13. Behandling af BL bør starte hurtigst praktisk muligt efter at diagnosen er stillet (MS).
14. Der er stor risiko for tumorlyse syndrom, og patienten skal være velhydreret før behandlingsstart. Allopurinol eller alternativt rasburikase er obligatorisk (MS).
15. Høj-risiko BL hos yngre patienter behandles med R-CODOX-M/IVAC (Bilag 3) (B) eller R-BFM (Bilag 4) (B).
Disse to regimer betragtes som ligeværdige til behandling af yngre patienter (B).
16. Lav-risiko BL hos yngre patienter behandles med R-CODOX-M (Bilag 3) (B) eller R-BFM (Bilag 4) (B).
Disse to regimer betragtes som ligeværdige til behandling af yngre patienter. Hvis der ikke opnås CR ved R-BFM efter 2.serie skalt behandlingen intensiveres til 6 serier (B).
17. BL hos ældre patienter behandles med R-BFM i reduceret dosis (Bilag 5) (B).
18. Der bør tilstræbes kortest mulig tid imellem behandlingsserier. Næste serie kan almindeligvis startes ved begyndende hæmatologisk regeneration (dvs. neutrofile > 1 mia/l, og TRC > 75) (B).
19. Ældre svækkede patienter der ikke vurderes til at kunne tåle R-BFM i reduceret dosis, kan forsøges palliativt behandlet med R-CHOP og MTX (It eller systemisk) (D).
20. Interim evaluering. Anbefalet modalitet er PET-CT-scanning. Evt Knoglemarvsbiopsi. Udføres ved R-BFM (abab eller abca), R-CODOX-M og R-CODOX-M/IVAC efter 2 serie. Ved R-BFM (abcabc) efter 3. serie. (D)
21. Ved utilfredsstillende respons (dvs. ikke CR eller god PR) midtvejs planlægges stamcellehøst i forbindelse med en af de resterende behandlingsserier (D).
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)