NEL Sharpshooter 9.5 x 5.5" DD Coil for Minelab Sovereigns
$140.00 $122.22     Shipping Cost: $24.95*
NEL Sharpshooter 9.5 x 5.5 inch DD coil for Minelab Sovereigns (All Models)
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FSurDL8F7dkq9b0nkmgjx69OjSxur4+NiSwV7WKb0M/H4/4vG4JSzXbgyaHTyPIE7ajnoTtVqtoqenRwnJknXgqizdvhmM1EgdTmUDAwPK/iHZKwYsSaFcd3mXArr0LJb3hUIhTE9Pu9KwuS27f/9+jXevPm5EoPHxccf3yfJ693kVPI8gQC0f65a/ffXqlcXIJW0fkn1gOh3GWVyUr65Wq/j69StSqZTyryJ7Iq3hulrXZBSUconsA+WQnp4e2zY6ldmN6/7+PlKplEXtLN3vyRb6/X6kUikVK+J2XPQyr4PnEcTNR9X/85ienrYIxbrAy8mqu5W4+dD16n779q1ihfTV2M7uIY2CUubQVcPsA5M9HB0duW63XXtl+czMjJKbpD1E9oH9ksJ6vXrsyrwMTYEgPDsNuH7v8fExstms8po1CeRkHZLJJD5//tzQR3aqu1qt4vHjxxZhV7JS0jlQ2h14vy646wZD9oGso8lwd14KQsqrGwr1PtDlpbe3t6GFRS/zOngeQc4Lq6urSi0pJ6HJx+j69euXXv/NmzeVIC2zpEhqoFvzJStj8onS+0C19YMHDy617dXqmewmqYipD1Rfv3///lLr9xL8ZhFkamqq5gPLlDtyRX7x4sWl1z8wMKCol6QCUuiVlmq7+6gaNvWB/lEzMzOX3v4HDx5YgqhMbaPq3BQz81uBpkYQE4mW7JUMitKRg6rdYrFoMba5rcOp7PT0tCZTo67ilayLRA6TA6U02Mk+UFDv7++/cJv1ss+fP1vyhZn6QJWvZLPOW69XoSkQxI5ntRv8Fy9eKBZEaoR0W0MoFMKdO3fqvs+pHaayjx8/Kg9e6dIi3VwkEkjjnN19dn3gFs96ppNG22wqm5ycVGycbJu00TC25sOHD+eqw+vgeQSxE/7433QPtTA89FBSmQhBTwRnel+jZc+fP7cY86QwLpUDkprItvEgS2XXB2qTIpGIZYK61R7VK3v27JmFqpn6QDaLWkC7b+akLPAyNAWC8Oxm0E9PT5HP5+H3+2tWXMk/B4NB9PX11bzropOsWrVmUCQrItWk/K+H+eq+T7qBUfaB9xNB1tbWLozYevnR0ZFKnm3XBybgHhgYsB2benV7GZoCQdwOerV6pqLkxKFKVHcvYbmT7eMiE21mZkatrPqkkr5gUg0sEUSPDzf1gfeRjdOdBy8L4WdnZy1bUZv6wAwtpvj9evV4HTyPIEAt72pagfh7fn7ewr5I1SljPnhtd3fXdkVzU5fd9UqlovyVpIWczojSGCjZKSmwM7DKrg8SUYLBIKanp123r5H+Pn/+vAYp9T5QTnny5ElD4/cNQX5hqFbP9Pd+v79GLSnVqX6/X7FX+vOX0YZMJqPsL9K9Rddc6Xy9XqazVXLVlnYRn8+nYtTt+nHevh0fHys2y64PVEhMTEy4HqNmgaZGEH2gP3z4oFwwpCOgNLiRuph2anI7sZzKDg4OlPCqT3SJCLSY622TrJVTH8jmxGJnMeq5XK7hiee2bzrLqPeBbFYmk6nZGqKZkMEEvykEkfHfkr2RBjepvar3Pr3MiTVg2evXry0snpzsMjJPesVK93J5SIMgJ6Rk2Ygw3Dqaid2c2tcIq0hYWVmpQV6JKJLN2tjYONf4eRU8jyCNCNBjY2OKvZJ+VlIwDwQCKJVK5xK+3ZQxMbTU+lCYDgQCFtWvVOnqbic6teDz7J8Umvn/zZs3NeN0USEdOAs6k86UUlWuKxLm5+cbqsPr0BQIov/WB71aPbOeMymcrjqVyaBDoRDm5uaMH8lNWb0Pfu/ePUu0IOtsaWlRB1OPuj3ks3xeapSIdM+ePbt0hGfZyMiIolR2DpS6+73+HtPZ6+B5BHECOcibm5vKfcTOZsAPS5uB0/vOWzY7O2vh16PRM6c+fZJ3dXXhxo0bGB0dxdDQEK5du4br169jYmICY2NjGBgYwMTEBAYGBtDa2lrzvLRok0X76aefLq0fetni4qIlG7yUjXhm7Mvnz58brsOr4HkEMa3m+rVqtYrbt28rKiGDiqQwzNy3X758aVjecLvijo6O1ux5riNIIBDAwMAAhoaGUKlU0NraiuHhYQwNDWFgYEAllOvv78fg4CCKxaIRQaRnbSgUws2bNx3b55Yamp59+/atRZtGla/0BiCFWVpacl2H16EpEKTeh61Wq8r2IAOiaOkl4gSDQQwNDdWdFKbDdJ/pmc7OTpXmh20xsUnDw8OYmJhAZ2cnKpWKohoDAwMYHx/HyMgIpqencf36dcTj8ZrnORm5EPh8PrW/ual9Tu13M870UJAZWvTxJTVjGLDberwMnkcQJ+AAf/nyBYlEwuK9K4Vf6RahpxQ1vc9tvXpZtVpV27pJFsSEIJVKBcPDwyiVSipP7+joqAVZJiYmMDw8jGg0aosgpCDSq/eq2Mfp6WlLvfr4sh26EsRNHV4FzyOIie3R/6+vr1u0OSatEOUSbqV2FZPo8PBQUSoZ9OTz+fC7UAui/9KCUv6f8PvYd4j+Sws6it8j/YcW5NJn134f+w4dxe/R0tKi7uH5d6EWpP/Qoq6bECSfz9uuzJdR9vjx4xoHSznW3HclGo2qTYe+IcgVgx3J538ASv7gx5P5b3kEg0Ekk0llyDovC+JUtrOzo9gM6V7i8/nw459b8NcfW9Dzp+/x1x/PfufSP5f9+0gL/jbxA/76Ywt+/PPZbx5//bFFXf+3f/3Osr+h3HkqFosZN/iUbdbb30h/uRGQ9D6WmixSacohburwOjQFgvBshyiDg4NKMDa5clBQHhwcdCXTnLdsY2PDQslIuUgR/pg9oyAdxe/VOZduwR+zZxQk/YczZPlj9qys50/fW6hILv0zBWEcBvtJ+UvuSGtqs50MYNc3ee309BRtbW0WbZZMeE33+1AopPZ1dDOGXgbPI4gTVKtVnJycWEi7buml/1KjwVHnKXv69KlCkGQyiWQyWWMDuayDCMKJGQwGEQ6H8ebNmytjsYCzICoK6hxn9lX6hvX09DRUh1fB8whixybw/5s3byzRe9KlnWdqWGRiOKcP51SnU9ni4qJFtWwyEurHj39uwd+nf8DvQo0jiHQgJIKsr68bx6lef+36po/F/fv3LamMdBmPLGUsFlPpiNyMn1ehKRBE/tY/GP2v6D0rfZekK0Y0Gq1J7SPfaXq/Xmb3LI87d+7UuJL4/f66E/3v0z/g97HvMDo6it7eXsRiMVdIwrrI+0ciEWWDOC/bWO9ZspF2hlj6lkUiEWxubrpm8bwKTYEgTh91ZmZGUQ+ZtVD3gyoUCq4mjt1/U1v08hs3btTYYpwQhK4kRJBoNIpCoYCxsTHMzs4q1xmTmtgOQfTQV9k+u77o5U59Pjw8tPiISYOo7gJvSipnOnsZPI8gTlCtVtHb26vYDT1NDhHE5/NhcnKy5lnT+y5Sdu3aNYUgpFp2vlQ8/H7/Gc/+p+/x9+kf8O8jZyrcnp4elEoldd30Hu4+K63at2/fvpK+yd/lclktSjwkYpCiX7t27RuL9WvC8fExEomE4r+lm7m09IZCIdy9e/fK2zM0NGSxohM5deTw+/0IBAIIBoMIhULo6urCXyop/H36B/zXP86CuZhlPRQKIRgMKkTRXVa4KHBSzs7OXnq/9AnNXbMkYsqIQ/a7s7OzqZDBBE2NIFJAl3YHmVOWiPPs2TPLs1exyvb09NS0RU5qIod0z6hUKujq6lIU5O/TP9SwKmQTdQRhWC/r8/v9DWWJPG9/FxYWLEn5dBd9toWCejNDUyPI0tKSxWAlNVdyRYtEItjd3bU8exUIUigU1KpO6qUjCFkTqqH7+/sxMzODvr4+tLa2IpFIYPU//xl/qaTwt4kfLCxUIBCoeZ9MB+Tz+TA6OnqlLBZwltZVRjWyfpmelDLR9va2qzq8Ck2FIPrA3rp1S6kcZQCPtPRy6wNmT7R7V70ynQ/Xy05PT5FOpy1OhOFwuIYlIoVLpVLIZDLIZDJIpVLo6enB+Pg4RkdHsfqf/4zV//xn/ONvUbS2tqqgL52KMC6EfaU/Vj1t3EXLdnd3azKy0N5E2Y8I8uTJE1d1eBU8jyBO2qWJiQmLRVk6KvJDUeB10lRdRtnx8bGKh5fhvpzQPp9PIXM6nUYul0OxWMTQ0BCKxaLl+Nu1P+AvlRT+Ukkhn88jm81aXEp0FksmoyiXy661V27uM5WdnJyoMFtZv/wOlEVkhOE3LdYVgN0HozZFWpT1rBu06nLb4vNOCFmmX+dZd1RMJBIol8sol8sW42E2m0WxWERnZye6u7vR29uL3t5e9PX1qXNPTw+6u7vR2dmJcrmMQqGA1tZWS2yJz+dDW1sbcrmcxYLd1tbmGsntxtVNWXd3t1oMmI5Ijn0kcpYWdXx8vO77vAxNgSCmwaUGS094oMdMB4NBtZ/4ZVALu+Pjx48WIxknTkdHB0ZGRjAxMYHr169jcnISU1NTuH79Oq5fv65+X7t2TR0sYzzI1NQUJicnFQs2NDSEsbEx9PT0WCYlt2g+PT2tixAXWTCq1Z9V2iZDoVRxd3V1faMgvwbs7e1ZeF3pqCg/UjgcxuPHj2uev+yPQ09eqWaWAjT9wigzcBdbua0aV2L5P51OI5lMIpPJIJvNqnM6nVb9Yx1Uveqpd64Cbt++reQt3QYiETaZTNbIf80ETYsg6+vrltSb0pJOgZHXNjc3a56/CIKYnmW6H1I0PbeV3BOE6mem8ZGTS+8D76MLv9TYycAwqpQjkYhK/3OV8OjRo7p94OL16dOnK2/PVUHTIsijR48sruVcuaVVl9c+fPhQ87xpkl+kbGNjoyavlWyHvtLqRja7PugUkffpu+SSgoTDYUvShKvqLzPYO/WBCPLq1au67/MqNBWCSN5VOgbKlVqu3jTamVgOJ6Hb7j6nMmkbkCpQru4SUSR1kBTB1AfTfRL5ZSI5Iohu87lo30xl7969q/Gi1vvA7/P06dO67/MqeB5B7ARmOikyHkHXXlGLIrU6fId+voyy5eVlSz4s6QYuKYiUS6QF2q4P0lKts13SKVO6vDMm5LIP2Xdq7UgxTH0glayXed7L4HkEsYPR0VHlziATREse2C5JNXD5qxh3tZUUTToa+nw+i5Vdt/jrBk49xSiRShoLpW1Fsmw6S2MHbsfAbvxom7HrA+UQpiNqtF4vQNMiSE9Pj8UGIgVElvl8PqWH16HRMhNLJoGbXjIcVdoraNyjIyMzPUoqYtcHeR+Dr4hsRDxSE7I0en5cu/a77ZtdGb2N9T6QjeQiQTuU0/u8Cp5HEDsWq729XU1G3VFO2kAYG216rzzrZY2yWD/99JNFVpCJFSgP0UVdumfQ3aS1tRXZbBatra3qdyqVqkF4aqpILejCIm1Ca2tr5+6Haazt7qtUKsofzPQd2Obh4WFHds3L4HkEMQFdHZipRDol8iORHWkkPuIicO/ePcvkp9eu1O7QWZHIkcvlkMvlkM/nkcvlkMlkkE6nkU6nlc2DvlrynVIGYUJrmUF+ZWXFVZsvOgYyPt30Hdhmxqc3I3geQUyC3eHhoUWTIyeM1BbJCLvLFlT14+7du2rycmLIdpDd8Pv9Fg/dyclJzMzMYHJyEmNjYxgdHVXn/v5+i1s5EUQK+cz6Lifn06dPr0RI14/Z2VllTbf7Dj6fD+3t7d+E9KsC0yB++PChRv/OCSPVjLSiX4SCuH2WCML6pbxBDRZlB7Y1EAhgZ2cHnz9/xps3b/DixQusrKyo48GDBxako1DOyZdMJlXgFWWQaPTnnFSX1V+7+27fvm1JRap/B7roJ5NJnJ6eNlyHF8DzCALU8sUMlJJuHdJKLbc70DOZ1BNQ9ZXNrawiKQhXTokw9MRlmCzZo93dXRwfH+PTp0/Y2trC8+fPLQhC1S2dEaXnANlI1sN7TYkb7Ppq6mM9eYQH5S6TkoHfgQjEwKlvMsglg4m12dzctGht5OolrdSRSASvX792xSKx3HTd1A55BoA7d+4o3yRSEN2QKcuo6drZ2UG1erbl8srKCvZN+z4AACAASURBVO7evYtnz57VIAhZNKp1SZUYvivtIBJB9HFstL9OC8aTJ08s3gym70CEtkto53XwPIIAtSvN2tqaxQCnG6Ykid/b23PNJl2kTA/eklsgUIYgO0RHxWAwiO3tbZycnODo6Ai3b9/GwsIC1tbWsLq6qlTHEqHItkkhmEFhRD63zpkXLXPzHUhRpXW/GRCD4HkEMa1ey8vLFvcGGc3GCaSvXHbvsqvLbRl/z83NqazuRBBpVWeOLLJYNKJtbGzg4OAAX758wc2bN7GysoLd3V28fPkSjx49MgrpMsyVCR3IVobDYTx48KCmfZfdX0nJTVGF/A5kO7k9nF0dXgXPIwhQywowy7j8MPJDxeNxtR+gjiCNshV2/Ld+TE1NWUJgpZpXun9LF/FQKIRnz55hb28PBwcHuHXrFlZXV3FwcICdnR0sLy9bWCp9/0XKOlJQZgYXt+2udziNwebmpkWta/oOXKh0Vvcbi3VJYBrUhw8fqtVSFxDJ0kir8mVNFrsJc3x8jK6uLouWSXcD4f4ljDhkSp+lpSVsbW1hb28Pq6urWFlZwZcvX3BwcID19XWLXEOk19k2GiSpNRobG7vUPtsdDx8+VP2w+w5EIPkdOIbNAE2BIDowP6xcqWRGE06WeDyO/v5+TE9P48aNG7h586Y65ubmMDc3h/n5eczPz2Nubg43b97EjRs3MDs7i5mZGUxPT2NqasoSASij/njPwMAAisWihR2S1IQThQjCNodCITx58gQbGxt49eoVpqenldbt5OQE29vblkVAupWQglJIl4kdOjo6MDQ0hOnpaRWVyHbLSMapqSlMT09jZmYGs7OzaozsxoVjd+PGDUxNTSk7jeyn6TtEIhE8f/7c8Zt6FTyPICZYWFhQA0/1pkzExjMnFBMk6EepVEKpVKopLxQKKBQKyOfzKu47l8shm80im80il8uhra1NXZcyh50lXU5msiKhUAjLy8tYX1/H+vo6rl27hoWFBRweHqJareL9+/cWbwE9ayO1RKQgqVQKoVBIIQz7INsu29/e3o58Pq/663Z8isUistmsqott0r+D7L/MS/YNQa4YmLjMtHvsr3lI50l9O2oirJ43a3V1FZubm3jx4gVWV1fx+vVr7O/v4/j4GHt7e5b8u9KSLp0iSZX0AKur2nqhkYMs4vLy8q89bc4FTYkg9HuiOzmpBlcxmbKT98myRu6jFobl8j4+R96/paXFYkmnxklawmlJ5+Te3NzE9vY21tfXMTg4iIGBAYUk79+/t9hSpIxDpAkEAkp7Jr2DpTOj7KtTH/R7SBHkffJelunUm+Mr+ysR5BsFuWTQBbt79+6pSZnJZNDW1mYh/21tbYo9IIvQ0dGBfD6v0ugUi0X1v1wuo1QqqTPvJ4tSKBQs7yqVSuod5XIZ7e3tyGazlskvJ7MUoHVL+ps3b/Dhwwe8fv0aT58+xZMnT/Dq1Svs7Oxge3tbTTidbZMsFldpGYorPZrpECn7UC6X1XjJvvIaj87OTkt5oVBQ48ux4Dva29stbCopXSwWw/Lycs13bAZE8TyCmLRHCwsLiEajaGtrQ29vL/r7+zEwMIBKpaIO/ud+5NyDfGxsDMPDwxgeHlYpdIaGhjA4OIiRkRG1io+OjmJkZET9lvcNDw+rLZv5TG9vLwqFAtLptFK/ShWodDXhKh8IBPD+/XscHh5ib28Pr1+/VvLIq1evsLGxoVZsqTqW7BQpiHTe5LXW1lZ0dHSgr69PtZfjMjg4iEqlovZiHxgYQH9/PyqViiVHF8eTYyyf53/5LvkdSqUS0uk0IpFIDYJ8U/NeIujqxZ9++gmhUAipVAqdnZ3o6ek5SwD9/88yGVt3d7dlVZSrHldUUgP+l/dJykJKIlfYQqGAcrmMvr4+FItFZSyzMxRSSKcMsru7i5OTE+zv7+Px48e4ceMGnj9/jo2NDTx79sziz0WBmBoraZ2X/mdUt8ZiMRSLRTUmXV1d6uju7la/2T9mcJSqaWaBLJVK6OzsVOPc09ODjo4O9a7e3l709PRYvkepVFKUjNq5ZlP1eh5BTBRkcXHRov6UE0ZOoHA4jEqlYtEUra+vY2NjQx2bm5uW/+vr63jx4gWeP3+uXD7oG7W8vKyOZ8+eYW1tDSsrK5ienrbEnUt2SNosZBmNeru7u6hWz1z47969a2nr0tKSYsmkN68MbaUdhIjJa3JMZCpW3eItUwbpeX/1rPSUa6SHsnyXrDMSiag9GiORCF68eGH8ll6HpkAQ/TcNheS1ZUy6jChMJBJ4+/at8UM4lZnqtFv5WD44OGgRlnUZRPpNEZGDwaByVvz69StWV1dx7949vHnzBi9fvsTS0lKNoVD6mknVsUROTlppxZe5q6SdgpGOFOZ1AZz/iTByewfdai4RVyKfNBTajb1XwfMIYoInT57URK7pH4uT8+DgoGEEOU/ZjRs3LNnbdWdFur/Qks7V+O3bt8pZ8f79+7h37x52dnbw9u1bo6uJpCiSgnD1lpNfWrX5X/fjkskfSEWkxoqaQpksQsakSES0+w50NXEaP69CUyIIU+yYVi7d1UT6Ykm47LL5+XnlE0VqIVdsarGIIGzj9vY2jo6OcHx8jPn5edy5cwcHBwf4+PEjnj9/rvqZSCQsu1dJuYQyiHTc1NkgyWrRiVBHDqps9S3iTNclq6Wzd/I7yIXAafy8Ck2FIBxYZvXj6ionDCcF2QXy+HbvuqwyRtdJjZN0+ZYRhVztiSAHBwc4PDzE2toaHj9+jKOjI3z58gWvXr1CKBRS91NNLLVV0pLO9KRESLmi6+yWZJnYVlIH3SYikYMIou+Vbvcd+D6Z3fIbglwimPj9ly9fKvZKqjdlHAi9SF+9emXrZCjLZF2N3gegZgtoKYOwjVJeoI1ia2sLBwcH2N/fx9LSEtbW1nB4eIjT01O8ffvWsoOvDLgieyPVvFy5TUgiA5kk9TAhCWUlGj+lMVA+x/7p2R5N34GsrmlsvQyeRxATMORWfnjJD/PjhMNhPHv27BehIDImXSKIHpMuhVyJIKQix8fHavsC3dVEt6RLuUZSCY6LKYCJlEjutkukIIWSiemIKPIZucuurFO2SyJjLGbdq7AZEIPQlAjy8eNHhQT86FIYlTaBR48eXQoymDRbEmRMOl1N5H6E0lBI3jwQCFgQRCJJtVrFhw8faizpRDApg0hDoZQDKCdIL1u2w86XrJFyqVWz+w5kKeuNn1fB8wiiDyZtBuRvJUmXbAUpCPPC8lknNukiZUQQtkV690p3d92SPj8/j4cPH+Lhw4d48OABHj58iEePHmFpaUn5nEnHRGlvkXKJHA8a+Lh9WyqVUrm1SInsJn2jjohSaaB/B8pIhULBdvy8Dp5HEBOcnp4qI5RcveQKRvLOPfJ0uOyPw8msa5zkCi59sWQbTQcFZcnj65Z0hhZzlabQnEgkkEwm0dbWpqzjRJJkMmncUvo8FMSk5pXfgVSvt7f3Usf6lwTPI4hJsKtWq8jn82pCcsLIjOicUNPT07bvuKwDOAvi4mrKpM4y4zljNaLRqNI2cXJxsrNMxnvwzAWB7yTSkY2TmQ17e3uxs7ODvb095fQ4OTmpYksikUjN5NfPOoKYrrOvukeDtLX4/X61NfU3If0KwI537e3ttcRWSOSgDCI/TqN1NXqfDANOJBJoa2tDJpNBsVhET08PSqUSMpmM2nRTCtJ2fZDq0ng8rt7Z2dmp/MmYolSqVe/du1fTvs3NzRo1r35IA6FUKVPLJZHF5/MpBYRdH0g1p6amzjXOXoCmQBCT+nVsbEwJp/wo0rJOrVFvb29dOULWZSozyUH6NeaIIguVzWbR3d1t8aItl8sWPzGp4bLrg6Qkra2tyjN3aGgIfX196OrqUhSFsoApefX+/r56XyqVsgjrFP5ZpiOOCUlICev1IRgMYn5+3nb8vA6eRxDAjCR07SCJ54fSnQOz2awrW4cT+dfLTO/TUxElk0kV3trR0YHW1taaDTqlvGDXB17nZp+pVMoScyFlHCLI9va2sT+dnZ0IhUIq9FZa9+mwqCfIlpZzSVkymYxlI1JTH8jy3b9//xuL9UsDhWJOCj0Wgu7l0WjUooMnXISdMpWtra1ZNDqcsNLCTNZKsiGS3TL1QcpU0saj3yeF+L29PWObHzx4gFgshnQ6rXbLJVtGGwuRQNpFeJ3yDp+t1wf+1rPNNwNiEDyPIHYyyNLSkpqQPKQFlzaCSCSisvqZVn67utyUyWubm5uqbjlxZdt0a7Nkn0x9kEY4J68B3a1jf3/fOHZHR0cYHBxEJBJR1K1UKqGtrU2Nl/TBkr/D4bCSqbgFdb0+mBwV7cbPq9AUCGJiizY3N9UHkZogybdzxVtfX1fPy/ea3n/esq2tLYsFXxrnZNukQY02C2nX0PvAd0o/K8nC6HaWSCSCL1++2LKFHz58QH9/v3onlQg9PT3I5/NobW21UC7aUxh01d7ebrGUO/WByGzKy6t/D69CUyAIz/K3tKbrLg4ya0gkEsHDhw8deeB6ZbItdvft7OxYWCyJuJLt4OSTlE+yJ5IN47PSNsL/UmvEZ6jVoyXe7vj48SPGxsaUMiGTySiFAsOUZYhtf3+/UjBIT2HZD90ORYqWTqdxcnLyTQa5KrAbxJOTE2X0kny+7n5CY6Gb916k7NOnTzUsHyc4vV+l6tRu4pvOFKQpG5D10X29AoEAUqmUZS8OuzYfHR1hcXFRCfq5XA7t7e2W8GImaGCcvUR83Z1d9+glRTPtLtUMiEHwPILYQbVaRXd3tyWAiKuzZD/8fj/Gx8evvD1yW2SpwZEGNrI1zApSLpctceLy6OzsVJM1n88rvl/mAqMSgn33+/3I5/MNKSB2d3dx+/ZtFItFJJNJlWSuUCgopGEGmGKxiFQqhXQ6rRBCHvp3CAQCuH79+hWP/NVC0yIIAFy/ft2ypZnOntAW0tnZWTNpLpuCHB8fqyAoGRAlrdGkdul0WqUq+q9/+PG3a3/AXyo/q28pF/T19aG9vR2ZTMZi/NQT1Um3DlNf6/WjWq1if38fz58/x8LCAqanpzE8PIy+vj50dHQolXJ7e7saaxoypWwlvwNZrLt377pqi1ehqRGEDoJ6SKlksciXf/361fLsZSPI6ekpWltbLe7s0WjU4rJBbZDMFvJ//48P//f/+PC//9f/xJ07dzA7O4ve3l4lG6TTaTUJdR8qZkhhX/1+PyqVyqVp6E5PT/H161ccHR3h4OAAHz58wNbWFkqlksW1X9p1dG3b06dPXdXrVfA8gtipeYGfjXNyQnIlk4JiJBLBu3fvLO+w02g5ldm1g2XFYlEhJOvXs4OwPfF4HKlUCn+f/gH/cfM7dBS/RywWQy6Xw+joKObm5pRQzH5Q/pDetLKvfr9fZXZ32+bzlN26dcuyF4rJYZH9lKG2TnV4FZoCQUyaLADY2dmxBE3prhlyIx3u/Crfa/d+N2pe00H/MCIptzyQCEJBXQYYRSIRlPL/hNX//Gf8beIHlEolzMzMWLRYtFFIiqTLXz6fD1NTU44arMs45ubm1NbT0iNAsra8Xk+j5nVoCgTRzzykJku34Ep38nA4rNze7T6SE1K4vW94eNiyslIu0D1jZS7bdDqNqakphSD/9q/foa+vT6XeofbKFMOhp+Dx+/24efOmbRsv6zw+Pq6UDrJ+qbYOBALo6elxXHCaAZoCQZwman9/v2VrZcn/UlD2+/0YGRlpmDK4vY/H1NSUMtaRgukZ6KV1OhAIYHR0FKFQCL+PfYf/uPkd/jbxg3IM1B0HTfEY0v5AofiqKUixWFSJIqSVX8okwWAQMzMzdcfM69AUCKL/lmfuDSi9Y6V3K1WtuVzOuFe36f12ddW7j6wHV1ZSN7sgJJ/Ph+HhYUxOTqK3txeZTAahUAj/9Q+/LVLIQ/aVbNvi4qLrNte7ZrqPXsHSD85kWQ+Hz/ZKrNcWr4PnEaQeMImctELLlUy6YNRLPXPRMn2vdF3Va3f4fD6kUinluv5f//Dbxo3LZ6RruZPWyA7O019TyiXpzSDZLO5L2MzQ1AhSrZ65eEjyzhWNQiOF3EgkUnePiouWcdtmiSAyes/t8eOfW/C3iR/wu5AzgpBKyYVBpvi8zL4R7t69W+OxLN1oSF2kgO6mDq9CUyCInWBXrVaV/UH3Y9KpSCgUws2bN2veaXq/SQaxa4csW1lZsazq1DBdNDmCHYJI+w+1de/evWuozY2WjY6OKjaS/ZSaLComKpWKq/d5HTyPIE7CHc9jY2OWVJ96ZnPKIf39/a6Qwe6j1nuWCe30iePz+ZD+Qwv+mG1B9F/Ojlz67H8u3YKeP32PUv6fkEufXftj9qwsl25BKf9P6vofsy3oKH6vjIQSCanJs0vQ1shhN+4nJydKTpKqdD3sNhgM4tatW67r8jJ4HkGcgAPM/UKkJZ2UQ7qcJBIJfPnyxfKs6X3nLdvd3a2J5aCPVM+fvsePf27Bv4+csU//cfM7/Nu/foe//nhW9tcfW9T1/7j5Hf6YPSvr+dP36PnT9/i3fz27/99HfraiM5UP+xePx1XSOTdtdhpTUxkT9skE3NJAKMvkpp3nbYsXwPMIoq/mppX85cuXFiOhjJOQsdHRaNQYG2Kq6zxlR0dHagJJB75gMIjfx75DLt2C34Va1Pn3se8Q/Zez3+k/nB383VH8Huk/tFie4W9pJGSfA4FATf4pp3E8T38XFxctAWnS5V4P7jIFbTnV4VVoCgSxY4F4Pj4+VmlxdMSgGpQflq7vjbJTdvXrv9PptEo4TUWBSSM1Pj6O4eFhTExMYHBwEOPj4xgZGcHk5CQmJycRi8Vw7do1jI6OIh6P1zwv82vRci35frvFxI3coU9glk1MTCj7h2SxZIyI3+9Hd3e3K9a0GRClKRBE/rbjk0dGRmpScEqKwrjq/v5+y3svKoPobevu7q7JlWuyhXCvxLGxMVQqFYyNjSGfz2NiYgKjo6OIxWKYnJzEyMiIEUHYRyon/H6/ci13ap+TnOHUX8of0oJuipAMBoOYm5uzrcuufV4FzyOIE8gBphwiI/Qoh0jHwXg8fqWb6oyPj1tWWROC+P1+DA4OYmxsDKOjo+jt7cW1a9fQ39+PyclJ5HI5tTno0NAQCoWCUcUr48ApGF9WP/Sy169fK49ifXxlW3T54xuL9QuCifQT+AHJYjFeQVrY5ab2jU4Yt1SF1nTJfphsIcViEZOTkxgbG0Nvby9GR0cxPj6OyclJyy67/f39SCaTNQjCGBGpkFhcXKzbPrs+1eubtH/IfhFBmOWRC5Db8fM6eB5B3MggZAFyuZwlgbRcYaW/Ej1end5/3ol1//79GjcMZg3R3Uzok1XvkG4noVAIpVIJuVyuJuZ9dXW1pv3yv6nc6R75nz5vMqOKtKSTvdLjUeotLF6HpkAQnusd09PTir0hFdEd+nw+H9rb25U61E5wrFeXvEf+prFQqkDT6bTaS5yZEQcHB9UxMjKC4eFhjIyMqN9jY2OYnJzEtWvX1Pn69esYHx9HuVxWk1Nu9UAjoVOfnPqm38Pz/v6+0pSZqAgXI6Y9bXTsvAyeRxAn0AeYubKkgC4z/dG7NhqN1uRqMr3Pbb2ybHt722LFJxuUSqXQ3t6O7u5udHZ2oqOjw7JXOfcWZ97dzs5OFepaKBRUhGEqlapJsUPWkQnyLlsGefz4scVB0bQNNPtslwOrXplXwfMI4pbFAoDPnz9b3C+kJkn6ZkUikRp1r/5bL3N7H/cukdZ0qfHhb/lfxnhLA6NTH6QNIhAIWJI1mFbneuyj3X3V6ln8h2Sv9D5Q/mhvb8fJyYmr8WsWJGkKBDGd+Vs/KpWKZW9x6Z8lM410dHS4ZkFkmek+/ZlcLmfZ8VZOdFIUXVUq1aWS8pn6wHIiTCAQwNDQkCuWsdF+fvnyBalUSike7Prg9/tV/IcbVlX/ll6FpkAQtzxztVpV6l5p4eVZ7hYbi8Xw5s2bht5tao/p+uDgoGW7Z1NSamnMlKyKbui064O8FgwGcePGDce21Wu/XT+Xl5eVHcmuD1wAVlZWXFP8ZqEinkcQJzAN8Js3byyrrMw6TvaKflu0Gzi9z8Ra1WNNbt68qZBQz7IovY2lW74eW08KYdcHPabdLlDKqe1OZYSJiYmard/0PhBx6efWSH1eh6ZGEBNUq1WUSiW1gnPVk3EL1GaVy2VjFsKLwoMHDyw+S5Jf1x38pKpWt0xLyqEjkR5eTB+zy4TDw8Ma9kqyVjwCgQDGx8ebauK7haZGELuV8vbt25bdYPXEAuSZY7EYXr16dentWl9ft0x6aYfRV38dSfSoSHmf3gdJDT9+/Fh3XBote/z4sWKv7PpABH38+PGF6vUq/CYR5OXLlxYjltQIcbLxo8/MzNR9X6Nlnz9/VmpRfbJTwJXuGiZEkPfZ9YEhvZlMxhhvf9F+UJZy6gPbxgzu563Xq+B5BHHij+0G//T0VG3yKXNQSTaBbFYul8Px8bHj+xotoyZLUjFOcKm5cmqbm/tICQcHBy11m8ap0bK9vT1lN7LrAz2VdQ2a01g1i3BOaAoEcdLI2N0zPz+v1L2SdZGrNT8+k8rZvU+2xaleWTYyMmJBEFm31FLp2eh1+YMyiF0fQqEQ5ubmatrjNHb17gOAO3fuOLJ9MpOJ3F7Crl678fM6NAWC2J1NCMNjc3PTog5lbIjUvJANGhwcdHyX3eF03+3bt9UeirqwLVdg2TYpjOuhrKY+mPh/p/bZjZ/+//T0FKVSyRLWa+oDkzN8/PjRcWycxsnr0BQIUm+Cyvv4++TkBIVCocZ3SLIu3A45kUhgd3e37vtN9dmVLy8vK/5cIqTJ0i8RQLZNF+j1PrBvuj3Hrn31EJz/19bWlHwjEVRvbyAQsCwuTt+jGakH0AQIIsFpkE1lt27dUh+ZH1p62ZJFicViKsjH6X1uywDg/fv3Rk2UZE1MWyjbuaRIakKNUjAYRDKZrJGhTBPS1Ea7iTs2NqaSQOjslG4gtKNe9ZDjGwXxALx7985izdbZG/6msG7aDfe8wAg86TwpU+NIA5vcytnOWs1k2LLdfr/fkqnlMmBvbw/JZFJRVoYs630Ih8829Tw8PLy0ur0ITY0gpomhr5hDQ0NqSwLdCs1VmdcfPXrUcB1OZSMjI5ZcvTq1kGyLbl+QKzfZLQr1vI/hrZfZ5rm5OYsrvbR3yDHT84xdtF6vQlMgiB0b44bVoSxgMrKxnNsLyGzkjdRhd+3u3bvKjiDrNFnK9fSpckJKJJHtjkQiWFpaMrZBb3c9lqtaPXNMbGtrU0its6XSoBmPx11t72w3fs2CJJ5HkHoCpekeWXZ0dIS2traaFJlSxRqJRNRWbuvr6w3XYVe2trZmMabJCS95ekk9dH5f/tYnajQaddwDvtGyxcVFS3yJTtnYtlAopFg7J0WAm3q9Dp5HECdwS77v3LmjvFF15z9OPAqlw8PDdT+c23qZCV3GbctcuiYhWO4BKO/TXeKDwWBNxvpGQbb55OQE5XJZxX1I7Z80XrKtjx8/Pve4NBM0FYLYrU76PTrs7OzUsCi6DMD9/5LJJN68eWN8X6P1VqtVdHR0KEu4iY+XOW5NLJTdfT6fD5OTkxduH2F5edliOZex5tLJMhwOI5vNWjx33Y5VM1EOgucRxGmAnci3fn1sbKxmox19teZEvnbt2qWwWNVqFTdu3FD1EimlNksekq3R26ariMPhMO7fv3/h9vHgrlbSdiPrlcjKvLtOdZi+wTcW6wrAjQwif9vxwc+fP6/xKZKx63JlTqVS2Nvbc6zDbdnS0lINtZLt4H/dki6RRqqmk8mkWs1fvXrVEBLYTdAXL14gmUzW+F2xDZItTCaT2NnZcazXVL/dfV4HzyOIEzTCSpycnKCzs7MmMk7XKNFwSC/f87Arsmx3d1cJtqQI3I6Bh+51rFuupXWdq3gymcTXr18v3L5qtYqBgYGaeBTd8s+48/Hxcdv3maDZ5ZKmQhB9YBudHA8fPrRoZOTKLCeFz+dDOp3Gp0+f6tbhhpoVCgVLQmvT1mrcItpkSZeUhh60o6OjrsagXvs2NzcV9ZDaPSmcSyQxJf++iOzjdfA8gtixVPK/6WOZ7js8PEQul7Pw+FytpcWY0Yizs7MNyTl212ZmZiz7p+s73XKbNsoqUgaQFnS6poRCISwsLNRlZZzax/uHh4drNFZSTpJ7IPb19SmtmRskdNM+r0NTIAjPpsPpmum6TKGp+zlJQxjTe5oi9dzw17LsyZMnFjUp9xeU8gh3wyUVsZNH+JyUP9yMg+l4+fIlUqmUyvUr6zLJaktLS67f7TQm32SQXwjOQ9I/fvyIdDptSUmqH+FwGIFAAIlEwpKm9Lz17u3tWSzQMgkCV+twOGxBEF2tSwQJBoNIp9P4+vXruceA/yuVimUc5G/WS8NhqVRSTpF2dZjgG4t1xeC00px3cszNzalYBulKQU0SV2q/34/W1lblTu62DtMKWi6XlXAdjUZVrIi0MTBXr+4xG4lEkEqlVJsoKJvqsmuP/n9lZQXpdFotBFLuILKQxYpGo3jw4IFtfSZK0Uj7vAxNgSA8N0re7Y7d3V2kUimLQU5PTCB9owYGBuqyCfVYDO7nTt6elntpuOQeJrrlXBrtmMW9UXZKtvHo6EghrE7JdL+xUCiEQqGAL1++XHjc7Z7xMjQFgpgmXL1zvWs3btyw+Ejpcd+cIJRFZFiuHTVxmiTPnj1TrJJk8UghqL6lAC/tENKSHo1GjUmq3YwHj9u3b9ewmRJRdD81HSHPM+ZOZy9DUyCI/G03ORst293dRTqdtliouYpKtSYnZbFYVLEP9SaFaQIcHBwoVob16YY5lvl8Pou6l0cgEECxWDRmMHHblp2dHeRyuRrKQY2Z9B7mVgtObiVuv4cTAnkZPI8gVwnz8/Nqrz/pfiLjL+gYmE6njQI7wc3HHh0dtRgMfoI8hwAACK9JREFU9d2aSMm4xZpuEwkGgyrp9nng9PQUlUrFgqgy5kN3r49Go3j06JHrRee3CP8tEMTuA3/69EnZRUxuJ9JfKxAIIJvN4sWLF+dux6NHjyyevXoAF3n+lpYWYwLuSORiGRTv37+PbDar7C26mltSkVAohJ6eHovm6r8jNDWCXITFYtn9+/drYq2l/UEGNEUiEZRKJcsWY43Uu7GxYYkPkf5P5PtZRmFdev5GIhF8+vTpXP199+4d8vm8xWGTCMG+6km25Y5V5+lvI2VeBc8jiJ2GhP/lfecpOzo6Qnd3t5oYMt0OJ7KUAdLpNEZGRow7VJnaK8s2NjYUlUgkEkpQlqs566VlnSwfBfXPnz83XO/R0RF6e3vVe2Q8jKRQMt58bGysxmreaL1uyrwOnkcQ4PxaK7dlz58/t6g5de2OVH36/X60t7fj7t27dT+6Xu/Dhw8tquRUKqXcOKRDYjQaVXsT0l5DCrK5uVmjlXIap2q1iuvXryOXy6kk1LrbPBcC9jWTyeDt27eOC5NTP93cp4+VV8HzCKJPBtNhus9tGY+pqamaHLjSss4JxOjDfD6PZ8+euWofD5nEgfWk02nlyKh7GHPLaOnxK/cBcTM+9+7dszhL6pZy2Vcip77PIOuR9TmNr919ds94GZoCQeqdGymzK//48SMKhYJFoyRDZE3UpFAoYGNjw5GS8Nr6+jpaW1uVFovvoqpZpiAlMtI/i9Z1v9+PXC7nKsldtVrF48ePUSwWLWycdEzUXdojkQj6+vpwdHTkapGxG183SCLPXoamQJB6k1z+Ng260/0SlpeXLZNFtyzrVu94PI5isYjnz5871ruzs4POzk6LVVxHEkm99AAuGg9DoRBSqRR6e3uxv7/vOAYPHjxAqVRSbTX1QYYBJ5NJpNNptR2E23F2u0CZrn9DkCsGp0l53rKZmZmaSSoTu+mapXg8jnK5jNu3b9cknjs5OcHjx4/R1dWlWCn6fBEZ+J85d6WKmdcZP0Ikyefz6O7uxtraWk3ShoODA0xPT6NcLlus9aY+sA2kknShP+/4/RbhG4JoZQcHB+jr66uJOtQ1WtIlIxwOq22dp6amMDc3h+npafT29qK7u9siv0jEkHJHLpdTWiRql6S7BylJMBhU2rSuri709/djZmYGc3NzuHbtGrq7u1EqlSx7k9j1gc6IkUgE4+PjOD4+vpIxdVPmVWgKBLFjnxplsdze9+bNG7S1tVkCiKR8oNtLwuGwEr7b2tpQKpWQz+eVapgTVQYl6ZGC6XRaIQnfLSc5Vb+MPgwEAvD7/YjH48jn8ygWi8hms8ryL9XUUs6QfUilUojFYujp6VH2lcsYPztWtplkD4LnEaSeDHKew/Qsy3heXV1FKpVCKpWqybRusrjzP710OblloJOkPrr9gxM2m80ilUpZXOGlfYTsFlXAwWBQURVZp0Re00ahpB6FQgFbW1vnHsuLjr3XwfMI4gRuB/g8pL9aPbNbkOWR2zRzwpq2ZJYrte6+IW0tktXh84lEArlcDrlcDul0GplMRlEcWRe9fiVF4aFbxU3OmOxPJpOpUTBcZEwvMvZeBc8jiP7x3GpX7N7hpkyeFxYW1Gobi8UUW2KiArp6WPL+OrWQjpGczKQWbW1tKBQKyOVyiqKYEI/J7ngwIpHWcJ1yEXGy2SwymQyWl5evZPzsyr6xWFcAdiyQfr6qstPTU4Ukra2tapLK+HBdMySv6WyZZJkk+6V772azWXR1dSGfz6O9vV1FFOp2C/kOyiZS5pEGwVQqpSjT8vKyqzFolHVqdJy9Dk2BIPK3W77Wqdzth5XHo0ePkE6nkU6nLSu+fpYTk5PTdF2u7hKBqFWKRqPIZrMol8sol8tK8JcxK3osBymKqS1kEaXdppFxqXd2+z5TuZfB8wjiBFfJDuhl1eqZNbxUKhk3s5G2DSKEjLWQLI68j+xYJpNRv/P5vFIOJBIJFItF9Pb2oqurC6VSCYVCAdlsFtlsVjk9kjrp6VX5vng8jv7+fmxvb/8i7FSjZV6FpkIQfWB/6Y9ZrZ7Fs4+PjyshV7JdXK1N2UF01oyIQsQol8t4+PAhFhYWlIqY2qxIJIJsNov+/n709fWhr68PPT09yg7S19eH3t5etLW1WdxjMpkMcrkcUqkUZmdna6zvJvnABG5li3rPNhNiEDyPIDopNv02kXH9Hab7THXZ3SfvPz4+xpMnTxQ1oSWcVMTkFCj9nsrlMjKZDJLJJIrFIu7du2dxY3///j3m5ubQ3t6u3k/5gVb0vr4+DAwMYGxsDKOjoxgZGUFvby+KxSIKhYJ6tre312Jxv6jMcB62yum7eR2aAkF4diODON1b7z31+G/9nk+fPuHevXsoFotIp9NIJpNobW1FLpdDJpNBJpNBW1sbcrkcSqWSkmEymQwqlQqePHliQQz92Nvbw+LiIrq7u9Ha2qrYJR7ZbBb5fB6ZTEbJKdlsFul0Gp2dnXj48CEODw/rjoNd/9yMc70yN2PtZfA8gjjBRViny3pftVrF58+f8fTpU4yNjVnkAx5U2w4NDWFxcRHb29s4OTlxXcfx8TFevnyJe/fuob+/H+3t7Whvb0cmk1F10Jo+NTWF1dXVms01LzJWv8Q4exU8jyD1yLX+34mkm55x+6zd+/QVc39/H9vb29jY2MD6+jo2Njbw5s0b7O/v112JTfXp952enuLTp0/Y2tqqqUNSi4v0Sa/Xadwa6YddXV4GzyMI4DwhnVijix6m95ne7XSf3bNObT3PfU5ljfTVzbsus31eB88jSKMT2Ol6o2e3k0K/3+75evc30g6nOi/S30bL6rWtXpnXwfMIooNpstW7fpX3uS27SL2yzA7h9Pe5nbBu26ffe1nt8zo0HYJ8g18e3CLwbxF+cwjSyGr8rcw7ZV6FpkYQL33gb2XfEORXATuhkP/lfXqZfs2uzM2zjdTrpqwRIfa872uG9nkd/h/ObIZuWS2ieAAAAABJRU5ErkJggg==)
The Sharpshooter Coil is 9.5" long x 5.5" wide and designed to search areas heavily littered with iron and other trash debris. The shape of the coil helps to separate nonferrous metal from iron. The coil is light and weighs in at 12.3 Ounces, 350 Grams with coil cover. This DoubleD coil has good sensitivity to large, medium and especially small targets. Very easy to use and is excellent at pinpointing targets. The coil is waterproof and fully submersible, the body is filled with epoxy resin. Additionally a black protective coating, the same as used on marine boats, makes it possible to use the coil without coil cover. The coil copes excellently with high and medium soil salinity. One of the best coils for metal detecting for jewelry on beaches. Recommended for professionals and amateurs! Includes coil cover, hardware and Velcro cable strap. 2 Year Warranty.
MSRP $140.00 DIXIE PRICE: $122.00 + shipping (Price subject to charge withour prior notice) NOTE: Due to recent (Febuary 2021) huge increases in shipping, we are forced to increase our normal low cost shipping to a much higher rate. Apologies for this out of our control inconvenience)
Specifications/Features subject to change without notice. All images are for display purposes only and may not represent the actual product and/or current style, color, or design layout.
*Advertised Shipping Cost Limited To Continental United States,(Alaska and Hawaii excluded)! Shipping carrier and method selected by Dixie Metal Detectors. Please contact us for other shipping options and cost.
- Model: NEL-9.5X5.5-Sov
- Manufactured by: NEL