1988 Fantastic Sam's Discs Baseball Card Set

Category:

Baseball

Set Name:

Fantastic Sam's Discs

Set Year:

1988

Total Cards in Set:

52

Set Description:

Base, Square Proof, With Tab

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Card #	Name	Price	Photo	HOF	Action
1	PuckettKirby Puckett (Square Proof)		0	0
1	PuckettKirby Puckett		0	1
1	PuckettKirby Puckett (With Tab)		0	1
2	BrettGeorge Brett (Square Proof)		0	0
2	BrettGeorge Brett (With Tab)		1	1	Buy
2	BrettGeorge Brett		0	0
3	McGwireMark McGwire (With Tab)		0	0
3	McGwireMark McGwire		0	0
3	McGwireMark McGwire (Square Proof)		0	0
4	JoynerWally Joyner (With Tab)		0	0
4	JoynerWally Joyner		0	0
5	MolitorPaul Molitor (Square Proof)		0	0
5	MolitorPaul Molitor		0	0	Buy
5	MolitorPaul Molitor (With Tab)		0	0
6	TrammellAlan Trammell (Square Proof)		0	0
6	TrammellAlan Trammell		0	0
6	TrammellAlan Trammell (With Tab)		0	1
7	BellGeorge Bell (With Tab)		0	0
8	BoggsWade Boggs		0	1
8	BoggsWade Boggs (Square Proof)		0	0
8	BoggsWade Boggs (With Tab)		0	0
9	MattinglyDon Mattingly		0	0
9	MattinglyDon Mattingly (With Tab)		0	0
9	MattinglyDon Mattingly (Square Proof)		0	0
10	FrancoJulio Franco		0	0
11	SmithOzzie Smith (Square Proof)		0	1
11	SmithOzzie Smith (With Tab)		0	0	Buy
11	SmithOzzie Smith		0	0
12	ClarkWill Clark (Square Proof)		0	0
12	ClarkWill Clark		0	0
12	ClarkWill Clark (With Tab)		0	0
13	MurphyDale Murphy (Square Proof)		0	0
13	MurphyDale Murphy (With Tab)		0	0
13	MurphyDale Murphy		0	0
14	DavisEric Davis (With Tab)		0	0
14	DavisEric Davis (Square Proof)		0	0
14	DavisEric Davis		0	0
15	DawsonAndre Dawson		0	0
15	DawsonAndre Dawson (With Tab)		0	0
15	DawsonAndre Dawson (Square Proof)		0	0
16	RainesTim Raines (Square Proof)		0	0
16	RainesTim Raines		0	0
16	RainesTim Raines (With Tab)		0	0
17	StrawberryDarryl Strawberry (With Tab)		0	0
17	StrawberryDarryl Strawberry		0	0
17	StrawberryDarryl Strawberry (Square Proof)		0	0
18	GwynnTony Gwynn (With Tab)		0	1
18	GwynnTony Gwynn (Square Proof)		0	0
18	GwynnTony Gwynn		0	1
19	SchmidtMike Schmidt (With Tab)		0	1	Buy
19	SchmidtMike Schmidt		0	0
19	SchmidtMike Schmidt (Square Proof)		0	0