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deck.json
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deck.json
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{
"__type__": "Deck",
"children": [],
"crowdanki_uuid": "4ba71a20-8156-11ea-a815-ac72899d63fe",
"deck_config_uuid": "f0dd73fb-6576-11ea-923b-ac72899d63fe",
"deck_configurations": [
{
"__type__": "DeckConfig",
"anotherRetreat": false,
"autoplay": true,
"crowdanki_uuid": "f0dd73fb-6576-11ea-923b-ac72899d63fe",
"dyn": false,
"lapse": {
"delays": [
10
],
"leechAction": 1,
"leechFails": 6,
"minInt": 1,
"mult": 0.3
},
"maxTaken": 90,
"name": "Default",
"new": {
"bury": true,
"delays": [
15,
2160,
10080,
43200
],
"initialFactor": 2500,
"ints": [
45,
50
],
"order": 1,
"perDay": 40,
"separate": true
},
"replayq": true,
"rev": {
"bury": true,
"ease4": 1.3,
"fuzz": 0.05,
"hardFactor": 1.2,
"ivlFct": 1.2,
"maxIvl": 36500,
"minSpace": 1,
"perDay": 350
},
"timer": 0
}
],
"desc": "",
"dyn": 0,
"extendNew": 10,
"extendRev": 50,
"media_files": [
"49651434338_0725a7cc03_w.jpg"
],
"name": "Active::COVID-19",
"note_models": [
{
"__type__": "NoteModel",
"crowdanki_uuid": "f0dd73fe-6576-11ea-923b-ac72899d63fe",
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');\n\t--background-img-corona: 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')\n}",
"flds": [
{
"font": "Arial",
"media": [],
"name": "Front",
"ord": 0,
"rtl": false,
"size": 20,
"sticky": true
},
{
"font": "Arial",
"media": [],
"name": "Back",
"ord": 1,
"rtl": false,
"size": 20,
"sticky": true
},
{
"font": "Arial",
"media": [],
"name": "Source",
"ord": 2,
"rtl": false,
"size": 20,
"sticky": true
},
{
"font": "Arial",
"media": [],
"name": "Context",
"ord": 3,
"rtl": false,
"size": 20,
"sticky": true
},
{
"font": "Arial",
"media": [],
"name": "Include Reverse",
"ord": 4,
"rtl": false,
"size": 20,
"sticky": true
}
],
"latexPost": "\\end{document}",
"latexPre": "\\documentclass[12pt]{article}\n\\special{papersize=3in,5in}\n\\usepackage[utf8]{inputenc}\n\\usepackage{amssymb,amsmath}\n\\pagestyle{empty}\n\\setlength{\\parindent}{0in}\n\\begin{document}\n",
"name": "Front <-> Back Source Context",
"req": [
[
0,
"any",
[
0,
3
]
],
[
1,
"all",
[
4
]
]
],
"sortf": 0,
"tags": [
"covid-19"
],
"tmpls": [
{
"afmt": "<div class=\"front\">{{FrontSide}}</div>\n<br/>\n<div class=\"back\">{{Back}}</div>\n\n{{#Source}}<hr id=\"source\"><div class=\"smallPrint\"><i>Source</i>: {{Source}}</div>{{/Source}}",
"bafmt": "",
"bqfmt": "",
"did": null,
"name": "Front-Back",
"ord": 0,
"qfmt": "<script language=\"javascript\">\nlet tags = `{{Tags}}`.split(\" \")\nif(tags.indexOf(\"covid-19\") != -1)\n\tdocument.body.style.setProperty(\"--background-img\", \"var(--background-img-corona)\")\nelse if(tags.indexOf(\"experimentation-for-improvement\") != -1)\n\tdocument.body.style.setProperty(\"--background-img\", \"var(--background-img-experimentation)\")\n</script>\n{{Front}}\n{{#Context}}<div class=\"context\">Context: {{Context}}<br/></div>{{/Context}}"
},
{
"afmt": "<div class=\"front\">{{FrontSide}}</div>\n<br/>\n<div class=\"back\">{{Front}}</div>\n\n{{#Source}}<hr id=\"source\"><div class=\"smallPrint\">Source: {{Source}}</div>{{/Source}}",
"bafmt": "",
"bqfmt": "",
"did": null,
"name": "Back-Front",
"ord": 1,
"qfmt": "{{#Include Reverse}}<script language=\"javascript\">\nlet tags = `{{Tags}}`.split(\" \")\nif(tags.indexOf(\"covid-19\") != -1)\n\tdocument.body.style.setProperty(\"--background-img\", \"var(--background-img-corona)\")\nelse if(tags.indexOf(\"experimentation-for-improvement\") != -1)\n\tdocument.body.style.setProperty(\"--background-img\", \"var(--background-img-experimentation)\")\n</script>\n{{Back}}\n{{#Context}}<div class=\"context\">Context: {{Context}}<br/></div>{{/Context}}\n{{/Include Reverse}}"
}
],
"type": 0,
"vers": []
},
{
"__type__": "NoteModel",
"crowdanki_uuid": "ac8b4554-6d1d-11ea-86e7-ac72899d63fe",
"css": ".card {\n font-family: arial;\n font-size: 20px;\n text-align: center;\n color: black;\n background: var(--background-img) center 200px no-repeat;\n}\n\n.back {\n color: black;\n font-weight: bold;\n}\n\n.smallPrint {\n font-size: small;\n}\n\n:root {\n\t--background-img: null;\n\t--background-img-experimentation: 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');\n\t--background-img-corona: 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"flds": [
{
"font": "Arial",
"media": [],
"name": "Text",
"ord": 0,
"rtl": false,
"size": 20,
"sticky": true
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{
"font": "Arial",
"media": [],
"name": "Extra",
"ord": 1,
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{
"font": "Arial",
"media": [],
"name": "Source",
"ord": 2,
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}
],
"latexPost": "\\end{document}",
"latexPre": "\\documentclass[12pt]{article}\n\\special{papersize=3in,5in}\n\\usepackage[utf8]{inputenc}\n\\usepackage{amssymb,amsmath}\n\\pagestyle{empty}\n\\setlength{\\parindent}{0in}\n\\begin{document}\n",
"name": "Cloze with Source",
"req": [
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"sortf": 0,
"tags": [
"statistics"
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"tmpls": [
{
"afmt": "{{cloze:Text}}<br>\n{{Extra}}\n{{#Source}}<hr id=\"source\"><div class=\"smallPrint\">Source: {{Source}}</div>{{/Source}}",
"bafmt": "",
"bqfmt": "",
"did": null,
"name": "Cloze",
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"qfmt": "<script language=\"javascript\">\nlet tags = `{{Tags}}`.split(\" \")\nif(tags.indexOf(\"covid-19\") != -1)\n\tdocument.body.style.setProperty(\"--background-img\", \"var(--background-img-corona)\")\nelse if(tags.indexOf(\"experimentation-for-improvement\") != -1)\n\tdocument.body.style.setProperty(\"--background-img\", \"var(--background-img-experimentation)\")\n</script>\n{{cloze:Text}}"
}
],
"type": 1,
"vers": []
}
],
"notes": [
{
"__type__": "Note",
"data": "",
"fields": [
"SARS stands for",
"severe acute respiratory syndrome",
"SARS (severe acute respiratory syndrome) - NHS. Retrieved March 17, 2020, from https://www.nhs.uk/conditions/sars/",
"",
"✔️"
],
"flags": 0,
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"note_model_uuid": "f0dd73fe-6576-11ea-923b-ac72899d63fe",
"tags": [
"biology",
"covid-19",
"health"
]
},
{
"__type__": "Note",
"data": "",
"fields": [
"Complete name of the virus causing the COVID-19 / the Coronavirus disease",
"SARS-CoV-2",
"Gobalenya AE, Baker SC, Baric RS, et al. (March 2020). \"The species Severe acute respiratory syndrome-related coronavirus: classifying 2019-nCoV and naming it SARS-CoV-2\". Nature Microbiology: 1–9. doi:10.1038/s41564-020-0695-z. PMID 32123347.",
"",
"✔️"
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"fields": [
"Four common symptoms of COVID-19",
"fever, dry cough, fatigue, shortness of breath",
"Symptoms | CDC. Retrieved March 17, 2020, from https://www.cdc.gov/coronavirus/2019-ncov/symptoms-testing/symptoms.html<div><br></div><div>Report of the WHO-China Joint Mission on Coronavirus Disease 2019 (COVID-19) - World Health Organization, Feb. 28, 2020<br></div>",
"",
"✔️"
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"fields": [
"COVID-19 can evolve into",
"pneumonia and organ failures",
"Hui DS, I Azhar E, Madani TA, Ntoumi F, Kock R, Dar O, et al. (February 2020). \"The continuing 2019-nCoV epidemic threat of novel coronaviruses to global health – The latest 2019 novel coronavirus outbreak in Wuhan, China\". Int J Infect Dis. 91: 264–66. doi:10.1016/j.ijid.2020.01.009. PMID 31953166.",
"",
"✔️"
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"fields": [
"Incubation period (interval) of COVID-19",
"0-14 days",
"<div>- Guan, W. J., Ni, Z. Y., Hu, Y., Liang,<br> W. H., Ou, C. Q., He, J. X., ... & Du, B. (2020). Clinical <br>characteristics of coronavirus disease 2019 in China. <i>New England Journal of Medicine</i>.<br></div><div><br></div><div>- Q&A on coronaviruses (COVID-19). Retrieved March 13, 2020, from https://www.who.int/news-room/q-a-detail/q-a-coronaviruses</div>",
"SARS-CoV-2 temporal dynamics",
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"__type__": "Note",
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"fields": [
"Median incubation period of COVID-19 (in days)",
"5-6 days",
"<div>Q&A on coronaviruses (COVID-19). Retrieved March 13, 2020, from https://www.who.int/news-room/q-a-detail/q-a-coronaviruses<br></div>",
"SARS-CoV-2 temporal dynamics",
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"__type__": "Note",
"data": "",
"fields": [
"Main way of spreading SARS-CoV-2",
"through coughs and sneezes",
"Q&A on coronaviruses (COVID-19). Retrieved March 13, 2020, from https://www.who.int/news-room/q-a-detail/q-a-coronaviruses",
"",
""
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},
{
"__type__": "Note",
"data": "",
"fields": [
"Give two examples of fomites",
"(at least 2 from) doorknobs, clothes, bedding, neckties, kitchen equipment, pens and pencils, etc.<br>",
"Fomite - Wikiwand. Retrieved April 29, 2020, from https://www.wikiwand.com/en/Fomite",
"",
""
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},
{
"__type__": "Note",
"data": "",
"fields": [
"At home, when is it recommended to use alcohol-based hand sanitiser",
"when washing with soap and water isn't possible",
"- Coronavirus disease 2019 - Wikiwand. Retrieved March 13, 2020, from https://www.wikiwand.com/en/Coronavirus_disease_2019",
"",
""
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},
{
"__type__": "Note",
"data": "",
"fields": [
"Pneumonia",
"inflammation of the lung(s)",
"Pneumonia | pathology | Britannica. Retrieved May 18, 2020, from https://www.britannica.com/science/pneumonia",
"",
"✔️"
],
"flags": 0,
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},
{
"__type__": "Note",
"data": "",
"fields": [
"Most common cause of pneumonia",
"bacterial infection",
"Pneumonia | pathology | Britannica. Retrieved May 18, 2020, from https://www.britannica.com/science/pneumonia",
"",
""
],
"flags": 0,
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},
{
"__type__": "Note",
"data": "",
"fields": [
"What does \"19\" stand for in the disease name of COVID-19?",
"2019, when it was discovered",
"Coronavirus disease 2019 - Wikiwand. Retrieved March 13, 2020, from https://www.wikiwand.com/en/Coronavirus_disease_2019#/Prevention",
"",
""
],
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"fields": [
"How common is it for patients to have a runny nose",
"very uncommon (<5% of cases)",
"Coronavirus facts: is there a cure and what is the mortality rate of the virus? | World news | The Guardian. Retrieved March 13, 2020, from https://www.theguardian.com/world/2020/mar/13/coronavirus-facts-is-there-a-cure-and-what-is-the-mortality-rate-of-the-virus",
"",
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},
{
"__type__": "Note",
"data": "",
"fields": [
"Usual mortality rate of the flu",
"around 0.1%",
"Taubenberger JK, Morens DM (January 2006). \"1918 Influenza: the mother of all pandemics\". Emerging Infectious Diseases. 12 (1): 15–22. doi:10.3201/eid1201.050979. PMC 3291398. PMID 16494711.",
"",
""
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},
{
"__type__": "Note",
"data": "",
"fields": [
"The most likely time (month and year) of the first ever SARS-CoV-2 infection",
"November 2019",
"La Xina troba el primer pacient del coronavirus 2019: es va infectar un mes abans que no es pensava. Retrieved March 13, 2020, from https://www.vilaweb.cat/noticies/xina-coronavirus/",
"",
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},
{
"__type__": "Note",
"data": "",
"fields": [
"Clinical way in which recovered patients may help those struggling with the disease (where health systems provide it)",
"By donating blood",
"<div>Convalescent Plasma - clinical trial - NHS Blood and Transplant. Retrieved April 23, 2020, from https://www.nhsbt.nhs.uk/how-you-can-help/convalescent-plasma-clinical-trial/<br></div><div><br></div>Two Women Fell Sick From the Coronavirus. One Survived. - The New York Times. Retrieved March 14, 2020, from https://www.nytimes.com/interactive/2020/03/13/world/asia/coronavirus-death-life.html",
"",
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{
"__type__": "Note",
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"fields": [
"Maximum number of days after infection that the virus was still detected in patients",
"37",
"https://www.bloomberg.com/news/articles/2020-03-12/coronavirus-can-live-in-patients-for-five-weeks-after-contagion",
"",
""
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"flags": 0,
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},
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"__type__": "Note",
"data": "",
"fields": [
"Median number of days after infection that the virus was still detected in patients",
"20",
"<div>He, X., Lau, E.H.Y., Wu, P. et al. Temporal dynamics in viral shedding and transmissibility of COVID-19. Nat Med (2020). https://doi.org/10.1038/s41591-020-0869-5<br></div><div><br></div>https://www.bloomberg.com/news/articles/2020-03-12/coronavirus-can-live-in-patients-for-five-weeks-after-contagion",
"",
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},
{
"__type__": "Note",
"data": "",
"fields": [
"Effectiveness of drinking liquids every 15 minutes",
"ineffective",
"(19) World Health Organization Western Pacific on Twitter: \"Q: Does drinking water alleviates a sore throat, does this also protect against 2019-nCoV infection? A: While staying hydrated by drinking water is important for overall health, it does not prevent coronavirus infection. &#10145;️https://t.co/BOuqHUDjwL #COVID19 #KnowtheFacts https://t.co/Qz2rwKYyzn\" / Twitter. Retrieved March 16, 2020, from https://twitter.com/WHOWPRO/status/1232636965536747520",
"Prevention",
""
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"myths"
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},
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"__type__": "Note",
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"fields": [
"Effectiveness of taking hot baths",
"ineffective",
"Myth busters. Retrieved March 16, 2020, from https://www.who.int/emergencies/diseases/novel-coronavirus-2019/advice-for-public/myth-busters",
"Prevention",
""
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},
{
"__type__": "Note",
"data": "",
"fields": [
"Can pets be infected with SARS-CoV-2?",
"Yes",
"<div>Halfmann, Peter J., et al. “Transmission of SARS-CoV-2 in Domestic Cats.” <i>New England Journal of Medicine</i>, May 2020, p. NEJMc2013400. <i>DOI.org (Crossref)</i>, doi:10.1056/NEJMc2013400.<br></div><div><br></div>Frequently Asked Questions | CDC. Retrieved March 16, 2020, from https://www.cdc.gov/coronavirus/2019-ncov/faq.html#animals",
"",
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},
{
"__type__": "Note",
"data": "",
"fields": [
"Case fatality rate",
"proportion of deaths in the diagnosed population",
"case fatality rate | Definition, Example, Equation, &#38; Facts | Britannica. Retrieved May 18, 2020, from https://www.britannica.com/science/case-fatality-rate",
"",
"✔️"
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},
{
"__type__": "Note",
"data": "",
"fields": [
"Why is it hard to estimate the case fatality rate (CFR) for COVID-19?",
"The official statistics do not reflect reality",
"<div>Battegay, M., Kuehl, R., <br>Tschudin-Sutter, S., Hirsch, H. H., Widmer, A. F., & Neher, R. A. <br>(2020). 2019-novel Coronavirus (2019-nCoV): estimating the case fatality<br> rate–a word of caution. <i>Swiss medical weekly</i>, <i>150</i>(0506).</div>",
"",
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{
"__type__": "Note",
"data": "",
"fields": [
"Which decade of life is the least affected by COVID-19 mortality?",
"first (0-10 years)",
"Coronavirus Age, Sex, Demographics (COVID-19) - Worldometer. Retrieved March 16, 2020, from https://www.worldometers.info/coronavirus/coronavirus-age-sex-demographics/",
"",
""
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{
"__type__": "Note",
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"fields": [
"The virus most closely related to SARS-CoV-2",
"SARS-CoV",
"N van Doremalen, et al. Aerosol and surface stability of HCoV-19 (SARS-CoV-2) compared to SARS-CoV-1. The New England Journal of Medicine. DOI: 10.1056/NEJMc2004973 (2020)",
"",
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"__type__": "Note",
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"fields": [
"How stability of SARS-CoV-2 compares with that of SARS-CoV-1 on different surfaces (plastic, stainless steel, copper, cardboard, aerosols)",
"they are similar",
"N van Doremalen, et al. Aerosol and surface stability of HCoV-19 (SARS-CoV-2) compared to SARS-CoV-1. The New England Journal of Medicine. DOI: 10.1056/NEJMc2004973 (2020)",
"SARS-CoV-2 temporal dynamics",
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"__type__": "Note",
"data": "",
"fields": [
"Fomite",
"Object or substance able to transmit infectious agents to new hosts",
"Fomites, fomites, fomites! | Microblogology. Retrieved May 18, 2020, from https://microblogology.com/fomites-fomites-fomites/",
"",
"✔️"
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"__type__": "Note",
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"fields": [
"The material where SARS-CoV-2 remained the least time (from plastic, cardboard, stainless steel and copper)",
"copper",
"N van Doremalen, et al. Aerosol and surface stability of HCoV-19 (SARS-CoV-2) compared to SARS-CoV-1. The New England Journal of Medicine. DOI: 10.1056/NEJMc2004973 (2020).",
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"The materials where SARS-CoV-2 remained viable the most time (from plastic, cardboard, stainless steel and copper)",
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"How long did viable SARS-CoV-2 remain on plastic?",
"72h",
"N van Doremalen, et al. Aerosol and surface stability of HCoV-19 (SARS-CoV-2) compared to SARS-CoV-1. The New England Journal of Medicine. DOI: 10.1056/NEJMc2004973 (2020).",
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"For how long did viable SARS-CoV-2 remain on cardboard?",
"24h",
"N van Doremalen, et al. Aerosol and surface stability of HCoV-19 (SARS-CoV-2) compared to SARS-CoV-1. The New England Journal of Medicine. DOI: 10.1056/NEJMc2004973 (2020).",
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"fields": [
"For how long did viable SARS-CoV-2 remain on copper?",
"4h",
"N van Doremalen, et al. Aerosol and surface stability of HCoV-19 (SARS-CoV-2) compared to SARS-CoV-1. The New England Journal of Medicine. DOI: 10.1056/NEJMc2004973 (2020).",
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"__type__": "Note",
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"fields": [
"Aerosol",
"Suspension of fine solid particles or liquid droplets in a gas, such as air.",
"Hinds, William C. (1999). Aerosol Technology (2nd ed.). Wiley - Interscience. ISBN 978-0-471-19410-1. Page 3.",
"",
"✔️"
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"fields": [
"For how long did viable SARS-CoV-2 remain in aerosol?",
"at least 3 hours",
"N van Doremalen, et al. Aerosol and surface stability of HCoV-19 (SARS-CoV-2) compared to SARS-CoV-1. The New England Journal of Medicine. DOI: 10.1056/NEJMc2004973 (2020).",
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"__type__": "Note",
"data": "",
"fields": [
"How many coronaviruses are known to cause disease in humans?",
"7",
"Coronaviruses | NIH: National Institute of Allergy and Infectious Diseases. Retrieved March 18, 2020, from https://www.niaid.nih.gov/diseases-conditions/coronaviruses",
"",
""
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"__type__": "Note",
"data": "",
"fields": [
"Classification of viruses according to their genetic material",
"DNA and RNA viruses",
"Lodish H, Berk A, Zipursky SL, et al. Molecular Cell Biology. 4th \nedition. New York: W. H. Freeman; 2000. Section 6.3, Viruses: \nStructure, Function, and Uses. Available from: https://www.ncbi.nlm.nih.gov/books/NBK21523/",
"",
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"fields": [
"According to (the type of) its genetic material, SARS-CoV-2 is classified as",
"An RNA virus",
"Masters, P. S. The molecular biology of coronaviruses. Advances in Virus Research 66, 193–292 (2006)",
"",
""
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"fields": [
"How does the size of the genetic material in coronaviruses compare to other RNA viruses?",
"Coronaviruses have the largest genomes of all RNA viruses",
"Masters, P. S. The molecular biology of coronaviruses. Advances in Virus Research 66, 193–292 (2006)",
"",
""
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