In order of increasing index, the Fibonacci indices
that have composite factors, with the size of the factor
in parentheses.

smallest composite factor at F1473 (144)
largest composite factor at  F9941 (2078)

F1039 (156)
F1049 (185)
F1061 (214)
F1063 (164)
F1079 (153)
F1091 (228)
F1097 (162)
F1117 (226)
F1121 (219)
F1127 (194)
F1133 (187)
F1139 (217)
F1141 (198)
F1147 (180)
F1151 (154)
F1153 (182)
F1157 (163)
F1169 (176)
F1177 (178)
F1181 (240)
F1189 (186)
F1193 (240)
F1201 (220)
F1223 (256)
F1229 (243)
F1231 (211)
F1237 (189)
F1241 (230)
F1243 (209)
F1255 (188)
F1259 (230)
F1261 (241)
F1271 (229)
F1273 (222)
F1277 (246)
F1285 (145)
F1289 (235)
F1297 (246)
F1301 (238)
F1303 (255)
F1321 (225)
F1325 (146)
F1327 (192)
F1337 (208)
F1339 (200)
F1345 (225)
F1349 (236)
F1361 (257)
F1367 (228)
F1369 (270)
F1373 (287)
F1375 (194)
F1379 (205)
F1381 (245)
F1383 (168)
F1391 (243)
F1401 (147)
F1403 (263)
F1405 (235)
F1409 (275)
F1411 (207)
F1415 (236)
F1417 (215)
F1421 (186)
F1423 (276)
F1427 (245)
F1429 (271)
F1433 (294)
F1435 (149)
F1439 (189)
F1441 (272)
F1445 (228)
F1447 (280)
F1451 (242)
F1453 (258)
F1455 (161)
F1457 (276)
F1459 (199)
F1461 (192)
F1463 (189)
F1465 (219)
F1469 (233)
F1471 (268)
F1473 (144)
F1475 (201)
F1481 (266)
F1483 (259)
F1493 (262)
F1497 (150)
F1499 (281)
F1501 (237)
F1507 (186)
F1509 (160)
F1511 (268)
F1517 (232)
F1519 (255)
F1521 (175)
F1523 (262)
F1525 (212)
F1527 (178)
F1531 (283)
F1535 (223)
F1543 (323)
F1547 (235)
F1549 (217)
F1553 (279)
F1555 (231)
F1561 (149)
F1565 (261)
F1567 (318)
F1571 (275)
F1573 (205)
F1577 (279)
F1579 (323)
F1583 (322)
F1585 (227)
F1589 (243)
F1591 (317)
F1593 (164)
F1595 (218)
F1597 (258)
F1599 (185)
F1601 (281)
F1603 (223)
F1607 (217)
F1609 (327)
F1613 (302)
F1619 (328)
F1621 (301)
F1625 (223)
F1627 (279)
F1629 (171)
F1631 (265)
F1633 (322)
F1637 (271)
F1639 (267)
F1645 (198)
F1647 (226)
F1651 (317)
F1657 (300)
F1661 (307)
F1663 (274)
F1667 (248)
F1669 (280)
F1671 (227)
F1673 (219)
F1675 (232)
F1677 (189)
F1681 (326)
F1685 (260)
F1689 (236)
F1691 (332)
F1693 (293)
F1697 (330)
F1703 (288)
F1707 (215)
F1711 (283)
F1715 (205)
F1719 (207)
F1721 (285)
F1723 (235)
F1729 (261)
F1731 (217)
F1733 (362)
F1735 (232)
F1739 (237)
F1741 (364)
F1747 (348)
F1749 (198)
F1753 (326)
F1761 (214)
F1763 (282)
F1769 (281)
F1771 (258)
F1773 (196)
F1777 (363)
F1779 (207)
F1783 (364)
F1787 (301)
F1789 (351)
F1791 (225)
F1793 (325)
F1795 (220)
F1797 (247)
F1801 (377)
F1803 (185)
F1807 (308)
F1813 (266)
F1817 (328)
F1819 (298)
F1821 (219)
F1823 (360)
F1831 (356)
F1835 (216)
F1837 (312)
F1839 (253)
F1843 (298)
F1847 (236)
F1855 (228)
F1857 (203)
F1859 (299)
F1861 (342)
F1865 (250)
F1867 (387)
F1871 (364)
F1873 (273)
F1877 (354)
F1881 (178)
F1883 (326)
F1885 (195)
F1887 (162)
F1891 (377)
F1893 (239)
F1895 (317)
F1899 (156)
F1901 (364)
F1903 (347)
F1907 (376)
F1913 (343)
F1915 (285)
F1917 (209)
F1919 (361)
F1921 (306)
F1925 (150)
F1929 (228)
F1931 (221)
F1937 (349)
F1939 (271)
F1941 (233)
F1943 (284)
F1949 (245)
F1951 (356)
F1953 (226)
F1955 (227)
F1957 (292)
F1969 (290)
F1971 (256)
F1973 (406)
F1977 (229)
F1979 (400)
F1981 (285)
F1983 (276)
F1985 (251)
F1989 (189)
F1991 (299)
F1993 (403)
F1999 (379)
F2003 (321)
F2005 (335)
F2007 (207)
F2009 (301)
F2011 (402)
F2015 (293)
F2017 (401)
F2027 (410)
F2029 (414)
F2031 (225)
F2035 (270)
F2037 (238)
F2039 (416)
F2041 (362)
F2043 (269)
F2045 (342)
F2047 (402)
F2051 (348)
F2053 (324)
F2055 (171)
F2059 (344)
F2061 (274)
F2063 (424)
F2067 (207)
F2069 (403)
F2071 (407)
F2073 (233)
F2075 (337)
F2077 (379)
F2083 (419)
F2085 (220)
F2087 (436)
F2089 (392)
F2091 (258)
F2093 (313)
F2095 (337)
F2097 (219)
F2099 (439)
F2101 (368)
F2103 (283)
F2105 (328)
F2107 (299)
F2109 (258)
F2111 (418)
F2113 (413)
F2117 (412)
F2119 (366)
F2123 (379)
F2125 (260)
F2127 (211)
F2129 (383)
F2133 (264)
F2135 (271)
F2137 (439)
F2139 (254)
F2141 (448)
F2143 (448)
F2145 (171)
F2147 (382)
F2149 (381)
F2151 (294)
F2153 (436)
F2155 (340)
F2157 (278)
F2159 (410)
F2161 (418)
F2163 (225)
F2165 (326)
F2167 (311)
F2169 (260)
F2171 (357)
F2175 (158)
F2177 (289)
F2179 (393)
F2183 (408)
F2187 (259)
F2189 (369)
F2195 (354)
F2197 (397)
F2201 (407)
F2207 (420)
F2209 (410)
F2211 (268)
F2213 (453)
F2215 (236)
F2219 (322)
F2225 (330)
F2227 (404)
F2229 (267)
F2231 (419)
F2233 (323)
F2235 (220)
F2237 (446)
F2239 (463)
F2243 (398)
F2245 (366)
F2247 (228)
F2249 (362)
F2251 (436)
F2253 (289)
F2255 (295)
F2259 (235)
F2263 (424)
F2267 (402)
F2269 (474)
F2273 (433)
F2277 (218)
F2279 (431)
F2283 (296)
F2287 (435)
F2291 (421)
F2295 (236)
F2297 (372)
F2299 (375)
F2307 (313)
F2309 (483)
F2315 (320)
F2319 (314)
F2321 (421)
F2323 (421)
F2327 (447)
F2331 (253)
F2333 (422)
F2335 (380)
F2339 (489)
F2341 (448)
F2343 (272)
F2345 (324)
F2347 (450)
F2351 (478)
F2353 (429)
F2355 (243)
F2357 (477)
F2363 (422)
F2365 (285)
F2367 (258)
F2371 (484)
F2373 (273)
F2377 (466)
F2379 (301)
F2383 (482)
F2385 (218)
F2387 (377)
F2389 (467)
F2391 (272)
F2393 (500)
F2395 (390)
F2397 (252)
F2399 (428)
F2401 (416)
F2403 (220)
F2407 (422)
F2409 (288)
F2411 (492)
F2413 (434)
F2417 (452)
F2419 (399)
F2421 (329)
F2423 (498)
F2425 (346)
F2427 (256)
F2429 (434)
F2437 (445)
F2439 (261)
F2441 (491)
F2443 (385)
F2445 (249)
F2447 (494)
F2449 (484)
F2451 (166)
F2455 (394)
F2457 (235)
F2461 (448)
F2463 (343)
F2467 (496)
F2471 (442)
F2473 (462)
F2475 (215)
F2477 (505)
F2479 (409)
F2481 (286)
F2483 (457)
F2487 (273)
F2489 (444)
F2491 (474)
F2493 (278)
F2495 (411)
F2497 (449)
F2501 (370)
F2503 (426)
F2505 (210)
F2507 (448)
F2509 (482)
F2513 (430)
F2515 (351)
F2517 (347)
F2519 (477)
F2521 (527)
F2523 (340)
F2527 (375)
F2531 (509)
F2533 (391)
F2535 (215)
F2537 (465)
F2541 (252)
F2543 (532)
F2545 (406)
F2547 (300)
F2549 (533)
F2551 (462)
F2553 (325)
F2555 (333)
F2557 (497)
F2561 (454)
F2563 (455)
F2565 (235)
F2567 (466)
F2571 (335)
F2573 (515)
F2579 (533)
F2581 (516)
F2583 (230)
F2585 (362)
F2589 (307)
F2591 (542)
F2593 (542)
F2595 (228)
F2599 (485)
F2601 (287)
F2603 (438)
F2605 (423)
F2609 (535)
F2611 (431)
F2615 (414)
F2617 (543)
F2619 (348)
F2621 (520)
F2625 (183)
F2627 (499)
F2629 (457)
F2633 (538)
F2635 (402)
F2637 (348)
F2641 (520)
F2643 (301)
F2647 (528)
F2649 (334)
F2651 (485)
F2653 (464)
F2655 (277)
F2657 (506)
F2659 (496)
F2661 (337)
F2665 (352)
F2669 (479)
F2671 (533)
F2673 (276)
F2675 (406)
F2677 (512)
F2681 (449)
F2683 (557)
F2689 (562)
F2693 (552)
F2695 (213)
F2697 (348)
F2699 (533)
F2701 (459)
F2703 (309)
F2705 (438)
F2707 (465)
F2709 (282)
F2711 (567)
F2713 (561)
F2715 (297)
F2717 (426)
F2719 (541)
F2721 (329)
F2727 (373)
F2729 (532)
F2731 (547)
F2735 (404)
F2737 (442)
F2739 (305)
F2743 (476)
F2745 (268)
F2747 (532)
F2749 (575)
F2751 (298)
F2753 (553)
F2755 (390)
F2757 (340)
F2759 (547)
F2761 (411)
F2763 (329)
F2765 (271)
F2767 (564)
F2769 (344)
F2771 (542)
F2775 (270)
F2777 (536)
F2781 (359)
F2785 (380)
F2787 (338)
F2789 (583)
F2791 (567)
F2793 (316)
F2795 (386)
F2797 (579)
F2799 (333)
F2801 (577)
F2803 (567)
F2805 (210)
F2807 (502)
F2809 (551)
F2813 (527)
F2815 (439)
F2817 (385)
F2819 (563)
F2821 (424)
F2823 (384)
F2825 (396)
F2827 (529)
F2829 (328)
F2831 (557)
F2833 (566)
F2835 (271)
F2837 (553)
F2839 (499)
F2841 (359)
F2843 (577)
F2845 (420)
F2847 (347)
F2849 (407)
F2851 (577)
F2853 (328)
F2855 (464)
F2857 (572)
F2859 (351)
F2861 (573)
F2863 (512)
F2867 (569)
F2869 (539)
F2871 (298)
F2873 (509)
F2875 (453)
F2879 (571)
F2881 (503)
F2883 (339)
F2885 (399)
F2887 (590)
F2889 (341)
F2891 (496)
F2893 (510)
F2895 (298)
F2897 (598)
F2899 (557)
F2901 (379)
F2903 (570)
F2905 (366)
F2907 (358)
F2909 (585)
F2911 (549)
F2913 (398)
F2915 (423)
F2917 (547)
F2919 (320)
F2927 (575)
F2929 (582)
F2931 (346)
F2933 (520)
F2935 (485)
F2939 (561)
F2941 (541)
F2947 (516)
F2949 (370)
F2951 (538)
F2953 (585)
F2955 (312)
F2959 (530)
F2961 (329)
F2963 (586)
F2965 (413)
F2967 (358)
F2969 (621)
F2973 (403)
F2975 (381)
F2977 (539)
F2979 (409)
F2981 (565)
F2985 (246)
F2987 (554)
F2989 (509)
F2991 (383)
F2993 (521)
F2995 (442)
F2997 (358)
F2999 (596)
F3001 (627)
F3005 (497)
F3007 (580)
F3011 (599)
F3013 (548)
F3015 (246)
F3017 (540)
F3019 (615)
F3021 (353)
F3023 (618)
F3027 (391)
F3029 (483)
F3031 (505)
F3033 (417)
F3035 (488)
F3037 (606)
F3039 (398)
F3041 (565)
F3043 (539)
F3047 (552)
F3049 (629)
F3051 (422)
F3053 (548)
F3055 (462)
F3057 (373)
F3059 (466)
F3061 (620)
F3063 (371)
F3065 (470)
F3067 (559)
F3069 (333)
F3071 (515)
F3073 (504)
F3075 (307)
F3077 (603)
F3079 (644)
F3081 (392)
F3083 (622)
F3085 (461)
F3087 (334)
F3089 (591)
F3091 (559)
F3093 (421)
F3099 (394)
F3101 (538)
F3103 (621)
F3107 (573)
F3109 (618)
F3111 (402)
F3113 (566)
F3115 (393)
F3121 (556)
F3125 (490)
F3129 (359)
F3131 (585)
F3133 (520)
F3137 (636)
F3139 (616)
F3141 (372)
F3145 (447)
F3147 (429)
F3149 (592)
F3151 (614)
F3153 (427)
F3155 (477)
F3157 (502)
F3159 (370)
F3163 (599)
F3165 (351)
F3167 (662)
F3169 (599)
F3171 (365)
F3173 (602)
F3175 (517)
F3177 (318)
F3179 (500)
F3181 (665)
F3183 (400)
F3185 (380)
F3187 (651)
F3191 (652)
F3195 (290)
F3197 (573)
F3199 (544)
F3201 (396)
F3203 (642)
F3205 (505)
F3207 (423)
F3209 (619)
F3213 (310)
F3215 (513)
F3217 (636)
F3219 (355)
F3221 (667)
F3223 (585)
F3225 (352)
F3227 (549)
F3229 (589)
F3231 (403)
F3233 (648)
F3235 (536)
F3237 (393)
F3239 (603)
F3241 (522)
F3243 (393)
F3245 (466)
F3247 (630)
F3249 (391)
F3251 (680)
F3253 (654)
F3257 (660)
F3259 (674)
F3263 (591)
F3265 (517)
F3267 (395)
F3269 (533)
F3271 (662)
F3273 (429)
F3275 (517)
F3277 (637)
F3279 (442)
F3281 (581)
F3283 (548)
F3285 (356)
F3287 (643)
F3289 (543)
F3291 (412)
F3293 (631)
F3295 (512)
F3297 (392)
F3299 (673)
F3301 (683)
F3303 (459)
F3305 (552)
F3311 (478)
F3313 (656)
F3315 (316)
F3317 (665)
F3319 (674)
F3321 (445)
F3323 (674)
F3327 (432)
F3329 (626)
F3331 (675)
F3333 (406)
F3337 (665)
F3343 (699)
F3345 (372)
F3347 (668)
F3349 (583)
F3351 (467)
F3355 (471)
F3357 (455)
F3359 (679)
F3361 (703)
F3363 (419)
F3365 (562)
F3367 (483)
F3369 (463)
F3375 (309)
F3377 (549)
F3379 (611)
F3381 (361)
F3385 (543)
F3387 (449)
F3389 (698)
F3391 (709)
F3393 (353)
F3395 (482)
F3397 (631)
F3399 (368)
F3401 (665)
F3403 (621)
F3405 (378)
F3407 (677)
F3409 (604)
F3411 (475)
F3413 (665)
F3415 (529)
F3417 (431)
F3419 (593)
F3423 (367)
F3425 (532)
F3427 (657)
F3431 (650)
F3433 (712)
F3435 (351)
F3437 (569)
F3441 (428)
F3443 (604)
F3445 (522)
F3447 (409)
F3449 (713)
F3451 (532)
F3453 (458)
F3457 (716)
F3459 (462)
F3461 (690)
F3463 (717)
F3465 (295)
F3467 (680)
F3469 (709)
F3473 (652)
F3475 (500)
F3477 (439)
F3481 (651)
F3483 (470)
F3485 (535)
F3487 (591)
F3489 (440)
F3491 (730)
F3493 (592)
F3497 (617)
F3499 (688)
F3501 (454)
F3503 (667)
F3505 (571)
F3507 (403)
F3509 (631)
F3511 (692)
F3513 (490)
F3517 (711)
F3521 (608)
F3523 (656)
F3525 (356)
F3527 (737)
F3529 (717)
F3531 (421)
F3533 (709)
F3537 (483)
F3539 (723)
F3541 (704)
F3543 (487)
F3545 (544)
F3547 (703)
F3549 (365)
F3551 (702)
F3553 (577)
F3555 (388)
F3557 (700)
F3559 (679)
F3563 (587)
F3567 (469)
F3569 (643)
F3571 (692)
F3573 (483)
F3575 (475)
F3577 (607)
F3579 (468)
F3581 (749)
F3583 (744)
F3585 (357)
F3587 (648)
F3589 (667)
F3595 (556)
F3597 (420)
F3599 (690)
F3601 (656)
F3603 (457)
F3605 (469)
F3607 (738)
F3609 (502)
F3611 (699)
F3613 (744)
F3615 (402)
F3617 (707)
F3619 (548)
F3621 (469)
F3623 (736)
F3625 (568)
F3627 (426)
F3629 (700)
F3633 (432)
F3635 (572)
F3637 (755)
F3639 (495)
F3641 (643)
F3643 (738)
F3645 (359)
F3647 (642)
F3649 (670)
F3651 (478)
F3653 (680)
F3655 (527)
F3659 (710)
F3661 (648)
F3663 (452)
F3665 (558)
F3667 (671)
F3671 (738)
F3673 (755)
F3675 (292)
F3679 (708)
F3685 (484)
F3687 (476)
F3691 (772)
F3693 (488)
F3695 (593)
F3697 (729)
F3699 (478)
F3701 (751)
F3703 (616)
F3705 (329)
F3707 (698)
F3709 (675)
F3711 (517)
F3713 (708)
F3715 (575)
F3717 (371)
F3719 (713)
F3721 (765)
F3723 (472)
F3725 (585)
F3727 (749)
F3729 (423)
F3731 (544)
F3733 (757)
F3735 (406)
F3737 (737)
F3739 (760)
F3741 (460)
F3743 (738)
F3745 (482)
F3749 (702)
F3751 (678)
F3753 (473)
F3755 (575)
F3759 (422)
F3761 (754)
F3763 (742)
F3765 (402)
F3767 (724)
F3769 (736)
F3771 (525)
F3773 (582)
F3775 (611)
F3777 (526)
F3779 (774)
F3781 (707)
F3783 (478)
F3785 (621)
F3789 (523)
F3791 (743)
F3793 (762)
F3795 (351)
F3797 (710)
F3799 (681)
F3801 (373)
F3803 (795)
F3805 (636)
F3807 (485)
F3809 (705)
F3811 (722)
F3813 (454)
F3815 (524)
F3817 (653)
F3819 (473)
F3823 (794)
F3825 (359)
F3827 (758)
F3829 (676)
F3831 (509)
F3833 (774)
F3835 (552)
F3837 (505)
F3839 (699)
F3841 (753)
F3843 (412)
F3845 (591)
F3847 (795)
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