1989 Fleer BaseBall
Inventory Overview |
Subset Name |
Extras |
Comp. Sets |
Inc. Sets |
Total Cards |
1252 |
3 |
0 |
3232 |
Inventory Totals |
1252 |
3 |
0 |
3232 |
Standard Set |
Extras |
Qty |
Min |
Max |
|
1252 |
1 |
660 |
1 => 3 |
2 => 2 |
3 => 2 |
4 => 1 |
6 => 3 |
7 => 3 |
8 => 1 |
9 => 2 |
11 => 1 |
12 => 3 |
13 => 2 |
14 => 3 |
15 => 3 |
16 => 2 |
17 => 2 |
18 => 3 |
19 => 1 |
20 => 1 |
21 => 3 |
23 => 2 |
24 => 3 |
25 => 3 |
27 => 2 |
29 => 3 |
30 => 3 |
31 => 2 |
32 => 1 |
33 => 2 |
34 => 3 |
35 => 2 |
36 => 3 |
39 => 2 |
40 => 3 |
42 => 3 |
43 => 3 |
45 => 3 |
46 => 3 |
48 => 3 |
49 => 3 |
50 => 1 |
51 => 3 |
52 => 2 |
53 => 3 |
55 => 1 |
56 => 1 |
57 => 3 |
58 => 3 |
59 => 3 |
61 => 2 |
62 => 3 |
64 => 2 |
66 => 1 |
67 => 3 |
68 => 2 |
69 => 3 |
70 => 2 |
71 => 1 |
72 => 3 |
73 => 3 |
74 => 3 |
75 => 3 |
76 => 2 |
77 => 2 |
78 => 3 |
79 => 3 |
80 => 3 |
82 => 2 |
83 => 1 |
84 => 3 |
85 => 2 |
86 => 3 |
87 => 3 |
88 => 3 |
91 => 1 |
92 => 2 |
93 => 3 |
95 => 3 |
96 => 2 |
97 => 1 |
98 => 3 |
99 => 3 |
|
|
|
|
|
|
|
|
|
|
101 => 2 |
102 => 4 |
103 => 2 |
104 => 2 |
106 => 3 |
109 => 3 |
110 => 1 |
111 => 1 |
112 => 2 |
113 => 2 |
114 => 3 |
115 => 3 |
116 => 3 |
117 => 2 |
118 => 3 |
119 => 3 |
120 => 1 |
121 => 1 |
122 => 3 |
123 => 2 |
124 => 3 |
125 => 1 |
127 => 3 |
129 => 3 |
130 => 2 |
131 => 2 |
133 => 3 |
134 => 2 |
135 => 1 |
136 => 1 |
137 => 1 |
138 => 2 |
139 => 2 |
140 => 2 |
141 => 3 |
142 => 3 |
143 => 1 |
144 => 3 |
146 => 3 |
147 => 3 |
149 => 3 |
150 => 3 |
151 => 3 |
152 => 1 |
154 => 2 |
155 => 3 |
156 => 3 |
157 => 2 |
158 => 3 |
160 => 1 |
162 => 1 |
165 => 3 |
166 => 3 |
167 => 3 |
168 => 3 |
169 => 3 |
170 => 3 |
171 => 2 |
172 => 3 |
173 => 3 |
174 => 2 |
175 => 2 |
178 => 2 |
180 => 1 |
181 => 3 |
182 => 2 |
183 => 3 |
185 => 2 |
187 => 1 |
188 => 1 |
189 => 3 |
190 => 3 |
191 => 3 |
192 => 2 |
193 => 3 |
194 => 3 |
195 => 2 |
196 => 1 |
197 => 2 |
198 => 3 |
199 => 3 |
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|
|
|
|
|
|
|
|
|
200 => 3 |
201 => 3 |
203 => 2 |
204 => 3 |
205 => 1 |
206 => 2 |
207 => 3 |
208 => 2 |
209 => 3 |
210 => 1 |
212 => 2 |
213 => 3 |
214 => 3 |
215 => 1 |
216 => 1 |
217 => 2 |
218 => 3 |
219 => 1 |
220 => 4 |
222 => 3 |
224 => 3 |
225 => 3 |
226 => 3 |
227 => 3 |
228 => 2 |
229 => 2 |
230 => 1 |
232 => 3 |
233 => 1 |
234 => 1 |
235 => 1 |
236 => 3 |
238 => 3 |
239 => 3 |
240 => 2 |
242 => 3 |
243 => 3 |
244 => 1 |
246 => 3 |
247 => 2 |
248 => 1 |
249 => 3 |
250 => 3 |
251 => 1 |
252 => 1 |
253 => 2 |
254 => 2 |
255 => 1 |
257 => 3 |
258 => 2 |
260 => 3 |
262 => 3 |
263 => 2 |
264 => 1 |
265 => 3 |
266 => 1 |
268 => 3 |
269 => 2 |
270 => 3 |
271 => 3 |
272 => 2 |
273 => 1 |
274 => 3 |
276 => 3 |
277 => 1 |
278 => 3 |
280 => 3 |
283 => 1 |
284 => 3 |
285 => 3 |
286 => 2 |
287 => 2 |
288 => 2 |
289 => 1 |
290 => 3 |
292 => 3 |
293 => 2 |
294 => 3 |
295 => 3 |
296 => 3 |
297 => 3 |
298 => 1 |
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|
|
|
|
|
|
|
|
300 => 2 |
301 => 1 |
303 => 2 |
304 => 2 |
305 => 3 |
306 => 1 |
307 => 1 |
308 => 2 |
309 => 2 |
310 => 3 |
311 => 2 |
312 => 1 |
314 => 3 |
315 => 3 |
316 => 3 |
317 => 3 |
319 => 3 |
320 => 1 |
321 => 3 |
322 => 3 |
323 => 1 |
324 => 2 |
325 => 2 |
326 => 3 |
327 => 3 |
329 => 3 |
330 => 3 |
331 => 2 |
332 => 2 |
333 => 3 |
334 => 1 |
336 => 2 |
338 => 3 |
340 => 3 |
341 => 1 |
342 => 3 |
343 => 3 |
345 => 3 |
346 => 2 |
347 => 3 |
348 => 2 |
349 => 3 |
350 => 2 |
351 => 3 |
352 => 1 |
353 => 1 |
354 => 2 |
355 => 1 |
356 => 3 |
357 => 3 |
358 => 1 |
359 => 3 |
361 => 3 |
362 => 3 |
364 => 3 |
365 => 2 |
367 => 1 |
369 => 2 |
370 => 3 |
372 => 3 |
373 => 3 |
374 => 3 |
375 => 2 |
376 => 3 |
377 => 2 |
379 => 1 |
381 => 3 |
382 => 1 |
383 => 3 |
384 => 3 |
385 => 1 |
386 => 2 |
387 => 2 |
388 => 3 |
389 => 1 |
391 => 2 |
392 => 3 |
393 => 3 |
394 => 3 |
395 => 1 |
398 => 3 |
399 => 3 |
|
|
|
|
|
|
|
|
|
401 => 3 |
402 => 2 |
403 => 2 |
405 => 2 |
406 => 3 |
407 => 3 |
408 => 3 |
409 => 3 |
410 => 3 |
412 => 3 |
413 => 1 |
414 => 1 |
415 => 2 |
416 => 1 |
417 => 3 |
418 => 2 |
419 => 3 |
420 => 3 |
421 => 3 |
423 => 1 |
424 => 3 |
425 => 3 |
426 => 3 |
428 => 2 |
430 => 2 |
431 => 3 |
434 => 1 |
435 => 3 |
437 => 2 |
438 => 3 |
439 => 3 |
440 => 2 |
441 => 2 |
442 => 1 |
443 => 3 |
444 => 3 |
445 => 3 |
446 => 3 |
448 => 2 |
449 => 1 |
450 => 3 |
451 => 3 |
452 => 2 |
453 => 2 |
454 => 1 |
455 => 2 |
456 => 3 |
457 => 3 |
459 => 3 |
460 => 1 |
461 => 2 |
462 => 3 |
465 => 1 |
466 => 2 |
467 => 3 |
468 => 3 |
469 => 3 |
470 => 1 |
471 => 3 |
472 => 2 |
473 => 3 |
474 => 1 |
475 => 1 |
476 => 3 |
478 => 1 |
480 => 2 |
481 => 2 |
482 => 3 |
483 => 3 |
485 => 3 |
486 => 2 |
487 => 1 |
488 => 3 |
490 => 3 |
491 => 3 |
492 => 2 |
493 => 1 |
495 => 3 |
496 => 3 |
497 => 1 |
498 => 3 |
499 => 2 |
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|
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|
|
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|
|
500 => 1 |
502 => 3 |
503 => 2 |
504 => 3 |
505 => 2 |
506 => 3 |
507 => 3 |
508 => 3 |
509 => 2 |
510 => 3 |
514 => 3 |
515 => 3 |
516 => 1 |
517 => 3 |
518 => 2 |
519 => 1 |
521 => 3 |
522 => 3 |
523 => 2 |
524 => 2 |
525 => 2 |
527 => 2 |
529 => 3 |
530 => 2 |
531 => 3 |
532 => 1 |
533 => 2 |
534 => 3 |
537 => 2 |
538 => 2 |
539 => 1 |
540 => 1 |
541 => 1 |
542 => 3 |
543 => 4 |
545 => 3 |
546 => 2 |
548 => 3 |
549 => 3 |
551 => 3 |
552 => 1 |
553 => 3 |
554 => 2 |
555 => 3 |
556 => 3 |
557 => 3 |
558 => 3 |
559 => 2 |
560 => 3 |
561 => 2 |
562 => 1 |
563 => 3 |
564 => 2 |
565 => 2 |
567 => 3 |
568 => 1 |
569 => 2 |
570 => 3 |
571 => 1 |
572 => 3 |
573 => 3 |
574 => 3 |
576 => 1 |
577 => 2 |
579 => 2 |
580 => 3 |
582 => 2 |
583 => 3 |
584 => 1 |
587 => 3 |
588 => 3 |
589 => 1 |
590 => 3 |
592 => 3 |
593 => 2 |
594 => 1 |
595 => 3 |
596 => 1 |
597 => 3 |
598 => 3 |
599 => 3 |
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|
|
|
|
|
|
|
|
600 => 2 |
601 => 3 |
602 => 3 |
603 => 2 |
604 => 3 |
605 => 2 |
606 => 3 |
607 => 1 |
610 => 1 |
611 => 2 |
612 => 3 |
613 => 3 |
614 => 3 |
616 => 4 |
617 => 3 |
619 => 3 |
620 => 2 |
621 => 1 |
622 => 3 |
623 => 3 |
625 => 2 |
626 => 2 |
627 => 2 |
628 => 3 |
629 => 3 |
630 => 2 |
631 => 3 |
632 => 1 |
635 => 1 |
636 => 3 |
637 => 3 |
638 => 2 |
639 => 2 |
640 => 3 |
641 => 2 |
642 => 3 |
644 => 1 |
645 => 2 |
646 => 3 |
647 => 1 |
649 => 2 |
650 => 3 |
651 => 3 |
653 => 2 |
654 => 3 |
655 => 2 |
656 => 1 |
657 => 2 |
658 => 2 |
659 => 2 |
660 => 3 |
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