diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/bom/amp6c_amplifier_BoM.html b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/bom/amp6c_amplifier_BoM.html
index d874ec2..36e6ce1 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/bom/amp6c_amplifier_BoM.html
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/bom/amp6c_amplifier_BoM.html
@@ -975,7 +975,7 @@ var config = {"dark_mode": true, "show_pads": true, "show_fabrication": false, "
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
-var pcbdata = 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"))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Cu.gbl b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Cu.gbl
index a7644e7..2a3a2dd 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Cu.gbl
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Cu.gbl
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.7*%
-%TF.CreationDate,2024-12-30T16:46:57+01:00*%
+%TF.CreationDate,2025-01-23T13:06:27+01:00*%
 %TF.ProjectId,amp6c_amplifier,616d7036-635f-4616-9d70-6c6966696572,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Copper,L4,Bot*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.7) date 2024-12-30 16:46:57*
+G04 Created by KiCad (PCBNEW 8.0.7) date 2025-01-23 13:06:27*
 %MOMM*%
 %LPD*%
 G01*
@@ -69,355 +69,163 @@ G04 Aperture macros list end*
 %ADD22C,0.200000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD23C,2.000000*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD24C,3.000000*%
+%ADD23C,3.000000*%
 %TD*%
 G04 APERTURE END LIST*
 D10*
-%TO.P,J2,1*%
-%TO.N,/+24V_IN*%
 X101502002Y-116750000D03*
-%TO.P,J2,2*%
 X92302000Y-116750000D03*
-%TO.P,J2,3*%
-%TO.N,GND*%
 X101502002Y-112750000D03*
-%TO.P,J2,4*%
 X92302000Y-112750000D03*
-%TO.P,J2,5*%
-%TO.N,/-24V_IN*%
 X101502002Y-108750001D03*
-%TO.P,J2,6*%
 X92302000Y-108750001D03*
-%TD*%
 D11*
-%TO.P,R11,1*%
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
-X46630000Y-98400000D03*
+X46255000Y-98500000D03*
 D12*
-%TO.P,R11,2*%
-%TO.N,/Amplifier/AMP_OUT+*%
-X61870000Y-98400000D03*
-%TD*%
+X61495000Y-98500000D03*
 D13*
-%TO.P,R10,1*%
-%TO.N,Net-(C7-Pad1)*%
 X56580000Y-102500000D03*
 D14*
-%TO.P,R10,2*%
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
 X46420000Y-102500000D03*
-%TD*%
 D10*
-%TO.P,J1,1*%
-%TO.N,GND*%
 X77750000Y-123752002D03*
-%TO.P,J1,2*%
 X77750000Y-114552000D03*
-%TO.P,J1,3*%
-%TO.N,/Input_stage/IN_SGNAL_XLR_HOT*%
 X81750000Y-123752002D03*
-%TO.P,J1,4*%
 X81750000Y-114552000D03*
-%TO.P,J1,5*%
-%TO.N,/Input_stage/IN_SIGNAL_XLR_COLD*%
 X85749999Y-123752002D03*
-%TO.P,J1,6*%
 X85749999Y-114552000D03*
-%TD*%
-%TO.P,J3,1*%
-%TO.N,/Amplifier/AMP_OUT+*%
 X46249599Y-108000000D03*
-%TO.P,J3,2*%
 X55449601Y-108000000D03*
-%TO.P,J3,3*%
-%TO.N,GND*%
 X46249599Y-112000001D03*
-%TO.P,J3,4*%
 X55449601Y-112000001D03*
-%TD*%
 D15*
-%TO.P,F2,1*%
-%TO.N,/-24V_IN*%
 X101250000Y-104290000D03*
-%TO.P,F2,2*%
-%TO.N,-24V*%
 X101260000Y-99210000D03*
-%TD*%
-%TO.P,F1,1*%
-%TO.N,+24V*%
 X95750000Y-99210000D03*
-%TO.P,F1,2*%
-%TO.N,/+24V_IN*%
 X95740000Y-104290000D03*
-%TD*%
 D10*
-%TO.P,J4,1*%
-%TO.N,/Amplifier/DISTORTION_MONITOR_N*%
 X64999999Y-123775403D03*
-%TO.P,J4,2*%
 X64999999Y-114575401D03*
-%TO.P,J4,3*%
-%TO.N,/Amplifier/DISTORTION_MONITOR_P*%
 X68999999Y-123775403D03*
-%TO.P,J4,4*%
 X68999999Y-114575401D03*
-%TO.P,J4,5*%
-%TO.N,/Amplifier/AMP_MUTE*%
 X72999998Y-123775403D03*
-%TO.P,J4,6*%
 X72999998Y-114575401D03*
-%TD*%
 D16*
-%TO.P,U1,1,V+*%
-%TO.N,+24V*%
-X67000000Y-75830000D03*
+X67000000Y-75130000D03*
 D17*
-%TO.P,U1,2,NC*%
-%TO.N,unconnected-(U1-NC-Pad2)*%
-X68700000Y-70750000D03*
-%TO.P,U1,3*%
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
-X70400000Y-75830000D03*
-%TO.P,U1,4,V-*%
-%TO.N,-24V*%
-X72100000Y-70750000D03*
-%TO.P,U1,5,V+*%
-%TO.N,+24V*%
-X73800000Y-75830000D03*
-%TO.P,U1,6,NC*%
-%TO.N,unconnected-(U1-NC-Pad6)*%
-X75500000Y-70750000D03*
-%TO.P,U1,7,GND*%
-%TO.N,GND*%
-X77200000Y-75830000D03*
-%TO.P,U1,8,MUTE*%
-%TO.N,/Amplifier/AMP_MUTE_IN*%
-X78900000Y-70750000D03*
-%TO.P,U1,9,-*%
-%TO.N,/Amplifier/AMP_FEEDBACK*%
-X80600000Y-75830000D03*
-%TO.P,U1,10,+*%
-%TO.N,/Amplifier/AMP_V+*%
-X82300000Y-70750000D03*
-%TO.P,U1,11,NC*%
-%TO.N,unconnected-(U1-NC-Pad11)*%
-X84000000Y-75830000D03*
-%TD*%
+X68700000Y-70050000D03*
+X70400000Y-75130000D03*
+X72100000Y-70050000D03*
+X73800000Y-75130000D03*
+X75500000Y-70050000D03*
+X77200000Y-75130000D03*
+X78900000Y-70050000D03*
+X80600000Y-75130000D03*
+X82300000Y-70050000D03*
+X84000000Y-75130000D03*
 D18*
-%TO.P,R8,1*%
-%TO.N,/Amplifier/AMP_FEEDBACK*%
 X76412500Y-73000000D03*
-%TO.P,R8,2*%
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
 X74587500Y-73000000D03*
-%TD*%
 D19*
-%TO.P,J5,1,Pin_1*%
-%TO.N,/Amplifier/AMP_IN*%
-X76540000Y-90000000D03*
+X76040000Y-93335000D03*
 D20*
-%TO.P,J5,2,Pin_2*%
-%TO.N,/Input_stage/OUT_SIGNAL_SE*%
-X76540000Y-92540000D03*
-%TO.P,J5,3,Pin_3*%
-%TO.N,GND*%
-X74000000Y-90000000D03*
-%TO.P,J5,4,Pin_4*%
-X74000000Y-92540000D03*
-%TO.P,J5,5,Pin_5*%
-%TO.N,-15V*%
-X71460000Y-90000000D03*
-%TO.P,J5,6,Pin_6*%
-%TO.N,+15V*%
-X71460000Y-92540000D03*
-%TD*%
+X76040000Y-95875000D03*
+X73500000Y-93335000D03*
+X73500000Y-95875000D03*
+X70960000Y-93335000D03*
+X70960000Y-95875000D03*
 D21*
-%TO.N,/Amplifier/AMP_IN_NO_DC*%
-X79000000Y-83250000D03*
-X74500000Y-83250000D03*
-%TO.N,/Amplifier/AMP_FEEDBACK*%
-X75500000Y-81250000D03*
-X74250000Y-81250000D03*
-%TO.N,+24V*%
+X82250000Y-81000000D03*
 X97500000Y-84750000D03*
 X95500000Y-85500000D03*
 X97500000Y-85500000D03*
 X95500000Y-84750000D03*
 X96500000Y-85500000D03*
 X96500000Y-84750000D03*
-%TO.N,-24V*%
 X89250000Y-70750000D03*
 X90500000Y-70750000D03*
 X88000000Y-70750000D03*
 X91750000Y-70750000D03*
-%TO.N,+15V*%
-X91500000Y-97000000D03*
-X76247072Y-102500000D03*
-X90500000Y-97000000D03*
-X92500000Y-97000000D03*
-%TO.N,-15V*%
-X76250000Y-95500000D03*
-X92250000Y-88500000D03*
-X92250000Y-89500000D03*
-X92250000Y-92500000D03*
-%TO.N,GND*%
-X86250000Y-81750000D03*
-X61750000Y-73500000D03*
+X76875000Y-104250000D03*
+X92750000Y-96875000D03*
+X91125000Y-96875000D03*
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+X92000000Y-96875000D03*
+X91750000Y-93375000D03*
+X79001029Y-97265478D03*
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+X61750000Y-108000000D03*
+X56250000Y-87000000D03*
+X60350000Y-94150000D03*
 X86000000Y-83250000D03*
 X51250000Y-70750000D03*
-X83000000Y-73250000D03*
-X72250000Y-79250000D03*
-X103250000Y-78750000D03*
-X82250000Y-99000000D03*
-X97000000Y-78750000D03*
+X83250000Y-72750000D03*
+X84750000Y-91750000D03*
+X77500000Y-87250000D03*
+X98500000Y-78750000D03*
 X51250000Y-82250000D03*
 X98500000Y-89250000D03*
+X62750000Y-108000000D03*
 X100750000Y-70750000D03*
 X90500000Y-81500000D03*
+X84250000Y-100250000D03*
 X97000000Y-70750000D03*
 X102750000Y-101750000D03*
-X94000000Y-98500000D03*
-X76750000Y-78250000D03*
-X81250000Y-73250000D03*
+X72250000Y-79000000D03*
+X79525000Y-94550000D03*
+X69000000Y-92750000D03*
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+X58625000Y-76000000D03*
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 X99500000Y-70750000D03*
-X94250000Y-105250000D03*
-X85000000Y-85000000D03*
-X82250000Y-109750000D03*
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+X83125000Y-113125000D03*
 X51250000Y-72000000D03*
-X81250000Y-109750000D03*
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-X85000000Y-91000000D03*
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 X51250000Y-83500000D03*
 X98500000Y-93000000D03*
 X98250000Y-70750000D03*
-X78000000Y-99000000D03*
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 X51250000Y-73250000D03*
 X51250000Y-84750000D03*
-%TO.N,/Amplifier/AMP_MUTE_IN*%
+X84750000Y-102750000D03*
 X73000000Y-108750000D03*
-%TO.N,/Amplifier/DISTORTION_MONITOR_N*%
-X65949479Y-82699479D03*
-%TO.N,/Amplifier/DISTORTION_MONITOR_P*%
-X66550521Y-83300521D03*
-%TD*%
+X79000000Y-89125000D03*
+X77625000Y-89750000D03*
 D22*
-%TO.N,/Amplifier/AMP_IN_NO_DC*%
-X79000000Y-83250000D02*
-X74500000Y-83250000D01*
-%TO.N,/Amplifier/AMP_FEEDBACK*%
-X75500000Y-81250000D02*
-X74250000Y-81250000D01*
+X82250000Y-81000000D02*
+X82250000Y-79813452D01*
 X80600000Y-75830000D02*
 X78729898Y-73959898D01*
-X78729898Y-73959898D02*
+X82250000Y-79813452D02*
 G75*
 G03*
-X76412500Y-73000001I-2317398J-2317402D01*
+X80600001Y-75829999I-5633450J2D01*
 G01*
-%TO.N,+15V*%
-X75117812Y-101370741D02*
-X76247072Y-102500000D01*
-X71460000Y-93160791D02*
-X71460000Y-92540000D01*
-X71460000Y-92540000D02*
-G75*
-G03*
-X75117803Y-101370750I12488600J0D01*
-G01*
-%TO.N,-15V*%
-X72795630Y-92445948D02*
-X72795630Y-92049619D01*
-X72795630Y-92049619D02*
-X72750000Y-92000000D01*
-X76250000Y-95500000D02*
-X76247666Y-95497666D01*
-X76247666Y-95497666D02*
-X75072937Y-95497666D01*
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-X73750000Y-94750000D01*
-X72247954Y-90787954D02*
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-X73750000Y-94750000D02*
-G75*
-G02*
-X72795611Y-92445948I2304100J2304100D01*
-G01*
-X72750000Y-92000000D02*
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 G75*
 G03*
-X72247956Y-90787952I-1714100J0D01*
-G01*
-X75072937Y-95497666D02*
-G75*
-G02*
-X73999998Y-95000002I148163J1724866D01*
+X76412500Y-73000001I-2317398J-2317402D01*
 G01*
 D23*
-%TO.N,/-24V_IN*%
-X92302000Y-108750001D02*
-X101502002Y-108750001D01*
-D24*
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
-X69800716Y-81643978D02*
-X69999023Y-80749473D01*
-X70329959Y-78341613D02*
-X70357567Y-78026049D01*
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-X66863404Y-88319532D02*
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-X70397531Y-77110698D01*
-X67355690Y-87546798D02*
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-X52027697Y-100177216D02*
-X55000000Y-97204913D01*
+X49117231Y-101382771D02*
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 D22*
 X72270103Y-73959897D02*
 X70400000Y-75830000D01*
-D24*
-X68236866Y-85940626D02*
-X68624078Y-85110246D01*
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 G75*
 G03*
-X64249998Y-91499998I-7J23558080D01*
+X70399998Y-75830000I-7289354J7289346D01*
 G01*
 D22*
 X74587500Y-73000000D02*
@@ -425,32 +233,75 @@ G75*
 G03*
 X72270102Y-73959896I0J-3277300D01*
 G01*
-D24*
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 X46420000Y-102500000D02*
 G75*
 G03*
-X52027701Y-100177220I0J7930500D01*
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 G01*
-%TO.N,/Amplifier/AMP_OUT+*%
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 X55449601Y-108000000D02*
 X46249599Y-108000000D01*
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 G75*
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-X55449601Y-108000001I-3500252J3500248D01*
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 G01*
-X61870000Y-101338975D02*
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 G75*
 G02*
-X60250008Y-105250008I-5531000J-25D01*
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 G01*
-%TD*%
 %TA.AperFunction,Conductor*%
-%TO.N,GND*%
 G36*
 X103642539Y-66320185D02*
 G01*
@@ -573,20 +424,6 @@ X72999998Y-125080871D01*
 X73000000Y-125080871D01*
 X73056671Y-125075912D01*
 X73226690Y-125061038D01*
-X73301257Y-125041058D01*
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-X77344825Y-125041059D01*
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-X73301257Y-125041058D01*
 X73446494Y-125002142D01*
 X73652732Y-124905971D01*
 X73839137Y-124775450D01*
@@ -596,39 +433,6 @@ X74226737Y-124221899D01*
 X74285633Y-124002095D01*
 X74305466Y-123775403D01*
 X74303419Y-123752000D01*
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 X80444532Y-123752000D01*
 X80444532Y-123752003D01*
 X80464364Y-123978688D01*
@@ -751,34 +555,6 @@ X80523258Y-123305513D01*
 X80464366Y-123525304D01*
 X80464364Y-123525315D01*
 X80444532Y-123752000D01*
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 X44300500Y-66424500D01*
 X44320185Y-66357461D01*
 X44372989Y-66311706D01*
@@ -4892,9 +3732,52 @@ X103575500Y-66300500D01*
 X103642539Y-66320185D01*
 G37*
 %TD.AperFunction*%
-%TD*%
 %TA.AperFunction,Conductor*%
-%TO.N,/Amplifier/AMP_FEEDBACK*%
+G36*
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+G37*
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+G37*
+%TD.AperFunction*%
+%TA.AperFunction,Conductor*%
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 X76838476Y-72600977D02*
 G01*
@@ -4915,9 +3798,29 @@ X76831374Y-72598424D01*
 X76838476Y-72600977D01*
 G37*
 %TD.AperFunction*%
-%TD*%
 %TA.AperFunction,Conductor*%
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
+G36*
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+G37*
+%TD.AperFunction*%
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 G36*
 X74176955Y-72601712D02*
 G01*
@@ -4938,56 +3841,4 @@ X74170127Y-72598495D01*
 X74176955Y-72601712D01*
 G37*
 %TD.AperFunction*%
-%TD*%
-%TA.AperFunction,Conductor*%
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-G36*
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-G01*
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-X71595233Y-74488765D01*
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-G37*
-%TD.AperFunction*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%TO.N,/Amplifier/AMP_FEEDBACK*%
-G36*
-X79404765Y-74488764D02*
-G01*
-X79825073Y-74627919D01*
-X80932478Y-74994556D01*
-X80939255Y-75000409D01*
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-X79401090Y-74488172D01*
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-G37*
-%TD.AperFunction*%
-%TD*%
 M02*
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Mask.gbs b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Mask.gbs
index a4dd353..cd86b20 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Mask.gbs
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Mask.gbs
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.7*%
-%TF.CreationDate,2024-12-30T16:46:57+01:00*%
+%TF.CreationDate,2025-01-23T13:06:27+01:00*%
 %TF.ProjectId,amp6c_amplifier,616d7036-635f-4616-9d70-6c6966696572,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Soldermask,Bot*%
 %TF.FilePolarity,Negative*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.7) date 2024-12-30 16:46:57*
+G04 Created by KiCad (PCBNEW 8.0.7) date 2025-01-23 13:06:27*
 %MOMM*%
 %LPD*%
 G01*
@@ -43,95 +43,69 @@ G04 Aperture macros list end*
 %ADD21O,1.700000X1.700000*%
 G04 APERTURE END LIST*
 D10*
-%TO.C,H1*%
 X100500000Y-122500000D03*
-%TD*%
 D11*
-%TO.C,J2*%
 X101502002Y-116750000D03*
 X92302000Y-116750000D03*
 X101502002Y-112750000D03*
 X92302000Y-112750000D03*
 X101502002Y-108750001D03*
 X92302000Y-108750001D03*
-%TD*%
 D12*
-%TO.C,R11*%
-X46630000Y-98400000D03*
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 D13*
-X61870000Y-98400000D03*
-%TD*%
+X61495000Y-98500000D03*
 D14*
-%TO.C,R10*%
 X56580000Y-102500000D03*
 D15*
 X46420000Y-102500000D03*
-%TD*%
 D11*
-%TO.C,J1*%
 X77750000Y-123752002D03*
 X77750000Y-114552000D03*
 X81750000Y-123752002D03*
 X81750000Y-114552000D03*
 X85749999Y-123752002D03*
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-%TD*%
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 X46249599Y-108000000D03*
 X55449601Y-108000000D03*
 X46249599Y-112000001D03*
 X55449601Y-112000001D03*
-%TD*%
 D16*
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 X95750000Y-99210000D03*
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 D11*
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 X68999999Y-123775403D03*
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 X72999998Y-123775403D03*
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 D10*
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 X47500000Y-122500000D03*
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 D17*
-%TO.C,U1*%
-X67000000Y-75830000D03*
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 D18*
-X68700000Y-70750000D03*
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 D19*
-%TO.C,R8*%
 X76412500Y-73000000D03*
 X74587500Y-73000000D03*
-%TD*%
 D20*
-%TO.C,J5*%
-X76540000Y-90000000D03*
+X76040000Y-93335000D03*
 D21*
-X76540000Y-92540000D03*
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 M02*
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Paste.gbp b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Paste.gbp
index db4dbea..b5dd0d5 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Paste.gbp
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Paste.gbp
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.7*%
-%TF.CreationDate,2024-12-30T16:46:57+01:00*%
+%TF.CreationDate,2025-01-23T13:06:27+01:00*%
 %TF.ProjectId,amp6c_amplifier,616d7036-635f-4616-9d70-6c6966696572,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Paste,Bot*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.7) date 2024-12-30 16:46:57*
+G04 Created by KiCad (PCBNEW 8.0.7) date 2025-01-23 13:06:27*
 %MOMM*%
 %LPD*%
 G01*
@@ -32,8 +32,6 @@ G04 Aperture macros list end*
 %ADD10RoundRect,0.237500X0.250000X0.237500X-0.250000X0.237500X-0.250000X-0.237500X0.250000X-0.237500X0*%
 G04 APERTURE END LIST*
 D10*
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 X76412500Y-73000000D03*
 X74587500Y-73000000D03*
-%TD*%
 M02*
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Silkscreen.gbo b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Silkscreen.gbo
index af869fb..9010b95 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Silkscreen.gbo
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-B_Silkscreen.gbo
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.7*%
-%TF.CreationDate,2024-12-30T16:46:57+01:00*%
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 %TF.ProjectId,amp6c_amplifier,616d7036-635f-4616-9d70-6c6966696572,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Legend,Bot*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.7) date 2024-12-30 16:46:57*
+G04 Created by KiCad (PCBNEW 8.0.7) date 2025-01-23 13:06:27*
 %MOMM*%
 %LPD*%
 G01*
@@ -31,20 +31,22 @@ G04 Aperture macros list*
 G04 Aperture macros list end*
 %ADD10C,0.100000*%
 %ADD11C,0.200000*%
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-%ADD23RoundRect,0.237500X0.250000X0.237500X-0.250000X0.237500X-0.250000X-0.237500X0.250000X-0.237500X0*%
-%ADD24R,1.700000X1.700000*%
-%ADD25O,1.700000X1.700000*%
+%ADD12C,0.300000*%
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+%ADD14C,0.508000*%
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+%ADD16C,3.200000*%
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+%ADD26R,1.700000X1.700000*%
+%ADD27O,1.700000X1.700000*%
 G04 APERTURE END LIST*
 D10*
 X44500000Y-110000000D02*
@@ -79,6 +81,8 @@ X63000000Y-125500000D01*
 X63000000Y-112500000D01*
 X79750000Y-112500000D02*
 X79750000Y-125500000D01*
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 X93750000Y-97500000D02*
 X103250000Y-97500000D01*
 X103250000Y-106000000D01*
@@ -87,36 +91,36 @@ X93750000Y-97500000D01*
 X71000000Y-112500000D02*
 X71000000Y-125500000D01*
 D11*
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 X51321428Y-112112100D02*
 X50178571Y-112112100D01*
 X57933528Y-108500000D02*
@@ -207,6 +211,16 @@ X95024434Y-115933528D02*
 X94524434Y-117433528D01*
 X94524434Y-117433528D02*
 X94024434Y-115933528D01*
+D12*
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 %LPD*%
 M02*
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-Edge_Cuts.gm1 b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-Edge_Cuts.gm1
index 67da5b2..29b53ee 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-Edge_Cuts.gm1
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-Edge_Cuts.gm1
@@ -1,11 +1,11 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.7*%
-%TF.CreationDate,2024-12-30T16:46:57+01:00*%
+%TF.CreationDate,2025-01-23T13:06:27+01:00*%
 %TF.ProjectId,amp6c_amplifier,616d7036-635f-4616-9d70-6c6966696572,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Profile,NP*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.7) date 2024-12-30 16:46:57*
+G04 Created by KiCad (PCBNEW 8.0.7) date 2025-01-23 13:06:27*
 %MOMM*%
 %LPD*%
 G01*
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Cu.gtl b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Cu.gtl
index 4d9848e..051be81 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Cu.gtl
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Cu.gtl
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.7*%
-%TF.CreationDate,2024-12-30T16:46:57+01:00*%
+%TF.CreationDate,2025-01-23T13:06:26+01:00*%
 %TF.ProjectId,amp6c_amplifier,616d7036-635f-4616-9d70-6c6966696572,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Copper,L1,Top*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.7) date 2024-12-30 16:46:57*
+G04 Created by KiCad (PCBNEW 8.0.7) date 2025-01-23 13:06:26*
 %MOMM*%
 %LPD*%
 G01*
@@ -66,7 +66,7 @@ G04 Aperture macros list end*
 %ADD21RoundRect,0.237500X0.237500X-0.250000X0.237500X0.250000X-0.237500X0.250000X-0.237500X-0.250000X0*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD22RoundRect,0.625000X-2.375000X0.625000X-2.375000X-0.625000X2.375000X-0.625000X2.375000X0.625000X0*%
+%ADD22RoundRect,0.249999X-1.450001X0.450001X-1.450001X-0.450001X1.450001X-0.450001X1.450001X0.450001X0*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
 %ADD23C,2.400000*%
@@ -84,7 +84,7 @@ G04 Aperture macros list end*
 %ADD27R,0.800000X0.800000*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD28RoundRect,0.250000X1.250000X0.550000X-1.250000X0.550000X-1.250000X-0.550000X1.250000X-0.550000X0*%
+%ADD28RoundRect,0.250000X-1.250000X-0.550000X1.250000X-0.550000X1.250000X0.550000X-1.250000X0.550000X0*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
 %ADD29C,1.600000*%
@@ -96,7 +96,7 @@ G04 Aperture macros list end*
 %ADD31R,2.413000X3.429000*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD32RoundRect,0.250000X-1.250000X-0.550000X1.250000X-0.550000X1.250000X0.550000X-1.250000X0.550000X0*%
+%ADD32RoundRect,0.250000X1.250000X0.550000X-1.250000X0.550000X-1.250000X-0.550000X1.250000X-0.550000X0*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
 %ADD33C,2.000000*%
@@ -105,790 +105,418 @@ G04 Aperture macros list end*
 %ADD34RoundRect,0.237500X0.300000X0.237500X-0.300000X0.237500X-0.300000X-0.237500X0.300000X-0.237500X0*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD35RoundRect,0.250000X-0.337500X-0.475000X0.337500X-0.475000X0.337500X0.475000X-0.337500X0.475000X0*%
+%ADD35RoundRect,0.249999X1.450001X-0.450001X1.450001X0.450001X-1.450001X0.450001X-1.450001X-0.450001X0*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD36RoundRect,0.250000X0.350000X-0.850000X0.350000X0.850000X-0.350000X0.850000X-0.350000X-0.850000X0*%
+%ADD36RoundRect,0.250000X-0.337500X-0.475000X0.337500X-0.475000X0.337500X0.475000X-0.337500X0.475000X0*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD37RoundRect,0.250000X1.125000X-1.275000X1.125000X1.275000X-1.125000X1.275000X-1.125000X-1.275000X0*%
+%ADD37RoundRect,0.250000X0.350000X-0.850000X0.350000X0.850000X-0.350000X0.850000X-0.350000X-0.850000X0*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD38RoundRect,0.249997X2.650003X-2.950003X2.650003X2.950003X-2.650003X2.950003X-2.650003X-2.950003X0*%
+%ADD38RoundRect,0.250000X1.125000X-1.275000X1.125000X1.275000X-1.125000X1.275000X-1.125000X-1.275000X0*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD39RoundRect,0.237500X-0.287500X-0.237500X0.287500X-0.237500X0.287500X0.237500X-0.287500X0.237500X0*%
+%ADD39RoundRect,0.249997X2.650003X-2.950003X2.650003X2.950003X-2.650003X2.950003X-2.650003X-2.950003X0*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD40RoundRect,0.250000X-1.450000X0.537500X-1.450000X-0.537500X1.450000X-0.537500X1.450000X0.537500X0*%
+%ADD40RoundRect,0.237500X-0.287500X-0.237500X0.287500X-0.237500X0.287500X0.237500X-0.287500X0.237500X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD41RoundRect,0.650000X-1.847893X3.772306X-2.912791X3.026656X1.847893X-3.772306X2.912791X-3.026656X0*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD41R,1.800000X1.800000*%
+%ADD42R,1.800000X1.800000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD42O,1.800000X1.800000*%
+%ADD43O,1.800000X1.800000*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD43RoundRect,0.250000X1.950000X1.000000X-1.950000X1.000000X-1.950000X-1.000000X1.950000X-1.000000X0*%
+%ADD44RoundRect,0.250000X1.950000X1.000000X-1.950000X1.000000X-1.950000X-1.000000X1.950000X-1.000000X0*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD44R,1.700000X1.700000*%
+%ADD45R,1.700000X1.700000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD45O,1.700000X1.700000*%
+%ADD46O,1.700000X1.700000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD46C,0.600000*%
+%ADD47C,0.600000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD47C,0.200000*%
+%ADD48C,0.200000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD48C,2.500000*%
+%ADD49C,1.250000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD49C,0.100000*%
+%ADD50C,0.500000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD50C,2.000000*%
+%ADD51C,0.400000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD51C,3.000000*%
+%ADD52C,2.000000*%
 %TD*%
 G04 APERTURE END LIST*
 D10*
-%TO.P,C18,1*%
-%TO.N,GND*%
 X90637500Y-83250000D03*
-%TO.P,C18,2*%
-%TO.N,-15V*%
 X92362500Y-83250000D03*
-%TD*%
 D11*
-%TO.P,R2,1*%
-%TO.N,Net-(D2-A)*%
 X90587500Y-105250000D03*
-%TO.P,R2,2*%
-%TO.N,GND*%
 X92412500Y-105250000D03*
-%TD*%
 D12*
-%TO.P,C8,1*%
-%TO.N,/Input_stage/XLR_HOT_FILTERED*%
-X80250000Y-103737500D03*
-%TO.P,C8,2*%
-%TO.N,/Input_stage/IN_SGNAL_XLR_HOT*%
-X80250000Y-105462500D03*
-%TD*%
+X81000000Y-106237500D03*
+X81000000Y-107962500D03*
 D13*
-%TO.P,R14,1*%
-%TO.N,/Input_stage/XLR_COMMON*%
-X81750000Y-103687500D03*
-%TO.P,R14,2*%
-%TO.N,GND*%
-X81750000Y-105512500D03*
-%TD*%
+X82500000Y-106187500D03*
+X82500000Y-108012500D03*
 D14*
-%TO.P,C6,1*%
-%TO.N,GND*%
-X47550000Y-72000000D03*
-%TO.P,C6,2*%
-%TO.N,-24V*%
-X55950000Y-72000000D03*
-%TD*%
+X47300000Y-72000000D03*
+X55700000Y-72000000D03*
 D15*
-%TO.P,U2,1,VCC*%
-%TO.N,+15V*%
-X80300000Y-101862500D03*
-%TO.P,U2,2,IN+_A*%
-%TO.N,/Input_stage/XLR_HOT_FILTERED*%
-X80950000Y-101862500D03*
-%TO.P,U2,3,COM_A*%
-%TO.N,/Input_stage/XLR_COMMON*%
-X81600000Y-101862500D03*
-%TO.P,U2,4,IN-_A*%
-%TO.N,/Input_stage/XLR_COLD_FILTERED*%
-X82250000Y-101862500D03*
-%TO.P,U2,5,IN-_B*%
-%TO.N,GND*%
-X82900000Y-101862500D03*
-%TO.P,U2,6,COM_B*%
-X83550000Y-101862500D03*
-%TO.P,U2,7,IN+_B*%
-X84200000Y-101862500D03*
-%TO.P,U2,8,OUT_B*%
-%TO.N,unconnected-(U2-OUT_B-Pad8)*%
-X84200000Y-96137500D03*
-%TO.P,U2,9,REF_B*%
-%TO.N,GND*%
-X83550000Y-96137500D03*
-%TO.P,U2,10,VMID(OUT)*%
-%TO.N,unconnected-(U2-VMID(OUT)-Pad10)*%
-X82900000Y-96137500D03*
-%TO.P,U2,11,VMID(IN)*%
-%TO.N,unconnected-(U2-VMID(IN)-Pad11)*%
-X82250000Y-96137500D03*
-%TO.P,U2,12,REF_A*%
-%TO.N,GND*%
-X81600000Y-96137500D03*
-%TO.P,U2,13,OUT_A*%
-%TO.N,/Input_stage/OUT_SIGNAL_SE*%
-X80950000Y-96137500D03*
-%TO.P,U2,14,VEE*%
-%TO.N,-15V*%
-X80300000Y-96137500D03*
-%TD*%
+X81050000Y-104362500D03*
+X81700000Y-104362500D03*
+X82350000Y-104362500D03*
+X83000000Y-104362500D03*
+X83650000Y-104362500D03*
+X84300000Y-104362500D03*
+X84950000Y-104362500D03*
+X84950000Y-98637500D03*
+X84300000Y-98637500D03*
+X83650000Y-98637500D03*
+X83000000Y-98637500D03*
+X82350000Y-98637500D03*
+X81700000Y-98637500D03*
+X81050000Y-98637500D03*
 D16*
-%TO.P,R13,1*%
-%TO.N,/Input_stage/IN_SIGNAL_XLR_COLD*%
-X83412500Y-107100000D03*
-%TO.P,R13,2*%
-%TO.N,GND*%
-X81587500Y-107100000D03*
-%TD*%
+X84162500Y-109600000D03*
+X82337500Y-109600000D03*
 D17*
-%TO.P,D2,1,K*%
-%TO.N,-24V*%
 X92375000Y-103750000D03*
-%TO.P,D2,2,A*%
-%TO.N,Net-(D2-A)*%
 X90625000Y-103750000D03*
-%TD*%
 D18*
-%TO.P,J2,1*%
-%TO.N,/+24V_IN*%
 X101502002Y-116750000D03*
-%TO.P,J2,2*%
 X92302000Y-116750000D03*
-%TO.P,J2,3*%
-%TO.N,GND*%
 X101502002Y-112750000D03*
-%TO.P,J2,4*%
 X92302000Y-112750000D03*
-%TO.P,J2,5*%
-%TO.N,/-24V_IN*%
 X101502002Y-108750001D03*
-%TO.P,J2,6*%
 X92302000Y-108750001D03*
-%TD*%
 D10*
-%TO.P,C17,1*%
-%TO.N,+24V*%
 X96137500Y-83250000D03*
-%TO.P,C17,2*%
-%TO.N,GND*%
 X97862500Y-83250000D03*
-%TD*%
 D19*
-%TO.P,C15,1*%
-%TO.N,+24V*%
 X96787500Y-87000000D03*
-%TO.P,C15,2*%
-%TO.N,GND*%
 X94712500Y-87000000D03*
-%TD*%
 D20*
-%TO.P,C12,1*%
-%TO.N,GND*%
-X77250000Y-97862500D03*
-%TO.P,C12,2*%
-%TO.N,-15V*%
-X77250000Y-96137500D03*
-%TD*%
+X78000000Y-100362500D03*
+X78000000Y-98637500D03*
 D21*
-%TO.P,R9,1*%
-%TO.N,/Amplifier/AMP_MUTE*%
 X73000000Y-111662500D03*
-%TO.P,R9,2*%
-%TO.N,/Amplifier/AMP_MUTE_IN*%
 X73000000Y-109837500D03*
-%TD*%
 D12*
-%TO.P,C11,1*%
-%TO.N,GND*%
-X78750000Y-100137500D03*
-%TO.P,C11,2*%
-%TO.N,+15V*%
-X78750000Y-101862500D03*
-%TD*%
+X79500000Y-102637500D03*
+X79500000Y-104362500D03*
 D22*
-%TO.P,C7,1*%
-%TO.N,Net-(C7-Pad1)*%
-X61000000Y-102550000D03*
-%TO.P,C7,2*%
-%TO.N,GND*%
-X61000000Y-110750000D03*
-%TD*%
+X61250000Y-102450000D03*
+X61250000Y-106550000D03*
 D12*
-%TO.P,C10,1*%
-%TO.N,GND*%
-X77250000Y-100137500D03*
-%TO.P,C10,2*%
-%TO.N,+15V*%
-X77250000Y-101862500D03*
-%TD*%
+X78000000Y-102637500D03*
+X78000000Y-104362500D03*
 D22*
-%TO.P,C4,1*%
-%TO.N,-24V*%
-X61750000Y-68400000D03*
-%TO.P,C4,2*%
-%TO.N,GND*%
-X61750000Y-76600000D03*
-%TD*%
+X60750000Y-70950000D03*
+X60750000Y-75050000D03*
 D23*
-%TO.P,R11,1*%
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
-X46630000Y-98400000D03*
+X46255000Y-98500000D03*
 D24*
-%TO.P,R11,2*%
-%TO.N,/Amplifier/AMP_OUT+*%
-X61870000Y-98400000D03*
-%TD*%
-D11*
-%TO.P,R3,1*%
-%TO.N,/Amplifier/DISTORTION_MONITOR_N*%
-X71087500Y-81750000D03*
-%TO.P,R3,2*%
-%TO.N,/Amplifier/AMP_FEEDBACK*%
-X72912500Y-81750000D03*
-%TD*%
+X61495000Y-98500000D03*
+D21*
+X78375000Y-84412500D03*
+X78375000Y-82587500D03*
 D25*
-%TO.P,C2,1*%
-%TO.N,Net-(C2-Pad1)*%
-X76662500Y-85450000D03*
-%TO.P,C2,2*%
-%TO.N,/Amplifier/AMP_FEEDBACK*%
-X76662500Y-81050000D03*
-%TD*%
+X82250000Y-87450000D03*
+X82250000Y-83050000D03*
 D26*
-%TO.P,D6,1,K*%
-%TO.N,+15V*%
 X101120000Y-87000000D03*
 D27*
-%TO.P,D6,2,A*%
-%TO.N,GND*%
 X103020000Y-87000000D03*
-%TD*%
 D28*
-%TO.P,C21,1*%
-%TO.N,+15V*%
-X101450000Y-91000000D03*
-%TO.P,C21,2*%
-%TO.N,GND*%
-X97050000Y-91000000D03*
-%TD*%
+X87550000Y-91000000D03*
+X91950000Y-91000000D03*
 D10*
-%TO.P,C16,1*%
-%TO.N,GND*%
 X87137500Y-83250000D03*
-%TO.P,C16,2*%
-%TO.N,-24V*%
 X88862500Y-83250000D03*
-%TD*%
 D29*
-%TO.P,R10,1*%
-%TO.N,Net-(C7-Pad1)*%
 X56580000Y-102500000D03*
 D30*
-%TO.P,R10,2*%
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
 X46420000Y-102500000D03*
-%TD*%
 D26*
-%TO.P,D5,1,K*%
-%TO.N,GND*%
 X90500000Y-87000000D03*
 D27*
-%TO.P,D5,2,A*%
-%TO.N,-15V*%
 X92400000Y-87000000D03*
-%TD*%
 D11*
-%TO.P,R15,1*%
-%TO.N,Net-(D3-K)*%
 X91337500Y-94750000D03*
-%TO.P,R15,2*%
-%TO.N,-15V*%
 X93162500Y-94750000D03*
-%TD*%
 D26*
-%TO.P,D7,1,K*%
-%TO.N,+24V*%
 X99620000Y-85000000D03*
 D27*
-%TO.P,D7,2,A*%
-%TO.N,+15V*%
 X101520000Y-85000000D03*
-%TD*%
 D11*
-%TO.P,R17,1*%
-%TO.N,GND*%
-X71087500Y-85500000D03*
-%TO.P,R17,2*%
-%TO.N,Net-(C2-Pad1)*%
-X72912500Y-85500000D03*
-%TD*%
+X80337500Y-90000000D03*
+X82162500Y-90000000D03*
 D18*
-%TO.P,J1,1*%
-%TO.N,GND*%
 X77750000Y-123752002D03*
-%TO.P,J1,2*%
 X77750000Y-114552000D03*
-%TO.P,J1,3*%
-%TO.N,/Input_stage/IN_SGNAL_XLR_HOT*%
 X81750000Y-123752002D03*
-%TO.P,J1,4*%
 X81750000Y-114552000D03*
-%TO.P,J1,5*%
-%TO.N,/Input_stage/IN_SIGNAL_XLR_COLD*%
 X85749999Y-123752002D03*
-%TO.P,J1,6*%
 X85749999Y-114552000D03*
-%TD*%
 D31*
-%TO.P,L1,1*%
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
-X50829000Y-92450000D03*
-%TO.P,L1,2*%
-%TO.N,/Amplifier/AMP_OUT+*%
-X56671000Y-92450000D03*
-%TD*%
+X50704000Y-92500000D03*
+X56546000Y-92500000D03*
 D16*
-%TO.P,R1,1*%
-%TO.N,+24V*%
 X92412500Y-100000000D03*
-%TO.P,R1,2*%
-%TO.N,Net-(D1-A)*%
 X90587500Y-100000000D03*
-%TD*%
 D18*
-%TO.P,J3,1*%
-%TO.N,/Amplifier/AMP_OUT+*%
 X46249599Y-108000000D03*
-%TO.P,J3,2*%
 X55449601Y-108000000D03*
-%TO.P,J3,3*%
-%TO.N,GND*%
 X46249599Y-112000001D03*
-%TO.P,J3,4*%
 X55449601Y-112000001D03*
-%TD*%
 D32*
-%TO.P,C20,1*%
-%TO.N,GND*%
-X87550000Y-91000000D03*
-%TO.P,C20,2*%
-%TO.N,-15V*%
-X91950000Y-91000000D03*
-%TD*%
+X101450000Y-91000000D03*
+X97050000Y-91000000D03*
 D33*
-%TO.P,F2,1*%
-%TO.N,/-24V_IN*%
 X101250000Y-104290000D03*
-%TO.P,F2,2*%
-%TO.N,-24V*%
 X101260000Y-99210000D03*
-%TD*%
 D34*
-%TO.P,C19,1*%
-%TO.N,+15V*%
 X101612500Y-83250000D03*
-%TO.P,C19,2*%
-%TO.N,GND*%
 X99887500Y-83250000D03*
-%TD*%
 D16*
-%TO.P,R16,1*%
-%TO.N,+15V*%
 X101412500Y-94750000D03*
-%TO.P,R16,2*%
-%TO.N,Net-(D4-A)*%
 X99587500Y-94750000D03*
-%TD*%
-D22*
-%TO.P,C3,1*%
-%TO.N,+24V*%
-X61750000Y-79900000D03*
-%TO.P,C3,2*%
-%TO.N,GND*%
-X61750000Y-88100000D03*
-%TD*%
+D35*
+X60750000Y-81550000D03*
+X60750000Y-77450000D03*
 D17*
-%TO.P,D1,1,K*%
-%TO.N,GND*%
 X92375000Y-98500000D03*
-%TO.P,D1,2,A*%
-%TO.N,Net-(D1-A)*%
 X90625000Y-98500000D03*
-%TD*%
 D33*
-%TO.P,F1,1*%
-%TO.N,+24V*%
 X95750000Y-99210000D03*
-%TO.P,F1,2*%
-%TO.N,/+24V_IN*%
 X95740000Y-104290000D03*
-%TD*%
 D18*
-%TO.P,J4,1*%
-%TO.N,/Amplifier/DISTORTION_MONITOR_N*%
 X64999999Y-123775403D03*
-%TO.P,J4,2*%
 X64999999Y-114575401D03*
-%TO.P,J4,3*%
-%TO.N,/Amplifier/DISTORTION_MONITOR_P*%
 X68999999Y-123775403D03*
-%TO.P,J4,4*%
 X68999999Y-114575401D03*
-%TO.P,J4,5*%
-%TO.N,/Amplifier/AMP_MUTE*%
 X72999998Y-123775403D03*
-%TO.P,J4,6*%
 X72999998Y-114575401D03*
-%TD*%
 D20*
-%TO.P,C13,1*%
-%TO.N,GND*%
-X78750000Y-97862500D03*
-%TO.P,C13,2*%
-%TO.N,-15V*%
-X78750000Y-96137500D03*
-%TD*%
-D35*
-%TO.P,C14,1*%
-%TO.N,GND*%
+X79500000Y-100362500D03*
+X79500000Y-98637500D03*
+D36*
 X86212500Y-85000000D03*
-%TO.P,C14,2*%
-%TO.N,-24V*%
 X88287500Y-85000000D03*
-%TD*%
-D16*
-%TO.P,R5,1*%
-%TO.N,GND*%
-X83162500Y-81000000D03*
-%TO.P,R5,2*%
-%TO.N,/Amplifier/AMP_IN_NO_DC*%
-X81337500Y-81000000D03*
-%TD*%
-D36*
-%TO.P,U3,1,GND*%
-%TO.N,GND*%
-X87472500Y-80950000D03*
+D21*
+X84250000Y-81412500D03*
+X84250000Y-79587500D03*
 D37*
-%TO.P,U3,2,VI*%
-%TO.N,-24V*%
+X87472500Y-80950000D03*
+D38*
 X88227500Y-76325000D03*
 X91277500Y-76325000D03*
-D38*
+D39*
 X89752500Y-74650000D03*
-D37*
+D38*
 X88227500Y-72975000D03*
 X91277500Y-72975000D03*
-D36*
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-%TO.N,-15V*%
+D37*
 X92032500Y-80950000D03*
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-D11*
-%TO.P,R4,1*%
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-X72912500Y-83250000D03*
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-D39*
-%TO.P,D4,1,K*%
-%TO.N,GND*%
+D21*
+X76749999Y-84412500D03*
+X76750001Y-82587500D03*
+D40*
 X96125000Y-94750000D03*
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-%TO.N,Net-(D4-A)*%
 X97875000Y-94750000D03*
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-D40*
-%TO.P,C1,1*%
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-X81750000Y-83362500D03*
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-X81750000Y-87637500D03*
-%TD*%
-D12*
-%TO.P,C9,1*%
-%TO.N,/Input_stage/XLR_COLD_FILTERED*%
-X83250000Y-103737500D03*
-%TO.P,C9,2*%
-%TO.N,/Input_stage/IN_SIGNAL_XLR_COLD*%
-X83250000Y-105462500D03*
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 D41*
-%TO.P,U1,1,V+*%
-%TO.N,+24V*%
-X67000000Y-75830000D03*
+X72197361Y-83435717D03*
+X61302639Y-91064283D03*
+D12*
+X84000000Y-106237500D03*
+X84000000Y-107962500D03*
 D42*
-%TO.P,U1,2,NC*%
-%TO.N,unconnected-(U1-NC-Pad2)*%
-X68700000Y-70750000D03*
-%TO.P,U1,3*%
-%TO.N,/Amplifier/AMP_OUT_PRE_FILTER*%
-X70400000Y-75830000D03*
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-X72100000Y-70750000D03*
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-X73800000Y-75830000D03*
-%TO.P,U1,6,NC*%
-%TO.N,unconnected-(U1-NC-Pad6)*%
-X75500000Y-70750000D03*
-%TO.P,U1,7,GND*%
-%TO.N,GND*%
-X77200000Y-75830000D03*
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-X78900000Y-70750000D03*
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-X80600000Y-75830000D03*
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-X82300000Y-70750000D03*
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 D17*
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-%TO.N,Net-(D3-K)*%
 X89625000Y-94750000D03*
-%TO.P,D3,2,A*%
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 X87875000Y-94750000D03*
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 D16*
-%TO.P,R12,1*%
-%TO.N,GND*%
-X81912500Y-108600000D03*
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-%TO.N,/Input_stage/IN_SGNAL_XLR_HOT*%
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-D36*
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+X82337500Y-77999998D03*
+X82662500Y-111100000D03*
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 D37*
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 X97267500Y-76325000D03*
 X100317500Y-76325000D03*
-D38*
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 X98792500Y-74650000D03*
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 X97267500Y-72975000D03*
 X100317500Y-72975000D03*
-D36*
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 D26*
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 X91880000Y-85000000D03*
 D27*
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 X89980000Y-85000000D03*
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 D45*
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 D46*
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 G03*
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 G75*
 G03*
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 G01*
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@@ -898,7 +526,6 @@ G75*
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@@ -913,92 +540,89 @@ G75*
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 G03*
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diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Mask.gts b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Mask.gts
index 905ab5d..981f38d 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Mask.gts
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Mask.gts
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diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Paste.gtp b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Paste.gtp
index 720c2c4..7c417c4 100644
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+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Paste.gtp
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diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Silkscreen.gto b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Silkscreen.gto
index 0ce5460..5394391 100644
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+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-F_Silkscreen.gto
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diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-In1_Cu.g2 b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-In1_Cu.g2
index e6a0912..e65f954 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-In1_Cu.g2
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-In1_Cu.g2
@@ -1,12 +1,12 @@
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diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-In2_Cu.g3 b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-In2_Cu.g3
index 4e6e794..2d7104a 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-In2_Cu.g3
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-In2_Cu.g3
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index 722255c..a0e3256 100644
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diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-PTH.drl b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-PTH.drl
index f6a5a54..0170ee9 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp6c_amplifier-PTH.drl
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diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp_amplifier_gerber_v_0_0_1.zip b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp_amplifier_gerber_v_0_0_1.zip
new file mode 100644
index 0000000..b0e6bb6
Binary files /dev/null and b/03_lm3886_amp/04_pcb/amp6c_amplifier/01_output/gerber/amp_amplifier_gerber_v_0_0_1.zip differ
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_pcb b/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_pcb
index 81bdaa9..4bbe5b0 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_pcb
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_pcb
@@ -112,7 +112,7 @@
 			(disableapertmacros no)
 			(usegerberextensions yes)
 			(usegerberattributes yes)
-			(usegerberadvancedattributes yes)
+			(usegerberadvancedattributes no)
 			(creategerberjobfile no)
 			(dashed_line_dash_ratio 12.000000)
 			(dashed_line_gap_ratio 3.000000)
@@ -132,7 +132,7 @@
 			(psnegative no)
 			(psa4output no)
 			(plotreference yes)
-			(plotvalue yes)
+			(plotvalue no)
 			(plotfptext yes)
 			(plotinvisibletext no)
 			(sketchpadsonfab no)
@@ -193,7 +193,7 @@
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@@ -459,7 +459,7 @@
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@@ -717,17 +717,17 @@
 	(footprint "Capacitor_SMD:C_0603_1608Metric_Pad1.08x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "04b43eae-e5a7-4a48-bf41-d2861ce8b8db")
-		(at 80.25 104.6 -90)
+		(at 81 107.1 -90)
 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C8"
-			(at 0.15 1.75 180)
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@@ -1004,17 +1004,17 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "0739f058-9d5b-4c04-881d-0a20d2c67cac")
-		(at 81.75 104.6 -90)
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 		(tags "resistor handsolder")
 		(property "Reference" "R14"
-			(at 2.4 2.773809 0)
+			(at 0.15 3 90)
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@@ -1273,7 +1273,7 @@
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 		(layer "F.Cu")
 		(uuid "08203a8d-432d-4fc0-a3fc-2760611867ce")
-		(at 51.75 72)
+		(at 51.5 72)
 		(descr "SMD capacitor, aluminum electrolytic, Vishay 1010, 10.0x10.5mm, http://www.vishay.com/docs/28395/150crz.pdf")
 		(tags "capacitor electrolytic")
 		(property "Reference" "C6"
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@@ -1772,7 +1772,7 @@
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 		(layer "F.Cu")
 		(uuid "08b6466d-e0be-47c4-aee5-b15c5c5aeae0")
-		(at 82.25 99 90)
+		(at 83 101.5 90)
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 		(tags "TSSOP SO")
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@@ -2329,17 +2329,17 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "0c39fac4-9372-4727-b2d5-26a5a03104fb")
-		(at 82.5 107.1 180)
+		(at 83.25 109.6 180)
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 		(tags "resistor handsolder")
 		(property "Reference" "R13"
-			(at -2.02381 -1.4 180)
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@@ -2589,7 +2589,7 @@
 			(roundrect_rratio 0.25)
 			(net 15 "GND")
 			(pintype "passive")
-			(zone_connect 1)
+			(zone_connect 2)
 			(thermal_bridge_width 0.5)
 			(thermal_gap 0.25)
 			(uuid "bc631680-bce8-45d6-8a04-f1d7ef56f4bb")
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@@ -3015,6 +3015,17 @@
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+			(uuid "ee3c1a79-cef0-4833-b545-046bd173b762")
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 		(fp_text user "${REFERENCE}"
 			(at 0 -16 90)
 			(unlocked yes)
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-			(uuid "f483b977-1ea0-44a7-90a9-4b6910f31584")
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@@ -3155,7 +3188,7 @@
 			(remove_unused_layers no)
 			(net 20 "/+24V_IN")
 			(pintype "unspecified")
-			(uuid "b3435bcd-8b89-41df-9d87-21a13a457a16")
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@@ -3165,7 +3198,7 @@
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 			(net 20 "/+24V_IN")
 			(pintype "unspecified")
-			(uuid "90feec44-531a-451e-93e0-6c229d0152ba")
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@@ -3175,10 +3208,7 @@
 			(remove_unused_layers no)
 			(net 15 "GND")
 			(pintype "unspecified")
-			(zone_connect 1)
-			(thermal_bridge_width 1.5)
-			(thermal_gap 0.6)
-			(uuid "d1c9fd2e-a49c-4aae-ba36-bb3d6d1bac8e")
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@@ -3188,10 +3218,7 @@
 			(remove_unused_layers no)
 			(net 15 "GND")
 			(pintype "unspecified")
-			(zone_connect 1)
-			(thermal_bridge_width 1.5)
-			(thermal_gap 0.6)
-			(uuid "849ea654-6e8e-4599-81f7-acf309678993")
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 			(pintype "unspecified")
-			(uuid "26f17734-75ee-49ed-920b-382656e8e4ba")
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@@ -3211,9 +3238,9 @@
 			(remove_unused_layers no)
 			(net 21 "/-24V_IN")
 			(pintype "unspecified")
-			(uuid "ff57574c-7728-49dd-b458-f448c960125a")
+			(uuid "871573ee-c69e-4ea9-be49-f744b1be2b40")
 		)
-		(model "/home/key/git/KicED/packages/810_connectors_clable_to_Board/wago_2060-1453-998-404.stp"
+		(model "/home/key/git/kiced/packages/810_connectors_clable_to_Board/wago_2060-1453-998-404.stp"
 			(offset
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@@ -3498,13 +3525,13 @@
 		(descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C15"
-			(at 1.25 -1.75 0)
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 	(footprint "Capacitor_SMD:C_0603_1608Metric_Pad1.08x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "16406ad7-01e7-4f68-a62a-91a49dbe4c6e")
-		(at 77.25 97 90)
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 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C12"
-			(at 0 -2.75 180)
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@@ -4292,17 +4319,17 @@
 	(footprint "Capacitor_SMD:C_0603_1608Metric_Pad1.08x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "1bf20de1-f3b7-4841-a8c9-ce42181d3311")
-		(at 78.75 101 -90)
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 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C11"
-			(at 1.5 4.25 180)
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 			(uuid "ca860463-297c-4979-b2b5-24e5078ef526")
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@@ -4557,15 +4584,16 @@
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 		)
 	)
-	(footprint "010_capacitor_smd:2824"
+	(footprint "Capacitor_SMD:C_1812_4532Metric"
 		(layer "F.Cu")
 		(uuid "1cd14fc7-e8c6-41a1-9487-220ff0f7983f")
-		(at 61 106.65 -90)
+		(at 61.25 104.5 -90)
+		(descr "Capacitor SMD 1812 (4532 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
+		(tags "capacitor")
 		(property "Reference" "C7"
-			(at 6.5 0 0)
-			(unlocked yes)
+			(at 0 -2.65 -90)
 			(layer "F.SilkS")
-			(uuid "218b9091-df51-406a-8e81-1baf97dc9ab6")
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 		(property "Value" "100nF"
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+			(at 0 2.65 -90)
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-			(uuid "aec45b55-ffae-4375-8e02-11e731dc5c00")
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-		(property "Footprint" "010_capacitor_smd:2824"
-			(at 0 0 90)
+		(property "Footprint" "Capacitor_SMD:C_1812_4532Metric"
+			(at 0 0 -90)
+			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
-			(uuid "ff2ccadd-f727-4afd-a913-1094d20ad9bf")
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 			(layer "F.Fab")
 			(hide yes)
-			(uuid "78ce121a-0208-4e4c-8eda-2e86cadf6a55")
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 			(layer "F.Fab")
 			(hide yes)
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@@ -4634,12 +4664,12 @@
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 			(layer "F.Fab")
 			(hide yes)
-			(uuid "80bf2ef5-d786-44b2-81fe-271322921ef6")
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@@ -4647,12 +4677,12 @@
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+		(property "Disti" "Digieky"
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 			(layer "F.Fab")
 			(hide yes)
-			(uuid "5f0c59b6-4141-49d8-83b6-7fd614457518")
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@@ -4660,12 +4690,12 @@
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 			(layer "F.Fab")
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 		(sheetfile "amplifier.kicad_sch")
 		(attr smd)
 		(fp_line
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+			(uuid "c8f63da5-d958-45fe-9e46-20415e6b3325")
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+			(uuid "272a2f9e-48e2-4d34-bb88-dae2f07c978f")
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+			(layer "F.Fab")
+			(uuid "1c6d3608-9199-41b4-86d1-810acb4005f3")
 		)
 		(fp_text user "${REFERENCE}"
-			(at -5.08 5.08 -90)
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+			(at 0 0 -90)
 			(layer "F.Fab")
-			(uuid "26b45997-db11-4850-9df6-419e0de9ab86")
+			(uuid "1203413c-2378-418b-b2c3-5e18f9eb724e")
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@@ -4722,41 +4820,49 @@
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 		(pad "1" smd roundrect
-			(at -4.1 0 270)
-			(size 2.5 6)
+			(at -2.05 0 270)
+			(size 1.4 3.4)
 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(roundrect_rratio 0.25)
+			(roundrect_rratio 0.178571)
 			(net 8 "Net-(C7-Pad1)")
 			(pintype "passive")
-			(uuid "ea3030c7-a8e4-4c72-afab-f3a4ec783374")
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-			(at 4.1 0 270)
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+			(at 2.05 0 270)
+			(size 1.4 3.4)
 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(roundrect_rratio 0.25)
+			(roundrect_rratio 0.178571)
 			(net 15 "GND")
 			(pintype "passive")
-			(zone_connect 1)
-			(thermal_bridge_width 2)
-			(thermal_gap 0.5)
-			(uuid "f9410789-e26c-46e0-9ff9-f8be1b58f88e")
+			(uuid "f442831b-b668-4f20-9818-561dc333954b")
+		)
+		(model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_1812_4532Metric.wrl"
+			(offset
+				(xyz 0 0 0)
+			)
+			(scale
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+			(rotate
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 		)
 	)
 	(footprint "Capacitor_SMD:C_0603_1608Metric_Pad1.08x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "2dde725c-173a-4eed-866f-368e507f48a1")
-		(at 77.25 101 -90)
+		(at 78 103.5 -90)
 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C10"
-			(at 0 2.75 0)
+			(at 0 3 90)
 			(layer "F.SilkS")
 			(uuid "001b06fd-a44e-45fd-8c85-7880ec763840")
 			(effects
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@@ -5011,15 +5117,16 @@
 			)
 		)
 	)
-	(footprint "010_capacitor_smd:2824"
+	(footprint "Capacitor_SMD:C_1812_4532Metric"
 		(layer "F.Cu")
 		(uuid "3a278c24-10e3-44e8-8120-40df7f643070")
-		(at 61.75 72.5 -90)
+		(at 60.75 73 -90)
+		(descr "Capacitor SMD 1812 (4532 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
+		(tags "capacitor")
 		(property "Reference" "C4"
-			(at 6 -4.25 0)
-			(unlocked yes)
+			(at -3.5 0 0)
 			(layer "F.SilkS")
-			(uuid "ed483e34-e3ad-49fe-96bc-9429084790b7")
+			(uuid "087d81bb-f502-48b1-b20c-a7bc2e7897d0")
 			(effects
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 		(property "Value" "100nF"
-			(at 0 -5.08 -90)
-			(unlocked yes)
+			(at 0 2.65 -90)
 			(layer "F.Fab")
-			(uuid "8fb5ae84-c051-424e-b5eb-a780fddbc0fa")
+			(uuid "a9b8ee67-8ec5-4dba-9684-1b1a0ff60abc")
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-		(property "Footprint" "010_capacitor_smd:2824"
-			(at 0 0 90)
+		(property "Footprint" "Capacitor_SMD:C_1812_4532Metric"
+			(at 0 0 -90)
+			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
-			(uuid "c2543c11-9e0f-4b15-9cb3-431b36bf3110")
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@@ -5052,10 +5159,11 @@
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 		(property "Datasheet" ""
-			(at 0 0 90)
+			(at 0 0 -90)
+			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
-			(uuid "7f7d5d0b-c848-40b4-b1d4-8be2084d52f4")
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-			(uuid "47d7f290-0491-430b-ac89-2a57f47e913d")
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@@ -5088,12 +5197,12 @@
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-		(property "Disti" "Digieky"
+		(property "Man_No" "LDEEC3100KA5N00"
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 			(layer "F.Fab")
 			(hide yes)
-			(uuid "c8029514-577d-45df-b143-1020d953a9f5")
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@@ -5101,12 +5210,12 @@
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-		(property "Disti_No" "399-5480-1-ND"
+		(property "Disti" "Digieky"
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 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
-			(uuid "0ae82e53-de3e-4255-81e1-c99d2ce53034")
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-		(property "Man_No" "LDEEC3100KA5N00"
+		(property "Disti_No" "399-5480-1-ND"
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 			(layer "F.Fab")
 			(hide yes)
-			(uuid "ddfba4c3-4cf3-4b51-8a25-a5bff73b1692")
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@@ -5133,41 +5242,109 @@
 		(sheetfile "amplifier.kicad_sch")
 		(attr smd)
 		(fp_line
-			(start -2.54 3.05)
-			(end 2.54 3.05)
+			(start -1.161252 1.71)
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 			(layer "F.SilkS")
-			(uuid "befdb909-05f9-4dfd-9a15-1585046c1476")
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+			(at -2.05 0 270)
+			(size 1.4 3.4)
 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(roundrect_rratio 0.25)
+			(roundrect_rratio 0.178571)
 			(net 7 "-24V")
 			(pintype "passive")
-			(uuid "b22a354e-9a24-4d66-90e4-e3e9687cb8e8")
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 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(roundrect_rratio 0.25)
+			(roundrect_rratio 0.178571)
 			(net 15 "GND")
 			(pintype "passive")
-			(zone_connect 2)
-			(thermal_bridge_width 4)
-			(thermal_gap 0.5)
-			(uuid "bc19e64e-3de3-45c8-901a-a88c94020744")
+			(zone_connect 1)
+			(thermal_bridge_width 1)
+			(thermal_gap 0.3)
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 	(footprint "Resistor_THT:R_Axial_DIN0414_L11.9mm_D4.5mm_P15.24mm_Horizontal"
 		(layer "F.Cu")
 		(uuid "3ba95852-12b0-443f-8325-0e2de1511947")
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 		(descr "Resistor, Axial_DIN0414 series, Axial, Horizontal, pin pitch=15.24mm, 2W, length*diameter=11.9*4.5mm^2, http://www.vishay.com/docs/20128/wkxwrx.pdf")
 		(tags "Resistor Axial_DIN0414 series Axial Horizontal pin pitch 15.24mm 2W length 11.9mm diameter 4.5mm")
 		(property "Reference" "R11"
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 		(layer "F.Cu")
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 		(tags "resistor handsolder")
 		(property "Reference" "R3"
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@@ -5605,7 +5793,7 @@
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@@ -5618,7 +5806,7 @@
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 		(uuid "4464d4c6-a245-4d33-839f-66e1eb0532a8")
-		(at 76.6625 83.25 90)
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 		(tags "capacitor electrolytic")
 		(property "Reference" "C2"
-			(at -4.75 0.0875 180)
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 		(descr "SMD capacitor, aluminum electrolytic, Nichicon, 5.0x5.3mm")
 		(tags "capacitor electrolytic")
 		(property "Reference" "C21"
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 		(tags "resistor handsolder")
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 		(uuid "930a7b82-de55-4093-a594-1100390a25bd")
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 		(property "Reference" "C3"
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+		(property "Footprint" "Capacitor_SMD:C_1812_4532Metric"
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+		(property "Man_No" "LDEEC3100KA5N00"
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 			(layer "F.Fab")
 			(hide yes)
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 		(sheetfile "amplifier.kicad_sch")
 		(attr smd)
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-			(at -4.1 0 270)
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+			(at -2.05 0 90)
+			(size 1.4 3.4)
 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(roundrect_rratio 0.25)
+			(roundrect_rratio 0.178571)
 			(net 6 "+24V")
 			(pintype "passive")
-			(uuid "b3b06548-4bba-49a4-aa7d-e1c69a0710c3")
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+			(size 1.4 3.4)
 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(roundrect_rratio 0.25)
+			(roundrect_rratio 0.178571)
 			(net 15 "GND")
 			(pintype "passive")
 			(zone_connect 1)
-			(thermal_bridge_width 2)
-			(thermal_gap 0.5)
-			(uuid "063ebbc6-cfed-48af-bfa4-e7e5a501f978")
+			(thermal_bridge_width 1)
+			(thermal_gap 0.3)
+			(uuid "55d969dd-63d7-4585-97ea-afff2cc55e22")
+		)
+		(model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_1812_4532Metric.wrl"
+			(offset
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+			(scale
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 	(footprint "LED_SMD:LED_0603_1608Metric_Pad1.05x0.95mm_HandSolder"
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@@ -11967,13 +12269,13 @@
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 		(property "Reference" "F1"
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 		(sheetname "Root")
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 		(attr through_hole)
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 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 34 "/Amplifier/DISTORTION_MONITOR_N")
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@@ -12528,9 +12863,9 @@
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 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 35 "/Amplifier/DISTORTION_MONITOR_P")
+			(net 34 "/Amplifier/DISTORTION_MONITOR_N")
 			(pintype "unspecified")
-			(uuid "fbb5c226-a349-4f89-8463-e069e1749c40")
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@@ -12538,9 +12873,9 @@
 			(drill 1.4986)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 35 "/Amplifier/DISTORTION_MONITOR_P")
+			(net 34 "/Amplifier/DISTORTION_MONITOR_N")
 			(pintype "unspecified")
-			(uuid "b1c6ff67-9ba2-4efc-a889-0112dbcd4547")
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@@ -12550,7 +12885,7 @@
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 			(net 26 "/Amplifier/AMP_MUTE")
 			(pintype "unspecified")
-			(uuid "75f62844-2ab2-4e22-af22-58e609a57ea1")
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@@ -12560,9 +12895,9 @@
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-			(uuid "3731336d-92e5-4930-ad60-e9eb604b398d")
+			(uuid "df506c2c-2282-4357-8caa-647c4b1cea5e")
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-		(model "/home/key/git/KicED/packages/810_connectors_clable_to_Board/wago_2060-1453-998-404.stp"
+		(model "/home/key/git/kiced/packages/810_connectors_clable_to_Board/wago_2060-1453-998-404.stp"
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@@ -12577,17 +12912,17 @@
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 		(uuid "a81d6129-faab-449e-847b-2ab26e0982ee")
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 		(tags "capacitor handsolder")
 		(property "Reference" "C13"
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-		(at 82.25 81 180)
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 		(tags "resistor handsolder")
 		(property "Reference" "R5"
-			(at -2.5 0 180)
+			(at 0.625 -1.75 0)
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@@ -13427,7 +13762,7 @@
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@@ -13440,7 +13775,7 @@
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@@ -13453,7 +13788,7 @@
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@@ -13466,7 +13801,7 @@
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 		(property "Disti" "Digikey"
-			(at 0 0 180)
+			(at 0 0 90)
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 			(layer "F.Fab")
 			(hide yes)
@@ -13479,7 +13814,7 @@
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 		(property "Disti_No" "13-RT0603BRB0722KLCT-ND"
-			(at 0 0 180)
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 			(layer "F.Fab")
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@@ -13492,7 +13827,7 @@
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 		(property "Man_No" "RT0603BRB0722KL"
-			(at 0 0 180)
+			(at 0 0 90)
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@@ -13510,107 +13845,107 @@
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-			(size 1.575 3.4)
+			(at -6.65 0 215)
+			(size 2.6 9.6)
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-			(roundrect_rratio 0.15873)
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 			(net 1 "/Amplifier/AMP_IN_NO_DC")
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-			(uuid "e61d0144-42d2-43df-a697-5bf1ae8613b3")
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+			(at 6.65 0 215)
+			(size 2.6 9.6)
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-			(roundrect_rratio 0.15873)
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-		(model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_1812_4532Metric.wrl"
+		(model "/home/key/git/kiced/packages/010_smd_capacitor/wima_5040.step"
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@@ -14973,14 +15394,14 @@
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 	(footprint "Capacitor_SMD:C_0603_1608Metric_Pad1.08x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "e1c92fdb-04f2-4e67-bafe-c95b1505c452")
-		(at 83.25 104.6 -90)
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 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
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 		(tags "TO-220-11 Vertical RM 1.7mm staggered type-1")
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 		(tags "LED handsolder")
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 		(tags "capacitor electrolytic")
 		(property "Reference" "C5"
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@@ -16784,7 +17205,7 @@
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 		(property "Disti" "Digikey"
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@@ -16797,7 +17218,7 @@
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 		(property "Disti_No" "YAG1237CT-ND"
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 		(tags "resistor handsolder")
 		(property "Reference" "R12"
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 			(net 6 "+24V")
 			(pinfunction "VI")
 			(pintype "power_in")
-			(uuid "32a50afa-4978-4419-a784-094094679bb4")
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@@ -17655,7 +18076,7 @@
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-			(uuid "a4077635-7ddd-4d77-825b-c4a2326ba281")
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 			(pintype "power_in")
-			(uuid "f8c0b465-ee57-4eee-8c62-99c81febdd45")
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@@ -17676,9 +18097,9 @@
 			(pinfunction "GND")
 			(pintype "power_in")
 			(zone_connect 1)
-			(thermal_bridge_width 4)
+			(thermal_bridge_width 2)
 			(thermal_gap 0.5)
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 			(pinfunction "VO")
 			(pintype "power_out")
-			(uuid "94a48470-fc03-411a-a2ea-5490971c2b92")
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 		(layer "B.Cu")
 		(uuid "c1980b58-6bca-4d44-9925-d71aee94378e")
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 		(descr "Through hole angled socket strip, 2x03, 2.54mm pitch, 8.51mm socket length, double cols (from Kicad 4.0.7), script generated")
 		(tags "Through hole angled socket strip THT 2x03 2.54mm double row")
 		(property "Reference" "J5"
@@ -19080,6 +19501,17 @@
 			(net 2 "/Amplifier/AMP_IN")
 			(pinfunction "Pin_1")
 			(pintype "passive")
+			(teardrops
+				(best_length_ratio 0.5)
+				(max_length 1)
+				(best_width_ratio 1)
+				(max_width 2)
+				(curve_points 0)
+				(filter_ratio 0.9)
+				(enabled yes)
+				(allow_two_segments yes)
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 			(uuid "bc621a92-892d-48b6-9c91-17974f48dea8")
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 		(layer "B.SilkS")
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+				(xy 80.59643 74.233492) (xy 80.600007 74.241701) (xy 80.600009 74.241905) (xy 80.600703 75.125848)
+				(xy 80.597283 75.134122) (xy 80.597273 75.134133) (xy 80.597267 75.134139) (xy 79.973567 75.756454)
+				(xy 79.96529 75.759872) (xy 79.957021 75.756436) (xy 79.955652 75.754786) (xy 79.031565 74.405511)
+				(xy 79.029717 74.396749) (xy 79.032943 74.390629) (xy 79.164158 74.259414) (xy 79.172216 74.25599)
+				(xy 80.588097 74.230216)
 			)
 		)
 	)
 	(zone
-		(net 4)
-		(net_name "/Amplifier/AMP_FEEDBACK")
+		(net 22)
+		(net_name "/Amplifier/AMP_OUT_PRE_FILTER")
 		(layer "B.Cu")
-		(uuid "8b89905e-a3f2-4bb1-9582-292b83bc4cae")
+		(uuid "f44a0910-a7ce-4fe9-8e4f-6b1d7e8ec0fd")
 		(name "$teardrop_padvia$")
 		(hatch full 0.1)
-		(priority 30003)
+		(priority 30001)
 		(attr
 			(teardrop
 				(type padvia)
@@ -28765,17 +28087,16 @@
 		)
 		(polygon
 			(pts
-				(xy 77.330156 73.23485) (xy 77.396212 73.046074) (xy 76.830438 72.594562) (xy 76.411557 72.99967)
-				(xy 76.753387 73.456921)
+				(xy 71.973924 74.397497) (xy 71.832503 74.256076) (xy 70.4 74.23) (xy 70.399293 75.130707) (xy 71.036396 75.766396)
 			)
 		)
 		(filled_polygon
 			(layer "B.Cu")
 			(pts
-				(xy 76.838476 72.600977) (xy 77.389726 73.040898) (xy 77.394055 73.048736) (xy 77.393471 73.053906)
-				(xy 77.331944 73.229739) (xy 77.325977 73.236416) (xy 77.325105 73.236794) (xy 76.761655 73.453737)
-				(xy 76.752703 73.453511) (xy 76.748081 73.449824) (xy 76.417726 73.007922) (xy 76.415517 72.999244)
-				(xy 76.418962 72.992508) (xy 76.823045 72.601711) (xy 76.831374 72.598424)
+				(xy 70.411823 74.230215) (xy 71.827782 74.25599) (xy 71.835842 74.259415) (xy 71.967054 74.390627)
+				(xy 71.970481 74.3989) (xy 71.968434 74.405511) (xy 71.044349 75.754783) (xy 71.036847 75.759673)
+				(xy 71.028085 75.757825) (xy 71.026432 75.756454) (xy 70.930974 75.661208) (xy 70.402731 75.134137)
+				(xy 70.399296 75.125871) (xy 70.39999 74.241903) (xy 70.403423 74.233634) (xy 70.411699 74.230214)
 			)
 		)
 	)
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_pro b/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_pro
index 009f4fb..fe84002 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_pro
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_pro
@@ -38,8 +38,8 @@
         "other_text_upright": false,
         "pads": {
           "drill": 0.0,
-          "height": 0.95,
-          "width": 0.975
+          "height": 3.4,
+          "width": 1.4
         },
         "silk_line_width": 0.1,
         "silk_text_italic": false,
@@ -48,7 +48,7 @@
         "silk_text_thickness": 0.1,
         "silk_text_upright": false,
         "zones": {
-          "min_clearance": 0.2
+          "min_clearance": 0.0
         }
       },
       "diff_pair_dimensions": [
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_sch b/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_sch
index c82e59a..8f18e3f 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_sch
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/amp6c_amplifier.kicad_sch
@@ -7091,7 +7091,7 @@
 			(uuid "b2ac3329-d8fd-4550-983a-63020b13b9a7")
 		)
 		(pin "DISTORTION_MONITOR_P" output
-			(at 214.63 29.21 0)
+			(at 214.63 25.4 0)
 			(effects
 				(font
 					(size 1.27 1.27)
@@ -7101,7 +7101,7 @@
 			(uuid "b3787618-163d-459d-8f43-039d03c5eb18")
 		)
 		(pin "DISTORTION_MONITOR_N" output
-			(at 214.63 25.4 0)
+			(at 214.63 29.21 0)
 			(effects
 				(font
 					(size 1.27 1.27)
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/amplifier.kicad_sch b/03_lm3886_amp/04_pcb/amp6c_amplifier/amplifier.kicad_sch
index acecbfb..afd1800 100644
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/amplifier.kicad_sch
+++ b/03_lm3886_amp/04_pcb/amp6c_amplifier/amplifier.kicad_sch
@@ -1816,7 +1816,7 @@
 				)
 			)
 		)
-		(property "Footprint" "Capacitor_SMD:C_1812_4532Metric_Pad1.57x3.40mm_HandSolder"
+		(property "Footprint" "010_capacitor_smd:5040"
 			(at 109.22 92.71 0)
 			(effects
 				(font
@@ -1843,7 +1843,7 @@
 				(hide yes)
 			)
 		)
-		(property "Man" "Rubycon"
+		(property "Man" "Wima"
 			(at 109.22 92.71 90)
 			(effects
 				(font
@@ -1852,7 +1852,7 @@
 				(hide yes)
 			)
 		)
-		(property "Man_No" "25MU475MC24532"
+		(property "Man_No" "SMDTC04470XA00KT00"
 			(at 109.22 92.71 90)
 			(effects
 				(font
@@ -1861,7 +1861,7 @@
 				(hide yes)
 			)
 		)
-		(property "Disti" "Digieky"
+		(property "Disti" "Mouser"
 			(at 109.22 92.71 90)
 			(effects
 				(font
@@ -1870,7 +1870,7 @@
 				(hide yes)
 			)
 		)
-		(property "Disti_No" "1189-2526-1-ND"
+		(property "Disti_No" "505-PET50-4.7/63/10"
 			(at 109.22 92.71 90)
 			(effects
 				(font
@@ -2360,7 +2360,7 @@
 				)
 			)
 		)
-		(property "Footprint" "010_capacitor_smd:2824"
+		(property "Footprint" "Capacitor_SMD:C_1812_4532Metric"
 			(at 185.42 109.22 0)
 			(effects
 				(font
@@ -2659,7 +2659,7 @@
 				)
 			)
 		)
-		(property "Footprint" "010_capacitor_smd:2824"
+		(property "Footprint" "Capacitor_SMD:C_1812_4532Metric"
 			(at 166.37 128.27 0)
 			(effects
 				(font
@@ -2762,7 +2762,7 @@
 				)
 			)
 		)
-		(property "Footprint" "010_capacitor_smd:2824"
+		(property "Footprint" "Capacitor_SMD:C_1812_4532Metric"
 			(at 165.1 57.15 0)
 			(effects
 				(font
diff --git a/03_lm3886_amp/04_pcb/amp6c_amplifier/~_autosave-amp6c_amplifier.kicad_pcb.lck b/03_lm3886_amp/04_pcb/amp6c_amplifier/~_autosave-amp6c_amplifier.kicad_pcb.lck
deleted file mode 100644
index 076c787..0000000
--- a/03_lm3886_amp/04_pcb/amp6c_amplifier/~_autosave-amp6c_amplifier.kicad_pcb.lck
+++ /dev/null
@@ -1 +0,0 @@
-{"hostname":"keydev","username":"key"}
\ No newline at end of file
diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/bom/amp6c_filter_BoM.html b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/bom/amp6c_filter_BoM.html
index cfd9433..b081ed9 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/bom/amp6c_filter_BoM.html
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/bom/amp6c_filter_BoM.html
@@ -975,7 +975,7 @@ var config = {"dark_mode": true, "show_pads": true, "show_fabrication": false, "
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Cu.gbl b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Cu.gbl
index 531d631..59995f6 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Cu.gbl
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Cu.gbl
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.7*%
-%TF.CreationDate,2024-12-30T16:47:50+01:00*%
+%TF.CreationDate,2025-01-23T13:52:20+01:00*%
 %TF.ProjectId,amp6c_filter,616d7036-635f-4666-996c-7465722e6b69,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Copper,L4,Bot*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.7) date 2024-12-30 16:47:50*
+G04 Created by KiCad (PCBNEW 8.0.7) date 2025-01-23 13:52:20*
 %MOMM*%
 %LPD*%
 G01*
@@ -32,17 +32,17 @@ G04 Aperture macros list end*
 %TA.AperFunction,SMDPad,CuDef*%
 %ADD10RoundRect,0.300000X0.300000X0.500000X-0.300000X0.500000X-0.300000X-0.500000X0.300000X-0.500000X0*%
 %TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD11R,1.700000X1.700000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD12O,1.700000X1.700000*%
-%TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD13RoundRect,0.237500X-0.250000X-0.237500X0.250000X-0.237500X0.250000X0.237500X-0.250000X0.237500X0*%
+%ADD11RoundRect,0.237500X-0.250000X-0.237500X0.250000X-0.237500X0.250000X0.237500X-0.250000X0.237500X0*%
 %TD*%
 %TA.AperFunction,SMDPad,CuDef*%
-%ADD14RoundRect,0.237500X0.250000X0.237500X-0.250000X0.237500X-0.250000X-0.237500X0.250000X-0.237500X0*%
+%ADD12RoundRect,0.237500X0.250000X0.237500X-0.250000X0.237500X-0.250000X-0.237500X0.250000X-0.237500X0*%
+%TD*%
+%TA.AperFunction,ComponentPad*%
+%ADD13O,1.700000X1.700000*%
+%TD*%
+%TA.AperFunction,ComponentPad*%
+%ADD14R,1.700000X1.700000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
 %ADD15C,0.600000*%
@@ -52,164 +52,129 @@ G04 Aperture macros list end*
 %TD*%
 G04 APERTURE END LIST*
 D10*
-%TO.P,SW1,1,A*%
-%TO.N,/LP_OUT*%
 X150250000Y-120650000D03*
-%TO.P,SW1,2,B*%
-%TO.N,/OUT*%
 X147750000Y-120650000D03*
-%TO.P,SW1,3,C*%
-%TO.N,/HP_OUT*%
 X145250000Y-120650000D03*
-%TO.P,SW1,4,A*%
-%TO.N,/HP_IN*%
 X145250000Y-117850000D03*
-%TO.P,SW1,5,B*%
-%TO.N,/IN*%
 X147750000Y-117850000D03*
-%TO.P,SW1,6,C*%
-%TO.N,/LP_IN*%
 X150250000Y-117850000D03*
-%TD*%
 D11*
-%TO.P,J1,1,Pin_1*%
-%TO.N,+15V*%
-X150275000Y-106400000D03*
-D12*
-%TO.P,J1,2,Pin_2*%
-%TO.N,-15V*%
-X150275000Y-103860000D03*
-%TO.P,J1,3,Pin_3*%
-%TO.N,GND1*%
-X147735000Y-106400000D03*
-%TO.P,J1,4,Pin_4*%
-X147735000Y-103860000D03*
-%TO.P,J1,5,Pin_5*%
-%TO.N,/IN*%
-X145195000Y-106400000D03*
-%TO.P,J1,6,Pin_6*%
-%TO.N,/OUT*%
-X145195000Y-103860000D03*
-%TD*%
-D13*
-%TO.P,R13,1*%
-%TO.N,/LP_OUT*%
 X153087500Y-121000000D03*
-%TO.P,R13,2*%
-%TO.N,Net-(U2B--)*%
 X154912500Y-121000000D03*
-%TD*%
-D14*
-%TO.P,R14,1*%
-%TO.N,/HP_OUT*%
+D12*
 X142412500Y-121000000D03*
-%TO.P,R14,2*%
-%TO.N,Net-(U1B--)*%
 X140587500Y-121000000D03*
-%TD*%
+D13*
+X145195000Y-106410000D03*
+X145195000Y-108950000D03*
+X147735000Y-106410000D03*
+X147735000Y-108950000D03*
+X150275000Y-106410000D03*
+D14*
+X150275000Y-108950000D03*
 D15*
-%TO.N,GND1*%
-X173250000Y-113750000D03*
-X159750000Y-105750000D03*
-X154250000Y-112250000D03*
-X123500000Y-110750000D03*
-X138000000Y-112000000D03*
-X136250000Y-106250000D03*
-X163500000Y-109500000D03*
-X149750000Y-116000000D03*
-X164250000Y-102750000D03*
-X157500000Y-111000000D03*
-X168500000Y-108000000D03*
-X129250000Y-106750000D03*
-X130750000Y-100000000D03*
-%TO.N,/LP_IN*%
-X153500000Y-117000000D03*
-%TO.N,Net-(U1A--)*%
-X137550000Y-103050000D03*
-X129150000Y-101250000D03*
-%TO.N,Net-(U2B--)*%
-X165000000Y-108500000D03*
-%TO.N,Net-(U3A--)*%
-X123000000Y-101500000D03*
-X142002439Y-108179052D03*
-%TO.N,Net-(U1B--)*%
-X130500000Y-106500000D03*
-%TO.N,Net-(U2A--)*%
-X173000000Y-109000000D03*
-X162000000Y-104000000D03*
-%TO.N,-15V*%
-X127250000Y-109250000D03*
-X161250000Y-112000000D03*
-X143500000Y-115750000D03*
-%TO.N,+15V*%
-X130150000Y-103650000D03*
-X164350000Y-106050000D03*
-%TO.N,/OUT*%
-X146750000Y-119500000D03*
-%TO.N,Net-(U3B--)*%
-X152150000Y-111450000D03*
-X155550000Y-108250000D03*
-%TO.N,/HP_IN*%
+X174000000Y-110500000D03*
+X140250000Y-113750000D03*
+X140500000Y-119250000D03*
+X149000000Y-119250000D03*
+X145000000Y-110750000D03*
+X143000000Y-119500000D03*
+X153050000Y-117950000D03*
+X155600000Y-110250000D03*
+X152650000Y-112750000D03*
+X123750000Y-108250000D03*
+X170750000Y-115500000D03*
+X159750000Y-107500000D03*
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Mask.gbs b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Mask.gbs
index 0fc9b75..30b2e1e 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Mask.gbs
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Mask.gbs
@@ -1,12 +1,12 @@
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Paste.gbp b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Paste.gbp
index 2460118..2817c8c 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Paste.gbp
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Silkscreen.gbo b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Silkscreen.gbo
index 450045d..39b029d 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-B_Silkscreen.gbo
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-X147654761Y-108740533D01*
 X157892857Y-121454819D02*
 X158226190Y-120978628D01*
 X158464285Y-121454819D02*
@@ -660,7 +640,26 @@ X137321428Y-120407200D02*
 X137559523Y-121121485D01*
 X137559523Y-121121485D02*
 X136940476Y-121121485D01*
-%TO.C,SW1*%
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 D12*
 X152000000Y-116750000D02*
 X143500000Y-116750000D01*
@@ -668,94 +667,78 @@ X143500000Y-121750000D01*
 X152000000Y-121750000D01*
 X152000000Y-116750000D01*
 D13*
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 X154254724Y-120477500D02*
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 X154254724Y-121522500D02*
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 X141245276Y-120477500D02*
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 %LPC*%
 D14*
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 D15*
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 D16*
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 %LPD*%
 M02*
diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-Edge_Cuts.gm1 b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-Edge_Cuts.gm1
index 47e485d..d2da2a2 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-Edge_Cuts.gm1
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-Edge_Cuts.gm1
@@ -1,11 +1,11 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.7*%
-%TF.CreationDate,2024-12-30T16:47:50+01:00*%
+%TF.CreationDate,2025-01-23T13:52:20+01:00*%
 %TF.ProjectId,amp6c_filter,616d7036-635f-4666-996c-7465722e6b69,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Profile,NP*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.7) date 2024-12-30 16:47:50*
+G04 Created by KiCad (PCBNEW 8.0.7) date 2025-01-23 13:52:20*
 %MOMM*%
 %LPD*%
 G01*
@@ -15,9 +15,12 @@ G04 APERTURE LIST*
 %TD*%
 G04 APERTURE END LIST*
 D10*
-X117750000Y-99250000D02*
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 X117750000Y-122250000D01*
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 M02*
diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Cu.gtl b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Cu.gtl
index 782f774..39f577a 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Cu.gtl
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Cu.gtl
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.7*%
-%TF.CreationDate,2024-12-30T16:47:50+01:00*%
+%TF.CreationDate,2025-01-23T13:52:20+01:00*%
 %TF.ProjectId,amp6c_filter,616d7036-635f-4666-996c-7465722e6b69,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Copper,L1,Top*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.7) date 2024-12-30 16:47:50*
+G04 Created by KiCad (PCBNEW 8.0.7) date 2025-01-23 13:52:20*
 %MOMM*%
 %LPD*%
 G01*
@@ -63,10 +63,10 @@ G04 Aperture macros list end*
 %ADD20RoundRect,0.237500X-0.237500X0.250000X-0.237500X-0.250000X0.237500X-0.250000X0.237500X0.250000X0*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
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+%ADD21O,1.700000X1.700000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
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+%ADD22R,1.700000X1.700000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
 %ADD23C,0.600000*%
@@ -76,1296 +76,810 @@ G04 Aperture macros list end*
 %TD*%
 G04 APERTURE END LIST*
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-%TD*%
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-%TO.N,-15V*%
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-%TD*%
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 D19*
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 D15*
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-%TD*%
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-X174500000Y-104275000D03*
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-%TD*%
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-%TO.N,Net-(C12-Pad1)*%
-X137725000Y-109500000D03*
-%TD*%
+X134775000Y-114000000D03*
+X137725000Y-114000000D03*
 D20*
-%TO.P,R9,1*%
-%TO.N,Net-(U2A--)*%
-X171250000Y-109337500D03*
-%TO.P,R9,2*%
-%TO.N,Net-(C15-Pad2)*%
-X171250000Y-111162500D03*
-%TD*%
+X171250000Y-111087500D03*
+X171250000Y-112912500D03*
 D10*
-%TO.P,R12,1*%
-%TO.N,Net-(C12-Pad1)*%
-X136412500Y-103750000D03*
-%TO.P,R12,2*%
-%TO.N,Net-(U1B--)*%
-X134587500Y-103750000D03*
-%TD*%
+X136412500Y-108250000D03*
+X134587500Y-108250000D03*
 D17*
-%TO.P,C2,1*%
-%TO.N,GND1*%
-X129112500Y-108250000D03*
-%TO.P,C2,2*%
-%TO.N,-15V*%
-X127387500Y-108250000D03*
-%TD*%
+X129112500Y-112750000D03*
+X127387500Y-112750000D03*
 D15*
-%TO.P,C7,1*%
-%TO.N,Net-(C7-Pad1)*%
-X125225000Y-103750000D03*
-%TO.P,C7,2*%
-%TO.N,Net-(U3A--)*%
-X122275000Y-103750000D03*
-%TD*%
+X125225000Y-108250000D03*
+X122275000Y-108250000D03*
 D16*
-%TO.P,C14,1*%
-%TO.N,Net-(U2B-+)*%
-X169025000Y-113750000D03*
-%TO.P,C14,2*%
-%TO.N,GND1*%
-X171975000Y-113750000D03*
-%TD*%
+X169475000Y-115500000D03*
+X166525000Y-115500000D03*
 D12*
-%TO.P,R5,1*%
-%TO.N,Net-(U3B--)*%
-X156750000Y-108412500D03*
-%TO.P,R5,2*%
-%TO.N,Net-(C10-Pad2)*%
-X156750000Y-106587500D03*
-%TD*%
+X156750000Y-110162500D03*
+X156750000Y-108337500D03*
 D19*
-%TO.P,R7,1*%
-%TO.N,GND1*%
-X123587500Y-109500000D03*
-%TO.P,R7,2*%
-%TO.N,Net-(U1A-+)*%
-X125412500Y-109500000D03*
-%TD*%
+X123587500Y-114000000D03*
+X125412500Y-114000000D03*
 D21*
-%TO.P,J1,1,Pin_1*%
-%TO.N,+15V*%
-X150275000Y-106400000D03*
+X145195000Y-106410000D03*
+X145195000Y-108950000D03*
+X147735000Y-106410000D03*
+X147735000Y-108950000D03*
+X150275000Y-106410000D03*
 D22*
-%TO.P,J1,2,Pin_2*%
-%TO.N,-15V*%
-X150275000Y-103860000D03*
-%TO.P,J1,3,Pin_3*%
-%TO.N,GND1*%
-X147735000Y-106400000D03*
-%TO.P,J1,4,Pin_4*%
-X147735000Y-103860000D03*
-%TO.P,J1,5,Pin_5*%
-%TO.N,/IN*%
-X145195000Y-106400000D03*
-%TO.P,J1,6,Pin_6*%
-%TO.N,/OUT*%
-X145195000Y-103860000D03*
-%TD*%
+X150275000Y-108950000D03*
 D23*
-%TO.N,GND1*%
-X173250000Y-113750000D03*
-X159750000Y-105750000D03*
-X154250000Y-112250000D03*
-X123500000Y-110750000D03*
-X138000000Y-112000000D03*
-X136250000Y-106250000D03*
-X163500000Y-109500000D03*
-X149750000Y-116000000D03*
-X164250000Y-102750000D03*
-X157500000Y-111000000D03*
-X168500000Y-108000000D03*
-X129250000Y-106750000D03*
-X130750000Y-100000000D03*
-%TO.N,/LP_IN*%
-X153500000Y-117000000D03*
-%TO.N,Net-(U1A--)*%
-X137550000Y-103050000D03*
-X129150000Y-101250000D03*
-%TO.N,Net-(U2B--)*%
-X165000000Y-108500000D03*
-%TO.N,Net-(U3A--)*%
-X123000000Y-101500000D03*
-X142002439Y-108179052D03*
-%TO.N,Net-(U1B--)*%
-X130500000Y-106500000D03*
-%TO.N,Net-(U2A--)*%
-X173000000Y-109000000D03*
-X162000000Y-104000000D03*
-%TO.N,-15V*%
-X127250000Y-109250000D03*
-X161250000Y-112000000D03*
-X143500000Y-115750000D03*
-%TO.N,+15V*%
-X130150000Y-103650000D03*
-X164350000Y-106050000D03*
-%TO.N,/OUT*%
-X146750000Y-119500000D03*
-%TO.N,Net-(U3B--)*%
-X152150000Y-111450000D03*
-X155550000Y-108250000D03*
-%TO.N,/HP_IN*%
+X174000000Y-110500000D03*
+X140250000Y-113750000D03*
+X140500000Y-119250000D03*
+X149000000Y-119250000D03*
+X145000000Y-110750000D03*
+X143000000Y-119500000D03*
+X153050000Y-117950000D03*
+X155600000Y-110250000D03*
+X152650000Y-112750000D03*
+X123750000Y-108250000D03*
+X170750000Y-115500000D03*
+X159750000Y-107500000D03*
+X123500000Y-115250000D03*
+X138000000Y-116500000D03*
+X136250000Y-110750000D03*
+X164250000Y-114000000D03*
+X148750000Y-116000000D03*
+X164250000Y-104500000D03*
+X157500000Y-112750000D03*
+X168500000Y-109750000D03*
+X129250000Y-111250000D03*
+X130750000Y-104500000D03*
+X137502894Y-107375052D03*
+X129150000Y-105750000D03*
+X165000000Y-110250000D03*
+X140750000Y-108179052D03*
+X130500000Y-111000000D03*
+X173000000Y-110750000D03*
+X162000000Y-105750000D03*
+X127250000Y-113750000D03*
+X162499996Y-115000000D03*
+X130000000Y-107345000D03*
+X164350000Y-107800000D03*
 X142750000Y-117000000D03*
-%TD*%
 D24*
-%TO.N,/LP_IN*%
-X153880867Y-114950782D02*
-X153875000Y-114971292D01*
-X154162500Y-114750000D02*
-X154162500Y-115400584D01*
-X154162500Y-114500000D02*
-X154095974Y-114569868D01*
-X153988809Y-114730250D02*
-X153914992Y-114908457D01*
-X154095974Y-114569868D02*
-X153988809Y-114730250D01*
-X153886665Y-114936784D02*
-X153880867Y-114950782D01*
-X154162500Y-115400584D02*
-G75*
-G02*
-X153500005Y-117000005I-2261900J-16D01*
-G01*
-%TO.N,Net-(U1A--)*%
-X127412500Y-101250000D02*
-X129150000Y-101250000D01*
-X127525000Y-104115000D02*
-X127525000Y-102845000D01*
-X127412500Y-101250000D02*
-X127412500Y-102573401D01*
-X137550000Y-103050000D02*
-X137550000Y-105827513D01*
-X137550000Y-105827513D02*
+X172297031Y-112912500D02*
 G75*
 G03*
-X137725004Y-106249996I597500J13D01*
+X174499991Y-111999991I-31J3115500D01*
 G01*
-X127412500Y-102573401D02*
+X174500000Y-112000000D02*
 G75*
 G03*
-X127525000Y-102845000I384100J1D01*
+X175250016Y-110189340I-1810700J1810700D01*
 G01*
-%TO.N,Net-(U1B-+)*%
-X134837500Y-112000000D02*
-X134837500Y-109650888D01*
-X132860373Y-107585373D02*
-X134775000Y-109500000D01*
-X132475000Y-106655000D02*
+X175250000Y-110189340D02*
 G75*
 G03*
-X132860383Y-107585363I1315700J0D01*
+X174921686Y-109396653I-1121000J40D01*
 G01*
-X134837500Y-109650888D02*
+X171250000Y-112912500D02*
+X172297031Y-112912500D01*
+X174921670Y-109396669D02*
+X174500000Y-108975000D01*
+X143000000Y-119500000D02*
 G75*
 G03*
-X134774997Y-109500003I-213400J-12D01*
+X144088289Y-119049228I0J1539100D01*
 G01*
-X134316300Y-108810000D02*
+X144088280Y-119049219D02*
+X145137500Y-118000000D01*
+X158975000Y-112750000D02*
+X158977159Y-112612052D01*
+X158977159Y-112612052D02*
+X158989568Y-112460642D01*
+X160567671Y-110281539D02*
 G75*
 G02*
-X134775000Y-109000000I0J-648700D01*
+X161525000Y-109885010I957329J-957361D01*
 G01*
-%TO.N,Net-(U2B--)*%
-X166475000Y-106865000D02*
-X170380884Y-106865000D01*
-X165881187Y-108135000D02*
-X166475000Y-108135000D01*
-X166475000Y-108135000D02*
-X166475000Y-106865000D01*
-X165000000Y-108500000D02*
+X158989568Y-112460642D02*
+X159010101Y-112325327D01*
+X159010101Y-112325327D02*
+X159043264Y-112174793D01*
+X159393753Y-111455457D02*
+X160567671Y-110281539D01*
+X159043264Y-112174793D02*
+X159081551Y-112045312D01*
+X159270191Y-111633252D02*
+X159337894Y-111529686D01*
+X159081551Y-112045312D02*
+X159136497Y-111897480D01*
+X159337894Y-111529686D02*
+X159393753Y-111455457D01*
+X159136497Y-111897480D02*
+X159191271Y-111777839D01*
+X159191271Y-111777839D02*
+X159270191Y-111633252D01*
+X145275000Y-112595000D02*
 G75*
 G02*
-X165881187Y-108134995I881200J-881200D01*
+X145088831Y-112517894I0J263300D01*
 G01*
-X170380884Y-106865000D02*
+X145088836Y-112517889D02*
+X140750000Y-108179052D01*
+X145275000Y-113865000D02*
+X145275000Y-112595000D01*
+X154162500Y-116500000D02*
 G75*
 G02*
-X171250005Y-107224995I16J-1229100D01*
+X153923852Y-117076149I-814800J0D01*
 G01*
-%TO.N,Net-(U1A-+)*%
-X125225000Y-107000000D02*
-X126355631Y-105869369D01*
-X125225000Y-107000000D02*
-X125225000Y-109047335D01*
-X125225000Y-109047335D02*
+X153923851Y-117076148D02*
+X153050000Y-117950000D01*
+X141337500Y-115250000D02*
 G75*
 G03*
-X125412510Y-109499990I640200J35D01*
-G01*
-X126355631Y-105869369D02*
-G75*
-G02*
-X127525000Y-105384989I1169369J-1169331D01*
+X141576148Y-115826149I814800J0D01*
 G01*
-%TO.N,Net-(U2A-+)*%
-X159093995Y-110388737D02*
-X159207787Y-110165410D01*
-X158977330Y-110874677D02*
-X159016540Y-110627116D01*
-X158916297Y-106589745D02*
-X159709580Y-107383028D01*
-X159355114Y-109962634D02*
-X159442081Y-109872367D01*
-X158750000Y-106587500D02*
-X158916297Y-106589745D01*
-X159442081Y-109872367D02*
-X160935105Y-108379343D01*
-X158975000Y-111000000D02*
-X158977330Y-110874677D01*
-X159207787Y-110165410D02*
-X159355114Y-109962634D01*
-X159016540Y-110627116D02*
-X159093995Y-110388737D01*
-X160935105Y-108379343D02*
+X141576149Y-115826148D02*
+X142750000Y-117000000D01*
+X155600000Y-110250000D02*
+X156538757Y-110250000D01*
+X156538757Y-110250000D02*
 G75*
-G02*
-X161525000Y-108134989I589895J-589857D01*
+G03*
+X156750013Y-110162513I43J298700D01*
 G01*
-X159709580Y-107383028D02*
+X150225000Y-113865000D02*
+X150948102Y-113865000D01*
+X150948102Y-113865000D02*
 G75*
 G03*
-X161525000Y-108134997I1815420J1815428D01*
+X151950000Y-113450000I-2J1416900D01*
 G01*
-%TO.N,Net-(U2B-+)*%
-X166475000Y-109405000D02*
-X169087041Y-109405000D01*
-X167213927Y-111163926D02*
-X169025000Y-112975000D01*
-X166475000Y-109380000D02*
+X151950000Y-113450000D02*
+X152650000Y-112750000D01*
+X150225000Y-116405000D02*
+X152108150Y-116405000D01*
+X152108150Y-116405000D02*
 G75*
-G03*
-X167213917Y-111163936I2522900J0D01*
+G02*
+X152337485Y-116500015I-50J-324400D01*
 G01*
-X169087041Y-109405000D02*
+X145275000Y-115135000D02*
+X143440134Y-115135000D01*
+X143440134Y-115135000D02*
 G75*
 G03*
-X169249988Y-109337488I-41J230500D01*
+X143162490Y-115249990I-34J-392600D01*
 G01*
-%TO.N,Net-(U3A--)*%
-X145275000Y-111865000D02*
-X145275000Y-110595000D01*
-X122275000Y-103750000D02*
-X122275000Y-103250304D01*
-X143812670Y-109989283D02*
-X142002439Y-108179052D01*
-X122275000Y-103250304D02*
+X145137500Y-118000000D02*
+X145137500Y-116736954D01*
+X145137500Y-116736954D02*
 G75*
 G02*
-X122999999Y-101499999I2475300J4D01*
+X145275013Y-116405013I469500J-46D01*
 G01*
-X145275000Y-110595000D02*
+X150225000Y-112595000D02*
+X150225000Y-111331954D01*
+X150225000Y-111331954D02*
 G75*
 G02*
-X143812659Y-109989294I0J2068100D01*
+X150362513Y-111000013I469500J-46D01*
 G01*
-%TO.N,Net-(U1B--)*%
-X132475000Y-104115000D02*
-X133706313Y-104115000D01*
-X132329039Y-105390335D02*
-X132148134Y-105438815D01*
-X132475000Y-105385000D02*
-X132422683Y-105387551D01*
-X132422683Y-105387551D02*
-X132329039Y-105390335D01*
-X130500000Y-106500000D02*
-X131006888Y-105993112D01*
-X132475000Y-104115000D02*
-X132475000Y-105385000D01*
-X133706313Y-104115000D02*
+X150362500Y-111000000D02*
+X150362500Y-109111243D01*
+X150362500Y-109111243D02*
 G75*
 G03*
-X134587496Y-103749996I-13J1246200D01*
+X150275013Y-108899987I-298700J43D01*
 G01*
-X131006888Y-105993112D02*
+X161387500Y-112750000D02*
 G75*
-G02*
-X132475000Y-105384993I1468112J-1468088D01*
+G03*
+X162191832Y-114691846I2746200J0D01*
 G01*
-%TO.N,Net-(U2A--)*%
-X171250000Y-109337500D02*
-X172185203Y-109337500D01*
-X158750000Y-104475000D02*
-X158821081Y-104475000D01*
-X161525000Y-106865000D02*
-X161525000Y-105595000D01*
-X161525000Y-105595000D02*
-X161525000Y-105146751D01*
-X158821081Y-104475000D02*
+X162191837Y-114691841D02*
+X162499996Y-115000000D01*
+X162499996Y-114999996D02*
+X162499996Y-115000000D01*
+X162499996Y-114951638D02*
+X162499996Y-115000000D01*
+X161525000Y-111155000D02*
+X161525000Y-112418046D01*
+X161525000Y-112418046D02*
 G75*
 G02*
-X161525006Y-105594994I19J-3823900D01*
+X161387487Y-112749987I-469500J46D01*
 G01*
-X172185203Y-109337500D02*
+X166525000Y-115500000D02*
+X166525000Y-111275710D01*
+X166525000Y-111275710D02*
 G75*
 G03*
-X172999999Y-108999999I-3J1152300D01*
+X166475003Y-111154997I-170700J10D01*
 G01*
-X161525000Y-105146751D02*
+X132475000Y-107345000D02*
+X130000000Y-107345000D01*
+X123750000Y-108250000D02*
+X122275000Y-108250000D01*
+X137550838Y-110386278D02*
+X137550838Y-107422996D01*
+X137550838Y-107422996D02*
+X137502894Y-107375052D01*
+X137725000Y-110750000D02*
 G75*
 G02*
-X161999985Y-103999985I1621700J51D01*
+X137550838Y-110386278I437400J433000D01*
 G01*
-%TO.N,-15V*%
-X143750000Y-116000000D02*
-X145137500Y-116000000D01*
-X127525000Y-106655000D02*
-X127525000Y-107918046D01*
-X143500000Y-115750000D02*
-X143750000Y-116000000D01*
-X161387500Y-110975000D02*
-X161387500Y-111837500D01*
-X145137500Y-116000000D02*
-X145137500Y-114736954D01*
-X127387500Y-109112500D02*
-X127387500Y-108250000D01*
-X161387500Y-111837500D02*
-X161250000Y-111975000D01*
-X161387500Y-110975000D02*
-X161387500Y-109711954D01*
-X127250000Y-109250000D02*
-X127387500Y-109112500D01*
-X145137500Y-114736954D02*
+X127412500Y-105750000D02*
+X129150000Y-105750000D01*
+X127525000Y-108615000D02*
+X127525000Y-107345000D01*
+X127412500Y-105750000D02*
+X127412500Y-107073401D01*
+X127412500Y-107073401D02*
 G75*
-G02*
-X145275013Y-114405013I469500J-46D01*
+G03*
+X127525000Y-107345000I384100J1D01*
 G01*
-X127525000Y-107918046D02*
+X134837500Y-116500000D02*
+X134837500Y-114150888D01*
+X132860373Y-112085373D02*
+X134775000Y-114000000D01*
+X132475000Y-111155000D02*
 G75*
-G02*
-X127387487Y-108249987I-469500J46D01*
+G03*
+X132860383Y-112085363I1315700J0D01*
 G01*
-X161387500Y-109711954D02*
+X134837500Y-114150888D02*
+G75*
+G03*
+X134774997Y-114000003I-213400J-12D01*
+G01*
+X134316300Y-113310000D02*
 G75*
 G02*
-X161525013Y-109380013I469500J-46D01*
+X134775000Y-113500000I0J-648700D01*
 G01*
-%TO.N,+15V*%
-X166475000Y-105595000D02*
-X165448467Y-105595000D01*
-X166612500Y-103975000D02*
-X166612500Y-105238046D01*
-X150225000Y-110595000D02*
-X150225000Y-109331954D01*
-X132612500Y-101250000D02*
-X132612500Y-102513046D01*
-X150362500Y-106487500D02*
-X150275000Y-106400000D01*
-X166612500Y-103975000D02*
-X166612500Y-103612500D01*
-X150362500Y-109000000D02*
-X150362500Y-106487500D01*
-X132475000Y-102845000D02*
-X132093441Y-102845000D01*
-X150225000Y-109331954D02*
+X166475000Y-108615000D02*
+X170380884Y-108615000D01*
+X165881187Y-109885000D02*
+X166475000Y-109885000D01*
+X166475000Y-109885000D02*
+X166475000Y-108615000D01*
+X165000000Y-110250000D02*
 G75*
 G02*
-X150362513Y-109000013I469500J-46D01*
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Mask.gts b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Mask.gts
index de19bd9..b5465ba 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Mask.gts
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Mask.gts
@@ -1,12 +1,12 @@
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Paste.gtp b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Paste.gtp
index e05afa5..d2d5649 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Paste.gtp
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Paste.gtp
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Silkscreen.gto b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Silkscreen.gto
index 9127a70..c717ec0 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Silkscreen.gto
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-F_Silkscreen.gto
@@ -1,12 +1,12 @@
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-In1_Cu.g2 b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-In1_Cu.g2
index 49fd6b1..49a1e0a 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-In1_Cu.g2
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-In1_Cu.g2
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-In2_Cu.g3 b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-In2_Cu.g3
index e363176..8a7a6c3 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-In2_Cu.g3
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-In2_Cu.g3
@@ -1,21 +1,21 @@
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-NPTH.drl b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-NPTH.drl
index f36a0fd..c62000b 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-NPTH.drl
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-NPTH.drl
@@ -1,7 +1,7 @@
 M48
-; DRILL file {KiCad 8.0.7} date 2024-12-30T16:47:43+0100
+; DRILL file {KiCad 8.0.7} date 2025-01-23T13:52:23+0100
 ; FORMAT={-:-/ absolute / metric / decimal}
-; #@! TF.CreationDate,2024-12-30T16:47:43+01:00
+; #@! TF.CreationDate,2025-01-23T13:52:23+01:00
 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.7
 ; #@! TF.FileFunction,NonPlated,1,4,NPTH
 FMAT,2
diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-PTH.drl b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-PTH.drl
index 916f933..3b1a5c5 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-PTH.drl
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter-PTH.drl
@@ -1,7 +1,7 @@
 M48
-; DRILL file {KiCad 8.0.7} date 2024-12-30T16:47:43+0100
+; DRILL file {KiCad 8.0.7} date 2025-01-23T13:52:23+0100
 ; FORMAT={-:-/ absolute / metric / decimal}
-; #@! TF.CreationDate,2024-12-30T16:47:43+01:00
+; #@! TF.CreationDate,2025-01-23T13:52:23+01:00
 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.7
 ; #@! TF.FileFunction,Plated,1,4,PTH
 FMAT,2
@@ -14,42 +14,45 @@ T2C1.000
 G90
 G05
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter_gerber_v_0_0_0.zip b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp6c_filter_gerber_v_0_0_0.zip
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index 8c6f0ee..0000000
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp_filter_gerber_v_0_0_1.zip b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp_filter_gerber_v_0_0_1.zip
new file mode 100644
index 0000000..ce18ae9
Binary files /dev/null and b/03_lm3886_amp/04_pcb/amp6c_filter/01_output/gerber/amp_filter_gerber_v_0_0_1.zip differ
diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_pcb b/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_pcb
index 86fd62a..522a5cf 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_pcb
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_pcb
@@ -112,7 +112,7 @@
 			(disableapertmacros no)
 			(usegerberextensions yes)
 			(usegerberattributes yes)
-			(usegerberadvancedattributes yes)
+			(usegerberadvancedattributes no)
 			(creategerberjobfile no)
 			(dashed_line_dash_ratio 12.000000)
 			(dashed_line_gap_ratio 3.000000)
@@ -132,7 +132,7 @@
 			(psnegative no)
 			(psa4output no)
 			(plotreference yes)
-			(plotvalue yes)
+			(plotvalue no)
 			(plotfptext yes)
 			(plotinvisibletext no)
 			(sketchpadsonfab no)
@@ -175,11 +175,11 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "0044265a-c68f-4884-83d8-a626c89cf677")
-		(at 153.25 113.25 180)
+		(at 153.25 115 180)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R4"
-			(at -2.8 0 0)
+			(at -2.75 -0.25 0)
 			(layer "F.SilkS")
 			(uuid "682dd270-f3c3-4027-873f-c18b0ba11e7b")
 			(effects
@@ -440,7 +440,7 @@
 	(footprint "Capacitor_SMD:C_0603_1608Metric_Pad1.08x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "024e20e9-dbdc-45af-a9e3-8d853c3eda06")
-		(at 149.5 109)
+		(at 149.5 111)
 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C5"
@@ -705,7 +705,7 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "0bd86d52-6e75-4417-aa36-dd72b516898a")
-		(at 158.75 107.5 90)
+		(at 158.75 109.25 90)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R6"
@@ -970,7 +970,7 @@
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "0f169245-150e-4873-915d-d7d53c2d6ae2")
-		(at 171.25 105.75 90)
+		(at 171.25 107.5 90)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C16"
@@ -1235,7 +1235,7 @@
 	(footprint "Package_SO:SOIC-8_3.9x4.9mm_P1.27mm"
 		(layer "F.Cu")
 		(uuid "145a1ae2-d628-4654-8272-bda54c0d6846")
-		(at 147.75 112.5)
+		(at 147.75 114.5)
 		(descr "SOIC, 8 Pin (JEDEC MS-012AA, https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/soic_narrow-r/r_8.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py")
 		(tags "SOIC SO")
 		(property "Reference" "U3"
@@ -1602,7 +1602,7 @@
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "1bcb5456-95c5-40f3-b338-29f9c8e68ab4")
-		(at 158.75 103 90)
+		(at 158.5 104.75 90)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C11"
@@ -1864,10 +1864,172 @@
 			)
 		)
 	)
+	(footprint "ked_symbols:kynsight_logo_5x5mm"
+		(layer "F.Cu")
+		(uuid "2e0ad082-a53f-44ec-b39e-f88531001b9e")
+		(at 131.25 117)
+		(property "Reference" "G***"
+			(at -0.5 -5.8 0)
+			(layer "F.SilkS")
+			(hide yes)
+			(uuid "bf08023b-da3d-4b83-bc76-fc33b5c9e1c8")
+			(effects
+				(font
+					(size 1.5 1.5)
+					(thickness 0.3)
+				)
+			)
+		)
+		(property "Value" "LOGO"
+			(at 0.2 -3.8 0)
+			(layer "F.SilkS")
+			(hide yes)
+			(uuid "ea80dd03-0f3a-4ad0-8d9e-57e39676bb89")
+			(effects
+				(font
+					(size 1.5 1.5)
+					(thickness 0.3)
+				)
+			)
+		)
+		(property "Footprint" "ked_symbols:kynsight_logo_5x5mm"
+			(at 0 0 0)
+			(layer "F.Fab")
+			(hide yes)
+			(uuid "a9f2cd12-c024-48b5-9e73-19af9ca12932")
+			(effects
+				(font
+					(size 1.27 1.27)
+					(thickness 0.15)
+				)
+			)
+		)
+		(property "Datasheet" ""
+			(at 0 0 0)
+			(layer "F.Fab")
+			(hide yes)
+			(uuid "79d7a13c-aab6-4f6a-9fff-7cafbe5b96c1")
+			(effects
+				(font
+					(size 1.27 1.27)
+					(thickness 0.15)
+				)
+			)
+		)
+		(property "Description" ""
+			(at 0 0 0)
+			(layer "F.Fab")
+			(hide yes)
+			(uuid "a119c3ec-073d-434b-89f9-2df5c89df458")
+			(effects
+				(font
+					(size 1.27 1.27)
+					(thickness 0.15)
+				)
+			)
+		)
+		(attr board_only exclude_from_pos_files exclude_from_bom)
+		(fp_poly
+			(pts
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+			(stroke
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+				(type solid)
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+			(fill solid)
+			(layer "F.SilkS")
+			(uuid "8982d3e6-9b01-4242-af9e-833919d3d7e4")
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+	)
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "359e3b2b-d4f3-4a58-9f3d-1f2bc06559cf")
-		(at 157.5 111 180)
+		(at 157.5 112.75 180)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C9"
@@ -2132,11 +2294,11 @@
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "36cfa708-9fba-48a5-bb72-6e91e09ec005")
-		(at 136.25 106.25)
+		(at 136.25 110.75)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C12"
-			(at 3.75 0 0)
+			(at 3 0 90)
 			(layer "F.SilkS")
 			(uuid "1902feb9-4ded-4937-a34f-ac66071e5cb3")
 			(effects
@@ -2397,11 +2559,11 @@
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 		(layer "F.Cu")
 		(uuid "3c46d282-cdbe-44bd-8dd4-11446b0c5ab6")
-		(at 162.25 111 180)
+		(at 162.25 112.75 180)
 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C4"
-			(at -0.5 -1.5 0)
+			(at 0 -1.25 0)
 			(layer "F.SilkS")
 			(uuid "15cbf5aa-8849-4f04-9bf9-af7b847dbad2")
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@@ -2776,7 +2938,7 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "43b3ad90-6842-46a3-b748-dbd6827d05b0")
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+		(at 153.25 116.5 180)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R2"
@@ -3041,11 +3203,11 @@
 	(footprint "Package_SO:SOIC-8_3.9x4.9mm_P1.27mm"
 		(layer "F.Cu")
 		(uuid "4455e6ea-3818-486d-b7c1-462e687ad21d")
-		(at 164 107.5)
+		(at 164 109.25)
 		(descr "SOIC, 8 Pin (JEDEC MS-012AA, https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/soic_narrow-r/r_8.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py")
 		(tags "SOIC SO")
 		(property "Reference" "U2"
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+			(at 1 3.5 0)
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 			(uuid "3be559ab-a11a-46b6-ae97-316a51e11071")
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@@ -3408,11 +3570,11 @@
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 		(layer "F.Cu")
 		(uuid "44bf3fd0-bd9c-4043-b38b-68d97cd423a7")
-		(at 131.75 101.25)
+		(at 131.75 105.75)
 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C1"
-			(at 2.5 -0.75 0)
+			(at 0.5 -1.25 0)
 			(layer "F.SilkS")
 			(uuid "a8be9769-f069-4f7e-a90c-5b29a75ca389")
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@@ -3673,7 +3835,7 @@
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "4595f6fb-5f2e-42f1-957b-c01be13f1f80")
-		(at 155.5 103 -90)
+		(at 155.25 104.75 -90)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C10"
@@ -3938,11 +4100,11 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "491801d5-c7ba-4a45-bbed-acd304f4810d")
-		(at 169.25 110.25 90)
+		(at 169.25 112 90)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R10"
-			(at -0.5 3.25 -90)
+			(at -0.5 3.5 -90)
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 			(uuid "73cd1312-5c59-4988-a734-bd2e177e3654")
 			(effects
@@ -4203,11 +4365,11 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "4aec3c22-cdcd-40e6-9451-8fd2a77222e3")
-		(at 142.25 113.25)
+		(at 142.25 115.25)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R1"
-			(at -2.8 0 0)
+			(at -0.75 1.5 0)
 			(layer "F.SilkS")
 			(uuid "bc414dc3-6cd6-4dc1-bdb4-d0813639439b")
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@@ -4465,178 +4627,14 @@
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-			(stroke
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-			(fill solid)
-			(layer "F.SilkS")
-			(uuid "a86618d9-c04a-455c-809d-eb2485de54e9")
-		)
-	)
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "7178727f-de8a-486a-96de-099c7beaa1de")
-		(at 126.5 101.25)
+		(at 126.5 105.75)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R8"
-			(at -2.5 -0.75 0)
+			(at 0 -1.25 0)
 			(layer "F.SilkS")
 			(uuid "95b34c6c-063b-44ac-b30d-388eb71523bc")
 			(effects
@@ -5011,11 +5009,11 @@
 	(footprint "Package_SO:SOIC-8_3.9x4.9mm_P1.27mm"
 		(layer "F.Cu")
 		(uuid "8aad2da8-d9a1-4626-bcaa-dfae93fdcc9f")
-		(at 130 104.75)
+		(at 130 109.25)
 		(descr "SOIC, 8 Pin (JEDEC MS-012AA, https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/soic_narrow-r/r_8.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py")
 		(tags "SOIC SO")
 		(property "Reference" "U1"
-			(at 1.75 3.5 0)
+			(at 1.5 3.5 0)
 			(layer "F.SilkS")
 			(uuid "f54b3758-f997-4626-9b21-ae3d3192ac5c")
 			(effects
@@ -5378,7 +5376,7 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "9052e468-36d9-450c-98c0-125ee041f381")
-		(at 135.75 112 180)
+		(at 135.75 116.5 180)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R11"
@@ -5643,7 +5641,7 @@
 	(footprint "Capacitor_SMD:C_0603_1608Metric_Pad1.08x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "9197d783-9dcd-4dc9-992b-c29071d894a4")
-		(at 165.75 104)
+		(at 165.75 105.75)
 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C3"
@@ -5908,11 +5906,11 @@
 	(footprint "Capacitor_SMD:C_0603_1608Metric_Pad1.08x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "b2c39c81-8618-4321-bb2d-c8f0f9ac896d")
-		(at 146 116 180)
+		(at 146 118 180)
 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C6"
-			(at 3.75 0 0)
+			(at 2.75 0 0)
 			(layer "F.SilkS")
 			(uuid "cc0f7545-1ae7-4319-9ce8-eeeb20cb2866")
 			(effects
@@ -6173,11 +6171,11 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "b4645574-65e3-4b65-8272-3d3dfa40144c")
-		(at 142.25 111.75)
+		(at 142.25 113.75)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R3"
-			(at -2.75 0 0)
+			(at -0.75 -1.5 0)
 			(layer "F.SilkS")
 			(uuid "1eac179b-2e28-43d1-84a3-aef8f5d64ef1")
 			(effects
@@ -6438,7 +6436,7 @@
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "b585cf53-9945-45e4-a1ca-f8dac437b5c0")
-		(at 123.75 107 180)
+		(at 123.75 111.5 180)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C8"
@@ -6703,7 +6701,7 @@
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "c02b157b-1d6a-4581-9873-8171e2e26661")
-		(at 174.5 105.75 -90)
+		(at 174.5 107.5 -90)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C15"
@@ -6968,11 +6966,11 @@
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "cc5856e3-12b1-4b4a-bf3f-fa0d5232ff5d")
-		(at 136.25 109.5)
+		(at 136.25 114)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C13"
-			(at 3.75 0 0)
+			(at 3 0 90)
 			(layer "F.SilkS")
 			(uuid "f634dd0c-513c-4f21-b6a9-0aab47b8468c")
 			(effects
@@ -7233,11 +7231,11 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "d2b0f665-a959-4a1a-bf55-6b4247620aa9")
-		(at 171.25 110.25 -90)
+		(at 171.25 112 -90)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R9"
-			(at 0.25 -2.75 90)
+			(at 0.25 -3 90)
 			(layer "F.SilkS")
 			(uuid "e3573c38-840a-4886-89c2-09fe3f0979d4")
 			(effects
@@ -7498,7 +7496,7 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "daf72558-5112-43a7-8764-f1835ab8a398")
-		(at 135.5 103.75 180)
+		(at 135.5 108.25 180)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R12"
@@ -7763,11 +7761,11 @@
 	(footprint "Capacitor_SMD:C_0603_1608Metric_Pad1.08x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "df8f6229-fe09-4421-b4ef-98849da5e92b")
-		(at 128.25 108.25 180)
+		(at 128.25 112.75 180)
 		(descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor handsolder")
 		(property "Reference" "C2"
-			(at -0.5 -1.5 0)
+			(at -0.25 -1.5 0)
 			(layer "F.SilkS")
 			(uuid "c55cb5c4-db67-4d43-90d3-129652f99d91")
 			(effects
@@ -8028,7 +8026,7 @@
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "e46abac3-0733-4b5e-b07c-f1947d7aba52")
-		(at 123.75 103.75 180)
+		(at 123.75 108.25 180)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C7"
@@ -8293,11 +8291,11 @@
 	(footprint "Capacitor_SMD:C_1210_3225Metric"
 		(layer "F.Cu")
 		(uuid "f2589a7c-ac0c-4918-a486-ddff445762f8")
-		(at 170.5 113.75)
+		(at 168 115.5)
 		(descr "Capacitor SMD 1210 (3225 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C14"
-			(at 0 2.5 180)
+			(at -3.75 0 180)
 			(layer "F.SilkS")
 			(uuid "63e7f387-2fdb-40bb-809e-1fa6c8e558c9")
 			(effects
@@ -8558,7 +8556,7 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "f7e278a8-a0b3-49c9-b66c-5c1b509c06ac")
-		(at 156.75 107.5 90)
+		(at 156.75 109.25 90)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R5"
@@ -8823,7 +8821,7 @@
 	(footprint "Resistor_SMD:R_0603_1608Metric_Pad0.98x0.95mm_HandSolder"
 		(layer "F.Cu")
 		(uuid "fc9bda3f-074f-4e09-9035-53874601b2b7")
-		(at 124.5 109.5)
+		(at 124.5 114)
 		(descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor handsolder")
 		(property "Reference" "R7"
@@ -9334,7 +9332,7 @@
 	(footprint "Connector_PinHeader_2.54mm:PinHeader_2x03_P2.54mm_Horizontal"
 		(layer "B.Cu")
 		(uuid "752ac6c4-de2e-41f5-8b57-38004a80395a")
-		(at 150.275 106.4 90)
+		(at 150.275 108.95 90)
 		(descr "Through hole angled pin header, 2x03, 2.54mm pitch, 6mm pin length, double rows")
 		(tags "Through hole angled pin header THT 2x03 2.54mm double row")
 		(property "Reference" "J1"
@@ -9865,6 +9863,9 @@
 			(net 14 "+15V")
 			(pinfunction "Pin_1")
 			(pintype "passive")
+			(zone_connect 1)
+			(thermal_bridge_width 1.5)
+			(thermal_gap 1)
 			(uuid "a99312cb-1d09-4634-806f-eba7c367cca6")
 		)
 		(pad "2" thru_hole oval
@@ -9876,6 +9877,9 @@
 			(net 13 "-15V")
 			(pinfunction "Pin_2")
 			(pintype "passive")
+			(zone_connect 1)
+			(thermal_bridge_width 1.5)
+			(thermal_gap 1)
 			(uuid "00a61c0b-933e-4240-a728-36fc2b2173d1")
 		)
 		(pad "3" thru_hole oval
@@ -10485,8 +10489,8 @@
 		)
 	)
 	(gr_rect
-		(start 161.5 119.5)
-		(end 169.25 121.5)
+		(start 161.5 119.75)
+		(end 169.25 121.75)
 		(stroke
 			(width 0.1)
 			(type solid)
@@ -10495,56 +10499,55 @@
 		(layer "F.SilkS")
 		(uuid "d1966bcd-784d-4263-af85-069abffe921a")
 	)
-	(gr_rect
-		(start 117.75 99.25)
-		(end 177.75 122.25)
+	(gr_line
+		(start 177.75 118.75)
+		(end 117.75 118.75)
 		(stroke
-			(width 0.05)
+			(width 0.1)
 			(type default)
 		)
-		(fill none)
-		(layer "Edge.Cuts")
-		(uuid "b8d1f901-a746-4dec-a203-5740ae5c5a3a")
+		(layer "Dwgs.User")
+		(uuid "a845ef70-b0a2-4aa3-ad33-3e4ff771d97e")
 	)
 	(gr_line
-		(start 140.5 118.25)
-		(end 134 118.25)
+		(start 177.75 102.25)
+		(end 117.75 102.25)
 		(stroke
-			(width 0.1)
+			(width 0.05)
 			(type default)
 		)
-		(layer "User.1")
-		(uuid "612e1539-0af1-4b30-9743-4f2eb8f90bff")
+		(layer "Edge.Cuts")
+		(uuid "2f2b829f-32a3-4f49-a8e8-4131bb3ce764")
 	)
 	(gr_line
-		(start 161.5 116.5)
-		(end 134 116.5)
+		(start 177.75 122.25)
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 		(stroke
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+			(width 0.05)
 			(type default)
 		)
-		(layer "User.1")
-		(uuid "6acda401-bd18-4256-ac77-480e1389afe7")
+		(layer "Edge.Cuts")
+		(uuid "b9ff5935-46ff-48af-977e-5d6341ee98d1")
 	)
 	(gr_line
-		(start 134 118.25)
-		(end 134 116.5)
+		(start 117.75 102.25)
+		(end 117.75 122.25)
 		(stroke
-			(width 0.1)
+			(width 0.05)
 			(type default)
 		)
-		(layer "User.1")
-		(uuid "c47537e4-4268-4327-ab7f-fddc741ee4d4")
+		(layer "Edge.Cuts")
+		(uuid "d55f7691-a62f-4fec-be32-d84a3d7186d9")
 	)
 	(gr_line
-		(start 177.75 118.75)
-		(end 117.75 118.75)
+		(start 117.75 122.25)
+		(end 177.75 122.25)
 		(stroke
-			(width 0.1)
+			(width 0.05)
 			(type default)
 		)
-		(layer "User.2")
-		(uuid "a845ef70-b0a2-4aa3-ad33-3e4ff771d97e")
+		(layer "Edge.Cuts")
+		(uuid "e35ec565-c944-4e95-b305-f1ef6ecd48b9")
 	)
 	(gr_text "OUT"
 		(at 143.5 104.5 0)
@@ -10625,7 +10628,7 @@
 		)
 	)
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diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_pro b/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_pro
index 527a5e5..0b2b51c 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_pro
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_pro
@@ -37,9 +37,9 @@
         "other_text_thickness": 0.15,
         "other_text_upright": false,
         "pads": {
-          "drill": 0.762,
-          "height": 1.524,
-          "width": 1.524
+          "drill": 1.0,
+          "height": 1.7,
+          "width": 1.7
         },
         "silk_line_width": 0.1,
         "silk_text_italic": false,
@@ -48,7 +48,7 @@
         "silk_text_thickness": 0.1,
         "silk_text_upright": false,
         "zones": {
-          "min_clearance": 0.2
+          "min_clearance": 1.0
         }
       },
       "diff_pair_dimensions": [
diff --git a/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_sch b/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_sch
index beb5bf6..4ad18ae 100644
--- a/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_sch
+++ b/03_lm3886_amp/04_pcb/amp6c_filter/amp6c_filter.kicad_sch
@@ -1630,6 +1630,16 @@
 		)
 		(uuid "09d095c3-4a73-49f0-80be-e506dc84f8b4")
 	)
+	(wire
+		(pts
+			(xy 125.73 86.36) (xy 76.2 86.36)
+		)
+		(stroke
+			(width 0)
+			(type default)
+		)
+		(uuid "0e18b923-d87c-469a-9c2a-9c1ef5cbf5c6")
+	)
 	(wire
 		(pts
 			(xy 177.8 118.11) (xy 179.07 118.11)
@@ -1850,16 +1860,6 @@
 		)
 		(uuid "3c0a6c7c-891c-41b6-90a0-6769d3fe8696")
 	)
-	(wire
-		(pts
-			(xy 76.2 86.36) (xy 127 86.36)
-		)
-		(stroke
-			(width 0)
-			(type default)
-		)
-		(uuid "3dfa06e2-b145-4213-94e5-8325ee8de5e7")
-	)
 	(wire
 		(pts
 			(xy 170.18 45.72) (xy 172.72 45.72)
@@ -1970,16 +1970,6 @@
 		)
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