvwRSKMDcL0dAkEx1wECVn7/9w1PBj1J5wNLmpMAVuEtAJybawJtzEkF0ujxAOYc1Pm6mlz9zTqNAIm64P7Rxqb/ShJXAufUcP6M+m0DtBn4/OwKaPmGbfcBBwgXBcZ1MwbIXusAy7ig/CUJzQFt1DT8AvBvB/VpMQMIKL0DHzPM9B+6dvuye+j88OWzAwftiwFY318BGY0NAgGRpwHbWQz9IrlrBb46LvkZwJMAauWtBOCifQN46TUAMpdo/iCuIvyf6zkD5VYFAeEmtwG8fv0B7108/aWnCQPNExcDCPSLAwg0twQdfsj9ldQ9Brm8kQCaXtUCmTSDBV5nAwGPBm0AtykdBMFtEwVZBXsHaGM1AOMJmQABxZsD80WTAICyxwGNK3D+nd1bAwME8QFUYV8DS0LhAVdMLwJXuJUGAa67Abs62P3tZtUDpsvc/LacVwAK6lj8QTH9Aqq2twIXIjL9yuf3AMV22v7yqGcACJgdBM9RZQVtLhsBIr+HAemW9wMPspEDoAxHBm/anPqeZy0D1YX3BngGhv0tjMT6mbPBAay6cQKtZrMBM460/1uhAwXd/3kBbl+4/MCAav0ZOPkGtIbHA3urhwHRaysCQmVjA628VPywp7D902o+++bP7v2DTHcFoOw9B6+apwPp1IT/cnFPBcgqKQMZawkCApgZAQm3jwE7UQ79SjjBAigyuwLlH+b/MUPc+ULsfQIUIF74A7B5ApEm6u4+wFUDipsNAHUsnQQSZY0AHBoZAy+uowD75D8GXnR7BtTO4wCddAz/arCXBNZpAQPsiiUA1p/w/GYKlvxmVIcBm+98/jzcFQERBCkHY0xRBDlzBwNYVoMDnfPE/BCkYwQ3r10DDlb1AfYyiwMzFqz+zcdNAhERsQJYa1MCuh3M/BPPbwCrTX0BU/B9ASD7EwEzDoUAhVJbAOQUHwOOcNcCxYRzARur9v6qOQsA0ezTAa0D4PwD/nUBxt87AM5bCwNweij4/TTc/UzxCwEDVMEGz+QRAskcjQHvxqL7wEXm/IySHv20ieL9XStbA5XYtP3KBtsB3bMbAkxlSQJxCQMABLuQ+iCwpQB4gwMAsJwtB4cxHQOVjqT+gEebASr5xvylKnj4wXMs+JV2twLPcJEGlsWHBrdITQSk6GUCd98Y/+3TKQLFMtz6Opj3AEuEAwcEDcMHjRgxAtsPfPyQ09r+D3afArWSMv4x44kC+e/XA1C0OQFHi1UCC8vDAatgoQSgqIMGYOElAqUeqwLMZlUATp7XAL11ev8Jw9D59HIe/obvqwL1lAkHqNUc/9W52QGEyBEBMd23AMO+TwF5u2kA5NxfB/+/DPqHTX0E1qpTAozQIv8BFNL8KY5HA8SuwwD2LlkCPeGa9mFBtPxQRAMELB/7Abl0xwWaICUBtk3DBAeVPwPak2ECRiVNB5ZMPwdBGSMBGggPBU3F8QLV/hb+HimPANUQXwcSe8UAGWfFAPiblP14REUDotnxAAhEnQZ3ABkA2jpq+p884wPVPAUBq55NBhVexQJuNJ8E+9ObAzEyHwTmC48CWJSjArE4qQV1cEsHug/1A22sJwWiDtz6j5WfAM0AOwRyEXkEv8jNBcU4JwEeoJj4oxXXB/EKQwBZtFEGIEntA8bULQNSolMA58OrA4DkGQY1dKUBQW8I+MCg+wAYie8FgQvTApO2eQIJRDEH1HvxAEiMHwcC6yEDR4/BA5NCQQBW+JcC5qgXAGMFDwIF27cCcfBvAUAYJvmErhMCM8OJANguCwDi3Dr7suay/YBq2QLjmDb4HCovAGzFuwHXH58Bg8RbBybOCPy66479bm2xAtEHfvadOUsF8iJo/B06owJghfbsyrEs/c7dtQNHtocC4fEnAejRzP3EdYUG+GME/XJ4fQELcsMA46FS/lAkIweZKLEH3x2DBBmecQFl9JUBG3gzB42JxQYoSDEGxAXfAtAmsQE4JakD7KVHAbietQPGYzMDHp+C/BWGvwH5/RsEkM9/ABELzwDIRD0F+3tZA6TfUwPivzb25TKvAI8pWP1EE3kAo/3dAjb5Bv2xBikANEB5BXbMMv//fSD/PY7FA2dAgwYyhjr/jU0lBDCFJwVewCL8wurHA61sRwCbUisAfDp2/WopWv0q5gUCsdFe/hFXiPzBMVUAHeuHA3td7QCZ1GsGvRobABSldwCyxiUDj31BBW8MNP76NLMHk7gLAOngXwD/xLEGWXuJAiOQEwUFZLsBL4d9AqOkPwWjbFsFMjYtAHxQRQf1vxEBOB64/GQ/nvklXSkEz1DHBO+BjvsDNur/HEh7B6GZvwcS/FsFCILw/w08oQXYzycDOP/xAwWgFwSui6UCvceO/TAdOwG8hMEHHOuO++RHbQMVfEsDNcZxAodM5wec7x78XchLBnQ/OQHc3aMCfm/K/FtRaPhYbs0Dk4AU/n4rEwFmZKcAFHxxBSQ4EwT1qvT6MPEPAqcclwHZtSb+R8RxBHnBfP5KmM0C1Zr2/bAg8wSu5wUDm2R7BMaYpwKQ3w79vbihAuLnqP+p+UUACaj1BkQCOwANHGMHxjLVAgQYlQAoWSMEayLBAy9KLwLYxVcEY9//AaN+swPFiMUERx8a/5xL2QHIp8z/x+gNBIN+yPKFYIsGC6OrAzLU7P8DFl7k+HQDBEYbbP4LGscB3L8HAFNUDQePmRMHIvYdAGPYWwL/6iMCHxNHAruSZPxIMYkD/lhFAML+LwGCbPL9DgNG/EV+8vxPnjEFAujfAktrVQC0S4Lz/41O/gbNxQC3q5L/zuB3BZu8AP+vBrj8j7pbABC9bQOpdBT/IkitBVqHhwK9oB0AmBIQ+KM0GQcj8p0B0v6zA7xV9QPFHGMFco7+/19qswKFc6L4TRS7AP4ydwFxVKcGLJQvBlWfLwDmwY0FmvQZA4DB+vyu3EMGCkQ1AhdAuwXw/KkAc6obADFc+vwcRFMCbv6G/1+9FQDu4vsDU2ptAeY7QwPGkC0GKsf3AH4AGQaxDdsD7xixA8zYbwL44fz94jdvAiz4UwfGrxEB4OcfA65vcwA4IGUGUgxw/B2IdQLpXSsGQNDlA2ISOP0qAKcGYN4o/tPLfwFHxEkBEL5NAGlrpv2BsHkDHdfBA4c8Qv7G42MAcJaXAgpsPQW0N1EDqO7W/QuwRQeqiiMBQ6YFAXH+5Pijegr7uc6ZA2HQ7QM9nE0BWpaK+Aqe7QGE4Mr9QXi2/pzySQPZ5E7+OjYjA+8a7Pwf21z9NjpVAE6C1v2if5z8D/KBArKXBvwRqasDw3c7AKLERQW6CQ8BORaRAe52MwNaSaMFFf7JAynnVv1rmA8D/LlRAvZdLQOJoi8CNl2VA+U0nQAohAcG92cBAKiloQA5VJ0HecQlBS2HoP1VQAUGKyxdBaqxcv5N4ykBs0wDA9jXawHNEgL/1oohAZZ4YwcurB0HIVBfAp5IOQO8KMMCzJMxAtUAWwFvTw0CjR5bAXa1sQHCTY8BzI8hAXXlhQJ8nqEAu1RA/q8oSwVKRvL8saJK+8MT8v9R2LUDM5xTBumSPv9eHn8BZXZTAVhQUwZT4wsBZS/y/aLZRQT30zj9zX7VALUvgv4i2wb7Ln7w/dm6fwZJ89T+4cm7BCHH8v5VpHUHpeTq/9cllQLCMMUEkBvZAboTGQIXZE0Hj9NbACeIRwQ5RacA0llXA15cvQCtTQ0CrPBvAygEywaC0o8Ay/xtBdAEBQJxMCMGOmn9A6we4QHXJrsCRmyBADHB2vyPHqj893AXB5EfTwOvbA8H/seTAKhwpQPN5cT8nCmBAIu0lwTVo/L/1fZjAeW7swGQAIL+fCfpAoxDQQGHQOL9nigfBGMq2wML6ZMCWvHTAzFRMQLUoIsEmYZzAsvZzQA7hEj/sO4nAVx6MQHlTnEAwmE3AIGSjwCkguECwjpzA50PBwJ1dakAdIjRBjVb5QI5608DwSUvA4TEswDrN2EDpOUu+LDwxQfQMGz4CDGJA6e6SQf7emMC/lkJBvTTVwMkWAMFdBJlAeCIewB0ks7+0xXtABR1ZQGtixcB9PenAa51HQR/ouMA9t89A/8VWwMJz3L+ea6A/F/3BQJjRVr8QvClAfbsxv2wjjED+GYo//D6OwHn3oD8bFX5AdeHewIgizMAddYpAm7AUwO85hECKZn7AAA2uQBQZuL50Ssa+cMfpwJq7xcDyuMxApPzKwNwDWEBmrIRA76PXv+ieTUBKpBPBrvtYQIQ4u0D/VfK/S11OP4ybhEALzvY/l8ebv9C/tkCIqWNBzHWUwF1xpcBQs5VAJXu5P3YVZT9KUIlAGuv4wLMJVEEpGmVAHIr4QOYiQEHRYXlA59GkwGcLFcAbF74/K6iZwFIjzb7yjZBApiO1QIfTlD4YoL7APHYewbfXO8Fn4HdArNuCwN8uG0EzxfvAixGtP00KU8D8aeBAFv76vGMf8sBAfHtAymgHv0kGvsCmXYvAZVe1QBZt2j9HrA0/kBcIwDKNAEC8sJe/TO5PP7mdnj8lBqnATlzNwI6MjEADG/FABKS1wNzwNsF/FXa/b5SAwHfNHb9mSss/jzyTwPCg2D8PSDW+YKyFP5AkRLxp4fhAnD64v6PSJEBEmBrAMBYoQa6kuj/eM3rA2tYYwHxQFT8flBHAWTMFwOaS4EBQipA/aCu3wAIujD/eG4XAUj1YQVPKBUG14pHAhREhvzjmGMDBkhVApfXUQIfI1L9jLiy/yJZawDQCFEDFfC3AkSB0QBk+OkDlhN9AcIqiQETOZD3kI05BraP/wJeFWT85ixnBjqJQwA6ZasDOZjDAFN2owOt6vkDGSdVAUZ6Zv2hy7cD/T8u/+W+FQN78/UC9ogbB5H8EwQEi7EBJpSPARhfqwPtayj8FiTVBPgmiQPb+A8HnuwZBk2B5P3bpw7+scS3BzN2mQPuZPr+dFw/BtJDTQBaSEUGAf1a/cIYIQLbgu8DFYxTBPmesQDki98BQIek/zvSOwNpwOT9DvVVBBgOkPliMWUCbh91ACNwpwB1OIz+Hwn1AEWgcQBQstsCciE+/l1oUQM6W40CXsRpBPLoZQeYdfUCkgV1A0lQDP4Posj8gpzBAz2BKv3tDNMDYB6TAWgT+v9ZI3r48uIZAnmSEwItV+sBVkZs/mcNMPwjHnT/kpEjBeE2owHHbNMG2embBqsh/QfXbzsDf3KZAQOraQKY7AkFvyCpA+FppwSD9jL/hcPHAUMgRwKvG1UDDeqm/i980wRv2qD89tw7BTTp1QEe11T4HVUbAXagEwRNKPz86kWhA4pflwJJvxj+gndVAQhYDv+g8l8DWCgdAZg2wwGfQRj/6NuFAfzn7wG2BI0GkVZbAZBH7wBoByb8NcCNBjPjOwKEDmsAmmBpABzpXQL1w8ECgHdjAfW4WwL3BOsDYGIvASq65vzvSoT7J4C3B9zS4v7D9lsDZsJpADtyHP+uWMcHB+MK/noGqQMKttj3L7tnAyFoPQfTZh0CcpAnA1YHevy6wgT9yiro+ueR8QBwHVkDXKc9AYSerP8YyUz+eqWnAYNvAP6umqL6dXTRAPmoYvyFAocC2e/xAMsM1QRNe80Dkc/Y/BNrGwM7Fur85wmxBjkIAPZtdQMAF64g9YXKnQKD7vMDDC3ZAFK4RQKvE3MBoN1LBh/6JwHAx7cDNiE3A1zcvQPjIU7/Nf9FARGTVvhuFwL+pVy5BmP6bPkpGF8E4lmHAHr1VwBtSEsFufye9z4f9QI3c7j+I0ZtA3EYAQBdN/8AwtwFBmxzOwOUJ6D+ZI/PASaBWQCAgvkB1TUlAKJnUP4uEwb+6dI2/xb//wG9uFT5hDCZAwpNpwJ2XYEAuXcRA/eOhwH0bSUHQNblAXgRiP6HK+EAJmklAGEGcQNdST0AB94G+0Jzjv8Kk9EDlTS7AJsSYv651v8A5n4zAcLSPQH7yJ0C3gd5AMCK3QJmgg0CCyIZAGcn1Pktm5sAIM+VAgut+wIL1FMBKaBzAVZDswNYaQ8Gl+wVB+L1jQX74KMELVOpAdAmPwU1yasF1TIFAAKo3QPx4rEBrwGg/dBmCQAIR/8BhPxfBmvTxPonX7EBJlQfAjwdrP/LGTr/nVkXAOlIBwX7licDXGbPAf0sTwcCyR79fQy1BbsbLQBNdcMHr9xLA/VoLQcXMZkBQ317AYFm8v976vUBUU3c/cEFywCmyB0FesDM/Tp7oQHlF5T/mJEw/QotEv1edMMHb1tw/LNkyQTjrrsAXzYzApH8WQcdEl0C8IlnBwDnDv6Oix8BL+NTAqo9FQM2A/8BeWDzAAdiowDonxr/XoSTBo8zIwL6Vk8A2HyTAbfkvvyhUCT+7t+M/Ig0gQXcd4UC9ZPDAu/CBPvJk58DtX+2/URCDv9XEd8A2EzTAdpdBwHYlfT7Er9tALwv4v+U74ECxuETBP4zOQF+uE8BbhutAAh+wwNqdo8BQwl4/aXSPv4mg4j6qfsC90uzuPmHQDcGQYs3AiJRRwI2KjD/D24S+uWldPwpnPMB8VxXAVhzOPy+H9EDy3/pAIp0qwQ65I0Fxsx3BZgm0QFDknD3ipSRB5hRbQHTm1r97UzfAYGFNQH5XAMG+QwZBe7bTQEEGoj9TWwPBPUkCweEYWL8n3nrAhUdDwYQ+LkHq44dAHZ2IQNJN00CktkRAJnVVwN4bKUAI0DfBKHkfwb18AsHsNf8/fnuHwEiStb9mBpTArleCwHF3LEDuQxJB2xTcwA1Fhj/Kbb4/e8AfwEeaqUAyyppA/iZzQcWKd0DKaEbBLfI9wLyco8C4IG1AYpeHQDPOvD8J9ANBYdHJQLJavECcVqNAqx8JwScOET+pV6XAdHsgPj76UcHWSPs9WNIEQHfL1sCYqB3AZ02BwfKYGsCIy7BAvEUOQaoG/sBNSA2/wdphQCjEsEBTCSbAR1/9v7wmskBtL9U+yeeqQGkPmsEhEC1BWs1tQMB2Uzqn2ik/+Oe+QH/up8CYMh1BeshkwcBmmj9Q/H+/5SHdQOAchcBWcqDAA349QMwdHMEFcd0+bwyXwHcakUFGiRhBysAiwU/u3UB9Xvk/2JoSQZ+MdD/7Vwy/XW2SQHlsIsAomyvAFz6lwMhMRkDjOa9AAYqFwPyf50C7dUrAjznqwIGkDUBX427A2iOSv1LQrsBfnyzAUS5EwXF+IUCpH8xAuZ9MQPhQBEEXQT1BebupQIsHSMEpfh7BHMCLPpSYvb8Kk89AnkOWwNv0HEBnVQ7BiLqBwR2LQ8EMrsRAaMFFQLufh791UvpADLfFwM3loj9XjpE/gojHQJ+kGL4zpq5A9GJewO7BLT9o6QxBRUofwYLcbr+AwL5AoLLEwPHNjj451BPAfcf/PHZJ1r2wj87A2M+GvseE7b8f8eo/yrvewDsZ+8B1Ev2+lsI5PyLomkDMaHzAkk4qwJpKlMDFmQDBC+0Yv/SzyMA621w/9pqcwOURhD+ZzcRAs2GOQNyCs0AQRm9APLREwE8yI0AKC2w/jYWmwCzb/UCJFZS/OU2nQM7tGEG12RtANweTwSNcIL/xTnXAsMlPQJA5usAMD7PAFDLTQCvJAsE2WVI+YSivwNh0jD9gIoy/FZ8zP3UtfcCGO1rBwxSGQJg22EAvdgJA6V4GwED8bsAa04E/CrvMP2s9u8A5jd2+i21XQKC4hkBRsBZAo2UZQZgcFMGlvkxAx94wwOA5AcHG/s0/XMM5wGXTBL+Kswe/F2MnwZhymj5TM5i+WycqwHLagsA/onrBE55avq10ub7ZeNZA6ieOPUADrzqo/n4/7AMYwMNmnr5qANVAfrwdPrr1EMCiYblAjzDawCB9aEB7pTa/F2EFwCUFyz0ra/6/eQCVwIjXIkBmKElAp0o9wLspHMFX5IrANxuVwFf3GEECnYy/pYXmQIQyzj8ZFBNAF8OUQPtcYECjhFFAlO6Lvs/YM8Cjh6BAtzaEQDc2QEBJYOu+XbZiQK3wQEBBUfTAKGetv5l7HcHhoIxARpimvwcPhcCyApNAhsI7QXcPE0CqEnxABwmlP8/4OMDcXKq/icmBv/Yk0D+7yMTAlAYQQI1j0EBq/uBAodoKwKdHHEFGqwdAPEilv9e7xkBomEBAuRh6wKrAAUFYVV1AwJvTPyVNBEGV9kDAnL/BvvL/4UAaiOBAbtECQHIxY0C3mvNAeDRLwdw7Zz7cqhXBHnK2P9anzcA8TAXASa6eP6G0wz+dWT2/lW8zQZLMAcE+iOPAqQ0iwCFMWT/BLSFAFiP9wB2Ryb/W9K/AVw7Gv8Mza8Ca0gg+C1DuwHH8B0E="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000081", "text": " Doing a kind of more relaxed Q&A, less open house comments show, more just genuinely chatting with you guys." }
EN_B00010_S00961_W000081
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00961_W000083", "text": " I guess I ordered some cosplay stuff on eBay once and I don't know, the internet community discovered that my eBay order history was public and someone was like, if you're going to order sex stuff on eBay, you should probably make it private. And I was like, that's just a corset for cosplay purposes. But it could also be sex. It could have been, but it wasn't." }
EN_B00010_S00961_W000083
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00962_W000018", "text": " As far as free to play games go, it's on my preferable list. It's not bad." }
EN_B00010_S00962_W000018
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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XE0GGCYTAHr15wNj1178evIVBJTkEwbsCH8FTC6TArUFAQRCiNsBt9HTBUBLpwBc+40CEVsPAlictQUswz0DWxEXBzMY4wPd0IUCgfb1ArViKwSj5RkHNfMI+03oXQdSmLkFWkj8/3OeMwPmLWMFZHFhBgufewLcCcMDcVJdAcRNEwA6TrkCCHt+/493+wDWx10Cj4SDADg45wb2iOkDEvSRBojRUwPuQv0AL4vw/JhIkQdbnhb/ugP68KmEYQRTQ9kDhFVbA0PgnQIENEz+JJ45BpIcmwdFvCcEqia8+gL/sPytwicBaPIHAsnvQQPZLOz/qPqe/x6aawHbXt0DEuhrADqnywCIwwMBPSHq/AxB+QPO6+cBpHo6/AMOEwO/5gUDAluDAsAAwQMB7jMBI74C/RqPjwEhMM8GRwQJBKXu2v82mkkC8A4HA7CDLPvr/xcB/gf/A8LqgQK3MjMB+Qy3AE1bvvzeXqkClJyLBm42/QE7tGEA/Caw/5fEhwFIhaUC4XqBAnepOwUcfOL/JD/S/JqXJvhflmsCPcglArulsvjTq+r6ql+LALxWQPnOCssBpzaHAh7saQUCkiz905gjAftWNv/bMBz5JDE5AbJ2lQCqEgb+o58y+wg8ev+lo579UdoPAhc27v/xJRMBLpGZAHr6pv5PzrUDykZY/E0GOv9SHDsG5rCJANLQFwZfwtT9tB7g/wi6yv+0LSUD6tZc+w5GSwHUV/r+iKpM92aCrQP0vWb92AhvAK/r3P+7Pf77bR+q/WfFdP4zaAkFgap5A+Ne5wAJry76Vmlo+/rwuQO++G8B8oug+W0yNwD2Muz8dpYDAOHV2wGVG5T8gcRNAD3hKQEdRmkAyKhQ/+YoPv23wZz921jFAgJ24P/hiGcDYtgtAdvqJPiaCv8BPMjJBN2jdP+kZu0AKQO0/YupKwLYd/kDjNJm/EeOKQP/TXsAkDDJAhZ8pveTOEsE0eby9/IonwD5Hcj9YA2DAN80dQJA+S0BBzRK93WGqvuH8rL8PJLpALKGgvomOfr2WphhA0cFYQGlWBMDrXza+6OtWwCnlBT9MKZo/vnRFQQaYqj+mVgFBKj2PwM5blj8opRXAWruswEPrj8B+oOW+N10GP2OwVkBjNDPA1avJQGNOP736QVm/OoLTQKdBi75K6w1AFkfGvwr8nUDY3a9AegFYQC95DcBKlRjB/D5NP8EiPr9OBohAcsYAQHw9yL66p8I/qMF2wNASFMCq4VxAchMXQPUqgcC/2MlANJxkQMYS60Dm5EtBWzxGwMIvGEC0sPI/9mGJP5R9ur9QGK3AHlfwwEu+tkAA9eE/brRDvdmQFMHHfY2/pbbTv1H8DL6dDKzAsDe5QEP5gUCuRzM/jnkEQfotVUCnbMG/wWc8wIku0ECTD4tAtkIfwE7h3kDUzbC/FsuyQPBGyT88QOLA2bmDwPxJmz5GQaE/dDimv62M80CcO/7AFdDXv7rkPECxnqQ/GEeSQHQ+FUDSmylA0wJFwMW4gT/XKz4//ugDQCgUAECumEQ/bbUHvxUnKr8j0pS/ZcLcv6/8xEB5ihBA8L9EwNIPI0BacITAUWOnQAUI5j+xXJJAw2zbQKVE6D/NCSs/agidP4/wgr+w2iO/ZHojQDsrHcBuFhBAQC89wOrAS8DuaAY/gueNP4+xxL/CH5c+Z2+vv3rx3z/CmB/AV2+EPoTaO8Cd1ru+Fn6PQPW//T1OX5Q+aVaWP+LblcA6IijAV+n3v0YZEj8ZIg9BkiDPPrTXJj/X2UTA3j2uP62FYMAjswq/rNnavt0bHMDrsA/AuqO1v7LRlL9QRMZA7TVeQZyr10AxSzVA4z+EQDZYi0Dp3SlBzsMDQTZUXcE3nUTARul4wf7wCUHOKehAauE/wc0DoL9CPKnAu4pawTYXMb/1OZlAm+VTP3qt2kB94D1B9dwvvoNBqcHU4VZAttPIQJBFyD9Iz9I/pGkKwfrPt0DUcZbAEE7nPYm3QsDY+NzAyZZ3QJQJyb9RzQ1AUce+v5NOvMCu/1tAixkgwDFDiEC95vxAiB+hP38z3cAuhNe/muOAwH/NZEDczgNBy7bFwW7TokCWxvrA4JOivxa4r0CQdwdBpyjkwPwuxECKJB/BfR7XwAcHXUDz34m/2xKrwLWv6kDDimm+sCCZQF1S9799JRFBXfCsQP2xlz/l+p6/26I6QFZn7T2vEwhBmkEVQKDQ3sD9banARS9avyisfsB6D/FAiiH1P6WiHD8RE5m/vA6ewBb060DHgMjAoq6EPz0ClUA0C0VAox3SvzEkisDHMRpBUphcwN/qrUCsvC1BwX8nwAEt6MBYusW/2QvTQJx1gUDxnHfASXwKQW8JCcF36dVAfeHAQFtzwEADQo1AADYwwPwj5MDDVQBAcq68wEA6k8DRtBnAmo32vxzvHUBUn/U/5CgCwRQR0j9z1ne/r6upPtImfkAAwArBIPr/QG5zzsASvDA++wIewbHxFEFQ2nVArSJPP5Fpc8AhiEpB34KkP3noQMC1VfnAanfvQKKfKL7kuNjA8cVaQKn5rsDVu7tA5A1CQEzXvT9COOK//pDKQImrCcEqY//AnmyKwCZ5qUAb04xAmES8QEq9iUDU5pPAYsQUQZV8QkFeiiS/FNmwQA1Ji0Dn3SQ+/Sc/QYgVuD8vBfRAiYtgv8/KmsCAbI7ASmO/wNVpUMDukGnAl1NMwJm7vT/d/49AeNM9weMMm8CudinB7xARwYZJ379f5b/A0AHlwNKbw0BNDu1ABIz8v1M85sB+flRAZmnUP7ryLcFPhRrBN10VQWzQgsDyz6FAozYFQDsDTkHR+J1AhZhqv1JvkEC2E4xANoeIwMs0h0CASRPBcyenvsswhMDDAE1BqU4IQYwRQb9WeQzBQRRvwGhaD0G//Ru/yhmzP6+TysCaxaBAmlZhwM+RXb/UQWzA0sisPwD+HEBOKeFAV4AjwTktgEFzzeK/f8nuwMiYwUAXhTbAz4rhQGAUF0C7l0VAFoQrQHlankCL52XBkzyNQNlPzD4aMBhBLU5TQHEYLUAaUbVAYmPHwLG9I0FQnr6/lLlxQMKLTT3jImi/d4crvnHr+D9c3rS/qTQmwP2WssA89HdAZeEhQECG5z9JCstAthRZvzRPl8Aiedo+bFbRwH/fKz5AXKK/eiyZQOy68z/P0aTA0fipQIvaK0F0A68+sEfKQG2yAkBdLPE/jEABwbHt2b8xQSc/UbxMPpVlyj458wu/cKS3wMxfmEAR8MlAV0e8QPAzy0CGnwpALrz0vxbzM0DKL4dAzfDbQN6RnUCmR0RBi9DJQHtns7+HIJVAOB9Rv52Uqj91JbhAQEbFQJukgr93IZ3AG5FlQP8A7cCiyORAO0jwP0w9hsDE3/6/By7NP875z0DZkkLAyWpeQB00CUB2II5A3VYnv/NfV74WONjAB3Crv+4ctT+PW6PAeKgJQLRLA0ASq0XAB6tfwNATXb9vWKw/odYVQYx0DcBr1BZAQJdkv+hgHr8CTDXAJyWzPl7tGUEZW60/UXYHQY0HJMGTFQtB5h5qwR9YzkADhGBBvP3hwCduu8CO15O//HRFwCXiY0Bp88W+VxlAP97Rn71m/ljBlwVcQGRmA8BHNCfAd7X4QLuTHUDjwSRBpezewJyULr9YarPA4MR5P5kBer+MMgJB1OQVQMkbZEHmbJ1ATLGrP0+SKMF4EYFADHOzwBn9FkAXY7fASQf1v/p7A8GtsYlAwQ+SQI7yJsEW/69AQexgvvZUtMGuciXBR5pOQTIj8LzbAsu/PdS3PhaIr7+0ZUHB7ZL7QIS5G0F8ses/FLZUQC3Fq8CQk++/abFUQN3zcD+iJTLBvs+EQWEiBcDEir5ADVapP7Q/TEFEsptA8IFRQBcvwsANF5rAR14JvwFcL8DIFMvAuF/PwEnXCUGLz45AeXGKwGp1KUAx1jpBXMj0wJZORcCStck/IfvuP9Cnn0BYfIRApT75vqDQw0AldQjAXQHYwHLOB0Atm+Q/Swquv9gIxz5T5tFAaGwDQB0nukC0zYjAc+HQv3Mnq0BhhGNBp+zlPhY7jUCdbg7B0DVtwOpLKkFLJuy/fDKUwGitnkAUze/AGiKXwEIKHEAcxb9AHYu7v0wPCUGOQ6NABfLQQGVDRcCX3R5BZoQUv+Q0gECW4QU/TIvfPwBolEDqvyK/q34nwfmSd8CS8rY/GkfyQN25vsARiK2/7o2aQOmPnL8hDrJAewGKwHZy3L+Cu4Y/fO+ZQOHTiUCAPC5AZWShQGgmQ8AVcxTBOK1jP8yOIb+ZkADBZjg1PyD3TMAi1WBA95QFwfwCq75SWg4/5AH+P4cPK0BuTyHBR0mrwD84UMC2xt3AQKO6vkKPKcEUU1LArz+Qv6LDh78osZ4/WyxQQEU4XcCU2q7A+jjGPsr2tD/MLBbAJR2tv96kzb+eHNlAu0KdQKwaFUAOB7nApdHUP4pkAsH6lSrA0ieQwDMjIUGaEss/ry8QQRNmVkBQKoq/zz04QNf7jUB/QBdBHQNYQOE+7z9rWU2/hwFzQHwwx0B8YBPB3ODuQJqTvD9OwEBA12wGQW8zVcHUJJPAnYNQPoe+DcEdWPc+mYOPQNntO0Bzh1zBrmGaQA/gIj79UBjBJJ2uv6Df2j+t817Ay6b1P6BRij+BkQpAEi4xQaM6EMGTio0/kSeoQNnk+L8fb5FAWWGvQLz6wkB1e3m/yIhCQdhvocALzbJAWaWHP+1VaED3E6bA4ZtqPoJGJ0BoYgPAyQ+nQNamw8D9wSw+HrgnQRoSbr/5lzi/nVlJwdeunMB/0JFAt36iQDUGwsDrHPK/rMMiPUiXtL7plxa/WTBpwM0X5EAZfaLAWAsnQRBylEB94pU/rCJQPkIJoEDlVApB/XcTwX8y+UBF9sO8u6PTwF4s8j+0BkzAhCKSwDha20DCQxBBhOJ2QIeO9cCsgt89sxnMwPzNQ8BIm2pAJ3KRQC5bZ0DX/snA+1ZQwG7dy0BVpYK/LLczv/1qjUHUT99Amz0XQCaSSMBx4LNAuSXWwBhg0EBpqQTAxcHjwEbQgUD94q0/HMBIQNhYKMDxoiQ/Ff2DQKVbC0EeAjjByqjMwOUi1L+mJK8+DatSwGRDh0Ab6D/BkjREPlPmAEGB0di+0hmUQPZG1T+LL+FAe/a7QIwBZMCJV/fAK6KGwGk9bECivdJAGOg6P8tQT8Cs2LfAx+mvwCqQWsHceZu/EP4XwIMViEDfW3XAulj8QN4MDr8hXc2/sefgQPCHykBS2rQ9kiS1QDH9uT8ukgC+AimAwBVdCcAAeD6/gts9v8qN6cAndIhAoWgUP07sC8F1vVxAAGoBwI2pIMDF0AlBjNM6wG/TzEDIbOO+diwvQB4dA8EN6HPAOY/QQFNCbMBNCKA+LoTiP7Hbk8AJsjXBJKnpP1D9zT9lZnQ/w6lewB7umz+fpQvAQzHTwBqnlMCBgibArXLQQBAXmkDsxodAqoKEwISLAUBrzv+/AI7NvwUlpj9i/SXAfReHwM3CIcClnRy/gs+OwGNyVb6CNuc/OZLrP0SvzEA0BZPA/FTKQCsfhcArv4xAP40MQIaXqr4OH/8+7/niP8r9U8DCRnRASXsQQIz1bz4PobE/wG6UQLQOCcAwfUK/9y3JP1lLnL9aVANBtfCgwDfPbUC6NbI/F9X4v22kB8GOmv5AcvjkwF4pOj/L16W/guuSwU8pyD3IF9w/q+m6wBsDBUDdNNa+uCp4wL+T5b7N7ks/uhUNwDeCCMDkUGfAg5BJQI4cJD+JWABAcmo9wCKEx0Avo1XAH8YMQB/tqkBzW1BAregYQKJRlL+8MO7AOrcSPwFykcCjnZVAUCdGQLquj0Clic+/1Tcfvr3HHkDnhDfAOkVowN0Hzz11p5ZA3zRIwJOSNcA1fbjAg0VMQIeqJsCTY/e+iSJeP8Pm0j/OAOM+Jqzqvxl25z8MpCm/ruocQOQCmr6JcQfApfRkP4cyQL/Kp2rAzPRDQHPTu78Pl0XAWK+fwHo8OsCYlPY/9d4jQaW0s8AZu6fAuf5Iv4FVLEHCFsO+UXy4P8+Z17+gnFC+uWZPv69xBsACi/W/kpZbQBKNCkBNzbzAFiY4wMliI0CekMu+0nhpQBsloT8TqptAAYpyv2w+n78wpfm/9dZkP/uEhz5lhsjAVRDgPwyFN7/KeyHAu04/QBK9k79+m8C/9gDfQFYk1D0g2hQ/Fca/P89yi0BPQ7zAYXkrQNwXlsA0DobA"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00962_W000019", "text": " I like the idea that no matter what I buy, doesn't mean I'm going to be better than somebody else." }
EN_B00010_S00962_W000019
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar