Circuit intégré mémoire 28C64B-15JU
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jnuRMrFmYy7t+Tn5gePbjFMHhu2Eqym5vDKu0I/nHKhQwAHbo7D8aAKulSfa7Fmvo7a7hIjLt5Y+XMaOfl28jJJ9hj0rehggiy0KKoZQPlGBgZx/M1zEjJo2rJp9ldpbxlEJSe4QbiAFz8ylj8oUcY6Gtbw/M8tnPumjlVLh0TZIrhQD04Ax7D0xQBr0UUUAFFFFABWRd31xazyRQ6bd3PmyhfNh8srHlVGWDODgdeAa16KAMO2vLoqLKbT78CF41+1zmPbL8y88OTn8OtblFFABRRRQAUUUUAFFFFABRRRQBj+IP+PeH/eP8qKPEH/HvD/vH+VFAFzTP+QdD9D/M1bqppf8AyDofof5mrlACUUtNZ1X7zAcZ5NAC0UhdBnLKMe9AkQjO9fzoAytdZlW12xOf3ynejyLt5Ax+7BJyCRzxVDSpGbxDIGSePCNgSS3Dg8np5igDOAflz92tTV7iNII42XfvdSfk3gKGXJx7Z9+ccVQ0+WObWQkVuxVFLCZ8qCORwucDr1x3PAoA6GkpaKAOZ1ORl8RqFSeTMa5EctwgHPfy1KnGSecfeq/oDM1vcs0bqftDjc7yNu5/6aAHjpxxxxUF7d2tprBS4t3BdQwmjQlucAcjkdG/CrOmalZyW7qgaFklZfLfO4knIPqc5z+dAGpRRS0AJRS0UAJRS0UAJRRS0AFFFFABRRRQAlFLRQAUUUUAY/iD/j3h/wB4/wAqKPEH/HvD/vH+VFAFzS/+QdD9D/M1cqnpn/IOh+h/mauUAFVLzTra+KmdCxQEDDEdetW6SgDlpbe3aG6uDo96T5m0Iu4M/fIHpmoW0/TpYmmfR735PlVGLqWBzngey/qK6+s/XVnbQNQS0LLcvbyLCVTeQ5UheMHPOKAMi6KLptoIYo7bbdqSl2eckg9+fvEZx70zSCD4nm8xrJpdh/49WQkcnrgZ9evtWndrFcwQF2uBJEU3OEeMEFl3ZOAMVU1Wyn0+Pz9NmlWZ1lH7yQuB8jMAN3T5lWgDo6K5lDqzXckD3nETELhcZJbK556YHvSg6q+oRxxXZW2mKOoYAlVYTHB5z/Cn69aAIdUOPFMfltZLJ5Y/4+WUE8jOMjOOnT3rS8O5NtcsWt2zcyf6gggHdz0Hr689KraVaT6kn2nUpJfOVYh8kmwH92rEEKefmZq09Kt0gtpGRpGEsrvl3LZGSBgntgDFAF+iiigAooooAKKKzr3XNN064EF3dLFKVD7SpPByM8D2NAGjSVj/APCV6J/z/r/3w3+FJ/wlmh5x9vTPpsb/AAoAqXfjbTrNGeS3u2CjoiKx646Bsjp3xjvg1GvjzTGgkmFrfbI3Cn90M9uQM5IHcjpj3GYrnWrKa5kki8QeSh6IIWOPzqOXV7KRSg8SsrBFAxC2QRjJPrnafzNAF288badZTiKS2vGJcplIwwyM9eeOn6j1po8daYSR9nveED/6ocgru4557j61Rj1aNP8Ama9w4ADWf1/xH5Vah16xSBo28ReY+Wy5t8EZAx0Hbr75oAsw+M9Pnuobdbe7DzSCNSUG3JIHUHGOe2a6KuTtdcsoLhHm8QefGM7kaArnjjoK0h4s0M5xqCccH5G/woA2qKxv+Er0T/n/AF/74b/CteORZY1kQ7kYAqR3FAGT4g/494f94/yoo8Qf8e8P+8f5UUAXNL/5B0P4/wAzVyqel/8AIOh/H+Zq5QAlLRRQAlUNcgluNCv47cR/aDbyeSZPuq+07SfocVoU2RBJGyN0YEGgCvDZW6IjG2gWUL8xRB1xzjiqzaXp99DzbIihnT5AFyOUI47EZq/LKkELSyMFRRkmue8nS5pftd3b3AuoHeZMu6EKzHDAAgdDQBrRaPYQzmZLdN2cjI4U5zkenNB0awa4E32dAwIJUAbWI3YJHf77fnSPBbSmaz/e4eMhiXLDHHqT6jtTFtbTT4IrVRKUeTja2CCfUjHHNACxaRp1hbPttldVUffAY4VQoAz7KBWghBRSBgEZrn7+z0xrl7ho7o3ap5Ue2eT5s54ChsHnPUVs2NzHc24KbgU+R1YYKkdjQBZooooAKSlooASsHVbS8vL9ltbi5g2RqWaHbzncB1YdOvet+qO24Ooz+VLGo8tMh4y3dv8AaFAHNLourjUCV1rUWRSX+zsVOEYnAJEufUZ4PHGMVr6d9ssR5V2J7lkQnzW2KcbiefnPSlEqR648Qnh+3OiqxELkEYJA+/jjbn8R61YlS6NxIrzwkeT82IW6ZPo1AGBHplzDqIuH1rUirXHnLC06bSCwbZjfyMHH4ityV5p57yJba5jaS3VQ6sgK5LjI+ast7jT1kjt3lhGAipmF+ny7f4891Ge3StlEvP7Rm/fwZ8qP/lifV/8AaoAwhoGoi4hkOp6uVjmWQr5i/OAc7T8+McdgOp61qTSSTW2pxGK5t/MJTzldFMeY1GQd3BHWrqxz+e+2a183A3kW5yfTJ3VRuBIltqJup4DB5gDjymGRsT/boAzLDT7u0vY3l1a/udkgYxSSp833htI8zp82ceoXsMG3fWl1qaOkD39k0dzvLwOgLDaBtPzdKi2af9vRg8LTifaG8qQ4k4/2/wDaH51r2qXm+5xPB/rT/wAsT6D/AGqAM2z0y9tb6K5M2oSqu8vE8gKtkDAAMhxjHHXr+NbWn/8AINtf+uKfyFGy9/5+IP8Avyf/AIujT/8AkG2uf+eKfyFAFDxB/wAe8P8AvH+VFHiD/j3h/wB4/wAqKALml/8AIOh+h/mauVT0v/kHQ/Q/zNXKACiiigAooooAzNejll0edYULHgsAQDtBycZ78U2a0jkMJGnu23IJYoeCp/2vXFamMjFQCzhUYTeg/urIwA+gB4oAyvssqqG+xSZDBj8y5ICrkfe77TSiPz9xjtDIQHBcFfmLFWB5Pp+VahtI2UgvNzx/rW/xoFlCpYr5i7jkhZGA6AdM+gFAGdBaBJS8umM5G7Yf3ZKgux/vehFP0iKRLzUHaExRNIvl7iCTgc9CenT8Ku/Yoj/FP/3/AH/xqaKJIYwiA7QSeSSeTk8mgB9FFFABRRRQAVmyfZv7Sm8+cxt5aYHnlO7dgRWlVAyMmozgW0kv7tOV28ct6kUAZ8l3EuprAqs1ucfv/trYB5zxu+n61K5slvJWW5LkQghftbDJyeM7qmRrsX8kjW0pgK4VMx8Hj/a9j9c+1Nmkne6lWK0mSQwja37s4OT/ALVAGeb796irbkqU3FjfsMHB46+oH51eT7B/aE3+mHHlR/8AL23q/wDtVAU1kxgbWVghBOIjlucH6dPyq1byzLeSB7OVnEEYYjyxk5fn71ADg1iZGU3LgDoxvDg/+PZqK3Gnma7BuzjzR1u2/uL/ALVXBLP5jE2UhTsAEyPx31TL3Li8W3tZY5POUhj5f91Mjk+lAEq/YGZgZ2XaeCbs8/T5qitfsG+4/wBMP+tP/L23oP8AaquU1plP3lOxcYWI/NjBJ56Z5q7azuHuP9Bm/wBae8foP9qgB/8AxL/+fw/+Bbf/ABVT6dg6ZaEHI8lP5Cm+e/8Az4zfnH/8VTtO50y1OMfuU4/AUAUPEH/HvD/vH+VFHiD/AI94f94/yooAuaX/AMg6H6H+Zq5VPS/+QdD9D/M1Wuzra3Un2VLV4CRs3kg9BkH9efpx3oA1aSqtg968RN9HFHJngRnIxUV3dMi3AFxFGI2QbgRlAccNnPJ5xxQBoUVzseq6kI2y+nSHKhSsoA6HOeeOcfn3pjavqwCuq6c+VGUWYZzznGWAPbv69OtAHS0VhLqWovFx9gWVdwkBkJCkHHr9Pz7VEupapggS6axzxhyc5yR0PHAPPsaAOiorEXUb394sj2QcQBwok+6SByeenU/T9aq3+p/IDc2+7kPmRPvbeBx2znPfGPegDpaSsCXUtR8yJLaXT3DdN8vzMQMY4OM59KadW1JVZnfS8DgYm6nHPf8Az/MA6Glrnm1HUEvAXudPWAMNy+aAegDAk9MHd+lTQ6jd+fGtxLY7ORLskwVPbGTQBt0Vib/EI6Q2bY77iM5/wp0Z19reQPHZLLsIQ5ON2eCfYD/PcgGxVItcDUZ/KijYeWmS8hXu3+yafYG6MB+2Ltl3HgEEAe2KYYnk1GcrcSxjy04ULzy3qDQBmyNGutB3SMXTMAB5jYzgd/L9Md+/vVm5M7TXAmhgEf2cFiJjwMnn7lKls0upSq/mgxhWWdo4/mOOx2ds460s9vMs87i4nlxCPk2p83J4+7QBjXL2E8kaSXCKdqhAlwy8MCRyI+4J7+vvW3AbxL6VRBCdsMY5nPq/+zWVLLKpUrp145IznyIxg5Ix9z/ZH5itWCGZ7yRjdXCEwRkqRHkcvx92gCVZLjz3CxwGTA3L9pY49ONvFU5ZZVS7e5igWJbhGJ85uCFTH8Hrir4hmMjKbq5AHRiI8H/x3NUZIpo0vWEtxPiZf3YVCT8qf7Pb+lAGTNHZPKA8xDBE4Wd+Bj5ekfoK0JdNl1GZ3liRWilba0dwR1C5H3ORwKZJEREsn2OdjsVgvkx5B/u/6vtj+VaNrbS7rj/TZ/8AWnsnoP8AZoArWmky2bQmNARESVD3JPUAf3OmBWjp+f7NtcjnyU/kKPs0v/P7P/3yn/xNGn/8g21/64p/IUAUPEH/AB7w/wC8f5UUeIP+PeH/AHj/ACooAuaX/wAg6H8f5mrlU9L/AOQdD9D/ADNXKACs3UrXFpcPb2vnzyFSYzIVDEEe4xjFaVUdXhWfTZI2t2uAcfulcqW5HcUAc88EsTIr+HrQtyF/0lV69gCe/wDQ06OzmSBt3h+3BG0IBcDlj1HXjnHP0602KGONnWPw7Oq5yMyHBwCOn0JqWW1huNty+hzGeYZceawI/hAJ+ig/jQBI8d663MZ0OKRWJyBcj5icE554GQP096EguFVimiQrKhV1QXI5YcevHDH86pQ2MKyTp/wjkojfb96ZjuwO+emP85qZrCCNpY4tBd1ZEVi8rYYEqxHfoQPyoAvT2sn2iWWHS4pPlVFZpB8wxg9+3Sq/2KXynSPSbeQqw2EOArDBG7lsjgDH+cU5dOsYoN3/AAj90Wl3blEjEjrnkZx0H1zU40+2azlT+wZlUlU2ecQWHJ6jsCB+dAEhsZFZZo9DhecSbiGuACCMEN1Pct+vrRJaTYUJoELt/F+/2gD69+9Qz2Nuknk/8I/cSRpKzKUlO3I4BxnuMUlzY27EIPD8zuqIoIlYAYQYBPt078igCxNZ3KzsI9ChlTzd29rgfNnq3Jz/APWGKZNZGC5kaHSLaSEnId5gpPrzk55+lVhp1rteP/hH5yyqG2mZyDlhnB6Z4+vH56djo9jdxytPpskDFREUkcnKggjHPTNAEi3+trsB0iMLtyx+0qce3/16sR3WqPLFutI1jZQX+cHad2Dg55+Xnp+PamN4Z0p4lia2zGrFgu9upxnv/simHwroxDD7IOevzt/j7UAbNZsq2h1Obz7fzG8tMHyC/GW7gGtFVCqFHQcCqZacajP5USOPLTJaQr3b2NAFDy4/t5b7NH9lyMJ9ibONpz/D1zj8KdMln50vk2aiTyht3WbYzk/7NAgnbVnlRovMBDvEJj0C4x06cg/j71PcG6eSdWjjjUwjLicjaMnnO2gDJkjvvl8q2sunO+zfk5Ponpj8qvwLYfbZN9kN3kx5xaNjOXz/AA1VMJwiS6imQm0AXu3Oc4bpnPzDv6VqRvd/2jN/o8P+qj/5bH1f/ZoAYEsfMbNiuztizbP/AKDVTZa/6X9nskEnnrjfZtjG1M/w+ma1Ab0SMxijIPRTNwP/ABzNUZDcOl75gjhUTKxkFwVxhUPXb0oAz3jvSq7LSxBwu7NpJ1x82Pk9adNGxmdrC0gAEreYs1m/PC4xhfr+dL9kd7iINqO4oBCYvtuASOOm3OefrmtW1e73XH+jw/60/wDLY+g/2aAM20jl3RfbLO1IBbzDFZvyMDHVeuc1taf/AMg214x+5T+Qo8y8/wCfeH/v8f8A4mjT/wDkG2uf+eKfyFAFDxB/x7w/7x/lRR4g/wCPeH/eP8qKALml/wDIOh+h/mauVT0v/kHQ/Q/zNXKACqUumxSyyyeZKrSlSdpAwV4GOKu0UAY8Xh22izie5bIx80mcdOnHsKYPDNr5oka4uiVbIHmcYwODxyOK26KAMeHw7awTJKs1wzqc7nkySM5x9M09dBtlgWHzZyoTZkvkkbt3p61q0UAZSaDaRwyRqZCXABdnywGQcD0zgdPSlk0K2l8rc8v7vGMEc4wOePYVqUUAZX9gWouDOJJw5bd/rOM96jfw5auf9fdAc5Cy9c4z29q2aKAMhPD1rHKjrNc/IdyqZOAfXGPatalooAKKKKACqO2dtRnMUqIPLThk3d29xV6syU2o1Kbz7jym8tMDzymeW7AigCssoTXHiXAumAVpfI+UjGR/F7elWJ1nV7gyzRtGIMsBCeRzkfeqNJbVruVHnVYFC+XJ9uYlj343cYpQdO+1uftvHlr/AMvbep/2qAMmQ6at0jGFWlZVwwgzwVGB9/0GMfh3GdxI7v8AtGb/AEiL/VR/8sj6v/tUm7Tf+f3/AMnG/wDiqp3csETl7WVZWZQM/bSOc98uOMEmgDQWKfz5CssQkwNzfZyM+nOeaqyRy+TqBnmjaJZNzARHnCKf71UhPMUP7+EMDxm8bDDaT/z045wPxqzYmDZIby6hV2ckeVePyOgJ+brgUAUhcWaTqqqNxlDgiD+I7Tn7/wBPxFbFrHd77j/SIv8AWn/lkfQf7VG7Tf8An9/8nG/+Kpq/2Wudt4Bk5OLxuT/31QBa8u7/AOfmL/vyf/iqNP8A+Qba/wDXFP5Cq+/Tf+f7/wAnG/8AiqsafxptqPSFBz9BQBQ8Qf8AHvD/ALx/lRR4g/494f8AeP8AKigC5pf/ACDofof5mrlcPr/ibR/COiWdxd2CXVxcuypCioHbk5b5uwyPzFcyPjDoRjMn/CNMFBAyZYByRkdT7UAevUVy2iazZav4cOtSaH9lhLHYjCNmdeBuGDjrkY68VYi1PSpblIBphDM4TPlRkAnPofbtQB0NFc2NW0rZltM+b5eFhUgg46HuRnkdiD6U7+1dIdC0Wnb+HP8AqAM7FJP8v1FAHRUVzZ1fSUyJNMZWRtsgFsDsOCfT2P8A+vilN7pF/b3MMFoBJ5DuN1uF4C9enuPzoA6OiuS1Lw3bJcTTvqaWiSszRq7kKp2EcfMBgH5se1XdPsrGzF1Ld3NnMJJsgsAFjJGQoyT2INAHQUVQWPSmxtjszkAjCryD0P6j86jdtHjRHdLQK5IVti4ODg8/UgfU0AadFZ4TSS4QJZ7mGQMLk9P8R+dHl6UH2mK0B54KqOnX8qANCis7bpILDZZ5Vgp+Vepxx+o/Omq2jOxVVsyR1G1eKANOkqgE0rzHTy7TchwwKLxRs0rYXEdptHU7V/z3FAF+istZtEaLzALPZkjOxeCOufTqPzFWIbfTrhS0VvbsAcHEY4Pp0oAu0VW/s+z/AOfSD/v2KP7Ps/8An0g/79igCzRVb+z7P/n0g/79iucl8LPfTyTxXv2aPzJQI0TvuIHfGAeen40AdXRXGv4KvH+9rRHH8MOOSxJP3voAO2KsxeEp0jmR9RDlzlX8n5k+dWHfHQEdP4vTigDZvbW+nmzbXvkoQo27QccnJH1BA/DNVk0/VxIhfVAUBHyhMHqc89+o/KmaR4e/s9XW6livNwHLxcg5PPJPY4/Ae+cu38JSy+VdJqLKjwkiIpkKzDg9eg449qANXWFdNPtUlfzJFwGfGNxxyaKg1GwistPtUCxmRfkMgQAtgdTRQBw/iP4b6z4r1WLU49TtEt441jt4pQ+UAzu6ccsSfyrDk+BWsvbeQNX08DcrZ2vngY9K9ha0tg7Yt4ep/gFJ9ktv+feL/vgUAZXhXw1qug+Fm0i4v0mdWJhkjyu0E5K89BnP51qR2esiOdZb+JiyFI8R42n+9nrnGaX7Jbf8+8X/AHwKPslt/wA+8X/fAoAILbWUuUaW9gkhB+dPLwSOe/5U62sdQivFkkvA8IDApgncTj5uTx0HA4GTTfslt/z7xf8AfAo+yW3/AD7xf98CgCKLTdXWJw+pb3J4OMDGG46cdRz14q3LBJFpFwJ5PNmEUn7zaAcHJA49sD8Kh+yW3/PvF/3wKQ2dqwINtCQeCCgoAvXun22oRqlyhdVJIw5XqMdiOxNQjRbEQNCIm8tnEhXzG+8Oh6/T8h6VB9ktv+feL/vgUfZLb/n3i/74FAD5PD2lSsC9mhIUJnJHA6d6k/sWwMIhaANGAwUMSdu7BbBJ4zioPslt/wA+8X/fAo+yW3/PvF/3wKAJIvD+mQyJJHahXQ7lIduD09aWXQdMnKmW1VmGcMSc89ec5qL7Jbf8+8X/AHwKPslt/wA+8X/fAoAdH4c0qKVZUtFDqQQ25sjHTv7Us2gadNjfAcgjBDtkYPAHPA9qZ9ktv+feL/vgUfZLb/n3i/74FAE8ujWE0qySW+5lbcvzNgH1Azimx6FpsO8w2yxl/vFc5PIP8wKi+yW3/PvF/wB8Cj7Jbf8APvF/3wKAJxomngFRb7VIwVV2C4wBjAOOgH1wKtW9rHbBxHu+dtx3MSc4A6nntWd9ktv+feL/AL4FH2S2/wCfeL/vgUAa9FZH2S2/594v++BTlsbNslrSAn3jFAGrVay/1Df9dZf/AENqq/2fZf8APnb/APfpf8KBp1iOllbj/tkv+FAEupacNRRFMzxFCSCoB7Y71LZ2gtImTzHkLNuLN16AfyAqr/Z9l/z52/8A36X/AAo/s+y/587f/v0v+FAGnWULA3tjpjCdovI8uTgZ3YA49qd/Z9l/z52//fpf8KBp1iAALK3AHQCJf8KAItf/AOPeH/eP8qKsRWFmr5W0gBx1EYooA//Z)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 10.24€ | 12.39€ |
| 2 - 2 | 9.72€ | 11.76€ |
| 3 - 4 | 9.21€ | 11.14€ |
| 5 - 9 | 8.70€ | 10.53€ |
| 10 - 19 | 8.50€ | 10.29€ |
| 20 - 29 | 8.29€ | 10.03€ |
| 30 - 40 | 7.98€ | 9.66€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 10.24€ | 12.39€ |
| 2 - 2 | 9.72€ | 11.76€ |
| 3 - 4 | 9.21€ | 11.14€ |
| 5 - 9 | 8.70€ | 10.53€ |
| 10 - 19 | 8.50€ | 10.29€ |
| 20 - 29 | 8.29€ | 10.03€ |
| 30 - 40 | 7.98€ | 9.66€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré mémoire 28C64B-15JU. Circuit intégré mémoire. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: PLCC. Boîtier (selon fiche technique): PLCC-32. Température de fonctionnement: -40...+85°C. Nombre de connexions: 32. Quantité en stock actualisée le 12/01/2025, 22:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.