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    "title": "Analects (Confucius) - Introduction",
    "created": "2018-07-06",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Today, I started reading Analects, by Confucius. My family comes from Korea, where Confucianism has a very strong cultural influence, and I feel that it may be helpful in understanding more about my family’s background as well as the influences that have shaped my own life. The edition I am reading can be found \\\"},{\\\"attributes\\\":{\\\"link\\\":\\\"http://www.indiana.edu/~p374/Analects_of_Confucius_(Eno-2015).pdf\\\"},\\\"insert\\\":\\\"here\\\"},{\\\"insert\\\":\\\", and is available for free. Thank you, Dr. Robert Eno, for providing this translation.\\\\n...\\\\nToday, I read the introduction to the text, which offered a quick overview of the context in which this book was written. Confucius seems to have lived in the transition period between the Zhou dynasty and the Warring States period, during which the central Zhou power had lost its power to the local lords, who were constantly in conflict. During this time, there was much chaos and lots of social mobility, as traditionally powerful aristocratic families struggled to maintain their place.\\\\nConfucius was a strong proponent of upholding the purity of and preserving Zhou customs. He was conservative, placing great importance in the preservation of hierarchy. Perhaps this stemmed from him attributing the chaos around him to the fact that the traditional hierarchical structures were being threatened. In this way, I thought he was a lot like Thomas Hobbes, who argued for a strong central monarch (a despot) in his book \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Leviathan\\\"},{\\\"insert\\\":\\\" in the midst of the English Revolution.\\\\nAnyway, I’m pretty excited to start reading this book, but I’m pretty nervous, too. According to the introduction, the order of the passages is highly disorganized and can be hard to follow. I’ll can only do my best, I suppose. I’ll keep you updated.\\\\n\\\"}]}\",\"html\":\"<p>Today, I started reading Analects, by Confucius. My family comes from Korea, where Confucianism has a very strong cultural influence, and I feel that it may be helpful in understanding more about my family’s background as well as the influences that have shaped my own life. The edition I am reading can be found <a href=\\\"http://www.indiana.edu/~p374/Analects_of_Confucius_(Eno-2015).pdf\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\">here</a>, and is available for free. Thank you, Dr. Robert Eno, for providing this translation.</p><p>...</p><p>Today, I read the introduction to the text, which offered a quick overview of the context in which this book was written. Confucius seems to have lived in the transition period between the Zhou dynasty and the Warring States period, during which the central Zhou power had lost its power to the local lords, who were constantly in conflict. During this time, there was much chaos and lots of social mobility, as traditionally powerful aristocratic families struggled to maintain their place.</p><p>Confucius was a strong proponent of upholding the purity of and preserving Zhou customs. He was conservative, placing great importance in the preservation of hierarchy. Perhaps this stemmed from him attributing the chaos around him to the fact that the traditional hierarchical structures were being threatened. In this way, I thought he was a lot like Thomas Hobbes, who argued for a strong central monarch (a despot) in his book <em>Leviathan</em> in the midst of the English Revolution.</p><p>Anyway, I’m pretty excited to start reading this book, but I’m pretty nervous, too. According to the introduction, the order of the passages is highly disorganized and can be hard to follow. I’ll can only do my best, I suppose. I’ll keep you updated.</p>\"}",
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    "title": "War and Peace (Tolstoy) - Ch 1-6",
    "created": "2018-07-06",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"The last time I took a crack at this book was in 5th grade. I gave up after the first three chapters—I remember that my primary complaint had been that the names all blended together—but now, I feel like I can understand what's going on a lot better than before. \\\\\\\"‹The names \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"still\\\"},{\\\"insert\\\":\\\" blend together—there are so many characters—but I'm definitely much better able to keep track of the plot and the families. Having taken AP Euro is extremely helpful as well, as it gives me context behind the events and arguments in the book.\\\\n\\\\nWar and Peace takes place in Russia during Napoleon's reign in France. The Emperor of Russia is Alexander I, and apparently, at the beginning of the book, Napoleon has just recently crowned himself Emperor. The Russian elite are francophiles, speaking almost exclusively in French. Thus, the upheaval in France distresses the Russian aristocrats greatly.\\\\nThe first couple chapters of this book take place during Anna Pavlona's party, where we meet a lot more of the characters. I think that this 'party' device was very helpful for the book's exposition, especially because it allows Tolstoy to introduce a great number of new characters and their relationships to one another in quick succession.\\\\nAnyway, to me, it feels like a lot of these characters are extremely pretentious. Perhaps it's because of my innate, American dislike of aristocracy? Or perhaps that's the way Tolstoy meant for us to perceive these characters. My favorite character so far is thus Pierre, who seems much more genuine to me than the other people. He's a bit naïve about his views on Napoleon, but he's passionate about his political views and has lofty, liberal notions about republics and liberty, which as a citizen of a modern democracy, I very much like.\\\\nMy least favorite character is Prince Hippolyte. He's clearly written to be dislikable—he's a bit of a weirdo who can't pick up social cues for the life of him, and he's a major creep towards the beautiful Princess Bolkonsky, wife of Prince Andrew.\\\\nAnyway, speaking of Napoleon, in Chapter 5, Tolstoy presents what I feel like is an quite fair discussion of Napoleon's virtues and vices, exploring his brutality and despotic tendencies, while also recognizing his strides in creating equality and meritocracy in society. However, something that bugged at me was how the aristocrats were all talk and no action. It seems that all they do all-day-every-day is complain about Napoleon, while not actually doing anything about it. Perhaps this will change later in the book, as we exit the party scene.\\\\n\\\"}]}\",\"html\":\"<p>The last time I took a crack at this book was in 5th grade. I gave up after the first three chapters—I remember that my primary complaint had been that the names all blended together—but now, I feel like I can understand what's going on a lot better than before. \\\"‹The names <em>still</em> blend together—there are so many characters—but I'm definitely much better able to keep track of the plot and the families. Having taken AP Euro is extremely helpful as well, as it gives me context behind the events and arguments in the book.</p><p><br></p><p>War and Peace takes place in Russia during Napoleon's reign in France. The Emperor of Russia is Alexander I, and apparently, at the beginning of the book, Napoleon has just recently crowned himself Emperor. The Russian elite are francophiles, speaking almost exclusively in French. Thus, the upheaval in France distresses the Russian aristocrats greatly.</p><p>The first couple chapters of this book take place during Anna Pavlona's party, where we meet a lot more of the characters. I think that this 'party' device was very helpful for the book's exposition, especially because it allows Tolstoy to introduce a great number of new characters and their relationships to one another in quick succession.</p><p>Anyway, to me, it feels like a lot of these characters are extremely pretentious. Perhaps it's because of my innate, American dislike of aristocracy? Or perhaps that's the way Tolstoy meant for us to perceive these characters. My favorite character so far is thus Pierre, who seems much more genuine to me than the other people. He's a bit naïve about his views on Napoleon, but he's passionate about his political views and has lofty, liberal notions about republics and liberty, which as a citizen of a modern democracy, I very much like.</p><p>My least favorite character is Prince Hippolyte. He's clearly written to be dislikable—he's a bit of a weirdo who can't pick up social cues for the life of him, and he's a major creep towards the beautiful Princess Bolkonsky, wife of Prince Andrew.</p><p>Anyway, speaking of Napoleon, in Chapter 5, Tolstoy presents what I feel like is an quite fair discussion of Napoleon's virtues and vices, exploring his brutality and despotic tendencies, while also recognizing his strides in creating equality and meritocracy in society. However, something that bugged at me was how the aristocrats were all talk and no action. It seems that all they do all-day-every-day is complain about Napoleon, while not actually doing anything about it. Perhaps this will change later in the book, as we exit the party scene.</p>\"}",
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    "title": "Analects (Confucius) - 1.1-1.4",
    "created": "2018-07-07",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"The first couple verses of Book 1: That was a strange experience. It was like reading Leviticus from the Bible: a string of seemingly unrelated pieces of advice (or in Leviticus's case, laws). I see what the introduction meant about the disorganization. According to the introduction, this book was meant to be a brief introduction to the basic tenets of Confucianism, which makes sense, because the topics covered were broad and not yet examined in depth. I will describe my experiences with each verse. You can find the verses here, for reference.\\\\n...\\\\n1.1\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Although it initially took a moment or two to get my head around what this guy was saying, I feel like this opening verse resounded with me a lot. Oftentimes, I feel slighted and sometimes even bitter when my abilities are unrecognized; it feels unjust. However, the verse points out, 'To study and at due times practice what one has studied, is this not a pleasure?' If I do the things I love, I should find joy in recognizing and being self-content my own ability. I shouldn't need the validation of others to feel contentment\\\\nHowever, sometimes the validation of others is necessary for advancement in society... perhaps there will be more word on this later? Maybe Confucius struggled with this as well; after all, he was job-seeking for forty years.\\\\n1.2\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Here, Master You basically equates the relationships between filiality towards parents and obedience of the ruling superior. You asserts that a filial attitude towards parents and respect towards elders is the basis for all virtue, of which one is obedience to a ruler. I agree that a good person must be filial towards their parents and respectful towards elders. If a person is not respectful to their closest family members, after all, they probably don't go showing around too much respect for others, either.\\\\nHowever, I don't think that this is binding; if a parent is abusive, for instance, they don't deserve respect. I wonder what Confucius thinks about this? Perhaps these are just general guidelines, and exceptions are allowed. After all, it's not always wrong to oppose a 'ruling superior,' as MLK's 'Letter from a Birmingham Jail'--and earlier, Thoreau's 'Civil Disobedience'--point out.\\\\n1.3\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"He's essentially saying that sly and conniving people are not virtuous. That intuitively makes sense, and I agree with it generally.\\\\nThis viewpoint contrasts with Machiavelli's 'The Prince' (which, of course, also contrasts with almost every other ethics standpoint), which dictates that a good prince will use underhanded methods if necessary to preserve the stability of the state. I agree somewhat that what's 'good' isn't always clear—life's decisions are often more complex than black and white.\\\\n1.4\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"These are great pieces of advice for maintaining strong, positive relationships. I find 'trustworthiness,' which more or less means 'reliability' here, is one of the most important aspects of a healthy relationship.\\\\n\\\"}]}\",\"html\":\"<p>The first couple verses of Book 1: That was a strange experience. It was like reading Leviticus from the Bible: a string of seemingly unrelated pieces of advice (or in Leviticus's case, laws). I see what the introduction meant about the disorganization. According to the introduction, this book was meant to be a brief introduction to the basic tenets of Confucianism, which makes sense, because the topics covered were broad and not yet examined in depth. I will describe my experiences with each verse. You can find the verses here, for reference.</p><p>...</p><h2>1.1</h2><p>Although it initially took a moment or two to get my head around what this guy was saying, I feel like this opening verse resounded with me a lot. Oftentimes, I feel slighted and sometimes even bitter when my abilities are unrecognized; it feels unjust. However, the verse points out, 'To study and at due times practice what one has studied, is this not a pleasure?' If I do the things I love, I should find joy in recognizing and being self-content my own ability. I shouldn't need the validation of others to feel contentment</p><p>However, sometimes the validation of others is necessary for advancement in society... perhaps there will be more word on this later? Maybe Confucius struggled with this as well; after all, he was job-seeking for forty years.</p><h2>1.2</h2><p>Here, Master You basically equates the relationships between filiality towards parents and obedience of the ruling superior. You asserts that a filial attitude towards parents and respect towards elders is the basis for all virtue, of which one is obedience to a ruler. I agree that a good person must be filial towards their parents and respectful towards elders. If a person is not respectful to their closest family members, after all, they probably don't go showing around too much respect for others, either.</p><p>However, I don't think that this is binding; if a parent is abusive, for instance, they don't deserve respect. I wonder what Confucius thinks about this? Perhaps these are just general guidelines, and exceptions are allowed. After all, it's not always wrong to oppose a 'ruling superior,' as MLK's 'Letter from a Birmingham Jail'--and earlier, Thoreau's 'Civil Disobedience'--point out.</p><h2>1.3</h2><p>He's essentially saying that sly and conniving people are not virtuous. That intuitively makes sense, and I agree with it generally.</p><p>This viewpoint contrasts with Machiavelli's 'The Prince' (which, of course, also contrasts with almost every other ethics standpoint), which dictates that a good prince will use underhanded methods if necessary to preserve the stability of the state. I agree somewhat that what's 'good' isn't always clear—life's decisions are often more complex than black and white.</p><h2>1.4</h2><p>These are great pieces of advice for maintaining strong, positive relationships. I find 'trustworthiness,' which more or less means 'reliability' here, is one of the most important aspects of a healthy relationship.</p>\"}",
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    "title": "Analects (Confucius) - 1.5-1.8",
    "created": "2018-07-12",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"I had an argument with my mother last week over essentially 'filial piety', which put me off of reading the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\" for a while. However, I now feel like it's doubly important to read the Analects while having conflicts with my parents. It's important to see where they're coming from, whether I disagree with them or not. I'm trying my best to read the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\" with an open mind. So, as I did before, I will now write my reflections for verses 5-8 of Book I. Again, the source text can be found here.\\\\n...\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"1.5\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"This verse speaks on leadership. Most obviously, it states that a leader must be reliable, dependable, and frugal. However, the part that struck me most about this verse was to 'treat persons as valuable.' Sometimes, when leading, I feel like I end up depersonalizing the people I'm working with, deconstructing them simply into their skills and weaknesses, and seeing where they can be put. It's important to remember that each person is a complex \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"person\\\"},{\\\"insert\\\":\\\", not some kind of puzzle block or robot, with emotions and motivations that must be considered to be an effective leader.\\\\n1.6 and 1.7\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"I put these two together because they speak on essentially the same things, but slightly differently. According to the commentary offered by the translator, this might be because Zixia, the speaker in 1.7, wanted to slightly modify what Confucius said in 1.6. Confucius encourages respect and care for all people, and to look up to people who are \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"ren\\\"},{\\\"insert\\\":\\\", or upright and moral in the Confucian sense; he also encourages the study of culture and refinement. Zixia modifies this, specifying that people should be respectful to their 'lord,' and that even if one does not show refinement, if they are respectful to their superiors, they should be considered 'learned.'\\\\nI feel like Zixia was thinking of the peasantry when he declared the addendum, who would not be in a position to strive for refinement. He encourages them to be respectful to their lords due to their position, rather than because they have \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"ren\\\"},{\\\"insert\\\":\\\", as Confucius asserts. I'm not a big fan of hereditary hierarchy, so I'm going to prefer listening to Confucius on this one.\\\\n1.8\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Not sure what the translator means by 'serious.' IMO, a \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"junzi\\\"},{\\\"insert\\\":\\\" can be held in awe even if he is familiar and friendly, as opposed to the aloof feeling that 'serious' implies. I mostly agree with the other statements—'if you study, you will not be crude' seems like a no-brainer—but one of them catches my eye: 'have no friends who are not like yourself in [being ren].' It reminds me of a poster that was hung up on one of the walls of my elementary school, with a blunt pencil surrounding itself with sharp ones: 'Surround yourself with people you want to be like.' This seems reasonable, but I feel like a diversity of interactions and experiences is important. Insulating yourself in a bubble may be easier, but I think to really grow, you need to surround yourself with all kinds of people and use critical thinking to figure out the characteristics you would like to emulate from each person.\\\\n\\\"}]}\",\"html\":\"<p>I had an argument with my mother last week over essentially 'filial piety', which put me off of reading the <em>Analects</em> for a while. However, I now feel like it's doubly important to read the Analects while having conflicts with my parents. It's important to see where they're coming from, whether I disagree with them or not. I'm trying my best to read the <em>Analects</em> with an open mind. So, as I did before, I will now write my reflections for verses 5-8 of Book I. Again, the source text can be found here.</p><h2>...</h2><h2>1.5</h2><p>This verse speaks on leadership. Most obviously, it states that a leader must be reliable, dependable, and frugal. However, the part that struck me most about this verse was to 'treat persons as valuable.' Sometimes, when leading, I feel like I end up depersonalizing the people I'm working with, deconstructing them simply into their skills and weaknesses, and seeing where they can be put. It's important to remember that each person is a complex <em>person</em>, not some kind of puzzle block or robot, with emotions and motivations that must be considered to be an effective leader.</p><h2>1.6 and 1.7</h2><p>I put these two together because they speak on essentially the same things, but slightly differently. According to the commentary offered by the translator, this might be because Zixia, the speaker in 1.7, wanted to slightly modify what Confucius said in 1.6. Confucius encourages respect and care for all people, and to look up to people who are <em>ren</em>, or upright and moral in the Confucian sense; he also encourages the study of culture and refinement. Zixia modifies this, specifying that people should be respectful to their 'lord,' and that even if one does not show refinement, if they are respectful to their superiors, they should be considered 'learned.'</p><p>I feel like Zixia was thinking of the peasantry when he declared the addendum, who would not be in a position to strive for refinement. He encourages them to be respectful to their lords due to their position, rather than because they have <em>ren</em>, as Confucius asserts. I'm not a big fan of hereditary hierarchy, so I'm going to prefer listening to Confucius on this one.</p><h2>1.8</h2><p>Not sure what the translator means by 'serious.' IMO, a <em>junzi</em> can be held in awe even if he is familiar and friendly, as opposed to the aloof feeling that 'serious' implies. I mostly agree with the other statements—'if you study, you will not be crude' seems like a no-brainer—but one of them catches my eye: 'have no friends who are not like yourself in [being ren].' It reminds me of a poster that was hung up on one of the walls of my elementary school, with a blunt pencil surrounding itself with sharp ones: 'Surround yourself with people you want to be like.' This seems reasonable, but I feel like a diversity of interactions and experiences is important. Insulating yourself in a bubble may be easier, but I think to really grow, you need to surround yourself with all kinds of people and use critical thinking to figure out the characteristics you would like to emulate from each person.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 5,
  "fields": {
    "title": "Analects (Confucius) - 1.9-1.12",
    "created": "2018-07-13",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Sometimes, I wish that the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\" had more reasoning behind them. The pieces of advice are good, I think, but they lack any support. I believe that most ancient tracts are like this, including Plato's \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Republic\\\"},{\\\"insert\\\":\\\", which although often heralded as an iconic piece of classical reasoning and philosophy, lacks robust logical processes in supporting its points. Today, I reflected on verses 1.9-1.12.\\\\n\\\\n1.9\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"This verse instructs readers to be respectful towards death and the dead. The incentive it offers is that the 'virtue of the people will return to fullness,' which relates the 'Mandate of Heaven' idea that drove much of China's dynastic history, that the virtue of a state is necessary for it to continue.\\\\nRespecting the dead makes sense in the lens of Confucius's arguments for filial piety. First off, those who are dying should obviously be cared for as they pass on, so as to ease their way over to the other side. Respecting the dead after they have died is just as important for the virtue of the respecter as for the comfort of the respectee. Respecting the dead would basically be a way to remember those who came before you and to be thankful for their contributions to your life.\\\\n1.10\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Apparently, the best way to figure out the affairs of a government is to be 'friendly, straightforward, reverential, frugal, and modest.' I'm not certain that this would be as effective now when trying to find things out about a government's inner workings, but my experiences do support that often, being straightforward and honest is the best way to get information. Frugal also makes sense. It's important not to demand too much (at once) in order to avoid overwhelming the recipient and scaring them off.\\\\n1.11\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"This verse is interesting to me personally, especially the part with says, 'One who does not alter his late father's \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"dao\\\"},{\\\"insert\\\":\\\" for three years may be called filial.' The commentary is unsure of what \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"dao\\\"},{\\\"insert\\\":\\\" means here. However, in the context of what I know about my own culture, I might have a guess. In Korea, the tradition (that I don't believe anyone follows anymore) is that after a parent dies and is buried, the firstborn son goes to live and mourn next to the grave for three years with only the bare necessities. Although this seems like an extreme example to me, keeping the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"dao\\\"},{\\\"insert\\\":\\\" might just mean mourning the loss.\\\\n1.12\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Basically, Master You here says to conform, except when it defies one's values. I can't disagree with this. It's good to be unique, but uniqueness should come from expressing one's values, not random, erratic behavior. Although, to think about it, random uniqueness should also not be condemned. I think that what should be taken from this piece of advice is to avoid conforming when it defies one's values.\\\\n\\\"}]}\",\"html\":\"<p>Sometimes, I wish that the <em>Analects</em> had more reasoning behind them. The pieces of advice are good, I think, but they lack any support. I believe that most ancient tracts are like this, including Plato's <em>Republic</em>, which although often heralded as an iconic piece of classical reasoning and philosophy, lacks robust logical processes in supporting its points. Today, I reflected on verses 1.9-1.12.</p><p><br></p><h2>1.9</h2><p>This verse instructs readers to be respectful towards death and the dead. The incentive it offers is that the 'virtue of the people will return to fullness,' which relates the 'Mandate of Heaven' idea that drove much of China's dynastic history, that the virtue of a state is necessary for it to continue.</p><p>Respecting the dead makes sense in the lens of Confucius's arguments for filial piety. First off, those who are dying should obviously be cared for as they pass on, so as to ease their way over to the other side. Respecting the dead after they have died is just as important for the virtue of the respecter as for the comfort of the respectee. Respecting the dead would basically be a way to remember those who came before you and to be thankful for their contributions to your life.</p><h2>1.10</h2><p>Apparently, the best way to figure out the affairs of a government is to be 'friendly, straightforward, reverential, frugal, and modest.' I'm not certain that this would be as effective now when trying to find things out about a government's inner workings, but my experiences do support that often, being straightforward and honest is the best way to get information. Frugal also makes sense. It's important not to demand too much (at once) in order to avoid overwhelming the recipient and scaring them off.</p><h2>1.11</h2><p>This verse is interesting to me personally, especially the part with says, 'One who does not alter his late father's <em>dao</em> for three years may be called filial.' The commentary is unsure of what <em>dao</em> means here. However, in the context of what I know about my own culture, I might have a guess. In Korea, the tradition (that I don't believe anyone follows anymore) is that after a parent dies and is buried, the firstborn son goes to live and mourn next to the grave for three years with only the bare necessities. Although this seems like an extreme example to me, keeping the <em>dao</em> might just mean mourning the loss.</p><h2>1.12</h2><p>Basically, Master You here says to conform, except when it defies one's values. I can't disagree with this. It's good to be unique, but uniqueness should come from expressing one's values, not random, erratic behavior. Although, to think about it, random uniqueness should also not be condemned. I think that what should be taken from this piece of advice is to avoid conforming when it defies one's values.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 6,
  "fields": {
    "title": "Revisiting Analects Verse 1.2",
    "created": "2018-07-15",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Last week, on July 7th, I wrote a reflection on verse 1.2 from the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\", where I questioned Confucius's declaration that one's parents and elders should always be respected. Here is the relevant excerpt:\\\\n\\\\n'I agree that a good person must be filial towards their parents and respectful towards elders... \\\\\\\"‹However, I don't think that this is binding; if a parent is abusive, for instance, they don't deserve respect. I wonder what Confucius thinks about this?'\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"After I introduced my website to my mother, she read this reflection. She offered an interesting take on Confucius's ideas, which I feel is an excellent explanation of my question.\\\\nAll in all, parents should be respected, regardless of whether their conduct is 'respectable.' Sometimes, it may be okay not to approve of the choices that a bad parent makes, or even to disobey them if requests are dangerous or harmful.\\\\nHowever, these instances are separate from the respect that should be offered from a child to a parent. A child should offer a bad parent respect on the very basis that they are their parent, if nothing else.\\\\nIn short, the idea is sort of like the phrase, 'Hate the sin, love the sinner.' Just because a bad parent does something wrong doesn't mean that the child should disrespect them. The bad parent should still receive respect, although the child may disapprove of their poor choices.\\\\n\\\"}]}\",\"html\":\"<p>Last week, on July 7th, I wrote a reflection on verse 1.2 from the <em>Analects</em>, where I questioned Confucius's declaration that one's parents and elders should always be respected. Here is the relevant excerpt:</p><p><br></p><blockquote>'I agree that a good person must be filial towards their parents and respectful towards elders... \\\"‹However, I don't think that this is binding; if a parent is abusive, for instance, they don't deserve respect. I wonder what Confucius thinks about this?'</blockquote><p>After I introduced my website to my mother, she read this reflection. She offered an interesting take on Confucius's ideas, which I feel is an excellent explanation of my question.</p><p>All in all, parents should be respected, regardless of whether their conduct is 'respectable.' Sometimes, it may be okay not to approve of the choices that a bad parent makes, or even to disobey them if requests are dangerous or harmful.</p><p>However, these instances are separate from the respect that should be offered from a child to a parent. A child should offer a bad parent respect on the very basis that they are their parent, if nothing else.</p><p>In short, the idea is sort of like the phrase, 'Hate the sin, love the sinner.' Just because a bad parent does something wrong doesn't mean that the child should disrespect them. The bad parent should still receive respect, although the child may disapprove of their poor choices.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 7,
  "fields": {
    "title": "Analects (Confucius) - 1.13-1.16",
    "created": "2018-07-18",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"It's occurred to me that I may have been doing this endeavor incorrectly. I often try to pick out things to argue against in the Analects, which isn't how it's meant to be treated... I'm going to try and answer the question, 'How can I apply this to my life?' for each verse from now on.\\\\n...\\\\n1.13\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"In this verse, Confucius asserts that 'trustworthiness,' which essentially means 'reliability' here, and 'reverence' are very important values. I agree that being reliable and trustworthy is very important to being respected and valued. I'm not quite sure what 'reverence' means here, though. Confucius says it's close to li, so perhaps it entails a respect of tradition? It is true that by acting somewhat conservatively, there is less risk of losing the respect of others. I think Confucius here might just be instructing us to be thoughtful and respectful in our actions and speech.\\\\n1.14\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Rather than material wealth, Confucius emphasizes the importance of 'loving learning' and being respected. I agree that most of the time, when we remember the greats of history, we remember them not for being wealthy, but rather for their incredible feats or personalities. I personally don't lack or feel a great desire for material wealth, so this verse really speaks to me by telling me that respect is what we should seek, and that we can get it by being respectable in speech and conduct.\\\\n1.15\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"This verse is admittedly a bit confusing for me. It has several references to ancient Chinese poetry that I haven't really come across before, which are hard to understand out of context. However, I think that there are is a lesson here that I can use to improve my life. First, it's important not to let being poor lower your dignity. 'To be poor, but never a flatterer,' says Zigong. Also, 'To be poor, but joyful'—being poor doesn't mean that someone can't be happy. I feel like that's a lesson that a lot of the people in first world countries are grappling with right now. As someone with a disadvantaged SES, I think these are good lessons to learn.\\\\n1.16\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"This verse ties in quite neatly with verse 1.1. In 1.1, Confucius told us to be satisfied with doing what we love, rather than being bitter if we don't receive recognition for it. In this verse, he points out that just as often as we are not recognized, we probably also do not properly recognize the good qualities of others. This verse really speaks to me. Oftentimes, I feel like I'm too wrapped up in making sure I'm recognized, while I don't quite recognize the abilities of others. I should focus on trying to learn more about other people and make sure to complement them when they deserve it. It's certainly what I would want others to do for me.\\\\n\\\"}]}\",\"html\":\"<p>It's occurred to me that I may have been doing this endeavor incorrectly. I often try to pick out things to argue against in the Analects, which isn't how it's meant to be treated... I'm going to try and answer the question, 'How can I apply this to my life?' for each verse from now on.</p><p>...</p><h2>1.13</h2><p>In this verse, Confucius asserts that 'trustworthiness,' which essentially means 'reliability' here, and 'reverence' are very important values. I agree that being reliable and trustworthy is very important to being respected and valued. I'm not quite sure what 'reverence' means here, though. Confucius says it's close to li, so perhaps it entails a respect of tradition? It is true that by acting somewhat conservatively, there is less risk of losing the respect of others. I think Confucius here might just be instructing us to be thoughtful and respectful in our actions and speech.</p><h2>1.14</h2><p>Rather than material wealth, Confucius emphasizes the importance of 'loving learning' and being respected. I agree that most of the time, when we remember the greats of history, we remember them not for being wealthy, but rather for their incredible feats or personalities. I personally don't lack or feel a great desire for material wealth, so this verse really speaks to me by telling me that respect is what we should seek, and that we can get it by being respectable in speech and conduct.</p><h2>1.15</h2><p>This verse is admittedly a bit confusing for me. It has several references to ancient Chinese poetry that I haven't really come across before, which are hard to understand out of context. However, I think that there are is a lesson here that I can use to improve my life. First, it's important not to let being poor lower your dignity. 'To be poor, but never a flatterer,' says Zigong. Also, 'To be poor, but joyful'—being poor doesn't mean that someone can't be happy. I feel like that's a lesson that a lot of the people in first world countries are grappling with right now. As someone with a disadvantaged SES, I think these are good lessons to learn.</p><h2>1.16</h2><p>This verse ties in quite neatly with verse 1.1. In 1.1, Confucius told us to be satisfied with doing what we love, rather than being bitter if we don't receive recognition for it. In this verse, he points out that just as often as we are not recognized, we probably also do not properly recognize the good qualities of others. This verse really speaks to me. Oftentimes, I feel like I'm too wrapped up in making sure I'm recognized, while I don't quite recognize the abilities of others. I should focus on trying to learn more about other people and make sure to complement them when they deserve it. It's certainly what I would want others to do for me.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 8,
  "fields": {
    "title": "Analects (Confucius) - 2.1-2.4",
    "created": "2018-07-20",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Finally, it's time to look at Book II of the Analects! I'm excited to see what this one has in store for me. According to the introduction, Book I was a general introduction to Confucianism, while Book II addresses 'general issues of governance.' So, I guess I'll get to see what Confucius thought of politics!\\\\n2.1, 2.2\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Both of these verses instruct you to lead by being steadfast in one's values. By being a beacon of stability, others will be attracted as if you are a lighthouse. This makes sense, because it's important for a leader to be 'unswerving' in order to be reliable; that's why we prefer politicians, for instance, who don't flip-flop on the issues.\\\\n2.3\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Confucius argues that using punishments and laws to directly force people into doing things is unsustainable; instead, he argues, leaders should change the mentality and philosophies of the people to make them do the desirable things by their own free will. This relates to 2.1, which argues that the way to do this is by leading by example; by showing onesself to be a beacon of virtue, others will try to emulate one's behavior.\\\\n2.4\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"If I am to take Confucius's life as a model I should follow, the most relevant part here for me is the fact that between ages 15 and 30, he had set his heart on learning. That is, he didn't 'take a stand' and wasn't 'without confusion' until ages 30 and 40, respectively. I have strong opinions, and sometimes I feel like I'm being too stubborn about them; after all, they say that my age is the age when we believe we know everything. I should always remember that there are always so many things I don't know and many that I'm wrong about.\\\\nSomething that also struck me was that Confucius, despite knowing 'the command of Tian' at age 50, listened with a 'compliant ear' at 60. That goes to show that no matter what stage of life one is at, one should continue to learn and listen with an open ear.\\\\n\\\"}]}\",\"html\":\"<p>Finally, it's time to look at Book II of the Analects! I'm excited to see what this one has in store for me. According to the introduction, Book I was a general introduction to Confucianism, while Book II addresses 'general issues of governance.' So, I guess I'll get to see what Confucius thought of politics!</p><h2>2.1, 2.2</h2><p>Both of these verses instruct you to lead by being steadfast in one's values. By being a beacon of stability, others will be attracted as if you are a lighthouse. This makes sense, because it's important for a leader to be 'unswerving' in order to be reliable; that's why we prefer politicians, for instance, who don't flip-flop on the issues.</p><h2>2.3</h2><p>Confucius argues that using punishments and laws to directly force people into doing things is unsustainable; instead, he argues, leaders should change the mentality and philosophies of the people to make them do the desirable things by their own free will. This relates to 2.1, which argues that the way to do this is by leading by example; by showing onesself to be a beacon of virtue, others will try to emulate one's behavior.</p><h2>2.4</h2><p>If I am to take Confucius's life as a model I should follow, the most relevant part here for me is the fact that between ages 15 and 30, he had set his heart on learning. That is, he didn't 'take a stand' and wasn't 'without confusion' until ages 30 and 40, respectively. I have strong opinions, and sometimes I feel like I'm being too stubborn about them; after all, they say that my age is the age when we believe we know everything. I should always remember that there are always so many things I don't know and many that I'm wrong about.</p><p>Something that also struck me was that Confucius, despite knowing 'the command of Tian' at age 50, listened with a 'compliant ear' at 60. That goes to show that no matter what stage of life one is at, one should continue to learn and listen with an open ear.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 9,
  "fields": {
    "title": "Analects (Confucius) - 2.5-2.8",
    "created": "2018-08-01",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"I've been actively trying to be more respectful towards my parents and to other people. Not only have I tried applying the ideas of Confucius, but I also recently read an article about various forms of 'reciprocity,' that is, the transfer of goods and services between different kinds of relationships. There are three kinds of reciprocity: balanced, negative, and general. Balanced reciprocity is where people give with to another with the expectation of receiving a similar amount within a set period of time. Negative reciprocity is where people give with the expectation of receiving more than they gave in return. Generalized reciprocity is where people give to one another without the expectation of anything in return.\\\\nThe example that the article gave for generalized reciprocity was the relationships within families. This really impacted me. I felt like oftentimes, I treat my siblings or such with negative reciprocity. I decided to try to make a switch to treating others, or at least my family and friends, with generalized reciprocity.\\\\nAnyway, according to the commentary, apparently the four verses I'm looking at today are a set called 'filiality,' dealing specifically with how children are supposed to treat their parents. I think I'm in the right state of mind for this right now, so I'm hoping it'll be a productive set of reflections.\\\\n. . .\\\\n2.5\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Confucius explains that filiality consists of 'never disobeying' one's parents. I believe that what he means is that it's never good to disobey one's parents. I agree; parents almost always are working towards the benefit of their children, and try to instruct them to do what's best for them. Even when someone may be forced to disobey one's parents, it should never be because they believe that disobeying their parents is a good thing, but rather because it may be the better of two evils.\\\\nAnother thing of note in this verse is Confucius's use of the character \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"li\\\"},{\\\"insert\\\":\\\", or 禮. I had thought before that this had meant been part of the word \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"doli\\\"},{\\\"insert\\\":\\\" in Korean, which means good behavior. However, talking with my dad about the Analects, he explained that apparently, it was actually the word \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"ye\\\"},{\\\"insert\\\":\\\" in Korean, which is closer to the English 'etiquette.' \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Ye\\\"},{\\\"insert\\\":\\\" has a lot of underlying connotations in Korean, and this correct translation is really helping me to understand Confucius's uses of the word in a new light.\\\\n2.6\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Classic verse, quoted \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"all\\\"},{\\\"insert\\\":\\\" the time: 'Let your mother and father be concerned only for your health.' Worrying about their child is one of the worst experiences for a parent: It's not filial to let them go through all that worry. Once, after I was somewhat rude to my parents, my mother explained that she was more worried about myself being rude to others who wouldn't be as forgiving as she was—where she would scold me for it, others would just dissociate themselves from me. These are the kind of worries that Confucius is talking about, I think.\\\\n2.7\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Basically, Confucius says that it's not enough to do the bare minimum for a parent; one should have 'respectful vigilance,' which I took to be proactivity. I think that this applies everywhere, not just to parents.\\\\n2.8\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"I don't really understand this one, and there's no commentary on it either to make it easier to decipher. I'm especially struggling with when Confucius says, 'It is the expression on the face that is difficult.' I looked up some alternate translations, but they're not much help. For now, I've posted a question on Quora asking about it. I'll update this post if anything useful comes up.\\\\nUPDATE (8/3/2018): I reflected on this more, and I think I've figured it out. I posted my reflection on Quora as well:\\\\n\\\\nThis was my own question, but upon some reflection, I feel like I have an answer for it. I'm going to use the version I put in the link for the translation:\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Zixia asked about filiality. The Master said, 'It is the expression on the face that is difficult. That the young should shoulder the hardest chores or that the eldest are served food and wine first at meals – whenever was that what filiality meant?''\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"I think that what Confucius meant was that it's not enough to just go through the motions of filiality, that is to 'shoulder the hardest chores or... the eldest are served food and wine first at meals.' The motions should be undertaken without reluctance or resentment at having to do them. That is, 'It is the expression on the face that is difficult:' The actions of filiality should not be done with a twisted expression.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<p>I've been actively trying to be more respectful towards my parents and to other people. Not only have I tried applying the ideas of Confucius, but I also recently read an article about various forms of 'reciprocity,' that is, the transfer of goods and services between different kinds of relationships. There are three kinds of reciprocity: balanced, negative, and general. Balanced reciprocity is where people give with to another with the expectation of receiving a similar amount within a set period of time. Negative reciprocity is where people give with the expectation of receiving more than they gave in return. Generalized reciprocity is where people give to one another without the expectation of anything in return.</p><p>The example that the article gave for generalized reciprocity was the relationships within families. This really impacted me. I felt like oftentimes, I treat my siblings or such with negative reciprocity. I decided to try to make a switch to treating others, or at least my family and friends, with generalized reciprocity.</p><p>Anyway, according to the commentary, apparently the four verses I'm looking at today are a set called 'filiality,' dealing specifically with how children are supposed to treat their parents. I think I'm in the right state of mind for this right now, so I'm hoping it'll be a productive set of reflections.</p><p>. . .</p><h2>2.5</h2><p>Confucius explains that filiality consists of 'never disobeying' one's parents. I believe that what he means is that it's never good to disobey one's parents. I agree; parents almost always are working towards the benefit of their children, and try to instruct them to do what's best for them. Even when someone may be forced to disobey one's parents, it should never be because they believe that disobeying their parents is a good thing, but rather because it may be the better of two evils.</p><p>Another thing of note in this verse is Confucius's use of the character <em>li</em>, or 禮. I had thought before that this had meant been part of the word <em>doli</em> in Korean, which means good behavior. However, talking with my dad about the Analects, he explained that apparently, it was actually the word <em>ye</em> in Korean, which is closer to the English 'etiquette.' <em>Ye</em> has a lot of underlying connotations in Korean, and this correct translation is really helping me to understand Confucius's uses of the word in a new light.</p><h2>2.6</h2><p>Classic verse, quoted <em>all</em> the time: 'Let your mother and father be concerned only for your health.' Worrying about their child is one of the worst experiences for a parent: It's not filial to let them go through all that worry. Once, after I was somewhat rude to my parents, my mother explained that she was more worried about myself being rude to others who wouldn't be as forgiving as she was—where she would scold me for it, others would just dissociate themselves from me. These are the kind of worries that Confucius is talking about, I think.</p><h2>2.7</h2><p>Basically, Confucius says that it's not enough to do the bare minimum for a parent; one should have 'respectful vigilance,' which I took to be proactivity. I think that this applies everywhere, not just to parents.</p><h2>2.8</h2><p>I don't really understand this one, and there's no commentary on it either to make it easier to decipher. I'm especially struggling with when Confucius says, 'It is the expression on the face that is difficult.' I looked up some alternate translations, but they're not much help. For now, I've posted a question on Quora asking about it. I'll update this post if anything useful comes up.</p><p>UPDATE (8/3/2018): I reflected on this more, and I think I've figured it out. I posted my reflection on Quora as well:</p><p><br></p><blockquote>This was my own question, but upon some reflection, I feel like I have an answer for it. I'm going to use the version I put in the link for the translation:</blockquote><blockquote>'Zixia asked about filiality. The Master said, 'It is the expression on the face that is difficult. That the young should shoulder the hardest chores or that the eldest are served food and wine first at meals – whenever was that what filiality meant?''</blockquote><blockquote>I think that what Confucius meant was that it's not enough to just go through the motions of filiality, that is to 'shoulder the hardest chores or... the eldest are served food and wine first at meals.' The motions should be undertaken without reluctance or resentment at having to do them. That is, 'It is the expression on the face that is difficult:' The actions of filiality should not be done with a twisted expression.</blockquote><p><br></p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 10,
  "fields": {
    "title": "War and Peace (Tolstoy) - Ch 7-28 (End of Part 1)",
    "created": "2018-08-02",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Sorry for the late update on this one. I was originally intending to post every six chapters, but I ended up finishing Part I before I decided to post. I'll try to post more often.\\\\nThis book is not dry. It's long, but it's not dry. It's all thanks to the characters: They're all so interesting and compelling. They almost seem like real people.\\\\nAnyway, the main bulk of the part took place at the Rostovs' house, where a couple 'ships' emerged:\\\\nNicholas Rostov and Sonya Alexandrovna: Nicholas Rostov is the eldest son of the Rostov family, and is going to the military. Sonya Alexandrovna is his cousin (Pretty sure that's incest?).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Boris Drubestsky and Natalya ('Natasha') Rostova: Boris is the only child of Anna Mikhaylovna Drubetskaya (who is an incredible mother by the way, doing everything for her son. She's incredibly brazen about it, too), and Natalya Rostova is the youngest daughter of the Rostov family.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Vera Rostova and Berg: Vera Rostova is the oldest child and daughter of the Rostov family, and is a huge jerk, always picking on her younger siblings. Berg, with a last name that I do not know, is a self-centered military officer who is to marry Vera.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Spoiler Alert: Pierre, my favorite character, manages to successfully become Count Bezukhov, becoming legitimized and inheriting father's massive fortune. There was a whole intense race between Anna Mikhaylovna, who was supporting Pierre in hopes that he would give her and her son some support after becoming the count, and Prince Vasili Kuragin, who wanted to split the fortune between himself and Pierre's half-sisters.\\\\nI really hope that Anna Mikhaylova and Boris are successful in their endeavors going forward. Anna deserves it.\\\\n\\\"}]}\",\"html\":\"<p>Sorry for the late update on this one. I was originally intending to post every six chapters, but I ended up finishing Part I before I decided to post. I'll try to post more often.</p><p>This book is not dry. It's long, but it's not dry. It's all thanks to the characters: They're all so interesting and compelling. They almost seem like real people.</p><p>Anyway, the main bulk of the part took place at the Rostovs' house, where a couple 'ships' emerged:</p><ul><li>Nicholas Rostov and Sonya Alexandrovna: Nicholas Rostov is the eldest son of the Rostov family, and is going to the military. Sonya Alexandrovna is his cousin (Pretty sure that's incest?).</li><li>Boris Drubestsky and Natalya ('Natasha') Rostova: Boris is the only child of Anna Mikhaylovna Drubetskaya (who is an incredible mother by the way, doing everything for her son. She's incredibly brazen about it, too), and Natalya Rostova is the youngest daughter of the Rostov family.</li><li>Vera Rostova and Berg: Vera Rostova is the oldest child and daughter of the Rostov family, and is a huge jerk, always picking on her younger siblings. Berg, with a last name that I do not know, is a self-centered military officer who is to marry Vera.</li></ul><p>Spoiler Alert: Pierre, my favorite character, manages to successfully become Count Bezukhov, becoming legitimized and inheriting father's massive fortune. There was a whole intense race between Anna Mikhaylovna, who was supporting Pierre in hopes that he would give her and her son some support after becoming the count, and Prince Vasili Kuragin, who wanted to split the fortune between himself and Pierre's half-sisters.</p><p>I really hope that Anna Mikhaylova and Boris are successful in their endeavors going forward. Anna deserves it.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 11,
  "fields": {
    "title": "Analects (Confucius) - 2.9-2.12",
    "created": "2018-08-08",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"I've recently been feeling like my analysis of the Analects don't really go deep enough, and I think that part of it might be that trying to analyze four at a time is too many. I've decided that from now on, I'll continue to read four verses at a time, but I'll only write about one or two of them. However, I'll explore those chosen verses more deeply than before.\\\\nAnother form of systemization I'd like to use is to explore the verse in the form of responses to 'discussion' questions. The questions that I've decided to use are as follows (Though, of course, this list of questions might change as I continue to learn):\\\\nWhat do you think this verse means?\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"What can you learn from this verse?\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Today, I read through verses 2.9-2.12 and decided to analyze verses 2.10 and 2.11.\\\\n. . .\\\\n2.10\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"The Master said: Look at the means he employs, observe the sources of his conduct, examine what gives him comfort – where can he hide? Where can he hide?\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"What do you think this verse means?\\\"},{\\\"insert\\\":\\\"\\\\nThere are so many ways that one can discern the character of a person, whether it be through his or her actions, their preferences, or the company he or she keeps. This reminds me of a similar quote that I read for my AP English summer reading assignment, \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"A Sense of an Ending\\\"},{\\\"insert\\\":\\\", where the narrator’s history teacher notes that “mental states may often be inferred from actions.” Though it’s wrong to judge a book by its cover, reading the summaries and reviews on the back cover can offer a lot of insight about its contents.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"What can you learn from this verse?\\\"},{\\\"insert\\\":\\\"\\\\nThis verse goes two ways for me. First, it advises me to learn more about others by examining their actions, preferences, and the company they keep. Second, perhaps more importantly, it warns me to not only be careful to show good qualities through my actions, but also that it’s impossible to hide it if I’m not that great of a person. Confucius notes, “Where can he hide?” In order to be perceived as being a great person, I must be a great person. There’s no faking it.\\\\n\\\\n2.11\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"The Master said: A person who can bring new warmth to the old while understanding the new is worthy to take as a teacher.\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"What do you think this verse means?\\\"},{\\\"insert\\\":\\\"\\\\nThis verse is saying that while people should continue to learn new things, they should not consider it necessary to reject old ideas or beliefs. Instead, people should strive to integrate new knowledge into what they already know, thus enriching their store of knowledge, rather than simply replacing parts of it.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"What can you learn from this verse?\\\"},{\\\"insert\\\":\\\"\\\\nThis applies to my life in so many ways. It’s articulated something I think I’ve been learning throughout my whole life.\\\\nMost prominently, I used to believe that being Korean detracted from my being American, by making me more foreign. I believed that in order to be fully American, I had to basically abandon most of my Korean-ness. However, over time, I learned that not only is my heritage inescapable, being an immigrant actually adds to my American identity, contributing to America’s multicultural wealth. Just because I integrated myself into something new (America) didn’t mean I had to reject something old (Korea).\\\\nTo be completely honest, reading the Analects for me is kind of like reading Fox News. I’m pretty much a liberal, but I read opposition news outlets to gain a greater understanding of the whole picture of politics. Likewise, some of the ideas in the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\" often initially strike me as too conservative or outdated, and I often really have to make an effort to extract what good things I can learn from them. The philosophy I had about reading the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\", though, is that I should try to integrate this new perspective into my old one, to further enrich my understanding of ethics and the world.\\\\n\\\"}]}\",\"html\":\"<p>I've recently been feeling like my analysis of the Analects don't really go deep enough, and I think that part of it might be that trying to analyze four at a time is too many. I've decided that from now on, I'll continue to read four verses at a time, but I'll only write about one or two of them. However, I'll explore those chosen verses more deeply than before.</p><p>Another form of systemization I'd like to use is to explore the verse in the form of responses to 'discussion' questions. The questions that I've decided to use are as follows (Though, of course, this list of questions might change as I continue to learn):</p><ul><li>What do you think this verse means?</li><li>What can you learn from this verse?</li></ul><p>Today, I read through verses 2.9-2.12 and decided to analyze verses 2.10 and 2.11.</p><p>. . .</p><h2>2.10</h2><p><em>The Master said: Look at the means he employs, observe the sources of his conduct, examine what gives him comfort – where can he hide? Where can he hide?</em></p><p><strong>What do you think this verse means?</strong></p><p>There are so many ways that one can discern the character of a person, whether it be through his or her actions, their preferences, or the company he or she keeps. This reminds me of a similar quote that I read for my AP English summer reading assignment, <em>A Sense of an Ending</em>, where the narrator’s history teacher notes that “mental states may often be inferred from actions.” Though it’s wrong to judge a book by its cover, reading the summaries and reviews on the back cover can offer a lot of insight about its contents.</p><p><strong>What can you learn from this verse?</strong></p><p>This verse goes two ways for me. First, it advises me to learn more about others by examining their actions, preferences, and the company they keep. Second, perhaps more importantly, it warns me to not only be careful to show good qualities through my actions, but also that it’s impossible to hide it if I’m not that great of a person. Confucius notes, “Where can he hide?” In order to be perceived as being a great person, I must be a great person. There’s no faking it.</p><p><br></p><h2>2.11</h2><p><em>The Master said: A person who can bring new warmth to the old while understanding the new is worthy to take as a teacher.</em></p><p><strong>What do you think this verse means?</strong></p><p>This verse is saying that while people should continue to learn new things, they should not consider it necessary to reject old ideas or beliefs. Instead, people should strive to integrate new knowledge into what they already know, thus enriching their store of knowledge, rather than simply replacing parts of it.</p><p><strong>What can you learn from this verse?</strong></p><p>This applies to my life in so many ways. It’s articulated something I think I’ve been learning throughout my whole life.</p><p>Most prominently, I used to believe that being Korean detracted from my being American, by making me more foreign. I believed that in order to be fully American, I had to basically abandon most of my Korean-ness. However, over time, I learned that not only is my heritage inescapable, being an immigrant actually adds to my American identity, contributing to America’s multicultural wealth. Just because I integrated myself into something new (America) didn’t mean I had to reject something old (Korea).</p><p>To be completely honest, reading the Analects for me is kind of like reading Fox News. I’m pretty much a liberal, but I read opposition news outlets to gain a greater understanding of the whole picture of politics. Likewise, some of the ideas in the <em>Analects</em> often initially strike me as too conservative or outdated, and I often really have to make an effort to extract what good things I can learn from them. The philosophy I had about reading the <em>Analects</em>, though, is that I should try to integrate this new perspective into my old one, to further enrich my understanding of ethics and the world.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 12,
  "fields": {
    "title": "Analects (Confucius) - 2.17-2.21",
    "created": "2018-08-31",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Sorry for the long delay in getting this entry in. I just started school, and I've been kinda busy, but now that I'm back in the groove, I think I can continue uploading regularly.\\\\nToday, I took a look at verses 2.17-2.21, and decided to speak on verse 2.21, which deals with the 'purposeful effort to engage in governance.'\\\\n2.21\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Confucius argues that one should not need to make a purposeful effort to engage in governance; rather, he advises that governance should come around naturally by adhering to and advocating for one's values. I agree with Confucius: I feel like this would be ideal, to simply follow one's values and find a position that matches up well with our values and abilities. I'm not applying this right now to my life; I'm driven by concrete goals and wanting more for myself, confessedly more than I might even deserve. I feel that if I could get into a state of mind that believed in this and applied this completely, I would be content and happy about my life, but on the flip side, I feel like if I became someone who followed this, something integral about my identity would have to shift. I'm not sure if I want that. I'll have to wrestle with this idea more as I continue; perhaps age will give me more perspective on this issue.\\\\n\\\"}]}\",\"html\":\"<p>Sorry for the long delay in getting this entry in. I just started school, and I've been kinda busy, but now that I'm back in the groove, I think I can continue uploading regularly.</p><p>Today, I took a look at verses 2.17-2.21, and decided to speak on verse 2.21, which deals with the 'purposeful effort to engage in governance.'</p><h2>2.21</h2><p>Confucius argues that one should not need to make a purposeful effort to engage in governance; rather, he advises that governance should come around naturally by adhering to and advocating for one's values. I agree with Confucius: I feel like this would be ideal, to simply follow one's values and find a position that matches up well with our values and abilities. I'm not applying this right now to my life; I'm driven by concrete goals and wanting more for myself, confessedly more than I might even deserve. I feel that if I could get into a state of mind that believed in this and applied this completely, I would be content and happy about my life, but on the flip side, I feel like if I became someone who followed this, something integral about my identity would have to shift. I'm not sure if I want that. I'll have to wrestle with this idea more as I continue; perhaps age will give me more perspective on this issue.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 13,
  "fields": {
    "title": "How to Read the Analects",
    "created": "2018-09-23",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"The \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\" is a very confusing book to analyze and understand, mostly due to its format, which is a collection of aphorisms, arranged in, at least at first glance, without any clear rhyme or reason. So, I emailed my English teacher about how I might approach reading the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\".\\\\n\\\\nHello!\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Last summer, I started reading the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\", by Confucius. As you might know, it's in the form of a collection of 'sayings' by Confucius. These sayings don't really follow much of an organization, and they are only very vaguely tied to common themes.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"I've read a couple verses per day, and so far I'm about half-way through. And yet, I really don't feel like I'm getting anywhere in terms of understanding, or building a cohesive picture of what Confucius's philosophy was. So, I was wondering, how would you best recommend reading a book like this?\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Thank you!\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"-Brandon\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"His answer was extremely helpful. He advised me to use a technique that we had learned in class called QPC'ing, which, in this context, means that I should look at each of the aphorisms and try to figure out what question that aphorism may be trying to answer. By doing so, I might be able to construct a more complete picture of the conversations that surrounded these aphorisms, making them easier to understand. It would also help me check for any similarities or connections between the questions, to figure out what exactly the flow of the Analects might be.\\\\nSo, from now on, I'll be posting my QPCs of my copy of the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\" along with my reflections. I'm very excited for this!\\\\n\\\"}]}\",\"html\":\"<p>The <em>Analects</em> is a very confusing book to analyze and understand, mostly due to its format, which is a collection of aphorisms, arranged in, at least at first glance, without any clear rhyme or reason. So, I emailed my English teacher about how I might approach reading the <em>Analects</em>.</p><p><br></p><blockquote>Hello!</blockquote><blockquote>Last summer, I started reading the <em>Analects</em>, by Confucius. As you might know, it's in the form of a collection of 'sayings' by Confucius. These sayings don't really follow much of an organization, and they are only very vaguely tied to common themes.</blockquote><blockquote>I've read a couple verses per day, and so far I'm about half-way through. And yet, I really don't feel like I'm getting anywhere in terms of understanding, or building a cohesive picture of what Confucius's philosophy was. So, I was wondering, how would you best recommend reading a book like this?</blockquote><blockquote>Thank you!</blockquote><blockquote>-Brandon</blockquote><p>His answer was extremely helpful. He advised me to use a technique that we had learned in class called QPC'ing, which, in this context, means that I should look at each of the aphorisms and try to figure out what question that aphorism may be trying to answer. By doing so, I might be able to construct a more complete picture of the conversations that surrounded these aphorisms, making them easier to understand. It would also help me check for any similarities or connections between the questions, to figure out what exactly the flow of the Analects might be.</p><p>So, from now on, I'll be posting my QPCs of my copy of the <em>Analects</em> along with my reflections. I'm very excited for this!</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 14,
  "fields": {
    "title": "Brave New World (Huxley)",
    "created": "2018-10-01",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"I first read \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Brave New World\\\"},{\\\"insert\\\":\\\" in middle school, while on a dystopian reading spree, among books like \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"1984\\\"},{\\\"insert\\\":\\\" and \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Fahrenheit 451\\\"},{\\\"insert\\\":\\\". However, it's important to try to reread a book after some time, said Mortimer Adler, if 'you have a sneaking suspicion that there is more there than you got.' That's why I'm rereading \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Brave New World\\\"},{\\\"insert\\\":\\\"--because I knew in my heart of hearts that I hadn't gotten everything I could have from it.\\\\nI was right. I hadn't even come close to understanding \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Brave New World\\\"},{\\\"insert\\\":\\\". All I had were sneaking suspicions that \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Brave New World\\\"},{\\\"insert\\\":\\\" was the capitalist dystopia mirror to Orwell's totalitarian, communist \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"1984\\\"},{\\\"insert\\\":\\\" (though something I find really odd is that many of the characters--Bernard Marx and Lenina Crowe, for instance--are named after prominent communists. Perhaps I'm missing something?). This isn't necessarily wrong, but \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Brave New World\\\"},{\\\"insert\\\":\\\" goes so much farther from a simple consideration of how capitalism can go wrong. It questions--\\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"seriously\\\"},{\\\"insert\\\":\\\", not satirically--our values of individualism, stability, beauty, and happiness.\\\\n\\\\\\\"‹The critical point of \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Brave New World\\\"},{\\\"insert\\\":\\\", the part that I want to really examine, is just before the ending, when Mustapha Mond, the World Controller, debates with John Savage about the merits and costs of the hedonistic setting of the book. Essentially, the debate comes down to this: Mustapha Mond’s system has sacrificed high art and passion for social stability and general welfare. John Savage mourns the absence of high art and passion in civilization; he mourns the death of things he regards as virtues, such as liberty, individualism, and heroism. He mourns that everything in civilization is too cheap and easy to obtain; he desires strife and misery to prove himself “manly.”\\\\nNow, of course, the vital question is: After reading this book, which side to I believe?\\\\nMy initial reaction was that the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Brave New World\\\"},{\\\"insert\\\":\\\", rather than being a dystopian book, depicts a utopia. What I love about \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Brave New World\\\"},{\\\"insert\\\":\\\" is that unlike many other dystopian books, which are generally harshly and blatantly critical towards the worlds they portray (think \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Hunger Games\\\"},{\\\"insert\\\":\\\"), it offers a fair examination of the merits and demerits of the society. In this world, nobody experiences tragedy. No one is ever sad (unless through a mistake in the system, such as in Bernard), since if anyone ever gets the inkling of sadness, they take soma, making them blissful. The cost of this is high art and passion—no one can feel the incredible happiness of overcoming misery or of rabid, unconditional love. However, considering the benefit, is this too high a cost to pay? Think about all the genocides and incredibly horrible things that humans do to each other—rape, murder, etc. Should these horrors be preserved just so that we can make beautiful art about it?\\\\nHowever, as I think about it, as horrible as it sounds, perhaps there is worth in such catastrophes. Consider Hemholtz, the incredibly perfect Alpha Plus who is too smart for his own happiness. He feels unfulfilled in life, despite having everything material he could ever want; he desires something powerful and intense to write about, but in such a society where social stability is the prime virtue, he cannot find anything intense to write about. However, when presented with writing that has such intense themes, in particular, Shakespeare’s “Romeo and Juliet,” he is unable to understand the violent, irrational feelings of love between the two characters, due to the world he has been raised in, which values brief, hedonistic relationships over long-term commitments. He eventually elects to be exiled to a remote tropical island so that he can write about the most intense thing he can think of: terrible weather.\\\\nWithout struggle, we are infants. If we are sheltered from all harm, we can never grow; we may grow in knowledge, but we cannot grow in wisdom. As Adler himself says, the books that challenge you are the books that truly expand your understanding. I really can’t conclude that we should have evil in our lives—it just goes against my conscience—but I also feel like there is a certain virtue in struggle and misery.\\\\n\\\"}]}\",\"html\":\"<p>I first read <em>Brave New World</em> in middle school, while on a dystopian reading spree, among books like <em>1984</em> and <em>Fahrenheit 451</em>. However, it's important to try to reread a book after some time, said Mortimer Adler, if 'you have a sneaking suspicion that there is more there than you got.' That's why I'm rereading <em>Brave New World</em>--because I knew in my heart of hearts that I hadn't gotten everything I could have from it.</p><p>I was right. I hadn't even come close to understanding <em>Brave New World</em>. All I had were sneaking suspicions that <em>Brave New World</em> was the capitalist dystopia mirror to Orwell's totalitarian, communist <em>1984</em> (though something I find really odd is that many of the characters--Bernard Marx and Lenina Crowe, for instance--are named after prominent communists. Perhaps I'm missing something?). This isn't necessarily wrong, but <em>Brave New World</em> goes so much farther from a simple consideration of how capitalism can go wrong. It questions--<em>seriously</em>, not satirically--our values of individualism, stability, beauty, and happiness.</p><p>\\\"‹The critical point of <em>Brave New World</em>, the part that I want to really examine, is just before the ending, when Mustapha Mond, the World Controller, debates with John Savage about the merits and costs of the hedonistic setting of the book. Essentially, the debate comes down to this: Mustapha Mond’s system has sacrificed high art and passion for social stability and general welfare. John Savage mourns the absence of high art and passion in civilization; he mourns the death of things he regards as virtues, such as liberty, individualism, and heroism. He mourns that everything in civilization is too cheap and easy to obtain; he desires strife and misery to prove himself “manly.”</p><p>Now, of course, the vital question is: After reading this book, which side to I believe?</p><p>My initial reaction was that the <em>Brave New World</em>, rather than being a dystopian book, depicts a utopia. What I love about <em>Brave New World</em> is that unlike many other dystopian books, which are generally harshly and blatantly critical towards the worlds they portray (think <em>Hunger Games</em>), it offers a fair examination of the merits and demerits of the society. In this world, nobody experiences tragedy. No one is ever sad (unless through a mistake in the system, such as in Bernard), since if anyone ever gets the inkling of sadness, they take soma, making them blissful. The cost of this is high art and passion—no one can feel the incredible happiness of overcoming misery or of rabid, unconditional love. However, considering the benefit, is this too high a cost to pay? Think about all the genocides and incredibly horrible things that humans do to each other—rape, murder, etc. Should these horrors be preserved just so that we can make beautiful art about it?</p><p>However, as I think about it, as horrible as it sounds, perhaps there is worth in such catastrophes. Consider Hemholtz, the incredibly perfect Alpha Plus who is too smart for his own happiness. He feels unfulfilled in life, despite having everything material he could ever want; he desires something powerful and intense to write about, but in such a society where social stability is the prime virtue, he cannot find anything intense to write about. However, when presented with writing that has such intense themes, in particular, Shakespeare’s “Romeo and Juliet,” he is unable to understand the violent, irrational feelings of love between the two characters, due to the world he has been raised in, which values brief, hedonistic relationships over long-term commitments. He eventually elects to be exiled to a remote tropical island so that he can write about the most intense thing he can think of: terrible weather.</p><p>Without struggle, we are infants. If we are sheltered from all harm, we can never grow; we may grow in knowledge, but we cannot grow in wisdom. As Adler himself says, the books that challenge you are the books that truly expand your understanding. I really can’t conclude that we should have evil in our lives—it just goes against my conscience—but I also feel like there is a certain virtue in struggle and misery.</p>\"}",
    "tags": [
      1
    ]
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},
{
  "model": "blog.post",
  "pk": 15,
  "fields": {
    "title": "The Case for Christ - Ch 1",
    "created": "2018-10-16",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"A couple weeks ago, I started reading “The Case for Christ” by Lee Strobel. Recently, I wrote the author an email thanking him for a relatively unbiased approach on the evidence for the Biblical Jesus Christ (he didn’t respond, unfortunately), so let’s let that serve as an introduction.\\\\n\\\\nI’m Brandon Lee, a senior at New Trier High School. Finding your book (The Case for Christ) in my house one day when I was feeling bored, I gave it a quick read, and I was so intrigued that I started rereading it in earnest, annotating it and everything—something I’ve only willingly done before for 'The Analects'. I need to say that so far, it has been one of the fairest, most intellectually robust Christian books that I’ve ever read. I really appreciate how it minimizes hand-waving and relying on treating canon as axiom. Personally, as of now, I’m unconvinced that the Jesus as described in Christianity existed, but perhaps that will change once I’m done with your book.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"\\\\\\\"‹Anyway, I want to lay out another reason why I’m reading this book before I get on with it. In Korea, over half of the population doesn’t identify with a religion. However, among Korean-Americans, almost 75% identify as Christians. Why does this happen, you might ask? Well, in terms of my parents, basically what happened was that they were very non-religious in Korea (in fact, my dad was a Buddhist), but when they came to the U.S., they started going to church. This was because, similar to how “Black churches” serve not only as religious centers but also community centers for African-Americans, a lot of the Korean-American community exists through Korean-American churches. So, growing up, I was pretty immersed in the Christian community.\\\\nHowever, like many, growing up, a lot of my belief in not only Jesus, but also there being a god in general kind of withered. As of now, I’m not convinced that there is a god. So, I’m reading this book to see if there is any good evidence that God, specifically Jesus, existed (exists) as described in Christianity. As Strobel puts it in his introduction, “If Jesus is to be believed… then nothing is more important than how you respond to him.”\\\\nAnyway, the way that I’m going to approach this book is going to be as impartial as possible. I’m going to avoid making any judgements about whether I agree or not with the author until I’ve understood his points and his arguments as much as I can. So, in terms of my posts, I’ve decided to post my QPC’s of the book, which are essentially me constructing an outline of the author’s arguments by dividing them into Questions, Propositions, and Conclusions.\\\\nSo, here is the QPC for Chapter 1, which discusses how reliable the gospels are as eyewitness testimonies (I would scan my annotations for convenience, but that would probably be an infringement on the copyright). Remember: These are not necessarily my opinions, but rather the propositions and conclusions that the author offers.\\\\n\\\\\\\"‹. . .\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Q1: Were the gospels written by the names attached to them?\\\"},{\\\"insert\\\":\\\"\\\\nP1: Yes. There are no known competitors.\\\\nP2: The names attached to the first three gospels (AKA the “Synoptics”) are relatively less prominent followers of Jesus. There was no motivation for someone to lie by attaching such less prominent names.\\\\nP3: There is the exception of John, the fourth gospel, which has a prominent name attached to it, but the current scholarly consensus is that the disciple John was indeed the person who wrote the Book of John.\\\\nC1: There are no significant competing theories about the authorship, and there would have been no reason to use these less prominent names.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Q2: What is the evidence for the authorship?\\\"},{\\\"insert\\\":\\\"\\\\nP1: Papias and Irenaeus, bishops who lived around a century after Christ’s death, claim that the gospels were indeed written by the names attached to them and vouch for their accuracy.\\\\nC2: Same as P1.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Q3: What genre are the gospels?\\\"},{\\\"insert\\\":\\\"\\\\nP1: It doesn’t really feel like a biography in the modern sense, as it glosses over most of Jesus’s life and mostly focuses on the last three years, and most specifically on the last week.\\\\nP2: This is how they used to write biographies, however: Biographies were written to teach lessons, and so they concentrated on the lesson-teaching part of the subject’s life.\\\\nP3: The main take-away from Jesus’s life is his crucifixion.\\\\nC3: It’s a biography that, written in the style of the tie, concentrates mostly on the important part: the crucifixion, in this case.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Q4: What is “Q”?\\\"},{\\\"insert\\\":\\\"\\\\nP1: Q is a hypothesis that there may have been an earlier, aphoristic version of the Bible that consisted mostly of Jesus’s sayings that the gospel writers used as a source.\\\\nP2: Q, if it existed, would preserve Jesus’s claims to divinity.\\\\nP3: Q, if it existed, would preserve the idea that Jesus did miracles.\\\\nC4: Q, an early collection of Jesus’s aphorisms, may have served as an early source for the gospels, but this does not really take away from the core ideas of Jesus’s divinity and miracles.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Q5: If Matthew had more access to Jesus than Mark, why would Matthew rely on Mark in writing his gospel?\\\"},{\\\"insert\\\":\\\"\\\\nP1: Mark faithfully relayed the perspective of Peter, who, as part of Jesus’s inner circle, had more access to Jesus than Matthew.\\\\nC5: Same as P1.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Q6: What are the differences between John and the Synoptics?\\\"},{\\\"insert\\\":\\\"\\\\nP1: John doesn’t address all the major stories presented in the Synoptics.\\\\nP2: John’s theology is more explicit.\\\\nP3: One theory for why this happened is that John chose to supplement the Synoptics, and another theory is that John just had a different perspective he wanted to present.\\\\nP4: All the explicit theologies that John presents have parallels in the Synoptics.\\\\nP5: An example of P4 – John’s explicit claims of Jesus’s divinity are more implicitly present in the story of Jesus walking on water, when Jesus says “Fear not, I am” which is reminiscent of God naming himself “I am (YHWH)” in the Old Testament.\\\\nP6: Adding on to P5 – We also see Jesus claiming divinity when he calls himself “Son of Man,” which, contrary to popular belief, is a divine title.\\\\nP7: Adding on to P6 – Jesus also claims to be able to forgive sins, which is a power unique to God.\\\\nC6: The explicit theological claims of John are also more implicitly present in the Synoptics.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Q7: Isn’t John more theological, and therefore more biased?\\\"},{\\\"insert\\\":\\\"\\\\nP1: All the gospels have their own theological agendas, not just John.\\\\nP2: Having an agenda doesn’t mean that something is unreliable.\\\\nC7: All the gospels had theological agendas, but that doesn’t necessarily discredit them.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Q8: Were the gospels distorted over the time between the events actually occurring and them being written down?\\\"},{\\\"insert\\\":\\\"\\\\nP1: The time gap, at the maximum estimates of being written around the 80s, is not that bad, since it’s still within the lifetimes of the eyewitnesses.\\\\nP2: Compared to most contemporary historical texts, the gospels were written relatively close to the events.\\\\nP3: There are also estimates that the time gap was even smaller, based on the idea that Acts was written before Paul’s death, that Luke was written before Acts, and that Mark was written before Luke.\\\\nC8: No; first of all, the gap was likely small, and second, even if it was the maximum estimates, it’s still relatively quick reporting.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Q9: How early can we date the core beliefs of Christianity?\\\"},{\\\"insert\\\":\\\"\\\\nP1: Paul’s letters, which were written around the 40s and 50s, referenced some early Christian creeds and hymns.\\\\nP2: That Jesus and God are equivalent was a belief among these early creeds.\\\\nP3: That the resurrection happened was a belief referenced by these early letters.\\\\nC9: The earliest beliefs, likely formed almost right after the resurrection, included the ideas of Jesus’s divinity and resurrection.\\\\n\\\"}]}\",\"html\":\"<p>A couple weeks ago, I started reading “The Case for Christ” by Lee Strobel. Recently, I wrote the author an email thanking him for a relatively unbiased approach on the evidence for the Biblical Jesus Christ (he didn’t respond, unfortunately), so let’s let that serve as an introduction.</p><p><br></p><blockquote>I’m Brandon Lee, a senior at New Trier High School. Finding your book (The Case for Christ) in my house one day when I was feeling bored, I gave it a quick read, and I was so intrigued that I started rereading it in earnest, annotating it and everything—something I’ve only willingly done before for 'The Analects'. I need to say that so far, it has been one of the fairest, most intellectually robust Christian books that I’ve ever read. I really appreciate how it minimizes hand-waving and relying on treating canon as axiom. Personally, as of now, I’m unconvinced that the Jesus as described in Christianity existed, but perhaps that will change once I’m done with your book.</blockquote><p>\\\"‹Anyway, I want to lay out another reason why I’m reading this book before I get on with it. In Korea, over half of the population doesn’t identify with a religion. However, among Korean-Americans, almost 75% identify as Christians. Why does this happen, you might ask? Well, in terms of my parents, basically what happened was that they were very non-religious in Korea (in fact, my dad was a Buddhist), but when they came to the U.S., they started going to church. This was because, similar to how “Black churches” serve not only as religious centers but also community centers for African-Americans, a lot of the Korean-American community exists through Korean-American churches. So, growing up, I was pretty immersed in the Christian community.</p><p>However, like many, growing up, a lot of my belief in not only Jesus, but also there being a god in general kind of withered. As of now, I’m not convinced that there is a god. So, I’m reading this book to see if there is any good evidence that God, specifically Jesus, existed (exists) as described in Christianity. As Strobel puts it in his introduction, “If Jesus is to be believed… then nothing is more important than how you respond to him.”</p><p>Anyway, the way that I’m going to approach this book is going to be as impartial as possible. I’m going to avoid making any judgements about whether I agree or not with the author until I’ve understood his points and his arguments as much as I can. So, in terms of my posts, I’ve decided to post my QPC’s of the book, which are essentially me constructing an outline of the author’s arguments by dividing them into Questions, Propositions, and Conclusions.</p><p>So, here is the QPC for Chapter 1, which discusses how reliable the gospels are as eyewitness testimonies (I would scan my annotations for convenience, but that would probably be an infringement on the copyright). Remember: These are not necessarily my opinions, but rather the propositions and conclusions that the author offers.</p><p>\\\"‹. . .</p><p><strong>Q1: Were the gospels written by the names attached to them?</strong></p><p>P1: Yes. There are no known competitors.</p><p>P2: The names attached to the first three gospels (AKA the “Synoptics”) are relatively less prominent followers of Jesus. There was no motivation for someone to lie by attaching such less prominent names.</p><p>P3: There is the exception of John, the fourth gospel, which has a prominent name attached to it, but the current scholarly consensus is that the disciple John was indeed the person who wrote the Book of John.</p><p>C1: There are no significant competing theories about the authorship, and there would have been no reason to use these less prominent names.</p><p><strong>Q2: What is the evidence for the authorship?</strong></p><p>P1: Papias and Irenaeus, bishops who lived around a century after Christ’s death, claim that the gospels were indeed written by the names attached to them and vouch for their accuracy.</p><p>C2: Same as P1.</p><p><strong>Q3: What genre are the gospels?</strong></p><p>P1: It doesn’t really feel like a biography in the modern sense, as it glosses over most of Jesus’s life and mostly focuses on the last three years, and most specifically on the last week.</p><p>P2: This is how they used to write biographies, however: Biographies were written to teach lessons, and so they concentrated on the lesson-teaching part of the subject’s life.</p><p>P3: The main take-away from Jesus’s life is his crucifixion.</p><p>C3: It’s a biography that, written in the style of the tie, concentrates mostly on the important part: the crucifixion, in this case.</p><p><strong>Q4: What is “Q”?</strong></p><p>P1: Q is a hypothesis that there may have been an earlier, aphoristic version of the Bible that consisted mostly of Jesus’s sayings that the gospel writers used as a source.</p><p>P2: Q, if it existed, would preserve Jesus’s claims to divinity.</p><p>P3: Q, if it existed, would preserve the idea that Jesus did miracles.</p><p>C4: Q, an early collection of Jesus’s aphorisms, may have served as an early source for the gospels, but this does not really take away from the core ideas of Jesus’s divinity and miracles.</p><p><strong>Q5: If Matthew had more access to Jesus than Mark, why would Matthew rely on Mark in writing his gospel?</strong></p><p>P1: Mark faithfully relayed the perspective of Peter, who, as part of Jesus’s inner circle, had more access to Jesus than Matthew.</p><p>C5: Same as P1.</p><p><strong>Q6: What are the differences between John and the Synoptics?</strong></p><p>P1: John doesn’t address all the major stories presented in the Synoptics.</p><p>P2: John’s theology is more explicit.</p><p>P3: One theory for why this happened is that John chose to supplement the Synoptics, and another theory is that John just had a different perspective he wanted to present.</p><p>P4: All the explicit theologies that John presents have parallels in the Synoptics.</p><p>P5: An example of P4 – John’s explicit claims of Jesus’s divinity are more implicitly present in the story of Jesus walking on water, when Jesus says “Fear not, I am” which is reminiscent of God naming himself “I am (YHWH)” in the Old Testament.</p><p>P6: Adding on to P5 – We also see Jesus claiming divinity when he calls himself “Son of Man,” which, contrary to popular belief, is a divine title.</p><p>P7: Adding on to P6 – Jesus also claims to be able to forgive sins, which is a power unique to God.</p><p>C6: The explicit theological claims of John are also more implicitly present in the Synoptics.</p><p><strong>Q7: Isn’t John more theological, and therefore more biased?</strong></p><p>P1: All the gospels have their own theological agendas, not just John.</p><p>P2: Having an agenda doesn’t mean that something is unreliable.</p><p>C7: All the gospels had theological agendas, but that doesn’t necessarily discredit them.</p><p><strong>Q8: Were the gospels distorted over the time between the events actually occurring and them being written down?</strong></p><p>P1: The time gap, at the maximum estimates of being written around the 80s, is not that bad, since it’s still within the lifetimes of the eyewitnesses.</p><p>P2: Compared to most contemporary historical texts, the gospels were written relatively close to the events.</p><p>P3: There are also estimates that the time gap was even smaller, based on the idea that Acts was written before Paul’s death, that Luke was written before Acts, and that Mark was written before Luke.</p><p>C8: No; first of all, the gap was likely small, and second, even if it was the maximum estimates, it’s still relatively quick reporting.</p><p><strong>Q9: How early can we date the core beliefs of Christianity?</strong></p><p>P1: Paul’s letters, which were written around the 40s and 50s, referenced some early Christian creeds and hymns.</p><p>P2: That Jesus and God are equivalent was a belief among these early creeds.</p><p>P3: That the resurrection happened was a belief referenced by these early letters.</p><p>C9: The earliest beliefs, likely formed almost right after the resurrection, included the ideas of Jesus’s divinity and resurrection.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 16,
  "fields": {
    "title": "Reflecting on Epictetus",
    "created": "2018-11-21",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"“Some things are up to us and some are not up to us.”\\\\nWise words, Epictetus. But very hard words to follow.\\\\nAs the college admissions cycle trudges on, this has become my mantra, the words I whisper to myself as I wake up, as I eat, as I sleep. Whenever I feel panicked about the various elements of the world that are out of my control, I whisper these words to calm myself down, to make sure I focus on what is in front of me, for these things are up to me, while others are not.\\\\nBut it’s so very difficult. My heart still screams in agony and my teeth grit automatically when I think about the various things out of my control. I am human, and though I recognize that it’s my folly to be distracted by those which are out of my control, I can’t seem to help it sometimes. And yet, I must. I must put it out of my mind. I must focus on what I can do, rather than what I cannot.\\\\n\\\"}]}\",\"html\":\"<p>“Some things are up to us and some are not up to us.”</p><p>Wise words, Epictetus. But very hard words to follow.</p><p>As the college admissions cycle trudges on, this has become my mantra, the words I whisper to myself as I wake up, as I eat, as I sleep. Whenever I feel panicked about the various elements of the world that are out of my control, I whisper these words to calm myself down, to make sure I focus on what is in front of me, for these things are up to me, while others are not.</p><p>But it’s so very difficult. My heart still screams in agony and my teeth grit automatically when I think about the various things out of my control. I am human, and though I recognize that it’s my folly to be distracted by those which are out of my control, I can’t seem to help it sometimes. And yet, I must. I must put it out of my mind. I must focus on what I can do, rather than what I cannot.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 17,
  "fields": {
    "title": "The Diary of Anne Frank",
    "created": "2018-12-11",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Wow. What a book, and what a story.\\\\nFirst thing I have to say is this: Anne was an incredible writer. The diary starts when she's twelve and ends when she is fifteen; I'm \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"seventeen\\\"},{\\\"insert\\\":\\\" right now, and I don't think I could write nearly as well as she does. She said she wanted to be a journalist/writer, and if given the chance, she definitely could have been one. Though I'm no expert, the sheer humor and expert control of tone that she employed just draws the reader in. It really is no surprise at all that she became so incredibly famous; it would have been shocking if it hadn't!\\\\nThe sheer willpower and self-discipline that seemed to come across to me, at least in her diary, was astounding. Being in such a terrible situation, Anne could have fallen into despair or languor, but she never seemed to give up her essential self. Moreover, her self-awareness is unlike anything I know. Anne's continuous optimism and strength of character, as well as her rejection of despair and how she persistently thought about who she was, and who she wanted to be, and how she could become the best person she could become, was inspiring.\\\\nThat being said, reading this book gave me... strange emotions. Anne makes you fall in love with her; you're like Peter, conquered by Anne's inner being. And yet, the vivaciousness and philosophies of Anne were always, of course, draped against the background against the inevitable ending. With every optimistic note, and every beautiful self-realization and word of wisdom, you feel panged with regret for what could have been. But through my limited lens, I can't help but think: Would Anne have wanted to live her life any differently if she had known what fate awaited her?\\\\nFinally, I need to wonder: Are all people like this? Was Anne an extraordinary girl, or 'just' a normal girl in an extraordinary situation? Clearly, in her writing ability, she's far more advanced than almost anyone I know. However, in her inner feelings, in her thoughts and maturity—are all teenagers like this? As I begin reaching the end of adolescence, with my 18th birthday coming up next month, I feel like my grasp of how I felt, and what it meant to be a teenager, dimming. Often, adults feel like they can't help but understand teenagers, as they've all been through the same ages. However, I also feel like I myself, despite still technically being a teenager myself, having changes in the way I think. I don't know. In part, I could relate to Anne, in others not; again, I wonder if Anne was expressing the teenage condition as well as relating her experiences in her devastating situation.\\\\n---\\\\nNext on my reading list is going to be two books. First, I am finally going to resume my attempt on reading 'The Analects.' I think I might finally be ready for this difficult book. Of course, I'm going to need to change the way that I approached the book before. Fundamentally, I went in expecting to be able to read it in my spare time, in passing, but now I realize: That was literally disrespecting the book. The book demands to be read with full concentration, with full dedication, and it will accept nothing less.\\\\nSo, in parallel, for spare-time reading, I will be reading the 'Romance of the Three Kingdoms.' I realized that the version I read before was an abridged version or some kind of summary, so I'm going to try to tackle the whole shebang now.\\\\n\\\"}]}\",\"html\":\"<p>Wow. What a book, and what a story.</p><p>First thing I have to say is this: Anne was an incredible writer. The diary starts when she's twelve and ends when she is fifteen; I'm <em>seventeen</em> right now, and I don't think I could write nearly as well as she does. She said she wanted to be a journalist/writer, and if given the chance, she definitely could have been one. Though I'm no expert, the sheer humor and expert control of tone that she employed just draws the reader in. It really is no surprise at all that she became so incredibly famous; it would have been shocking if it hadn't!</p><p>The sheer willpower and self-discipline that seemed to come across to me, at least in her diary, was astounding. Being in such a terrible situation, Anne could have fallen into despair or languor, but she never seemed to give up her essential self. Moreover, her self-awareness is unlike anything I know. Anne's continuous optimism and strength of character, as well as her rejection of despair and how she persistently thought about who she was, and who she wanted to be, and how she could become the best person she could become, was inspiring.</p><p>That being said, reading this book gave me... strange emotions. Anne makes you fall in love with her; you're like Peter, conquered by Anne's inner being. And yet, the vivaciousness and philosophies of Anne were always, of course, draped against the background against the inevitable ending. With every optimistic note, and every beautiful self-realization and word of wisdom, you feel panged with regret for what could have been. But through my limited lens, I can't help but think: Would Anne have wanted to live her life any differently if she had known what fate awaited her?</p><p>Finally, I need to wonder: Are all people like this? Was Anne an extraordinary girl, or 'just' a normal girl in an extraordinary situation? Clearly, in her writing ability, she's far more advanced than almost anyone I know. However, in her inner feelings, in her thoughts and maturity—are all teenagers like this? As I begin reaching the end of adolescence, with my 18th birthday coming up next month, I feel like my grasp of how I felt, and what it meant to be a teenager, dimming. Often, adults feel like they can't help but understand teenagers, as they've all been through the same ages. However, I also feel like I myself, despite still technically being a teenager myself, having changes in the way I think. I don't know. In part, I could relate to Anne, in others not; again, I wonder if Anne was expressing the teenage condition as well as relating her experiences in her devastating situation.</p><p>---</p><p>Next on my reading list is going to be two books. First, I am finally going to resume my attempt on reading 'The Analects.' I think I might finally be ready for this difficult book. Of course, I'm going to need to change the way that I approached the book before. Fundamentally, I went in expecting to be able to read it in my spare time, in passing, but now I realize: That was literally disrespecting the book. The book demands to be read with full concentration, with full dedication, and it will accept nothing less.</p><p>So, in parallel, for spare-time reading, I will be reading the 'Romance of the Three Kingdoms.' I realized that the version I read before was an abridged version or some kind of summary, so I'm going to try to tackle the whole shebang now.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 18,
  "fields": {
    "title": "\"Free Food for Millionaires\" - Min Jin Lee",
    "created": "2018-12-22",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"\\\\\\\"‹This was the first book about Koreans that I’ve read in years – my first one (and only one before this) was “The Kite Fighters” by Linda Sue Park. “Free Food for Millionaires,” in contrast, dealt with much more mature themes, and had an intriguing focus on Korean-Americans. As a warning to those who intend to read it: The main character is initially almost insufferable; you really have to bear with the author in the first couple chapters. You have to give the author the benefit of the doubt on your first couple chapters, I think. You need patience in reading a book. It soon becomes clear why the character was being portrayed the way they were.\\\\nThe point of view that Lee took in this book was very interesting; I don’t know if it would work for all books, but it definitely worked for this one. Not quite third-person omniscient: It was more like third-person subjective, but jumping around various people’s POVs. With the very vast character set, with everyone from different backgrounds, it was an incredible approach to explore the incredible variety of personalities and beliefs within the Korean-American community. It worked very hard to be nuanced: It really allowed you to understand some of the reasoning or rationale behind various difficult topics, such as the domestic violence that composes the opening scenes of the book (of course, not saying they were condoned—they were just explored in a nuanced way).\\\\nNow, for my personal reaction: As a Korean-American myself, I couldn’t help but continuously draw parallels—and “orthogonals”—both between the situation then (1970s?) and now, as well as between myself and the various characters. For the sake of time, I’ll just address the differences and similarities in the eras, and the differences and similarities between me and two characters: the main character and the character I found most intriguing.\\\\nSITUATION\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"PARALLELS: Many of the relationships between the Whites and the Koreans in this book still apply. The relationship between what’s commonly called a “model minority” and the majority. A relationship of tension, not quite as pronounced as some other racial tensions, but existent and sometimes painful, nonetheless.\\\\nCONTRASTS: There are powerful class divisions among the Koreans in this book, between those who were the yangbans (old gentry, nobility) in Korea and those who were common. Though my knowledge is limited, I feel like there’s a lot less of that today. There are still economic divisions, of course, but not really based on the frankly outdated ideas of nobility.\\\\nCASEY HAN\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"PARALLELS: I also often struggle with my relationship with my parents and giving them the respect that is due to them. I know within my mind that considering everything they’ve sacrificed for me (not just the basics of being a parent, like birthing me or raising me, but doing so, so much beyond that), they deserve my respect and love, but it’s so much easier to do things in your head than to do them with your body.\\\\nCONTRASTS: I really could not relate at all with her extraordinary lack of purpose. She has only notions of wanting to live the high life; she has no feelings of having some kind of “higher purpose.” I feel like in order to have a meaningful, fulfilling life, we need some kind of purpose greater than ourselves to latch onto. By the end of the book, she has some clarity on what she doesn’t want to do, but still seems as unsure about what she does want as ever.\\\\nTED KIM\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"PARALLELS: He’s a boy from an Alaska fishery who’s clawed his way up the socioeconomic ladder ruthlessly and desperately. He’s a man of action, a man of power. A talented analyst, he earns millions of dollars a year, and with his money, he has bought his parents and siblings houses and is paying for his nephews’ educations. Now, I’m not saying that I’m like Ted. However, I want to be where he is. I’m coming from a low socioeconomic situation, and I want to rise above my beginnings. I’m hungry. I eventually want to be in a position where I can provide for my entire family. I want to be the son who goes back home, the talk of the town—the successful son, the son who made his family’s sacrifices worth it.\\\\n\\\\\\\"‹CONTRASTS: He’s also a jerk who cheats on his implausibly perfect wife. He is high-key anal and suffers from a sense of fragile masculinity. Furthermore, he’s selfish. I don’t want to be selfish. I don’t only want myself to be the success of my family, but also of everyone who was in my situation. I want my success to be a beacon for everyone poor, and I want to spend my adult time and money towards social uplift. Call me an idealist, but I wear the label with pride. I’m a dreamer.\\\\n\\\"}]}\",\"html\":\"<p>\\\"‹This was the first book about Koreans that I’ve read in years – my first one (and only one before this) was “The Kite Fighters” by Linda Sue Park. “Free Food for Millionaires,” in contrast, dealt with much more mature themes, and had an intriguing focus on Korean-Americans. As a warning to those who intend to read it: The main character is initially almost insufferable; you really have to bear with the author in the first couple chapters. You have to give the author the benefit of the doubt on your first couple chapters, I think. You need patience in reading a book. It soon becomes clear why the character was being portrayed the way they were.</p><p>The point of view that Lee took in this book was very interesting; I don’t know if it would work for all books, but it definitely worked for this one. Not quite third-person omniscient: It was more like third-person subjective, but jumping around various people’s POVs. With the very vast character set, with everyone from different backgrounds, it was an incredible approach to explore the incredible variety of personalities and beliefs within the Korean-American community. It worked very hard to be nuanced: It really allowed you to understand some of the reasoning or rationale behind various difficult topics, such as the domestic violence that composes the opening scenes of the book (of course, not saying they were condoned—they were just explored in a nuanced way).</p><p>Now, for my personal reaction: As a Korean-American myself, I couldn’t help but continuously draw parallels—and “orthogonals”—both between the situation then (1970s?) and now, as well as between myself and the various characters. For the sake of time, I’ll just address the differences and similarities in the eras, and the differences and similarities between me and two characters: the main character and the character I found most intriguing.</p><h2>SITUATION</h2><p>PARALLELS: Many of the relationships between the Whites and the Koreans in this book still apply. The relationship between what’s commonly called a “model minority” and the majority. A relationship of tension, not quite as pronounced as some other racial tensions, but existent and sometimes painful, nonetheless.</p><p>CONTRASTS: There are powerful class divisions among the Koreans in this book, between those who were the yangbans (old gentry, nobility) in Korea and those who were common. Though my knowledge is limited, I feel like there’s a lot less of that today. There are still economic divisions, of course, but not really based on the frankly outdated ideas of nobility.</p><h2>CASEY HAN</h2><p>PARALLELS: I also often struggle with my relationship with my parents and giving them the respect that is due to them. I know within my mind that considering everything they’ve sacrificed for me (not just the basics of being a parent, like birthing me or raising me, but doing so, so much beyond that), they deserve my respect and love, but it’s so much easier to do things in your head than to do them with your body.</p><p>CONTRASTS: I really could not relate at all with her extraordinary lack of purpose. She has only notions of wanting to live the high life; she has no feelings of having some kind of “higher purpose.” I feel like in order to have a meaningful, fulfilling life, we need some kind of purpose greater than ourselves to latch onto. By the end of the book, she has some clarity on what she doesn’t want to do, but still seems as unsure about what she does want as ever.</p><h2>TED KIM</h2><p>PARALLELS: He’s a boy from an Alaska fishery who’s clawed his way up the socioeconomic ladder ruthlessly and desperately. He’s a man of action, a man of power. A talented analyst, he earns millions of dollars a year, and with his money, he has bought his parents and siblings houses and is paying for his nephews’ educations. Now, I’m not saying that I’m like Ted. However, I want to be where he is. I’m coming from a low socioeconomic situation, and I want to rise above my beginnings. I’m hungry. I eventually want to be in a position where I can provide for my entire family. I want to be the son who goes back home, the talk of the town—the successful son, the son who made his family’s sacrifices worth it.</p><p>\\\"‹CONTRASTS: He’s also a jerk who cheats on his implausibly perfect wife. He is high-key anal and suffers from a sense of fragile masculinity. Furthermore, he’s selfish. I don’t want to be selfish. I don’t only want myself to be the success of my family, but also of everyone who was in my situation. I want my success to be a beacon for everyone poor, and I want to spend my adult time and money towards social uplift. Call me an idealist, but I wear the label with pride. I’m a dreamer.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 19,
  "fields": {
    "title": "The Great Gatsby (Fitzgerald)",
    "created": "2018-12-27",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"I read the book once before when I was younger, and I’m very glad I read it again. I definitely didn’t understand it the first time. The plot is a bit all over the place, but that’s part of its beauty, I think: It adds to the mood of airiness, of the inconsequentiality of everything Daisy and Tom and Jordan and all their wealthy, listless friends do. The style of the writing is really incredible, though: The frequent metaphors are especially ingenuous and poignant.\\\\nA quick connection I’d like to draw between the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Great Gatsby\\\"},{\\\"insert\\\":\\\" and \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Free Food for Millionaires\\\"},{\\\"insert\\\":\\\" (FFFM), which I read right before Gatsby, is that Ted Kim is like Jay Gatsby if he had gotten the girl. In FFFM, Ted Kim is the son of Alaskan fish canners who claws his way up to the upper echelons of Wall Street. He attains every “material” thing he dreams of, including a “perfect” wife from a rich, almost noble family; she is incredibly “pure” in every traditional sense of the word. However, eventually, Ted cheats on her with the “office slut,” divorces her, and marries his mistress.\\\\nThe reason Ted decides to divorce his wife for Delia (his mistress) is because he feels like he’s putting on an act whenever he’s around her. He says that he’s unable to relax around her, and she seems like a marble statue to him—she’s a trophy, an ideal. Considering this, I feel like Gatsby, even if he had successfully spirited Daisy away from Tom, may not have been able to be happy with her. First off, she wouldn’t be able to ever meet the godly image of her that Gatsby has developed within his mind over the five years they have been apart—Nick Carraway notes this in Chapter 5: “There must have been moments even that afternoon when Daisy tumbled short of his dreams--not through her own fault but because of the colossal vitality of his illusion. It had gone beyond her, beyond everything.”\\\\nHowever, even if Daisy had somehow been that perfect image of what he dreamed, I think there’s a possibility that he might not have been able to be happy with her, for the same reason Ted could not be happy with Ella (his first wife): He would have continually been putting on an act. He and Daisy were of different worlds, and Gatsby would have become even more neurotic than he is while perennially trying to hold up that mask of affected elegance.\\\\n\\\"}]}\",\"html\":\"<p>I read the book once before when I was younger, and I’m very glad I read it again. I definitely didn’t understand it the first time. The plot is a bit all over the place, but that’s part of its beauty, I think: It adds to the mood of airiness, of the inconsequentiality of everything Daisy and Tom and Jordan and all their wealthy, listless friends do. The style of the writing is really incredible, though: The frequent metaphors are especially ingenuous and poignant.</p><p>A quick connection I’d like to draw between the <em>Great Gatsby</em> and <em>Free Food for Millionaires</em> (FFFM), which I read right before Gatsby, is that Ted Kim is like Jay Gatsby if he had gotten the girl. In FFFM, Ted Kim is the son of Alaskan fish canners who claws his way up to the upper echelons of Wall Street. He attains every “material” thing he dreams of, including a “perfect” wife from a rich, almost noble family; she is incredibly “pure” in every traditional sense of the word. However, eventually, Ted cheats on her with the “office slut,” divorces her, and marries his mistress.</p><p>The reason Ted decides to divorce his wife for Delia (his mistress) is because he feels like he’s putting on an act whenever he’s around her. He says that he’s unable to relax around her, and she seems like a marble statue to him—she’s a trophy, an ideal. Considering this, I feel like Gatsby, even if he had successfully spirited Daisy away from Tom, may not have been able to be happy with her. First off, she wouldn’t be able to ever meet the godly image of her that Gatsby has developed within his mind over the five years they have been apart—Nick Carraway notes this in Chapter 5: “There must have been moments even that afternoon when Daisy tumbled short of his dreams--not through her own fault but because of the colossal vitality of his illusion. It had gone beyond her, beyond everything.”</p><p>However, even if Daisy had somehow been that perfect image of what he dreamed, I think there’s a possibility that he might not have been able to be happy with her, for the same reason Ted could not be happy with Ella (his first wife): He would have continually been putting on an act. He and Daisy were of different worlds, and Gatsby would have become even more neurotic than he is while perennially trying to hold up that mask of affected elegance.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 20,
  "fields": {
    "title": "The Joy Luck Club (+Other Notes)",
    "created": "2019-01-26",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"You know, I've always been really stressed about finals, but this year, it's been pretty smooth sailing. My grades were pretty solid going into my exams, so I didn't have to worry that much about how they would be impacted by doing well or by doing poorly. I'm glad once again that I kept up with my schoolwork this year—truly, 'a stitch in time saves nine.'\\\\nAnyway, I've been reading several books over the last couple weeks. In class, we read \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Leaves of Grass\\\"},{\\\"insert\\\":\\\" by Walt Whitman, which is his poetry magnum opus celebrating the joy of existing. I felt that the book was interesting—at the very least, it deserves its position as the seminal work of American poetry. Its free verse and taboo themes were really revolutionary, and it clearly defines a lot of what poetry is thought of as being today. The purity of his joie de vivre is really inspiring to read; he doesn't shy away from the gruesome, tragic parts of life—rather, he embraces everything as being part of the joy of life.\\\\nIn addition to the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Joy Luck Club\\\"},{\\\"insert\\\":\\\", I also read \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Influence\\\"},{\\\"insert\\\":\\\" by Robert Cialdini and \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"How to Talk to Anyone\\\"},{\\\"insert\\\":\\\" by Leil Lowndes. Since these two books were pretty similar, I might be posting a joint review/discussion of the two later. For now, though, let's talk about the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Joy Luck Club\\\"},{\\\"insert\\\":\\\" (JLC)!\\\\nFirst off, an obvious comparison to make for me was between JLC, which describes the lives of four American-born-Chinese women and their immigrant mothers, and \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Free Food for Millionaires\\\"},{\\\"insert\\\":\\\" (FFFM), which described the lives of several Korean-Americans. In terms of style, JLC was written like the \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Song of Ice and Fire\\\"},{\\\"insert\\\":\\\" series, alternating between various first-person perspectives. It was a bit difficult at first to get a good grasp of who was who, but I felt like the difficulty simulated the difficulty of learning about new people in general. On the other hand, FFFM was narrated in third-person objective, which I felt accomplished the juxtaposition of the various characters and their perspectives more clearly.\\\\nIn terms of the lives presented in each book, I felt that JLC talked more about the relationships between the various characters and their mothers, in contrast with FFFM, which focused greatly on the careers of the characters, although without neglecting the crucial familial relationships. A main theme of JLC was the various secrets/withheld life info between the mothers and their daughters. I really felt like I could relate to the way that the parents and their children became closer through shared information, divulged little by little. I guess it really mirrored my experiences of learning our family history, about who we were and who we aspired to become.\\\\n\\\"}]}\",\"html\":\"<p>You know, I've always been really stressed about finals, but this year, it's been pretty smooth sailing. My grades were pretty solid going into my exams, so I didn't have to worry that much about how they would be impacted by doing well or by doing poorly. I'm glad once again that I kept up with my schoolwork this year—truly, 'a stitch in time saves nine.'</p><p>Anyway, I've been reading several books over the last couple weeks. In class, we read <em>Leaves of Grass</em> by Walt Whitman, which is his poetry magnum opus celebrating the joy of existing. I felt that the book was interesting—at the very least, it deserves its position as the seminal work of American poetry. Its free verse and taboo themes were really revolutionary, and it clearly defines a lot of what poetry is thought of as being today. The purity of his joie de vivre is really inspiring to read; he doesn't shy away from the gruesome, tragic parts of life—rather, he embraces everything as being part of the joy of life.</p><p>In addition to the <em>Joy Luck Club</em>, I also read <em>Influence</em> by Robert Cialdini and <em>How to Talk to Anyone</em> by Leil Lowndes. Since these two books were pretty similar, I might be posting a joint review/discussion of the two later. For now, though, let's talk about the <em>Joy Luck Club</em> (JLC)!</p><p>First off, an obvious comparison to make for me was between JLC, which describes the lives of four American-born-Chinese women and their immigrant mothers, and <em>Free Food for Millionaires</em> (FFFM), which described the lives of several Korean-Americans. In terms of style, JLC was written like the <em>Song of Ice and Fire</em> series, alternating between various first-person perspectives. It was a bit difficult at first to get a good grasp of who was who, but I felt like the difficulty simulated the difficulty of learning about new people in general. On the other hand, FFFM was narrated in third-person objective, which I felt accomplished the juxtaposition of the various characters and their perspectives more clearly.</p><p>In terms of the lives presented in each book, I felt that JLC talked more about the relationships between the various characters and their mothers, in contrast with FFFM, which focused greatly on the careers of the characters, although without neglecting the crucial familial relationships. A main theme of JLC was the various secrets/withheld life info between the mothers and their daughters. I really felt like I could relate to the way that the parents and their children became closer through shared information, divulged little by little. I guess it really mirrored my experiences of learning our family history, about who we were and who we aspired to become.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 21,
  "fields": {
    "title": "Confucius",
    "created": "2019-02-01",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Finally, after several, several months, I have finished Confucius’s \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Analects\\\"},{\\\"insert\\\":\\\". I wasn’t quite able to QPC all of it; it kind of became too much work after the first couple chapters. However, I did annotate all the way through, especially in highlighting all the passages that resonated with me the most—and underlining the passages that I didn’t understand or agree with for further reflection.\\\\nSo, I decided that I would list here my favorite verses from the text. There are a lot, so I'll make two posts, one for Books I-X and another for Books XI-XX. So, here are my favorites from Books I-X:\\\\\\\"‹\\\\n'A gentleman who studies is unlikely to be flexible... when you make a mistake, do not be afraid of mending your ways' (I.8).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'It is not the failure of others to appreciate your abilities that should trouble you, but rather your failure to appreciate theirs' (I.16).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Guide them by edicts, keep them in line with punishments, and the common people will stay out of trouble but will have no sense of shame. Guide them by virtue, keep them in line with the rites, and they will, besides having a sense of shame, reform themselves' (II.3).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'What is difficult to manage is the expression on one's face' (II.8).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Look at the means a man employs, observe the path he takes, and examine where he feels at home' (II.10).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'[The gentleman] puts his words into action before allowing his words to follow his action' (II.13).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'To say you know when you know, and to say you do not when you do not, that is knowledge' (II.17).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Use your ears widely but leave out what is doubtful; repeat the rest with caution and you will make few mistakes' (II.17).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Faced with what is right, to leave it undone shows a lack of courage' (II.24).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'What can a man do with the rites who is not benevolent?' (III.3)\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'There is no contention between gentlemen... Even the way they contend is gentlemanly' (III.7).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Of neighborhoods benevolence is the most beautiful. How can the man be considered wise, who, when he has the choice, does not settle in benevolence?' (IV.1)\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Is there a man who, for the space of a single day, is able to devote all his strength to benevolence?' (IV.6)\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'In his errors, a man is true to type. Observe the errors and you will know the man' (IV.7).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'In serving your father and mother, you ought to dissuade them in the gentlest way. If you see your advice being ignored, you should not become disobedient but remain reverent. You should not complain even if in so doing you wear yourself out' (IV.18).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'The gentleman desires to be halting in speech but quick in action' (IV.24).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Virtue never stands alone. It is bound to have neighbors' (IV.25).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Yen P'ing-chung excelled in friendship: even after long acquaintance he treated his friends with reverence' (V.17).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'Jan Ch'iu said, 'It is not that I am not pleased with your way, but rather that my strength gives out.' The Master said, 'A man whose strength gives out collapses along the course. In your case, you set the limits beforehand' (VI.12).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'The gentleman widely versed in culture but brought back to the essentials by the rites can, I supposes, be relied upon not to turn against what he stood for' (VI.27).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'During his leisure moments, the Master remained correct though relaxed' (VII.4).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'I would not take with me [to a war-related mission] anyone who would try to fight a tiger with his bare hands' (VII.11).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'He lived in lowly dwellings while devoting all his energy to the building of irrigation canals' (VIII.21).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'If, though tipping only one basketful, I am going forward, then I shall be making progress' (IX.19).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'The Three Armies can be deprived of their commanding officer, but even a common man cannot be deprived of his purpose' (IX.26).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"'In the presence of his lord, his bearing, though respectful, was composed' (X.2).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"While researching further, by the way, I checked out \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Mencius\\\"},{\\\"insert\\\":\\\", which is kind of like the sequel to the Analects. At least by my quick first glance, \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Mencius\\\"},{\\\"insert\\\":\\\" seems a bit more comprehensive than the Analects, composed mostly of actual passages and stories rather than short quotes. I would love to read it, but I just have so much to read before trying my hand at another Confucian classic. But definitely, I want to read it at some point in my life.\\\\nAs I continue my literary journey, I’ve increasingly felt like every time I finish a book, I come across another one that extends on its ideas—it’s as if I’ve arduously climbed a mountain, but looking from the top of the mountain, I see all more mountains in front of me, \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"infinite mountains\\\"},{\\\"insert\\\":\\\", that I need to climb. Reading these Great Books is a tough task, but luckily, I love climbing these mountains.\\\\n\\\"}]}\",\"html\":\"<p>Finally, after several, several months, I have finished Confucius’s <em>Analects</em>. I wasn’t quite able to QPC all of it; it kind of became too much work after the first couple chapters. However, I did annotate all the way through, especially in highlighting all the passages that resonated with me the most—and underlining the passages that I didn’t understand or agree with for further reflection.</p><p>So, I decided that I would list here my favorite verses from the text. There are a lot, so I'll make two posts, one for Books I-X and another for Books XI-XX. So, here are my favorites from Books I-X:\\\"‹</p><ol><li>'A gentleman who studies is unlikely to be flexible... when you make a mistake, do not be afraid of mending your ways' (I.8).</li><li>'It is not the failure of others to appreciate your abilities that should trouble you, but rather your failure to appreciate theirs' (I.16).</li><li>'Guide them by edicts, keep them in line with punishments, and the common people will stay out of trouble but will have no sense of shame. Guide them by virtue, keep them in line with the rites, and they will, besides having a sense of shame, reform themselves' (II.3).</li><li>'What is difficult to manage is the expression on one's face' (II.8).</li><li>'Look at the means a man employs, observe the path he takes, and examine where he feels at home' (II.10).</li><li>'[The gentleman] puts his words into action before allowing his words to follow his action' (II.13).</li><li>'To say you know when you know, and to say you do not when you do not, that is knowledge' (II.17).</li><li>'Use your ears widely but leave out what is doubtful; repeat the rest with caution and you will make few mistakes' (II.17).</li><li>'Faced with what is right, to leave it undone shows a lack of courage' (II.24).</li><li>'What can a man do with the rites who is not benevolent?' (III.3)</li><li>'There is no contention between gentlemen... Even the way they contend is gentlemanly' (III.7).</li><li>'Of neighborhoods benevolence is the most beautiful. How can the man be considered wise, who, when he has the choice, does not settle in benevolence?' (IV.1)</li><li>'Is there a man who, for the space of a single day, is able to devote all his strength to benevolence?' (IV.6)</li><li>'In his errors, a man is true to type. Observe the errors and you will know the man' (IV.7).</li><li>'In serving your father and mother, you ought to dissuade them in the gentlest way. If you see your advice being ignored, you should not become disobedient but remain reverent. You should not complain even if in so doing you wear yourself out' (IV.18).</li><li>'The gentleman desires to be halting in speech but quick in action' (IV.24).</li><li>'Virtue never stands alone. It is bound to have neighbors' (IV.25).</li><li>'Yen P'ing-chung excelled in friendship: even after long acquaintance he treated his friends with reverence' (V.17).</li><li>'Jan Ch'iu said, 'It is not that I am not pleased with your way, but rather that my strength gives out.' The Master said, 'A man whose strength gives out collapses along the course. In your case, you set the limits beforehand' (VI.12).</li><li>'The gentleman widely versed in culture but brought back to the essentials by the rites can, I supposes, be relied upon not to turn against what he stood for' (VI.27).</li><li>'During his leisure moments, the Master remained correct though relaxed' (VII.4).</li><li>'I would not take with me [to a war-related mission] anyone who would try to fight a tiger with his bare hands' (VII.11).</li><li>'He lived in lowly dwellings while devoting all his energy to the building of irrigation canals' (VIII.21).</li><li>'If, though tipping only one basketful, I am going forward, then I shall be making progress' (IX.19).</li><li>'The Three Armies can be deprived of their commanding officer, but even a common man cannot be deprived of his purpose' (IX.26).</li><li>'In the presence of his lord, his bearing, though respectful, was composed' (X.2).</li></ol><p>While researching further, by the way, I checked out <em>Mencius</em>, which is kind of like the sequel to the Analects. At least by my quick first glance, <em>Mencius</em> seems a bit more comprehensive than the Analects, composed mostly of actual passages and stories rather than short quotes. I would love to read it, but I just have so much to read before trying my hand at another Confucian classic. But definitely, I want to read it at some point in my life.</p><p>As I continue my literary journey, I’ve increasingly felt like every time I finish a book, I come across another one that extends on its ideas—it’s as if I’ve arduously climbed a mountain, but looking from the top of the mountain, I see all more mountains in front of me, <em>infinite mountains</em>, that I need to climb. Reading these Great Books is a tough task, but luckily, I love climbing these mountains.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 22,
  "fields": {
    "title": "On Nietzsche",
    "created": "2019-03-25",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"In class, we recently read Nietzsche’s essay on the “Geneaology of Morals.” Although Nietzsche’s very witty, and although his arguments, at least on first glance, seem persuasive, reading his essay made me ask a couple questions that I found simultaneously interesting and somewhat disheartening.\\\\nBasically, in his essay, Nietzsche asserts that the current moral system that values democracy and selflessness wasn’t the original moral system, but rather a reaction to the might-is-right morality that prevailed in primitive society. He argues that the current “slave-morality” has turned mankind complacent and stagnant. He promotes the return of the “master-morality,” since although the “blond beast” did arouse fear and hatred, it also inspired awe.\\\\nNietzsche’s power doctrine may be initially attractive to the reader, for it appeals strongly to one’s narcissism—it seems to justify selfish behavior by arguing that it is not a matter of free will to exert one’s power, but rather simply the natural thing to do. However, even despite the fact that I tend to support the more deterministic philosophies, I feel like this doctrine goes too much to the extreme in denying the individuals’ power of choice. Nietzsche’s arguments also somewhat repulsed me in its strange infusion of anti-intellectualism, which was somewhat ironic to me, since I figure that Nietzsche would have considered himself an intellectual.\\\\nThe question that Nietzsche’s argument aroused in me is this: Are all philosophies worth reading and considering? Nietzsche certainly thinks so, as he praises the “English psychologists” for examining the dark truths of human motivation. Socrates \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"did\\\"},{\\\"insert\\\":\\\" say that “an unexamined life is not worth living,” but I can’t help but feel unsure about his assertion. Perhaps not all truths need to be examined; when the cost of considering a truth exceeds the benefit, it need not be examined. I feel like there is merit in judging the value of something not by how true it is, but how beneficial it is \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"for it to be considered true\\\"},{\\\"insert\\\":\\\".\\\\nOn that note, I'm not certain how much I've gained from reading Nietzsche. If I were to follow Adler's doctrine on literature, I would be obligated to reread Nietzsche, to give him the benefit of the doubt before rejecting his ideas. Perhaps that would have merit. However, as it is, I feel like the only thing I may have gained from Nietzsche is a sick feeling in my stomach and the right to say that I've 'read Nietzsche.'\\\\n\\\"}]}\",\"html\":\"<p>In class, we recently read Nietzsche’s essay on the “Geneaology of Morals.” Although Nietzsche’s very witty, and although his arguments, at least on first glance, seem persuasive, reading his essay made me ask a couple questions that I found simultaneously interesting and somewhat disheartening.</p><p>Basically, in his essay, Nietzsche asserts that the current moral system that values democracy and selflessness wasn’t the original moral system, but rather a reaction to the might-is-right morality that prevailed in primitive society. He argues that the current “slave-morality” has turned mankind complacent and stagnant. He promotes the return of the “master-morality,” since although the “blond beast” did arouse fear and hatred, it also inspired awe.</p><p>Nietzsche’s power doctrine may be initially attractive to the reader, for it appeals strongly to one’s narcissism—it seems to justify selfish behavior by arguing that it is not a matter of free will to exert one’s power, but rather simply the natural thing to do. However, even despite the fact that I tend to support the more deterministic philosophies, I feel like this doctrine goes too much to the extreme in denying the individuals’ power of choice. Nietzsche’s arguments also somewhat repulsed me in its strange infusion of anti-intellectualism, which was somewhat ironic to me, since I figure that Nietzsche would have considered himself an intellectual.</p><p>The question that Nietzsche’s argument aroused in me is this: Are all philosophies worth reading and considering? Nietzsche certainly thinks so, as he praises the “English psychologists” for examining the dark truths of human motivation. Socrates <em>did</em> say that “an unexamined life is not worth living,” but I can’t help but feel unsure about his assertion. Perhaps not all truths need to be examined; when the cost of considering a truth exceeds the benefit, it need not be examined. I feel like there is merit in judging the value of something not by how true it is, but how beneficial it is <em>for it to be considered true</em>.</p><p>On that note, I'm not certain how much I've gained from reading Nietzsche. If I were to follow Adler's doctrine on literature, I would be obligated to reread Nietzsche, to give him the benefit of the doubt before rejecting his ideas. Perhaps that would have merit. However, as it is, I feel like the only thing I may have gained from Nietzsche is a sick feeling in my stomach and the right to say that I've 'read Nietzsche.'</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 23,
  "fields": {
    "title": "Grit (Angela Duckworth)",
    "created": "2019-03-27",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"I read this book per recommendation, and I have to thank the person who recommended it. When I first decided to read it, to be honest, I was somewhat skeptical of how novel or useful the book would be: I expected it to just be another book preaching the importance of perseverance and hard work, valuable—but well-trodden—wisdom. Before reading this book, I thought I knew what “grit” was. Turns out I didn’t.\\\\nDuckworth’s definition of “grit” encompasses not only perseverance/effort, but also one’s ability to commit. That is, not only how passionately and effortfully one approaches an activity, but also how long and steadily one can continue to pursue it despite the allure of other novel interests. According to Duckworth, many more people struggle with this commitment aspect than do with the effort aspect—which is quite true for me.\\\\nLuckily, it seems that my fluid interests are still excusable with my age. At age 18, I feel like I’m in a good place. I’ve avidly explored a pretty wide range of activities and I think I’ve found what kinds of things excite me. I know I want to have an intellectual career where, put very vaguely, I get to balance quantitative and qualitative problems—where I get to combine my literary spirit with my analytical inclinations; that’s why I’ve always been attracted to chemistry, economics, etc., where I feel that “perfect balance.” I also want to have a career with a direct societal impact, which according to Duckworth is a universal desire—a yearning for purpose.\\\\nI’ll be spending this upcoming summer continuing to look for my calling—a daunting goal, perhaps, but one that I’ll be leaping into with enthusiasm. One of my specific goals is to put in some “dedicated practice,” as Duckworth describes it, into improving my coding skills. “Dedicated practice” is painful for most, according to Duckworth, except for a lucky few… perhaps I’m blessed, but I guess I’ve learned to “love the burn.” Or, more accurately, I find unproductivity viscerally torturous.\\\\nBy the way, I’d like to recommend this book to every high school student. The current college admissions system pressures students to have a clear sense of identity, to have already developed a sense of purpose—clarity of being shines through in the essays, in the extracurriculars, in the interview. I feel like this is quite a lot to ask of a high schooler. The best of us develop a sense of grit, perhaps, in being committed to our clubs, and can perhaps become somewhat adept at effectively leading our peers, but only the most precocious of us have a clarity of purpose.\\\\nI feel like Duckworth offers a clear picture of just how much a high schooler should expect from themselves. The goal of high school is to perhaps explore our interests, not necessarily to build a concrete idea of the career we desire, but what kind of work we’d like to do. By providing a more realistic goal for our identity-seeking journeys, this book can really give high schoolers a better guide to growth.\\\\n\\\"}]}\",\"html\":\"<p>I read this book per recommendation, and I have to thank the person who recommended it. When I first decided to read it, to be honest, I was somewhat skeptical of how novel or useful the book would be: I expected it to just be another book preaching the importance of perseverance and hard work, valuable—but well-trodden—wisdom. Before reading this book, I thought I knew what “grit” was. Turns out I didn’t.</p><p>Duckworth’s definition of “grit” encompasses not only perseverance/effort, but also one’s ability to commit. That is, not only how passionately and effortfully one approaches an activity, but also how long and steadily one can continue to pursue it despite the allure of other novel interests. According to Duckworth, many more people struggle with this commitment aspect than do with the effort aspect—which is quite true for me.</p><p>Luckily, it seems that my fluid interests are still excusable with my age. At age 18, I feel like I’m in a good place. I’ve avidly explored a pretty wide range of activities and I think I’ve found what kinds of things excite me. I know I want to have an intellectual career where, put very vaguely, I get to balance quantitative and qualitative problems—where I get to combine my literary spirit with my analytical inclinations; that’s why I’ve always been attracted to chemistry, economics, etc., where I feel that “perfect balance.” I also want to have a career with a direct societal impact, which according to Duckworth is a universal desire—a yearning for purpose.</p><p>I’ll be spending this upcoming summer continuing to look for my calling—a daunting goal, perhaps, but one that I’ll be leaping into with enthusiasm. One of my specific goals is to put in some “dedicated practice,” as Duckworth describes it, into improving my coding skills. “Dedicated practice” is painful for most, according to Duckworth, except for a lucky few… perhaps I’m blessed, but I guess I’ve learned to “love the burn.” Or, more accurately, I find unproductivity viscerally torturous.</p><p>By the way, I’d like to recommend this book to every high school student. The current college admissions system pressures students to have a clear sense of identity, to have already developed a sense of purpose—clarity of being shines through in the essays, in the extracurriculars, in the interview. I feel like this is quite a lot to ask of a high schooler. The best of us develop a sense of grit, perhaps, in being committed to our clubs, and can perhaps become somewhat adept at effectively leading our peers, but only the most precocious of us have a clarity of purpose.</p><p>I feel like Duckworth offers a clear picture of just how much a high schooler should expect from themselves. The goal of high school is to perhaps explore our interests, not necessarily to build a concrete idea of the career we desire, but what kind of work we’d like to do. By providing a more realistic goal for our identity-seeking journeys, this book can really give high schoolers a better guide to growth.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 24,
  "fields": {
    "title": "My Mission?",
    "created": "2019-04-20",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"A soliloquy about the meaning of life...\\\\nI was drafting the mission statement for BinaryHeart (which recently became incorporated! Woo-hoo!), when I thought for a moment: Does my life have a mission statement? I suppose that is exactly what my English teacher is asking us to ponder with our 'Meaning of Life' project...\\\\nTo be frank, I was originally planning to write my MoL about how it is somewhat useless to think about the question of life in a metaphysical sense—that, instead of philosophizing, we should take Voltaire's advice and 'cultivate our garden.' I was planning to assert that instead of wasting time on questions that can never be answered (and are thus irrelevant to our living), we should focus on the lives before us and on being the best people we can be...\\\\n\\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"But I suppose, ironically, that I was naive in my cynicism\\\"},{\\\"insert\\\":\\\". I assumed that I would have the willpower to conduct my life in the way I wished to without having some kind of compass, however artificial or unjustified, to guide my overarching purpose. I will have to ponder the question of meaning further; instead of simply evading the question through dismissing it as useless, I must confront it head on.\\\\n\\\"}]}\",\"html\":\"<p>A soliloquy about the meaning of life...</p><p>I was drafting the mission statement for BinaryHeart (which recently became incorporated! Woo-hoo!), when I thought for a moment: Does my life have a mission statement? I suppose that is exactly what my English teacher is asking us to ponder with our 'Meaning of Life' project...</p><p>To be frank, I was originally planning to write my MoL about how it is somewhat useless to think about the question of life in a metaphysical sense—that, instead of philosophizing, we should take Voltaire's advice and 'cultivate our garden.' I was planning to assert that instead of wasting time on questions that can never be answered (and are thus irrelevant to our living), we should focus on the lives before us and on being the best people we can be...</p><p><em>But I suppose, ironically, that I was naive in my cynicism</em>. I assumed that I would have the willpower to conduct my life in the way I wished to without having some kind of compass, however artificial or unjustified, to guide my overarching purpose. I will have to ponder the question of meaning further; instead of simply evading the question through dismissing it as useless, I must confront it head on.</p>\"}",
    "tags": []
  }
},
{
  "model": "blog.post",
  "pk": 25,
  "fields": {
    "title": "Nudge (Richard Thaler)",
    "created": "2019-05-29",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"When I first got this book, I thought it was going to be a reasonably short read. It took me far longer than I anticipated, in part because it's quite dense and long, and in part because I was pretty lazy about my reading for the last month or so. I really need to start reading more! I have a lot of books I want to finish before summer ends, after all!\\\\nThe focus of \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Nudge\\\"},{\\\"insert\\\":\\\" is the idea of 'libertarian paternalism,' or using choice architecture in order to influence/better peoples' decisions while infringing only negligibly on their freedom of choice. Central to the idea of libertarian paternalism is the fact that people, contrary to how they are often presented in traditional economics, are not completely rational, and rather often use fallible mental shortcuts or are too lazy to spend time figuring out their best courses of action. Libertarian paternalism suggests that people should be guided towards making the best decisions more easily (the 'paternalism' aspect), but that these guiding nudges shouldn't infringe upon peoples' freedom of choice—that is, the costs for choosing contrary to the nudges should remain minimal (the 'libertarian' aspect).\\\\nA variety of methods for such choice architecture strategies, dubbed 'nudges,' are described in the book, such as the careful selection of the default options in presenting choices, as there is a very strong default bias. Various applications for such nudges are then described: cheaper healthcare, school choice, encouraging better investment decisions, etc.\\\\nFirst: How do I feel about libertarian paternalism from a general philosophical standpoint? I have to say, it sounds wonderful. According to the studies cited, it achieves pretty effective results while also preserving the freedom of choice. It reminds me of learning about using taxes/subsidies to correct externalities in AP Econ, rather than forcefully instating price ceilings/floors or banning products—it has the delightful effect of allowing the market to efficiently find the optimal equilibrium rather than forcing a policy to the extreme.\\\\nIn terms of the specific proposals set forth by the book: I thought they were all pretty well-thought out, and I felt fairly convinced by the evidence. I did feel at some points that some of the proposals were a bit overoptimistic about their political feasibility, such as the idea of 'privatizing marriage'—that is, removing marriage as a legal status and replacing it exclusively with 'civil unions.' From a logical standpoint, it seems solid—it would eliminate all the political turmoil surrounding the definition of marriage going on right now by allowing diverse institutions to independently offer licenses for their own ideas of marriage. However, I feel that the offer of stronger legitimacy by government approval is too strongly ingrained in our current society to make the idea of 'privatizing marriage' popular. Overall, I think of these proposals as more of a starting point for me to think about these issues than as a end-all-be-all: Many of the issues were very complicated (especially the one about school choice), and I really am not equipped to fully accept or critique the book's arguments.\\\\nI did have quite a few strong favorites, though. One is the idea of allowing hospitals' patients to waive their right to sue for negligence in return for lower prices. America has a malpractice lawsuit epidemic which causes prices to rise for a variety of reasons, from motivating doctors to practice 'defensive medicine' or forcing doctors to spend more on lawsuit insurance. The authors presented strong evidence that allowing patients this right (to waive their litigation rights) would lower prices while not significantly cutting down on the current incentives for doctors to be careful in caring for their patients. On a sidenote, one thing that really surprised me that the authors brought up was that premiums on malpractice insurance don't go up with lawsuits against doctors... like, what?\\\\nAnyway, all in all, this book was phenomenal, and I'm very glad I've read it. Though it wasn't the academic introduction to behavioral economics that I expected (perhaps naively), it had a lot of excellent policy proposals and has definitely given me a wider understanding of what's available in the political spectrum.\\\\n\\\"}]}\",\"html\":\"<p>When I first got this book, I thought it was going to be a reasonably short read. It took me far longer than I anticipated, in part because it's quite dense and long, and in part because I was pretty lazy about my reading for the last month or so. I really need to start reading more! I have a lot of books I want to finish before summer ends, after all!</p><p>The focus of <em>Nudge</em> is the idea of 'libertarian paternalism,' or using choice architecture in order to influence/better peoples' decisions while infringing only negligibly on their freedom of choice. Central to the idea of libertarian paternalism is the fact that people, contrary to how they are often presented in traditional economics, are not completely rational, and rather often use fallible mental shortcuts or are too lazy to spend time figuring out their best courses of action. Libertarian paternalism suggests that people should be guided towards making the best decisions more easily (the 'paternalism' aspect), but that these guiding nudges shouldn't infringe upon peoples' freedom of choice—that is, the costs for choosing contrary to the nudges should remain minimal (the 'libertarian' aspect).</p><p>A variety of methods for such choice architecture strategies, dubbed 'nudges,' are described in the book, such as the careful selection of the default options in presenting choices, as there is a very strong default bias. Various applications for such nudges are then described: cheaper healthcare, school choice, encouraging better investment decisions, etc.</p><p>First: How do I feel about libertarian paternalism from a general philosophical standpoint? I have to say, it sounds wonderful. According to the studies cited, it achieves pretty effective results while also preserving the freedom of choice. It reminds me of learning about using taxes/subsidies to correct externalities in AP Econ, rather than forcefully instating price ceilings/floors or banning products—it has the delightful effect of allowing the market to efficiently find the optimal equilibrium rather than forcing a policy to the extreme.</p><p>In terms of the specific proposals set forth by the book: I thought they were all pretty well-thought out, and I felt fairly convinced by the evidence. I did feel at some points that some of the proposals were a bit overoptimistic about their political feasibility, such as the idea of 'privatizing marriage'—that is, removing marriage as a legal status and replacing it exclusively with 'civil unions.' From a logical standpoint, it seems solid—it would eliminate all the political turmoil surrounding the definition of marriage going on right now by allowing diverse institutions to independently offer licenses for their own ideas of marriage. However, I feel that the offer of stronger legitimacy by government approval is too strongly ingrained in our current society to make the idea of 'privatizing marriage' popular. Overall, I think of these proposals as more of a starting point for me to think about these issues than as a end-all-be-all: Many of the issues were very complicated (especially the one about school choice), and I really am not equipped to fully accept or critique the book's arguments.</p><p>I did have quite a few strong favorites, though. One is the idea of allowing hospitals' patients to waive their right to sue for negligence in return for lower prices. America has a malpractice lawsuit epidemic which causes prices to rise for a variety of reasons, from motivating doctors to practice 'defensive medicine' or forcing doctors to spend more on lawsuit insurance. The authors presented strong evidence that allowing patients this right (to waive their litigation rights) would lower prices while not significantly cutting down on the current incentives for doctors to be careful in caring for their patients. On a sidenote, one thing that really surprised me that the authors brought up was that premiums on malpractice insurance don't go up with lawsuits against doctors... like, what?</p><p>Anyway, all in all, this book was phenomenal, and I'm very glad I've read it. Though it wasn't the academic introduction to behavioral economics that I expected (perhaps naively), it had a lot of excellent policy proposals and has definitely given me a wider understanding of what's available in the political spectrum.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 26,
  "fields": {
    "title": "Banker to the Poor (Muhammad Yunus)",
    "created": "2019-06-01",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Once, in English class, we were asked to write down what our dreams were. One of the dreams I wrote down was that I wanted to figure out how to run a charity organization so that it could be profitable—that is, to somehow make charity profitable for the donors. If this was possible, it would be revolutionary to the charity industry, boosting donor participation to incredible levels.\\\\nMy classmates laughed at the idea, which was understandable—the selfless concept of charity and the selfish concept of profit seem to be contradictory, at least at first glance. I would have laughed at my idea, too, a couple months before—but recently, while thinking about the remarkable achievements of the free market's invisible hand for society, I had wondered: Why not? Why couldn't charity be profitable? We've historically achieved social benefit through profitable means—why shouldn't it be possible for charities?\\\\nI decided to read this book because I had recently heard of 'microcredit' as a new form of charity that was remarkably, almost absurdly, efficient and effective. 'Banker to the Poor,' written by Muhammad Yunus, the Nobel laureate who came up with and implemented microcredit in his 'Grameen Bank' model. I'm glad I did, because Yunus presents an example of exactly what I was wishing for: A self-sustaining (doesn't need donations, meaning it doesn't operate at a loss), efficient, effective charity.\\\\nMy reaction to this all, of course, was very positive. I believe will be the most important book I've ever read in my life. It's utterly groundbreaking. Nobody shouldn't have read it. You don't need any economic knowledge beforehand or anything. If you're looking for a new book to read, I recommend this one—just jump right in.\\\\n\\\"}]}\",\"html\":\"<p>Once, in English class, we were asked to write down what our dreams were. One of the dreams I wrote down was that I wanted to figure out how to run a charity organization so that it could be profitable—that is, to somehow make charity profitable for the donors. If this was possible, it would be revolutionary to the charity industry, boosting donor participation to incredible levels.</p><p>My classmates laughed at the idea, which was understandable—the selfless concept of charity and the selfish concept of profit seem to be contradictory, at least at first glance. I would have laughed at my idea, too, a couple months before—but recently, while thinking about the remarkable achievements of the free market's invisible hand for society, I had wondered: Why not? Why couldn't charity be profitable? We've historically achieved social benefit through profitable means—why shouldn't it be possible for charities?</p><p>I decided to read this book because I had recently heard of 'microcredit' as a new form of charity that was remarkably, almost absurdly, efficient and effective. 'Banker to the Poor,' written by Muhammad Yunus, the Nobel laureate who came up with and implemented microcredit in his 'Grameen Bank' model. I'm glad I did, because Yunus presents an example of exactly what I was wishing for: A self-sustaining (doesn't need donations, meaning it doesn't operate at a loss), efficient, effective charity.</p><p>My reaction to this all, of course, was very positive. I believe will be the most important book I've ever read in my life. It's utterly groundbreaking. Nobody shouldn't have read it. You don't need any economic knowledge beforehand or anything. If you're looking for a new book to read, I recommend this one—just jump right in.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 27,
  "fields": {
    "title": "The Index Card (Helaine Olen)",
    "created": "2019-07-06",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Finished reading 'The Index Card' about a week ago, per recommendation of my high school econ teacher. Great book for an introductory overview of personal finance!\\\\nIt really inspired me to start paying attention to my money. I've started recording all my expenses and money inflows. At the end of the year, I plan to look through my list and determine how big my emergency fund needs to be—and then I'll try setting up an IRA for myself. It's never too early to start saving, after all! I might want to wait until the imminent recession hits, though (the yield curve is inverted right now, after all!), when I can get a discount on the funds.\\\\nI really believe that America is in need of a higher rate of financial literacy education. That's one of the major reasons for our current retirement crisis, after all. The retirement crisis honestly really scares me. Our generation sure is in a strange situation, economically. It's said that a generation's economic outlook often is based on the economic situation they encounter in their teens and twenties. For us, that's the 2008 recession and the growth of the toll of social security on our government's budget.\\\\nAnyway, this all encourages me further to take financial literacy seriously.\\\\n\\\"}]}\",\"html\":\"<p>Finished reading 'The Index Card' about a week ago, per recommendation of my high school econ teacher. Great book for an introductory overview of personal finance!</p><p>It really inspired me to start paying attention to my money. I've started recording all my expenses and money inflows. At the end of the year, I plan to look through my list and determine how big my emergency fund needs to be—and then I'll try setting up an IRA for myself. It's never too early to start saving, after all! I might want to wait until the imminent recession hits, though (the yield curve is inverted right now, after all!), when I can get a discount on the funds.</p><p>I really believe that America is in need of a higher rate of financial literacy education. That's one of the major reasons for our current retirement crisis, after all. The retirement crisis honestly really scares me. Our generation sure is in a strange situation, economically. It's said that a generation's economic outlook often is based on the economic situation they encounter in their teens and twenties. For us, that's the 2008 recession and the growth of the toll of social security on our government's budget.</p><p>Anyway, this all encourages me further to take financial literacy seriously.</p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 28,
  "fields": {
    "title": "Cannon Fodder: Rising HCW Dissent During the Pandemic",
    "created": "2020-06-07",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Rising Physician Dissent\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"A few weeks ago, after suffering from chills, coughing, a fever, and losing her sense of smell, a nurse I knew tested positive for the COVID-19, the new coronavirus at the center of the recent pandemic.\\\\nShe works at a large hospital nearby, and likely contracted the disease after her direct exposure working with coronavirus patients. For a little over a week, she stayed home, self-isolating from the rest of her family in her room. Considering our nonetheless close living situation, however, it was a miracle that none of the rest of her family—her husband and her two children—were infected.\\\\nSoon, however, despite her sickness, she returned to work at the hospital, in response to requests and encouragement by the hospital: Her hospital encourages coronavirus-positive nurses to work as long as they have not had a fever in the last three days. The hospital also requires nurses to wear the same mask every day without any regular sterilization to ration protective gear supply.\\\\nThese would all have been unimaginable policies before the pandemic—diseased nurses are raging wellsprings of infection not to be let anywhere near patients, and the normal mask policy is to discard and replace one’s mask several times a day. These extraordinary policies her test results unsurprising: Healthcare workers are far from adequately protected from the virus.\\\\nNonetheless, between her dry coughing and wheezing, she praises the hospital for its handling of the crisis. The situation is much worse at other hospitals.\\\\nFor instance, at her hospital, they at least have access to N95 respirators, tight fitting masks that reliably filters out 95% of airborne particles. At another nearby hospital, they only have standard surgical masks left, which only reliably protects against fluids. At my her hospital, for nurses at least, the hospital has raised the hourly pay by about 30%; the other hospital docked healthcare worker pay and suspended retirement plan matching.\\\\nAnd it is even worse elsewhere in the country. Due to the widespread shortage of tests, there is no telling how many infected healthcare workersare actively working with patients.\\\\nAs tensions rise and negative emotions flare, intrahospital conflicts have seized the spotlight in the medical community, especially between on-the-ground physicians and hospital administrators.\\\\nTo see how pervasive physician animosity towards hospital administrators is, one may look towards Reddit’s r/medicine discussion board, a “a virtual lounge\\\\\\\" where over 300k medical professionals aggregate to share news and discuss issues: Among the top thirty “upvoted\\\\\\\" (liked) posts made between December 2019 and April 2020, eleven directly criticized pandemic decisions made by hospital administrations, while four more have a condemnation of administrators within the top three upvoted comments.\\\\nThe conflicts are largely over three main categories. The first, most prevalent criticism is against administrators refusing to increase physician pay or even reducing it: One post with 2k upvotes angrily shares an news article from the Boston Globe describing the decision of the Beth Israel Deaconess Medical Center, a large hospital in Boston, to withhold pay from emergency room doctors (Ostriker). Feeling entitled to hazard pay, the reduction or withholding of physician pay is like a slap in the face.\\\\nExacerbating the feeling of injustice is that administrator pay seems untouched; the top comment for the post sardonically remarks, “If the economics are so bad, administrators and executives should have their pay reduced by the same amount,\\\\\\\" and another top post angrily shares a news article that “Denver Health executives get bonuses one week after physicians and nurses and other workers were asked to take cuts\\\\\\\" and calls on physicians to “Name them and shame them\\\\\\\" (occipixel_lobe). Physicians feel that administrators are selfishly protecting their own salaries at the expense of front-line workers, who are sacrificing their safety to fight the pandemic.\\\\nThe second criticisms category denounces restrictions on speech hospitals have placed on physicians: One top post with 2.9k upvotes shares a Twitter post where an NYU internal medicine resident describes her employer prohibiting speaking to the media without permission under threat of “disciplinary action, including termination\\\\\\\" (Farrell), and another post sharing a news article about “Doctors being fired over speaking out about equipment shortages and using their own protection\\\\\\\" (RSultanMD) garnered 1.8k upvotes. Hospital administrators are infringing on physicians’ right to free speech in an attempt to stifle dissent.\\\\nThe third category of criticisms laments the shortage of proper personal protective equipment (PPE). Though this criticism is targeted more towards corporations who have not single-mindedly redirected production towards PPE mass production, it still inspires animosity towards administrators, who encourage physicians to work in hazardous conditions without proper protection.\\\\nAdministrators risk the lives of physicians while not putting their own necks on the line: An essay by one emergency room doctor condemns the “shallow\\\\\\\" plans conceived by administrators who have “spent far too long in an ivory tower and not enough time in the trenches\\\\\\\" (Lerner qtd. in Petrishen).\\\\nMany comments shared this contempt for disconnected administrators, especially towards those with non-clinical backgrounds; one commentor questioned the leadership of administrators without on-the-ground experience: “Nothing, and I mean NOTHING, is worse than the emails I’ve been getting from admins in €˜the leadership’ who literally have no clinical credentials’\\\\\\\" (JCH32).\\\\nPhysician Unionization\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"None of these conflicts, whether over pay, freedom of speech, and safety, are new to medicine—they have just been exacerbated and fully exposed by the pandemic’s stressful conditions.\\\\nOne article from 2016 by Dr. Sachin H. Jain, an administrator with a history of clinical practice, noted that a major reason for physician burnout was “leaders involved in healthcare finance, policy and clinical administration,\\\\\\\" with a widespread belief that “everything would be better if my administrator colleagues just backed off and let them get back to taking care of patients\\\\\\\" (“Physicians And Healthcare Administrators: Friends Or Foes?\\\\\\\").\\\\nNor are any of these conflicts unique to medicine. Physicians feel that administrators parasitize off their labor, both at a financial expense to the hospital and its patients through their million-dollar salaries and as a hindrance to treatment through inane policies and bureaucracy.\\\\nWorries of pay, freedom, and safety, feeling a disconnect with a backseat-driver, ivory-tower leadership—this is the age-old, well-studied conflict between the capitalist parasite and the laborer host.\\\\nBased on this, an intuitive solution seems to appear: It seems odd that medicine has not ended up in the same place as many other industries sharing this same capitalist-laborer model—namely, the formation (or at least the attempted formation) of powerful unions.\\\\nAccording to the theory of “pluralistic industrialism,\\\\\\\" in fact, industrialization imposes “a set of imperatives\\\\\\\" that naturally leads to a certain set of “similar patterns upon… social structures and institutions\\\\\\\" (Korpi and Shalev 164), including the rise of unions (165). Indeed, according to the AFL-CIO website, unions fight for four main issues—“higher wages… better benefits… safer workplace… voice on the job\\\\\\\" (“What Unions Do\\\\\\\")—the very conflicts that plague physician-administrator relations.\\\\nSo, it is surprising that there have historically been few significant, successful attempts at unionization among physicians: In an 2019 essay published in the New Yorker, Dr. Eric Topol, a cardiologist at the Scripps Research Translational Institute, notes that though “There have been some… efforts to form unions of doctors, such as the California-based Union of American Physicians and Dentists… they haven’t caught on industry-wide—the U.A.P.D. has only four thousand members\\\\\\\" (Topol). In comparison, as of 2018, there were 17 million healthcare workers in the United States (“Total Health Care Employment\\\\\\\").\\\\nCultural Barriers to Physician Unionization\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"This distaste towards striking is part of a larger culture created and propagated by both physicians and society that glorifies healthcare worker sacrifice. Physicians who die on the frontlines are glorified: The most popular post on the r/medicine discussion board was memorializing the death of Dr. Usama Riaz, who “spent weeks screening, treating coronavirus patients even then he knew PPE was not available\\\\\\\" (bicureyooz).\\\\nA highly upvoted response noted that though Dr. Riaz deserved the praise, the post was “inappropriate\\\\\\\" as it encouraged physicians to work without proper protection: “Although sad and unfortunate, his death being framed as heroic helps no one and places pressure on healthcare workers to be €˜heroes’ like this young doctor, even when it’s not necessarily helpful\\\\\\\" (DrTugBoat).\\\\nWithin the hyper-selfless, almost macho culture of medicine, physicians are expected to quietly lay down their lives for patients. According to Dr. Haig Aintablian, a resident at the University of California Los Angeles Emergency Medicine and the president of a national resident advocacy group, this culture is ingrained as early as medical school: “to bow down and go through this hardship… It’s a medical culture to go through the pains and walk out the other end saying, I went through all that, even though it’s not healthy\\\\\\\" (Ray).\\\\nAdministrators have weaponized this culture to combat physician self-advocacy during the coronavirus crisis. One pediatric resident at NYU recalls administrators saying, in response to requests for increased (hazard) pay, “If we hear more of this discussion, we’re going to have to start looking at whether or not you want to be here\\\\\\\" (Ray).\\\\nSome major NYC hospitals are even asking physicians to work as unpaid “volunteers,\\\\\\\" which prompted one Manhattan physician to feel that “physician altruism was being manipulated by hospital systems… It also made it seem like a physician's life was not worth as much\\\\\\\" (Schultz). In these extreme cases, physicians are expected to work in harsh conditions for nothing but the love of patient care.\\\\nChanges in Attitude\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"However, it seems that this time, the administrators’ attack on physicians has backfired—the excessive bullying has incited physicians to call for unionization with renewed fervor.\\\\nAt least in the r/medicine community, almost every post pertaining to the pandemic has at least one comment calling for unionization. Posts laying out action plans for unionization garner many upvotes, as well.\\\\nHowever, the actual quantitative results of the surge in unionization talks remains to be seen: Any substantial unionization efforts would likely begin after the pandemic subsides, as many physicians are currently overwhelmed by their workloads.\\\\nThe other possibility would be that the talks of unionization lose their ardor after the pandemic ends—the underlying problems with administrators would still be there, but might once again sink to an under-surface simmer.\\\\nIf, however, physicians do indeed decide to unionize, they will have many barriers to overcome, even besides their own internalized self-sacrificing culture: The expectation for physicians to self-sacrifice is not only internalized, but also shared by the general lay population.\\\\nThis is exacerbated by the professional status of many physicians: The relationship between society and physicians is a strange paradox of a simultaneous glorification of their work and a contempt for when physicians ask for more compensation for it. Because physicians are often highly paid, many see demands for increased hazard pay as greedy.\\\\nAnother barrier will be the political and governmental institutions ignoring physician abuse: For example, the Occupational Safety and Health Administration recently rejected a plea to strengthen physician protections during the coronavirus saying that “documenting compliance with such a standard would distract [employers] from other vital response activities\\\\\\\" (Sweatt 2).\\\\nWe often compare healthcare workers to soldiers, especially in times of pandemic crisis. However, even in a battlefield, soldiers should not be treated like cannon fodder, ordered to charge into frontlines inadequately equipped.\\\\nAs the pandemic continues, and even more so after it ends, both physicians, hospital administrators, and society as a whole must reexamine our valuation of physicians and their work. Only by repairing the dynamic between physicians and administrators can we be truly prepared to face the next inevitable pandemic head-on.\\\\nWorks Cited\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"bicureyooz. “r/Medicine - Dr. Usama Riaz Has Spent Weeks Screening, Treating Coronavirus Patients Even Then He Knew PPE Was Not Available. He Lost His Battle Today. Remember His Name. He Was 26.\\\\\\\" Reddit, Conde Nast, 1 Apr. 2020, www.reddit.com/r/medicine/comments/fnz2a3/dr_usama_riaz_has_spent_weeks_screening_treating/.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Campbell, Alexia Fernández. “The Labor Department Won't Take Steps to Protect Health Care Workers from the Coronavirus.\\\\\\\" Center for Public Integrity, Center for Public Integrity, 30 Mar. 2020, publicintegrity.org/health/coronavirus-and-inequality/the-labor-department-wont-take-steps-to-protect-health-care-workers-from-the-coronavirus/.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"DrTugBoat. “r/Medicine - Comment by u/DrTugBoat on €˜Dr. Usama Riaz Has Spent Weeks Screening, Treating Coronavirus Patients Even Then He Knew PPE Was Not Available. He Lost His Battle Today. Remember His Name. He Was 26.'.\\\\\\\" Reddit, Conde Nast, 1 Apr. 2020, www.reddit.com/r/medicine/comments/fnz2a3/dr_usama_riaz_has_spent_weeks_screening_treating/flcdk82/?utm_source=share&utm_medium=web2x.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Farrell, Colleen. “I Am an Internal Medicine Resident in NYC Giving It My All Caring for Patients with #covid_19. This Is Hard for All the Reasons You Would Expect: It Is Traumatic, Heartbreaking, Exhausting. But It’s Also Hard Because of How We as Residents Are Being Treated. a Thread….\\\\\\\" Twitter, Twitter, 20 Apr. 2020, twitter.com/colleenmfarrell/status/1252241169758773250?s=20.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Jain, Sachin. “Physicians And Healthcare Administrators: Friends Or Foes?\\\\\\\" Forbes, Forbes, 29 June 2016, www.forbes.com/sites/sachinjain/2016/06/29/physicians-and-health-care-administrators-friend-or-foe/#6163f6941a95.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"JCH32. “r/Medicine - Comment on €˜And for Some Positive News... CEO of UMass Donates 100% of Salary and Is Currently Caring for COVID Patients as an EM Physician.’\\\\\\\" Reddit, Conde Nast, 7 Apr. 2020, www.reddit.com/r/medicine/comments/fwl0n7/and_for_some_positive_news_ceo_of_umass_donates/fmoxfky/?utm_source=share&utm_medium=web2x.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Korpi, Walter, and Michael Shalev. “Strikes, Industrial Relations and Class Conflict in Capitalist Societies.\\\\\\\" The British Journal of Sociology, vol. 30, no. 2, June 1979, pp. 164€“187., www.jstor.org/stable/589523.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"occipixel_lobe. “r/Medicine - Denver Health Executives Get Bonuses One Week after Physicians and Nurses and Other Workers Were Asked to Take Cuts.\\\\\\\" Reddit, Conde Nast, 24 Apr. 2020, www.reddit.com/r/medicine/comments/g79516/denver_health_executives_get_bonuses_one_week/.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Ostriker, Rebecca. “Cutbacks for Some Doctors and Nurses as They Battle on the Front Line - The Boston Globe.\\\\\\\" The Boston Globe, Boston Globe Media Partners, 27 Mar. 2020, www.bostonglobe.com/2020/03/27/metro/coronavirus-rages-doctors-hit-with-cuts-compensation/.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Petrishen, Brad. “Leominster ER Doctor: 'We Are at War,' and the Soldiers Need Help.\\\\\\\" Telegram.com, Gannett, 21 Mar. 2020, www.telegram.com/news/20200320/leominster-er-doctor-we-are-at-war-and-soldiers-need-help.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Phan, Chris. “Physician Unionization: The Impact on the Medical Profession.\\\\\\\" Journal of Legal Medicine, vol. 20, no. 1, Mar. 1999, pp. 115€“140., doi:10.1080/01947649909511082.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"“r/Medicine.\\\\\\\" Reddit, Condé Nast, www.reddit.com/r/medicine/.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Ray, Esha. “NYC Trainee Doctors on Coronavirus Frontlines Want Better Pay and Protection, but Fear Hurting Their Careers If They Speak Out.\\\\\\\" Daily News, New York Daily News, 20 Apr. 2020, www.nydailynews.com/coronavirus/ny-coronavirus-medical-residents-hospitals-20200420-lxcguug43vek7hpg2npf7xdyqa-story.html.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Tennyson, Alfred. “The Charge of the Light Brigade by Alfred, Lord...\\\\\\\" Poetry Foundation, Poetry Foundation, www.poetryfoundation.org/poems/45319/the-charge-of-the-light-brigade.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"“Total Health Care Employment.\\\\\\\" KFF, Kaiser Family Foundation, 21 June 2019, www.kff.org/other/state-indicator/total-health-care-employment/?currentTimeframe=0&sortModel=%7B%22colId%22%3A%22Location%22%2C%22sort%22%3A%22asc%22%7D.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"“What Unions Do.\\\\\\\" AFL-CIO, AFL-CIO, aflcio.org/what-unions-do.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<h2>Rising Physician Dissent</h2><p>A few weeks ago, after suffering from chills, coughing, a fever, and losing her sense of smell, a nurse I knew tested positive for the COVID-19, the new coronavirus at the center of the recent pandemic.</p><p>She works at a large hospital nearby, and likely contracted the disease after her direct exposure working with coronavirus patients. For a little over a week, she stayed home, self-isolating from the rest of her family in her room. Considering our nonetheless close living situation, however, it was a miracle that none of the rest of her family—her husband and her two children—were infected.</p><p>Soon, however, despite her sickness, she returned to work at the hospital, in response to requests and encouragement by the hospital: Her hospital encourages coronavirus-positive nurses to work as long as they have not had a fever in the last three days. The hospital also requires nurses to wear the same mask every day without any regular sterilization to ration protective gear supply.</p><p>These would all have been unimaginable policies before the pandemic—diseased nurses are raging wellsprings of infection not to be let anywhere near patients, and the normal mask policy is to discard and replace one’s mask several times a day. These extraordinary policies her test results unsurprising: Healthcare workers are far from adequately protected from the virus.</p><p>Nonetheless, between her dry coughing and wheezing, she praises the hospital for its handling of the crisis. The situation is much worse at other hospitals.</p><p>For instance, at her hospital, they at least have access to N95 respirators, tight fitting masks that reliably filters out 95% of airborne particles. At another nearby hospital, they only have standard surgical masks left, which only reliably protects against fluids. At my her hospital, for nurses at least, the hospital has raised the hourly pay by about 30%; the other hospital docked healthcare worker pay and suspended retirement plan matching.</p><p>And it is even worse elsewhere in the country. Due to the widespread shortage of tests, there is no telling how many infected healthcare workersare actively working with patients.</p><p>As tensions rise and negative emotions flare, intrahospital conflicts have seized the spotlight in the medical community, especially between on-the-ground physicians and hospital administrators.</p><p>To see how pervasive physician animosity towards hospital administrators is, one may look towards Reddit’s r/medicine discussion board, a “a virtual lounge\\\" where over 300k medical professionals aggregate to share news and discuss issues: Among the top thirty “upvoted\\\" (liked) posts made between December 2019 and April 2020, eleven directly criticized pandemic decisions made by hospital administrations, while four more have a condemnation of administrators within the top three upvoted comments.</p><p>The conflicts are largely over three main categories. The first, most prevalent criticism is against administrators refusing to increase physician pay or even reducing it: One post with 2k upvotes angrily shares an news article from the Boston Globe describing the decision of the Beth Israel Deaconess Medical Center, a large hospital in Boston, to withhold pay from emergency room doctors (Ostriker). Feeling entitled to hazard pay, the reduction or withholding of physician pay is like a slap in the face.</p><p>Exacerbating the feeling of injustice is that administrator pay seems untouched; the top comment for the post sardonically remarks, “If the economics are so bad, administrators and executives should have their pay reduced by the same amount,\\\" and another top post angrily shares a news article that “Denver Health executives get bonuses one week after physicians and nurses and other workers were asked to take cuts\\\" and calls on physicians to “Name them and shame them\\\" (occipixel_lobe). Physicians feel that administrators are selfishly protecting their own salaries at the expense of front-line workers, who are sacrificing their safety to fight the pandemic.</p><p>The second criticisms category denounces restrictions on speech hospitals have placed on physicians: One top post with 2.9k upvotes shares a Twitter post where an NYU internal medicine resident describes her employer prohibiting speaking to the media without permission under threat of “disciplinary action, including termination\\\" (Farrell), and another post sharing a news article about “Doctors being fired over speaking out about equipment shortages and using their own protection\\\" (RSultanMD) garnered 1.8k upvotes. Hospital administrators are infringing on physicians’ right to free speech in an attempt to stifle dissent.</p><p>The third category of criticisms laments the shortage of proper personal protective equipment (PPE). Though this criticism is targeted more towards corporations who have not single-mindedly redirected production towards PPE mass production, it still inspires animosity towards administrators, who encourage physicians to work in hazardous conditions without proper protection.</p><p>Administrators risk the lives of physicians while not putting their own necks on the line: An essay by one emergency room doctor condemns the “shallow\\\" plans conceived by administrators who have “spent far too long in an ivory tower and not enough time in the trenches\\\" (Lerner qtd. in Petrishen).</p><p>Many comments shared this contempt for disconnected administrators, especially towards those with non-clinical backgrounds; one commentor questioned the leadership of administrators without on-the-ground experience: “Nothing, and I mean NOTHING, is worse than the emails I’ve been getting from admins in €˜the leadership’ who literally have no clinical credentials’\\\" (JCH32).</p><h2>Physician Unionization</h2><p>None of these conflicts, whether over pay, freedom of speech, and safety, are new to medicine—they have just been exacerbated and fully exposed by the pandemic’s stressful conditions.</p><p>One article from 2016 by Dr. Sachin H. Jain, an administrator with a history of clinical practice, noted that a major reason for physician burnout was “leaders involved in healthcare finance, policy and clinical administration,\\\" with a widespread belief that “everything would be better if my administrator colleagues just backed off and let them get back to taking care of patients\\\" (“Physicians And Healthcare Administrators: Friends Or Foes?\\\").</p><p>Nor are any of these conflicts unique to medicine. Physicians feel that administrators parasitize off their labor, both at a financial expense to the hospital and its patients through their million-dollar salaries and as a hindrance to treatment through inane policies and bureaucracy.</p><p>Worries of pay, freedom, and safety, feeling a disconnect with a backseat-driver, ivory-tower leadership—this is the age-old, well-studied conflict between the capitalist parasite and the laborer host.</p><p>Based on this, an intuitive solution seems to appear: It seems odd that medicine has not ended up in the same place as many other industries sharing this same capitalist-laborer model—namely, the formation (or at least the attempted formation) of powerful unions.</p><p>According to the theory of “pluralistic industrialism,\\\" in fact, industrialization imposes “a set of imperatives\\\" that naturally leads to a certain set of “similar patterns upon… social structures and institutions\\\" (Korpi and Shalev 164), including the rise of unions (165). Indeed, according to the AFL-CIO website, unions fight for four main issues—“higher wages… better benefits… safer workplace… voice on the job\\\" (“What Unions Do\\\")—the very conflicts that plague physician-administrator relations.</p><p>So, it is surprising that there have historically been few significant, successful attempts at unionization among physicians: In an 2019 essay published in the New Yorker, Dr. Eric Topol, a cardiologist at the Scripps Research Translational Institute, notes that though “There have been some… efforts to form unions of doctors, such as the California-based Union of American Physicians and Dentists… they haven’t caught on industry-wide—the U.A.P.D. has only four thousand members\\\" (Topol). In comparison, as of 2018, there were 17 million healthcare workers in the United States (“Total Health Care Employment\\\").</p><h2>Cultural Barriers to Physician Unionization</h2><p>This distaste towards striking is part of a larger culture created and propagated by both physicians and society that glorifies healthcare worker sacrifice. Physicians who die on the frontlines are glorified: The most popular post on the r/medicine discussion board was memorializing the death of Dr. Usama Riaz, who “spent weeks screening, treating coronavirus patients even then he knew PPE was not available\\\" (bicureyooz).</p><p>A highly upvoted response noted that though Dr. Riaz deserved the praise, the post was “inappropriate\\\" as it encouraged physicians to work without proper protection: “Although sad and unfortunate, his death being framed as heroic helps no one and places pressure on healthcare workers to be €˜heroes’ like this young doctor, even when it’s not necessarily helpful\\\" (DrTugBoat).</p><p>Within the hyper-selfless, almost macho culture of medicine, physicians are expected to quietly lay down their lives for patients. According to Dr. Haig Aintablian, a resident at the University of California Los Angeles Emergency Medicine and the president of a national resident advocacy group, this culture is ingrained as early as medical school: “to bow down and go through this hardship… It’s a medical culture to go through the pains and walk out the other end saying, I went through all that, even though it’s not healthy\\\" (Ray).</p><p>Administrators have weaponized this culture to combat physician self-advocacy during the coronavirus crisis. One pediatric resident at NYU recalls administrators saying, in response to requests for increased (hazard) pay, “If we hear more of this discussion, we’re going to have to start looking at whether or not you want to be here\\\" (Ray).</p><p>Some major NYC hospitals are even asking physicians to work as unpaid “volunteers,\\\" which prompted one Manhattan physician to feel that “physician altruism was being manipulated by hospital systems… It also made it seem like a physician's life was not worth as much\\\" (Schultz). In these extreme cases, physicians are expected to work in harsh conditions for nothing but the love of patient care.</p><h2>Changes in Attitude</h2><p>However, it seems that this time, the administrators’ attack on physicians has backfired—the excessive bullying has incited physicians to call for unionization with renewed fervor.</p><p>At least in the r/medicine community, almost every post pertaining to the pandemic has at least one comment calling for unionization. Posts laying out action plans for unionization garner many upvotes, as well.</p><p>However, the actual quantitative results of the surge in unionization talks remains to be seen: Any substantial unionization efforts would likely begin after the pandemic subsides, as many physicians are currently overwhelmed by their workloads.</p><p>The other possibility would be that the talks of unionization lose their ardor after the pandemic ends—the underlying problems with administrators would still be there, but might once again sink to an under-surface simmer.</p><p>If, however, physicians do indeed decide to unionize, they will have many barriers to overcome, even besides their own internalized self-sacrificing culture: The expectation for physicians to self-sacrifice is not only internalized, but also shared by the general lay population.</p><p>This is exacerbated by the professional status of many physicians: The relationship between society and physicians is a strange paradox of a simultaneous glorification of their work and a contempt for when physicians ask for more compensation for it. Because physicians are often highly paid, many see demands for increased hazard pay as greedy.</p><p>Another barrier will be the political and governmental institutions ignoring physician abuse: For example, the Occupational Safety and Health Administration recently rejected a plea to strengthen physician protections during the coronavirus saying that “documenting compliance with such a standard would distract [employers] from other vital response activities\\\" (Sweatt 2).</p><p>We often compare healthcare workers to soldiers, especially in times of pandemic crisis. However, even in a battlefield, soldiers should not be treated like cannon fodder, ordered to charge into frontlines inadequately equipped.</p><p>As the pandemic continues, and even more so after it ends, both physicians, hospital administrators, and society as a whole must reexamine our valuation of physicians and their work. Only by repairing the dynamic between physicians and administrators can we be truly prepared to face the next inevitable pandemic head-on.</p><h2>Works Cited</h2><ul><li>bicureyooz. “r/Medicine - Dr. Usama Riaz Has Spent Weeks Screening, Treating Coronavirus Patients Even Then He Knew PPE Was Not Available. He Lost His Battle Today. Remember His Name. He Was 26.\\\" Reddit, Conde Nast, 1 Apr. 2020, www.reddit.com/r/medicine/comments/fnz2a3/dr_usama_riaz_has_spent_weeks_screening_treating/.</li><li>Campbell, Alexia Fernández. “The Labor Department Won't Take Steps to Protect Health Care Workers from the Coronavirus.\\\" Center for Public Integrity, Center for Public Integrity, 30 Mar. 2020, publicintegrity.org/health/coronavirus-and-inequality/the-labor-department-wont-take-steps-to-protect-health-care-workers-from-the-coronavirus/.</li><li>DrTugBoat. “r/Medicine - Comment by u/DrTugBoat on €˜Dr. Usama Riaz Has Spent Weeks Screening, Treating Coronavirus Patients Even Then He Knew PPE Was Not Available. He Lost His Battle Today. Remember His Name. He Was 26.'.\\\" Reddit, Conde Nast, 1 Apr. 2020, www.reddit.com/r/medicine/comments/fnz2a3/dr_usama_riaz_has_spent_weeks_screening_treating/flcdk82/?utm_source=share&amp;utm_medium=web2x.</li><li>Farrell, Colleen. “I Am an Internal Medicine Resident in NYC Giving It My All Caring for Patients with #covid_19. This Is Hard for All the Reasons You Would Expect: It Is Traumatic, Heartbreaking, Exhausting. But It’s Also Hard Because of How We as Residents Are Being Treated. a Thread….\\\" Twitter, Twitter, 20 Apr. 2020, twitter.com/colleenmfarrell/status/1252241169758773250?s=20.</li><li>Jain, Sachin. “Physicians And Healthcare Administrators: Friends Or Foes?\\\" Forbes, Forbes, 29 June 2016, www.forbes.com/sites/sachinjain/2016/06/29/physicians-and-health-care-administrators-friend-or-foe/#6163f6941a95.</li><li>JCH32. “r/Medicine - Comment on €˜And for Some Positive News... CEO of UMass Donates 100% of Salary and Is Currently Caring for COVID Patients as an EM Physician.’\\\" Reddit, Conde Nast, 7 Apr. 2020, www.reddit.com/r/medicine/comments/fwl0n7/and_for_some_positive_news_ceo_of_umass_donates/fmoxfky/?utm_source=share&amp;utm_medium=web2x.</li><li>Korpi, Walter, and Michael Shalev. “Strikes, Industrial Relations and Class Conflict in Capitalist Societies.\\\" The British Journal of Sociology, vol. 30, no. 2, June 1979, pp. 164€“187., www.jstor.org/stable/589523.</li><li>occipixel_lobe. “r/Medicine - Denver Health Executives Get Bonuses One Week after Physicians and Nurses and Other Workers Were Asked to Take Cuts.\\\" Reddit, Conde Nast, 24 Apr. 2020, www.reddit.com/r/medicine/comments/g79516/denver_health_executives_get_bonuses_one_week/.</li><li>Ostriker, Rebecca. “Cutbacks for Some Doctors and Nurses as They Battle on the Front Line - The Boston Globe.\\\" The Boston Globe, Boston Globe Media Partners, 27 Mar. 2020, www.bostonglobe.com/2020/03/27/metro/coronavirus-rages-doctors-hit-with-cuts-compensation/.</li><li>Petrishen, Brad. “Leominster ER Doctor: 'We Are at War,' and the Soldiers Need Help.\\\" Telegram.com, Gannett, 21 Mar. 2020, www.telegram.com/news/20200320/leominster-er-doctor-we-are-at-war-and-soldiers-need-help.</li><li>Phan, Chris. “Physician Unionization: The Impact on the Medical Profession.\\\" Journal of Legal Medicine, vol. 20, no. 1, Mar. 1999, pp. 115€“140., doi:10.1080/01947649909511082.</li><li>“r/Medicine.\\\" Reddit, Condé Nast, www.reddit.com/r/medicine/.</li><li>Ray, Esha. “NYC Trainee Doctors on Coronavirus Frontlines Want Better Pay and Protection, but Fear Hurting Their Careers If They Speak Out.\\\" Daily News, New York Daily News, 20 Apr. 2020, www.nydailynews.com/coronavirus/ny-coronavirus-medical-residents-hospitals-20200420-lxcguug43vek7hpg2npf7xdyqa-story.html.</li><li>Tennyson, Alfred. “The Charge of the Light Brigade by Alfred, Lord...\\\" Poetry Foundation, Poetry Foundation, www.poetryfoundation.org/poems/45319/the-charge-of-the-light-brigade.</li><li>“Total Health Care Employment.\\\" KFF, Kaiser Family Foundation, 21 June 2019, www.kff.org/other/state-indicator/total-health-care-employment/?currentTimeframe=0&amp;sortModel=%7B%22colId%22%3A%22Location%22%2C%22sort%22%3A%22asc%22%7D.</li><li>“What Unions Do.\\\" AFL-CIO, AFL-CIO, aflcio.org/what-unions-do.</li></ul>\"}",
    "tags": [
      2
    ]
  }
},
{
  "model": "blog.post",
  "pk": 30,
  "fields": {
    "title": "CoS Modifications: The Tome of Osybus",
    "created": "2025-06-19",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Recently, I committed to revive my dead blog as it's been a while since my last post. Despite all that's happened since my last post (graduating college, working my first full-time job post-graduation, reading numerous books, etc), I've struggled to decide what to post about first. So, in the name of at least getting started, which is said to be the hardest step, I've chosen to write about something easy: Some of my favorite original modifications to running the \\\\\\\"Curse of Strahd\\\\\\\" Dungeons and Dragons campaign. Here is the first of these suggested modifications: The Tome of Osybus.\\\\n—\\\\nThe \\\\\\\"Death House\\\\\\\" adventure is the classic start to the Curse of Strahd campaign. Notoriously deadly, it establishes the haunted tone and danger of the module. The typical hook to lure the party to the Death House is to have two scared children standing in the street ask for the party's help—they claim that there's a monster in their house and that the rest of their family is trapped inside. My main issue with this adventure hook is that the Death House is located in the middle of the Village of Barovia, which is not uninhabited. There are plenty of residents who would reasonably know that the kids are a trap and that the house is dangerous. One suggestion that I've read is to move the Death House out of the village so that the party comes across it before meeting any other villagers. However, I suggest here another possible solution where the party would go into the house on a \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"quest\\\"},{\\\"insert\\\":\\\".\\\\nSpecifically, I tie it in with the Father Donavich/Doru situation. Once the party discovers what's going on with Doru, they may find out from Father Donavich that he has been looking for a method to cure Doru's vampirism. He will explain that after Doru returned to him turned, he prayed for months to the Morninglord for aid, receiving no answers. While in the depths of despair, he suddenly found a book in the church's basement he'd never seen before: the \\\\\\\"Tome of Osybus.\\\\\\\" The tome described dark rituals one could perform to grant eternal life, bring people back from the dead, etc. and has annotations indicating that it was used by the Durst Family, the former residents of the Death House.\\\\nFather Donavich has been studying the book's dark rituals for a while now, and he believes he's close to finding a solution to his son's problem. Unfortunately, the book has numerous torn-out pages. He believes that the Death House may contain these lost pages, allowing him to finish the ritual. Thus, he requests that the party venture into the Death House to find these pages and help him cure his son. Though the party can find the lost pages in the Death House, they do not ultimately present a clear way to cure Doru.\\\\nIf it comes into play, the Tome of Osybus is a magic item with the following properties:\\\\n\\\\n\\\"},{\\\"attributes\\\":{\\\"height\\\":\\\"336\\\",\\\"width\\\":\\\"257\\\"},\\\"insert\\\":{\\\"image\\\":\\\"data:image/jpeg;base64,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\\\"}},{\\\"attributes\\\":{\\\"align\\\":\\\"center\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"The Tome of Osybus\\\"},{\\\"insert\\\":\\\" \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Wondrous item, very rare (requires attunement by a spellcaster)\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Bound in weathered black leather, the Tome of Osybus is a spellbook seeping with dark magic. Upon opening the book, one is met with unnervingly smooth, pitch-black pages scrawled with arcane symbols and diagrams in blood-red ink. The book whispers with promises of power and survival eternal.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"To attune to the book, you must make a DC 16 Arcana check over 1 hour deciphering the book's arcane glyphs. Upon attuning to the book, you can use it as a spellbook that contains every necromancy spell of 3rd level or below. Furthermore, while holding this book, you can cast any necromancy spell written in this book as a ritual, taking 2d4 necrotic damage that cannot be reduced in any way for each level of the spell upon completion. In place of material components with a gold cost, you can have creatures within 10 feet take necrotic damage that cannot be reduced in any way totaling the gold cost of the material components divided by 10 upon completion; this hit point requirement is doubled if the material component would be consumed.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Curse:\\\"},{\\\"insert\\\":\\\" A creature attuned to this book is cursed: They are unwilling to give or lend it to another, though it may make a DC 15 Wisdom saving throw as an action to suppress this compulsion for 24 hours.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Missing Pages:\\\"},{\\\"insert\\\":\\\" The Tome of Osybus is missing crucial pages when initially found. When it is reunited with its missing pages, you can decipher higher level necromancy spells in the book by making an Arcana check with a DC equal to 10 + twice the spell level over 1 hour.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<p>Recently, I committed to revive my dead blog as it's been a while since my last post. Despite all that's happened since my last post (graduating college, working my first full-time job post-graduation, reading numerous books, etc), I've struggled to decide what to post about first. So, in the name of at least getting started, which is said to be the hardest step, I've chosen to write about something easy: Some of my favorite original modifications to running the \\\"Curse of Strahd\\\" Dungeons and Dragons campaign. Here is the first of these suggested modifications: The Tome of Osybus.</p><p>—</p><p>The \\\"Death House\\\" adventure is the classic start to the Curse of Strahd campaign. Notoriously deadly, it establishes the haunted tone and danger of the module. The typical hook to lure the party to the Death House is to have two scared children standing in the street ask for the party's help—they claim that there's a monster in their house and that the rest of their family is trapped inside. My main issue with this adventure hook is that the Death House is located in the middle of the Village of Barovia, which is not uninhabited. There are plenty of residents who would reasonably know that the kids are a trap and that the house is dangerous. One suggestion that I've read is to move the Death House out of the village so that the party comes across it before meeting any other villagers. However, I suggest here another possible solution where the party would go into the house on a&nbsp;<em>quest</em>.</p><p>Specifically, I tie it in with the Father Donavich/Doru situation. Once the party discovers what's going on with Doru, they may find out from Father Donavich that he has been looking for a method to cure Doru's vampirism. He will explain that after Doru returned to him turned, he prayed for months to the Morninglord for aid, receiving no answers. While in the depths of despair, he suddenly found a book in the church's basement he'd never seen before: the \\\"Tome of Osybus.\\\" The tome described dark rituals one could perform to grant eternal life, bring people back from the dead, etc. and has annotations indicating that it was used by the Durst Family, the former residents of the Death House.</p><p>Father Donavich has been studying the book's dark rituals for a while now, and he believes he's close to finding a solution to his son's problem. Unfortunately, the book has numerous torn-out pages. He believes that the Death House may contain these lost pages, allowing him to finish the ritual. Thus, he requests that the party venture into the Death House to find these pages and help him cure his son. Though the party can find the lost pages in the Death House, they do not ultimately present a clear way to cure Doru.</p><p>If it comes into play, the Tome of Osybus is a magic item with the following properties:</p><p><br></p><p class=\\\"ql-align-center\\\"><img 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\\\" height=\\\"336\\\" width=\\\"257\\\"></p><p><br></p><blockquote><strong>The Tome of Osybus</strong>&nbsp;<em>Wondrous item, very rare (requires attunement by a spellcaster)</em></blockquote><blockquote>Bound in weathered black leather, the Tome of Osybus is a spellbook seeping with dark magic. Upon opening the book, one is met with unnervingly smooth, pitch-black pages scrawled with arcane symbols and diagrams in blood-red ink. The book whispers with promises of power and survival eternal.</blockquote><blockquote>To attune to the book, you must make a DC 16 Arcana check over 1 hour deciphering the book's arcane glyphs. Upon attuning to the book, you can use it as a spellbook that contains every necromancy spell of 3rd level or below. Furthermore, while holding this book, you can cast any necromancy spell written in this book as a ritual, taking 2d4 necrotic damage that cannot be reduced in any way for each level of the spell upon completion. In place of material components with a gold cost, you can have creatures within 10 feet take necrotic damage that cannot be reduced in any way totaling the gold cost of the material components divided by 10 upon completion; this hit point requirement is doubled if the material component would be consumed.</blockquote><blockquote><strong>Curse:</strong>&nbsp;A creature attuned to this book is cursed: They are unwilling to give or lend it to another, though it may make a DC 15 Wisdom saving throw as an action to suppress this compulsion for 24 hours.</blockquote><blockquote><strong>Missing Pages:</strong>&nbsp;The Tome of Osybus is missing crucial pages when initially found. When it is reunited with its missing pages, you can decipher higher level necromancy spells in the book by making an Arcana check with a DC equal to 10 + twice the spell level over 1 hour.</blockquote>\"}",
    "tags": []
  }
},
{
  "model": "blog.post",
  "pk": 31,
  "fields": {
    "title": "On Immigration",
    "created": "2023-12-14",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Below, I use four ethical frameworks I learned about in my Princeton \\\\\\\"Ethics and Public Policy\\\\\\\" course to answer the following question:\\\\n\\\"},{\\\"attributes\\\":{\\\"italic\\\":true,\\\"bold\\\":true},\\\"insert\\\":\\\"Should the US government substantially increase the number of poor economic migrants it admits, even if it risks imposing downward pressure on the wages of American citizens without a college degree?\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"italic\\\":true,\\\"bold\\\":true},\\\"insert\\\":\\\"Explain which of the following frameworks ought to guide US policymakers here and what decision it would support: (1) Carens’s Rawlsian liberalism; (2) Macedo’s Rawlsian liberalism; (3) Pritchett’s Utilitarianism; or (4) Nozickean libertarianism.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Thesis\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Among the four options, Macedo's Rawlsian Liberalism is the most appropriate for determining the US government's economic migrant policy; this framework argues for special obligations between those engaged in collective self-governance and can thus justify restricting economic migration to protect citizen wages. However, due to the increasing interconnectivity of the world and the moral arbitrariness of birth-based citizenship in the first place, nations have an obligation to move towards a more inclusive, global state over time, even at the cost of individual state sovereignty.\\\\nRebuttal of Other Viewpoints\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"The three viewpoints I reject each support more open borders. Common to all of them is a lack of distinction between citizens and outsiders in their moral calculus.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"(1) Prichett's Utilitarianism:\\\"},{\\\"insert\\\":\\\" Utilitarianism argues that what is \\\\\\\"good\\\\\\\" is what maximizes aggregate utility, treating all people's interests equally in the calculus. As Prichett notes, outsiders who want to enter high-income countries like the US are significantly poorer than our citizens and would benefit greatly through economic migration, likely much more than our poor citizens would lose out through wage competition. Like relaxing trade restrictions usually does, the aggregate utility of everyone would increase greatly through even slightly more open borders (Howley). As appealing as utilitarianism may be on this issue, however, its foundational principles are flawed, making it unreliable as a framework for policy decision-making. Because utilitarianism does not assign any value to rights independent of welfare, it can support policies that trample upon individuals' basic rights for the sake of more widespread economic prosperity. For example, the same arguments that utilitarianism uses to support the immigration of poor economic migrants could also be used to erode workers' rights: By reducing important safety regulations, companies could save costs that they could then use to hire more workers, including poor economic migrants, accelerating economic productivity and decreasing unemployment. At the extreme end, these reduced protections could even include child labor laws.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"(2) Nozick's Libertarianism:\\\"},{\\\"insert\\\":\\\" In Nozick's libertarianism, the only rights the state may enforce are the rights present in a state of nature, and \\\\\\\"citizenship gives rise to no distinctive claim\\\\\\\" (Carens 253). National borders should be open, as the state has no claim to restricting peoples freedom as long as it does not infringe upon the individual state-of-nature rights of others. Though private organizations could prevent others from accessing their collectively owned land, property cannot be collectively owned at the state level, so the state cannot do the same. Nozick is right that geographic or economic exclusion based on citizenship is definitely not a state-of-nature basic right. However, it is as usual too dismissive of the political rights that arise from the social contracts comprising states. If small private organizations can enter contracts that grant them exclusion rights, it's unclear why that's not applicable at the state level; his distinction between \\\\\\\"private\\\\\\\" and \\\\\\\"public\\\\\\\" and why they differ is poorly defined. If the difference is the \\\\\\\"face-to-face\\\\\\\" interconnectivity between a private organization's members, the distinction falls apart in our post-Internet era, where some states may have greater levels of interconnectedness now than private gated communities may have had in Nozick's time.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"(3) Carens's Rawlsian Liberalism:\\\"},{\\\"insert\\\":\\\" Carens's interpretation of Rawlsian Liberalism modifies Rawls's \\\\\\\"Veil of Ignorance\\\\\\\" thought experiment, including everyone at a global scale in the conversation rather than only within a hypothetical state. Institutions would be designed to ensure that, like other morally arbitrary factors of birth, the state/location of your birth would have no bearing on your prospects (Carens). Outsiders and citizens would have an equal claim to distributive justice, so citizens would have no claim to unequally restricting outsiders opportunities, especially if they would not be left worse off than the outsiders if the latter entered as economic migrants. Carens's view is intuitive: The idea that what side of an morally arbitrary national border you're born on should have such a significant impact on your prospects is repugnant. In a global Veil of Ignorance, country of birth holds the same place as race or sex. However, Carens's interpretation of Rawls is wrong: His modification of the thought experiment causes it to collapse. Rawls's Veil of Ignorance presupposes the existence of a state; the principles that are agreed upon arise between people engaged in collective self-governance as a social contract for how they will treat each other. Since we don't in practice have a global state with global collective self-governance, the global Veil of Ignorance is inapplicable.\\\\nFavored Viewpoint: Macedo’s Rawlsian Liberalism\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"As Rawls and Macedo argue, the Veil of Ignorance thought experiment presupposes the existence of the state; it is because of collective self-governance determining how citizens treat each other that the principles have moral weight. Macedo notes: \\\\\\\"As members of a political community... From cradle to grave (and beyond), our interests, identities, relationships, and opportunities are pervasively shaped by the political system and the laws that we collectively create, coercively impose, and live within\\\\\\\" (Macedo 297). Therefore, Rawls's principles only govern how states treat their own citizens; states have special obligations of distributive justice to their citizens only. Since citizens collectively own their country's land, they can exclude outsiders from it without being concerned about distributive justice. Since substantially increasing economic migration into the US would likely detrimentally affect the distributive justice among citizens, depressing the wages of the American poor while increasing the wages of the rich, Macedo's Rawlsian principles point against it.\\\\nMacedo notes, however, that developed nations may have other obligations to outsiders, including humanitarian and restitutive duties; these duties may counterbalance our principles of internal distributive justice. Macedo places a \\\\\\\"reasonable cost\\\\\\\" stipulation on these duties: our humanitarian duties are conditioned on the costs to internal distributive justice being small. Though I don't quite agree that our humanitarian duty is bound by \\\\\\\"reasonable cost,\\\\\\\" as I believe significant global suffering would necessitate significant costs, this is not a strong point of contention for the purposes of economic migrants whose basic needs are already met. Beyond humanitarian duties, Macedo also argues for restitutive duties-that is, if we have harmed other countries, our state and citizens owe them restitution. These obligations, though different from our internal distributive obligations, are also special obligations. Though he does not take a concrete stance on what the extent of these obligations for the US may be, I argue that this obligation may be extremely demanding, as much of the difference in wellbeing between countries may be attributable to historical injustices such as colonization or exploitative trade. Nozick's theory may actually be quite appropriate in the international setting, as it ignores political rights while promoting rectification in the case of unjust acquisitions or transfers: As he notes, \\\\\\\"Perhaps it is best to view some patterned principles of distributive justice as rough rules of thumb meant to approximate the general results of applying the principle of rectification of injustice\\\\\\\" (Nozick 231). Even if distributive justice may not arise from first principles in the international stage, it may be that the demands of rectification end up being similar in scope and character to the demands of distributive justice.\\\\nMacedo argues that we may be able to fulfill these humanitarian and restitutive duties without substantially increasing the economic migration of poor outsiders, such as by foreign aid or by selectively allowing the immigration of wealthy or skilled outsiders who could aid their countries through remittances. Overall, using Macedo's framework is a balancing act between our internal duties to our citizens and our duties to people in general at the global scale: We should first try to use other methods of fulfilling our duties to outsiders with smaller costs to our internal distributive justice, resorting to increasing economic migration of poor outsiders only if those are insufficient.\\\\nObligation to Move Towards a Global State\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"One criticism of Macedo's framework that remains poignant, however, is that the idea that what side of a morally arbitrary national border you're born on should have such a significant impact on your prospects is still extremely repugnant. For example, the idea that two twin brothers, one born in the US and one born in Mexico, can have claims to such different qualities of life simply due to a circumstance of birth seems absurd. It appears to be a betrayal of treating all people as moral equals, which is more fundamental to morality than social contracts.\\\\nWe can resolve this repugnant conclusion by noting that Macedo's framework does not make any claims about what conditions should dictate whether you're included in the system of collective self-governance. Not any system of deciding who gets to be included in collective self-governance is valid: For example, a country that completely excluded a specific race would be as unjust as the US's historical race-based immigration policies. A country could not justifiably deny entry or citizenship to Asians based on their race, even if there are no Asians within the country who are involved in its collective self-government. Citizenship is tied in most countries to circumstances of birth, but it is not clear why this is any less arbitrary from a moral perspective. This arbitrariness has become clearer over time as our world becomes increasingly interconnected. In the modern world, the decisions made by one state shape the lives not only of its citizens, but the citizens of other states. The locus of people affected by a given state's decisions, and thus who should have a say in what that state does, is decreasingly constrained to that state's citizens. This is reminiscent of Bok's argument about how to evaluate the morality of lying: \\\\\\\"We must share the perspective of those affected by our choices... of all those affected by lies\\\\\\\" (Bok 93). Just as for evaluating lies, foreign and immigration policy must be justifiable to all those it affects, not only citizens.\\\\nWorks Cited\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Bok, Sissela. Lying: Moral Choice in Public and Private Life. 2nd ed., Vintage, 1999. ISBN 0375705287.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Carens, Joseph H. “Aliens and Citizens: The Case for Open Borders.” \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"The Review of Politics\\\"},{\\\"insert\\\":\\\", vol. 49, no. 2, Spring 1987, pp. 251–273. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"JSTOR\\\"},{\\\"insert\\\":\\\", \\\"},{\\\"attributes\\\":{\\\"link\\\":\\\"https://www.jstor.org/stable/1407506\\\"},\\\"insert\\\":\\\"https://www.jstor.org/stable/1407506\\\"},{\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Coleman, James S., et al. “Robert Nozick’s \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Anarchy, State, and Utopia\\\"},{\\\"insert\\\":\\\".” \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Theory and Society\\\"},{\\\"insert\\\":\\\", vol. 3, no. 3, 1976, pp. 437–58. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"JSTOR\\\"},{\\\"insert\\\":\\\", \\\"},{\\\"attributes\\\":{\\\"link\\\":\\\"http://www.jstor.org/stable/656974\\\"},\\\"insert\\\":\\\"http://www.jstor.org/stable/656974\\\"},{\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Howley, Kerry. “Ending Global Apartheid.” \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Reason\\\"},{\\\"insert\\\":\\\", 24 Jan. 2008. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Reason.com\\\"},{\\\"insert\\\":\\\", \\\"},{\\\"attributes\\\":{\\\"link\\\":\\\"https://reason.com/2008/01/24/ending-global-apartheid/\\\"},\\\"insert\\\":\\\"https://reason.com/2008/01/24/ending-global-apartheid/\\\"},{\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Macedo, Stephen. “The Moral Dilemma of U.S. Immigration Policy Revisited: Open Borders vs. Social Justice?” \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Debating Immigration\\\"},{\\\"insert\\\":\\\", edited by Carol M. Swain, Cambridge University Press, 2018, pp. 286–310.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<p>Below, I use four ethical frameworks I learned about in my Princeton \\\"Ethics and Public Policy\\\" course to answer the following question:</p><blockquote><strong><em>Should the US government substantially increase the number of poor economic migrants it admits, even if it risks imposing downward pressure on the wages of American citizens without a college degree?</em></strong></blockquote><blockquote><strong><em>Explain which of the following frameworks ought to guide US policymakers here and what decision it would support: (1) Carens’s Rawlsian liberalism; (2) Macedo’s Rawlsian liberalism; (3) Pritchett’s Utilitarianism; or (4) Nozickean libertarianism.</em></strong></blockquote><h2>Thesis</h2><p>Among the four options, Macedo's Rawlsian Liberalism is the most appropriate for determining the US government's economic migrant policy; this framework argues for special obligations between those engaged in collective self-governance and can thus justify restricting economic migration to protect citizen wages. However, due to the increasing interconnectivity of the world and the moral arbitrariness of birth-based citizenship in the first place, nations have an obligation to move towards a more inclusive, global state over time, even at the cost of individual state sovereignty.</p><h2>Rebuttal of Other Viewpoints</h2><p>The three viewpoints I reject each support more open borders. Common to all of them is a lack of distinction between citizens and outsiders in their moral calculus.</p><p><strong>(1) Prichett's Utilitarianism:</strong> Utilitarianism argues that what is \\\"good\\\" is what maximizes aggregate utility, treating all people's interests equally in the calculus. As Prichett notes, outsiders who want to enter high-income countries like the US are significantly poorer than our citizens and would benefit greatly through economic migration, likely much more than our poor citizens would lose out through wage competition. Like relaxing trade restrictions usually does, the aggregate utility of everyone would increase greatly through even slightly more open borders (Howley). As appealing as utilitarianism may be on this issue, however, its foundational principles are flawed, making it unreliable as a framework for policy decision-making. Because utilitarianism does not assign any value to rights independent of welfare, it can support policies that trample upon individuals' basic rights for the sake of more widespread economic prosperity. For example, the same arguments that utilitarianism uses to support the immigration of poor economic migrants could also be used to erode workers' rights: By reducing important safety regulations, companies could save costs that they could then use to hire more workers, including poor economic migrants, accelerating economic productivity and decreasing unemployment. At the extreme end, these reduced protections could even include child labor laws.</p><p><strong>(2) Nozick's Libertarianism:</strong> In Nozick's libertarianism, the only rights the state may enforce are the rights present in a state of nature, and \\\"citizenship gives rise to no distinctive claim\\\" (Carens 253). National borders should be open, as the state has no claim to restricting peoples freedom as long as it does not infringe upon the individual state-of-nature rights of others. Though private organizations could prevent others from accessing their collectively owned land, property cannot be collectively owned at the state level, so the state cannot do the same. Nozick is right that geographic or economic exclusion based on citizenship is definitely not a state-of-nature basic right. However, it is as usual too dismissive of the political rights that arise from the social contracts comprising states. If small private organizations can enter contracts that grant them exclusion rights, it's unclear why that's not applicable at the state level; his distinction between \\\"private\\\" and \\\"public\\\" and why they differ is poorly defined. If the difference is the \\\"face-to-face\\\" interconnectivity between a private organization's members, the distinction falls apart in our post-Internet era, where some states may have greater levels of interconnectedness now than private gated communities may have had in Nozick's time.</p><p><strong>(3) Carens's Rawlsian Liberalism:</strong> Carens's interpretation of Rawlsian Liberalism modifies Rawls's \\\"Veil of Ignorance\\\" thought experiment, including everyone at a global scale in the conversation rather than only within a hypothetical state. Institutions would be designed to ensure that, like other morally arbitrary factors of birth, the state/location of your birth would have no bearing on your prospects (Carens). Outsiders and citizens would have an equal claim to distributive justice, so citizens would have no claim to unequally restricting outsiders opportunities, especially if they would not be left worse off than the outsiders if the latter entered as economic migrants. Carens's view is intuitive: The idea that what side of an morally arbitrary national border you're born on should have such a significant impact on your prospects is repugnant. In a global Veil of Ignorance, country of birth holds the same place as race or sex. However, Carens's interpretation of Rawls is wrong: His modification of the thought experiment causes it to collapse. Rawls's Veil of Ignorance presupposes the existence of a state; the principles that are agreed upon arise between people engaged in collective self-governance as a social contract for how they will treat each other. Since we don't in practice have a global state with global collective self-governance, the global Veil of Ignorance is inapplicable.</p><h2>Favored Viewpoint: Macedo’s Rawlsian Liberalism</h2><p>As Rawls and Macedo argue, the Veil of Ignorance thought experiment presupposes the existence of the state; it is because of collective self-governance determining how citizens treat each other that the principles have moral weight. Macedo notes: \\\"As members of a political community... From cradle to grave (and beyond), our interests, identities, relationships, and opportunities are pervasively shaped by the political system and the laws that we collectively create, coercively impose, and live within\\\" (Macedo 297). Therefore, Rawls's principles only govern how states treat their own citizens; states have special obligations of distributive justice to their citizens only. Since citizens collectively own their country's land, they can exclude outsiders from it without being concerned about distributive justice. Since substantially increasing economic migration into the US would likely detrimentally affect the distributive justice among citizens, depressing the wages of the American poor while increasing the wages of the rich, Macedo's Rawlsian principles point against it.</p><p>Macedo notes, however, that developed nations may have other obligations to outsiders, including humanitarian and restitutive duties; these duties may counterbalance our principles of internal distributive justice. Macedo places a \\\"reasonable cost\\\" stipulation on these duties: our humanitarian duties are conditioned on the costs to internal distributive justice being small. Though I don't quite agree that our humanitarian duty is bound by \\\"reasonable cost,\\\" as I believe significant global suffering would necessitate significant costs, this is not a strong point of contention for the purposes of economic migrants whose basic needs are already met. Beyond humanitarian duties, Macedo also argues for restitutive duties-that is, if we have harmed other countries, our state and citizens owe them restitution. These obligations, though different from our internal distributive obligations, are also special obligations. Though he does not take a concrete stance on what the extent of these obligations for the US may be, I argue that this obligation may be extremely demanding, as much of the difference in wellbeing between countries may be attributable to historical injustices such as colonization or exploitative trade. Nozick's theory may actually be quite appropriate in the international setting, as it ignores political rights while promoting rectification in the case of unjust acquisitions or transfers: As he notes, \\\"Perhaps it is best to view some patterned principles of distributive justice as rough rules of thumb meant to approximate the general results of applying the principle of rectification of injustice\\\" (Nozick 231). Even if distributive justice may not arise from first principles in the international stage, it may be that the demands of rectification end up being similar in scope and character to the demands of distributive justice.</p><p>Macedo argues that we may be able to fulfill these humanitarian and restitutive duties without substantially increasing the economic migration of poor outsiders, such as by foreign aid or by selectively allowing the immigration of wealthy or skilled outsiders who could aid their countries through remittances. Overall, using Macedo's framework is a balancing act between our internal duties to our citizens and our duties to people in general at the global scale: We should first try to use other methods of fulfilling our duties to outsiders with smaller costs to our internal distributive justice, resorting to increasing economic migration of poor outsiders only if those are insufficient.</p><h2>Obligation to Move Towards a Global State</h2><p>One criticism of Macedo's framework that remains poignant, however, is that the idea that what side of a morally arbitrary national border you're born on should have such a significant impact on your prospects is still extremely repugnant. For example, the idea that two twin brothers, one born in the US and one born in Mexico, can have claims to such different qualities of life simply due to a circumstance of birth seems absurd. It appears to be a betrayal of treating all people as moral equals, which is more fundamental to morality than social contracts.</p><p>We can resolve this repugnant conclusion by noting that Macedo's framework does not make any claims about what conditions should dictate whether you're included in the system of collective self-governance. Not any system of deciding who gets to be included in collective self-governance is valid: For example, a country that completely excluded a specific race would be as unjust as the US's historical race-based immigration policies. A country could not justifiably deny entry or citizenship to Asians based on their race, even if there are no Asians within the country who are involved in its collective self-government. Citizenship is tied in most countries to circumstances of birth, but it is not clear why this is any less arbitrary from a moral perspective. This arbitrariness has become clearer over time as our world becomes increasingly interconnected. In the modern world, the decisions made by one state shape the lives not only of its citizens, but the citizens of other states. The locus of people affected by a given state's decisions, and thus who should have a say in what that state does, is decreasingly constrained to that state's citizens. This is reminiscent of Bok's argument about how to evaluate the morality of lying: \\\"We must share the perspective of those affected by our choices... of all those affected by lies\\\" (Bok 93). Just as for evaluating lies, foreign and immigration policy must be justifiable to all those it affects, not only citizens.</p><h2>Works Cited</h2><ul><li>Bok, Sissela. Lying: Moral Choice in Public and Private Life. 2nd ed., Vintage, 1999. ISBN 0375705287.</li><li>Carens, Joseph H. “Aliens and Citizens: The Case for Open Borders.” <em>The Review of Politics</em>, vol. 49, no. 2, Spring 1987, pp. 251–273. <em>JSTOR</em>, <a href=\\\"https://www.jstor.org/stable/1407506\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\">https://www.jstor.org/stable/1407506</a>.</li><li>Coleman, James S., et al. “Robert Nozick’s <em>Anarchy, State, and Utopia</em>.” <em>Theory and Society</em>, vol. 3, no. 3, 1976, pp. 437–58. <em>JSTOR</em>, <a href=\\\"http://www.jstor.org/stable/656974\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\">http://www.jstor.org/stable/656974</a>.</li><li>Howley, Kerry. “Ending Global Apartheid.” <em>Reason</em>, 24 Jan. 2008. <em>Reason.com</em>, <a href=\\\"https://reason.com/2008/01/24/ending-global-apartheid/\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\">https://reason.com/2008/01/24/ending-global-apartheid/</a>.</li><li>Macedo, Stephen. “The Moral Dilemma of U.S. Immigration Policy Revisited: Open Borders vs. Social Justice?” <em>Debating Immigration</em>, edited by Carol M. Swain, Cambridge University Press, 2018, pp. 286–310.</li></ul>\"}",
    "tags": [
      2
    ]
  }
},
{
  "model": "blog.post",
  "pk": 32,
  "fields": {
    "title": "Analysis of Iran’s Kidney Market",
    "created": "2024-03-08",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"In the face of a global shortage for kidneys available for transplant, most countries around the world have stuck to their stringent prohibitions against buying or selling organs. Iran stands uniquely as the only country in the world to have what essentially amounts to a legal, but regulated, market for kidneys where patients in need of a transplant can pay sellers for a kidney “donation.” In this policy brief, we detail the history of Iran’s organ allocation model, how it works in practice, and evaluate its strengths and weaknesses.\\\\nGlobal Context\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"The world is suffering from a global kidney shortage. \\\"},{\\\"insert\\\":\\\"Over the last several decades, the demand for kidney transplants has grown rapidly throughout the world. This increase in demand has been driven by a number of factors, including advances in technology that make transplants easier and safer, the aging population of developed countries, the increase in relatively high-quality healthcare workers who face low employment or salaries, and the rising rates of end-stage renal disease (ESRD). Unfortunately, the supply of kidney donors has not kept pace, leading to a definite shortage that only shows signs of growing\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"1\\\"},{\\\"insert\\\":\\\".\\\\nIn the US alone, there are currently nearly 90,000 people on the waitlist for a kidney transplant, and the number is only growing: though just over 21,000 transplants were performed in 2022, nearly 38,000 people joined the waitlist\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"2\\\"},{\\\"insert\\\":\\\". About 43,000 people in the US die every year waiting for a kidney\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"3\\\"},{\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Dialysis is the predominant treatment for kidney failure used in most countries\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"4\\\"},{\\\"insert\\\":\\\" but cannot serve as a long-term replacement for a transplant, performing only about 10% of kidney function. Typically performed three times a week in four-hour sessions each during which patients are tied to a large machine, dialysis significantly disrupts patients’ lives and work. Moreover, the effectiveness of a later transplant drops the longer a patient is on dialysis, making every moment on the waitlist hurt patients’ survival prospects\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"5\\\"},{\\\"insert\\\":\\\". The 5-year survival rate for kidney failure patients on dialysis is only about 40% in the US, while it is over 80% for transplant recipients\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"4\\\"},{\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Most countries have strict prohibitions on the buying and selling of kidneys.\\\"},{\\\"insert\\\":\\\"\\\\nThe National Organ Transplant Act of 1984 in the United States states that “it shall be unlawful for any person to knowingly acquire, receive, or otherwise transfer any human organ for valuable consideration for use in human transplantation”\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"8\\\"},{\\\"insert\\\":\\\". The World Health organization (WHO) “Guiding Principles”, first published in 1991, prohibit financial incentives for organ donors, though it does permit “tokens of gratitude” that do not make them significantly financially better off than before donating\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"9\\\"},{\\\"insert\\\":\\\". As reaffirmed in the more recent “Declaration of Istanbul” of 2008, central to these prohibitions are arguments that organ markets denigrate the dignity of the human body and harmfully exploit the most vulnerable members in society\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"1\\\"},{\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Various countries have tried to increase altruistic donations, keeping within these legal restrictions. These efforts include various non-monetary incentives for donors, such as paired-exchange systems where two patients in need of transplants who each have willing but incompatible living donors agree to swap donors so that each receives a compatible transplant\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"10\\\"},{\\\"insert\\\":\\\". Other efforts have focused on trying to break down obstacles donors face when trying to donate, such as medical costs or health insurance penalties\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"11\\\"},{\\\"insert\\\":\\\", though these efforts have had less legal traction. Despite these efforts, however, the shortage continues to grow.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"  Background on Iran\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Iran, officially known as the Islamic Republic of Iran, is a country in Western Asia that serves as the center of the Shia Muslim world. To help understand Iran’s kidney allocation policy in context, we provide some relevant information about Iran’s history, economy, and health system.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"History:\\\"},{\\\"insert\\\":\\\" In the decades before 1979, Iran was a constitutional monarchy ruled by a shah who had the support of the United States and Britain. In 1979, a cleric named Ruhollah Khomeini led the Iranian Revolution, replacing the old monarchy with the current “Islamic Republic.” Khomeini became the first supreme leader of Iran until he was succeeded after his death in 1989 by Ali Khamenei. A theocratic autocracy with Shia Islam as its state religion, Iran has attracted widespread criticism on its human rights violations and has poor relationships with most of the West.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Economy:\\\"},{\\\"insert\\\":\\\" As of 2022, with a population of 88.55 million and a GDP of $413.49 billion, Iran is classified by the World Bank as a lower middle-income country\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"6\\\"},{\\\"insert\\\":\\\". Its economy is characterized by its largest industries (e.g. fossil fuels) and a total of about 60% of its economy being state controlled, though it is moving towards more privatization reforms. Iran’s economic troubles are mostly driven by excessive state subsidies that cause inefficient market distortions, a growing young demographic that requires more job growth than the country currently supports, and economic sanctions by foreign countries that have motivated Iran to strive for self-sufficiency.\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"7\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Health: \\\"},{\\\"insert\\\":\\\"90% of Iranians have some form of health insurance, and they are well on their way to universal health coverage.\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"7\\\"},{\\\"insert\\\":\\\"\\\\n  Iran’s Organ Market\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"·        From 1967 to 1988, starting from when Iran’s first renal transplant to the start of its compensated kidney donation system, Iran actually had one of the stricter organ donation policies in the world. Like most other countries, Iran only allowed altruistic donations; unlike most other countries, however, in part due to religious reasons, they only allowed kidney donations from living donors, prohibiting cadaveric donation, a generally lower-quality second-choice option for patients in need of transplants. During this era, Iran’s renal transplant landscape looked very similar to other altruistic donation-only countries: Almost all renal transplants were from living donors related to the patients (“living-related donors”), and a significant shortage of kidney donations led to long transplant waiting lists.\\\\n·        To combat this shortage, in 1988, the Iranian government adopted a compensated and regulated living-unrelated kidney donor program in contrast to most of the rest of the world, which moved towards codifying strict prohibitions against financially incentivizing kidney donors.\\\\n·        In 2000, the Iranian government passed the “Brain Death and Organ Transplantation Act,” which formalized and added regulations to the organ donations program to protect donors, such as mandating that all organ transplants be performed in the government-supervised university hospitals. The act also officially recognized brain death, legalizing deceased-donor organ transplantation.\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"12\\\"},{\\\"insert\\\":\\\"\\\\nThe Policy in Practice\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"In this “Iranian model,” patients in need of a kidney transplant unable to find a living-related donor are referred to the “Dialysis and Transplant Patients Association” (DATPA), a philanthropic organization run by ESRD patients contracted by the Iranian government to connect kidney recipients and donors.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"On the other side, prospective kidney donors also register with the DATPA to be called when someone in need of their kidney shows up. These donors’ mental and physical health are evaluated following the “European Best Practice Guidelines for Renal Transplantation” and the “Amsterdam Forum on the Care of the Live Kidney Donor Medical Guidelines” criteria by a “Donor Selection Panel” consisting of nephrologists, transplant surgeons, and nurses to ensure that the donor is freely and rationally making their decision.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Once a donor-recipient pair is identified, the DATPA facilitates their meeting. In addition to a government subsidy equal to about $1200 USD (which used to be worth significantly more in 1989, but has not been increased to keep pace with inflation3), patients may also pay donors a further “rewarding gift,” which is negotiated before the transplantation between the donor and recipient under the DATPA’s mediation; these rewarding gifts are estimated to be around $2,000-$4,000\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"13\\\"},{\\\"insert\\\":\\\". To prevent transplant tourism, Iran only allows foreign recipients to receive donations in Iran from donors from their own country.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"The kidney transplant is conducted at one of government-supervised Iran’s university hospitals, after which the government helps provide immunosuppressive drugs to all transplant recipients at a highly subsidized price.\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"12\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Political and Religious Context\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Considering the powerful influence of Shia Islam on Iranian governance, to understand how this policy came about, we must examine its religious context.\\\\nAccording to Iran’s Legal Office of the Judicial Branch, “body organs are not property— and therefore cannot be sold… humans cannot be said to own their body in Islam.” Because humans do not own their body but rather are stewards of it for its true owner, God, “any action that would cause injury to the body is impermissible”\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\" 3\\\"},{\\\"insert\\\":\\\". This at first glance would indicate that it would be forbidden to harm one’s body by donating a kidney.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"However, University of Denver Assistant Professor of Law Zahra Takhshid argues that the Shia Islamic “rule of necessity,” which states that “whatever \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"haram \\\"},{\\\"insert\\\":\\\"(prohibition) one needs as a matter of necessity, it is \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"halal \\\"},{\\\"insert\\\":\\\"(allowed),” allows for organ transplantation for the purposes of saving a life or avoiding sickness or great difficulty given there are no other viable options; according to Takhshid, this was the justification used by Iranian supreme leader Khomeini for his \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"fatwa \\\"},{\\\"insert\\\":\\\"(religious edict) approving organ transplantation, especially with the severe shortage caused by the 1980-1988 Iran-Iraq during which it was made.\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"3\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Notably, however, this still does actually not allow for the sale of organs (as a sale in Shia law requires one to own the organ as property, which is not recognized by the Iranian government), but only their donation and transplantation. Indeed, the Iranian policy does not technically classify their system of exchange of organs for money as being a “sale,” but rather a donation and a subsequent monetary gift contingent on the donation: “the monetary gift is not for the kidney itself, but rather for the act of giving the kidney.”\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"3\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Nonetheless, in most discussions about Iran’s organ transplant system, the exchange is considered a sale, as despite the philosophical distinctions between a compensated donation and a sale in Iranian law, in practice they are nearly equivalent.\\\\nEvaluation\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"In terms of what it sought to do—eliminate the kidney shortage in Iran—the policy has been extremely successful.\\\\nAfter the program’s adoption in 1988, the number of kidney transplants in Iran increased rapidly, mostly in the form of compensated living-unrelated donations. By 2006, over 21,000 kidney transplants had been performed in Iran, 80% of them living-unrelated donations.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"By 1999, Iran’s kidney transplant waitlist was completely eliminated, becoming the only country in the world without one.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Recipient survival rates between living-related and living-unrelated donors are nearly equal and are fairly high, comparable to those achieved in the U.S. through purely altruistic donations.\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"14\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Despite its referral to the people providing kidneys for transplantation as “donors,” the rewarding gift mechanism effectively makes the system a legal market for kidneys with a $1200 government subsidy. So, while Iran has seemingly had great success in eliminating their kidney shortage problem, it has naturally also been the subject of significant controversy.\\\\nThe first class of criticisms argue that the very idea of a market for organs is in principle immoral on the basis of undermining the sanctity of the body, dehumanizing and commodifying people and leading to societal moral decay\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"1\\\"},{\\\"insert\\\":\\\". This deontological opposition to commodifying organs is a key aspect of the global agreements opposing organ sale.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Furthermore, there is evidence that Iranian kidney sellers experience significant long-term detriments to physical and mental health and socioeconomic status post-transplantation; 90% of Iranian vendors reported losing their kidney had a negative impact on their health, and 89% reported a negative impact on their physical abilities, and 90% of vendors reported feeling depressed post-transplantation. Furthermore, 88% of vendors report the financial impacts of vending as being overall negative in the long run due to its negative impact on their social status and ability to work.\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"15\\\"},{\\\"insert\\\":\\\" In one survey of Iranian donors, 76% were so regretful of selling their kidney that they were in favor of banning kidney sales\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"16\\\"},{\\\"insert\\\":\\\". Some theories for why these harms occur include donors being insufficiently informed about the risks of kidney sale, lower quality healthcare in Iran compared to developed countries, or inadequate enforcement of protections against fraud\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"15\\\"},{\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Some also criticize the claim that Iran has completely eliminated their kidney transplant waitlists as being misleading. The ability to receive money for donating a kidney has led to a decrease in altruistic donations (though not enough to decrease transplants overall), which has made access to kidney transplants more wealth-restricted. As of 2007, nearly half of patients with ESRD lacked functioning grafts\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"14\\\"},{\\\"insert\\\":\\\", likely due to the fact that they could not afford to pay the market price for one. These patients typically end up on a waitlist for altruistic cadaveric donations, which were legalized in Iran in 200015. This gap is further exacerbated by the fact that many Iranians suffering from ESRD are never actually diagnosed and so do not seek a kidney transplant, especially if they are poor\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"17\\\"},{\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Conclusion\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Iran’s organ allocation policy makes sense in the context of the religion and the war-time necessity in which it was made. It accomplished what it set out to do: to get rid of the kidney shortage. However, it has also created a system of intense inequity, where the system essentially has the wealthy harvest the organs of the poor, leaving the poor worse off due to their economic desperation pressuring them to accept lower prices and worse deals. A major part of this is due to the fact that the government subsidy of about $1200 was worth significantly more in 1988 than it is now in 2024, encouraging vendors and recipients to negotiate prices before transplantation. This actually is contrary to the original religious justification of the compensated donation, where the “rewarding gift” is meant to be unilaterally decided and announced before finding a donor.\\\"},{\\\"attributes\\\":{\\\"script\\\":\\\"super\\\"},\\\"insert\\\":\\\"3\\\"},{\\\"insert\\\":\\\" The government should consider adjusting the subsidy to accommodate for inflation to around $15000. Though we do not go so as far to say that the market-based solution should be fully thrown away in favor of a purely altruistic model, Iran must look towards ways to make the system more equitable for both donors and recipients.\\\\nSources\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Cohen, I. G. (2013). Transplant tourism: The ethics and regulation of international markets for organs [Available at SSRN: \\\"},{\\\"attributes\\\":{\\\"underline\\\":true},\\\"insert\\\":\\\"https://ssrn.com/abstract=2254341\\\"},{\\\"insert\\\":\\\"]. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Journal of Law, Medicine and Ethics, 41 (1).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"OPTN. (2023). Scientific registry of transplant recipients (star) database [Accessed: 2023-11-15]. \\\"},{\\\"attributes\\\":{\\\"underline\\\":true},\\\"insert\\\":\\\"https://\\\"},{\\\"insert\\\":\\\" \\\"},{\\\"attributes\\\":{\\\"underline\\\":true},\\\"insert\\\":\\\"optn.transplant.hrsa.gov/data/\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Takhshid, Z. (2022). Kidney, Money, and the Shī‘ah Implementation of the Rule of Necessity. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"UCLA Journal\\\"},{\\\"insert\\\":\\\" \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"of Islamic and Near Eastern Law, 19(1). \\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"italic\\\":true},\\\"insert\\\":\\\"https://doi.org/10.5070/N419156053\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Thurlow J.S. et al. “Global Epidemiology of End-Stage Kidney Disease and Disparities in Kidney Replace- ment Therapy”. In: \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"American Journal of Nephrology 52.2 (July 2021), pp. 98–107. issn: 0250-8095. url: \\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"italic\\\":true},\\\"insert\\\":\\\"https://doi.org/10.1159/000514550\\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"WaitList Zero. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true,\\\"link\\\":\\\"http://waitlistzero.org/the-kidney-crisis/\\\"},\\\"insert\\\":\\\"The Kidney Crisis. Accessed: 2023-10-23. 2023. url: http://waitlistzero.org/the-kidney-crisis/.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"World Bank. (2024). World Development Indicators: Locations XO-IR. Retrieved from \\\"},{\\\"attributes\\\":{\\\"underline\\\":true},\\\"insert\\\":\\\"https://\\\"},{\\\"insert\\\":\\\" \\\"},{\\\"attributes\\\":{\\\"underline\\\":true},\\\"insert\\\":\\\"data.worldbank.org/?locations=XO-IR\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Mostofi, K. , Afary, . Janet and Avery, . Peter William (2024, March 8). \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Iran. Encyclopedia Britannica. \\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"italic\\\":true},\\\"insert\\\":\\\"https://\\\"},{\\\"attributes\\\":{\\\"italic\\\":true,\\\"link\\\":\\\"http://www.britannica.com/place/Iran\\\"},\\\"insert\\\":\\\" www.britannica.com/place/Iran\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"National organ transplantation act of 1984 [Codified as amended at 42 U.S.C. §§ 273- 274e]. (1984). https:// uscode.house.gov/view.xhtml?req=(title:42%20section: 274e%20edition:prelim)\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Sixty-Third World Health Assembly, W.H.O. (2010). WHO guiding principles on human cell, tissue and organ transplantation. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Cell Tissue Bank, 11 (4), 413– 419. \\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"italic\\\":true},\\\"insert\\\":\\\"https://doi.org/10.1007/s10561-010-9226-0\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"National Kidney Foundation. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Programs for Donor/Recipient Pairs with Incompatible Blood Types. Accessed: 2023-10-23. 2023. url: \\\"},{\\\"attributes\\\":{\\\"italic\\\":true,\\\"link\\\":\\\"http://www.kidney.org/transplantation/livingdonors/incompatiblebloodtype\\\"},\\\"insert\\\":\\\"https://www.kidney.org/transplantation/livingdonors/incompatiblebloodtype.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Delmonico, F. et al. “Ethical Incentives — Not Payment — For Organ Donation”. In: \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"The New England Journal of Medicine 346 (July 2002), pp. 2002–5. doi: 10.1056/NEJMsb013216.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Ghods A. J. (2014). The history of organ donation and transplantation in Iran. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Experimental and clinical transplantation: official journal of the Middle East Society for Organ Transplantation, 12 Suppl 1, 38–41. \\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"italic\\\":true},\\\"insert\\\":\\\"https://doi.org/10.6002/ect.25liver.l29\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"The Economist. (2006, November 16). Psst, wanna buy a kidney? The Economist. \\\"},{\\\"attributes\\\":{\\\"underline\\\":true},\\\"insert\\\":\\\"https://\\\"},{\\\"attributes\\\":{\\\"link\\\":\\\"http://www.economist.com/leaders/2006/11/16/psst-wanna-buy-a-kidney\\\"},\\\"insert\\\":\\\" www.economist.com/leaders/2006/11/16/psst-wanna-buy-a-kidney\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Ghods, A. J. (2007). Organ transplantation in iran. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Saudi Journal of Kidney Diseases and Transplantation, 18 (4). \\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"italic\\\":true},\\\"insert\\\":\\\"https://journals.lww.com/sjkd/fulltext/2007/18040/organ_transplantation_in_iran.27.aspx\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Koplin, J. (2014). Assessing the likely harms to kidney vendors in regulated organ markets [PMID: 25229573]. The American Journal of Bioethics, 14 (10), 7–18. \\\"},{\\\"attributes\\\":{\\\"underline\\\":true},\\\"insert\\\":\\\"https://\\\"},{\\\"insert\\\":\\\" \\\"},{\\\"attributes\\\":{\\\"underline\\\":true},\\\"insert\\\":\\\"doi.org/10.1080/15265161.2014.947041\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Zargooshi, J. (2001). Iranian kidney donors:: Motivations and relations with recipients. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Journal of Urology, 165 (2), 386–392. \\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"italic\\\":true},\\\"insert\\\":\\\"https://doi.org/10.1097/00005392-200102000-00008\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Griffin A. (2007). Kidneys on demand. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"BMJ (Clinical research ed.), 334(7592), 502–505. \\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"italic\\\":true},\\\"insert\\\":\\\"https://doi.org/10.1136/bmj.39141.493148.94\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<p>In the face of a global shortage for kidneys available for transplant, most countries around the world have stuck to their stringent prohibitions against buying or selling organs. Iran stands uniquely as the only country in the world to have what essentially amounts to a legal, but regulated, market for kidneys where patients in need of a transplant can pay sellers for a kidney “donation.” In this policy brief, we detail the history of Iran’s organ allocation model, how it works in practice, and evaluate its strengths and weaknesses.</p><h2>Global Context</h2><p><strong>The world is suffering from a global kidney shortage.&nbsp;</strong>Over the last several decades, the demand for kidney transplants has grown rapidly throughout the world. This increase in demand has been driven by a number of factors, including advances in technology that make transplants easier and safer, the aging population of developed countries, the increase in relatively high-quality healthcare workers who face low employment or salaries, and the rising rates of end-stage renal disease (ESRD). Unfortunately, the supply of kidney donors has not kept pace, leading to a definite shortage that only shows signs of growing<sup>1</sup>.</p><ul><li>In the US alone, there are currently nearly 90,000 people on the waitlist for a kidney transplant, and the number is only growing: though just over 21,000 transplants were performed in 2022, nearly 38,000 people joined the waitlist<sup>2</sup>. About 43,000 people in the US die every year waiting for a kidney<sup>3</sup>.</li><li>Dialysis is the predominant treatment for kidney failure used in most countries<sup>4</sup> but cannot serve as a long-term replacement for a transplant, performing only about 10% of kidney function. Typically performed three times a week in four-hour sessions each during which patients are tied to a large machine, dialysis significantly disrupts patients’ lives and work. Moreover, the effectiveness of a later transplant drops the longer a patient is on dialysis, making every moment on the waitlist hurt patients’ survival prospects<sup>5</sup>. The 5-year survival rate for kidney failure patients on dialysis is only about 40% in the US, while it is over 80% for transplant recipients<sup>4</sup>.</li></ul><p><strong>Most countries have strict prohibitions on the buying and selling of kidneys.</strong></p><ul><li>The National Organ Transplant Act of 1984 in the United States states that “it shall be unlawful for any person to knowingly acquire, receive, or otherwise transfer any human organ for valuable consideration for use in human transplantation”<sup>8</sup>. The World Health organization (WHO) “Guiding Principles”, first published in 1991, prohibit financial incentives for organ donors, though it does permit “tokens of gratitude” that do not make them significantly financially better off than before donating<sup>9</sup>. As reaffirmed in the more recent “Declaration of Istanbul” of 2008, central to these prohibitions are arguments that organ markets denigrate the dignity of the human body and harmfully exploit the most vulnerable members in society<sup>1</sup>.</li><li>Various countries have tried to increase altruistic donations, keeping within these legal restrictions. These efforts include various non-monetary incentives for donors, such as paired-exchange systems where two patients in need of transplants who each have willing but incompatible living donors agree to swap donors so that each receives a compatible transplant<sup>10</sup>. Other efforts have focused on trying to break down obstacles donors face when trying to donate, such as medical costs or health insurance penalties<sup>11</sup>, though these efforts have had less legal traction. Despite these efforts, however, the shortage continues to grow.</li></ul><h2>  Background on Iran</h2><p>Iran, officially known as the Islamic Republic of Iran, is a country in Western Asia that serves as the center of the Shia Muslim world. To help understand Iran’s kidney allocation policy in context, we provide some relevant information about Iran’s history, economy, and health system.</p><p><strong>History:</strong> In the decades before 1979, Iran was a constitutional monarchy ruled by a shah who had the support of the United States and Britain. In 1979, a cleric named Ruhollah Khomeini led the Iranian Revolution, replacing the old monarchy with the current “Islamic Republic.” Khomeini became the first supreme leader of Iran until he was succeeded after his death in 1989 by Ali Khamenei. A theocratic autocracy with Shia Islam as its state religion, Iran has attracted widespread criticism on its human rights violations and has poor relationships with most of the West.</p><p><strong>Economy:</strong> As of 2022, with a population of 88.55 million and a GDP of $413.49 billion, Iran is classified by the World Bank as a lower middle-income country<sup>6</sup>. Its economy is characterized by its largest industries (e.g. fossil fuels) and a total of about 60% of its economy being state controlled, though it is moving towards more privatization reforms. Iran’s economic troubles are mostly driven by excessive state subsidies that cause inefficient market distortions, a growing young demographic that requires more job growth than the country currently supports, and economic sanctions by foreign countries that have motivated Iran to strive for self-sufficiency.<sup>7</sup></p><p><strong>Health:&nbsp;</strong>90% of Iranians have some form of health insurance, and they are well on their way to universal health coverage.<sup>7</sup></p><h2>  Iran’s Organ Market</h2><p>·&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;From 1967 to 1988, starting from when Iran’s first renal transplant to the start of its compensated kidney donation system, Iran actually had one of the stricter organ donation policies in the world. Like most other countries, Iran only allowed altruistic donations; unlike most other countries, however, in part due to religious reasons, they only allowed kidney donations from living donors, prohibiting cadaveric donation, a generally lower-quality second-choice option for patients in need of transplants. During this era, Iran’s renal transplant landscape looked very similar to other altruistic donation-only countries: Almost all renal transplants were from living donors related to the patients (“living-related donors”), and a significant shortage of kidney donations led to long transplant waiting lists.</p><p>·&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;To combat this shortage, in 1988, the Iranian government adopted a compensated and regulated living-unrelated kidney donor program in contrast to most of the rest of the world, which moved towards codifying strict prohibitions against financially incentivizing kidney donors.</p><p>·&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;In 2000, the Iranian government passed the “Brain Death and Organ Transplantation Act,” which formalized and added regulations to the organ donations program to protect donors, such as mandating that all organ transplants be performed in the government-supervised university hospitals. The act also officially recognized brain death, legalizing deceased-donor organ transplantation.<sup>12</sup></p><h2>The Policy in Practice</h2><ul><li>In this “Iranian model,” patients in need of a kidney transplant unable to find a living-related donor are referred to the “Dialysis and Transplant Patients Association” (DATPA), a philanthropic organization run by ESRD patients contracted by the Iranian government to connect kidney recipients and donors.</li><li>On the other side, prospective kidney donors also register with the DATPA to be called when someone in need of their kidney shows up. These donors’ mental and physical health are evaluated following the “European Best Practice Guidelines for Renal Transplantation” and the “Amsterdam Forum on the Care of the Live Kidney Donor Medical Guidelines” criteria by a “Donor Selection Panel” consisting of nephrologists, transplant surgeons, and nurses to ensure that the donor is freely and rationally making their decision.</li><li>Once a donor-recipient pair is identified, the DATPA facilitates their meeting. In addition to a government subsidy equal to about $1200 USD (which used to be worth significantly more in 1989, but has not been increased to keep pace with inflation3), patients may also pay donors a further “rewarding gift,” which is negotiated before the transplantation between the donor and recipient under the DATPA’s mediation; these rewarding gifts are estimated to be around $2,000-$4,000<sup>13</sup>. To prevent transplant tourism, Iran only allows foreign recipients to receive donations in Iran from donors from their own country.</li><li>The kidney transplant is conducted at one of government-supervised Iran’s university hospitals, after which the government helps provide immunosuppressive drugs to all transplant recipients at a highly subsidized price.<sup>12</sup></li></ul><h2>Political and Religious Context</h2><p>Considering the powerful influence of Shia Islam on Iranian governance, to understand how this policy came about, we must examine its religious context.</p><ul><li>According to Iran’s Legal Office of the Judicial Branch, “body organs are not property— and therefore cannot be sold… humans cannot be said to own their body in Islam.” Because humans do not own their body but rather are stewards of it for its true owner, God, “any action that would cause injury to the body is impermissible”<sup> 3</sup>.&nbsp;This at first glance would indicate that it would be forbidden to harm one’s body by donating a kidney.</li><li>However, University of Denver Assistant Professor of Law Zahra Takhshid argues that the Shia Islamic “rule of necessity,” which states that “whatever&nbsp;<em>haram&nbsp;</em>(prohibition) one needs as a matter of necessity, it is&nbsp;<em>halal&nbsp;</em>(allowed),” allows for organ transplantation for the purposes of saving a life or avoiding sickness or great difficulty given there are no other viable options; according to Takhshid, this was the justification used by Iranian supreme leader Khomeini for his&nbsp;<em>fatwa&nbsp;</em>(religious edict) approving organ transplantation, especially with the severe shortage caused by the 1980-1988 Iran-Iraq during which it was made.<sup>3</sup></li><li>Notably, however, this still does actually not allow for the sale of organs (as a sale in Shia law requires one to own the organ as property, which is not recognized by the Iranian government), but only their donation and transplantation. Indeed, the Iranian policy does not technically classify their system of exchange of organs for money as being a “sale,” but rather a donation and a subsequent monetary gift contingent on the donation: “the monetary gift is not for the kidney itself, but rather for the act of giving the kidney.”<sup>3</sup></li></ul><p>Nonetheless, in most discussions about Iran’s organ transplant system, the exchange is considered a sale, as despite the philosophical distinctions between a compensated donation and a sale in Iranian law, in practice they are nearly equivalent.</p><h2>Evaluation</h2><p>In terms of what it sought to do—eliminate the kidney shortage in Iran—the policy has been extremely successful.</p><ul><li>After the program’s adoption in 1988, the number of kidney transplants in Iran increased rapidly, mostly in the form of compensated living-unrelated donations. By 2006, over 21,000 kidney transplants had been performed in Iran, 80% of them living-unrelated donations.</li><li>By 1999, Iran’s kidney transplant waitlist was completely eliminated, becoming the only country in the world without one.</li><li>Recipient survival rates between living-related and living-unrelated donors are nearly equal and are fairly high, comparable to those achieved in the U.S. through purely altruistic donations.<sup>14</sup></li></ul><p>Despite its referral to the people providing kidneys for transplantation as “donors,” the rewarding gift mechanism effectively makes the system a legal market for kidneys with a $1200 government subsidy. So, while Iran has seemingly had great success in eliminating their kidney shortage problem, it has naturally also been the subject of significant controversy.</p><ul><li>The first class of criticisms argue that the very idea of a market for organs is in principle immoral on the basis of undermining the sanctity of the body, dehumanizing and commodifying people and leading to societal moral decay<sup>1</sup>. This deontological opposition to commodifying organs is a key aspect of the global agreements opposing organ sale.</li><li>Furthermore, there is evidence that Iranian kidney sellers experience significant long-term detriments to physical and mental health and socioeconomic status post-transplantation; 90% of Iranian vendors reported losing their kidney had a negative impact on their health, and 89% reported a negative impact on their physical abilities, and 90% of vendors reported feeling depressed post-transplantation. Furthermore, 88% of vendors report the financial impacts of vending as being overall negative in the long run due to its negative impact on their social status and ability to work.<sup>15</sup>&nbsp;In one survey of Iranian donors, 76% were so regretful of selling their kidney that they were in favor of banning kidney sales<sup>16</sup>. Some theories for why these harms occur include donors being insufficiently informed about the risks of kidney sale, lower quality healthcare in Iran compared to developed countries, or inadequate enforcement of protections against fraud<sup>15</sup>.</li><li>Some also criticize the claim that Iran has completely eliminated their kidney transplant waitlists as being misleading. The ability to receive money for donating a kidney has led to a decrease in altruistic donations (though not enough to decrease transplants overall), which has made access to kidney transplants more wealth-restricted. As of 2007, nearly half of patients with ESRD lacked functioning grafts<sup>14</sup>, likely due to the fact that they could not afford to pay the market price for one. These patients typically end up on a waitlist for altruistic cadaveric donations, which were legalized in Iran in 200015. This gap is further exacerbated by the fact that many Iranians suffering from ESRD are never actually diagnosed and so do not seek a kidney transplant, especially if they are poor<sup>17</sup>.</li></ul><h2>Conclusion</h2><p>Iran’s organ allocation policy makes sense in the context of the religion and the war-time necessity in which it was made. It accomplished what it set out to do: to get rid of the kidney shortage. However, it has also created a system of intense inequity, where the system essentially has the wealthy harvest the organs of the poor, leaving the poor worse off due to their economic desperation pressuring them to accept lower prices and worse deals. A major part of this is due to the fact that the government subsidy of about $1200 was worth significantly more in 1988 than it is now in 2024, encouraging vendors and recipients to negotiate prices before transplantation. This actually is contrary to the original religious justification of the compensated donation, where the “rewarding gift” is meant to be unilaterally decided and announced before finding a donor.<sup>3</sup> The government should consider adjusting the subsidy to accommodate for inflation to around $15000. Though we do not go so as far to say that the market-based solution should be fully thrown away in favor of a purely altruistic model, Iran must look towards ways to make the system more equitable for both donors and recipients.</p><h2>Sources</h2><ol><li>Cohen, I. G. (2013). Transplant tourism: The ethics and regulation of international markets for organs [Available at SSRN:&nbsp;<u>https://ssrn.com/abstract=2254341</u>].&nbsp;<em>Journal of Law, Medicine and Ethics, 41 (1).</em></li><li>OPTN. (2023). Scientific registry of transplant recipients (star) database [Accessed: 2023-11-15].&nbsp;<u>https://</u>&nbsp;<u>optn.transplant.hrsa.gov/data/</u></li><li>Takhshid, Z. (2022). Kidney, Money, and the Shī‘ah Implementation of the Rule of Necessity.&nbsp;<em>UCLA Journal</em> <em>of Islamic and Near Eastern Law, 19(1).&nbsp;<u>https://doi.org/10.5070/N419156053</u></em></li><li>Thurlow J.S. et al. “Global Epidemiology of End-Stage Kidney Disease and Disparities in Kidney Replace- ment Therapy”. In:&nbsp;<em>American Journal of Nephrology 52.2 (July 2021), pp. 98–107. issn: 0250-8095. url:&nbsp;<u>https://doi.org/10.1159/000514550</u>.</em></li><li>WaitList Zero.&nbsp;<a href=\\\"http://waitlistzero.org/the-kidney-crisis/\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\"><em>The Kidney Crisis. Accessed: 2023-10-23. 2023. url:&nbsp;http://waitlistzero.org/the-kidney-crisis/.</em></a></li><li>World Bank. (2024). World Development Indicators: Locations XO-IR. Retrieved from&nbsp;<u>https://</u>&nbsp;<u>data.worldbank.org/?locations=XO-IR</u></li><li>Mostofi, K. , Afary, . Janet and Avery, . Peter William (2024, March 8).&nbsp;<em>Iran. Encyclopedia Britannica.&nbsp;<u>https://</u></em><a href=\\\"http://www.britannica.com/place/Iran\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\"><em>&nbsp;www.britannica.com/place/Iran</em></a></li><li>National organ transplantation act of 1984 [Codified as amended at 42 U.S.C. §§ 273- 274e]. (1984). https:// uscode.house.gov/view.xhtml?req=(title:42%20section: 274e%20edition:prelim)</li><li>Sixty-Third World Health Assembly, W.H.O. (2010). WHO guiding principles on human cell, tissue and organ transplantation.&nbsp;<em>Cell Tissue Bank, 11 (4), 413– 419.&nbsp;<u>https://doi.org/10.1007/s10561-010-9226-0</u></em></li><li>National Kidney Foundation.&nbsp;<em>Programs for Donor/Recipient Pairs with Incompatible Blood Types. Accessed: 2023-10-23. 2023. url:&nbsp;</em><a href=\\\"http://www.kidney.org/transplantation/livingdonors/incompatiblebloodtype\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\"><em>https://www.kidney.org/transplantation/livingdonors/incompatiblebloodtype.</em></a></li><li>Delmonico, F. et al. “Ethical Incentives — Not Payment — For Organ Donation”. In:&nbsp;<em>The New England Journal of Medicine 346 (July 2002), pp. 2002–5. doi: 10.1056/NEJMsb013216.</em></li><li>Ghods A. J. (2014). The history of organ donation and transplantation in Iran.&nbsp;<em>Experimental and clinical transplantation: official journal of the Middle East Society for Organ Transplantation, 12 Suppl 1, 38–41.&nbsp;<u>https://doi.org/10.6002/ect.25liver.l29</u></em></li><li>The Economist. (2006, November 16). Psst, wanna buy a kidney? The Economist.&nbsp;<u>https://</u><a href=\\\"http://www.economist.com/leaders/2006/11/16/psst-wanna-buy-a-kidney\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\">&nbsp;www.economist.com/leaders/2006/11/16/psst-wanna-buy-a-kidney</a></li><li>Ghods, A. J. (2007). Organ transplantation in iran.&nbsp;<em>Saudi Journal of Kidney Diseases and Transplantation, 18 (4).&nbsp;<u>https://journals.lww.com/sjkd/fulltext/2007/18040/organ_transplantation_in_iran.27.aspx</u></em></li><li>Koplin, J. (2014). Assessing the likely harms to kidney vendors in regulated organ markets [PMID: 25229573]. The American Journal of Bioethics, 14 (10), 7–18.&nbsp;<u>https://</u>&nbsp;<u>doi.org/10.1080/15265161.2014.947041</u></li><li>Zargooshi, J. (2001). Iranian kidney donors:: Motivations and relations with recipients.&nbsp;<em>Journal of Urology, 165 (2), 386–392.&nbsp;<u>https://doi.org/10.1097/00005392-200102000-00008</u></em></li><li>Griffin A. (2007). Kidneys on demand.&nbsp;<em>BMJ (Clinical research ed.), 334(7592), 502–505.&nbsp;<u>https://doi.org/10.1136/bmj.39141.493148.94</u></em></li></ol>\"}",
    "tags": [
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  "model": "blog.post",
  "pk": 33,
  "fields": {
    "title": "Impact of Medicaid Expansion on Smoking",
    "created": "2023-05-05",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Introduction\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"In 2010, amidst the backdrop of a nation grappling with widespread healthcare disparities, the United States took a bold step by enacting the Affordable Care Act (ACA). This landmark legislation aimed to revolutionize healthcare access for millions of Americans, many of whom had previously been underinsured due to prohibitive costs or lack of options. Central to the ACA’s mission was the expansion of Medicaid, the government-funded health insurance program for low-income individuals, which would go on to become one of the most hotly debated aspects of the legislation.\\\\nUnder the ACA, states could opt to expand their Medicaid programs to cover individuals and families with incomes up to 138% of the federal poverty level, with the federal government helping to pay for the increased aid. As of 2023, 41 states and the District of Columbia had embraced Medicaid expansion, resulting in significant increases in health insurance coverage rates (Kaiser Family Foundation, 2023). Studies have linked the expansion to various positive outcomes, including improved access to care, better health outcomes, and reduced financial strain on low-income households (Sommers et al., 2017).\\\\nEven so, critics may argue that expanding Medicaid may create a moral hazard situation—a situation in which individuals engage in riskier behavior because they do not have to bear the full consequences of their actions. Specifically, some might worry that by providing comprehensive health insurance to low-income individuals, the government may inadvertently encourage unhealthy behaviors, as people might be less concerned about the health consequences of their actions when they have access to free or low-cost healthcare. The possibility of contributing to a “welfare state,” wherein individuals do not feel the need to take responsibility for their behaviors, including health behaviors, has always been a major point of contention in the debates surrounding government aid.\\\\nIn this paper, we examined the relationship between Medicaid expansion and smoking participation rates, a key risky health behavior which remains the leading cause of preventable death and disease in the United States (Centers for Disease Control and Prevention, 2023). Using data from the Behavioral Risk Factor Surveillance System (BRFSS) dataset from 2013 to 2020, we analyzed whether there is indeed a link between Medicaid expansion and the propensity of individuals to engage in smoking, and in doing so, contribute to the ongoing debate over whether Medicaid expansion does suffer significantly from moral hazard. To maximize our chances of significant results, we focused our analysis on low-income individuals, who are most likely to have been affected by Medicaid expansion. This population is particularly vulnerable to the potential negative consequences of moral hazard, as they may have limited access to healthcare resources and face greater health risks.\\\\nAfter controlling for demographics data, state, and year with a differences-in-differences regression model, however, we ultimately found there to be no significant impact of Medicare expansion on smoking participation rates at the 0.05 significance level, and actually a slightly negative impact at the 0.1 significance level, indicating that Medicare expansion may have actually slightly decreased smoking participation rates among low-income individuals.\\\\nData\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"The Behavioral Risk Factor Surveillance System (BRFSS) dataset is a collection of health-related panel data compiled through an ongoing, nationwide telephone survey from the Centers for Disease Control and Prevention (CDC). Established in 1984, the BRFSS annually surveys a random sample of the United States adult population, gathering information on health status, health behaviors, and healthcare access. Covering a wide range of topics, including smoking, alcohol consumption, physical activity, nutrition, mental health, and chronic health conditions, the BRFSS dataset is a rich resource for studying the behavioral and lifestyle factors that influence population health.\\\\nIn this paper, we examine the effect of Medicare expansion on smoking participation rates. Though 25 of the 41 states for which Medicare expansion is now active implemented it on January 1st, 2014, many states implemented the expansion afterwards on various following dates. As the BRFSS dataset provides state in which each respondent lives in and the year in which they were surveyed, we created a binary variable \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"rgba(0, 0, 0, 0.04)\\\",\\\"font\\\":\\\"monospace\\\",\\\"code\\\":true},\\\"insert\\\":\\\"expansion\\\"},{\\\"insert\\\":\\\" for our explanatory variable that took a value of 1 when Medicaid expansion was active in the state during the entire year of the survey or 0 otherwise.\\\\nFor our response variable, smoking participation rates, we created a binary variable \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"rgba(0, 0, 0, 0.04)\\\",\\\"font\\\":\\\"monospace\\\",\\\"code\\\":true},\\\"insert\\\":\\\"current_smoker\\\"},{\\\"insert\\\":\\\" that took a value of 1 if the respondent answered that they currently smoked “every day” or “some days” or 0 otherwise, or also setting the value as 0 if the respondent reported that they had never smoked at least 100 cigarettes in their entire life.\\\\nAs our control variables, we prepared a variety of demographic-related variables, such as the respondent’s sex (male or female), race (White, Black, Hispanic, or other), education level (less than high school, high school graduate, some college education, or college graduate), annual income (below $10k, $10k-$15k, $15k-$20k, $20k-$25k, or $25k-$35k), and martial status (currently married or unmarried). We also controlled on the state where the respondent was and the year of the survey for our differences-in-differences regression model.\\\\nWithin this dataset, we constrained our sample to data only between 2013 and 2020, an appropriate timeframe of interest as Medicare expansion was first implemented in 2014; we also removed observations from Guam, Puerto Rico, and the Virgin Islands to keep our analysis restricted to the 50 states and the District of Columbia. Finally, we constrained our sample further to respondents with annual incomes below $35,000 to restrict our analysis to low-income individuals.¹ Removing observations for which there was missing data for any of our variables, we ended up with a sample of 1,064,558 observations, for which the summary statistics are shown below.\\\\n\\\\n\\\"},{\\\"insert\\\":{\\\"image\\\":\\\"data:image/jpeg;base64,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\\\"}},{\\\"insert\\\":\\\"\\\\nAbout 45.7% of the observations occurred in a state where Medicaid expansion was active during the entire year of the observation, while about 22.7% of the sample were current smokers. In terms of demographics, our sample appears to have significantly more female respondents than male, with 61.6% of the sample being female, but has a racial makeup roughly representative of the US population (United States Census Bureau, n.d.). Despite having been selected for low-income, the sample appears to be similarly educated compared the US population at large, with only 85.1% having graduated high school compared to the 2019 national average of 86% (U.S. Department of Education, 2021). About 29.0% of the sample is married, significantly less than the 2016 national average of 36.3% (Mayol-García et. al., 2021).\\\\nMethodology\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"In our paper, we use a differences-in-differences (DiD) model to regress for smoking participation rates on Medicare expansion. DiD is a widely used econometric technique for estimating causal effects in observational data, used to evaluate the impact of a treatment or policy intervention by comparing the changes in outcomes between a treatment group and a control group, both before and after the intervention. By accounting for differences in both time and group, the DiD approach helps to control for unobserved factors that may be confounding the treatment effect.\\\\nIn our study, we use a differences-in-differences model to estimate the impact of Medicaid expansion on smoking participation rates. We regress our \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"rgba(0, 0, 0, 0.04)\\\",\\\"font\\\":\\\"monospace\\\",\\\"code\\\":true},\\\"insert\\\":\\\"current_smoker\\\"},{\\\"insert\\\":\\\" variable on the \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"rgba(0, 0, 0, 0.04)\\\",\\\"font\\\":\\\"monospace\\\",\\\"code\\\":true},\\\"insert\\\":\\\"expansion\\\"},{\\\"insert\\\":\\\" variable, controlling for a number of demographic variables, as well as dichotomous control variables for the state (the group control) and year (the time/period control). The inclusion of state and year fixed effects helps to control for unobserved, time-invariant state-level characteristics and common time trends that may be correlated with smoking participation rates.\\\\nFor our study, the model can be represented by the following equation:\\\\n\\\"},{\\\"attributes\\\":{\\\"height\\\":\\\"30\\\",\\\"width\\\":\\\"351\\\"},\\\"insert\\\":{\\\"image\\\":\\\"data:image/jpeg;base64,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\\\"}},{\\\"insert\\\":\\\"\\\\nHere, \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Y_it\\\"},{\\\"insert\\\":\\\" represents the smoking participation rate for individual \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"i\\\"},{\\\"insert\\\":\\\" in year \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"t\\\"},{\\\"insert\\\":\\\". α is a constant intercept term, while the variable \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"MedicaidExpansion_t \\\"},{\\\"insert\\\":\\\"is a binary indicator for whether Medicaid expansion was implemented in the state where individual \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"i\\\"},{\\\"insert\\\":\\\" resides at time \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"t\\\"},{\\\"insert\\\":\\\". The vector \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"X_it\\\"},{\\\"insert\\\":\\\" includes the demographic control variables for individual \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"i\\\"},{\\\"insert\\\":\\\" in year \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"t\\\"},{\\\"insert\\\":\\\". The terms \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"γ_s \\\"},{\\\"insert\\\":\\\"and \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"δ_t\\\"},{\\\"insert\\\":\\\" represent the state and year fixed effects, respectively. Finally, \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"ϵ_it \\\"},{\\\"insert\\\":\\\"is the error term capturing unobserved factors that may influence smoking participation rates for individual \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"i\\\"},{\\\"insert\\\":\\\" in year \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"t\\\"},{\\\"insert\\\":\\\". The coefficient of interest, \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"β_1\\\"},{\\\"insert\\\":\\\", captures the causal effect of Medicaid expansion on smoking participation rates. By estimating this model, we can assess whether there is a significant link between Medicaid expansion and smoking participation rates among low-income individuals, controlling for various demographic and state-level factors.\\\\nThe DiD model relies on a number of key assumptions, such as the “parallel trends” assumption that in the absence of the treatment or policy intervention, the treatment and control groups would have followed the same trend over time, as well as a “no spillover effects” assumption, which assumes that the treatment or policy intervention does not affect the control group, and there are no indirect effects that could influence the observed outcomes. A possibility for error is introduced in this methodology if these assumptions do not hold; though it may be difficult to test for spillover effects, it may be worthwhile to try and confirm whether the states had parallel trends in the absence of Medicare expansion in another study.\\\\nResults\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Upon conducting a DiD regression, controlling for demographics, state, and year, we fail to find a significant coefficient between smoking participation rates and Medicaid expansion at the 0.05 level. However, at the less stringent 0.1 significance level, we see a slight negative coefficient between them, with Medicaid expansion being accompanied with a 0.305 percentage point decrease in smoking rates, a 1.34% decrease considering the mean rate of 22.7%.\\\\nResults from the differences-in-differences regression of smoking participation rates \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"rgba(0, 0, 0, 0.04)\\\",\\\"font\\\":\\\"monospace\\\",\\\"code\\\":true},\\\"insert\\\":\\\"current_smoker\\\"},{\\\"insert\\\":\\\" on medicare expansion \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"rgba(0, 0, 0, 0.04)\\\",\\\"font\\\":\\\"monospace\\\",\\\"code\\\":true},\\\"insert\\\":\\\"expansion\\\"},{\\\"insert\\\":\\\". We omit one category per variable group (omit White category for race, non-high school graduate for education, and annual income below $10k for income) in the regression to avoid perfect multicollinearity. Standard errors are shown in parentheses, and the codes *** means significance at the 0.01 level, **, at the 0.05 level, and *, at the 0.1 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\\\"}},{\\\"insert\\\":\\\"\\\\nThe lack of a significant positive relationship between Medicaid expansion and smoking participation rates suggests that concerns about moral hazard are not substantiated in our analysis, at least for smoking participation. In fact, the somewhat significant negative relationship shown by the regression suggests that Medicaid expansion may decrease risky behaviors like smoking; this may be due to a variety of factors, such as better access to healthcare resources providing education about the risks of smoking or on how to quit or decreased financial stress leading to a lowered motivation to smoke.\\\\nThese results offer more support towards more states implementing Medicaid expansion in the future, as they suggest that it may have beneficial effects on risky behaviors rather than exacerbating them. Ultimately, our results suggest that policymakers should feel more confident about expanding Medicaid as a means to increase healthcare access for low-income individuals.\\\\nFootnotes\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"We chose the value of $35,000 to be comfortably above 138% of the federal poverty line, the threshold under which Medicaid expansion would provide coverage, for the average United States household during our timeframe from 2013 to 2020. Specifically, the average household had around three people (Duffin, 2022), which translated to a peak federal poverty line of $21,720 in 2020, 138% of which is just under $30,000 (United States Department of Health and Human Services, n.d.).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"References\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Benjamin, S. D., Maylone B., Blendon R. J., et. al. (2017). Three-Year Impacts Of The Affordable Care Act: Improved Medical Care And Health Among Low-Income Adults. \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Health Affairs\\\"},{\\\"insert\\\":\\\", \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"36\\\"},{\\\"insert\\\":\\\"(6), 1119-1128. \\\"},{\\\"attributes\\\":{\\\"color\\\":\\\"#337ab7\\\",\\\"background\\\":\\\"transparent\\\",\\\"link\\\":\\\"https://doi.org/10.1377/hlthaff.2017.0293\\\"},\\\"insert\\\":\\\"https://doi.org/10.1377/hlthaff.2017.0293\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Centers for Disease Control and Prevention (2023, May 4). \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Smoking and Tobacco Use: Fast Facts and Fact Sheets\\\"},{\\\"insert\\\":\\\". Retrieved May 4, 2023, from \\\"},{\\\"attributes\\\":{\\\"color\\\":\\\"#337ab7\\\",\\\"background\\\":\\\"transparent\\\",\\\"link\\\":\\\"https://www.cdc.gov/tobacco/data_statistics/fact_sheets/fast_facts/index.htm\\\"},\\\"insert\\\":\\\"https://www.cdc.gov/tobacco/data_statistics/fact_sheets/fast_facts/index.htm\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Duffin, E. (2022, December 12). \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Average number of people per household in the United States from 1960 to 2022\\\"},{\\\"insert\\\":\\\". Statista. Retrieved May 4, 2023, from \\\"},{\\\"attributes\\\":{\\\"color\\\":\\\"#337ab7\\\",\\\"background\\\":\\\"transparent\\\",\\\"link\\\":\\\"https://www.statista.com/statistics/183648/average-size-of-households-in-the-us\\\"},\\\"insert\\\":\\\"https://www.statista.com/statistics/183648/average-size-of-households-in-the-us\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Kaiser Family Foundation (2023, March 27). \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Status of State Medicaid Expansion Decisions: Interactive Map\\\"},{\\\"insert\\\":\\\". Retrieved May 4, 2023, from \\\"},{\\\"attributes\\\":{\\\"color\\\":\\\"#337ab7\\\",\\\"background\\\":\\\"transparent\\\",\\\"link\\\":\\\"https://www.kff.org/medicaid/issue-brief/status-of-state-medicaid-expansion-decisions-interactive-map\\\"},\\\"insert\\\":\\\"https://www.kff.org/medicaid/issue-brief/status-of-state-medicaid-expansion-decisions-interactive-map\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Mayol-García, Y., Gurrentz, B., & Kreider, R. M., Number, Timing, and Duration of Marriages and Divorces: 2016 (n.d.).\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"United States Census Bureau (n.d.). \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"QuickFacts\\\"},{\\\"insert\\\":\\\". Retrieved May 4, 2023, from \\\"},{\\\"attributes\\\":{\\\"color\\\":\\\"#337ab7\\\",\\\"background\\\":\\\"transparent\\\",\\\"link\\\":\\\"https://www.census.gov/quickfacts/fact/table/US/PST045221\\\"},\\\"insert\\\":\\\"https://www.census.gov/quickfacts/fact/table/US/PST045221\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"U.S. Department of Education (2021, May 1). \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Public High School Graduation Rates\\\"},{\\\"insert\\\":\\\". National Center for Education Statistics. Retrieved May 4, 2023, from \\\"},{\\\"attributes\\\":{\\\"color\\\":\\\"#337ab7\\\",\\\"background\\\":\\\"transparent\\\",\\\"link\\\":\\\"https://nces.ed.gov/programs/coe/indicator/coi/high-school-graduation-rates\\\"},\\\"insert\\\":\\\"https://nces.ed.gov/programs/coe/indicator/coi/high-school-graduation-rates\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"U.S. Department of Health and Human Services (n.d.). \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"Prior HHS Poverty Guidelines and Federal Register References\\\"},{\\\"insert\\\":\\\". Assistant Secretary for Planning and Evaluation. Retrieved May 4, 2023, from \\\"},{\\\"attributes\\\":{\\\"color\\\":\\\"#337ab7\\\",\\\"background\\\":\\\"transparent\\\",\\\"link\\\":\\\"https://aspe.hhs.gov/topics/poverty-economic-mobility/poverty-guidelines/prior-hhs-poverty-guidelines-federal-register-references\\\"},\\\"insert\\\":\\\"https://aspe.hhs.gov/topics/poverty-economic-mobility/poverty-guidelines/prior-hhs-poverty-guidelines-federal-register-references\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<h2>Introduction</h2><p>In 2010, amidst the backdrop of a nation grappling with widespread healthcare disparities, the United States took a bold step by enacting the Affordable Care Act (ACA). This landmark legislation aimed to revolutionize healthcare access for millions of Americans, many of whom had previously been underinsured due to prohibitive costs or lack of options. Central to the ACA’s mission was the expansion of Medicaid, the government-funded health insurance program for low-income individuals, which would go on to become one of the most hotly debated aspects of the legislation.</p><p>Under the ACA, states could opt to expand their Medicaid programs to cover individuals and families with incomes up to 138% of the federal poverty level, with the federal government helping to pay for the increased aid. As of 2023, 41 states and the District of Columbia had embraced Medicaid expansion, resulting in significant increases in health insurance coverage rates (Kaiser Family Foundation, 2023). Studies have linked the expansion to various positive outcomes, including improved access to care, better health outcomes, and reduced financial strain on low-income households (Sommers et al., 2017).</p><p>Even so, critics may argue that expanding Medicaid may create a moral hazard situation—a situation in which individuals engage in riskier behavior because they do not have to bear the full consequences of their actions. Specifically, some might worry that by providing comprehensive health insurance to low-income individuals, the government may inadvertently encourage unhealthy behaviors, as people might be less concerned about the health consequences of their actions when they have access to free or low-cost healthcare. The possibility of contributing to a “welfare state,” wherein individuals do not feel the need to take responsibility for their behaviors, including health behaviors, has always been a major point of contention in the debates surrounding government aid.</p><p>In this paper, we examined the relationship between Medicaid expansion and smoking participation rates, a key risky health behavior which remains the leading cause of preventable death and disease in the United States (Centers for Disease Control and Prevention, 2023). Using data from the Behavioral Risk Factor Surveillance System (BRFSS) dataset from 2013 to 2020, we analyzed whether there is indeed a link between Medicaid expansion and the propensity of individuals to engage in smoking, and in doing so, contribute to the ongoing debate over whether Medicaid expansion does suffer significantly from moral hazard. To maximize our chances of significant results, we focused our analysis on low-income individuals, who are most likely to have been affected by Medicaid expansion. This population is particularly vulnerable to the potential negative consequences of moral hazard, as they may have limited access to healthcare resources and face greater health risks.</p><p>After controlling for demographics data, state, and year with a differences-in-differences regression model, however, we ultimately found there to be no significant impact of Medicare expansion on smoking participation rates at the 0.05 significance level, and actually a slightly negative impact at the 0.1 significance level, indicating that Medicare expansion may have actually slightly decreased smoking participation rates among low-income individuals.</p><h2>Data</h2><p>The Behavioral Risk Factor Surveillance System (BRFSS) dataset is a collection of health-related panel data compiled through an ongoing, nationwide telephone survey from the Centers for Disease Control and Prevention (CDC). Established in 1984, the BRFSS annually surveys a random sample of the United States adult population, gathering information on health status, health behaviors, and healthcare access. Covering a wide range of topics, including smoking, alcohol consumption, physical activity, nutrition, mental health, and chronic health conditions, the BRFSS dataset is a rich resource for studying the behavioral and lifestyle factors that influence population health.</p><p>In this paper, we examine the effect of Medicare expansion on smoking participation rates. Though 25 of the 41 states for which Medicare expansion is now active implemented it on January 1st, 2014, many states implemented the expansion afterwards on various following dates. As the BRFSS dataset provides state in which each respondent lives in and the year in which they were surveyed, we created a binary variable&nbsp;<code class=\\\"ql-font-monospace\\\" style=\\\"background-color: rgba(0, 0, 0, 0.04);\\\">expansion</code>&nbsp;for our explanatory variable that took a value of 1 when Medicaid expansion was active in the state during the entire year of the survey or 0 otherwise.</p><p>For our response variable, smoking participation rates, we created a binary variable&nbsp;<code class=\\\"ql-font-monospace\\\" style=\\\"background-color: rgba(0, 0, 0, 0.04);\\\">current_smoker</code>&nbsp;that took a value of 1 if the respondent answered that they currently smoked “every day” or “some days” or 0 otherwise, or also setting the value as 0 if the respondent reported that they had never smoked at least 100 cigarettes in their entire life.</p><p>As our control variables, we prepared a variety of demographic-related variables, such as the respondent’s sex (male or female), race (White, Black, Hispanic, or other), education level (less than high school, high school graduate, some college education, or college graduate), annual income (below $10k, $10k-$15k, $15k-$20k, $20k-$25k, or $25k-$35k), and martial status (currently married or unmarried). We also controlled on the state where the respondent was and the year of the survey for our differences-in-differences regression model.</p><p>Within this dataset, we constrained our sample to data only between 2013 and 2020, an appropriate timeframe of interest as Medicare expansion was first implemented in 2014; we also removed observations from Guam, Puerto Rico, and the Virgin Islands to keep our analysis restricted to the 50 states and the District of Columbia. Finally, we constrained our sample further to respondents with annual incomes below $35,000 to restrict our analysis to low-income individuals.¹&nbsp;Removing observations for which there was missing data for any of our variables, we ended up with a sample of 1,064,558 observations, for which the summary statistics are shown below.</p><p><br></p><p><img 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\\\"></p><p>About 45.7% of the observations occurred in a state where Medicaid expansion was active during the entire year of the observation, while about 22.7% of the sample were current smokers. In terms of demographics, our sample appears to have significantly more female respondents than male, with 61.6% of the sample being female, but has a racial makeup roughly representative of the US population (United States Census Bureau, n.d.). Despite having been selected for low-income, the sample appears to be similarly educated compared the US population at large, with only 85.1% having graduated high school compared to the 2019 national average of 86% (U.S. Department of Education, 2021). About 29.0% of the sample is married, significantly less than the 2016 national average of 36.3% (Mayol-García et. al., 2021).</p><h2>Methodology</h2><p>In our paper, we use a differences-in-differences (DiD) model to regress for smoking participation rates on Medicare expansion. DiD is a widely used econometric technique for estimating causal effects in observational data, used to evaluate the impact of a treatment or policy intervention by comparing the changes in outcomes between a treatment group and a control group, both before and after the intervention. By accounting for differences in both time and group, the DiD approach helps to control for unobserved factors that may be confounding the treatment effect.</p><p>In our study, we use a differences-in-differences model to estimate the impact of Medicaid expansion on smoking participation rates. We regress our&nbsp;<code class=\\\"ql-font-monospace\\\" style=\\\"background-color: rgba(0, 0, 0, 0.04);\\\">current_smoker</code>&nbsp;variable on the&nbsp;<code class=\\\"ql-font-monospace\\\" style=\\\"background-color: rgba(0, 0, 0, 0.04);\\\">expansion</code>&nbsp;variable, controlling for a number of demographic variables, as well as dichotomous control variables for the state (the group control) and year (the time/period control). The inclusion of state and year fixed effects helps to control for unobserved, time-invariant state-level characteristics and common time trends that may be correlated with smoking participation rates.</p><p>For our study, the model can be represented by the following equation:</p><p><img src=\\\"data:image/jpeg;base64,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\\\" height=\\\"30\\\" width=\\\"351\\\"></p><p>Here,&nbsp;<em>Y_it</em>&nbsp;represents the smoking participation rate for individual&nbsp;<em>i</em>&nbsp;in year&nbsp;<em>t</em>. α&nbsp;is a constant intercept term, while the variable&nbsp;<em>MedicaidExpansion_t </em>is a binary indicator for whether Medicaid expansion was implemented in the state where individual <em>i</em>&nbsp;resides at time&nbsp;<em>t</em>. The vector&nbsp;<em>X_it</em>&nbsp;includes the demographic control variables for individual&nbsp;<em>i</em>&nbsp;in year&nbsp;<em>t</em>. The terms&nbsp;<em>γ_s </em>and&nbsp;<em>δ_t</em>&nbsp;represent the state and year fixed effects, respectively. Finally,&nbsp;<em>ϵ_it </em>is the error term capturing unobserved factors that may influence smoking participation rates for individual&nbsp;<em>i</em>&nbsp;in year&nbsp;<em>t</em>. The coefficient of interest,&nbsp;<em>β_1</em>, captures the causal effect of Medicaid expansion on smoking participation rates. By estimating this model, we can assess whether there is a significant link between Medicaid expansion and smoking participation rates among low-income individuals, controlling for various demographic and state-level factors.</p><p>The DiD model relies on a number of key assumptions, such as the “parallel trends” assumption that in the absence of the treatment or policy intervention, the treatment and control groups would have followed the same trend over time, as well as a “no spillover effects” assumption, which assumes that the treatment or policy intervention does not affect the control group, and there are no indirect effects that could influence the observed outcomes. A possibility for error is introduced in this methodology if these assumptions do not hold; though it may be difficult to test for spillover effects, it may be worthwhile to try and confirm whether the states had parallel trends in the absence of Medicare expansion in another study.</p><h2>Results</h2><p>Upon conducting a DiD regression, controlling for demographics, state, and year, we fail to find a significant coefficient between smoking participation rates and Medicaid expansion at the 0.05 level. However, at the less stringent 0.1 significance level, we see a slight negative coefficient between them, with Medicaid expansion being accompanied with a 0.305 percentage point decrease in smoking rates, a 1.34% decrease considering the mean rate of 22.7%.</p><p>Results from the differences-in-differences regression of smoking participation rates&nbsp;<code class=\\\"ql-font-monospace\\\" style=\\\"background-color: rgba(0, 0, 0, 0.04);\\\">current_smoker</code>&nbsp;on medicare expansion&nbsp;<code class=\\\"ql-font-monospace\\\" style=\\\"background-color: rgba(0, 0, 0, 0.04);\\\">expansion</code>. We omit one category per variable group (omit White category for race, non-high school graduate for education, and annual income below $10k for income) in the regression to avoid perfect multicollinearity. Standard errors are shown in parentheses, and the codes *** means significance at the 0.01 level, **, at the 0.05 level, and *, at the 0.1 level.</p><p><img 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4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZaLE4L9zVdROC/c1XUQZBjYTnSm6Z3f5WPwX7mq6icF+5quogyN0zu/ym6Z3f5WPwX7mq6icF+5quogyN0zu/ym6Z3f5WPwX7mq6icF+5quogyN0zu/ym6Z3f5WPwX7mq6icF+5quogyN0zu/ym6Z3f5WPwX7mq6icF+5quogyN0zu/ym6Z3f5WPwX7mq6icF+5quogyN0zu/ym6Z3f5WPwX7mq6icF+5quogyN0zu/ym6Z3Vj8F+5quonBfuarqIMtFicF+5quonBfuarqIMtFicF+5quonBfuarqIMtFicF+5quonBfuarqIMtFicF+5quonBfuarqIMtFicF+5quonBfuarqIMtFicF+5quonBfuarqIMtFicF+5quonBfuarqIMtFicF+5quospjdLGtyTgYye0oPq1Nx2itVuZcn1lVoZbYmzVZEbnCJrs4zgHJwM4HPGDjmFtl4/O41XoJ2mukp1VNz4uqmd+u8LWj+ga1o/spM0iZa2YrMRm9eje2SNr2HLXAEH3hQra+loTTirmZEaiVsEQd2vkOcNH68j8ivPaulq7z6RoLU673SjtrbDFUPho6l0Ot+9c0HI5jl2kYJwATjkuZmgnvFFYqS5XO5zOt+1UtrZUCqeyV8bQ/S5zmkZeAANXb2+8rVK7URn/APVGIn9azw+KvcUXjMlVtBtFd7/JTU20ssVDWyUNIbbc4KaOLd4GXMe8GRxPM6wRggBZ1HDfr7tfZ7btHX3K2TCxcRWU1DV7oPnE2nVmMkDPb6p9w7OSkXpn4mfhZtXLzEfL1hF5daKKt2ntl2v1VtPc7VNDV1EVNuqjRT0kcLy0GSM4a/8ALl2v2HtC1Tq6/bUXi+SU8e0FVTUVSaOlks9ygpYmaWNJeWueC8uJ1etqbggBSJr7V5FPD2ZY1wr6W3xRyVszIWSSshYXf7nvcGtaP1JIXmMMW0d52i2Ytu0Fwr7TUPtE8twgo6gMMz2SsaCHMJDScg5bzAJAIyVp9ooKipZVWGvuVyqYrTtBb4qepNS5sro5ix2l7m41OZk4ceYyD2rVLxGf/wBUOOt1XssVfTS3GehZKOLgYySSMgghrs6XDPaPVIyPaMLKXEbTj8I2v2KngfITLLLbJS9xc6SN0ReNRPMkOjacn9feu3U3a1hQ3iIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAvjiGtLnEBoGST7F9XM+k2SWL0ebSPgLhIKCbBb2j1Dn+FnamkTK7MVmIfuzbbbO3m5CgttyZNUuDjGDG9jZg38xjc4BsmP+JK6Ned7ZRQ09g2GNA1oMN0oGU2nlhhGkgf+glb30hX+aw2Nr6OOZ1VVSinjlZTvmbBnOZXNYCSGgE4xzOB7Vvailcpp28s7M/lTOK9/DbUV6t1dcrhQUlUyWqt5YKpjQf8ouBIBPZnAPYeXtWttG2+zt3uTaC33NktS/VugY3sbNp/Nu3uAa/H/ElefbBVezUO0e1dsZLVcBU0cG9mq6eaAyYjkM0kr3NbpJyTqcRnPJbXaynqLVdtk6p4opNkaOtgipIKXLZY3uZu43ucch7AXHk3ScEH1sKb4ictePgmbTMa1v8Al395vNvssVPJdKplO2onZTRZBJfI84a0AAny7StgvBNsNo6C8Pbdroy4RVEFypo6Glkt9QBTwtqGF8hdo0mR4GeRzjS0c859xZWxzWwV0Gt0T4d8zWxzHEYyMtcAQf0IBUrTY/KdWiWqft+MavLGqL/a6aK5S1FbHFFbsCqkfkMiJAcAXdhOCOQyeY94UNndqbPtE6dlorN9LAAZInxPikaD2HQ8B2D7DjC83hZvfRxsVNVO1/il6pausceYkdLK6T1v01aR/YBdbeBu/S3s46EASS22rZOR2mMOjLc/pqP8laiL0nOPaKszNqx6+80dHf77bdn6RlTd6oU8T3iNg0ue+R57Gta0Fzj+gBUKHaiy1tjmvFPcYTbYNQmmflm6Le0PDgC0j3EA8wtJfAH+lbZds3NjKGtkiB7N5mIE/wBdJcuJ2sAG2d+psAW+a72U1LR+UucTnV/XTHn+ykXpn5os2rl4q9O2d2rsu0Uk0dprd7LC0OfFJE+J4aex2l4BLT7wMLHt+3GzlxurbdR3NklU9zmR5je1krm/mDJCAx5HuaStPtaIGeknZp0pYyKWgr46t5do/wAgNjPrHIwAfb7FqNsqV9pg2ZqqbgZNirdV0roqelJ3wyQ2OTeEuD2guBwMEj2lIvMZ+Zgm0Trc6m9ekDZuzXWe23CumZWQad5HHRzy6NQBGSxhHYQe1Zl32vslopqKavrHRisZvIGMgkkke3GS7dtaXAAEZJHL2rkY7Pfo5dqrzZdp6CJ0lbJO2GCFk8bt2xrd3M53NpAZghuNOScnsG1tFUzaO2Ut/sn4dS7VVdthJFUXS7mFx1YMYcDpLtWDyzj24wpF4r6dYWbT79HRwbQWqoobfWQVsUtJXyCKnmZkse85w3I5A8iOeOfLt5JW7Q2iir20dXcaaGpOcse8DTgA+sexpOoYBxnPLK85stOJ/RLtVbZ2ujulumq+JlDw5pq2nfCWMgDDdRa4DAx2c8ZPUUGz9u2n/wAP7VV7ZfxNtLBNEWkBrCW6nDGOerVg5z2DGDzWsZyt7SzNuvSW9/xFZ/xJ1AblSirHIsMg7dRbpz2asg+rnP6L7bdoLRc6qWnt9xpp54zgsY8Eu9Vrst7ww9vMZHPtWEzZG2N2sdtGGy/ijgWl+oadGkN0Yx2ctWe3JPPHJfdndkbZYLnXV9vbKKiuJdUF7gQ92pzs4xy/NjlgYA5csqRms5OgREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBcLadmhLY9otkLiypjtr5ZH09REMaoJnF+lriCNTXF7SPdpPtXdIlFq1EGz9LBtGL0ySc1QoW0GguGjdh5cDjGdWT78fotTU7B26Whnp46y4075Lo67sqIZGiSKd2c6ctI08yMEHtXWomute6a6U7OQuOwdHVV9XV0t1vNtfWgCsZRVDY21JAA1OBacOIGCW6StjbNlLba7tS19A2SE01ALdFA1w3bYg4O9oyXZHblb5Ei2A464+j62VtVWOFbdKehrpN9WW+nqNFPUPP5i4Y1DV7dLhn2qly2Eoqm41NZQXK7Wh9WxrKlluqBGybSMAkFpwcADLcHC61EpuM3md22NY7bjZ2ktjbjbbbQWqaOGqoXFu5frZhpeQWkkauTs55n9V0D9hLWdnpLU2eva6SpbWvrt8DUuna4OEpeQRq9UezGB2LrETdrjU364UcjPbKmv20s4m4iShsdO6XiJm4NRUSN0DmAAS1uskgYy8LrkRAREQEREBERAREQEREBERAREQEREBERAREQFOohjqaeWCdjZIZWlj2OGQ5pGCCqIkxW0mDkbNsFb7ZX0VQa661kVBngaWrqN5DS5BGWDAJIBIBcXYHYt/arb+HPrXcbW1XFVDqjFTLrEOQBoj5eqwY5D9Ss9EqNQzZ+iFyvFZKHzG6xRw1EUmDGWMa5oAGM8w45yStNbNgLdRVVC+WvutdS0D9dFRVdQJIKZw5NLRpBJaOTdRdj2LsESLXJu1u0Fmp75RRUtW+VkcdRFUgxEA6o3h7RzB5ZaM/oti5oc0tcMgjBBX1Epahm4fZ3Ztk2ylbsneqefhaKcx08zS5muLVvIXseP9zeQ5dhZ7itpYtkaa01dRWyXC53G4zQin4utmD5I4xz0s0tAaM8+zJPM5XSIg5is2Npau0WykmuN2NXbTqprlxGatrjyJLyMOyDggggj2JT7EWmOw19qqDVVja+TfVVTUTF08sgxpeXjGC3S3GAAMDkunROOZwyc1Y9jqO21s9ZVVlwu1ZLBw2+uMolLYfaxoDQACeZ5ZPtKwqH0eWykmpA6tutTbqOQS0ttqKgPp4HDm3AxqIb7A5xAXZImZk4+5ej+3VtbXyx192o6W4O11tFS1OiCpd2OLhguBcOR0lufasq77G0FbU0lVRVNdZ6ulg4Vk9ukbG4wjsjIc1zS0do5cvYumRMhxN92eFs2Im2e2egndLc5DTyVD8yOBl/1Z5Xn26dRye04A9gXYUVNHR0cFNA3TDDG2Ng9zQMD+ArIlQREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBI08LiS6GMk8yS0Jw0HgRfQFRxw0n3BYpe4n8xQW4aDwIvoCcNB4EX0BR1u7x+aa3d4/NBbhoPAi+gJw0HgRfQFHW7vH5prd3j80FuGg8CL6AnDQeBF9AUdbu8fmmt3ePzQW4aDwIvoCcNB4EX0BYMlwp462Kjkq4m1crS+OB0gD3tHaQ3OSB71ka3d4/NBbhoPAi+gJw0HgRfQFHW7vH5r9RyO1gEkg8uaCnDQeBF9AThoPAi+gKqIJcNB4EX0BOGg8CL6Aqoglw0HgRfQE4aDwIvoCqiCXDQeBF9AThoPAi+gKqIJcNB4EX0BOGg8CL6Aqoglw0HgRfQE4aDwIvoCqiCXDQeBF9AThoPAi+gKqIJcNB4EX0BOGg8CL6Aqoglw0HgRfQE4aDwIvoCqiCXDQeBF9AThoPAi+gKqIJcNB4EX0BOGg8CL6Aqoglw0HgRfQE4aDwIvoC1G1l/8AwKmpRBRvrrhWzimpKVjwzePIJ5uPJrQASTzxhR2Y2jnudwr7ZdbcbZdqIMkfAJhMx8b86XseAMj1SDkAghIuTZveGg8CL6AnDQeBF9AWh2l2jqLdcqK1Wi2m53aqY+ZsJnELI4mkBz3vIOBlwAAByVrRt7G2wS1UtsqGXeOtFtNrD2l5qnY0sD/ylpBDtXZpycexIvhrd3sYOw4aDwIvoCcNB4EX0Bctb9sXx1FypdprabRWUNKa8tZOKiOWAZy5jgASQRgtIB7O3Kx7VtrXS19pZeNn5bbRXcltFPxTZXF2kva2VgALCWgnkXY7DhIuTZ2PDQeBF9AThoPAi+gLh63b+phZX3GmsMtTs5QTugqLg2paH+odMj2RYy5jSDk6geRwOSzr/tVcqe/09p2dskV4mfR8bI99aKdrGF2lvax2c8/kmNNZmGuTquGg8CL6AnDQeBF9AWNZKiuqrbFNdqFlBWOzrp2TiYM5nHrgDORg9ntWruG1VLQ1t3ZKwmjtFKKisqA78jiNTYw3HNxaCTzGMt7c8k2xIvg3vDQeBF9AThoPAi+gLkbVthXvultpr9YJLVBdMiim4ps2p4aXBkjQBocWgkDLh7M5W92pvkWz1ofWywyVDy9kMNPFjXNK9waxgzy5k9vsGSk2Iu2PDQeBF9AThoPAi+gLlrbthMyvqqHai1izVUNI6uaW1IqIpIW/nIeAObSRkY9uRlYtt24rJZ7VLdNn5bfaLtII6OrdUtkdqcMxiWMD1NQ7MF2DgHCRcdnw0HgRfQE4aDwIvoC5a97d263bU27Z+Br6y4VNQyGYR5DaUOaSC92MaiByb2kZPJfvaW+7R2uqqHUGzdJWW2Fm8NXNdW0/IDLiWlhwBz559ilbV3LS9HTcNB4EX0BOGg8CL6AuIoNu62q2ds9WdnpG3e7vcKK3NqQdUbRneukLRpZpwfyk8xyOVtKTaO6utl2krtnaimuFvGs04l1x1DMZzFLpAccA8sAg4BxnKs2rXckXpR0fDQeBF9AThoPAi+gLlNqNvbfYrTa7nuZqqhuBj3U8eNOl2CfechpLsYx6pBIXV0kxqKWGZ0MkDpGBxilxqZkdhwSMj9CUolThoPAi+gJw0HgRfQFVEVLhoPAi+gJw0HgRfQFVEEuGg8CL6AnDQeBF9AVUQS4aDwIvoCcNB4EX0BVRBLhoPAi+gJw0HgRfQFVEEuGg8CL6AnDQeBF9AVUQS4aDwIvoCcNB4EX0BVRBLhoPAi+gJw0HgRfQFVEEuGg8CL6AnDQeBF9AVUQS4aDwIvoCcNB4EX0BVRBLhoPAi+gJw0HgRfQFVEEuGg8CL6AnDQeBF9AVUQS4aDwIvoCqAGgBoAA5ABEQfH/kd/RcjtvfpbDb6R1NFrqKyqZSxu3MkwjJDnFxjj9d+A0+q3tOOYGSOucMtI94WnvFqpLtScLcYd7EHtkbhxY5j2nLXNc0hzXA9hBBUlYcva75frhbrwyKKBlXRhj6errLdUUcFQCCS0xyEOaRgguDnAZBx7Fr37c3Gq2Xvm0NBS0sNDQ043MFRl0z5tLXOL9LsNZhwAGMu/MDpIz1LtmLbJbZ7fPx9RSTuBkZUXCol1Y9mXPJ0n2tzg+0FYG2OyUN3tF5bbmMgudfR8JvHSvZG4A+rra3IJHMB2kkDl2Kzv1rUmzSsV1r6fimvd1ob5DRX99sMVVRS1kb6dr4205jLdTXvc46m4ePXw3sPqjK19g2vrqzaO30Uzoqmkr4JZY3ttlTR7vSGuGHy8pQQe1ob7DjnhdHb9mrZRsnxDLPJPFuJZKuokqXmP2sDpHOIb/xBAU7XsjZrZV09TSwVBnpmGKF89XNOYmEYLW63nDcewcknXX6ZitNZfbmtn9q79V0GzFzuDbWKS8VHDGngikD4yWPIfvC8jtZ+XT7fzHtWwp9oriNqHUV0lgtlO6rdT08M1umdxDcZYWVWsRanDmG4yObcEjK3tNs7a6ahttHDS6ae2yCWlZvHnduAcM5JyeT3due1fgbNW03FlbKK2eZku+Y2eunliY/nhwjc8sBGeWBy9mFbV1l9rOWsfrWOtrJamD0h2uKpjtk8NTT1DoJRSFtTAGbvLd6XnIcX8wGt7AsSu2gvc0V/r7X+HR0NnlfE6Cphe+SpMbQ55D2vAjBzgeq7sye3A29Zslaqy6NuM5uJrGlxY9lzqWBmrGoNa2QBoOBkAAHC/VfslZq+tmqammlL5y0zxsqZY4py3s3kTXBknIAesDkAA8lndGt62q0Em017uNxucVn/DqampLfBXtfVwSSPdvGvdoLWvbj8v5s8vcc8uv2drzdbNbLg6MRuqoI5ywHOnU0HGf7r8iz0IrK2qEH+fWxMgndrd67G6g0YzgY1O7Mdqy7ZRw0NLTUlJHu6anY2ONuSdLWjAGTzPIe1atfXH6Z4a4fbYoiKKIiICIiAiIgIiICIiAiIgIiICIiAiIgLCvVTWUlqqZ7ZQfiFaxuYqXfNi3pz2a3ch/dZqJJDyu5Xi7Pvmyd32tsTNn6eluEtOS+ujqGjewODXlzQA0avV5+9ba311JV+lO9XOCrhNvt9oipqmo1jdMk3j5CC7OPVbzPuyu5q6WCtppKesgiqKeQaXxSsD2uHuIPIrGpbRbaS3Pt9Lb6OCgeHNdTRwNbE4O5EFoGDn28k311hQxtrGrkKuvo6T0qWyvqKmnbRXGzPhpakyDRI9srX4a7sOWuBHPnhcdVVML7/VbTNlY6xs2opwanI3Ya2n3LpNXZpD3AauzkvYKuz2ystzKCst1HUUMYaGU0sDXxtA5DDSMDHsVmUFIyg4FlLA2i0bvhxGBHp7unsx+iRalN3/b8vom+O/xRwNyu9M70lS3KhL6+ns9jmdVCjxI7L5GubGOeNRDHEDPuWtv1VbKjafZPaPZ66Pr7hX1jImUb5hOwU724lcyM53Ra0ZLm49oOcr0y12u32mnMFqoaWigLtRjpoWxNJ9+GgDKnQ2O02+smq6C10NLVTZ3s0NOxj35OTqcBk/3SLUy8zM+9aE3rn4o8to7tQ230O7Q2qrqIY7lTmuon0uobx00kkmgBvadWtpHLnlZkVl2TqL6637WtkNzprPSxvZXTBlO+NrXZfGMjJa7VknmPZjmV6PNZbVPc47lNbKGS4x40VT4GGVuPc/GR80utmtd3EYu1toq4RHMYqYGy6D7xqBwpGGt0T5+M1m8+/WYn4c16I5559kiXzTT0TKueOgmmcXPkpQ8iMknmeXIH3ALlaummrvR56SBHGZaw3Src9mObmxlhaPoaML11jGxsaxjQ1jRgNAwAPctJb7NLb9qLnXUz4+AuLGSTREkObUNAbqaMYIcwAHn2sHbk4s3nlTt490i3vXv5crtPd6DaGv2Gp7NWQ1M0lxjrw2F4cWwxxvLnOx2DmBz9pwsr0k19JJa7XcIamCektV8pnVr45A4QBr9LteOwtLgSD2LrbfZbVbaiaot1soqSefnLJBAyN0nt9YgZP91WG3UUEVTHBR00cdS90k7WRNAlc78znAD1ifaT2p6ca87eEiN08Kcr+Xl/pFLNptoX0timjrJaawV5l3Dw8Ayta2NpI5ZdgkD9Mq18vNvvuymxVHaaqCarq66hfHDE8OexsZD5CQOY0hpB9x5L0e1Wm22iF8Vpt9JQxPOpzKaFsTSfeQ0DmvzSWW1UVfNXUdsoaetmzvaiKBjJJM8zqcBk/wB02bU5T7TM/Kzfr1iI+HM7fwxRV+yb4o2MdLfoXPLWgF53MgyfecAD+y+ekzVcXWLZpjiGXisDanBxmniaZJG/3w1v9yuwqKWnqXQmpgimMMgliMjA7dvAIDm57DgnmPevktHTTVUFTLTwvqYA4QyuYC+PUMO0ntGQBnHakYUzr28E41yp38vOPSTbqGTbnY516kMFjeyppJBvDHE57mtcyN5BHqu09nYdOFm+jqOlpNqtqLdYZA7Z2nMG6jY8vihqHBxlZGewD8hLRyBPsXdV1HS3ClfTV9NDVU0nJ8U0Yex39QeRWBWWx1Js9UUGzUNHb5DG5kAbGI4oi7/dpaPZknGOZHs7VMI9+vHXApEz7a1m5r0UUlPVbCUrKqmhmhjnq4oN4wO/yjNI3Az7C3l+oXdNaGtDWgBoGAB2ALCsVrp7JZqK2UQIp6WJsTM9pAHaf1Paf6rOWpMbiIigIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgkaiFpIdNGCORBcE4mDx4vrCqvhc0drh80E+Jg8eL6wnEwePF9YVNbe8PmmtveHzQT4mDx4vrCcTB48X1hU1t7w+aa294fNBPiYPHi+sJxMHjxfWFTW3vD5prb3h80E+Jg8eL6wnEwePF9YVQQew5RBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wqghwBaQQeYIREHx5wxxHuWuqp4qWmlqKh4jhiYZHvPY1oGSfkti/8jv6LkfSBQw12yF13z6lu6pZpG7mokhyRG782hw1D/icj9Fnbn8dmZa2YrtRDMsF5kvEInFqr6KmexskUtVugJWnmCGte5w5YOHBp5rbLzy4U9RYfRkaqxyVxqZKemMj5ayaYxxnSJHM1l+7w0uOWtOMZwcBc1XXOtjsl2mtF/ouGApQGUN+kuU0UhqWDXrkaC1paSC0kg47OZz0mP2/GPRjZmuzG1O97Qi8kslXVWzaLW64Xeqp2T3OHcPqXzndwhrmNa15OpwJOCcnnjOMBfdi77JW7YWbg6xslNWUsz6mOO9S3AatLXNEjXsDIXjn6rCPaMYCzF/aqzb3p7PQbXfm115rbZJb6yjqaWNkp35iLZGOc4Nc0se72sPI4P6LcrgrTtFZan0nXJtPeLdK6agpoYgypY4vkEkxLG4PNwyMgc+YXNWm63Oru8PEXe30V8Fx0ywVV9lY8x7zG6FEY9HNmNJBych2olIvSOPmhtWrl4q9npj6xHswshY9P+c/0WQgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiLCvX4j+FVP4Jwn4lp/yOM1brVn/AHaeeO3sSbENTtlfKu1C20Vohgmu1zqOHphUEiNmGl7nvxzIa1p5DmchR2XvdzlvlwsW0UVG25UsTKmOajDmxTwvLgCGuJLSC0gjJ9i5W7ybTWyr2fv22jbUYLdWyCZ9pZM5sUMkJZvHh/Pk7GSPYVm2a70Ny21vm1lPM51goLU2kNYGOLJC175ZCzllwaMcxnmeWUi031bz3Jwtl38N5tNe7oy/0Nh2cjovxGeB9XLNWhzo4YWuDfytILnOccDmOwrSVm290p9lbm6SmoYto6Gvitro3Fzqd0kjmaZBzDtBa/VjORgr7dr3Q2rba07T1c+iwXG0mmZWljgyN+8bIzXy9UOaTjOOYXPyPoaqlvW0t0sk1y2frrzBM3WHt0QRRhgqTGBl7NQPqkcxzSI48/8AyiO3knLl7V7+HXbOX68y0FzuVxuOzd2oaWB7wLJrc7eNGdJJe4dgPLt7FrrJtjfnVGzVRdo7NLb9oHaIIqFzzNT5YXguJJEgAGHEBuCtLVzC77RXi6+jdjS2OyTQy1VNHpinqSQYmtOAHPaA7nzxkBYFoZsyK/Zk7CMnG0wqo21+BJvRCf8AxHFauX1c9WNKuzeY5d5jU7oTatE0z7ROo3ukm24vNbVSy2V+zraffPio7fW1OiruIY8sc6M6gGZLSG5Ds454XpLX/wCSHyNMfq6nNcR6v6HHJeCU8Ngs+wl/2WudA07VPmqGQwGmLpqqRznbiSI45gAt5g8sHsXr9wp64bBVNNK4yXL8NdG5wOS6XdYJ+pYmaf452uHjVfhuldv8c576o0U22ddJs/S11BS00lReK/hLRHKXNaY+eJZT24wxz8ADkWjt5rY7OXu7f4iqrBtJHQ8cynbWQVFEHtjmiLtJBa4ktc12PacghctUSMp9hvR5fII3vt9rNPLU7theY4XU7o3PwOeGlwJ5dmVnWy8UF62+rNpaCYy2O12h1PJWtY4xveZBI4N5etpawZxntwukxGztTHCZ9oi3Vis7URPGnvM+G92ovdyivlusWz0dGblVRSVL5qwOdFBCwtBJa0guJLgAMj2rTnbmvpbNcIa6hpnbSUtfFbGwRPcIJpZdJjeCeYYWuyQckaSFO73uht+2Fh2rmmI2er7W+mFYY3BkbnPZJGX8stDhkcwOfaubq2S3B132yoaeoltovlDVxgRO1zU8DBG+VrcZI9ZxHLmGrMcJ55ftEcreVnLlnavfw7CHaq6WO41VFtky3nTQSXCGpt7XtY9sWN4wteSdQyCDnBB9ix6LanaSl/BLjf6O1ss93mjhbHTF+/pHS84tbnHS/wBgOA3BPtWk2jkg9Il5m/wxLxdLSWashdVNaRGZ52tDIwSBk4BJx2csr7V7QUe1tq2XsNt3r7uyspJa6mMTmuo2wkOk3mR6uC3SM9pIxlXZvMVy9qzXpTum1hNM/ekU617NheNtb9ENpLjQRWZlqsM5hmp6p7xUz6QC4hwOlmc+rlrsrd1l22mudzNNs5RUlHTRU0c76u6QyubI94JEbA0t/KB6xycE4wvObmzZx3+I/wDGDag7acVKaPlJvy0OPDcLp/2/l7PbnUtnf9v3QC3bL3W8w2W4iihfeLg7m+NzmAujhABG8Oc6jyaDyycLMX2Y427X++GF6tTjPPvGs24rdvrjLszaKiiZa6K6VVfLQzmte51NDuRIZX6gWnT/AJfI/qt5ZLjtFVbN19cazZ26ThuqjdbN4YZC3OprnF55nsBB5e0HsXN1FdsZSW3ZSqgt0FbsxSSSxRXHL3R0UmMB0jMetqOfXd2Hn7crY+jzhqrazaa62GIRbO1LYGxvZGWRVE7Q7eSRjA5YLQXAYJHtV464a58E4TrGdcldpdvpaLZ+zXiy2819LcA2TkSXsYMOkywdmGB+XZ9UgZByv1etsrtbr9aLeyzQStq2MdLIyoLo4i/k0Ok0jQNeQDpOr9Ff0Phw2Fpnf/JkqamSH/8Admd5b/bC7RXfr2MuX24qPa65O2/dYDamcKPVFVvDo1AaiNWMF2gtO7x7/Wwu1RFIwob6iIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIBGQR71jGF+ezKoZXgkCCQj3gt5/ym9f8PL82+aCW6f3f5TdP7v8AKrvX/Dy/Nvmm9f8ADy/Nvmglun93+U3T+7/KrvX/AA8vzb5pvX/Dy/Nvmglun93+U3T+7/KrvX/Dy/Nvmm9f8PL82+aBDGWkl3aqqW9f8PL82+ab1/w8vzb5oKopb1/w8vzb5pvX/Dy/NvmgqilvX/Dy/Nvmm9f8PL82+aCqKW9f8PL82+ab1/w8vzb5oKopb1/w8vzb5pvX/Dy/NvmgqilvX/Dy/Nvmm9f8PL82+aCqKW9f8PL82+ab1/w8vzb5oKopb1/w8vzb5pvX/Dy/NvmgqilvX/Dy/Nvmm9f8PL82+aCqKW9f8PL82+ab1/w8vzb5oKopb1/w8vzb5pvX/Dy/NvmgqilvX/Dy/Nvmm9f8PL82+aCqKW9f8PL82+ab1/w8vzb5oKopb1/w8vzb5pvX/Dy/NvmgqilvX/Dy/Nvmm9f8PL82+aCqKW9f8PL82+ab1/w8vzb5oKopb1/w8vzb5pvX/Dy/Nvmg12zdmFipJ6SCbXRmd8tPEW43DXnUWZzzAcXEdmAQPZlbZS3r/h5fm3zTev8Ah5fm3zQVRS3r/h5fm3zTev8Ah5fm3zQVRS3r/h5fm3zTev8Ah5fm3zQVRS3r/h5fm3zTev8Ah5fm3zQVWFe6Oa42iro6eqNJJPGY9+1upzAeRIGRzxnB9h58+xZG9f8ADy/Nvmm9f8PL82+akxW0rE0vD8W6ip7bb6aio4xFTU8bYo2D/a1owAshS3r/AIeX5t803r/h5fm3zVma3lmIpaFUUt6/4eX5t803r/h5fm3zRVUUt6/4eX5t803r/h5fm3zQVRS3r/h5fm3zTev+Hl+bfNBVFLev+Hl+bfNN6/4eX5t80FUUt6/4eX5t803r/h5fm3zQVRS3r/h5fm3zTev+Hl+bfNBVFLev+Hl+bfNN6/4eX5t80FUUt6/4eX5t803r/h5fm3zQVRS3r/h5fm3zTev+Hl+bfNBVFLev+Hl+bfNN6/4eX5t80FUUt6/4eX5t803r/h5fm3zQVRS3r/h5fm3zTev+Hl+bfNBVFLev+Hl+bfNVByASCD7j7EBfgyMBxqX6f+R39Fzm0V5/Bja/8jfcbXRUf59OjXn1uw5xjs5f1TIdDvWd7+E3rO9/C19W6dlNI6jjilqAPUZLIY2uPuLg1xA/XBWt2UvEt7tTqmopmUs0dRNTvjZKZWh0cjmEhxa3IOnPYEHRb1ne/hN6zvfwsVEGVvWd7+F+wQ4ZByFzuy93/HbHT3Hcbjel43evVjS9ze3A7uexbym/3ILIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICLkNvamsmrtn7FQ1c9F+K1L2z1FO7TI2GONz3Bjv8AaSQBkcxzWPss+ps229y2bluFZX0Zoo7hSurJTLLFl7mPYXnm4ZAIzkjJSLzTXEm19Y0dui4naXir3txRbOsr62hoI6F9fUOopjDLKd4GMZrHrBv5icYzyWrtbb9X0l72aprzK2S23KOF9xld/wBRwb2NkwHAEGXBLdRH69qReNcadybayq9KRebeji6cRtPfaG13K419npoYnMZdJHGoZMc6tO8xJuyNPNwxnOParbI1e0knpEr4dpZ4YxJa46iKgpnl0VMDK5uCT+Z+G83Y9uByCsRWYjj9+CbROX15ehovLNr7fdLPs7dNoLrtJcIb2JXOoYKOpdw2rURDCISAJC4aQcgkknnyyvR2VboLOKu4tET44N7OB2MIbl3y5rNbVlaXpDMReXPuN3rdmtnhx1TS1m1VeHvkjf61LTuY6QMizyad2xoyB2lx7Stxs9xNh28n2edca6vt9Tb+Pg42YzSQvbJoe0PPMtOppwScEFapek6pFZSZtWNXo7lFxW1JqrxtpbNnYq6soaHg5a+qfRymKWXD2sYwPHrNGSScYzgLmZ71d7dBdNlornUy1cd3pbdT3CUh08cFQ0PyXEes9oDwHHn2FSL4avTuTbWVez1tFwdsjqdmNu6Kztudxr7dc6OWVrK+czvimiLclr3c9Lmu5jsyOWFj7LVm0snpJni2kmhhjltXEQ2+meXR043waNTux78Dm7GPYOSReYzr0r4JtEzwp1p5eiIvIvSHJX2KCvuly2hucF4mnd+EwUUj20cTAQGCYECPnnLjIffjsW59IFtgprRUX+tvG0MdSY42MpLbc5IYpZjhrWMaOXrOI5/rlStq6/q0vR6Ii84mpLrsX6P6C4Vl0rq+utkjaquM1Q6USxuOJY+Z5hrTlufa0e8rY3Oi2pn24o6u31727PaQJGgx6sOwTpaeRA3bRlwLhvXaf01S9Ga2q7ZFw9ut21o2zr5qy4yixyMcyDTuy8FoOklpBaATI7BaMndt1frbYGi2ppqm4P2oqjJHI7eU8Yc1wAceYd2kOGByadHrcv0kXWbOyREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQfH/kd/RcB6UaM1lstAfTVdRTR3OF9S2ljke8RYcHHEYLsYODj3r0AjIIKxzA7PIjCcDi4PZOKC01V+uFFbqmg2elMLqeljoZGPMgBbI9tOG62g+oPygnSTjHM4Gz9wqIditoGUtqucteyWtqY6aakqKYytfK9zdLi1pJIIOGnV/Qr0vcO94TcO94Sb+1Fiae9Xkeylvrodpa6W00UdHBNapI2yU1mltkLqgOaWamSOOpw1HDiByJAzg433o+pbRSx0rPwSqpdoWwkVdVVW6QSPk/+YXVJaWv1Oych5yOxd9uHe8JuHe8KxOvfz2Zpr28PINi7RW2yqtM20VvrLhRSve2ja+mc78Lm3rzl0YHY7kRMRlvYSGnK9hpv939l+dw73hViZoH6lTdRd9X7REQEREBERAREQEREBERAREQEREBERAREQEREBERAWFerf8AitqqaLi6uj3zdPEUcm7mj59rXYOCs1EmK2Imjzms2JuFljtlfZbldr9X26sNSIrtXa3SRujMb42PIAbyIIzyyFnWekvcl6vW1NfaGwVpom0lBbTUsL3NYXP9eQZa0vcQO0gAc13CJrpQ11r3cPdqW+QX607T2+0cTUuoTR11tFUxr2BzmvBY92GOLXBwPMZB5LDobRtXR0NwvVLHTRXuuuLa2e3GRrmvp2sDBT70jAfgZ1Dlnl2L0REww1evc9dWp2cVY7fd7ntv/iO7W0WiKChNDDTOmZLLLqeHlzywloaMYAyTzJ5LYRWyrb6R6m6GH/oH2qOmbLqHOQTPcW4znsIOcYXSomFKbq9a+Sb1zp0p4eSUw2ul2mmvV82KqrhUQyObboxcqZsNJH7C1pfzkPteefsGAvSbvSy3TZutpXM3M9XSPiLCQdDnMIxkcjglbJFJiuz+KxNNr8nmlJSV159H+yNws8Ucl1szopOFkfuxI+NjoZYi7/afzAE8shbO1Ul8q9o7htPcbQKSaG3miobc6pY+SQ6tbi57ctbqIa0czjGSuuobfS0L6p1JFujUymeUBxwXkAFwGcDOBnGMnJ7SVlLUzWZnfN+cxSWYiIimqRNYcPdqW+tvFk2oorQJq1tE6lr7WKpge1ry1/qPOGOLHNI7RkHktTLsne6+33K8zQU9NtDUXOnucFGZssY2ANayJ7wMElodkjlly9ORTDD+Xr3X1/tqdnFWejvN52xp77e7WLTT0FI+npqZ9QyaR8khaXvJYS0NAaABnJyTyWwFsq//AKSDdNz/ANB+E8NvdQ/1N9q04zns55xhdKiRamVetfJjXOnSnh59eP8AGT6O9WR9qgusVaZY6W4unjiiihkyA2WP8xLAf9oOrl2HKyKvZisEuwlsa01VrtB3lVO5zRl8UOmIlpOTlxJ5Zxjmu5RIt06YE369cXI+ld5OwV1pI266ivYKGBg7XySuDAB88/0BXUUcHDUcEAOoRRtZn34GFOrt9LV1NJPUxbyWkeZISXHDHFpbqx2E4JAJ7MnCyki1da3k7ta3CIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgkXTZOmOMj2ZkI/wCyap/Di6h+1VPIKJnGeTf5QfdU/hxdQ/amqfw4uoftXzf/APH+U3//AB/lB91T+HF1D9qap/Di6h+1fN//AMf5Tf8A/H+UH3VP4cXUP2pqn8OLqH7V83//AB/lN/8A8f5QfdU/hxdQ/amqfw4uoftXzf8A/H+U3/8Ax/lB91T+HF1D9qap/Di6h+1fY5Q84xgqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftTVP4cXUP2qqIJap/Di6h+1NU/hxdQ/aqoglqn8OLqH7U1T+HF1D9qqiCWqfw4uoftVRnA1AA+3ByiIPj/yO/ouK2/vctiprNUR1Ip4ZbnDDUOLQ7MR1ahzB7cDs5+5dq/8AI7+i5bauz1F3Nm4Z8TeDuMNZJvCRljM5AwDz5/p/VN8esdzdPpPZei2ht9bR1lRTGqcKR2meI0czZmHSHAbosDzkEEYbz9iw9k7k2TZyWurbzx8UckxfVzUnB7trXHLXMIBGjBBJ92V9prbcKC7bQ3ClZSzvrnQup4pJnRj1GBp1uDHY9uMA/wBlg7MWq80NmudDdbfaJmTyVE7GNrHyMlMsjnbt4dCMN9bBPrZ7qnGnBeHq21HtJbqqkqapnHR01NEZ5JKigngboAJy0vYNXIf7cqdo2ss13q4ae31b5HzMdJC50EjGTNbjUY3uaGvxkZ0k4XLmx3O1bP7ROnc2ltv4VJFFQMuM1c0ODXeuHytaWANw3S3ke3lhZWydsudypNla25R0dLTW2ka+nbTzvmfM58OgF+WMDAGknA1ZJ7Rjnq19cfGt2ZtTn8eXQxbUWmS5xUAnmbPM8xxPkppWRSuAJLWSloY84B5NcewrHpdtLDVVMUNPWPeZZjTNk4aURCUEjdmTToa/I/KSCcjHaM8zQbH7QOulmqbpVRTPoaw1M1Q651M3EcnjLYHARxH1hybn3Agduxotk66DZi3W58tMZ6e7ce9wc7SY+JdLgernVpIHZjPt9qkbq8fF+/ss76ax+vdtJbnvNtqShjudRAGwSl9DJbnhlSRpOts7mgerqGQ0nt5rLuG0lsobgaGSSpmrGtD3xUlJNUujB7C/dtdoz7NWMrU3ah2hn2ut9zpqK0upaFk8TRJXyNfI2TR6xAgIaRo7MnOe0KrLbebVf7rWWmC21lLcpI5ntqah9PJE9rAwgFsbw9pDQR+XBz255IwjW/XYne6yD/UaspYsH+o1ZSAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiwr1aqO92qpttzh39FUN0Sx6nN1DOe1pBHZ7Ck5EOW9IcZud22YsMzni33GqkNWxjy3exxxOfuyR/tJxke3Cx9lqSDZz0iXPZ+1tdDap7dFcI6YOJZDJvHMfoB7A71Tgcshfmf0b0Fno6OTYeCC23Ciq+MiFRJLLHK4sLHMeS4uALTjI7MDks+0WS/RVt5vtxltjr/VUwpqSGIvNNA1mosDnEBzsudlxwP0SLTXWHnsTeKenfx4Ym0tBBtJ6RKKyXZm/tFNbX1zqVziGSymUMaXgfmDQDgH2lcZddVBQ3awSSVztmLXe4W1Qie9z4qGSHWYyQde7DyM45hpXfXayX59ytN+tklrF9gpDSVkExkbTzNcWuOlwBc3S5pIyDyPNYkGyV8hs9ZURXaGHaWqr23KWSIPbTOc0BogIB1GLSMc+ftx7EiKa/5RPO3hZmusqd/Lm7NdrXbdqayl2Ejlls89nnqRDTNe6F9TEW43IPa4hwDtPInHtBWBsbZLbsvJsxUX7YptDNOYoWXU1OuVtU5vLexD8mo5xzdjkDhdxS7L3e5V9zue0VbBS3CoonW+lFrkfikjJyXh7g1xeXYOcDGkLHj2b2ouzrRR7UVlrfbbbPHUukpd4Zq18f8Ap6w4AMGcOdguyR7Fdm0xy7z8T24M7V4nW6PnV3MekWwx2SiqblLBX1l9nqOIG0LWuay2s1+qCGuLgxrOWkNIPMnGV63V10VJaJrg54kghgdOXNPJzQ3Vkf2XE1+ze101vuNhjulBPZq10jeNqnSPq4YZCdUYbjS4gEhri4YGOXJddUWiJ2zMlmhJbAaQ0jCTkhujQP4WJrH+OacvbXq3aduK89ao83fBPW7MbKUtbI8SbU3AVNzdG8sMjHROl3WRzDdLWM5H8rcLd7P0FNsx6SpbJZ4zT2qtthreFa4mOOVkoYXNBPq6g4ZA7qjbLZV7Q7AbPikmipb/AGKVgbv2lzG1EAMT2PA56XDPMewghbW02S/fi1yv93ktn4w+j4Oip4DI6nhaCXZe4gOcXOxnAGAOS6TSNqaYX9qUjr5YvMRXG3vW+uTF2qoodovSBa7FdGma0Q0EtfJTFxDJpN41jNYH5g3Ljg+0rkqp8tudd9jaGoqIrab5RUcZErtUNNOwSPia7OQPVcBz5By7a62S/S1llvtDJaxtBS0zqarhk3jaadr9JeGuALm4c3LSQf1WAdhrhVWa4TV1dTN2kq6+K5tnijcYIZYtIjYAeZYGtwScE6iVmIpjzz/aJ7eFm+HLK3ny/NBa6PZH0jWy32GLhLddaGcy0rHExiWIsLZACeRIcQcdvLKhstQ3ai9KtQ6/3Pj62os+9cI2aIYBvwAyNvbgY7TzPaVu7HZL3UbTNvu1ElubPT0zqWlpqAvcxgcQXvc54BJOkDGMAe9bD8GqP8eG9a4uENt4PRk69e915xjGMfr/AGVi07PP5p8JN42qZfH24T0gV1TtDw1XSTPjsVuu9JCxzDyrZ+IY15/WNnMD3uyf9ozuPSXXVN3t95sdpmdDFS0Uk9zqWHmxuguZA095+Mn3Mz3gvm1Hos2er6CKO02S1U1SKqGV73R6cxtka6RuQD2tBGP1WdfvRtszXWutjprFbGVslO6KGV0WNDtGlhyBkAcvksTH6THr2jXR0iY/OJ9O866sC9OfQei2yX2lH/V2ekpqxmP9zAxolYf0cwuH9cH2LMr9l6+5ba0N/pbrJHbWsaDTCd4L2uALsOH5RlkPqjkcOzjPPA2jskVi9FcezVup4I624sjt7WQDDXzSACR/9MB7ifcF6HTQtp6aKFmdEbAwZ9wGF12prtztRx/vw5bMU2Y2Z4fz5cXbtj7jT7Z191qLrPJb6ljo20zamRr2AA6CX9rvzy8icNy3GccrbA7L3PZ+puEt1ubq3inb1jRI7TG5x9YEHk48m+ufWPPs9vZIsRbD0am+IiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKZhaT7QvhieSSJ5APcA3l/Cbp/xEvyb5IG4b7ym4b7ym6f8AES/Jvkm6f8RL8m+SBuG+8puG+8pun/ES/Jvkm6f8RL8m+SBuG+8puG+8pun/ABEvyb5Jun/ES/JvkgbhvvKbhvvKbp/xEvyb5Jun/ES/Jvkg/bI2s7O39V+lLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJBVFLdP+Il+TfJN0/wCIl+TfJAhp4IZJnwwxxvmdrlcxoBe7AGXH2nAAyfYAqqW6f8RL8m+Sbp/xEvyb5IKopbp/xEvyb5Jun/ES/Jvkgqilun/ES/Jvkm6f8RL8m+SCqKW6f8RL8m+Sbp/xEvyb5IElPDLNFNJDG+aHO7e5oLmZGDg+zI5clVS3T/iJfk3yTdP+Il+TfJBVFLdP+Il+TfJN0/4iX5N8kFUUt0/4iX5N8k3T/iJfk3yQVRS3T/iJfk3yTdP+Il+TfJBVFLdP+Il+TfJN0/4iX5N8kFUUt0/4iX5N8k3T/iJfk3yQVRS3T/iJfk3yTdP+Il+TfJBVFLdP+Il+TfJN0/4iX5N8kFUUt0/4iX5N8k3T/iJfk3yQVRS3T/iJfk3yTdP+Il+TfJBVFLdP+Il+TfJN0/4iX5N8kFUUt0/4iX5N8k3T/iJfk3yQVRS3T/iJfk3yTdP+Il+TfJBVFLdP+Il+TfJN0/4iX5N8kFUUt0/4iX5N8lUDAAJJPvPtQCcAkrHM7s8gMK7/AMjv6LQ328QWenhfNHLNNPK2CCnhAMk0h7GtyQOwE5JAAByUG337vcE37vcFyNRtU+S3XZtNablHdKFgMlG/ciRjXNJZICZN25vI9jictIxnkueue0V1q/RFW181LcaCsba2TCtMkTd68tBLmbp5c338w3t/snHJYisxHHXy9P37vcE37vcFy9BtXTSTTQV9JW20xUhrRJWNY0SQtOHPGlxLccsh4a4ZHLtX6tm1ENbW0dPPbrjQcaxz6SSqYwNqABqOA17i06eeHhpxnlkEBTWvRmJtV02/d7gm/d7guMt23dBXijlit9zZQ1NSaMVkkTWxNm1FoYfW1HJGNTWluSASDkDrk3VXCaK793uCb93uC42s27oaaa6NFvucsNrm3VbPHE3dwDDTrJLhqGHZw0OcMEkDlnOv+0zLIyaee13Kagp2h09ZCyPdxA4ycOeHuABBJY13zBAZlL0dJv3e4Jv3e4LnrltHHS3NtuoqCuudduRO+GkEY3UZOGuc6R7GjJBwM5ODywEuG0IpauCjgtlfW3CSEVD6Wn3WuFmcZe572sHPIADiTg4yASg6Js5z6wGP0V1pbNc6a8WyCuonOMEwJAe0tc0gkFpB7CCCCPeFukwBERAREQEREBERAREQEREBERAREQEREBfHENaXOIDQMkn2L6uZ9JsksXo82kfAXCQUE2C3tHqHP8LO1NImV2YrMQ/dm222dvNyFBbbkyapcHGMGN7GzBv5jG5wDZMf8SVu7hW01toZqyvnjp6WFpfJLI7DWge0lcHtlFDT2DYY0DWgw3SgZTaeWGEaSB/6CVsPSqA+z2eKX/w0t5omTj2Fm9Bwf0yGrcxekcadr9WYmsVyr38Nzs7tXZdopJo7RWb2aEBz4pInxPDT2O0vAJafeBhZjLxQPvcloZVRuuUcPEPgbklsZOAT7BzPZ2rmNoBo9K2yboABJLR1scxHaYwIyM/pqx81rdmdnqDZz0pSU1uZJmWzGWaaZ5klmkNRze9x5klIvMZ16V8E2iZ9OtPLorpt3s3a7jLQ11zbHPC5rZiIpHxwl3YJJGtLGH/zEL5fNu9nrHXmjuVZOyoDWvxHRzytwRkHUxhH8rSbTOpKamuOyGydGye73XeyVIJL46YTZ1zzOJOO04b2nkAMLL2vlqdn9jLXYrPO/wDEqx0FppZz+ZuW4dJ/6WNc7+oCzeYtjbnqd/hq1dW1G50WzW0Ns2mtpr7LUGopBI6LWYnx+sO0YeAf4WXLcaWK4w0D5QKuWN0zYwCfUaQC4nsAyQOeO1fiyWyls1ppbdQR7umpoxGwe3l7T7ye0n3ledXKaapo/Slc2udxNPC6ggI7Y446fXy92XSOKbcxFabomdczZiZpXfOujr7Ttvs7dro232+5xzVT9W7G7e1k2n827eQGvx/xJW7uFbTW2hmrK+eOnpYWl8ksjsNaB7SV59tXFBT7E7FGga0GGvtopdPuJa3l/Vpd/ZbX0qgPs9nil/8ADS3miZOPYWb0HB/TIatbUUn8c6dr9WYmsVyr38Nzs7tXZdopJo7RWb2aFoc+KSJ8Tw09jtLwCWn3gYWNQbcbOXC7ttlHc45Ktz3Rs/y3hkjm/mayQjQ8j3NJXMekt8tNtba56DLap1nubXuZ+bS2Njm/J+MfqsW+xQwehvZd9E1uuF1skpiO3WZI+Y/U5d8yps3py6zMfCzaPfpEeXo1zvFBa5aKKvqo4ZayYU9Ow5LpJD2AAf8A59g9qxNodqLPs8+nZdqvdTVGd1DHE+aR4HaQxgLsD2nGFyO3+z1BBtJYL7okluU96pIhJK8uEUYB9SMdjQSMnHaSV+7+251fpQYNl3UsFxo7ZirmrmmSExSPJYxrG4dq1MJ1agAPYVIvHOe1Vm08o70dTPtZYoNno75Jc4PwqTAZO3LtZJxpDQNRdnI0gZ5Hklt2sstyttbX0VYZIKIE1LTDI2SHAz60ZaHjlz7OfsXlNLvnWq1WWkjDdrIdop3ulkkBpxUNaZJZMaecZY/kwAO5jnkZPYbHMrKb0g7QU+0fDzXispIZ2y0gLYHUzS5gboOXNcHE5y52cjBGMK44cvaJ1h8JNsdXmNal19wv1qt8NPLWV8EbKjRujqyXhzmtBAHMty9vPsGRkhSqtp7HSmmE92o2ioGY3CUFpbpc4OJHINIY71jgcu1cPsvs3b9q9k6iy3gTSUtmutXSQBrtJ0sc4R8+31Q4Y/VoznC6y+bG2q91NtnrxM6W3AcOWlrdDg5p1Yxgn1cYPLBPLmmuUx3MvX38M+TaOzR3BlC+50oqnjkzeDGctGnPYHEvZhucnUMBbVc9U7I2up2qg2ikbL+JwgNY8OGkNDXDTjHYdWSe3IHMYXQpuN4iIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg+P/I7+i5vaSzvu0dFJTVXCVtFUCpp5XR7xgcAWkOZkamlrnDkQeeQV0q/BjYTnSg5a17PyR1NzrLtVsq6+4RNgkfDDuY2RNDg1rWlziPzOJJcck+wABax2yVxn2Mqtm6y70slI6kFJTyx0LmSRtAwC/wDzSHnAHYGrvN0zu/ym6Z3f5QrvcrddmYbncnz1M7txJbZbbJE1uCWyFpLg7PI4bjGPatbsrsWyxVtPNutnn7hhY2anszaepPLGTKJCMkduGjOT2LvN0zu/ym6Z3f5SLYax8lN2tWc3sxaRs3s9HQundUtgMshkbEQTqe5+A0ZJI1Y5ZzhR/wAXW74a+f8A4JW//wCpdVumd3+U3TO7/KDndn7P+F1F3nE5lFxrDWaTHo3eWMbp7ef5M55dvYuV2o9HH49WXeWWsoNNwxplqLaJ6mmwwNDYpXPw1uRnGnPrOwQTkembpnd/lN0zu/ynDJay5OtsNcy9vutluUFLUTU7KaojqqUzxyBhcWOAD2Oa4anD8xBB7MjKwNpNi2Xq6010kNpmrWUwppW3C2iqhcAdQcxheHMOS7/ceRwc4BXd7pnd/lN0zu/yiRZp7JQNttrp6NkdHGIxjTR0+4iyTk6Y8nSOfZkrdr8tja05A5r9JM1MBERAREQEREBERAREQEREBERAREQEREBTqIY6mnlgnY2SGVpY9jhkOaRggqiJMVtJg5GzbBW+2V9FUGuutZFQZ4Glq6jeQ0uQRlgwCSASAXF2B2LYVGy9HWWy60Fxqa6uprhOZ3NqJyTAeRDYiMFjWloIHsK3yJiOc2e2SprPcZLjLX3K6XB0QgbU3CYSOjjznQ3DWgAkAk4yT2lbH8Gp/wDEn43rl4rhOD0ZGjRr15xjOc/r/ZbJEqOBh9GsVNWV1TR7U7T0slbO6onENTE0Oefb/pf2HuC6SbZ2nqKyxVVTU1c01o1GJz3tO9c6PQXScuZwSeWOZW6RItFCbzUXKUNtkt+2l5Y+nfLa73E2oLgwuYyZjRG9jvdqZoIz24curRKDkLRsBbbbW0U3HXWrpqBxdQ0VVU64KU4wCwYBOASBqLsDsWxrNl6OvpLvS3GprqymuMgldHNOSKcgDAhxgsALQ7+vNb5ExHN2DZGktNfLXz11xutdJDw4qLhMJHMi7SxoDQACQCeWT7SsK3ej210NZSPFZdJ6Gil39Jbp6jVTU7/YWtxqOnngOcQPYuxRN9TJrb3Zqe8Gg4l8reCq46yPdkDL2ZwDkHlz/T+qwNoNlKa73KG5RVtwtlyjjMPFUEoY98ec6HBzXNcM8xkZB7F0KIOTfsFZzY4bdG6shkhqDVsro5yKoTnOqXeHtcckHIIxyxjCtbbDS7MRXO67y5Xa5SRZknqHb6eRrAS2Nga0ADJOA0DmV0yJ6Hq57YK0T2bZuGGu0/iFRJJV1enmN9K4vcP7Z0/2XQoiskCIigIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIJGBhJJMmTz5SOH/AHTh2d6Xqu81Rxw0n3Ba+prYqYxcTUxw72QRR63hut57GjPaT7kGZw7O9L1XeacOzvS9V3mo63d4/NNbu8fmgtw7O9L1XeacOzvS9V3mo63d4/NNbu8fmgtw7O9L1XeacOzvS9V3mo63d4/NNbu8fmgtw7O9L1XeacOzvS9V3msSqq4qSB01VUMghaQC+R4a0ZOBzP6kBZML3a8E5B96D9cOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5rXbS36k2foWVNY2eV0sjYYKenj1yzyHsYxvtPI+4clHZraWlv0lZAymrKGuo3NFRR1kYZLGHc2u5EgtODggkcki5Nm34dnel6rvNOHZ3peq7zWo2k2lprFNSUxpa2vr6su3NJRRh8rmtxqdzIaGjIySR2q+zd+o9obeauiE0eiR0M0E7NEsMjfzMe32Ef90i5Nmw4dnel6rvNOHZ3peq7zWo2a2otu0k90jtT3yNt1Rw0kpA0PfgE6DnmOeM8uzly5p/ii2nbAbNRvfJcuGNU8NALI2ggYcc/mOoEDHZ24yMuGf9G34dnel6rvNOHZ3peq7zWo2j2otuz9ZaaSufIam51LaanijALiSQNRyRhoyMn9R2reJmJcOzvS9V3mnDs70vVd5rQ1e2NspbXV3B7al9PDVGii3cet1VMDp0xNBy71st9nNp9gyq7N7T018qauk4Sut9wpQ10tJXRhkgY7Ol4wS1zTgjIJ7OaRfAmzc8OzvS9V3mnDs70vVd5rU7SbSUtifSQPpqytrqtzhBSUcYfLIGjLncyAGjIySQOaxINtrRJs5VXmQ1MEVLJuJ6aWEieObIAiLBn1yXNwBnORzQdDw7O9L1XeacOzvS9V3mtHs7tXTXm4TW+ShuNsuMUYn4WviEb3xk41t0ucCM8jzyD24X7t+1lpuO1FXYKCo4iupId9OY8OZH6wboLs/m59ns9qU3Fd7c8OzvS9V3mnDs70vVd5rk7j6QLfR1NcI7dd6yioHmOsrqWmD4IHD8wJ1BztP+7S12Fa+bb0ttr6Sjo7ZdbxNU03GMFtiZIBFkAOOp7eRJ5IOm4dnel6rvNOHZ3peq7zWnp9pYXUlrnraC4W8XCY07GVcbWuifz0h4DjjVjl29oHLIUq7bGz0W0cNjqJZhXytJa0QuPMFgAAxk515yAR6rskYKb6De8OzvS9V3mnDs70vVd5rn6bbay1F9qrRFLUGtp2a3sFO8n/fkaQNQxo9oAOpuCchW2a2ttO0c9XDa5ZJH0z3MkzGQBjHPPYM5/KcO5HlySL4E2xbrh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu804dnel6rvNVRBLh2d6Xqu81UDAAGcDlzOURB8f+R39F5/6UN/w+zvBiI1H41Tbvekhmr1sZxzwvQHDLSPeFqLlbKW4ml42HeGlnbUxesW6ZG5w7kefaeR5Jvic47m6fSezm6a93tlPtLTOp6W43W16TAKaN0LZ9cYeBpc9xBBz/u58uxZex95muZq46uvgnqYdBMAts1DLECDzcyV7nEH2EADke32bOSzUT33B4ZLHJX6eIkhnkje7SMNw5rgW8h/twsOOz/gsU89hpW1VfNpa91xuEziWDOBvXiRwAycNxjmUrxN1m2r6jhKGoqAwyGGN0mgHGrAJxlcDsftddL/d7SyG4WOtoqmkdVVbKKneX0bsN0xPfvSA4lx5loJ0H1fdvbjHtLdbbWUE9vs1JHUwSQ79tc+oLC5pAO7dTtDhnGQSOXyWs2c2avVFc7bLNLwVNStImYy81VeKn1dIbola1sYB9bIyeQAxkps431j9G1hbWH2+7MX3ai9W+gunC2w0UlU+CanjDhLuhI5hmD3PAbjAOjS7IBw7JwI1m2lXFeqQU0tNVW+a4NoSyO3VIDQXlmoVZ/ynEOwS0N97ckjJ7S022ktNCyjt8W5pmFzms1F2C5xceZJPaStSzYuxMqWTClmJjqOLjjdVzOiil169bIy/Q06s/lA7SOwkJFpiuH8JvE01j9OU2xuV0vWzV3qYZaKntVPXtpdw+Bz55N3UMa52vWAzLgcDS7kBz58vUIf9Vq5us2NsVbUzzVNE55mlE74+IlEW9GP8wRh2gP5D1gAe3nzK6WBpLwfYEjChOLJREQEREBERAREQEREBERAREQEREBERAREQEREBYV6uH4Vaqmt4SrrNy3Vw9HHvJpOfY1uRkrNRJIeXVO0Yv+1OxtZNZ7zaqeG4TwabpTbgukdTu0EDJyO0A+9bujO89MlydCQY4rLAyfHseZnloP66crp75Z7ffbe+hu1KyppXkOLHZGCOwgjmCPeCCsG37JWS32iuttJQhlJXBzarVK975g4YOqQkvPI4znl7EwmusKE3t6d6tRMRH6Y6Uzct7Y5GwE9hcJ2l4H64LVx9ZUXV932wp7JQV1XQVt2ZBVTUGjeRMbTsEoZqc0anHDc55cz2gL0e5bI2O5WygoKuhD6ega1tKWyvZJCAABpkaQ8cgAefP2rPstpoLHbo6C1U0dNSR50xs955kknmSfaTzSIiLevev0VmtdYUeWbK3mut9TttHYNlbkyeN8PC0sjYmtjLYImNjdiQ88etgZGkdoPJQsNVLa9vbDGdn79xUlFVGplqGQCSolkkhL5jiUjSMY94GkAHC9corZSUVZXVVNDonrZGy1DtROtwaGg4JwOQA5YSW2Ukt2guckOa6CJ8Ecmo+qx5aXDGcHJa32exIxicvihOExrGHi18rrkJaG6XvZm9su1ReaV2othMccTJCY6eI7zOTnOSBlxOcDGPYL5WzQ7K3CuhjkhnZRSTNjeBqY4MJAOMjIPuysm52ykubadtdDvRTzsqYvWLdMjDlruRGcH2HksqWNk0T4pWh0b2lrmnsIPaFnaiuxOzGrRCxP7xtTq8vLGwQ0Wz3or+EbVQF7s8jI+nfpJ/Uvd8yt+46/TMzckERWIifHs1TgsB+T1k2DZph2Sk2a2ho2VVBTPNPA55BE0AOYncjlrmghvsOW5HsK2Fr2Sslrt9dR0VDohrmltU58r5JJgRpw6Rzi48iQOfLPJdNqf2najjM+8UZiLRE5R7TVqK0iP0wWszchLZp2QE9heJYy4D9dOD/QLib2QdrLzVZBtse09rErh+Vr2xNa4n+jjHn9V6ZXbI2Ous9BbKmhDqSga1tKGyva+ENGBpkBDxyGM55+1Vptl7LTbPvscVtg/CpAQ+ncNQfk5JcTzJzzyTnPtWY/WlN3/b8vpZvXPxRorx/melvZ1kJBfHbat84HaIy6MNz+mofwVjWW00Fk9KDKG00kVJSssXKONuBniOZPvJ955ldLs7stZtnXTvtFHuZZgBJK+V8sjgOwa3kuwPYM4Wd+GUn4x+Kbn/AK/ccNvdR/09WrTjOO3nnGVYtMZV618k3ic6dKeHGX6pN2kr9ktj6eGDeFzbpXxxhsNJvObwMfnmcCeXszklY7NlLXW7W1lJTX+500tBbKaj4Oje6nfFGNRY8yjm/OTyHLI555Y2Unou2RfPPMbdUiSaR0shbcKlup7jknAk7SVsbpsRs9dGUgraAvdSwinikZPLHJusY0Oe1wc5v6OJWYwz+pWccvuHEVdwq7p6Fto5K+qdVTW2Sojpq7ADp9xJmOXlyzloGR7QvQYLNbq+por1VUbDcxHG9sxJ1R4a7kOfIeu7I7DnmtftPs9xlioNnbXSR09okmY2p3eGNip2HUWAdpLiA3kPaSV1Q5DA7Fr67Y8/hnL167uTWU9htlNdpbnBSMZcJdW8nDjqfq05BOeY9RuB7McsJZrDbLK6Y2ukZTGYN3mkn1yM4c7J5u5nLjzPtJWzRRRERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBI1ELSQ6aMEciC4JxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sJxMHjxfWFVEEuJg8eL6wnEwePF9YVUQS4mDx4vrCcTB48X1hVRBLiYPHi+sKoIcAWkEHmCERB8ccNJ9wWGSSclZj/wAjv6LnNqvxX8Fm/AccdqbgAtDyzUNejWC3Xpzp1ernGeSDbovPajaSqotmbhu6u4C5QVsFHO+7RwB1HvXMaHncgRuaGv1Dme3mfYsLa+93zZuasoqO8S1zuGgqGz1UEJfTudUxx6XCNrAWva52MjPqnB9yLzERv8V7GutHp6Lyin2lv9trqp9RcZLnFAblGynkgjYX8O0OYSWNB1EkjlgYxyzzO52Qr9pauttVRPHcai21cJfUy1fBCJmWamOg3Ly/BPLDtXIjnkHKL9/cm3Xo75EXH7KVFxv81XcZ7zNBHBXzU/4dTRw6GNieWhshcxz9TgNRw5vJwwB2lvobquwWrmvtBDe4LTK6oZWz53WqllEbyGlxAk06CQATjUuKuF7vDrDftoIbu6CS21ksEVtEUToniOQNbG/Ld5rk9mHD87cD377aQl21exri0tJqJyQfZ/070jCpNqx69G3uV9oLbcKSjrHVEctU9scThSyujLnEgNMgaWAnHYSCtouW2+/Js/8A/fNL/wD1Fa/aq8XU7XRWW2tuTIhRcWXW4Uu+kJeW4/6k6dLcDOkE5cOY9qMOcx0iSceXzR3KLziuvt9i/wAO0N3krrbVVENRLWuttG2qnG7c1sZLGtla1rtWSQDzwARzUpLvtLQWHZylrpbhJc7pUSiWVkdKyoYxoLmMY1+mJrnNAJDskesME4w11oPTASDkLMactB94XKbHS3l9JVMv0FRGY5yKaSp3O+liwCC8QuLAQS4csZABwF1bPyN/og+oiICIiAiIgIiICIiAiIgIiICIiAiLCvX4j+FVP4Jwn4lp/wAjjNW61Z/3aeeO3sSbENTtlfKu1C20Vohgmu1zqOHphUEiNmGl7nvxzIa1p5DmchR2XvdzlvlwsW0UVG25UsTKmOajDmxTwvLgCGuJLSC0gjJ9i5W7ybTWyr2fv22jbUYLdWyCZ9pZM5sUMkJZvHh/Pk7GSPYVm2a70Ny21vm1lPM51goLU2kNYGOLJC175ZCzllwaMcxnmeWUi031bz3Jwtl38N5tNe7oy/0Nh2cjovxGeB9XLNWhzo4YWuDfytILnOccDmOwrSVm290p9lbm6SmoYto6Gvitro3Fzqd0kjmaZBzDtBa/VjORgr7dr3Q2rba07T1c+iwXG0mmZWljgyN+8bIzXy9UOaTjOOYXPyPoaqlvW0t0sk1y2frrzBM3WHt0QRRhgqTGBl7NQPqkcxzSI48//KI7eScuXtXv4dNa9qLrT2S8Xq7XLZq622gp3yYsheXa2jOlzi9w7F9pto9pbbJZ6naentAt90nZTBtGZBLSvk/0w4uJEgJw0kBuCfaFomG2X7a253DZS3xXC0izTU9cIW7qCulJBjiDsYLgA7LhnAcAtJS09tvs2zNv2eud5uFXT1kNVJS10rnstMcR1Oa8aW+tkBg1knGcYCRjHLvNel8u8nCefaKa3vQNsdspbTfrRarZTsqZZ6yCKtkfnTTRyu0tHIj13YJA9gBJHYu0cQ1pc4gADJJ9i8Y2hsG1Fkt9qZNcrJUyVF9p53zmjlEss7n8nPO8wWjkMADkABjC9R2gjq5NkrlFlrq51DI3MQIBk3Z/KCSQM9nMqTNP8c7W+K9oaiK7cRx8y5qbbOuk2fpa6gpaaSovFfwlojlLmtMfPEsp7cYY5+AByLR281sdnL3dv8RVVg2kjoeOZTtrIKiiD2xzRF2kgtcSWua7HtOQQuWqJGU+w3o8vkEb32+1mnlqd2wvMcLqd0bn4HPDS4E8uzKzrZeKC9bfVm0tBMZbHa7Q6nkrWscY3vMgkcG8vW0tYM4z24W5iNnamOEz7RFurNZ2oieNPeZ8N7tRe7lFfLdYtno6M3KqikqXzVgc6KCFhaCS1pBcSXAAZHtWnO3NfS2a4Q11DTO2kpa+K2Ngie4QTSy6TG8E8wwtdkg5I0kKd3vdDb9sLDtXNMRs9X2t9MKwxuDI3OeySMv5ZaHDI5gc+1c3VsluDrvtlQ09RLbRfKGrjAidrmp4GCN8rW4yR6ziOXMNWY4Tzy/aI5W8rOXLO1e/h3Vjvd6p9pm2PaiO3OnqKZ1VS1NAHtY8MID2Oa8khw1Ag55j3LG2W23m2i2xnt8FumprSKHiqeoqWFklT/mButrSeTO3GRk9vJYlvulFtd6R7XcLFKau22qinE1UxpEZklLA2MEjm4BpJx2csrZD/wCMB/8AuL//ACFdnHZrn8+IScNqmXx5a3aLaraa3U13vMdBbqayW2V0YgrhIyorGt5OdG7Oluo8mAh2r9MraXC6bTV92fSbOUVHSU0NPHNJV3SGVzZXvBIjjDS38oHrHJwSBhcptze9nrxS3Ki2ioJqTaegfLHbYI9bqh7v/lS07mgZ1ENPLsIwexY+0G3zqb8O2Vut6hs1xbRQvvFxdzfG5zBqjhABG8PbqPJoPLJwsxeNcNTMbrRk1OOuMfzN1FFttUS7NUF6qqWGGCOtdQ3JrXF4iIeYt4x3taH6Scj8pPu51uu11yo9uqSxw2qOWlmABqd6Q1rnYLNTsYacMm9XBzhvMZWo2jmsD/QfdmbMyRS2llG+CBzMnU/OB28y4vPb7SV6LQNkZQ0zZzmZsbQ8/wDLAz/K1v8ATX3zZ3etddejjrdtfdavbOvsv4RE2GBjt3O6YtY9zAS4B+k6j60ORgacu5nCtsDtZXbS1NwZV2wUcVO7Mby8gyMcfULRj1mnDvXyM47F2SKRZZuIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPjhlpHvC1dytdLc6Z1LcqKCspiQTFPEJGEjsOCCFsDOwEgiTI5co3H/snEM7svSd5INXS2W30lukoKS20kFBIHB9NFA1sbg7k7LQMHPt96jS7OWiko5KSls1BBSyvD5IY6VjWPcCCCWgYJBAwf0C3XEM7svSd5JxDO7L0neSDXR2ukinbNHQwMma57xI2EBwc/85zjtOBk+32rBi2YtlDLLV2e0WuhuTmuDKptC3IcfadOkke8ahn3rf8AEM7svSd5JxDO7L0neSDmm0W1YcNd3sxbnmBaJQSP68Ss2bZ61T3NtyntFDJcWkObVPpmGUEdhDyM8v6rccQzuy9J3knEM7svSd5INPLYLXLdG3KW00T7i0gtqnUzDKCBgYfjPIfqoV+ydhuFW+qr7Ba6qpkxrmno43vdgYGXEZPILf8AEM7svSd5JxDO7L0neSDR3HZeyXOds9ysdtrJmtDBJUUjJHBo7Bkg8v0X7rdnbTXUlPS1tnoKilphphhmpWPZEMYw1pGG8hjktzxDO7L0neScQzuy9J3kg4jaDYaK4VVBJRRWuOlpIHwMoa22ippmhzgdTIw9gY7kRnnyKzbFsfRW/Z59orYKevpZJnTvhkpmiBrnO1aY4jkMYD2N5495PNdVxDO7L0neScQzuy9J3kg11rtFFaqc09qoKaigLtZjp4WxNLvfhoAzyC2rRhoHuCnxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kg12zdmFipJ6SCbXRmd8tPEW43DXnUWZzzAcXEdmAQPZlbZS4hndl6TvJOIZ3Zek7yQVRS4hndl6TvJOIZ3Zek7yQVRS4hndl6TvJOIZ3Zek7yQVRS4hndl6TvJOIZ3Zek7yQa6/2Zt6fb2VE2KOmqG1MsGnO+czmwE55AOw7GDnSFtlLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8k4hndl6TvJBVFLiGd2XpO8lUHIBGcHnzGEBfgyMBxqX6f8Akd/RYaDK3rO9/Cb1ne/hYqnUGVsEhp2MfMGksY95Y1zscgXAEgZ9uD/QoM7es738JvWd7+FzOzF5qbxS15qqOGlqqOqkpHRxzmVjnNAOQ4sacHPdXzZu9VdyrLtR3GigpKm3zMiduKkzsfqja8EEsYexwHYn9HT71ne/hN6zvfwsVEGVvWd7+E3rO9/CxUQZW9Z3v4Tes738LFRBlb1ne/hN6zvfwsVEGUJGE41L9rnrHdvxSe6x7jdcDWOpM69WvDGu1dgx+bGOfYugZ+Rv9EzH1ERAREQEREBERAREQEREBERAREQEREBFy23F0uFPNZrTZZmU1fdql0IqXxiTcRsYXveGnkXYAAzy5qGy9wulJtTcdnL3XNuMkVNHXUtWYmxPfG5zmua9rcNy1ze0AZBSL65k21ydgi5vbm73e12vGz9sNbXStfiSRwbDThrcl8h7T+jRzK/Fh2gbF6OrXfr5UZc63w1E8gaAXvcwHk0YGSTgAe0gBK4zwKYRxdOi4HY7aW71EW11TtG1kH4fKJIqYAf9PEYGyBjiBzcAeZOeeccsLQej3aGtu1XZvxDb2WasqYmzvtzrZFHHL6uXRsl0AOIzz0knkUiKzT06kzSK6s9dRafa+9DZ/Z2suO73ssbQ2GLON5K4hrG/3cQFzdVUbQ1l+otmqW88HUU9vbW19wZTRvfI9zixrGNcNDRkOJ5E4AHvKY21xM3eIuY2Cu9bcaO40l3fFLcrXWPoppo2aGzYAc2TT/ty1wyPflaqpqdoNoto75SWO8NtFJaSyBpFKyY1E7mB51l/YwBzRhuDzJyk/fI/jvEXmVu2rvG1jdnrfbKllpq6qlmqq+ojibKYt1IIiyMPy31n55nOAFtrBtDdaej2ioblE+73ayTNjbwsbY31bHsa6N2nsafWIPsGCU46wmncydui430bXi9XeK/f4jZDDV0txdA2CEhzYGbqNwZqx6xGo5PvzjlhYFv2suF29ItBT0ZYzZqanqRE7SC6qkiLAZAccmAuIbg88E9mEpeI436VOM64PQUXkG0m1t5prhtBJ/iKntldb593b7G+lY91e3A0nn/mP3hJA3ZGMLt57zWUO0lkjrhoorvCYhEQM09U1pfjI5kObqHP2sGO0pF4qTaaOoRcHZLltjPfLxDX09PBRRse6knfSvLZC31eTQ4OaC4asOJLgfVOFCyXjbSTZm7Vdxt7IrhA4vpqZ1O5z5WuOtrQWkDIa5rOzLS0l2VK2qtL0ehouf2FqL3U7PxP2mjZFcWkxvY2PSct9UknsdqILgWgDBGAugWpijMTUREUUREQEREBERAREQEREBERAREQEREBERAREQEREBERB8f+R39FxnpDpqmq2fbHTw1NRTcRE6tgpid5NTB3+YxoBBOR2tByRkc84PaEZBBWOYHZ5EYQed3ekoZdjq2PZOzz0cHEQuq6antz6KSeEPaZWta5jC8mPUOXb2dvJfrZ+GjotpKu4WK1VNtsMdCW1MTLdLTiafWC0sg0hznBuoEhnPUBk4wPQtw73hNw73hItfWFNZm6msauE2DuDBNtA2WkucJlr56yMz26oiD4iGAEFzACTg+r+b9F+dk7gJtqtpSylucIrpopKaSot1RCxwbTsaSXPYAPWaRg4z7Mrvdw73hNw73hN1Mqa9jfXOrxrZGz1bbjaXXAmivUNRrq52WCpE1QcnW2Ss1mN7Hduez8uAMADV2+G3XG401XeqCijjbeX1Ju8tJPM+Zu9c2OJ0u53Onm1uoSuaABgZ7Pedw73hc7DsNZYZGFtPMYmS75lM+snfTtfq1ZEJeYxgnIGnAPMYViaTE63eCbxOuPl51X2atqL3dhciaa4SV7n0te2wVNZPHFqBiMdTG/SxoGBpwMetkHJJ9iHYq7h3vC0Mux1DLK+R1TeA55LiG3msaOfuAlwB+gUi0RBN5mXnXpAY247YXakntdPc4vw6KnY6annqTRPfvCZGNhik0uILThxjcdIwcc1sqCwW2637ZkQ04r9nYrI9rXthLaaV28j0h7Pykn1naHdhGcZHLsJtiLVLK6U8eyV8bYpHxXOpjdK1uQN4WyAvIBIy7Jxyyt3RW6GhpIqWjiigpomhkcUbdLWgewAJs216+Sb69PDzjaa1MtVNZ7LDbxW2mMTvE1bbZroyE6gWR7iIjGA4hrz+Vrce0rW2qgrItltmoNoLZWzWmGrq21lFwj5cND5Nxqhbrc6McsNGoD1TkgAr1/cO94TcO94QlxPo2oxR098EVrktdLLcny09O+AQ4jMceCGjkAcH+nMHBBC71n5G/0UBA7PMjCyAMAAJwBERAREQEREBERAREQEREBERAREQFhXqmrKu1VMFsr/wAPrXtxFVblsu6Oe3Q7kf7rNRJipFnmdysm01mkst5ud0n2pmtta+R7KehjgkEEkRY7Qxp9cg4djtPNZtnnqazai97XS2m5wUUFubR0tPLAWVNToc6R5bEeYySA0HBK79Ez1hQ11q1lVM64bMzTR09RE+opHPbBKzTK0uZnS5vsdzwR71yNt2UqrvsNsbDLX1tpqbbTQSmNsLHHetjAGtkjSMtOcAjkefaAvQUTfPLpXybo59aPMNntn9oKW5bcOkrZbg+YhkMdxo4209a8wMAc7S1uWjGghpA7c81+ayortrItmrXBs5cbXUUNbBVVUk9NuYKQQ9rYndj8/lbpyMHnheookWplToTevPq430sNLdloqojMNHX0lVMP/s2TMLj/AEA5/wBlC+yVNg28bfhbq+vtlZb20cvAwGeSGRjy5hLG+sWkOcMgHBAz2rs6ymhraSelqo2y08zHRyMcMhzSMEH+ynaqJtuttNRsmmmZTxiNskxBe4AYGSAMnHtSLd/eKSTfWdYcZspJV2a2XS9XG0XHf3m6b9tHDEJJoY3aY2GRoPLAbqdz5Z/RSdWVmyG1G0cklmutxpLpJHV0r6CnMw3gjax0b8fk5tBBPLBPPkvQkT09OVvB6+vPUvJbFZrnsU7Zy61VuqqxvBVFNcIaGPfSQPlmEwIaObgCXNOnPvXU7A0tXNcdob/W0c9CbtUxuhp6humVsUcYY0vb/tJOo47RyXYorFtcZqY3cHarDU3Gl26oJ5Ky3MuFzfu6hjNLjGYYgXMJGCDhwyP1Wr/wneqHbrZkR324z0VLSzs3ooYGshYDFiL1YwAHAY58/V5Y5r1BFItTKnSKE3rz6zV47PRcDb9p7Rdtk6+63e4VM8kNXFSb2OpDyd0TN2R6BgYcRp05C3l9o6yOH0cWirn391irYZZ5ASdQhgdvXZ9xJAz+oXoy1/4TTm+/izzI+qbT8NGHEaYml2p2kY7XENyST+UdntbNqcumH2bV68+uP02CIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIJF02TpjjI9mZCP+yap/Di6h+1VUzM0H2lB81T+HF1D9qap/Di6h+1N+33FN+33FA1T+HF1D9qap/Di6h+1N+33FN+33FA1T+HF1D9qap/Di6h+1N+33FN+33FA1T+HF1D9qap/Di6h+1N+33FN+33FA1T+HF1D9qap/Di6h+1N+33FN+33FA1T+HF1D9qap/Di6h+1fWzNJxzH9VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qap/Di6h+1VRBLVP4cXUP2pqn8OLqH7VVEEtU/hxdQ/amqfw4uoftVUQS1T+HF1D9qqM4GoAH24OURB8f+R39Fp7xX09st01VVVdJSMaMCWqkEcYceTdRJHtwtw/8jv6LUXSpmpKQyU9DU10mcbmndGHf1/zHtbj+6m1hZYxYdluTjs7R114rbWZJGN3lRSS/wDTOc44boc48wSQB7yVk2y7226778LuFHW7k6ZOGnbJoPudpJweR7V5+yx3et9EsWz1RZZ4a2AU0bo55YHMmDZmOeWlr3DAaD+bGfcVt9otmq643S/ihaymhrLGyhgm1BrRKHy+qQPWAAc3njsPt7Fraxnn2r9JsxbXGn26a3X20XOplp7bdKCsqIhmSKnqGSOYM45gEkc+S/NDtBZq+aeKhu1vqZYGl0rIalj3RgciXAHkB+q0m6r7rsnW2SOy1NikdQOp4XvlhMLHFmkNYY3l2B7y0ch2Z5LVz2u53f8ABGCxSWkWqnlaXSSwuD9UBjEUWhxOkkgku0/lbyz2Z2rVprE2b0q62LaOxzTshivNtkme8RtjbVMLnPIyGgZ5kjnhVF7tRuptYudCbkO2kFQzfdmfyZz2c+zsXmVt2KutPBb82yNksNNZoyQ+PLTDMXzjIPs5E949mSsu1bL3WF0NtujL9LTxXHixNSvoOGc7e7xshLgJwefrdp7QCQtUitM/F9faVt7OuftNI3a2isxtk7Ials+mqlcGajEG50s5kt9bGo6ezIyMFYF520moPxergtsc1ntEjYqyqkqhE8u5F4iYWkP0hze1zcnkMqd+N2k24s1fT7PXGejt7KmJ8rJaYbzeBgaWB0oOPVOcgH9FqLnstcW1t/pmWt9xZcJHy0FTJUMFPRGVuJHPjLg7W06iHNa8kEAFvMLMVpHpPvXw1bfqHT3zas2+otjaa3T1NNWVEEJqnOEcbRKcN05BL3e3AGMdrgeSteL1cYNoaa0Wq30lVNLSvqnPqax0DWta9rcDTG/J9Ye5aXa6guDKGwWy0WWurobbVUs5nZLA1pZEebRrka7VgD2Y59qz9p6WmukFO6v2Kfd5nwnTvm0hNOT/ALHOdJkfqWav0yrOXGfaluqRnwj3rfo6imMzqeJ1SyOOctBeyN5e1rvaA4gEj9cD+gWxXN7JW+rtWzVuoblU8VWQRBkkuouBPuBPMgdgJ5kDmukVnGyRgIiKKIiICIiAiIgIiICIiAiIgIiICIiAiLCvVqo73aqm23OHf0VQ3RLHqc3UM57WkEdnsKTkQ5b0hxm53bZiwzOeLfcaqQ1bGPLd7HHE5+7JH+0nGR7cLH2WpINnPSJc9n7W10Nqnt0Vwjpg4lkMm8cx+gHsDvVOByyF+Z/RvQWejo5Nh4ILbcKKr4yIVEksscriwscx5Li4AtOMjswOSz7RZL9FW3m+3GW2Ov8AVUwpqSGIvNNA1mosDnEBzsudlxwP0SLTXWHnsTeKenfx4Ym0tBBtJ6RKKyXZm/tFNbX1zqVziGSymUMaXgfmDQDgH2laqyWR9xj2i2SZX1MFottziIYHOc59K6Nshpg/IcG5JGck45LoLtZL8+5Wm/WyS1i+wUhpKyCYyNp5muLXHS4Aubpc0kZB5HmsODZG+Q2qpqobvFDtLU14uMr4w8UzyGhogcM6jFpAGe3PP9EiKWnX7Vj1t4Jmt41bz5cdSXVuzD9tZLPQVNgip7WKimtNUCC6QZBqGNBLA3Ja0hrjkjmAq7P0dJabjszcqyxXG1irmYxl4FeJKiqkeOTathB9WQ8+04OB6q6x2x9x2grrhW7Xy0THz2+S2w01vc5zI45Dl7y94Bc4kDAwAMe1TptmNpq51kodoqy1PtdpnjqBLSh+/q3Rf6etrhpZ7zguyRywrs2mK5d5r0p23JtXiaZ9op1q5r0i2GOyUVTcpYK+svs9RxA2ha1zWW1mv1QQ1xcGNZy0hpB5k4yvW6uuipLRNcHPEkEMDpy5p5OaG6sj+y4mv2b2umt9xsMd0oJ7NWukbxtU6R9XDDITqjDcaXEAkNcXDAxy5Lrqi0RO2Zks0JLYDSGkYSckN0aB/CxNY/xzTl7a9W7TtxXnrVHm74J63ZjZSlrZHiTam4Cpubo3lhkY6J0u6yOYbpaxnI/lbhbvZ+gptmPSVLZLPGae1VtsNbwrXExxyslDC5oJ9XUHDIHdUbZbKvaHYDZ8Uk0VLf7FKwN37S5jaiAGJ7Hgc9LhnmPYQQtrabJfvxa5X+7yWz8YfR8HRU8BkdTwtBLsvcQHOLnYzgDAHJdJpG1NML+1KR18sXmIrjb3rfXJi7VUUO0XpAtdiujTNaIaCWvkpi4hk0m8axmsD8wblxwfaVyVU+W3Ou+xtDUVEVtN8oqOMiV2qGmnYJHxNdnIHquA58g5dtdbJfpayy32hktY2gpaZ1NVwybxtNO1+kvDXAFzcOblpIP6rAOw1wqrNcJq6upm7SVdfFc2zxRuMEMsWkRsAPMsDW4JOCdRKzEUx55/tE9vCzfDllbz5fmgtdHsj6RrZb7DFwluutDOZaVjiYxLEWFsgBPIkOIOO3llQ2WobtRelWodf7nx9bUWfeuEbNEMA34AZG3twMdp5ntK3djsl7qNpm33aiS3Nnp6Z1LS01AXuYwOIL3uc8AknSBjGAPetiLNUf48N71xcL+G8Hoydeve684xjGP1/srs2nZrn80+OyTeNqmXx993lt3sYqr1tTfb7sK+707K12Z5qjcyCnjY1uYoz/qDDXO5luc8srptorJarrQRX+a31m0drdRRMttrpmYELS0kyDLxlxGkZ/MMYGVm1th2wY27W23XWgltdwke5lVWulfU0bZPzMY3m14GfVy5uP1wqs2e2g2emhbslV0dRbxSRUvBXSWQNhdG3SJIywHtH5m4GSM5WYj9aena7U/6q+veKOepqueL0P2u/srTWXGyk1JkJdq0teWywvLgHEiMlhyO1oPuXQ1+y9fcttaG/wBLdZI7a1jQaYTvBe1wBdhw/KMsh9Ucjh2cZ56y/wBilsnozq7E2cVl2vlQ6Fzw3SJJ6h+ZCG+xrW6j/Rq9HpoW09NFCzOiNgYM+4DC1W/5arS/wzupqm75cXbtj7jT7Z191qLrPJb6ljo20zamRr2AA6CX9rvzy8icNy3GccrbA7L3PZ+puEt1ubq3inb1jRI7TG5x9YEHk48m+ufWPPs9vZIpFsPRZviIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIB5hRMAzyd/C+ls2TpkjA9mYyf+6aZ/Ei6Z+5B83H/L+E3H/L+F90z+JF0z9yaZ/Ei6Z+5B83H/AC/hNx/y/hfdM/iRdM/cmmfxIumfuQfNx/y/hNx/y/hfdM/iRdM/cmmfxIumfuQfNx/y/hNx/wAv4X3TP4kXTP3Jpn8SLpn7kHzcf8v4Tcf8v4X3TP4kXTP3Jpn8SLpn7kBsAByTlVUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kCGnghkmfDDHG+Z2uVzGgF7sAZcfacADJ9gCqpaZ/Ei6Z+5NM/iRdM/cgqilpn8SLpn7k0z+JF0z9yCqKWmfxIumfuTTP4kXTP3IKopaZ/Ei6Z+5NM/iRdM/cgSU8Ms0U0kMb5oc7t7mguZkYOD7MjlyVVLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yqM4Gogn24GEAnAJKxzO7PIDCu/wDI7+i014llht0zoKWrqnkaRHSvjbJz5ZaXua0Y7e1SZpFVi7Zb93uCb93uC4u17QUFn9HVBeHy3aroBHFiSqxNVOD3hoL8H1jlwzj2DllZtNtbSGS4MuVLWWp1FTCskFY1nOE6hrGhzu6eRw79FqbTMJF4dPv3e4Jv3e4LnaHaIT0U9dW2u4Wy3xQGo4mt3TWlgGc6Wvc8HHPDmg/35LFg2wgMlO2ttdzoGVUT5aWSoZHpnDWay0aXuLXackB4aeR9oIUm2JF8HWb93uCb93uC4Oi9JFtq56ZjLbdmMqOHc2V8LAwMndpjefXyAXcsYzyzjHNbFm2NI6ZjhRV4tklRwrLlpZw7pC7QAPX14L/V1aNOfbjmrTcVdXv3e4Jv3e4Li6uvvNPt/Z6Oeqgbbq1lURTRR55RhmlznnmXesTgYA7OeMnXXG71NLtTdW3m9Xm1WyKeBlK6O3sNK5rmMzrndA4DLyRkvGP0Ui9M/NDi9F37vcE37vcFx+3Ulfb7VcLvDfn2+npKYvihZBEWySjOBI57XFwcdLQ1uk8zzJIxqbttFWzXKOkqLjLZBDQQVErKWFk1RNUy69MLGPY/VgRuOGt1H3gAqLTXt5ejtnOfWAx+iuuR2BvNTfdl6asuEYirQ+SCdoAA3kb3MJwCQM6c4BI59pXXLUxRmJqIiKKIiICIiAiIgIiICIiAiIgIiICIiAiKNbV01BSyVVdUQ01NENT5ZnhjGD3knkEH2rqYKOmkqKyeKnp4xqfLK8Ma0e8k8gpW240V0pRU2yspqymJIEtPK2RhI7RkEhcJtRcrRtRtDshQ0lfQXO2SV0slQyCZkzHPjhc5jXYJHac4PuCy7PBFa/S1dqOghZBS1lqhrJo426Wb4SvZqwOWS3t9+EjGk6tUm0V1jR2FzuVDaqU1N0raaipwQ0y1ErY2ZPYMuIC/cdbSy0QrIqmB9GWbwTtkBjLe9q7MfquNudNDc/S1Q01fHHPT0VokqYIpGhzRK6VrC/B9oaMZ/Urz3aAy0dyr9mbZQxT22baWBrKJ7tEJD4N6YzgHEe8AcQB2ZGOaRemfn8Vm3LxV7barvbbxE+W03Cjro2HS59NO2UNPuJaTgrJ4mA1RpRNFxIZvDFrGvRnGrHbjPLK4DZqOa3bfzUV3t9qgutVbjJT11ra+KOSJjwCx8TnEamkgh3PkccuxR2Qsf4F6UbjHJX1Vwq6izxT1FVUuy6R5meOQ7GtAAAaOQASLzGdelfGsUm0TlTrTy9F4mDi+F30XE6N5udY16M41ae3GeWVVeabK2I2P0rVAnr6q41tTZt9UVVS7m92/xhrRya0AYDR2LpvSRc6i0bE3WqonFtUYxDC8drXyOEbXf2Lgf7J/tiY3+Zg/3TGsIltqm82yloDXVNyooaJriw1Ek7WxhwJBGonGcgjHvCyqSqp62mjqKOeKop5BqZLE8Pa4e8EciuANno2+kLZ2yyxRy0Frs0k1PDI0OG81sj14PaQM8/8AkVl7ARR0G1W2lqo4xFb6eshmhiYMMY6WFrnho7AMjOB71Yv16TRNdKurut4tloZG67XGjoWyHSw1M7Yg8+4aiMlUrbjRUNEayurKampAATPNK1kYB7PWJwuNttDSXj0l7VPulPBV8HTUtLAyZgeGRvY578A94nn/AEXHbFwx120lhstaxs1stc91NNDKNTSYpmsj5Ht0Ne4D3KReab8Vm0V3eXs1DWU1fSx1NDUQ1NNIMslheHscP0I5FfqGpgnlmjhmikkgcGStY8ExuwDhwHYcEHB9hC8/sVvfHtVt1ZLPO6108jaWoifAwYglkY4PcxvYCdAP9eajsAyg2Pg25M9RNwNBX72WeoeZJHf9PE5znHtLiST/AFPJKxevCvYpOGdOlXostXTRVUFNLUQsqJ9Riic8B8mkZdpHacDtx2LFq73aqOvhoau50MFbNjd08tQxsj89mlpOT/ZeQ2+/2qu9Iey9/uF9thq6sVLTAyujc2ihMYEURw7Gskkk+1xIHIBb/wBIuzD6TZ6/PtVmiust0dJUV1XUva6anbgAbppA1aGglrdTcEDmcpP6xWVj9ppD0sVEJqTTiWPiAzeGLUNQbnGrHbjIIyjKiF9RJTsmjdPG1rnxhwLmh2cEjtAODj+hXA36vhhtmxW0dsnfNGKinpjM8etNT1ADCHfrnQ7+rVn0Po/oKXaurvTpBMKgSN4R8QMUYcMAsGeR5yZPt3h7FZikzHCsa92YmsRPGmujr4KiGo3m4mjl3bzG/Q4O0uHa047CPclNUQ1UDJ6WaOaF4y2SNwc1w94I5FcPZfRxSWuhu8AquJkuEekSzw6tw7t9QauTAQwhueRaOZ9m62I2Vptk7dLR000lQHyF++mGZS32Nc7/AHY547OR/uYrokREBERAREQEREBERAREQEREBERAREQEREBERAREQEREHx/5Hf0WoucdbLSltsqKanqMj16iB0zce0aWvYc/rlbhfgxsJzpUmK2Hn9PsZW/4Ibs3WXanliiMAhnionRua2ORr8OBkdqJ04yMY9xWzvGy0F2uF0mq6h/D3C2ttz4mNw5oDnu1h3Pn6/Zj2e3sXW7pnd/lN0zu/wAqzNdZUItrm5NlluVZaau13+50tbRVFM6mLqejNPLzGC4u3jmk4z2NAz+nJYf+Fq+tdR/jl2gq2UMb20whotydbozHvJCZHaiGudyaGjJJx2Y7jdM7v8pumd3+UmK4kWwedUvo/wBxBTR/iercxW2LPD4zwjy/P5v9+cfp+q+Wv0e09suLZYIrBNTNqDO11VZ2yVTQXasCcSDmDnDi0kcs5wvRt0zu/wApumd3+Va3rrVkpajibts/eq3aahu0N3t0IoRKyCF9ue/1ZA0O1uE4yfVGCAP6LK2hsdxvsdTQVVyporLUAMlhipHCdzMc270yFoye31M4OBg811m6Z3f5TdM7v8qZK4jaDZm5XK/0NfT3SiZSULQaehqqF00bJfF9WVmXAchnIbzxzOVSt2br5LvT3qiuNHT3oUho55n0JkikZq1DSzeBzCD/AMyPeDyx2e6Z3f5TdM7v8oNLYLVDZbTBQU73yNjyXSSY1SPc4uc92PaXEn+63q/LY2tOQOa/SAiIgIiICIiAiIgIiICIiAiIgIiICIiAo1tJTV9LJS11PDU00o0vimYHsePcQeRVkQcpdtiLbLQwR2GKmsVXS1Aq6eeipWNDZQ0ty5gADgWkgg+z2r7aNl66iN4rqm9Gp2guEIhbXCla1lO1oduwyLJGAXEkEnJ7V1SIOUu2y9fVy2m4Ud6NLfqGA07600rXsqWO06w+LI5FzQ4YcMFYh2AiksEtLNc6l93krRcjdAxoeKoY0vDOwNAAbp93L9V2yJr573NfDmNn9mqukvct5vl1/FLmYBSxPZTiCOGLOohrAXcyQCST7B2LPZZNO2E194jO8oWUW40dmmRz9WrP/LGMeztW4ROGWvk461g0/wCCf/XA33iP/wBB4LcaP/tNerVn+2Mf3UNvLPJf9kLpbqcgVMsWqEns3jSHMz/6mhb9FJwpGt6xN6uMloH7WUlk2is9wdartBE5ge6AStAdgSwyMJGcObjtBBar2/ZWuttjuMVFfJGX2vnFTUXR9Mx5L8tBAiPqhulukDPLOV1iLW+2t7PByl72Xr5r5Jd9n70bTWzwNp6rVStqGStbnQ7SSMPGo4OSMdoWK7YNlLbLPHZbnNRXO1vkkirpIxMZTKcy7xnLUHE55EYOMHku1RTBWg2U2edZOPqKyufcLpcJRLVVToxGHEN0ta1gzpa0DAGT7earZrCy3119qJJm1DLpVCpMbo8BmI2M09p1fkznl2rdIn817DnrhstSVe0NmubGwRC377MIgB3utoaOfsxjPYf7LUVmxNwEt0gs+0U1vtNzldNU0vDNke1z/wDU3UhPqav1DsEkjC7hEKuF2htcElTspsrbItNJRzR1src5EcEH5AT73P0AZ7cO9y7pEVr5KCIigIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIJGBhJJMmTz5SOH/dOHZ3peq7zVScAn3LGMz89uEFOHZ3peq7zTh2d6Xqu81Lev738JvX97+EFeHZ3peq7zTh2d6Xqu81Lev738JvX97+EFeHZ3peq7zTh2d6Xqu81Lev738JvX97+EFeHZ3peq7zTh2d6Xqu81Lev738JvX97+EFeHZ3peq7zTh2d6Xqu81Lev738JvX97+EFeHZ3peq7zTh2d6Xqu81NszgeZyFkoJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5qqIJcOzvS9V3mnDs70vVd5rXbS36k2foWVNY2eV0sjYYKenj1yzyHsYxvtPI+4clHZraWlv0lZAymrKGuo3NFRR1kYZLGHc2u5EgtODggkcki5Nm34dnel6rvNOHZ3peq7zWo2k2lprFNSUxpa2vr6su3NJRRh8rmtxqdzIaGjIySR2rC/wAdWj/DUl5cKtrI5+FdSGA8SKjOBDu+/kjl2c85xzQdJw7O9L1XeacOzvS9V3muetO2dBWvr4q2nrbRU0MPEzwXCMRuEPP/ADAWlzS3kRyPIjmsa2be0FbWUMU1tu9BT3B2ijq6ynDIah2MtAIcS0uAJGoNymQ6rh2d6Xqu804dnel6rvNaa57WWm37R22xS1Akule4iOCPDnMAaXan8/VHLA9pPs7cb5MzJLh2d6Xqu804dnel6rvNaGr2xtlLa6u4PbUvp4ao0UW7j1uqpgdOmJoOXetlvs5tPsGVXZvaemvlTV0nCV1vuFKGulpK6MMkDHZ0vGCWuacEZBPZzSL4E2bnh2d6Xqu804dnel6rvNanaTaSlsT6SB9NWVtdVucIKSjjD5ZA0Zc7mQA0ZGSSBzWJBttaJNnKq8yGpgipZNxPTSwkTxzZAERYM+uS5uAM5yOaDoeHZ3peq7zTh2d6Xqu81o9ndq6a83Ca3yUNxtlxijE/C18Qje+MnGtulzgRnkeeQe3C/dv2stNx2oq7BQVHEV1JDvpzHhzI/WDdBdn83Ps9ntSm4rvbnh2d6Xqu804dnel6rvNajajai27NC3i4veZa+pZSwRRAFznOIGcEj1RkZP8A3ICzfxWnF8/CniRlSYOIjLgNMrQ7S7Sc9rSW5HL8w7UGVw7O9L1XeacOzvS9V3mudoNubJXV9fR08tS6aibqlaKaQkAN1E6QC4Y7MOAJPIAr827byxXC2VlfBPNw1I90cr9y5wbh5aDqaC3B057eQIJwpXeUdJw7O9L1XeacOzvS9V3mtfsxf6HaS1RXC2OkdTvAPrsLcEgHGew4zglpIzkZ5LarUxS0kTVLh2d6Xqu804dnel6rvNVRQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNOHZ3peq7zVUQS4dnel6rvNVAwABnA5czlEQfH/kd/Raa8CpfbpmUdNT1Mr26d1PO6Fjmnkcva1xHLPs+S3LxljgPctRc6WaspTFBXVNC/IO+p2xl+Pd/mMc3H9lNqKxRYtLkLZf6Sxeiu3Xa22lzKRsUIjoGVBcWh8jWYEju3GrPPGf07Vm/4uloJbtHtDb2UZoKFtwJpqg1AdES8Y5sZh+WHlzHPtX6ptiaaLZc2Ca53Kpt7TEYt6YQ6IRvDwGlsYyCWjOrJ/otnX7OUFwr66prWyTCtohQTQl2GGIOceWOYPrnnn3LW1NZmfXtbqmzSIprHwxYb3caa01V0v9spqChgpnVJENW6eYADJa5m7a0HHuc4Z+awjtXcKOSh/GbPDSw18cjqZ0NZvXB7YzIGSAsbpJa13NpeMjHuJ2VJs7u6KoobhdbjdKCaA05p6zdEBhGD6zI2vJxyyXE+3t5rGp9kYWuhNddLncRTxPipm1To8Qam6C4aGNLnacjU/UeZ95zna301j9Ls7qufoPSPV1UtGZLC2KmnFFIZONDixlU/RH6ujm7IJxnGB255KsPpMoZa+JrTbTRS1Yo2tFxaazJfoDzTaeTdX/LVp549i2tPsJbIIoI2T1pbDHRRty9vMUry6PPq+0n1vf7MLMt2zRtlR/7uvFzp6ETGYUA3L4Rk6nNBdGXhpJJwHcs8sLVvyyr0t9s3p7fbSbYRPoLpQPttyuUl+ra6IwU5qnmIQhzRKDCCGbsM1ZcW5yRzzhc9fLpW1x2oqqKquj7tb55G0sVNUPipqOKEA65hnQ8uOo6XBznAgAAAkdn/AIPLL7X3alv93p6qsID9LaZ4awdjGl8Li1o92e3n281+7hsdR1lXWycZXwUteWurqOF7BDVEAAl2WlzdQADtDm5A5rMRNNWw8dZarfWeuTT7Wyxy7KMvtRcLpTV1RRxtoaWlqZIhxL25Y1sbCN44uI5P1DDewDVn7fqS8SV9qqa6ivNbSx24iqitNfw2KnLTnAmjLhgPAxnt7FuLtsmy4X+nu8d3uVHU08JggZCIHRxA/mLWyRO0uPIEjngY7FmVtmq6qCGIbQXWAMj0SOibTh03/JxMRwf/ACaf0VnjGsfPbgkWik6w8d+LI2draO42OiqrZJLLRyRDdulc5z8DlhxdlxcMYOeec5W+WotVvprXb6agt8IhpYGCOKMEnAH6nmf6nmVt1ZxskYCIiiiIiAiIgIiICIiAiIgIiICIiAiIgLCvVw/CrVU1vCVdZuW6uHo495NJz7GtyMlZqJJDy6p2jF/2p2NrJrPebVTw3CeDTdKbcF0jqd2ggZOR2gH3rd0Z3npkuToSDHFZYGT49jzM8tB/XTldPfLPb77b30N2pWVNK8hxY7IwR2EEcwR7wQVg2/ZKyW+0V1tpKEMpK4ObVapXvfMHDB1SEl55HGc8vYmE11hQm9vTvVqJiI/THSmblvbHI2AnsLhO0vA/XBauFvrnVV22hoqV0cbbjtJS0tPWOJDaWdkDXOkbgjLwWgAZwTyPuXqNy2RsdytlBQVdCH09A1raUtleySEAADTI0h45AA8+ftX6GydiGzpsQtlP+FHtpyCRnOdWe3VnnqznPPKRbl/2ryJvz8UcdbqH8L9IddQ7SVkV8FwtLpHVVXExjoYI3gOiewYj3ZLi7Okcwc5WZTb3bq6WyqpoXUuydsnbU08jm6X18rAQwsb/ALYm5yCfzcsDC3dLsNs9TW+4UUVA7c18e6qnPqJXyys7pkc4vx+gOFiW30bbLWyrpqmioamOanc18Wa+oc1pb2eqZCCP0IwrGMV3eZnp9pO/PxEdWBtTaaCg2w2UqqOkiiqay7vkqJWt9eV3DSgZPby9g7Auu2kqZaPZ26VVP/rQ0ssjP/MGEj+Qq11spK6poaiqh3k1FKZqd2ojQ8tLScA8+TiOee1ZUsbJonxStDo3tLXNPYQe0LG1FdidmNWbif2janV5eWNghotnvRX8I2qgL3Z5GR9O/ST+pe75lb9x1+mZm5IIisRE+PZqnBYD8nrJsGzTDslJs1tDRsqqCmeaeBzyCJoAcxO5HLXNBDfYctyPYVsLXslZLXb66joqHRDXNLapz5XySTAjTh0jnFx5Egc+WeS6bU/tO1HGZ94oxEWiJyj2mrUVpEfpgtZm5CWzTsgJ7C8SxlwH66cH+gXE3sg7WXmqyDbY9p7WJXD8rXtia1xP9HGPP6r0yu2RsddZ6C2VNCHUlA1raUNle18IaMDTICHjkMZzz9qrTbL2Wm2ffY4rbB+FSAh9O4ag/JyS4nmTnnknOfasx+tKbv8At+X0s3rn4o0V4/zPS3s6yEgvjttW+cDtEZdGG5/TUP4KxrLaaCyelBtFaaSKlpY7F6scTcDPEcyfeT7zzK6XZ3ZazbOunfaKPcyzACSV8r5ZHAdg1vJdgewZws78MpPxj8U3P/X7jht7qP8Ap6tWnGcdvPOMpFqZV618k3ic6dKeHi+1ddcpIZbpe9mb0y4TXKkZC4thMUEDKhhZEw7zOpxGScDLiByAC7rbapeK/YW5Mgmp6l90ZCYpMB7GSxPD2uwSOWBnBIyO1dddbZSXamZBcId7EyWOdrdRbh7HBzTyI7CAVqLlaqm57Y2upnj0Wy1xvnjJcDvqh4LByzkBjdXbjm8Y7CmzakZ17d6G1es5U79qs6j2ftdFW1NZSUjYqqpDhNK1ztUmp2o6jnnzJx7uwYClS7LWWktlVbqagjioaoBs0LHODXgNDefP2gAH3+3K3SJkZsW2W6ktdLw1vgbT04e54jZnS0uJccD2DJPIcllIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgL4WtPa0fJTNPC4kuhjJPMktCcNB4EX0BBTQ3uj5Job3R8lPhoPAi+gJw0HgRfQEFNDe6PkmhvdHyU+Gg8CL6AnDQeBF9AQU0N7o+SaG90fJT4aDwIvoCcNB4EX0BBTQ3uj5Job3R8lPhoPAi+gJw0HgRfQEFNDe6PkmhvdHyU+Gg8CL6AnDQeBF9AQUDQOwAf2X1S4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCcNB4EX0BBVFLhoPAi+gJw0HgRfQEFUUuGg8CL6AnDQeBF9AQVRS4aDwIvoCqAGgBoAA5ABB8ccNJ9wWBUTNhhkmmdhjGl7nduABkrPf+R39FqblTy1VG+KnraiikOCJoGxl7ce4Pa5vP+im1NIqsPzZ7nSXm2U9wts2+o6huuKTSW6h78EAj+4WYvO59obu30QUN6jq2i7SspiZ3xNIJfMxriWgAcwT2Y/TCpcL1d9nKraKKStkuwo7Q24xcRFGwtk1SAt/y2t9T1AcHJ/Va2rTMevSKpETMa9HoCLkjLcLNspXXt95nvcrKB1QyN0cLYHODNQLN2wO0n2Zc7ke0nmtVUXK7Wl9kkF8fdRdKeZz43RQhsemAyCWIsaDoDgB6xdyeOee3O1P41ru+/Bs/tSm96Ei8btW020r3W+oqL06WOSO0zyQ8LEA41UpY9uQ3IaGj+uTnIHJbeyX3am7yxXCjprjJGa50UtOeDFHHC2QscM69+HtaNWT/ALh+XBwtUvTl28pW1dXd6+92pl1bbH3OhbcndlIahgmPLP5M57OfZ2KNZtLYqKvNFWXq2U9aCAaeWqjZJk4wNJOeeR81zm0jIL3c2bPWSnjEkVbDX3KqjaGtpy17XjJHbM/SBjtA5n2Z/O0rbnsk++7SUNXQTU1RJDNJQz07xI8tayPQyUPwHOA5ZYeZAUi9JnWH37LvpDqLhf7PbayOkuF2t9JVSAFkM9SyN7gTgYaTk5PJfbrfrRZ3xsu11oKF8gJY2pqGRFwHaRqIytXt7T1tXsvXtgrKKjpHUkvFCqgLiWFvMB+rDOWRktfjOcHGDrmUFdVU9o2jtNXS2x7LSIjT3CndO1rHBj/Wc2RhBGkAnn7ThSuNd334MaU3/Xl2lJUxVEEVRSysmgkaHskjcHNe08wQRyIK2C5vZK7SX3Zq3XSan4d9VEJDHnIGfaD7Qe0foQukWpik0SJrFRERRRERAREQEREBERAREQEREBERAREQERYV6qayktVTPbKD8QrWNzFS75sW9OezW7kP7pM0IuwNrL/+BU1KIKN9dcK2cU1JSseGbx5BPNx5NaACSeeMKOzG0c9zuFfbLrbjbLtRBkj4BMJmPjfnS9jwBkeqQcgEELjbleLs++bJ3fa2xM2fp6W4S05L66OoaN7A4NeXNADRq9Xn71trfXUlX6U71c4KuE2+32iKmqajWN0yTePkILs49VvM+7KRjfPtXXqThbLvR0O1+1Fu2VtnF3J73PeS2CniaXSzvxnSxo7T+vYPasGfbGOHYu03zgZJKm6MgFLQxvBc+WUAtj1HAxzOXEdgJx7FtrxwtZY6isi3M44SR0M7cO9VzO1rvcRjs7V51JIyj9H/AKMrlUlraKimon1EjjhsTXQFge4+wBz280jGYnjs9ZmpOETHCelHWW7am5z1VwtlbYhS36npuKgpeMD4qlhOAWy6RjDuRy3lkdq1n+M9pYNobTaa/ZGnhkuEhAMV2bK6ONuNchaIxyaD7xkkDtKtFVQXX0vQyW6eOoioLRIypfE4Oa10krCxhI9uGE49y/ewjfxbaPaXaOf1nOqnWykzz0QQHBx/5pNRP9Amzek+vSadbG1asenWK+XW3i401otdXcK5+7pqaN0sjv0Azy95/Rc1W7WXFk1tt9BYuKvlVS8ZLSPqxEymiyBl8haeeTgANPMH2DK/HpY57M0rH/8Ah5LnRMn927M7M5/TsUJquntfpdlfcZYqeOvs7GU8krg0OdHK4vYCfbh7Tj3JF55z0ipNo1vmnl0Oyd+ZtBbH1HDSUlTBM+mqaWQguhlYcObkciOwgjtBC1V42ruEd5rbds9YXXeS3xtfWPNU2AMLhlrGZB1v088cgMjnzWu9H1wo2Dae8S1cEVtr708Us8kgayXDWRgtJODqc0gY7cL5s/dKCx7X7bw3eqp6N7qiKva6aQM1wmFjdQz2gOY4H3FTPC1edrdehhWM6dZ/nNnTbcsq6OyHZy3vudbd4nTw075RAI4241ukdg6cEhuADk8lmWXa+lqrPcqy7xfhE1rkMVfDPIHCBwAOQ4cnNIcCD7c9i879HTm2a7bKVl1c2mp7lbaxlPJOdADn1W+azn2EscCB+i67YcU142l22uEe6qrXU1kEMTiA+OR0ULQ4j2EB3LPvC1x58qTQ35d7NhsptvRbQ2i83VsE1JQW6d8euYEOkjbG1+804y0EO5DmcYPtwsO17b1s1VaHXXZ+W3228P3dFUmpbI8uLS5gkjAGjU0E8i7HYcL87JVYoJNvax0M0zae6yymKFup7w2niOGjIyeXILn9o6211l62V2m2fuklbcq2sijhoXzCZm5eAJS2I53TmtBJc3GCDntU2bzs5/j11y4E2icq9G/n26rnOuVZbdnJ6yxW6V8U9YKlrJHmMkSGKIj1w3B7XDODjK6Cn2hp5rzRUYaNxX0nFUVSHZbPjBc3GORDXNcO3IJ7MLzK6S01DadsGUG001vtsdRUMqLTNTxmp3z8kthfqJDJC4Y9UnmcEHs3NfRVFqsfovpnt03CmraWne32gcO9sg+QPyTYvEVy66iTatM8+mqN5aNvIbpertbYLTcDUW5uqRg0auTeYOXAZ1ZaMFw5cyFKzekWjumz9yvEVvrBSUD3tle3SW6Q44dzIP5NLzy5B3LUuvjt9HG4ujpKdriHNJbG0Ehx1OHZ7TzPvK+NttC2GSFtFTCKQNa9gibpcGgBoIxzwAAPdhTcu9rdjNoWbUWGC5xUk1MyUAaZcHLsDVp9pAdluSActPJbxTggiga5sETI2ucXuDGgZcTkk49pPMlUWpyZjMREUUREQEREBERAREQEREBERAREQEREBERAREQEREBERB8cMtI94WrudqpLpTGmudDT1tPkO3VRE2RmR2HBBC2BnYCQRJkcuUbj/wBk4hndl6TvJBpKTZqzUdNNTUllt8FPM5rpIoqRjWvLTlpcAMEg8xnsWeKOIVTqkU7BUuYI3S6BrLQSQ0ntwCScfqVmcQzuy9J3knEM7svSd5INPbdnrVa6iSe2Wiho55BpfJT0zI3PGc4JaATzXyg2dtNufO+32egpXzt0yugpWMMg9zsDmP6rc8Qzuy9J3knEM7svSd5INUyyW5jWtZbKRrWiNrQKdowIzmMDl/tPNvu9ijJs1Zpbn+Iy2W3vuAeJOKdSMMuodh14zkYHPPsW74hndl6TvJOIZ3Zek7yTMc9VbH7PVdTJUVWztpnqJHF75ZKGNznE9pJLckrJ/wAP2r8UFz/CKH8SHMVfDM3vZj8+M9nLt7FuOIZ3Zek7yTiGd2XpO8kwGnrNnrVXV8ddW2ihqK2PGiompmPkZg5GHEZGDzCXPZ+13WeKa52mirJohiOSopmSOYM55FwOOa3HEM7svSd5JxDO7L0neSCTY3E4wR/VZSlxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgqilxDO7L0neScQzuy9J3kgVdLBW00lPWQRVFPINL4pWB7XD3EHkVjUtottJbn2+lt9HBQPDmupo4GticHciC0DBz7eSyeIZ3Zek7yTiGd2XpO8kCOmgipW0scMTKZrN22JrAGBuMaQOzGOWF+G0NI2gFC2lgFEI90KcRjdhmMadPZjHLC/fEM7svSd5JxDO7L0neSYiFrtdvtNOYLVQ0tDAXajHTQtiaT78NAGVajpKaih3NFTw08Wpz9ETAxupxyTge0kkkr7xDO7L0neScQzuy9J3kgw9o7RBfbHW2yqJbFUxlmtvaw9rXD9QQCP6KQtMd0slJS7UUVvuEzGtMrXxCWIyAYLmh4/7csrY8Qzuy9J3knEM7svSd5IIy2ygmo4qSaipZKWItMcLomljC3m0huMDGOXuU7nZbXdXwvultoq18JzE6pgZIWH/jqBx/ZZXEM7svSd5JxDO7L0neSCVxt1Fc6U0tyo6aspiQTFURNkYSOzkQQq0lLT0VNHT0cEVPTxjSyKJgY1o9wA5BOIZ3Zek7yTiGd2XpO8kHynpaemfM6ngiidO/eymNgaZH4A1Ox2nAAyfcFi0djtNDXTVtFa6GnrJs7yeGnYyR+e3U4DJ/usviGd2XpO8k4hndl6TvJBiz2W11FyiuNRbaKW4RYEdU+BjpWY7MPIyPmsKrs0tbtbRXOqfGaS3wvFLECS4zScnPdywMMGB2/md2clt+IZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yTiGd2XpO8kFUUuIZ3Zek7yVQcgEZwefMYQF8LmjtcPmjzhjiPcsNBma294fNNbe8PmsNEGZrb3h801t7w+aw0QZmtveHzTW3vD5rR09z316qrdwVdHw8bJOJfFiCTV/tY/PMj2jHJbBBma294fNfQQewgrR326wWW1y19UyR8MbmNIjALvWcGjtI9rgtnAf8wfqgyUREBERAREQEREBERAREQEREBERAREQEREBERAREQEXLbcXS4U81mtNlmZTV92qXQipfGJNxGxhe94aeRdgADPLmobL3C6Um1Nx2cvdc24yRU0ddS1ZibE98bnOa5r2tw3LXN7QBkFIvrmTbXJ2CLj9pa+61u1dDs7ZK78NLqV9dVVghbK8MDwxrGB4LQSSckg8guZu+2F3tuyl6o6y5QQXu33OC3C4iFoa5kjmOEpYctB0OdkdmWlSJrrOndaa5V7PVkXneyV2raiG8S0G1E201dTU53dtqKGOhe2TGWE5ax2D2ZPLmvzPV7T7OV2zkt2vkdxfdKtlJUW7hY4xGXgkuic31sMxz1F2R7lql4j06s1tXVnoyLxqXayprb/dxNt5JZKaO4voqeBltimjYG4aC+VzCGlztX5nBewukbBTGSeQaI2anyHkMAcypX9fyX/d+KiLzh+016qtnLTUUczIK3aSv3dCZIQ4UdMWucHY/3O3bNXM/mf7hhbXZ2vu1v2vqdnL3cRdA+jFdS1boWRSaQ/Q9jgzDTglpBAHarEXprCpPHWNHZIuQ2ouF0qtqLbs7ZK0W581PJW1NYIWyvZG1zWhrA7Lcuc7tIOAFoJNrb3QW+5Waaenqdoae509sgrDDpY9s4DmSvYDgENLsgciWqRfDV6dzDWVez05F51UX67bG3SppdoLl+M0r7bPXwTOgZDK18IBfGQwBpBDgQcZHPtUorltPZYNn7zertFWUlzqIYKqhFKyNtLvvymN49Y6XEA6icjJ5JF8NVmY7wTbWVfl6Ui8wbd9pbnbb/tFR3ymoqW21FRHDbnUrHxubASDvnn1wXY/2kYBB5qm3O2t7j2Hhumy9tc3iLe2vfXTkbulYQDgA/nk58hjA7TySLxX06rS9NWelouM9I9/vdm2flfs9bjUVXCyzvq5CBDStY3Jce84/7W45nt5Aq97u9fQ7EUd9ikL30sMVXVx6G/58Wkb0dnIgEuGMc2gdhITjPDXwkXpTfr5dYi4a93baf/FVtZZIIp7HO1rpKncOc1gk5NLueX40k+qW4Dhq5c1+2XHaw7evozTRCw40NqjTu05A14xnOcEN150ZaeWeSa9jXu7ZFxexdx2qrL5c4toKWOCgY4upn7hzd4B6nq8/VGWOfh2p2JG88Bdom6pvoIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg+P/ACO/ouA9IT5zXbNUsNXV00VVWvjm4aZ0TnsEEjtJLefaB2cx7CDzXoBGQR71jGF+ezKkxWKLE0eLbOXyrtlgrqutr7nWtfZKKqeZKolzZJHyMLg45EbcacuA5BpdzdzPyC9VbaPbNlBcM0sNm4iF9Ld5rgxkv+YC5k8jQ4Hk3IaSAR7849p3T+7/ACm6f3f5V2r15/PYi3T4706uKpLRV0dubdWXq4zPfbpDUsnmc8SyFoc2RozpiLcHkxoBz+ix9grTWT2XZq9y3u5TVMtIySrZUTOkZUNfEMN0ZDWFp0nUG6jg5JLiV3u6f3f5TdP7v8qzN5mNY+WYi0Rrd4edbOX2zM9INzoqLaCKpgnpoDDDJdDUAzl8utsYc92DgNy1vZy5Ln7TdbnV3eHiLvb6K+C46ZYKq+yseY95jdCiMejmzGkg5OQ7USvZd0/u/wApun93+VItMZLN65+HjG1VdS1lvvTbrcas36K5iKK3sqpWtjgbMzQ4wNIaWFmHbx7SMu7ewD2eH/Vam6f3f5VIYy12XcsJFoiCcZlZERAREQEREBERAREQEREBERAREQEREBERAREQFhXqmrKu1VMFsr/w+te3EVVuWy7o57dDuR/us1EmKkWeZ3KybTWaSy3m53Sfama21r5Hsp6GOCQQSRFjtDGn1yDh2O081m2eeprNqL3tdLabnBRQW5tHS08sBZU1OhzpHlsR5jJIDQcErv0TPWFDXWrgbtU1VBtVadqmWm5z0FVbTSVEENOX1FMS9sjC6MZd3gQM4K1VPT3iGmue03+HRUurbtFVm3VMIdUspo2BgexucNm5agO3HLtXqaJFsNXr3McdWo81fXVdbtVUbWU1iu0dHbLXJTtilpXR1FdK5zXBjYyNWluntI7XHGQFgbFXZ9VfoLptJZdpZb/UncxvktUrKW3scebIyRyHeeeZx7ByXrKJFtete5N3lt0r7m7Zy+7MzbJT/idW6eGF1DR6aKZshOmZ0mdLTgguyc5H6rtKi1VEewctobKZqpttNKJO+/dac/3K3yKTFdmdnisTTaja4PMAyoq9gthb3aaSWrfaTBPLSwgGRzBE6KRrQe1wyeXtxhbC1z1N02xrtqXWm501vobY6kginpzHUVLy/eP0RnBx6rQM4ySuvs9pp7Q2qZRukEM876jdOI0xufzcGcuQLsuxz5uPs5LYLUzWZ2uN/eKMxFIiOXKJq4G71NVS7SWPa2K03Sahnt76Sqpo6cuqabW5kjC6IZccEEOAzhaGost3uMF02pitdTFVyXekuNPb5QGzyQU7QzBaT6r3NLyGnn2BeuIpFsNXr3X11anZ5ddqGr9IF2nmit1wttBT2mqo45LhAYHyTzho5Mdz0tDeZ7Mnkvj6i57T0OzdhlsV0oqmjqqee4z1MGiCMQEEhknZJqcBjTnkcnC9SRIt06TM95JvrjER8PHdpLY2a4X6KfY2qqNoKmVzaOopY5OCnaRiOWY6t2Ht/wB2oZyAR7F1G1tjno/Q5V2Sjjlq6iC2NpWMiYXOkLWgcgOZzhd0iRbZ/HVlr+0bTQ7aQTVGwt8p6eKSWeS3TsZGxpc5zjGQAAOZJPsWt2ilFB6Jq01bHMLLQY3McMHUYtIbj35IGF2C195tNPd46aOsdIYYJ2VBiaQGyOYctDuXMB2HYGObR7OSkxWJjjT58ps/r+OX14T2VpJaHZi0UlT/AK8FJDE//wAzWAH+QtoiLW1P5TMpsx+MRAiIooiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCRleCQIJCPeC3n/ACm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmm9f8PL82+aqiCW9f8ADy/Nvmqg5AJBB9x9iIgLxVlXBU3CtZtjtlfNntoOIl3MHEGlpGRh5EZZlu7kaW4ySSTzyvaiMggHB9688NZttS0c1quuy9LtI3LmNrm1kMMc7CTjeROHqkDGQAR7lJxXchcbrtZQ3bYajkbRVs1QJeLkgqjHFUubGef+n2Aev7ieWBgFZ9621vFtpq65f4UqDY6KRzZZ5aoRTujacOkbCW829pGXAkc1rKLZa87PW7Yrh6VtzltM1QamGCZrAxszXcozIQC1moDGQcDsXOX/AGO2lu9ju9FcbFPcrzI6YxXKovH/AExBJLN3Dqw1wGAAWgA8y5XamkzMZ/BsxFq5fLsY9orrH6SrjDURRN2fgtcdSZDU/wCmwmQ73Ro5klukjPIDOeeF+ab0jSObRV1bZm01jrJGRxVPHRvmYHkBjpIQPVBJHY4kZ5hfio2euc9+mjmoJDbbpYWWyeoZNHmleBJnU0uy784GW55rUWLZWtpqe22yf0f7NMqqZzI57xNHBJFIxuMyNYAJC9wHYQME5JWoiImmsZ+KMTMzFdYR819vf0fai+U+ztknuVWySVkZa1sUQy+R7nBrWN/UkgLnztncLXFVTbWbOz2umipXVLZ4JxVMOMAxuIa3TIcjA5g88Hktnt/ZKm+7OPp7e+NlfDNFVU+9JDDJG8PDXY9hxj+65u/W/avbWhq6Gqo2bP0PCuG7lmjqHVFRqa5hyzOmNpaeeQTnsWOOt3n4b3xre2dHthcorjbIdotnn2qlub9zTTirbNiUglrJWgDQSAcYLhnllakeki4mz1N6GzEhs1HUSQ1VRxrdYDJCwvYzT64AAJyW88gZxlZFRTbS7U19ihu9kjtNJbqtldUzuq2S758YOlsQbzwSQSXaeXsWI3Zi7j0RX2ycJ/7zqX1Zih3rPWD5nOb62dIyCDzKs2v6/H3wSIrSJy+a/D9ybU3qh2w2ukloop7RbbbHVRtFZjADJXAhujteW4PP1cDt7FnR7c17bNR11Vs6+Oa5ujZa6RlW18lSXtLvX9UCMBoyTk8j7+SwL1Y73+I7TMpbY6pp7vY2UkczJ42iKZkco0ODnA+sXgAjI96z7pYbs3Z/ZKpt0EUl2sYie6jkkDRMNyY5GB/MB2CcHsyFePLvNUrW+sIp1q1e2O19xGzO0tuuFDNY75Bb3VdO6nq962SPIaXxyNDSCDyIIBGR2rd3Pa+4R3urtVisjbpUUNPHPU661sDvXGQI2lpLzgdvIZ5ZXObU7P7R7WR3q41FoFBKLVJb6GhfUxvlle97XOe5zToaPVAA1H2k4WdtxYqq53R/GbG0t8gbEzg6umqm0tTA4Dm17y4Oxq5gtP8AYrM4Rrj8UatXX/H7ba5W+v2lmoa6puNfZtn20e/fTRTOpKrfHmd64DLWtb7A7t7eQX30W1tZW2StNRVz19BFWSRW+tqB/mVNOMYeTgaueoB3tAyoV9iux9FDbLcGzXm6GnjhnbFVNidN641DevBHJuQSR6wB9pXbwxsiiZHExscbGhrWNGA0DsAWsJmmGp+oZvMRXVn6REUUREQEREBERAREQEREBERAREQFh3ih/E7XVUXEVFKZoywT00hjkjPsc1wOQQVmIpMViixNLvKIdqNoKmm/wUWvj2xa/cTVoad22lA/8YD7y0gAd8+zsWwZtvJbqSojtVsludptJdTz1lTc2ComMfKRzGPyZMYPMubk5wt9TWqtZ6TK27Ohxb5LXFTNl1N5yNle4txnPYRzxhcSzY6rs810o2bC2S/meqlno7lUiDDGyOLtM4eNZ0E/7c5HLkrWZvvmvvWked2PolIi3DtSs+NS6eo25qKy48JstaGXcso4q57pKxtNlkgywMBa4uJA/QDkMrrbTWG42ylrDTVFKZ42yGCoZokjJH5XN9hC872o2bqah9PT1uxVrvVLDSxspprbK2ikppGj1mZc8ER55t0nkO0FdpsVQXG17K26ivVUaq4Qx6ZZS8vyckgajzdgYGT24yra+uKXtrg3aIiiiIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIpFs2TpkjA9mYyf8AummfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cmmfxIumfuQVRS0z+JF0z9yaZ/Ei6Z+5BVFLTP4kXTP3Jpn8SLpn7kFUUtM/iRdM/cqjOBqIJ9uBhB+ZZGRRvkle1kbAXOc44DQO0kqdFV01dSx1NFUQ1NNKNTJYXh7Hj3gjkVZeSXWgvGzu0f8AhXZydsFq2kdJNBJqw62luHVG7HuIOWj2OKm+huq9Toa6kr4nS0NVBUxteY3PhkDwHA4LSR7R7QshePT3ipoLtW7ObPTXW1WqyNjpovw2zOrjLIWB5MjtLgB6w5DDiSTlbZ+0t3qtlrPV3e7UmyTpHysrJayHdTyFhw3cxTDA1D1jnJAPLKtYpWDKXpaLxZu3N6fs5fWW29x19TQ3OjgprjJRiPexzObyfHgA4y4ZAGRzHsK9astJWUNBurlcpblOHFxnkiZGce7SwAYHzTdXWET8pXdrfHwz0Xm+z9RtdtPao9o7Ze6Wminmc6mtctK0wmFry3EkmDJqIGcjkD7F9p6zanaKlvF4tV6itsFJUzwUlFwrJWSiFxaTK53resWn8pGBjtUmaYtUrNIejr8Syxwhu9kYzU4MbqcBlx7AP1Xl9t2iv2120NsgtV0FooauxRXKQNp45XskMjmkMLwR7u3PIchk5WouNVeb9R7Ox1d4fFXUG00ltfUQU8Y3rmNfpm0uBAdjlj8vrHl2Y1SaxGfzTuzWKV1hXs9qReaUd4vv4jtfcau8PNqsFRJpoo6aIGdrYGvLXPLcgZPLGDzOSRgCVVc9qrJs5b9q7jeYaqnldBJV2wUjGxxxyua3Ebx6+puoc3Eg+4KRemdOuCzbr0xelUtVT1bZDSzxTCOR0TzG8O0vacOacdhB7R7FSWRkUT5JXtZGwFznOOA0DtJK8jhuV1tmzt1ktHERRybS1jKuqpqXiZaaHW4l7Y+eeYAJwcAk4K2+zjINu7DX0Fw2ihvlsZVRPbJAwQTva0hxiqI9AABcMcgNQ9yReKxl1iPJNppOfSZ8O4tN5td4ZI60XKir2xnDzSztlDT+uknCz155Y6SnuvpE/FbDRRUVrtUM1vnqI2CMVsuWjdho7WRlv5j7eQ7CvQ03ROtbzfMCIiAiIgIiICIiAiIgIiICIiAiIgKFdWU1BSSVVdUQ01NGMvmmeGMaP1ceQV1Krp4aulmpqqNssEzDHJG8ZDmkYIP9lJrSyxm+unibTmd0rBAG6zIXDSG4znPZjHtXyjqqetpYqmjniqKeVuqOWJ4ex494I5ELyOltF3kvEno6nqS/Z2ma2tNTvP8AOkoicMpT/wCoEF3cGOWVB2198rW3Cossl1pYKOaSnoKGjsD6mmlbE4tAfKGk+tpx6hbp/XCtYx1qtvdKTrXP2e0IvJdotrrw2qp5rlX12yVuloIZoZTa9+wzvB1xzOc06NJwNOGk8zlek7OVU1dYaCpqZ6Oonlha581E8uhe7HMsJ56SrTFKtiiIooiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC0l0sPH7U2O88Tu/wxtQ3c7vO83rWt/NnljT7jn9Fu0TMchc9k7g2/1t22avn4TNXsa2rikpG1EcjmjDZGgubpcBy7SDyyFj1exFY2ay1lt2gqG3W3RyxGqr4RV75shBdlpc3ScgY0kYHLsXbomBN3nZ9HFRK27Grv8AJVVFyq6OrkmkpWgh0DgcANcBpOAAP9v/ACXoiIm6muHwZuBk9H1Rws1ohv00ey80xlfbxTNMga52t0TZs5DC49mknHLKrU7EV8TrjT2PaKW2Wi4yulnpRStkfG5/+puZCRo1fqHYJyMLuUUpuWu9zNn2Rp7RtFT3Cim0U1Pao7XHTFmcNY8uDteefuxj9crVz7BTChmZR3cQVn42+9QTupdbY3Oz/luZqGoYJGchd0i1Wa11jXumWsKdnOWfZeOj/wAQtrZ21kV5nM00e70BodG2Nze05zpJzy7VpYdg659PQ2y5bRzVmz1FIx8VGaVrJHiMgxsklB9ZrcDsaCcDJXeopFunTD2Jvrji44bHVtPRTstd+qKGsfc5riyWOLMf+YSTFJGXYkbg+8cwCMLO2X2bmtVxuV0udw/ELrXiNssrIBBG1jAdLWsBPePMkkro0SLE31zarZq1zWi3yU9RUxVL3TyzB8VMynAD3l2NLeRIzzd2k8ytqiICIiAiIgIiICIiAiIgIiICIiAiIgIiINJDYd3tnU3/AInO+oWUe40dml7natWf+WMY9natDJsVc6We4xWDaaa2WuvmdPLTClbI+J7zl5hkyNGe3mHYPMLuUTXya+HJV+zV6ZVmWxbUVFJE+BkEkNbBxrctGA9upwLXEdp5gnmQtzsvZKfZywUdpo3SPhpmlofIRqcSSSTjlzJJ5LaIhQREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQf/Z\\\" height=\\\"392\\\" width=\\\"364\\\"></p><p>The lack of a significant positive relationship between Medicaid expansion and smoking participation rates suggests that concerns about moral hazard are not substantiated in our analysis, at least for smoking participation. In fact, the somewhat significant negative relationship shown by the regression suggests that Medicaid expansion may decrease risky behaviors like smoking; this may be due to a variety of factors, such as better access to healthcare resources providing education about the risks of smoking or on how to quit or decreased financial stress leading to a lowered motivation to smoke.</p><p>These results offer more support towards more states implementing Medicaid expansion in the future, as they suggest that it may have beneficial effects on risky behaviors rather than exacerbating them. Ultimately, our results suggest that policymakers should feel more confident about expanding Medicaid as a means to increase healthcare access for low-income individuals.</p><h2>Footnotes</h2><ol><li>We chose the value of $35,000 to be comfortably above 138% of the federal poverty line, the threshold under which Medicaid expansion would provide coverage, for the average United States household during our timeframe from 2013 to 2020. Specifically, the average household had around three people (Duffin, 2022), which translated to a peak federal poverty line of $21,720 in 2020, 138% of which is just under $30,000 (United States Department of Health and Human Services, n.d.).</li></ol><h2>References</h2><ul><li>Benjamin, S. D., Maylone B., Blendon R. J., et. al.&nbsp;(2017). Three-Year Impacts Of The Affordable Care Act: Improved Medical Care And Health Among Low-Income Adults.&nbsp;<em>Health Affairs</em>,&nbsp;<em>36</em>(6), 1119-1128.&nbsp;<a href=\\\"https://doi.org/10.1377/hlthaff.2017.0293\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\" style=\\\"color: rgb(51, 122, 183); background-color: transparent;\\\">https://doi.org/10.1377/hlthaff.2017.0293</a></li><li>Centers for Disease Control and Prevention (2023, May 4).&nbsp;<em>Smoking and Tobacco Use: Fast Facts and Fact Sheets</em>. Retrieved May 4, 2023, from&nbsp;<a href=\\\"https://www.cdc.gov/tobacco/data_statistics/fact_sheets/fast_facts/index.htm\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\" style=\\\"color: rgb(51, 122, 183); background-color: transparent;\\\">https://www.cdc.gov/tobacco/data_statistics/fact_sheets/fast_facts/index.htm</a></li><li>Duffin, E. (2022, December 12).&nbsp;<em>Average number of people per household in the United States from 1960 to 2022</em>. Statista. Retrieved May 4, 2023, from&nbsp;<a href=\\\"https://www.statista.com/statistics/183648/average-size-of-households-in-the-us\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\" style=\\\"color: rgb(51, 122, 183); background-color: transparent;\\\">https://www.statista.com/statistics/183648/average-size-of-households-in-the-us</a></li><li>Kaiser Family Foundation (2023, March 27).&nbsp;<em>Status of State Medicaid Expansion Decisions: Interactive Map</em>. Retrieved May 4, 2023, from&nbsp;<a href=\\\"https://www.kff.org/medicaid/issue-brief/status-of-state-medicaid-expansion-decisions-interactive-map\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\" style=\\\"color: rgb(51, 122, 183); background-color: transparent;\\\">https://www.kff.org/medicaid/issue-brief/status-of-state-medicaid-expansion-decisions-interactive-map</a></li><li>Mayol-García, Y., Gurrentz, B., &amp; Kreider, R. M., Number, Timing, and Duration of Marriages and Divorces: 2016 (n.d.).</li><li>United States Census Bureau (n.d.).&nbsp;<em>QuickFacts</em>. Retrieved May 4, 2023, from&nbsp;<a href=\\\"https://www.census.gov/quickfacts/fact/table/US/PST045221\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\" style=\\\"color: rgb(51, 122, 183); background-color: transparent;\\\">https://www.census.gov/quickfacts/fact/table/US/PST045221</a></li><li>U.S. Department of Education (2021, May 1).&nbsp;<em>Public High School Graduation Rates</em>. National Center for Education Statistics. Retrieved May 4, 2023, from&nbsp;<a href=\\\"https://nces.ed.gov/programs/coe/indicator/coi/high-school-graduation-rates\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\" style=\\\"color: rgb(51, 122, 183); background-color: transparent;\\\">https://nces.ed.gov/programs/coe/indicator/coi/high-school-graduation-rates</a></li><li>U.S. Department of Health and Human Services (n.d.).&nbsp;<em>Prior HHS Poverty Guidelines and Federal Register References</em>. Assistant Secretary for Planning and Evaluation. Retrieved May 4, 2023, from&nbsp;<a href=\\\"https://aspe.hhs.gov/topics/poverty-economic-mobility/poverty-guidelines/prior-hhs-poverty-guidelines-federal-register-references\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\" style=\\\"color: rgb(51, 122, 183); background-color: transparent;\\\">https://aspe.hhs.gov/topics/poverty-economic-mobility/poverty-guidelines/prior-hhs-poverty-guidelines-federal-register-references</a></li></ul>\"}",
    "tags": [
      2
    ]
  }
},
{
  "model": "blog.post",
  "pk": 34,
  "fields": {
    "title": "CoS Modifications: Traveling Brides",
    "created": "2025-07-15",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"insert\\\":\\\"Continuing my previous post, here is another one of my favorite original modifications to running the \\\\\\\"Curse of Strahd\\\\\\\" Dungeons and Dragons campaign: traveling brides.\\\\n—\\\\nThe original Curse of Strahd module doesn't have much information on Strahd's three brides—they're seemingly just three run-of-the-mill vampire spawn, one of numerous monsters that haunt Castle Ravenloft. Plenty of others have worked on fleshing them out further, giving them individual statblocks, motivations, and personalities. Here's my take on fleshing out the brides, making them mini-bosses scattered across Barovia, allowing the party to learn how to deal with different aspects of vampires before facing Strahd. Each bride represents a different aspect of Strahd: warrior, aristocrat, scholar. They all have vampire spawn statblocks but with 93 max hit points instead of 82, one legendary resistance each, and some modifications specific to each one listed below.\\\\n\\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"bold\\\":true},\\\"insert\\\":\\\"Volenta Popofsky:\\\"},{\\\"attributes\\\":{\\\"header\\\":3},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Backstory: \\\"},{\\\"insert\\\":\\\"Since her birth to the Vistani near Vallaki, she always had an insatiable bloodlust. Against the orders of her elders, she secretly murdered and robbed travelers traveling through Barovia, more so for the thrill than greed. After a noble’s son was found flayed and smiling by Lake Zarovich, the Vistani elders turned her over to the Vallaki guard in a desperate bid to distance themselves. However, when the Vallaki guard came to collect, she slaughtered them all in a bloody massacre, fleeing into the woods. Rumors spread that she was a vampire, and Strahd, hearing these rumors of a vampire he didn't know about, went to investigate. When he confronted her, she impressed him with her unapologetic cruelty and unflinching joie de vivre despite her situation. After a brief courtship of being hunted like prey by Strahd, she left the woods reborn as his third bride.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Personality:\\\"},{\\\"insert\\\":\\\" Volenta is the youngest of the three brides, and her immaturity shows. She delights in others’ pain with childlike glee, mocking and insulting her enemies as she slices at them. She loves fighting, often drawing out combat to extend her opponents' suffering. Her love of killing is second only to her love of torture, and she likes to capture and imprison especially interesting opponents at Castle Ravenloft. She is unflinchingly loyal to Strahd, seeing herself as both muse and masterpiece, thriving on attention, fear, and chaos.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Campaign Spotlight:\\\"},{\\\"insert\\\":\\\" At the time of the campaign, Volenta is currently hanging out with the werewolves. When Kiril Stoyanovich asked Strahd for his help securing control over his fractured pack, he was sent Volenta. She played a pivotal role in ousting Emil, Kiril's rival, and now helps him maintain power over any dissenters—while also keeping a tight leash on Kiril's loyalty to Strahd. She often goes on hunts with Kiril and his pack to kidnap children to turn into werewolves.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Abilities: \\\"},{\\\"insert\\\":\\\"Volenta is a fierce, savage melee combatant, making her a great fit for the barbarian class. As such, I gave her the vampire spawn statblock but with the following modifications:\\\\nHer Strength and Constitution scores are 18.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"Her base walking speed is 40 ft instead of 30 ft.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"She has proficiency in Athletics and Survival.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"She can \\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"rage\\\"},{\\\"insert\\\":\\\" 3/day, granting her resistance to all physical damage for 1 minute, until she goes unconscious, or until she ends her turn without having attacked a hostile creature or taking damage since her last turn.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"She has Strahd's \\\\\\\"Children of the Night\\\\\\\" action, allowing her to summon swarms of vermin to help her in combat.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"I gave her an \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"insignia of claws\\\"},{\\\"insert\\\":\\\", but reflavored it to be gauntlets that look like this: \\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"\\\\t\\\\t\\\\t\\\"},{\\\"attributes\\\":{\\\"alt\\\":\\\"This may contain: a person holding up some gold colored rings\\\",\\\"height\\\":\\\"212\\\",\\\"width\\\":\\\"157\\\"},\\\"insert\\\":{\\\"image\\\":\\\"data:image/jpeg;base64,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\\\"}},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"bold\\\":true},\\\"insert\\\":\\\"Anastraysa Karelova\\\"},{\\\"attributes\\\":{\\\"header\\\":3},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Backstory:\\\"},{\\\"insert\\\":\\\" Anastrasya was once a noblewoman in Vallaki—graceful, ambitious, and razor-sharp. Born into privilege, she mastered the art of intrigue and wielded charm like a blade, securing power through carefully arranged alliances and quiet eliminations. But as Vallaki's petty politics stifled her, she sought something greater. When summoned to Castle Ravenloft under the guise of negotiation, she impressed Strahd not with fear, but with wit, poise, and ambition that mirrored his own. He offered her a place at his side, and she accepted without hesitation. Now a vampire bride, Anastrasya serves as Strahd’s most trusted advisor and envoy—collecting taxes, enforcing tribute, and manipulating Barovia’s nobility with cold efficiency. \\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Personality: \\\"},{\\\"insert\\\":\\\"Anastrasya is poised, calculating, and pragmatic. Her words are soothing and her smile is disarming, making people around her forget what she really is. Where others kill for pleasure, Anastrasya does so only when necessary, preferring control over carnage. To her, the Barovians are livestock to be carefully and sustainably cultivated. Elegant and unshakable, she plays the long game, convinced that Strahd will one day give her more than power—perhaps even his throne.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Campaign Spotlight: \\\"},{\\\"insert\\\":\\\"Anastrasya is one of the first brides the party will likely meet. When the Black Carriage event occurs, Anastrasya is inside the carriage and calls out to the party to invite them to dinner at Castle Ravenloft. She charms her way into the party's good graces, trying her best to make them feel as comfortable as possible while extracting as much information as she can from them. Whenever Strahd needs a lower-profile diplomat to speak in his stead outside Castle Ravenloft, he uses her.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Abilities: \\\"},{\\\"insert\\\":\\\"I made Anastrasya a mastermind rogue. As such, I gave her the vampire spawn statblock but with the following modifications:\\\\nHer Charisma and Wisdom scores are 18.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"She has proficiency in Performance and Insight and expertise in Persuasion and Deception.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"She has two legendary actions, which she can use to move up to her speed without provoking opportunity attacks.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"She has Strahd's \\\\\\\"Charm\\\\\\\" action.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"I also gave her an \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"uncommon glamerweave\\\"},{\\\"insert\\\":\\\" and a \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"rapier of warning\\\"},{\\\"insert\\\":\\\".\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"underline\\\":true,\\\"bold\\\":true},\\\"insert\\\":\\\"Ludmila Vasileva\\\"},{\\\"attributes\\\":{\\\"header\\\":3},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Backstory:\\\"},{\\\"insert\\\":\\\" Ludmila was born a poor village girl on the edge of Barovia. Having lived under the oppression of the Tergs before being \\\\\\\"liberated\\\\\\\" by Strahd, she idolized the general since youth. When he eventually killed Sergei and became a vampire, she willingly joined Strahd's army to crush those who then rose up against him. With a natural talent for magic and a newfound access to educational resources, she quickly became a powerful mage and an invaluable asset for Strahd. After being instrumental in the genocide of the dusk elves, she was granted vampirism and marriage by Strahd as a gift for her hard work. Unlike all the other spawn who have risen and fallen through the centuries, Ludmila's position has remained steady; her position was not secured through Strahd's fickle love, but her steady loyalty and continued usefulness.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Personality:\\\"},{\\\"insert\\\":\\\" Unlike the other brides, Ludmila remains detached from politics and cruelty, dedicating herself to arcane study and research. She most deeply understands the curse on the land and quietly searches for a way to break Barovia's curse and finally grant herself and Strahd freedom. She spends most of her time at the Amber Temple and the ruins that litter the land, looking for hints to further her research. When the party meets her, she is serious, quiet, and aloof. She will ally with them if beneficial, but will never turn against Strahd.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Campaign Spotlight:\\\"},{\\\"insert\\\":\\\" The party is most likely to meet Ludmila at the Amber Temple or even at the Tsolenka Pass. She does not want the party to access the temple's full knowledge troves, and as such, will do what she can to sabotage the party from the sidelines. If the party captures or makes a truce with her, she can serve as an excellent source of information about Strahd and Barovia's history.\\\\n\\\"},{\\\"attributes\\\":{\\\"bold\\\":true},\\\"insert\\\":\\\"Abilities:\\\"},{\\\"insert\\\":\\\" Ludmila is a wizard. I gave her the vampire spawn statblock with the following modifications:\\\\nHer Intelligence score is 20.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"She has proficiency in Arcana and History.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"She has Strahd's \\\\\\\"Spellcasting\\\\\\\" feature. Feel free to change up her prepared spells as she, like Strahd, would have access to the Amber Temple's extensive library of spellbooks.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"insert\\\":\\\"I also gave her a \\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"+1 arcane grimoire\\\"},{\\\"insert\\\":\\\" which would reasonably contain every spell of 5th level or below.\\\"},{\\\"attributes\\\":{\\\"indent\\\":2,\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<p>Continuing my previous post, here is another one of my favorite original modifications to running the \\\"Curse of Strahd\\\" Dungeons and Dragons campaign: traveling brides.</p><p>—</p><p>The original Curse of Strahd module doesn't have much information on Strahd's three brides—they're seemingly just three run-of-the-mill vampire spawn, one of numerous monsters that haunt Castle Ravenloft. Plenty of others have worked on fleshing them out further, giving them individual statblocks, motivations, and personalities. Here's my take on fleshing out the brides, making them mini-bosses scattered across Barovia, allowing the party to learn how to deal with different aspects of vampires before facing Strahd. Each bride represents a different aspect of Strahd: warrior, aristocrat, scholar. They all have vampire spawn statblocks but with 93 max hit points instead of 82, one legendary resistance each, and some modifications specific to each one listed below.</p><h3><strong><u>Volenta Popofsky:</u></strong></h3><p><strong>Backstory: </strong>Since her birth to the Vistani near Vallaki, she always had an insatiable bloodlust. Against the orders of her elders, she secretly murdered and robbed travelers traveling through Barovia, more so for the thrill than greed. After a noble’s son was found flayed and smiling by Lake Zarovich, the Vistani elders turned her over to the Vallaki guard in a desperate bid to distance themselves. However, when the Vallaki guard came to collect, she slaughtered them all in a bloody massacre, fleeing into the woods. Rumors spread that she was a vampire, and Strahd, hearing these rumors of a vampire he didn't know about, went to investigate. When he confronted her, she impressed him with her unapologetic cruelty and unflinching joie de vivre despite her situation. After a brief courtship of being hunted like prey by Strahd, she left the woods reborn as his third bride.</p><p><strong>Personality:</strong> Volenta is the youngest of the three brides, and her immaturity shows. She delights in others’ pain with childlike glee, mocking and insulting her enemies as she slices at them. She loves fighting, often drawing out combat to extend her opponents' suffering. Her love of killing is second only to her love of torture, and she likes to capture and imprison especially interesting opponents at Castle Ravenloft. She is unflinchingly loyal to Strahd, seeing herself as both muse and masterpiece, thriving on attention, fear, and chaos.</p><p><strong>Campaign Spotlight:</strong> At the time of the campaign, Volenta is currently hanging out with the werewolves. When Kiril Stoyanovich asked Strahd for his help securing control over his fractured pack, he was sent Volenta. She played a pivotal role in ousting Emil, Kiril's rival, and now helps him maintain power over any dissenters—while also keeping a tight leash on Kiril's loyalty to Strahd. She often goes on hunts with Kiril and his pack to kidnap children to turn into werewolves.</p><p><strong>Abilities: </strong>Volenta is a fierce, savage melee combatant, making her a great fit for the barbarian class. As such, I gave her the vampire spawn statblock but with the following modifications:</p><ul><li class=\\\"ql-indent-2\\\">Her Strength and Constitution scores are 18.</li><li class=\\\"ql-indent-2\\\">Her base walking speed is 40 ft instead of 30 ft.</li><li class=\\\"ql-indent-2\\\">She has proficiency in Athletics and Survival.</li><li class=\\\"ql-indent-2\\\">She can <strong>rage</strong> 3/day, granting her resistance to all physical damage for 1 minute, until she goes unconscious, or until she ends her turn without having attacked a hostile creature or taking damage since her last turn.</li><li class=\\\"ql-indent-2\\\">She has Strahd's \\\"Children of the Night\\\" action, allowing her to summon swarms of vermin to help her in combat.</li><li class=\\\"ql-indent-2\\\">I gave her an <em>insignia of claws</em>, but reflavored it to be gauntlets that look like this: </li></ul><p>\\t\\t\\t<img src=\\\"data:image/jpeg;base64,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\\\" alt=\\\"This may contain: a person holding up some gold colored rings\\\" height=\\\"212\\\" width=\\\"157\\\"></p><h3><strong><u>Anastraysa Karelova</u></strong></h3><p><strong>Backstory:</strong> Anastrasya was once a noblewoman in Vallaki—graceful, ambitious, and razor-sharp. Born into privilege, she mastered the art of intrigue and wielded charm like a blade, securing power through carefully arranged alliances and quiet eliminations. But as Vallaki's petty politics stifled her, she sought something greater. When summoned to Castle Ravenloft under the guise of negotiation, she impressed Strahd not with fear, but with wit, poise, and ambition that mirrored his own. He offered her a place at his side, and she accepted without hesitation. Now a vampire bride, Anastrasya serves as Strahd’s most trusted advisor and envoy—collecting taxes, enforcing tribute, and manipulating Barovia’s nobility with cold efficiency. </p><p><strong>Personality: </strong>Anastrasya is poised, calculating, and pragmatic. Her words are soothing and her smile is disarming, making people around her forget what she really is. Where others kill for pleasure, Anastrasya does so only when necessary, preferring control over carnage. To her, the Barovians are livestock to be carefully and sustainably cultivated. Elegant and unshakable, she plays the long game, convinced that Strahd will one day give her more than power—perhaps even his throne.</p><p><strong>Campaign Spotlight: </strong>Anastrasya is one of the first brides the party will likely meet. When the Black Carriage event occurs, Anastrasya is inside the carriage and calls out to the party to invite them to dinner at Castle Ravenloft. She charms her way into the party's good graces, trying her best to make them feel as comfortable as possible while extracting as much information as she can from them. Whenever Strahd needs a lower-profile diplomat to speak in his stead outside Castle Ravenloft, he uses her.</p><p><strong>Abilities: </strong>I made Anastrasya a mastermind rogue. As such, I gave her the vampire spawn statblock but with the following modifications:</p><ul><li class=\\\"ql-indent-2\\\">Her Charisma and Wisdom scores are 18.</li><li class=\\\"ql-indent-2\\\">She has proficiency in Performance and Insight and expertise in Persuasion and Deception.</li><li class=\\\"ql-indent-2\\\">She has two legendary actions, which she can use to move up to her speed without provoking opportunity attacks.</li><li class=\\\"ql-indent-2\\\">She has Strahd's \\\"Charm\\\" action.</li><li class=\\\"ql-indent-2\\\">I also gave her an <em>uncommon glamerweave</em> and a <em>rapier of warning</em>.</li></ul><h3><strong><u>Ludmila Vasileva</u></strong></h3><p><strong>Backstory:</strong> Ludmila was born a poor village girl on the edge of Barovia. Having lived under the oppression of the Tergs before being \\\"liberated\\\" by Strahd, she idolized the general since youth. When he eventually killed Sergei and became a vampire, she willingly joined Strahd's army to crush those who then rose up against him. With a natural talent for magic and a newfound access to educational resources, she quickly became a powerful mage and an invaluable asset for Strahd. After being instrumental in the genocide of the dusk elves, she was granted vampirism and marriage by Strahd as a gift for her hard work. Unlike all the other spawn who have risen and fallen through the centuries, Ludmila's position has remained steady; her position was not secured through Strahd's fickle love, but her steady loyalty and continued usefulness.</p><p><strong>Personality:</strong> Unlike the other brides, Ludmila remains detached from politics and cruelty, dedicating herself to arcane study and research. She most deeply understands the curse on the land and quietly searches for a way to break Barovia's curse and finally grant herself and Strahd freedom. She spends most of her time at the Amber Temple and the ruins that litter the land, looking for hints to further her research. When the party meets her, she is serious, quiet, and aloof. She will ally with them if beneficial, but will never turn against Strahd.</p><p><strong>Campaign Spotlight:</strong> The party is most likely to meet Ludmila at the Amber Temple or even at the Tsolenka Pass. She does not want the party to access the temple's full knowledge troves, and as such, will do what she can to sabotage the party from the sidelines. If the party captures or makes a truce with her, she can serve as an excellent source of information about Strahd and Barovia's history.</p><p><strong>Abilities:</strong> Ludmila is a wizard. I gave her the vampire spawn statblock with the following modifications:</p><ul><li class=\\\"ql-indent-2\\\">Her Intelligence score is 20.</li><li class=\\\"ql-indent-2\\\">She has proficiency in Arcana and History.</li><li class=\\\"ql-indent-2\\\">She has Strahd's \\\"Spellcasting\\\" feature. Feel free to change up her prepared spells as she, like Strahd, would have access to the Amber Temple's extensive library of spellbooks.</li><li class=\\\"ql-indent-2\\\">I also gave her a <em>+1 arcane grimoire</em> which would reasonably contain every spell of 5th level or below.</li></ul>\"}",
    "tags": []
  }
},
{
  "model": "blog.post",
  "pk": 35,
  "fields": {
    "title": "The Predictions of Asimov's \"I, Robot\": Part 1 of 3",
    "created": "2025-09-07",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Over the last week, I read Isaac Asimov’s 1950s sci-fi anthology, \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\". The stories are pretty fun to read, and there’s a lot of great humor sprinkled about. The stories are impressively prescient in some regards, but I believe were sadly over-optimistic in others. I’ll be making this post in three parts, of which this is the first: In the first part, I will provide an overview of the stories and their ultimate optimistic conclusion, and in the second and third parts, I’ll respectively delve more deeply into what predictions I think were correct, and what predictions, not-so-much. Massive spoiler warnings ahead!\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\" is a collection of nine short stories bound together via a retrospective interview of an acclaimed robopsychologist, Susan Calvin, as a framing device. Arranged chronologically, these stories depict humanity’s future as robots advance from simple, speechless automata to near god-like machines that simulate human emotion, unlock interstellar travel, and eventually fully run the world economy and politics.\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Central to the robots of Asimov’s world are the “Three Laws of Robotics,” introduced in full in the second story of the anthology, “Runaround”:\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"A robot may not injure a human being, or, through inaction, allow a human being to come to harm.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"A robot must obey the orders given it by human beings except where such orders would conflict with the First Law.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"A robot must protect its own existence as long as such protection does not conflict with the First or Second Laws.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"ordered\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"The stories afterwards largely focus on the cast of human characters trying to figure out what’s going wrong when robots behave in unexpected ways, usually caused by these rules bending or conflicting with each other. For example, in what is arguably the funniest of the stories, “Reason,” an especially intelligent robot assembled in a remote space station develops religious delusions of grandeur, creates a cult where the other robots follow him as a “prophet,” forcibly takes over the space station’s operations, and forces the human supervisors into retirement. The human supervisors aren’t harmed—in fact, the robots wait on them with food and water until they are sent back to Earth—but they are barred from the control room. In the end, it’s explained that the robot must have subconsciously determined that the best way to keep the humans safe was to take away their control, as the robot knew it was better at operating the space station: In other words, the robot adhered to the First Law at the expense of the Second.\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Despite these hijinks, \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\" ultimately presents a very optimistic view of humanity’s future with robots. In the story “Evidence,” Stephen Byerley, a robot masquerading as a human wins an election for mayorhood, eventually spearheading the consolidation of nations into larger global regions, and then uniting these regions under the office of “World Co-ordinator.” Byerley turns Earth into a utopia with the assistance of “the Machines,” a set of hyperintelligent supercomputers that perfectly direct the world’s economy and politics for the benefit of humankind. Through Calvin, Asimov argues in the story “Evidence” that:\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"If a robot can be created capable of being a civil executive, I think he’d make the best one possible. By the Laws of Robotics, he’d be incapable of harming humans, incapable of tyranny, of corruption, of stupidity, of prejudice. And after he had served a decent term, he would leave, even though he were immortal, because it would be impossible for him to hurt humans by letting them know that a robot had ruled them.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"and later in the story “The Evitable Conflict”:\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"Perhaps, to give you a not unfamiliar example, our entire technical civilization has created more unhappiness and misery than it has removed. Perhaps an agrarian or pastoral civilization, with less culture and less people would be better. If so, the Machines must move in that direction, preferably without telling us, since in our ignorant prejudices we only know that what we are used to, is good — and we would then fight change. Or perhaps a complete urbanization, or a completely caste-ridden society, or complete anarchy, is the answer. We don’t know. Only the Machines know, and they are going there and taking us with them.\\\"},{\\\"attributes\\\":{\\\"blockquote\\\":true},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"In short, in Asimov’s future, the Machines have practically become God: Through their omniscience, they work in mysterious ways according to their divine plan for the ultimate benefit of humanity. Human free-will exists, but because the Machines can so accurately predict it, we are essentially subject to predestination.\\\"},{\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<p><span style=\\\"background-color: transparent;\\\">Over the last week, I read Isaac Asimov’s 1950s sci-fi anthology, </span><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\">. The stories are pretty fun to read, and there’s a lot of great humor sprinkled about. The stories are impressively prescient in some regards, but I believe were sadly over-optimistic in others. I’ll be making this post in three parts, of which this is the first: In the first part, I will provide an overview of the stories and their ultimate optimistic conclusion, and in the second and third parts, I’ll respectively delve more deeply into what predictions I think were correct, and what predictions, not-so-much. Massive spoiler warnings ahead!</span></p><p><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\"> is a collection of nine short stories bound together via a retrospective interview of an acclaimed robopsychologist, Susan Calvin, as a framing device. Arranged chronologically, these stories depict humanity’s future as robots advance from simple, speechless automata to near god-like machines that simulate human emotion, unlock interstellar travel, and eventually fully run the world economy and politics.</span></p><p><span style=\\\"background-color: transparent;\\\">Central to the robots of Asimov’s world are the “Three Laws of Robotics,” introduced in full in the second story of the anthology, “Runaround”:</span></p><ol><li><em style=\\\"background-color: transparent;\\\">A robot may not injure a human being, or, through inaction, allow a human being to come to harm.</em></li><li><em style=\\\"background-color: transparent;\\\">A robot must obey the orders given it by human beings except where such orders would conflict with the First Law.</em></li><li><em style=\\\"background-color: transparent;\\\">A robot must protect its own existence as long as such protection does not conflict with the First or Second Laws.</em></li></ol><p><span style=\\\"background-color: transparent;\\\">The stories afterwards largely focus on the cast of human characters trying to figure out what’s going wrong when robots behave in unexpected ways, usually caused by these rules bending or conflicting with each other. For example, in what is arguably the funniest of the stories, “Reason,” an especially intelligent robot assembled in a remote space station develops religious delusions of grandeur, creates a cult where the other robots follow him as a “prophet,” forcibly takes over the space station’s operations, and forces the human supervisors into retirement. The human supervisors aren’t harmed—in fact, the robots wait on them with food and water until they are sent back to Earth—but they are barred from the control room. In the end, it’s explained that the robot must have subconsciously determined that the best way to keep the humans safe was to take away their control, as the robot knew it was better at operating the space station: In other words, the robot adhered to the First Law at the expense of the Second.</span></p><p><span style=\\\"background-color: transparent;\\\">Despite these hijinks, </span><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\"> ultimately presents a very optimistic view of humanity’s future with robots. In the story “Evidence,” Stephen Byerley, a robot masquerading as a human wins an election for mayorhood, eventually spearheading the consolidation of nations into larger global regions, and then uniting these regions under the office of “World Co-ordinator.” Byerley turns Earth into a utopia with the assistance of “the Machines,” a set of hyperintelligent supercomputers that perfectly direct the world’s economy and politics for the benefit of humankind. Through Calvin, Asimov argues in the story “Evidence” that:</span></p><blockquote><em style=\\\"background-color: transparent;\\\">If a robot can be created capable of being a civil executive, I think he’d make the best one possible. By the Laws of Robotics, he’d be incapable of harming humans, incapable of tyranny, of corruption, of stupidity, of prejudice. And after he had served a decent term, he would leave, even though he were immortal, because it would be impossible for him to hurt humans by letting them know that a robot had ruled them.</em></blockquote><p><span style=\\\"background-color: transparent;\\\">and later in the story “The Evitable Conflict”:</span></p><blockquote><em style=\\\"background-color: transparent;\\\">Perhaps, to give you a not unfamiliar example, our entire technical civilization has created more unhappiness and misery than it has removed. Perhaps an agrarian or pastoral civilization, with less culture and less people would be better. If so, the Machines must move in that direction, preferably without telling us, since in our ignorant prejudices we only know that what we are used to, is good — and we would then fight change. Or perhaps a complete urbanization, or a completely caste-ridden society, or complete anarchy, is the answer. We don’t know. Only the Machines know, and they are going there and taking us with them.</em></blockquote><p><span style=\\\"background-color: transparent;\\\">In short, in Asimov’s future, the Machines have practically become God: Through their omniscience, they work in mysterious ways according to their divine plan for the ultimate benefit of humanity. Human free-will exists, but because the Machines can so accurately predict it, we are essentially subject to predestination.</span></p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 36,
  "fields": {
    "title": "The Predictions of Asimov's \"I, Robot\": Part 2 of 3",
    "created": "2025-09-13",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"(Continuation of \\\"},{\\\"attributes\\\":{\\\"italic\\\":true,\\\"link\\\":\\\"https://brandonssandbox.com/blog/post/35\\\"},\\\"insert\\\":\\\"Part 1\\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\")\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Asimov’s stories and the other stories of robot super-intelligence are especially salient now at the height of the LLM AI boom. He was surprisingly accurate in some ways about how AI would really come to the forefront, but less so in others—at their core, I think his predictions may have been too optimistic.\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Let’s start with the two of his predictions that were correct I find most interesting (though there were many more):\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"bold\\\":true},\\\"insert\\\":\\\"Luddites:\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"That people would respond poorly to the prospect of machines who could take over their jobs was low hanging fruit in terms of prediction—it’s happened time and time again historically. However, Asimov’s predictions on how exactly it would play out were impressively accurate. In \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\", though people do have misgivings about robots leading up to it, it’s only when robots became truly accessible to the general public that fear and hatred towards them reached its peak: “By 2002, we had invented the mobile speaking robot… which seemed to be the final straw as far as the non-robot elements were concerned. Most of the world governments banned robot use on Earth for any purpose other than scientific research between 2003 and 2007” (Asimov 29).\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Similarly, from what I’ve seen in recent years, hatred and fear towards AI use really exploded after AI that could generate decent art and writing became easily accessible. On social media, I’ve seen people arguing that we need to boycott AI art, for example, not simply on the grounds of quality, but on the principle that it erodes human dignity and value. There are certainly logically-driven arguments focused on the contentious relationships between AI art and copyright, but I think a lot of it is emotionally driven from a fear of human obsolescence. Artists fear their already saturated labor market becoming even weaker, making it difficult to make a livable income from doing what they love.\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"bold\\\":true},\\\"insert\\\":\\\"Black box:\\\"},{\\\"attributes\\\":{\\\"header\\\":2},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Asimov also accurately predicted that AI models, once sufficiently advanced, would practically be black boxes to the humans who created them. The “positronic” brains in \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\" are very similar to the neural networks that dominate LLMs today, both modeled off human brain pathways whose “potentials” constructively and destructively interfere to determine decision-making. Just as we don’t fully understand the emergent properties of LLMs, though, and must often approach LLM outputs from a behavioristic psychological perspective over a structuralistic one, the solution to confusing robot behavior in \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\" often relies on robopsychology over simple mathematics.\\\"},{\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<p><em>(Continuation of </em><a href=\\\"https://brandonssandbox.com/blog/post/35\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\"><em>Part 1</em></a><em>)</em></p><p><span style=\\\"background-color: transparent;\\\">Asimov’s stories and the other stories of robot super-intelligence are especially salient now at the height of the LLM AI boom. He was surprisingly accurate in some ways about how AI would really come to the forefront, but less so in others—at their core, I think his predictions may have been too optimistic.</span></p><p><span style=\\\"background-color: transparent;\\\">Let’s start with the two of his predictions that were correct I find most interesting (though there were many more):</span></p><h2><strong style=\\\"background-color: transparent;\\\">Luddites:</strong></h2><p><span style=\\\"background-color: transparent;\\\">That people would respond poorly to the prospect of machines who could take over their jobs was low hanging fruit in terms of prediction—it’s happened time and time again historically. However, Asimov’s predictions on how exactly it would play out were impressively accurate. In </span><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\">, though people do have misgivings about robots leading up to it, it’s only when robots became truly accessible to the general public that fear and hatred towards them reached its peak: “By 2002, we had invented the mobile speaking robot… which seemed to be the final straw as far as the non-robot elements were concerned. Most of the world governments banned robot use on Earth for any purpose other than scientific research between 2003 and 2007” (Asimov 29).</span></p><p><span style=\\\"background-color: transparent;\\\">Similarly, from what I’ve seen in recent years, hatred and fear towards AI use really exploded after AI that could generate decent art and writing became easily accessible. On social media, I’ve seen people arguing that we need to boycott AI art, for example, not simply on the grounds of quality, but on the principle that it erodes human dignity and value. There are certainly logically-driven arguments focused on the contentious relationships between AI art and copyright, but I think a lot of it is emotionally driven from a fear of human obsolescence. Artists fear their already saturated labor market becoming even weaker, making it difficult to make a livable income from doing what they love.</span></p><h2><strong style=\\\"background-color: transparent;\\\">Black box:</strong></h2><p><span style=\\\"background-color: transparent;\\\">Asimov also accurately predicted that AI models, once sufficiently advanced, would practically be black boxes to the humans who created them. The “positronic” brains in </span><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\"> are very similar to the neural networks that dominate LLMs today, both modeled off human brain pathways whose “potentials” constructively and destructively interfere to determine decision-making. Just as we don’t fully understand the emergent properties of LLMs, though, and must often approach LLM outputs from a behavioristic psychological perspective over a structuralistic one, the solution to confusing robot behavior in </span><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\"> often relies on robopsychology over simple mathematics.</span></p>\"}",
    "tags": [
      1
    ]
  }
},
{
  "model": "blog.post",
  "pk": 37,
  "fields": {
    "title": "The Predictions of Asimov's \"I, Robot\": Part 3 of 3",
    "created": "2025-10-05",
    "content": "{\"delta\":\"{\\\"ops\\\":[{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\"(Continuation of \\\"},{\\\"attributes\\\":{\\\"italic\\\":true,\\\"link\\\":\\\"https://brandonssandbox.com/blog/post/35\\\"},\\\"insert\\\":\\\"Part 1\\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\" and \\\"},{\\\"attributes\\\":{\\\"italic\\\":true,\\\"link\\\":\\\"https://brandonssandbox.com/blog/post/36\\\"},\\\"insert\\\":\\\"Part 2\\\"},{\\\"attributes\\\":{\\\"italic\\\":true},\\\"insert\\\":\\\")\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Considering the impressive accuracy of some of his predictions, some of Asimov’s other predictions are funny in fairly simple ways: It’s strange to imagine that someone so prescient could make some mistakes that are so obvious in retrospect. For example, Asimov estimates the global population in the mid 21st century to be just over 3 billion, which is wildly less than even the population as of 2025, which exceeds 8 billion. Considering that the population in 1950 was ~2.5 billion, it seems like Asimov predicted a severe population growth plateau, which hasn’t been the case.\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"He also had some more critical mispredictions, however: On a fundamental level, I think he was too optimistic with how AI would develop in society. In particular, in the real world, there is no indication that Asimov’s Three Laws of Robotics, or even any moral safeguards like it, will become nearly as ingrained into AI models as he portrays in \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\". In \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\", the Three Laws are so fundamentally a part of the positronic brain that “long before enough can go wrong to alter that First Law, a robot would be completely inoperable. It’s a mathematical impossibility” (Asimov 14).\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"The reasons that nothing quite like the Three Laws have been implemented in real-world AI are three-fold:\\\"},{\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"bold\\\":true},\\\"insert\\\":\\\"Black-box models: \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"We can’t yet modulate AI behavior with the mathematical precision pictured in Asimov’s stories. In \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\", Dr. Bogert serves as a foil to Dr. Calvin as a mathematician who proves theorems about robot behavior, a more structuralist approach compared to Dr. Calvin’s more behavioralist robot psychology approach. He is able to make claims like “[Removal of the First Law] would mean complete instability, with no nonimaginary solutions to the positronic Field Equations” (Asimov 129). LLM behavior as of yet is largely a black-box of emergent properties, and most of the “safeguards” we try to put around its outputs are either post-facto, censoring the outputs it generates, or given to it with shaky natural language instructions, not fundamental axioms built into the model.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"bold\\\":true},\\\"insert\\\":\\\"Centralization: \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Asimov highly underestimated how accessible making AI models would actually become. In \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\", US Robotics and Consolidated Robots are the only two companies that play a significant role in the AI robot market, and the former is the only that can make “positronic” brains, which ultimately dominate. There seem to be large barriers to entry, perhaps in infrastructure or research costs, preventing all but these two mega-corporations from developing their own competitive AI models. However, in the real world, the theory behind LLMs is reasonably accessible, and the equipment needed to train one, though expensive, isn’t prohibitively so for larger companies. Sure, there are probably proprietary techniques within every company currently competing in the AI space, but every tech giant seems to have been able to develop their own, fairly competitive model once they put their minds to it. This lack of centralization means that we can’t rely on a select few companies to be responsible with regulating AI behavior—there’s plenty of room for negligent or even malicious actors, especially across different countries.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"bold\\\":true},\\\"insert\\\":\\\"Regulation: \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"That lack of centralization helps lead into the difficulty of regulation. In \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\", it takes only a few years before public opinion is sufficiently turned against robots to ban them entirely from the planet. Something like that is hard to imagine happening in real life. Besides the fact that the lack of centralization and accessibility of LLMs makes enforcement almost impossible, I think capitalism benefits far too much from AI to rally behind that kind of regulation—public sentiment is also too disunified, especially since individuals also often personally benefit significantly from AI. Furthermore, rather than leading to more international unity like in \\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\",\\\"italic\\\":true},\\\"insert\\\":\\\"I, Robot\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\", there has instead been an AI arms race among countries, and regulation banning AI altogether from the US would be a death sentence to national competitiveness in that space.\\\"},{\\\"attributes\\\":{\\\"list\\\":\\\"bullet\\\"},\\\"insert\\\":\\\"\\\\n\\\"},{\\\"attributes\\\":{\\\"background\\\":\\\"transparent\\\"},\\\"insert\\\":\\\"Perhaps with more research, we’ll learn more about how we can enforce these or other safeguards more stringently, but as of now, it seems unfortunately unlikely that we will have the same safeguards that Asimov preached, as flawed as they were even in his stories. Asimov’s ultimately optimistic future outlook of benevolent robot masters relies on these Three Laws, so let us keep an eye on AI ethics research efforts, cross our fingers, and hope we figure something out before AI becomes too powerful!\\\"},{\\\"insert\\\":\\\"\\\\n\\\"}]}\",\"html\":\"<p><em>(Continuation of </em><a href=\\\"https://brandonssandbox.com/blog/post/35\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\"><em>Part 1</em></a><em> and </em><a href=\\\"https://brandonssandbox.com/blog/post/36\\\" rel=\\\"noopener noreferrer\\\" target=\\\"_blank\\\"><em>Part 2</em></a><em>)</em></p><p><span style=\\\"background-color: transparent;\\\">Considering the impressive accuracy of some of his predictions, some of Asimov’s other predictions are funny in fairly simple ways: It’s strange to imagine that someone so prescient could make some mistakes that are so obvious in retrospect. 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In </span><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\">, Dr. Bogert serves as a foil to Dr. Calvin as a mathematician who proves theorems about robot behavior, a more structuralist approach compared to Dr. Calvin’s more behavioralist robot psychology approach. He is able to make claims like “[Removal of the First Law] would mean complete instability, with no nonimaginary solutions to the positronic Field Equations” (Asimov 129). LLM behavior as of yet is largely a black-box of emergent properties, and most of the “safeguards” we try to put around its outputs are either post-facto, censoring the outputs it generates, or given to it with shaky natural language instructions, not fundamental axioms built into the model.</span></li><li><strong style=\\\"background-color: transparent;\\\">Centralization: </strong><span style=\\\"background-color: transparent;\\\">Asimov highly underestimated how accessible making AI models would actually become. In </span><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\">, US Robotics and Consolidated Robots are the only two companies that play a significant role in the AI robot market, and the former is the only that can make “positronic” brains, which ultimately dominate. There seem to be large barriers to entry, perhaps in infrastructure or research costs, preventing all but these two mega-corporations from developing their own competitive AI models. However, in the real world, the theory behind LLMs is reasonably accessible, and the equipment needed to train one, though expensive, isn’t prohibitively so for larger companies. Sure, there are probably proprietary techniques within every company currently competing in the AI space, but every tech giant seems to have been able to develop their own, fairly competitive model once they put their minds to it. This lack of centralization means that we can’t rely on a select few companies to be responsible with regulating AI behavior—there’s plenty of room for negligent or even malicious actors, especially across different countries.</span></li><li><strong style=\\\"background-color: transparent;\\\">Regulation: </strong><span style=\\\"background-color: transparent;\\\">That lack of centralization helps lead into the difficulty of regulation. In </span><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\">, it takes only a few years before public opinion is sufficiently turned against robots to ban them entirely from the planet. Something like that is hard to imagine happening in real life. Besides the fact that the lack of centralization and accessibility of LLMs makes enforcement almost impossible, I think capitalism benefits far too much from AI to rally behind that kind of regulation—public sentiment is also too disunified, especially since individuals also often personally benefit significantly from AI. Furthermore, rather than leading to more international unity like in </span><em style=\\\"background-color: transparent;\\\">I, Robot</em><span style=\\\"background-color: transparent;\\\">, there has instead been an AI arms race among countries, and regulation banning AI altogether from the US would be a death sentence to national competitiveness in that space.</span></li></ul><p><span style=\\\"background-color: transparent;\\\">Perhaps with more research, we’ll learn more about how we can enforce these or other safeguards more stringently, but as of now, it seems unfortunately unlikely that we will have the same safeguards that Asimov preached, as flawed as they were even in his stories. Asimov’s ultimately optimistic future outlook of benevolent robot masters relies on these Three Laws, so let us keep an eye on AI ethics research efforts, cross our fingers, and hope we figure something out before AI becomes too powerful!</span></p>\"}",
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