Hello,
For some years I have owned the cheap DDS Signal Generetor model UDB1005S.
Unfortunately the device that was very useful for my work has failed (it seems no power supply...).
I would like to try to repair it and I need to have the schematic to do this.
I searched the internet unsuccessfully. It seems impossible to find it.
Have anyone this schematic so that I can try to repair the appliance in question?
Thank you.
For some years I have owned the cheap DDS Signal Generetor model UDB1005S.
Unfortunately the device that was very useful for my work has failed (it seems no power supply...).
I would like to try to repair it and I need to have the schematic to do this.
I searched the internet unsuccessfully. It seems impossible to find it.
Have anyone this schematic so that I can try to repair the appliance in question?
Thank you.
Hello!
Are the output voltages of power supply ok?
Please take some photos, to see the internal PCBs.
0
Hello!
https://elektrotanya.com/rec_wanted
0
Done, thanks. No upload for now.
Also some small suggestions (how to) can be useful.....
0
Ciao!![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQSEhUTEhMWFhUXGR0bGBgYGBsfGBkYHxoYGhggHxkdHSggHholHhgYITEhJikrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGzAlICUuLSstLS0rLS0tLS0tLS0tLTUtLS0vLS0tLy0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIALgBEQMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAFBgAEAgMHAQj/xABOEAACAgAEAwQEBwsKBgEFAAABAgMRAAQSIQUTMQYiQVEyYXGRBxQjUoGSkxYzQlNUoaKx0dLhFSQ0YnJzgrLB8BdDY6PC4kQlNbPD4//EABsBAAMBAQEBAQAAAAAAAAAAAAABAgMEBQYH/8QAOhEAAgECBQIDBAcGBwAAAAAAAAECAxEEEiExURRBBRNhcYGRoSIyM7HB0fAGI1JTYvEVNEJDcpLh/9oADAMBAAIRAxEAPwDuOJgbxri6ZZLbdj6KjqfP2AeeFs9vv+iPtD+5iXJLcwqYmlTdpMdsTCOfhA/6A+0P7mMD8If/AEB9of3MLPEjraPP3j3iYRP+In/QH2h/c6Y1t8JKj/kr9r/6YPMiHWUefvH/ABMIH/ElfxSfa/8ArjZD8IWv0IA24XaX8Jr0j0epo+7BniNYuk+/yY94mE1u2Mw/+J7pL33sCl7xGlrAsjSbx4O2kpv+aHZtB7/Rh1B7m1eJ6DDzIvqIevwY54mE37spfyQ9SPTNCiQbJXYWCLOxIOK8fwgFn5a5cF9+6JO8CL1bafCjfswZ0J4mmv7MesTCRB26dwGTLagQSCHNEA6Wru70dtvHbHmY7emOtcCjULX5UbgdaoYM6Dqadr/gx4xMIP8AxIH4lftP/XEPwkD8SPtP/XC8yIuqpc/Jj9iY583wlgf8gfaf+uMD8Jo/Er9r/wCuDOh9TT5HLtFnWhgZ02NgA+VsB/rjg7dqs9Z/nc/1zh37QdvOflJAsYU6lVSH1UxDMD0rbR0xzXIZXWzXI1Dp0/Zir3NYzUldBH7rc8P/AJc/1zj37rs91+OTfWwJEPfosRvXQXix8SVcxGpJaMslqaFjUNQsC6IsX68BR9ML0x7jmqfCh/0U+0/hjKP4TSesUXqqX/1xOdGPUU+TpGJjnafCVd3FH6qlv393GS/CP1+Tj+0/hgzonqafJ0LEwgD4Rf6kf2n8MZH4Qv6sX2mDOhdXS5+Q+4mEX7vTViNKHUh7A9uMj24k/FL7zgzoXWUefkPGJhGPbeT8UnvOLnDu2SswEqaQfEGwPaPLBnQLGUW7XG3Ex4jAgEbg9Me4s6iYmJiYAOd9urfNBBuSqqB6yT/qcYvw2OAxnRHJq6hwWJHQsgvzBoUdtyfAY9tc1ys8r9dOhq9Q64KcTy/NSNss41aQEY3p0AePl4biiNxjB7s4sPSpyrTct7gjiHB4pY3kgSmUBgAe7ICt7dADsy+G679bwI4BwmPNu8ZJjZUDqLOphte2qwKKn/EME5uPxZaOUIWdRqt9IVDJVCOMD0mLbkAUBZJO2ESLNyekncbliMkeFALY713Sjx6jpgROJo0YVFJ+9DtwvslFJLOgcqYXVCTqOsNRJotsemMODdmoZIJG7oAd1OoFiOXq6G9gdJ93rwlx5qdbKSsHY2zj0m8dzfjeJDn51XlrMyRG9Sr0axRN9Rth2Rkp4ZO/tGz7nYfifxvu0ImkK0eq+F6um49+LWY4TFlcrHmYyDrMEgUjYMdWg3fRQW9u2EaWWZo+SJTy96QONO/Xa9wetEY2NNK0axs9qlBVLCgo6CrrxODQFPDrbj5nReK8OECpHzRozGYIYBaBMykSMRq3FMO70Gx8MY53hgTMxZdnUnMpPGTp6ITqdev4TX7Mc6zE0zgBpS2k2tv0I2H4R3oDpWJmJ5mdZDIS63pJeyCTvuW88O5pKvR7Pjn3nQ/5PBzHKEgU/FkYMLB0xl9CUG6BS131BAN4mS4Okk80Nxq2XaNhpiRb1b3tuALqrrHP48xNzOZzTr+dr3AqqvVdUTtfj9GJHm5EdzqfU9ajqNmq/CBsjYbX5e0gedQute/rsdA4XkhPHpV15eXn0J3F2WI9xrFWbTp0PrwPyvAYp8muZ2ASN6TegELGrDfhFtV/1jhNy88kasqNIoY76WK318hvuT1HT341RPKsYiDuEskqLAN11A6jYe7AR51BpXfZ8+4dc52bgjyvxnqNCtp38TRF34b+2sb+M9m4IFgOrZ5URTuDTgtqsHevI4SHmnZRGZG0AbJuF6k3X04mYmnlIMjsQtaV6BAAFFAdTt1O+CwvMw9tOEPGd7JRxzQw695mcajYKlaqhqvf2+PrwO4j2fWJwgJY6A+zuDvJoAA1dbI9+FuaSdirNK5dfRc3qBstd+d/qGLOUzcgYl5JCSNJstuthgLJO1i688FkKpOjleW4R4hwtY7ikU7kMRrc7gMBuTuO8em3uxUg4bCl6UIvr3m/1OPc5m2lIZ2Zj43d14b/AO+uNYb1H3nC1OR1Jp/Rk7EHCILsIb/tt+3G08Pi1B9B1Agg6m6jceONev1H6xx6D/vVgux+bV/iZuXIx/Nb7ST97GYyqeTfaSfvYwgUG72FE+kbuth9ONd/71HCsT9O17llcsnk32kn72PUgjBvRv0vUx2va7O/04rX/vUcTV/vUcFhXlyX4YlZ1RVFsQBuepPtwxcZyr5RF+LBOY3XWjNq8Nyu6+flhSymcMUiSAE6WBI8fXv5HDseICcL8qluGCkq2jQG7tnapQAtix+EK6HBsen4fCNm3uBc5lOZlmm0J8aVCWEanRtbFGF76gpA1b21eRxT4DkGnlaGPYKzd476UFV7TZofwwx8ZzHxbL5iZ2V3ZWIC+iSaKjz2IHjsL36YUOC5ySN8wIK5uotGDZDFA4Iobk98MAN+4aBwM1r0KcqiT94RysJaUxGFkAfRzXkAVjZB0AIbqqJsDcb9SNvE8g0D6SbB3U+JANEEeBB2IxYyXFYJdMSyRxuwUIXkBYSHdxywOo3HynU7i7239scyDIkYNlbLHx3qvpNX9OB2sRi8NSjTzJWY39j5S2VS/AsPoDGsG8AexP8ARV/tN+vB7G0djoofZx9hMTExMM1ELtlwxZMwXYg91QFKsQTvVaXUk3QofOwlZp2jkYI7pRo6WIHl0s39JPtOOidpiea2m7C6tqvZGOxrZj0v145fnH3FeQ/VjGS1PL8QjkSlDR3KPE5yWLyOzlR1JJIWrOkXQ+isCJuLxkd0yKfC4gQB7BKP14t8VOzV4ob8sK2qiPUcVFKxphaEJwU56sN/yoNu+3r/AJud/wDv7Y2R8TWu6zBvXCK9Rrmkj34Al2v0/wA38ceFj88+7+OKsjq8in/ChlPGUGxMl/1Y1r/PtjE8aTzl+yX9/C5rb5x938ceaj88+7+OCyIeDot3t8xjPG08Ob9kP3seHjq+Al+oP3sLtn5x938ce6jXpfm3/XgshdHR4+YfbjaEejIf8A6/W8sbF4/QIHOAOxGkdPre334Wy5+cfd/HEDH55938cGVB0dHgYhx0b1zvd4fXxhJxvY6eaD4FksD6A4s4AWfn/mx6Cfnn3YMqGsJST2DA4w9G2cnw+R2+kc3fE/lmT5zfY/8A9sCLPzz7sQX8/wDMMFkaeRT4Qey3HKrWJW86UAHy25hxY+6FPxU/5v3sLVH559wxkQfnfmGDKiHhaXAyL2jQA/Iz34br+9jFu0flDL9JH7cLoVvn/ojGQU/P/RGDKh9LS4DkHH2HpRu3soD/ADE42jtGPxEn1h+3C8I2+f8AojHuhvn/AKIwZULpaXAxfdGPxEv1l/bjVJ2gJ9GJx9U/+QwD5bfP/RGPeW3zz9UYLIaw1LgPLx7usDFLZHda07p86umHqPvx4nHhvcUps7bpsPAelv7cAuU3z/0V/Zicpvn/AKK/swWRXk0/4UH4u0YHWKVvWSg/1+jDDwHih0aomeO92UH+swF+BPdO+EQ/72rDH2c9D6P/ACkxMloc+IpRhByhow5xmZnhmZ2Zm0dWN1uOnkMaYsvayOWRFErd55FSiNJsFiDta7+sY18RXVC4HULY8r6f6nGvh/Fo42heUFo+dM1L6SlkjUEA131IutuhI8MQc1COdfSYThzrmTUMzA0lenrgMtdPvnp/nvG2OAk2ZIiSbJM0dk+0tgUeLS5qoYsyXEIMjPNDH6N0AupSddWNex36nHShkYgdoYx7EX9mFodssI5r610GOxqVlVFg95t1II6+YNYO4HcDjCxkAUNRPvr3ezBHG62N4RyRUeCYmJiYZQg9suKJFmCrihpU6iWAHq7iM17DevA4QeKMDIxFUdxQoUdxQIBr2gewYdO3qw/GH596eWtabB/CuqB36dduuFHtCAJmCejQ0+ytvzVjGW542MnKSabVk/eAeIDuN/Zb9RwE7M8HbOZqPLqdOuyWq9KqCzGvHpXtIwb4tGRA7g1uFqt+8rn3d38+PPgnP/1SH+xKP0DjOvOUKE5R3Sb+R3eHr90h2/4TZQdZZz9KfuY8/wCFWT/GT/WT9zHQXGFXjHFZFlRUDSacxVQkAkckkQvqcXISdfza0+OPjaGNx1eTSqP5HdKyAWY+Dfh8f3zMSJYJGuSNbA6ndegx7l/g2yD3onketjpkjaj66XY4I5ubmTwO0KZy8vN3Y1TSfloxYErVsBpPrJ6YJzzCHL81UiyZZ+9zI1I6sBYiO5YCwb2vfHROvi0orzXd+y178b9uCMwCHwW5P58/1k/cxXj+DzhrPoXMOz2e4JYy1i9XdC3tRvyo+WCuX4y78xfjmXkPKlIWKKRJLUNRDF6FbfT4jFWee8vFLAFUKYBJMFAkkdpUV1Dhw4YNestYYPW9nGkJ4zadV/39qQXKmY7AcLjbRJmGRtjpeaNW3JC7Fb3IIHnRxvzHwa5CNS0jyoo6s0iBRvW5K0NzWL8EnMbMxIEecTyd+RQ4hi1MUsM1lbVlVVPdLXQGNOfTm8Hikd3LLEj3rfvGgDrprcb3uTvRwpVcQnFOrLVpP3oVyvP8G2QRWd3lRVFszSIFUeZJWgPbjXk/g+4bKCYpXkANEpKjAGrokKaNEGsMfarMLG2WdzUYnPM9IgryZjuq+kLA2o+zFXImQcQXWAivlpWEQHoaZcuveKnS5Nk3QIDV4G4jXxLpZ/NlfVr3dvx9AuDv+GOR85vrr+7inN2H4UkgiedlkJACGZA5J06Rp03Z1L9YeeOgp1wl5XMPJlZo49mRsw0kjAkqomkKKL3JZFYBlbuaRt0GIw2JxVW+arLS3fn9e8dypxDsNwyDTzpnj1Xp1yqLogGrXzYe8Yzk7C8NSITNI4iIUiQyroKtWg3pqjYr2jF/h+bbmlQuuSSDK6AS2kd1uY1sCoKqdVGi+kC/Kvk5miMRlLSaMzmlYhXpm6KdAvSpY7DcL4bDHSnif5sr+3fS+nHGtwzGrIdhuGzprhd5EsjUkoIsAEi68iPfjVw7shwmclYJWkIUMQkoJCnoTt0NjFjiyzA5kyEhmgy7aFO0X843QMopiN+/VkVewGCOazDyZjJyglIWmISOqLAwSkO3dDKeq8tthpB64TlX1fmy1219L8a/LkEwOeyXCed8XMrc4nTy+b39VBqqutEH6cW4uwHD2Z1UyFkIVwJN1YgMAdutEH6cVWmlk4UVQlFiy7GRipt20kiMaksqQwPMXcFNPngwmYcZjNxR2rySJUhB0oOTEpYFk0NICQRGT3qPkcE3iUnlqyuvXhrXbTR3tqwuUj2B4eHWM8zWVLKvMNlVKhj06AsvvxnF8H/Dmd0HMLJp1DmHbUCV8PEA4v8AF3lXOZcwosj/ABeYU7aFPfy9nUEaj6sYcPEzzZvW4y8nyBJQhwEHM8XQDvKN/K/pxgq2JcM3nPa+/wDVbbe1hpmA+DXIfNl+0P7MZD4Msh82X7Q/sxc4DHmGkZ2zLyQCwoaNFLtqcMaEY7g7hRlJDDfDLGcc9XGYqnPL5rfsb/E1hZ9jgvbns6MhmREjFkdNa6vSA1EUa2NV1xe7KZFmy0so3WPTqHiAWl39grf24I/DR/S4P7k/5z/v6MFvge3hn8rQfR8rd+rH2eDlKeHhKe7Rz16amnEAZ1fkpCPIf51xVyGdjjiYSsUElgSBQ2llMZ3XqQwFWNxQ8MNfbbg65aCR0PybkACvQ76Gr8R1+jCvwzNpEtu5iLB1SUJrKN8mfRG9MARa7j6TjXucOGpypyakZ9js/l5cxHEYY41jSUPZGmWzHpd72DUp2NjYdcdRZwOvXHJ+EZ5MyyQQZYLIiZi2BUCcuihXb5rnTuNwARROOpSr036Cifd+w4nueqn9FajNwU3H9J/UMX8cn7SdvsxkJhBFHCyctXtw2q2LAjusBXdHhgWPhdzpIHKy25H4Mnn/AHmN1sZtHbMTHm+JhiOX/CWLzFAEkoooCybJ6Abk+rCxxuHRIVF0BQvZqG242o+qtunhhy7az8vPxvoaQry6RPSY2RQ9eFHtEAJ2AAAHQDoB5AeWMJbs8PEx+vL+oCcWH81f+2P8kmNPwUmuKQ/2JR+gcbOM/wBFk/vE/wAkv7Mavgq/+6Qf2ZP/AMbYyxX+Wqf8X9x6WA+yid4fFXMZZXKlhZRta7kUwBAO3XYnri0+NRx+dwbWx2SKE2WUTpMZAumN00mgDqaNru/DRXT8LFkTKfwlO4HUdT0HtOFztKqHNw8zL/GRyJvkwiOfvkO9MRsP9cTN5eJcvG0eWGW1ZmG0KIrWJgoJCmt9yN+jY9BUM0INt6+zl+tzMY59JBVyKYEEE1a13vXVHcjpgUOE9OZmS+XBBWIqgQANcQ5g7x0nRRvfSLuzjT2jHy0N/is0PD8WvmfVgTmc8RkYYp9ILDLGJhQWReZG2kW1mRVXU1bUQRjTD0ZuMXCW9vdq1deyww5ncoFkOjOfFw51NHUXeYltTfKAt3thtt3Nq3xu4jwRZIFy0btDEBp0oFNpRAXvg7A0b693Fbh2SinfMNNHHKy5h0VpFVmVVoqoJsgKWYgbVqO2+K3a2Ax5aJBnDl9JI5sskmp/kpKBZSGYj09/mYd5OpGmpar09N9NXxqDLfGstLyY0SRGnDUksrKja9D95QEKmT+rpqrPhjRwHL5hMx/O3hkkKPy2DjmhLi1KEEaXHqFltyDpHji52hPymU8P50o98cvr/bhf4xxHnEzR6kPxDO6TqplKSRLYKsKNrdjp5jF0c86eXSzvrbVPX8gDHZvKZeB5VhzCSvIxdlDR6lom+6m+xajfTGTcLRraLMsmXttcScowk6iZgxKki21htxVt0wMzHFMqwgGXePnc6ENyxpcjmIJAWFEgnqLN+vFzgv8AQswP+pnB/wB6b1/6+7BUhUj+8u7tpapey/5AZZ/4qpXTnI8qxRB3JYlLxj7yDrBtANQWvB2xuymRgkhXkSqxBJ+MRGMvzCBzW1AFdbj0qG+o4DcNlYSjTlzmLymVsakGjaTfvnx9XzfHBfiedMUULa48oXI1I8XM30gle4QAw6atwawVITi1CEnf3cd0k5fHQCzleCoFYSk5hnoM8wQuVB1KtqoGkNbAeZJwN4TPlDIn/wBQGafblrJLExD0RqUKoOsjUL8mbGGSnfNpLD8djclAQY8vJGU3U6rL2QelAjri/lM6Q6ibKDL6yFRgyPbkXp7g7uwbvHbu+vEONSKkpSu+FZduGr/DgCpJlsoJuQc3pBOj4nrj5VFF+T5Wm9JHeq/wzgieGwyNmFV7kZlL6SpeGQRqsbLt3XC0wJvzxqlUfyjFt/8AGlJ28RLAAfK6+nFZJpIs1m5BbRK0ZkSt9JijJdTuToVW+TUd4nzwXnNLLJ3yp623uvT7/eNBWHLxyyR5hH1mNZIgQQVNsokva9QaOuo3vGOb4OkhlJeRTLoD6GA2S6A26EEgg9QcVuxzasrq3ozZgi7ujmJSNjuNqwbrHHVnOlUcU9tPnf7w0BnDOBrCylZp2CigjyWgFEAaaAoA7eVDByLGhcb48ZSqSqSvJ3NKZyX4ax/O4P7n/wAzgr8Dv3mf+0n65cC/hqP87y/9yf8AOcE/gcPyM/8AaT/9mP0DAu+Hh7CZbjD8IU2jJ+ijFnVArrqtm7i6VDAl7axV7jpjnfDJUhR0m1wP30EoUu0JBTWunYgONrG4+k46P2wl1RCAMil2FlyQoWxqJIIIFdDfWsI/D4gGy05h5q6pGcAM41bokhDMxaiA1EnpY6Y6HuYSeuhQ7N8bh5kawZYCWBMw76WFZixHTXuVk7noUQL2O5rqFevHO+IcHMgQh80Zr7zww8uhW9swW1PzaJw2JxuU/wDw5Pf/AKVjNrU286MVZsI5nsHlc8RPOZdenRSOAulWYjbT17xxivwUcPH4Mp9sp/0wzdnJC0AJUru2x6gXgpjdbCvfVHmnEx7iYYHM/hBzXJzYlrVoEbVdXTHa969tHCjxebmSF6oMARsAaIsbDYfRho+E0XORvRRenUdSCPA+zCrmVrT6lXr16DGEt2eDipPNJeoH4rHqQg3W59yt/v6ca/gtcDimXsgWJAPWeW1D82LHEPRN+Tf5WwnKxBtSQQbBBogjoQR0OFOn5lKUOU18T0vD3+6XtPqJsazj5+Ha/iNbZyav8J/OVs4h7X8S/LJv0P3cfLr9nK6/1x+f5Hc2mdzlyN5hJ9XoRummjvraNru625fkevUYzz2UEqaTYIIZTvs6m0NAiwCAdN0emOEDtdxL8sm/R/dxPus4l+WT/o/u41XgOJun5i023/InQ7THwmViWzE4lYKyxlYjHo1qyuSBIQ9gr1qtO3XGybhGrKpl9dFFjGvTv8mUOy6rF6a6+PjjiX3V8R/LJ/ev7uJ91fEfyuf3j9mNP8GxV0/MjpqtP/A0O15jhUutmy+Y5Ku2t15Yk1Ob1NqZrAI0jSNhp9eNub4DBLCkEiExp6I1yWO6y+kG1HZmG5PXHD/uq4j+Vz/W/hifdTxH8rn+t/DCfguL0/eLThNP4hZHd+J5LmrWoq6nVG9Xy5KKq+k7NWo7Gxge/ZtNMqhiNcckce33lJQObW/f1ONfeuroUMcYHajiH5XmPrnE+6fiH5ZmPrnBDwXFwWWNRW9j/X6fI9Duue4fzI0j1FdDxvYAs8tg1ew1R9uNeb4OkkokN76TIvhIUOqEk9VMbWRpq9W97Y4f903EPyvMfXOPR2kz/wCV5j7Q4S8ExS2qrv25DQ7VneEO8xmjzMkJZUVgqRmwhciy6n55xd4dlnjXS8zTNfpsqg1QFUgA6gn/ABY4T90ef/K8x9ocQdpM9+V5j7RsOXgeIlHK6kf+uvx3DQ71momdCodkJ6OoBZfWAwI94wOynBWVw02YlzGk2gkWMBH6BhoRTqqxvfpHHF/uiz35XmPtG/bifdDnvyvMfat+3Ex8CxEVZVF8Px3DQ7VLwYtmRmefKCBpCVHpCHQWW9GrSxQE79cXMrkgkssoJuUqSNqGldIqhfvOOE/dBnfyvMfat+3Hv8v5z8qzH2rftw5eBYmSs6i2tt2DQ7rwzh4gQopJBeR96u5HaRhsBsCxrFwDHz7/AC7nPyrMfav+3Hn8t5v8qzH2r/txnL9nq0m5SqK79B6H0Kq42rj51/lvN/lWY+1f9uIeN5r8qzH2z/twL9nKn8xfBlRkkNnwyzK2chUEFlh7w8rYkX7RvjzsBxj4vl8xXpsU0+qubZ/OMIbuSSSSSTZJJJJ8yTuThh7Ot3G9v7cfSUKXkUY073sjnxM3GDkg8+ckCyOrHmnfUaN94Xdg+FjHro0kcMsqLNJJamRhFQIeQAWcu1KAo8erHGGTHeJNUFYm1BGykiw21XR38sFc7mIlEYRcuyO0i2wUqi8ySiNx3bBAA8Q2+LRxYOL1ZR7OcP58CyPFCw5qRMwSAHvsBYX4sRsD01b14Yv8K4SRkTmXeIP3joXL5eiAdIGyXZ6+r14z7LmOLLoOZAzCVEHdUSnXJQIbUe8L228sWYuS6JIIouUHjXmFISjgkJIdWnUKNjVfUHfFM6akX8h/7ORhYaUADU2wFDr5DBXAvs995H9o/rwUxa2NYfVRMTExMMs5j8I63mf8C/8AlhWzaEsAoJOkbAEnoPAYb+3cerOBR1YIo9pJGMuK8HV4hAqyKG6MKBIS9T9aJJHQ2aoAUTjB/WZ5PSuvWnrZI5xnYiwKgd6jsdj0I6H24UhlGvYX49D9P0Y6zm+yL0BFsBsQzEsrd0I6lgCAdVsp6gGvDCgIC/fDFSRRrr0oiwehxUZWNm3g0ovVMV2ilO46Hps3iaH59sYaZPnD3HDYkUi+jM67Ed0kbGyRselkmvPFcZRgpTWdBNld9JPnXS/Xh5w/xCHAuCOQ9GH0A495EvzvzHDAuQArfYeAFYzOVXywZxPxBcC3yJfnfmOI0Eg6vX0YZPii+WMWyl7HpZPr+n2f6DBnBY9cC9yJPnfmOPORJ84+44YjljVd3pV+Pj+ffGfxRfLBnE/EEuwsiB/nH6px68DjcvQ9YOGT4ovkMRsmD6r6jwPvwZwXiC4FjSfxi4yWFiCQ9gdTWw9pww/yav8AsDG5eGr4dPYMGYvr48CykLN0e/Yt4z+Kv5t9XDPHkAOmNoyo8sGYXXegqDKP5t9TEGUfzb6n8MNvxYeWPRll8sGcOu9BU+ISf1/qfwxPiMn9f6n8MN3Lx7y8GcXXPgTvicn9b6g/ZjJMhITQDk+QTf3VhqeHfYberHohPkfeMGYrrPQWBwif5k32R/dxqmyTp98Lp/aQLt9I6YbOS39b62PTlNXpC/aQf14Mw+sXArplXbcKWsAggdRWx28NuuGPs5w+TSQEZid6VSSBv6VDbFuLKkkKABqYKB5kkAXXgPLDfnez0iIVDERAkIkZptK7NK50nVIxRjSgbEC6Gyci4SeITWyAWVyrhmQxyamRwE2Rm7pFAuQteZvpiznzLFI6Ro/LUsEVI7ULdmtqC2T6t8MPD+FLy/ip1HqdbNdGxo0EbEgSKSQACNt8ITTutAFlb5RS2o986tAH1mUdaFeGJInQVP6N3yGMtz0QLGsiKB3QsZFXvtS2OuGDLcL0xLEI3MetGKnlCMLYkkatWogknu6QbvCzmpFgj0yOmoMo1CRyR4VVVV2dXqxbziG2dSigaToRm2B2BAYAkE+ODYzi5U07ps6l2e+8i+tn9eCeAPYk/wA0T2t/mOD2Nlsd1KWaCfoTExMTDNDm/btyubDDqoRh7QWxflzMWaiRDIVohiEI1EUbRvHxIvA/4QT/ADn/AAL+tsLCT5dSPjU3KQ3poWxYV4AGl3G5oG9ro1g/rWPLjWqQxEowV7jRxniaRIypIvMK93mMLDbaWvrpWro7bCsJcGSVVrnQ90b3KvT3740ZlQoDNVEAgqQwa/RoqTZPShveK4lK6qjfpRvl+z8Z6+h9XlidSK03XdpxtYISQoOs0P2in84ONbQJRPOioWL1jwsH3UcEMjwCXPA5iZkjiC7BQhZyo21LG2lVFDYtqJ6jCwW+T0dSwO56knUWZj0VQXJJ9YG+wxWxm8LCO6euwUeKMdZovreok/mB92LUfCSyl1eMqt22oV3b1e0ijYFnbC1OQQpHTfc7DcTKpPkCSBZ88XcnlOdMkRYqJH0k1uupnF187vDr4qQaNYLFrDU79w9L2dkVQ7FApbSDrG7XVUDY388eZrs+8ZjEjxqZTUYLjvk9Kr/WsauOx53LEGWdXRj3ZBDDpZuvoncMPWK8jgI+dY1bxnT6N5eE6R5Dbb6MOyLeFpLn4jE/Z5xMMuWiEzC1jLjUR5+X58SDs+7yvArxGVBbprFqPWTt7jgTw93d+fLJCEUhWkkjgQBqOkcwjV1q9NkA+sYvSvCY3MU+WE6mtemIWNVtu6AFdHpNqI7m3pHS7ItYOk1fU35PgZlEhjkiYREiSmrSR1G4F/ReKT5eMdZ4ugI3boVDKfR8QQfpxq4Qjh353JSMM0UglhgRTIBup0gFwpK2AaIbY3QJA8mXS8Dx/GEdReoKtr3VpGOnTWkWO6SBW14TQnhIW0TK0UEbEBZkJPQKJCTW5oBN9sbGyyqdLSopHUNrB9xS8aYMwwMoYkPMwtwgYAkOxJA7tXRAOxoeWKmczFqiCwFZ4wWAC9Voqei0bbR07xo4OwlhI5MyL5WP8dH+n+5j2ot/l4tv7f7mNc/ZyXmPoMrJ3THqaMGrBYki+q3W3iPLF7M5WZ+68ekXfdkGxptO1ejbC+mwq8LQ16B8GAySltInguga5nn0okUT6huMepkQSQJobWr7+2/SjVH6DtgbLwjlIuvZ9tZB7pBuwviu43O9g+G+B3EctIsRuHNoQgJJiVYRZUEhqvlb7HruLw1qR0qzZbfMYRlV3+Xy+xr76vWgdvPr4eseBx7Bk1f0ZodiQbeqI6jcDCVmOJyO3MZYtXnywAKFCgtAV7MMfDlaGE3DmQHVYy8scZi75U3qABUn8E9Tq3w3EuWDglf8TZPm8umrVmYhpbS20mx3I/A6HSaPqOLckSLpuVRqAZe5L3gdhXye/sxr/kiRKKSKnMMaMCkpUsQDH3+SUDjmVd6bbSTeNfClYpHIYZpBEQeaFkbVGh9FeoBUg2ngbvbfCsZ9PDLezuepmIj0mXpeyS7AbG/k9sblli3HPj2IXpJ1N0PQ/qt7sY5jOQyroS1YRtHfKVVLOFHeYTMO6F30irPXy15vhmjmVPAyr3zbEE96IkL84bobW6qrtiCWHLD0uxvYIekyA9Qak2Phvo64cV40k0d2zOoJKRsFcseojLlbRrb2XR2AxzaJeYe4EkNqpZqALNelVBIobGvHY4sRZOUs6iBC0d610DUNNhu7dmqN6brCLot0vqrcfjxSHLRsUsSuoYRO6u6GgKOknSAQCSTvpobYTk4vKickaeWNY3UE00ys2/nZNHwxoyqySRHlwxaUfW0iqNSiq7xBvl7+VYGPnwQWG62AL6k6gxv+sQCaHT8+GOpVnJphvjmcSZVKTEFy40KsZdUTVYkFmiwOx8e70G2Cma4ws6n0ywSOMWFA0ins0xtt/UMUcp2jbNiVQirakNZPRhQIFeFb773v0AFrJ8LDlxCCNJUlmaxpogA7en3R022PqxrOlOMM725JnOVT6EXd8HSexJ/mie1v8xwfwD7HwlMsFYUQzX78HMC2OuimqaT4JiYmJhmpz/ttOY52PLDqUTVY2G7ePhd1v545n2vdRLqMSKZIyvLIe4dxplHSye9QN+juDd46n2taYZm4QTar9NB72vfZt/o9WOY9tJ5efbBuY0BWXuIyCEyEgod6N67fqCQAeoxn3OOnfznv37fiDwN4qP8AylGoA6q3uifRsGrq9zg7wzgEWYhMmoiRJGQIiXoVUDr3RWqRxqYM9r3dPXqBi/5Q8OSpHqpiP1YauxCD42G03Q0F9OwJKuE1V6VLq03YHtGJ7i/3rNXNnB+FwxxpMc7LlHlUkxPGofTZXvIOqmrBYDr4YpZzgEKSGNXlmjaDmc7SogCat6kBrVtdmxYqt7wa46p58mrqWJJ8wfQN+I00B7PVjQYieH5wAEqVJAAuza69IG58OniD44yjUvLLY9qv4bTpYdVU7+nt4E/gKRSyiGU2jxMBpOkuyu7Rgb7X10+IFdawY4bwlI3kd5ZIeQ6iNzTJI1fgKVLGgOltsRZ2oLGXh5ncA16x3VAvV3n6DyHUk7AbnHQOIk2FJW6NAGzpJv8APa+4Y0nLLG5xYDDxrVMktPUXuJZLUwkSaTMszhCb0lbsgNaBkTrXQbGjjVxGIQS8tZC5VQST4NqbzLbEBW0sSRZ9WC7ddjRqj7LUgevcA/Rhd4j9/lr57H22Tv6waO/qI8MKMs0bi8SwsKEnCOvqMfC+LiGI8yaOMy2VJRnbTsjbeBuBaOo33rHQipHxEVIJM4hjkV0IWB+9G4om29F/Kr6esjB7gfDnj4ZzoocvPmXsxiZQVCcxgVJaunfNAjrg3PBK6LyMrCq7buihR56VIBNG96P0YtIypxmoLUS8n2iRVfVmY0SZmeMojueUpA0MGVdLKY9z1az0xY4ZNrilDZpNBYRWsTKQspAStZ2kOmtVFVs+eGT+RM34NlNRPQwrVfZ/64s8Yy2YR41TLZeSpEEsrxjTyiO/pqyrD+sa8rvDsWk9ri9lU5csrTcsiRzeliFVlZwVDHSQfSplvZPEE4o8cTS6jSF773VUCxUkdS1hSh1Nu2oGsWO16HLzqYSERwWVUGkDcXsNvSBO3zjjWvDmm0apybUblbClgSReqr2s9NhvXcDT6HJO6vBDDAvdQ+Olf1Y9fL+OFSbtA4AAHK3XUVlLLsdxGhXVqk2FMe74X1xs4dxeWTUx1MkZHMXnUSKIYL01ENQ2PnvibHd1ECx2pNaK2JKgWLF96gR1omunTCfm8rGIw4igD8sHV8aYyajQLcrVQcgkGOtrPlhj4ln45Ssaq4FXu5kmZg1hlVRYqyOn4I9eAPEM2hioyQ6+WLQZMK4a125wHpf9Tp188VDQwU1Oo2gITtg9lcnEE1LHlg40kNFmWaUEgX8izFWY72orTuBvWAAvyP0fSf8ATDLk8ypRAHQm4qAyYjbarAmA3qt2PpV68aS2NJ/VChlzRkhIMdsYSNNU0fdKd0/KaaCEgev1Yzm4mGjaUUCigL8mhkV0UAkTXqDCyBp2A9pwWyhiMMK8+MhUiYAyOEMiKuk8vnAWDGjE6aJO2q8D5eC1C6xJayqCoXWTrcKHAAUggHUdQNLRU1W8Sv2Jpyi37jwcZAtYzIoDSOVR5EoMzEWEYKRsLO9VXiTgfns2ZNU+uxcIa5GEhZo01OI/mA2C3nZwYzGUVEYMtBTL3jzaUd9lbuQSAqQCdVqRpNXeAvFERmSms6Y1RlDamKxop0gjVWx2I6bmsJswm0oRRdjyWckkmmZUky/MfuZicJEaZlQgsbGnWaqhZrG3JcF4lHLK4yELo9aI5JgViAFHRT3TdT57YYuH8HjzuQEUuoBpXYaa1q2qxVgj8IiiD1x7m+00eVCZbLRmURBYgSW0jTSUWAJNbAvst2LBBpnXBKyFfI9leJLFJC2UgIfVUjyjUmrYAUfRXqAQd8DuO8Ply5RM+++hyjo5kJG1C3ogahv12w95HtvFZTNhMu/95qUbWA2wKmvHcb7E4W/hTIaTLkNs8baSCKbdSKPQ7b4aJqJZRU7I5gc2SzXcO/hVgm/df0YduGcRENgFTrrbqCVPXb20fbhA7LtWZ7wtSjA7XqXSxPt6EYc2mRipMR1A0L0ggnSTXe3G46XdbXtfs0IRqUFCaTR5k5ShUzQudW7JyF8uGbqWJODWAXYz+ir7W/Xg7jzasVGbS5PSoycqab4JiYmJiDQSO1sE7TtyWqlSxqok97p4eXiOg9WOZ9sIZueQCS6ZctOwkI1wa60ldu6CNx46r8iX7t7/AEnx9Bf1thQz+QjlA5kcbMtlXYEkHbrRGobdD5muuMnJJnmvEQp1nmv+vQX4l+8/3C/5jhp4Bm5NDQBEagzRkmj3qEikKjMWIJIZO918BWAU8hLglUXQoTQtBQvgL8id1fz7rVscFIMr/NJM2kzKyllKCNGMYVlCh4nUhmY0xJZdIqvMne5cXKdXNAv8Oy00UCRJktca2U1yWSGLMSO6ABfht6S7b4p5x25vxt8uqukaxIvOFWWZhqQLdDSbWwQQNupBn+TptKGTikaa1VtMkCh9wCusNLeoWPS32G+wwIkyL86aGWeVljaNXkEKRotq7iQFi/MIIOokqWD9TeA6Wq9u/vtYAcHlaKYS0r91ldTsHV5HElH8E9CNvVi5JGskkspVUUnUxtiQthF2AHeJYbAACz9OvgMaTzrEXKR6T3hXMkItqF7KzEk1V0KG9YL5Lg9ZgoMzLEFjEomaH5LS+kBNbOpJ3BAK3akdVwamVJVm/o7A7ieRMJRJY42a1cJrffT1OoeRaq6+JABF6s2zSyAKh3OmKNe87MxJNmhbMdz0VQPDrglxHgUUcMk3x18wEKs0ccXyus1GGFy6lJAC30IUDrWNOVz4yWcRqLqgJYMLlTVqSx43QDaCSwBIs7HCepVaFW9pOy78nQux2Sb4vDHIoAiVta3fyhlkoWNiBR9+GGdLwP7K5jmZZZQQ3MZ2tQQDv4AgEeOx88GAMao6UkloC4mIYerF6NT18+vrvr9GMVgHMPnXTFkLgGjm/wAKPDWUxTKtxBSrEfgEtYsfNs9fDxwu5qRxBHy+YCF35ZAGnb6NV8y/HpfhjoPwmTmPIOwUMSdAvoNYKEkeIAN16scr7K5RXkckEuVK71WkaT4+IN+/GU3l1OapaE8wZ4JmfkI/v4NizI3yfK7wYUx2PTcjx2xOO5hOVpjWcRALXLcaNOo6QEBsKq8sAVd3e94tDhkvMUBI+VoNm++HBFCumkg+++njaXhh8l94xk6voR59uxSlzzqAS88SAEFndWl1mWPQUst/yecCKrc31GKGbeJ42VsxmGJQqEEsrRlRpIUhtNLseg+bdVudy3DpO9rCbMdOnoU2qwSabwPsBoXWJmeHPy35Yj1gHTr9DUOmqt6+nB5upEqsnLTQRhw2K7KGvLvV7euDHDzHTJNLMYyoAQyyFLGygjfugCuh9hwzLkDQL8sWBe402aFAnqLNDz2x4/DX1JpEemzrBHeqttJururBBu/CsJVTJSnfcGZyRPi4ky+s2G5WjLLIH0yTKxYtEXFaUA3Gw+nFPgebd4owokkDyxaicuvLaPnaJbYxkmkN6i2wU7iqwy/EfPTjTHkX5kgPK0DSUqw42OsN18dNEV1O214pVvQ2VVJbCnneKvp0llHMDFqCWwMb9SBZO5+knBjsjmItT3990x9aOqAXzFQdb1UWHj3fAHBY5K7rQaseBo+v1jxGxxRPC5GiqQR6mRgxT0b3AK35bHqaPjhKqTCWWSY0cLmPxSV471DmlNtw2ha28x5Y5nKQivKu2lVRCdGoJoBNEd4qxNkNuCSfHDl8FecJyrodykz9fWFP67xnxfsYSX5BHKkG8ZoNGf6raTrHgFJGkdPCtkegnfU5G8lC63PQevB7s530lhkbUvKelGkM0jaNAS+r6lSj4VZoXjzifZDNZXVLNGNC0DIHBQXVV+FuSFFgWSBg5w/goy2WhzepZGlk20k6NAQ7bqGD2XU717sW2RN5YtsBcI4VLHMrygBaIDBwVOoOAAyki/S9xweHD28kXcKw1mg/dodBXonu14HpjYuaqLkoCqEgm21MfS1AkKoo2PAeh43i8vEiZGkYMdR6BwBpsnSwKMHXetxjop4zJHLY8qc4uW50TsSf5qPUzfrwfwu9hf6L/jbby36YYsZynnk5cnpUPs4+wmJiYmJNTnfbv+k/4F/W2MclwtFgLuCW0qWagdGs1GF1baq7xJBqxsb297d/0k/2F/8ALGXDuKrJEkZYo6FTYrvadhYOxBFDcGiPXjF7s86koPEyze4TuJcJljDy5l42iApXIXmiMnQz3pXUFJBeKiCLqqF2/g+iYZuYMpEiI0bdSocOnd11pbYWpvVpO97HDJxGaPllcwysgFC13reyPFpDZ6fT44Wn4s8kE8LRVzHdkaNgrKsjlmViVO62Bq31AAbVeBHZVlTjJOTsTMuWZi3Uk3fXV4367xv4uGPBxqDFdfydAk8sFtJFA0oANGqC14Yq/HowAHyusgBdbvZatrJ0d5tupxXhz2iWWfluzOUdQ0txq6BlQUEFKAxPjYUKNO+M4U1GTdzvxfi1KvTULWt+tBTiyoalCyMW2UCyWPXYcvfpf0Y6t2jY8mAj72RsTsNRC6dj0JXV+cYTuBzPlpVkRVYgEOtae4wGooQDyz0IoVW3Q4tx5oc95hAWLRiIR8y05S1puMR0DQG26g3QF4qSzRsefgsZChNVH2exe4MpOZi03qGq68Eo6r9V6R7dOFviEgTNZsGJWLPIO8CCupjTjpZ22O4wT4rnBLlnhGVEcchGoxsFuiD15ZUmh0I92KudheRzUZCopoUS+nUWZ3Yi9y3sHtJJUI5Y2NfEcdDEyzx0Om/B61ZDLg+IevtJP1ivdhhmmoY5z2ez75aDSYgyjvMHdo2jYuxX8BhpZdBHTx63hhHaWEwLPO6xKwBJGp0WzQHMCAE+wbb30ONou5FOacUFUl714LRSXhbzGfgjK654l1mltgNR8Avn1HTzwO4v2uELLFCut2XUS5ZKFkDu6C17HqAK8/CrluSQJ+F7i4Yx5VfA8yTy6FUHt6n3YVuxq/LH2N+pcTj0nOfmkrqaywWyF6BRqIBOwBvzOMeB5gQOWO4INCvE1+z82MJu6ZxVaqcrD7no4REHAUrSMX2BCgNrYv1UqD1vb6MBeCNeYkaUVcOVMl0ldyfVqs90XQI8LIwMk4xEW1clC2rVZX8PYBuvp7DvdduuPRx9QzvyxqcAOdzqC3pBBaq7ze297xLfoOVVPsNPEVVWjKKsbO4AUKA0iAMXLDqqqLIHW9N9axb4aFLsp3fcqu3e7x1ab6uvcPqv14ScrxuKMkxwRoWABKpRKjoLB9EeXTGWY48kgKyRI6k2VdAy3dg0x6jzwm3mvYTqpzzWCfaI/fACGXn5Q2q0mo5lP06HfHhSE7ndoWCErciI6mwxcA03Vl36bAEDb0dvSwhjjiaBGIkCKQyoqUoKsGUgBgBTAH2jGc3HEchnhjZh0LRgnbcbk4ak072GqyTvYYsrL3A2ole8Vf0iYRIRE9m9RMOlrN3eCnF4oxCSirq6wlAL1k93SR1jYmm8KY3scKH3Tb3W/sN/5saouORqSyworG7ZY1DEHc2wNmziYtpPQmNVRT03DvZxVMkykKbzc+kMaDMGFDoQTVkAjfT6sX+IRJzdKqEfQxkUAC91CMdO2rZgOhIvbu7Ky8aj0spiBVyzOpUFWLG2JBajZ3xvg41GilY4go3NKgALVQJo+zfrh3eW1gdZZcpS7G8SeJ3WONafvt6Z0mq2AJJBYjbwvBzKcdzj6D8gqshY/Jt3WDFdH3zc9D7L8sKKJQK+Bq/XXTF4Z2W71m7vw697eq699vfjRMlYqysG+LcWmaJhJyHQsFeJ4wbG5BJWQ0LWx0II9mBed4i88axpl0EULKscMQK65X1BFu7CBVd2qj3etmxpy0roCwA0Md9SowLDpsynxbqB+Fgh2dzixuyGqZgya+hIDoVLeGpHYA+BA88O5VOvnmlJ6cGrgXDSsiHMPEyMxUhY4gn4VU3pXQDHe62snbFrj3DBBLS3oayt7kEGmW/EA9D4gjBVcmxkIYy8krultZN3uT4bsdRPj1obD+0vEBNKoStKCrHQk9aPiBQF4G7o0xsIKn69h17Cf0X/ABt+vDFhd7CKRlFvxdz+lX+mGLGsdjah9nH2ExMTEwzUWu1nZ5sxUkdawKKnbUNyKPgwJPXY34YR5+D5gGjl5vojYj3iwffiYmIcEzlq4SFSWZmGS4ZKk0chy0/ddSfkXugQfLBTL5CZIuWgmVg4fWIpqK72PQsnYHSRW9eBxMTDUEhwwsY92WJlk2KQTgXFpXlykppZS3cK8taAO679K6nFLJ5SVaJgzBQF9UXJk+UJk1K3TSaGn0iCOXXjjzEwZS/Ije5tgyeYpQRPzAwZpuXL3owzEx+jqPUNRGnwvbFLIcJzGqWoJodaMFOhu7bowFpbDYEWB4YmJgyol4aLtuEZ8rPausc/dTSY+UxuTmFhKVPcqyJOuraqu8D+JcKzRI0RZg2pD6deiiboc0h6PUqbF4mJgcRyw8ZK12Vv5IzpBBgzJBoG63A9G7fw8PLFf7lszdjJy3d/g1Z6mtdAnzq8TEwsiM+jhyzBuymaqvicpAXSAeWQFu6AL7Cz0GDacBmIKpl5YiiGNZGrvg6e9aW4Fox72/y1dAamJgyIuOHjHuytm+zuZKyMsErM4VCKQFipQmQEtWltJNEhrbpgfB2VzhZQ2UlCkjUbi2W9z6fliYmDIgeGgy/m+xcoRjHBKzeA1L82+7dAjVt3tPifKx2X7I5w3rysy901RhNt4D77iYmHkQ3h4XuWc/2OzI+9ZWU7/PjoADrbMCbLV020NtuMZZPsbmStSZRw3e7xlSr7umwrHbdvqesXMTCyIOnhe5V+43P9PijdasSQ0fWLkwVl7EzAORl3Y/gIJEA60LYsD434VR69Me4mDIgWHgipw/sXmy4EuWYLR35kXX16XJ9w614YuZ7sTMEBhgctq3BkjsC2694LVBaIN7mwMTEwZEHTwtYnDuxeYIbmwFT+CeZH5Gj3WO2qrvwurOPM52QzNjlZYgUbJlj3OpgOr7d0Kfpx7iYeRC6anaxXHY7O/iP+5H+9jL7js7+I/wC5H+9iYmFkRPR0zMdj87+J2/vE/bjMdjs34wj7RP24mJgyIXRU/UzHY7OVp5Y0+XNFe7pi1kuxOYZhr0IvidWo/QoFX7Tj3EwZEPo6b3v8R/yOUWKNY0HdUUP9+Z64sYmJizqSsTExMTAB/9k=)
May be thes is yours?
WHat kind of a DDS chip has it? There are usually simple applications circuits of ADI/deliverer...
Kari
0
Yes it is!
0