Primera MSX2+ 100% argentina

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Borg

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Dec 29, 2016, 5:39:39 PM12/29/16

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Les presento la primer y única (hasta donde sé) MSX2+diseñada y construida en Argentina.
No es ningún tipo de emulación sobre HW moderno, está construída íntegramente con componentes de la época.
El engine fue "descomprimido" e implementado con circuitos integrados comunes de la época.
Si bien lo que se ve en las fotos es el prototipo inicial (totalmente funcional) las características finales del equipo serán:

CPU: Z80 a 3.58MHz + modo Turbo 7MHz (Z840010)

RAM: 1MB de base + tres bancos adicionales hasta completar los 4Mb

ROM 256KB

VDP:

Yamaha V9958

Salidas RGB y video componentes

SONIDO:

AY-3-8910A (con control para dos joysticks)

FM SOUND YM2413

PUERTOS EXPANDIDOS: 2

PARALELO: Bidireccional

SERIE: RS-232 + MODEM

FDD: Soporte de discos de hasta 720KB

HDD: Controladora Sunrise compatible

CASSETTE

Les adjunto un par de fotos del proyecto

20161218_163515 red2.jpg

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Victor Carbajal

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Dec 29, 2016, 7:05:02 PM12/29/16

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Excelente!!!

www.victorcarbajal.com
Lo bueno de darme la cabeza contra la pared, es lo bien que me siento cuando dejo de hacerlo...

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Juan Fernando Lopez

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Dec 29, 2016, 7:36:54 PM12/29/16

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Esto es increíble!

Y la idea una vez terminado cuál es?

No se qué tan accesible sea adquirir una, pero haría el esfuerzo con gusto =D

Juan Fernando Lopez

Excelente!!!

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Carlos Scalerandi

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Dec 30, 2016, 6:15:09 AM12/30/16

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El proyecto una monstruosidad...

Impresionante...

Y respecto a los costos, hasta donde sé... aunque dejáramos de lado el tiempo de la investigación y el trazado de los circuitos que tuvo que hacer Gabriel (Borg), es decir aunque nos dieran los esquemas y la lista de componentes con un instructivo de hágalo usted mismo... es una animalada de plata...

Entre los componentes que hay que pedir de afuera, esperarlos, y demás yerbas.....

Es mejor comprarse 2 ó 3 MSX 2+ traídas de afuera....

Pero sin dudas, es algo único en Argentina, y si me pongo a pensar en la forma en que se construyó, tal vez único en el mundo.

Aplausos !

Fernando Miculan

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Dec 30, 2016, 10:12:48 AM12/30/16

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Me sumo al pedido!!!...

Sobre todo cuando uno siempre fue usuario de MSX 1 !

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Fernando Miculan.-
FCM Sistemas
Tel. 221 15 5435862
http://fcmsistemas.ddns.net
BBS Telnet: ferchobbs.ddns.net:2323 | WebServer: http://ferchobbs.ddns.net

Eduardo Chiepa

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Dec 30, 2016, 11:45:49 AM12/30/16

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jolas carlos!

ponele que salga mas barato traer dos o tres maquinas de afuera... maquinitas cansadas, al limite de su vida util.... cuanto mas podrian funcionar? 30? 40 años mas? :P

al menos podemos decir, "esto, en europa, no se consigue" ;)

From: 'Carlos Scalerandi' via grupoMSX <grup...@googlegroups.com>
To: grup...@googlegroups.com
Sent: Friday, December 30, 2016 8:14 AM
Subject: Re: [GRUPOMSX][3944] Primera MSX2+ 100% argentina

Excelente!!!

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Juan Fernando López

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Dec 30, 2016, 11:48:33 AM12/30/16

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Esa es la mejor parte!

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Carlos Maidana

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Dec 31, 2016, 9:10:47 AM12/31/16

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Hey! GE-NI-AL!!
Eso es algo que siempre quise hacer en su momento, mas lo unico a lo que llegue es a una mini msx 1 en protoboard de 10 x 10.
Que lindo proyecto, y que trabajo!! felicitaciones!!

Pasen mas fotos! de las placas, de las soldaduras, de los cables! eso es puro porno electronico jaja.
y particularmente para mi, si esta disponible seria genial ver el esquematico para conocerla "por dentro" y poder admirar la obra de arte que es el proyecto(porque para mi son obras de arte) desde sus entrañas.

Un saludo, y muy feliz año para todo el grupo!

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Carlos Maidana

LabCenter - Laboratorio especializado en reparaciones electrónicas
Reparaciones mayoristas, precios al gremio.
Notebooks, Mothers, Reballing, Monitores LED y LCD, UPS, equipos de red
http://www.labcenter.com.ar

Carlos Maidana

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Dec 31, 2016, 2:34:35 PM12/31/16

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En mi opinion, en este tipo de cosas el precio no importa tanto, sino mas bien la satisfacción de armar o hacer el proyecto en si para uno mismo, como tambien la satisfacción para Gabriel (y quien mas haya creado el proyecto) de ver que tanto trabajo es aprovechado y usado por otros.
Si consigo un esquematico o una placa no dudaria en armarla, y pedir afuera los componentes extra que necesite! (en realidad creo que tengo todo aca en el taller como para armar una!)

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Carlos Maidana

LabCenter - Laboratorio especializado en reparaciones electrónicas
Reparaciones mayoristas, precios al gremio.
Notebooks, Mothers, Reballing, Monitores LED y LCD, UPS, equipos de red
http://www.labcenter.com.ar

Fernando

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Dec 31, 2016, 3:20:49 PM12/31/16

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Felicitaciones, Damián! Un increíble trabajo te tomaste, pero imagino que el cosechar los frutos del mismo debe ser indescriptible. Si me autorizás, me interesaría publicar los detalles del proyecto en mi blog dedicado a la MSX... ¡Saludos!

PD: A todo el grupo... les dejo los mejores deseos para el año que está a punto de comenzar! ¡Muy feliz y próspero año! A no bajar los brazos y que lluevan los nuevos proyectos como el de Damián!

¡Saludos!

Fernando Ramos, Junín (B)

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
...

Gabriel Calomeni

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Jan 2, 2017, 7:54:14 AM1/2/17

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Muchas gracias por los mensajes, realmente quería compartirlo con la gente del palo.

El proyecto me llevó casi dos años pero tuvo sus frutos y desde que se sumó don Chiepa se han acelerado bastante las cosas (un maestro). Los prototipos llevan mucho tiempo y bobinas de wire-wrap, más considerando que mi intención era armarlo con integrados comunes, sin micros modernos ni CPLDs, ni depender tampoco de los famosos engines.

Respecto a vender unidades del proyecto, la versión final va a contar con más de 100 integrados, de unas 16 patas en promedio, más todo el resto de componentes, en pocas palabras es un trabajo de soldadura que no estoy dispuesto a afrontar con más de un par de unidades para mi propio disfrute. Es imposible que salga a vender una cosa así.

Tengo pensado armar un documento con todo el funcionamiento de las MSX (por ahora hasta la 2+), que va a contar con toda la información que fui investigando-juntando-clasificando-deduciendo. No estoy inventando nada con esto, ya está todo hecho (desde los 80s), los otros que hicimos este tipo de proyectos posteriormente nos dedicamos a rehacer algo que siempre estuvo hecho y nunca entendí la necesidad de llevarse "secretos" a la tumba.

Los componentes que se pueden llegar a necesitar de afuera básicamente son el Z80 de 10 MHz, V9958, RTC, AY3-8910, YM2413, 8251A, 8253, algún integrado de RAM (yo estoy usando 1M x 4bits) y algún 74LS que acá no se consiga. Seguramente alguno se me está escapando.

Adjunto un par de fotos de las placas del prototipo de MSX1

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Carlos Maidana

LabCenter - Laboratorio especializado en reparaciones electrónicas
Reparaciones mayoristas, precios al gremio.
Notebooks, Mothers, Reballing, Monitores LED y LCD, UPS, equipos de red
http://www.labcenter.com.ar

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Carlos Maidana

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Jan 2, 2017, 10:22:27 AM1/2/17

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genial genial! Yo quiero yo quiero! Hace una cantidad que no hago una placa "spaguetti" Y tengo 1 de cada de todos los ic dificiles !!

Gabriel por favor avisa cuando la bibliografia este disponible. Y cualquier cosa que necesites también conta conmigo. Lo mismo para vos Eduardo!

Juan Fernando López

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Jan 2, 2017, 10:38:48 AM1/2/17

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Y para los que no tenemos los ICs... Qué lugar recomiendan para adquirirlos? eBay?

Estuve buscando el Z80 que nombrás (Z840010), pero sólo encuentro el Z84C0010. Será lo mismo?

gcalomeni

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Jan 2, 2017, 10:49:56 AM1/2/17

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El Z80 de 10 MHz es exactamente ese

Enviado desde mi smartphone Samsung Galaxy.

-------- Mensaje original --------

De: Juan Fernando López <lopezjua...@gmail.com>

Fecha: 2/1/17 12:38 (GMT-03:00)

Para: grup...@googlegroups.com

Asunto: Re: [GRUPOMSX][3953] Primera MSX2+ 100% argentina

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Juan Fernando López

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Jan 2, 2017, 10:52:05 AM1/2/17

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Gracias!

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Gabriel Calomeni

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Jan 2, 2017, 11:16:44 AM1/2/17

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Gracias Carlos, si necesito algo te aviso, y si no te gusta hacer placas "Spaghetti" puedo sumar llegado al caso PCBs adicionales al pedido.

Saludos, Gabriel

El 2 de enero de 2017, 12:22, Carlos Maidana <car...@msxhardware.com.ar> escribió:

Gabriel Calomeni

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Jan 2, 2017, 11:18:20 AM1/2/17

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Existe un único vendedor en Ebay que tiene todos los integrados difíciles

diego....@yahoo.com

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Jan 3, 2017, 1:13:55 PM1/3/17

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WAAAAAPA pero qué impresionaaante... felicitaciones Gabriel. de verdad que siento una sana envidia.

Tal vez tu proyecto sea puntapié inicial para que otros trasteros hagan nuevos MSX; en algún momento los que somos nulidad total para esas cosas, nos liguemos alguna de esas bellezas.

Saludos!!

El Lunes, 2 de enero, 2017 13:26:59, Gabriel Calomeni <gcal...@gmail.com> escribió:

Existe un único vendedor en Ebay que tiene todos los integrados difíciles

El 2 de enero de 2017, 12:38, Juan Fernando López <lopezjua...@gmail.com> escribió:

Y para los que no tenemos los ICs... Qué lugar recomiendan para adquirirlos? eBay?

Estuve buscando el Z80 que nombrás (Z840010), pero sólo encuentro el Z84C0010. Será lo mismo?

El 2 de enero de 2017, 12:22, Carlos Maidana <car...@msxhardware.com.ar> escribió:

genial genial! Yo quiero yo quiero! Hace una cantidad que no hago una placa "spaguetti" Y tengo 1 de cada de todos los ic dificiles !!
Gabriel por favor avisa cuando la bibliografia este disponible. Y cualquier cosa que necesites también conta conmigo. Lo mismo para vos Eduardo!

El ene 2, 2017 9:54 AM, "Gabriel Calomeni" <gcal...@gmail.com> escribió:

Muchas gracias por los mensajes, realmente quería compartirlo con la gente del palo.

El proyecto me llevó casi dos años pero tuvo sus frutos y desde que se sumó don Chiepa se han acelerado bastante las cosas (un maestro). Los prototipos llevan mucho tiempo y bobinas de wire-wrap, más considerando que mi intención era armarlo con integrados comunes, sin micros modernos ni CPLDs, ni depender tampoco de los famosos engines.

Respecto a vender unidades del proyecto, la versión final va a contar con más de 100 integrados, de unas 16 patas en promedio, más todo el resto de componentes, en pocas palabras es un trabajo de soldadura que no estoy dispuesto a afrontar con más de un par de unidades para mi propio disfrute. Es imposible que salga a vender una cosa así.

Tengo pensado armar un documento con todo el funcionamiento de las MSX (por ahora hasta la 2+), que va a contar con toda la información que fui investigando-juntando-clasific ando-deduciendo. No estoy inventando nada con esto, ya está todo hecho (desde los 80s), los otros que hicimos este tipo de proyectos posteriormente nos dedicamos a rehacer algo que siempre estuvo hecho y nunca entendí la necesidad de llevarse "secretos" a la tumba.

Excelente!!!

Para obtener más opciones, visita este grupo en http://groups.google.es/gro up/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...

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