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QkSCKO6+0fZ14/dFvVT/Ou4HFZ+jaJp3h/TxY6XbLb24YuVDFizHqSSSSfrWhQIyfBZ/wCKF8P/APYNtv8A0Utcn8X/APj28Mf9hqH+RrqvBQx4G8Pn/qG23/otaPEvhmy8TpYpey3EYsrpbqPyWUZdc4ByDxz7UAec+Jb3Wrvxf41t4Ne1CztdL05LuGK3k2jeIlbGeoBOc4xnNZ+vLda9afDe/utTvUuLyWKJ2icLtbI/erxw5z16cDivSrjwVptzqeuX7z3Yl1m0+yXAV12qmwLlPl4OB3z9KrX3w90y90PR9LF5qEA0lg9rcQyqsqkdyduPToB0oA4fxJrHiG+8W+ILDTrnXAdKhiWzSwKhN5UEtPkjIJz6/pWlrF54j1fxb4U0dNXutIfUdJ828EH8LhSzYHTORgHtXS6x8N9M1rULi9fUNStWvIkhvUtplVblVxjflTzwOmK1T4Q03/hIdL1lGnjm0y2Nrbwqw8vYQRyCMkgH1oA423TW9U+LWqaQviK+t9O02K1nMSNnzSEQlSewYklvXNY2peJdbi8MfESdNUullsdWWK1cSHMKecBtX0GOK9Qs/DFlZeKtR8RRy3BvL+NIpUZh5YCgAbRjOflHUmue1P4UaNql3qssmoarDDqcgmntoJ1WPzAc7sFTk9euep9sAGDqk2s6z4/s9Eh8QX+n20ugrcubeTBL88+xzjJHOAR3rmvEF/feI/ghouqahfXLXMV6YXwwCzfOQGbjkgKMH3PWux1rwHe6v8RoJhJfWmlxaOLZb61nVJFcMRt9TlTzxjmuhuPh5otx4Ig8KbrmOxhYOkiOPN3hi27JGMkk9u9AzJhub6w+L+naH/aV3cWaaJvYTvuMjh2G9sAAtx1xXA6drniNfDOg+IpPEeoyyya4tk1u0g8pozkncMZY8EcnoeK9etPB1na+IbPXHvb64vraxFiHnkVhImSdzfLktknnOPas2L4ZaLF4fstGW6vzbWd+NQjYyJvMgzwTsxt59M+9AjlfE+pa5feLPGC22uXunw6DpqzW8Nu4VZGMYYlhjnqQD1HGOld/4Iu7i+8EaNdXUzzXEtqjySOcliR1Jrh/HvhLUNU8Q6jcWXh67uGu7LyI7m11FYo5HxgecjEEhTgjBwdor0HwvpcmieFtL0yZlaa1to45CpyNwHOPbOaANaiiigAooooAKQgMpVgCDwQe9LRQB5loNrA3xw8Wx+UgQWdvtAUDb8kfI9DWDo3iDX7rVdG8KzardNqFvrlwl3LvO+S3iAbDH+62WH4V6hZ+F7Kx8Waj4jiluDeX8aRSozL5ahQoG0Yzn5R1JrlfC3hjUZPiVrPi3UtK/s5JYxDbQtMsjMcKGk+XpkL/AOPGgDktY1DxBczeO72HxJqNquh3SNawRSYQ5YghvbA4HTPXNdTb69qF58S/C0bXEiW17oYuZoAcKXIY5x/npVC3+Gc+teI/FcmsS6hY2N7eo8QtrhQt1GCxwy89DgjOCM13R8Jad/wk1hrqNOlxY2n2SGJWHl+Xz1GM559aBnn3hW58Qa/a2fitvFLW0kuqtFJY3UwS2aAH/VomPv8Aof681T8f69qFrqOvXem+INYkn09oQkNimy0s8kAiYnh2bsB346Djs4Phjo1rqsN0l3qBtILz7dFp5lHkJN/eAxnj0zTNU+GWlapd6rK+oanBBqjLJc20EyrG0gOQ2Cp784ORn8MAjMlna5+NHhi4kxvl0RnbHTJ3mpfFGJfjX4Mim5hWG4dQem/Yx/PIX9K6VfCViviHTtb865N1YWn2OJSy7GTnlhtznk9CB7UeJPCdl4lazmmnurS8snL213aSbJIyeoyQeDgUAchruqaP4W8MeMr3wldONTF2ovMhiIJnk2kruGO7dMjgUmk3WqaN4zufD1xrF7qdndaH9tzeSeY0cvQ4PYHnj3HpXSWfw/0W18Nahob/AGm5i1FzJdTzybpZHJBDFsdQQCOOvrzUmg+BNP0a6ubxr6/v7ye2Fp593IGaOEdFXAAHQevSgDzTS9S1C1+EPhLT9OvZrJ9T1Y2slxCcOiNK+cHsc4/Kuk+HlrLY/EPxpazXct28TW6+fNje4w2NxAAJxjJ710Mnw10d/Btp4aW5vlgs5/tFvciRRNHJuY5yFA/iI6frzVzw34JsPDF9qF7bXl/dXN/sM73cocsVz82cA5OST+mKBnQUqnBpKKBE1FMQ9qfQAUEZGDRRQB5la20B+P17H5EewaKDt2DGd6c4rnjruurqknhE6rd/2gPEaoJ/MPmfYypbGfTAzXqcfheyj8Yy+JxLcfbZbX7K0ZZfL2ZBzjGc8DvXKad4X1HUPi3eeKr7SvsFrbwmG3LTK7XD42CTA6DZ6+3vQM5bWr3XbzVfHcsPiLULSLRfLmt4YZMKSQeD324B4HcjPSt4eIdSuvFfw8Y3MiR6jYvNdRLwsjGHdyPrUA+HFzrni7xVNqkuoWNheSxGF7WdVFygB3Kw54yF6gfzrt5PBumyaxompBp4n0aJobWJGGzaV24bIJOB6EUAcDoFz4g8Qxv4nHilrKRNZaAWdzMEtTAuP3YXHLnPX+vNQfELW76DVtcl07xBrDT6fHCY7bT12W9nnGTOx4ctzgD6dq68fC/Rhqv2oXeoCzF7/aH9neaPs/n/AN7GM/hn9OKdqvwz0rVtR1W5fUNTt4tUC/a7a3mVY5GX7rcqTx1x0z+VAGDLdSXvxV8BXcxBln0mSRyBjlomJ/nXqdc6ng3T01rRdV8+6NxpFqbWAFl2upUrlxt5OD2wPauioEFFFFABRRRQAUUUUAFIyq6lWUMp4IIyDS0UAeXeDrKO4+IXxBgUCJvMhWN0ABjJV+V9COtZXhPxJrus6v4X0OfUbn7VZT3h1U7zmQRsNgb1GSBXpWl+GLLRdb1jWLaS4kudUZXmSRl2grnAXABHXuTXL+A/C+oW/i/xB4p1TTBpsmoNtgtjKsjKpIZ2JXjkgH86AOEn1vxJF4b1fxMviTUN+ma2beK1MmYmTIyGHfqMA8DB45rub7Xr+y+KupRLPI1pb+H3u1tiflLqQc49e1ZPhv4WtfJqD+IX1C2RtXkuVs47hfJuIxgozKM9yw7HH4V6A/hTT5PFcviKR53upbM2TxMV8oxk5PGM5/H8KBnD+CV167i8PeIrjxW8n9otMbyxvJwEkG4hRAmOCOp/DtWB4l8S6nZ6rdalpviDV7xodXWA+Umywhjz/qSD99+nI7c13+jfDPSdF1Syu473UbiLTzI1ja3EoaK3L/e2gAH8zVa4+E+j3H2uI6lq0dpPd/bRaxzKI45SeWAKnPpznigCvpv/ACX3WP8AsDJ/6FHXotYsHhiyg8X3PiVZbg3txbC1dCw8sKCDkDGc/KO9bVAgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPN7H4kXc3j3XPDtzbWyR2kcxtJFDbpHjG7a3OD8uTxjpWz4Y8cW+o+EtE1TWpbe0utUlaCKONW2vJ5jIFHXrgdTXmerWMz3vjvV7MZvNJ1SK5X/ajKusi/QqST9KYsq2fww+HWoz5W0tNY8yeQKSEUTucnHsDQM9mk8VaHEups+oRgaWVF6drfuS3Azx7dqzf+FleDf3//ABP7X9wgd/vdDgccfMeRwMmvLpLyHUdH+Kt5bljBM9s8bMpUspZsHB5wRz+Naun2tv8A8LC8JJ5Ee3/hFEONoxna4z+poEdd4p8fw6XomiaxpEtpc2OoXyW7zy7tqxndubqMEbT16c10GkeKtC16zubvTNShngtifPflRHxnJ3AYGAeenBrwsPGnwe8JPMhkiXXcugXcWXL5GO/0regJ8RP8TdQ0BXlsrq2iSFo4yvmuqHdtGMk/e4/2h60DPUNH8Z+H/EF1Ja6VqcVzPGu5kAZSVzjIyBke4zTNK8Y6Brl6tppupxXNwY2l8tA2QqkAk5HHJHWvNfh81nqPibw9JFqt5f3VjpO2RFtkSK1Xbt8pmABJDHjOc9a3PgraWyeC2ulgjFw93KGlCjcQMcZ64oEek0UU4KTQA3GadtIFPAApaAIaKVhg0lADlODUlQ1IpyKABhkVHU1N2jNAHlF14+8WfafE89jYaRJp+g3DRyiVpFldASARzjOF9vpXar410a28L6ZruqXK2MN/Ejoj5ZtzLnaABk49QK8iuvD8Oqj4l3z3F3HJYXjypHHLiN8M7fOnRuneug1fxMRongGdvsNiLmEltUe1Egs2VFBEa/dUk8dOMe1AzrvEfxE0rTPBL+ItMube+V5BFbrlgJHzyp4yCFyefSmW3jE6nqPho2F3pn2PVIpGljkEnnMyg5EWBt4YEHd6cV5xpqtJ8D/GUaGSVhqrsSy4cgNCSSO3AJPHHNbaX9tqXjL4bXNnKJYTZzIGAI5WMqw59CCPwoA7af4heE7W5NvPrdukyzNAyENlXU4IPHA9zx71e1jxXoXh+5t7fVdShtZrj/Vo+ckdMnA4HucCvE9TjjPgLx3JsXf/AMJARuxz/rP/AK5/Oup8TTxaR8R0v9Stp57S80Fra3KQmTdKSfkGAeSM/wDfVAHp+l6pZa1p8V/p1wtxay52SKCAcEg9fcGroBNcN8If+SY6T9Zv/Rz13q4xQIbs4phGKmpjjvQAylBwaSigCYc0UxD2p9ABXnur+LfFLePb3w3oFppMn2WyW7LXhkUsPlBAKnGcsMZA+tehV4/qnh6DxL8a9ZsLi5u7dP7HVg1rKY2JzGMH1HPQ8dKAOv8ADnxAsNU8Cx+JdXaLTog7RS5YlQwOPl4yc8cf4VJc+PNCbwtqWuaffw3MVmhBBDL+8I+RWBGRk4HSvNLDxC8PwZ0Zms7FvK1UWrTzWwdLTkkSlBjLAHqeue5NXfCZN2nxO8u8k1B5rVWScxbDOTFL8wUAYBzxjtigZ0tv8QZNT8JaTq9lcaXbz3F8lpdR3XmFUJBJRCozvxtIzxzXQap448NaLdz2mo6tDb3EG3zImDFhuGRwBzxzxXlE1/a3vwp8Fpbyh2ttahgmABGxwHOPyYH8a1dYijfxt8SWZFZl0MbSRnH7lf8AAUAekaj4t0HSdNtdRvtThitLsAwSct5gIzkAAnGCOe1WtI1zTNet5Z9LvI7qGKUxO8ecBwASPfgivIUlXTLX4aa3fRyvpltbyJKyRGQRsygKcAE8nH/fNdV8GSkmia66RNCh1mYrGy7Sg2pwR2I9KBHowUmnhQKWigDC8GDPgTw9/wBgy2/9FLWR4/8AE2p+GYNJGlw2ktxf3i2o+1BtoLDg/KQetbHgv/kRfD3/AGDLb/0Utcd8YYFuo/C1uzOiy6vGhaNtrAHjIPY+9AGn4Y8Watd+J9V8O+ILSzgvbCFZzLaOxiZTj+9yOGH61q6T438Na3qf9nadq0M93yVjAYb8ddpIAboemelcJokK+FvHHjXR7eJ9QjGmfbI1ucPNMQgyhfG5gS2Mf/Xrn/DOpLqPjPwLcC+gf/j4X7JbWvkw2eVP7tT/ABHnJyT1HryDO+0X4mW2uXniO0tpLON9PieWylcuVmRVYl2AGQoIXOOea2bDxnp9v4b0vUNe1TT4pb5W2y2+8QuQTnbuGQMY61wun3kFtrvxS06Z/Lu7iGSaKNlOWQRyZI/76X86zYUWTw98KUdQym/5BGQf3goA9a0/xfoGqaRc6rZ6pBJY2uRPMcqI8DPIIB/xqPR/GvhzX7tLXS9Viubh4zKI1VgdoOCTkDHPrXlF1Y3F7oHxTtrKN3k/tNXEcYySFlLNwPYE1p+E9TsNW+LWm3GnQSRQL4fWM74THuZTg4yOQPu56fKaBHsdFFFABRRRQAUUUUAFFFFABRRRQAU1ztRmHYZp1Nl/1T/7poA8dtfin4qTwzb+KL3TNIfR3ufs8iQPIswOeSASR/OvStb8XaD4ckhj1fUoraSYbkQhmYj1woJA9zxXgFnpSWPwosfFMU08lzaamMW8reZbkZx/qyMZ6c12HjeZLH4lXd7farLptheaGY4Z0t1mE4yN0S7gQCeffp60DPTtT8YeH9GsrW8vtUgjt7td1uy5fzRjOVCgkjkc+9Z2u+LFi0bSdS0XUNLa3vrxIRNdbyrod2Qmznfkd+ODmvO7+DT9I0nwZMNS1HRbyG1maz1G7tleNVbJ8uVcnBIOBjPB/KC/u5b74Z+EJ5dOgsS2uxYjt4vLRx8/zhe2f/r0Aepal438N6Tqn9m3+rwQXfAZGydmem4gYX8SKydW+IVnpXj+w8NyND5Uyfv5iW3RSMMouMc7sr+dcB4yvbXSvEviF7CcrdzywC50bUbMSxahyNrRkc4HXt9e1dNr95Dp3xa8G3t+v2SGSyki5UkLIysAnHuwH40COtu/HPhmx1g6Tc6xBHehwjRkNhWPQFsbQfqak1bxn4d0K7ktdT1SG2njjEjRuGJ2k4BGBz9BzXivjfVzfWvia3aSDT3h1X/kGwWuHmw2PPlk6859hkj1FdrqsUU3xe17eiuB4ZkZcjPcD+RP50DO5uvFehWWhw6zcanCmnz48qbk7yewAGSeDxjPBp0HirQ7jQX1yLU4Dpsf37gnAU+hB5B5HGM8j1rx7T5FsvCfw11a8yumWl5cfaJCCVjJlOwn8jV3xNLaaz8NtV1DQtJls7L+2vPmcEuLhQcNMFPRSSvHTj2oA9b0LxNo/iSGWTSL6O6EJCyBQVZCemQQCM8/lWtXmfw9a0vfF+vapaapd6oWjhimvHt0ihlOONoXGSAMHj+demUCGOO9MqYjIqIjBoAQHBqUHIqKnKcGgCSiiigDzDwj8T73WdY1q11S0tYILG3muInhDAusbYbOSexFW/h38Qr3xPZaxda7FZWMWnrFJvj3KoR1ZiWLMewFeVzW93D4bF9Yr+9utXvtKk/2hMqbR/46a6C40uZdF+J2m6dG7mCSzVEQclEOT/46poGesab4y0LXbe8bRtRhupraIyNHtZSBjg4IBI9xXGSfFmaz+HOl+ILq2tDqF9O8a2yllQqjlWYdTwNvfvWd4Ney1LxDLfWurXmpTW+geTJL9mSKGJTjER2gEsPp0HXisOZWP7OWmOFJWO/LOQM4HnPz+ooA9Xj8UG88WaXZ2N7psmm3tkblVYSfaJPvYZP4dvA689acnxE8JPdw2q65bGeaTykTDfezjB4457nFczPfW2pfGzw3e2coltp9Gd45ACAykyYPNefiNB8LDIEUOfFf3sc/d9aBHt+r+NPDmg362Op6tBbXJjMnltkkLgnnA46cA8ntV46rBcaC+q2EiTwm3aeF8HDjaSPfFeQ+MJ4tI8YeORqNrPIdV0lRYusBcHbGAeQOACuSe22u88K/8kisP+wV/wCyGgDm7jxN/wAJL8PtH1nU2mS9uppooNPsZmhS5lyyJubOQq43E5wMfQVdn8eJ4QuvDHh7UryC7mltwNQu2dmMZCjawOPmycjPtS/C3R9M1f4W6OupadZ3qxvOUFzAsgUmVs43A4qt48aw8P8AjbwJcNHHZ6bbSXCZjjxHHkIAAFHFAz1GiiigQUUUUAFUNcurqx0HULuxjjkuoLd5YkkBKsyqSAcEHnGKv0jKGUqwBBGCD3oA82b4kX8/hbwpfWVtaNqGt3gtnjYMUQBirEAHPB29T0NdVeeOPDNhrA0m61i3ivdwQxnOFY9AzY2g/U14/wCA7Cd/iba+HplJt/DlxezJn0JCg/8AfW01DrcscGkeNPDtxG7a9fa6strB5ZLyqXBVl46Yz/3170DPVbnxm9j8QbvRLsW8WmW2lG/kuCG3rhgDnnGMZ7ZqDwb8SLDxF4cvtU1CW3smsX/0hdxKxofuMSR3weBWbYo8fx2KSndIugKGPqd65rjdC1uHTvgzrlqLKC9vLS+/0i1uYiyRB3G1nXvgqfxHNAHsWh+LdB8SCc6TqUVwYADKMMhUHoSGAOPeqlj8QPCmpX0dlZ61bzXEkvkpGobLN7ccj36V5v4bMmq+NPFaW2qnVJrrQisd0sAhWRsKo2KAOAeB9OtZOhX9pPefDjT4rWaK8sLqaK6MkBQK5YHbkjk9/bPvQB7Je+NvDWnawNJvNXt4r0sqmNs4UnoGbGFP1Irfr541eOKLVPGOk6tqN7DJe6sJItOtrVHku1ZyY2VmGRgY6EfrX0JChjgjRmLFVALHqeKBD6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiignFABSMoYYYAg9iKaX5p9ABRRRQAUiqqDCqFHXAGKWigBhRQDtUDJycDqabgmpaMUANC4p1FFABRRTS2KABgMVHSk5pKAClBwaSigCYciimqCBTjyKAGlsVE4D43AEA5GR3rh/Ds51r4keJdQlYmPTBHp9spPC9WkP1LDr6cVwnh/UZx8QLHxa8zmz1nVbmwAJ48vCiL9f/AEGgD3SgAAYAwK4a1nbR/i9d6chP2XWLBbzZ2WZCVJHplRk++K7xVoAbg1zuveFBrd6t2msapp8nkmCRbSYBJEOc5VgRnnqOf0rp8VGwwaAM7RdHtNA0a20uxVltrZdqbjknnJJPqSSfxrRU4NNooAmpjN2puTSUAFFFLjNACCpQcioxgHmpAQaAFooooARlV1KsAynqCM0tFFAEbKF6DFNqYjIqIjBoAxde8P8A9tvayx6pqGnXFqxaOSzlC5z1DKQQw47ipvDPh2y8MaW1jZPNIHlaaWWd9zySN1ZiABngdu1aeM1Iq4oAdRRRQBj+EoZbbwZoUE8TxTRafbpJHIpVkYRqCCDyCD2rYoooAKRVVBhVAGc8ClooATAznAz60tFFAFPVdOj1fS7iwlmnhSZdpkt5Ckic5BVh0ORWLoXgu20XV31ebUr/AFLUGtxarPeSKxSIHO0AAdwOTn9TXTUUAFFFFABRRRQAhYCmbuaRutJQBKDkUtRoakoAKKKKACkLAU1mxxTCaAJVOaGVWxuUHByMjvXjVh4wvdJ8MXfjKC2jvLvW9bFskcrEBYFDBFBHQjafzq7dfEXxhaP4gtX0jR/tWiBJp3EshTy2GcKOrNgg54HB4oA9XkRXQq6hh6EZqOvM9RvpvHfifw/o01xPZaTdaOuqzwwSFGnZjxGWHUDr+fsQS6VH4D8c+H7fRJ7hdO1Z5ILiwklaRBtAIddxJBGef/r0Ael7FZ1YqCw6EjkVNgEDIBxXA/D+4az1PxL4bLEw6Xe77YE/cilyyr+BB/Ou+U5FAAFUMWCjcepxyaWiigBrorqVYAg9Qe9RhQo2gAAcYFTVGwwaAGKqooVQAB2AqVDkVHT0oAfTWGRTqKAIaUAmnFOacABQADOOaWiigAorz/wXqCX974t8V3jny0u3tYif+WdvAuePTOcn3FcZ8OLm8sfGmmapeyPs8VW905VjwJVlZhj8AP8AvqgD2C213RrjVJdLttQtXvYy2+BHG4Efe49Rnn071pcHIPPtXmdnHPqHjS6ePSb7TfsJu49LH2CRInldTvuJJSu35iOB/U1xnhG30m31nS7bWLnUtB8X294XnuLkOy3wL8JktgAjAz0Pqc0AfQGMDAory7xL8Ub3S9b1i2sItK+z6R5YmS8uCk10zdRCB6d+v61qat431a41jT9J8L2VpNdXOnDUne9Zgqxn7qgLzuP9RQBqa94Ih169uZ21rVrSK7hENzbW848uRcY6Mp2kjg46/ia6GwsoNN0+2sbVNlvbRLFGuc4VRgfoK858T6xeR6D4W8ZXFjNp1/a3qx3VtICCInJSRSDjg4BGfXNenUAFIQD1ANLRQAUUUUAFFFFABRRVLWONEv8A/r2k/wDQTQBdpNqlgxUbgMA45r5ztbBNC+FuieNNOmuYNXS+Kyus7bZkEjjaV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DC Interrupting Rating (measured at designated voltage, time constant of less than 50 microseconds, battery source)
DC Cold Resistance are measured at <10% of rated current in ambient temperature of 25℃
Typical Pre-arcing I
2
t are measured at 10In Current
Circuit Protection
Fast Acting | 2410(6.5x1.6mm)
Brick Fuses
Compatible with reflow
One time positive disconnect
RoHS compliant
Designedd to UL 248-14
Part
Number
Ampere
Rating
(A)
Voltage
Rating
Interrupting
Rating
Typical Cold
Resistance
(mΩ)
Typical
2
Melting I t
2
(A Sec)
Typical
Voltage
Drop (mV)
2410BP-30A-E 30 1.10
1000
50
2410BP Series
Amp Rating % of Amp Rating Opening Time
30A 100% 4 Hours Min.
30A 200%
0sec Max.
Electrical Characteristics
Specification
RoHS
2015/863/EC
2410BP Series fuse for the small size and good electrical
performance, reliability and quality.
72Vdc @ 500A
Dimension
Unit: mm
Packaging
Quantity: 1, 000pcs
12mm tape-and-reel per EIA
Standard 481
.
2.6±0.5
2.6±0.5
Recommended land pattern (mm)
Note: Minimum copper layer thickness = 100um.
Recommend Stencil thickness is 0.15mm
Features
1 of 3
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Specifications are subject to change without notice.
© PROSEMI Document No: POF0520230210001A