Buen dia.
les expongo el caso
tengo 2 tablas en las cuales se hace una referencia ciclica
en la tabla de movimiento estan los movimientos de los documentos y en la de doctos08 estan los folios con sus relaciones este es el resultado que quiero tener.
Cita:
factura cotizacion numpro descri total ffactura
16901 16955 BB47070HP BLOCK DE BALATA PARA SERVICIO PESADO 1886.16 18/01/2018
16901 16955 RTAM3 RECTIFICADO DE TAMBOR SERVICIO PESADO 1020.8 18/01/2018
16901 16955 QK1 HERRAJES PARA BALATA SERVICIO PESADO (4515, 4707) 858.4 18/01/2018
16901 16955 4707Z ZAPATA 4707 2712.08 18/01/2018
16901 16955 GRSKF4 GRASA PARA BALEROS (4 KG) 756.32 18/01/2018
16901 16955 WAT3030 CAMARA DOBLE PARA FRENO DE AIRE T-30-30 788.8 18/01/2018
16901 16955 65416 AMORTIGUADOR TIPO HENDRICKSON TRASERO 5011.2 18/01/2018
16901 11957 LLAV LLAVE DE PASO 480.24 18/01/2018
16901 11957 GRA GRASERA 394.4 18/01/2018
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tengo esta consulta pero no logro enlazar la cotizacion les adjunto un Microsoft Excel 2010 con datos a para que se den una idea y me puedan auxiliar muchas gracias
Código SQL
[-]select B.CFOLIO AS FACTURA, CIDMOVIM01, MOV10.ciddocum01, MOV10.cidmovto02, mov10.cidprodu01,
productos.ccodigop01, cnombrep01, mov10.ctotal, mov10.cfecha
from productos, mov10
INNER JOIN DOCTOS08 B ON B.CIDDOCUM01=MOV10.CIDDOCUM01
where productos.cidprodu01=mov10.cidprodu01
and MOV10.ciddocum01=29772
![](http://www.clubdelphi.com/foros/data:image/png;base64,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)