PDA

View Full Version : JBLL65 inductor numbers not matching up.



warpig
08-27-2011, 11:21 AM
Hello All

I purchased a pair of L65 Jubal's not the A or B version. I am in the process of replacing the caps and the one resistor.

Looking at the schematics for the L65 the inductors on my crossover do not match up with the numbers on schematics. 1mh I have 13219 schematics says 52727. .5mh I have 13219 schematic says 13221. .3mh 52183 schematic says 52728. Also the .3mh has 3 wires and my wires are blue, white and green schematics says blue, red and black.

Should I be concerned with the 1mh and .5mh having the same numbers.

Thanks
http://www.audioheritage.org/vbulletin/image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA74AAAGsCAIAAAB 1nezvAAAgAElEQVR4nO3d2ZazuBkFUL//S5OLP3FcSPoQs4a9L3qVQYAmpFPuSuezAAAAFT5vVwAAAPogOg MAQBXRGQAAqojOAABQ5YLo/Pl8fn9O/ZZZHfw9+/3Yu1Urgt7YvM8YHQIAMIYjySybjwG4RLrMro78LsXxKh2v5Kuf s+Vvbel52RpmO+GTfGWTLfwpfN0TPK50Ku7GpfxdUs39z5fcHN z2R/+YYFiD92X1mlTe+Vh90gLZibSq9oFHE4hmQjxRSrMHAAAGJjoD AECV66PzgWsBAKBZojMAAFQRnQEAoIroDAAAVURnAACoIjoDAE CVXqNz/J8IKbYnOS7lAwBQaZzo/PvEyugsNwMAUK/v6Fw6EkTnT/J/SnlrPQEAGEbH0Tn73NLZVRmhGQCAvTqOzsf+YMOXzQAAHDNvdJ aeAYDBCDl36zs6l47E0Tl7OQBAv4JvFbOnVmfTuz1a+350HJ2D g0F0/v3ZtAAABrD5leLm2bTAnfXtWMfR+di3zvFNAAC6E+eZ+Hvl9Hv ozRvOrO/ovBKc/R7P3ufWqgIA3GpvdM5+Jy061+g1OlfWYTM6AwB0Lf4CMT2Slk/vIzKVjBmdAQDmURmdl9yfZ2x+A80v0RkAoG/Z3LWKy9lT6bWCXEx0BgDoWzZ6BdF5Kf93yeqD3Jx5T3QGAOjep 2DZGZ1L5eMnXtGCPgwYnbOTBgBgbLvCT1ymMj5NGLdGi87Br1z 9GqktAMBIZkspQ0Xn7KN7H8vxfhMAAMYzSVAZJzpHzeh2FEtfo nfaHABgYDNklSmi8xJmUDhg1/S7Q1AZYt8eOzzu35+//8yOhaEBJhRvlwOImyY6Qwfq35FL3qbDXu0kAN5x+W7yrrhdo0X nJ+tziXkm4vA+yfeR6TiWysSjXz8ZdpWsLLy35N0qG3hAevPVE 1d1+Gz933F9/n6H/b02vQ9wIa/V8y5biNsQt2uQ6NzvyM0zETmsfjLsKllZ+I6SAHRt7KwyTnRey ntz1+MnNxPblVyvLXzgnjUlAejUDFllwOj8+/Qxxk9uJlA5K+rnT/1k2zUtTV2AsU0SVIaKzsvQ39GO1BautTk36t+I9DfPzZL1ITsu A0CnxgtdgdGi88D0KiXBmpUez5Ys3SH7u2jpnnH1TrUQgCZNFZ r/EZ27oVcJVGbczcL1dy4Vy154eXsBeN2ci7zo3A29yqaaKJwtfN PTTVqAgc25yIvO3dCrAADvEp27oVcBAN4lOndDrwIAvEt07oZe Jav0F8Zteru3AOCUeEcTnRuiV8l6Ovye9naHAcBx8XYmOjdErw IAvEt07oZeBQB4l+jcDb1Kye9LF/yNhPkDACeJzt3Qq2Rt/GVxe97uMAA4Lt7OROeG6FUa9J2WNYnZBAZgAKJzH/QqAMC7fOvcDb0KAPA60bkPehUA4F2+de6GXgUAeJfo3A29ykkH 5k/2EvMQgGmJzt3Qqxx2+K0UnQF4SzGe5jxZq5ej82/h7IWrs9meOnBhd9t/j3WmEdk5X3qPfouJzgC8JY7OD1dm9fTLovOBYPotXLrwTHRe3V l0ZmZBdA7erPQm5iEADwi2mwGj895LlnLsDvLxZnQuPatHXVee FmSjc/rzsvX7qnkIwAOK8fTVnajR6Bzs4sG16Z1Lz+pR15WnBaXfPJcw Om/eBwDuEEfnt77QuTg6L/sTXjb+1kTnVXnRGWJxdM6eEp0BeEscnR+uzOrpl0XnA/E/G3+zMTr9JUN0hnqiMwAdCbab2aNz+q3z8jcor0oGN1kdrCnWi6 4rTwvi6JxN0qIzAG/xrXPxkt9r01uJzv90XXla4FtnADpSSpWi88b/CvBYdG6wr0/quvIAAHt9/nq7OsvSeHReHYzv/EmUytTXrSldVx4AYADvR+drDZwvB24aAEAXRovOA9OxAADvEp2 7oWM5LPu3TOnB9K+eSsdLBwFgbKJzN3Qsx5Rmzu/BUoHflFx/NwAYlejcDR3LMZXROS3zG5dLF8aPAIDBiM7d0LEcU/M3FUFuPlkYAEYiOndDx3LMJ5EtEB85VhgABiM6d0PHcon07zQq v0XOFjYtAZiK6NwNHcslPj9/wVyaVDXfTMfHAWBIonM3dCwHZL8nXv1Qc0lQ+IpqAkAfROdu6F iO+Z05359X06n0c3CH9CYANOLz19vVGYro3A0dy2HZF7O0sJai s7cboAvxvzys/BeJ1vwS0bkbOhYA2JQNDAei803V653o3A0dCwBsOv+ts8gREJ3 7oGMBgBqfgt+zmxc+WN/OiM7d0LEAwCbR+Vaicx90LABQIxsYvgfj6BzcgX9E557oWAAgd j46x8UmJzr3QccCADXSwPCbIi6MznOGE9G5DzoWAKjxKQjOfk+ l96l/1h1tadBo0TmYEL0bqS0AwDDGC12BoaJz6desm+rzcEafZEYCAD 2aJECPE51Lj76pSk9m9OXt30kAADY9+ZXiW0aLzntPnXyc6AwA 8Gvs9DxIdN5oBgwnntilyZ++GoffuGMXXi7bqM3uKhVLC2yWrP Gt52ax5Z5f9QGeVFrfxhA3SnQGAOCUh2PhreJGdROdl2f/YOP5+THk5KMFn58vO+N/riZ5emH6w1L+rrd0580XavX0GWT7FqAXby+iF4vbJTpvPO6x+T Hq/AMARjJwaP5ntOicPvqmKj3/q9XAsxAAGMDwuXkZKTov78XZB5o89iwEALo2Q2j+Z6jovBTS8w NPvPURjz0FAGCXeULzP6NF51c8Fp1n61gAoGWz5eZFdD7Pt84A wIQmTH2L6Hye6AwATGjOcNJfdP4kggr8nr2pbqIzAMAkRojO2X ycno0z98n6XHKr158CAECgy+icfWjpbOnCq+r5ZHSWngEAXjRv dF4uSr2+dQYAmET30Xn1uO/HbFDevNux+ojOAAAz6DI6p2rODhCdpWcAgBd1GZ3TJ5bOBhdul q+vj2+dAQBm0H10Xh3ZFZ0vqaroDAAwCdFZdAYAoMog0fn3D5p Tm6dO1kd0BgCYQX/RubICNdH5widecqvXnwIAQGC06Pw80RkAeNcqJ6Sx4XskGye+p 0purn5PROezRGdgMPGuWTo78F57PpTE7q4/MzBLHxP3iei87Zn2ztarwFuCHXcp7K/BqTEWrmwoycaUIJSsjtxWWSYVz9LVz9nLN4/wj+h81rTRubX6AJeoic67Lhxjrcj+kvB7dvXD6trNI3De769wo vN9ROezZo7O6S+4L9YHuMSF0Tku35cgOgslNGIVnbM/LH+DdRqyf+/2bPW7ITqfJTpnPwKdyr7a2SNBgizdrV9pPhZKaM3vnCwdWczS0 +Ksu6/XggEY2DPtbbBXs7vpi/UBLhHvqcHZ0u47xsrwG0FKPyxCCa8qvZXpW5y9dvMI/5Te6/+evfZ2Q3qmvQ32anZDfbE+wCXSd7lm381eWDrYqWwEEUpoiln6 gCujc/Ab9sBE5+xHoFOb0bn+wvpru3AmlKRdel89mVnN+3thdB7pBa8n Op8lOmc/Ap3a3HqLG8bRzN2LM9F58whc4pXoPNibvkl0PuvJ6NxUx4rOMK R46/0UlE690IA7baYQ0ZlOHZ6lA7/vJaLzWXe3t9ndSHTmVg3OeQCyplqur4zOm7cb0q3tzebmRrpXd OY+zU57AEomWbGvjM6TdNnKfe0t5eZGuld05iYtT3sAAjOs26L zWa9E53b0Vdtj7hjZy++5JC/g5+/o/P4zrcAnN5Sl22a7KNuo1am0S8+MRVylV5ysTGk0914LffnkvoV J53Y8/w+f/S2Tlkwf/Vtnb99K0IcjiZsmOm+7r72br3oL+qrtMfXjtWtkL7znm70DV6h 8d671dqNhIq+84zeJG3UwOl9RsW7c1+SWZ2FajfRj9qrgyOrs9 4afv7/cpx/Tbkl/rrdZ57hPLi954Ol7m9ydVatXpz7labC6Ku7D+k6uHKPs3bI1X9 Uhe7ZUt+Pd+qpjfXjS240mEozR99Tqh8qBXpJV4vc4d7jj/X1R3C7fOm+7tb0tz8JVTdqp2LXq27Wr5LVPH6nz51l8+efFwTW 14A7Dr9u3ROcrKtYN0Tn7cRg3Ref6QDxbdF7anvZcTnSGkcywa N8SnQfur9QD7W0zQEwSnZe6pu2NuaJzQHSeiugMw5hkxb4lOl9 RsW480+QGO3a26By07nu2smTNm7K3ZEU7+jNw0/h6PTq/8mgYySSJ+Ut0Pkt0zn4cTGlup+tFZcmNF6/ihjVnezdw0/h6PTqbY3DGbLl5EZ3PE52zH8fzKasvmfbY3pLZax9o/ivGbh3/vDjKJhicMcM2lBW32t86b3umvQ326qo+DdbwDpWZNY7CcbFdJc fu8+EbyNJAdDbH4LA536BbovMVFeuG6Pz92FoNO1L57swTmv+Z pJmTE52BvojOZ80cnX+r1GAN6Z1JNYPXo/Mrjwb6JTqfJTpnPw7jsyUts/x9F0btmQfouhm8Hp3NMWAX0fks0Tn7cRib0bkpb/fWxYZsFCsvjrIJBhwQ77mi87Znmtxgx67q01r1mvUdylXklZtT o7aLX6Lz0lJNgE2i81nTRme4m2k/A9F5aakmwCbR+SzRGW5i2ver/t+HiM5LSzUBNonOZw0Wnes3vM3LB5gP2eY06+3eut6o7Rre78D Fg/juHG7n3WmkGkCNeOkQnbc90+Qnn3JmJxtsAhwJsK96u8MuNmSj ZvA7cKVBbGEOtzPB2qkJsCler0Tnbc80+ZWn7H3ihKPPrcyoTq 2WEdF5Uzs1ATaJzmeNGp2jaVEuNuEE4D6mU9eCHaGUmx8e8XYm WDs1ATaJzmeNFJ2Xv1taUKb084u7IOMxhQaQHUTReaWdmgCbRO ezRorOv08pPTEoIzdzLbNoDOk4is4rh2tSc2FND2ePW9IhK34j ROdtzzT5gaeUtreg2KrAhKPPrcyoTm2uJKLzysPRuTQcNRc20m PwovhdEJ23PdPkx56y+dBgJZ1w9LmVGdWpmrDVQixrZ4IdrknN hWmZ1ZFS/5fW/wP1hJGIzmcNFp3jHBzvdhOO/q/DCSDo6ksr2B+d0K+ad6G0kjymnQl2uCY1F2YzcXbdTotl73agn jCSeMkSnbc90+THOjbexmo2wjtr17TLN7+ZO/OfyWfUJF4c5XYm2JnVo/Lmpd9SRGfYS3Q+a7Do3EU12lR8iz6f1dlg64oPzkYnzEB0Xt77 nwmujqRns3c7UE8Yieh81mzR+e0qtCvembJ+y2Tv9lztm6QTZi A6L4986xycCoL1sSfC2ETns6aKzgRqYnH21Ga2npZOmIHovNz/rXP9qdW6dFU9YSSi81miM6nS9pON0baoEp0wA9F5OR2dPz+/kGfLBJeXavJ7Z7/Swy/R+awho/PqWaVFM3t8Y0pNMz1E5/N0wgxE5+WK6BxE22A1zp7K3nPO/R2yNnLOhfca1TNNfrJjS1F4Nb41B7P3eaYVD8s2dnW8pkzphnP SCTN4cZTbmWDt1ATYJDqfNVJ0DiLv78fVD9+f42g45PRIk/GqmaLzGTphBqLzUv43e0CDROezRorO2WetnlvKedkLa67t2q7o vOz8g417q96D8SYMKdH515zbKPRFdD5r8uj8O+gTRmduZcLMQH RemXMnhY6IzmeJzr9HPongWoiZMDMQnX8d2EY3LwnWZOAA0fms yaNzelB05iomzAxE53+ObaCbsdg6DJcTnc+aITqvYnFQpnRh6Q gETJgZiM6Ht850HY4LBAeBeqLzWaLz8vc/u5H9uXRkGNmWpm9E/cHSnacy8ITh68WNo4UJdqb5ojO8QnQ+a/jovFQEvlVcLs2EIadHtrHfI0Hn/BaIe/jB1rRl8ubPI1g0Hnjuk09Mn36yDgeWXK8VnBS/uaLztmea/HrH7lqC55kDQeT9/bj6YSlk61XhOV+oX5M3fzbPT/gXJ9hVjY2j81L4KvrkQ2FyovNZk0RnYsVXqLyffaNzcJ/Jx33y5s/pyX2k9+h87Jf29CCwi+h8lujMUv4rw+zAxcfjI1OZvPkTengTe XeCBUvErjvEH7N52psFZ4jOZ4nOLHu+da7PzaWD85i8+VM5nyM PP/SxxwV1OFaTY9F5zp0aLiQ6nyU6s4T/9jO7b60KlMZ38nGfvPnzeGvvaGeCHU60n7+yZ7Plz9YYJiY6ny U6sxT+J4Crj8HeVnwD5x73yZs/g8OR8cKnP//crJPp+aZaASnR+SzRmaXw1fLvG5E9uCTB+pP7iujBdrRl8uaP7 d3Q/FuHt55e8nq3ADHR+SzRmaXwX8aIo3NJep9HW9KSyZs/qhZC829N3q1DViP9A2SJzmeJznAT035I7ewUjVRjpZ3+AbJE57 NEZ7iJaT8k3zoHLuyZ7H1K908Pfvxn7KBAdD5LdIabmPZje33L aGeCnfl1Ir3w81d8/JOIbwKIzmeJznAT0354e8PZVbtMKS++4kwdShF5VWBJ3qbf4+n B1XHgl+h8lugMNzHtJ1G5d1yVdNPcfMdM29uo88/6/bg6my0TRGevHgRE57NEZ7iJaT+POMJeGHNLufm+6FzTqEue9ft xdTa4JFvPW3sGYqWJF0zRhydq/ETRedszTZ6wY8G0n81mhju/y5RuePlMi+9/7UNXt0qfFTw6W8nSz/CA0tvRzrSM31/RedszTZ6wY8G0n1AQbQdzeaf9flydDUoGH0s3hFtl35HVwctfo l3it1h03vZMkyfsWDDtZ3NBIO3KtV2X/fn3Y/rQ1ZHvx9Id4AHZd2R15PI3aJf4FRadtz3T5Ak7Fkz7qaz2y6Nx tD9Xdd3vx/RU9lnphZ8kOl9VSaiUzsP0fbnjPdpbw9JDRedtzzR5wo4F034S wf53R9y8457HnnJti0qPDupTX/hM9WCX1eRcymH63RqWKiA6b3umyRN2LJj2w6sMZ3ckubuj4a46 C6nwtUrMv++F6DyCx5o8W8fC8va0//z9koNrHQiLfeXLMw28tWLQuFVWFp1HIzrDfU5O+2OXf3IO14Gs M33by3Ccn3531Aral0bn31PZ4w8TnU8RneE+Z6b9mWTmXbuPaL hJ/8Av0XlAojPc5PC0P/mlpnftPnNuE7voImic6HyKb53hPiezb3x59puMww9llxa+e26h Diut1QfIEp3PEp3hJi9G5wZz1WDe7eHWRrmdmgCbROdTHmvybB 0Ly6Fp/3tJtLT9PZVG5/2V5Yi3do1gAjxvwq0TuiY6nyI6w30OR+fNLxSDhO1de97ze8fq WS+O+IT7JvROdD5FdIb7nJz20dJWTtjetbe8tYO8+FCTDXokOp 8iOsNh2cwaW37ehc03ovTWBLk5uIoHPLyJvJhfTTPol+h8iugM x9QE5Rqbj6g//lvgbPM46rG17t0Ny5IO/RKdTxGd4ZgHonP86MtbxElP7iCvz4GTcxh4keh8iugMcN7D20c jK+qEmyYMQHQ+RXQGOOytL18v+dcXl9fn3ToAlUTnU0RngGMm3 DJK9AN0RHQ+RXSGA9Lv/I6peUrNkdLdVsfrH01MT67oCuhIvHyJzhsea/JsHcvYTqTltc1H1BzJ3m11sP7RxHRgSodAR+JFTHTe8FiTZ+tY WE5M+zTgZiNv+nHzDtnC1Jtwm6ihT6AjovMpojPc50xuXnJvTR x/g6idvdWBurFMuVNs0iHQEdH5FNEZ7vNWdA5+OFk3/ln9ZoKugI6IzqeIznCfA3M+/ea4dDa9f5rnROdbTbhllOgH6IjofIroDPc5HJ1XVmdL989em73 PsbqRmnDXyNIJ0BHR+RTRGe5zcs5n824pSW8m5tLPnKQzF50AX RGdTxGd4T7PROdP4U8ylq1sfaZufOnMRSdAV0TnU0RnuM/d0Xn5G4g37yA330F/LjoBuiI6nyI6w33M+RlY3BadAF0RnU8RneE+5vwMLG6LToCuiM 6niM5wH3N+Bha3RSdAV0TnU0RnuI85PwOL21LXCXoJGnFZdP78 uKhuHRCd4T7m/AwmX9w+iaDM89UDUqLzKaIz3Mecn8G0i1samrNdMefeCi0TnU8 RneEm5vwk5hzoUm6O9uP5egnadFl03rzXkERnuIk5P4k5B1p0h n751vkU0RluYs5PYs6BFp2hX6LzKaIz3Mecn0Gbi1tNli1dWHN QdIZ+ic6niM5wE3N+Em0OdBxq9wbcbPldubl0Z+B5ovMpojPcx JyfRJsDndZKdAb+EZ1PEZ3hJub8JNoc6Mujc/ygmq2kwV6iWfXzigNE51NEZ7iJOT+JNgd6/VXw36X+wui8eUM4IJi9S3lCBr8u8kt0PkV0hpuY85Noc6BFZ7o Wh+Ca2WtOBkTnUx5r71S9CouFexptDnS2Vt+DojONy87e4Ozqu AkZE51PeazJU/UqLNbuabQ50KIzXfvk/J7dvOqpmnZJdD7lyeg8VceCOc+L0un3u9rH0Tl74d7HwRmi861 E51Mea+9sHQvmPC/KJo/vhAzOxpElfty9TWImn/IvfunZtJgJGROdT3msyVP1KizCBDMx27lWOp0qo3O2PCui8ymi M9xktsWEmZntXOt8dA6KbT5reKLzKY+1d6pehUWYYCZmO9f65A Rnv8fTm1Q+6PImtEx0Pu7JJk/VscwsXvFhSOY514pX0crovFTMzDnXatH5oIc3+El6FbJvlvnPq Ex1BjDbBBaddytt7be2ffheheWllwteYaozmHmmsei8W7y7f5J/LfL7z7RkTY9VduxvgeFHgSHVv1nQO1OdIc0wmePWic4Z8e4O0L 7sUvb24rosP7/2N1Kfm9QMEPRohskcN010zti7RQEAzOzt7HaluFGic8Yrk2P4X oXFv8K+U83GtlnmAY1UA7jW20vgleJGic55z8+MGXoVFv9xOqY xSchgTmNPadH5INEZbjL2mgtfcjNDGn4+i87HPbnezdOrAPOQm xnMDPNZdD7lsfZO1asAQF/m+T1QdD7lmfbO1qsAQC9mS4Ci8ymiMwAwp3m+af4lOp/iDzYAgDnNnP1E54N86wwAzGnOfCI6nyI6AwDMQ3Q+RXQGAJiH6 HyK6AwAMA/R+RTRGQBgHqLzKaIzAMA8ROdTRGcAgHmIzqeIzgAA8xCdTxGdg ZF8/gpOZQukd7u9xo8LemDvfS6sFfAY0fkU0RkYRjYcfxefmrPZGz7 ahvvFv0IUd9Pc7yH3VpRZBfNz8TvbFUTnU0RnYAyb2bdU4PfsD AEx6ITs2WyZ8bqFdhR+yf3/qxpcVfrIL9H5FNEZGENpndkbnYfffU9G5yH7hKZs/g5cusosrSQ6nzJtdJ5hg4SpbG6o6Wue3WuH34A/Ob9nN696qqZM6mR0Nks3ic6niM7Zj0B3KjfUIDKKzktddB6vT2 iKKXq3uJdE5w3PtLfBXi3tmkCn4g11qY7Oq0vur/jTVo1adUVlN95dSWYmOt9NdD5FdM5+BLpTeovTQFxzduDtINsJ NdE5Wx4ud3iKxi87X6LzKaJz9iPQnewCvrmbis7L/ui8WDO50/noHBRjEZ3PeKy9Dfaq6Azj+eSszqaXlM6OuizU9FJ6apLOoQXx y1gfnWum6GzB75+41aJz5LH2Ntirx94xoH27FvN4Px5yWQhyc3 A27QrLJjdJJ+FqKgbH0/vUP+uOtrQpbrLoHHmsva31atrw1moIADxjtgQoOp8yZ3ReRvnW OfubNwCw1zz7qeh83LTfOi9DROdPwdv1AoAuTbKfis7HPRyd2+ nYtD5NVa+S6AwAlxt+SxWdj3s+Orem/RrStbvfrBpv90ETlp9fj38PBl20Kpn9Ob3V8y7sn+8/h7EaoFJ7P38nQ/YmqyNLedqU6pAWy/Z56T7Zu1X2A3vVjGzX4naJzpEn25tdPl7XePUYwAMvV+ztDpiF wYWxvfKO3yRulOgcma29X2nDu+uHed7w7nz+fsX1bmWWmV7zXf tfZeF6TTV5Sb4ZXX4m5K39AKN65R2/Sdwo0TkyW3t/rRreXT/M84b3q5GxaKQaA3uxh73ycJ+Bd1XR+bjZ2vur9+i8+J8JNq+R4 WikGgMTnWEww2+povNxs7X3K214p50gN7csOyLxbzulQQxudaw aXEh0hmFMsp+KzsfN1t6v+sjSvmkHsX310flbTHTukegMA8iuy aO6PjpfVLEOTNjkf0aKzkvnlR9YZd49E50PV4MLic7Qu3lC8z/XR+dJOm6ZeNkVnXmA6DwJ0Rn69fnr7eo8RHQ+brb2fonOPCCIz p/k/1IhuCS41eFqcCHRGfo150skOh83W3u/RGceEEfnleCS4FaHq8GFRGegL9dH54sq1oEJm/yP6MwDguicHgzObl51oBpcSHQG+nJ9dJ5nGZqtvV+iMw8QnSch Oi+mGXRFdD5utvb+SqPzi5U5adpBbNyt0bl+0E2PY7ro4XbW8E aqAdQQnY+brb2jMohtCqJzKji7eWqzGhc2aga7OvndjaOdNbyR agA1ro/OF1WsAxM2eUgGsU2lcfn8/c9rZK8qrmj731lzY5fsbyybhd9aS9tZwxupBlBDdD5uwiYf9vo eGWitPvzTyLg0Uo2O/HZXza8xL64M7SxHjVQDqCE6Hzdek+v3uWN3bjM9N1UZvhoZlxb q0KkDuVl0BtonOh83UpM3t65LovPpat6i5brNrJFxaaEOPdq1n ojOjVQDqCE6HzdSk+Otq6aZqzKr8i13VMt1m1kj49JCHfoVLym i86omb9cCqCI6Hzdekyv3uc1r02Itd1TLdZtZI+PSQh06kn33S 8Uaic5PPrGknZoAm0Tn48ZrcmV0DsqU7vPuBhlrrT7808i4tFC HjqxGrX5JeTE6tzDEjVQDqCE6Hzdekyubky22is7H7vyKlus2s 0bGpYU69KUyDYvOaU3ergVQRXQ+brwmi860o5FxaaEOo3oxNK8 q8PyjszU5dmHlzYPejg++PkzQGtH5uPGaXGrO6ngQneOl+Y46n 9dy3WbWyLi0UIexvTjQ7azhD0Tn4FmVebqd7oJ3icUK6wMAABI zSURBVM7Hjdfk0gobx+JsAdGZkxoZlxbqMDbRebk/OsePy67bwVJ/oJ4wEtH5uPGaHCydQW5eKpbvlntpsEEcSQvj0kIdxiY6L69G59 XPm1VqobvgXaLzcRM2uaTrTjCIzWphXFqow9hej86vPHrl7uic yj5adIYaovNxEzZ5SAaxWS2MSwt1GJvovDwenYNTn9y30XufCG MTnY+bsMlDMohtamRcWqjD2ETn5cRuUhmdN58rOkM90fm4CZs8 JIP4gOx3XUHJdl6uFuowNtF5OTHtz0fnbE2WQue002PwItH5uP GanDYnXs1rCjcVg7JartswKqPzJ/FgHfNaqMPYROdfuyZ/5cuy69T3VunL2M5bCe+K3wXROTJSk7PL4u/HtKU1heM7NMKu8IBgtvweabD/G6zSYF4c92anXP3rUBNtixv81nFrI2TFL4XoHBmpyen6GGedtO 3Zfghu2Bo7xK3i6bQ0/DY1WKXBvDjubc66NmsFfInOx43X5DjpfnJfRawKV96hTeMNaDv 2/ibWjjZrNRLR+au1+gBZovNx4zV5V3ROf1hF6uwdmu2u9PcBLlQ Tnd+o17ZmKzYM0Xmx/kBvROeDxmtyTXRelckWLm0DzfbVeEPZGtGZEtG5qZoAm+IXVnS OjNfkIDp/KmQLr+7/TEPqjTeIbRKdKXnxHXx94pWWymN3yN4kWKiBY+K3SXSOjNfk3+ aUwk12IY4LZ2/4umN7SXYTumTrSk+VHhRfUt+WJ8U1b21u/Gq2YsOoeTvufvSTD73w6b93yN6qtKocfiKwiM5njNfkUqAptXS z8OYd3nKsPkEbS7tX/ZGazi+VKd25HV3X/O0qzCL7IjzwxGeeVXr6mQqk71HN/Vt+3aAL8csrOkfGa3Jlqvs9my1ZOn5fzXc5XJ9s2gtSYOXWVeq 3+FnpVU118krQS6UjjWizVqN6eK14d9ZdsjaWFqKlev0B9orfX NE5MmGTB3Bm1Dbz7pJLt6U6BAezt01/6Do6Zwu0Vv8GqzSw5+dAI+NbWkz2XhuvKr8Hj9cVEJ3PmLDJYz izUW3eJM2IlVtXHILTU78/BLdtxGZ0Xlp9oVqrz5AueSUPP/fJJ5Yc64HN1abmCLCX6HzchE0eyeevAxd+P6ZnSx+zR9Ljm9E5 rUDjUzHtlqDYsXG5SQt1GNuLY93IHPvaO/M3V5slt0CdrycgOh80YZPHc2yvClJgkHqzH0sX7orO7U/Fyui8JOl5856l8qWz8VXZp+xoJ3u8PnXbfGv2vgLBx8qDwC7x6 yk6RyZs8qiObVTZg6uItuT+QnrJBbLsDhc8IijQoKB1abHK5nw KgrObV2Wfsq+p1Nk11rfW4a2nx2o6Jzux07PZl+LWysPY4vdId I5M2OThBWNaH8Wyl5SOrAoHjyuVzB5pTdqEbIFdrYj7IbjVZud vHueM4C14pSbv1iG1t3+Cwtl35JpawsTiN1R0jkzY5OFtbkLZO BtsdbtmSDYIxgHxwFNesarhyY4qXbIalODCyoPxfTimnenaTk2 +gsUEJrH5e2CwHT9Ww+ChonNkwiYPzI51qzg6H+v27OpZs7aKz u9q50VrpBpf7fQMvCiOzo28JqLzQRM2eWBG81ZpdA4+7rpnNhz HZ0Xn12WHrP7Caytw0xDvuvndlYGOlJboeA1/mOh80IRNHpJxfECaa4Oz9fcMnhLcUHRuR/3bd2HY/RScuefmU2pKXluB4HHPPAiOyb4OovMgZmvveO7bNVlpPDqXKmB uPGAzYl4bc7N3u2Ogax5x4dOz71T63qXHSzW8tXMgEL+kD7y89 ZXMn9p7l6lesAmbPJIzb93hXaqm8KHWtC5tb3D22D2XJDpn71n q/OApeyvGATUv0SWvSXDPa8c6fsodzVkdXP2cfXqp8GLm857NN/TWN3dXJfOn9t5lqpdtwiYP48zYZXepzXf7QOGRpJ0WnK2/Z/CUtKs/5W8sgqcPORzNKo3OwC7ssd+DqwJLuHClheFF2Xn4e7CFWRq8LK JzZLb2juHMprW52ZTe7ezuFWxpu1vVvM02Nvs2tVmrgSXZcnxX ddrvx9XZbJn0+OrgVdWDXbITbzVRH6/UWvB2iM6R2do7gEv2g+iFKZwqPfemfbRB8da+JAtII90y8Ig0K B3u7AtSmhKf/2W+ykccePuCebtL9g41XRS3q1TPUrWzTVgVuKR6sEt2vq3m57M 1ygjeC9E5Mlt7x1C/TcZ3qL/tahMqXXW+Yi2Lt/bfMoEH6/unSs8/dzalUb5pMjwzwXbd/2Qd4vcr26vZ55bq4C3gSaVJ+BGdBzBhk4dxZr8Mdpf01O/B4Oxq23tgUp1pfvZWNY8LbrKqVdbeqp7nBX/G5hBfPhkemF1773+mMvH79SkE5eyF2ad7C2AleFVF58hs7R3M4 Y2zZo9fPaJ0YbYCD8yrM6EhLV9zk3hrL1WsEbv6h13qO/nyQbl7iI/d/8xVvx9XZ7PFshdmn+4tgJXgJRWdI7O1d1R7t+TfYsFWlL1b9tr s7nWiQVX137Wbrs5mb7j50JqbtKmiU9nnTPfOMCJ7+2dVMjuBd 014bwHEgvdCdI7M1t6x1W8S2V1q9XO6aQUF0p8vbluuCWn9N3f T9NrVHeIn1tykpiaHle68/B2gbPW41m/nk1rNz0vuUPlSXFgHGFjwaojOkdnaO4OaaRxsMKXdqLSBlW5yT +PyDUkrVjpVam9NndP21tTklW7hbgY0pn+gfcFLKjpHZmvvJOa ZyatUWorRpVNXRefsHUTngbUwmm1OrQarBGSJzgfN1t7hzblvZ aPzUvijjiX5wjg4mH1KfPP0kglHZAavj+xqSrcwwUx16IjofNB s7R3bPBM4bebJ6FzTbweiM8N7K0Cns/HdGfj6LxLAXqLzQbO1d1SzTd1Ve78/i8684vXg+O4MnG39gTEEb67oHJmtveN5fc9+2Cour5qfpts0Xi +56Fw6uCogOlOSzsbnH/3kQ1ePNv+hO8GbKzpHZmvvYCbct9LAGrT92m5Z3U10Juvht7KF 3Pz8o4HzROeDZmvvMCYMza8LovPiVeLHM6/n61POEgRdC15h0TkyW3vHMOFEbUFNdDYoLI9Mhkbmm9/hoV+i80GztXcMtqtXxNF5mXIBYeWxOfDJufuhm5V5qwLAAcFrK zpHZmvvMBrZMpuSjbbZLir1W9yZq7P539SNyKwefh+bis6/VXq3DkC9YOkQnSOztXcwTW2cz8g2OZshSsGi/g7po4OPcQ0ZmxFf7CbQm2i/u+Quo5qtvUOaat6WQu0qBJcKrM5mjwfR+VP9rfMkw4ER/9IJ0BfR+aDZ2jukqeZtKbD+/pyNztmze6NzXJOpBgKheUVXQF9E54Nma++oJhnHT6JUZnUkuGH 2znHh0sdJRoFFbs7RG9AX0fmg2do7qknG8fcNzTY5+woHUbgUn UuhPP44wxDwz4SbxSYdAn0RnQ+arb2jmnMcf5tcenlrEnZl2g7 KzNn/M4t/y5qT3oC+iM4HzdbeUU0yjqUveoPvibOx+MCR7NPj8ozt89fb1X mffoC+iM4HzdbeUU0yjqtmBl8bl47XlKy8m+jM4uvnH5WdoK+g EcHLWPuKzrkCztbeUU0yjp9E9mAQgkuFS3dYXVv6OEn/UzL5BKjcPefcZKFZ0X639xZTvdWztXdU84xjKR8fjs7pqeDRpY/z9D9ZM0+A4AUMCj9ZQyBLdD5otvaOyjg+II3awVmmMu3oZ3PzZ m/M2VfQGtH5oNnaOyrj+IDgW+fF12lzm3Pog9wsOkP7LojO8V1GN Vt7R2UcHxB/67xMuYDwz5zjLjpD10Tng2Zr76iM4wM2o/My5RrCMusLKDpD10Tng2Zr76iM4wNqovNvSYMyj2nHWnSGfl0Q nefc7WZr76iM4wNWPbzZ4ROuJ9OadqBFZ+iX6HzQbO0dlXFsU3 FVCnNGaSjT4wa9Ec2+gPE02zsJKyfzZle02VcwG9H5oNnaOyrj 2Kb66PxbLIjOq2IGvRFtjsXmNCudLYXpoI1zbqDQNdH5oNnaOy rj2KY4Oq+OZH8uXWXEm9LgcJSy7+8UKp0NovauJwItE50Pmq29 ozKObbojOk+4TLWvwRHZrE9aQHTmdZ9EfPbz99sEK+QuovNBs7 V3VMaxTXF0Li30paGcc43qQmuDUlOfdNatUkjp4JmHQiy7Nn7K +Xg1V4N1lVTQS6JzZLb2jso4tqm4KoVLfGkobQnNam1E0vpUpp D08pqZWXoo7FWauqWzlReSFewmonNktvaOyji2qbgqbW0P8d0M d2saHJHK6ByfSovFT2ytE+jOhdF58d9y2SI6HzRbe0dlHNt0U3 QO7gz/bE68+oBSuTmak5xXmnurj+mELEVnczIgOh8xW3sHZhzbdF90Dm 4Oy/7/wsbvkc1rK58Ie6XhOJuk07Oi8wGi80GztXdUxrFNcXQONoDKvc G4E8jOpU8YnT+Fv82o2RzNRs7bnLSlOZY9ZU7GgvdadI7M1t5R Gcc2FVelwsYQnzXE7JVOpGA6/ZY5kEKsQpxXWg9LZ4ML4/IsovMxs7V3VMaxWcaFeZjtnHd5dD720EmIzkfM1t7xfP56uzr8 YVyYitnOeTXRORWfqnzohBNYdD5itvYO5vAywd0MDVMx27lKPs btj84HnjvhBBadj5itvYMJFhHeZWiYh6nOGCacw6LzEbO1dzCl fGZA32VcmIfZzmCmmsai8xHBqkcjVuNVP2rpWD83sSa2d1ygX6 Y6o5pkMgcN3NHm4btppTKEAcDdluQ7rJpi2QJ3bHAvbtY8YHPy vFu9OwRN861z5PLFBQBgPG9HtosF7RKdGdM8r/dy9X+e8/P3//chv3Ds+fMYAIa3b99qXtAu0ZlhzfBu92iSZRcWs50t7UyG+ppM MqVFZyY1/LvdqRmWXfjHVGcwk0xp0RlojsUEoC+TpMG4maIzAACR2XKg6Aw AwBEThkDRGQCAHSb5s+Ys0RkAgB1mDn6iMwAAVBGdAQCgiugMA ABVRGdgHPFalD37ScRnNxe67CWbVYoLxw9dXVK6Z6lY/Z1rzsZPXz10V88E9QR4TLAoic5AZ+LlKIiPpQs3CwQV2LwqKJy tZPzQytt+/sbWzdsGZbJnN5+e1uFkNwI8KViORGegM3HM2syOpSN7KxA/NzgYFK5/aJA7S8WC2xZ3iIp+rqzD5p1LlwM8L1oY997Ciga8K85YpUCWlk l/3lWBzePxmpmtZ/1DK6sdL92bC3t9nN28Sfa2e28F8Ixo5dx7Cysa8K7vQhTE4sOR tPLpu2JrzaNfj85pgau6MVvzzW6x1wAvEp2BcaSRrpTMPgXp3X YtcZUldy2YlYFy783jptWcPVa9zZrX9wzA84KVSnQGOhOHyN+V Ko3F6Tq2WaBUgZrcWb9gBlU9U+3vwfTs7yXx2dWtgvrXnNrVLQ CvCNZw0RnoTClEph/ThSs4kv0Y1yFVqlVlozZVls/21ScXjrNdmq1/3Jzg7K77ALQgWMNFZ6Azcc4r/RzfoXS3ysqkK+TeBTO9T1Zl+WxL41PZ+sRHKs8GzwVoU7CGi85 AZ0qp7nNRdK4pEFwVP7r0lL1Vqqxh6RHx3T6hmuqdrLm9BnhXs OKJzkBngjS8WqlKq9benLrrVCmexrfaW6XK1Th9xG/PxDcvqaneZs2Dym8WALhbsBCJzkBnistZLuFlC5cS5Oo+u56eX lhzn7iewXMrV+NSbI3vttnDmw+qqUNcZ3sN8KJoudt7C8sZ8K7 NYBfn198j2WXtcLDbjKTBUzZX173lg6viJsdLfdz2yktq+rCmd QA3iZapvbewnAHv2kxpQV6sPBsvdKVLgoy4WbjyoXvvHFyVHqy pSbaZ8VVB+c1uAXhFsBztjs6XVgzgYjVBbdfZ4CmVma+m8OajV wXi6Pkp5+D06b9HNjsh7sOamtc0IegHgAcEy5HoDPCQOZfQml8 J7C9AU66MzlY3AAAGJjoDAMC2OPSKzgAA8H+iMwAAVBGdAQCgy sXR+fO//4bR99TqBwAA6NT10RngmJr15Mr1jzlk54+5BBwQ70eiMwAAZBy PztIzAABTORWdeVd2/FYFVsO8ORtWl9w07QAAupOPWxflOmBw33UkXlO+hVclN4/AAb8zMzv3ViXTCfxINYEu5Te40/spAABMQXQGAIAqojMAAFQRnQEAoIroDAAAVURnAACoIjoDAEAV 0RkAAKqIzgAAUOU/e1GTGGVhAFEAAAAASUVORK5CYII=

DavidF
08-27-2011, 11:36 AM
Hello All

I purchased a pair of L65 Jubal's not the A or B version. I am in the process of replacing the caps and the one resistor.

Looking at the schematics for the L65 the inductors on my crossover do not match up with the numbers on schematics. 1mh I have 13219 schematics says 52727. .5mh I have 13219 schematic says 13221. .3mh 52183 schematic says 52728. Also the .3mh has 3 wires and my wires are blue, white and green schematics says blue, red and black.

Should I be concerned with the 1mh and .5mh having the same numbers.

Thanks
http://www.audioheritage.org/vbulletin/image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA74AAAGsCAIAAAB 1nezvAAAgAElEQVR4nO3d2ZazuBkFUL//S5OLP3FcSPoQs4a9L3qVQYAmpFPuSuezAAAAFT5vVwAAAPogOg MAQBXRGQAAqojOAABQ5YLo/Pl8fn9O/ZZZHfw9+/3Yu1Urgt7YvM8YHQIAMIYjySybjwG4RLrMro78LsXxKh2v5Kuf s+Vvbel52RpmO+GTfGWTLfwpfN0TPK50Ku7GpfxdUs39z5fcHN z2R/+YYFiD92X1mlTe+Vh90gLZibSq9oFHE4hmQjxRSrMHAAAGJjoD AECV66PzgWsBAKBZojMAAFQRnQEAoIroDAAAVURnAACoIjoDAE CVXqNz/J8IKbYnOS7lAwBQaZzo/PvEyugsNwMAUK/v6Fw6EkTnT/J/SnlrPQEAGEbH0Tn73NLZVRmhGQCAvTqOzsf+YMOXzQAAHDNvdJ aeAYDBCDl36zs6l47E0Tl7OQBAv4JvFbOnVmfTuz1a+350HJ2D g0F0/v3ZtAAABrD5leLm2bTAnfXtWMfR+di3zvFNAAC6E+eZ+Hvl9Hv ozRvOrO/ovBKc/R7P3ufWqgIA3GpvdM5+Jy061+g1OlfWYTM6AwB0Lf4CMT2Slk/vIzKVjBmdAQDmURmdl9yfZ2x+A80v0RkAoG/Z3LWKy9lT6bWCXEx0BgDoWzZ6BdF5Kf93yeqD3Jx5T3QGAOjep 2DZGZ1L5eMnXtGCPgwYnbOTBgBgbLvCT1ymMj5NGLdGi87Br1z 9GqktAMBIZkspQ0Xn7KN7H8vxfhMAAMYzSVAZJzpHzeh2FEtfo nfaHABgYDNklSmi8xJmUDhg1/S7Q1AZYt8eOzzu35+//8yOhaEBJhRvlwOImyY6Qwfq35FL3qbDXu0kAN5x+W7yrrhdo0X nJ+tziXkm4vA+yfeR6TiWysSjXz8ZdpWsLLy35N0qG3hAevPVE 1d1+Gz933F9/n6H/b02vQ9wIa/V8y5biNsQt2uQ6NzvyM0zETmsfjLsKllZ+I6SAHRt7KwyTnRey ntz1+MnNxPblVyvLXzgnjUlAejUDFllwOj8+/Qxxk9uJlA5K+rnT/1k2zUtTV2AsU0SVIaKzsvQ39GO1BautTk36t+I9DfPzZL1ITsu A0CnxgtdgdGi88D0KiXBmpUez5Ys3SH7u2jpnnH1TrUQgCZNFZ r/EZ27oVcJVGbczcL1dy4Vy154eXsBeN2ci7zo3A29yqaaKJwtfN PTTVqAgc25yIvO3dCrAADvEp27oVcBAN4lOndDrwIAvEt07oZe Jav0F8Zteru3AOCUeEcTnRuiV8l6Ovye9naHAcBx8XYmOjdErw IAvEt07oZeBQB4l+jcDb1Kye9LF/yNhPkDACeJzt3Qq2Rt/GVxe97uMAA4Lt7OROeG6FUa9J2WNYnZBAZgAKJzH/QqAMC7fOvcDb0KAPA60bkPehUA4F2+de6GXgUAeJfo3A29ykkH 5k/2EvMQgGmJzt3Qqxx2+K0UnQF4SzGe5jxZq5ej82/h7IWrs9meOnBhd9t/j3WmEdk5X3qPfouJzgC8JY7OD1dm9fTLovOBYPotXLrwTHRe3V l0ZmZBdA7erPQm5iEADwi2mwGj895LlnLsDvLxZnQuPatHXVee FmSjc/rzsvX7qnkIwAOK8fTVnajR6Bzs4sG16Z1Lz+pR15WnBaXfPJcw Om/eBwDuEEfnt77QuTg6L/sTXjb+1kTnVXnRGWJxdM6eEp0BeEscnR+uzOrpl0XnA/E/G3+zMTr9JUN0hnqiMwAdCbab2aNz+q3z8jcor0oGN1kdrCnWi6 4rTwvi6JxN0qIzAG/xrXPxkt9r01uJzv90XXla4FtnADpSSpWi88b/CvBYdG6wr0/quvIAAHt9/nq7OsvSeHReHYzv/EmUytTXrSldVx4AYADvR+drDZwvB24aAEAXRovOA9OxAADvEp2 7oWM5LPu3TOnB9K+eSsdLBwFgbKJzN3Qsx5Rmzu/BUoHflFx/NwAYlejcDR3LMZXROS3zG5dLF8aPAIDBiM7d0LEcU/M3FUFuPlkYAEYiOndDx3LMJ5EtEB85VhgABiM6d0PHcon07zQq v0XOFjYtAZiK6NwNHcslPj9/wVyaVDXfTMfHAWBIonM3dCwHZL8nXv1Qc0lQ+IpqAkAfROdu6F iO+Z05359X06n0c3CH9CYANOLz19vVGYro3A0dy2HZF7O0sJai s7cboAvxvzys/BeJ1vwS0bkbOhYA2JQNDAei803V653o3A0dCwBsOv+ts8gREJ3 7oGMBgBqfgt+zmxc+WN/OiM7d0LEAwCbR+Vaicx90LABQIxsYvgfj6BzcgX9E557oWAAgd j46x8UmJzr3QccCADXSwPCbIi6MznOGE9G5DzoWAKjxKQjOfk+ l96l/1h1tadBo0TmYEL0bqS0AwDDGC12BoaJz6desm+rzcEafZEYCAD 2aJECPE51Lj76pSk9m9OXt30kAADY9+ZXiW0aLzntPnXyc6AwA 8Gvs9DxIdN5oBgwnntilyZ++GoffuGMXXi7bqM3uKhVLC2yWrP Gt52ax5Z5f9QGeVFrfxhA3SnQGAOCUh2PhreJGdROdl2f/YOP5+THk5KMFn58vO+N/riZ5emH6w1L+rrd0580XavX0GWT7FqAXby+iF4vbJTpvPO6x+T Hq/AMARjJwaP5ntOicPvqmKj3/q9XAsxAAGMDwuXkZKTov78XZB5o89iwEALo2Q2j+Z6jovBTS8w NPvPURjz0FAGCXeULzP6NF51c8Fp1n61gAoGWz5eZFdD7Pt84A wIQmTH2L6Hye6AwATGjOcNJfdP4kggr8nr2pbqIzAMAkRojO2X ycno0z98n6XHKr158CAECgy+icfWjpbOnCq+r5ZHSWngEAXjRv dF4uSr2+dQYAmET30Xn1uO/HbFDevNux+ojOAAAz6DI6p2rODhCdpWcAgBd1GZ3TJ5bOBhdul q+vj2+dAQBm0H10Xh3ZFZ0vqaroDAAwCdFZdAYAoMog0fn3D5p Tm6dO1kd0BgCYQX/RubICNdH5widecqvXnwIAQGC06Pw80RkAeNcqJ6Sx4XskGye+p 0purn5PROezRGdgMPGuWTo78F57PpTE7q4/MzBLHxP3iei87Zn2ztarwFuCHXcp7K/BqTEWrmwoycaUIJSsjtxWWSYVz9LVz9nLN4/wj+h81rTRubX6AJeoic67Lhxjrcj+kvB7dvXD6trNI3De769wo vN9ROezZo7O6S+4L9YHuMSF0Tku35cgOgslNGIVnbM/LH+DdRqyf+/2bPW7ITqfJTpnPwKdyr7a2SNBgizdrV9pPhZKaM3vnCwdWczS0 +Ksu6/XggEY2DPtbbBXs7vpi/UBLhHvqcHZ0u47xsrwG0FKPyxCCa8qvZXpW5y9dvMI/5Te6/+evfZ2Q3qmvQ32anZDfbE+wCXSd7lm381eWDrYqWwEEUpoiln6 gCujc/Ab9sBE5+xHoFOb0bn+wvpru3AmlKRdel89mVnN+3thdB7pBa8n Op8lOmc/Ap3a3HqLG8bRzN2LM9F58whc4pXoPNibvkl0PuvJ6NxUx4rOMK R46/0UlE690IA7baYQ0ZlOHZ6lA7/vJaLzWXe3t9ndSHTmVg3OeQCyplqur4zOm7cb0q3tzebmRrpXd OY+zU57AEomWbGvjM6TdNnKfe0t5eZGuld05iYtT3sAAjOs26L zWa9E53b0Vdtj7hjZy++5JC/g5+/o/P4zrcAnN5Sl22a7KNuo1am0S8+MRVylV5ysTGk0914LffnkvoV J53Y8/w+f/S2Tlkwf/Vtnb99K0IcjiZsmOm+7r72br3oL+qrtMfXjtWtkL7znm70DV6h 8d671dqNhIq+84zeJG3UwOl9RsW7c1+SWZ2FajfRj9qrgyOrs9 4afv7/cpx/Tbkl/rrdZ57hPLi954Ol7m9ydVatXpz7labC6Ku7D+k6uHKPs3bI1X9 Uhe7ZUt+Pd+qpjfXjS240mEozR99Tqh8qBXpJV4vc4d7jj/X1R3C7fOm+7tb0tz8JVTdqp2LXq27Wr5LVPH6nz51l8+efFwTW 14A7Dr9u3ROcrKtYN0Tn7cRg3Ref6QDxbdF7anvZcTnSGkcywa N8SnQfur9QD7W0zQEwSnZe6pu2NuaJzQHSeiugMw5hkxb4lOl9 RsW480+QGO3a26By07nu2smTNm7K3ZEU7+jNw0/h6PTq/8mgYySSJ+Ut0Pkt0zn4cTGlup+tFZcmNF6/ihjVnezdw0/h6PTqbY3DGbLl5EZ3PE52zH8fzKasvmfbY3pLZax9o/ivGbh3/vDjKJhicMcM2lBW32t86b3umvQ326qo+DdbwDpWZNY7CcbFdJc fu8+EbyNJAdDbH4LA536BbovMVFeuG6Pz92FoNO1L57swTmv+Z pJmTE52BvojOZ80cnX+r1GAN6Z1JNYPXo/Mrjwb6JTqfJTpnPw7jsyUts/x9F0btmQfouhm8Hp3NMWAX0fks0Tn7cRib0bkpb/fWxYZsFCsvjrIJBhwQ77mi87Znmtxgx67q01r1mvUdylXklZtT o7aLX6Lz0lJNgE2i81nTRme4m2k/A9F5aakmwCbR+SzRGW5i2ver/t+HiM5LSzUBNonOZw0Wnes3vM3LB5gP2eY06+3eut6o7Rre78D Fg/juHG7n3WmkGkCNeOkQnbc90+Qnn3JmJxtsAhwJsK96u8MuNmSj ZvA7cKVBbGEOtzPB2qkJsCler0Tnbc80+ZWn7H3ihKPPrcyoTq 2WEdF5Uzs1ATaJzmeNGp2jaVEuNuEE4D6mU9eCHaGUmx8e8XYm WDs1ATaJzmeNFJ2Xv1taUKb084u7IOMxhQaQHUTReaWdmgCbRO ezRorOv08pPTEoIzdzLbNoDOk4is4rh2tSc2FND2ePW9IhK34j ROdtzzT5gaeUtreg2KrAhKPPrcyoTm2uJKLzysPRuTQcNRc20m PwovhdEJ23PdPkx56y+dBgJZ1w9LmVGdWpmrDVQixrZ4IdrknN hWmZ1ZFS/5fW/wP1hJGIzmcNFp3jHBzvdhOO/q/DCSDo6ksr2B+d0K+ad6G0kjymnQl2uCY1F2YzcXbdTotl73agn jCSeMkSnbc90+THOjbexmo2wjtr17TLN7+ZO/OfyWfUJF4c5XYm2JnVo/Lmpd9SRGfYS3Q+a7Do3EU12lR8iz6f1dlg64oPzkYnzEB0Xt77 nwmujqRns3c7UE8Yieh81mzR+e0qtCvembJ+y2Tv9lztm6QTZi A6L4986xycCoL1sSfC2ETns6aKzgRqYnH21Ga2npZOmIHovNz/rXP9qdW6dFU9YSSi81miM6nS9pON0baoEp0wA9F5OR2dPz+/kGfLBJeXavJ7Z7/Swy/R+awho/PqWaVFM3t8Y0pNMz1E5/N0wgxE5+WK6BxE22A1zp7K3nPO/R2yNnLOhfca1TNNfrJjS1F4Nb41B7P3eaYVD8s2dnW8pkzphnP SCTN4cZTbmWDt1ATYJDqfNVJ0DiLv78fVD9+f42g45PRIk/GqmaLzGTphBqLzUv43e0CDROezRorO2WetnlvKedkLa67t2q7o vOz8g417q96D8SYMKdH515zbKPRFdD5r8uj8O+gTRmduZcLMQH RemXMnhY6IzmeJzr9HPongWoiZMDMQnX8d2EY3LwnWZOAA0fms yaNzelB05iomzAxE53+ObaCbsdg6DJcTnc+aITqvYnFQpnRh6Q gETJgZiM6Ht850HY4LBAeBeqLzWaLz8vc/u5H9uXRkGNmWpm9E/cHSnacy8ITh68WNo4UJdqb5ojO8QnQ+a/jovFQEvlVcLs2EIadHtrHfI0Hn/BaIe/jB1rRl8ubPI1g0Hnjuk09Mn36yDgeWXK8VnBS/uaLztmea/HrH7lqC55kDQeT9/bj6YSlk61XhOV+oX5M3fzbPT/gXJ9hVjY2j81L4KvrkQ2FyovNZk0RnYsVXqLyffaNzcJ/Jx33y5s/pyX2k9+h87Jf29CCwi+h8lujMUv4rw+zAxcfjI1OZvPkTengTe XeCBUvErjvEH7N52psFZ4jOZ4nOLHu+da7PzaWD85i8+VM5nyM PP/SxxwV1OFaTY9F5zp0aLiQ6nyU6s4T/9jO7b60KlMZ38nGfvPnzeGvvaGeCHU60n7+yZ7Plz9YYJiY6ny U6sxT+J4Crj8HeVnwD5x73yZs/g8OR8cKnP//crJPp+aZaASnR+SzRmaXw1fLvG5E9uCTB+pP7iujBdrRl8uaP7 d3Q/FuHt55e8nq3ADHR+SzRmaXwX8aIo3NJep9HW9KSyZs/qhZC829N3q1DViP9A2SJzmeJznAT035I7ewUjVRjpZ3+AbJE57 NEZ7iJaT8k3zoHLuyZ7H1K908Pfvxn7KBAdD5LdIabmPZje33L aGeCnfl1Ir3w81d8/JOIbwKIzmeJznAT0354e8PZVbtMKS++4kwdShF5VWBJ3qbf4+n B1XHgl+h8lugMNzHtJ1G5d1yVdNPcfMdM29uo88/6/bg6my0TRGevHgRE57NEZ7iJaT+POMJeGHNLufm+6FzTqEue9ft xdTa4JFvPW3sGYqWJF0zRhydq/ETRedszTZ6wY8G0n81mhju/y5RuePlMi+9/7UNXt0qfFTw6W8nSz/CA0tvRzrSM31/RedszTZ6wY8G0n1AQbQdzeaf9flydDUoGH0s3hFtl35HVwctfo l3it1h03vZMkyfsWDDtZ3NBIO3KtV2X/fn3Y/rQ1ZHvx9Id4AHZd2R15PI3aJf4FRadtz3T5Ak7Fkz7qaz2y6Nx tD9Xdd3vx/RU9lnphZ8kOl9VSaiUzsP0fbnjPdpbw9JDRedtzzR5wo4F034S wf53R9y8457HnnJti0qPDupTX/hM9WCX1eRcymH63RqWKiA6b3umyRN2LJj2w6sMZ3ckubuj4a46 C6nwtUrMv++F6DyCx5o8W8fC8va0//z9koNrHQiLfeXLMw28tWLQuFVWFp1HIzrDfU5O+2OXf3IO14Gs M33by3Ccn3531Aral0bn31PZ4w8TnU8RneE+Z6b9mWTmXbuPaL hJ/8Av0XlAojPc5PC0P/mlpnftPnNuE7voImic6HyKb53hPiezb3x59puMww9llxa+e26h Diut1QfIEp3PEp3hJi9G5wZz1WDe7eHWRrmdmgCbROdTHmvybB 0Ly6Fp/3tJtLT9PZVG5/2V5Yi3do1gAjxvwq0TuiY6nyI6w30OR+fNLxSDhO1de97ze8fq WS+O+IT7JvROdD5FdIb7nJz20dJWTtjetbe8tYO8+FCTDXokOp 8iOsNh2cwaW37ehc03ovTWBLk5uIoHPLyJvJhfTTPol+h8iugM x9QE5Rqbj6g//lvgbPM46rG17t0Ny5IO/RKdTxGd4ZgHonP86MtbxElP7iCvz4GTcxh4keh8iugMcN7D20c jK+qEmyYMQHQ+RXQGOOytL18v+dcXl9fn3ToAlUTnU0RngGMm3 DJK9AN0RHQ+RXSGA9Lv/I6peUrNkdLdVsfrH01MT67oCuhIvHyJzhsea/JsHcvYTqTltc1H1BzJ3m11sP7RxHRgSodAR+JFTHTe8FiTZ+tY WE5M+zTgZiNv+nHzDtnC1Jtwm6ihT6AjovMpojPc50xuXnJvTR x/g6idvdWBurFMuVNs0iHQEdH5FNEZ7vNWdA5+OFk3/ln9ZoKugI6IzqeIznCfA3M+/ea4dDa9f5rnROdbTbhllOgH6IjofIroDPc5HJ1XVmdL989em73 PsbqRmnDXyNIJ0BHR+RTRGe5zcs5n824pSW8m5tLPnKQzF50AX RGdTxGd4T7PROdP4U8ylq1sfaZufOnMRSdAV0TnU0RnuM/d0Xn5G4g37yA330F/LjoBuiI6nyI6w33M+RlY3BadAF0RnU8RneE+5vwMLG6LToCuiM 6niM5wH3N+Bha3RSdAV0TnU0RnuI85PwOL21LXCXoJGnFZdP78 uKhuHRCd4T7m/AwmX9w+iaDM89UDUqLzKaIz3Mecn8G0i1samrNdMefeCi0TnU8 RneEm5vwk5hzoUm6O9uP5egnadFl03rzXkERnuIk5P4k5B1p0h n751vkU0RluYs5PYs6BFp2hX6LzKaIz3Mecn0Gbi1tNli1dWHN QdIZ+ic6niM5wE3N+Em0OdBxq9wbcbPldubl0Z+B5ovMpojPcx JyfRJsDndZKdAb+EZ1PEZ3hJub8JNoc6Mujc/ygmq2kwV6iWfXzigNE51NEZ7iJOT+JNgd6/VXw36X+wui8eUM4IJi9S3lCBr8u8kt0PkV0hpuY85Noc6BFZ7o Wh+Ca2WtOBkTnUx5r71S9CouFexptDnS2Vt+DojONy87e4Ozqu AkZE51PeazJU/UqLNbuabQ50KIzXfvk/J7dvOqpmnZJdD7lyeg8VceCOc+L0un3u9rH0Tl74d7HwRmi861 E51Mea+9sHQvmPC/KJo/vhAzOxpElfty9TWImn/IvfunZtJgJGROdT3msyVP1KizCBDMx27lWOp0qo3O2PCui8ymi M9xktsWEmZntXOt8dA6KbT5reKLzKY+1d6pehUWYYCZmO9f65A Rnv8fTm1Q+6PImtEx0Pu7JJk/VscwsXvFhSOY514pX0crovFTMzDnXatH5oIc3+El6FbJvlvnPq Ex1BjDbBBaddytt7be2ffheheWllwteYaozmHmmsei8W7y7f5J/LfL7z7RkTY9VduxvgeFHgSHVv1nQO1OdIc0wmePWic4Z8e4O0L 7sUvb24rosP7/2N1Kfm9QMEPRohskcN010zti7RQEAzOzt7HaluFGic8Yrk2P4X oXFv8K+U83GtlnmAY1UA7jW20vgleJGic55z8+MGXoVFv9xOqY xSchgTmNPadH5INEZbjL2mgtfcjNDGn4+i87HPbnezdOrAPOQm xnMDPNZdD7lsfZO1asAQF/m+T1QdD7lmfbO1qsAQC9mS4Ci8ymiMwAwp3m+af4lOp/iDzYAgDnNnP1E54N86wwAzGnOfCI6nyI6AwDMQ3Q+RXQGAJiH6 HyK6AwAMA/R+RTRGQBgHqLzKaIzAMA8ROdTRGcAgHmIzqeIzgAA8xCdTxGdg ZF8/gpOZQukd7u9xo8LemDvfS6sFfAY0fkU0RkYRjYcfxefmrPZGz7 ahvvFv0IUd9Pc7yH3VpRZBfNz8TvbFUTnU0RnYAyb2bdU4PfsD AEx6ITs2WyZ8bqFdhR+yf3/qxpcVfrIL9H5FNEZGENpndkbnYfffU9G5yH7hKZs/g5cusosrSQ6nzJtdJ5hg4SpbG6o6Wue3WuH34A/Ob9nN696qqZM6mR0Nks3ic6niM7Zj0B3KjfUIDKKzktddB6vT2 iKKXq3uJdE5w3PtLfBXi3tmkCn4g11qY7Oq0vur/jTVo1adUVlN95dSWYmOt9NdD5FdM5+BLpTeovTQFxzduDtINsJ NdE5Wx4ud3iKxi87X6LzKaJz9iPQnewCvrmbis7L/ui8WDO50/noHBRjEZ3PeKy9Dfaq6Azj+eSszqaXlM6OuizU9FJ6apLOoQXx y1gfnWum6GzB75+41aJz5LH2Ntirx94xoH27FvN4Px5yWQhyc3 A27QrLJjdJJ+FqKgbH0/vUP+uOtrQpbrLoHHmsva31atrw1moIADxjtgQoOp8yZ3ReRvnW OfubNwCw1zz7qeh83LTfOi9DROdPwdv1AoAuTbKfis7HPRyd2+ nYtD5NVa+S6AwAlxt+SxWdj3s+Orem/RrStbvfrBpv90ETlp9fj38PBl20Kpn9Ob3V8y7sn+8/h7EaoFJ7P38nQ/YmqyNLedqU6pAWy/Z56T7Zu1X2A3vVjGzX4naJzpEn25tdPl7XePUYwAMvV+ztDpiF wYWxvfKO3yRulOgcma29X2nDu+uHed7w7nz+fsX1bmWWmV7zXf tfZeF6TTV5Sb4ZXX4m5K39AKN65R2/Sdwo0TkyW3t/rRreXT/M84b3q5GxaKQaA3uxh73ycJ+Bd1XR+bjZ2vur9+i8+J8JNq+R4 WikGgMTnWEww2+povNxs7X3K214p50gN7csOyLxbzulQQxudaw aXEh0hmFMsp+KzsfN1t6v+sjSvmkHsX310flbTHTukegMA8iuy aO6PjpfVLEOTNjkf0aKzkvnlR9YZd49E50PV4MLic7Qu3lC8z/XR+dJOm6ZeNkVnXmA6DwJ0Rn69fnr7eo8RHQ+brb2fonOPCCIz p/k/1IhuCS41eFqcCHRGfo150skOh83W3u/RGceEEfnleCS4FaHq8GFRGegL9dH54sq1oEJm/yP6MwDguicHgzObl51oBpcSHQG+nJ9dJ5nGZqtvV+iMw8QnSch Oi+mGXRFdD5utvb+SqPzi5U5adpBbNyt0bl+0E2PY7ro4XbW8E aqAdQQnY+brb2jMohtCqJzKji7eWqzGhc2aga7OvndjaOdNbyR agA1ro/OF1WsAxM2eUgGsU2lcfn8/c9rZK8qrmj731lzY5fsbyybhd9aS9tZwxupBlBDdD5uwiYf9vo eGWitPvzTyLg0Uo2O/HZXza8xL64M7SxHjVQDqCE6Hzdek+v3uWN3bjM9N1UZvhoZlxb q0KkDuVl0BtonOh83UpM3t65LovPpat6i5brNrJFxaaEOPdq1n ojOjVQDqCE6HzdSk+Otq6aZqzKr8i13VMt1m1kj49JCHfoVLym i86omb9cCqCI6Hzdekyv3uc1r02Itd1TLdZtZI+PSQh06kn33S 8Uaic5PPrGknZoAm0Tn48ZrcmV0DsqU7vPuBhlrrT7808i4tFC HjqxGrX5JeTE6tzDEjVQDqCE6Hzdekyubky22is7H7vyKlus2s 0bGpYU69KUyDYvOaU3ergVQRXQ+brwmi860o5FxaaEOo3oxNK8 q8PyjszU5dmHlzYPejg++PkzQGtH5uPGaXGrO6ngQneOl+Y46n 9dy3WbWyLi0UIexvTjQ7azhD0Tn4FmVebqd7oJ3icUK6wMAABI zSURBVM7Hjdfk0gobx+JsAdGZkxoZlxbqMDbRebk/OsePy67bwVJ/oJ4wEtH5uPGaHCydQW5eKpbvlntpsEEcSQvj0kIdxiY6L69G59 XPm1VqobvgXaLzcRM2uaTrTjCIzWphXFqow9hej86vPHrl7uic yj5adIYaovNxEzZ5SAaxWS2MSwt1GJvovDwenYNTn9y30XufCG MTnY+bsMlDMohtamRcWqjD2ETn5cRuUhmdN58rOkM90fm4CZs8 JIP4gOx3XUHJdl6uFuowNtF5OTHtz0fnbE2WQue002PwItH5uP GanDYnXs1rCjcVg7JartswKqPzJ/FgHfNaqMPYROdfuyZ/5cuy69T3VunL2M5bCe+K3wXROTJSk7PL4u/HtKU1heM7NMKu8IBgtvweabD/G6zSYF4c92anXP3rUBNtixv81nFrI2TFL4XoHBmpyen6GGedtO 3Zfghu2Bo7xK3i6bQ0/DY1WKXBvDjubc66NmsFfInOx43X5DjpfnJfRawKV96hTeMNaDv 2/ibWjjZrNRLR+au1+gBZovNx4zV5V3ROf1hF6uwdmu2u9PcBLlQ Tnd+o17ZmKzYM0Xmx/kBvROeDxmtyTXRelckWLm0DzfbVeEPZGtGZEtG5qZoAm+IXVnS OjNfkIDp/KmQLr+7/TEPqjTeIbRKdKXnxHXx94pWWymN3yN4kWKiBY+K3SXSOjNfk3+ aUwk12IY4LZ2/4umN7SXYTumTrSk+VHhRfUt+WJ8U1b21u/Gq2YsOoeTvufvSTD73w6b93yN6qtKocfiKwiM5njNfkUqAptXS z8OYd3nKsPkEbS7tX/ZGazi+VKd25HV3X/O0qzCL7IjzwxGeeVXr6mQqk71HN/Vt+3aAL8csrOkfGa3Jlqvs9my1ZOn5fzXc5XJ9s2gtSYOXWVeq 3+FnpVU118krQS6UjjWizVqN6eK14d9ZdsjaWFqKlev0B9orfX NE5MmGTB3Bm1Dbz7pJLt6U6BAezt01/6Do6Zwu0Vv8GqzSw5+dAI+NbWkz2XhuvKr8Hj9cVEJ3PmLDJYz izUW3eJM2IlVtXHILTU78/BLdtxGZ0Xlp9oVqrz5AueSUPP/fJJ5Yc64HN1abmCLCX6HzchE0eyeevAxd+P6ZnSx+zR9Ljm9E5 rUDjUzHtlqDYsXG5SQt1GNuLY93IHPvaO/M3V5slt0CdrycgOh80YZPHc2yvClJgkHqzH0sX7orO7U/Fyui8JOl5856l8qWz8VXZp+xoJ3u8PnXbfGv2vgLBx8qDwC7x6 yk6RyZs8qiObVTZg6uItuT+QnrJBbLsDhc8IijQoKB1abHK5nw KgrObV2Wfsq+p1Nk11rfW4a2nx2o6Jzux07PZl+LWysPY4vdId I5M2OThBWNaH8Wyl5SOrAoHjyuVzB5pTdqEbIFdrYj7IbjVZud vHueM4C14pSbv1iG1t3+Cwtl35JpawsTiN1R0jkzY5OFtbkLZO BtsdbtmSDYIxgHxwFNesarhyY4qXbIalODCyoPxfTimnenaTk2 +gsUEJrH5e2CwHT9Ww+ChonNkwiYPzI51qzg6H+v27OpZs7aKz u9q50VrpBpf7fQMvCiOzo28JqLzQRM2eWBG81ZpdA4+7rpnNhz HZ0Xn12WHrP7Caytw0xDvuvndlYGOlJboeA1/mOh80IRNHpJxfECaa4Oz9fcMnhLcUHRuR/3bd2HY/RScuefmU2pKXluB4HHPPAiOyb4OovMgZmvveO7bNVlpPDqXKmB uPGAzYl4bc7N3u2Ogax5x4dOz71T63qXHSzW8tXMgEL+kD7y89 ZXMn9p7l6lesAmbPJIzb93hXaqm8KHWtC5tb3D22D2XJDpn71n q/OApeyvGATUv0SWvSXDPa8c6fsodzVkdXP2cfXqp8GLm857NN/TWN3dXJfOn9t5lqpdtwiYP48zYZXepzXf7QOGRpJ0WnK2/Z/CUtKs/5W8sgqcPORzNKo3OwC7ssd+DqwJLuHClheFF2Xn4e7CFWRq8LK JzZLb2juHMprW52ZTe7ezuFWxpu1vVvM02Nvs2tVmrgSXZcnxX ddrvx9XZbJn0+OrgVdWDXbITbzVRH6/UWvB2iM6R2do7gEv2g+iFKZwqPfemfbRB8da+JAtII90y8Ig0K B3u7AtSmhKf/2W+ykccePuCebtL9g41XRS3q1TPUrWzTVgVuKR6sEt2vq3m57M 1ygjeC9E5Mlt7x1C/TcZ3qL/tahMqXXW+Yi2Lt/bfMoEH6/unSs8/dzalUb5pMjwzwXbd/2Qd4vcr26vZ55bq4C3gSaVJ+BGdBzBhk4dxZr8Mdpf01O/B4Oxq23tgUp1pfvZWNY8LbrKqVdbeqp7nBX/G5hBfPhkemF1773+mMvH79SkE5eyF2ad7C2AleFVF58hs7R3M4 Y2zZo9fPaJ0YbYCD8yrM6EhLV9zk3hrL1WsEbv6h13qO/nyQbl7iI/d/8xVvx9XZ7PFshdmn+4tgJXgJRWdI7O1d1R7t+TfYsFWlL1b9tr s7nWiQVX137Wbrs5mb7j50JqbtKmiU9nnTPfOMCJ7+2dVMjuBd 014bwHEgvdCdI7M1t6x1W8S2V1q9XO6aQUF0p8vbluuCWn9N3f T9NrVHeIn1tykpiaHle68/B2gbPW41m/nk1rNz0vuUPlSXFgHGFjwaojOkdnaO4OaaRxsMKXdqLSBlW5yT +PyDUkrVjpVam9NndP21tTklW7hbgY0pn+gfcFLKjpHZmvvJOa ZyatUWorRpVNXRefsHUTngbUwmm1OrQarBGSJzgfN1t7hzblvZ aPzUvijjiX5wjg4mH1KfPP0kglHZAavj+xqSrcwwUx16IjofNB s7R3bPBM4bebJ6FzTbweiM8N7K0Cns/HdGfj6LxLAXqLzQbO1d1SzTd1Ve78/i8684vXg+O4MnG39gTEEb67oHJmtveN5fc9+2Cour5qfpts0Xi +56Fw6uCogOlOSzsbnH/3kQ1ePNv+hO8GbKzpHZmvvYCbct9LAGrT92m5Z3U10Juvht7KF 3Pz8o4HzROeDZmvvMCYMza8LovPiVeLHM6/n61POEgRdC15h0TkyW3vHMOFEbUFNdDYoLI9Mhkbmm9/hoV+i80GztXcMtqtXxNF5mXIBYeWxOfDJufuhm5V5qwLAAcFrK zpHZmvvMBrZMpuSjbbZLir1W9yZq7P539SNyKwefh+bis6/VXq3DkC9YOkQnSOztXcwTW2cz8g2OZshSsGi/g7po4OPcQ0ZmxFf7CbQm2i/u+Quo5qtvUOaat6WQu0qBJcKrM5mjwfR+VP9rfMkw4ER/9IJ0BfR+aDZ2jukqeZtKbD+/pyNztmze6NzXJOpBgKheUVXQF9E54Nma++oJhnHT6JUZnUkuGH 2znHh0sdJRoFFbs7RG9AX0fmg2do7qknG8fcNzTY5+woHUbgUn UuhPP44wxDwz4SbxSYdAn0RnQ+arb2jmnMcf5tcenlrEnZl2g7 KzNn/M4t/y5qT3oC+iM4HzdbeUU0yjqUveoPvibOx+MCR7NPj8ozt89fb1X mffoC+iM4HzdbeUU0yjqtmBl8bl47XlKy8m+jM4uvnH5WdoK+g EcHLWPuKzrkCztbeUU0yjp9E9mAQgkuFS3dYXVv6OEn/UzL5BKjcPefcZKFZ0X639xZTvdWztXdU84xjKR8fjs7pqeDRpY/z9D9ZM0+A4AUMCj9ZQyBLdD5otvaOyjg+II3awVmmMu3oZ3PzZ m/M2VfQGtH5oNnaOyrj+IDgW+fF12lzm3Pog9wsOkP7LojO8V1GN Vt7R2UcHxB/67xMuYDwz5zjLjpD10Tng2Zr76iM4wM2o/My5RrCMusLKDpD10Tng2Zr76iM4wNqovNvSYMyj2nHWnSGfl0Q nefc7WZr76iM4wNWPbzZ4ROuJ9OadqBFZ+iX6HzQbO0dlXFsU3 FVCnNGaSjT4wa9Ec2+gPE02zsJKyfzZle02VcwG9H5oNnaOyrj 2Kb66PxbLIjOq2IGvRFtjsXmNCudLYXpoI1zbqDQNdH5oNnaOy rj2KY4Oq+OZH8uXWXEm9LgcJSy7+8UKp0NovauJwItE50Pmq29 ozKObbojOk+4TLWvwRHZrE9aQHTmdZ9EfPbz99sEK+QuovNBs7 V3VMaxTXF0Li30paGcc43qQmuDUlOfdNatUkjp4JmHQiy7Nn7K +Xg1V4N1lVTQS6JzZLb2jso4tqm4KoVLfGkobQnNam1E0vpUpp D08pqZWXoo7FWauqWzlReSFewmonNktvaOyji2qbgqbW0P8d0M d2saHJHK6ByfSovFT2ytE+jOhdF58d9y2SI6HzRbe0dlHNt0U3 QO7gz/bE68+oBSuTmak5xXmnurj+mELEVnczIgOh8xW3sHZhzbdF90Dm 4Oy/7/wsbvkc1rK58Ie6XhOJuk07Oi8wGi80GztXdUxrFNcXQONoDKvc G4E8jOpU8YnT+Fv82o2RzNRs7bnLSlOZY9ZU7GgvdadI7M1t5R Gcc2FVelwsYQnzXE7JVOpGA6/ZY5kEKsQpxXWg9LZ4ML4/IsovMxs7V3VMaxWcaFeZjtnHd5dD720EmIzkfM1t7xfP56uzr8 YVyYitnOeTXRORWfqnzohBNYdD5itvYO5vAywd0MDVMx27lKPs btj84HnjvhBBadj5itvYMJFhHeZWiYh6nOGCacw6LzEbO1dzCl fGZA32VcmIfZzmCmmsai8xHBqkcjVuNVP2rpWD83sSa2d1ygX6 Y6o5pkMgcN3NHm4btppTKEAcDdluQ7rJpi2QJ3bHAvbtY8YHPy vFu9OwRN861z5PLFBQBgPG9HtosF7RKdGdM8r/dy9X+e8/P3//chv3Ds+fMYAIa3b99qXtAu0ZlhzfBu92iSZRcWs50t7UyG+ppM MqVFZyY1/LvdqRmWXfjHVGcwk0xp0RlojsUEoC+TpMG4maIzAACR2XKg6Aw AwBEThkDRGQCAHSb5s+Ys0RkAgB1mDn6iMwAAVBGdAQCgiugMA ABVRGdgHPFalD37ScRnNxe67CWbVYoLxw9dXVK6Z6lY/Z1rzsZPXz10V88E9QR4TLAoic5AZ+LlKIiPpQs3CwQV2LwqKJy tZPzQytt+/sbWzdsGZbJnN5+e1uFkNwI8KViORGegM3HM2syOpSN7KxA/NzgYFK5/aJA7S8WC2xZ3iIp+rqzD5p1LlwM8L1oY997Ciga8K85YpUCWlk l/3lWBzePxmpmtZ/1DK6sdL92bC3t9nN28Sfa2e28F8Ixo5dx7Cysa8K7vQhTE4sOR tPLpu2JrzaNfj85pgau6MVvzzW6x1wAvEp2BcaSRrpTMPgXp3X YtcZUldy2YlYFy783jptWcPVa9zZrX9wzA84KVSnQGOhOHyN+V Ko3F6Tq2WaBUgZrcWb9gBlU9U+3vwfTs7yXx2dWtgvrXnNrVLQ CvCNZw0RnoTClEph/ThSs4kv0Y1yFVqlVlozZVls/21ScXjrNdmq1/3Jzg7K77ALQgWMNFZ6Azcc4r/RzfoXS3ysqkK+TeBTO9T1Zl+WxL41PZ+sRHKs8GzwVoU7CGi85 AZ0qp7nNRdK4pEFwVP7r0lL1Vqqxh6RHx3T6hmuqdrLm9BnhXs OKJzkBngjS8WqlKq9benLrrVCmexrfaW6XK1Th9xG/PxDcvqaneZs2Dym8WALhbsBCJzkBnistZLuFlC5cS5Oo+u56eX lhzn7iewXMrV+NSbI3vttnDmw+qqUNcZ3sN8KJoudt7C8sZ8K7 NYBfn198j2WXtcLDbjKTBUzZX173lg6viJsdLfdz2yktq+rCmd QA3iZapvbewnAHv2kxpQV6sPBsvdKVLgoy4WbjyoXvvHFyVHqy pSbaZ8VVB+c1uAXhFsBztjs6XVgzgYjVBbdfZ4CmVma+m8OajV wXi6Pkp5+D06b9HNjsh7sOamtc0IegHgAcEy5HoDPCQOZfQml8 J7C9AU66MzlY3AAAGJjoDAMC2OPSKzgAA8H+iMwAAVBGdAQCgy sXR+fO//4bR99TqBwAA6NT10RngmJr15Mr1jzlk54+5BBwQ70eiMwAAZBy PztIzAABTORWdeVd2/FYFVsO8ORtWl9w07QAAupOPWxflOmBw33UkXlO+hVclN4/AAb8zMzv3ViXTCfxINYEu5Te40/spAABMQXQGAIAqojMAAFQRnQEAoIroDAAAVURnAACoIjoDAEAV 0RkAAKqIzgAAUOU/e1GTGGVhAFEAAAAASUVORK5CYII=

Sounds like changes in part numbers and wire color coding. If the values of the components match both to the schematic and between speakers then I would not worry.

The three wire component is a transformer, or autoformer, used to attenuate the signal.

warpig
08-27-2011, 12:12 PM
David

Thanks for the reply.

Thats just it I am unable to determine what the values are. I went ahead an ordered the 1mh and .5 mh and will reuse the transformer.

Also it looks like the wiring is different from the schematics. I guees I am going to redo the whole thing. Oh well so much for a cap and resistor replacement.

Any other comments or suggestions would be appreciated.

Thanks

DavidF
08-27-2011, 05:10 PM
David

Thanks for the reply.

Thats just it I am unable to determine what the values are. I went ahead an ordered the 1mh and .5 mh and will reuse the transformer.

Also it looks like the wiring is different from the schematics. I guees I am going to redo the whole thing. Oh well so much for a cap and resistor replacement.

Any other comments or suggestions would be appreciated.

Thanks

Not sure I can add more without seeing what you are seeing...ergo pictures?

Mannermusic
08-27-2011, 05:15 PM
And what was the problem in the first place? Sounded bad, other?

warpig
08-28-2011, 11:31 AM
Hello

From what I read the caps will deteriorate over a period of time. Just wanted to do a little maintenance on them.

So I put the L65 on the side until the inductors come in. I pulled out the L166 pair I have and replaced the caps and resistors in them. I must say they sound much better.

This is really kind of practice to build a charged coupled pair for the L300.

Again Thanks
greg

warpig
08-28-2011, 12:13 PM
David

Hope this picture works.

Thanks