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new file mode 100644
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new file mode 100644
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new file mode 100644
index 0000000000000000000000000000000000000000..c4f30046bfd71a1260eb8fabd6c7e3a33df01b7d
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index 0000000000000000000000000000000000000000..fced5fd5a2f4d164181b1a89727a5436e9b99fdf
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new file mode 100644
index 0000000000000000000000000000000000000000..72197a4dbc3cbf78a60d20a8eec56fcaeeacd584
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index 0000000000000000000000000000000000000000..72197a4dbc3cbf78a60d20a8eec56fcaeeacd584
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new file mode 100644
index 0000000000000000000000000000000000000000..e4fec4fca48408ccf4be8eb10d0de83008daee17
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+ Action Capture
+
+
Action Capture
+
Wait for user instructions, then begin by typing a URL into a search bar.
+
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What is physics? (article) | Khan Academy
+ ChatGPT Free Research Preview. ChatGPT may produce inaccurate information about people, places, or facts. ChatGPT May 24 Version
ChatGPT Free Research Preview. ChatGPT may produce inaccurate information about people, places, or facts. ChatGPT May 24 Version
ChatGPT Free Research Preview. ChatGPT may produce inaccurate information about people, places, or facts. ChatGPT May 24 Version
ChatGPT Free Research Preview. ChatGPT may produce inaccurate information about people, places, or facts. ChatGPT May 24 Version
Physics Curriculum Overview Free Research Preview. ChatGPT may produce inaccurate information about people, places, or facts. ChatGPT May 24 Version
Physics library | Science | Khan Academy
+ Physics library | Science | Khan Academy
+ Physics library | Science | Khan Academy
+ Physics library | Science | Khan Academy
+ Dashboard | Khan Academy
+ Physics library | Science | Khan Academy
+ Physics library | Science | Khan Academy
+ Physics library | Science | Khan Academy
+ Physics library | Science | Khan Academy
+ Introduction to physics (video) | Khan Academy
+ What is physics? (article) | Khan Academy
+ What is physics? (article) | Khan Academy
+ What is physics? (article) | Khan Academy
+ Physics library | Science | Khan Academy
+ What is physics? (article) | Khan Academy
+ What is physics? (article) | Khan Academy
+ What is physics? (article) | Khan Academy
+ What is physics? (article) | Khan Academy
+ What is physics? (article) | Khan Academy
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diff --git a/demonstrations/rgzptxt/dom_snapshots/page-13-0.json b/demonstrations/rgzptxt/dom_snapshots/page-13-0.json
new file mode 100644
index 0000000000000000000000000000000000000000..f5964214c5e76970b368b6bf163d190d74114983
--- /dev/null
+++ b/demonstrations/rgzptxt/dom_snapshots/page-13-0.json
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1.414L10.414 12l5.293 5.293z", "a685fde2-34d6-4881", "", "content-panel-wrapper", "_1gecpzms", "397b6bc7-b5ac-446b", "", "content-library-content-panel", "_12rdgdx7", "cafc9b95-c37b-459f", "", "_csw0x0t", "2a918dde-6838-4547", "", "_19uyl026", "690e0e96-c03f-4131", "", "application/ld+json", "jsonld", "e738129e-de2a-4b97", "", "{\"@context\":\"https://schema.org\",\"@type\":[\"VideoObject\",\"LearningResource\"],\"name\":\"Law of demand\",\"description\":\"The law of demand states that when the price of a product goes up, the quantity demanded will go down \u2013 and vice versa. It's an intuitive concept that tends to hold true in most situations (though there are exceptions). The law of demand is a foundational principle in microeconomics, helping us understand how buyers and sellers interact in the marketplace.\",\"uploadDate\":\"2011-12-31T11:00:10Z\",\"thumbnailUrl\":\"https://cdn.kastatic.org/googleusercontent/wHTcv1sxx9EFKu04XMUUy9aTHotbdLHIVGP1JtUiTS0MmYC9Onzbg_pYqa0wvKhX71bJfUO9WIAlB5hPKg7CTlHk\",\"transcript\":\"In this video, we're going to\\ntalk about the law of demand, which is one of the core\\nideas of microeconomics. And lucky for us, it's\\na fairly intuitive idea. It just tells us that if we\\nraise the price of a product, that will lower the quantity\\ndemanded for the product. Quantity demanded will go down. And you could imagine\\nthe other side of that. If we lower the\\nprice of a product, that will raise the quantity\\ndemanded of that product. And the law of demand says\\nthis just kind of generally. What we'll see in a\\nfew videos from now is that there are some\\nexceptions to this. But to make this\\nlittle concrete, let's think about the demand\\nfor a certain product. And one thing I\\nwant to clear here, and I'm going to go\\nthrough great pains to not mess this\\nup, is that when we talk about the word demand\\nin a formal economic sense, we're not talking\\nabout a quantity. We're actually\\ngoing to talk, all else equal, ceteris\\nparibus, the relationship between price and\\nquantity demanded. If we talk about\\nan actual quantity, we should say the\\nquantity demanded. So demand versus\\nquantity demanded. These are two different things. And if it's a little\\nconfusing to you right now, hopefully by\\nthe end of this video, the difference between\\ndemand and quantity demanded will become\\na little bit clearer. And definitely over the next few\\nvideos, because in this video, we're going to focus on how\\nthe quantity demanded changes relative to the price. In future videos,\\nwe'll talk about how the entire relationship,\\nhow demand changes based on different factors. But to make things\\nconcrete, let's say I'm about to release\\nmy science fiction book, Space Whatever. I don't know, the book\\nthat I want to release. So I'm going to\\nrelease some ebook. And we've done\\nsome market study, or we just know how the\\ndemand is related to price or the price is\\nrelated to demand. And we're going to show that\\nin a demand schedule, which is really just a table that\\njust shows how the price-- and, actually I just made\\nmy first mistake. I just said how price\\nrelates to demand. I should say how price\\nrelates to quantity demanded and how quantity demanded\\nrelates to price. So demand schedule, it shows\\na relationship between price and quantity demanded,\\nall else equal. So we're going to have\\nmultiple scenarios here. So this column, let\\nme do my scenarios. In this column, let\\nme put my price. In this column, I put\\nmy quantity demanded. So scenario, let's\\ncall this scenario A. I could price my book at $2. And I'll get a ton of people\\ndownloading it at that price. So I will get 60,000\\npeople download my book at that price, my ebook. Scenario B, I could\\nraise the price by $2. So it's now $4. And that kills off\\na lot of the demand. Now the quantity\\ndemanded goes down to 40,000 people downloading it. Then I can go to scenario C,\\nif I raise it by another $2. So now I'm at $6. Now that lowers the\\nquantity demanded to 30,000. I'll do a couple more of these. Scenario D, I raise another $2. So I get to $8 now. Now the quantity demanded\\ngoes down to 25,000. And I'll do one more of these. Let me see, what color\\nhave I not used yet. I haven't used yellow yet. Scenario E, if I\\nraise it to $10, now the quantity demanded,\\nlet's just say, is 23,000. So this relationship shows the\\nlaw of demand right over here. And this table that shows\\nhow the quantity demanded relates to price\\nand vice versa, this is what we call a\\ndemand schedule. Now we can also, based\\non this demand schedule, draw a demand curve. And really, we're just\\ngoing to plot these points and draw the curve\\nthe connects them. Because these aren't\\nthe only scenarios. Anything in between is possible. We could charge\\n$2.01 for the book. We could charge for\\n$4.50 for the book. And so that's what the demand\\ncurve captures a little bit better, because it's a\\ncontinuous curve, not just five points. So let's do that. Let's graph it. And this is one of those\\nconventions of economics that I am not a fan of. Because people often talk\\nabout changing the price, and how the quantity\\ndemanded changes from that. And in traditional-- in most\\nof math and science, the thing that you're changing,\\nyou normally put on the horizontal axis. So if I was in charge of\\nthe convention of economics, I would plot price on\\nthe horizontal axis right over here. But the way it's\\ndone typically is that price is done\\non the vertical axis. And so you're used to seeing it\\nin kind of a traditional class environment. I'll do the same. So we'll put price\\nin the vertical axis, and we'll put quantity demanded\\nin the horizontal axis. And our quantity demanded\\ngoes all the up to 60,000. So let's see, that's\\n10, 20, 30, 40, 50, 60. So that's 10-- this is in\\nthousands-- 20, 30, 40-- sorry, not 45-- 40, 50, and 60. And this is in thousands. And then the price goes\\nup to $10, from $2 to $10. So let's say this is\\n2, 4, 6, 8, and 10. So let's plot the scenarios. So scenario A, price is $2,\\n60,000 units are demanded. That is scenario A\\nright over there. Scenario B, when the price is\\n$4, 40,000 units are demanded. And that's right over there. That's scenario B. Scenario C, $6, 30,000 units. Right over there, scenario C.\\nScenario D, $8, 25,000 units. $8, 25 is right about there. That looks like 25,000,\\nright in between. That's close enough. So that right over\\nthere is scenario D. And then finally scenario\\nE, $10, 23,000 units. So it might be\\nsomething like that. That is scenario E. And so we could\\nactually have prices anywhere in between that. And maybe we could\\neven go further. So this right over here. So if I were to draw\\nthe demand curve, it could look\\nsomething like this. The demand curve\\nwould look something-- I'm trying to do\\nmy best to draw it as a straight continuous line--\\ncould look something like that. And it could keep\\ngoing on and on. And so these are two\\nways to show demand. So just going back to\\nwhat I said earlier, the quantity\\ndemanded is, all else equal for a given price,\\nhow many units people are willing to download\\nor buy of my ebook. When we talk about\\nthe demand itself, we're talking about this\\nentire relationship. So this demand itself is\\nthis entire demand schedule. Or another way to think of it\\nis this entire demand curve. If demand were to\\nchange, we would actually have a different curve. This curve would shift, or\\nthe entries in this table would shift. If the quantity of\\ndemand changes-- so we move along this curve when\\nyou hold everything else equal and you only change price. So hopefully that\\nmakes it clear. When everything else is equal,\\nand you're only changing price, you're not changing\\ndemand, you're changing the quantity demanded. The demand, because\\neverything else is equal, is this relationship. 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It's an intuitive concept that tends to hold true in most situations (though there are exceptions). The law of demand is a foundational principle in microeconomics, helping us understand how buyers and sellers interact in the marketplace.", " ", "5abdbcb1-fb1d-4998", "", "Created by Sal Khan.", "_12a83gvt", "22be0b88-f0b1-4a58", "", "_1sxr4kbk", "1651cb98-fba7-4edb", "", "1dbbafc0-b858-4e12", "", "_m13h0dm", "ee44e203-1446-4fe0", "", "c4c51428-f3ce-48b5", "", "841ac32a-43d2-4899", "", "Discussions", "a9ddd808-aece-43d2", "", "_1vrmou44", "e4ca6bce-2c35-48bf", "", "ka-uid-discussiontabbedpanel-13--tabbedpanel-content", "ka-uid-discussiontabbedpanel-13--tabbedpanel-tab-0", "questions", "b81428e5-f4a9-4d7f", "", "_1jd6hj4p", "discussion-tab", "data-tab-num", "data-num-tabs", "ka-uid-discussiontabbedpanel-13--tabbedpanel-tab-0-inner", "3ac99bed-8729-484d", "", "b33f4ffa-861c-4746", "", "Questions", "d49e0713-cb6a-4626", "", "ka-uid-discussiontabbedpanel-13--tabbedpanel-tab-1", "comments", "f110a6e7-52de-41b4", "", "_13kodkcg", "ka-uid-discussiontabbedpanel-13--tabbedpanel-tab-1-inner", "51ff9bd2-2c35-4a41", "", "99407838-0ffe-4759", "", "Tips & Thanks", "ee3fc7f9-d2f7-4087", "", "_wxjyas", "78fa942f-5b3d-49a8", "", "_1vortm8c", "c9574a32-aaa2-4fc7", "", "bc1d8471-bc3c-47a7", "", "850e8a9d-88a6-4af4", "", "_kaoz568", "ca20af0a-fede-4374", "", "_tum0iof", "85a7e330-17f2-452b", "", "_1ys4rws4", "efb3f49a-7ae9-4816", "", "Want to join the conversation?", "_1o55qvf9", "81ae2d47-c4df-4157", "", "7303d198-c71f-4a1f", "", "f8fba293-0d4d-4c97", "", "To get started, your account must be at least 3 days old, have a verified email address, and have at least 5,000 energy points.", "3a150b46-85a7-47c9", "", "_r0sp3p7", "a8d0cda4-8531-46c8", "", "0150081b-6b75-417f", "", "_1y4puvl5", "92d09119-0da7-4f9a", "", "LABEL", "for", "sortBy", "422dae69-3afe-4cc8", "", "Sort by:", "_3lfarjs", "c0ac2140-9134-45a7", "", "aria-live", "polite", "aria-atomic", "aria-relevant", "additions text", "dropdown-live-region", "c1e8f6c0-25c2-4344", "", "aria-haspopup", "listbox", "_14wjxigb", "6adb39e0-9125-4edf", "", "_1g6lyxh5", "20c9d1fd-0ed9-4715", "", "Trending", "_1rooxbpr", "b6edaaff-96b1-453b", "", "rgba(33,36,44,0.64)", "M8 8.586l3.293-3.293a1 1 0 0 1 1.414 1.414l-4 4a1 1 0 0 1-1.414 0l-4-4a1 1 0 0 1 1.414-1.414L8 8.586z", "22a074c0-7dc6-4ec2", "", "_1beotn9c", "2b3c275c-a3ad-40a8", "", "_3p5c27i", "9cb4eb97-f30a-4966", "", "2112dad6-3e7b-4f89", "", "_1f01sd0o", "6a8ab83e-3aee-4a23", "", "f2c8ecf4-b0b4-434a", "", "No posts yet.", "42dd4123-87d8-493b", "", "ba5d59b4-2033-4e67", "", "_q86lnx", "75fef592-8db2-4d31", "", "d4224a81-867d-494d", "", "_1y5arp0", "305a1f19-0202-4643", "", "Video transcript", "_1fezbb8", "itemprop", "transcript", "dd4265e2-ed6d-4ce8", "", "In this video, we're going to\ntalk about the law of demand, which is one of the core\nideas of microeconomics. And lucky for us, it's\na fairly intuitive idea. It just tells us that if we\nraise the price of a product, that will lower the quantity\ndemanded for the product. Quantity demanded will go down. And you could imagine\nthe other side of that. If we lower the\nprice of a product, that will raise the quantity\ndemanded of that product. And the law of demand says\nthis just kind of generally. What we'll see in a\nfew videos from now is that there are some\nexceptions to this. But to make this\nlittle concrete, let's think about the demand\nfor a certain product. And one thing I\nwant to clear here, and I'm going to go\nthrough great pains to not mess this\nup, is that when we talk about the word demand\nin a formal economic sense, we're not talking\nabout a quantity. We're actually\ngoing to talk, all else equal, ceteris\nparibus, the relationship between price and\nquantity demanded. If we talk about\nan actual quantity, we should say the\nquantity demanded. So demand versus\nquantity demanded. These are two different things. And if it's a little\nconfusing to you right now, hopefully by\nthe end of this video, the difference between\ndemand and quantity demanded will become\na little bit clearer. And definitely over the next few\nvideos, because in this video, we're going to focus on how\nthe quantity demanded changes relative to the price. In future videos,\nwe'll talk about how the entire relationship,\nhow demand changes based on different factors. But to make things\nconcrete, let's say I'm about to release\nmy science fiction book, Space Whatever. I don't know, the book\nthat I want to release. So I'm going to\nrelease some ebook. And we've done\nsome market study, or we just know how the\ndemand is related to price or the price is\nrelated to demand. And we're going to show that\nin a demand schedule, which is really just a table that\njust shows how the price-- and, actually I just made\nmy first mistake. I just said how price\nrelates to demand. I should say how price\nrelates to quantity demanded and how quantity demanded\nrelates to price. So demand schedule, it shows\na relationship between price and quantity demanded,\nall else equal. So we're going to have\nmultiple scenarios here. So this column, let\nme do my scenarios. In this column, let\nme put my price. In this column, I put\nmy quantity demanded. So scenario, let's\ncall this scenario A. I could price my book at $2. And I'll get a ton of people\ndownloading it at that price. So I will get 60,000\npeople download my book at that price, my ebook. Scenario B, I could\nraise the price by $2. So it's now $4. And that kills off\na lot of the demand. Now the quantity\ndemanded goes down to 40,000 people downloading it. Then I can go to scenario C,\nif I raise it by another $2. So now I'm at $6. Now that lowers the\nquantity demanded to 30,000. I'll do a couple more of these. Scenario D, I raise another $2. So I get to $8 now. Now the quantity demanded\ngoes down to 25,000. And I'll do one more of these. Let me see, what color\nhave I not used yet. I haven't used yellow yet. Scenario E, if I\nraise it to $10, now the quantity demanded,\nlet's just say, is 23,000. So this relationship shows the\nlaw of demand right over here. And this table that shows\nhow the quantity demanded relates to price\nand vice versa, this is what we call a\ndemand schedule. Now we can also, based\non this demand schedule, draw a demand curve. And really, we're just\ngoing to plot these points and draw the curve\nthe connects them. Because these aren't\nthe only scenarios. Anything in between is possible. We could charge\n$2.01 for the book. We could charge for\n$4.50 for the book. And so that's what the demand\ncurve captures a little bit better, because it's a\ncontinuous curve, not just five points. So let's do that. Let's graph it. And this is one of those\nconventions of economics that I am not a fan of. Because people often talk\nabout changing the price, and how the quantity\ndemanded changes from that. And in traditional-- in most\nof math and science, the thing that you're changing,\nyou normally put on the horizontal axis. So if I was in charge of\nthe convention of economics, I would plot price on\nthe horizontal axis right over here. But the way it's\ndone typically is that price is done\non the vertical axis. And so you're used to seeing it\nin kind of a traditional class environment. I'll do the same. So we'll put price\nin the vertical axis, and we'll put quantity demanded\nin the horizontal axis. And our quantity demanded\ngoes all the up to 60,000. So let's see, that's\n10, 20, 30, 40, 50, 60. So that's 10-- this is in\nthousands-- 20, 30, 40-- sorry, not 45-- 40, 50, and 60. And this is in thousands. And then the price goes\nup to $10, from $2 to $10. So let's say this is\n2, 4, 6, 8, and 10. So let's plot the scenarios. So scenario A, price is $2,\n60,000 units are demanded. That is scenario A\nright over there. Scenario B, when the price is\n$4, 40,000 units are demanded. And that's right over there. That's scenario B. Scenario C, $6, 30,000 units. Right over there, scenario C.\nScenario D, $8, 25,000 units. $8, 25 is right about there. That looks like 25,000,\nright in between. That's close enough. So that right over\nthere is scenario D. And then finally scenario\nE, $10, 23,000 units. So it might be\nsomething like that. That is scenario E. And so we could\nactually have prices anywhere in between that. And maybe we could\neven go further. So this right over here. So if I were to draw\nthe demand curve, it could look\nsomething like this. The demand curve\nwould look something-- I'm trying to do\nmy best to draw it as a straight continuous line--\ncould look something like that. And it could keep\ngoing on and on. And so these are two\nways to show demand. So just going back to\nwhat I said earlier, the quantity\ndemanded is, all else equal for a given price,\nhow many units people are willing to download\nor buy of my ebook. When we talk about\nthe demand itself, we're talking about this\nentire relationship. So this demand itself is\nthis entire demand schedule. Or another way to think of it\nis this entire demand curve. If demand were to\nchange, we would actually have a different curve. This curve would shift, or\nthe entries in this table would shift. If the quantity of\ndemand changes-- so we move along this curve when\nyou hold everything else equal and you only change price. So hopefully that\nmakes it clear. When everything else is equal,\nand you're only changing price, you're not changing\ndemand, you're changing the quantity demanded. The demand, because\neverything else is equal, is this relationship. 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diff --git a/demonstrations/rgzptxt/dom_snapshots/page-4-0.json b/demonstrations/rgzptxt/dom_snapshots/page-4-0.json
new file mode 100644
index 0000000000000000000000000000000000000000..e5ff161c1112659163b5020e432d780b8e644c17
--- /dev/null
+++ b/demonstrations/rgzptxt/dom_snapshots/page-4-0.json
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new file mode 100644
index 0000000000000000000000000000000000000000..8e969db1967fc1b1e108e5951dad4ca695cffdef
--- /dev/null
+++ b/demonstrations/rgzptxt/dom_snapshots/page-5-0.json
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diff --git a/demonstrations/rgzptxt/form.json b/demonstrations/rgzptxt/form.json
new file mode 100644
index 0000000000000000000000000000000000000000..e87a02cdd7657ebdfe7a6523acbcff630ab254dd
--- /dev/null
+++ b/demonstrations/rgzptxt/form.json
@@ -0,0 +1 @@
+{"annotator": "Juno", "description": "To find information about the Law of Demand on www.khanacademy.org", "tasks": ["Information Lookup"], "navigator_name": "Navigator", "instructor_name": "Instructor", "instructor_sees_screen": true, "shortcode": "rgzptxt", "upload_date": "2023-07-18 09:05:48", "uses_ai_generated_output": false}
\ No newline at end of file
diff --git a/demonstrations/rgzptxt/pages/page-13-0.html b/demonstrations/rgzptxt/pages/page-13-0.html
new file mode 100644
index 0000000000000000000000000000000000000000..912c0c28ff9dea227c39e3fbdf8f334c2ebe86ee
--- /dev/null
+++ b/demonstrations/rgzptxt/pages/page-13-0.html
@@ -0,0 +1,191 @@
+
+ Law of demand definition and example (video) | Khan Academy
+ Dashboard | Khan Academy
+ Dashboard | Khan Academy
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