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"}]},{"name":"Arial 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transmission","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.6ZzRy2Z58om.6WRKAv5HUCX","slidetitle":"Conclusion","displaytext":"Conclusion","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.6ZzRy2Z58om.60bYO8UqDSp","slidetitle":"Additional resources","displaytext":"Additional resources","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.6ZzRy2Z58om.64bxoxJd48P","slidetitle":"References","displaytext":"References","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.6ZzRy2Z58om.5V2nwb9ZyUc","slidetitle":"Final Quiz Intro","displaytext":"Final Quiz Intro","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.6ZzRy2Z58om.6lDtzLefVL8","slidetitle":"Quiz Final","displaytext":"Quiz Final","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.6ZzRy2Z58om.6oDEiaAdmCZ","slidetitle":"Decision slide","displaytext":"Decision slide","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.6ZzRy2Z58om.6dqO4GS6F50","slidetitle":"Disclaimer","displaytext":"Disclaimer","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.6ZzRy2Z58om.5cYiMOqpaUN","slidetitle":"Thank you for participating in a\nWiRED Educational Course","displaytext":"Thank you for participating in a WiRED Educational Course","expand":false,"type":"slide","links":null}]},{"__type":"slidelink","slideid":"_player.6D3xoUitptH","slidetitle":"","displaytext":"Information","expand":true,"type":"slide","links":[{"__type":"slidelink","slideid":"_player.6D3xoUitptH.62fe9fwekWx","slidetitle":"WiRED International","displaytext":"WiRED International","expand":false,"type":"slide","links":null}]}]},"search":null},"resource_data":{"description":"\u003cp align=\u0027left\u0027\u003e\u003cfont face=\u0027Articulate Light\u0027 style=\u0027font-size: 11px;\u0027 size=\u002711\u0027 color=\u0027#444444\u0027\u003eHere are some useful links and documents:\u003c/font\u003e\u003c/p\u003e","resources":[{"__type":"resource","url":"story_content/external_files/Informaton_on_Mosquito_Repellants_CDC.pdf","image":"story_content/5jOwdLsYc6z.png","title":"Informaton on Mosquito Repellants, CDC"},{"__type":"resource","url":"story_content/external_files/Treatment-of-Malaria-Guidelines-for-Clinicians_CDC.pdf","image":"story_content/5dsPHJb2tcC.png","title":"Treatment of Malaria: Guidelines for Clinicians, CDC"}]},"transcript_data":{"slidetranscripts":null},"glossary_data":{"terms":[{"__type":"term","title":"Artemisinin-based combination therapy (ACT)","Text":"A combination of artemisinin or one of its derivatives with an antimalarial drug or antimalarial drugs of a different class."},{"__type":"term","title":"Asexual cycle","Text":"The life cycle of the malaria parasite in a host from merozoite invasion of red blood cells to schizont rupture (merozoite → ring stage → trophozoite → schizont → merozoites). Duration is approximately 48 hours in Plasmodium falciparum, P. ovale, and P. vivax and 72 hours in P. malariae."},{"__type":"term","title":"Asexual parasitemia","Text":"The presence in host red blood cells of asexual parasites. The level of asexual parasitemia can be expressed in several different ways: the percentage of infected red blood cells, the number of infected cells per unit volume of blood, the number of parasites seen in one microscopic field in a high-power examination of a thick blood film, or the number of parasites seen per 200 to 1000 white blood cells in a high-power examination of a thick blood film."},{"__type":"term","title":"Cerebral malaria","Text":"Severe P. falciparum malaria with cerebral manifestations, usually including coma (Glasgow Coma Scale \u003c11, Blantyre Coma Scale \u003c3). Malaria with coma persisting for \u003e30 minutes after a seizure is considered to be cerebral malaria."},{"__type":"term","title":"Combination treatment (CT)","Text":"A combination of two or more different classes of antimalarial medicines with unrelated mechanisms of action."},{"__type":"term","title":"Cure","Text":"Elimination of the symptoms and asexual blood stages of the malaria parasite that caused the patient or caregiver to seek treatment."},{"__type":"term","title":"Drug resistance","Text":"Resistance to antimalarial drugs is the ability of a parasite strain to survive and/or to multiply despite the administration and absorption of a medicine given in doses equal to or higher than those usually recommended but within the tolerance of the subject, provided drug exposure at the site of action is adequate. Resistance to antimalarial drugs arises because of the selection of parasites with genetic mutations or gene amplifications that confer reduced susceptibility."},{"__type":"term","title":"Gametocytes","Text":"Sexual stages of malaria parasites present in the host red blood cells."},{"__type":"term","title":"Hypnozoites","Text":"Persistent liver stages of P. vivax and P. ovale malaria that remain dormant in host hepatocytes for an interval (most often 3 to 45 weeks) before maturing to hepatic schizonts. These schizonts then burst and release merozoites, which infect red blood cells. Hypnozoites are the source of relapses."},{"__type":"term","title":"Malaria pigment (haemozoin)","Text":"A dark brown granular pigment formed by malaria parasites as a byproduct of hemoglobin catabolism. The pigment is evident in mature trophozoites and schizonts. They also may be present in white blood cells (peripheral monocytes and polymorphonuclear neutrophils) and in the placenta."},{"__type":"term","title":"Merozoites","Text":"Parasites released into the host bloodstream when a hepatic or erythrocytic schizont bursts. These parasites then invade the red blood cells."},{"__type":"term","title":"Monotherapy","Text":"Antimalarial treatment with a single medicine (either a single active compound or a synergistic combination of two compounds with related mechanism of action)."},{"__type":"term","title":"Plasmodium","Text":"A genus of protozoan vertebrate blood parasites that includes the causal agents of malaria. Plasmodium falciparum, P. malariae, P. ovale, and P. vivax cause malaria in humans. Human infections with the monkey malaria parasite P. knowlesi also have been reported from forested regions of Southeast Asia."},{"__type":"term","title":"Pre-erythrocytic development","Text":"The life cycle of the malaria parasite when it first enters the host. Following inoculation into a human by the female anopheline mosquito, sporozoites invade parenchyma cells in the host liver and multiply within the hepatocytes (liver cells) for 5 to 12 days, forming hepatic schizonts. These schizonts then burst, liberating merozoites into the bloodstream, which subsequently invade red blood cells."},{"__type":"term","title":"Radical cure","Text":"In P. vivax and P. ovale infections only, a radical cure is a cure as previously defined plus prevention of relapses by killing hypnozoites."},{"__type":"term","title":"Rapid diagnostic test (RDT)","Text":"An antigen-based stick, cassette, or card test for malaria in which a colored line indicates that plasmodial antigens have been detected."},{"__type":"term","title":"Recrudescence","Text":"The recurrence of asexual parasitemia after treatment of the infection with the same infection that caused the original illness. This recurrence results from incomplete clearance of parasitemia because of inadequate or ineffective treatment. It therefore is different from a relapse in P. vivax and P. ovale infections and differs from a new infection or re-infection (as identified by molecular genotyping in endemic areas)."},{"__type":"term","title":"Recurrence","Text":"The recurrence of asexual parasitemia following treatment that can be caused by a recrudescence, a relapse (in P. vivax and P. ovale infections only), or a new infection."},{"__type":"term","title":"Relapse","Text":"The recurrence of asexual parasitemia in P. vivax and P. ovale malaria deriving from persisting liver stages. Relapse occurs when the blood stage infection has been eliminated but hypnozoites persist in the liver and mature to form hepatic schizonts. After variable intervals of weeks to months, the hepatic schizonts burst and liberate merozoites into the bloodstream."},{"__type":"term","title":"Ring stage","Text":"Young, usually ring-shaped intra-erythrocytic malaria parasites, before malaria pigment is evident under microscopy."},{"__type":"term","title":"Schizonts","Text":"Mature malaria parasites in host liver cells (hepatic schizonts) or red blood cells (erythrocytic schizonts) that are undergoing nuclear division. This process is called schizogony."},{"__type":"term","title":"Selection pressure","Text":"Resistance to antimalarial drugs emerges and spreads because of the selective survival advantage that resistant parasites have in the presence of antimalarial drugs to which they are resistant. Selection pressure describes the intensity and magnitude of the selection process; the greater the proportion of parasites in a given parasite population exposed to concentrations of an antimalarial that allows proliferation of resistant, but not sensitive, parasites, the greater the selection pressure."},{"__type":"term","title":"Severe anemia","Text":"Hemoglobin concentration of \u003c5 g/100 mL (hematocrit \u003c15%)."},{"__type":"term","title":"Severe falciparum malaria","Text":"Acute falciparum malaria with signs of severity and/or evidence of vital organ dysfunction."},{"__type":"term","title":"Sporozoites","Text":"Motile malaria parasites that are infective to humans, inoculated by a feeding female anopheline mosquito. The sporozoites invade hepatocytes."},{"__type":"term","title":"Transmission intensity","Text":"The intensity of malaria transmission measured by the frequency with which people living in an area are bitten by anopheline mosquitoes carrying sporozoites. This often is expressed as the annual entomological inoculation rate (EIR), which is the number of inoculations of malaria parasites received by one person in one year."},{"__type":"term","title":"Trophozoites","Text":"Stage of development of the malaria parasites within host red blood cells from the ring stage and before nuclear division. Mature trophozoites contain visible malaria pigment."},{"__type":"term","title":"Uncomplicated malaria","Text":"Symptomatic infection with malaria parasitemia without signs of severity and/or evidence of vital organ dysfunction."},{"__type":"term","title":"Vectorial capacity","Text":"Number of new infections the population of a given vector would distribute per case per day at a given place and time, assuming conditions of non immunity."}]},"presenters":null}