This dinghy control line got its name because of its spider web-like strength thanks to its Dyneema core and twill pattern(smooth) cover. Spyder Line is just the right small diameter line needed for higher load applications. It is very strong and low stretch, and is flexible yet firm enough to be fed through small leads, micro blocks, and purchase systems. Sizes over 1.8mm have a braided core, allowing for additional performance modifications.
Applications: Dinghy and small one design cunninghams, traveler lines, vang systems, trapeze lines, outhauls, topping lifts, halyards, and twings.
**Sold by the Foot**
![www.neropes.com - New England Ropes](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPwAAAB1CAMAAABdynxFAAABSlBMVEX///8PQ5HUExkQEBLVFhz65uf4+Pjk5OSrq6tEREXJycmoqKmXl5j29va3t7fy8vKKiotoaGnLy8vpiYzWGyHr6+tZWVrU1NR6envne37539/87e6RkZLR0dF9fX6+vr8XFxmfn6DaNDntn6HyurvhXWHeTFFjY2Xd3d7lcHPZLDH1x8n42Nn30dLwrrHcPkPsmZwgICI1NTfqjpFbW1wsLC5QT1HjZ2vdR0z0wcPP2elwcHFAQEHof4PZLjMvLzEPTKgbTZcQCABafrRTeLCxwtvi6PJCa6h6l8KnutePp8zAzuI1YKLV3uxujb0PTaoALoQ3Y6SWpLmInr51jrRIdbdkkNGLp9ExZK8/NzMuJiGFkqhHT14iGBRrhKprkMartcUAKIEFPIxqeZEiWaxLY4p6jq1TfLiJkqIwab11hZ9XiNMhLkSzyOeUGHAHAAAWaElEQVR4nO1d60PiSLYvPRISEpKAPCKGhKDIQ0VBCGqwFXw/2pmevXO3u3d7dme29+7evXf//6/3VFUSgoI6Y7ePO30+CEVVnfM7z6oKRTchX4KOzr8Im9dJ1zO/Y+3PZ2Z2nxvDs9HxzMzRc2N4NrqcmZm5fG4Qz0Xo+Zmz5wbxXIQ5P3P63CCeiy5Q+YH23Cieia5R+d9tvX9HlT/+FRMSxel98TgR0slHY3oqOqG6P6ziCQKRoZUoQpeonnCru6irRIRuzQGFiPEvDvRr0DlT/voBI9USuIq8D3oeuolWKevYkc6aqqUlKCl2C2wTFB0S2drXgvzl6Igpf3jPqKTpWaZtAHTiVTDykIpDSgE17I+3Adx0og254j6kU1DLgd1Svi7yxxOP+nv3eHkJAPZN0YOWIIJsg6lDWmqlHdabUCw54QG0izJ4RGrVWu0EKArY2dvJ8ZLogit/90LvVC3RVlMtkDG+NZKsEbkTL3VkkPsu7UbDQNsqyhImAla7tJAFxwMbDE96Gi1+I73jyl/dNcaiyoF0Yy+Qbqvg6ZAnNd0R9eq+FK1xSRIHvdOVqbleLB1z3WcGd8RnXikWFUdN3PxcIF7JBJEmBPRvL2/xuAxoHsX5ooC/JF0Hyk/d4gkdptxk4xh6TXYdR9ftid2S3u44MP6Z9vby4uz6+uz45Lej/kJ05Ss/MxVKB6qmbk5fth0rJU3b9WhCvy+Ga4L29vjs8HQmpKO3jwD+BejtzH3Ka4pjVqdv6WSMipI7PbLtnPqhRk6O0dnvZm7R8x4mj0Mc07yQoktcdtp8TfKKTjYP06wjvP3hD//x4+fbavt03/biq9J5CGPKyUYCT75jp5ZVldZQc+B2MXx7fH52dDU4QJqqOtLFl9LkN9BI+cnPcvJWTezfcY7BLd/HNDH6ad9Awsnl8fnF9enV4C6NIzR4xrI3CvvJLtDMFnSmTT4h1tAUE8J/Hv10fXR4dHp69WCdX4Trd0MQE2tPsgtSfvJM7fzo4Cc17QydP85gZN8Z23fRc2b91Z0gqpCXJ55Odg9xysElGsfQppezh9Dg6+o3lbTLi4tQ+YlrnZj3YILyl3yxfv/DsKVGysZvo2dJ+uOjcRCTXJ9vgXnzMy002Gk/Ff+gnr0+5XevbqG4nfVFaNk3lvi31+H4g6N4Aj5m//vVKT/RXbd8n+oSKRX94DiyOZ05OK8NP5KT31zqfHryPe7pZByDG48x7Zob2b6cXAzGRh/8aZhLF48ns3o4PfFz493BVCRXF9HTndANDyXJ81sGe/9nSxs6j613T/xN2T1wTy/CQOxAQqXL/Mn50YSBn2tx+DQ5gX4N/ZqH5o+mB6AdHJ6d754IyU+qPIyfX9+ujYzeZz9Cjfzlsco/5Rbv8MGoDn6Kq2BOL2inqWE8JT/a8398MtWPB7eED46urycWwINzMuyT3anKv/tzQh9qj/b8U53p395ScnDN603y/HZsH/y1CjXzr1OVf08U0MmPj1X+IV+XPI6SJ7iXvaX6YbTY3AqKg399yKc+TPf8j7Vhp5h/tOe/vvK3U31wdH7zgev1+IiDn2oyyMmpyh8Zn7SP8h8fq/xTHOvGNLu6Pp70NPbGhuWCDNt35PypYXtDcrfyP//8y33KP8l9oJOL06vBYHB1enY+dUc5vv25EIe11J/eT0N9QETM+Tur/fenhzPf36P84Km+0BaEe747O4lqf9bR1eHudOV3P3VU867t7c9YyS9/uc/3z/kYb5yi2h+mVfgwvZx//tun7H5Km36w+eV7upRc3ef6F3QfSBitCZ9JCsTs1F3Rwd+LJhTJHae677GYXdzr+RekfPCFPVX+cmg40g9TtTsjQ0mt3bXWfT8zuLfiDV7WdaDA1wd/+pDo5qaX+3+ow8QH8c5z0jS3Xx1dn10c7749eXm3wPxlERd6E0Qy9QHl+7956rB2co9nx2lwenh2/PZFX1nwbywckk/78vSjy8F/JbtdTZi6HNzU+931eRDiybf027vrw9OrF3j1lS9gP+aHTqpzOT3pa0MxpT7occYg2E+eXF5cHw2iXS/vwjvb7nz3wwcVvDvi/p9DFWThQU/xznZ30dmHgxsfD66f+XvqiZTExD84y1qgTN/EHfzkKFgU/vEQ5SfR0dmLC/mA8AD8meRKirv73TT0/yAf9hV9el5Mp8Hhxe7Lvqi5+/5SypnD6Y+qvnv70bCGv/ZM/+764mXX+4A6VgfI26muP3OV6pA83PWn1xeXz38X56GUTZequn754+nkp5if/6m2XNO+84nGwXcHM3iYPMTT5Mvb0txNGujVT/TNCbt18G4wrhie+fXUBzLtO6uD9385+8Pf//XqtPZJAEVqRT9gdy/ODo9O310NPn/+H23oVD+SSE0cDK6uTk8Pry8uzo9xGbOtT8MpX/G/AjKcfde89V2tT/L/KoaT6+ue9u9/H19eXuJuPRmtZfJwONxXp0x+DaRByitN6fM+6Brpu/Jwyj09PSUq6a8F7Emo5Fkw8UZW2nRUwyUpVwXVmaC+phjV7u2bWq+KvJQFjnv7Ll6K3Uc2Sb6jgCxVb/VnuwCl9uSLqa+GBM0D+qzyBtUcUXVUuk0T0rgktIo372HWnLSov9I6HyEVxFIqMeZDBb3abQXX0F1XB2fcPjoOABi72/BKqW26kgJh5OflhKLLVq4T2CMpOyB7JTs3Sg7H0/XUay70IWUFD1TQBb+q0V8ftDvjidCWHBDbbY3ZQ+22cpaXeh0/sbqfVLBxvW8JRGuD5CRUrwTjOZ7NieCp4EhtUiPqvtQC8J4J65cnU7aw7BlZWe7T35zcLuJJrANiV0qA7kBNEJ/43JbvpDpGPpuyiexpxNJJHHPOTuWJaQi4USN57BExFHWLZD2ZJFJFTMws0U02UE3ViGIIgueQYtXmPTrRPJGkkYXlxkkCFFr2ZYLjqxMXftm2QdXBdiHdbxGlFU96HIFiMQTFahoZIzYuUqQiLSYjQQd5SWIoDKbMpWfZ9BoxLYYrjdNVOrBTtaybors5qasIElTVEogKtBIpyBXboKsAogXtRA6qiRYoDpRsD6RiHwwbcHsC3TQOTLdBwYG2Dv28C14CwxoHJixwaxJYdgtyxOmIlFHNmFrHBCJKxVI7D1K21Eq0QTU4AnHE2GbYusUq5OwuFVmyDXARjE7BmNAuUuktKr2V9th0k+KyoF+UwIh3QfXaObd/Q7LTcnN9w60p4GoSyNkS5EXoCyksVPugFqEUN8EVXDC1FhQTsJ80MCv7IOcBajIbaJF9sNPQ0nSoEhyILNIq7AuITjNwP1MUut00WDKo+Vs/J43n6e38kmMLNbBUSKkgkTYUOQJD6wJGBWeMIuMAcQfBVEFHGQmUkfTAENoMZtZk0hUclKe4qmAlcaNoQ1ezcO2U3JSUk24qr5T6Uld0wZGhJKfARcsbDoCDTrc7UEU7m+hL0YO+LWFtQtfq0FWr4KrcNzQ6MGKrYgtMjBv0mptAW4slUEyquYQlTuvipHwO7G5JsHIkiZucGmrteSRfAldmP7USiU1sENPo6T54so8A/am26C8NWyrGmd0GC7GpFkgql8HA5KCjdrl0D1x/EBabtupCigNpiVp1X8KyOk5FL2UYcWJUieZaRMWapLtZoeORYt8hsoSJWyVZ7En0RaK4Ndy2kppk4sA0DhSEqsUGOjjQy7GBtqQS09VIKkUE3b+ALGSzuGWlPyeV0JNZFxJx2C/ijsbIewCuYisGP8FmSdYq4vQsQQR5xpiJjLsKUfs2sTqCljNIAmUoOAjNV5MUhFmkMOOujtJRgVxS6Bik6MrEQcSpKg7SsWwYxq0N5xOR4BVlUEQal/tZCfR0CTPJhZaJ3uq8iodzjySnnbVAx4yMY56kJWjZmGSv/AzzcBIEYleTNWgTETqk1nnJPxv9ahSnR5vfQ6x/o2/0jb7RN3oBtLiwV9+hb9br8wsFQlZ7Cwt785R6q4XKQh0/IlsL9WV82eEjKOEoNmhvobeKraBjqb63xQes98qN8h5fzYT5vfpSROTSwsKmz6Y+X1+jb5r1hXn60kOuW0s7Y6vgZh3l7M1vLYefrPfeNMo+ixgCoVA2GYDFPWTEgPU2ebvceFNZn6b80uzsbJ2+qc/ONpLsJaD1Jv5Bnsv4QqG9mZ0t+7NWRqNQ+R6+NOnHjdnZCuvv8b7yIlMxEMFpB5sN/raCb6lZBJy4wl8YZZqj4YVQ0sYit2WFNyshfk50TnOEi0rc9N9HTR8lymmFvinz8eVwdoMa4o0/pMnF+FwWMyNEfotaZz0wQmibHm0tBB+PDOcb8Y0/cZWzXh5B3xnzjk8LtL0Wyt4M8Pt4hdDovlMWgvdzhYm6M+AbvvwmfwlNt826qEqz6wx04PiIgfd8zNRw8+izGL5uj7ppUG/gx4uhxKZvMuJPXOAemotFwAZupRTRh84qjNk96gaUFYYOM8XWqGt+ovLNwGZ7+OrL783Xe/WF3jqNggqXjiMo0iB80NxzmOdYLiprfqZUuNKVwBkbe8wEy9x4I104Pq48U7bHJ67wqJub42gDMzPtGivbZf/DRTo9s7JCh1GLUvzllZUMV55iXNmqY9laaZI1OmRzfROHzq1OVJ7btcDcU+Fe2gj6khlqsiA2VkY9QiOqDgve2W3CpGEoUoPP0eq0wjWLpAuPDj6a+CmGWhfm2MRVFkixpUxU+SZnygy1wvG+KfjJEOPtAheNr3XeIqFpd5j8xuSoJzxOdph7NjmTvaBvjaHe5O5ZjaiwPKbOauCqTSaa4VjluPeCMIlFHTnrV5nVID6XmNuY1Whh3owqX+d9zAh1VixZZiUbzPPUDdSQQoYV0bLPOTAt47LYm6L7Og+yJhPsy2+SWGyt4Ou4yt2zSVUIQ6LOOtbW1phOe1wH5ukV3slTbK0ZqDtChIMbQdzwIJhbDHhv+yJ2ZseDrBzIbLJiuRyo9oZDXPD9VGHaLCCuQkHwg2Fh6ioXAue6UQsi87nMHCYerV/UIcIOG7C+OBup2DQ3mQeZkhucxyLBP1tM5puoiCBuuT3opBV/5fMnxghLr1HULc+OsmrVl0JNmImUD9/ldT/KFpgQqg0rGmUSFuXMyrR1jhq73KCYufzRmkoV3aL+5EtJbC/i+J1w1CrXJ0OjI7bKgmeemQA3H5Ro/PT8uGVEbUxrlu+tuW2UG1vnnDYDr276LAjHQDNsvcwsUwkdv8OygLphwzcXJsFGgKtOoivS9mTdWYlCRyys8nQL11S2NKE5KygkMzdbbmYi7psPRpV9eBsU4uo8A0IB8I0R+sDfuIRmoyB3BN+ZqCPju7zJOa0EK2K4Z+LewShjYYbxlAkXTW4Uin9ja77Co3AtVHeZjC3ak32/SZmh0Eqdy6dc3pTLZb45odW6PpvpZVh/I9xzon5z5TeYuvP+qD0WsfQNh0OCJXtztD0MVNlmqLZ89osYpAsVFgk0sJlYtnr4NWoUirOZNebuSogBx2yOuje4QRrlRiOzIQQ25DR5la9QZtTiGSY/Nje2hNFlrzFbwXBAc4wcX5iN7lYLzE04sZGhwdv0O9nyR1UIstK3NS4sy9wqVFiT+TLDXLUc+Dua8qPt3fYir1B8LaIGXInushuxSOj41AzSYJNMoBjr8PdVOzdqE1MAAS5zAKMitjQb3a0uMR35iunvqtiSTVWiyVYeLVs02XtcyhKfuO6nKd3qUyux1WMlwj/UbiXwJQ9hnhmjuKC609CJuI5JXGYZMXGLQ2Gs+bET7IxHawNfkjN++IyM0hszcCXMdCa6zvHF2Owt7qIFfyg1TG9pyz/NVJhBK8HEcI2mRtmOQNgW2LzAFKze0fgv86GZRqO8Mb9IQqOGyvEqux3dZUSpx8TwsugfaiKmW/XzhSkWbjoYoMgZrcwikevAVeK9C9yQ8yPDxyLb8GbAphdMDDZRTT8KQ+8sBTHOlaf5W2iEwubChYTaPeKUPe6uCeEwUmM+WLn8Q02vsNxsNpebMR/GXJJkZsdMSj9eKCwjNZt8x7/j7xcyMT9O5wtNtAkrfNRy9BRQn48eW1Bak3uRbzQK3Fj1pXlm6XCP2WNuW/d5MctmdoTNDA+FG4phlm6sU1zLSzFmF2RfKAfBcpOWuXNY5lCbzY/A0eYSD4jCuOOjp6wyA0/7WOqsjPdSHdbDRj0W6UE8qGxjMTJxY9QZrsv+MZ8iYGtN5FlDsI1ZGtMmoDWeyuXy3GywhNwkf/1i56zKuHzaZLZY59E/yvjIqZEm80ZkR0EHRU7f1OKjtWiHbmyby0vNHSpmlU7sBZC3SGSN5nv3UB9kStfDTJDVnN4s+rYYbdv3RhzeRM/c5YlfjiQbvlXKXP7IS9ygFW41tnqOcilq4FWWMrQys9Sh6SeUeRcufMHGgdHGZmhCmhkFwZ+47k8cRd3GqDz5hxpWedcCpJRYBRg/NESewlB3jJaJyV8MreJCFj53WaNOm/Np9EhinSZjJrr+LYxG8ZWNBWQsBBJjIOrLDALi88f2KqEPVlAudQ1z5mImOFTQYZnMduSRD9Vnm7/OceVZCuMhPcS/FY5dnw2Acavy/GtM29gvxha5QxcX2ZvFQsynAvsc3yzyYdGlYnxUhEcsiI7lra1VOkyIDl4srK37PmDiYsFE/kbgA6NbFPYhR+IDpLSzubkc8EFgI7eORMU43MLS1ubkZxjf6Bt9o2/0jb7RN/r/SbqpKCoR8ySrxklRTJKESoidJlm5RmqiRtLYVLEp0mYWewViJ4gm50lNxqYoENUmSTpfjJM8nW8TwW8WcT79cYVY9Ht9domQnc2bGm367GzOLtIkapHE5ThJyxpDh3BoM0CHcJI4n3K3eS9lF2dgSYCOzadgdV0f3XMvubl+jljQJwZ42X1w8gBFFdpxA6qCCw691ypCF5u5uARmDZtFaMV1bObAjLdAVaFUM0ESqmAk2yDWsOkgOw8sZEevyCYUaGc9SMX7jF1RxKbB7sbqxRLYMnK3oJPFZq3Frtcid1fLgZXvgmhDKa6ClEXuyA65Q02FfjxF/+MLcOLIzoa2pkMq22fYbfo/wSBYwtEhu25NZ1d0jSyyc/fdyJ3bVt9tVz1ZhVbShI6QA13rgppmCvWTVbAEVKiIIh2QNBSptZmMmgj7qIEnIAIElBfZld5cUkINgALqaibkkB29omzb7MaypHXAQu7IjtpHIimmkIzc8w7sax5UkyG7tmCwponNtArdLNoHFdKzyC6B9jHBJR2mEIIN0Bkaux5Nm5RdKttmd6LTiE7Q0ZntvuR2+hHlJbdtWfxOuQndRBXcdBssuwSOAiU7BVK6zy5507vItgH9hITNFpgy0Nvg7YQL1UQXTBHoNfl2OgeddBcsbMo6Z5do0yvUIJvsAjtlZ9j8Mjpll3YZO8UZsQu4W7CfzjHu7E4zsrNzITt6H97mYI0I2CJH53OnzYCdjdrJarvt9kcXjjueV1UwRtOk303WWi7716osSBC3K8S7LlHBIDqIJNeKZ/clksBwo//UQbUVT7b7JFFKYdMhqVKeINN8K0VkbHrYlLqk1soxdgZl19Li2FSxqYPK2HX7xGbcVdIpxbU2ci95xASZVEv5ZLtN0sjdCdhR7h3kbjJ2UjcZb7mMnQU2gk3eAKtRsCWDgy3VKLs8yjeqqWr405X/A0PCrrP/74lRAAAAAElFTkSuQmCC)