Nota	Tecnologia	Conclusão	Status
72346-A	Medicamento - METOTREXATO	Favorável	Finalizada em 12/04/2022 16:32:10	Ver Nota
72346-B	Medicamento - MERCAPTOPURINA	Favorável	Finalizada em 12/04/2022 16:37:18	Ver Nota

Paciente

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Esta tecnologia já foi finalizada e não pode mais ser editada

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Meio(s) confirmatório(s) do diagnóstico já realizado(s) *

Não constam laudos de exames acostados aos autos. O relatório médico ID 117651434, menciona mielograma,  imunogenotipagem da medula óssea, PML-RARA (pesquisa de rearranjo dos genes, marcador para LPA), porém não descreve os resultados dos mesmos.

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Segundo relatório médico anexado aos autos (ID. 117651437 - Pág. 2), paciente deverá fazer uso de METOTREXATO 2,5 mg 12 comprimidos por semana e MERCAPTOPURINA 50mg 2 comprimidos ao dia. Não há relato do tempo total de tratamento de manutenção.

Uso contínuo?

Duração do tratamento

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Indicação em conformidade com a aprovada no registro? *

Previsto em Protocolo Clínico e Diretrizes Terapêuticas do Min. da Saúde para a situação clínica do demandante? *

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Outras Tecnologias Disponíveis

Tecnologia

Descrever as opções disponíveis no SUS e/ou Saúde Suplementar *

<p style="text-align: justify;">&Aacute;cido all trans retin&oacute;ico (ATRA), daunorrubicina, idarrubicina.&nbsp;</p>

Existe Genérico? *

Existe Similar? *

Descrever as opções disponíveis de Genérico ou Similar *

<p>Sim.</p>

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Tecnologia

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Evidências sobre a eficácia e segurança da tecnologia *

<p style="text-align: justify;"><strong>Sobre a Leucemia Promieloc&iacute;tica Aguda (LPMA):&nbsp;</strong></p>

<p style="text-align: justify;">As leucemias s&atilde;o um tipo de c&acirc;ncer das c&eacute;lulas sangu&iacute;neas caracterizado pela prolifera&ccedil;&atilde;o anormal de c&eacute;lulas tumorais na medula &oacute;ssea e no sangue, tendo como consequ&ecirc;ncia anemia, infec&ccedil;&otilde;es e sangramentos. S&atilde;o classificadas de acordo com o tipo celular envolvido e o estado de maturidade das c&eacute;lulas. Assim, as leucemias agudas (LA) caracterizam-se pela presen&ccedil;a de c&eacute;lulas imaturas, denominadas blastos e por r&aacute;pida evolu&ccedil;&atilde;o fatal em pacientes n&atilde;o tratados.&nbsp;</p>

<p style="text-align: justify;">A leucemia promieloc&iacute;tica aguda (LPMA) &eacute; um subtipo da leucemia mieloide aguda (LMA) designada como M3 e M3 variante pela classifica&ccedil;&atilde;o do grupo Franco-Am&eacute;rico-Brit&acirc;nica (FAB) e LPMA com transloca&ccedil;&atilde;o dos bra&ccedil;os longos do cromossomo 15 e 17t (15;17) pela Organiza&ccedil;&atilde;o Mundial da Sa&uacute;de das Neoplasias Miel&oacute;ides (OMS), sendo que em 90% dos casos est&aacute; associada a essa transloca&ccedil;&atilde;o cromoss&ocirc;mica. Corresponde a aproximadamente 20% a 25% das LMA nos pa&iacute;ses latino-americanos e est&aacute; na maioria das vezes associada &agrave; coagulopatia em cerca de 60% a 90% dos casos, ocorrendo com maior frequ&ecirc;ncia em adultos jovens e incid&ecirc;ncia entre os 20 e 59 anos.&nbsp;&nbsp;</p>

<p style="text-align: justify;">A LPMA, se n&atilde;o tratada, pode levar rapidamente ao &oacute;bito. Os pacientes apresentam sintomas relacionados &agrave; anemia, trombocitopenia (queda das plaquetas) e dist&uacute;rbios da coagula&ccedil;&atilde;o, entre eles a coagula&ccedil;&atilde;o intravascular disseminada (CIVD), condi&ccedil;&atilde;o sist&ecirc;mica grave que pode causar trombose e hemorragia com r&aacute;pido agravamento.&nbsp;&nbsp;</p>

<p style="text-align: justify;">Esse subtipo de LMA se distingue pela elevada frequ&ecirc;ncia com que &eacute; acompanhada de coagula&ccedil;&atilde;o intravascular disseminada e pela resposta ao tratamento com o &aacute;cido all trans retin&oacute;ico (ATRA), o qual induz a diferencia&ccedil;&atilde;o mieloide terminal das c&eacute;lulas leuc&ecirc;micas. O tratamento com ATRA resulta em taxas de remiss&atilde;o completa superiores a 90% e de sobrevida livre de doen&ccedil;a estimada em tr&ecirc;s anos superiores a 80%.&nbsp;</p>

<p style="text-align: justify;">De acordo com par&acirc;metros laboratoriais, os pacientes s&atilde;o estratificados em baixo risco, risco moderado e alto risco. O protocolo de tratamento &eacute; proposto de acordo com a classifica&ccedil;&atilde;o de risco ao diagn&oacute;stico.&nbsp;</p>

<p style="text-align: justify;">No caso em an&aacute;lise, o paciente foi classificado como de alto risco.&nbsp;</p>

<p style="text-align: justify;"><strong>Sobre o tratamento habitual:&nbsp;</strong></p>

<p style="text-align: justify;">O diagn&oacute;stico e tratamentos imediatos da leucemia promieloc&iacute;tica aguda, subtipo M3 da leucemia mieloide aguda, s&atilde;o importantes porque os pacientes podem desenvolver s&eacute;rios problemas de coagula&ccedil;&atilde;o ou de hemorragia. O tratamento pode precisar ser iniciado mesmo se houver apenas suspeita do diagn&oacute;stico da doen&ccedil;a, ainda que n&atilde;o haja confirma&ccedil;&atilde;o por exames de laborat&oacute;rio.&nbsp;</p>

<p style="text-align: justify;">O tratamento da maioria dos casos da LPMA difere do tratamento usual da leucemia mieloide aguda. Os medicamentos mais importantes para o tratamento s&atilde;o chamados agentes diferenciadores, como o &aacute;cido trans-retin&oacute;ico (ATRA). Outros tratamentos podem incluir quimioterapia, preferencialmente com quimioter&aacute;picos da classe das antraciclinas (daunorrubicina, idarrubicina) e transfus&atilde;o de plaquetas ou de outros produtos derivados do sangue.&nbsp;</p>

<p style="text-align: justify;">O tratamento &eacute; dividido em 3 fases:&nbsp;</p>

<p style="text-align: justify;">            Indu&ccedil;&atilde;o&nbsp;</p>

<p style="text-align: justify;">O objetivo da indu&ccedil;&atilde;o, a primeira parte do tratamento, &eacute; diminuir o n&uacute;mero de c&eacute;lulas das leuc&ecirc;micas, colocando a leucemia promieloc&iacute;tica aguda em remiss&atilde;o. O medicamento mais importante no tratamento inicial &eacute; o &aacute;cido trans-retin&oacute;ico (ATRA), geralmente combinado com um destes:&nbsp;</p>

<ul>
	<li>
	<p style="text-align: justify;">Tri&oacute;xido de ars&ecirc;nico (ATO), outro medicamento n&atilde;o quimioter&aacute;pico.&nbsp;&nbsp;</p>
	</li>
	<li>
	<p style="text-align: justify;">Quimioterapia com uma antraciclina, como daunorrubicina ou idarrubicina.&nbsp;&nbsp;</p>
	</li>
	<li>
	<p style="text-align: justify;">Quimioterapia com antraciclina mais ATO.&nbsp;</p>
	</li>
</ul>

<p style="text-align: justify;">A bi&oacute;psia da medula &oacute;ssea &eacute; geralmente realizada geralmente um m&ecirc;s ap&oacute;s o in&iacute;cio do tratamento, para verificar se a leucemia est&aacute; em remiss&atilde;o. A indu&ccedil;&atilde;o &eacute; geralmente continuada at&eacute; que a leucemia promieloc&iacute;tica aguda esteja em remiss&atilde;o, o que pode levar at&eacute; 2 meses.&nbsp;</p>

<p style="text-align: justify;">            Consolida&ccedil;&atilde;o&nbsp;</p>

<p style="text-align: justify;">Assim como em outros subtipos da leucemia mieloide aguda, os pacientes com leucemia promieloc&iacute;tica aguda recebem, em seguida, tratamento de consolida&ccedil;&atilde;o. Os medicamentos utilizados dependem do que foi administrado para a indu&ccedil;&atilde;o. Algumas das op&ccedil;&otilde;es incluem:&nbsp;</p>

<ul>
	<li>
	<p style="text-align: justify;">ATRA mais ATO.&nbsp;</p>
	</li>
	<li>
	<p style="text-align: justify;">ATRA mais quimioterapia, geralmente com uma antraciclina, como idarrubicina ou daunorrubicina.&nbsp;</p>
	</li>
</ul>

<ul>
	<li>
	<p style="text-align: justify;">ATO mais quimio, geralmente com uma antraciclina como idarubicina ou daunorrubicina.&nbsp;</p>
	</li>
	<li>
	<p style="text-align: justify;">Quimio isoladamente, geralmente com uma antraciclina mais citarabina.&nbsp;</p>
	</li>
</ul>

<p style="text-align: justify;">A consolida&ccedil;&atilde;o geralmente dura v&aacute;rios meses, sendo administrada em blocos, dependendo dos medicamentos usados.&nbsp;</p>

<p style="text-align: justify;">            Manuten&ccedil;&atilde;o&nbsp;</p>

<p style="text-align: justify;">Ensaios randomizados iniciais demonstraram que a terapia de manuten&ccedil;&atilde;o diminui a incid&ecirc;ncia de reca&iacute;das e melhora a sobrevida livre de doen&ccedil;a (SLD) entre os pacientes que foram submetidos &agrave; indu&ccedil;&atilde;o com &aacute;cido all-trans retin&oacute;ico (ATRA) mais quimioterapia, seguida de terapia de consolida&ccedil;&atilde;o. A terapia de indu&ccedil;&atilde;o e consolida&ccedil;&atilde;o evoluiu para incluir tri&oacute;xido de ars&ecirc;nio (ATO) al&eacute;m de ATRA (com ou sem quimioterapia), com base em estudos que sugerem melhor sobrevida livre de eventos (SLE) e sobrevida global (SG) com essa abordagem. Como tal, o papel da terapia de manuten&ccedil;&atilde;o entre os pacientes que atingem uma remiss&atilde;o molecular completa ap&oacute;s a terapia inicial que incorpora ATO e ATRA &eacute; controverso e provavelmente depende, em grande parte, do tratamento preciso de indu&ccedil;&atilde;o e consolida&ccedil;&atilde;o. Embora a quest&atilde;o permane&ccedil;a sem solu&ccedil;&atilde;o, estudos iniciais sugerem que pacientes que recebem ATO como parte de sua indu&ccedil;&atilde;o e/ou consolida&ccedil;&atilde;o n&atilde;o precisam de manuten&ccedil;&atilde;o ap&oacute;s a obten&ccedil;&atilde;o de uma remiss&atilde;o molecular completa. Os pacientes que n&atilde;o t&ecirc;m acesso &agrave; ATO para indu&ccedil;&atilde;o ou consolida&ccedil;&atilde;o devem receber terapia de manuten&ccedil;&atilde;o.&nbsp;&nbsp;</p>

<p style="text-align: justify;">No caso em tela, o paciente fez uso do protocolo PETHEMA, que n&atilde;o inclui ATO nas fases de indu&ccedil;&atilde;o e consolida&ccedil;&atilde;o.&nbsp;</p>

<p style="text-align: justify;"><strong>Sobre Mercaptopurina (6-mercaptopurina) ou 6-MP e Metrotexato&nbsp;</strong></p>

<p style="text-align: justify;">A Mercaptopurina &eacute; um f&aacute;rmaco que age como antimetab&oacute;lito citot&oacute;xico, indicado para o tratamento de leucemia aguda. Pode ser utilizado na indu&ccedil;&atilde;o de remiss&atilde;o e &eacute; especialmente indicado para o tratamento de manuten&ccedil;&atilde;o. &Eacute; um an&aacute;logo das bases naturais de purina, hipoxantina e guanina (bases nitrogenadas que constituem o DNA). Sua ativa&ccedil;&atilde;o intracelular causa a inibi&ccedil;&atilde;o da s&iacute;ntese de novo de purinas e sua incorpora&ccedil;&atilde;o no DNA. Sua atividade citot&oacute;xica &eacute; espec&iacute;fica para o ciclo celular (fase S).&nbsp;</p>

<p style="text-align: justify;">O Metrotexato &eacute; um f&aacute;rmaco citot&oacute;xico utilizado na quimioterapia antineopl&aacute;sica e em certas patologias n&atilde;o malignas como psor&iacute;ase grave e artrite reumat&oacute;ide. Seu mecanismo de a&ccedil;&atilde;o consiste na libera&ccedil;&atilde;o de metab&oacute;litos ativos que competem pelo s&iacute;tio de liga&ccedil;&atilde;o do &aacute;cido f&oacute;lico com a enzima diidrofolato redutase. O &aacute;cido f&oacute;lico deve ser reduzido a tetraidrofolato por esta enzima para a s&iacute;ntese de DNA e replica&ccedil;&atilde;o celular. A inibi&ccedil;&atilde;o competitiva desta enzima leva ao bloqueio da s&iacute;ntese de tetraidrofolato, deple&ccedil;&atilde;o de precursores de nucleot&iacute;deos e inibi&ccedil;&atilde;o da produ&ccedil;&atilde;o de DNA, RNA e de s&iacute;ntese proteica. O metotrexato tem atividade citost&aacute;tica dependente do ciclo celular (fase S).&nbsp;</p>

<p style="text-align: justify;">Por serem medicamentos citot&oacute;xicos e imunossupressores, seu uso deve ser monitorado com avalia&ccedil;&atilde;o cl&iacute;nica e exames laboratoriais seriados.&nbsp;</p>

<p style="text-align: justify;"><strong>Sobre a terapia de manuten&ccedil;&atilde;o com mercaptopurina e metrotexato&nbsp;</strong></p>

<p style="text-align: justify;">Como terapia de manuten&ccedil;&atilde;o, a maioria dos estudos prospectivos investigou ATRA isolada ou ATRA junto com 6-mercaptopurina (6-MP) e/ou metotrexato. A terapia de manuten&ccedil;&atilde;o &eacute; geralmente administrada por 1 ano, com doses ajustadas de acordo com a presen&ccedil;a ou aus&ecirc;ncia de mielossupress&atilde;o e/ou anormalidades da fun&ccedil;&atilde;o hep&aacute;tica.&nbsp;</p>

<p style="text-align: justify;">Estudo randomizado controlado (AIDA 0493 protocol) avaliou 807 pacientes randomizados em 4 bra&ccedil;os: 6-mercaptopurina oral e metotrexato intramuscular (bra&ccedil;o 1); ATRA sozinho (bra&ccedil;o 2); 3 meses de bra&ccedil;o 1 alternando para 15 dias de bra&ccedil;o 2 (bra&ccedil;o 3); e nenhuma terapia adicional (bra&ccedil;o 4). A remiss&atilde;o completa foi alcan&ccedil;ada em 761 de 807 (94,3%) pacientes e 681 completaram o programa de consolida&ccedil;&atilde;o. A estimativa de sobrevida livre de eventos em 12 anos foi de 68,9% (intervalo de confian&ccedil;a de 95%, 66,4%-71,4%), e n&atilde;o foram observadas diferen&ccedil;as na sobrevida livre de doen&ccedil;a em 12 anos entre os bra&ccedil;os de manuten&ccedil;&atilde;o (bra&ccedil;os 1, 2 e 3).&nbsp;</p>

<p style="text-align: justify;">Conforme dito anteriormente, os estudos sobre a necessidade ou n&atilde;o da terapia de manuten&ccedil;&atilde;o s&atilde;o conflitantes, por&eacute;m existe uma tend&ecirc;ncia pela n&atilde;o recomenda&ccedil;&atilde;o da terapia de manuten&ccedil;&atilde;o em pacientes de baixo risco, que apresentaram remiss&atilde;o completa e utilizaram ATO na terapia de indu&ccedil;&atilde;o de consolida&ccedil;&atilde;o. Para os pacientes de alto risco ou que n&atilde;o utilizaram ATO na indu&ccedil;&atilde;o ou consolida&ccedil;&atilde;o, a tend&ecirc;ncia &eacute; pela recomenda&ccedil;&atilde;o da terapia de manuten&ccedil;&atilde;o.&nbsp;&nbsp;</p>

<p style="text-align: justify;">No caso em tela, conforme relat&oacute;rio m&eacute;dico, o paciente foi classificado como de alto risco e n&atilde;o foi usado ATO na indu&ccedil;&atilde;o ou consolida&ccedil;&atilde;o.&nbsp;</p>

<p style="text-align: justify;"><strong>Protocolo PETHEMA&nbsp;</strong></p>

<p style="text-align: justify;">Protocolo proposto por um grupo de especialistas que &eacute; refer&ecirc;ncia para tratamento de neoplasias hematol&oacute;gicas em v&aacute;rios centros de tratamento em todo o mundo.&nbsp;&nbsp;</p>

<p style="text-align: justify;">Foi o protocolo utilizado no tratamento do paciente demandante no IHBDF/IGESDF&nbsp;</p>

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" />&nbsp;</p>

<p style="text-align: justify;">Abreviaturas:&nbsp;&nbsp;</p>

<ul>
	<li>
	<p style="text-align: justify;">IDA- idarrubicina; ATRA- &aacute;cido all-trans retin&oacute;ico; RC-remiss&atilde;o completa; MTZ- Mitoxantrone;&nbsp;&nbsp;</p>
	</li>
	<li>
	<p style="text-align: justify;">PETHEMA - Programa de Estudio y Tratamiento de las Hemopat&iacute;as Malignas, (grupo espanhol formado por especialistas em hematologia, cujos protocolos s&atilde;o refer&ecirc;ncia mundial para tratamento do c&acirc;ncer hematol&oacute;gico).&nbsp;</p>
	</li>
</ul>

<p style="text-align: justify;">No protocolo para tratamento de leucemia promieloc&iacute;tica aguda LPA-2012, &eacute; preconizado o uso de mercaptopurina e metrotexato na terapia de manuten&ccedil;&atilde;o em pacientes de alto risco ap&oacute;s as fases de indu&ccedil;&atilde;o e consolida&ccedil;&atilde;o.&nbsp;</p>

Benefício/efeito/resultado esperado da tecnologia *

<p style="text-align: justify;">Manter doen&ccedil;a em remiss&atilde;o, evitando recidiva&nbsp;</p>

Recomendações da CONITEC para a situação clínica do demandante *

Conclusão

Tecnologia

Conclusão Justificada *

Conclusão *

<p style="text-align: justify;"><strong>Considerando</strong> que o paciente, segundo laudo m&eacute;dico constante nos autos, foi diagnosticado com leucemia promieloc&iacute;tica aguda e teve remiss&atilde;o da doen&ccedil;a ap&oacute;s tratamento de indu&ccedil;&atilde;o e consolida&ccedil;&atilde;o realizado no IHBDF/IGESDF;&nbsp;</p>

<p style="text-align: justify;"><strong>Considerando</strong> que o protocolo adotado &eacute; o protocolo padr&atilde;o de refer&ecirc;ncia para o tratamento da enfermidade que acomete o requerente (vide item 3.5);&nbsp;</p>

<p style="text-align: justify;"><strong>Considerando</strong> que h&aacute; evid&ecirc;ncias de que a terapia de manuten&ccedil;&atilde;o por 12 meses proposta no caso do demandante diminui as chances de recidiva da doen&ccedil;a;&nbsp;</p>

<p style="text-align: justify;"><strong>Considerando</strong> que o medicamento metrotexato est&aacute; dispon&iacute;vel no SUS, por&eacute;m n&atilde;o para o CID da doen&ccedil;a do demandante;&nbsp;&nbsp;</p>

<p style="text-align: justify;"><strong>Considerando</strong> que a Leucemia promieloc&iacute;tica aguda &eacute; um subtipo da leucemia mieloide aguda;&nbsp;</p>

<p style="text-align: justify;"><strong>Considerando</strong> que no PCDT de 2014 sobre leucemia mieloide aguda consta a associa&ccedil;&atilde;o de metrotexato e 6-mercaptopurina ao ATRA como padr&atilde;o de manuten&ccedil;&atilde;o no tratamento da Leucemia promieloc&iacute;tica aguda, embora a CONITEC n&atilde;o tenha avaliado especificamente a incorpora&ccedil;&atilde;o desses medicamentos;&nbsp;</p>

<p style="text-align: justify;">Este NATJUS posiciona-se como <strong>FAVOR&Aacute;VEL</strong> &agrave; demanda apresentada.&nbsp;</p>

<p style="text-align: justify;">Fazemos a considera&ccedil;&atilde;o de que o m&eacute;dico assistente n&atilde;o definiu a dura&ccedil;&atilde;o do tratamento de manuten&ccedil;&atilde;o pleiteado. Segundo a literatura m&eacute;dica, o tratamento &eacute; realizado por 12 meses.&nbsp;&nbsp;</p>

Há evidências científicas? *

Considera-se urgência as situações de ocorrência imprevista de agravo à saúde, com ou sem risco potencial de vida, cujo portador necessita da assistência médica imediata (Resolução CFM 1451/95)

Justifica-se a alegação de urgência, conforme definição de Urgência e Emergência do CFM? *

Justificativa *

Referências bibliográficas *

<ol>
	<li>
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