latents
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stringclasses
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000226", "text": " And what makes this so useful is that if you are willing to model your MDP using those sets of equations, then the value function is a quadratic function." }
EN_B00031_S05815_W000226
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000228", "text": " We're going to develop a dynamic programming algorithm." }
EN_B00031_S05815_W000228
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000236", "text": " So the auto-action is to choose, you know, the vector of zero actions at the last time step. Okay? So this is the," }
EN_B00031_S05815_W000236
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000240", "text": " Now, the key step to the dynamic programming implementation is the following, which is, um, suppose that V star t plus 1, s t plus 1 is equal to a quadratic function." }
EN_B00031_S05815_W000240
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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xvT+qQA7A3RezP4eQlT9Tzfy+XosrP0nxWkBURUhAHCYDwXJZhUAq6pBAN6+HwPC/f76lKJbA051BP7HbacCefLa+hPBMvzcLlECD1uw/rltVwMcduT5MYhxA0YBHwA4KCcHckoDA68i7QFLlIUCEcss/skCAwC8gDMD3RZnA1QuWQPtHsj8mMorATs3nPurWoMCT+ojAJqugwPpkO0DTpgtAMy9NwetutcDfCSnBIU5cQEXxtEDaQg7BFGa7wD9Dw0A4CIHAwIG8QKDtW75EVhk/Z/WKQBXLW8FVn1bAL90GQV6WI8AhIoi/iXZMvzqEqb5K7MY/8oy6QAbMucDqfYFAwtgAviL1+D8Wi3O+mfiBwO+1AcAeUZdA9co6PzhGzMBAAYLAmcRCQZ9oiMDw+Ku/1Ab0PjIJWj9nRXtAVcDGv4YHjEDQP9xAOehsQDNFdz/VdL6/LDMuwfDM/r7GPTpB2KaJPC//i0AzkRs/E3AIwfBgFj+dtJrAuBLzwEFzk8GHLwPA3GJOwC0g6z9jFp5AKuSAvo5qTUDVPqDAXR/0QMDCQT9NNKjAnlcoQHd/IkGZRKxA05aQQIInEkBUMQJBwSVMwJBEDkC33/U/hu9hQLF3HkC4z6lAlQHzQAdk4MDB2YO8FwIDQDoD9z+sTUNA5QACQLVUK8C6vXhAULCIv2Aw8UBxvLTAaZ/MQPSpDMETFDVARs4HwUTmuz+4hwm/5FaKQO19/kA6bQpAw9u/v64VG0H0Qv8/o06pwGZUtkDcSMa/Wa5tv7n7DcE08te+R4DQPyB1mEC0JhFB3XmAQE8dID5tzBm/colYP1vzgcA2cJU+HGK5v+vlfD8N5f2//sV2v9QujcDWxIRAruCQwCUxmT2533BAdVIywP3Z0MDaXzHAXmAQwMihKUDVb2TAfvVhPyqyTUFULLu/tWz7P8BE1b2DAa9AoTCkv+cpAD9Jp6TAredzQIIhJ7z1VNE+NXyav6+C2L93wNU+iSCTQG+IF8CFOXG/yC9OwCXuEsBXAl3AFlB/PyQEtMA16g2/fI3zP+JK3j05UhnAgugGQcsphcD3cvxAUjkEwVtujD/bWQLBsPZruyyfUT5HplfA/k3Sv9HcqL/eyXBAPNgiwN5IJUAAs/+/M+AQQA74VkBqthY/pIgqv1ZFKL7SQr6/sBS8wC4+Ij+N61dAG1adwIezY7/R7vm+bcyOv9syacC3g4c/oXxJQPFZgcAxCRTAJE4BvxJtBEAZ13LA3kXhP9Gan8BS6kFBTH4XPTbV679Lqze+a9QJQBYhvUBvs4dAuZSMvvmtS8D7xI7AfY+HPrAp1D3ZOzrA1O8XP19fnkDGc3S/ZcgGvyqgn7+Kag3AcyclwCkaCb/WKmA/L9owwDjIC8DHkK0/Abu1QFWnIUCINly/y2+7QEU6icCDRny/02iowHMfE0COqBlA8rFrP70wlL8aNTU/VBS9v6Izpb4cnjq//WzqP+nIhEB+sEC/3sKeQBp8lUAj4zq++ImsQCBAe7+gHpU/gR2zv4M5IMBg84ZAl7YBP/9TdEArUpk+I8YLwF8DmUCfi/8/mUUhvyoHfMC/S5a/qJHOwJGt1kCnj1fAzmWUQJe6a78rA4/AKO1ZQPwRxkBHdqQ/m6oLP9tgNkAFF8XAlNM2wMxPzr/X0iO/GbIqwPRl4j8Qcrw9kdwDQObf+78guAQ/e9PRPyNSZ772Klw/8OV3wCc6ir+CIh7AibeIwN4ZiEAuwqg9QN6jPl3VGMBSXH5AkEAgwILDN0BI4BjAn5cQPzIxlL08tRlArB5xwFh3rr5L/F3AIwuXP1mrwEAsbVdA/WrwPsI4C8GNqjlBZ1jWwNRlgT/Q7f3AfnMEQXKINEBSn1pAA2OMvxvTzsBMIC/B9xSewFLU1kBNO2jB2o/VQOacC8F6MyjAnXo9wU9v1T/FETtAKVy3wF/SUcHZ24/ATNhVvxoWbkHCkY6/XrglwegSpcDBj7VAIdBzwYfcL8Cf64LADWSDQDFrqz9f6CPAEhEdwCdC4764T4HAH4MCwE8O6r+sJN3A5WY2QXtAIEEIfMK+BzyfP+PUHEEuoVM/LMplwKPwjkC1j7c/o8HjwMgKHMEeeGVAHh0QwVsz6j+yh4C/Be28P4lzs0B9ukC/sB4wwQ2K/z/6UWTAGxeGv4shiz9L/89AhgcpQeLGOcDWVdu/af5mQFvXEEA6NE1AfpWzwGpUfsDDLpBAR7S2v6GJrD5oEAfAvY0MQZJqIcF+V4e9rkOVv/rL+78bYBfBaXqIQK/8dMCUZX9BhLorQCX1FcE827k/NJWxwCp5EL+VqnfAPnKUQGLaHEDv2xRBLOOKP7lfSMGzOnDBZfMwwE4qQEFdWVvAjVJQwM3+/T8TiAxASGrzv0Wo5cBV4mHAx3kmwRLy/8DrBCjAssbCQAhEtsDmPFHAVDgCwbj8wEBU6LA/hMwpQWZ1J8AqzKQ/YwYCwbHI0cBXLpnAh20BQe1NTsB4XQLBjTcHQYRu0z/6oxHBzgyZwY5lUMBnDs9AW2eOwMstgUBu9TDA1QFOP6O3W0FdIRpBPPOswC5Wlr87KGJAuoeewEzakcDXh5RAZJEhQIqCEEE1z1HAPaIzQYrJmcDJNKm/9Tr9wCxDBsEuZU++TXlYQVBxfkC6y+ZApt0BwQgckT8dAejA7vWGwJJ3nL9zEG/A+pKywK8YKMGOvQXBbYTMwHNxoECPZs1AmAzZQG5HbsGvmna/fjCwQFYZhb59imzAf7I9QM1Ywz/lfYRAHdUjwWBcMMBRe1LApLTQv13Ryj4EuAXB+5G8vx7vI8G2g4vAIVpKQCTVtj+yAsPAg7TJQI+DxUAVuH0/0iTlwAaPFMAKkx/Au2AWQGa2ir9LwZ9A3DHiwAIeqECn8QpBBFf0QC0vUsDEvRLBY0HCv7FSAMHRqwJAwNCZwPHvu79yICdBCu4cQHDqaEAG1Q9BF3A9v3ieRcFDI6M/WiflwCu3vsAQO4zAC6ngQGWEmcBkFhFAjrSHQOgXjzzM1xI/zAcvwF9rVMGB7x3AzIb1QE+Vk0APXKbAzBEVQeM0OUDHounAGJ0wQXuEWsDQsZm/MrGrQLWaiMDlFLFAa5FFwZfnFsHmFeTAQbWDPzQbkD+Np0NASAvVwIBMLcDBQ/1AcSLeQPtY0cDF1uVAEKaQQGX7k0ABffpAYE7mPxcJzkAqV26/rzJmQH5qkz+zmhnAYQxnwL7cjD+yUvm/NgTjv6lGT8DozALBEmoNwZhYJcEB1ENA380wwTqobEDLpOVAI/Q0wTkbD8Fg18HAN18DQSxyIMEVN55AOfuZwM3NOECyrRBB9AYAQXZIsz+dL4bArSafP4hgFEDifizBQ5pkwMs5/j+iU52/L+RDv3Stm0D40Os/e/pCQNwzHcFT+YnB7zlowCHXIUBVTw7A+6SFwCZUf8BUmjBACmDkvWaA0b5R8EPAE3QbQWE+ZsDX3TTAjAKTwFunK0AdOGtA5fhDPV4VEUCMFCHAFEIbQMYLFj+6VgDANP3OwFXT3UCKGI+/AOGjwAn+ysCWbkBBYJf+QADOL0EvZdrAKcDpvk2UsUDbgI6/A87zwAw5EUBQ5ZDApFzhwNlkE8DeZytBVcNAQDmYDz8ExdXAGpcpwP0tKUD4eZPAwHivQHxbwMArqk9ArNvtQD5rr8BniYU+cwHWwN02scD60oXA28qIwPIhBz9WMCtAVNMbQX0OG8B9G4RAr/oTwYl3zUBwYcg/VD38P3taCsFL449AuNvGPxnfEkA7l5o/F/WFQLWLm7++tzhAJsjXv4PXbT/3YA3BoYIqQKBBob8Cfoi/Pl4IQCR/E8FYm/pAnSxfwLzvJ8HaiDPBROxEwL3yRL4JVerAg30jv1gzTcCEvwZB65CpP89VYMAez5nAKnQVPj01XL4aKh/A4zYlv0U4xsBVjXfAgOIOwecVpUC+peDAL2ZMv3jklb/X5jrBPdhVvhALh0A84OFAC1DOvwDCEMGUhpXALdMmwVD2JUCRw4e//5MOQP4OB8H13jg/98kwvpeCqD+t9Z9AAZZqQDlwaz8EUpq+TcbHP46GLL93aJTA7+bCvgVMVkDC3mXAwBXiP9N/bkBfF74/KT2MQIwZj8DvJrhAYL8nQZPh77/NshTA+d27wJw1nz9Wx69A46rcv7m3RD/UNpBAv0MIwUHlqL9MgkO/s8UhwLOgj8AFzbfAYM7EvcZyqcAGkirA5InGQFpl+ECfm4nAWc9XQIvJE79BnF5Ag1YnwUDZ0UDeJuk/iQYkwaCUtT6wGWBB0I88wWVM4sDvS9zA7ymYQKM+6b8D+h1Ar3szQXPdr8C3xlXBusNhwWwPtUCzNlk+0BQEwVCbH8ENlyDBFblYQNAhGcFUvKXADZ38wIEJDEETA5xAhn0bwNTGFb48LrrApao6wYSefkDj1/XAZqIkwcEdc8AlzT5Amu8RQQN9TsBKJYtBfKWNwLE2d8Cf1glAOmkhwF7ZPsEb1dc9atGKvqn3bb4B5yDAMyZqPh+FMj7DHi3BjxXiP89vvcCGdos+OkZYQDMhKUCLAPi/yskfQcZKqsALtj/Ab+p4QYl5VED3lcE/bHxGwN3R8sDoAxHAjmuZwNGDK8CJ65fAw9LZwIx0L0CkPfQ/RT5aP1mI20BHa58+lvUFwAI4lj/gjmW/eh9JQfVWnMBG8I/AOX8wQKmJD8GwgvE+CCnOQFmmskBWoVG/BFCyQAFEhMDdhOfADg8MwH1Dob+iTIHAPsHJvqbH7EDdPAFBgWLKPzXMbUDELjzAs4GswFo2tMBf/W/AQwCrwLoRUj9xUaJAEwUYQbqMQsCalgZBG4+kwHZmEMGlarPA/E7Hv1S7O8A5PgfARmvOQMeo3cDER8LAlebKPxKi177TMcA/MJCLv2XMo0BocGC/4ntIwB4kJsHyYBI/msWGwJ8gR79X/gbBKSVPQKQcxz0cZgw/WJ1Dv0EtY8DImQrBrGYsQI6Yb7+azGBAX9JLQD/SdEC+W6RAbGtEwLulNUAmtlFAIu0uQCMtU8D/QYJAuyyBvxrXKECiZYnAO9RoQIOaGsHM2j7AQXSmwMzpK8Fcc3BAkL29QEoa3r9Rq2ZAGy5lwEc8lMCLA0nAD/0LQYTkwsDdqVjALbyKvqIMCMC39SBARmKsQD0PiMDZ34/Asc/DvyFilkBwNlxAgFLpQIaNz747ejO+tSkGwC1hvcAw7ILAsIR9wCEMX0Axf5W/YyxKwDxkHUA6Qf5AggwhQUO3UsCCQyFA2CyLwD6Dv8ACU9VAlq0Ev1U7lT5QUKi/fHW1v/7MWkCz8tJAB3FgwH2wjsB/ajJA0DMAQcdhccBk//G/M8GwwHGZYEAnDetAc7V8QGVavEBSQhE+bLd6PxvqED8df4ZAG/vUQAWUYUA6JQk/YaSnPUIsT789lxdBqItsQDqIhECe75lAy8YkwQgt8sBGDfZAUcA3P3MqtsCrpxzBc28owDYdBUDm1Iu+iQaXwLoa5UAUkfNAfhQtQaOhMkG4xjnAQFnnwIb4FrxCLK5ACdHJv05XZr8R+h3BGG5yQJFtcsDjS/BAJldYwPfuEUF7naq/6YyGQDOR2z9xTPE/MTMDQFuPAcCIrtm/NIzcQORCQ77ooyJACyqIPoBigED1QNe+h+OKwH2qpT+KXXFA0C8FwfWkX0CuctFAkQBzQFie98C2J+s+SjWqwKXNKkBlg0u+BY5RwHdNekDCqx0/QXWRQELJUEBfNd8/r16eP1eQQsBHsQu/5aWawOXQlEA52sDAjs3SPtQDUj7fCBW/YEupv5F35r82zylAqYwovpP79D9YXlc/5z+RPzHIRMADMrc/w9njPsVXP0C/qCM/RGV9QH6JhMAZOoRAcl+UwExWCb+wF7w+sH2WvePhRUDhw+jAQfsVwIOeaECKp4Q/+9n7wDJGtUB0xQW9/KHbwE42i0AvirG/L1yhvmOfp7+41bBAcF3mv+2oB8ELH6ZAoVxgQFI+wz9+zPa/k2KWQfQug8A+d+g/V3srv8MZ+8D2fg9BqwaNQI4lWsEpBezALK07QCVmVEGacTBATHIcQfMXAEEvlAJBqC+qwIiqgMD5afXANNYJwX+iB0FY7wrB/leDwcQPKb/ZXm5AUFxzQO8L6b7SwppB9o2iQMden8CBCFa/5U2WwO/ek0Aukq7AlwR+QUKuhMAuQZe/8GwTQbZorr7ajP2/aBZmQSFwOECO1QLAAWwUwQxFtMA2cLBA3qYcQP75HUGJh4zAlLicPxZK8kAd0dbAJftdQBFFy78jZfLAAcRNwMoZwsCIcyDA56jOP0hCOECmqgjAsVnfvkvXSsD8rfM/iD3dPii550CZIipAlmZYvkEC40AdgNQ9ssvjP94wXT83N4HBHm1CQIbZiL6RdapAgGlePf6Is0Bws1FApcP2PppZE8BPqWi/IjWywNB6f0C9LIhAaM8uwPS0iMAcsODAvexEwTRRNMDAY73AcKgzQTLTOcDKwtC+IGLmvz0+3sCy3q9Ae9KpwItUqT/1JI0/1T6pQA1jAcA7OIRAJtbWQA74ssBI/qvA2d5HQDf5OUBGxBdAhH1CwGqIJcG0sRrBCmaCwI9+Yj8u/NvAKnsJvpkTmL8GRvFAqLPNQBKvjUAvUW8/LAJQPgO9y8AwBly/49BUQL/cE0C2Nfo/dtAPQCytC8AM2Ck98WitwBECJj+WushAsyYYwQ1IeEDpKJ+/f18JQXvFqMDPEpfAkKdFvuk7qD/9mFxAi539v+CeNsBppSTAzfQwwH3IKEDq0N+/NxltP0wMR0ALNxZBznKvP2J4Jj/EXJ1AwwmEwEWAbsAiQzLA900IwM9sXcBrnsLAtvWrwAfPj8ArpNDA3DN9QGwXS0A1mTC/kAoIQAveEkB7+Xi+Eo4IwflRUb8Vq2nAikwRQICHGcC+3xVAiXKLPhb35sBfHtxASweRwMRp279oZ3C/DlXJv1hsHcDkASa/23UXQALehEAEyUvA9g9EP4y0/b4f37g/IRT3v3tpCMDI7gi/r+mAwEuMQD9BGG6+FdzDvoL35z/rS4q/YTFSwBU8zcDVWytAKmUEwOOIor/ClFxARAs2wFGE8j/FimPAKvXNv+Mj4j9crY0/d2OQvpD+kcADTmtAZWlVvjMTUcDMLFi/KQxIPy4MesBpjYrAxTofQDrSDsCbfnDAbMZtv+urhz/czihA/pYIPxLJcMAO/vZAh5QNwf5u9D9Af7LAlkCQP7J97z+RVbrABwEvwLpFr0DsQV1Ah4hnvmZuvL/HQzQ/wD17wHH8VUBQCaM9cmUhwLRrQz6+04A/0iSBv8Z52j9UCUa+rZK5PuPLxL9tszDAygu+wOfUIsCHy51AzWddwBVQqMCgTZ2/ucuFP4bpP8DtrzzATq39P6z0UUAwgbtAaiHjP4HdGsH9gBtAcE5NQIoytUDEsFFAWSv5v9laW8BH5bfA0LOYwGBB+D11JbFAZqguvYHuVEECgx2/cE7BP8Sjtz9WqIA/UdRFwI3MGUBKj33A1V8bvQNbEsDy0CdApl4kvlOB98AqfZ+/6EeOQAsQpcAVkITABziZv0wO27/HbN8+ZOFjQALghsDkABpAWDd4P0cwGcCVsWLAzGCXvmYQyj8Q7IhATkNgQADGjD+WzhVBQmfuwO8BqMDqy2K/eBfDwOo/T752uxRAyoo4wFUeiT6rnE5AWt2lQP4iS0CG3+VAIlrcPoZFmkDLdAxAomIAQeRN+kDVXp5A5jDhPEIN48DZYp2+cZUjwAhxi7431+nAGCyAQE8VfMCleapAPgDUwLLKVcHkiL2/GNsJwfrZ90D0c48/UXRCQL1lDsHkpbLAWcmvv3RQmMAOY2bAcaEVv9L7oECvFr4/JcEtwX6+yr7yiybB+pb/wL7dL0EPXhpBulHgPx6NYsArcFbA/Q2sQEqUpT8DlSnBvYB8wBvb1EDFOIxA1z8CwXWi7sDxE309GMVQQA+kAcFyRJ/APzL4vIs+TkFzm5/AL/1GQNPBN0DphtO//Ip7viqugkCDihrBAX2HwIxDE0EngDrBeYQPQGZ5+kBDYAjAcji2wQR+KsDwVuu9FgK5QMCRs8GecffA2K2YP9TJsECXqjbAGLjCP4lmmr5/+VVAUpT3QB/jUD+bpN/Ah8gzwR8DtL40pcI/XILVP2Gs00Dug/TAiDtNvvFGXMAHG7DAUgvIP7Bmhb8gsHrAHSXDPxr0sUAlBdBAwUkdwaJ21UCY4qVAn7RswSXIoUD8pwhBKyrbQAX6IUGlbwxBnCChP4W6l8ASKUrBA/RFwPLRmECq+bBA4KnlQB2W2T/C0FTBQbTGvgfSprzkH5m/HrXgwP0Lbz03gsbAd/9tvzmRCkDh5kXBWBHjwCQ0/L0N7fu/iqCiwM1p5EDUbpPAtwPswFfBub+YNQZBUuRlQcMK5MDKDwvASCEPwencuEDKxcRAbu7UQDzK5r7DZufAq5oHwVw3/MALjPI/+2Dqvy8Q+cB4qpm/eT+Xv7dOGsFVb+LAM5F+QTkHgcAonoZAw8tTQLbQBkB/btpAl0eNQHPl3j7Cdm+/WrmAwExy/0AonS3ANTJdv4fTjj3zIxnBenF/Qc3DQUCkBoe+1AzEPf7wy8DoUJi/kdBhwNukAMHC96lAAWHNQB8jjL5myJ3AjDJ/P4Js7MASpATAQN6ev7TmNUEz4jzBbWeRQO0YwMCH8F2/x81NQRLHRT8ybQXBzT9pQBw4IMEj1R5ACxgaQdghMkEEPkvBeANXvulpzD85A2vBeUS4wJeJNUG03/tAMzFJQZmm+D9LfqE/RvCpvikkTECp2O/Ac6QKwO3HV7/BKca/ZfKGwbtxP0HpKPxA7JgoQWzzz8BeBv69VhY+wdGQMEDd1u1A/qMxwREvDcAa8znBCms6wO+MV765/SHAFsNlP5iiUcAq8he/KUeIP3Egkb+Gr8bApolbwPL2wMBykMm/DZlNwTBZqUBMPOq/IUwkv5o/KsGhvSBBlQwuvyYLYMD770BBxASzPyOAbUFzq8nAtIfjQAU10b8eh7fAtE+ZwHiKbz7IDU1AqzHTQDlLMUCW5zvBgBMFQWE/JsFKoSo+F/ABwWkc5MBqvrDAo1AgwDeCMMHSkqi+ZB2uvze5oEHPBZvAeuzyPTPgoMAiYqXA6KyDwH2GNECuWF4+yW3Tvb6tvT8iXTnAg8mSwG8r1cBcoQ5B/hZAwYzEakErvW4/O4kBwIb6R0BSYf9ALhHzvjoP90DGNCfAgMrYwEK6NL92YrtAij7qwGSA7D99OXS/nTwZPiKS1j5WvBs/aekcPr7gJ0FCbtw/5rMTwWpOfkEQ9u1AvZhlQD5w0T/PRFU+LwgPwNRkBUFBhR9ALsziwPNmHEEb9SPBU/nfv/hY3D9seKzAZbVVQV5/fcAQZ2rAqic4PzjzasBTmgBBlk+GP+dlScCqLUjB2oCnvr8nY8AipUXBWGaDQHBp1EAAeKlBo3YgQfRMdkEy0Ic/E07XPww0w0Dv8b1AbKm2wPC4yD9YmsVAOG6+QI4y8kAnC78/iJqawEpQkb6ngJJAzfobQXp9i74t7hLBEwJTPyDZ38B59HvAV6u7QLTSpL/WdQTABbSOvy12HMCQXN+/1GTaPogtDcDuShHBW8tFwFQ/YMCpmwhATWuUwEknkr97HkTAcD5swDh/fr9+3gLBt/G1QORZUsC2OYjAyMDYwIr9PkGRDMXAWtLAQL2NU8AfaFfA5qviQCDw60D8awBA560Uv1z7kcDfLx1BIs8BP8iyiUFZyq6/rWibv7chxD/gPIXAGqrsvsWkK0BDY7fAMPRsQYu+9r9sQSnAqrb7v9v9kUDCZMu/pNYEwGdMi0A4ZiNByFeIwKRXEMDg88xAotgJQAVWUMB7XArBoM+0v5zBI8DChZm/P3rAwCojQcHL2krAsSylwNdptUAItQxAdeyjQCAVnUD9klA/SCgcQDzFKT+qXC7AxzkUwD6D58C3DkHA0ON4waOaxEC++TbBTGKPP9FHNsEJdxdAdhHev0WxmcCKLKVALaFTPzMYZEAVMqQ/0ZebPiyhOEBfVGRAVDfgQJJf18DkogNAbw39v0CIssAyWmJAP9MSQGC25742E0HAExgiQTGjwj9aCELAsj9PQNBIzsB10BZAMfybQD70DsHcnHm/zM8AwPrnNr863sc9QT+av3ndy78rvuS/UCt/QCAY9D+RbZFAMwcFwVEuh7/atzJA3M+GwIYtf78Sp65ApveJQJKj/T8uDYZAZZUEvxnmXz50lWXAs942P2iyU781RO8/zNIuwdu3tL1fSHS/XhoyQOqVlsBUA1a/q3/fwJQwpz8PZJRASBLdwP1iKcBYQeo9rY0dwcWBd791Vb6/hyizwF1vzD+ERwpAraLzP/WynMDiBqW/YSuKQKsDkr/zTcc/7bYJwNRuQsFakvpAagPCQHNlf0BFadZAEeA7QL10YEBXJnNAivy2QD0w2r9LV60/AOLivoPbMcCJJLTAT5ezPhQxH0CRXk8+tj6BQb+mt79jgQdByVaAwBNMnsAt3ZM/2vqLv9TnOz/02XnAKNmQwOsmd0B062y/m9RPQcwAbcA9UB3AfYvMP4/DYcBOKwJBcjAxwHpWFUCkT0tAjcPHv3Hfb0CkXZw/2TaYwNGCW0C0Tq/APAXFv8kRUcA8K9TALvHJPy3Br0DsEaVA635SwGYBS757trPAkRYLQXzJgsA7gAnAcQRBQFjkwcAglSNAGjO0QMfoF0A5A3NA4EHOv2xQdr4l1ANBJfHkQLoaXEAeAW+/6lXgv+fS3z+U+ptASr46wNnQWcD+hU3Alub9QPNGScAljBM/Bu2/v8vNMsBE1l1A66mWwAfyosAyYyfAyhrGwDV+Hj+x7EI/LLUIQae00T/wBihAXQNtPzAsHUD6L3LARY+xwDhWCEDD+Q9B2UQKQAEK1D/qgKPA9LVWQXaPQsB8oBDA9Pe/QJwbvcBlbFJAji9iwD7TjD9uNAPBZhboP0XrZkAL5u7AK7OOwArriL5aSgXATdwOwJD6rcBzpZbANN2qv3UxLL+gwItAuAS0QEE2mUDq0qo/A2gWP3y80MCX5b3AZN1Fv9rmsr0nEQbBBX7gwDras0CvIRPBlyJuQGGuob9prDPAfv91wGaurz+sHZK7ZJJLwe16DcFDYgfB7hPcQLEO4kAASxtARoWXv2XehUCYGiBB7HRtP6LPOUE8e5G/njIKwDmni8EnBM5A7KfBv4DQ0sAF8WPAirnZwOB2L8AxTxRA5X4jwNkbocBdpFI/NwxIQLvZTD9Ls5BA6L4CwTvpx0De0k5APYC0QPep3kBQBBVBmFR6Qc4PGj63n79A1IGKPwIGvcCB/1pAkiZ+QDDBbkDgrEpBxgUVwTqkLECxnAhB0VeXQH2Dz0BrJhhAlEYrQTgBy8Cr7aY/pUxwQJtZqT+FpZDAJIugPzNH6MAqDLE/JvXiwKRGl742UT7A/zdFQNBZrsASUNO/XATfQJKimMCUZSjBVhE9waYkU8CRm4dAcIlXv8ofjsDyXfm+XYtjQHt58cAZfN3AiI5pQJLLbkFTKJa/I/fWwK+P7ED8o1BAlJS1QPIbb7//x5NBWPdJQJLjk0BYp0LAiQEewaNJgMAYfKw/LuHYP9x6O8H73A9Ag5ZiQewX90CWsClAsLezwCn71D/V+zrAmNwwwK3ZwL+0/49AycCWQILMtsD54R5B/rSuwDmSm79wNjTAoC7Iv4665kBSe/JA56b9vzQF0sBvfQjAGxGxQKsyjUA6RSfAS9A2v7l2n0AooD/AsvOSQLjmCMHOYB6+I/KtwOj3DsBRMGDBPCdtQLiZv8ArrnFAd0O/wG99kUAZ4jXA+0rev9MDkD+ITlfBY9WqQPj3eUC4OLpAnAk4QVuDNcCNhQ1B6dWAQLp9AMB60jXA6Rg5wGWUi8Cqaby/9I6NQDcD/z4VMVXArInkwEwJ/r/eNpHATV84PyPlG0ChdytAjCiKv+taOUGvegFAL6cJQZ0Ge8AsjehAU82zwKINQMAb641AIp1LQKf4hb4wwb4/zmqkQLJWDME0eOvA3mSyPqS6lUCqQtBATirAQJEiNz8SN8hAmGEXwe45YsBoQrc/k64RwF9oXz/D3B9AYUl9QGsdEECxEVhAI8QzQICg+b9x2vJAVuCrQPvz7j8+apI/nxXHwAjbur+2wAjB8bIUwK9w0EDp1WjA4tQDwVY2qT+KiwtAMmkuwTPe3r6E6hdBjj8sPoKPd8Dc/GZA/FCLwEo9GsGnawFA4zHZPjUpXEDNKiDAn9kEQUEjF8CU1GFAHS0PQDyhQz8w0oHAJyAjwM27K8CMi++/CmtiQJIVEb+7I4a//hORQBnLHsERLOXAiao3vyvgHb6s7UbA/NDgQNlIC0AEFQ6/lkoFQQ5QNcBFZxjBJhZVwd/F2j/TKzlA5qosv8AGKEFB34S/C4lJwWAIGMEJ41vAsZMPwdf7Gb+/ggpB59FvwYV/2EBjhvo/8I4OQdgLIcGNDfFA9/M0Pqo72UDyAWLBxGRZvmmqO0CdaIFBi5n3wHy5/cC3J+C/v3Z9wNQqPsFUIwXBDvCPPUnRTkCFdQDBdf8EwFq4F8GrpSLBGSpVwG3FgsCmmhtBkeoSwF7qpb6loqRAbj8WQO02XUAhsvW/vX8QQYtb18D7nWDBRQGUwK5mP8FXgoa+aElPv8xHgsDtjw9BD4s3wMatLMHoU3PAMrTrwBNG/L+/3QrAWXkbwLGWOcFSENzA/J+XvyFmDMGNFyLAMXzQvwzOhkAE/oZA0GzGPTbxMUE4d0RBjKQxwW+ScMGoV+HAlBWkwIRd27/R+jLBFjxGvbREr0CHi8bAt5bVP2b57kDnlxDA0S+cQI2a6cAl815AcqshQKRsdj5AqiBBqMmpv6BPFkEEo+y/+XnrP4si8L/PHiVAiEjZP+dSAMFD9IxB/SeIvwNId8AWhoY/zWqcQNFS1sCWkHnACSxXwQ1p5b+GQrbA9kUQwILrIMCpuBlA0MsMwf7EYsECerTA3WILwMEUqEBRTaU/lG4AQchIQb2Ln9e/rB71vc3OH79m6sa/GyisQE+4esEr4O8/QD8TwHBTDEDZmVtAd2BgP4m6Qr/1wwLAlwSbwI2/WkB2oBHBsnCIQK/Qb8D4GCq/HcCGwHKtjkBU7rxAUyPPvwV7UMBHfsC+lRtTwEwG1z/cnB7BWSYFP4QHfkEVw5Q+u7Q0wBQ/HkDQa5O/4qvawDQv8L/rzqZALa5FQb6Ss8CcP6K/0lqPv9hCu786CY3A5iMaQOtEQcCgaO0//Y1BvuGY6sDc3dW+kPzwQCKBPsDX7DjAJISOQElefUBgk5m/Gca2v9dMNL9YxaTAhqcQQUh7cj/U2+zAh/FbwIy5hD+z4wQ/OTEtQV0M0b9ZbBU/2TwMwGo6sUACtQ/BNjj+P4khUMBNuL7AE/5JQI66nkBQXTa/isCmwCOMisCGUynAjC5QQBjDkEB0KqDAyAMLPj29s0ApsajA/r/QQBGzzUAo89K/2AEdwHk6SkGN67VAIMiJwK0dYD5cyea/0LEiQAfHqECiWxrAipB4QMmg/cA+Yzw/Yu5XwEKOgr8kmbK/0kY1vy5OSD/I2Xg/qOLuPv7h/L+pgj7AvLIMQN4NOcAbAvvAcrBrQMSgTr409i6/PG4FQHBqYECJ3hlA4pO/wCRYC0B/nA9A/1ahv3pBxsC2AFVAuliAwMfFMj/8NOrAli28v1eR57+T9z5AxXKGvg44FcBf1a7Av9oWQJhIvcBSi6+/CBScQOULscCaWdDAnQI1QXVUccCDzcnAOVDgQCjqQz9H8hE/4M+cvrC0oL9ed6O/Tv6TvmTq8D+EpNNArSHhQL40Kz8z7PA/94+BPgPzr0BYS4K/udXAQD3bJMDDEx8/DywRv3RY2sCLH8M98wCUP9aRV0Gj75XAvZMdP8U2Ob/+Mr/ALtnnPx4UvD41sVdA2UIPQHTim7/OBrhAQRplv8tP6kC0cuk/y9fewIT0YcBFkRbAFlUVQGNbkL8TXII/TgeuwI6w/L62cuVAXKmkwDk5pcDZoC/A9lctQOvWhcBJo7bAIjo3wIbPCz9QAWA/QqhqP4QVp8BK9JVAXk8BwKvtFb9RSLBAYx6hP36noz+gsCBBWSsSPwT710CHB2k+XFUEwKp6mMCg/47A523BP4QI28C6CiC/Bzo+Qaokv8C46cNAJSP7QH6KakDh1As9HzD4v5K1X79n9wy/ruy+v04+E0DFSpdAlUmawO59u7/G2tM+Z4XNv0PGA0ByXCdAaPGnwJNlhL9P51DA+2SCwJdW3z5Plz8/7PNewK5JvMC2tt6/a1eOwBPM07+qQaI/xSpuwKB8JEATnYLAzOlFQKSogMB9X7JA5cEJQc3VKEEOi5I8GXvBPxcIjD9cLePAncqGwGF6UsCkW9E/6acPwIE6zj8WS4PA31WLQCQRPUAG2/FA93YyQd0SRECkSL1ACzm+wEqtIT9+gCzAXDbWwOSJrsDUaO3AM3nGwPEEgcD7gixB0bAwwVyEZ0B+KhFBcNC6v1r5EMERPM1AAf5pPxO7L8FOMJrAyO52wV0MqL8CiV1B+sqFv2eQVECVHc0/7IWkvh9g4sCZ8onAaB3sQDJ/Fr8iBIDA7wo7Qc6jtcASq9M/DiT6wGumOr86ZhZB4wtywBcpvsAS38XA2/rcP+lGNcDfuUvA2lPiwELXPsC74hNAA36AwEUXBz9v8wlAA05jwZJwf0BsJua/JtBav89dvsCckrZAEaIXwUHXDsBF5JnAArd7PoKT1j+a9a/AVGl4wMTE9T97NZG/fGRgQBhRhD4PL1i/lKbnQOwceL/4+u8/A9P1wKVfOMFHx6xAvhTzwK9P6MAVSLHAcWIaQHqEI0HIooY/h1T0wJdhVkE8geBAkyEBwLJjHEFQ9MvA1SSTwHJoUkDDHXa/CbuKQBTMq8CVOjY8yleaP9BIfr9ywgvBxmKBwAHt+cBeHSBAk0t+P17BSD8x5uM+apqEv33URj84UHpA7+UywMScPsGskOe/O4iBQOM3S78DFqzAUZYQwchLvEC/FDTAL4+DP34EUz+p3gjBRG0qQG1/5cDZ5BVA5+8uwUB3/UCaD5M7pxSrQDp5tT2TSgm/EcF3wMZULz8SiYBAvWC5PmevcUDsZl3A9mcfQKBJV0C7rJg/fKwaPbHRo79JY2hAx8vdQOLweUB6v5DAYqivwGIkFT8uzT1AUjEhvxFaFcAt13RAZhgaQOjJpMAUDy1AoM9mQGW15j+eCRy/KxqmQDK/wcDwHZhAV0InPxd9qcBTKEa//iQsQDi/2b94psPAEpy7QAzGocA7K08/xty0wOxiHD9Mi/lAF2aSQPOinEA9JpfACLr4PrY66r7U10JABfNrQCNWDD+6Wz3AZg/HwKKhEUDu5lc+ufy+vxClxb60pDC/k48bwe44gr+DYTxAcP3PQNC4hcC0X5zA"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000004", "text": " Yeah, I guess so, I said, not bothering to hide my confusion, but somehow knowing she'd clear things up when she was ready." }
EN_B00058_S08833_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_S08833_W000006", "text": " Savannah was running her hand over the dashboard as if trying to prove to herself it was real. I remember this car. Her expression was nostalgic. It's your dad's, right? Wow, I can't believe it's still running. He didn't drive all that much, I said. Just to work in the store. Still?" }
EN_B00058_S08833_W000006
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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6fEDdBsTAqBCLwMisOz/5WDrBc6u6P+/r2EBHiRhA1W20wOebg77e2QJBXCZEPvVtvj+OqZA/Wc2zP2NihED6rQfAnUgJv6mXCcAAD4c/c/fDPhuUIUCAyoBA+9qmwOqDeEDVK1hAkfzSv0Pghb/TpAdBYnBHv7KH2T8zuMC/rDYgwJFmMb+PuiRAsi8cwcvH0kDPB3NA0wDIPVvwMMAqppjA8l0KwOq1C8CQSO3APA7pP67DYz8vS85AIfu6vzAhM8CSnAlAGSB4wE41A0GYWhM/+zzIv6eHusAx95fAMRKOP12EQMAO3jVArmtOQC07bUDez1hAro2TQK7kd79EZ209uVVQvzqzLkBo5YrASqqpvRgGQ0BRsuVAPOkJP1+FE0BLYz/A5EnHvTIUd0DVKEVAJhoNQDnC8EBcT7M/DWupPYnXH7/Gv5dAo68rPiaSh0Ac098/M3PVv2IXp7+tPVZASZ4VwIZScj0KcghAUwdjwJx+B8BkYPa/jDHgP7eBiT+C7tI/aXBBwIWelL/Sy7o/t6+EPqwokD9tTLA/9RCavzYLJkBO4P2+rjKKv4c9zT/lGiA/wqyuv2sL8z/J8bC+pN5fQHj/4T5Mfgi/pTosQOqnnj+rofQ/6VlOv/dNyr9MX84/IMPrPpHHOD6ZY4K93ZCZP8qIc8C2cDhACJacv0PTgr+JwZW/l0HZP5/uzD13eyJA8EHRP5gVWsCnUMvA/aFlwKtKCMDyZq9A1MXtvdTOnD6ovbU+MM3ZPmiMgT9j8CDAnlNQv6CJUMBgZ5S/RF4HQClNBMC/2B1Ax/s1v3dMA0And6W/YYyxvVV/n78yFc6/gBBGwKcKRb5W1pnAl7Y4v82KI8A0MrS/WSqrv6WiFr/cIsBAH9+OwIfPzT2WvjjA8QVHQOhOE0AhiaW/xgtNwNcqakHNOb8+ZApBv07E474QdkQ+O3Tvv8CrhkA5cS3AsBUZvm7Ucb8zUHRA1XM7QEm8FMBmLZS9bX0wQAkPaEC4IHS/U9mQwHnbHUBMbdo/WEZ8wID+JUD2utDAYw/iPyYRUUAN08LAmSmxQD37Lj8dW3BAp2rNwHq/kT/HSNjApZPuP7539b4MSB+8uLMGv1jpUkB8KmTALifQv3gn7j8sAShAraqHPgRxxr7+SVRA7sSBQKCc+D7noW1Ap5yfQF87v0B/FirA9vu1v/kFPb5ALQNAqpeUQPoVD8BYIki/lNs5QIfajsCbMNs/FLwgwPOR1z8cLSU/Scu2PrmLX0B1K7VAwYNaP0A0iUBdr+K/tWGHQLkrrr9PGGNA+39QQGIb6b/o409AmykAQQEMTz9/dNzAmVtzwOwRFMC5NqK+aCm7v1geCr8cSxNAKgNSQN1mlL8lqp5Abl2KwFmavcAzqoDAdb/zvxrXDkGPrYVAEK8BwAKOCMF98M4/c5XCwI0mX8BUYG3AaTsivubiA0C4UUI+nLbPP+UHVT/ykIM/eVNvQIa1r78NGne/KKCFPupfzECQaxvB7h+UwJXfvT6FIqTAsZb1PsHXGUHIy80/Ug6wQDt/fkAy5F+/+fiPPgPb18CyM5+9x9QnwDJYCkC4Z5HB0Y1xwbP2J0FyaNJAgw5rwXFsAkBrcCG/M4pFQWnio8CMQmdAbC52Pwikg8DtNbI/qqtCwW9BLMFvKdbAypt2QE+2tcD2omtB+hpZQWcmZb8kvPfApsuoPvowXUECjXPAU38OwRVCGD/GZI5AkYMjwDBKGMFQPI7B6Bh2PzDrHkDf4UNAR76cQAN/jkBjwRHBbo/qv3QSIkGdMgZBnNQrwSMLTsB8G6vA+kq3QB1JRUCpNYtAwjMQwNm2QsHkeKo/e6o1wZkjj8Cbas7Ai5g1wB5wvkBeTRPBWZYrQD7xCz+QO1S/xswOQPDBtD/iM7rADT0oQXkbY8DZrXBACVUdwFWRqb8JMyLALixKQNNi8sDbwAFBMfJdQJrnvUBFfpZARwoaQD5qvMA+HhxATTsyQUyAFMACvfLAYzsBwa2P3kD+n1xACCy+wGU7FsBpRevA7OT7vlin0kCLNNLA98M2wOqHN8EQp59A6s5BwCWjX0B0VKI+4sSav5p0a0CULNdAKs5BQbrfVMAQJHC/PZ5zwC0ytr/oNZO/NDggwLI3a8D66ixAfyGUvzVdF0Eii9I/N1rVQNI47MDJVom/r//nvu3z3UBUhWq/0FpmQO4mGL+kYCq/TZK9wHe7BsHxH9XAdH6QQZJrbcCwxclAJqddv+iwAEBPFDzA11T3QAm8Gz/4th7AO97hQFV79b/TNirAht1TwBwIvcDhzahBV0fnQF1AlD6xyyxBECBcvyp/sMC3jDjBlREjv70bXUAy6Ig9BynWwBtJhUH7MpZAdkkmwOepJUDrWaHAbZjyvwKJi0DZ5SbByoQNQO8lXr+iBO7AJVNkPolx/b/+pR1Bn8kIQUAMSkEFmxvBG54dQL2yOkGD3mfBzCocvVBYqL/+bzhAWo3jPzNhiEBaNQNBl2TiQNZRTcB+BwjBf6AHwX1F3cD2X4PAFcvgwBF0EMAhhDLBAnoNQN/X+7+zkClAyTErwPLJG0FVPxVAMh7CQBEO/cAnlo9A0KRawNUe/T/4BLy/39AnQRSfl8D/cQ5BIZg1wXj7w8BPxPy/vs+QwLq5vEB9YifA3eU2P799z8DUt5NAUklDwAgPHMCa8vk/BuQ1wInxzT4x5hvBDf9ewJfSBMAeoQy/9nXaP8dN+kBctAE/LLTjwLr2fT+7jLq/gQWdPnX2I0CItw1BPz3pQPrujMDyjae+CahcPxsOSEBY2eq/rux1QI35bcBKul89bdE8vxrts7+1LAjBaEEywBQVMUBdoepAJ7cmQKLpHz84X/dAuYMHQCcZCkHEVWZB1UzAwMMXYMDRA1pA2N6fv/zmScGIZMk/PrAgwOeHekBtplPBGuNHwZ5gVEFWNDNARAwhwdpiSUC+sfhA/es4wJ2kGsGn6I6/koOawARLIr9UX5PApz6OQTsQcEB7KcI+WmA6QROx5MDRMGLA7XR9wJ/8QMCi8iPBfi+dP2Z3AUCk5WS+y/W3wDqXRMBWAQxAgBhFwaPigj5GMp3AnSgfP0wTpkAQshbBi8MBwECz30BX8nNABDf8wNktcr8Dm0tAt1thwLZ94D//hiy/Ad8MwJLmXMDPIZjAXWJywaUCmz+AioA/uU6qQPvOIMCoQY6+bsEWQEVU4kATtJ2/Xb+iwFldAMFG0ps+KEIPwYFeoL+p+TxAs/R8wN2Y8sBal+M+00V/wMw647xWxg5ADMH8Pv1qNsCdEKS+WSTsQH9Eg8Dy8o5BswZcvs+drT/LyTHAoHfWv0aEUT9hvLrABf0CPwHGq77edoU8sWeTwMpylUBNZZ1AIh2CQDpeC0EHTBRB4RcDvkHMSUDVV4i/o4yMwDW15z7KtYbAeaUAQDC5dEBTfwDA0hGbwB9O+ED0WhRAgSmXwPIkGcDWAxpANIoHQNiwC8B7zUlAYcG6P2MNvUCp/XXAxDqNwFzR/78gkthAjre2P+QZmbygaGQ/wqeDPyVCOkCMzbM+g9xWQPaRuD/Umro/qrrrP/TXIT9i91lAYpA/vSaRmD4PQxI+ShUmv4p9zj8OaadAQyQdP8Uxoz8udyW/0OicPlyMej7rdzFAgtAIwKhAkL4z/5O/mzVKQImrEEBfmnTAEmg9wF1eaUBMozs/ncZmPydWYsDwIsg/gMgBwHg2MUB7BwfAwxmvviMHnsBEntO8Me5zwPHJ9b+IBqM/1hBAwBNgOb7Qrmq/Ci4OQI9aFj3phkXA9xByP38dLr5NOro/GoYjQHdpG8CSZg2/+TkXwLFxeD88djJAloiwQKTX3L/DnmTAi7Q5wFS5aD+jmqa/tD2cvtRWoD+s2kq/hP8evz6rr7+G1aQ/4rrWv0/ai790LQM/7S8FQM8UKj4mrVm/N9KwP6P+mj5JBWa/qfKDv7FbZj/QxKC/ILUkQNP+bT9KtX6/3cpNQHW3jcA29rk+jQKVP0RVuz41+56+0e4aQK6OnD9kJA1A38+VvoaTnj+rUx4+eX4SwHNd4D4TUZC/RuvTvuAdNT7aNhDAcIzavmV+QsAq4jlAmiPGv6ZXkr6b6TxAsj43PyuTE8DCNwS+XGKgwIHlR8Aajz++JHYAQMG++D2qU1XAOiLsPRRlS77PMgRAKJMCwOXvcL+pfQ1A9EEEv4+ia7/m2xDA3ygqwEA/Qj8YCVI9BLcFQAvPLMAxNoo++IUnvz+Omr8tkqa+woDsPlhTEzyIBvy/QTCXvDRGzb3MoiRAUqgBvzQ5rT9CTqe/6JeeP6231b+K+rO+1QP3v3qDLj8m9V7AW9RBvkiH1b8bpUc/l0IDwOk/Gj/E5RK/BDo1QC3w6b/xu+q+WYYEwDXogT+YbXo/h+bAv7Mh1T6nRaA/mMUCvLuFUEA9v5W+tjuzv8aGFj++x5M8pnW+P8zuUr9jO12/6ReEv2h7KMDX1a0/uK3kPiyQ+j8dda094XUKwForsT9lzRs/HARCvy0MFcCBK8w+ODInviesCMCMLQi+8jwswPv9NcDhsBvAcshnPzXlpr93vUvAymePPzfkuL2CZFu/LHQxQNOw1b8zHbK/s6aRPys5Br+5YQXA1fR9QDlRED/c1VY/nBQUwMCXjz7WWrQ+mVK4v6Wmcb82SLBAuskwwI53BcBVqKc/lUPiP0cvIr6ieQK/UoPVvoD9H0AZz8K/9rdkv+MS3T/OL9+/GkrwPmcR7T9a3yNANt/sPwpEfb9ukxrAjLVfv9EoJEBVQiE+//GXv0VVqL9ZOco/s9+Av2J91r+FMoTAFJtCwABgAz+HNh5AXwWYv6Lj67/Yvi5AqvUAwEgB2L/yhAU/QhKjPowRU0D4vDi/OZoRvzeYR8Ae8wC/R8TRv+dvUD46xRvAOiDcvwjJET24NH6+MYMSP02c7j5L0g0/RJZPQPzvFcAEEQS+SP5CP70vaj6MI1O/8DFZQKSLKsCebtg+G3oHvp332L//Q/e+P+kTv8KTasCpvI6/2yoPvk2G2T+iPRnAn4NvP5Usm78/TZ4/BV08P4GPvb/3mL6/I6+TwAY06L+Cl5y+ZecrQCU+CUCzCac+/y1Nvw+l6b/gpSU/Uh0yv72i3z4bie0/MSxYP+ReEz/mRGTAU24NwLVRTsD8AkG+E1ARQCbcJkB577E/T8LnP4Rm8L7ISwpATa0cQGE8br8Czxs/9Gw9vzW8VT9ZOeG+dQuBP747M8CBB6i/kEYVQISh6T5r+50/kMoyv1BR1L81Y5Q/gZz+vxUkDkCSkznAUH3rv/W55D+XH6O/wRjOvV6uUb58GQg/rMY2wJygW0CgNUm/Plseve4laUBtPc+/X+w1wOY5Bb8lC9s/Ipg2P8vTWb5Ulbo/Ie0LQBbJAz+SrZy/Z40FwAa/Ezwqw3i//FZlvsszPT8Pqqs+JxJ6wCjia717Ej8/hUnWP6JOgz8+cyo+4LH8Pvgzu7/VEuA9UU4KwLR/mcBLd4U/82GsPs35rD9Zo6w/Nq7Sv3LVkz8Dft6/usxAQDn+hr/sD2m/xnkuv324BsAHQUbAKuU0wJFI679RLofAaQdDP5d83z+fmyY/UOYbwB9JSMC3+3U/CLa1votRlz/JhnlA7c8Rv0rXy78AdiPApaiSPqja6D+Yn/A/1rMmwEbwJT8sxh/Ao9f9P/A57D9KfWc/c5LUvx5zvL+PT2u/0QPSPE9+/D9DZxE+C3uuP+9RD0AP37s+lD2nPa0e3L8lv6y+7K2oPyIhm7/QVNg/3BIpP3fE+r+MmgZAxaMsvoNeZD/d0+2/ePvLvIdshL83aCG/Cuwrv09wZMATlQ7AVkrgP2PQlD8JxYo/cfnzP7nFmb/W6s2+RF1Mv6ycEECT/eg+hZ46PzzAH7/jiYDAnQYLv6g+yL7Veug+IdRxvxTfNr/Vn6m/QBILP3rKcsDEOl0/e1MyP6VIUT4YARE/eBeXP4/7EsDN64u+xncAv+ku5D/4JTY/kC5zP1wff0CcDkS/3LeaP002cUDaqbg/d7IoP5myvb+mZj0/VWWrPljIlj+j/ey9uO96v7bTo79QDKdAt+lgQPZTNcBbb2/AGv1ZQGbnmL3XBsS+0tfsP2mLY8BsTq0/CzE7P4CcOsAySiFAj46+P89ekT+egSNA7+mLvsHOZz4s50jAJYbPv3MmDsBXkN+/ABc6QHRgKT1qAsw/bt5XP4NCpb6047g/L1EQvbWOmr9EAqY+631owBntU7+BHmm/Iu0ivxm13z9pd5s+KlMTwFBQCkAJBTLA5H/2v6fSXsDQVBI/Ceeiv5pCOj986O6+t52kvo3HCEBf0UVA6iaqPdtUhj/IZKs+X5/BvzNF075l1DVAXG6oPIE7pz7yp4+/52NsPw1g9z6b66k/MgHkv4WUej/w1xJARoIdP5fbvT5oI1fAdJWxvt+aUsCT0kFAtu3PPy8AwD8RVQY//yL6PqdP8r7E9TI8dbQ8QEX3mb/GcUnAnrKjvtM89D11a3W/+rUIwDkZEMCXWQPAx9KzPqNohT+nDQhAcw2YP0+A1z+Gmbu/N3nevgSQC0DkQpPAe9xav4Le5r85AmU/Kvetv8ifhz8Fq0FA/50FQPPUvUDyEVRAiDkAwL1JK8A33jLA+xUsv49Gsr+Jb7M/l8cAQDUz4b68pQHAq//Vvt8VwECUQtu/LFVvwGcNlD9IYrE/b4emwKAHOkCNw67ADY+7QDWbDb9NLRTA9c4awC8B9z92fwe+G6RvQL4qJMAPhM6+26SePxopkD+AYydAtDWVvmg2CsBQapxATLDQQBS7gb/mizXALlmLvwafoL9Ej5RAXlW1Pw+kB8BPQus/mUyFwKyfiT+XkM8/X846PxQ+Tr9gU1BArfaqvx80b8D9Z47AvivCQDsd3j4GPpa/zkI2wIK/NUD9cGE/954YQFbPOb9sOvC/PJMHwVKpl76o8p5A6f7wQBH200AkBIvAQgDuPvS2yz8REGLAOY1TQA3ytj9wLYNAtwMwQN9b0kBoUQBAl5bev6oPbsDm+IJBn4YzQM0kgT/tvp5AglB+P1ZXA8IkjuLAQXKSwOwqsUHfOcZAPaP4wKCVCb/zGTNBk1zCv03FM8FzpMq+P0j7QFfeOz+j9yNAYCh7wJUFJ0BCU4jBPdH5wIpfAUBpFnJBbUJCQAmWP8C/EJfAkn/KPnbrtb5phRJBnTw6wOa3z781HfhAVMRXPzzeQUAE/jVBnoUVQG3NjsDj3xnBD/Y0wBWdfcD5ltNAobQvQKRk5D9o+TXAXD4EQCtfxT9phlrADv6owClLzsDsWv0/fX0KwXR9jMANMZzAzhqNv1h9Y0AebBTAKv8dQeD5q8DXbhq93gvawG2KaEG2cTVAX5goQI29DsFcAsLArBykP8cpNb+bkx3BhOPbv+QszMDrBSJBHbITQLdyEEE9P1xA13eqwHaFoUAFhBJAzvn7wE4YAMFuNZs95OCnwA01x0BPR4HBHyPowLYjykCiHxLAXtRGQMgCs0AfYMs/NQkxwdWzjkDeiRlB41LJP/apyMCXUsnAGn1tQXVDLz+vn8HABqaMQJXVmsAJZGW/8JoiwCxqOEE5pX5At9oqwfu2Qr95JyZBNH5tweN7oj+CW5DAO0CrQO0HKkCi4Ri/0/hCwdoVo0D69LDA+3hbQVWOwkC3Er9AFWeDwMxymECtkE/BDDf1P5NL6cAUewTAnrn1QLzxekEefQDBnAt7P1wLq0Dq6PC/l52qwDWyUEAD9uy/hWCwQShSlUDplCrBjfOEQNnsLL8MLCXA27oHwMBZv0CBFRZBy5/iQH1R78CJIkFB7MEqwYjHKMHBPjDBYhC5wJOhScEI3Y9AyGuRv2OlScAaT9a/qcQ3QHpQ2UCjtyHBag3lP5noqcAtKE7A5hgLQcafBEBzfuJAnIWPwCkoa8BKbIBATIgjQLBKdkCXeNrAA4v2wB8MLMGe1OS/0GAZQKNA60DmYgtBJOZOQGijgj6EUJ6+si8NQOtNo8C74eo/L4AHwVfyOMEmWm+/LEHxPx0k3b5g2ihA8BW/QPSqocBHG1JBEsSTv5YkGEFe5iTBwNqaQPpxsECfQJvAFmqiv0uZksAuI6bAq5AtP4POOjxuFUi/cybGvV4nZ0DmjQBBbwOrQOcPikCkaaw/0hakQA4GTEDAvj3A2TaRQH5DkEB4dAXBghuhPwZNAcED02tAsQWrv3FOg0BKuVvAr561wGqIvUD0OJnAa+2SQAQaikDqTT7A0/1vQFPhm796qpA/W9eBvwIrUj8RmG2/tOejP3mKtUCPfvy/05eGwCtrlEDmjAY/FqHxwHUBXMAKEX+/n3KtP6CSGEBL2gxBkczIvzH4PkBmECk+uH0LwHIO5MBE6RY+X61DwOBuXUBPWa7AKXsoP/xCyr+DQ+/A8OIawEzetkDw0y/ADo2IwMcoWcBsTTDBeSYfP1YGQkBckJM/R58HwSKuIsDT823AIBzSwOiZZr8xoSPAVp26v0RZ9UA+5nJA+tyHwDmjd0DEVDa8HAICQfNVq8B+B+3A/ubIP99UcUDb4fo/XmKCv91d2sBdXyHARmoYQDZF6MDSboe+TMbQvwcccb9hbXU/xdH5Pw5Cab6YXO4/Gfu/wO98WcDbcgxA5Jk5v9KavEBJSuPAFSkawBSclkAQsf0/ZBbnQClJ2MDq2CDB4P1VQDJX1UBbtPHAPIxFwYYnjUE6m7vA+Wc2QPIFNsFFayrAS6E6wM3UI0HqYlLBUXW2QPHf7sBfsrVAqNWrwDRoUEAYIK3AaxyuQfcysUA1THTAft0UQB3oksAHfNNAHyVfQGJ3bMAOyYtArxkAQAN2sD+4e6M/ZNKxPyHOQcDdJSHAuFLtQBRbSECN7go+Dk4xwEgA1UDsBNy/RYWCv8PHPr/P6NY/+q1Nv4lURcE3NJpACCUSwIaFTcESaZHA3GzFv+PIwsC25bfAp/86Qa6CML3yf9xA4oqGwL8b+sDTB24/1DIkwAV/nD9ovJ6+7ibIQE1x7kDJbphAf00IwZzzVkCQEuDAdtGlQB0OfUBFMIjAi2brwN3VJUFtmQJBPuJswZGFEMBZY4xAyJmZQCx4hsDyEQLBCTljvgmbWUCQsc/ApqM3QG4j9T/G7YO/1hSTQH+8fr/KK1lAuIQIP8rB5sAMGdC/ake/QKD/vEDJGgZAAHmyQCJx00BiQL2/fXi8vtdTSL9f6e3A70kfQHg1+j5Lp3NAbbqMvolLIcCvKx5ANkWbwDIkQkD3oxlA6vPWQBJB+r4Hwg89LkKov0DfysAKx3HAIDD9P34aCb/8LxHBM5UWwNKQiz9MLVHAb3ltvyL/mD67cUdAhdBKQHWyhMC0yp3AvuYkwGIF5kC6+9i/JjAMP5rcSUCMjhXAWT7dv1e9Q0BJGqQ/yE98wJKQwkAAOyFAOs/iP854sL+yqyU/YQilQFH1CUAt/qxAXBXUQPMWD8BZ7uI/yp9HwI8DCkA9PvtADGGbv8H/kr/kkj3AUO1ev75SML8b0TW+UaLWQLVNMz+PYoVA9vAtwFLrl8Cess6/HqxNv3FR3D9cEeLAuzrLvkcc5D+nJxPAlLS4QCH4wz9uIsA+jNNsQXooRcCfldE/eEuRv7OnNb/euEpAYd3bwGu93cBCJ4G/1B8lQI7unkApj7/AipkDwO8E1j+piSdAjadHwHZt+r8Io8C/fskDQOIuEsBDG4m/b4/5v5m41z9+VD3AyOoYwNvTJr8JEws+3ZgCQHKBBj/zT/a/VDUdwM/8Bj/gAXo/sUVOvcQwEUDich0+WJ0fvvwsFz9o1oQ/nSpEwP2fCj+x3y1Abc5Pvq/u479n+o4+fNqov4lWuL+ZwPs/qDAKQD2EmT4U0z4/I7e5PzUTj76HpbK/yNg6vikRQkCl0No+l3eAPzlDSj6By/0/OzcYwPx9u75OvC9A1W7Svn+hxD+pg5LAyDr0PwXSFkBP2cU+rTS4vxcRvj94fhe/hmpJwLzHxj9N+ZE/YVwvPhS2AMA="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000008", "text": " At the road, take a left, she said, head toward town. Neither of us spoke." }
EN_B00058_S08833_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_S08833_W000009", "text": " Instead she stared out the passenger window with her arms crossed. I might have been offended." }
EN_B00058_S08833_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_S08833_W000010", "text": " She shook her head as if suddenly conscious of how quiet it was in the car. I'm sorry, she said. I guess my company leaves a lot to be desired. It's okay." }
EN_B00058_S08833_W000010
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000011", "text": " I said, trying to mask my growing curiosity. She pointed toward the windshield. At the next corner, take a right. Where are we going? She didn't answer right away. Instead, she turned and gazed out the passenger window. The hospital, she finally said." }
EN_B00058_S08833_W000011
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000013", "text": " Behind the desk, an elderly volunteer held out a clipboard." }
EN_B00058_S08833_W000013
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000014", "text": " He's on the third floor, she explained. The elevators are just down the hall. I followed her, my stomach churning." }
EN_B00058_S08833_W000014
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000015", "text": " We reached the elevator just as someone was getting off and stepped inside. When the doors closed, it felt as if I were in a tomb." }
EN_B00058_S08833_W000015
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000016", "text": " The elevator doors opened when we reached the third floor." }
EN_B00058_S08833_W000016
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000017", "text": " And Savannah started down the hallway with me trailing behind. She stopped in front of a room with a door propped open and then turned to face me. I think I should probably go in first, she said. Can you wait here? Of course." }
EN_B00058_S08833_W000017
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000018", "text": " She flashed her appreciation, then turned away." }
EN_B00058_S08833_W000018
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000021", "text": " Hey, do you know if there are any group study rooms available right now?" }
EN_B00035_S02549_W000021
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000022", "text": " No, I haven't. I'll go check that out. Thanks for reminding me." }
EN_B00035_S02549_W000022
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000023", "text": " There should be some available on the table near the printer stations." }
EN_B00035_S02549_W000023
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000024", "text": " There should be some available on the table near the printer stations." }
EN_B00035_S02549_W000024
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000025", "text": " Hey, have you seen that new seating area they just set up outside the library?" }
EN_B00035_S02549_W000025
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000026", "text": " They have these comfortable benches and chairs, lots of shade from the trees, and even some power outlets for your devices." }
EN_B00035_S02549_W000026
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000027", "text": " Exactly. And it's so quiet out there too. You should definitely check it out sometime." }
EN_B00035_S02549_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_S02549_W000028", "text": " Hey, have you seen that new seating area they just set up outside the library?" }
EN_B00035_S02549_W000028
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000029", "text": " They have these comfortable benches and chairs, lots of shade from the trees, and even some power outlets for your devices." }
EN_B00035_S02549_W000029
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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/t71alWfAxo0+wLWidsAwFg1AUFs7QJchDj96YZbA5NWEwUwXWT5SiQE/ChizQG65w0CbN2nA8dp6wMqgpLy5QBBAvD0dPwwQa7/gtITAod7CP9jfvL8hatK/172MwIwWyMDlArvAYHrtwN90IcHKtZM+KjCFQCmQKEDAP8o8bMs8QW/uw0B2RYW/kFjSP7M9P0ERVZDA5ZHqwO4agj/U++c/f5Tjvkr1SsGpcNfAQtADQGNU/8CDXDvBLgkpQWu4fUE3DhdBLaonv5MPa0FKvbpAsL3GwOZfd0AbbcW+mvcQwBxZCz+q0j7Bl0IwQZqHRMC3BgnBQoaJQQh3+kCQgd6/gAK9QOmuvEDoaSzAfKhEQJg8oz8Mo59ATWLAQDKXisAVQbW/67cNP6xeIsDLkr5AbOi6wPfgGcAujdk+ldnjwAtX4j/8BBdBnPctwARsdkC3JbRArIUeQcdCND5KZeNA+SCgQLVtXD+ZOAvAQB4xPiRdBkEKvD3AyZ8HwQU+PL/FtRXA7XakP4RkFECGgqDAW2BZv7x6A8BVElbAc14iwKej9kC8O/bAsD4MwZo/E8G9G7HA1C61QOfbBEHt01bA5jgSQEzgDkDzq/jA77uIvxYaDL//jddAAZeUv91a70Bp59M/bjJZwOzSFcBz5wO/sa87v5+nkEBQQ01AktWOvq4i18CIQTzA3exTQAHEO8AuGJi/4tEVQaQ81sATZFNBKNKPQCbZ0sB2vqVAhf4ewb7KhsD8+gm/FwyYQKunqEBTGjFBFSYPQcx7pMDxB1TAVOvrQD7kdUBNzorAW7Lwvz/XQsGjTFHA2H9Tvn2z7T69QytBssBAP1bcFEB9Dpa///30vzuZN8CP609BEqjoQB73oz/ZaQrAY179QIv5HMFQBC9BVgVfwSR9f8B2uBtAWuY8wTQYHsFonhbAT/4wQTv9CUBhucZAtnoEQPytHEAh1w7Ay8I1wY4tz0CRyoDA6aBeQVDXj79yNCHBmtoJvybs0b8IlxlBP63TQBkZI8H+WizBgCYhQWxi879g4KZAAFRMPvqryb9ytwBAEXBSQBMYQ8D4VYPAdNtVv9QZ2b90U1PBKHRJQKhmGL+oh4rAHtYjQenfe8Bd1d9A+A1OwKeAxD9xGUDBMZe3wDaSmUAKCzc/OLAHQC69JUG/wJZAupaZP0LBSEAy0r/Aw0zBQK6KsUBNF0pBxfcBQSuT+0BmZPm9HUzoQAQcUsAxx4M9Spx2QHucir5lSgXBXDuXQHxHiD9ylzLBIH8JweYt8kB34pfAPzK3vT4bqUCVday/d3ygwJ2Hvz9TqvTAwm0wwajNL0BevpZA8OvQQMUeH0F5NG5BakqAQMwLysArTSFBxx5twNTdy0Di48VAfAiMQKlUj8DK2zhAD/30v3e7DMFyQrS/3H5vv/zLrUBaIu++xmkcwFC9qcBV2BzAKjTEwKFMTb6cFOS/IFAcQFOzpEAY3dRAMtKBQI+9hkBfOCY/m+LSwI6q2EAQqOXA+O8OQDIQiMBPNCy/oV+bv/zoCsG62L7A0QUTv9ySlMCLH7hAH0b4QKsILcAnD82/Q2NVQKd4C0CP3sbAWZOvwUg4tsD1L56/Na9jwZfZXr8+Xr1AgB3uP8Ulir5MEz7BSk8Lv2g5tUDkDRLBsdlSwMxMjEC+VALA659Kvz1SV8FklmNAyRQsv7YFREEYxo0/h3SVQAh2f8HwALjACwwmwLdeP7/i0Y1AUNC7QOa5gcAl5AZBXyMIQLaLCECwxr0/R3ylvzYA+r67SSpAQekJQFAQjEC4oFPA/bQrwJMlK0GbnQTB9NgYQfEwK0B8Hoi/yZuoQEG4oUDy+ghAnsyNvwrbuEDwgylBZ8epQL8idb8o6MPAJzgvv6T9y0Df6rS/pFjav6ne6r/BpJZAl2FSwPltaECRb7BAXNx1wDE4gsCz/wVBA9HYwHAuKkD6nxG/SnqEwD46OMD5IynB3AG8P9USnj9QPZ664xWbwC8e6D7lY+5AwN8GQP4Hc8FTgCNBiLrnQPfcQEGoJFLAf1+rv1xGgsG9/0DA86Riv4C5yUAh6A1AryyXwCqwUMDgoeBAITZKQNLm9b5IqNPAxekcP6SiLEDO8cM/DjQZwR47FsBoyHi+MEwgwK5BLcHq6NZABjW7QLFfYL9TXbO+50MiwbRv2cCInhrBIy5YwEWFEkADxsJAx74iwEcujT5QczZB6/kUQSv2CkHitqVAsRieP3SVTkERGCTBRBUiwb+G7MDkPdbAOnzEQLFvb8ET1YI+XiZ2wHrkx8DgAUjBfdd6wN+LJT4zYjnAQ6HyQEG8pUDpYIfAK74UQE3MPkGZSUNAsm+JQI4dHT8cON9AEkMcP4j/EEHrdBBBaXpKQfEXCMHBH4XANNdZwKtEZT+gMA9AB6p3wQG1E8EBs6ZAW9f6wHnWtj+ZXBZBJSjpwFVQJUFZmUFAApTZwKZVj0C/m5XAiXmSQCO0vEC2dzzAWcnbvwWlBEHrM8q/AEPXwFdrTkDaIHE/gHt7wC+fm0DWai1A0f6SwDZWFcFYpaC/g1rHQIquCEE+kO1Av1iJwDIhPUDg5CjAqbbcQLHqucBL2L1Ay0IJwP/Nub/SNLW+HIz6v+yzOsFFu3RA8agUwHl0pz95SHg/wP5twPaIpcA9o4jA1b+swDxp/cD1aUZAr8bHv2bIrsCK2+9AP+aCvy0dg8DZP/s/VHmHQO1omMAxuWQ/HEMvQJdeYr+hjz7AIIaEwCZkQMCOsERAqJW8vrMOXsDi7wXA/IA+P9ts7r8tfIY/0YiewPcMncAIrZ6+D72EwK66hcA5woxAtL3TQOVuY0AE8DHA9Yi+P8hsAEFoC68+KiwJwTDQ7EBJyi9AbjeoPxUr8b+R03TALlxAQYl6KD+MnqJAba93QOBtPsDg8dvAjUkJwBW+w8DAjgtAng1dQI3G7j8Zw9dA5njIwLfylz8QTVjAhGq3P9yb8EArqtfABWTkQIU9O0By0sTAm+YawTV6C8BGmmnAS9CjQJl8gEDB4J5Ay7L6P8A+LEHP4i4+QDMtQI/wucBFAIa+5n51wJXIK0EPISJBPzEBwatVNcCyxuvA5TQ3wT0SX8CD/IA/7Jh3wAPF6UCqyiHB9uifQGQ3p0BhM5E/6+PAvqfGUcBAMOxAy1sFwEVZgcBrdkzBhtA8wGSQksCMiqpAvXzhP7qecsHxQ1A+GyaowLlG6MD7GclA8f8LQFknHMBH6vG/wP5XP7LrZT4kYqzAtj6dwLXP7UBvjQtAvLglQAvKTUBlPobAG0WhPivx0EAOB97AFtgwQXfRh0DnFYhACt9uP2pyiEBToJlAcxvQQP2rckAL96y+jYcLQM+66kDlXAxB8lbZv4j0jsBgD2xA3YpCwXPIdkD2CWPA5JdfQFF0gMBpiDTALdTqQOvWGUDEm+i/L99Gvw7rgcCZ0YRAuCiPwBascb4hHFi/TJENwDeNzkHRVGW+f22Bv4lQeUCvItpAgqaywP5syr8puSQ/VpCNwAUyHD5NuaxAzRgrQCQffkA+9JFApiuYwN3pb0ByzVlA4HKSP2VpJkArUeRA3FVFPPKgBj8jHiFAsGs7wFzvwkAETkc+iwqsP8yxQcBjKbZAkgeOwH8GrsA+rg7AvokBwJ+T1z9zGAlAtLAHQCXNgL/6r2BAFlfiQNIsZcDTVD6+nrRwv6+CM8BnLcI/K/9bwKqglUBljrI/OA4qQDkPMT87VdPAPg71vzgPoj4uaw9AoIPGwCAodEDM1/Y9VcqXPUY7bkD2ul8+qDVPQPvwOMCHTPNA23LhQIGETMBrWcBAiOZFwBlR30DdsSU/pkPPwNYsJMBt79E/locSQcOPxj9McXxA9HFmwG0ZXMDoJbE+CE/dP908xz6NLzJATT0UwMPVJj5wfau/9rY6vxCa77+MWmG/knvbP/iJAj8uKQ9AY33Dv1e+7D+2L8Q+u8qWvqZgCb5gTES+MqndvPPaSz+i2Y1AcUydQERIO8DqC5i+bbWlP/4OQUCzF1K/YGoLv/Dprb80wJhAFEMoQATnS0CSBQFAuqYcvpigaT994DM/ql+fPSUBTr5+Klm/U3SyP3bmjj9wZMlALCyJP37+nD8CtCm+hR2SPoZ1G0C48rS/jkOCwNb4o78PGU1AxEpOwU6oq0Dl2QDA4lv8Pwu+TkBMvKq+fugNvxRcJT7/n5O/5XxMP0ecmj27IQlAv4JKQMMko7/I65q+XsGqP1kkwz0+Kda+FWAzv9JXyj5A8tG/StIrvJGHaz+b3+O/hIwePlu8oL/wkPI9iMHzPUEaxL/BKpo/AMpFvT3g3D9RARG+7VZTP8fndz5ioqW/Bxg3Pr4/g7/hfABAO4IxvUOkPr40R5y/jBDlPw8rlb+oGew+mIKTP959XL61WzS/EotBPVsvJL/6PE+/lAP2vsY8uj/hs2Q/ev6zQH/N6T5tXRI+w/ihv8+cbT9/Tjw/IpWMP2TwrcB7MLQ/CMbuP+sE7cAZSwU/wP+VPtF41T+UK+E/AIL5vjFrCj8rEJQ+q6aJP3v8JT+Z/iC/SE9kuw6fjT+WzDm/doEjvYXWJz/1+jC/o88VvxILqr5GU5w9FJWEv5r8lb7IgwxABy19vjF7M75F4Zi/UacYP63xg74sv4s+E2GOP9wu6j1xmtI/OBqqPwrTBT6hcHu/Ombfv5g7pT/kdKS/vgQ4QNehDj/qfYK/ER6Hv2n2yD/VLo09p6mFPxdEC0DWxmm+uMbXvGAhurujkBU/Iv7WPkr3kr5c4vo/7mJOPqCqzUBxpNs+IG6rvyfOs78ASoY9Bk2TvjzwNz8gW4zAAYdbP86Ozz+9TOrA2wM5PighQL7sMTY/uqCfPxxXir+KV5C9UOESv/n6/j4iptY+HG/bPcQZ1D4LF4k/VX45v2L1Uz/chKY+txCIP9SPuj5tyt2+mpI1vy9iTD8m87m+8RgHQDGxX76LZDm/qH0qv6eMQj9nhhq/ABCrP9yLoj+oS/2/hBBOP3rT7j6gasc/I+WDPhvoEsAtp5u9IaYpv+5rcUBVXGi/Ys7WvjPzE795bYY/i6m5P/W4u775h7++JjsAvksHPD8YIW8+hEWrviKrwT69EkK/7d5HvkC4pz6ZkQFB3m1IP1Zwsz49+4DAolcFv4/GFb+6eYm99CsqwMJWiT85SEc/Yqz0wMrIJrzxG9K+BdSnP3gsEj8AHFm/rgm8v+MYFr1RR4m/bDEoPxUUe7/3Dbm+OH1mP3cCor4IfJ4/QaigPVogvbxaOpY97uWLv+pcnL+Rwue/y9QQv4enxT/a3x0+l3+NvudIhL+9yW4/7Z4yP1JBQj/RJ8c/HzYPvzp5sT7MwTe9U/0BQKuM6L5Upme/V5jmPyBGGb1lFiVA489Cv6+ztr33TPy+/gIQQJCZzT/1chA+BYXivhttXr4dUEA9OQ13v/rzMz65M5A/K//SPs2g3j9Y+j9APxWnQEAyo74eneG/GmOMwPFhpr7lzgs/FnmtvGOzjMDV+FA+jJ54P9Id0cAqy0i/k/xUv3+jzz918AhA+uGSPxdX67/4mxa+oAR+v/uZaj/TmUM+iM8pP1ATlL9THg6/nC6kQFhde780NUq/Bbmxv34q9j+PuwW/4WTOPkQmAUBkDQPAE0YyQI5TQr/+qRJA/gRXv/LgREDF40A+11J7wNORpUCDgsy/Mck+wLDDtkC047Q/WzqbQKkZQj/Xscq+4LY6QAtxjL+J98+/0hhWPfvtzr/uJ/6/KQJJwGBoYMB12R4/e5WEvxwDTT96R5o+7kPdP+lNg0BL2ok/fgGEPr5+wUA+MKQ+L+eoQM94U79KJ2s/dOtJwE8ZDz+55oDAlCNvPxUntb9Ykg9AbUY+wJ+5kj9srOQ/i1NZwBPPej8a9fE/UW7qv7ojuL77Eag+PAT1PptbDcDhESrBGrHSPsTItb/HDzFBbz3YwDnhxkAwyu3Ay0jIQOAmgkDPUT1BF4y0wKFYsT+sBli/H+CcQNAnx0BZUmRAjmQ1QZ84XMEiIHvA/9CYwavao0Byii7B1PMPwXFxjcG7RKM/B76lQJ4vNsDen0O9SuEHwB+9x79mXY3AYa2SwI6A1L7EpprAAKRdv1e3B8HL4GlAmI0/wX3pocC+Lpe/OHuXQOFNJD4piktBDE0BwfWOnMC4VYZAp9pGQJ9AJMFOtYRAK6wvQMdCtECR5BbBGNhSQeJaL0APGSbA8+irQOnJLr/vO07Ast6PwIcgf8DzxxtAtBWyPMeAFkFiDbjAFfSnwEyaZj8as4RAdH8/wGCfIsA8Y1fAYoRCwEBgMEEpvbM/xnUcP+RPAUHQlKdAuWuRvv9y8ECBq/G/Thnjv5UTzD9b2so/XZ5MQPflcUAMkF3AgJnMv4jrFsB+1MTBUewzP4fmrT+M32DBEQpIv+3VtD8mnsnALADXvoNwOkA8xkLANzLpP4s6lEBikANB+9MBv5dE9EAuadTATAbrwKXWy78xyTG9qx/HQHdQYMC3Ffy/nzDiQJK2JMF6D0m+QtdJQGcnt8Cn4P4/vFZpv00ROcGrxCnAnPGMPXeug7+dSSTAXpv9QMZ6xkAcNJ3Ai9mWwKBjxMAdOg+/8bfMQN4KfsDbT6e/ruVTQWHgHcGZ9q5A31/zP0vBucDQRCtAPC3JvznjC8AZXwbAtpKKQDJqrMCHSVJBPXaFvuOM0ECEH6PADoeKv9mV5b+DkqjApG/fwO4fMEHkHf3AWh+NwJ05ncC84YDAdWuiQCto7j79+KxAUBc6QBneBUELj/U+pZIUwRYmhEAUW/1AEKw4QFWimL9x3MBASmmSwNnqBEGcUO7ALPw9QOX0uEBz5PBAlSpWQcXXlUBDzIBALkkhwOHH4EAHnADBF26RQFaXQMEIxKlAy4ZawZAIl78eEBRBEvQDwYnUqEBwEg9BHymQwDtBzb1xKJVAMcvzP8XxlMAGTZhAfdELwFACsj+VgdFAp1siwKP1gcENemvAFlaBPwmpOMCZ9ifAdyPmP/xmeEGB7TJBcMRIQH0XfMAPvJy+q+5BwF3aUcAThHtBwzUYwc4sLsEiPS7AY8kyQfcv4cHFrzC/p8WeQIuxGkDNlS7AH9lAwNZ41EAK3idAcRC+wEpAdcEZXgLB9uu3wHpeAkFV3n7AhTAmwH4sNEB64RtBSl6OQG0EvEDtA+8/cCpGwBHBwsBeBPO+Kvo7QKX+18DVXSXA3Z4ewOzEFUDNzXfAVln+wPVsI0Gw1zxAjflnv7leij1vtgxA+dmCQCdelMAifzM/tBH4PhgvJ0FlILlA5cuEwTfOCcAlHF9AnJpYwA/g/sBSMTXBfaueQA0LGkAveBdAmQrJv3bklcAofrM/EuZxQCvMiT/uVn1AlvVcQAdtlUAtRitBT9QSQOF4/cDINn6+EgKawPZxCUFwfCHBHUINQPuhrL/E482/kaeVQP1p3UDqvis/jQuwQPVt9z/bNFDARFcsP4WisUDBn3Y/MswrwEofVcCYICfAqXqewBEREEBAyNnAJOsIwGejbcDZbmrByqGPwCIVGT+NJpVAXhlrwK+Fg0EPMNHAv1W6vs7NJEDBNZTALpwUwHy9sUBLS9zAE+wuvvEifkBORmtBwBE1wO98McA6PgVAM6WQwErWD8DhacJAMhJmv3B0Or+TI98+iYqFPmd7jkDUHN0/WyiRQV+D+UDrPZxBoMOnQGhahUDIYBlB9QICQNkKacBdEwY/lkgUwStIEkDXYrTA5xkxwWCJzUBHi8I/COHpwKPOGEEkO7q/COepPHDIpcBNBWxAVD0mQWCmo7/B+3FAQOsvwc3z3kBQzaNAsGdVQG078z6m0mRBjICTv1IX50Drec3AbSIHQV5ZWMCcobW/tQ4fQC2Bq0AsLvq+KU/5P7ZcDMC8Sc0/WKGTP7uaVj51jIxADWp3QNQ8EcGFLlpBbQqvP1RiPsFdfh8/p7OcQPkevr5fIRvBRY3UQFB94EChe+TAzXh4wNE+m7/Z8SVB7boswdOAb8DLmYpANnWHwMzXFMFyTFFBNd5kP7u2F8AjIn5AsJ9rQHRjFcCKvKxAlg1pQUjhvkAJjPRArE0MwKuuhMAdoFVAkbCPQCp0vMDJogJAeU0WvzEYP0Cc/qM/uAV+wKqq68Ag2KBAzSLOP9uA2sDxI3lAsSBpPkvtR8AemIrAsyLJPwaCXkDXBhFAJ/5CQEP7+cBONYVALL1VwPzpNMFIzt0/1IgqwJjYvb7h9lZAj8kvwWxQOMABbZTAzCmAQaxkZ0DtySnAugKOwIQ4pkAM09rAAPevwPy9yb0In4JAjbXfwFS6YkDtalXBSejDQNwlDEDf683A6JYcP8gjw72H1RdAHY2EwFvbYL9gQU4/3yStQFiW9UBD+Ie/igqYQNz9tL9bLCrAUvPBwAm0CEHUcwbAbOVhQB0AhsCqPcVAno0MwdhSI0A1hxTAH/WPwIvLtL8bFsHASY7ewLADdcDjDw3BKs0UwfMlMkAW3VnAVurov2UgKkDZjTdACvCOPuakl8BtxSvAvzOcwBboQz5GQp2/ctxEPyV41MAEKb7AbQCSQITWbUB7LRJAnE9KwGMz5EAyBoPAiv/jv29rgMBm+Zw/IF8sP7TFBDzLvmW/zMFFv5ApZ0C42LFAr7QAQLocZ8D8J55ATvHGQMvAUcH6uAhAEuCxPR6SG8G5vHU+YECjwLrM5kChkkPAQwawQI2zob95/cRA48NrQFRTB8BV5tU/T381wCoNoj9rS5vA+rKEvxp8D0GfvK9AKkusvwsBML+SwRM/vpofwZFMA8EllLdAxQ3YwKz7LsCHnNi/u3FMwJxMgsD6aJE/B/sxwZ9+i8FvfJjAhmYtQK9t60DdiP1ADJJAP6oUv7+6RYPAt5IDQA4E2b61OaNAnsMEQKuQ87++zq1A/a7gwLuyMsDbru9Aub+HwH20UsCA7YDAkhkAQU0vtEDbBRDAXqmDwB4Wzr/Wua5A0Er4vzoIMD8hUJbAYe5lwHYtKcBQSNLA5qcqwFhq2z8INiNBstvLwLflKkFxm4BAIpcnQNIMHj+26Nw/lTT0P0QEoL+VU2NAJhrqP3i1NkDBq5RA+/QywKBYNT/GSfpAyaevv9iOUkBhdu2/7PHMQCPXxr+8bEq+PKpAwXfTiL8XM57A6TGSwPKwGj89w2fAWS+hQJUc08Cepg/BxK+mP0+kFkHbdB2/yqkjQSW3ekDn9IBA6hOiwCo4YL8n6u4/HbudPnWDXcHYNVJAA1QSwA8zt8A/+v6+7C6dwHAZFcEa6DHAexwcQROZCUGa2+PAmE/kPobwGkAIb/3A9vpbPl3bEb+MTOHAL2BpwGdhgEAJ4U3AaTAnPXj1ocAZYiHB3TQYwJStq8ADjt4/9JxPQDWRCMAgCxLAyNwCwdl88sAZ+94/BQgIQQCwa0H9mts/3CT7PrjD979rQbFABiGAQQUz8cBTrlzBmSQJwEnuKMDUZXjBPr1cwAwgG754OUZAtsdAvCMin8AYvSS7c6jGQCiaub8eG53A9vydPwx8MT+vVYw+2jgvwc+98D6PsgxB1ksxQQUCA0GDTZHAjTyOwZZLZ8A7eQrA/n0jwBoHBkBi16lA//77wJwRbkBScahAHU5IPypGuL94T8TAzeATwfOFmMCwUA5BUZTWQKti6sD1sa1ANKkkQXXVacDnRrQ/oy+fwNsnB0FlQoFA3E00QaOZgkBW8PTAiwUBQeKl8kDqQVJAVTGTwDVkpkC2U5lAVhcEwdYjSkDlLRjBLTGLwPDAJ0FR6mDAmsTrwLigAEFBJDXBdeEmP2QV5cC0Cx7Ahzg+wV3ZB8EzXcw/YZ1XwUEtI75J/ADBLTgBwdeJtkBzgLTAy7v8QM6KAsFG5TFA1yJRwddFsECpOUfAD3CSwEHNFr8B7YDA3IpXwNc4jT4P+Wu+UHmWwOQlgkA21wZA29UPQNdHa8BuAMDAYM2mwJKIpMBYVCxAfEK1wNnJJkCjOfu/KxsRwRohusDItStAmwSAvxXHQD9Na3bA4rTDwEGOE0ABiCnBoJeMv23nksCgnhg+2yAPwM7hOcFtGXvA9MemPvnhNz9Bt03AwpZiP9JWoUBZ+pY/f5UKQRK7GD/UvClA/TmqQF01x8B5hTdBHjGGwWUlHsHFPqJAWOmEwGOtLj8R2Y7ApN+XQCX8zUDKBp1AtCLBwEQwVkA7JvZAK0dRwIC4ob6gEfk+klGAP7/os8ArSCfBO8OlQPosCEEZlwq/90CaQCi5zsBLaETBtLLkQEAkXsE6qI2/ldqCQLvXZ0CpdZhAzBLMQGCfi0ARz03AIvndQOXbW0DHe0JATBCewBjPiz7jy8FA6QJOQLrjJL+PzEVBXbxcQLBhJUD7N6nACpTIQI8kUcA9yoHA/CWhwKP4+r4YYlnAcA+6wIQxI8AFu2dA8CKrvp65wUBDagrABXjBQE+hkEAR64DAvTixwPo6Zz/5zNHAGZgAQJegdr/8ne6/pn6pwM1G3sDnRbTAKQhzwKVzF8HTsqFALqLiwJGCmUAylrHAGNHOwPQHvb5z23fAR8JswI/OpEB/9P1AHy+wP019kL86fCY/5W+aQJu4BMG/prPAV23oP+l1ikCihwNAnP8PwNeNJ0CX1Dy+fDbUvllk5T9sAeC/K6lawMQ6r0DoGW4//ZE4QM+ukcBXTrK/ePf/PgS0lECXu589APrMvjuoRcFiFSG+VjWnv+V9xD8oB4lAxcbbwNmLK8Fot8pAZYRMwNsdDsHYjGvA3f+nvzzp/sBhQkg/6hrkv4x0OcAmtolA89l1vx0yskBldbU9LjR4v2YfpEBEwsrA/ZO7wBIRrECzzry/GQHFwG2c6sAmvgxAIxa8P51dSUGHVr3APweOvrPkW0AS56pABmJ4wPc4gsDPcG/ANMXcv7ijJkDo6dvAwcW4v2LUjkCd9JbAVUvEwMNADcEp3ao/F93hwHOBrEDOR8/ACDOZQOSphsAg64BBnaarwBx0GL+QgCtBaC76QPpIG0HzJfFAzBSXQOlCJUA9iTdAE+AcwI7WvsD+iFxAYZy+QFBOyMDviz7ATrtpwG282cAM4YS+Fxk4wR5ZzECnv6s+3xihPnPIdcDRdlhAKQw2vnhF1z+Gikm/tRgRQf3ZDz9xexzAIoJIQBV9S8CrxStAUKhpP+NakcCE/wZBNkkIQffw6EBLCYJA11kdQLvqOD9tMA5Ax/T3Pxx6NUBaSTJA6PipQIX0IUF9OiLBZvLdv5C4tD8kZ1LB6Rh1wNEzYEC0OdBA5Gj/vwhJGECf5J2+liLuQDyar79D4Hc+hriVwFPptkAB/JK/TJm0PT4/iD/St0rA246wQdxTXcDYwU5Afvj+PgtTEED+mWVAKFEVv1pWX7+uqrlAdbIaQC9F2UBvbNw/Jna5QIYKFUAYcaXAon0lQJNs6j9dcitA3XqJwMNz7T9iIqe/7QpxP15gz0DgCIDAPdkTv66TQkA/M+q+6D9lwGObDEHvisQ/frySP/Xp3MAgijm/ECRsPubPaD9f4pBAF1g+QGGrfUDlZzRBZXJxvr/Yrb+wzTtAWQ8wwUdGkr8rZlfAM7QFP52bpr8ReWY/Tsy3QFYkw8DktLfAX8A/QHlXzD4fQC7BJZO5QDx8aEDdP9hAf8STP0pigkDcUqtAEekawKZVtUBMP29A/aNuwDDqk0AJkpnA7MAiQJcPt0BaTWDA+R7LPs7o8z+tbLtAv7aZwOkFF0EouI3AAdG8wA=="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000030", "text": " Exactly. And it's so quiet out there too. You should definitely check it out sometime." }
EN_B00035_S02549_W000030
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000031", "text": " Yes, you can either use the guest login or enter your university email address followed by your password if you're affiliated with the school." }
EN_B00035_S02549_W000031
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000032", "text": " It depends on where you are in the building and how busy it is at the moment. Sometimes it can get pretty slow during peak hours." }
EN_B00035_S02549_W000032
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00976_W000034", "text": " I have very clear value propositions and it's like, if you want these things, just buy this thing. And then it's in and the path is very straightforward." }
EN_B00010_S00976_W000034
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00977_W000002", "text": " With the proverbage, I think they're selling an identity as well because they want you to think, okay, well, I'm not an amateur." }
EN_B00010_S00977_W000002
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00978_W000011", "text": " I like that. I guess that's happened to me a couple times too. I think all of us, right? We've gone to like an early screening of a movie or whatever and then I remember" }
EN_B00010_S00978_W000011
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00978_W000021", "text": " It had a bunch of different functionality it never ended up shipping with whereas like if you dock yours and your entire apartment complex docks theirs." }
EN_B00010_S00978_W000021
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00978_W000023", "text": " It's a console that you can take with you. I remember being like, oh my god, if they can figure that out, that's going to be awesome. And they did. They finally made a portable console and it's, yes, totally get it. It's not as powerful as Xbox One X or PlayStation 4 Pro. Not even close." }
EN_B00010_S00978_W000023
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00978_W000029", "text": " While it does have its fair share of garbage, it's more like a criterion collection or like an Alamo draft house where you're like," }
EN_B00010_S00978_W000029
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00979_W000009", "text": " Clearly I believe so, yes. So, he says in the past 48 hours he would say horrifically lost 34 people to mass shootings. But then he followed up with on average across 48 hours we also lose 500 due to medical errors, 300 to the flu, 250 to suicide, 200 car accidents, and 40 to homicide via handgun. And then he closes with, often our emotions respond more to spectacle than to data." }
EN_B00010_S00979_W000009
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00979_W000010", "text": " There's also active effort being taken to prevent all of those things, whereas there are things that..." }
EN_B00010_S00979_W000010
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00979_W000016", "text": " Can be true, but unhelpful. Especially at a time when many people are either still in shock or trying to heal or-" }
EN_B00010_S00979_W000016
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00979_W000021", "text": " Uh, so what I have here is a collection of number-based stats, because that's what we're all about. That's what Neil's about, that's what we're about now, because it makes us feel better, clearly." }
EN_B00010_S00979_W000021
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00010_S00979_W000025", "text": " Three eyelids total? Yeah, I guess per eye maybe, so maybe six." }
EN_B00010_S00979_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_S00979_W000032", "text": " The time spent over your entire life sitting in a red light." }
EN_B00010_S00979_W000032
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05221_W000043", "text": " And I want to turn that into matrix language, just like before. What does that mean?" }
EN_B00022_S05221_W000043
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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Nz7/OgFDA+6SdPyCbFkDqs8dAoGz1veAg0r+mKZlARCxuQBPXvr/Mqa1AVIRQwC5awED84jBAxBHgPzedCcBzFGm/rhwiwP2tWkDduBnAMeZRQJx8fT9oP+O/j5G9v4TjmcCrqobACy+MPyRGvMBt9E/AeQALwRLWRMD0zSBA9dvSQJWlL8BOwIS/z+WNQDzU7sDYEIU/8WfVwG1qrcCqeLrAoJarQLsEQsFGRHPAOalAP4xcKEHHn9pAzKFQQLf1A0CPsY5AL4kFwPX418AlvQVBN5/nwCP2DcFHpLxA/6woQYL46ECrDJFAcsObOyTP4D6Syo7Ad48+P4MmZMCEG90/sdOvwF9AYb+Sq+w/asfqP4ZtFcF9qPRAd7z+QC/Vuj7bUprAnnAywCFK/7/4in3AtH4KwenHxcDmn0LAiD50QAnBsMDoDu9AwijHwFE8vEBvxRRAeQ26P3Qn1kAHJ3A/VzOPQM52qsD1RXrAuVGKwf6X28AA+f6/1k3jv+Zk4z+dQMG+7oENwaK1T8BFIde/zRwowHeyK8AJIxC/zYP0QE5iEsA5UWm+eq9MQJXSNUGtDD1BD28zwTRE7kAxWpBARqKnv/ayV7656yzAWeCoQFNGOsCQtZY/KOglQaPaCcA+CnjA2FFtwFvlRMAOKAJBpdqEP2osOcCLEi9BsAgIwfQsVT8++pO9JzaJweC75T8IyvK+4QIpQd8pUsAsF6lAIlzywFPGKUBCuJjAY/eLv8HANz9k3ZJA6MNwwd65A8C4Vqm8KxTWPxbEDUFFRUZAzVEyQRYhTkHPxd8/wLMZwYuRuT+536XAFmifwGtkLMAkm1lAfVCLwGk2c0C+1uE9U3rnQMF2hsBIe+hAPAKBP7ehVcBvGQ7AcoPKPv9Hpz86ZTRAjWNmwBBnk0BkBWVA1T0WwGI0iUFaiG8/sBsSQKIFpL+VM01AClsBwC+pMcB05dC/yBLQP+f4TsB/Er4+ufazvivwPb9IQbc/zX3aPj6D7L+/31ZA1s+UvmPC3cD6rz9AsEA4QHw0FMBmL+NAs5+UwLp7kUB7pzA+jcxjQdzdur/zQARACvQcQDgjEcAdZLFAZBHJwMJ3HkDhS9PAH/pEvn0TKEChvc8/qvqFv4VEWb8JjdpA/kbRvEA7kMFkdk/AWvHSwGK5GsHl47DAbu8SQagwoD9BiqXACvrywHo2R0BIMn5Bz06gQDcSjkCcSuRAiFkav0vTZj4mJrI/tnFpPifen0DuLs0/mlw1QUhQ0T6XA+i/fPkkwfHPyMAVCYLA4YKHQL/bH0CKFmJAkrPKQKOTmT7RcqXA1fcjwaVIsECvMLc+D9rxv+utYkEL3GNANWkwQMjl2cDo8pxAsBguQSr9WMAy6gxAPikQwHMM6L//7OJAK5ACQLJQFb/bdnFBzL5LQD/EAcHgGCXBykSKvroZH8AqcpnAe8S/v9h2JMGpS/086dxDwBSBlL7eJYxBJ2iHwGjsEz6RVi7APTCzQP0vQT+BwTpBp+OCP0AthEDqcaPAzBosQF/0FkHae7a/Fpl1wITSkUCtPsDAMPALv0tZ37+qGp5AuEGGwCNg8L+Psfm/6tnUvqHb0UAOYZ/A625HQNPsPL+3oq/AdiQ0wPuqAUCE1jPBd7vBQK/dDj8HF1dANgyiQE5xf8AYM35AMNbjQFvH8D+o0M2/x+YkP8BlXsDSJBZAfKkowStD7UCrbbq+ETijwHmEUcDFGBpArcabQPUCzD8FXw5BpIt0QKa8mT8sLgdAaipSwKTSuMBFJftAxZTrQCOMjr3aI4+8AXJqv2cnbkB4lOdAk18gQfuq+D5ZYRZAPhEIQRdYLkA7AKfApGayvzTVLb8JPwJBhYwCwUkPB8CzFWvACRUoPrC2e8D100A/E6e3wBVo80Bk5vXAFyoQP92SjUBmZK5Ae0djwPXyWEDyPCxATAB5wOxCzEAs1e+/WjMPQFIY/MB2t+PAvK4NPw1IK7/KhuG/UzafwPe/TsAJFAZAQOSewCKU3r6+O5tAIU+IwClqpT8ty62/6kAHwL08kUBmOodAFqmyQODZu0DSWhTAm5u1P5a4u8C2AQXB8Vz1QJdz5b9HoaJAplwJvo2KTkAmF40/Va1BwMKADb5C6CA9p1XZPf3tHj/fFla/o191vlxCc8AXdzPA47Q2QCdChT1vbblAhXCqwB9FdECXQ49AzDMxQOpu6b/uLbO/ixKQQG1dI8CU8jy/bcAEwLNuUMCGTbvAzYSswOCmf0AVhgLAzX2lP1RZgr+UE1q/VeOMP2dNtMCxlA5BoDxxwMtWZ8BdIC1ARe/RP/C9kb+fSAXA6M6Xv8B/wb8WLq9AatIZwBuJ6T9EoavA5RYuwAyMOz/wRDhAverXQM3sDEDswGy/CrlswLdX8L5bqXzAGoyBP+vgyT9ExZdAQg4ZwMmkO0Etdpy/WWelQAGe5sD6ApG/BrpBwJz/2j97gri+aru/v47o8z6rIsU/R9rHv4pmm76AAGa/idYIQZ35JL+UJI0/sMlzwMOdvMDB7w1BmyUBQeYIgkD+AvM/RS6OwN+eqEEMlXu/enFWwA8W98Cg4wq/n+qWv6qoZcFIxFXAa4bCwJNojUAqDVfB3Cx8QF+FFL8eFCdAVawUwV3JyMAPWNvAFpBfP4zXlT9ewaHAGxhKQKe8RkEF3hvAkYqoP66pwD8hutbAql1fQJK5YUCU9fnAyH0/QO9Lpb+DgSZAJeH4wAPHUMEgbo9AQzUQQa4XIUEE+r8/nC7CQEGhDkHrbkxBkm7BQDCMRcAOb1rBPUGgwM6XBMFG+5ZA1JO4QCOXXL8cna+/+Uo3QN/ZR8BN80BBivswwdt5iMAmtZTAOEM+wJ6MicDIdUe/riTXPu84l0CnR1tA/aYdP9YzBkHBbg9B/UPFQOVSSEBnwkrASfoGQZUq/7/UHHXBpAVrwUW91UBss8M+QcyVwZQOyMDyrvw/fvZNQEkDVcG7du0/cur6QP4z80C831vAX003wCi0kcCOwslAMNVRPzCKz8B5sz1Awi7jPi6YUsEFSio/4AeFQCldrEDoH7HAPAuKwasXFMAA+JxApVqDvtBO4cALMCBBOvKTv1mBPsHPoM9AQ1qEwK4VA8F9tBm+9MdfwQM0+0CLIYhAMX4ywNrnFsHoA3BAr+YYwUBuecGa1RXB4gLdP+SL2UBffADBcSzIwBZP8b/WOYdACXfswFOU6L86r1BA6h7FwODl2cA4AwtAUY3vvyGyEUFFEoJB/MIiP4rfG0FMnyLAdQNWwJxADr8CH5A+cW9TQQFsr8D0XVRA3IQ0QThcTECsbLY+zvomwZ2+uT/f/L0/pij2Pj/vrcAt70VA9OImQVbE1T9D8d9AzvuIQCx2tr8OHTbADgOzQI83AEFjQaLAQVKIP/6e0EAoa5LAa9oQQA9ExT1eMSTAt5vlvgUoDEHJucTANAYbQCMFxsCPy7tA3uASwaotqcBx9UW/0W6lQLdGj0ANv0LAOcsJwLo0PUCu9kfBJ+ztvxjCIUApikZBVRtyv4J1+kCVV/vAtsV4v3MgwL+O9HtAE5pnQFNrvz46dB9BAf6/v94iG0Ch8ZpACAxTwRhb/L/Rn0Q+ctiywFCQ8sBoQhJAHlGRQED2xECXO4fBh/U4QSGwvD9mkqpAPZqeQLOkdb+qX/O/N4PkQHrzH8EigWe+kJFqvw8JqT+kik1BZfvWQH8000D2ROBApJSKQHibaUDxBKS/eUc7vzrUmMD4avVAVYH1PyGgx8AOe1xAe4vyQMc5P0AG4v7A18IwQOzFVT7WPt4/V71yQHqRn8BlH5G/MqYYwDnwr8CY/MI/WxfPQO14t0DsyqBAJ2ypQNPhHMBR5z3A+rg/wbK1yz+EWyjAPn5AQBzj1UCNNjDBAWuawN+5gT9cfjBBdR3EwErgacBco+HASDbKwFCV0b9napy/M8SswC2xmkCqKEc+2PZfwAEMI0CteZ5Afs0swN43fMCVpsNAm0x1wNLZC0H5OMfAeGedwADg5j+VO4dAxm3lP4FYrb/8vg9A+ahSQFVVZb+oLQnAAaE3QB7WKUDs0c5AS6tVQS9bDUH63w4/DmkKweHiDcBJSsy/xz6PwFRBgkDKqArBIMeBwPsVMz4syLRA9uHvvwGBMcBPUeTABkrqv685lz/ylJ4/HruIQBfTXkCIfepArkKFv6S3L8G5bbnAH+rfQME1LUCnFCrBQeIrwAJXfsDPIzpArtpEwLbWbEBbFBzAfdHBP1IGtUCG2nW/E9UOQfTjL0Ar4UK/A8cpP7475MBBRctAIU4OQLI0pL68MUm/RLS5P1tlgUCxl8ZAryssP3VEHUBT81lBDfqJQMxX5r+7pwrA2MbeP4B3YcBFtBbAUiujwKhamD//6LlAw7X2v+/UTEDZY4A/sxaPQJUPyD/Yqak/hJHEP2BjSD81J9K/AUphP3P6NsCy7cg/TmzIQNbPQ0CPm6FAH1i0P+zzGkGTLbI/mv4DQV1HH8D5FWu+OsfRPWMXNUBsyvO/tjezwK4QGcDRM9W/mIp3QDPZksDJy4o/qe29QOUeAEEPlrg892wKQNBQx0AxxRVBQqOhQN3VqMCV8pNAqz3OQKSs7D9DtVBAwHeUPnhlH8A67BhA1HhlwKwVBMGWDaBBUDibPxv3T8GEpbXA/jm3wDCfpEB6vF7ALgL3vwqK8cCbObdARa4BQWvtkMDL1JzAS+DaQNG5XkFpQZrApsmBwGdxg7/jc7lATaH9QJb2p0B57x7ArS7rv3BZyj6RbXQ8UZhfQIO5tkAnONNAzPnmv3Z3t8AexhJA/k/NPx+xxL5grXhArD2xv8+gQEEbRsHAfLYIQfVcbsAa8xZBqcCIwJ0fDsHdD2ZAG74DwQJLBsFHyjnAm1fsP9DEDT+NLJQ/+hQSP3Kn/0AMWMpAhQEMwNYNmz851oDA+ppmQC21hsFPKoM/TuXJQJyLesDP91XAux4KwTOHk8AQohjBFZwaQQzEi0CnjxZAFzCbwGMyNsCergVB3p3TP0fmMMBM6Wi/i7QzwVL6QUEcDRxAyps5wfC5xD9lgrA+2ju5PyIRsMAU7jpA706cv32hiEDjX4m/MrEVQdOKGsGKR97AxFuLwCWN6sAucXbAC8hCQA0Sn8Ad7gzB6C5mv3lHlL6InkdB7xq5wIVAsz/itg3As0wMwdvDg0DenZpAWMedQNQSgsDTASFBKnEnvz+Zg8BqMeLAsk+CQCkFNkBnIz3BvvLKPxL1KsHOttZACWsKQCNhM8AKVzXBt9sywS+dfsA/CgTBm4rPQMDaPUFpyLc/kgqqwLYeksCJQnhA+eWbwPXBE0Go8mdBcr/7P7Vvi8Ae6ry/39XEQAzU3z/bw43A38IAwKbEXz0jAp9BpHhnwGehHcGKRgnAShc3QU3aPb6W3KtAwosiwNNElMDjQ48/nuG8wK1aPUHK25bAca5uwM73K0B22oTA77IpwEp0UsBgcgBAedaAQB33iL+zuCBBZdibQEkduMDDFGzA5Z9rQCO0YMC71pdA3P4iwKc4sEBHgHvBW6ioP97nQD7nm6HAC9sAP8coLUAwk0M+oGfVvj81AMEW9cPAukakQOdeV0DDVZ8/qGi+vwlRz8A2vSfBu79QwGlGP0EKL/lAieOBQH1ysMD9DMG/W3hjv4uGpUD0UwvB9VOcQMgcz792nIfAdDEIwWsOqz8UKO+/eV8CQauQnMAXheBAseKfQWLHMEBNy11ANHfzQMKIoD+CRtk/bMgHQPnhOkAL4/rAs3JBwJLo70AT1lpB+c3TP1gvkUDAyj9B3UOjQCpVUUC+/ThAtDFlQBlrEMABIW7AqxxPP+udoUDc8PXASL3jP2SHt0CvZwVBB/YNQXSK2T4O3K5Al8vSvobDI0GCTGFABsPAwI+lW7+FXfDAGwYtQF10YMDEZGVAHQ/owGiEfz/Bg8G/TtlKQBBPnL+vFI6+FLTjQC3IpD8oyXnAmzKFP5jGKkC2FEBAnfhRvmZm5L+athHAoV7TwEZjHr5aHIi+SkEwwBm6UEA7oJHASBvawP2pcEG7/DS/KdULQDqcikBjsIPAHtxEwF47HsAfcitAdY1Fv3//bb9ZbRM+EiudQDDBEEAOEEBATeJxv/Kfwj/SFXS+afJwvilr/L+H0rbAJGeBvd4wgL/YuvhACdnhv7D+0j+hQqC/c3AYQMaU40BD7JTA7HlyQPXk5D/AQik/rx/RQN/VOMAccjhA+RMuwHRGHz9iHmFAthFXvw9GjMBESuS/ZG/Tv5DwL8AXyUfAUXH1PwxqwD9rQeI/TCy1v8LzDz81uBC/zKh+v9JvyT+ZxDTA2/wwv3BqZj+u8tm/gLGdP7n1ET+x/xRAePGyP4pTBcAhDXNAB60jwHswH8Ap07NA2WhswEkllr2YT5S/Aq3GvYjFZr/HSkzAlcvzvxi1Ez+m8ra/RUh1Po0VScBFETY/KG4vv1HWAr9YN4s/k87Dv8s8U0BR3W7AAe/IP2I7gcDoGmfAvawNQHSOsb/mYiPArBAMQIhjhkAj8PY+/uFaQMV5vkBa6XxABE5DwEXzg0BIQh4+AkYUQPx4JL8or/W+bBsGPztQdL/qAVm/Wrw9QL3+5L8NfEu+3rdTv+pzDMCVvIxAJiCuv5EHDT4/SEi9lAAhwLdHScDeek8/QfaUv2cdWj8ga7m/2A2pPviQfz0l4ZlAk9ypP6sh2j9wwlO/UvscQK9dDkCF1pxAlUIMP99Gu79u/RJAXb2mPQER47zAIGS/jvy9wAEvHL9ZWc4+hm8QP68Gjr8SntQ+jrKAP/gmQ75mIy6/Vy7FPufMEL5IHQjAlLbsvtGkeL6I4D7AsTXXv9dbG0AXKwTA1L3tvlExkUDowi9AemMEQP+1uL6FmYRAtGglPozrIz4HDLo/NnunvxBmkr7BzJA/GDZsv1jVKsD2IUfAItydQLChOT+wvnnAyZH1PicOs7/cuIbAlrNXPyAQUcDNp2C/zhoRwOZ92b9aoEY/IdEdwEFjNT7LGlm+t6O+P0QHsD+yyg0/SHdXQH/AhL8Dh6Q+P9DFv2ZDSD/Cd1tAqnUPQEdKx78n4ro/5TWCvghd5L7Wkxm/ehldQIlY07+OSYu/B/bAP6dWGD2ltPg+P8I/wFJjDMDf3c8/mG4DwKjUaT+nALI/ZX8VQBW1R798BZY/Qpj4vrgOWz/jODxAIVAkQO3RJL+cVRy+PM+NQBIYwb+GsMA+tRMcQKCTIcB7MU2/7W7wPsZLKr9LQOu/n7uAwOASOT9etAS/nrmZvY8MUEBqRx/AWWyKwLVcAUAipjLA+5wrPttkjEBmzDBAgFTtvbO8JcCsLYA+D2BwvtNHOEAZqkg/cssEQMXLIUCWFPo+dZWmPhfMOkAKuglAzbwXPVJE9r+5pvY/JZiOQHQCS0CUQUBAa3bav+lfIMCAvDM+DlY/vaC38j9tsRBAoyaxP1qPRT9SFJA+Nc64vtUqhcBi3Dm/bX+vP47JB0AMAFs/yqcRwI587r+hcJc/e2w0v3nr6L9e2CBAy3EiQImEBb82flM/DzIowABZ8z/ymne/kgsyP860SUB1PSc+Km0EP5II7b+/Aho/deSFvy9HKL/EwZu/2vezPj8Oxb9HMjK/vI4jPYCnc0CHjRfAcctywa9FNsE//+RA70W1QNmG4z8KzSnAc/5TPxc9iEEEYfpA2swHwXb2D0AkDadAs3rywO98YsFZlDnBI3G+wC4/4r4XxzLB63ROwNJr8cAXyfQ/jDebP/+AtUD+iRFBO99DQdCPhj8qqpJAIhhOv6IYQEBk/hy/+w+Ovr1BNUDp+Hs/V4ycwKb2qD7NHvnAQ67mwD5H4z47nyrAT8WuwPmQHUCZryZBJ5ZKQd3pDUGVTVXAija7QJQWRkFMSPZArBy5u751W0BsuxLB2GuhQF3PJMF34Y3Ak44SQfLtvD9bUSpAFiUmQYenGcDp9J5AngIGwVbCtcC9D+HASEwPwAkpc0AqMeg/UQs/v0YVf0DKNQLBfARfwP1ykUBO54ZAktLev4YuSsASU03AwzLKvrQgxD9qhkNAdQgdQBYu4r6nVMJAjdL8P26aeMAW4URA9MayP28QlEFxHCDBuDp+wNjWPb9ZAFo/rUEnv+0EMsD5+C7An6ybQOZyccDLydo/4SDJP/yu6EBKf+K/Sd4wQKEObL8ypC3AM7tYwA1VeD+GuIA/Q532vznYTcCV0aZA0bHyvzrpRL6HnDzARY0xPfxlBEAn3Ju+LoKFQKq9usB+mblAEkWAwFfRrkDVNdU/Yv6eQCj8x8ArYh7BkV2XvykJTEDT79XAED47QQ8nLMG4nNE/MJi5QM3RwT9VSq0/ZoFVQEBEMz9IX+i/PLbEQX8uxUCh52DAgCxCwMF69kCJ5YA/svglwT0gDr7Au9BAtnpVQfWCkMF61KhAMEKkwKijtED+9Q3BaU9RwFurSL8OurlANq6/QLzqDMGW3TK/e/DWQBmHD8Glu1LAHV4xQTKuJsBIlZpA85ddv0Go3MBQLbxAYqYRP2mK4D7DP+rAQ7cawWsVw0Bh4b1AA5X1QCeTqT9RWANBNbcav7iSKEE8xMjAnYA7QJjjccFg5wxA7frswNtrhcD/TIZAatTJwKcNtj8MuQu/IU6OwE7jOkC0sZdAiUAVwFd9SEB8paVArxCYQMLOikDT4i3B4fMLQaj5AMFitivA3f79PiIiEsHLHgpAd4I1QVkim796uhFBuXZzwamAQcGomvi/+Ajhv16Hpz4o8CfBrxcqQW5hNkEkA21BGKsfwd5CwsAILp2/LHxvvVABYsFpj7Y/KTNUQOMw5cBjY8xA7hluwNxlJsD/5aq+2H8WP0y/F0EhIi1BVpRFQVqPqcCZsoDASk0YQPTFgUANC0vBEKm3wXfAlUAG5gW++W+Vv1YGdUCZ0SHAxhWqQBcpYr95aGzBruP9PytqC0AhJsW+SBqlPyS02UCxBMdA9GqlQJqejL/x6VFAA5A6QaS+3UDoc1dAIxmzQJw8fUCTaoBBdpSDQT4YBsFUjaRAYn3lQOxHIUCsdWdBl1fwPk16lcBPEylBRPgIQC5PhUBT6CvBVigCwSpckb+O8BJBJyS9wBbMiL+Zkz5Ai751QMWsNMF33xA/O5c4vuu2wEAqGIpACs/9wMikosAS10RAJXOgwPuFL8HFItZA7fEKwGqSTUHsG2O/Na+DPylIGUA3OarAcyaEwIv6osCAO1DBDNFrPWkYhkA2RpVAoVXGQPIbnkBvBZdAhOsKQU7z3b+5KL7AkdCSwduE9cB0dULAX68mPwfrAkGpmTnBBcovP/DCIr8tlFxBgF2KQO81lj/dl4w/7kjJQG14CsH6UVtADscYwLRogkCmE1+/Qw83wBMV0EBiTNhAnv33wGVcasED3BpBcQjkQIGS9z/YjqPANtmtwI8iBUDIzxpA3dEVQLCHXsGUzqBAcG+TQSZAikA2H8PAETm3Pd589L/QF4rA9r9PPyl7LMCpWf3AyPNiQYb0gkBGEcpAx9IXwHm19z4xpgtAw3ZVQHsF00CbsjVBfY8iwHLd0z6xpsjA0LzJPvXpiMApRsQ/qNLwwPN0P0Cmk3FBm6GaQNivnMBlOp9A+Tp5QKoHCsGGdm7AzG0Dwf1DqsBbR2tAI7KpwIbGYr2K0DHA3cc3QR1eb0APMRJBpGn4v0OF9EAcgh7A2A8fQCRHgcHXiqTAG28qwQOM5r8RtFVBfXrGQIP7OUBR1AvBT5H2P3eQ7b7kI3rARc9RwMtHh8FNYpW/4cgDQaCyhcBvPiXBNmMMwd3ygEDyCgLAKAefwGvUA0E+st5AlxmKQf6bSUABAF/Al+O1wK6GTUFn0WBANeUNP+2e88Anw4i+hmNhPxwhNMDMkJ9B6Uh5wF3WHMDmijjAQA9Wv4ZLKsA/fzLB+bebwDhXsMA/ip5AehwnQafHa0FJYNnA5oowwM9Utr8HlgvBO9FXwIi2m8BZqF3AoU0CwSccAcF0a21AeHPkwAA/RsERJ2HAUPIYQDssGsB5AWVBpngywAJjtcBXlxRAj6UhwMxGeT9KvCe/av0awG4biz6Km3JALZ1MwHo4NMFSC+I/qt1yQOaVB8Dijkm/ZKYGQJCXRkCZO93AkogcwXvVsMA3S/HA8lWbwLQZGEEmJsA/hzQFQPSYQkH9cpTAGPJKP1FIxUDekyhBa8qOQA55xT8NplvAC5j+wKHEC8BUYLbAnD7QP2bgs8CM0bM/mLQiwPz2jr4ha3zAqSDcwNwDmkBaFWi/g7H5wLLRKj8XwZk+noTUQK2OzkA30npAX6B/v1gFjUDLDFXAKuyXwAV8lcAVqL0/83/XvzVvLMCVPuC/gcF6wBUPHsHyHBDB/mMnQYjHu78ZZwS/p03DP5FJ379OBJbAyoSmwP5iEkHbxYG/nfaKPoys6EC3BmhAr0oFQW4xMz6bLf+/EvoOwdoMb8ELsBpBAY2RQGjam8GUJw2/hR8LQX5jjEFPqFbBdAkaQDs2RkDD2lBBcYMkwM0dWsGOneDAS5fGQMa7o0Be0RBAtDEvQKu880Am4ARBZcBowJk2ij9sL6U/8tpDQX72Q8EU7sS/tr8hwNBYXcDg91XA6xTbQE7uA8CuvKBAmh9TQE4Z/8B9go8/PDQGwRLHe8EZwLzAKgzbwJkaFL8WtQrBs/Xhv90BccDaeZZBlrYJQU0jGEE6i6i/dLsvQaaSDUAgrhrBihmCwMRJxEDdgrZAk98kwV6BhMB+colAqDHVwCGeg0DCyz/APjAiwfbCWMAw91Q+IEjDvyNGlcDcAo7B/n0Hv9vYA0CpSZTBGqQ9vwUxkkDSCxNBal5DwQh8xcBRaDbA52hHQQplCsGl3yLBtEiNwLe/HUHbjjZBzgyDv98pKsF0OShAdDWXQLhrE8EovP5ATEEiwAZ6WMCG3A/Bds34P5S31kCt9h3BxmvHvpBZm0CYp7y/6sgIQJdI8EDQNO2+VfDHQCOVTL9N+ebAEfIzP0ruE8FLlqRA3iglwUnyCT8Cka3AdNFqQG7Z5z+U2s1ARgYWwMjDRMAwNtbA9S7ZPy6OqMBhM2g/ro6CP0RJx0Ban9a/KDA8wEGNg8GKJCpB2GwmQY8fssDXs/Q/FyUYP7Idv8Dc499AYSvOwOA1y0AJ1DhB9AH0wNRCA8GR6TBAolcgwKo8SEBd6I3AcN0eQbTJRUECOa7ALHxSQLTKskCXGwDBCGO8wB3EyEDM0x5AT/y1wIHsq7/tw+0+w4XtQAyqBEEnAxBBjsEnQRry80A0TddAhRGewEc7gj+37mvAXqunwL9Kkz8pRbJAz0Z+wOym3r8FTilB0NrZPmdK6L5Q4NvAhmOPwLJtrcAyTQxBSl4iwQ+rzEDx9PE/8aflPjowvkCjlrk/u24ZwJ2qv0B/Wz5BgGP5v7jifL/JUd3A1o0NwEeERr9ts52/bNG7QLgnLMERBnnALCwFwbDjmr6ahapAfreSQO6uzUBnzRw/9pvBQNx8R0BxWhpA6Vl9QHZLXsCfUndBblGRQJPeCUCi/gfAgdQoQENr8MCuvU5ACQSjwEpWFsD5aCJAPG10wPO2kMCltNg+zPTUwDtUIsAv9TK/FU22QB2LWkEQ4HfAhtaBwJ+sQEBEbLw/BgEIQUmwOcDlWknAxzQVv/1MX0BegEHA4/mOQHftYr8fEHS/i0YsQKtEIj/xwgrA1ZikQBBApMATg0zAiiEMQG0uIb/GkEXAt2ARQW+OkUCerAJAXs+Jv94TZMCqFxXAKnxSQNzmAsApW1HA/nvRPeNyFb6emMu/X0Trv22DwD/td4LAnazMPzM8gj+kSgg/gTSuwHz+wj/CJku/T3pXQKAeOkBpMRlAF3xqvxu9NMCO82RAA/t3wFQ9jT84XZlAMgOWvP/yhr8N+UBAgKV5vlrRkb8epL0/uWFTQE5Ihr9sZzI+qHMxQJblAT+A3I3AP96evhUjdkDJtSY/Sa6sv4THPj5CjEVAkrw7wJk9AL+pUJm9g6QDwH8ePT5s88e/JoAaP5at2j9AdihABcVbwEM38T8nPoG+yme3wLabEUDG54hAnEQBQN1+1r8="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05221_W000044", "text": " That means I want all these inner products, so I take these columns of Q, multiply by their rows," }
EN_B00022_S05221_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_S05221_W000045", "text": " The numbers we multiply are now complex numbers, we're just moving into complex n-dimensional space. Okay. Now, actually I have to say," }
EN_B00022_S05221_W000045
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05221_W000047", "text": " Into another word that happens to be unitary." }
EN_B00022_S05221_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_S05221_W000048", "text": " As a word that applies, that signals that we might be dealing with a complex matrix here. So what's a unitary matrix?" }
EN_B00022_S05221_W000048
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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Ecj+zO989dygtwD7Fn78zoEdAkwKHQCHCFsCTR2s/zaX2QO4q17/S/gi+ijiPv0yAlj6yMrzA4AkfQCJIzr8bX4A/J9NxwPTfDMBUl5C/DawrwMy1ez0RiuhAcur0wDs5pT8gY3W/PaRDwHGaSsDGeQFAeaE4vwvEFEBBpeQ/Wl0dwUrD/UBeaPZAJxujQKyoAEGNifXAHrzOwIf7CcFC+4/A+ogewfXCBT8wywY/lmlBQS1p/cBm5ZM//XHTP768kL68vRdA3n41QRnPikBxHQpAIZRSQWcM70AqNRpBNYmZwB8hu8CYr8zAJL0CwWGwFD/aVLHAfDz0wCW6zL/LPNzADp0SwHu0HkC7W+XAszBYQX6lnz4j+bTASz8MQHqsZsBpiuvAQP+9wHwoOL9330lAXR2HQJOd2D8kNug/djnawBpE0z7IUELAMmgJQeVNKUCmE1dBz26ov//NYD+bIH3AIr0ewLphxMBk0gJA6+4nQInAosDLP39ArU/aP7Za5MDyB+ZAd1NSwbaW5kDZCxHA70N0wN3C2cBEaFpAdnfaP8vyhEBsur++X+mrQMLHAEE0yoPAQToFQdf3LEAipXrAug+5vyBZ+8BMewBAcyvAQJ03WcDPugG/Q3gMQUuvIkE+j4Q/smPpwIGJmD/rub6/9puswEjUrMB70y9BPGzHvy7d+UDbFba/vtYDQNl3E0BS9XS/MUSZv9jucz6DqZ8/oiQewHRyzL/d57e/nFGbP9QmRcAltCE/QsyVP5n5/kDgJ44/+tb4P4VOtr99XsbAki3qwGXS20AM/fm/TXiQQPvlEkBj+lvBhM4pwKhTf0B4PUdB1T0NwXUY8z70JrrAn5dJQOGvPkBAvlw+hfq/wKHkyUBklIlAcAoAwA9omr6v6I9A5FZBQBLZGsDRu5E/tTbewCEv/UBWN0pAebacQAKrCUF9uNhAwsE0QBWeqr8s1RlBtByDvmuOZb8rK2k/1sYJvXvjzEC5nfdAY/o0QDuNpz65kpQ/NzBQQPDgJLx8CNxA8VqwwH6+PMB/Qby/jxe8Phchvj9ZA65Ar6O8v6jOb0A3Mqs+IPK5QFeBw0B1qMQ/snUgwEDMK0GbzhHAR6dJwDKil8CIAs5A4N1CwAbh5j9LTqvAgr0MwAxrB8GfL4FAsKqkwKyTrMCOHyTAtm1tQUtW5j852XPAf0hJwCiwI8B86XnAJFnLQPizjMB9UsFAL0gSwD5PgT/AURtBUy8/QQQaNcDmQjC/60mdQMRTdb/IBshAxmSGwEgZvb9+W8BAavQjQAaDgkDR/tbAEMesQC+0FkApspBAqGGkQMzoGMBcc7/AAXWTP7NLUEDv1aTA3eIIwE6MIT/MN2/A0YdzwHZwxEDeHvNAn3kJwc5n/z8QeghBIO3NQLZCUcBxkoXAeCaRv52pycBu6RlA/diDQNgrEsBWsmQ/1kpjwKB+4b99SdjANjjPP6YAFcBaBbvAi7EHwdvz8T9tELE+HUaeQIZeLsAmWJG/fyApQEI1vkBmBLm/LC4dwNvjsECK0nnANSDMv7lGAcC11ebAfdVpvyNjx8AuRCHBzFIlQDsVDEF83pbA2ztwwELW10Bxdz7AtmoYQS4s6EC3aeDASbyBPqEzm0C1X5dA88StP27+pD8DyMy+ZwyuP07lxUDcRJI/G2KIv6UulEDfC8hAhlbIwBh+BkGbT7zAhbQuwJo4CT+rW1lAlhCwPz/v8cBNUo5Axft4wKWIw0DAmXNAy/m+wAXsocABDCXAlcA6wGQPFr8PccxAp0fbwLmzCcDTD/a/gBKJwG1qCkAnRJNA2AVUQO7hJkBFPnhA0sCrP4RlOMGYrbzAUIPCQLQi6z4ReZk/qyvxPl2/Sz9X7spAcY4Iv/szXsA7TTNADFfTQIQj7ECGdWdAgUCJwMe2aEDrLgJB7KseweezKz5eV33AbF9XP1lMcEA0niTAJxLSQGzEIEH34C7AMEaawOHCVEDCWQ5BoBWMwLnhHEFkW7a/mekNQHtjZkDKNGg/K6pAwL9axcCCy7TAVsalQJ/GAsEAnyrADXa3QOoygcDLs67Ao/dCPwz9AUEZFOJAsZ7SQA7ZzMCQZndBQx8Ov/Zhpz8o6tHAeBXxPypMHkBtFOLAg1bZQAkvWUGvvolA2rrJv60iPEGC5LC/vA8fv/AXlMBuEvE/v1Q6QIxdkL8KEoa/8v7iv6jSDcBCK7VAD9uWvwp9QkCeQg/BUQucQPcIGcHVlaJAx5QAwUhpsECQ1bU/3TZjwNTWNL9C4/zAD6r8QDP+TsCXkKDAiyGWQJU5vcCiyCw/suwhQJ+vO8HrSfQ+xuvUv6QJZ8GtMVBAdtHkQM3rWUExWOe/hmvJQHdeP0Hgw2DBJBgdwfAmvsDY6Y6/Z3RVQXRDSj4zQhXAfYw1wTX9N8CbjCdAw8wOQbDu7j9VPlBANUDwQNjG28DoLuhAmOy7P1eyoEAVta3AXh63QLj4cj+hwRjBC8iBwJYeVz2/mIo/zmcHwW5OST+owlU/FAOhQMsX/7+k2Ga9Sh37vPh0+0D+c1g+5OVGPychDMApXilA6EguwfLAkUDpMQe+ln9kQD8q6L8OU6C/HlSDQN2whEAaLtk/GgdJwPJxIUDPKbi+Oz4jQUpd9T9JMLA/JWbev/9InkCF4VjAvSzGQNJsCkA50+PAQbiFv/vsu0BNxmFAmXGDP3uUJcCGuH8/E+kmwUYStr+MQsI/FtxHwDFQeEDFWpDAiwvEQK2+ysAeSgVB4sSgv0pBn8BkOYBAgE+TPtf4rcCSa6fAUuCHQFSTW8DEwu0+QvlPwM/4sj6E55U+9rLTwJrpt8CyPv4/ALbZwEpzx8CxNJFBRg2LwDLZqEDN1/q+Ulc/P/GdAsEkfKA+2gnYv+uIx8DYi0dBaIn8PxtrOUC0J25An7YiQWobLz+RrXTACyIfQcwoQMB6895AkGvVP7qoTD+ec0RBjgJoQXGHtMAw9B7B41dgwJMm57/LMRJBUTe3PwMgMUFoly/A8kwXwffRRsEEJuE/dU9VPSm2nT/JlRm+PdP5wGNTLsDLa31AXejiP+pe3r5gKjnBhGuBwLb1IsEg9E5A7/lCQA7LWkAbTJjAgmY0QXyviED2B+LA2eYGwXf9UUDlFMxAqJiDv6/7C0F25RvBpiehwKivmsAUC4Q8eDeYQDhsEkFy7W5AToZDPz8for6HqxxAIoijwCj/hUBWOiy+1Q6av8J2GEBgmRvByLkQwAcbwkBPgeu/FN8iQQA3Dz93t8FA3embP4BEij8GpY7AiyEjwK7+XsDWRoy+4S6zQCPrz8ADCP5AMndQwVVH5b+qEFu/S9v3P/6glz9iDhk+2n1TQHZGuMDvQda/48k8wDUdXkClUwLBjYUCQN15BUAcXdE/1yOnPhuTNEDnJP8/hP40wLG7J8CDWwNBPvr4QMnCAb8AcUw+/TndwHwkCcBcGXU+pOzqP51O9T9sJahA3122QMXINT2E0TvAMgwNQMj2scBjXYTAXVwcwVFjAkGWX2pAIr7jwKLcLr5hU5LAywfrQKNnN8DgbtfAtUpmwJzyHb9Z+lW/FiuLP7PbIsC0PVq/o4xSP8U+oT+tnCM+mRIMP55f5b7jijHBrX9YP75HNEDbU1O/kT1BwL9XN0CnMChAee5JQTFwrcBIkIO/qCNnP8xzC8Dy7s1AB/WpP8P4r0BGiT5BVzO9wH6dwEA0CGDAUOFkP43LT78op1xAi3jQwECTX8BJVk1AbJ8XPoX3HT9H8VPADX95QIAyF8Bsa1TANsKYQOgOrkCDGBZBUhZWv0UUiUCwP94/KtvzP0kXCz+APzo/Vn47wE5iE8HWYwPAllMtQEwG7Lx1upu/GCqzv+p+xUA8mwVB48ScQDTWvcAZaItBaDK+vzXFwL+Qb9pA8cDNwDsWVUAI6bRA3bgMwODfokAbNvU/++aXP5pj7EC3otDAD6ROwVr5o8CEviXBPhMpwS9bB8H++NnAVKd/PvcnB0Dr7BBArfFhv1mgWEGvS/0/uH9gQKXjxEAygatAlQGBQAZkX8D5bBpAOAQlwWto78BCtt/ASTWeQAwINT8LwDZB8xJXwCfEaz/eqA7AQmeEQGHWdr9YmSPACowrQHKCf76Ci3e/LFCdQI/MCEHiA40/b6IPwLAOKsFpfIG/xzsNwMB4+cDuNQxAV7CEwPiSu8CbqMtArt8GwXigMkHJHBtACRkkQHM+KEFkhV3AYyLqQDC84sDyC5q/4NYqQZB898Bgs7g/mhx/wLgn276+IZi/fWAYQZWjpD4A9exAnkuwwIJTA79JScTAQxXbwLwIb78vMJ3AQYtlQHEX38DwK1RBOxONQA2L/L/Mor1AFj1fwCQpTkA2Cek/KSMFQQLwFkFAqCY/7+hfwJl+H8By2wbByfR9PZEB+0Bq8fhAlm05QERBIMDYgD3ANwrrPrSiSMDDYg5ABDoiPzAvykBwoHvAf+ODwKiWbD4/tc4/eiF0QHUd/D94vRjAz2JwQF8wMUCSJKLAHaXwvnhfIb73jpa/OYO3QPQNYEDhqnpAHYQUP0HuRED6FVbA1VFjQPql4r+K3yhA7PzNv8U87T+4vr+/UvmFPuFybr+G1K8/oDKTv39iIL/+fFK/kSwkwMrBab/0J+u/MA2WQKoFSb9qWArByllwP+Hhjb8rAd4/H4csQRDwhL+RmNY9BvEkP94ju7+msY7AEawdvu8HvD2iiDs/BhesvtC5lz+Cnz/A36YdwGSfBT/i4oVAWKBQQIZUmT9tncM73ySnv+H488DSZHe+APsYwGTz7UCMQ4G/WKgoQBdSAL9YpbRATB0uPwXxR0AKnWA/GlCiPoh1Rb8UMzJAd1ugPRHm0z8ErZa+dY61vxWkmL+zU/s9Ik31P3T0e7+xyATAXYKTv6vlmj7Wfva+HIQlPwzlBUC0aMI/miPTP7V2sb+L2VM/dZh0PrtkL8AXZRZAq0x9P3/9q8C83gTAfVG+v+tLi0DI042/t6QLwLSb1z/LnwFAWcahP02kfUCD+U0+puHqP8kY6j/bO8s/qFXcvyVMK7/zZvm/1z9kP8CNR73rVQZAhLlWP+sYI8AT0gE/xkh0wCDlfz8e6GjAgM4IQPnAoT+ZmIA/0yIewA8Zy8AoRKhAlnmUP93cPECGR6JAaHgvQKXcIz1Vu3NAeTdyQFVUuT83varATsoXP3t/ub5tPcO9bsAhv8X+6T6ONlBADomqvxTIgD9mBh9AUoZAQXMPQMAdLZhAEBH3wA8MOcDTIAtAg/krwKvTkECtMHLAd5OJviOB80CMA8HA+CiMPwSwWz+LdSY/7hDFwGL3IL9i6PRAIheGQE5Rl8FIzCxBGVqAwMWgi0CRN6nAiGmYwP7cS0DG1Mg+p/TDPg6HnUC72O3AEzuYQBW7MUGp5/4/C8gjQQqjocAyL6o+zZwJv1BG88AKmJXAfe2rwHsEa0CXAbPAtz5GQLIARECnrUBBqK+SvttxPUB16dFAcFVVQO8vLEEOSY6/OzMxP/JlOMH/7c8+gviZP9smGMAH7y5BvRErweC82MAofnw+dA8OQcIQ1b9Z/pa/5p5qQBP/kECCitnAnG2RwLSDJsEplZ1AFSkkQaka0770fZw/juUNQGc39UA4XADArgAiQX+dkUDIIvK/rF7/P054HMDBXSM/1+/GQPOVw0B8UFHASB0UvYucgEBmMaVAS7UHwRpFAsE27tlA0vtfQWdArkDmJm9AWNpNQFpaQMCUncjAlpJEQQktVkAqFT/BjuOXwEAOgEC7KCFBPJ89wM9nO0EiYYdAIufwv6K7qEAFviZBK+6VQMA6JMETHrO/jpePQGvzCD/xXJjAm6EGQJwyrj+q40TBMrp/QEcYrcAy8UtBsrGTQMNqocDL3TlBaqUfQVjMF0CQEwJBw9CNwETUg0FQyCzAjrIcwLBMI0B+vAnBcZMAQKuvvj9TsBzBbwhfvluj+7+08VtA+3JTwEEpsj/Ste4//RSbQC+KbMAWn18/iSRKPoxeMcCxirBAIvupvwL8T0AmlJW/bjqXwO/hjUFbVIXAMdgJQPzwx79TxTLA/uGsvwp7ocCuKLu/XFevP516isA4tuVAVblEPxyVrb+nz7TAGQRHP6X6Tz2hf93AMbN5vw0rHj5p5KPADOkRP73u9T/mcrRAmSNowDmynj8FEue/8c18QHx6lL9FMSdA19eyvw3tVL9slr5A4wiFQFcLuz5J0WI99XeaQGfn8L4Dcs3AEiIrQIGWZz9v2L0/AFLMwIu2k0DfRptAf8p2Pmkqtz6vzQPBF99uwINL1T8hkGk/YUyKwL8y2T8GzkLAd1EUQcXme8DqJC3AvYmov1UFp8BsAyq//vLrwE2v30CdLSk/o9PjQH5y2D/VZPhATikrwBWrekA2mUVBdjEOwL4xEb/HBYnAbJ/Ov6e8HEEQGNU/9KQLwYUMFMCTNrDAz9CcwO/HeT/dGpZAOWJmwfNS0sCL6aw/Mme1vyGOg78dy6/AxLcPQQXEPsDyVQXBkhuJQXY4J8CkBA7AE6TiPynogkBW0mQ/XI5HQIu8msChXwFBV+Y4wBtpUMDPLy3AuHj+P4Kg+8Dx5dA+sLUjwGNBYL8TTyVBqsgmv15MRUFN3jnAPQsUwImk3z/p2hm/qGk2P53p0r9NXExB3MKrP7l6F0BE6v9A4UNRwddIHMFeGA7AueCywJk6ysCJ6kTAa/keQOn+1EA5OpXANe6bPkv/j0BWGddAgNO7wO14z0CSCnU+iIRPwEmHJEC2NitBlbNCwNMHgEARQfi/1P1swHaPmcAt3p2/89D0wPS/VsCBzoTBbRgKwRN2z0C0fUhAYkmlv7W98D4PgSVAmRxuQG1Hyr9+Awm9V18PP7JrDUGJQLPAGsg+QA1nI8DQdh5A1QXuP4WNLcEgZSlBVSGRQAvDhkHI/Jw/tGrAQO90w8D5seE/LtDdP17eukD+Pw1AnzZFQEFCskC13K2/NaZ+P6cQCMDsAwDAHJSBwKK3sMDEbd6/UvsPQMolYMBD3oZA1hBGQF5GZr9J1qVAiKZPQCv87L8W6g9BcfAyQHZFOEE40ETAYeC9v4zBab85S06/Txo9QI89m0BkFAlA4dYNwZja8D9htWY+C+fXv85HrL8nSxHB35EEQMiyjL/d2bW/MMltQNpLj7+4ohe/BE+Pv79Ymj/qduG/eqQiwGqjTj9lu//Ay0fAQBj4kD9gPoDAsSalwE9HA8AD6WDAOtpFwI/s1L9Uouo/4F1EQBDZ70AlKYnAPk8Jvl46mMBPNNRAgxUQQR4KNsHW5eU/QJRdwNUVo8CMMdC/7iaZQLIkGL9MfWRB5TWzwET0A0Fmoyw/xKzMwJzIW8D0GRZA2H7LPbmBVD7YDehALG4+Py6soUCaxSjAfGEsQekNjMA3saJAOMQ4wDTMOsFacnw/CwaYwG5oA8FfLKC/cuVtPmhyyMC53Ea+QalJQJPSZMDaRPTAQ5fDQJ/0A0EDkGLAORg1P2zZlECIqhTAG6WWwNkx28BHnldAxwRkwMqRV71LtivAvKbdQByaMkBxFBfAXQZaQF2GDT8OIpJA/6fSwAyNL76U0pc/RxSOP6S5msAwk2HAcC6eQI+qfMC3b3XABpD+v8Jmij81NKTAs50bP7//yb6mAdC/C1qEP2HdtcBjqzFAU8XsvxF5TsGaZ1C/jC2+wEB8MMCJNOvAPiWbPzdGbMBUpxbAH3IFQQGh0UCirPbAgS+PQJ+pK8D5CP0/cHKZQWIxy8CbDNi+bbVbv25pK0DqjzHA/rklwDNH2r9vv94/Xau2wB99W0A+gqTAMv8SwEkuS76a/TS+1vGIvxgHSMBJ4IDAqRYrQZlE2L11nqs/qwK5wJ+ttEBIb6FALXnDQP/go78wTQpAnhAtPnBhJcANTsY/+8bMwKsCkz7FvEw/G+g6v15qML9mga8/ayEKQExjkb8aioXAWsbMP+nmTEDm+P4/VqBDQFJPDECyYZs/BpuFQHcZy76ufKI/RC2Vv/2hQsBJxedATrz/v7OQ7z/w2cs/bi9FPu/gi8DqnBPAPadhQC24ScBlA4dAV6X2wJZQFL8z3Q4/29AwQKayjkBWYD9AVEH2vtr3kL7Wedu/Flh6wG8M/T5w9/C/lJ0CwJwCgcDalKxAgf4ivoOcIL74Db0/SmHLPyJgpECSvIy/Ne2JwPjM5z+xn1m/CO1IwNiV270YQ7ZAQYlGwLn7lT85xs6/9CcrwBy3+j7t2j+/0beAQIkk2L+cYBJAAiFyQCZxmT/TL6lA8D0FwKZ2jr4xteq92funQCp9LUAWZoFAKmdrwE9UoMCJWxO+00QewEUyYL+pvVxA8SDfP0Yt6D9n3ea/Msu4PicUWL75pcG/BY2mvrswlr5hLpO/BlHgwEzPoD+1aJ1A4LkWQAhffsB4B0y/ItByP+EdOD7yA1o/DVZPwE+Q3b3ayM0+ggqfv8Da4r6Nb1i+ku0SwFpQqz/xhOW/c2fIPwBYqsACUlHAOl4nwBTQacA35Tc/AvofwCxWKj04YZa/JeCnQIR+D8BqGcm/PD2uPQccqb6ers0/evbmP23Ihr4THSHAewifvqn7bEBSg4HAxM2YwPsnKUDS0Si9gMskvzcNlryeEwnAI1H/v5doK0Ar4hRAn1EoQP9NNsA/7Zw/fot+Pvd/U7/iDIK+a43lvoOKXr8tNq0+r73Cv7bHTr9ldjRAO47Kv5Isxj8qCuK8FfXbvz4Gj7+jJKw/jk7MvbG7sj+OdidAGd1LwJv4qkBKpnk/qJAlv7ZcAkDxaJE+VBbuP7E56D98CAVA03sbwAN6+D/9mtw/PueWPrW0TMCfOoQ/I1liwMXmMb/5D5G+WSAiwMs3sD8Eifw/wD4ROSe42T5Y+RHA2R1KPjnqmT8EK4a+Qhmqv8lXm7/ELtS+KjutvmL+W79xOKhAxVd7vw4iPD90rZk/vbsSv8x2fD8fNnm/LjRTwLWo8r9VV5i/UYjVP19xxb84kyzAflsOQHVqPz9OH8E+oYDEPuSmXMA0Qc6/oYMPwInVPMANpBNAeKthwF3Ma0BHFrO/lDA4P0yHgT931pm/R2hbwHycmr47VOY9NfYBwdNiLb+B2tU+1TGqQOeFp0BTtZs/SnabPYktpz83pj8+OoEPwLGu8j5ZsvA+3dszwJ5nR8AvP6A/NNrHPja/U0COwl2+FtoMQHGMcT/qXC3As6sZwNIs6r/0p4/ASSUuQN93ekBHL+4/SDNGv4GOMsBvoSI/QLmQPjnvh8DG3qw/pALoPnBK3MC0ZIDAjo2IwHbhmD82AZ68bmgzwG4OYb8IbxHA/XNcP8MAuL9KNPI/ZTM8QWthF8Hb/RzAPmxTQR25t0AzKS7BkWQVQcvNCsAyk6Y/i06UQRp1JkGayzxALwJewBnDLUHKbmHA0vEuwbpcgsGbH+7A30TYQPVEvsHr5rg/kW64P3TCAUH9oYzB9CcjwNCFzr/5GrFAw+rKwE7eur8/GwrAA6bBQBaUCsFXg2hAvwTsQJXj/L9GOjdAbRO8wPqvv8DkUBTAIWEIwRDdSj+7hYC/PbYDwO/TA8FX437Awy7KQNKD50D0F7pAIhRcvhjzAkFrX3nARw0JwS82s8H9g8VAuYL9wJynR0Cdr8i/QzJRQCzao8BypNjAFpM1vmd/DcAnJFpBjFz6wD7PJ73rAEHAhBdXP3b+6cCqdajAauMSwVqsPUBQYvjAlKXLwFF4h0G4yAtBxEGswEQtAUHz6qdAsYtKwYpwyMDVWoLBGmwfQX6FID9fe6HByr/XwFb4AkDdIXZBa55+wdVgBkDDzbbAlTHjP59LlUBM5aM/AreivwlRSkC8yjNAn0OOwJQC5kBVDAbBXEQAwey9nEC0zYk/uSL7QLyIw8DIPfHACXJOvtdQOkGld0JAPWKDwEXZCkCxC2/Aidyhvy9l+sCxEVS/VLC8vzTkFEBxQHLBaEfWQPIja0CHafQ/aF3kQGYf3r2+OC7AFVy9PQ5ihsBOnChBb+CMQOSEkMBWuHFAHFwUwSp4DMF2WmPBcd1fv7pWZ8Bi8B/Ag68XQSDEZUGmt4bAm5UcQQNygcASFajAViN1P9wOtkASmgHBKkX9wCBN5ECcdUS/VpXnPwoFt8AlJLK/zamZQB2EbEDeDiu/DGKkQAUHr0DZ0G7BJJ8ZwKmkNMBgeRLAfHrzwLEKrsA/WjhBZukewcPyqcCEaJ/A6yk7QQwL375Ea89AMtdUv/1UhMCFnVa/4H9rQKJfSbydK79Alx/vQEHT60CjkUVBDW+lQHOmzD3JsbnAKOU4vcN53sAToaDAiNqXvyOx3cC7BjfA2OsJQIizAMAyzKFABJCEwNhJeL9gMEg+l4wTQKMYvECpSCFA6kvEQEIiu0AlrgnB5tsMQQ8hz0CJpIxARgM2QJwxJUBO44I/GdX6P+cH+z8P5E/AGvlDwBbKtD8twcvAWed9P8zKZ0BLv2xAOLpVQEFBxb9GwiNBv/7SwOnYI8HTfohAmvapQIsz1j/H82pAWP/5v4cm2MDCXVpAIv+UQMkG279Bm95A0yulwHETST/7ey3AhuoJwJtS3z8U0NHA/8B5wXJFtr+FR+nAH+npP7pg2cB3Feu/W/GjQJCEEkGK9BZAqMRJv8QamMCAcPc/I0aNQHxYSsA8FCPAGDAMQD+UUcDtGtHA7A8NQdvg8MD5zr+/ivwfwES6MbsSqhNAOO+mv36p2b+YhR5A9RCJQF7ClECF4+W/8up8P+CFaj7jEdZAGjRMwAAyOkFGKZDAeQe8v9yZrD9MzZ7AzCnyv8c4kb9p1iNAxU/Zv5e3+L6K1IO/ZDmxQf2zM8C1k3s/yZFsvbOZh0CUIoU/7tECvxx2LUEyASNABYNxv0d2mkAXmo6/MU/gwANfa7/+jDhBSiblwHxqgT5BlAs/CG7fv8Eul8C7bllAMwEywNfrc0B6WO6+V77mv9yBlD3EOsdAOuHgv9o13r/vRuZAXvGiv7o8pkAZ5qnAUBWbvoXyZMBSo+U/GFeewEwaJ78vCX1Aj88oQLI3DcGAiZE/5c+YwE4f00DlzMk/FrYYQOex8L9JM69AJ/o+QMlT/MCxOYW/XRCJP7hRlL58a7u/bWilwGyhP8DVdqe/mI+vwCjFgL8yKQlBjefPwFzJsEDQoi9A/VWmP1gJfkHmX/y/LziuvydeNb44Jh1ARbz/v2S0MUAg9mPAbMqHwPto6L/gVwZBkG36P4igzz+gFMw/rmuvPxY5PcCY8OBAk8cGQPCBhz8MYo7A+G0HQI8AB0C1IaVArwP1v3IGGL1YjJ1AwY63QK+Tt7/A+DHAqSDqP5Q4p0CROp4+MTc5wE4hD0AJ0z/Av+JTP6riI0A/mAtA8wHQPrVa0b9aUo6/YRCnwGB0fj8KGTpAIWzsvjtwTz+kzZBAdJmJv6Giyz952KC+Tp8SQCTeNT1x+RO/lVt/QPy3X7+P2CfAtwMMwWoOZr542CZA9eTnQOTc2cA4NZQ/iDsNP3G1REBSbvtAIPLIwA7MuT9vDvvAdqdaQNwZkj4y69TA+6FvwACn5z43GIHAk7+CQBreDMCW89U/JitkP3qhicASHGu/1BkOv4Wokr27lUpAHOXEQBFZMT+WI6y/YXf2QK1QOL8qK4g+2X7aP7M9SEDzJRs/tZ3JP+DxBL/VV6S9NdUov6tce7/CcS4/KZvvP8xvI8AkEp/A7iClvj5XO0AQGkC+ToALQOXZKcBTWzjARYeuv+K7QcAeeJ/ATUNPPsmkQL7PSca+NnRbP8SiCMDvjaW/aCz+vqM1vr9AKtq/Z+NKQFsHdcB+3vQ+NDzgP3Ou3j/eStLA5HTZvkPZ7j8YnDpAIdrNP2y+X7/B+XY/XlruP4xEI7v0+Kk/VjaEv3t57z8AVpw/dWJ6v3aOPECu0wvAGjzDvw5GS8DZPnDAkYw7QPDM/L/7+jo+FUNXP43iqz/9Axq/CU+2vyaI5D+fwFfAsDSyP7xdmT/hPNQ/8mANwDldQD9nsW9ADAFXwG3mjsBlETu/YnMAQPqQR7+t5L++qFIqv7prk787yHdADwhVQBgCDMAPIEO/+InqwBzrW8DkKFa+HRFgwB2z3cALNzo/VRKGvwuxlb39Bi5B09COQF9YvsAs+39ApGiQPikm1sCLJobAks0Ywe3fgcBabBRASfOzwPFwH0BjK8LAjc4JQb4YJ8DgAtbAa6oAwW0NBkFmU0zAnSu6wBpcCsFkSn9AZrywQBPQ2sB/iwjAu100wOJ6NMEv9h7BXPftQNgat8CbhSTBEVLVv04iYECoa5VAg3CWwG9hU8FU7TzADt/NPwGw8z/QZgxAUPHTQCpISkBNwlW9XqCDwFOEokBizmQ/kVs2QLNnpUCCWGhAXsD+P4150kC89MpAprJIQKBV4EDXPsG+4/aXQPlhj8A5g1w/FFMvwMD/wz/+USjAwksGwO/g/b8WrBY/bG3lvxBA7UDcibfAp/7sP3NI4T/XSLbATnN4P84JGkBVr1vAwDACQCchjb9Ku5xAC87GP8DbN0Bc725BiTPEvmslZEDQV2jAKSxSwCMIlsDKlAC/AdUEwVTgYD+2BY9ANJvYP93RT0C3uEjANxrZvndqAkDRrUg/3m0KQBcqTcDceI5Ad3lUQHeuWUDVEHfAizMAv/apWsCMvonApjYqQCawwkASkos/bXpvQMkndr8TE6rAAN+DwN6gHsErz3g/47OAQEG/nr/SjG2+sIxrQJYer7/JXxNAI5ASQOcm6L9XiI8+sMuUOzOGoj/2IpBA1p5ZQKLP/j8IhnO+t4owPjKUz0Dd7aA/6z3lwGGffz+sUgbAhyalvueBjcAsO1DAFrW1QJN+gcAmLwjB/IK4QMmScr7rxnlA6ubyvyOiE0DQf1xAbx2fQLaeYEC4xOXAcjWBwCSnXb/wEPk/K547wJszCb9nHAXAGkCgvy1omD5mKhRAiui7wBWj7L8+LeK/i0sUwTA8CL8tL5fA76APwblbicAjaqZAAxSdQJOaLEA+bgNAKdTLQEsG775Hdiy/DXNMwC7NDkBKrqpAx4yqwP8PHEDLunq/Sh60P1NwtMAfYTBA1qXvP9bfHEA="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05221_W000051", "text": " Named after Fourier because it comes into the Fourier transform. So it's the matrix that's all around us. Okay." }
EN_B00022_S05221_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_S05221_W000052", "text": " Then often I'll let n be 4 because 4 is a good size to work with. But here's the n by n Fourier matrix." }
EN_B00022_S05221_W000052
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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fC0AWYtlAZc1CP0ylID8vvx1APzqUP6hAcsDnOCfAZUciwCf64T/0CcHAqbLkQKMUIT9FuCvAYrJwQE46t0DcQTdB4PKjwJJO7sBY5YnAAqjBQCRGUMCfeKTA43DlQLj0n0CVyxDBgbxGwaQqf0GcUag/4c+kv9bJGUCqQs9AEzf+P0yqEsA+F9HAx0MQQfGFfz+oMXvAsdE7wSarob/xsU3AHDZ2v98CR78/GexAJBMyQAHRaUD6Q1rApQHjwLYX7j+Qc02/KFIswUbm1z+5QmBB8eb+P6TNBMGOTna+G7KDP+4sYL9zOgLBQIZqQbb5J0HZx9BAtoyWQKBWJkEl96rAE25OwGf6j8CywTzBnEMAQTHRGMF5ngPA7rWAwKL9IEHxSA5B0JvewFTeJsEMoMK/OaFIQH2AEEAMfCHBUZnkQNkjJcGVDXPB8pS6v7XZVkHj3Q/BIY4WQV1O2z435iRBob1LQGOyqL80aIpAQDLUv6yNGsAtHoS+l6eVQLQ75L/7o6XAXsZtwANz1j8Z0vvA+FCQPxFqFz8u6g4/2jQmwLlFU8A+TTXASM14PvTctUCRaE7As0wAQZApl0CclCRBU2dfQBijx8BGhLDA4K+ovs0K18DLvu/AUy8nwCglhD+LIpk/lNlrQWZ52UDS/X9A38uWQAVBlz5qU9HA0fioP62qU8APoEG/1VeVQN4aVEEeI5HAeddjQWaDaT4xHc9AX4itQFIbnUCONI0+JminwLUizj95mM+/j8UQQdhdlcD2AYlA17UdQVJ50T50Ep8/q5OwP/QGVUBWPZHAywU1P5p4L79iyhjB4xASwXbIjUCaNwq/T1wUQCuYN0DXrmq/HO+UwD6qf0Am5zBAIMKiP0/BkT9rkXe9hxLwv88kjT+nvaVA6pvfP/yQ3T4phvI/+/ybvjUAl0GeXwjAjxxDQLUxTD9V4qM/8DZkPzoryEDzIVZAWbcCQZvLbL5eDZTAhzmhwHurxr/LOXTA3pq/v2/tI0BTb7+/Hm/SQMz/skDmiZw/yCN/wHd4l8DuwelAOZBlwD5FL0Bdqvo+hwG5QCUWUT82w2lAWamxQErm9j+FHEPAxriGv82A9D9OA4zA0zmHwD2gtT/Qa4TAhaHBvyxpgr9w2o5Alhq2QK4dl0AUEoHAJKnXvgnM0UCYzgHA1ZjHQPsEgMBXz8RANYKfQVgSnz8bSLs/MP0/Qa5l8ECPuu0/Ib0lwaSOMsGCBjfBddySP4GFMcFAE0pA/yoUQOqd4EC6Vb7AbFdnQN8TecCE99dAIy5LPltjOkAuqiBAktqnvrqVMcHEGNdACYYkv2KpUb7bxztAd2FBwcCShEAchxJBS9QYQMaVMUER1Hy/pFZxwJmYh7/DBy1B29OUQLxwm0BYAFpAb5QkQBfKsD/WM/NAGLbfPwdGNsGZBRHALEiKwVXA3b8MwPZAALQEwTtTXEBe9YtAr0VIQDmLPsCc2gZBbabLPjKPosBGloFAKbg1QBm8gsCBXo7AlcsyQEAhm0CHUEE/02apP7/4SsGN6gFAEibEQEdnAUGtnXE/M+iQP+93MEAi3g5ANjSFPy3Z5T4xDHU/4IPHvjoMKkCLoApAXZUbQXyXOsFhVFPAlHClQLsFq78D+DvAYAN5wIqvTEHxL0zAnUW8QLoTvMArrJC+/YlbwJJM8r0/G6g/AclSvxAaD8H/eWZA99tSwKyrAsABgrY+ltOMPtGW90BCnoNAygQjQextg8ClvHK+0l0rQBUdhD+peQ5A/w9yvqJkrkBthKw+PLn1wIh7D8HnSXbAzU8IwWUTJD/CzhpAEMxrQEBP8r9kXxq/kmA1QB6SBkBWE0NAF+jUPjCAf8Dqz05BHsBlQYCK3UDaX6Y/pQULQVrsXsHgeJo/C525QOAJFcHsGWjBWzIqwdVf58A+CUDASJhFwUyRQUBiMOpAUIeOQFx9IMGa95q/Z8MZwZ5L1L68/ljBgwOZwF6Tp8BfWEfAoJgxQCMoGMHU0dLAmrGRQHPOpsDEyT9A8p2/QO2oJcHnOFXBJq7TwLhaMsCAZvE+uT+GwHFvtsFuX/U/kbiRv6F8PEAygQo/aDjiv6Bkh0Dm8JjAMjptwUWOST/6K0G/ig4VQGQrLkGHEsU+uT4rwIXMRD6okfq/LH79vh2UK0CBbXrB0jOsPpyXnMBRbDJA8Da6PmxwHsBklT5A7wrMv000TUBo0uW/FLUnwK2o5L/LN0pAyM+zP+/f/z/omBVAH48WwD4u3sBE8hxAcLOOQOksMcAvy4lAMCsoQDQZh7+Y26NB0Gy4PpsBEcBDsW3AMxK3wNQDbL+hVa8/KTm+wHlfST+dE6vAGsl7PxrO0L/2CzU+ptiHQIjbxkACfk4+nkH4P9SUwb+CdDbAb6V4wL2/zL4IlA7A+NP7QDvCZ7+EG7A/G0yWPyobdEACyJO/5pZBQPzb878wgts/dq0aP8Mg1z8cfIk/5XcuwEjRvT3cYLM+GADtvuPRHMBB+R8/ALCyP5W7N8Dw7mdAFGC1v3KXM0EwUTfAzoKdwX2pLsCSLY1AzxwbwC12xz96SZ9AYL8CwBHucEBhWoxAjj4+QE0Q58A97OjA3/iwP6Y2VsDLsxPAVj3hPzuX+kAI9TxAlEobPl49kztG/4nAWKgcQaL2GcArEza/ZssfQCA597/4bDNAjN4ewIKrI8FQ3Z8/WP+6wDkuz795OBVBwrJsQYm7m78IEENAWhU2QOY2w0D2GpTAnx4LwJwImEADwA5A1NB3QPIzhkE9RJ7A4ClFwBsHzEA9mwtAI6lJQLCncz+BvQjBqSofwSqjU8CIb28/ocdiwHX7LsCg5DPAh5U2QIaGj0DNk+FAIpCgQEs7pT9emWVBwIzcQB6mtECOZzS/MiUOwEVLzD4wcxlBd8knwHh7lsBZ0GtBl0UpQGHJe0BNbifApw00wYzeocAHiGpAagsFwZxl/r9N4FLAteRSQammqsDGdijAv3uKwetZjUA9UpRAvX7AwKycCMBKiF/A2J4mwM8BGsDNYKJAVgeUv2OQtUDZ/BrBr7DvwO5oSb57igTB3uL/QBQIOsA9h4HAwlddwM3HJEEWr9M/B8ZBQALwqz+kPoNApjM0QcWtZkBrFDnAa6cRwcOQEECIi1BA2fyMv3yeNz8zmm+9DyD7QFWC3kBON6C+aYdAwLmogEBWdQRBFJaQwAlN2cCFPlVAAd33Pt/ZWUAOoCK++0adwNZ8SsH6rx++u3Uxweu3ub8/NihBhSxGQO1u7j7kSza+DqWiwGPzyUDQv7y/1tYKwWWKrcDbFMzAHGSpPzzvP7+KA6o/QVqQwMYQ3MDsYhJAnXjzPviX+T/VDHE+O/m/QHnf4sAL44lAgho6QBjoo8CrpsrA0iPqQNaW2T6En4PAuqy3QEGnHMDGLylA/jZTQDxJYcDzTl4/DnSgwJb3Yj8niS4/zLE3waWrT0BC1xHBK750QKGs5b5+5MQ/+EmTwN7iG0EIQI3A8dN/v8igG0HcqOk9QO4HP/td7EAs4vhAbFWYQEK8zcDYr/NArhenv6duLsD/zejATRANQLLUGUEU56nAkZtYv3IZ0cAEnTO/XBKFwPJozkAxLK7ArdTZQHyHhMAZZqm/Xpb6vx9Xz8C8U1TAhCWhwD0cV0BjutXAc9BJQUBhLEAnpyzAd7cMQe5Ty8DeHRdA6tTWP5jSJT9v/Yq/SszOP5OXsMBC8zrAojSDP1ltTj8FYApAP3/KQAEsUkCZiMS/XUCzQOQNJ790vltA7O9GQPC5m8DjilNA5K2PwOFbF0BnzEbAmuKOv6wkwkDy5ntAVWpEwIUaAcDdabDAlYfbwHEQJEATq1O+zy63QGbqAj8+AdNAU1oGv/YQX8AzJS5At04DwKmGtUBS+Sm/1KLAOu+9kMC/sUJAg/pCwNt2I0C2XEjAU82FPw5iJsH8yjM/d8m2wJYb7j9bDmlA9oIUQDggm0AGyZjAxjxwwBkG5b69sB9AXfUIQLYk60BeoN8/3N+MQJr+r75N3iBACvEKQHQANr+LcprAQ2dNPsqF9EDZMa5A2OzSv32SSkD3GepAjJuGPwd5OD+X6VHBcC7DQKqACEH/2/q/h1HwwKB1msBKUIA9DrzRwCaoEL93U17AB8sjQYnbCkBWM59AAbc1wHfIBcDi4avA2VYPQXbPLsBR15BAuP04QHEsv0AgrMo+uGVcwK7wJL/HSTRA7CSxQJXkhb+D63o/dhWzvj1vc8AUw6a/n0lCv1UWSMAW1b5ANvnfPVuqTcC12iDAPL3PPBMRuD4RJYG/lFNEPl8qn0ANMxW/kXrlQCEVMkCWOV9A4AAJQMsjDsBr1JBBwukdvzToyMA7T9VA/eM+QKdVW8DSLthAphhWQNvBbMC2lV3AntPVP/rMd0D6iV/AhlMwwcpXDcDGGHDAQO+6PkiBY0D136rAHztrwCnHyD8DCYtAVVydQOwpsT8AO7nAeB99wKzCnb/FSp7A9JFxPwSQMUF+0UY+HwWBP9ob+7/yEea/Ma4hwMxwYkBwh6nAZEbcQAdu+z/ucAW/hUS5PiEIwr/RIfHAiGzdvwm2usC65xDBJu6wQC8628BNei/A5Nk9QS6kkUD9Q4DAx6M4QI7r1kBBiis/r9CjP3o6rcAR0gFBBWALwIRdkj/5wIy+pX3xP55UMEFRPjbA68CzQIBX2D+0UKDAh7oiQB1oZ0Fg9irAxubmQO9rIEFoT9jAjPGiv9sCJj+BOQO/PmAQQYpaxj7j1RtB129yv+9fh8D3R4U+PddnwLYCpUCYgLQ+cM9nwI+XGkD5mxi/hmQdwMMRYsDfsZ4/CwScQFPHlcBmc92/V4iewI/D+L/bGQLAvk0TQfHSn0DnifhA3w4QP/xD8T8CNYlASizcwKVhE8B2ddE/rTNnv9msR0BWPATAZNeLwKSEecBp06jAiYgbwBMmvUAPoYQ/CnNjQPHQ/8BmQpPAE7+7P0mMGcEX52pAsJfDPwYanz+F6YLAvHvQv39HwD5D0EpAgL6pQMHTaUEodGRAyz3SwAechr8xdsi/uahjQFpwDb/itxlAo9mSwG+Drz5Dae4/0z3PwCwGsECNTqe/2o7OQAtNcUABkFK/IJGFP0thHL3wIg/B4bUaQM8MlMBb/whBnns7wNPDHUCG/hrAkTvXP3CkML9krZBATXgrQBD/fMCX72G/Xc9IwMIV2b8kGyhBOHXeP1ZIuEBJHK9A6tg6wM9DXMD/burAXMR3v/bjO8DwiJRAkePCP8Aw3z5Qi8LAK8abPpD23z+0Qx2/cuY2QKVCvj/Fs19A0bM1QDVHiT96XPq/LWj6wAWkMD8w280/GVaPQGxHCcHQMpVAueSTv1q6OD/kIRRBUYA/QDEP778c8fHAcFa5v7c0g8CIQ6zA2hvcv5oAQEBjrZfANrijQIgXj70SyZk/2GPyv4RC2L+LpkVAI4NbvyID0L9dfT8/NK/bQNmfBsALpFlAjU0MQZf/1r8IX82/urETQKV5WUDec1RAGoi6veN7OUC8N4e/BN+3P9mLDz+OQdG/wGC1udbQmL/T9CbA8wHqv13REkCFKopA9iDeP8sO00B8bbnALinvv4s0u8BAXxHAxx8VQMWcU76ZDl/Aoz+mwGlfzj8FoiXAN7xhwFBkV0CcgcY/mJeDvxX7EcBtdu3AcA+hP3GMoECctizAK3WZvlX4O8DObag/CykkQQb4LcAHehlAczrQQHv6MsBWkTXAmBmdvclXTz5gtE1ANRhsQDG1jUA3fptA4qDRvx108L+acBE8qE3mvzTlIr/wpBdAk/YPP5zCHMB1Awg/C6qZQDNKhkBdaW2/LgY9P/XGvL6w6vk/B4lTwHXWlMA7oAZAwLP0vxhQpcC49+XAez8kwLJF20DMUUk/jBYoQCNddL8GeQG/IQSAwNLALECR+ChAlXbxQJZ3J8ANdhhBNy8+wHiR/0DyqNE//i/3v320KsHLaP2/T81IQAtdpr8A6gnAtbrwv7mZs8Aem0jBKZeOwXnSkMDaTO5A9yRtwYZBlEDcoTnAgBTwvh5h7UDV+aG/ELi4wJR9J0D/OwJBQrhTQOULJUGtZXK/SU/9v5W7BEBy0ru/bpwaQMOiS8HK4qy+nKghQE6CzMAndrw/vkNawQHoG0A0wLfBFCBJQR7Rn8ArcqRAs33Hv832P8GCKQpBsIwFQF4qZ8CdxZvAQMXuwD9RtsC3jqI/6rSPQCNIm8CNuCtAlLNDwFWTEcHOgby/nw7APqmT/kDIsRI/hwkewP7j38D6BppA4hSbvweGykBVWO9AIF2CwPEqYUCxO8BANp2AP71YS8AWPmVAlMm3wB/Har8fwJO/4co8wB+dKsAuDbW9KctsvwSoOcD18vM/b2LwvoH2IkDS0Z9AxTdIwEtGDMGuQjdAs/SqQLKw5r+zGXfABYcLP9TfXD08QPrAtNyIP317lMDFna+/p/dXQXxW+kBgJqjA7QmpP6B2MT+Zg1C/Bky0wEaUFMADNxc/z/TRQCNMi0BTbSFAUDeAQNv5psBAdZ5AKKSNwM1toT4n6p+/4ppiwDKQTUGhHazAaGWGwCtgsz/2I+dAuzqsP4Uo5EAxTQa/0A/Gvw=="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05221_W000056", "text": " And the first column up to the n minus 1. That's the one inconvenience spot." }
EN_B00022_S05221_W000056
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05221_W000058", "text": " This was the zero's power, first power, second power. This will be n minus first power." }
EN_B00022_S05221_W000058
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05221_W000065", "text": " It's just the same w guy to the power i times j." }
EN_B00022_S05221_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_S05221_W000066", "text": " Let's see, I'm jumping into formulas here and I have to tell you what w is and then you know everything about this matrix." }
EN_B00022_S05221_W000066
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00022_S05221_W000068", "text": " Because we have, not too bad, because all the entries are powers of W." }
EN_B00022_S05221_W000068
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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Qjj8bJBdALUyHP1uCpj8GIQ2/53DsPKAVAD/+Sao+xPR0vrRvDz654X48O36iwGBe1bssN5e/ihAFvj1RFT/49JW/EgC5vswgaD+tE+S9wOV9P5BaRDvq25S9"
{ "dataset": "voxbox:cremad", "key": "cremad_Neutral_0000000965", "text": "I'm on my way to the meeting." }
cremad_Neutral_0000000965
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Disgust_0000000966", "text": "I think I have a doctor's appointment." }
cremad_Disgust_0000000966
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Angry_0000000967", "text": "Maybe tomorrow it will be cold!" }
cremad_Angry_0000000967
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Angry_0000000968", "text": "It's 11 o'clock." }
cremad_Angry_0000000968
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Disgust_0000000970", "text": "It's 11 o'clock." }
cremad_Disgust_0000000970
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Disgust_0000000971", "text": "It's 11 o'clock." }
cremad_Disgust_0000000971
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
"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"
{ "dataset": "voxbox:cremad", "key": "cremad_Neutral_0000000972", "text": "I think I have a doctor's appointment." }
cremad_Neutral_0000000972
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
"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"
{ "dataset": "voxbox:cremad", "key": "cremad_Happy_0000000973", "text": "I'm on my way to the meeting." }
cremad_Happy_0000000973
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Sad_0000000974", "text": "I think I have a doctor's appointment." }
cremad_Sad_0000000974
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
"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"
{ "dataset": "voxbox:cremad", "key": "cremad_Happy_0000000975", "text": "I think I've seen this before." }
cremad_Happy_0000000975
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
"uROIPy11LUC6yobBdh01wKWetDytVEvA4J2vP+JD0z9/zZe/WdPiP7xqfT8bk65A/DsBQF4T2MCNzBHAoF4YQddUokDkMAZAm/NKwI/D4UApHhBAWxK0wIhFvj7U9IJB1Zh9QFFZLMCuRM+/H7+OvxCaOD9W9aLARlDjwKbMScCXjoVAvFpywGNgGcC33uU/qWSTwNTThMCeSH69N4tyP7Ta0kAyoQrA99KUP1DwuMAGc+c/wlruQKU5xUB9OzHA9mFrv/tPxkCssc7AiKoSwJhG+D+UChfAanLmP/qTz0CtDCHAa55FwIIgnb9TjGa/eCY/QNVU0b8uMYC/fKyDQB/cDb880WFAYtwawcpSMUBUAKe+q94iQPh0RD8gb4q/g5wCwJYpeUAUkY6/IqWqQLP0CsEWOVbASm82PmE0v0AOXPo+Om3MPzZYf8AP4qq/WpQivnWsU78e8fy/jCOLQTYg+z+jx49AdeebwIemS75AXsM/NyAQPjNOfcDUx0vAtFuOwKe35b+HVi8/t2I4wEBFPz/yiALAi03Pv0jcTkA4mKo/7CMWQAX0n76kqXc+5j0iQOm7o0AkOwLADVWCwJBtk7+tY8M+xftyv9tFBsDgUZtA17DWv0OMiz+iyMQ/yD/rP50dOb/iyY9AKoxOQDHcDEArpfU/sAtcwBIHY8BCezfAPxn6vwATC755jEzAB79jQepSYkAsrUi/BIr3P2xAUMDlUiXA9QTTv0x1IsEWx7dA0EnGwB9UIsBG1vk/nG0gQQ9l4UC7vGs+wK4WQHvznT+CCL7APa23wKCYBkEbALq/Oq+yvi6170AYQHFA9dehQLs+WcB+lku9fZvFQA+Q5EDzKZM/3vfav4b93T6OZntAENIHwKrVm0CeTny+cQDjQFJAakBvp5w/XvXfQNKyIb8bpgRAJHKowI3/XsBYrkHA8flYwFTkKr8XvhnAK1j/vwbgbj9R+4fAXktqQPJi9r9Jag5AXMuWv1Qn8kBZ4+dA2CULQUQECT5Utw6/8RtcwPpn8MBgdFDAFjZOvwfrXL+os6zAvFpuP1NOZL+AzlrAJSp2QN0nl8DA9JBA5sF2QIh+v8CyIbtA2Yakv28sQsGxw8hAFX25v0jh18CSEBtA/5QcQYsf2EDkLZbAOcFSQHGR8UB5VhJAsMjCP1Ofd8BCqKu/q56OP2dvxEDNbgRAhEY8v2t/SsHntQnBI86Rvi2Ps74Hq8FAn6UKv+p6WcAFIh3BI4YZQN+zZ7/QGgO+rU8cQW7ojUCgWDk/RijOQNkMlMColUw9xlKMP1ynWb+Kd3dA4ETEPhTe7r+/T7TAXczFQPU6C0HO64TA/VUywHtcjECPY5S/ho8gQGYkW8BgsJc+TGA4wUlMjMBctrS/6V/Av++Osr1JyL+/cO4SwDomiD/IzdC/3OWOQBB5nr/fuP3ATKYtQEgOv0DT9wnAa1R3QHrHVb/BgJM/+RCzv/S4jUDgOIrA1G11QOOhuj8gppDAybMlwQn/or+v1FU/c3IYv7RZsD/KC0bA28MJwIYSPT8A+ldADfUoQG6Ed8AoDmtANcgAP8FtdT/6FFZA9Tj6PxwnWUDNL5e+B4YUQFiETj9i/FZALwW2wNmoJrwaNwHBsBFkvqnRG0BgmIBA6OqbwB9lEEF3CKA/SkkLQNa1Zb8KcrU+ywKWvpS4qEAng0bAP9NJQEbJ3797K3XALQ+gP39vJ7+/J6c/NF4QQIgiwsDBABXA+xHkQCr0mD50cvq/RAVIv4NSvUD/IQhAOEMRweJXY0AnYvfAToxlwTAfmsCdqL/AsOfrwBdP6cAPQ4hA5WBNQAopJMHGgjNAFhX7P5L61UC9NApAEeg+wVCMgMBDcVjAm64RweFFrcAKtqa/84DCv+pyBEHOTg9AEddFQDc0UkAq46HAgXIPQAh4E0Cv3yfAQZ4pwfU3J0GoQ7BAlDO4QMHQlcDzpFxA5cUdQS1eqz8Q+7HAD/dmwUn7x72WVQHBZxr4wGbpSEFuXsy/bv3hP9oDvMBbLTBB//nwPdLVw8CrW9DA4sBQwLy3/T8PUZ8/dpYFQOoIjMCqAjw/9LmJwEqBm8DCD7TALCfCvhhVpkBddGTANSrsvwX+rEDL14jAvjP4QF16UsBHYInAQmcCQPnOhL/GWxHAFGwJQc5rgj4dwaBA6OWEvjdIA8DzCh5A3kKYQEHSpb0USEhAZDwxP4d7zUARVo0/5IqpwFUZmcA0FHnAj+E3wDhnpkDn9zrAN/KfQBU2iT+IagrANk9kwP0a8j5D9pK/YAD2QDTUaMCCSzk/VxAkwEiN0L582VzAb79ywMS7/76JBLLAhH7zQD32Er+Am2NAoNl4QBfR4T/2VeY/EX6cP3ygtD69vb6/LlmAPzEND8DDApvAFv56wPCNmD8rAXm+IEOZwK7oh0AF35BASoWHQFslPD5LzuzAWLWHvwqbvUD+jUc/yEmJwIWbsECdULi/yudGQLpKVMCzWro+DQaGQMGEz78cwtNA2PcPQXt0nUDK2ZFABIH7vZPGjUBithxA37aawFkujsBFf8M/4jqsP49Pn0BHcew/1PSSP2nlpL8IDt/A2YobQBhYzb8jp/G/HKhfQMoucb75zbe/t6K6vjYTmcD5Op1AY4S8v1O8gsDJZQ5AMtFHwJUKr0D7nnK+xIODwDbycMASC8u+HjROQMNfED8mYrk+EccIQD8mYUDy3YFAa/u4v3sXvUAfJxPAdJYBwWqA2L+NGNJA0DqswM3bHcHBbMTAIwjmQBh0GUDGFIxAMcXRv7TRXL9o0eBAEcM8QC03G7/ZOgdBFuKtPzpVW8BaQwDBqt2NP5iWP78ARMZA6FU5QWuAg0DqAtxAz1hzPzoDp77enuy/rJFOQJtBIEDeXuPABfWfv9zvgT8wtJjAovlzPnt3vT8zXxHBJ3+mwAAtlkCLtF9AA9U8vzhltsBmrIvAIbiYwKBtvcBVEylA7bmJwNRWOUEUg4NAdsbUP7SriEBKPAZAQxEIv4a6tD+On5i/jnjBP1Rp8D/W/Ua/qo74Pxb10r8amvK+GwAOQK561EDEMLlAx5fJP2izhUDTc6zAFM8HwOQHpMAozBJATosGwKIKe0DBJ1tAS9xWQF186b490CbAiBgNwaXVnsCftx0/zQGEwD7aVsCIPErAFxVKwLC3ij/HIiJAeNOGPycaX8B2n99AxZsXQb/iGkAaErM/mlGKPyZwg7+idzdB+jP8vm9JID+/GYBAWpauv/09PT8XFv1AFB3GP17zgMDPu9e+3mhsQMvYm8DjIEhAVslvwI0Ksz5IMrVAlAhaQHWyCsC+myk/sSqLQNWOL0An8YK+WxAIwA9wMMHt2RRBct2/PlRk6T8DaSpA1ETxQAqY2L/eLwFAGS6zwM9rDUDnnTXAmFtwwGb5yL9koaw/8P6tvXe9b8BQTwS/wmMVQGSxHj97yh7A9mqRwAWFlED8uoDAsHgNPw1iv8AtNZLA8VKrwMzCRUDPD3PAIvc6PsytdMB7RmHAnkAAv75cusB+/oy/xmfiQLkMsD8qSJDAZUsbQN5iQ0DYHKnAeSMIP4Lx8UB3vdw/Mp1hvi5uDkCaF2XAXtOLvsgQVr7mIGi/bqwdwWFu+r8TJzk/OQqEwI2hD0D5fOk/1L8sPOaPjEBIb9k/1mNGwDD4vUDaJypAbEXhPzUxrj/WbYxAsbAdv3G+9ED6pn9Aw4qIwMJj779TbDk/lxxLQMgLqEBHLC6/2bwTwO4UikDZAQ2/h0MRwJ10msBFdX2/w0xjwBKcJEC9fTY/ns83Pz3gy8ArA9I/QNbUueFBS8AHMwdA5dcrP0kDUT8UHZVA73XZwAXU+D9crgBAyGf2wPQMCz2k24k/pb5vQH71xUDKs6K/OmbCP78tfkBlbk7AE/CfwBKNCECWY4K/2LvzP6K8LcBW3CpAI6zbP6xvYL4edOjAtVZuQDG8iMCOrJXAImMFwRHAhMC5+MlAthD0QCtLpb9QAk9B5i0vwFBW18CPm+HAflyNwC/c67970YG+2t2DQIhUPsAh4UVATu0EQCbkDEG2+3lAXuaUQEd1yECWMaw/DwQ7P++tP0Dmp5TAUwbHwOVpbL8NixFAiiapwBmoV8BjlPDA5Z9ZP+VkUj+Aiy5AU32XPXOTFcBjmIBAtKBcwK29I8Hek4pAEv/dPoMHEsGd9iRAjuodvyBhND85YxhBPGacQAyMsz8KmiNA7tXKP30JiD8Z6FNAg+0mP/EamsBHio2/V/VYwNkPJMDoDZVAYHb8wPtyBcG8go4/Mzcrv+Dwhj9Q98JAftvNv6QdAcBxPWHAf56ovo8sEsAwSa6/DUFrQN40wz/CIUDAQc1ovxfw/b+nqHs/Qi5HwMD8vz+59QxAZenEP+X/OECZaLE/aX22wMpYiT8grs6/RKGoQCXXi8BuoGM/jLWpwBLDs8BiUotA6MD4wOY3gD55kbNAsRmmQL/SQz917FvAhdSCv14/YMBS5oS/BvW3QCS2lUAvPVTA2XWCwMh4J0BGZ7I/gawaQEMNJMAZGvhAEsQ8QDagnL/sCrPAXPERQXxCSr7NAPw/FPvpP01zS0AxjmO/tyI4wCN3XMAGEwHANKxAv7o9ssDX7o6/oPxRvxRl9L/ALMrApY9KwEcBPb5ev8I+1z8lwI2dlz+6OMI/vkI7QM7Cv8Cpp84/rkJlwIPT57/FjKZAisxdv0GItkCq+21B97xWwEbEBkE7y8I/5qtuQGec3T+Nb2q+A/U9wBUC4kAFjnxAEG6bv3BgBL8iRfbAoMNRwIhAZ75jb0NAeervwJrZt7+bUgFAluOZPxH7t0Dyt1M+QNbrv/9nm8Dbbgk/b4WYQHM9x788RQFBPw3Sv1sATcALWPvA2AmrwKHFeMCCjixBc+veQI1NP0DAzrO+XqYpwDniwMAIyEI/qTRYQOMmnsAYEwVASIk7v2EBWkB9Mce/n027QBFGoL/Y247AFf0XwM7LPD/rOS1AdsW3wD2bpkCzwOE/QXOqv13DCcHvxM+/4YxGwMohvMClV9y/bc9jvijTmkDaFfK/zgRvQGvKVT/6s8Q/G0cwQAdN4ECLJNvAh747wBYBIkCwDZlA+uPnvwcCpL9qa63AjMyfPykQAsDi8EzAx85SwGMYr8AaKbK/YKuaP5UmzL08MBg+Hb7rQF5p27/kF7Q+F3xJwMlI5L/uDMg/l9fuQKaCnMAbH4RAtodWv2zwYkC4iyzAjHDIQCjEKEBjQzZBsDEkQFjRA0AqyK/AzjckP3JpZ79CbhjAUx2+wLe9371kfbG/pkjzuxIs0L+ep5C/HXAhQOoYhj8Bd0RAnvCWQH5wHj6NtJHA94dYwOlOvD8kMO4/qvnNvh4xGEB+Ipq/kv3qQLwbRcDIR/8/eFgBv6UbXkDK5za9kPabu8vakMB0WIzAXUiGv5+vYkDmFsDAP8qLPxwjcD/80Vo/6+p2QMJzk792uqk/zIP8wBy2LUC5buFAbKIav7V3rb/d5lzAw0eGPyBJQ0C2z4e/YdY7veBH2kDV9wjBDijNPknxtEBx/ao/heCTPmfFBcAiHr1ASg3dQCaomsAz0zPABUUBQJi1uz7cBY6/lPEXwXaeEcBiTQrAuUOjwGPKY8AJInO/QKCAvaahET++V5dAfY2OPvPHsz+iDtnAvkm8wC+NMMCq/gxA7xkywOibVb9eqJg/BX5hQCICSEBJVNG+lSiJwK6l9j6JTYXAvD8WQN4OMcCo7wxAYtAbQI6fAkGK8ZW/WHI1wBMT4D8PCho/oipfvuh/ED0Se6U+5r2awMkTqz4i4xvA7sgUP6iw5sB1nem/zr4dwJwZY8CeaA4+xvkmv+5yGsBT3zzABwljv3NupUCLBFnAQO+HwJ61yECqmtVAJ0xTvy0S0EDGTg4/5dxeQD5Zh8BemRBANYVFvtIlBkG2tYY/gzULQA4vD8E2qGk/KfhgQKBTD78E777AMSozwK4eu8ClSS/AfVqXP7jEjsARjYPAwWxXQLWzJT+Glqe/ZRAFQC0pLL/WUnG+M3cdwM+NhECnRHBAINk3wMKUvT+qXei/478bPyH6gD+S6gvAoDUUQLwQo7/K4N0/LjBaP5dVnr7d+DhAPCElPzUOvcBvPbe/BPeeP7kMCkClShW/94RZwCV2t0AY2GPAWiVnvv2aaEBUGhO+EaOCP4tKMUAqgDY/UnS/vqjT1719utc/3s+av04wXMA4DX4/6vlgQCA6wr+ODLe/lIwewNs18T/Pgo6/Cxl7v70By8DLUYFBto5iQDXrGr6P0G/AN0GOPUwgkMAn8Aa/UH6VwKAo/r8HW9g/uu5zwGVJfL/Rzxg+xHqJP87qB8B87cm/pKqGPnRhpECtEjXA+zg3v1BDlL8i5JtAFPCIQJXZFEDWBZm/fG2ovsIXo73A0QfAoaDlP3iuE0HdpYG/mY4rP/UKkMCccmHAUF3CP2wSkz9ZMSzAM7xUvydKDL8t7BfAqSsKwPB4Rr9OsJNA4dabwM7xFj/Nfg5AVLw1QNkN0z+Zxj2/jM/PwO1K7T9n/BFAAQdWQCHGhD/uaKzAkgXnPmsylEAumPS/sB05QA1D+L/WxuI/7sKmwGy1McDuymu/MjdEQZSm2T8GZxDAwkqdwH3DDr59Do2/o6rUP+IHKL7Jczc/UBCKv0knccAaRaTAK51Tv3hEUkA+9jzANHOSv4ljzz9SoqU+wvGSvREI/78x+VC/frorv+8hNrzq+VpA6MCPwKHtcz+cFzhAHs6sP+WEb7/1scpAEPmCwI10Rr+pUD9AWYCsPmAUgD4W1cu/BvVvwAi4Sb7S/Eo/pSWMv2Viqj/h3t/A/0AQQFFH18BnoQk/5me2voGM+b/xdhe9XaPlv8jJ179VH31AAwjKPtdhcUBPxoc/kOD2v3nL6T4ymwW/tdeAwDy63r+taP3An0+0QBUgqkD3AghAiDSPvodHMEG6yq+/nNyAwMvowT9sCG/A4sO7v4+bVEAlpqjAR18Ev3D1bz5cIzrApzwjQH8AgL/7kE0+tGfVP5cM5r9JQCI/Lt6XQDE+gr4W57nALRTWP1Y9AkDIoq0/IHivPwh4Z8BKyw4/rIaYvyr3IUCw9IZAv+OGQLAqcz4CnA5Ayt4lP4hf5r5dknJAJY8wQJ1UI8A9Vak/BdZPQB3MFsCqFuy9rduHwH+vcL7P1GnAPxCZQO3gIT53DTBAdTS9QEuOOj5lljhAMk+FP+yuVcBLAGG/Q5SZPgOflr8KUrc/YuGuQGDfib9UJsC96nSYv0XDvEBPeE3AkfKPvw3Vvb5g0UlBmAuDvxZZhsBnshHAhKJbPzArlUB5CO0/tcpWwJwFNj/RQqq/7KfrQGFedr93UylANo87v98mFMBdUU9ApDpMQK9nUUDQbp8/hB+rP6mfmL82bmzAITX+vkyrVkBxEdY+wrdkQNXZgr9e84q/tD7nv69imkBDkBK/NVLYQE7jxL8zwqG/c3X6P+bWs7+ZER7AeK3WP1PoBkAu9FDAZu5AwHafqr9OHzI/mhwawNBXRUAEVHi95m5mPywsC79s34ZANv9/v9Mquz+BsuQ/FIHyQNASnj95ZQI/ttsywKsBtz3/NJ5ALa2BQCFQy0BdsMrAJ3jtv0cFNcB9kgzA4FmawMhiyUBaGwxAWThvQG6Z9r8iEOW+Ql28Pp6syD0nVBm/c657wCgc/UCTAmFAHcLTv7HHO0CV4Y2/wEyBv3h66L9Un6m+Av3Yv5G/i0Dn5Ai/kLI1QNhmw8D3UZQ+LUJgwDQkuz3VMVZArn+kv1JnJcDvXa/AnZ7eP0B1X0D85HhAb0UHv459zL96OIdAXVMSwHEedz/jpzs/Y6SFv6j/PUA="
{ "dataset": "voxbox:cremad", "key": "cremad_Neutral_0000000976", "text": "We'll stop in a couple of minutes." }
cremad_Neutral_0000000976
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:cremad", "key": "cremad_Angry_0000000977", "text": "Maybe tomorrow it will be cold." }
cremad_Angry_0000000977
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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Bfj49PhVBMUaqP1CyAT9ZxG8/SBElvWsgID12qqK+bkAxvo1hIz8YsJvA9k5fQDB59z4jxso/1EjjwHQHvT/tmTk/wsVMv40Csj8UP21A8WGgP1594j+5AZs/8uGrwLYW3z6X25a+vDGAQAQJLUCmHou/88BOwINc2D92pbDAtZJMQFszDECpqW+9QwtZQKAjAb/RBMLAumnmPzb4a7/G14xAlDosP/iMBEFQN98/GpodwOsLJkHyEHJBw1AHP3Nctj8TCynBPHZOQAKVyUBSeKVAtqX2QNWNV0AD1PpAM2OmwDNkhUAHTyhB5EWcwF2A475q6B3Am9fhQKyWMcDHPY1ABGJVvJbAxr9ciEBAyvWyQKIX/8Diwx2/R0Q0wNU4bMCEKg8/+lquwDPsCEEhQFe/MpUIQJQCRr9RKEzAgZLAwAs3Zr/P3YNAincGP6pZrD8X0Sw+HgSFv2Qm/b8dh7M/GDzUP+1nzkB3H7I/noOmQJWrXD/s8UZAwHZhwFhcmUCHMBq+jl7RwJ4B/L/O7ylAP1i6P7GQGsDrw12/Xe7rP79/VcAoOLhAu6Jkv2pplz/z+g1BIAg8QXDGqb8A7Z9AAWEowOyNgkC7KYhA5qIzQV4bLcAI/4M/JokOv+3KzMD2ebbA7B9Jv5Vcjz/jtWNARLsbwAuQVL8jr46/MWGQPqqoNkBVSzY/+tr0QGNh+L/TcI3AZ/CKP7itE0ERbYa/WDkQwKChdcCmS5NAWVcSwDE/XUCJLu1Ad4/DP9xb8T82pN7AhlYVQBIBWT9g1ZE/orzGwKYKgkC5wNhAOFr7PhshWEDUfry9VMbTv6D/dsCMeq8/f/rqPpDKw0DYj8XAKVfUwG0dkcBenIq/BdqfQP7FpL6SOk3AZhaIQKZAm8DgaznAMRRpvhNm7b/iy4zAhrUTPuJXwz9qL+k/OBncP5qKcb5swi1AZi8PQEmaWz/vNY7AQglQPwWjfr6BSCTAlR4KwJ7qvkDaNVdAD95lv5ySKL/ReSRAvORGwERXCT8beJrAEh47PMw3tMBcsiHBN5Cdv1Eif0Ahnza/1FDmQFPIOkDf8JdAiFY7wFUyor+6tsXAKLMEP95rd0B7+6JAJ6ZGv2MXHEBGOoY+0IxvP5PEkb5b34e/+BA6QJE/E8BvEK5ANyQgwIWkQz8zrw/AHYn0vzys978MWgG/2u1tQGAZmz8ewBe+IDK4v2wz+r4ZSW8/SH2yPw9CicBSdppAU2jXPvyuqMD9HRDAWV7svj/i4T8H17U/TyudPzfIKD/jRZE/NNQ5vQFB+D9N8FbA8YpwQBnXNkDlO7W/BgyMvhrYcb4Poru/oXgfwI41JUCllL8/vOHOv+jzyb/oLtg/U0g4v2TpFMAJJAZAPcZeQJOUwL/vNHQ/KhHMv4uQBMFjSsK9vY31P4RPnb9vhSNA2FSMv/+ymsCnKoM//VIPwOjRHD5QtAw9bhiAP1CoNsBrgaa/dU7EP9HrnkCh1YHAIB21QA3IRj6CPoC/FFmov+1waL9Qao2/rSJZQMtBo8CaL/xAWcaBQCVK0z9uB6S+Y58HwLXjk0C1X7LAI9hzQH2+6z756os/k60sQFcYsL+pa5M/ekjxQKbvq8CJNZRAthIkQApmFT9ivlRA3/2WQPvaBEC0dje+k3OdwHYUSz+p7lq/SfulwLeZPsCYiC5A2UqKQGh+AkB5pR4/yfsQP2tLKsBEnci/5GWUQDroBb+bZAc/ejUnPbpgScCpn5A/ThgJwJTcn0AK+5G/JmalPidTBMBLBz6/ZR62P0ZeCMCGPApAdNNqwJeQo77svQY+OK9hQDA/uUC1oVxAEiv+POujAsFKO54+GQrkQDIBAUBVK09A533IwIl+0z84uYZABfyaPiLe5L+vw6TAEWeYwI4AVsDMUqVA0pHpv5kwpL+FtqHAe3qMQByAB0GW4b/AjQghwH48xEB9DRHA0S5MQIagZ8E2LJJAdE+Fv3BJk0AAy/7A65t8wMMZJkCMrYtAx2gNwfBWzEAUvZFAnLJLwIv0kcCTFYLAD3USwIXiij8GNThAVIjePylKMcAvt3pACQIPvhu0U0BjVn1Auq9+wMFl0j9GLFtAWmU1Qel0d0CI2MPAlA03QPDXRL+o1hjByr8swDR+r0CFSK+/ZvhDwNmyir/15oPA1oTXwP/jH8A09tLAPV8UQFXBfsDtnh5AVpWfv1XcO71Z5V/AutnPwOJpG8A/rwPALDlwQJ+c9sC9gMg/ITu3wGU+GD9DAD3AfCoJQOadMUAFZgrApxOnwLNRAkDtNgRBstJ0P/u/hsCpowvBvhu0P82738Cklk1AKsFVQCAuvb/dCuE/n6Wuv87BfkApiOk/WuAmwWdGm0Ba3QZA6d8mwJzM1D/PeXTA5lDHQA+rD0AHAPJASprov8I2rb/IYcG/bxMIQNNKicAsR51AXUcbQFTQkUD2bbE/tcKRQEu7pD9Cv12/oeLHPpheWMDOnqs//PFEQLfhKkErn67Adzy9v1c7ZUDAk7A/L6LDQCBu0MDukAhArobOPytEFD9po2nAFNXcv6A8UUACbnXAp236Pgli6j6cCJO8dvqpQImxqj0mibG/lOuGv6+Mbz8B6InAM9f8vzDPL8GRsknAqck8QXAXmcAxAxrAGHWJQOrw+rySDpXA3Q9NP/dcUj+hpHS/VfPBPzvhs7/P+y/AiogWv8g2mj+TBvhAOhapQEJeGz+mHmS+AxZ3wIJhOcERAhvApi+VQMswjD81FoJAEfUKwPvlwj6DnvtAZlikP2ayQMDl3sW/0JOWQAhSKcByh9TAdv24PvIkl8Dk7RVAYrXeP/I2LcBQZ5q/KpYnQKJxPL+17E9AB/UEwe4jHUAbCRxAGVepQFgYzMBVPFJAHjqTQHLeu8BomsZAm/EGweS9WEAyBdM/qxU6wecUdj8/fry/jR8KwdZW3r+7bsVA8lW1P2pMWT9gmYnAJfOBQKLsC0EB2anApX+dvy+Akb9q8BZAu1z8wOWiiL7XEA6/myWWwMXgXkBkRqjAuS8QvyPx6EBRSDVA1ddSQeVKm0Cd5ZxAPfgeQfREqb+dJSPA/lN2QMzu/76hy1xAro0ZwM0FkL9nHcy/5F+FwEScHEB6PK/Ao/FiQXbUaD+TXvI/LVtbv20IhMAHei1AAe1oQEJRBUB4L40/fVGdwPPQWUDofci/ZdgUQfQkzD4K6t6/ZmUkQEyQdz8zulzAV52kwDjtu8DIQhNADYEKP3acekDJP3LAptm8QGj7X0BAKp3AIl1Dv2MWfT+b7lVA94W8PUQL9cCsfEBAtFbLwMQ6A0BJBtLAfP9qvsD64r+qQC3Bs7igQAxHMsBZ9mM/QdKPwLyWMz86zF0+eoBBwFihJL+V3AdAfOKuPyRdwMDqhxK/F8+uQNfkGcC2OIS+lyjJQAznVcC4SVk/eDdiwEgx1T78D49ADEgVv+O357+MRY1A7ZCFQLdWasCzUiTArU+kv9jvykDq9aU/Mleqv8hyw78lCKS/myeTv1q2mMCa7ZlAP69MQPIX6L9ybQFAzdcBQGiiHT8Q0TtA0uovQJ13jT+jcgjBMKl1QApUosB9lzfAedQuwC0cEEA1Ww7Aht+iv8urhb/L1AtABrORP7Bdoz9te01A0QH0v30I4b1kkxxBPYICQZaN0sBim6HAN0+GwPnA5L+E7sHAHSqFQDnzUEED7mDA9EspQP3Wij/6481A0hC7QLbrh8B11U1AnujnwMOgssCalwDAH0WgPzudLT910rU+B2C7wM1L+MCVEde/jRO4Px9jM0AhHmg/ZYeaQJs5OkA+MIJAx2gPv05eu8COM6RAQ44fv4u9isAEa2w/vAMxvynSK0EqBy5AUcpjwAKWBMH/c/U/w52cQIgu4T9IY/4/u0xUPtFhskCNBSRAiG+1wPrdqsAg2ibB8+EMvvEZ5L85RrjAafzNv8rKEsAUgcY/nCnPPjNNBT9B7CXA9Q63QGT0qUBL8oPA+BdeQL3IQ0EBFoJA/3iFwCwnU0Bwu5TAqJ/9wCUQzkDL5gFAQ9aFwG1bI8CEE6S/6A/nQP9COr/vrf4/RW/NP1DJQsDU9B9AEskDwaK/kUDxsCHBeT4cQR6sHb+Ytfe/K8eGP+tCD8D7FktA4KWzv3DfBUDxSIxAK5+tQP+lM8DwMDi/G5z7vwM5HcB/uZXAwQxLvS2kR784zDrAdU8jv9XsmEC/CAvAJ7kJPnNtBb8zCKBAGNgMvw0XkL/pRyZA99MswOJ8Qz9RO4C/sDX1vig0YkC/ovk/ZzSOPy4zXMBxppg/d+WlvtqB4T+Gg4C/7eEyQGnkSMA83XVAFbqLwPkXAD9BE1nA6nWaP6mbOUBJQW5AIY2Rvw/pEcCtPBzAGktJv81EI0C4solAvpYnwAi7GT3Fv73ADgeTQA+tAMBeaFBArW+6wIdvuT4/F/U/nGnMwPBYl78H9yK/C/J/QEvQiL26GWxAaIqoPvlw2T9MbyXAd8CLwD467z7sQrpANKY8QJbXFT/9R8m91gMTwP48K0Di8Mc/WW5sPl1g2b6eczlADsouP5qcF8CAwJ9A2J4JQBixY73bTVu/MrWJwDlaa8BLNpLA3JqJP2y+dL+vt+e++nLiPvlNAMAWTl2+3I5iQBPnob+ZijE/+LZ4wGIUlL5Xq3vALfs6QHcRLcA6nElAH4+FwBvvzz+uwVpAseNQvzz6wj84UfG/s2h1vl5Xxz/7aKw/GccnwEAt6D/izeY98vCxP0XqIz5c41DA+df6v4h4Vz9AroVA074FwMV9K8DKjknA9vqAwJKxqD/XOQHAeHyWwEfc1r8RLXrAy1MZQB8bzD3K8Lu///MCwA1bFMBMRqS+QM6bPzR4g78K3x+9ehwVQHdtFkBCBMe/06rzvngsPT9ANBTACG7Ov6FaD0DAR/+//0pQv02+QsCw/A9AVz7zvut9MECE9Q0/v41fv860N8Afw8M/gfpkP2kHVcB1nhM/69t7QHN5LcBm3cu/U1oJQE7NFL7/fEDAqyCaQA1QocCpWBNAJQblPsuByr5F+ge/Q9C9PZUJ+T15ab0/8FO2P+tcJ7+6J8q9meTYvrDQrT9LEng/m1Tav0Vue0BX2XA+MtZ8Px8+1j43GzI9mjsHwEYct7+N9cY/AJYcvo8EWz+ICdy+aEa4wErm8r9uzTA+B3nRv0VHOL4khTu/XDsBv1PPXcBbOgNANx2EP8P/zT9QuglAUBAjPx0ehL4myOm+PJgowDXfV0B1ajBAtCAkO9UoXcDgwTm/booAwHnYhz8lZuI/z/dOPSF5lD+w2TY99vrivhW0ND8h+AJAdyY0QBOU4r+2cIK+X6nkP6vILL/bZrq/cNxOwHfe/z+LEDXA+1zGP2Isxz5S+y0/TJ7ZPq9n9b4/+2c+1uiDvgWhrb4QRBHAXDOPwLs7bsCN78w/qn+Lv5fxYL9kFkvAWhhbv+GOrT71vxE/LoAnPn5V3z+u/Pw/AYTOP3dWg7//iDjA36OlP/8J9L9KLRe9tRZsPq/Vj79JSgDAeBUnQCiEqT63J2LAG8RSQN7Yqz5bmQ6/dJr9vR3Xpr9zVzy+VfTRP5BIDsBsH+S/AZiYQO5e6r/NpWa+eo4hwG2E2T7+lYo/5eM5v6KxAT9+gljAFPMJQLRlX0BMM/q/bB4WwK/p+D9mQLc/Nq1JwJC/G0DOo0rAu9sWP1IrWMBu8PW+Le+IQE00Lj+v8YI/sBvAv1QQDUCg2JPA1SRlv94lN0Au4KK9Hr9UQA4vrL9d22E/r2CBQOOmxL1uPUXAGZshQKVIzz0MtlvAtXwSQIlra70ndoE/T3s+QKE4ib2Qyn9A9eX9v3SfWEC/1ovActabv3f2gr912aQ/OWwQP9cxOcB596VAxlcfQHiLQsDf6/G/cQMsQAypIj5pKrW/tZO/P5dBecCKGClA7vFfP+11F0DSbibAdjH8vz4KAkCcQ+S+Z63rvSI7PUByf/G/iUfDPtWzub8xRKVA704Tvy3YRb/6DixAz0fsvt5s8z8SFpK/zNmnvyM08b5vEWPAk9CyvrxnbL/uG9U/4pqFPm4hv79PzJxAE9s2QA0Ajz+tHpw/34ymv7taCb4IRnG/rqs8wD4iFcAlMvg8uYvlP3xAA0BMJI6/NwC0PhQmEsASaDjAsARuwOc3o79wOgJA+LlWP5eLj78YqqM/I005v/7zWsAasDC/n5Kkv//4LD+YWGU/AdHJv8LWED8aLZU/hhC5v6uoE0BZcJO/gBXJvlCt/T++OYI+LFcJvvfwID8+HJA/B0ubPRyLMD9ETg1AphmOQPDjJcAhliJAc/niv/Iqib8wpQa/JIzaP4xhFcCucgk/GQYXwFHzoj+2DBVA6n5BPrS1n7+zRUnAirHJvzbmkECIxg2+mZAKQJAppz/X3vW++FIHQOsnlT94oda/ORBuQJrspj4w2IM/gGcTvyqA47+5prO+OfQGwI1Kob/sjlg/zQ8xwCUlOcAr2ZjAOYEowLYdA8C4s4g/q2GAv9nHPsBOPCnAIurmP5FjqL/9qxTAPLxoPI9KWEDKWrk/CwbPv2XvoL9fTkTAoI3jvSxfAMACDA3AskMyQAiGMMBWwl4/KGPsPgEvKT/oJ/q/UBmiQCaBtD9FQ7i/3hOYvYm3AL/2UInAKIfCPvtKkUAnQGg9Ca1xwAmgDz9S1vS/qvDvvwG+O78W4xFAF1+FwIbsCcCCZp7AJazFPpIUd8DPOoFA/bm1QDRlnb+Xl9A+eaYZv84OYL+U5+U+wD0HwLC4AsCZJOy/LHQmwPUaMUDWt0+/XkjJvYKvqL7VrxdAA3u6P6guKUDWDUI/8BXqvw/aAEBDGmTA4sowv4wJZcDa2Rk+WGvUwNhPxb4cOoDAF5QoP0uR8D97Z4dA8Mj0v6aYI8ARnfo/jZjpP1Fn179bW98+tjybv51WZUDosgNANoLkPlMU7b+VpQhBmTD7v+PKn7/DpQbABNITQY/Vg8DFuU/AvuFEwT4s7MDsB7rAX2C4wFt+lsBrQyPAdVUDwedaZD/LRW9AQmpIvkELSUCjyZq/WkALQMBzAkBeKrrARonkPbsNH0HSw5HAMs41v43yvsBCiQ5BuZbqwIvgHUHOZOE/vT/ewPJuQz79gVlAX70XwE1Cgz9/8xpAztqSwMeXSEBY8Mo/dLiBPKMZYj9N10fB30vtv4/2r0Byba8/YpsgwE7BKEBOQwfA199VQZOW0sD2HIU/DZvmQLb5KMAn2CtAe4vkQCUhEkDHG4jAh3gOwBOUBr42S3I+Hgmfv3Ca4z9WgADA+4nMQLUBG783OIC/embhQGNvVkAbzXNAi7hqP8Le5UCWY5rALEGWwJem8sD8gGXAZnKbwNRBZ7+mDxDAJxl1wMSQZsCkRTTAsfNGQEj/rMBhbS2/RncTwHDyu8BgKjNAvYqOvpnZ5kAifRnBPjTeQHyDPUBYgMFAHvHHPzHgtsCZZDPAkZ9ZwIjfC8A59ac/SuijQCIjD8B8MOLAH2o5P4CjMb+DantAJFiZwJKGqkColB/AoR8DwKaTKr981g6/mMBmv56PCUD5FLm/Dns8P+g1HD9+aeNAVtWIQFVOVcCPOFdA4rKQQHnWoD+tiuxA7BbpP8fcMkDABF7AUaLiPoHeikBUTLW/ga6ewNgBMcGD+aPAQKUkQNAjbcBHGdK/VGPhvz2Py7+pHJjAzfNKP59Ut8BClqTAoj6YQP1HEj+HDWLAnTzoQBMFsT+EgrzAXZtXwKTJdMGeHQpBiFcYQX9jSsB7MUC/MsYAwPVk3z9Gv+8/DSv2P/Xa2T870OlA5FytQGaAZ0BI/o3AdR34P2anfkCJ0qdAdSxhP+wfnsB/tMs/c3nnv/uiXcDPG4PAleEUQLO1sUAwqn696XYfQT/Zmr/bPCTBVH1qQJQubz+DeIdAeZ35QEbbjUDyM/hAZTNBQfNy4r+Jsz0+8u1iPn7ThsDtRVDA5H7Gv9trxj8JBNu/10LMwO/OckBJh7pAWOkrQXjW0z/vi8q/jO6tPrgcg790ubm8N0LKv7kbH8AJm8Q+/OnUPqycmb/D7EM/DhwCwdsTd8BdFdfAwz5IQDkoyz+9pgfBiL1ewHsBc0FSx7XAjF2sP8jBh8DnTybAjEICwdK0tz+dUdnAg2n4QIoRlL9tBUhAHgzqvzGVCcF/4aZA72y4QEpfij8qI8y/TEXJwCb7z8CjOsnAJsNeQGtFDUAIk9G+CPCTP/L/qUAeAIe/q+/tv276PcBFC11Ak6DXQGxfE8AHzItAu5PuQDRCjEC31gtBsbGTQIYu+D7ECyc/lHTBQC6Wo0D2RgFBs8M4P12p/sBDLsK/GV2MQEL1DkFThCBAo9wAQAVSh8ClflnAF1Y0QOu3BsHcNLHAw3PPQCcL+cBpo+g+Zv9JQEFjNsCwUI5AP8izQJv+BUG8ciJAMGAXwYXiiT81kk5Bbdw9QLws7UDoN4LA1PkaQRNo28Di6JlAtM5WQIYHPUBqopdAMgf0QI+JqEAcgflAYipeQDYS7L6pHBhAcaVuv3yTLb9vBqFAwcyIQCmI2D4rPNW+kYsIwRD7oT9hRj3Aj1Z5QFOAGT+iIZo/u84UwCyrkUCNjC0/a4mov3SDTsB6Dl7AYfglwDRRtr8mrdVAiQzoQMBb7D8LLWo/zRqoQKilRsDr9vm/jSytPjZHmMAn0tRAvfLrP4J57sAXxkVAtPhRPtSSZkBztdFAde0SwMaKpMCx1vJAnJaUQKZmQz9r+tjAsVg4wE14U0BQO36+JiiCQFT1WEA7wHpAv4fvPutWJcB7r59AT5ORv0Oa3kCwDN3AaYYTQZfBIUFMgs7AAs1fwDOqE8BtF1pA+/onQH7pVUA2TElAOc3owFBElD8/mzM/t1nxvlxpO0AhVJRAkNsowKY+2b0jTpc/WOCnv2pWeT+njt3ANvnZwH3D9cAVylZA5Y0ZwHBXG0DHFydAp8pXP3iK2T+4iIDAKss2wBLpSkBkK12+E6E4vh7IPcDhF3U/8PJRwG79UcCIYsI/PEKeQFx1d8DbQijA6m20P0BQjUAgr4NAYSYFQfKFHEBPhsi++1wfvTnIPz5pSaFA/alnQIqNOz+5m15Ako5MQLYaqr9eiOvACv6qQDZTRsCc1IBA812GP8XrScEYrpo+u7FiwDxJUUDLgXjAMS/uPyONJj5Z9yS/1IEUP05unECmn9m/skLtv/K/7D/kvBDANYdjv1lzmL8Jh9lAumjBwItA60ABeJM/4h9KQE+w1cB58oA/Umv8wM/t8j4LqLq/L4YbwEkQ/z5TuhzApT5xP0Wx5r/PMS/AiaCqwIKKhb/5TcS+MVlbQM1aWL3ip2e9Msy3wHYZ+T6CLpfArLJzP3fzub156Ow/SUZVQK6pA8CVRQfBvVegvsAbNkC0k4rA2mjoQK7pSsCoV4XAht2ewML+JEC4RMNAT6CnwAmkIkGh0I2/9PuBwAs9zj2k1BpBvhjJQIhXrkCL4cvAKdaTQKYvvz3Gj8e/0fgOQOcT3D9cxdy/9D4NwDAplL75wpfAF9q1wNeowr5s3su/N1WdQM9WO8DM/Ju/dVpaQPoSY0AGJANBDw8zQXpOgj/9VGnAjwqJQC5mm8BEwdHAd4IywLOfB0F5NFQ/TgU5v4BP2zo0lc3AdTIWvuu32sCEGwpAQVrWQNn4oD8vqcW/1vXevZIaQcBr6/XAvt0aQCwL7z9xeGBAdmGAvsy2hr9pIW9ABaXTv6xtAkELZ+I/JT+ZP0iIFcE1MZdAgnUaQHpEF0AvU8TAFZxVwJ/LwEDpSyJAaOQDQPoricAerWbAJnR7QeKfJMBKNC9Ay7JywMcpC0AM5L1AiWz7vwHLSUAFcppADVzbwEfeZz+yt+zAP+yWQM4ZBsCC3ZNAPajxQIZcgECnXrRAxlLZQPu0DD5BkmS//2dxQKGNNsHxXDHAZaBKwOT0jL+UURLBy7fZwPFWBj+MYDBAbFNMQFrT7UCIOqu+MA5qPrTBlD8RD8rA5xFGwL8FH0CJDZa/IlD+v1p0TcB6LAW/8RFtQK6i5ECaWzfARV6fvzrjF8BxPwrA6mnRv1Uplz8Guzi/02umvpQk/r9EFkc/1+vfP148DMCiNoA/TQg8QL2mCr+e1QxALNKUwHGWWsDjrK4/vJpiPtS0BcAsji5Ar0Sav8W3AUAGYbG/BcnSvW+3fb8qp6O99zf8Pierzz9qZlm/S9xPQO3qZT8VlCTAvZyavdwtQj8XKmA/zL2Yv4k3C8Ca6tC/2xkbP2nfX8DMoMs+WRn4vi7hl78SMYE/8PmJwJLGZr/UlzNAoyQcP0b32j8fqiPAkgKHwJeDYL+H9hTAHD9IwEvxsL+qxoc/cLjNv8pN0j7jhkzAZFcuP6c6/b/hxotANIq6vj3QJz/ALeK+KeDiv1ootz+Env8/MGsKQAQOCkDSsry/uCFuP7J6WECpDFM/h5uMv8eiMT9s8m+/4Be9PzfBnb8Cwoe/q6MMwDcL5j6RiK7AePSuv6OKur4kLhRAVDImQDdpuT9tqWK9mN5Lvhu9fL+HIrE/H4nsvrpFdMB1R1u/h78ev/NGU70e8wFAvH6cPbslXb8KhBRArwPGv4acD7+reSI/9EZ/PyUELL0Wl2c/+Vo4wN7QIsA2o8Y/fioav98YpL+VUp/Abv6mvxws4L4ouKu/47iNv+awy74Oyz0/SyylPkkUKj83+ZtABXKKPsaqBT93qjFAL48DQW2tgEDfYGrAvi9Pv0iRPr94ek8/xMKLwI7kVz7InBDAwyJGwIcYuz/DChfAktqQvaNynr+J2gLBgWgFwDKpUj+HIy/A6XAZPolwiMD7w1ZAeDKVP5fRucCIoU4/8AhNvwarAkCKU3XAMSR3QO2aBb0t507Aln8rQIQ53EAHJHHAnvgcP52v+j54zqNA9GAtP/PsIcDo2iXAgsdBQPumt8Dyd4Y//GYAQd8Huz6h+bdAfr0iQD7gyT/8hsI+FBghwOPPI8A7+QG/pcX5P3xIwUDY4ILAEB+DQASyGEAI5m8/0LHJvbmf9L9lB7XAdAQIQR+2fcDNm1A/zWAyQPdnwz81D4LAPptDwAoV6D3LcgxBWRkuwFRThr9ugI6+O8rowPonI8B5JXY/cV8DwdMJL0ARt/PA4/pnwS6lu78WRt9AaaoswJZBkr+hHsbA5R3gQJg61UCAEqJAkAd6v0rTrsBTO1u+iU97v9xqsUCfuDPAbxohwDCGwkD9xSHAh+BYQAv2dsBTNNJAdo6CQR9OGkDxoXzAue0CwS/kgj6EDKC/mfXGQNnfAcBf6pxAwx8NwVU31700ObW+tsc7QCI3mz8R4rTAnBm0QF5AAUGLXyM/9apuP/AMnUDG1wTBVg4rQGQKi8DrCuA/0S8JwNGfI0D/SS/BUPw6QIStF8B3Rbq+BkGLv/UnC78nF5rAc9guQK9Y3sBrUZO/MNc9QITLb0BpubBA/b4zvwEv0L+Gp1LAziQ5P6y+rsDbv6jAgQzXwJBIwz+wJT9AcFzYv2Cg/r4DQpZAzwZ1vXN1pD8i57vAd6Tyv41EncByWt0/yN2eQGBuVsD4Sl5Ar/BfP/2bO8B+VQ/A2s94vTF31T83+m8/52EbQM6aXsCwEJk/70GlQNlHm8D1XuU/SyVgwJ7wrkCIZvI/0zM+QK3rS8COjiRAXvdEv3WrzkBhMrc/tKCVQJWwdkDwwcnAiGAAwaMFPb71ruC/WKY3QKb1qcAdbsRAtqypQMqMhcAEuUk/VdIUwfH7Q0Cyrks/+LNHQBq1gECfADbBuq01QCmcJz/wFcg/HoDFwJm7H0CW54rAXgwFwKK2Kr+RXxvABfT4v5ojxUCdU29AtPhowJ6oDsH0IZ9AvhrHQNWlTMDbRCJAmfIgwbOWqsAWX1+/Vwl7QMy+zUCO9G7AqaYNQUCV8L1mtxRBj6meQHhmn8AntrxA7sLNwDNC0T/Tu8rAdoCWv2ek40B8fdRAfZMQvk6Opr/MMnXABn5PQFkamcCkxZa/odPvwOnwrEBvKsFAzQlXwC5ph8Cx2KLAgun7QHPdN7/x+CNAdXioQJlHBEFcZw/A7sloPzNqz8DOr2PARuB8wD/d7sCA2h5Byvkbv5p3fz/6mqRA6QcZwEaPvL9PcDbA01MmQB1c/r94CTDAgvMowOJ4AkADdLo/9ACbwBErXsBcJdQ+7+tfv9J1+j9HGCDBsBSQwIGnTkGK4aLA4C/bQEyTNcDwU1W/eUkhwGDoF0CE0pjAjCa0wKejjECOyKc/Nn26v9EG+D8F7Qm/BULSv8mXnsBTdtG/cRbZwEBBFEAsgV1ATjHEPxzS1kAXxiNA50HYvyNkNb/dN7VAs9YFP3qxWz8ym4rAiiYnQRSvFkHiRmPAcaGhQLceAMGEcQ3BIN2Gvp61pT6+1hlAyd08wPyB8UC772xARGRoPFCls78MJRs/MPaUP1mK5j/fVinA+ZRwvk24HcA25rK/qmQLP5QOx0DX3vi/kDk8P27NgsDU9U9AUJqhP6Cl5L8TMZ1AFXs7wBQNcUDAxJTArfU4wGX5Qj+4iH8/+1LVwGiwBUHfdvzA5rIHQdrm+T+PCORAUgU1v/zT30DSuFjAK9uzP3tdHEBetazAZibiPt2qPkCMWGnA2CY0wPD73cCKC/+/noa4QLzpOUCm4v1AGDPrQOhqzL/ai4XAq6c1QHFq5r+4fYU/2hBowEDyRED0UJ0/l2aWv1ByMkBKXq1AaJ/ovuV5nL/T6Y/ARcN+wMrH+T/E8YrA1X8pwX9lBEE5sUJBFgeeQIN9/T+R3tU/jX5HwAXZhcAA3rm/tzQMQOwVbcAgbdDAFgBRwDbLT8D4nMnAFSwVQbRSgD7FT5zACKCQQOQ9Iz/2XZBAuvKrvyiwcUCyDJbAoY3ZQGEr/T/VIbnAR/NsQFi87cBWFQvBgEaRQPx/qL7A1HBA2CCXwFRk3EDOqo/A9j+IQBcOlMAb5ohAWQJGQIX7zMChbGVAZLayQC7j3cARq8vAdiICwEQgxsAy4za/T7ACQP4vasAz/vG+LFQRQW1HWkC16WI/WDgGwfGchEBf70nAq9GuQHgeX0DtqwLBdoEMPs+tkMCkUqXAKsgvQLS1qEAjZ1LAtJRzP9fUx0BtfLk/MeqyQFLj7j+3GfVAdxLtP0eyA8H1sClAruqnQABeikBWJNVA4LMaQFEBuUDXS/i+C2VUwJ/zkT7GD9I/Z+t9QIPSjcAesPk/9DGawAKJ3UAqMOo+J0q+v9WOt0Clr09B6hUtQPem6EBrud5Ams00wBUZFb9Ox//ADLXBQLw1GcCSyZ5AXvAKQfsJjMBKfY6/PqTMwJhzyD9kwSjBYFUywC4MiMBDQnJApw/cwBpF7EAhp0tAcXROwD0yn0AF+5BAw9GpQDYQAj9uSJM/Y8tGwJDceMASCcLAMybdP2YYg0DNOwHBrVzBP9eixj6c+SdAo8epQP2jb8Cwutc7q6SfwDa7eUC1ndHA/RPgvvTTQMBaaBdASTjRQDOkkL93hAzBNyQNQLzXoz86unK/hIzbPzPSr8AVSn5AfUd9P3raA8AJXpJAkPkJwd5f30D/Z5xBkmbgP+Hxgz/aWmHAFGO1vvaHRj8YzaA/Y/6bQIXzh8AcH21AvyTsQK/rIkDBMUJAFufaP+OuMMDNJiZATSzGvvdJn0ChbF+/iACSwCk3isBRRDdAVFUnQDtZccDNcuNAMqGFwIBOnL9SwizAvve3P/XcU0GjHOO+BB90wNQrCsGu3TVAo2sIwNLNKz8k/pi97cnBwI5iYcDxHJLA8QmUP1TCl0CnnmbAtfWLQFwhM0BY/u+/7ucDwL+SXUDPyra//7m3wDF/TkC4vv7AwBOFQDMJvcAWV2FABeeIP1rjAD/l5ejA0FxKP/QSaEAVqojAwD+Xvd6m4j850qBAWv8LQc+jqcDfQWVArhqxPoR+2sD6i7bAuIiQQE61JsHvBdBA/citPraXCsEuudw/uM6bwGnwRkBh6qpAtjmHPksSGkGT8BnAUUCLPjgG+MDmeC5As7dJwQmZQD+6z0C/U588wLYMGMGzi1nAMcOfvueB3j4SlxNAYHGzvn4pmECcFO4/O+BDQBmsO8D3w7K/JdrRwIA52z+nRGHA7xR9QH7KK8F9kDNALhwfwH95xj40K4a/ikoHwFxQqsAmjhDAoYdiQMZDF0EwsNLAx8nRvjhPfb4HLnO/3qAYQGKpsb+uzQ6/AoP5v/KpgUBbJBxAV5JBwTVPEj5cVLrAWOJ9QAeztMAbo8hAyiLmP0ODI8BsQLQ/a5GZQIVopUCmj0c9M9mbQCTDGr4AKoU/2TkYwHiJDkAm7rk/gKI+wMpmXUCXKPu/mLDFP06tL7/jhcM/DpcVwMrELL+Zp0a/SFOMQF9LUT+l/eVA3TbmwEw00j+h79i/B8cvwCu9hT+sxoU/lMFUQKFrD0CSqDhAa1CBP9oH1cA13yq/LLPJQJ91G0CUfI7AwViBP4RdVcBsH3y+u98wv0G7r7+vEnJAudnovb47IkCliDrA2N+tP1GAQT9isAtAqBHEP1JZIL1D1OvAmzqDv1cQ7j9ZMhdAQNQvQNn/pT6g2wu/a/KkP9FqSr0E9BjAKTJgPYxatMDzsYFAZnafP2LGgL/IJco/nF6AwL/g6L+JgKc/1OPhv0FLIUAkl1vAfN+ivnAdir+pEz7ASIGDQENxskDxegnAcQglQM8+TUDgoMy/lLppQPyQYL+zPbq/ZZyePXU9hEDhJow/1xoZP0g7ucAl9eJA/iiTQIR2Xb1GkR5ASW4OQAufKD4S6g9AxRxqvwCYlD/Mq0y+K8zCQA=="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000258", "text": " So V star t of s t is equal to max over a t of the immediate reward." }
EN_B00031_S05815_W000258
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000266", "text": " And if you go through all that algebra, then you actually, then you end up with the formula for A t as follows." }
EN_B00031_S05815_W000266
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000290", "text": " Yes, that's right. Yep, yeah. So the approximation steps needed are," }
EN_B00031_S05815_W000290
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000299", "text": " What if you implement a piece of code that doesn't bother to compute Psi, right? So these are the two equations you use, update Phi and Psi. But what if, you know, let's say you delete this line of code, just don't bother to compute it, and just don't bother to compute that, and don't bother to compute that." }
EN_B00031_S05815_W000299
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000302", "text": " The funny thing about this is that the only place that sigma w appears" }
EN_B00031_S05815_W000302
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000310", "text": " When we're fitting a linear model, I didn't talk too much about how you actually estimate sigma w because in the LQR system it literally-" }
EN_B00031_S05815_W000310
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05815_W000313", "text": " Remember to add some noise to your system, but the exact noise you add doesn't matter as much as one might think. So what I've seen in working with a lot of robots, a lot of MDPs is, you know, do add some noise to your system and make sure your learning algorithm is robust to noise. And the form of the noise you add, it does matter. I don't wanna say it doesn't matter at all." }
EN_B00031_S05815_W000313
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05816_W000001", "text": " Queue as we know from our previous discussions is a structure in which whatever goes in first comes out first. Queued data structure is a list or collection with this restriction that insertion can be performed at one end and deletion can be performed at other end." }
EN_B00031_S05816_W000001
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05816_W000004", "text": " And once all the positions in the array are taken, once the array is exhausted, we have two options. We can either deny insertion. So we can say that the queue is full and we cannot insert anything now." }
EN_B00031_S05816_W000004
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05816_W000005", "text": " Or what we can do is we can create a new larger array." }
EN_B00031_S05816_W000005
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05816_W000006", "text": " And copy the elements from previous array to the new larger array which will be a costly process. We can avoid this problem if we will use linked list to implement queue." }
EN_B00031_S05816_W000006
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00031_S05816_W000007", "text": " Please note that this representation of circular array that I'm showing here is only a logical way of looking at an array. We can show this array like this also." }
EN_B00031_S05816_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_S08833_W000019", "text": " She drew a long breath before entering the room. Hey honey. I heard her call out, her tone bright. You doing okay?" }
EN_B00058_S08833_W000019
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000020", "text": " I didn't hear any more than that for the next couple of minutes. Instead I stood in the hallway absorbing the same sterile, impersonal surroundings I'd noticed while visiting with my father." }
EN_B00058_S08833_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_S08833_W000023", "text": " Beneath her brave appearance, I could still see her sadness. You can come in. I told him to expect a surprise." }
EN_B00058_S08833_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_S08833_W000024", "text": " I followed her in, bracing myself for the worst." }
EN_B00058_S08833_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_S08833_W000026", "text": " And his skin was so pale that it was almost translucent." }
EN_B00058_S08833_W000026
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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oasFR1SC8PTe6v2Ka10ByuwBBcCRJwTFH3D8sFExAoAcGQTYet8BIKdLA+0U1wYfQBkEn+QxBWfwsPWOUqcBZgGHBGIe+wDXhyUBl3Q/BL/MPwGcvFsEU/yNBf9CpQDpdJ8F1dce/PxsrwahYXEDV5ydBYYSPP0LZRL46pZBA63MpwY+GosAQpvNANr4OQBdspUBeHC9A8QyHwEAMiMB2qaRARdpbQazcAcHs4+pAJM2NwN6qdcDRMN3AIT4DwQKlBcC5RuI/3/MxwSkZwkBmjRg+uEDUvonBl8AGADFBk1B2P6Idor/eNqw/FuPjQJ44CUDZjhBAg2tpP80pecBVqhNAL3q6QINwgT/6bkPA6GPrP/uB3MAshCdB2q4nwRnKJcE96U2/b4gUwc5Yh0DZB56/rGZBv7sylECkRStA8qhIQJdTp0APP5lAYOO6P9XuLMFzyIS//8B0QCpzHEFCP5FABiHEQNnCI8B/xvpA0s3bwP0MfEA3VC5AJP6qPxRm9sA3DMc/1R4fwCphDcEeNypABzGowBRDv8C0sw6/x6yxP0/LfkBX3u8+qVYgwP+IEUDJbqrAFKkHQDgwnMBdxMi9rTCEPhCdJEDwup7AN81nQJb3X0CbZpLAfXldvw+elsD6cHhAlDdFQL0bg0DQepDAmpW4PeNwQMCF2EzAmghswA/ZbcDGiQo+OzQ+wE44C8EpavQ+YOsSwCmgLL+SrZNA2v+5P4TA4kAmS7m/gcYrQENtsMAB2NM/ZwQmQVXW1sB66UHAlGuzQJO7nj5A3uQ+jPASwCayYUEDRY5AK4DYwARuwsAONUNAvVYdQA4Kxb/RFjdB+hClwN0W6L9TvtNAmU4lQP0gEcFJWffAfR7OQIZQ3r70Ufs/+C/RwMaVrD+ytzBAvfERwRwJlb/DA5JAQjeZPzeT88DtmyDBUstuQNq2bsBATSy/GbsmQXV2rT8lu4C+cHg6wb2SFT/2gVRAahKQwPCJLcC01wJBETcLwcrxUsCNWOE/K8KRwLX1Uj/sct4/iZEKv2IjMb+yFzrBXrEYwFON1UDU6ARAqqSHPy++ycANXTnAF/EOwaFqcL/5wrk/8WCKwF4lkEC3XhS/9AN1QNJdVcDM+eg/6K4EwYoKMUEfMA3BxiUEQbxwCUCw0RnB9RAgQc6qJUBQuSzAZvKdwHUG5sAVwmLA9cZbwG2J8MB2NjrA82YGP6GsrEBRCyLAs8wjwPopgcATNWNAmh4Hwf9gGcEJ0FRArqWXwIcjeEAmtoLALkdMQJSoKUBz16HA5E6ePzaJBEHwoe0+3OJJQMLlN8DoFXjATt7uwLOpy8CwBp7AOaveP+t6yL/cikJAGTQbQbdhw8BwZ9lArTmlQKA0iMAuypO/GcQbwEyj/7++1ehA/RIjweo4i8DMXGo+j6wsQKrLrsDDzSJA9hcuQFf21MB2A6HAEqVfQB2cuz+hfMhAWZtvQK+iYMBot7hAN2Q4QNj2nUAw5zxAtU2qQMO9w0ACeXxAM6X9wJCtL8GaQbVAjkIKQEbKI0AyfyTArebRP4vkWECPGdG+wBowQTs540Ap1TO/i+4gwBMu/D/08OzA6s3ywIwaIEHno/Y/bQk+Qeu+J0CEPTm+rvwXQBgPAcGN6DLB5KUeQXoMHcBKVTbAhcwJv6QMdkE1bfK/qsmAQK/1rsBqDhbA90FLQR64+b/Oag3BQUAyQBTxLcDF3dHASAIOQPlffr/sXpc/KV6nv/DbDUAf3I1AJ7m1wNvGVUF3HcQ/XtXIQJQikD4AJzPBB88FQbpLe8BeXtY95SLYwE32FEFwq2e/7VBgP0sUqj8ZygTBrZwEwb8zQ8DEKILAswFpwOc/vcBNjhVB8iOaPi3p3D/q3sRAe6HnwCtXI8G+8TK/jNLlQGhkNT+OsFLB+po1wNC3AkBj2EBB0k3Tv7uY6z90/zdBKCJyQAVk3cA+67FAKeAFwJodH0BiHOg+tqV9QLD4lMAMp16/Ww0Ov4ctnsDy87XAyy6owOQ5NMFbta7AcSz5PxFskcAqe+DAdh+hwK0qH796Ega/s0otQCZM5sDK+HzB0ZW6QM96vj8jaZFANYtDv5B2KcD3TDJBl8WQvwEy0cCEEtlAohRswI0AucBGYCHAay/3QG20msClfxC/6tg3wEz8rkBH8PPAO/2RwNLmqcB3tFU/CPweQEYiRUGSc5vAIq8BQIC3rryC79PA5EmfwJzTAMHMkw9BL5O6P0hPiEDS67PA1fnkwG7lBcEikQXB7LACQfCljMAy4KhAGbdPQfYErL8crZDBegU9P86GxcCDQylAJmK1v0y0m8APG33Aq2GeQJRLXkETcCHBgqKEv/goAMEKB2I+lxUhQaN6PcDp+iBBgMSSwF+fsT+umAJB0SQTwGJFm0CAxKW/kdz4vzmzscDnVudA0BxgQKopPcHjNr0/2obtQGhPtb9nd2NAZD8iQPB0ocB6sE/BjWxTQHLg2UBFbBhBC7RbPsJc/b/3inVAXiisP1KX+b+GiTq/v4/8wBV9oUBB8+k/DJ7hwCZxE8Gf8vU+Q68GwIQrhMGsNCHBtJeNQFgY78DOH3DAIXQTQZcXUcHHSw1AEZ0gwGzq+Tvnr0LAqSUIQbQ4LEHJBG0+hEj6vchZiMDetl1AIv0QwEU55sBWZEHBdCiBP+FrAcCGsBTBiHkhwV/czT/zyW8/Smd+P4JDIsGMn38/sxD2P6Wvn8Be3M4/IyW7vyUImMB6CklAc3hIv7/7AEGBWkZA/peKPi8gkUBri7rAoz41wJVX2b9ZTD3B0Y4GQH/5BEBN5ezAZJg4wL1sHsDtdug/anMTvi6JPUDK2xHAXardwAFJlUC/gPa/jJ19O7Z+cb+FLkLADAMaQOIlkL/IRnY+WzaWP5jwbD/AEZ4/LsWivzXuAcCzX2K/sSS+wFM+hr7GiwU/qDsqP+qEh0D3d0dA5841QMm5Mr+umd3Ae/sXQCFAVMFjeB1Aaq0jwBUwRsGSE+M9hpScv3ptSUCH9s++rJYewKlV9MCVzK4/Vj6Ov6nWrj+LeiLAFqnJQATq3j57GD7AFxVEQIYW1jxJBXVAMfB4wFcrjMAxsmk/gHg3wEZMGD+BAnTA7F4HwS57778kzpFAq8v2wHpPgEDShkY9mlJoQHxwj0DCE48/kZrBP0yl0z/TTQfAY16VQDEXhL/74Hm/mwjiQF8NP8GJG9bAw5seP1YNY8CLGE7BOYMTQU29QsChmCZA3qjDQE3FR8B7LjfB2yAWQWqRSUDAbaVAQ9LTwFUf2ECBtwfBc1mJQKfKqsAx4yxAotUpwP52WkEGWijBgn1FwSi+CcC9rehAfSK5P3+GmkCvFpC/MTRNvroEakEzVg/BrCTEP+T1yMBCgvTAAV+DwPXTGsF7Z0fANXEvwQAVOsEkCMc/lw/OQE/E3MCgjbO+rot2wbnvVUBLY6RAnTM3Pz1euEBP7vbAqksiQTUFVb5xeBFBVKNcQOAVMEFa5tZAAavev9D5jz+MaT4/mWDIQFNLS0A+OohAu674vrimGEAV+alAPDGDvhVkWEDf3YM/IfQUwA7240Dh3GK/xeeDv3GcLMH6LwnATbqWwEw/jUGG+axAbXogQCc4JMGiGplAOgA3QOEZMcDtsTfA/S6Vv997E0GpCHnA4T59wZsKUMHtktLAEm2MQfUSBz67odBAbscBwKhULsHXMGFBQSf7wP7JrD/zbrXAdw++vh7qicBjBSlBzbWJQOQHJ8GyVffAw+T+wLsmxECx2LG/QMWKv10NjMGVl7ZAaJVjQNlqDD//163A93LPQJwiZ0HebL8/XE0+wOrrI8GonjpAhO0ewHqJS0Gnu2k/w4oAQRnvB8CCCM9A57WtwAjHbD8wca4/fgUEwM6ro0Dl4MFAGE4LQZ2xU8D3b3fA3vudwAmsScDGrS1BQYB+QMToMsFb9yPA928CQV9tnEATveBAEbGSP1pmrz/02prAGGiYP6MIk0AfKztAYJX0P3Bdkr/P1+y/fVwgQTpg3z4LJgVAr9mgQCnCskBX/4TAGnIDwbm32D/WxdO/BOXcwKp8p0AT9LhAEPkDwYz+h74ysYHAXecTv/wgQED1r7/Ao4iPwPkyokDWxADAqnwRwVaN/EDIUoNAKUeOv6TCMUCKR9JAkZJOwNwSFsG6SRu/KPgeQBbN6T/N8AjAAwQwQKcDfj8iLhzBW9MkwdYXkT9hvJe+eqD8v2Tihr58fqdAclToQEPKej60Dx68hD5WQRHqXsDMoxXAaHauwCWlH8Bx198+O/wIvi4r4z+y3HTAY4oewL88fsA8mZi+2qbOwA4q3MCp9Cc+88MOPxcXoEBrL3RAqSoev7DoTj94Up7AgoFrwToG10AvHGhAfziSQDcqB0BBTinAFnQ0P6kY6b8TQVnA81wVQFG4BsDvkojA+LqrwHQ3Bj9AfxA/yxtqQL7pfcD66dQ/AMCFwDANkT0CIaNAdta8Pvnksb+L9vRA7inCQIzbBcA4v9E91rCKwAjNi0A5Sm49Y5Qev8YbEMBxHrY/A2IoQHayFUDf/+dAELk/wLA9PT9+BNw/DY6YQIvNJcBzJnNAGyutPlJ6jkCItA/BQjjcv7+AAME7uHm/sgjdvSpOhb89EhjAGTQ9P1lJGb+7bNZAlv09v9amH0CMKkFAIqFDwFFt6L/frd3A+aJnQcaHZsBUDSfAITH6QFEtq0Cn3m/An4Zzv/DVtUBwBK+/aSbpwHtVVMF5j9g/2JTcvz40m0CcGGFBIW+Hv9rC/r8R4bdAJS7vv8Yva8CVH5BAWbihwJapAsEvjK4/Ssr3vx7+hD97jixAoahDwAcwvMD0A68+cWLsP0IBCkA6YIY+5tCtwJEpU0CdUrzAR6iUv40pAkDsqG9Audw3wFGnA8HuCbBA9CqGv8QmuLw8iwZAML4OwI8CD8DsGRXAVvrEQHe06z8PBh+/ahgrwCirYL30UpRA4zBiwBlCFT+GTOe+nJgsvzGCacDyzti/sa+3vpF+Jj8kMwvAsPfev0vbOsCg5VtA3/p+wNSjDUDmyBk/SZABPzq3jEAjei/AwgcyP/4USEA9uru/OQ0dwNBPbcAwSlhAW6TEv+PH9r7MDl2/nvQ/QA0u7r86k9fA/N+dP++ojr+TCmc/5PWnv70qwD8fZKy/NwMwQCSXkcAkwrVAwjbawN6muEAN1NvAl5mqvstOzz8MpTjAg3miv2brWkAyLpQ/qSa/wPiELz+90yLAHy85wNFnEL8X+mNAFB2WwPAR6z69E1XAuOAfwJ2yIj9i7sC/Co3qvyySdMCv/ZQ/qZ3IwC1+1L/3MbVA1eTlv+yH/8AOq0DA4mGrQIYbjMCyBL2/DivWP4NGH0CRyQpBN8RaQKb3AMBAgBZARDMXQOiL573z7EtADUjlvuw5j8CbAq7AOPP2wCJXikDVCmc/7cRmP4ltQkFiDGk/jDf4v1t9Jb2gIKtAPjL1wH1XBcA7Pqm/UhHjP5F9MEByJkRANQNJP4xYqb8c6Vq/miSBv02N57+JcYvAEpJwQOopi715vpI/tx4VQHxZxr9TpkVAAAXfPM/QVcDBEmw+3hXmvxa8PEAMgoY/4CLQwJiiEj8RQtZAX+xpP6E7BL9a5YDBctrivvmalL/O3bVAG44DwK9nAkHh7rg/fXAoPzDuNcEdD9LAufeLQC+PFkB+U3rBqEIAwExhp8Dt2/o/C9Icwd4cGUDgNudAQOMrQdYrokDMBAHAiDVGwKn4Lr81jUZBvqp4v1VF/78cJms97vMkQACSPMFTOiDBXns6wAibjEAiagpAhM8NQQsFOUD+nLfA5gntvy8c+kAwXBDB/OTnQMBrVkDLE91AqKY3waQJW8BP99+/7PSiP7B6pMAa7dfAiTSnv0fGlMAgx3E+2ei/PTgC+8DLjF7Aw4C7QHU6TUFiHkJBno71wGpNDcAy94NBwJujwOv7ZEChBGbAGCu2vzRim8AZom1AOCT2wAqg6sBrfdjAHy7UQC9ter5/eC3BAG98wW0rL8GPz7JAIfRTwb/Wd8B5eBxBCDgMQVtvIMHg9XhA7Kt5P9tPE0FWc03A15ENwEMHgUBJfXZAyFMpP25SnMBLG4u/Bku9wGSRiMAKO6LAp+O7vzP2nT2F4aW+umApQOZyMEH9G20/nur+v2K3iD8Zx/W/E9a/QHpGFUE62txADOfLvd15f0C5Vh5A9rXFQNHl+8D1hIxAsE/YQOTmAMHSyRBA/ccQQKirBcDDtZpAZEjWQKF4L0Hs9TNByXOeQKYJ7UB3MpPA9odJQDI7fkEEsF5AxhPsP+GlTcEXDFBAjkIJQU9bK0EVOvhAvW8dwDFm5cBWvJ1Ai0iFwctJGMDyEDvAReSjvxCCIcHjDDZBt7AyQIiNj8BvvnPB5E+qv2vP50AK5hFBseWmQLCpf0AP9lpBSUoGwYaWmMCox5/AAXeEv7d8SsEWUVq/D0mhQLQFgT84ey5BmTszwDphBkEKqE6/gN6LPbG1DUGB3jdBGmN3wBkkSUAFqS2//UMlQQtm2UAxeOE/7X9owP4y7b/5CjK/vj+0QJNDhUA4uAlBiCHCPqwj+T877Vk+beTfwAN6HsH9gP7Ag7yPP3iWEEGGR/2/xvX+QDDml78wrFe/Rs6WQKghgL+4o7ZAGKNmwMTKKcFNhL9A3mGTQMuynsCC9fy/9r/eP8jil7/Kqi4/k1OjPTTn2UBYjxY/3vD/wJdy4z8w8/PAjUKRQB9TocAVBwlAgAcZwUWpY79OqMhAuC3iQKicvkDdRag/CtJ5vRow30BUvz9AiuaAwDtKu8ACaw/BrK8MQNpq678lWKLAL/aEP1P4eEBVPJhAkyK7QE5Z+cDhUavAv0WcPvpTDT3eyQdBe97bQFfDar8CtgrASQinQCNNOcBPCULBKMBwQMQ6kL9r1a0+DigDwOy9S75k1HI/rXrQQKL5/L8dpoO/FjclvryfwUA49aVAFHRiwC9JmT3EsdnAstJRv4gmZj8Mc63AZrKePwEg/r53TQ/B7HesQDa6jz6iZEFAGzX0P2ScFMBlbQDAhAzDvwXccz/YYZJA55aDQCK5+0DPkoa/uxsuQHRRSUAlMF9AzvzIQEF4F0Bo5MVAKiPkv+WoY8CR6W9AXETOwBHtHEFJQeW/XcUdQM5cBEFmDa1A+EynP3iZF8BQpTJAvRn1wJT/e7xD97u9vrkzwIUy0r8fqE5AOmEKwck5+j/GWp9A4koZQdaNtkD1lj6/tVbkwC7CKL8IttVAikzXv5ZDdUDejt9A+pnBvcX7XsC9KdO/owu+QMLaqT9CbYG/S9I8QbNqg789XIC+LLKuwDxOFUCohZC/ElnlwLaYl74qUCPB8dzvQJRkZMC/YVjA+I1TvSTsUkA4MH7Ap/knwblD28BlpbjA1OUhwNROgMBMzrHA0TyNQHTa3UAGItFAfPbvvYmcr8CPF9FAiRYEwFc5A7+3QgdAiDUuQZlcysDP7hTAhKnLQIvj1cB1JOC/ZbnSvsi1BsD3rBm/hKmqQEDKrb/CYeDAzTUjwOftHkD82wrA1YGEP5FqgUAqTAzAVf7HwHrBwsDZTURASj8vQL5PmEC67y2/CzTgPz32dcBVZpY/ARPLvxNHJsCuTAk/DcyawAH9o79CEE1A08nTwGdSH0DuqHHAHgxmQEyP8L/xscDAgC0DwEXEcUC2zJlAjYURwdy+lMAeBrxAsbCxv/JGAcFPi5xA30cIQepsg0Br9CfB40EWwGJXEEHgjd9AiTucwYwl+r9huhxACMT1QFhbnz7hBxfBZBU4QW61uMDMwTVA/E6VwIaPCEEwMtrAt12LwUJLF0Gc+qTAhu8CQWNiPb8n5o3AAijqP7Dk0UCokavAfOeWwJepP8EsXQ1BqK3iwNw9+EBhTVzA9vDTQFmB4T9wlPo/F2jJvz0t6z6C+JNAUdcVQFzF0EBpYtHAc4oEQZcPFsGFfA6+CM8ev2AJ7MAwC5S/KB5nwBTKXUDs6uo/f/v8P6YDq0AQ8knAQ9hTwHW+rb8ANALBCXuoQPry1EDiOXPAsV3kP/T1x0Ak7gy/nb8awJPrVz/2PUhAV4lIvx6rYMB819W/dTRwQNjVC0HK4evAo2i1P4FQFEDKzI0/fnbTQIFqR0DuP99ATlReQKPvuD9x/Ba+PW7fv2ir3UDqQ8c/t3ppQUX8LEHXK9lACV4fQWKTpEBin6y/fGUgP2dckUDIsqc+CaX8wEoNpT/O4X6/CkcLQIK9pz8hgqK/stwVwOI/A0C5l/E/7LKWv6h+nkCRRZ5A9UYXwGHgb0C1tOZAVZHTvz7ZD0A4PgJAJqggwbJ+psDAvXY/WYGDQHrfC8CA6oS+HPqKv+yHqUB27x6/4TLwPwKUIUDQbqpAh2IMPhKUsL+i2Q1A/DJlwKcOK8Bv7BS+p64Wvx6LpECwIH3AMuuRQE6uqkBuoWRA10EVQLJZgsC9pmLAALGVwNI3YEAKsWI/Pk6NQC382sCf4obA8/vCwCUCOcBR8Rw/wRccQINBHEGyBcM/IU0LP9Jt+b/0zk5AuTuHQCtFykC36pQ+nxewwLqqaMDLCZI/bij/v0sS7cAT8lK/WWz/P0cwxsC08zzA/VmdwHNoOkD7qzRA8YUFwDuUu8AkiJBAsIFkvzGGmECOXujANhM3QH5SDsALRWQ/qPdQwLLkMb+pkKi/ggy1v6lF0j8RPTm/5XBPP1SguL+rwU0/XQSbP5pvP7/GO1i/IU9Vv/O8tT/zMzA/GOwEvlju5L37vB6/Ttx1P6IVfD5KeMI/15S+wBwbKr4Vt1G+VG8gv1jC5b9dS1I/BS2+P4hMzT/dhQw/8my0PxctEsDyhiC9pZoVwCC91z+vWO0/NE8sPv6Roz/NJIy/Ct+JPxOIBkCxxKg/ZLpKPybMO0AoKJU/O163v1hRcj9GSZPAvFKlv7INE77SGXlA2u0pwGA7gL96w34/hRJyPzieIsDKEJQ+OrC4Pa8XaL+s/T/AjHQDwBEpT8BP2V6/btG5P81E0L8heuC/1BeTuxQGD0CNwcG8F3I+v0nNZzxVFgg/d+YpPxZxHD6qxUy/DxOeP2NLmz1txUW/NcmRP1uBW78EkqY/bC6dvyZxAj7bL9s9Ln76P6nOrb8WMpQ8KyktPzK81L/1+tY+VF56QH+bXr8m7fU//qeyvuZlqr91pvS/RoSCv0x5Mb7jSo2/HCrBv/633b8SpjbAhVrnP29Bjr60RH+/Dn6yv31ovr9Dddw/Bk65PhC6/79eIni+tSeDwONZ9r8krUS8768kQMI/Lb6O31u/ADdbQH72lz/qKS4/DTpRwEsDOjxKiyy/Q1JHv1n0HcBkPS3ANfqgv5/vnb8iqjs+oXt+v3fwKEBwtMi/SfGzP0Ika8ARfEdARNOEvjffFEBhJ3O/irQ8PySvtb/KSgk/mLUcQPai4T/ZIUA+tzmgPdGnKL+8UFHABqevvgSx8z9ycjDASy8CQE54M7+tZ18/aVw4P2yPPkAv0t++PwB8QLyrAsArEOY/9BK8v6BO97zyIE+/l/A+Piotsz81Flk+h9PWPxy44b8D/9I+BFHMP5CTbT+GpK8/WofZvx2QG8AA2X698uQdPhTJEMCtZ/o9SX5SP4USgEAn1Z0+GeYVwMpQwb+gBLa/wFvxvyKu/r8QnES/pup7P7vd3b+Q90s9eZyYwLRr9T3jsGjAhuI8QPaPAcC1ZwDAwyg7wA1lyT0foQXAp/2xPxF2FcD+X90/1NNXwI/y7L/qZ7a/5epyPnMSwz5WAMk/EF4AQHLFW0BeJGo/j8oZwBpvtj6tDFa/thphQMuyyT9KHi0/7AphvQUcgz9YbD+9E67LvkaUeUBf9lO/9EgXwHWjsj94Bfq/FWzbPypzG79sguI/MML8vu7o3j7ryrU+lbmWP6GZAsAMuTU/VL9cPwj5jECI04M8teWdP/yUNsBHDYbAlwmUv8wA6b9yuJ1AbAssv0Y3kb6drLk/uqyZP+KmYT424dW/cXRdPzF9K8Bvnr2/7ke+PD8sM8CVSK1AQjmHv0DWg0CnTJ1AZyINv1kjh8C5SAY+TfbYwL28oz/2BvE/iNyDv4MV/D58YpXAea/UP/KAUcGuWp2/yx37QOCJjcBpW6s/oob0P88yB0HEZe9AT6eLPqcEPcCTmbq+UBn8PdH3o8Bo9ShAD/OOwNQaBED6H71Ayk3Ev50YLcDOIrvAzyMHQKZSFsAKXP1AzSHgv7I4nsCD3kDAsj9+Pw1Vd0DmOYjAInDVQKfU3j5dEflAePWEQPsSfcD8D8pARq4wwTRnH8G8021A7+0DQeHNF0DmRxDAp0bjQOu0V8Dx5iBALkRbwGdAKkA20QHAtI4kwZe2hcAig5fACJ3Gv+HvwMAWPQFAl2tlv4vZJUAp+AnBYusjQOc3psAJ2SBACwX5QBQWmEDsVtzAto+xwASaakDnOdfAA9j+wAop5EAHMRHBjHCrvw1Vi78uEEZAQn8TQC41UECznJjAVQ7TwL00wD/wBK9AYRIEwcB1fT1YEyFBxy68wPNfqcASTYS/mMv0PrwUdcByVL+/x26+QOZJd0Ak451AU1oPwSyGuECd5OS/hTkZvivCDcHyTZ7A8QylwBPOc0Cfe5S+phXhQIOpt8DciYXAniZFQTevwUCzlapADxglwAe0EEBlZTBAax0IQTLymkCnZGhB+NISQJOGpsAi9AXBfUNrwP8BP8FC9DbAa1F7wIsSg8BSPCm/yC4MQYwWKUDg+qG/Y5S1wNfacL9UP4JAkpAvQPjdmUAyDSTAaiGpP8gwn8CdGtlAgZF0wP+L2UC4Y2pAJeWhQDIinEAJpPK/b1+UwJGKwj5VD5Q9aStlP2+vZEBeGXU/eAxtv4W7vEA3YbPAYqsRQUFbHT6VoNW+tO/qQMwMUcDcDsy/vt3pwHZIdEALRixAOIoXv1dzhUHoJE+++jkXwGUS+j9QJt6/+aY5v8sDLEAszq6+K1nZwMuuh8DonrxA0+idwNXwBb6dJjLBwAtewEMLP0D2HV/Ao5zfvxwBHUF5AQg/qaoUwD8FssCyLU4/TYTzP7YK/kD2eZZA3cqaQEXxt0B36JY/aTp8v1omRb+o0/G8iWRgwD6SCMFp44TAjnhZPxDMDMBfojVAH0bwQDwYgcGzGpNBaS15QN9PrL5/PAE/4tCnwI2frUDtmmw9QWwSwbxjR0FzwjjBHBxxP7SLwkAbS8BA3nsNQPFThECKiJ1AwwKLQFprFcEtnK5AwwIwv+44kcAdy1u/yTgXQDr7xD+2vRjA5AC4QMA7KsDQYMzApaiQQC7tzMB+7LK/3v20wJ2mBkHOLOXAJMrLQO35LT/OEqTAIMA+P1QuTr+A+T7ADO/DQOhHj8CfKOE/+LRfQJbeRb8a5PC/Es6kwPJpi8CQNaDA9MFqwB/jKMD3b5fA33fKwPq2xcAvITw/Ax7ywM9yskB1fVNAl0tuPwctKEC/btRAz6aHQOMzfL/t24I+YRiowNplZMCLrRnB5M4EQVqxVEAb2mFB8GdLu/B2uMDcHDPBn3RwwOygxkDG3SW9sTyEQAPmOcDhKKXAFxs1QFqfqECVj9Y/Y7S4QEXLiz5iz3hAae5lPju5mT92759A+RPtPwY0dT31B2zAku7iP48Ao8B9OKrAUUssQdFb9cDGhgpAHc/VP1wJrEDHq3rA5J8aQZW+Eb+sh3dA6eodQQZjID9BOSHAEZlwwAA9s0BKJbhAtBRSwA18xECHYcjAbRyTwAIwE0Bi3E1AmiuhwHnz1L179AtBTggYQUCZckDea7/AlEZpwSsxqEBItdY/6byTQG1v2sBtO6I/t08KQHwWpsDroOrABWTAQGU02b/10EZAiZnGwVl8sMCbCPjA0CNOQXU6cz+dS6VA/7T8v7lSC0Be+lPA7URPwLQLzUCyGtjAVP2vQJMs68AuKeTA8xaoQJOfa8ELEnfAxfniQKp4D8EVqE+9JOjGQOb6XcAgQlhAJmAVQF1ypT5h3KJAIu90wHU/CUFZ/j/BAmOJvzddFEAMouS/UhekQMh4bsG8T98/5lxiwIPCAkHJGkrBGBOHQH1LD8GjyNs/LuZBv48B5sCfR0ZAL78FQeEFw0A5GNvArUMKQUwofEBL3M5Alh+wPtHtmEAZ3p9A4nfDvxdJST8P9R/BCgrXPtb/gb855sbA3Sncv50hHMDoaLFAArHKv8l6UcGVb6i/BP0mQS0kZEA4zedAC6+pQE4kEkFAiA3BIO87v3sheECm0j/AmbcZwTTBpcDAZvZAIXIcwVoJsMDH+4w/f686P0OGwz/537LAaunRvs2m2T/AIwlB1X2mwEudx0As8lRB7tAEwbyjfMDydM/AFy5RvwcmP8D5tNNAUifpQOp+Ij8nyf3AIK/RvolYuz8N2DzB4cQjPxd3l78nDCxBP2/MP1EussDEFHdAR5vNQJOgpUD9gWRAZKu5v+wzxT9ap0s/eIzRP/i7pUCjYJtA4J65vydIMr3CAoE/iwIIv4E6XT/FzEhARD6KwPESkcCdOqrA0aC2wJa7qkBepJS/Tvm1wNm9IEAM1pC/tMLjv5wwg0CFuIBAtyrQQJpTpD9jQkU/SBdsvxTZ+r+cz3pA5c8zQH6mG0Hpr+5A6zT4P/MQNMDVz5ZA0K8AQV7fpsCR9U1AdMRPwPKUDcDR0nBAGdZaPxhQ2T5QGvFA4JnkPxyYzb+uOgNAOmduwIeobr9+yBvASKAvPqPJKUDuREpA8ob1O2vEycA1LFhALX8cv/WijT/kloQ/UvEeP8qJ7cBcBgdArtY/QHR+aT9SWSQ/4VcZPVzPbsDoy7fAnjaSPw7Fxb8XNKU+8dFaQHlMZ0DlG0m/4+egwHQs2sD+AXxAXlr8wJCXDUGKCp3AxSaZQdYoC0Ce15q/DJ4jQCtuncB+8H2/mkmBQGwSxT805nJA1LcTQAs78r/I7adABTv3v89uM0CNhBRBYiTKQF59sT9pS0NAZHHVv7s8wT5B0pBASeB1vy9a2cAuByS9EdGVvmVaxz6GIrVAVvChv9ssVT99R5vAEEPpvqLNTEArRRG+fF1BwM8OX8Bhx5hAm+MzQBzz/D8JjTFAgPJJv73fcL82xao/GeZMP6rWrr8G8XU/YDi6v/z9VUCdURNAiHLaPxBloT044IhA0EDbQBXL6T9mcmVAMr5awCpfjL/Jx2s/Rv6KQAFUJb0igovAXrXVPm/u/z7oT/I/u8XHPlVNu8B7OTI/4ovVwNhyh0D4iCO/Tv4Kvw9Kbr8KP1Q8R0oSwGvJc8AYzxQ/+u64P6XBdcB0fVBApjq5vq0CEj96sDLAupRxQAZW4L/nQ5o+f72pP5HmycDuJvs/0WBWwIwKnT90wxjAlDBhv52+hcDHd0Y914qHP1EIZUAgGBK/Qb4wwFKV4r8/Iy5AiTIsQC/Mdr+QnoLA+AUewGmhTEANJWY/BJ2LvwW/VkCLwUlA1IxZPjV6sT9UuYq+Nnj8vuSaI79gZAVA8rttPxALsD+M4oC/iRsAv5h8hT+Dwne/qu+wP9DFLD+lqb2+jSiLvgkAED7H+zy/qwKBP/PhOkAs+53AR8CWP72JcbxmIQ1ADN8eP+69Dj/IAANAAyRsQCGFSb9scFA91MKTvDPJyD40bxg/7T1VP0UsE0AQdT5Ajd47wHpMEUA2JJy/kZdFPxQui7+Q5ta+KUVlQBh5ez+hDki/llB7P/hzPcDOry0/nzQ1v4dPfEBbDm2///TCvxls2D94/OS/8U4HQMGqAMAfYUG9yPYvv6VOpL9JzW6/tJ4+wEozK78hZzZAjlL1P9L4lT2zg4o+vDCnv878hL4MKli/1bPJPwYAzz+EqR9Av2ELP2KrgL5+P1Y9eHGFPXPPA0BNSeA/IKatPrqAnb/BsrW/IhLDvihX8L6VsXxAMUKPwOBPyb+MlVvAzMgmQOG0Qj/znCq/5oSSv4c4vj+lPlQ/dYUVwGv7Hb/z9A0/i4nEvnzMF742XlW/G4AMQPdNXD/TOxDA50GuP0BFuz4CnIDAzgHFPyiqwD9eBvM/oJo6P2gZMD+ssN6/6Th1PxMgGT+p8BFAUvrLv0WU5T7hpTpAoNKav4y6MT+siCzA66NUvzg2wj+dFkXASLjfPdwbPr8XrDbAXt/MP8A7br4jbbY/CeNeP9CqiT0QmirA6rqrv9Gqyz9wCj0/u25GQACJH8AEYwi/YqlhQJzDV7/x5NI/AJhNQNuaBb/QHw6+awkqwMY1Iz1aMtY/zB+QP9+YhMAtI2i/SUl3vvXwgL+bdOe+SKc3vr1UXz9S8Xk/E76NP2b33T8DTTS/3ay9v/aJOcDu8a4/7NyNPs4bn75n80HAYsUzv2itb7urRwVAH7Y9v5Aupj/YolA/FDvCv6bIZcCEg+K/aa/Dv+o7O8AqSxhACyRIQDGQOL+HYWW+ABGQP3PNrr8nswNAA+Qqv2/xHUBTKbU/J3gewKSgZz/yRoO/aYC6PjpmZcC22QzARtr6vaR+IT/32YY/eCz9PgBYcr91zxdAmr+GP4vo7D8vrfk/DMMiQECps76bFCw/5BMUvtK3VUArTrW/vEVNP1edvDxL/Vk/6dBuP7aclkDiqQzACXmyv43x+b8R4YU+N4+BP3X2Az8mz52/2bpeQG41vL/s7iq+H5uPP/Di778go4S/q6p8PhIK1z8NqptA/9RUv+n9aT+HC7A/ungqv9c1HkDFyg/AqxoDQB84RD7zOMu/soxFwML5278PJ/4/BGTgPt397j8oYbi/NCYSP9ZGDUCvibg/b/8Qv1cklL+ip16/UapFPjGcjD/s0p4/z99KPqULmb9BdZu/CB2MvqF8Ej74z5Q/u2ZaP6eLyL/wY1u/W4p6PwT4cj7cnKO+pwFhwDTxAz083ik8hZhmP+t07D5J5FNAEoMhv+1DQr4u65W+LNvcvaN+ZT9Rm9s/zfpdwLK4eT78dYC/8XcXv4N6VEDFJsg/upgRv3b4jT+ulns/+qO+v62qCMA+apa/Yumzv5LVDj/1xFVAPwwpQOWlrL/tuVS/WgXNveJ2WD+zX5i/3uKuv+2fHEAE6Mu//4uxv1GeIEA5uIHAZo4OwCRx3T4jXjdA+PCKP6+6Gj+/Zv0/KOTovmF1Nj+zmZi/Z7w8vroV3j7PML8/8U6Nvz8yRcDgt6K/G8ogwJc+5T8UaXU/PPcuviYLhD8MNBE/BeEKP+PWU76Md3w/F7mwP/56kr72PGU/dJ4Tv3gsSkAO1P4/AtWswL0BoD+u3yE/rhWhv6r1+L9CNpS+0EBGP2ZGn0CH9TQ+cDUYwMVnpT8P19M9ADsIwMjqeUDunD5AQ+tHv0yWqL+yP78/lkh9PnyNaD/QKWPAubywQE71fUCyQsA/IGuhPi3FhEDs0gi/3DrDvwZnmT/Gx6E/8zn2P7pIQb/NEQY/sh8QwGKmAcCVtKc/CV4AQPyFd8BuZnfA3ltlP4Mc4T+p8sM/2vK8v0QMkb9Y4Bu/ixQawLSugL9y+jC/PJZVwKFSSsFISxrBT+whwEibZL+oRzTBJpFWwdUhAMG3eMw/uEU5wBLUQ0CozhfBnSl7QN1UMz7huhBBfCYCwaq9n8Au/ZtALWUhvzRi9cB7BQRBKGySwMbIqkDB7gDBzzSRQPP6cUCWnI5BOk24PGLGicGF/9+/ehp1QH87FcGqJ5PAhoCrvjwC6T+95Q/B11ukv69+H8C8teK+Pzn6vzB0IDvtDCg/7dCbwDiZJkEe927BqGDTQOYSGcFAofI+ys56QTOy1T+YvPPAyZZpQKyepD45O3fAOOjWwBr4L79j/wrBh5IYwbt7SMABqO5A2GDnQFeQWUDjnlq+H5DPwCA1Dz/MnkxASVsywZkLC8BQkCZAjE6mvyHpDkFN8FNAgrU+wVHEt79FAhnAYjR1QGPwFEHf9jFB6DvXwEeWhsCiNgRBiC9Hwer1yr9I6FdAKQbcPtZ+G0HHdP7Ar0RGwW4S98DhIfNAmFijQdM1xkAgcqs++IUPwb8ut0Dfu/5A/37Yv2rnaMEAGg2+T+UNQESrLT/NZ/6/bCltv0UpJz9GNjvAanVPwVzoR0CpHZtAhlekQLvIbsBvFfPAXkOhwF1jKkDgVBbB5B2jv9jUOsCGoy9AJsCcv8VdFEG4M5G/JnsBwePz/UBH/WBAZjY8QPW15cCLgeQ/GKeJQLVfvECrBltACWMJwW7aI8HJycRAET+9v9HRf8Aj7g3Blvi3wJS94MAU7+ZAkSN7wHNoCMG0PHI/iOMvQJcnl0AVOI++rJdtQQLQDz4VfmY/gT/zQDwlU8HbyHdAdnAmwBTLDsFxhG1Ak/RZwIR0P0Gfni4/MDHfvSeYWECwF8dABMAZwN4IN8B4oAnAAxeLwJtetcDxuI1Afck6wGlohz+q1MHAOXGiPzBhScDXdpO+MNWDwJoj/8ASjMJA0E+5wCC3z0AyNuPAobTMv6eQH8A6O5XAmuaBQE2aiD/uJsE/lZWRP7XRssD8yHhAyXTRwLQ0XsC+pwrBK/37QIlj5T/5QdRAyK/+wA4fnMAABNm/bCwov5hlK0HHVsNAuua4wK5HD8EqjizAlUhsQG6C8UCj54JAF7EywM4MGD+u7i3BRJxewdZvBkEXBxTBBsNLwAvRXcDlyWXAGkVCwAfYgsBydc6+3V0pQIKRgcCyGBdAf7exQADRI7oTeGjA/m3nwJnjJkHq5GS/gobmwH7kOD8tUEvBPg8gQIFL60AV1ZLA6uKmwKBGRMB/z+pA8HQHQQTGUj/4k5nAZbxqwJTR4z/yzO5A2xvYv+NB08DotGvA86V7QdjidkCJEbPAwJHNwCNwJ0DCe9LACR04P2cpNEHKlB1BkJnwQIkHmT9tSNQ/zrdPwJVol0BNkgLBb6eNPyql/78qUktAOTbEwIG+JL4fu06/h6EZQMcvT0AYq7lAuuyfwFrOjUA/donAA2qrveWZccCaU61AcqHDwBLg/bzy+SfAv/SeQDczDsEZEe29DdqFQOjRjMALbvi/PsNqQIDrhUDow6A/AnXrv+zT6cBqcaI/2+9KQFWFs8Dkkv8+/VkjQL422b/VhOu/wFVfQFC9y0CwS6zApb3YPxTAQUBhdrNAr+XmwLjyDcDarCW/5+6UQGtBBsFCz4E/KrZKP62BpkAai9fAMrYcPxBagMDt8ry/0Vk5wH629L4UuHrAbZXlP18K1b/9m0TA4LImQMwuPT4agxtBcOSRvgk1wsA+KhbBjJydwDgW57839BxBkHLnP/P2hb/yAV0+6eBfv8xID8F76eE/32cjQPsVSMBB32rBV5XKPmfHiL/ZxAZBlOoDwTkhbkCzxixBBrWrQAPX6MAMhhbB70kLwQLy7kCb0jlAhSvcQIYfiUDIwAvBgdMGQbyM4cCZr3JAguZrwS6oicELHwXBo7cCwYrrsMAUK+3A2GCoQE0AscCDnMbA5a2tPjREhUBF1xfBeeGlPgnOpUDOHlJA1XSVQB9TscBhrCXBzONhwcOpTkDEZm5BaSRuQIn1j0DdywjBqCbGP37F7T+f2+Y+3UeJv5qMOz8ekr6/ewmSP3vQbUBMA5q/zxwmwMGgGkBkz5BAkCkmwJbPBMDSi8hAvAdYwW0Ne8FMFS5BwyiqQPrHnj8yM6lA7dKnwKirmj/gUvHAXV87P3ejlsBeTKvA2UYUQbxqo8Cw2AXBMBx0vVbOKL9864VAt1HbQIq4Oj8YbytA/XvpQKp9xkB0g8hAfxMNwKYLlr8KbflAAqXEQFOnGUD+4WZB0rrIwEQNp0BZ9ue/xdddQXYlmcC1SKu8bRGYvkqHvUCW5KRA4oGpvbZ9hECgEE5BXjSAQAu1rb+tA13AYSCwwEjGK8BetR1AKenPwMYmpT8aooBA3TSFvk0JuUBxjDLApC70vyq+MEGmPD1Agl4PwDlA/79y2hM/vlmsQBiQkUCLbSbBm6PNwBwOAEBnXG8/hGoNwVBZFD9RmBK+AxSTQLcxcsCnnFzACK1dwK0X8kDssVfAIFOKwJ1VIsDoWpu/xdi4wL+wcsDL4am/IvNFwVlw0MB9Zdu+bh58v9lD278BBefA+WCNwMn14r9OVl/AACVnwF2YFT7kVfE/B9v4QBJBU0DVVjrA9NVZP+vrtEDeVWY+az1eQEp62sBxkkU+EjyOvzrDGj8ZuMPAK/P0QEslDEHcQ3PA0mG5v7mE3sDyjmlAl5fBwHpulMDLclXAzlOoQJ0Svz810vPAFXWvwJE4cb8UBLG+/4hJwCQlEsCCjGxAAR2pQEX4+L9cThHBNb2ewC3RED6NuszAIIJhQDftp73tdb/AIbQuPxED7T+oXgdAoqnJvWtBCEGfZA0/DgrzwPFyMD1nr+HAQAKXwKacnD6m4CTBE6X5P1qV6EAagYjA3N+lPV0nRUDSkUFAMwrXwGeIk8BwRQFBSdojwYLUdcC9VKNAi/6sQA/vKEA5AwbB3Q+EQLtEK0E9SI5A6gi4vr6rHcEl5onAzEBWQRN37cBx/pJAiKSVwNjJ5T9UWCBAvrSwQFMdn0CphqDA9oivwFFb/cAIlJ1AMJiZwLsfoD/Uus6/3G4dwJX4M8CDw4jAPbgCQPeuCb8VXP8/32DmvjjZlL/NoUFAZrZpPyTslcAOjxFAzqO3QEdOvD/ApeXASRmFvvZiTT7tDDRA854ywFLglT48MvlA8buDQFM+kMBnHzTAIk+BQMtaAMFZohzBF6egP0YhsL8leFzANMYuP8CRWcAl87TAirppQGT/icBUslK/6C7RQMcXK8GRLKy/sGKxwHBPgcCE4svA3Wq/v4XVmUAk+LDA1wnVQI8Vh0DSHoDAF2wWwSmt0EBExKe/ioWyP6FBz8DajYvAzGzDQPJgiEDti86+eyHFQDGM1z+McPI/0kTIwOCJAMHwyIfA9xYRQVtzecHA4IvAW1KJwDzDBEEEhn9A9hCPwLA9QMELIeG99mrRQKzqi8ATkf4/tabOv6YSiMCftThAo0NIv1bpzT/HrIw/FTWOP6zKT8GKPRTBz0PhwP7R+UAOrWvBM+baP2lvgEGvASTBrsBGwc+fm0D/dxhBb7aXQNudkkF3A9K/+hU1QfTyeL5KNtU/QkD6QEAN9cD9NsO+HFvlQI2un0B3/6JAYxBJwSz0tUDKyPBAf/YGQYbOEsENDFZAAO2ovxQB7j9qFhXBU/5Av3qnukAqy8LAtGB+wEioF8HL2/7A6sJ8P9iHA0FgbnnASAS3QND/DMEpiehAIo/hQDaF8cBLzZ5ALNSGv8SWEUGaNgC/oEmDP8nwsb9bgvlAKn8vvgf8IsFzE6JAqlJ/wOVmz8Bn/YFAi6qRv0rE58BhpqTAaeSNQBVBUD8FThPBpAGWvzrojUBR8dC8Ae/AwIQtRkC9hiBBZU5NwMjpWsDekRFATSycwLnKFb8fcQfB+yInQTVX2UDd4w6/uk1qPCPpiT7rbUS9audCwJJUVsG9NTDAJ3yLwM3QCEH8acxArA2/P6ik87+DfnrBCK0hvtUSMUB4AR3AZ7OfQJehX0HDFeY+QY3Kv0S4ocCl/NlA9hPpwK3d+MAW9x5AuIqDvopuiMA6iIo/5TPbwGPgN7+6IDlAi+xdv4SHdUE/L48/VAkpQV9BnMDo+pZA8xcRvhAQm7+3QGI/g16TwIZotb7oc2JAKw1oQOsxDsAmKw/BlY86wDvdLUCCjf7AtAe+wFffA8A/16s8Hwq/Ptetzr/mWHu+XOq/QEFr+j9dlYRAuGQkQNIJxD+Y7b/AvEnAwNIJ18Asu3lAT8XQPgP8U8COb4FAMKrSQBxT2cD0ack+PSPFQMrNAT99sqRAR4pRQJIRAkB/zpJA7LZSvwD5jr8PXN7A999wwItP579Vd5NAi6e9vaMqHUAO+j7ACqKDwHIyn77PX9g/woJAwDqnb8DOURJAC3qFwMPoN8ATxF5A152gwGSed8AhELtAVG6uPCWkgsBw3Z5AIj9uv6/Av8DcnQ3A3roqwOItrb4fXgVAbjbWQNpegL/11RhBXRAFQUnElr8Jy5vADPskvsfTQr93XZ5A1TjzwFPj8kAauiVAKjB1wIsChMABALdASdACQTc9j0B2ytfA4kcKv5ARiT8bEKZAl1MVQMTICz+hV+k/TZkVQCez9cDRE3XAso+5P27in0BDEipByzmDwL/WicBkYp8/JApuvp5tZz+qIw/AywEZwJTvnD/J4qO+dmwgQKFKmEDHA1zAIxRAP8A5LkAa8ntAH3DJwPiMNUDUxc+/z9UxQCDqB8CP29q/sK93v14M9D/c+ezAxG3MQC8Bnz4iX21AUptOvic3xkArrypBzJOiQGHPwcAks/lA4/bCv9JVrr0KTDxAhoFVwG2dscCOJEU/y7nhP0s6RsDthpBAx+EYQR7Tvzx43dJAWtyZQKdR6kBFWs7Ae1VEP1b7SkCmIuA/HpUYQHVKvzy7+4ZArZKAwKTPXEDHCx7AsBMbwNWdZECtJ3ZAYAfcPZS7LkDrxI9A30G0P9hPYsBUJvc+hZQ5QOCWar/fvUS/J5eFQLmsCkCSseBAzXFwQCgGMEBBzp3AGiymwLFFrr/HJYk/wPuRQDc4/kCyInDAboGBQPiYkcCnJWi/wbdEwKnhGMEm2gXAgk6JwCluab2ZPfS/y6ZjwGAnEECjUCNAi0Yav00qBT9PFuy/WAZAwBVxE0HG6G6/GXaXwKV55sDmfdq+sJjOwGFDjsCnUnRAjmrRv3hlp7+75SrAxiOLQOf8zsAKxYrAI+ZqQKnirEDIR3VAtXQjwI8FMUB1REtAnk3PvysLkj7102xA3HIRP5KnycDmDUnA1Wgqvv1duUDq0xE/tFsewGZPGz8f10hAv+uLwNodwr/0J2NA/OcqwBSleT42ONY/Nu/+vzZLykDnPJw/vNJyP1WyZ8Azwbi+Dq8MQIJb3b8okj5A54XBv/Hpb8ASugw/yqNkP8McDMCWb4xAczKAP58N/0BKW/C+vo42wFjJfz9WUg7A2PgDwEYbiD+EV0PAkKeWwFppTUALCRPA9o/wQIQQUkADBKa+HLIfwXUdAcGS1NfAvdMSQZhcG8GzMTu/Wb/oQDV6ej8qNNi/JEgYv7AYWEBnzAbBxlfzvsLpkr/0a4TAdvGkQGVyVMGUxhvBsM0AQKM4LkA1np7A76GUQJO86MCLVs/AIvM2wNeACEAJrFxAW4gCQM/Qzb/8CQzAMHTAwNUWzMABPCJAfJ88wA053j+8vJZAjpkxP7tlksC+wf28SJ/QwNJ1jMBhqitA1wkrP7MUukAW8uHA+fyhvxiMRcGxxs69TrztvzufnEABjw3BjKizPqMBqUCLg6FATrZ1PxGvgUCuarLAFxMpv7xaHkAPxn/AvCwqv9fMicDNhIU/WdSSQLbjer6uG2RA1H5twILirj8xNQbAhPPYP1pXTMCr8Wk/5f0yQFPns78JPOm/lls0PnEiAsCY3YxAsX1ewFmK48AOUmo/aCKDQBwBGD+PYcc/+DMwwKsqJMAD0ca+TLthQCo7gMC3XgpBYi8bQXIgkkD4SW5Aeoz9v+32dL/7OSG/ClovQH2hwL9YseLASgfCvjatTz/ddSm/LltnQPJpjkBEmgXAtCi8wEaX4L84y5y/BFuTvwgRur7DpTrAULmJP9DNsr/q6l1A2r89wIOtMsCF+TtAlpT7QGJOAcG9a9u/YCiRwLIsTUEXm67A+WPdvkfM4757r7S/bZerP8mZbz7auBO+K0TFwBSYJEBcbo0+brqNwENS48BcjUTAXVxJQbKiT75nzcZAZKGBQQ5qqEAyB3rB+hvowBRnAL++5M++TtHJv4nXmkCWtGVBJWpowBlxPsHUAfy/7FKMvyd1BT/RPJJA4jcWv9ruLcEILN7A76K5v9pp/UDGZCE/nEZgQFqlQcDjRSjBsxopwH2jmL/Hhq5As6lNQOG56T92McvA+7QOwC/0iUAG3KJA3szOP9uyukAV5gNAZQ3hwFzx30Adg+o/hek3wHp4xcBzx0pBABUbQLpGRsBXhgVAT27UQIMJgED+K8ZA7rygP2nScj/MHda/25qLQHPDh77ZVrS+7QXDQNRXXkHUIia/yu7UwBvUNEA1CZVARZEUwDY9Q8Cm6pXAJ3HTv7Y0sb/GEg1Aza2NQCx4JsChaXdAAKB/vxHKgsCXBOa/MBriv4IAzkCFDBHAEOTavt9dnkAW7w3AKCSHvO6i1MCSgKW/rMVGwPBHokAnLse/Muf6v/3f7D/qApvAVH25PCKe4sAyn0DA1SeIvpUEur+jeuZAj+bNQDqtKD9AN7E/P5o0QMRBMUC/Wcu/fDOAwNDXbj+TqBhBjLcwQCZa78CUtn1A6YOQvuRDiEC+tdk/xxX8wFbDVT+GIES/Kj6KvhZ2yD+BTmDAp51DwM5qY0DzFenA0du9PmTvKb4p3nvAmMvLQEnIH0ALtQC+XR2dQAi53sCPcGu/Vgx3QF6SSD/Xn5VALab5QK22YEEXXEw/7jKtQBh72MCpGrVAQomKv3cajUD1MJlA7gmxPyHtrsA6ML8+HkITvjblrUDKj3zAdgUDPj//cz+joClAsueGQHCGPEBFYGvAWz/1QDgGEbtF89zAhZ0zP0ekykCaYqRAJLpGwOS1kUC1Ee9AKfiDQAfKhsBy2kq/5HfiP4jfkr8qIxFAcbCawOO1DEBpAJBAP/W0vw5q+L43oU2/"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000027", "text": " He'd lost even more weight than my father had and as I stared at him, all I could think was that he was dying. Only the kindness in his eyes was unaffected." }
EN_B00058_S08833_W000027
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08833_W000030", "text": " Savannah sat on the bed beside her husband and reached for his hand." }
EN_B00058_S08833_W000030
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08834_W000000", "text": " It was the time of day when everyone who planned to come was already here, and no one was quite ready to leave." }
EN_B00058_S08834_W000000
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08834_W000001", "text": " Randy and Brad were playing frisbee by the water's edge, running and shouting. A few others wandered over to join them." }
EN_B00058_S08834_W000001
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08834_W000002", "text": " I know, I said, but it's not just that. We've always been strangers. I mean, it's just so hard to talk to him. As soon as I said it, I realized she was the first person I'd ever admitted it to. Strange, but then most of what I was saying to her sounded strange. Most people our age say that about their parents." }
EN_B00058_S08834_W000002
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00058_S08834_W000004", "text": " I've always loved people who have this passion for life. It's a passion for coins, not life. I corrected her. It's the same thing. Passion is passion." }
EN_B00058_S08834_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_S08834_W000005", "text": " She smiled, flashing the small gap between her two front teeth. Exactly." }
EN_B00058_S08834_W000005
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000033", "text": " Yes, you can either use the guest login or enter your university email address followed by your password if you're affiliated with the school." }
EN_B00035_S02549_W000033
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000034", "text": " It depends on where you are in the building and how busy it is at the moment. Sometimes it can get pretty slow during peak hours." }
EN_B00035_S02549_W000034
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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NX0Dtdf8+MXDTwJoDp8G3g0E/QzCKwMqCWUBmZ6I/Fk1SPqE/RMChV5i/6SivQMmUsUAizr7AzRcpQcUjHUF/iNk/ylb/PyS/5EAfByg/CX66QLmsDz8BuvK/O8KDwAZDtkARykRAbeAaQfIPgcAKYGG/bnmJwB6oPEHtO4M/laFZQWUf0EBnGSFAmTujvks43j6aiubAg9O4wAKQGEHvm9DAGmOrwMRQIcG3eflAt1pXwZuuYcF2bXzABW5pwFr140D34QRAvDDfvxfCLcEUYps/9SBlPzbzD0FBSoHAjF4OQCzup8D0hXRACDmZQBacl8BW/L3AEk2gQLtP4j/9GPbAjT7aQITcjkAE7YzAEvWMwNN0akHUmzdBH7p4wANqLEFsp4m89Wivv8bHHUAdtvo/E7G+wNgGZj8BTFHAnBrmv6PKHUB64CG/jgQmwGBDLkClggLAsnByQPvKgUAuFlLAbAysQA5Fqb+hSnnAUIMnwMSvu8ABs2JAiYHjv+xYqMC1w6zAehzJQAlQisDz2dRAo7K0P28Ofb9Q7Rg/uA0XwGLoZz8Az/bAdjqLwOR+KUDH4ALAP2p1wFH8gsB4PO/ABrggQKLyxMAlmcpAQG48QPdcgUHhVinABtmzwCVbokA7IH5ASO8JQUziOMAwdkNB+AFIQQhE9ECFfy3AoOiGPddLE0Hl/0hAC6MlQYCTmkClKj+/44NYvjZrHMBc3wzBmO2XQJ6zD8Gi5I1ABb7/PXPjNsCKfHlAYxC8wAwU8EBmp2a/Rl8ewPNBhUBpBoRA4HE0v8TiOkDmf23AwunGQBEGp7/XY5FBaG8SQNWZ1r9BYAE/Yz3FQGx2ukBzjupAcqFOQJXzNEH1lp5ACnpFQIpmxD+AuIHAhBMtvwvIPr8F8d2/HzhUwU7yGMGIzuzAcg+7QFiJRMHxlm5AlbptwLfQKsBtOYS/1LVUwJipM0ExpXvANyNhvyp0acBrKyPAIx0ovkmO3kCUSx3BprsKP1JcU7/qe2VAqRPMwKNkxkCNVlrB6b4lwVgAR0AeapLAhAyrwEm4icBvAXJBLggBPwbUQcDLgApB07VuvpSdFUFxi7fA877GQAARU8CzJH6+RyVKQDkqbsF3DT/AhJCUwNLFYb8Y+QtBzrsiwUwyDT9VJ5nAUcw8wYaAlkC61eZAIOzzwM0sDr84aUY+wEYVPyPnIUE/ZZNAn1X8vwdeP0F0taa/03kmv9E4zMCQHE1AqYVFQHxnAkCGefk9F6WcQIHHO0Ftk7nAuiT+v9SyHUHA9sW/VtSuQNnaxMDYzUrADue4P+M/IUFcY/c+xi6gPXvmED6TZJ9AhmiHwPfAWsArYefAOtrZQHC7K8E2GdrAqnMhwS4C/0BpHU/AGsXuPiWxLcDqWchAEB1BQHqCIEDlrOXAi0tRwONIbUGX2B9B6m3qP7DltUA1hNy+iiO6P2rjf0DuoT1ApFqPP0aZ9kBglptAjQvqvsqpPj8iPaFA23FNwMyvYr+A2zq/6PhTwKjjGMAMIEnAsMcWwHsLmr+AzCrAkaZav7j9IsCCaRlAdSC5QGUwXEBkCKxA7rKOQK8iLcDzItpAGTT4wH/2or511zVBx85XQVQeMUCeMUK/HZlPwJPfp0CONYPAbvx8wIjABcGbQyRABV45QFDHAsGuTo/A/3iFwMYu/z7oietAtWCqvzvdVT8dgCo/1fo7wKqHOEDMux7AXg38QLl1BUBn4b+/iHKewGipGkHNxyjAbVkhwGGSPr+j6c9BNZ1LP/kP8UDj62m+5iA/wO5PuECnSgFABHOCwJnH6sATVMI/F5dnwDN0yL+Qh6U/V7u4vwoNhMAaxQFAFNM5PzAJIj800ZA/dgTxvynHUkABc4u+r/8QQM+AxMCiIOM/bOU6vX0wRT9sC9W/4iMRQZ1AGMC7XAhAfLQbwOw5QT+kGlVAm6YSQGEe5r85n4++elacP8RuakCd2gPAQpyJv5qg9L/Jzdo/DsPXP3bJvb457S+/xqUSQCLHJz8dEWbA5Ed7Po6Djz6h3J7AJoSCv0DJMsC9wjdAvqw8wCLdEz2H+yXAk82Kv0V3j78TB4zAw9tOQDoUJMAudhm/4o68wCol2j8rmQ0/hSExPm/Z0j77pErADwUqwBCjrb/0AbU/A7X+P/43zrwdhh3AE8v9P+zweT4/CJ6/jETavjdZ2j7Sb8w/AgW3vyPHPMDcwRHA3GShvfoQFb983Za/wnk/PttRDsDDoR5AHjKtvzqX+L/Najo/eoyCP7TLvD/eFwDAm+LYQEVgxT+3zQPAR7MTwLGPHEDzWp5AgBoAv6UdjT52+yTAVKIdP6RbB8DFt5Y/Cw6vP5y2dj2Iz1Q/gvcHvyjj+D+pJ40+YW5DvnYrAD9ROlM/vbXKQIXokD7MRZI/FnYwwHYwTT/vhYg/6rt9P1g/lcBBTQI+wgEdQISCOMFkfYa/LbXKPyIPnj+8ntA/o85xvqY7/L4XXw7A6J59v6KO+T5YHRXAOOcfv1aPA0BJiei+ztd/v4r8Sb00bzU/Yp/rPUM80T4uSIG+WgMLwOeIfL9sNXU/VUi3v5QEub/grRzAjcSuvGp9n7/lhwG/kZOWP32PKz8ASCU/ZUcwP9bNPUDGpCs/widtvkpkxT6MDje/GPwaQD5nmb85/Hi/mhIPwDmGCT+yPMU+YnbwPo6sLj/kfEk+6Q4NPl2ZbD9ZBMQ/lppYv00Ojb8TUZs+ZIWzPO5xoUCKByc+AoGPP1hG/7+eFnW+3NssvhwKED9SwYzAeYLmvr+gKEBvMQ7BE1cgvyjXGj+ALts/WP3VPyAhHLmvEla+ET6gvRklkz6dHzE/NX1ivouNTz62HBtAfPi5v4Je77+yG50/CI+ov6A5uzxF73+/qLd5vsSXk78IEao+fCIzP7B1pb+bCPK/+ysCvpfbq74Otry+S+U1P3YIHkCup0a/8UQHP8AkjD+7JUpAsT0eP+7AlL/qI4E+OIFSv9fTOUChhUw/ncDZv5gN8L5J4Xs/OHsyv6NWRT82hTxAdvqtOwSbfz+zW+o+4PEBQA69772PgEi/QrAAvjA6ID96JcJARIFSvtFcXT/9kwrAa2ncv1jzGD9fSYg/vzFnwAsL8b6kLNQ+W8y9wKt67T6dyxS/kYpGQFvcTT4kvpy6WEYIwJiAaj9Ax3q+BYpuPx7mn78hyHs//BwSQKtJvb9Y7Ki/n+RRvluKyL+vScc+h3uOvugCb7/JmFrAM7OHvjTIIr4Zoa+/VBYxv59w+jwMIE8/xDPgvmyQWb5HS4U/UN9rvvvuIb8Lq4k+R//zPye79T5VXsm/nDBIP7HW3D5CmDpAfuyCP9788b/4a0O/KaqsP9RTbb1VewRA2U7XP0i/VbsY2hg/y66SPzlhmj/Hw2q+oNhcPyD/HLpKsJ0/UJSVQHXUsL8GtSK+n5DZv6uxV7/nKIs/m2UfQHyOPcA1V+A/nlaLP6DMuMAjsgdAY38Mv1ckWUDI4+e+AEEIPrtqwb+XWyk/JE6ovybXoL4IdCQ+zPIGPbTpi0DZ3XO/KP5Bv6APKb61CdS/lmEjv+p2u78/VY2/4dddv1kR9r9ArmVAiPj9vwjzwb8fSc2+eCgVv8lxuL8moB8/M6CPP9O1Uz/03Vg/tUyyvrDUIkDB5cU+vF9YwBl4Wj5vONm7h/9LQBKtFj+tsZI/BE0Jvty54L5j47Q/EvJ3P3/Jjj+OOxy/zJktQFwghb5Nua69CsMKv0AurD5uMpu+asanP+c8mkCHR4k/ZK1JPVu4C8D68Bm/zfUOQIsXo738ajnA6RyDvr83PL6rCiDADn35P9IpAT+CpGI/6WM4vzSEkb/M9Ys+Y11HPZ2XFMBKoiE/l6/fPlk2ab8htwJAnWEVv/cRzkALXF+/ZbmiPpxyrz6LcQRA4zc0viW5kr8pinVAr1GkP1uohkBU6gO/f1Z1P2WxQMAFQnQ/VjRuwP0XVL6Gz0A//7MLQH6jecCPEV5AYkeDP+UhaUCiuSQ/oiOTv9zlRUAhyuO8rxKFPyURwj/4kVVAmVcPwNWUW8AE6Oa+e8zWv56Pfz9I/M8+xm1cQH5htD9Q+z4/kd7dvWAIMr9X5h1AmVeQwPeLqD/1dN4/L9jVvg1UWcD+/QA/l5EtwC3iAr92jB2/zzbXvyy8f8CwqCDA6mlaP0r37T9qZdg+tzyRPGf3cL9zq0S/SK6TvxbNdsCCoiXAUHaGv1rPILyUVP6/uLOJQCtvI8HnH7i/ESgZQBQjLEFT6JxAIoc2QdcQHcCAcMy/Yzb6Px49HEGXeJfAxGZGwK2tKUDEWf7ASeOVQJNpKsE2jWBBC7sawVFW9MDoS5HBfdfRwIwJnD+9kFE/Ik8cwImuP8D0U0pA+rrzPqwASkHkvirB4Ai7vx7qVUB1Kia/LILzPwyWicG3IXPAwsr7P9+kG0AJr2PBjcVbwIW++D8rMlPALkDOPo0320DlnJVAb9B0P48NVUEzwhZB+TeewNvnucBnsrbALQgNwUglRr5kPqlAHj+cQB2UJb/qQvI/mkKzPvBFoEDOL9HAW45hwDJI8cAzdplAe+t4QFdifb9Om6nAF4QIQW7ZrkB7Gj9AJPgAwTUmi0CTWt3ANOdgQB4qG8BeoSRBt+4GQM/EykD8eZJB66maQMjGO0H5VTrBZBaaQH4/h8EawmnAV0UewYEBW0Gx9R/AaFvav4KiAz8swb7Ax6LJwNCT5UDh/0dBoWMmwGYq4j/Z+1nAIGzhwIURg0C6jUzBY9CtPzOKXr8zifg/cOCgwMRdh0EebujAgj4KwdHnWkCLWlPA8FWHQAXmicCo/RXAlRoYQZvvAsBuYu1AxEa5wIDTqj/SpP7AlaGkP2jEUcD0EyNA5qOFPsAuWUFF4QVBYhGoP89APsD8A+9Amnuuv6Zj7kAba7XAhAmkPsgfdsAKlCnBEL3bPktwLUBT2w9Aa4HdQD0LGEH1456/7ZU8QF4Drr9SfFU/uCwTwGRtS8FYMhBB4H01P1eh1764vwTBA1MMwHGxs8EYywg/hPmtwBLKxsCHdDnAhv8zQBGurz1B/q5A4VmRv1MJS8Hwg5RAxnJ+QBwlQ8C00ZtAtXueQIHNg7+8ir4/2+e2wBykdUAarc9ACbbKQGElEUE/GYNAnjKfwG0Goj8m3dHAZVSZwU5rd8C6y63AubafPittR8C0UpfACdIAPzvwK8AxVy5A8kK3QOEEez7REpdA7FMTwcPHIMBmVyxAmjCJwc2To0CNY7xAx7AxQXeNpcC0GSlAupXUvyj/4EAZ/vO+Qu5mQPBRBsFS4i9Bm+6SQESY4UB3T9VAh1QvQRWu60B4CY5AP2nEQKPSQMGq9wbAL5AnvzK09T80+yXB5mLUv6mOXUDIfBRBTEkTQTFot0DYH44/F/ZGQFi2nT6O0tu/upJJwb7qW0BvEuhAB/u2wJ/VCMFPSI/AURobQPSt379xQP7ADvCCQZq5Sb6bpbi+Vj8wQVCst0AOpAlAbzIOQNvWoj/H5fLAQ1+VQLyv5EB+AoM+O1jkQEnqEEEaNJ/AfOCFvSbFecBuC51AAGXHv6FMkMETBuA+fnSPv210H8EhdcxAexuDP8GCWkCveyO/aobWvyGxR8BEnxQ/TAAGQXSKBUGstDRBCYkJQWlqvD7FJwhBRjXVv99+S8Aq4s+/SvKtwFGKDEFtIgLBgTymv7rZCUC0i3LAQLJ3wT1znkFTzJbA1rTLv5mCwEBA5pLA3IjxQBkJK8CQoqxAIgR7PveDKUD7NSTBsIIAQSvCasFQe3DAvAuFwHfgoz7whOs/siKAwXKsi8A+PpRAKWcyv3Qgxb91HxbBYzBNQbLu1kCDauJA6Kv+wHad5L/DZvvAeIbEQGdD7MCWilA/51PnwMEM0T+jixe/E5s/wGmsE0GAeWXAkbtOwLNi/UBlPFfA0yrEv6mT3D7Eq8S/ckEfwCGpTr/MtznBtcsrQF9zOT8rGCNBECM9P7YgN8CQJU692XfUQB6ZL0HgRlNBHQT4QLEyJz8xSdtAmlZ1wfKAwcBAPUK+iKSbvvTzHsEjMZI/lMg9QV9RSUFFRoA/yLY7wfP8FMFc+0nBVogBwbMHA8Fxr07ADvtdQF8SrcDP7I+/SL2owMymS8G4QnzA5pe+wBheHkCR5CpBZYeEwOUwJ0C+IdA/fCYUQCsORcCgku6+UIkTwJ31pkDVKLbA/lg0QSUHu0DajylBCfpcwBBx6sDZaNw+S23SwNO53MBudU+/wrOGwF+UPkDQXlU/2AKaP9pnpEB1FutAlOv/P3Z0sL/o9h/BepeUwDGlwsDf4llAqIspwY4aTcCogwlBCB8IwC7DcT+W+NhAtFmlP9WUyMBwUwBBWGcsvn9VLkAMVLw/sdT4QHDm1z+3siTBysqWQHWH4EA5IvS+O9HwwEqqpcB9tgRAE7LvwE3wEsDvulPB4fSRQA9+1cAqpAa/EnHPQEI99kD1LQxBDExowCs1JUDJ4yXAhcO5wJby5j4Jrmq+ml6zP9VO0UAH6KLAAg8BQYm51MC6Nh9B1belwKIYy0AitKu/XfLwwLXRjcD1BVXB5DekvZULmD5nbu3AKAd4vthuD0DA80w/WAuAQAZxGMGE6JPAAmSiQEe4l8A6IG5A0s/iQC1YhMCOlWxAt/98wMK22UA9K5xBwwbsP7631D7jtlhAAB94wI5V1D8EttjAotiUP/8pEcESIk3Bb2yWPjYvqUBT2aQ/QzuDwV2Yz8Agx5ZAnw/HQKuTzcAEiCdAyGnsPlQhZ8CoDppAl8r1QAXtWj2tVhXBbZGnwGbGvkDfZd5AaHzYvqFhDkEH9Ow+U+k/wf9MVb8tV//AEKAHwT1dIMDJPXLBcWT+v/1VhsAEaeLADJdUQB5VO8BZGV7AR+thQTdMjUC3FwO/2upcwdE7/0Bp8Da/YfAKwDn4vMCIayVA6J3HQPSCvsDf58hAIOZGQeVQlkBJxdg+IpkIwO81V8ESvanAFX3+Pn+Ko8BPP6/AKc0CQbpGEUAWOzDAy2IKQWEWFUBetcdAPJF6vhccND/7kWdAPb9WwEQ9m8C+e5FBMDPwv/aYDr7Qen5AN2CMQJdq5T+FuWNA49cewTn5sECUvoM/Z2x7QKASFMHbeApArTqcvsrtH8EOXII/QIbdvsHiREFxT7DAxMgMwIMWsz5a96vAt9gIQZwnA0GGi4tAE1otvzLlXMEF9rpAb2ViwM6iNj8sGdg9n/KiQNfOi72BGNbAl5rSwNfGV0FS2AzBxOILwClid8D2eWO/QIdfwKr5f0CziHDAXoqDQCsJFMA+T8S/ZcDeQCCRpz8Lx5NARlGvQOgmJ8ERL++/uJVJP9P0j0A7uXrAp19SPoQDicCf5xjBrSrrQExOnECPUplAplc6QRU+VcFznptAmeGjP4eQ08D45SjBMqwpwVQb4D/xJftAQ9DrPg5wEcFeW5JABcVAPvwyHEF1KirBpP2tQEowHsE0pgLBbRwQP5CZn0Ch+fJAbqQ1QQP4Ub8lAGbAQeMZv4GR4UBujOa+7+lRQP7YMsAIUljBUCK+QNffGT7ob2xAt5VKQH+5SUEwTR9As2gjvgRGuEBO0k4/PfM9v+iRhsBPWkU/QEkdwU1UYsAosC3A3GDjPlbOe0AixTW/3LbEQJA3sb+AMoy/Eio0wCcCXcDnvhdAm+FjwOAfPcCfq+c/UkruQEgsLjy1xGfAj33LQAxNyz9s+ArAC6iGQNHzEz8yvSy/UTKkwD69F8HTuts/XWdiwVUa+j5th3vAya0JwQKWqUCatVdABnVpQAVq9D//tUDAO77BQPPoNUCgSMRAvZcRwZZwMMDR88S/0xzsQMRFrr4745zAbqR4wF6lpMBz2AvARtG6Po4pjr+dNqq/iLyxPp3aNcCUc5zA0c+hQI4lp78c//M+OSW4PraRqb/Jj33BlgtgQJNlMsAyA6DAGn4Jwa6/1UB23MQ/M/N8QByLB0B/rtu/JwQ9wT8xJMDB/DTBJMN7QMU3jj/bxBXAxq79QLjoNb+hN6k/+nxOQTha+L/mPCHAOv1cQVhqYj+UGsM/knr2v34h1sBPP4lAF9bpwN0m47/4c0lAyJw6wZWd9MBCHFXBrrEYwbGCzD92mVHA6t8GwdExjcA6eRLBxmZEv8st2sA0vYjAHpuJQEJEL8GPMx/A/OP0QOW900DaRzVB0KU6QCt3WMFufyjBKOlhwMSg98BWQP0/t025wCAzGMD7jFvAC0diwObnUEAsqwU/fA9bwGAUDkES475AQOUNwe0Zgr9NiZ2/gW76vwZG1MDGTIQ/rO6pQKePYEC2I1LAiX0bwWxMA8D4m61AJmOsP452979hwCtBZuYkwToQkr8d/sxAJCG/wIChE8Ex1epAy1cfwc0g0r89eXxAHM2XQHkkKUH2XLu/gFW0PzYMBMEKCeC/8+K0wG6SmD/QtFxAxnIFwQXS576i9yZBLevewOld6L/e7nS/Pc7IQMiA2z+VYRfBxo3uP9FbR0Bq7TS/tbCjwA9ZI0A9oA++GR+CQJEO/EAEiUTAuAIHQQkCakCJbAhB+jN5QCLCrD39yTfAECDUwB6lt8CJu7u/kjO1v+RsEUHK+xTBf7IfQHsQWj8i5Z6+fr43QE/G575iP5k8diUnQRi2FsF7oN6/HJ6RQMnSt8ATCDLBi07nQNcKSkFFxjDATwkLQR3Iy0CwqFnAX8OrwD3/IMAnyEBAZ8hUvn5e8z97SgFBo9cAwQLh174laCNB/0ecvUu59EAuF8bAAPssQF+jGUGKwWDAYaOOwC87kED+iiZB2zZFQRC+OcDZI2tAjK4jv1V+gsD2pAVBuNQkwF/U1D/UvOY/zp4nQJI22sAfK22/hSsKQZFw5ECJmgnBb/+Zvwe8gMC5GxjBRZgPwWeMBb/vXde/YPEKQZyMNkDpXyPBetHEwKduPEAkRwdBKMmcQOyJUMEoQyk/NK8AQSvIscA0ZITA+TMZQQPBw0B1wDdAYSvkv2kbvT8NsAW/qm2yQOcnBMFicCJBijQBwdMn7T830kBAcnniwEGzb8D6iQi/l8gTwUYDdEACruu/C0rcQKYCIUH9CGVAtRDoQAVBmcCaCUS+JkeOwZP96sArXPRAh5iLvyoAyT8B0XVA8M2eQJZ+kEDCeWTAURf6PsSHDkBGWdI+cYilQJ91rsAtmr/Ak3kUwS1Npb7gyqfAP4SsvupXb0BcIoBB4y6HwNOdkL8rOAFBLRU5P1SBPkDjHvu/YgbaP4QKbEDzfSfAuRT5QJyRsEA3fHO/T02qQQpVf0DvPLA/eG32vwZL4L/93DZAngEgwKRTQj5vAQBAe8ZJwOMWX8A2KhZAjG/ZvzX+58BbC0TAAyMJwNlJ6sDLgPu+d0qEwMA+DEG504lAncXCwD3Y4kA49kY7/FIBwdKjR0BpEu2/mDgEwUyU4r+3Cu1AoBANwLwXPcFt5xDBRlcgwaoy6EAFLpfAPbGBQJPpesCjLqq9I7QWwe5dDMB0r4xARTKvwHzv4EBadGE/U7KePusARUAeA5XAC8iGwBVZmEA6wivAAP39vy0QesA0lSNB86B1wARKjT8hUEHA61TowAUMwr4syKi/GdmAvz7aOsGv56BA2WE9vzVlyL9Y8j3A2nWYP0pZW746mjnARdDkQH9KC0G8MEO/h7wowZY1HcDsOx/BWXhaQPn3AkHIn6TAVIamv8ViG0GIG8xAwoT8wGdfrcDXT4RAgioaQELiHMEkr57AfoqtvwZZMLxsG25AN/6qwODIacAdQbK/bDsnwXddSD87AevAJ5rpwO10UUBOKb7AWv8Qwa3xzECECcJA5HreQMcuPkA0slXBZzmkPzTMQUDYGlLA+S3JwHBx58A+h21Awr12veiKPMHI764/VMzkvsphGEBVGvzAAP7fQJvpmMEijhjByFBEwCHScECMnCXAfT1eQEfQAr+ZbQ1BKcPXwBUFi0B0sAtA1GfBPyC+gb+Luw5AncvuwN9hHcBr5uvAbPcMwf8oR0HyaRnBTLWDQPtbe0AmGi7Bsab3vi6NeL+kWS1AzumUvwZpRj8rGybBvVSuwLrJiUD0FH0+Zja1vhxNokCLLNlA0E7DQEYy8L+LfONAZ2TjQLxhgD8+P+RAETUowUqprr/oOclAN/Z5wHNwGD/NonnAAbiVP8OCkkDa7CVBBf2CQEL4uL+XLd8/MwTXQIRsjMBVSyJA+Z4fwDBk1cBPvxtBPf3LQBXobL5cmERAax/SP7LlJL+LCn/Az5AUQAvdEMFMGCi+hanBQFyYDEB0sPo+8INOQGC+rT+gzi/BWOc5QZCwmkBgIoxA4jMvwBoaA79c7yFAgUIMQa/qJcAutrY/5azAQOmwJcBxkOe/H+1Bwe/dUcCQQo6/o2QVwHPTjj95BzbA98fEP+dkEkBcKQ1AB7dnwKk4c8DOnQtB+vPnwDHVYD4DDJzAdHgqwBLR0cDTDdlA+wkfQJbMFUF1TO6+GVEXQI9YqT95iD7AouG6PywavMBGig/BqDWQwFmbEb9DYAxA9KmKPyO1pUCaUdc/A4f6P5r/rsBaU+ZAq62xwL4QcL84VxY/U1Q5QGhNfT+2AebAxmbFQFgcsT80J/6/dOgTQH9MP8DZDT7A2Nl8QM7k/UC8aR5ATpE5wIWXscDc/AZB0wltQHiMxsB8qv2937SRv0vwR8Cl9DRAUp9sPYd8S0C6ua1Agl0EQKd95D5sTgrB7KAJQVLrHL8PRgHBVX1QQCUswcDosgjAOjsQwfFCLr2nd8xAomg9QAJCGcHDVYZAww2WwFgaEEC+esM/nDeoQLQDRr9fVRLA3/7Hv5FbdsBW0nRByk2vv35Akr/RrYJAqGwVwP4gYMB8HQHA022tP+ze0sAy9+VAZnkjv0karEDhZpnAzMUXwDX7o8DuQXw9JIq/QDyMh0GE/ATBFegRQGavfcCaHLDAWA5Bu9W2l0CTeEDBB5uPwPUizr24cV7AX6JPQL3IfMAHlMVAw75BQFEJy8DHZ7NArk5owM6Oqz9JE++/Ld9nQF7eiD34Kne/AwbeQFxDoz9pSqvAO9EgQTaWCUDPYzDAqaR4QO30jLwcp52/a3mFviGuHEBkbyPBmFRvQOXAJEBeYuM/Vx4+QE6wST/2XihAiMLbv8dnAUEvoVq/+0ngQK7HBL98gBI/nQSkP7Z9RUDzIxdAzfAAQANWdb8jrqA/VM3JvyB9Sb5tnIDAS/YTQcKMqsAnnQTBivRwwBk+hEA+VQnBB0O4QHyKukBTIWxAkY0FwbL+nMC0kXDAePiWwOYUIcDFpNg/53vGwL5M0MC/soTA4knTQDlls75uWt0+3TEnQEY4BD/wLra/+UwUwPKtIcGLmG9A/s3RPn3LHsBi+Ki/pn2xwHXTA8CxOA/AAExPQPc+uj+EgIE/r1oNwKC8wL8Z7wrA3pq1wN1nTsCbX3hA2aE6QLOXvT9oFw5AXOOTQKFIxL4w3V0/X/JjQKv6lkDxs4q/+HGIv602HcBiwCVAaeP9P17JR0BLeLw/1QgLv3eZhcBzaGk/7XK+v2LFuL+fE8k+Z19BwA8c5L51TZK/ntNiP/Isvb/4ghDAHG/BwDDlCEAeWts/ZKy6P3yIS0B/zWHAof4RQK0gE8BPSl2/xwUAQCwawz8i13+/pXcJQMXosr7rn0zAwjgFQEVZ7MCYzJ1A9IZbP/jxGzxJTSRAwdxuQHnAIL4Uch9AwaOOv8ciXkCw44+866cfQA=="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02549_W000035", "text": " Thanks a lot. Have a good day. Have you seen any available study rooms around here?" }
EN_B00035_S02549_W000035
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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KAsDyVw/BsTI2wKSH6r4NOlxAPQldvzx3E0HK5ZK/9jTjwCr1l78GaLDADyqTP2GF3cB34QBBDerKvwxcB0BfesW+GwiuP4IFh8AbFWbAiCr3v/RfbkBE73PA4IQuQbkXmsDuLMk+I8N9Pw9FtEDdSU7AHuTBvv3AmD8o/P7AnewIwcCHo8ABu4NAGymdwBpuN8Dq0IFAVz/qwBs4JsFk4G4/BFA6wLHfhr8JXNW/8fo0QUjGo7+UFK/A7yS9wGeT5cCzEjFBumguwBlktkAVxQBAjktuQLerQ0DMqVdA3rcGwGO+rUD0k4y+u7b1wNn4mUBQPe0/QCAfQe75z0DpberAi/7ZQPAYH8AJxzhBvuSlwGyr+z+WtRk9Y1OuvxRbFMEM3gVBNFKZwIs72z9CSepAcKJ8v4dlREDkC4LATBkiQFyVlr89z7VA2Ffuv4dbAcEcCU1A9TisPnPVP0FYzIW9IsqGvqZ7q8Bm/GrApTAUwPDekkA81pRA9/DgwAT1rcDDappAwCw4QNGuisC4WDvAm7ngwDhKxsA3KKPAr5ndQKQ70j8M+go/2R8Rv9btgkG8HA3An4swwDyj1UDgOghBcxH8QXFJFj89DBrBoVqNQBUhZsBjuDLAPBCpQA0Os8A+GnHAP0vdwObpZcD1LwRB54mpQDdJLMCCI3nAFc+5wGrHNMDjBPdAzBqdwR9tSECWPew+h4jDvxmDCEH5wAzBWD43wd+MPcDBFQZBVeDLP0UE3EBrQdBAFK10QHwbrsAM4Ky/g1BkQZapr0DIw0JBRKcUQSWnn8DjG7BBIrFXQKPoHEAgN1nBMI/+QAt4jsHdG1zAQg6swLUQYcDJ3FA+uneZv0xXRT9bbEXAIYu/wMuvGEHF4xLBWqDBwGT7BEAC8us+h/9AwCHzX76crjdBr+aLQcUCfsCRGy3BwttzwPtClkElNhZAOf2Zv88cx0CkYDrA991Hwa7sI8GyKpNAAt6JwJYa0EC/9qU/JSKnwIDslT+JTX1AQUuMwGysLMHZQgTBn+NjPygEGz6oiKDAFyWywAxeVECdoFNAOVPeQATJG8H2iA9AGI60v39bdUGXUixAU3xBQVhe7EBdctrAgvkgPyqLNL8S7nu//9iswLJLGcGcnKdATsIrQACug8A4qzLATQOywMzOOD8ms5y/l7Z+wJ+zskBXf4lAHWH4P2PtAb/vCL4+/LnBQCnzCEBBFmpA1o2Bv8WPwr4O6CzA+RCIvwrGvT9eoly/DlQ5vlldJb90n5LB6BJBPx5uPMCCgArBDozcv/q8f7/GhlW/6YDAwKi/tD429GzA83yaQHnXGL8UdyU/FUS4QDjoBjuSagHAKxQwwNmB2T6t+eA+6o2CQJtmrT6rJZrAbXr7P8hVLcD8eSI/Vatov74Hs8AHvZG/cZkVQYLq1MBWELw/rptjQAfvckD6BYvALp65PhlQYEAWdiy+vNkLwBWL7T8uJYg/bP5wvv417j7XLgvAyeqIP0+9L8CRSKtA8iEkQFUVxr/GpU/AQcvYP24+h8D0oKw+1CEOPyy/kT/2x/e/fUkywOtW3z9Lhm3AGYQvQMTuM7+DrgpAFXIswPNiosDIfoc+KSmEQDkoA8D9vYS/oIrtwJhi5L9YW1pA5YfKQDA85r//Q/Q+hvH/v3qM3b+aaP8/YIKRvt/hSMAR4Bw/hgVgQIio278Nsbi/XXmYwME5fMAmRJTAzEWMvwIijcDTWlA9CTpcP+URPL+8KiBAefWCQGLPPEBOzAPARvKcwIerdsA+M2RAau9KQPINPL7UQi5ArWcSQCOnOcDOYBxATFYyv8VaoUBUngtA4AJYwEpulEA99HfAa6s+QAFGAsDSP4S/GBK7P10QaUAIyKPAMm/Pv1QYjL0p7y9Ac/aqPxUpEj9GuTFASPIKwKLzDcDTvWbA5xF+QNjyLkAT1EW9W69HvqNglEDG/ALADOpxQILjn79WUN6/HmcWP2ciOT+hhZm/GDQDwNbp5z9zPdk+3eXwP0Oko8BkB6s/yEoIQCXWKEDjChk/UfMnP9ibcUCDeSXAALwFQAj7Eb+kZJDApCr4v1Kt4z+BcNm/AtbrQE9k7Dze/05AnlWlwNWafD/MBO/A+3XlP5mElUCga+U/gbaMPwVqKz+QvizA9ImxwA7FbsDMgB1Ayoybv79oVT8f4dNAkHJ8v/onAMCfNpm/WNl0wGmlWsC+No2/LBInPiBnEMABEOJAVQegvoq+SD9nyT1AxaluQC7uxsC0wWHAgXmAv0l6dMB9aPm/WJ8zQOm+kb/TwthA2Cekv55bJT//NFZAP1J3vo6iQ0AswZc+R0cQQCW2l75jgwRB2CdTQN+59L7dN3vA7PwBQK75esCcEjzAeysuwCP29L+LTdPA1UkxwdNjyT63EEI/hBpDvt+resC1Z7s/BJowQEnCo0DXBBrAo9xhv01tXUBI6RdAwA3cv6QiqcDyK6tAtVmDPhRJDr+mKV2+81LGQDCPMr/dlMO/l92ZwJQNTkGoHCnB8QABv+7ErL8+G6jA0wOvwAChUD/N5K7AekhPQIhmXkBYtE5A77ZBQQH/3b57uEvAgjElQIpE+MDkyVLBZvSQP1lyzz8HfI3AZ9icvze1ikClijRArWiVwW9o/j9cSqnAIG2QQXWSKEDzMEI/uGTGvodOCEHO/4lAZ+WrQKqACsEbGLm/Py3lwIS6YEHQUdS+TbHYQD6JM0BOpwW/BwefwMulmT9b6B5BP9TBQJuLuz78dphA36feQHv4iMAGZRPBD2sRwK5SPMEb5RxAUiFiP0j6LsCtz7K/IuwDwUFQLb8DvgXBMy1wwIu/BsGkyCfAMBMfQN8dcr8ad+rA2vUbwLjHGkAYQLDAXQMeQUKrJUGnxsQ/ZPe1v6mNUb8qTXFBis4JwQfzT78ppuo/ZKOWwO/qc8D5MbM//qyxwLtquEAYhjZBwraiwKA5BT6TbYJBM+17QF4JrMGtnLfAX6V+vWj2uUFr3Lm/YnGQwLHeLEEx07Y/Zp4wwficU0GtqppAFwGPQJMyyr+VhwTBffdhQDFaAMBWkxxAPtPgQNp2xb1QTE9Akz0vQZfrnsCiclVAghsbvxFhXsAqDAG/F5KGwb6rcT+Y0FdAJfEbwdRqPUCiIBZBBCSzP8/30cALTcm+gmBdQUG4cb82eBHBxyMEQTeczL8LGavA/U9fwVsJob4iosDAn0lJQMKczb+k0wXBKu3SwM/Oq76jsQBB0UoBQczHML3AsYS/oXn7wHW23D8+n0DAb2hUwaYPuUDhwChAUv9CQPimAMAQPinAY751v2n7w0AUcwbCXvfLv7VjGEDgNno/OYhAvjgQgEB4RAQ9uOGYQIIZc73/m9xA7e2BvVhxI8AJNr1ATnI3QKp5N8Ef/7JA6Km2wBrkaUDnGmLAV4O4QTlOc8CnB7C+wJ4Wv3/N976qPdm/0rz8QCu+HsHf1/hAV6WAQCjV3MAS1unASV0LQRHJFcAssBM+5eadQCT1/8By5hlAnTw+QCEXHsEhxABBBuyBv2KZ3kAqeZxA9SyFwcMOisBbe63AOVSPQJzwmL3yu8e/0sZewASjA8B5Br1ATppov2JPmUDujxa+pmaQv79abMF3CXDAlADewI7hjsAJUGS/AMhOwNE0tkAoWo1AOnWCwclVRz+3C49A9MjRQD00r8BqaqtAXmOuwIaXS0FtjfNAt6kiwBRYakBfB0m/yzXaQNEWy8DL0hrBBHsvwUBKIEHXnge963dHwUb+nUHVk6K/mJZlwDwKNcGSZTbA7l4bv8UhwsCWk2xAy5GVQIIRX7/H5eFAlTKLQGb9IkEeXjdByPQQwAMjwECP1rZAoM0DQIgZAEAgtNpATAuLwFatQUBs+X5AedgNQSvpDcGs9UxBqdyPwHFq1D65ifw/aBkgwRwAh8APL9jA1pAbQenBq0C20wzAPmXlP19+VUBdXAvB0+RGQIP7u0C1CKzABY8eQTl9wUC2+xBBgFD6QF/B3kB98Ng/b3K3wD96hUEAExHBqXrgwG2mc0AuoRNBmUQTwG2YZsAEdPM/hNQYwM5BS8BSDpE/u1dfvwDC70CdeY3AaxRYP0wSzEB4Sd5A73nfQI4GF8AA9U7BTSOYQKSHmUAXUgBByVZGwJGfCUEIEvtAuWKnQBUSzMDf6mDBOZ03PzzoBMGjCOxAgA3lvwAU9MDvEsJAjKk8QdRKmcBP4r5ACgEewDoVl8BFjOJAh0gFPXuSV0ApI5E/bKlMQOvi1j9nG08/OqRDPjmqgkBIEcxAKpYvQF3+zz8LIndAVsIjQfyaDsBeVeW/BP+YwH5a00DKCqw/+wx5wFTVVcB9JKxB+Wu3Plcr2j/qEDy/oFoTwKZRv7/VwVRAzcabPnM9JL+qhAvA+glcvzQ/A7/XQkBAN680P3y/hkA0GGi/jWgvP3Plq788YYVAYMaVwII1j79dyRtAaWCawAIaf0DC9yY/eUxgwOyw5kAwoiNAzvzBvPhTDUFPMgQ/gsaMwKtZvkCrtURAUFaXPxgHdEBlNFQ/FTcdP7tXaUAGwxPA4nqYP+MfcT7ptznANlztQCHokb+Denc/9pqrv69ENr+6rau/eoE4wKMBT0Ayz+q+/nrXvcxjm0CfgKHAICyNPigRij9cr+6/44c6vxfDPj4tKTFARGCuQEIcLsAMMrPAAb46QbVKRz/4AGI//GcDwehu0D+jKx0/B1AUQCgmWL+iwTjAjDQ0P2ruFEBm8l7ABADKv6q6hMCaIETAn1cHwD+Ggr/zlSC/V/aSQLiV4sAxw1s/yFGEP+ye/b8VbDtA+RNgPrfjHECBRy1BhEbtPwLMgkDpnxC8s3vaPypU1sDyi+RAcQ82PqB8Tb6nfPi/uYUhQPC0ZT5gCO2/p7rpP1+7s0C9Tpo/rWkRwPDr3EDo2J7AB5uzv0SxUsAHVqS9JNHavgs7Vb8NXyfA6hOwP1DoPECz78u+qaulv9jAbUBF0kA/J34uv4rwub9pmXdAwvFfQOQLpr+OsR3AAprAvxMwn0BVQz7A88GDv3J9RsB+ijs84ldIQH+A4D8rSC5AT5zLP8u5GsD22UC/qACdP9dYTcCqG2PAg3ZbQJZlg0D6FYy+vwsDPsHgqb9yOnbA/VTsvlSgAMBVhEK/AMREP+iNlT4UpQE/1jChQOLyIcAulrZAm9UaP3QqE7921tTA+r6wQE84FD8duN4+lbPZPtQpHMC35jfAw7A9QJqR3r03DTBAAkOOvkaBdL8It4BA6nCkPgZq7789E94/i6pgv9wSEECBqAfA4szFPeIih77N67o+dv07wE2oir+a+tA+ecmMQOxVa8DTwJQ/jJ0JwGFiqT2zOcA/fy5fwMIX67+1hBxBYSwnQHuThkDz8ek/4d0OwJYSokDuiX4+nEuYQCE3v7+QEAu/2hizP/L3VsDSwIg/R7VFQGSVOkDd0TC//xJqP0Vuyb+elapAWDJnwIz7UECws5w+5vNfv3zEuLuKXQc/w2kzQOdI6D9Ga+8/+kzpwAdxDEEO6w3A0LAUwBoDVsBrHXLAQrawv9f5SkDTw7JAv8IRwHjW+j/WnBzATlRMPjWy4MBJx+K/RR2mwZPjikBsLBzBm6eWwHBm/L8CFNm/oynJQNm7/D8z02nADZg9v4zRB0DqiTNAZQ+HP3wLgsHONlxBtFbzwNn4BMEu0SnBGUNTweg0I0HjESNBkuCPwcTnUMEcGIFA/BCiQSRhb0BeMiTAiQUJwU8Gxb+IyA/Bc4Fkv9bMPsFSRCHAn2KaP8F2E77WlqrBrzwIQKi+0r9JsTm/AdxxwKMZhUF5o/dAYqURQfvuVUDjBD1AEqznwM1FzEC+9C+/YrahQDmIcUBvz5FBDTpQQU4+QkHrPsFAbCu9vzTi2z+OYoo/6NkNv60wUkAEjTJBx/tMwcTDGz91/yvBdZBeQCIMocA3KwZAmyvFQEn9+r/J7hRBtWS1wDMGNUCmCc28X3tsQO+dlUAdAxHAKeQ1PzApOMC7MmDAeVmRwDI91z7T9HLBwxadQD81fsBPlW5B7twOwYctvcE/ihHBxvReQYMRUEHQJR5B0o7WwH5tfcAYRTPAFDYWwMy2HzzOQ3rBXuw7QKrvQr+EXAHBe+SVwfHnTEBEkgxBSaJaPyJ3uEAmeTJBo5sQQaFS5EBOETXBdOkSwLFdkr7MMFXBJNMdwdRxtD8BqRlAjm8uwQYjeEBdJyDAxT0IQe+yB0Dpv+TAFd6GQETFej/XqqtAFZ+pQHcDiMDOACzBOkhywaYb9kD/RCfAOd3tv1LXYz+/3te/iPydvv1ti8Cz+o1A8IgmQRGZ68BAPyFAMufrwIbTPkDN/mJB6e/Kvwio/r/byz9AS0YUP10DRkBNkHtA5m5bQZ7BZEDwjNvBfh21P7J3pL9MhylB48YHwVL7ccAb5CdAUQwJQbNSgMGaumlAtu0KP+kZ5b8X5ZrA/Wqlv5afusCGT41ASLjmPuS8vsDz4gBAG5IKQQkkYUC7kVPBzbxiwDJnvb8Wh5HAOJB3wKwoIMFtd7zA7M+KQDZY6cCx3p/ARyatPeW9oL/xzhZBVz+ePjRlScCdsVQ91jixvbWRxkCFkZNA1gEOwaY9xcCrMtq/EzYIQNBTl79XrMvAELKMv9SOA8B/zq4/YW4hQKcdVL8ErAW/wTKdQBDFtT8pc1TAYeb2QJosF78A66u/0PZZP2gxHUBXR7k/6DarwOUE5r1s1xrA7KnCwV6iF0CnPj3Aa3BVwX3/XT2FQNlA3OhbQMkiLb9ASrs/dgpiwJ3+kL/LbdA/rlOgP6/qXUAlxvm+3jtBP+uunL5HDlC++VIQQCDh5kAPd1/AFn6DP5GNdr+SQlJA62zQPleHrEDCsJXBW2w6QGnY4kAMFfjASjM9v7geMb9Zi7rAzvMkwN4eEr4nGiTArnSNwJZhh8Cvkv0+v7InwJ7JjkChlIo/hv8aQXlsKUE4JU9AldaBP9Zc/T90skNAMdUgQCewccAzDXC/0JlpQI5LKsCG9aTAkp2dP8cxJL+lf+a/A9LhwXM5dkGYz0XArTupwDoGGcAuW2xBjh4aQDq9Zj+er4dAhecjQWdPVkF2Tr6/UlEawf/n5cBAqxI6GVgDQVR49D/v2AfAOQBxwA4rW8FFEdjAsMNeQRwXh0DlaIM/D/eDwPh3QcGTNKTArpDAwKfRVT+GnldAnOhtP1WkMcCtRY0/zWI9wTdHpkCgOg/Br1ltwJWOwMDqIgJA9HgWvtPDCEC16hnBSRrQwG8Eo7+l8/PAMQMCwDcBuT/FgSW/TT/UQMOiHsFs29e/6M/Hvz95uTwNr8nAfzwCwVmFmT9Z5ZM/EAcSPwDkPMC6+W3AgtR6QHkQakCpDos/RL/PwFGajsDG//A/phctwJ44bcAfFBLBJmuTQEZ+wUAfQunBmKQ1wLgv+z9Mfwg/kRC6wHVB3kAS+CjBKaizQBt8TcB0gZJAUJPnQOMiB8GkrJk/M57xQFnNGMHnIdfAbLcwP8ibB8FShK4/N/VIP0ATob5r2IzAKcrXwPBP18CgjB9BP7otQRLvYcGOQIi/eCIavvQ1QsFnsIa/TYPfv/rJeUAiXrJAQYMywKscwT/AeCG6uB/NwImbYMCZO8Y+awa4PwlSd0EV74PBAtUHwd5cAME7ZWfAhBGowLMCWUHW1K298mPCQIeKikC0eexAmIdFPyiUPL5YzAFBV/CXwMp2KMFS+oTByJflQCnhd8CXIR1AegGLQEx8AEG+H51BnmwvQNIeyUBe8sS/uc8kQZ4FuL8UxhbANmXuwK86I8EqSNRAOi64QJtEB0GN9rzAYBQmweOLisESO0BASyuNwGW7LUBO2wjBqikCwVxR+kCekJvB+Pb7wJP7IME7dLI/MySiwOE9u0CuRqlAGuI/wF1S68BaxaDAKEZ1wEAWXsDAriU+y/+HvsoJzz43MZTAJIsRwepeoECl//JAE1SAwM6wX0BE4+RAHOwgQYd6jcArvxhAns0wvwXGUECMzSNBRZaOP/mVmcCwoLm/oEZWv5kl9sDoXBFBfSsdwN03Q0G0DQ/BOhg3wdDbsr6L5JLASHi3QEkyh7+SgWxBbL6kQQV/3cCx/O+/PlcpwNGcpUFa7rTAVHBQwM18ssC3lqVAtWU6QaNhQUCLijHB5aedQKGNvkDfiGDBOXPWwJsmAz1J1dzAPhNUQHnhOD/WDBNBWVPSv35fp8Aeaxe/LDt/QFOWGsDP6g3Ak62EQEr1Wj4tRqXAcQcjQbcVycCzqL1AmD0PQGgY/0BxphhAWw6KwC08ycBbLlhAce+zQHAKoT/zwCnAd2i8P+YZjL4XGJBApqUdv6F/Kb8VoeG/+/KzP63Pjr8oNZnASHlswHOP6b+BR6TA1nStvxgChr9WnLJAxm4EQQmHTMAVAl7Az18Dv22kM0DGICfAXqP5PvOCBj7JYINBATaEQHRGl0DlN8O+ID6MwE0DiT9e775AQ3gzwDSc7j/UXDM/4qFJwBjN0j+J8GVAMC6YQKRzpkAsGjjASxuFQFufJ8DXBnI/aMSsPRmVKz8kBXFANOtfQM+nl0BuOBZA3yz2v2dgG0HOrKG/AiqqwEzEhUGwY2vAFyiLv2vi5r9EqdO/wYNiwMCbl0AQgIu/vh2jv+qsP74li4VA44+qPr6XDsDwTnW/TRiCwHhe1z8AWcq/ZRjev4uCicA9kABA3jTFP5t1OEBN2ZM/zotIwNkyeEBpspdA9W07wYLN8sBFnL8/0pVUv0JMO79iYMHAo9yuQO7dOcHp87HAtU4NQFS02ECPgy9BWmBkQeFZkUBDz4ZAIFMIwLGq/kCiv46/r116QEDJ8EBahALAnQL7v+quCkCqdZ/BrbNqv/Tuz0AzGb4/QILAwFI8LUH4V4LAJbEhwZskir/qzzBAueAXwB2MAkE/dh9BIxyxQBi9ssDRR2VA2J0TwIp5rT4qno0/newDwOisfsBokm7AY4eBv8qspL85ZgtBv/5HP88HL0Cnzi9BJjjEvs6xrMBw5ko+nvb6QHs1kcBoLjdB5nnbwGKkP8C1NEhBa0aHQFjvO0AeFhhBUi9NQBmP+MBfq/jA6iSFPpSoUMEKDXO90hifQBzEskBj2ts/XJdkQGhnocHlZyjBo7S5P2cdh0HOP7JAP5aWQGUy2r5QuK2/8xfWP6PP48D4A5NAkpqhQDD4u8Db+2jAOY8XwWwgUUCGft1Ae+/vv2xe4UApWoJB7nP0QDy8MEHuVwNA55w7wfJkNL+8SaXAW2+EwGCDhsCi0UQ+bnTpv/tjOsBYVj9AreqbQA1aikDakF5ABqyFP5VAj8BgRNG8wFuSQHWjIEC410rBIqMNwCyFrcDnbJrAi8PDwNytacDXf2zAtVeaQIOpscBpu7W+yqzcwAPj8D8BG3LA4gYzvylmgkCTDc1A3P4Lwbv2VMCJauo+/lKYwHsql8CF9jPAAmgRweH6n0CM25rB3V0CwMoZH0BEBr1AHRj7wMlJx0AZAKU+yj5FQdzE6EC4MRZA5FC1QFZwbkAURdi/cnS4wHmcAMG51nbBflyYQI8JjUBGtcW80dupQHcx9T7k3Ys/wSRtwdjaFcClhbFArIHkv/MzRsEDns+/KFd1QG0yZT9WKAnAITLWQOlbIUGfrINAjz/kPyu6YkBfTmpBkYuiQDaw976+YcjA0oyEQGd7nz6SG0XAN3SrwHjZcLwbtSrAvaZBQNss2UDw01U90VWyQCtmzj9vltJA3pPuwFJQbcHNNfjANBGPwFS8F8EwFW/BZXhIQPD4IMEXZcjA4+SqQDlUWkFeIUNBHEkQwFWJvD9izUq/0XoTQeKRZEAsq/2/OQ/2wI34kEAwRNE/REIZQc3a4j/BUBbBuTrrQCUhk8BK6QW/TxwRQSjfF0H9HcY/QlvoP8do3UDF3fnA8hEFwSP/FL5aMVfBJedOwODkMz9ZDau/uPdWQOsEL0BkYbRAiMaDwH1lA8FVEVtAotuzwCZpBr88ERZAx5nlP17LHUFJbNbAY2rUwDX6E76/ODVBn41pQMjPncA/u21Alb4BQelwgsAovfY/laSOv3nBfL/F+DI/nerIwETbwcCiiKo/1gm/v42/1cDl/4W/66iiQBUK0MAdGFNALYKQP95IEUDNYsZAMYPmv2tG68BcXYu/AatLQLz3rcAmLY7AIvSFPgbfNEAxkNHA/DybP+7Wl8AubYdAAEjTvwclVMCP8as/wtfgv/AWh8CShc9AMJjzv/physDBuODAvycDQFU9EMC8JA3Ba2R5P3RH57/y/qrA+qOuv21HEcCfrM6/lORcQJpzjb/3yhlAM7OzQILa6788E9rABSW4vy9LBkDVw2g+Eykfv0IIQMD+MkTAtjq3PwVPT0AVMypAZtcfwcxFnb/IeuzAfctRwNf/CD8QzJU/jEHQwMGPwMBRXa4+rtiQwG3gRsCt9aFAEI6wQFBjQUBJcaY9F1W4v6rwokBDswo+NCZAQHMUvcAkx7PAlOncvkdf7r9ihorBnpftPz4SG0DqtIFAA4yDwF3yhz9w4OLA1hnBv51CGkBM7lxAQL3nPz1n3EBbSG8/p6TIv8nKBT/lYrhA4qSzwMANh8Dc7LvAJTPOwN4tVj+sKwFBgs1DP69FN8FkT86+1C7MQPpousAZHc+/IBsnQEd2mMDJGKw+Q/FwQDZrTL8SOcJAuCOUPrKqnD38EKg+nbGqvxNPS0Cl05c/AP6GQDhf1D81gIFAuIgRQMoYOT+9RiY/TG+bQFUvcsBySBDAMy/Av8LlG7/BP5A/y7gLP0Zv3T8mzUZAFun4PzBTxb6Tb8vAW+icv3KlnsCAmYbA/C8YQReeVr+iMCE9eySjwFtKEj+d7U2/AMRRQP2orr+d+fY+SFIAv/LbIkCxJFw/7PGgv8hOTb2wgf4+pwTjPhaN2T8jsV3AgG5LQIPGjcA2rP8/Hl6UwDnMVsB1FXFARUi1P6Zvk0BkMSNA6srmv837NsB7x5lAB5s3v3DaKsBC4GS/8wi0P4Fhz79pjw1AMHPaQB7kjT/u4+Q/9vGXQIGRCMDdHg09bUYqP7yqoUDq86m/jwdWQHIJFEBupD0/OTmIP7ztrr8b+mQ/xPjBPwXniT5uAIU/Vqqbv72NTMBe3ds/nX9JP2+TQMAteBe/FVQbwERMHEBuIOnAzfw8v7JYbkBFpSG/U1Cev7yDCMBtZS8+rviXPy7bmb5HmgM/PaQwQKdV0r8vf0rAvG4YQMYngb/DdQxAuL1dv+6eHj+8M/I/EwAVP1O3Ib/4SoLA8s5kwCFkncCNlz9Atc9LvnuFpr/guoY/7NcUQJzYvr8YvAXAPpDgQDivlT9t0qrAL7AbwJslCr8s0ilAvVdlv7XEeEDGfw7A7sGBv/FllkB+9K0/ti3fvb66+j+NIzlAqOc9QLDkGsA685o+cmGZPqw+qL/N92HA/KIdQNBYBz7ruP6+x+6TvcQymL+0Dx3A0W8hP2atDj/FsK++LsyHv4lcN8Bux3RAUDJ4wCXkyD+e36NA5/bvvrzOpb8vf5PAx1TGvreAWr+CV4a/eIv4PvJ0vL9dE2+/VgqTQPrg6L/q0XvA0F9Tvnldpz0MZrA+FS42QPjAvr+f+5u/qWcIwb7Rz78wzvo/HKp7QOb6iT7V6F3A5xmPwLSBE0CNaZ8/XC6qwH+MkkB9x0DA0Z33vjlHCr85klRA9fqnvfRJgEDnUZK/i9ejv37pxr6KJ6I+kJeePzXHyz8dfDZAJZdKQBwyaD/PENi9KE0KwHxLlb5DtqJA02+oQJnXncBbQx1A0AbMu974hcAK+mk/lknZPmK6tL4I8BDAsVVxQPKk0kBQx31AT20WvyXPob4zlxhAE4wPQdxQdD/cMgO/huMawQg6LsBgK5c/XFD3wCQ0BMCiE4c/+p70vz+ppz9I8Qe++jRxwA46Rz7lNMtAZii/PpTVHT/LaQy/Kv6RP5LWU0BvIdpAS14gwN/tz0DWYP+/Y/hQPxWDgECsqwhBsRynP3djMkAD8Zs/2AxSwBWWX8CsWppAuP20PuaStT6ufW0/fmvFPf5NHr/9J3JAobO0vm7q2z6AW8A/r815vwAluUAuZybA7XiLP5u5PMAkJWg/KbRRwApzpsDQjRHAfsoowITxqb/VEcO+JWBDwNJUacArP6hAz3wzv4iwoT9zpi8/a7AbQDKt8z/E/0nAcLmFwF4OiEDmiNi/BLYwvjU8p0B/Wxe+ekoGv404kUC6KYM/w0NtP01/wkAw3YxA9GdQvpaYrb/H7LC/fMfsv1GBdkCPtxy/7mMsQJ1J3D6/9cq/ixTkv5pB3T+B/JDA3d2JQBim+b8FNE7Ahc56QO7mKkC8Q4bA2muTPzRpHr9zjIa/KEc/PgOk/T8BgwC/1lsYQMAsAsCQhIc/+uNWv/hojUAFeLa92PxywA1wq7/dyZk/LOMTv73MGD8RAQ6+GkzyPuq2sr7J0sw/16yAwOLkWD29ehxBNJx+v17JJb7G2rk/B3tCQLXJPr+dO4dAwAfiPzx7A0EzaRNAQQ04v+AsLT/c7gvBX3ydQDKwBb/7hvBAxmUzwBiXBsCrTO0+tLNsvU+lOcA7qCRAO1PdP4Ua7b/TQlHA5KMsQBXXEEHkj54/rqISQKp1NcBVlYu/NdixQMtrSECzCzVAxlqtwCZ8zT7em6C9ITujPgyodb+/Qk2/rmeeP1S9BsFmYrHAGV9wwJOB7T8Q7nZABdWIvzTECj8tEwW/5P+6P0EY2j+h/Zk/5o+lP0cWZEAENGY/1La2P3LiqL/y/iY/TBNevwE1r75e3rq/MyVRQJg4Z8DF2HfApv9CwDbHI8CN5L8/X2dvQLY7jUClLK2+P3UPwGuBH8A5Dh5BROEvwFEspkB4ZYJAYnTcQAwumD7M93XA7+aJPqPWxL/TcI8/NYsiQHgLSsCsS0+/k+rHPle8Dz66OlRA2QKIQC3tQsBhdiVB87V4QP9nK0Aa34nAwdoTQNIBJEArXKe/1GF+wLArD8Gv9BZASHJLv/3lRD3+2L1Az4q7v6eu3T8xopfAHApmwO3E+L9vlopAXzKPP2jQzD+xlY0//ocnQOi1MkAMyCzA/+MiwLQ7gT+Nuss/bRrYP42aocCRkaE/wqaAQGmYq8Cyr8q/v9lVwNBDFj+eUq5AssfzPgyRR8DgUahA4H+gwJwNZD8RRq3AV2vfQBJjc8AgPBK/MAquO3OkuECfLpTA1QwrwK/9KMEguqQ/tiqEvT1sMsES1EU/1CPEwCRBr7/V5PDAJHRmvgfbm8CllUvAS58yvs7Dvz958YRAE5wAwUJs3cBc/aa/fieBvjaKJj4JeCXAOE3zv5o9AcFg52dAESD/P/tPQUBN8DTAEUTYvwSToT+rROc/dduHwAthWUBTHwXAKRm8QCLhRj8v1Rs/qa8+PskvfECKyBG/ljtcvw2ErD3g8vO/WC//wM5LB7+zWLPATf7GP23+c8C/hy/B1q+kQG8MbkFhFla+z98wwCt+hL8eYyBAJJp6QCIC4UCjSK8/osduwSBVwsGsp4dA1O+/QJuQ0cBgqcS/uY5pQe5rGkH+WRvBGBeSwDh18cAdS+RB2phIwU7XZcC9fkrBcqvDQNLKocCCiR7BV4JAQHo6w0B2lixA7HUywXYe3kDuamtBchIcwcdzhEDY7Ki/5V9pv/outcDu/cQ+I95tQAjkb0F9enu/Be9HQA0BlMGsUGvAiIKaQOJ5FMBIjyJBTHRDQL7Ssj98XLPAa3ldwGyXJECsIrBAa055wP/pvb/iKqHAclsYwSD7mkCIqifAwzGCwE+V3EBA9Ay/AzG2v3x94D4Ju33A1uh5QC4ck0BXofLABikFwI7dw0BvMRfAb2ZIwJBODMHbBMlAqgSIP9Aw9rrcWbq/EJ2TQBJeVkCP9iPAxPDXwV177j/SfQNAUcXQPQDAmUDdtGHA51qawKCyi8C46nZAfjDjwKlsnUB1gu++SCPYvwxylEDGnxzB64CwwPCaMMBgXpc+MbxVQG2/2r7+lslAvMTRwK1JmkB2xWDApAQlwGrRAkBgJDzBSQfjvrYAG0FqoTTB+l89vmkLwsCd1ixBtjqZQOzf3L5WUAlAo+aBP0yYuT+2Dh/BcqupvrJk5D+R4M9A5u5GwYZOHcGg5f7AidnSvIAc+b6m5RJBnwfbv9R/UcBvWwpA3c2IQUWykz9xpTvBTjGPQUEyPcEDHQvBpJy3wSb7wkAQKa6/tSUJwGqZJMC+lHtBgbRdQXifJsEk94DA/skYQBw4mUEgKgtBPBDCvmV3l8CSUpa/f87bwNiyCUHYI0lBRyv2wAdX+8D09BzB5pTewOVxl0By4yBBncQGwS+0m8GlHfo+HSMewdqo4MCrR1bBu+Etwa1a9EAen8nABNnVwDMQHUFVugnB4PY7wGo9Yb/UitI/T8g7vxF9JEHjnjjB/tbwv3DFKkHW0Z7AewbhQFtvVkAz0trAwuA8vz715cD/3mLBfRCrQOWoBcF7joY+I0zgP0jda8DTwKA/tWytQB5P4EBLSFZAWh8av8pT8ECIMGTAhgOAwYCNgL9HJPm/TBQnwJ1UGEC0MCE+haLeQA4rSEG1FDjAnOfGP61oukAMwIxBOzwtQY3jlECAfSPBC74NQROIC0F5OdtA0pDEQI1XAcF6ABtAt0smQLA5AsGjWCxBudhIwC7X0kA9NfJAUg0QQbGDBkFMUpPAFkBkwbVg7j8uKvJAt6q/vTkoRUCWObBA5OUIwdxFn0A1sPvAu4Eyvz3XMcCsxnVAmsokQXgSvj75Q6o/Jn26QGDVJkGT3NDACjC+wN0X2UBCYrM+DJFmQBrftr9DsOC/HCnjQHux7L/6uGo+g+Thvy5zB0BxStJAo3WCwAG9hcBNU09AN4hKwIqZgUAys6XAy0rNwMfSL78o+GtA7g1JwO7i60Dv0HBAzxslQe7fi8AUKJc+hl31QPQMhT+92p5AxMCbQMLb+b85Ub9AtBEdwFYuXsCkmeG/D7cbwOnIisBrwZ9ABPdWwB/78b+mi07AJeCpwFruo0B5Q/+9lrP5QF1jxr/QlEW/6ArwP55I+8DD3IhA7A0AvxEsLcCAshFB226SwBZRH0BjUOU/A1lIvwD8mbmZ6irAeQJOv+DqyDr+f1dAOKHdvyJfDMHCEb6+c3wtwKNwDUFhUDtAxsQJwOCXVkCRSIhAyPk0QCUVSsCRPYhAd44cwMNQHD+fILK+tT5rwBMGTz8cMT9AItlTwLN3T8C1Jk3A1U09QCD5d0DV9h7BJXbMP53BbEExUD+/75gHvpwDUb8vBDnAWu8fwN2ob0BeCodA1orsPzLq5r9GkNo/SPa5Pnpe9j7PVay/ySAuwE5JsT+T6Fg8lYJUvw+dab8qtZy/BL0CP0IOq78i016+3AfdPrZ5gT1OBAxAABm0P1LXoEBOEEzAo5jhQJD42r8IHlo/LcjjP/A9CcD08ds/0AoLwNHBM0DwGNc+DGgLwPAqFsA98gZA0UhLPtJsKsA5P2/AxqqlQEPjc8DVlIO/clPiwLLBj0BzqPTApg+ewHGz6kArkMfAueCawJD0tL9ofwTAbSHEwLZ3aEByWe5AiQyNQDzGFcHHkfU/zxIZweHaiL9yfho+KFMXQGEPBkEkhBBBWZkEPzDZRsDuTirAt0/iQAmwmz+sdDlBQz46QVKIoMCbmWO/bcPXP5HvNsHmjafAkiwGwMRgQsC4jy3BEKU3Qc60nr+YkFa/Iz82vwvTdL8HhzRBRa/zQDfEr0DOAoHA1HbWP/ivy7/LoGA/cQakwKDqLkDLqkRA2+nVwNt1rMCrEje9vqJWP/b7tEAZGBhB8n1mQA+3bkAWqgBBOqtqwBNptkDF2dBAkmvlQJXBFcASRBy/lIaTwPXZdkHb8z3AO4Q0wL5gHUB2Wpi/ioO6P9IvSsHbJHbAXeoJwIrk1z/wqHNAhYqevyIyFMDYtCXAjWYKwtz9acBwrnNAI3qHQJh1a8DsYGtAokeOwNnaEsFOkII/sAWNwE8CNz+txgvBf4Trv5AlIUHrXXDAUSi1v/ZwTEBt31/ALPE6QfGdAj4h5SpBE31zvnPA28DJo1LAavXiQMU+j8Bx51/A7MDuP/DiTr6mNg/BWGHBwIhMecDN6by/5XJNwKeqO78+g3U+3HErQax16T8pDNTAhEeTwL9Byb/LwLFAp2JNwOG0McGkSZg/J0GIQEEvo0A3X5m+16LPwK8nrUDRGuBAAwDGQOqPp8AcA0/Ar1CAQHfKhEGO7yPBu0Y1wNUVsD+MxTTAw4X0vjkygT9dJ+jAEE49wGJyscFw28/AYo5HP/a3GUF6apO/5sxHQH3CYD/v9jHAlmRWv1H6SkFQfh7AVYN1QAw9uz/OH9o/mNiDv73FN0BSuB3A1jzNPybaYMHu3jdBdHbRQAFCAsEeLGi/hEJDwHuUJUHTO+PA2IGCwEgbgcCrmBpA1D8LwAqFZb/E+rE7OeyLQJfoWEEGgt1A+BGHvxi/pUBXyIE/nO1WQYyChz9sCPtAF/kqQX0HC8BuH+S/TG7DwH3zsL9HIz5AVp0dwDBDv0BB+PO/R0dNPzAGnL+cm3PB1AYTQNDo8b+MKa7A29ajwGzUCsE/I3ZAP8sowTZEij7dcdFAtDJpQPJIEUHv54TB5RrEQAIoiz/3PF9B33IiQDQNRT/st4bAIhkyvwcUEsBG4AZB9n2CPmE0KcBryW3AgD6XPwNl6cAM327ApcTmv171ksDdR5NAQ23KwAYQzjxiFvq/wfYCwR9GgMDlZR9A8bYHQeQ67D6e/gXAmnWVP2o3PUA4dUjB6ovpwP832cAluYO/7lSFPwlrycAuN3k/iQitwNX848AzoqK/L888QLwCyj/mP4o/Q2ENwaQCGcEr650/DqOYwJMxl0CpgOjAYDaqvnzp1UB3/qI/lZARwfS1B8F9nBDAmwFYQGWxcsG/Ae/APIc0vw8p6kCLeMLA6ha3QLYcG75F3tVAza/bvwjwX8ClvEfAgpqNQS4Yt0DaLDRAgAsIwZ77TT/SuhJB7dMwQBfZgUBXRRZA5BHpvwqSr8AZpZK/qiPywD2nzcDXZz4/FepswO2IMcFy4oK+eoanwIDDcL+RWDHAIyI7QXWtvEAgaRFBf+rFQKGPQMCnuCbAFwf0v27ZuECM+irA7yz3P1Xnmz8i3be/8m5CQZv0cEDafnTAXZOVwFANsMCDjQpBU5WlP83ewD9ETdE/XLU1QQZwmkCnXw1AtHIJwLa0LUCyloLAFdNCQNEcw7/OAQDAgmuVwMB5g79ZX1TA9+UhwZiheECv34tAiaOpwGaL8MDuyyRBRjqDP2ONskAgzZrAKqz6P8rWpkCF631A/Dv8v4BKhcBwgJFAAx+fQDBCncBTLsi/MRpAwDzg1sC2eIq9u6YMQcDpEUEXRTbAb8gSwEcYT0CkTfI/RVMuwODLT0AYSh3AmxKaPyOm9L+xpp08uETAwMAgI0DtoAlAygz0QGC0g7/KNerAdE2CQKD/lkCBDg3A+qmKwCWXDcDMkglAX2GhwG8/HsDNFM/A+f6VQL+2wL+rCv1Ae/LawF3EmcBUjjy/6OCbwLbW2r8uEBhAXQEXwWqlzL9HZ/e/0FHYwG4KAEBOr8U/4JsJQaAHyL8dkFy+6HyCvwpbZkCTtp+/8TAaQXs5jcAX7wBB4Di4vyymeMAUUgbBR0AfQJZWpkBs9LlA07YpwKr7Kb/QrFg/94IkwG3xCT8S/zPA3Zjgv0UrG0HAz0u/cH9bP3AP1r+lUfa+KCLUwCEeksC+8znAjcGtwGzZyL+quD+8wFF9wMx328A20O+/VDeXQBGyyMAzXt3Av02/QPNP2T8m4FdAbYzOPodyzD/kugW8gKDnP4E1F8BWB9e/avtxQNEDzD90Tv6/us4+QGPhJ8CkGA0/nHfpv5aDlkCLrwxAZT0QvxAMC0D5bKw/50hbQHh+pkD7e18/zZhmwLv6lT8Ao2tALJTvvrSr2b4a2n3Aze+fv3vUpcCbQE6/gtkaQPTtYT/2U8W/3Jlxv/FpjkChwrG+6tOAP93ZVcAyxlk/HgoxQPDECj8kODBA0uXWPQf6L8D88kK/lazeP4qs+z/lCL8+I67DPxON/j/eTgvAqZfBPSO9EL+UHRu/5eprP9bvV7/fAik/hKK/vlnpHT6v2RzAN27CQKvPVEB+Hag/6pNWQPirsj8vyc8/1MYfPmnN+r+koMC+i7ANQNfLEEA="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02550_W000000", "text": " Do you want to learn English and make faster progress? Of course you do! You should stop saying these things. Stop saying it's difficult." }
EN_B00035_S02550_W000000
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02550_W000001", "text": " This way of thinking makes you feel bad about yourself, and it discourages you from trying further." }
EN_B00035_S02550_W000001
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02550_W000002", "text": " Everything is difficult when it's new and unfamiliar. When you learn English, or any language, you have to deal with many new and unfamiliar things." }
EN_B00035_S02550_W000002
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02550_W000003", "text": " Say, I need more time to understand this grammar point. Say, I need more time to learn how to write essays well." }
EN_B00035_S02550_W000003
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02550_W000004", "text": " This helps you approach your English learning in a positive way, so that you're focused on improving and progressing. Stop saying I understand. Don't say I understand this vocabulary. Don't say I understand these grammar rules." }
EN_B00035_S02550_W000004
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02550_W000005", "text": " But really knowing something, for most learners, means that you can use it." }
EN_B00035_S02550_W000005
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02550_W000006", "text": " First of all, it's natural for your passive skills to be better than your active skills. It's natural that your listening and reading are better than your speaking and writing." }
EN_B00035_S02550_W000006
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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"
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02550_W000007", "text": " To some extent, this is normal, and it isn't a problem. It's true for native speakers, too." }
EN_B00035_S02550_W000007
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar
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jZr999AnAP++zQI0h58BRdcQ9VDcdQCWsO0B4BhFBdMy2QPfvh8A0ewo+nVpBwJ0pXsBjUly/8YJHQPtjWz6+02U/9pgfQK5Pqj+tVxJAl+rDPlecAEA/CUVAtHGQQVX2icDIHn++2+A0QB72oj/STxRA0TzhwCnHBMC9r8fAe40sQC9DAcBIRAvBR/RTwYvx1MB+SIBAPK6XwePQbkAOo3e/UMNWwHxvZcEcEDTAok8NQYytW0EYOYLBUf6lwLyzCMEK7ZlBYjZbQY7IEUFF/9XAMOfUP55mncDPcSBAfaDJPzC+kcAcyxXBpR1RQWoZKb4vmjrB1Xy3QEaQC0H804NBwoVUwB5a78D1ysxAOd8tvlJahT+iwfzAIxMTwXld1cA98PvAIfK+QLaGqsDjMOnAkLUKQbjiS0F51bBBj9R+QWC0SsCNbbg9ysKowDXbHkHVTNrAJfuawGRgrkAGvFxA7bsWwfACx0D2SFLB7TMxQbRrVEG0aDXAZdW9vw2JbsHnE9w+V4ZFvwOLLMERt1g/4NGGvzEq3MBmNhXBwWOywHmRkMCVu77A/KClQLYSYEGgzgZBIU5ZwUZ+isDruE9A6NxIQU3H+0A7ItzAa+gFwT12TMBtlPtAd7oSQbU2xcCqyG3AXUZMPyj2CkGjiPzAMq3MPki9YEA3uYK/kSDUQFKMKkF3rgfBl+MRwSLufz/vurVAMNl6wIASg0DpKZXA0OzzQKBsisAIlxBAYv2LP8C88D7P4TfARMeNQRN5hMCG1nnAiSiFQDLOA8En9T9AcT4CQbh6ssBXXhbBdCBLQDIsosBOR9c/zuhdQE8iSsDNPffA9DRbPTr44L8/EL4/g4L3v12lwb9XQ4jAEQuEwD+f6D/OU4LBs+g7wRQ9E8A+3gXBNHUawNE5hsCSpmg/EKEJQEs5q8HOtHJASRl+P/KrJkDwuLlAbf/vvvFAjcDggvPAw9CXwDfoMECaGCXBbQgJwBbtfD/hB/Q/+zXNv20L20CM+dY/e3epwFGKdsAlWGTAo8jDQNURdcDzVytAskUmP4shLEFPKj9Axp2gwfXk6MBQp9s/Td5/wKZe+cCvSI1A3dy+vlLBXUFBtGRBBwQZP5X7rECxr3PArKALQWaEEUEaMXPA67AkQDDdVkCqSuTA5RigwII/kD8f6b++Aj24QJMLZL42Md7Apm03QAar20Dmf36/AYJ8P33kSUHS//i/7HV7wWYNmUAkVjjAfOa/wM6Iv0Cz6xc/dETHQMGeisAL672+PUouP3EroT8HKd9BZTLKP9sH7UA8Vwy/0j+aP5mnmT9rRo9ABqJfv5e4EMAX6e7AVS0NwRAGPsEmTsjAc3lvQDh+70BI+21An26AQR/UBcF7U5vAK0rIv2c9CMExU9TAjj0YwPF94cBKcGfA0Wx+wJNf60ADW4dAVPSDQSNMBkA2YHhAW1g7QJS93b67kirBX7HgwF0CqEDwRte/36rXwMhHgkGAbW5BaESmPw1vL0GARqy/cfpwwAP2s7/YIWK+0FddwMML0j40A/NA2IjewA4vvEADzbK/Jp+AQDWgtL7aIrXAKRYewSg1A8GPvSBB2LJ0wHz/9UDt/xfAtrdWwRuB4cCTNVm/mvB5QY5iQkDhH1RA6xEWQGS7fkDfXUjAasmhwOI3zr6gMgXA3sixPym568AzOY7AFXMVwDoUx8BANRLBjjfNPw4SRj+XDKk/AffXQOgCG73/3AXAIBwYv5H3BMA0h3PA446BwIGVJUAe0A1BhJshu4B1Y8A2qyvAyz7TQKZ4A0HCbtnAGzx2wFGH0z+4KyLBdL8NvIk0AcG8dgNB7mU1wfJl4kA7tYrAZDO6P27z30CQGK07eLezP4f9vMCdXZrA2vqOwO5tSUHHTUzAezu7PyzQZMAiLbxARpjSwFBwuUBrlH/AR7NWQGu+sUDsDHNB400HQIyuTMAneZHAe8q5vohccEEaN+Y/reSkQPerckDYeWvAuLzbP0mqHEEMCnNAxbmGQBqFv8AenYFAPJ7eQEUjcj8PBDxAEKgywEnSCMAihw/AmbE5wYcdGkESC68/CPUDQLPz1EDqa4lAnKEavhaEBUHwDyhACrEkwAui4j8UQWHBRcDFQFkjEMEjHB7BFBkqwChmqz408lI/BlICQGiAjkAvDlFARZoKwFadh0FZbGfBf5CKQFF1PUBMAMc/bNcPwG1kmkCnsydA/43VwF4Ux0Dn50NAD6UqQFKyd0GbwBFB3ipNwWabOMGkjpHBSzgJQcKEgr9hXQNAPLjZQMA7AkEnr+K+zRiZwPcHC0HceQ4+wi8uwZKXTEGRS0RBZmVWwOSjEcEAaoPAoqocQPHTAkECXoRAdiN2QJqMfUBhqmPBRu+cQJxmFMD0mRhA7Kj0wFvsJUFLFKDABIBzwLc3FUFjDJhA2wg5vhiDnkB6MWhAe3o/vjZ9FcFyhgk/k4yRwCpfvsBKsc4/fNxzQEzvbUCKcYHAoAcrwY1Tur9lNHvAxXXEQLh0TMAZIu6/IjdPv/NRG0GLf/lAsYVBP2vcjUDNg3NAzUJWQBs5AUEiem9Az4RIwLga38BRQCi/oachQe3Uo8DR9JvAZGFxwCy1H8FnP4rAv37NQD5NfEA3HqhA3TrewFE7lcCEMWDAQHMeQRLznb808+bA62wawVVuNkCF7YlAa2Z7QTG1V8CBKgxB3gohQMC7HUERd01APjrhwAV8AsETLGvAq+gqQGv7g0Dki6tAVvAKwI78BcFJuk3AFM8DQFQr9T612Ek+6VX+wEE8QUH1FBDAILXZvCD04cDiYINATveJwCUmp0DcmafA9cOeQOjZRkAQ8SFBNuaJv49gBsEAxgRBEAHeQLExMEAhcjxBO9UkvyzYPsEQOolAHqZcvmAtuD+X2IbAKUgjQUB/OcC+x6JA/5yWvnioT7xlbEPB0MErwanCh0BMjZ/AftZ4wVmzzMD7c6JBvQUDQfxDCEH8Fe1AFJQyQIkIR0E709HAtQZawFQTrcCpYAzAvX+tQMAJrsDO/zlBi6YPvxArMUCxP+TA3q8dPtMFPkCPmKPAlKAXwdMJnsCIXRk8nS15QJLtKD8NbnHA+CIawNIv40D51oI//sn3wHjFTkDOHwHAs+ZSQWQ/mb9xxErAP/6KP6tNNEGiAEE+NWgTQQ/UH0AB5K1A/xdPwNzeVLyspKC/oVyXQD+jQD7dhjM/L1s0P2MDFEHVM+FAAbwGwIFbcMA6xo8/pTXDP0TflT82ZvC/7v7BP/Bhej8O5xo9CmAAwHMRb7/oOJu9fu9Nve6MB0AMDSrAatyPQIhoZr9lXl1BKE+kQK1HIj/YYwjB8ThVP3mN574SkuTAvW3IwBhFNMAe76TAKey/Pz50VEC9oP1ApgZDwJpMZUBC6IC9mjbzvzpJL8FSYne/nD8MQDwmBD+6rNxAdFHkP/S9E8Ar3QtA9r+4wLxOp0BlnhZA4cjVv/+qUkHa7AdBd/ltwNUlqkAs5GvA0kspP2p8L79gm/++EofJwAVmSz8q2CK+5efsvx9rrT+CzarA/HE4QG11AMDcc05AydZAwA9yi8DgWg7A7RxwQPvX2T+KR3M/IR4SQIKrUECJS+O/iW7QvyRmlb/DI2FA2K+Xv/eUGb6vOL2/zhRmPy9Pg8BuS6O/xdbhvqOKBz7RWmJA4VHTv6oSVUCH6yzAxzTqvyJfM8BEIIs/I5vjvsyCrj6APFa/g3YwP3pPQcAm0lBAP0b6Ps/Lyr6tj2pA3wxhwPniQT5EmKrALvM+QKJD6T+iuC4/BRb0P+DrcMAh5XW/Bb0FQFqzN79/uE3ABT53Ppw5hz97qaS//lRpP3RCe0C+5QDA8uTUvzMVC8Cg46o/MK6dv9U6k0A="
{ "dataset": "voxbox:emilia_en", "key": "EN_B00035_S02550_W000008", "text": " Say, what can I do today to learn some new vocabulary?" }
EN_B00035_S02550_W000008
hf://datasets/smallbraineng/voxbox-vb-wds@2488fbaac5602452db325ec0647f19e77f43e1aa/voxbox-latents/shard-0-000000.tar