![VICTOR/JVC SX-5 Specifications VICTOR/JVC](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAoHCBYWFRgVFRYZGBgaHCEaGhwaGhoaGBoYGBoaGhoaGiEcIS4lHB4rIRgYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHBISHjQkISE1NDQ0NDQxNDQxNDQ0NDQ0NDE0ND80NDQ0NDQ0NDQ0PTQ0NDQ0NDQ0NDQ0NDQ0NDQ0NP/AABEIAMEBBQMBIgACEQEDEQH/xAAcAAAABwEBAAAAAAAAAAAAAAAAAQIDBAUGBwj/xABFEAACAQIBBwkECAYBAgcAAAABAgADEQQFBhIhMVFxIjJBYXKBkbHBE1KhwgcjM0JigrLwFCRDkqLR4RY0FyVTc5PS8f/EABkBAAMBAQEAAAAAAAAAAAAAAAABAgMEBf/EACsRAAICAgEDAwQBBQEAAAAAAAABAhEDMSESMkETIlEEM2FxgUKRsdHwI//aAAwDAQACEQMRAD8AzMK8MyxwOQcTWAanRYq2xiVVSN4LEXHCeYj1m0tlcIqanDZh4htbuicNJz5AfGXOFzCojW9So/UNFF+AJ+MdGbyxRz8GKpqXNkBY7lBY/CdVw2bGGTm0UPW96h/zJlomFVRYKANwFhAh5l4RyajkDEvrFJh2rL8GN4T5v4kbaRPBkPk0677AboDQG6J2L1mcWrZLrjbRqdyMfISG9Nl5yMvFSPOdz/h13Qfw6wtjWb8HCNMb4q87dUyejc5EbioPmJGfNrDNtw9L/wCNR5CUpD9b8HGhDE63UzLwbf0QOy7r5NaRamYWFOwOvByf1Ax2h+sjl0NZ0GvmJh1/ruvUSjfAKDKbKma6U0d0rl9BS1ilr26L6XpE5R+RqaZmoamC0MCBQYMMCO4XDPUNqaO5/Apa3G2zvl7g8zcU/OVKY/GwLeCX+JECXJLZnYqbzCZgoNdSo7ncoCL6n4iW9PNXDKLCipHXdj4sSYmT6iOVRU6jUzPwx/peDuPJpHfMjDHYrjg7fNeAeojm0BnQXzDo9D1R3ofkkarmGv3a7DiinyIgP1ImHvBea18w36K699MjyYxh8xsQOa9I8S4+UwoFkiZktEy/fM7FD7qNwcfMBIr5s4sf0CeD0z80VFdUfkp2MGlJ1XIeJG3D1O5S36byDXw7obOjodzqyk8NISg6kJgiSIUYCn2TrmaC/wAnh+wPMzkbzrmaB/k6HYHmZMSM+kIyVnRQr4ithk09OkSGJWysVOi2ib9Bvttexl7eVmEyLQpVnrolnqX0jc21nSawvYXNzq6Sd5vZEypNeDmQYaK9pG7wxJAWH6ovTEZMj43G06S6dR0Rd7sFHxMmyiYXEBYb5U4HLuGrNoU8RSdtyupPhe8zGaOd1fE4vEYerTVAgZlK30k0H0NF7k8rX1bDqtKSk7/AuDetWVRckASO+UlGwE/ASNlE8gcfQytBmMsjTpGkYpqyxfKbHYAPifjIVfFO21j6eAjYMbczJyk/JoopeAMZAyz/ANvV7DeUmMZBywf5er2DFHaLow+DoadREuQGYAkbQP8Ac6LgMh4ZLH+HRjvqEuePKuB3CYLIzWr0zua/gDNc2Lcm+mfEz0ItUZ5E26NYmKUADQsBsA2eUcXFJuMyS45/fPn5x5MovvHhD2mXSzWriU3kd0WuIT3vEGZMZVfpA+P+44uVvwjx/wCIqiHSzViqnvDxihbePGZUZVXpU/COJlNOsd0KQulmm0YllEoEx6HY9vGLGNHQ/wDlF0hTLkqIWiJS1sosg5x85XUcvPULpe2jY3GokNpaurmyZe1WOMWzTVnRRdmA4+g6ZW4jKiDmKW6zqH+5VM19pvvvENOeWVvRtHGvJJrY526dEbl1fHbMdnfzqXBvNZqLTMZ3nlU+y3msINuSsqktGcghwTpGKcap1zNL/s8P2BOSNsmzyxlY4fIyFTZ6iLSQjURpgliOvRVrddoQV8EZ3wiuzzz8qaRo4RtBBcGqLFnKmzBPdUHVpbT0WGs8/q4p2Ok7uze8zsW8SbwZOw2m4W+iv3juG4dcZyjXpBytM6SjVfXr4Hp4zsjFLhHC5NmhyLnli8Mws5qoNqVCWBHToseUh4G3UZ2DN7L1LF0hVpHqdDbTpv0q3odhE8/ULMNR19F9h6uO4/7vLvM/L5wmJVibU35FUb0Y6nPWpN77tIdMmeNNcbHGVHasv5XTC4d67C+iLKvvOxsq+O09ABPROE5YynUxLmrWcux36lUe6g+6o/dzrO++mDFEJhqd9TO7niiqo/WZzhWQI2kLsSAvUSf34SMUElY5PmiK1ju/5nRfo6zrOmMPiDfTOjTqHnlrakdvvX+6Trvq13EwXsGQ6Wlew4jR3W3RhiQbjksDdbbQQbqQerV4TWUU1TFFtHozKPNHH0MrBDw2O9thaNY7XRHPFkuR43jYM8rIqk0dcNCrxtzDvGnMyNUGxkDLB+oqdgyWWkDK5+ofsGOO0VRlMl/apxP6TNQDMxkz7VOJ/SZpLzuRnPYu8UGjYaKVoyBy8F42DFyWMVeAGIgEAHBCaJ0oRaADeNxWioBO06ozkA3eqepPnkXLZ5Kdo+UezYOurwX54snYwjsv7QjFGFOM1QQmZzu51Pst5iaYzM528+n2W8xLx7QmZ0w4ZEE6gDYS0z5f/wAvyeOjlHvCgD4MZXssvs7cCXyPh3AuaRRz2W0kPxdT3R4pe5Gf1C9pzZqpVGsbX1X16geHE+MrcOgJ17JPtpKyb9Y4j9iVmiRO5HATqtkbkHk3G3bY7Y/WTaD+7yLhgXIUDWTc9QBBJ/e+SqpGv97NUYze53Bq+S8BiecUARz2l0Cx/PTA4tMFUbk21XvfvE7NmlktamSqVCqLrUpsTvAd2dSNxGkpHATlmcGRXwlU0qq9hwOS6D7y9e8bQe4nDHNW4/DKadWUdMu7Bdm87JIqk3N+Hh/zeI0Be+uWeQMjPjKq0adwLjTa2pKf3mJ39AHSZq2lyJHW83EK5OwoPuKe5gWHwIkrSk7GU1SmqKLBbKo3BVIA8BIF54+WVzbO3GvaFpRpzF3jFRtczNUgEyDlX7F+z6yUxkLKn2L9n1EI7RZncm/aJxP6TL+8oMnj6xOJ8jL6d0TKexSxUQIZMZA6sONiKBibAMtADCaJgMWTBeIvCLQAg5bPJXifKOZqHXU/L88j5aPJTifKO5qnXV/J88nJ2MFs0phWhEwpxmgoTMZ28+n2T5zSiZnO3np2T5zTH3AyhvBBBOkQ8dk6XkHDrUwNOk40kemUYb1a4PnObMuqdMzYP8rR7HqZnFk59I4jnFkZ8JXai9yRrRuh0J5Lj1HQQRKlgDzh6T0HnHkOjjKehVGsa0ddTox6VO7eDqM5TlT6P8ZSP1YWunQyEK1vxKxFjwLTtx5Yy4bpnDKLWijGMVaehTQKTzm6f9nidkbyZk58RVp0KY1u2iD0Kv3mPUoue6XGCzJx9RrewKDpaoyqo8CWPcJ0/NDNSnglLX06rCzuRaw26CD7q317zqvsADnljBcO2EYtl9TppRpqosqIqoLkABVGio16tgicfgKVdNCqiuh12YXsd43HrEzee+Dw9RqJxtRkwyK5spKqa910A5AJuUD6NuvX0GF9FeNd6DqSxRKrJS0jcimVDaF7awDb+4zmcPZ12a3zRIP0dYHS5rj8PtGt4874zS5NyZSw6aFGmqLtso1k72O1j1nXMJnViMaprY4YkU6dKoadOha4YKxXl9HK0Sw2mxFrdG4yVlD29FKusaaI9t2moOj12N9cU+vptu0EavQvKbcgdr0MrS0scqcwcfQypBnHPZ1QXACZHqHXHmMYeQapCGkPKh+qfh6yY2yQson6tuHrKjtFFFgeevf5GXYMqMEOWvf5GW4M7oGM9ihDETeHeMgWId4hTDMQBgwXhCAwGKMbYwyYkmAFflk8lOJ8hJOau2r+T55Fy0dScT6SRmkddX8nzycnYxLZoyICIZhXnIaAvMxnXz07PrNNM1nTz07HzGXj7gZQQRZEE6RD7DVOk5sn+Vo9n1M5wdk6Nm2f5al2fUzJaFm0i1aMYvFJSQvUdaaDazGw4dZ6pEy/lmnhaLVqmwalUc53OxR4XJ6ACZw/LeXa2Lc1Kr2Uc1RzEG5B0dbHWZrixOXPg5JSSOl5Q+kXDISKaPU/EbU0PDS5X+Mh0PpNQmxoAD8NUE+BQTDZNyDWqjTVLIfv1Dog9YvrbuBlk+Z9SwIq0zvFnAOrZfRmso4Vw2C63ykbunnPg8Uvs3IXS1FaqjRbXv1oe+abBYZERUVVVVFlVFCooJubAdJnCcdkqrQ1shC+8DpIe8bO+xl7mtnhUw9ke70/cJ2DehOzs7OG2TLCnG4O0NTp1JG2y/mlRxNRXqB9RFwj6IcDUNMWNzbVpCxtqvqFtLhqKogVQFAACqNiqoCqo6gBGcFi0qotSmwZGGo+YO4jYRJVtk5uqXa3o0pbRCym3IHH0MrAZZZVHJHH0MqyZjLZtDQknbGXMUTG32xGqEuZDx/Mbh6yU8hY5uQ3AeccdllbhF5a9/kZZgytwp5Y7/IyyBnZHRjPYYaKvE3gvGQKEVeJEIGAC4RhXgEQBgwjBAYAVeWticT6SXmltq/k+eQ8tbE4n0kzNI/a/k+eLJ2MS7jSGFaAmEZxmoBM5nOOWnY+YzSKZm85m5adj5jLx9wFIRBFQp02IeM6Lm1/21Hs/MZzkzdYLGexyf7b3KLuOKhiB42ma5Fn0cz+kbLn8Ri2QN9VRJRdxcc897C3BBvgzRyEKn8zWH1ankKdjlTzm/CD0dJmYw2Haq6U9rVHAvtN2Otj3a52Cnh0prYi1Gimmw3qmpE4k+M6s0nCKhHbOPFFSk3LSI2NxSIoeqxUNzEUA1HA6QDqROsykfOD3aK2/HUqM3ipUfCVOUMY9ao1RzdmPcB0Ku4DYJFNQDbq6JEcKS55Z09X8Gow2XEbkuCl9VydNDf3rjSA/u4SozizdCqatEcgDSZAbgL76EbU6ero1bKqnjUJIvs2zR5ByjokU2PIY8gnYjt8jHUd23oNxweN9Uf7fJMqkqZCzKzlbD1NBz9W9g/V0CoOsdO8cBOxK97dc4TnPkz2FYFBZHuyj3SvPTq0fIjdOj/R3lgVsP7Njd6RC9ZRr6B7rMv5RDNFSipx8mMW0+lmgyseSO16GVJaWuVeYOPoZUMZwS2dcNCdKNOYuNuZJqhuq0hYs8k/vpkuoZCxLck/vplx2XREw3PHf5GTryFh+cO/yMl3nXB8GM1yOAwwYkGHKMxxTATEgwXgAuARN4WlEAu8TDBibwArctbE7/SS80R9r+T55Cy0eZ3+km5oN9r+T54snYxLuNI0KGTDE4zUJZnM5uenY+YzSKZnM5Ty07HzNKg/cBTQQ4J0DHWWX+Xn0ciuR/6aj+6oqnzlMyS+yvR08kVF3US39jafyyMb9y/aIz9hzbMqnpY2iD90M3eENvOdDzj5OFqfjqpT/Kql/MTnWZlbRxtA+9pL/cht8QJ1DOPD6WGqD3KiVO5lanfxM6c33o/o5cT9rOfeymey1VOlozZ/w8y2c+F0SHHSSrfqB79Jh+XrnRDYZX7eCgtL/IuK0gVbaP3++EoC0s83x9Z1f/s0mriY4m1JG8y5S/iMCah1ug07nbpUzoVD3qVbiZUfR1lD2eMRTfRqBkPhpqf7lt+aafN+lp0KiHWCzL3PTAP6BOcZGrFK1B720alNvB1J9Zy41alD/uTbJxJM7vlVuSOPoZUkGWuVRyR2vQyrInmy2dcNDQjTnbHbxmpJNUM1XkPEG+qS6wkNhrE0iX4GqaWP73R8GGo/fdEzoxvgwnscBihGhFrNGZigYLwWgiAOHCgvEAd4LwQjGBVZb2J3+kn5nn7X8nzyDlvYnf6Sdmf/AFeKfPJydjEu40hiokmHecTZqBTKHOFbuvY+ZperKXLg5a9j5mlQfI1spfZwSRowTbqHQDNpkqir4VUbmujIeD6QPwMxzLqmyyIfqKfZ9TMr4Jy6ODAth6ovz6NTWPxU21jhqndsMyV6YIPIrJoFt2nZkbua3jOafShkf2eIGIUcisNe4VVFj4ix67NLP6NcvKVOEqG9gSlzzlOtlB3qdY6uE9DL/wCkI5I+Dgh7ZOLJL4UqxVhZlNmG4g2MrsrZL9qhFte797DN5lbJpq8tNdUDX0e2RdQYfjAsCOrhM046DqINiD5HdLhNNWjT8M5yc3n0rawOF5d5OyWKY/d+JmidNcPBZOau+gupRrdzzUXpJ69th0nvjnN1yEYRXJZZETQw+m2rSLv+VVVFPirzk2BBarSHSXUd5dZ1XPPGLQwrqo0dJRRRb6wlra+vR0mPWTOeZoYU1cdQUbFcOeFPl6+o6IHfM8DtSn4/0Tl2kdtyseSO16GVJMs8qnkjj6GVRM82T5O2C4GyYzUMcPTGaja4jVIaqmRr6xJFbZIhNjeXEquB4DUeB8o2DFK/77oi86MemYz2KEcAjQMUDNDOhwwCJBhgwEKJgAhXgEQChA0KJaAFZls6k7/ST8z/AOr+T55XZa2J3+kn5nnVU4r88nJ9tiXcaRjDLRBMBM4jahSHXKjLR5a9n1aWiGU+Wm5a9kfqaVDYeSJBEaUKa0USaw1TWZF+wp9n1My2Jp6pqchj+Xp9n1Myv2k5NCMvZJTE0XovsYaiNquNasOB8dYnDcZhauFrFWutRGuCOrmsp6QZ3TB5YoVaj0qdRXembMovcG9jtFmAOq4vrldnRmzTxiAHk1F5jgax1NvXq8J04MzxPpnpnJOHUrWytzTzzTEKtKsQlXjYMR95D0N1beImrr4NKou6JU/EDoP3ldTd84PlbJNbDPoVlKn7rbUa3Sp6fMdNpYZOzvxVGyq5Zdzcqw47fEmdEsD7sT4M45PEkdbGb9EG+hUPU1RAv+IvHMTXpUKd2KIi6wq8lAfeYnW7dZnM6mf9cjmLffczPZWy3Vr/AGr3HQo1Lxt098j0M0+JukW8kVyuSTnZl44mrpC4RbhBvvtY9Z8u+bD6KcjFUfFONb8hL+4Dd2HUWAH5TvmXzRzVfGMHYFKAPKbYXttVN56Cdg4zs+HoqiKiKFVQFUDYANQAj+oyRhD0o/yLHFyl1SGMrDkL2vQyoaWmVuYvH0MqgZ5zO6GhF9sZcR7fGnG2FmqGKshYg2H73ywqL5SHiUupAFybAeMuL5K8DNFv33RV5ITBlUJO2x8pEBnRBp3Rzz2OAxYaN6UMGaEDulADEiGGiAUWg0okGFeMBQMMtE3hEwJK3LZ1J3+kn5obKnFfJpX5aOpOJ9JPzQ5tTivk0nL9thHuNGIGMTeBjOGzehSNrlFl1+WvYHm0uVMosufaL2B+pppj7hMjAwRVJDaCbcAamvgNIatRk/JY0KaI2oqLfExzQgCziUnohu1RUZJzYpUMTUxKMxLhho6tFdJtJtYFzrGq+wat00EiaHVriw53nz85bySk7lyQopaE43BJUUrUVWU7VYAj4zHZQ+jjDuS1J3pX6NTr4Hlf5TamoeryilqDplwzSh2uhSgntHNf/DFunEi3/tm/65dZK+jzDUyGqadZh0NYJfsrt4EkTY6Y/eqKE1l9VlkqbJWKK8CEQKAAAANQA1ADcAIomGw1HfbVff0TGZkY3Gs9ZMWGstiGZdGzEnSRTYBl4XGrUdcyjByjKV6Luml8mmyqOSOPpKrQltlTmjj6SttM2bw0M6MQ6bTJlPDs3RYbz6b5ITCKNZGkevo4DZEX1JFZSol+aOT7x2dw2t5dclphQvRr39MsAkJkhZDk2VWNXkPwMzwE0uVKLGm4QXYqbcbapgf+oEU6FVWRhqIInZ9Om06IlJLZdAxcr8PlWi3Nde/VJqODsIPA3mzTWybT0OQQocQAvATAILRAWuASkaYLqxYl9asosEAOxmA39HGNZTwqILrp7Vtp6iVdGa41DZo26dci0cVUQWRyo221EX36xBXxruNFwm0HSAIY6IYAHXs5RMCKdlLlvYnE+ksM0DyanFfJpAy3sTv9JOzSPJqcV8jFl+2xx7zREwExJaN1HAFz/snqA6TOE6BQaVdVBVfTU3UDRuNhIJvbftklqLPz9Se773bI6PwjVvvJSJ1Wlp9P7FsirhrQScKcKHUMvQYcTaHMkYggMOC0dAJIhFI5aAiNILGysMD9jVHIUdBYgsd8CtvtDaFJaGNY0FgAB09OwRunhlG3Wfh4SUFiSkOSk+KChWigICIAJhgQ7QwsBCCJFxWBSoLOiOPxKG85NtCtKVrkDL4rMnBvr9joHejMvwvb4Sqq/R8o10sRUTdpWYDwtN6RCKzZZ8i8v/JDhF+DnD5sY9OZWVxuJIPgRb4xh/4+nz8OzDeg0v0XnTbROjLX1L8pMXR8NnMP+oguqrSdOII85KoZfw7fftxFp0N6QOogEbiL+cq8Xm3hqnOw6X3hdE+K2Mazwe01+mHTJeTP08Ujc11PAiLvHsRmDhjrQ1KZ/C1x/kCfjK98y8Qn2WJ4BgR8QT5S1PG/6q/aC5eUQsvVBZB06z3apZZpcyofxDyMrWzRxpa7NTbedNv/AKzSZByFUpIyuV5RB5BJ1AW2kCLNKPRSaYQvqtqiUXubDXv3Dj/qLSl07Tv/ANbpNTCACOrRnBfwb9RDVI4tOSvZxQSFisjezhyTowRiskGENsEESIFGKEEEtEgMIwQRgJWKEEEZQR2wjBBIYIMbIIIIDAYIIIDChiCCAghDO2CCUAIIIICCgggklCRBBBAQGiIIImAIkwQSWMAioIIABofRBBGAUEEEBn//2Q==)
안녕하십니까
스피커 초보자입니다 ㅠㅜ
최근 중고로 구입한 스피커 궁금한점이 있어 고수님들의 도움이 필요해서 글 남깁니다.
일제 스피커인데 빅터 Victor SX-5 ii 제품입니다.
컨덴서 교체해도 괜찮은 제품일까요?
* 1974년 제조된 제품이라 정보가 너무 없네요.
1. 수집하고 있어도 괜찮은 제품인가요?
2. 내부 콘덴서랑 선재 교체하려는데 할만한 가치가 있는 스피커 인지 궁금합니다.
3. 똑같은 케패시터를 구입하기 힘들어서 같은 용량에 높은 전압인 콘덴서로 교체해도 괜찮을까요?
현재 33uf 50V 1개 / 10uf 10v 2개 / 2.2uf 4개 -> 구입예정 같은 용량에 450V
4. 어테뉴에이터 관련해서 새로운 네트워크(중국산 알리)에다가도 연결이 가능할까요?
-> 초보여서 답답하시더라도 이해부탁드립니다.
![](/skin/community/upload/swf_upload/2024/03/04/170954810993188799.jpg)
![](/skin/community/upload/swf_upload/2024/03/04/17095481105451557.jpg)
![](/skin/community/upload/swf_upload/2024/03/04/170954811086046079.jpg)
![](/skin/community/upload/swf_upload/2024/03/04/170954811023527538.jpg)