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H18,21,-10.4,45,90.,0.,0,-11488,-9.9,71,90.,0.,0,-11488,-9.5,98,72.01,0.,0,-11488,-9.2,125,90.,0.,0,-11488,-8.9,156,90.,0.,0,-11488,-8.8,189,90.,0.,0,-11488,-8.7,226,90.,0.,0,-11520,-8.7,270,68.99,0.,0,-11488,-8.8,321,90.,0.,0,-11488,-8.9,22,90.,0.,0,-11488,-9.0,95,68.9,0.,0,-11488,-9.2,184,72.43,0.,0,-11488,-9.4,295,90.,0.,0,-11488,-9.7,71,90.,0.,0,-11488,-9.9,240,90.,0.,0,-11488,-10.1,93,69.32,0.,0,-11488,-10.6,10,90.,0.,0,-11488,-12.1,40,90.,0.,0,-11488,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,-16.5,348,56.07,0.,0,-11487,-25.8,323,90.,0.,0,-15583,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,-17.7,352,55.99,0.,0,-11487,-26.7,184,55.71,0.,0,-15582,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,-19.5,214,90.,0.,0,-11487,-19.4,206,59.79,0.,0,-11487,-28.3,23,59.24,0.,0,-15582,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,LVALI0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,-19.5,71,56.25,0.,0,-11487,-21.0,51,90.,0.,0,-11486,-30.3,17,55.49,0.,0,-15582,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,-22.0,159,90.,0.,0,-15583,-20.5,281,55.29,0.,0,-11487,-22.6,51,90.,0.,0,-11486,-32.6,9,55.22,0.,0,-15582,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,-22.7,2,55.66,0.,0,-15583,-22.0,274,54.78,0.,0,-11486,-24.4,29,56.77,0.,0,-11486,-35.2,220,54.84,0.,0,-15582,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,-25.6,192,58.31,0.,0,-15583,-24.0,13,57.87,0.,0,-15583,-23.7,276,54.32,0.,0,-11486,-26.8,269,54.73,0.,0,-11486,-38.4,279,53.89,0.,0,-15582,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,-28.8,94,55.33,0.,0,-19679,-26.6,194,58.13,0.,0,-15583,-25.5,3,54.67,0.,0,-15582,-25.9,140,53.67,0.,0,-11486,-29.9,308,54.03,0.,0,-11486,-42.9,141,52.93,0.,0,-15582,-82.1,354,51.83,0.,0,21281,-75.2,162,53.07,0.,0,25377,-69.6,338,90.,0.,0,25377,-65.0,233,90.,0.,0,29473,-60.9,315,90.,0.,0,-31967,-55.7,332,90.,0.,0,-31967,-52.0,114,56.92,131.62,0,-27903,-47.6,179,54.29,0.,0,-27871,-44.0,46,90.,0.,0,-23775,-39.3,14,90.,0.,0,-23775,-35.6,66,58.66,0.,0,-19679,-32.4,283,55.22,0.,0,-19679,-29.8,92,54.78,0.,0,-19679,-28.0,181,54.33,0.,0,-15582,-27.4,224,90.,0.,0,-15582,-28.6,LVALJ177,53.55,0.,0,-11486,-33.8,167,53.8,0.,0,-11486,-48.5,276,50.52,0.,0,-15582,-82.0,119,90.,0.,0,21282,-75.2,39,90.,0.,0,25378,-69.8,352,53.05,0.,0,25378,-65.2,54,90.,0.,0,29474,-61.0,342,53.15,0.,0,-31966,-55.9,252,59.04,0.,0,-31966,-52.1,346,52.92,135.96,0,-27902,-47.9,73,57.36,0.,0,-27870,-44.3,50,90.,0.,0,-23774,-39.8,234,90.,0.,0,-23774,-36.3,275,54.53,0.,0,-19678,-33.3,283,54.69,0.,0,-19678,-31.0,81,54.47,0.,0,-19678,-29.7,46,90.,0.,0,-15582,-29.8,262,53.95,0.,0,-15582,-31.9,39,53.4,0.,0,-11486,-38.4,307,53.01,0.,0,-11486,-54.9,171,46.56,0.,0,-15582,-82.3,358,50.58,0.,0,21282,-75.4,53,90.,0.,0,25378,-69.9,174,52.95,0.,0,25378,-65.2,82,53.29,0.,0,29474,-61.2,265,52.62,0.,0,-31966,-56.1,125,90.,0.,0,-31966,-52.4,242,56.21,141.6,0,-27902,-48.1,80,53.84,0.,0,-27870,-44.7,274,52.46,0.,0,-23774,-40.3,88,53.89,0.,0,-23774,-37.0,281,54.35,0.,0,-19678,-34.2,282,54.27,0.,0,-19678,-32.3,316,90.,0.,0,-19678,-31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LVALJ 4,-63.5,92,49.21,0.,0,-31966,-58.9,292,53.01,0.,0,-31966,-55.8,208,49.88,237.32,0,-27902,-52.9,263,49.73,0.,0,-27870,-51.5,16,47.49,0.,0,-23774,-49.7,239,48.93,0.,0,-23774,-50.1,48,47.92,0.,0,-19678,-52.6,246,46.78,0.,0,-19678,-57.8,16,49.23,0.,0,-19166,-67.3,87,52.42,0.,0,-14302,-82.2,311,43.96,0.,0,-13790,-100.9,90,0.37,0.,4,-11487,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-16384,-83.9,124,90.,0.,0,21282,-77.4,2,48.59,0.,0,25378,-71.9,311,90.,0.,0,25378,-67.8,174,48.48,0.,0,29474,-64.2,312,49.94,0.,0,-31966,-59.7,322,90.,0.,0,-31966,-57.0,65,47.56,266.04,0,-27902,-54.5,35,52.83,0.,0,-27870,-53.9,261,51.97,0.,0,-23262,-53.4,201,45.64,0.,0,-23774,-55.0,208,45.01,0.,0,-19678,-59.4,200,50.64,0.,0,-18910,-67.6,308,52.18,0.,0,-18398,-80.8,126,45.18,0.,0,-13790,-96.2,154,5.88,0.,4,-15583,-100.9,355,0.54,0.,4,-11487,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-16384, 6 JO`YbYkmiJmdi8QufQim8UoQkm8iQJOQi8kQiqYMQ8okQi8MQ8okQi8  @ @ @ @ @ @ @ @ =M/>z=q}p{ffRQG=q55\\ z9z{{  pGSS{ٙ/ٙ/=q33FF>I90=q0\,H(H)H*H*H+ =) =+' ((,9->.H/ =/   Reference1MeasurementsExperiment DateExperimentsExperiment DatenX:"Reference1MeasurementsSystem IDExperimentsSystem IDtbL:"ReferenceExperimentsSample DateSamplesSample DatepZL6 ReferenceExperimentsSystem IDSamplesSystem IDhVH6  @@@@@@ S㌳J㌵*㌻} ˩e lyEȠy+'}(>+>qfFqfF㕴RL㕴RL㕴RL㕴RL㕴RL㕴RL㕴RL㕴RL㕴RL㕴RL㕴RLNNNѿѿѿ-55-5؍^o5؍^o؍^o""")gY =)gY =0_b:h/0_b:h/0_b:hk]Rk]Rk]Rnnn㼳D+|LVALthe conductivity fit with monodisperse size   0  m K1 g  > 6Conductivity of sample, S/m   0 $ General Number, $Conductivity [S/m] mY K2 v   Zeta potential of sample, calculated using measured conductivity and DU and MW corrections$ General Number   0 " Zeta advanced m K3    ~Std deviation of unimodal PSD used to calculate zeta potential$ General Number   0  m K4    | tTheoretical cvi phase assuming Du = 0 and no MW correction$ General Number   0  m K5   x pkA, the ratio of the particle radius to the Debye length$ General Number   0   ka m K6    (  Debye length, um$ General Number   0   Debye length m K7 I  @ 8Dynamic mobility, u/sec/v/cm$ General Number   0 ( Dynamic mobility m K8 g  ` XPhase angle of complec conductivity, degrees$ General Number   0  m K9 I  ^ VImaginary part of complex conductivity, S/m$ General Number   0  m K10 X  V NMagnitude of complex conductivity, S/m$ General Number   0  m K11 X  L DMaxwell-Wagner, MW, frequency, MHz$ General Number   0  m K16    Zeta potential phase for DU = 0 but MW calculated from measured conductivity$ General Number   0  m K17    zGap between transmit and receive transducers in cvi sensor, m$ General Number   0  m E1   ` XCvi phase measured with probe at frequency 1$ General Number   0  CVI phase m E2   ` XCvi phase measured with probe at frequency 2$ General Number   0  m E3   ` XCvi phase measured with probe at frequency 3$ General Number   0  m E4   ` XCvi phase measured with probe atPvcP=*z @ -  } j C 0  m Z G F 3  o\I5"r^K8$taM:'Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , , Ѩ]@:{ 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;"data.SampleTxt 4 M4.data.[Measurement Date]  Q82data.measurements.Density  /data.PSM  [B<data.measurements.Part_S_Speed  3  <   MR2ColumnWidthColumnHiddenRecordLocksODBCTimeoutDescriptionFrozenColumnsM4.data.measurements.PSMBi * M4.data.measurements.PSM_1 + M4.data.measurements.PSM_2  K2,data.measurements.PSMM X K2,data.measurements.PSMW  G.(data.[Chemical name]  /data.PSW  -data.zp  G.(data.measurements.C7  aHBdata.measurements.Weight_Fraction q ;"data.SampleTxt 4 M4.data.[Measurement Date]  Q82data.measurements.Density  /data.PSM  [B<data.measurements.Part_S_Speed  3  <   MR20ColumnWidthColumnHiddenRecordLocksODBCTimeoutDescriptionFrozenColumnsMaxRecordsRecordsetType FilterOrderByOrderByOnOrientationDefaultViewO4.data.measurements.PSMBi * O4.data.measurements.PSM_1 + O4.data.measurements.PSM_2  M2,data.measurements.PSMM X M2,data.measurements.PSMW  I.(data.[Chemical name]  1data.PSW  /data.zp  I.(data.measurements.C7  cHBdata.measurements.Weight_Fraction q ="data.SampleTxt 4 O4.data.[Measurement Date]  S82data.measurements.Density  1data.PSM  ]B<data.measurements.Part_S_Speed  Y  <          LVALTemp'+ ((+ h(+ h+ measurements.K1(+ (+ )+ @)+ p)+ )+ )+ *+ 0*+ `*+ *+ *+ *+  ++ P++ ++ ++ ++ ,+ @,+ p,+ ,+ ,+ -+ 0-+ `-+ -+ -+ -+  .+ P.+ .+ .+ .+ /+ @/+ p/+ /+ /+ 0+ 00+ `0+ P+ measurements.C20+ 0+ 0+  1+ P1+ 1+ 1+ 1+ 2+ @2+ p2+ 2+ 2+ 3+ 03+ `3+ 3+ 3+ 3+  4+ P4+ 4+ 4+ 4+ 5+ @5+ p5+ 5+ 5+ 6+ 06+ `6+ 6+ 6+ 6+  7+ P7+ 7+ 7+ 7+ 8+ @8+ p8+ 8+ 8+ 9+ 09+ `9+ 9+ 9+ 9+ 8+ measurements.V1 :+ P:+ :+ :+ :+ ;+ @;+ p;+ ;+ ;+ <+ 0<+ `<+ <+ <+ <+  =+ P=+ =+ =+ =+ >+ @>+ p>+ >+ >+ ?+ 0?+ `?+ ?+ ?+ ?+  @+ P@+ @+ @+ @+ A+ @A+ pA+ A+ + measurements.PSMA+ B+ 0B+ `B+ B+ B+ + measurements.PSWB+  C+ PC+ C+ C+ C+  D+ XD+ D+ D+ E+ 8E+ pE+ E+ E+ F+ PF+ F+ F+ G+ 8G+ hG+ G+ G+ H+ 0H+ `H+ H+ H+ I+ @I+ xI+ I+ I+  J+ XJ+ J+ J+ + measurements.zp+ -measurements.err_th_conJ+  K+ PK+ K+ K+ L+ hL+ L+ M+ XM+ M+ M+ N+ PN+ N+ N+ 8O+ O+ O+ O+ P+ HP+ xP+ (+ )Samples.Chemical nameP+ P+ Q+ HQ+ pQ+ Q+ Q+ Q+ 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JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiD, 4, 4, 4Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiD4, 4, 4, 4Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiD4, 4, 4, 4Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiD4, 0, 0Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p 0, / , Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , / , Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , @Ѩ]@:w vXxW+gCCVE68lPq @I]eE~nJGYJj7DkcI1p / , TѨ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , TѨ]@:w vXxW+gCCVE68lPq @I]eE~nJGYJj7DkcI1p TѨ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , +Ѩ]@:w vXxW+gCCVE68lPq @I]eE~nJGYJj7DkcI1p +, +Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p +, $Ѩ]@:w vXxW+gCCVE68lPq @I]eE~nJGYJj7DkcI1p $, $Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p $,  ,  Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p  , , Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , , Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , , Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , , Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , , Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , , Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , , Ѩ]@:{ JCqD9f4/~'VjCVE68lPH>&Dln[S}x$'Ii I^\QiDkcI1p , , LVAL51,90.,0.,0,-23776,-37.2,164,59.25,0.,0,-19680,-32.7,293,61.24,0.,0,-15584,-28.3,192,63.63,0.,0,-15584,-23.0,304,90.,0.,0,-11488,-20.4,71,61.97,0.,0,-11488,-16.4,195,90.,0.,0,-11488,-15.5,31,90.,0.,0,-11488,-15.4,214,90.,0.,0,-11488,-23.5,275,58.69,0.,0,-11488,-79.5,219,48.16,0.,0,29472,-72.9,181,53.63,0.,0,29472,-66.7,82,55.48,0.,0,29472,-61.8,19,61.03,0.,0,-31968,-58.3,51,90.,0.,0,-31968,-52.5,305,90.,0.,0,-27872,-49.3,190,90.,114.64,0,-27904,-44.3,263,58.37,0.,0,-23776,-40.6,302,90.,0.,0,-23776,-35.4,222,90.,0.,0,-19680,-30.9,343,60.33,0.,0,-15584,-26.5,301,90.,0.,0,-15584,-22.8,223,90.,0.,0,-11488,-20.5,265,59.41,0.,0,-11488,-16.8,80,61.27,0.,0,-11488,-16.5,168,58.76,0.,0,-11488,-16.3,95,58.76,0.,0,-11488,-25.1,166,58.32,0.,0,-11488,-78.2,147,53.34,0.,0,29472,-71.7,176,56.47,0.,0,29472,-66.1,159,55.7,0.,0,29472,-61.6,200,61.24,0.,0,-31968,-57.6,354,58.07,0.,0,-31968,-52.4,32,90.,0.,0,-27872,-48.6,106,90.,118.28,0,-27904,-44.4,45,90.,0.,0,-23776,-40.5,4,59.31,0.,0,-23776,-35.5,266,59.93,0.,0,-19680,-31.1,88,60.12,0.,0,-15584,-26.7,203,90.,0.,0,-15584,-23.1,42,90.,0.,0,-11488,-20.9,147,90.,0.,0,-11488,-17.4,203,90.,0.,0,-11488,-17.5,32,90.,0.,0,-11488,-17.7,329,90.,0.,0,-11488,-27.2,21,59.4,0.,0,-11488,-78.4,141,53.18,0.,0,29472,-71.7,251,59.99,0.,0,29472,-66.1,334,58.42,0.,0,29472,-61.6,137,90.,0.,0,-31968,-57.7,81,61.51,0.,0,-31968,-52.3,304,90.,0.,0,-27872,-48.6,246,90.,121.3,0,-27904,-44.5,104,61.26,0.,0,-23776,-40.7,46,90.,0.,0,-23776,-35.6,9,60.54,0.,0,-19680,-31.3,349,59.72,0.,0,-15584,-27.0,20,90.,0.,0,-15584,-23.6,281,59.5,0.,0,-11488,-21.6,265,59.14,0.,0,-11488,-18.3,62,90.,0.,0,-11488,-18.8,260,58.21,0.,0,-11488,-19.5,177,58.26,0.,0,-11488,-29.9,259,58.09,0.,0,-11488,-78.6,208,52.73,0.,0,29472,-71.7,57,60.1,0.,0,29472,-66.1,258,54.91,0.,0,29472,-61.7,211,90.,0.,0,-31968,-57.7,336,90.,0.,0,-31968,-52.5,61,90.,0.,0,-27872,-48.7,276,57.84,125.24,0,-27904,-44.6,113,61.45,0.,0,-23776,-40.8,108,90.,0.,0,-23776,-35.8,219,90.,0.,0,-19680,-31.6,103,60.03,0.,0,-15584,-27.4,181,59.62,0.,0,-15584,-24xLVALЊMR20ColumnWidthColumnHiddenRecordLocksODBCTimeoutMaxRecordsRecordsetTypeDescriptionFrozenColumns FilterOrderByOrderByOnOrientationDefaultViewO4.data.measurements.PSMBi * O4.data.measurements.PSM_1 + O4.data.measurements.PSM_2  M2,data.measurements.PSMM X M2,data.measurements.PSMW  I.(data.[Chemical name]  1data.PSW  /data.zp  I.(data.measurements.C7  cHBdata.measurements.Weight_Fraction q ="data.SampleTxt 4 O4.data.[Measurement Date]  S82data.measurements.Density  1data.PSM MR20ColumnWidthColumnHiddenRecordLocksODBCTimeoutMaxRecordsRecordsetTypeDescriptionFrozenColumns FilterOrderByOrderByOnOrientationDefaultViewO4.data.measurements.PSMBi * O4.data.measurements.PSM_1 + O4.data.measurements.PSM_2  M2,data.measurements.PSMM X M2,data.measurements.PSMW  I.(data.[Chemical name]  1data.PSW  /data.zp  I.(data.measurements.C7  cHBdata.measurements.Weight_Fraction q ="data.SampleTxt 4 O4.data.[Measurement Date]  S82data.measurements.Density  1data.PSM  ]B<data.measurements.Part_S_Speed  Y  <          7data.Medium p /data.K1  I.(data.measurements.E1  I.(data.measurements.C1 P S82data.measurements.F_c_low  U:4data.measurements.F_c_high  LVAL0MR2ColumnWidthColumnOrderColumnHiddenDescriptionRequiredDecimalPlacesDefaultValueValidationRuleValidationText FormatInputMaskCaptionAllowZeroLengthOrientation FilterOrderByOrderByOnDefaultViewDisplayControlIMEModeIMESentenceMode$UnicodeCompression Protocol Date   P Hpointer to record in Protocols Table   *$Configuration Date   Z Rpointer to record in Configurations Table   & Calibration Date   V Npointer to record in Calibration sTable   Sample Date C  L Dpointer to recMR2ColumnWidthColumnOrderColumnHiddenDescriptionRequiredDecimalPlacesDefaultValueValidationRuleValidationText FormatInputMaskCaptionAllowZeroLengthOrientation FilterOrderByOrderByOnDefaultViewDisplayControlIMEModeIMESentenceMode$UnicodeCompression Protocol Date   P Hpointer to record in Protocols Table   *$Configuration Date   Z Rpointer to record in Configurations Table   & Calibration Date   V Npointer to record in Calibration sTable   Sample Date C  L Dpointer to record in Samples Table  Sample date  SetUp Date   J Bpointer to record in SetUps Table  Sample dte  View Date   H @pointer to record in Views Table   System ID   6 .Serial number of system   0  Sys ID m$Experiment Date   < 4Date/time Experiment begun & Experiment date   Notes   d \Notes added by user before or after experiment      *$Titration Protocol   ^ VTitration protocol used for this experiment    m    $Experiment Text    Text added automatically & edited by user to describe experiment    m   '    LVAL  άxXH&xOther Materials2ά4&xOther Materials$!(rbExperimentsSamplesKmeasurementsά(a&xSamplesά(a&xMeasurementsά(a}uMaterials. LVAL> 56,48.21,0.,0,21280,-72.4,285,48.6,0.,0,25376,-66.4,305,48.38,0.,0,29472,-62.1,162,59.29,0.,0,25376,-58.0,55,90.,0.,0,29472,-52.6,4,49.37,0.,0,-31968,-48.5,108,49.59,238.52,0,-27904,-44.4,221,90.,0.,0,-27872,-40.9,131,90.,0.,0,-27872,-36.9,324,53.15,0.,0,-23776,-33.9,22,90.,0.,0,-23776,-31.6,26,49.67,0.,0,-15584,-30.9,71,49.19,0.,0,-15584,-32.3,40,49.49,0.,0,-15584,-35.6,135,48.05,0.,0,-15584,-44.6,126,47.65,0.,0,-15584,-58.5,125,41.03,0.,0,-11488,-88.8,14,39.18,0.,0,-13792,LVAL`%oMR2ColumnWidthColumnOrderColumnHiddenDescription FormatDecimalPlacesDefaultValueRequiredValidationTextCaptionAllowZeroLengthValidationRuleInputMaskOrientation FilterOrderByOrderByOnDefaultViewDisplayControlIMEModeIMESentenceMode$UnicodeCompression  pH   b ZAverage ph value of sample during measurement  Fixed   0 > 6pH must be between 0 and 14 mWTemp    n fAverage temperature of sample during measurement, C  Fixed   0 X PTermperature must be between 0 and 100 C$ Temperature, C m A1   T LAttenuation at frequency 1, db/cm/Mhz  Fixed   0  m *$Analysis Cond Date J   0 = none, 1 = psd , 2 = sound speed, 3 = conductivity, 4 = CVP   A   0 m A2   T LAttenuation at frequency 2, db/cm/Mhz  Fixed   0  m A3   T LAttenuation at frequency 3, db/cm/Mhz  Fixed   0  m A4   T LAttenuation at frequency 4, db/cm/Mhz  Fixed   0  m D85   r jParticle size at 85% point on cumulative distribution   0  m Us1 :  t lUser defined data, can modify description from program    0 m Us2   t lUser defined data, can modify description from program  Yes/No  m Us3   l dUser defined data specifing mechanism of analysis?    m   & Measurement Date   R JDate and time at start of measurement  General Date Meas date    A5   T LAttenuation at frequency 5, db/cm/Mhz  Fixed   0  m A6   T LAttenuation at frequency 6, db/cm/Mhz  Fixed   0  mSystem ID   r jSerial number of DT instrument that created this data  Sys  0  m$Experiment Date   R JDate and time at start of exeperiment Exp date    A7 LVAL$18,21,-7.6,113,90.,0.,0,-11488,-7.2,140,90.,0.,0,-11488,-6.9,166,70.7,0.,0,-11488,-6.7,194,90.,0.,0,-11488,-6.6,224,90.,0.,0,-11488,-6.5,257,73.28,0.,0,-11488,-6.5,293,90.,0.,0,-11520,-6.6,336,90.,0.,0,-11488,-6.7,27,90.,0.,0,-11488,-6.8,87,68.87,0.,0,-11488,-7.0,158,73.14,0.,0,-11488,-7.2,246,90.,0.,0,-11488,-7.4,353,66.67,0.,0,-11488,-7.6,128,90.,0.,0,-11488,-7.9,294,90.,0.,0,-11488,-8.4,143,90.,0.,0,-11488,-9.0,55,90.,0.,0,-11488,-10.2,68,90.,0.,0,-11488,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,0.,0.,5,0,0.0,0,LVALv18,21,-7.6,113,90.,0.,0,-11488,-7.2,140,90.,0.,0,-11488,-6.9,166,71.24,0.,0,-11488,-6.7,194,90.,0.,0,-11488,-6.6,224,90.,0.,0,-11488,-6.5,257,73.38,0.,0,-11488,-6.5,294,90.,0.,0,-11520,-6.5,336,90.,0.,0,-11488,-6.7,27,90.,0.,0,-11488,-6.8,87,68.86,0.,0,-11488,-6.9,159,73.38,0.,0,-11488,-7.2,247,90.,0.,0,-11488,-7.4,353,66.72,0.,0,-11488,-7.6,128,90.,0.,0,-11488,-7.9,294,90.,0.,0,-11488,-8.3,143,90.,0.,0,-11488,-8.9,55,90.,0.,0,-11488,-10.1,68,90.,0.,0,-11488,-81.2,314,48.04,0.,0,21280,-73.0,5,52.11,0.,0,25376,-60.3,34,90.,0.,0,29472,-64.9,327,90.,0.,0,25376,-53.3,336,90.,0.,0,29472,-49.3,7,53.37,0.,0,-31968,-49.6,347,53.47,105.,0,-32000,-42.5,350,53.6,0.,0,-27872,-36.0,207,90.,0.,0,-23776,-35.0,343,54.02,0.,0,-23776,-30.5,101,55.78,0.,0,-23776,-24.5,142,90.,0.,0,-19680,-21.4,42,90.,0.,0,-19680,-14.5,280,54.48,0.,0,-15584,-17.4,32,90.,0.,0,-15584,-13.2,68,90.,0.,0,-15584,-12.6,87,53.67,0.,0,-15584,-19.8,134,90.,0.,0,-15584,-79.8,318,51.84,0.,0,21280,-66.3,105,52.82,0.,0,25376,-68.9,93,51.01,0.,0,29472,-56.8,86,52.68,0.,0,25376,-56.4,34,90.,0.,0,29472,-54.4,166,53.13,0.,0,-31968,-49.7,167,53.26,105.3,0,-32000,-38.7,240,90.,0.,0,-27872,-42.3,77,52.51,0.,0,-23776,-37.5,330,56.62,0.,0,-23776,-25.5,170,54.32,0.,0,-23776,-21.4,246,90.,0.,0,-19680,-24.3,251,90.,0.,0,-19680,-15.9,314,90.,0.,0,-15584,-16.2,221,90.,0.,0,-15584,-15.5,95,54.17,0.,0,-15584,-11.9,38,90.,0.,0,-15584,-17.7,61,90.,0.,0,-15584,-73.4,53,51.81,0.,0,21280,-74.4,174,51.3,0.,0,25376,-61.6,195,52.8,0.,0,29472,-61.6,159,90.,0.,0,25376,-60.5,197,56.4,0.,0,29472,-54.5,345,52.94,0.,0,-31968,-44.7,33,90.,111.24,0,-32000,-48.0,145,53.91,0.,0,-27872,-43.8,68,52.3,0.,0,-23776,-33.8,346,53.71,0.,0,-23776,-31.8,273,54.14,0.,0,-23776,-28.2,159,54.52,0.,0,-19680,-22.9,259,54.58,0.,0,-19680,-17.5,152,90.,0.,0,-15584,-12.3,282,90.,0.,0,-15584,-12.7,50,90.,0.,0,-15584,-13.1,271,53.88,0.,0,-15584,-21.2,316,90.,0.,0,-15584,-84.0,134,53.51,0.,0,21792,-66.6,267,51.59,0.,0,25376,-67.6,274,51.02,0.,0,29472,-66.0,326,90.,0.,0,25376,-61.9,15,53.11,0.,0,29472,-49.9,LVAL  T LAttenuation at frequency 7, db/cm/Mhz  Fixed   0  m A8   T LAttenuation at frequency 8, db/cm/Mhz  Fixed   0  m A9   T LAttenuation at frequency 9, db/cm/Mhz  Fixed   0  m A10   V NAttenuation at frequency 10, db/cm/Mhz  Fixed   0  m A11   V NAttenuation at frequency 11, db/cm/Mhz  Fixed   0  m A12   V NAttenuation at frequency 12, db/cm/Mhz  Fixed   0  m A13   V NAttenuation at frequency 13, db/cm/Mhz  Fixed   0  m A14   V NAttenuation at frequency 14, db/cm/Mhz  Fixed   0  m A15   V NAttenuation at frequency 15, db/cm/Mhz  Fixed   0  m A16   V NAttenuation at frequency 16, db/cm/Mhz  Fixed   0  m A17   V NAttenuation at frequency 17, db/cm/Mhz  Fixed   0  m A18   V NAttenuation at frequency 18, db/cm/Mhz  Fixed   0  m A19   V NAttenuation at frequency 19, db/cm/Mhz  Fixed   0  m A20   V NAttenuation at frequency 20, db/cm/Mhz  Fixed   0  m A21   V NAttenuation at frequency 21, db/cm/Mhz  Fixed   0  m C1   > 6Cvi measured at frequency 1   0 " CVI magnitude m C2   > 6Cvi measured at frequency 2   0  m C3   > 6Cvi measured at frequency 3   0  m C4   > 6Cvi measured at frequency 4   0  m C5   > 6Cvi measured at frequency 5   0  m C6   > 6Cvi measured at frequency 6   0  m C7   > 6Cvi measured at frequency 7   0  m C8   > 6Cvi measured at frequency 8   0 LVALr. qMR2DRowHeightFrozenColumnsColumnWidthColumnOrderColumnHiddenRequiredAllowZeroLengthDescriptionDecimalPlacesCaptionDefaultValue FormatValidationRuleValidationTextInputMaskOrientation FilterOrderByOrderByOnDefaultViewDisplayControlIMEModeIMESentenceMode$UnicodeCompression? ,    Name     z rName of material, must be unique name not previously used m   & Chemical Formula     ~ vChemical formula for material, if known, e.g H2O for water m   Density Tr   P HReference temperature for density, C  D Tr  0  Fixed m+Density C1     Linear coefficient for temperature dependence of density about reference temperature  D C1  0  mcDensity Co    n fDensity of material at reference temperature, g/cm3  Density Co  0 ( Between 0 And 20H @Density must be between 0 and 20 mDensity C2    ~ vQuadratic coefficient for temperature dependence of density  D C2  0  mDensity C3    v nCubic coefficient for temperature dependence of density  D C3  0  m$Density Formula    \ TIndex of formula used to calculate density  D For  0  m Viscosity Tr   T LReference temperature for viscosity, C  V Tr  0  m Viscosity Co    l dViscosity of material at reference temperature, cP   Viscosity Co  0  m3 Viscosity C1    Linear coefficient for temperature dependence of viscosity about reference temperature  V C1  0  m Viscosity C2    zQuadratic coefficient for temperature dependence of viscosity  V C2  0  m Viscosity C3   z rCubic coefficient for temperature dependence of viscosity  V C3  0  m("Viscosity Formula   V NILVALrndex of formula to calculate viscosity  V For  0  mS_Speed Tr +  X PReference temperature for sound speed, C  SS Tr  0  mS_Speed Co   t lSound speed of material at reference temperature, m/s  SSpeed Co  0  m5S_Speed C1 +   Linear coefficient for temperature dependence of sound speed about reference temperature  SS C1  0  mS_Speed C2 v   ~Quadratic coefficient for temperature dependence of sound speed  SS C2  0  mS_Speed C3   ~ vCubic coefficient for temperature dependence of sound speed  SS C3  0  m$S_Speed Formula   Z RIndex of formula to calculate sound speed  SS For  0  mDiel_Per Tr  > h `Reference temperature for dielectric constant, C  DP Tr  0  mDiel_Per Co  ? x pDielectric constant of material at reference temperature  DP Co  0  mGDiel_Per C1 X @  Linear coefficient for temperature dependence of dielectric constant about reference temperature  DP C1  0  mDiel_Per C2  A  Quadratic coefficient for temperature dependence of dielectric constant  DP C2  0  m Diel_Per C3  B  Cubic coefficient for temperature dependence of dielectric constant  DP C3  0  m("Diel_Per Formula v C j bIndex of formula to calculate dielectric constant  DP For  0  mFreezing Tr      0 B :Freezing point of material, C mBoiling Tr *     0 @ 8Boiling point of material, C m60Thermal Conductivity Tr   l dReference temperature for thermal conductivity, C  K Tr  0  m-60Thermal Conductivity Co    Thermal conductivity of material at reference temperature, mW/cm/C  Th.ConLVALsd. Co  0  m_60Thermal Conductivity C1    Linear coefficient for temperature dependence of thermal conductivity about reference temperature  K C1  0  m+60Thermal Conductivity C2     Quadratic coefficient for temperature dependence of thermal conductivity  K C2  0  m#60Thermal Conductivity C3   !  Cubic coefficient for temperature dependence of thermal conductivity  K C3  0  m >8Thermal Conductivity Formula   " l dIndex of formula to calculate thermal conductivity  K For  0  m("Heat Capacity Tr + $ ^ VReference temperature for heat capacity, C  Cp Tr  0  m("Heat Capacity Co  % z rHeat capacity of material at reference temperature, J/g/C  Cp Co  0  mE("Heat Capacity C1   &  Linear coefficient for temperature dependence of heat capacity about reference temperature  Cp C1  0  m("Heat Capacity C2  '  Quadratic coefficient for temperature dependence of heat capacity  Cp C2  0  m ("Heat Capacity C3  (  zCubic coefficient for temperature dependence of heat capacity  Cp C3  0  m0*Heat Capacity Formula  ) ^ VIndex of formula to calculate heat capacity  Cp For  0  m,&ThermoExpansion Tr  + d \Reference temperature for thermal expansion, C  ThExp Tr  0  m#,&ThermoExpansion Co  ,  Thermal expansion of material at reference temperature, [1/Ko]*10E-4  Th.Exp Co  0  mW,&ThermoExpansion C1 9 -  Linear coefficient for temperature dependence of thermal expansion about reference temperature  ThExp C1  0  m#,&ThermoExpansion C2 9 .  Quadratic coefficient for temperature dependence of thermal expansion  ThExp C2  0  m,&ThermoExpansion C3   LVALt/  Cubic coefficient for temperature dependence of thermal expansion  ThExp C3  0  m4.ThermoExpansion Formula   0 f ^Index of formula to calculate thermal expansion  ThExp For  0  m"Attenuation Tr  2 l dReference temperature for intrinsic attenuation, C  att Tr  0  m-$Attenuation Co X 3  Intrinsic attenuation of material at 100 MHz at reference temperature, db/cm/MHz  att Co  0  mQ$Attenuation C1  4  Linear coefficient for temperature dependence of Intrinsic attenuation about reference temperature  att C1  0  m$Attenuation C2   5  Quadratic coefficient for temperature dependence of Intrinsic attenuation  att C2  0  m$Attenuation C3  6  Cubic coefficient for temperature dependence of Intrinsic attenuation  att C3  0  m;,&Attenuation Formula   7  Index of formula to calculate Intrinsic attenuation, 0 and 1 taylor expansion   att temp For  0  m $Attenuation Ao  9  |Normalized Intrinsic Attenuation of material at zero frequency  att Ao  0  m+$Attenuation A1  :  Linear coefficient for frequency dependence of Normalized Intrinsic Attenuation  att A1  0  m1$Attenuation A2 v ;  Quadratic coefficient for frequency dependence of Normalized Intrinsic Attenuation  att A2  0  m)$Attenuation A3   <  Cubic coefficient for frequency dependence of Normalized Intrinsic Attenuation  att A3  0  m!@:Attenuation Frequency Formula f = n fIndex of formula to calculate Intrinsic Attenuation & att freq For ID  0  mSub Name    H @Name of the substiturte material   m   Cation Z  L \ TScattering coefficient for large particles   0 4 ,ScatteLVALuring Coefficient mAnion Z v   Fractal coefficient, must be between 1 and 3 to run fractal model   0  m$ Fractal number*$Cation Diffusivity    not used   0  m("Anion Diffusivity    not used   0  m& Conductivity Tr : E p hReference temperature for electrical conductivity, C  Cond Tr  0  m& Conductivity Co  F | tElectrical conductivity at reference temperature, Sieman/m  Cond Co  0  m!& Conductivity C1  G   Cond C1  0  m Linear coefficient for temperature dependence of electrical conductivity'& Conductivity C2  H   Cond C2  0  m Quadratic coefficient for temperature dependence of electrical conductivity!& Conductivity C3  I  Cubic coefficient for temperature dependence of electrical conductivity,   0  m Cond C3;0*Conductivity Formula  J  Index of formula to calculate electrical conductivity, 0 and 1 taylor expansion  Cond For  0  mRevDate   n fDate of last revision to any of material properties    Origin g   |Serial number of system that generated a user-defined material   m   Rank    R JType of the material, see ~prototypes   0  m TypeStandard    If Yes, this is a standard material. The properties can not be changed Yes/No Std  m Author    ` XInitials of author who defined this material  Au   m   Density Err      D Err  0  m. &Error in Density, % Viscosity Err :    V Err  0  m2 *Error in Viscosity, %S_Speed Err     SS Err  0  m6 .Error in sound speed, %60Thermal Conductivity Err   #   K Err  0  #LVAL3mH @Error in Thermal Conductivity, %("Heat Capacity Err   *   Cp Err  0  m8 0Error in HeatCapacity, %,&ThermoExpansion Err  1   ThExp Err  0  m6 .Error in Thermal Expansion coeficient, % . A value of 1 is used as flag to indicate that it need not be considered as adjustable parameter in Analysis.$Attenuation Err  8   Intr Err  0  m$ Error in Intrinsic Attenuationt, % . A value of 1 used as flag to indicate that it need not be considered as adjustable parameter in Analysis.82Attenuation Frequency Err  M   Scat Err  0  m" Error in Scattering coefficient, % . A value of 1 used as flag to indicate that it need not be considered as adjustable parameter in AnalysisDiel_Per Err + D   DP Err  0  m@ 8Error in dielectric constant& Conductivity Err  K   Cond Err  0  m8 0Error in Conductivity, 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@?j>޴?f?FI@U@=s"=#?~s?K^?B?wY?"~?Z??w?{??k??~? ?`D??5??`? ,???` ?䊃?{?zr?@x?`?h?x|h?`h?a?`c? a?@{f?ವd?`b?>f? |?]@D$A3Df6D,D@@@Sound velocity in the particles   0  m Notes Y  ` Xfor other information, not suitable for list     Trade Name t  : 2e.g. Minusil 5, Cabosil   m   System ID   ` XSerial number of system used to collect data   0  Sys ID mSample Date   N FDate/time Sample information posted  Sample Date  Sample id   h `Product lot number, patient number and date, etc   m    Method   @ 8method of sample preparation   m   Dimension    1 = fibers with length, 2 = platelets with area, 3 = particles with volume  Dim  0  mUse code u  ^ VFiller, whitener, lubricant, wetting agent,   m   Manufacturer F  F >Manufacturer of main ingredient   m   Formula   N FChemical formula of main ingredient   m    Class s  < 4e.g. inorganic oxides, etc  $ LVAL4 m    Industry code   X PFood, Petrochemicsals, Paper, Education,   m    Medium   T LMaterial name of the dispersion medium   m   $Dispersed Phase E  ` XMaterial name of the (first) dispersed phase   m   0*Extra Dispersed Phase *  \ TMaterial name of any extra dispersed phase   m   Used   B :Has been used for measurement   0  mwtf extra   ` XWeight fraction of any extra dispersed phase   0  mInitials     r jInitials of user who made measurements on this sample m   Project     \ TProject for which this sample was measured m   '     LVALMR20ColumnWidthColumnHiddenRecordLocksODBCTimeoutMaxRecordsRecordsetTypeDescriptionFrozenColumns FilterOrderByOrderByOnOrientationDefaultViewI.(data.[Chemical name]  1data.PSW  /data.zp D ="data.SampleTxt 4 O4.data.[Measurement Date] 2 1data.PSM  /data.pH d /data.K1 6 5data.PSM_1  5data.PSM_2 W 5data.PSMBi  Y  <          MR20ColumnWidthColumnHiddenRecordLocksODBCTimeoutMaxRecordsRecordsetTypeDescriptionFrozenColumns FilterOrderByOrderByOnOrientationDefaultViewO4.data.measurements.PSMBi * O4.data.measurements.PSM_1 + O4.data.measurements.PSM_2  M2,data.measurements.PSMM X M2,data.measurements.PSMW  I.(data.[Chemical name]  1data.PSW  /data.zp  I.(data.measurements.C7  cHBdata.measurements.Weight_Fraction q ="data.SampleTxt 4 O4.data.[Measurement Date]  S82data.measurements.Density  1data.PSM  ]B<data.measurements.Part_S_Speed  K0*data.measurements.N11 % K0*data.measurements.N12  K0*data.measurements.N13 m K0*data.measurements.N14  Y  <          MR2ColumnWidthColumnHiddenRecordLocksODBCTimeoutMaxRecordsRecordsetTypeFrozenColumns FilterOrderByOrderByOnOrientationDefaultViewO4.data.measurements.PSMBi * O4.data.measurements.PSM_1 + O4.data.measurements.PSM_2  M2,data.measurements.PSMM X M2,data.measurements.PSMW  I.(data.[Chemical name] o 1data.PSW  /data.zp  ?$data.err_th_con  /data.C2  I.(data.measurements.C7  cHBdata.measurements.Weight_Fraction q O  <        LVAL$measurements.V9   { I& measurements.V10   | I& measurements.V11   } I& measurements.V12   ~ I& measurements.V13    I& measurements.V14    I& measurements.V15    I& measurements.V16    I& measurements.V17    I& 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LVAL6 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0,59.44,0.,0,29474,-66.2,327,56.39,0.,0,-31966,-61.7,100,56.89,0.,0,-31966,-57.8,86,57.73,0.,0,-31966,-52.5,82,57.62,0.,0,-27870,-48.8,272,57.65,130.06,0,-27902,-44.7,161,57.4,0.,0,-23774,-41.0,301,90.,0.,0,-23774,-36.0,311,90.,0.,0,-19678,-31.8,235,90.,0.,0,-19678,-27.8,171,59.21,0.,0,-15582,-24.6,7,90.,0.,0,-15582,-23.1,41,90.,0.,0,-11486,-20.5,120,90.,0.,0,-11486,-22.1,240,90.,0.,0,-11486,-24.3,246,58.72,0.,0,-11486,-37.0,68,57.48,0.,0,-11486,-78.6,287,50.49,0.,0,29474,-71.9,41,90.,0.,0,29474,-66.3,207,55.96,0.,0,-31966,-61.8,200,60.24,0.,0,-31966,-57.9,95,57.9,0.,0,-31966,-52.6,62,90.,0.,0,-27870,-48.8,299,90.,135.98,0,-27902,-44.8,330,90.,0.,0,-23774,-41.1,5,58.37,0.,0,-23774,-36.3,49,90.,0.,0,-19678,-32.2,181,59.25,0.,0,-19678,-28.3,177,59.05,0.,0,-15582,-25.4,335,90.,0.,0,-15582,-24.2,290,59.33,0.,0,-11486,-22.0,325,90.,0.,0,-11486,-24.3,165,57.68,0.,0,-11486,-27.6,123,59.19,0.,0,-11486,-41.8,266,56.27,0.,0,-11486,-78.8,342,50.52,0.,0,29474,-72.0,274,55.79,0.,0,29474,-66.4,297,56.,0.,0,-31966,-61.9,198,59.97,0.,0,-31966,-58.0,62,90.,0.,0,-31966,-52.8,71,60.55,0.,0,-27870,-49.0,84,57.06,143.16,0,-27902,-45.0,8,57.17,0.,0,-23774,-41.4,71,90.,0.,0,-23774,-36.6,315,90.,0.,0,-19678,-32.6,138,90.,0.,0,-19678,-29.0,83,58.85,0.,0,-15582,-26.3,151,90.,0.,0,-15582,-25.4,42,90.,0.,0,-11486,-23.9,137,90.,0.,0,-11486,-27.1,264,57.37,0.,0,-11486,-31.5,154,56.85,0.,0,-11486,-47.5,39,54.94,0.,0,-11486,-78.9,204,52.32,0.,0,29474,-72.1,354,55.5,0.,0,29474,-66.5,281,54.77,0.,0,-31966,-62.0,148,59.34,0.,0,-31966,-58.2,52,90.,0.,0,-31966,-52.8,192,60.03,0.,0,-27870,-49.1,88,56.88,151.86,0,-2LVAL # @$ $ $  % @% h% % % & 0& P& p& & & & & ' 0' X' ' ' ' '  ( H( p( ( ( ( ) 0) P) p) ) ) ) ) * 0* X* * * * *  + H+ p+ + + + , 0, P, p, , , , , - 0- X- - - - - .  . @. `. . . . . / @/ h/ / / / 0 00 X0 0 0 0 0 1  1 @1 `1 1 1 1 1 2 @2 h2 2 2 2 3 03 X3 3 3 3 3 4  4 @4 `4 4 4 4 4 5 @5 h5 5 5 5 6 06 X6 6 6 6 6  7 H7 p7 7 7 7 8 88 `8 8 8 8 9 (9 P9 x9 9 9 9 : @: h: : : : ; 0; X; ; ; ; ; (< X< < < < = @= p= = = > @> h> > > > ? 8? `? ? ? ? @ H@ x@ @ @ A 0A PA xA A A A  B HB pB B C XC C C D @D pD D D  E pE E E F  F PF xF F F F (G PG pG G G G  H HH hH H @ @ X @ pC @ C @ C @ x @ (D @ XD @  @ D @E @System IDExperiment DateSample Date NotesExperiments B  C  pC   C   C   (  (D @  XD H  D P  D X E ` B C XC C C  Sample DateD @D pD D D  @  @ E @ E @ F @ 0F @ `F @ F @ F @ F @ G @ 8G @ # @ `G @ ( @ (# @ G @ G @ # @ P# @ G @ 0H @ XH @ xH @ H @System IDSample Date Notes Samples 0E `  E h  E p  E x  F  0F  `F  F  F  F  G  8G  #  `G Ȟ  G О  (# ؞  G  G  #  P#  G  0H   XH   xH   H  E pE E E F  F PF xF F F F (G ( PG pG # G G p#  G  H HH hH H  @  @ $ @ $ @ :% @ Z% @ % @ % @ % @ *& @ J& @ j& @ & @ & @ & @ & @  ' @ *' @ J' @ r' @ ' @ ' @ ' @ ( @ :( @ b( @ !( @ "( @ #( @ $) @ %*) @ &J) @ 'j) @ () @ )) @ *) @ +) @ , * @ -** @ .J* @ /r* @ 0* @ 1* @ 2* @ 3+ @ 4:+ @ 5b+ @ 6+ @ 7+ @ 8+ @ 9, @ :*, @ ;J, @ <j, @ =, @ >, @ ?, @ @, @ A - @ B*- @ CJ- @ Dr- @ E- @ F- @ G- @ H- @ I. @ J:. @ KZ. @ Lz. @ M. @ N. @ O. @LVAL P / @ Q2/ @ RZ/ @ S/ @ T/ @ U/ @ V/ @ W"0 @ XJ0 @ Yr0 @ Z0 @ [0 @ \0 @ ]0 @ ^1 @ _:1 @ `Z1 @ az1 @ b1 @ c1 @ d1 @ e 2 @ f22 @ gZ2 @ h2 @ i2 @ j2 @ k2 @ l"3 @ mJ3 @ nr3 @ o3 @ p3 @ q3 @ r3 @ s4 @ t:4 @ uZ4 @ vz4 @ w4 @ x4 @ y4 @ z 5 @ {25 @ |Z5 @ }5 @ ~5 @ 5 @ 5 @ "6 @ J6 @ r6 @ 6 @ 6 @ 6 @ 7 @ :7 @ b7 @ 7 @ 7 @ 7 @ 8 @ *8 @ R8 @ z8 @ 8 @ 8 @ 8 @ 9 @ B9 @ j9 @ 9 @ 9 @ 9 @  : @ 2: @ Z: @ : @ : @ : @ : @ "; @ J; @ r; @ ; @ ; @ ; @ < @ B< @ r< @ < @ < @ = @ 2= @ Z= @ = @ = @ = @ "> @ Z> @ > @ > @ > @ ? @ *? @ R? @ z? @ ? @ ? @ @ @ 2@ @ b@ @ @ @ @ @ @ @ "A @ JA @ jA @ A @ A @ A @ B @ :B @ bB @ B @System IDExperiment Datemeasurements #   Z$  $ (  $ 0  :% 8  Z% @  % H  % P  % X  *& `  J& h  j& p  & x  &  &  &  '  *'  J'  r'  '  '  '  (  :(  b(  (  (  (  )  *)   J)   j)   )  ) (  ) 0  ) 8  * @  ** H  J* P  r* X  * `  * h  * p  + x  :+  b+  +  +  +  ,  *,  J,  j,  ,  ,  ,  ,  -  *-  J-  r-  -   -   -   -  . (  :. 0  Z. 8  z. @  . H  . P  . X  / `  2/ h  Z/ p  / x  /  /  /  "0  J0  r0  0  0  0  0  1  :1  Z1  z1  1  1 LVAL 1  2   22   Z2   2  2 (  2 0  2 8  "3 @  J3 H  r3 P  3 X  3 `  3 h  3 p  4 x  :4  Z4  z4  4  4  4  5  25  Z5  5  5  5  5  "6  J6  r6  6  6   6   7   :7  b7 (  7 0  7 8  7 @  8 H  *8 P  R8 X  z8 `  8 h  8 p  8 x  9  B9  j9  9  9  9  :  2:  Z:  :  :  :  :  ";  J;  r;  ;  ;   ;   <   B<  r< (  < 0  < 8  = @  2= H  Z= P  = X  = `  = h  "> p  Z> x  >  >  >  ?  *?  R?  z?  ?  ?  @  2@  b@  @  @  @  "A  JA  jA   A   A   A  B (  :B 0  bB 8  B @ # @$ $ $  % @% h% % % & 0& P& p& & & & & ' 0' X' ' ' ' '  ( H( p( ( ( ( ) 0) P) p) ) ) ) ) * 0* X* * * * *  + H+ p+ + + + , 0, P, p, , , , , - 0- X- - - - - .  . @. `. . . . . / @/ h/ / / / 0 00 X0 0 0 0 0 1  1 @1 `1 1 1 1 1 2 @2 h2 2 2 2 3 03 X3 3 3 3 3 4  4 @4 `4 4 4 4 4 5 @5 h5 5 5 5 6 06 X6 6 6 6 6  7 H7 p7 7 7 7 8 88 `8 8 8 8 9 (9 P9 x9 9 9 9 : @: h: : : : ; 0; X; ; ; ; ; (< X< < < < = @= p= = = > @> h> > > > ? 8? `? ? ? ? @ H@ x@ @ @ A 0A PA xA A A A  B HB pB SamplesmeasurementspH  J h$ H 8   `                                          LVAL                    S 6      "H   "H   "H                 "                                                                                      !   "   #   $   %   &   '   (   )   *   +   ,   -   .   /   0   1   2   3   4   5   6   7   8   9   :   ;   <   =   >   ?   @   A   B   C   D   E   F   G   H   I   J   K   L   M   N   O   P   Q   R   S   T   U   V   W   X   Y   Z   [   \   ]   ^   _   `   a   b   c   d   e   f   g   h   i   j   k   l   m   n   o   p   q   r   s   t   u   v   w   x   y   z   {   |   }   ~                                                                                                                   LVAL                                                                                         ‚    H  Ă   ł $                        $H   H         H      H   H   H   H   H   H   H   H   H      $      H         H   H    z D XF R D (F E pF HHX P  z  E F  S 0E F pF (Y       0   z `E XS E E  Z h     (  8 H H  X  h  x (  `        @  x        X (  8  H  X 8 h p x       P        0  h     (  8 H H  X  h  x (  `        @  x        X (  8  H  X 8 h p x       P        0  h     (  8 H H  X  h  x (  `        @  x        X (  8  H  X 8 h p x       P        0  h     (  8 H H  X  h  x (  `        @  x        X (  8  H  X 8 h p x       P        0  h     (  8 H H  X  h  x (  `        @  x        X (  8  H  X 8 h p x     LVAL  P        0  h     (  8 H H  X  h  x ( `    @ x   !   ! X (!  8!  H!  X! 8 h! p x!  !  !  ! P !  !  !  ! 0 ! h "  "  ("  8" H H"   X"  h"  x" ( " ` "  "  "  "  @ " x "  "  #   # X (#  8#  H#  X# 8 h# p x#  #  #  # P #  #   #  # 0 # h $  $  ($  8$ H H$ P  0<   d  d  00  <  X= h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x     X    8 p    P    0 h     dH     ( `     @  dx  d      X   0  0  08  0p  0  d  0  0P  0    0  dh      2H : p< x< < < x= = = =LVAL = = = = = = = = = = = = = > > > > > (> 0> 8> @> H> P> X> `> h> p> x> > > > > > > > > > > > > > > > > ? ? ? ? ? (? 0? 8? @? H? P? X? `? h? p? x? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? @ @ @ @ @ (@ 0@ 8@ @@ H@ P@ X@ `@ h@ p@ x@ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ A A A A A (A 0A 8A @A HA PA XA `A hA pA xA A A A A A A A A A A A A A A A A B B B B B (B 0B 8B @B HB PB XB `B hB pB xB B B B B B B B B B B B B B B B B C C C C C (C 0C 8C @C HC PC XC `C hC pC xC C C C C C C C C C C C C C C C C D D D D D (D 0D 8D @D HD PD XD `D hD pD xD D D D D P : ": ; : "3; ; ; "; ; ; " ; P; $;   [wtf]T; "%" ;  "![Dispersed Phase];  " in " ;  [Medium]4< : (; X$ ; @< < P<    0 < "pH Titration"< < < "< (= <  "pH = " ,= H [pH]\= < 0= `< h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x    X    8 p    P    0 h    H    ( `    @ x     X    8 p    P    0 h    H    ( `    @ x     X    8 p    P    0 h    H    ExperimentsD E ReferencePrimaryKey SamplesHE PrimaryKeymeasurementsE E E Reference1PrimaryKeypH  F x= =  8F C C PrimaryKey  F C :   F C D PrimaryKeyF xG  v L L  v N M P  v `P (P `R  J Jq J J J J J J J J J J J J J J J J J J J J J J J J J J J J R  R xR L  hL 8Q  G N ExperimentLVAL pt, Q, t, Q, t, R, t, 8R, t, pR, t, R, t, R, t, S, t, PS, u, S, u, S, u, S, 0u, 0T, @u, hT, Pu, T, `u, T, pu, U, u, HU, u, U, u, U, u, U, u, (V, u, `V, u, V, u, V, v, W, v, @W, v, xW, 0v, W, @v, W, Pv,  X, `v, XX, pv, X, v, X, v, Y, v, 8Y, v, pY, v, Y, v, Y, v, Z, v, PZ, w, Z, w, Z, w, Z, 0w, 0[, @w, h[, Pw, [, `w, [, pw, \, w, H\, w, \, w, \, w, \, w, (], w, `], w, ], w, ], x, ^, x, @^, x, x^, 0x, ^, @x, ^, Px,  _, `x, X_, px, _, x, _, x, `, x, 8`, x, p`, x, `, x, `, x, a, x, Pa, y, a, y, a, y, a, 0y, 0b, @y,  hb, Py, b, `y, b, py, c, y, Hc, y, c, y, c, y, c, y, (d, y,  `d, y, d, y, d, z, e, z, @e, z, xe, 0z, e, @z, e, Pz,  f, `z, Xf, pz, f, z, f, z, g, z, 8g, z, pg, z,  g, z, g, z, h, z, Ph, {, h, {, h, {, h, 0{, 0i, @{, 6,  086,  @, p6, 6, 6, 7, P7, 7, 7, 7, 08, h8,  d8, 8,  d9,  0H9,  0,  , 9, 9, 9, (:, `:, :, :, ;, @;, x;, ;, ;,  <, X<, <, <, =, 8=, p=, =, =, >, P>, >, >, >, 0?, h?, ?, ?, @, H@, @, @, @, (A, `A, A, A, B, @B, xB, B, B,  C, XC, C, C, D, 8D, pD, D, D, E, PE, E, E, E, 0F, hF, F, F, G, HG, G, G, G, (H, `H, H, H, I, @I, xI, I, I,  J, XJ, J, J, K, 8K, pK, K, K, L, PL, L, L, L, 0M, hM, M, M, N, HN, N, N, N, (O, `O, O, O, P, @P, xP, P, P,  Q, XQ, Q, Q, R, 8R, pR, R, R, S, PS, S, S, S, 0T, hT, T, T, U, HU, U, U, U, (V, `V, V, V, W, @W, xW, W, W,  X, XX, X, X, Y, 8Y, pY, Y, Y, Z, PZ, Z, Z, Z, 0[, h[, [, [, \, H\, \, \, \, (], `], ], ], ^, @^, x^, ^, ^,  _, X_, _, _, `, 8`, p`, `, `, a, Pa, a, a, a, LVAL d0b,  hb,  b, b, c, Hc, c, c, c, (d,  `d,  dd,  dd, e, @e,   xe, e,  0e,  0 f,  0Xf,  0f,  df,  0g,  08g,  0pg,  g, g, h,  dPh, h, h,  h,  20i, , , 8, , , , , , , , , ȓ, Г, ؓ, , , ؔ, , , , , , , , , , (, 0, 8, @, H, P, X, `, h, p, x, , , , , , , , , , ȕ, Е, ؕ, , , , , , , , , , (, 0, 8, @, H, P, X, `, h, p, x, , , , , , , , , , Ȗ, Ж, ؖ, , , , , , , , , , (, 0, 8, @, H, P, X, `, h, p, x, , , , , , , , , , ȗ, , ؗ, , , , , , , , , , (, 0, 8, @, H, P, X, `, h, p, x, , , , , , , , , , Ș, И, ؘ, , , , , , , , , , (, 0, 8, @, H, P, X, `, h, p, x, , , , , , , , , , ș, Й, ؙ, , , , , , , , , , (, 0, 8, @, H, P, X, `, h, p, x, , , , , , , , , , Țr, К, ؚ, , , , , , , , , , (, 0, 8, @, H, P, X, `, h, p, x, , , , , , , 6, 86, , ">, , , ", ؒ, , " , , $, "0, `, 4, 6,  [wtf]d, "%" , 9, "![Dispersed Phase]ܒ,  " in " , 8, [Medium]D, , 8, P{, , P, , `, p6, 6, 6, 7, P7, 7, 7, 7, 08, h8, 8, 8, 9, H9, , "pH Titration"4, , D, "P, , T,  "pH = " , 7, [pH], @, , p, 9, 9, 9, (:, `:, :, :, ;, @;, x;, ;, ;,  <, X<, <, <, =, 8=, p=, =, =, >, P>, >, >, >, 0?, h?, ?, ?, @, H@, @, @, @, (A, `A, A, A, B, @B, xB, B, B,  C, XC, C, C, D, 8D, pD, D, D, E, PE, E, E, E, 0F, hF, F, F, G, HG, G, G, G, (H, `H, H, H, I, @I, xI, I, I,  J, XJ, J, J, K, 8K, pK, K, K, L, PL, L, L, L, 0M, hM, M, M, N, HN, N, N, N, (O, `O, O, O, P, @P, xP, P, P,  Q, XQ, Q, Q, R, 8R, pR, R, R, S, PS, S, S, S, 0T, hT, T, T, U, HU, U, U, U, (V, `V, V, V, W, @W, xW, W, W,  X, XX, X, X, Y, 8Y, pY, Y, Y, Z, PZ, Z, Z, Z, 0[, h[, [, [, \, H\, \, \, \, (], `], ], ], ^, @^, x^, ^, ^,  _, X_, _, _, `, 8`, p`, `, `, a, Pa, a, a, a, 0b, hb, b, b, c, Hc, c, c, c, (d, `d, d, d, e, @e, xe, e, e,  f, Xf, f, f, g, 8g, pg, g, g, h, Ph, h, h, h, 0i, hl, hi, j, Experiments, , ReferencePrimaryKey SamplesX, PrimaryKeymeasurementsМ, , , Reference1PrimaryKeypH hl, , ؔ, ,  j, H, , Ț, PrimaryKey hi, , , ؓ,  hl, , , , PrimaryKey, , + v أ, , + v  , , , + v' LVAL7 s G  G  G  G L h= M M 8M M pM M SamplesPrimaryKey H  H  H N M HN N N N  H hO O O O "PrimaryKeyL (8M O N O O O N PrimaryKeymeasurementsReference1 I  I  I `P P P Q P Q  I Q Q Q R Reference1L (M R 8Q DR R  R (Q Reference1pM N P  J  J  J R PR  S S XS S R S  S S XS S    LVAL m C9   > 6Cvi measured at frequency 9   0  m C10   @ 8Cvi measured at frequency 10   0  m C11   @ 8Cvi measured at frequency 11   0  m N1   z rProbable error in attenuation at frequency 1, db/cm/MHz ?   0  m N2   P HRatio signal to noise at frequency 2   0  m N3   P HRatio signal to noise at frequency 3   0  m N4   P HRatio signal to noise at frequency 4   0  m N5   P HRatio signal to noise at frequency 5   0  m N6   P HRatio signal to noise at frequency 6   0  m N7   P HRatio signal to noise at frequency 7   0  m N8   P HRatio signal to noise at frequency 8   0  m N9   P HRatio signal to noise at frequency 9   0  m N10   R JRatio signal to noise at frequency 10   0  m N11   R JRatio signal to noise at frequency 11   0  m N12   R JRatio signal to noise at frequency 12   0  m N13   R JRatio signal to noise at frequency 13   0  m N14   R JRatio signal to noise at frequency 14   0  m N15   R JRatio signal to noise at frequency 15   0  m N16   R JRatio signal to noise at frequency 16   0  m N17   R JRatio signal to noise at frequency 17   0  m N18   R JRatio signal to noise at frequency 18   0  m N19   R JRatio signal to noise at frequency 19   0  m N20   R JRatio signal to noise at frequency 20   0  m N21   R JRatio signal to noise at frequency 21   0  m-LVAL PSM    Median weight-based particle size for unimodal distribution on log diameter scale, um   0 " d50 lognormal m PSW   V NStd deviation for unimodal distribution   0 4 ,st.deviation lognormal m D15 +  r jParticle size at 15% point on cumulative distribution   0  m D50 :  r jParticle size at 50% point on cumulative distribution   0  m V1   F >Sound speed at frequency 1, m/s   0  m V2   f ^Frequency at which sound speed is measured, MHz   0 & volume fraction m V3    zPredicted sound speed at low frequency, Wood Sound Speed, m/s   0  m V4   V NSound speed predicted for unimodal PSD?   0  m V5   R JSound speed predicted for bimodal PSD   0  ma V6        0  m V7   j bFrequency number at which sound speed is measured   0  ma V8        0  ma V9        0  mc V10        0  mc V11        0  mc V12        0  mc V13        0  mc V14        0  mc V15        0  mc V16        0  mc V17        0  mc V18        0  m V19   F >Sound speed phase velocity, m/s   0  mc V20        0  m V21   & Volume fraction   0  m& volume fraction VN1   , $triple psd, size 1   0  m VN2   , $triple psd, size 2   0  m VN3   , $triple psd, size 3   0  mLVAL VN4   . &triple psd, stdev 1   0  m VN5   . &triple psd, stdev 2   0  m VN6   . &triple psd, stdev 3   0  m VN7   & triple psd, fr1   0  m VN8   & triple psd, fr2   0  m VN9   L Dtriple psd, fr3 (20% for milling)   0  mVN10   8 0triple psd fitting error   0  m[VN11      0  m[VN12      0  m[VN13      0  m[VN14      0  mVN15   f ^on line attenuation at selected frequency A15 ?   0  mVN16    online polynomial coef(0) to fit attenuation spectra over selected freq range   0  mVN17    online polynomial coef(1) to fit attenuation spectra over selected freq range   0  mVN18    online polynomial coef(2) to fit attenuation spectra over selected freq range   0  mVN19    online polynomial coef(3) to fit attenuation spectra over selected freq range   0  meVN20        0  meVN21        0  mDensity    @ 8Density of particles, kg/m^3  Den  0  mPart_S_Speed :  B :Sound speed in particles, m/s  S_Sp  0  m$Weight_Fraction    Weight Fraction of sample for this measurement, may decrease during titration experiment. Modify this field to correct record.  Fixed  WFR  0  m F_low   z rLowest frequency used for measurement of attenuation, MHz  Fixed   0  m F_high    | tHighest frequency used for measurement of attenuation, MHz  Fixed   0  m N_exp X  \ TNumber LVALof frequencies used for measuremnts  Fixed  N_frq  0  mLin_exp   | tTrue - linear frequency steps; False - log frequency steps  Log  0  m F_min +   Lowest frequency considered in analysis of attenuation spectra, MHz  Fixed  f_min  0  m F_max :   Highest frequency considered in analysis of attenuation spectra, MHz  Fixed  f_max  0  mmin_size   2 *Minimum particle size  Fixed  d_min  0  mmax_size   2 *Maximum particle size  Fixed  d_max  0  mERR_EXP   Z RAverage error in experimental attenuation   0  mPSMM :  ^ VParticle size for monodisperse distribution   0  mPSMN :  F >Mean number-based particle size   0  m mean sizePSMW :  F >Mean weight-based particle size   0  mean size mSQR(D85/D16)   8 0Polydispersity parameter  Fixed   0  m PSM_1   z rMedian size of the first mode of bimodal distribution, um   0  d50 mode 1 m PSM_2   | tMedian size of the second mode of bimodal distribution, um   0  d50 mode 2 m PSW_1   p hStd deviation of tfirst mode of bimodal distribution   0  m PSW_2   p hStd deviation of second mode of bimodal distribution   0  m Cont_1   > 6Fraction of the first mode?   0  m Cont_2   > 6Fraction of the second mode   0 6 .fraction of larger mode m  SHELL    Parameter that defines sharing of liquid among particles in a unimodal distribution   0  mSHELL_1    Parameter that defines sharing of liquid among mode 1 particles in a bimodal distribution   0  mSHELL_2 LVAL   Parameter that defines sharing of liquid among mode 1 particles in a bimodal distribution   0  m5ERR_MONO    Best fit error between experimental and predicted attenuation assuming a monodisperse distribution, %   0  mQERR_LOG    Best fit error between experimental and predicted attenuation assuming a unimodal distribution, %   0 & error lognormal mK ERR_BI    Best fit error between experimental and predicted attenuation assuming a bimodal distribution, %   0 " error bimodal m+ PSMBi    Median weight-based particle size for bimodal distribution on log diameter scale, um   0  d50 bimodal m PSWBi   T LStd deviation for bimodal distribution   0  m SHELLBi    Parameter that defines sharing of liquid among particles in a bimodal distribution   0  mERR_AVE    xBest fit error considering all three possible distributions.   0  mmin_size_mix   N FMixture, min size from larger mode?   0  mmax_size_mix   T LMixture, max size from the lower mode?   0  m K12   x pDukhin Number, Du, calculated from measured conductivity$ General Number   0   Du m K13   8 0Diffusion frequency, MHz$ General Number   0  m K14   X PZeta potential for non-aqueous media, mV$ General Number   0 ( Zeta non-aqueous m K15    Zeta potential for Du = 0 but MW calculated from measured conductivity$ General Number   0  m K18    not used$ General Number   0  m K19    not used$ General Number   0  m K20    not used$ General Number   0  m K21   n fTheoretical phaLVALQse with DU and MW taken into account$ General Number   0  mF_z_min   \ TLowest frequency used for zeta calculation   0  mF_z_max   ^ VHighest frequency used for zeta calculation   0  m a_zeta   b ZMean size used for zeta potential calculation   0  m K0   H @Conductivity of medium, 1/ohm m Scientific   0 D <illegal value for conductivity m zp   B :Zeta potential of sample, mV  Fixed   0  Zeta [mV] m E12     d50bi$ General Number   0  m E13     d86bi$ General Number   0  m E14     d90bi$ General Number   0  m) E15   f ^ number of charges per particle, overlapped DLs$ General Number   0  mF >charges per particles, ove_rDLs E18   < 4Added meq during titration$ General Number   0  m E19   6 .Total sample volume, ml$ General Number   0  m  E20   Z RScattering adjustment resonance parameter$ General Number   0 4 ,Scattering coefficient m E21   p hCvi phase correction for split sensor at frequency 2$ General Number   0  mF_c_low   n fLowest frequency used for conductivity measurement?   0  mF_c_high   p hHighest frequency used for conductivity measurement?   0  mF_c_min   v nLowest frequency used for conductivity calculation, MHz   0  mF_c_max   z rHighest frequency iused for conductivity calculation, MHz   0  m Rel   N FDouble Layer polarization parameter   0  mnumfreq_c   ` XNumber of frequencies used for conductivity?   0  merr_th_con   p hError in LVAL p, 8, , 0+ ء, ء,q ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ء, ,  81, , `, 0, + x, , @, + , , Experimentsxr+ , xr+ , xr+ , xr+ , أ, Ȕ, , , H, Ȥ, , ؤ, SamplesPrimaryKeyxr+ , xr+ , xr+ ,  , , X, ȥ, , إ, + , x, , , Ħ, "PrimaryKeyأ, (H, ܦ, , , ئ, , , PrimaryKeymeasurementsReference1xr+ , xr+ , xr+ , xr+ , p, , , P, , `, , p, + , , (, H, \, Reference1أ, (, t, , , p, x, , Reference1ԩ, , 8, , , .-data.[Measurement Date] <, H, L, X, , \, :h/@ , , , , :5[@ , Ȫ, , ̪, :q2 5@ , , (, , :%@ ,, 8, `, <, :1z @ d, p, , t, :tI+@ , , Ы, , :Ϋ+@ ԫ, , , , :)F @ , , , :5/l@D, Щ, , , , , , , xr+ ء, xr+ ء, xr+ ء, xr+ ء, , P, (, Э, `, , , , (, , `, , , , hi, hl, j,  0J  A|+D@nano solid/simpleMfr Trade namewatersilica, Ludox noneusrDemo Std{vo`YYYYMGG444444,  Aeь@nano solid/simpleMfr Trade namewatersilica, Ludox noneusrDemo Std{vo`YYYYMGG444444, Ah:b_0@oil/simple med emulsionMfr Trade namewateroil, corn AC noneusrDemo Std{tf____SMM444444, 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Number   0  m E7     d50log$ General Number   0  m E8     d86log$ General Number   0  m E9     d90log$ General Number   0  m E10     d10bi$ General Number   0  m E11     d16bi$ General Number   0  m} E16   $ General Number   0  m E17   Z RAdded reagent volume during titration, ml$ General Number   0  mhRawData         '    & AnalysisProtocol       m    LVAL 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Y Y Y Y Y Y  Y Y Y "Y *Y 2Y :Y BY JY RY ZY bY jY rY zY ~Y Y Y Y Y Y Y Y Y Y Y Y Y Y  Y d Y  Y System IDExperiment Date Measurement Date$Analysis Cond DatepHTempDensityPart_S_SpeedWeight_FractionK1K2K3K4K5K6K7K8K9K10K11K12K13K14K15K16K17K18K19K20K21E1E2E3E4E5E6E7E8E9E10E11E12E13E14E15E16E17E18E19E20E21C1C2C3C4C5C6C7C8C9C10C11A1A2A3A4A5A6A7A8A9A10A11A12A13A14A15A16A17A18A19A20A21N1N2N3N4N5N6N7N8N9N10N11N12N13N14N15N16N17N18N19N20N21V1V2V3V4V5V6V7V8V9V10V11V12V13V14V15V16V17V18V19V20V21VN1VN2VN3VN4VN5VN6VN7VN8VN9VN10VN11VN12VN13VN14VN15VN16VN17VN18VN19VN20VN21PSM PSMBi PSM_1 PSM_2PSMMPSMNPSMWPSW PSWBi PSW_1 PSW_2 Cont_1 Cont_2 SHELLSHELLBiSHELL_1SHELL_2ERR_EXPERR_MONOERR_LOG ERR_BIERR_AVEmin_sizemax_sizemin_size_mixmax_size_mix F_low F_high N_expLin_exp F_min F_maxD15D50D85SQR(D85/D16)F_z_minF_z_maxF_c_lowF_c_highF_c_minF_c_max a_zetaK0Relnumfreq_czperr_th_conUs1Us2Us3RawData 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= 0n hn > 0n pn ? 0n xn @ 1n n A @1n n B p1n n C 1n n D 1n n E2n n F 02n n G `2n n H 2n n I 2n Țn J 2n Кn K 3n ؚn L P3n n M 3n n N 3n n O 3n n P 4n n Q @4n n R p4n n S 4n n T 4n n U5n (n V 05n 0n W `5n 8n X 5n @n Y 5n Hn Z 5n Pn [ 6n Xn \ P6n `n ] 6n hn ^ 6n pn _ 6n xn ` 7n n a @7n n b p7n n c 7n n d 7n n e8n n f 08n n g `8n n h 8n n i 8n țn j 8n Лn k 9n ؛n l P9n n m 9n n n 9n n o 9n n q :n n r @:n n s p:n n t :n n u :n n v;n (n w 0;n 0n x `;n 8n y ;n @n z ;n Hn { ;n Pn | n n  0>n n  `>n n  >n n  >n Ȝn  >n Мn  ?n ؜n  P?n n  ?n n  ?n n  ?n n  @n n  @@n n  p@n n  @n n  @n n An (n  0An 0n  `An 8n  An @n  An Hn  An Pn  Bn Xn  PBn `n  Bn hn  Bn pn  Bn xn  Cn n  @Cn n  pCn n  Cn n  Cn n  Dn n  HDn n  Dn n  Dn n  Dn ȝn  (En Нn  `En ؝n  En n  En n  Fn n  @Fn n  Fn n  Fn n  Fn n  (Gn n  XGn n  Gn (n  Gn 0n  Gn 8n  Hn @n  PHn Hn  Hn Pn  Hn Xn  Hn `n  0In hn  hIn pn „ In xn Ä In n Ą Jn n ń HJn n Ƅ xJn n DŽ Jn n ʄ Jn n ˄ Kn n ̄ @Kn n ̈́ pKn n ΄ Kn Ȟn τ Ln Оn Є xLn ؞n ф Ln n ҄Mn n ӄ HMn n Ԅ Mn n Մ Mn n ք Mn n ׄ @Nn n ؄ Nn n ل Nn n ڄ 0On (n ۄ `On 0n ܄ On 8n ݄ On @n ބ On Hn ߄ Pn Pn  XPn Xn  Pn `n  Pn hn  Pn pn  Qn xn  PQn n  Qn n  Qn n  Qn n  Rn n  @Rn n  pRn n data.wtf`n +data.[Dispersed Phase]n 'data.[Chemical name]n P#n -data.[Measurement Date]n data.PSM0n data.PSWPn data.zppn data.err_th_conn data.pHn data.V1ȗn data.C2n data.K1n data.Tempn data.Medium0n ;data.Experiments.[Sample Date]Pn /data.Samples.[Sample id]n &n &n &n ('n 'n 'n (n X(n (n (n )n 0)n `)n )n )n )n  *n P*n *n *n *n +n @+n p+n +n +n ,n 0,n `,n ,n ,n ,n  -n P-n -n -n -n .n @.n p.n .n .n /n 0/n `/n /n /n /n  0n P0n 0n 0n 0n 1n @1n p1n 1n 1n 2n 02n `2n 2n 2n 2n  3n P3n 3n 3n 3n 4n @4n p4n 4n 4n 5n 05n `5n 5n 5n 5n  6n P6n 6n 6n 6n 7n @7n p7n 7n 7n 8n 08n `8n 8n 8n 8n  9n P9n 9n 9n 9n :n @:n p:n :n :n ;n 0;n `;n ;n ;n ;n  n 0>n `>n >n >n >n  ?n P?n ?n ?n ?n @n @@n p@n @n @n An 0An `An An An An  Bn PBn Bn Bn Bn Cn @Cn pCn Cn Cn Dn HDn Dn Dn Dn (En `En En En Fn @Fn Fn Fn Fn (Gn XGn Gn Gn Gn  Hn PHn Hn Hn Hn 0In hIn In In Jn HJn xJn Jn Jn Kn @Kn pKn Kn Ln xLn Ln Mn HMn Mn Mn Mn @Nn Nn Nn 0On `On On On On  Pn XPn Pn Pn Pn Qn PQn Qn Qn Qn Rn @Rn pRn hn (cn n dn n dn n hq Z#n Pl "n Pl "n Pl %n Pl Z&n Pl &n Pl &n Pl Ȯn hq  n hq #n Pl 'n Pl $n Pl %n Pl (n Pl <(n Pl |(n Pl \%n Pl (n Pl (n Pl $)n Pl T)n Pl )n Pl )n Pl )n Pl *n Pl D*n Pl !t*n Pl "*n Pl #*n Pl $+n Pl %4+n Pl &d+n Pl '+n Pl (+n Pl )+n Pl *$,n Pl +LVALT,n Pl ,,n Pl -,n Pl .,n Pl /-n Pl 0D-n Pl 1t-n Pl 2-n Pl 3-n Pl 4.n Pl 54.n Pl 6d.n Pl 7.n Pl 8.n Pl 9.n Pl :$/n Pl ;T/n Pl </n Pl =/n Pl >/n Pl ?0n Pl @D0n Pl At0n Pl B,%n Pl 0n Pl C0n Pl D1n Pl E41n Pl Fd1n Pl G1n Pl H1n Pl I1n Pl J$2n Pl KT2n Pl L2n Pl M2n Pl N2n Pl O3n Pl PD3n Pl Qt3n Pl R3n Pl S3n Pl T4n Pl U44n Pl Vd4n Pl W4n Pl X4n Pl Y4n Pl Z$5n Pl [T5n Pl \5n Pl ]5n Pl ^5n Pl _6n Pl `D6n Pl at6n Pl b6n Pl c6n Pl d7n Pl e47n Pl fd7n Pl g7n Pl h7n Pl i7n Pl j$8n Pl kT8n Pl l8n Pl m8n Pl n8n Pl o9n Pl pD9n Pl qt9n Pl r9n Pl s9n Pl t:n Pl u$n Pl 4:n Pl vd:n Pl w:n Pl x:n Pl y:n Pl z$;n Pl {T;n Pl |;n Pl };n Pl ~;n Pl n Pl T>n Pl >n Pl >n Pl >n Pl ?n Pl D?n Pl t?n Pl ?n Pl ?n Pl @n Pl 4@n Pl d@n Pl @n Pl @n Pl @n Pl $An Pl TAn Pl An Pl An Pl #n Pl An Pl Bn Pl DBn Pl tBn Pl Bn Pl Bn Pl ,$n Pl Cn Pl 4Cn Pl dCn Pl Cn Pl Cn Pl Dn Pl 4Dn Pl lDn Pl Dn Pl Dn Pl En Pl LEn Pl En Pl En Pl En Pl ,Fn Pl dFn Pl Fn Pl Fn Pl Gn Pl LGn Pl |Gn Pl Gn Pl Gn Pl Hn Pl DHn Pl tHn Pl Hn Pl Hn Pl In Pl TIn Pl In Pl In Pl In Pl 4Jn Pl lJn Pl Jn Pl Jn Pl \$n Pl $n Pl Kn Pl 4Kn Pl dKn Pl Kn Pl Ln Pl Ln Pl "Mn Pl jMn Pl Mn Pln hq Nn Pl bNn Pl JOn Pl zOn Pl On Pl On Pl  Pn Pl :Pn Pl 2#n Pl rPn Pl Pn Pl Pn Pl  Qn Pl jQn Pl Qn Pl Qn Pl Rn Pl 2Rn Pl ZRn Pl Rn PlExperiments SamplesmeasurementsSample DateSystem IDExperiment Date Notesdata (cn dn dn  Zn Xn  Z#n `n  pn hn  n n  n n   n n  &n n  &n n  &n n  2'n n  n n  'n `n  pn hn  n n  'n n  "(n n  b(n n   n n   (n n   (n n   )n n   :)n n  j)n n  )n (n  )n 0n  )n 8n  **n @n  Z*n Hn  *n Pn  *n Xn  *n `n  +n hn  J+n pn  z+n xn  +n n  +n n  ,n n  :,n n  j,n n  ,n n   ,n n ! ,n n " *-n n # Z-n n $ -n n % -n n & -n n ' .n n ( J.n n ) z.n n * .n n + .n n , /n n - :/n n . j/n n / /n (n 0 /n 0n LVAL1 /n 8n 2 *0n @n 3 Z0n Hn 4 Xn Pn 5 0n xn 6 0n n 7 0n n 8 1n n 9 J1n n : z1n n ; 1n n < 1n n = 2n n > :2n n ? j2n n @ 2n n A 2n n B 2n n C *3n n D Z3n n E 3n n F 3n n G 3n n H 4n n I J4n n J z4n n K 4n (n L 4n 0n M 5n 8n N :5n @n O j5n Hn P 5n Pn Q 5n Xn R 5n `n S *6n hn T Z6n pn U 6n xn V 6n n W 6n n X 7n n Y J7n n Z z7n n [ 7n n \ 7n n ] 8n n ^ :8n n _ j8n n ` 8n n a 8n n b 8n n c *9n n d Z9n n e 9n n f 9n n g 9n n h n n i :n 8n j J:n @n k z:n Hn l :n Pn m :n Xn n ;n `n o :;n hn p j;n pn q ;n xn r ;n n s ;n n t *n n  :>n n  j>n n  >n n  >n n  >n n  *?n n  Z?n n  ?n n  ?n (n  ?n 0n  @n 8n  J@n @n  z@n Hn  @n Pn  @n Xn  An `n  :An hn  jAn pn  An xn  n n  An n  An n  *Bn n  ZBn n  Bn n  Bn n  n n  Bn n  Cn n  JCn n  zCn (n  Cn 0n  Cn 8n  Dn @n  RDn Hn  Dn Pn  Dn Xn  Dn `n  2En hn  jEn pn  En xn  En n  Fn n  JFn n  Fn n  Fn n  Fn n  2Gn n  bGn n  Gn n  Gn n  Gn n  *Hn n  ZHn n  Hn n  Hn n  In n  :In n  rIn n  In n  In n  Jn n  RJn (n  Jn 0n  Jn 8n  Hn @n  pn hn „ Jn n Ä Kn n Ą JKn n ń zKn n  Kn n  Ln n  Ln n  Ln n  Mn n  RMn n  Mn n  Mn n   Nn n   JNn n  Nn n  Nn n  :On n  jOn (n  On 0n  On 8n  On @n  *Pn Hn  Xn Pn   bPn n   Pn n   Pn n   Pn n  "Qn n  ZQn n  Qn n  Qn n  Qn n  "Rn n  JRn n  zRn n Pn P#n `n Samples.wtfn 1Samples.[Dispersed Phase]0n Samples.Mediumn &n &n &n ('n n 9measurements.Measurement Date'n n measurements.pHn !measurements.Temp'n (n X(n n measurements.K1(n (n )n 0)n `)n )n )n )n  *n P*n *n *n *n +n @+n p+n +n +n ,n 0,n `,n LVAL,n ,n ,n  -n P-n -n -n -n .n @.n p.n .n .n /n 0/n `/n /n /n /n  0n P0n n measurements.C20n 0n 0n 1n @1n p1n 1n 1n 2n 02n `2n 2n 2n 2n  3n P3n 3n 3n 3n 4n @4n p4n 4n 4n 5n 05n `5n 5n 5n 5n  6n P6n 6n 6n 6n 7n @7n p7n 7n 7n 8n 08n `8n 8n 8n 8n  9n P9n 9n 9n 9n ȗn measurements.V1:n @:n p:n :n :n ;n 0;n `;n ;n ;n ;n  n 0>n `>n >n >n >n  ?n P?n ?n ?n ?n @n @@n p@n @n @n An 0An `An An 0n measurements.PSMAn An  Bn PBn Bn Bn Pn measurements.PSWBn Cn @Cn pCn Cn Cn Dn HDn Dn Dn Dn (En `En En En Fn @Fn Fn Fn Fn (Gn XGn Gn Gn Gn  Hn PHn Hn Hn Hn 0In hIn In In Jn HJn xJn Jn pn measurements.zpn -measurements.err_th_conJn Kn @Kn pKn Kn Ln xLn Ln Mn HMn Mn Mn Mn @Nn Nn Nn 0On `On On On On  Pn n )Samples.Chemical nameXPn Pn Pn Pn Qn PQn Qn Qn Qn Rn @Rn pRn n Pl n Pl Ln Pl Ln Pl "Mn Pl n Pl jMn Pl Mn Pl n Pl Nn Pl bNn PlSystem IDExperiment DateSample Date NotesExperiments Kn Pn  2Ln Xn  Ln `n  Ln hn  "Mn pn  n xn  jMn n  Mn n  Mn n  Nn n  bNn n Kn Ln xLn Ln Mn Pn Sample DateHMn Mn Mn Mn @Nn Pn Pl hn Pl JOn Pl zOn Pl On Pl On Pl  Pn Pl :Pn Pl 2#n Pl rPn Pl Pn Pl Pn Pl Z&n Pl  Qn Pl n Pl "n Pl jQn Pl Qn Pl %n Pl "n Pl Qn Pl Rn Pl 2Rn Pl ZRn Pl Rn PlSystem IDSample Date Notes Samples Nn n  Nn n  JOn n  zOn n  On n  On n  Pn n  :Pn n  hn n  rPn n  Pn n  Pn n  n n  Qn 8n  2Qn @n  n Hn  jQn Pn  Qn Xn  n `n  pn hn  Qn n  Rn n  2Rn n  ZRn n  Rn n Nn Nn 0On `On On On On  Pn n XPn Pn Pn n Sample idPn Qn `n PQn Qn 0n n Dispersed PhaseQn Qn Rn @Rn pRn o Pl 0o Pl #n Pl 'n Pl $n Pl %n Pl (n Pl <(n Pl |(n Pl \%n Pl (n Pl (n Pl $)n Pl T)n Pl )n Pl )n Pl )n Pl *n Pl D*n Pl !t*n Pl "*n Pl #*n Pl $+n Pl %4+n Pl &d+n Pl '+n Pl (+n Pl )+n Pl *$,n Pl +T,n Pl ,,n Pl -,n Pl .,n Pl /-n Pl 0D-n Pl 1t-n Pl 2-n Pl 3-n Pl 4.n Pl 54.n Pl 6d.n Pl 7.n Pl 8.n Pl 9.n Pl :$/n Pl ;T/n Pl </n Pl =/n Pl >/n Pl ?0n Pl @D0n Pl At0n Pl B,%n Pl 0n Pl C0n Pl D1n Pl E41n Pl Fd1n Pl G1n Pl H1n Pl I1n Pl J$2n Pl KT2n Pl L2n Pl M2n PlLVAL N2n Pl O3n Pl PD3n Pl Qt3n Pl R3n Pl S3n Pl T4n Pl U44n Pl Vd4n Pl W4n Pl X4n Pl Y4n Pl Z$5n Pl [T5n Pl \5n Pl ]5n Pl ^5n Pl _6n Pl `D6n Pl at6n Pl b6n Pl c6n Pl d7n Pl e47n Pl fd7n Pl g7n Pl h7n Pl i7n Pl j$8n Pl kT8n Pl l8n Pl m8n Pl n8n Pl o9n Pl pD9n Pl qt9n Pl r9n Pl s9n Pl t:n Pl u$n Pl 4:n Pl vd:n Pl w:n Pl x:n Pl y:n Pl z$;n Pl {T;n Pl |;n Pl };n Pl ~;n Pl n Pl T>n Pl >n Pl >n Pl >n Pl ?n Pl D?n Pl t?n Pl ?n Pl ?n Pl @n Pl 4@n Pl d@n Pl @n Pl @n Pl @n Pl $An Pl TAn Pl An Pl An Pl #n Pl An Pl Bn Pl DBn Pl tBn Pl Bn Pl Bn Pl ,$n Pl Cn Pl 4Cn Pl dCn Pl Cn Pl Cn Pl Dn Pl 4Dn Pl lDn Pl Dn Pl Dn Pl En Pl LEn Pl En Pl En Pl En Pl ,Fn Pl dFn Pl Fn Pl Fn Pl Gn Pl LGn Pl |Gn Pl Gn Pl Gn Pl Hn Pl DHn Pl tHn Pl Hn Pl Hn Pl In Pl TIn Pl In Pl In Pl In Pl 4Jn Pl lJn Pl Jn Pl Jn Pl \$n Pl $n Pl Kn Pl 4Kn Pl dKn Pl Kn PlSystem IDExperiment Datemeasurements &n )o  L'n )o  :n )o  'n )o  n )o  n )o  (n )o  <(n )o  |(n )o  n )o  (n )o  (n *o  $)n *o  T)n *o  )n *o  )n *o  )n (*o  *n 0*o  D*n 8*o  t*n @*o  *n H*o  *n P*o  +n X*o  4+n `*o  d+n h*o  +n p*o  +n x*o  +n *o  $,n *o  T,n *o  ,n *o  ,n *o  ,n *o  -n *o  D-n *o  t-n *o  -n *o  -n *o  .n *o  4.n *o  d.n *o  .n *o  .n *o  .n +o  $/n +o  T/n +o  /n +o  /n +o  /n (+o  0n 0+o  D0n 8+o  t0n @+o  rn H+o  0n P+o  0n X+o  1n `+o  41n h+o  d1n p+o  1n x+o  1n +o  1n +o  $2n +o  T2n +o  2n +o  2n +o  2n +o  3n +o  D3n +o  t3n +o  3n +o  3n +o  4n +o  44n +o  d4n +o  4n +o  4n ,o  4n ,o  $5n ,o  T5n ,o  5n ,o  5n 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4,-64.4,317,90.,0.,0,25378,-61.0,176,51.14,0.,0,29474,-56.5,263,51.34,0.,0,29474,-53.3,91,51.28,151.2,0,-31998,-49.8,311,90.,0.,0,-31966,-47.1,102,51.73,0.,0,-27870,-43.5,258,51.98,0.,0,-27870,-40.8,222,54.82,0.,0,-23774,-38.5,225,90.,0.,0,-23774,-37.4,326,50.94,0.,0,-19678,-37.4,323,51.22,0.,0,-19678,-38.5,330,49.56,0.,0,-15582,-43.8,269,48.78,0.,0,-15582,-51.4,59,46.99,0.,0,-11486,-70.1,118,42.69,0.,0,-18654,-80.7,204,51.43,0.,0,21282,-74.1,242,50.23,0.,0,25378,-69.2,113,48.88,0.,0,29474,-65.3,354,50.87,0.,0,25378,-62.2,353,50.85,0.,0,29474,-57.7,333,54.52,0.,0,29474,-54.8,197,51.73,161.96,0,-31998,-51.5,270,51.49,0.,0,-31966,-49.3,117,51.05,0.,0,-27870,-45.8,239,55.32,0.,0,-27870,-43.4,129,50.1,0.,0,-23774,-41.8,85,50.98,0.,0,-23774,-41.6,278,50.29,0.,0,-19678,-42.4,224,50.46,0.,0,-19678,-44.4,211,49.82,0.,0,-15582,-50.9,308,46.91,0.,0,-15582,-61.3,261,44.81,0.,0,-10974,-83.2,75,47.04,0.,0,-17887,-81.3,225,50.49,0.,0,21282,-75.1,237,49.95,0.,0,25378,-70.2,155,48.33,0.,0,29474,-66.5,182,50.61,0.,0,25378,-63.5,78,50.22,0.,0,29474,-59.1,97,50.83,0.,0,29474,-56.7,168,50.34,175.42,0,-31998,-53.6,312,90.,0.,0,-31966,-51.5,132,49.16,0.,0,-27870,-48.7,176,51.19,0.,0,-27870,-46.9,29,49.28,0.,0,-23774,-45.9,74,49.62,0.,0,-23774,-46.1,244,48.72,0.,0,-19678,-48.3,163,47.92,0.,0,-19678,-52.0,302,45.98,0.,0,-15582,-60.8,230,45.38,0.,0,-15070,-73.8,315,47.79,0.,0,-9951,-93.4,48,7.66,0.,4,-19679,-82.2,228,49.35,0.,0,21282,-76.2,293,49.03,0.,0,25378,-71.6,354,47.56,0.,0,29474,-67.9,283,51.01,0.,0,25378,-65.2,221,54.42,0.,0,29474,-61.1,93,49.93,0.,0,29474,-58.9,236,49.19,192.14,0,-31998,-56.2,357,49.93,0.,0,-31966,-54.6,114,47.95,0.,0,-27870,-52.1,132,48.85,0.,0,-27870,-51.2,81,46.64,0.,0,-23774,-50.9,102,46.77,0.,0,-23774,-52.2,274,46.04,0.,0,-19678,-55.6,18,43.66,0.,0,-19678,-60.8,16,45.18,0.,0,-15070,-72.1,90,46.45,0.,0,-14303,-88.7,193,90.,0.,0,-9695,0.0,0,0.,0.,5,-20480,-83.3,289,48.61,0.,0,21282,-77.6,142,47.88,0.,0,25378,-73.0,104,46.65,0.,0,29474,-69.8,81,49.61,0.,0,25378,-67.3,235,49.31,0.,0,29474,-63.7,174 LVAL ,49.53,0.,0,29474,-61.4,299,47.31,212.7,0,-31998,-59.1,11,49.83,0.,0,-31966,-58.2,103,46.39,0.,0,-27870,-56.7,220,47.76,0.,0,-27870,-56.4,158,42.68,0.,0,-23774,-57.3,188,42.25,0.,0,-23774,-59.3,198,40.18,0.,0,-19678,-64.5,167,44.6,0.,0,-18910,-72.0,326,46.58,0.,0,-14302,-86.3,96,90.,0.,0,-13791,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-20480,-84.3,152,47.56,0.,0,21282,-79.4,273,47.1,0.,0,25378,-74.8,283,45.8,0.,0,29474,-72.0,127,49.62,0.,0,25378,-69.7,360,47.38,0.,0,29474,-66.5,283,48.41,0.,0,29474,-64.6,357,45.66,237.98,0,-31998,-63.2,65,47.78,0.,0,-31966,-62.8,283,43.1,0.,0,-27870,-62.2,40,44.38,0.,0,-27870,-62.7,15,43.26,0.,0,-23262,-64.6,266,44.3,0.,0,-23006,-68.5,185,43.47,0.,0,-18654,-75.6,350,90.,0.,0,-17886,-85.4,252,90.,0.,0,-13791,-93.5,98,6.86,0.,4,-15583,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-20480,_ : q@QA0@ @?ȷ??G@f@$S@?>a@oݔ@@B@|??o?$?? ){?̺??/?l?q? *P?@?`?O? ?? 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LVAL .3,49,49.54,0.,0,-15582,-49.3,312,46.36,0.,0,-15582,-74.9,221,46.98,0.,0,-18142,-78.6,156,48.31,0.,0,21282,-72.3,285,48.41,0.,0,25378,-66.4,305,48.52,0.,0,29474,-62.0,163,56.8,0.,0,25378,-58.0,56,90.,0.,0,29474,-52.5,6,49.64,0.,0,-31966,-48.5,109,90.,238.48,0,-31998,-44.3,223,90.,0.,0,-27870,-40.9,133,90.,0.,0,-27870,-36.8,326,53.11,0.,0,-23774,-33.9,25,90.,0.,0,-23774,-31.6,27,54.8,0.,0,-19678,-30.8,78,49.31,0.,0,-19678,-32.3,47,49.6,0.,0,-15582,-35.6,137,48.18,0.,0,-15582,-44.6,148,47.73,0.,0,-15582,-58.9,138,40.89,0.,0,-15582,-89.2,35,39.46,0.,0,-17887, RʤHAQA0@ @?>p?N@zDB`e<= 4CB?MAa@3SD@@D=8@??@=??MbP?@@@X@`ff @@33 @?@?)\RIf@eь@ь@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 3, 99.5, .001, 1000,0.5,0.1,0.5,2,0.1,0.2,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0,3,CQAzA0@ @?>{.>@zD1CB?mKA`@3SD@@D=8@??@=??MbP?@@@X@`ff @@33 @Q?@?{G2f@E.ь@nQь@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 3, 99.5, .001, 1000,0.5,0.1,0.5,2,0.1,0.2,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0,3,C R = A A0@ @?>p?@zD}=R4CB?DMAa@3SD@@D=8@??@=??MbP?@@@X@`ff @@33 @?@?Hz_f@eь@dь@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 3, 99.5, .001, 1000,0.5,0.1,0.5,2,0.1,0.2,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0,3,CHAA0@ @?>p?ؑ@zD+=\4CB?d8MA@a@3SD@@D=8@??@=??MbP?@@@X@`ff @@33 @?@?\(\bf@eь@6ь@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 3, 99.5, .001, 1000,0.5,0.1,0.5,2,0.1,0.2,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0,3,C R HAA0@ @?>p?'@zDt=4CB?dHMAb@3SD@@D=8@??@=??MbP?@@@X@`ff @@33 @?@?H(\gf@eь@\ь@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 3, 99.5, .001, 1000,0.5,0.1,0.5,2,0.1,0.2,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0,3,CHAA0@ @?>p?@zDL7= 4CB?AMAa@3SD@@D=8@??@=??MbP?@@@X@`ff @@33 @?@?RQcf@eь@ ь@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 3, 99.5, .001, 1000,0.5,0.1,0.5,2,0.1,0.2,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0,3,C R HAA0@ @?>p?Ւ@zD=5CB?.kMAb@3SD@@D=8@??@=??MbP?@@@X@`ff @@33 @?@?zGif@eь@TYь@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 3, 99.5, .001, 1000,0.5,0.1,0.5,2,0.1,0.2,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0,3,C= AA0@ @?>p?P@zDGa={4CB?PMA@b@3SD@@D=8@??@=??MbP?@@@X@`ff @@33 @?@?= 33333[f@eь@jь@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 3, 99.5, .001, 1000,0.5,0.1,0.5,2,0.1,0.2,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0,3,C~ Rʐ\AA0@ @?'1>Q=0d@zD@={T4CxT<|v<<#=0=d&<ϑ?`=?t5?@3?7?$ 6?S\4?c@ZD$AfDfDfD@@@fDD=`[?8@8@8@8@8@8@8@8@8@8@8@8@8@8@`J? )vο?!</$? ףp= ?p= ף?U؟?'1>?????@ffffff@@ffffff@{Gz?@@@X@2@?@X@`ff @@33 @2%䃞?@?33Hzf@lь@Ҍ@FSY , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3,99.5,0.01,1000,0.0298,0.133,0.021,0.09,0.05,0.1,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0, 3,cHAA0@ @?>p?D@zDj<=ff4CB?MAb@3SD@@D=8@??@=??MbP?@@@X@`ff @@33 @?@?= ףpUf@fffь@e|ь@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 3, 99.5, .001, 1000,0.5,0.1,0.5,2,0.1,0.2,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0,3,CLVAL.,-31966,-57.6,292,90.,0.,0,-31966,-54.7,76,55.65,145.04,0,-27902,-52.0,161,57.78,0.,0,-27870,-50.3,61,58.46,0.,0,-23774,-48.1,185,56.77,0.,0,-23774,-47.9,303,55.29,0.,0,-19678,-49.4,248,54.33,0.,0,-15582,-54.4,36,50.77,0.,0,-15582,-64.3,101,41.4,0.,0,-15582,-77.9,135,43.13,0.,0,-10207,-100.4,274,5.77,0.,4,-11487,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-16384,-82.2,100,54.41,0.,0,25378,-75.5,307,54.99,0.,0,29474,-70.2,305,90.,0.,0,29474,-66.1,261,60.09,0.,0,29474,-62.6,271,55.93,0.,0,-31966,-58.1,183,57.46,0.,0,-31966,-55.4,240,58.57,154.2,0,-27902,-53.2,27,90.,0.,0,-27870,-51.9,163,54.3,0.,0,-23774,-50.4,21,55.79,0.,0,-23774,-51.3,141,53.18,0.,0,-19678,-54.2,58,50.75,0.,0,-15582,-61.1,226,44.46,0.,0,-15582,-74.1,84,43.81,0.,0,-14558,-89.2,159,40.83,0.,0,-9695,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-16384,-82.4,227,53.31,0.,0,25378,-75.7,351,52.73,0.,0,29474,-70.5,328,59.62,0.,0,29474,-66.4,342,59.86,0.,0,29474,-63.1,144,59.38,0.,0,-31966,-58.8,323,90.,0.,0,-31966,-56.4,73,54.3,165.32,0,-27902,-54.5,93,56.55,0.,0,-27870,-53.8,316,51.49,0.,0,-23774,-53.3,164,52.07,0.,0,-23774,-55.2,245,49.62,0.,0,-19678,-60.1,164,45.54,0.,0,-15582,-69.6,109,45.22,0.,0,-14814,-85.7,349,44.1,0.,0,-13791,-103.5,93,2.37,0.,4,-11487,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-16384,-82.6,258,53.9,0.,0,25378,-76.1,358,52.4,0.,0,29474,-70.9,26,59.9,0.,0,29474,-66.8,189,59.84,0.,0,29474,-63.7,253,58.03,0.,0,-31966,-59.7,117,90.,0.,0,-31966,-57.6,87,53.43,178.92,0,-27902,-56.2,186,55.63,0.,0,-27870,-56.2,28,49.72,0.,0,-23774,-56.7,178,48.39,0.,0,-23774,-60.1,241,45.35,0.,0,-19678,-67.1,270,44.49,0.,0,-15070,-79.5,210,47.14,0.,0,-14046,-100.7,106,29.13,0.,4,-13791,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-16384,-82.9,245,51.85,0.,0,25378,-76.5,35,53.84,0.,0,29474,-71.4,204,59.01,0.,0,29474,-67.5,265,55.88,0.,0,29474,-64.5,6,54.7,0.,0,-31966,-60.7,78,59.1,0.,0,-31966,-59.0,111,53.04,195.52,0,-27902,-58.2,181,54.57,0.,0,-27870,-59.2,308,45.69,0.,0,-23774,-61.0,56,44.48,0. LVAL0,0,-23774,-66.3,203,45.28,0.,0,-19166,-75.8,190,46.1,0.,0,-14302,-91.4,103,38.27,0.,0,-13791,-106.2,84,-0.55,0.,4,-15583,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-16384,-83.2,265,51.36,0.,0,25378,-77.0,196,51.3,0.,0,29474,-71.9,254,57.34,0.,0,29474,-68.2,350,54.62,0.,0,29474,-65.5,293,57.32,0.,0,-31966,-62.0,57,90.,0.,0,-31966,-60.7,44,51.41,215.7,0,-27902,-60.7,34,52.24,0.,0,-27870,-62.7,105,42.42,0.,0,-23774,-65.9,275,45.5,0.,0,-23262,-73.6,358,44.09,0.,0,-18654,-86.1,284,43.53,0.,0,-13790,-103.9,205,1.39,0.,4,-15583,0.0,0,0.,0.,5,-16384,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-16384,-83.6,40,54.38,0.,0,25378,-77.6,220,53.26,0.,0,29474,-72.4,303,58.48,0.,0,29474,-69.1,239,90.,0.,0,29474,-66.6,227,54.57,0.,0,-31966,-63.4,291,58.34,0.,0,-31966,-62.8,177,47.88,240.12,0,-27902,-63.8,104,48.3,0.,0,-27870,-66.9,221,44.38,0.,0,-23262,-72.3,298,48.27,0.,0,-22750,-82.5,294,90.,0.,0,-17886,-98.8,267,6.78,0.,4,-15583,-99.4,56,6.22,0.,4,-15583,0.0,0,0.,0.,5,-16384,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-16384,t C @\A @Ė@?Q@Z@aA.ABʆ;~X;v#B?@b?`??@u? ?c?E?M??`? S?`P?h?`?@ ??`b? ?{]?`ib? ɕ{?&x?c?|a?`D[?@0P?0P?G?ʮI?@O?jAS?`;FX?`?Np?4v?s?@fD$A3SD3cD3SD@@@fD?5^>333333?8@8@8@8@8@8@8@8@8@8@8@8@8@?@7@@-?aA{Gz?J +?*I&@ 1@R>Q?Q????@ffffff@?@MbP?@@@X@2@?@X@?h:b_0@S0@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 1000,14.0973,0.310,0.010,0.909,0.12,0.10,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0, 3,C@A @Ė@?@d@KpA oBB,N;Ƃ;'"<mj<'>B?,?`8?` @?F??@1?i?H!?@?@W?@p?0?`[?a??[??@g? ?{~? ^n?@?I?i?$ d? Z?^Q?O"a?]?xU?3rS?j\?W?@\?@n?%?;?@@͜D$AYDiDYD@@@͜D?5^>?8@8@8@8@8@8@8@8@8@8@8@8@8@3?b@І@` י?9pA{Gz?K7A`?*I&@z,CK4@ף>Q?Q????@@ffffff@333333@MbP?@@@X@2@?@X@?h:b_0@:0@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 1000,15.0440,0.345,0.010,0.918,0.12,0.10,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0, 3,Co A AA0@ @?>Q=@zDj<=Q4C<뒺<Q?Q????@ffffff@@333333 @{Gz?@@@X@2@?@X@`ff @@33 @Q?@?q=(\f@lь@>^Ҍ@(DC , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3,99.5,0.01,1000,0.03,0.13,0.021,0.091,0.06,0.1,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0, 3,cq=A)\A0@ @?>Q=4@zD㥛=4C?????@@333333@?{Gz?@@@X@2@?@X@`ff @@33 @Q?@?Q= ףpf@lь@=Ҍ@Dm , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3,99.5,0.01,1000,0.03,0.129,0.02,0.09,0.05,0.1,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0, 3,c"4YNSS33 Y VdY  Y s Y SdY  Y pdY Y Y Y   Y  (Y  0Y  8Y  @Y HY PY XY `Y hY pY xY Y Y Y Y Y Y Y Y Y Y Y  Y!! Y"" Y## Y$$ Y%% Y&& Y'' Y(( Y))  Y** (Y++ 0Y,, 8Y-- @Y.. HY// PY00 XY11 `Y22 hY33 pY44 xY55 Y66 Y77 Y88 Y99 Y:: Y;; Y<< Y== Y>> Y?? Y@@ YAA YBB YCC YDD YEE YFF YGG YHH YII  YJJ (YKK 0YLL 8YMM @YNN HYOO PYPP XYQQ ` YRR  dNameRevDate Author OriginRank Chemical FormulaStandardDensity TrDensity CoDensity C1Density C2Density C3Density FormulaDensity ErrViscosity TrViscosity CoViscosity C1Viscosity C2Viscosity C3"Viscosity FormulaViscosity ErrS_Speed TrS_Speed CoS_Speed C1S_Speed C2S_Speed C3S_Speed FormulaS_Speed Err0Thermal Conductivity Tr0Thermal Conductivity Co0Thermal Conductivity C10Thermal Conductivity C20Thermal Conductivity C38Thermal Conductivity Formula0Thermal Conductivity Err"Heat Capacity Tr"Heat Capacity Co"Heat Capacity C1"Heat Capacity C2"Heat Capacity C3*Heat Capacity Formula"Heat Capacity Err&ThermoExpansion Tr&ThermoExpansion Co&ThermoExpansion C1&ThermoExpansion C2&ThermoExpansion C3.ThermoExpansion Formula&ThermoExpansion ErrAttenuation TrAttenuation CoAttenuation C1Attenuation C2Attenuation C3&Attenuation FormulaAttenuation ErrAttenuation AoAttenuation A1Attenuation A2Attenuation A3:AtteLVAL47902,-45.2,37,90.,0.,0,-23774,-41.7,292,90.,0.,0,-23774,-37.0,215,90.,0.,0,-19678,-33.2,335,90.,0.,0,-19678,-29.7,171,58.13,0.,0,-15582,-27.4,160,61.54,0.,0,-15582,-27.0,83,57.64,0.,0,-11486,-26.2,77,57.43,0.,0,-11486,-30.4,103,56.99,0.,0,-11486,-36.3,47,56.95,0.,0,-11486,-54.7,352,50.13,0.,0,-11486,-79.0,276,49.89,0.,0,29474,-72.4,328,58.43,0.,0,29474,-66.8,217,55.45,0.,0,-31966,-62.2,124,90.,0.,0,-31966,-58.2,154,90.,0.,0,-31966,-53.1,172,56.3,0.,0,-27870,-49.3,85,56.79,162.54,0,-27902,-45.5,222,90.,0.,0,-23774,-42.0,149,90.,0.,0,-23774,-37.5,357,57.48,0.,0,-19678,-33.9,356,57.93,0.,0,-19678,-30.7,94,57.98,0.,0,-15582,-28.8,100,57.77,0.,0,-15582,-29.0,256,57.55,0.,0,-11486,-29.0,120,57.53,0.,0,-11486,-34.3,167,55.98,0.,0,-11486,-42.2,129,55.14,0.,0,-11486,-63.1,329,43.13,0.,0,-11486,-79.3,236,49.58,0.,0,29474,-72.5,248,57.37,0.,0,29474,-67.0,170,53.59,0.,0,-31966,-62.4,201,58.77,0.,0,-31966,-58.5,104,59.25,0.,0,-31966,-53.3,130,90.,0.,0,-27870,-49.5,218,90.,175.48,0,-27902,-45.7,21,90.,0.,0,-23774,-42.4,221,90.,0.,0,-23774,-38.1,288,60.26,0.,0,-19678,-34.7,170,57.32,0.,0,-19678,-31.8,257,57.34,0.,0,-15582,-30.4,111,61.3,0.,0,-15582,-31.3,93,56.59,0.,0,-11486,-32.3,295,55.91,0.,0,-11486,-39.2,303,55.11,0.,0,-11486,-49.3,90,53.01,0.,0,-11486,-73.5,287,45.21,0.,0,-10462,-79.4,140,51.24,0.,0,29474,-72.8,183,54.72,0.,0,29474,-67.2,221,54.85,0.,0,-31966,-62.7,122,59.51,0.,0,-31966,-58.8,26,90.,0.,0,-31966,-53.6,218,90.,0.,0,-27870,-49.8,316,90.,191.24,0,-27902,-46.1,24,90.,0.,0,-23774,-43.0,70,90.,0.,0,-23774,-38.7,359,56.66,0.,0,-19678,-35.7,206,90.,0.,0,-19678,-33.2,107,57.48,0.,0,-15582,-32.4,118,61.09,0.,0,-15582,-34.1,29,56.4,0.,0,-11486,-36.4,140,55.1,0.,0,-11486,-45.3,272,54.23,0.,0,-11486,-57.9,332,46.95,0.,0,-11486,-86.3,227,44.46,0.,0,-9695,-79.5,55,51.39,0.,0,29474,-73.1,215,59.11,0.,0,29474,-67.4,115,54.24,0.,0,-31966,-63.1,14,57.97,0.,0,-31966,-59.1,78,59.2,0.,0,-31966,-53.9,269,54.95,0.,0,-27870,-50.2,255,58.95,210.44,0,-27902,-46.6,163,55.32,0.,0,-23774,-43.6,56,90.,0.,0,-23774,-39.6,287,56j%1@D LVALT .81,0.,0,-19678,-36.9,285,56.98,0.,0,-19678,-34.9,307,61.63,0.,0,-15582,-34.7,217,90.,0.,0,-15582,-37.5,345,55.24,0.,0,-11486,-41.3,167,54.68,0.,0,-11486,-52.4,145,50.6,0.,0,-11486,-68.4,187,44.14,0.,0,-10974,-104.5,294,26.17,0.,4,-9695,-79.9,66,49.19,0.,0,29474,-73.6,88,53.64,0.,0,29474,-67.8,335,51.89,0.,0,-31966,-63.5,32,90.,0.,0,-31966,-59.5,87,54.89,0.,0,-31966,-54.3,154,57.96,0.,0,-27870,-50.6,320,90.,233.88,0,-27902,-47.2,67,58.31,0.,0,-23774,-44.3,247,90.,0.,0,-23774,-40.7,241,59.49,0.,0,-19678,-38.4,333,58.94,0.,0,-19678,-37.0,212,57.04,0.,0,-15582,-37.8,306,54.71,0.,0,-15582,-41.8,82,54.69,0.,0,-11486,-47.4,48,53.6,0.,0,-11486,-61.5,294,44.28,0.,0,-11486,-81.6,84,46.05,0.,0,-9951,-101.6,48,5.,0.,4,-11487,p J @A@@@@?t>>u> ??d_>iTp>Z>)r@*@B???{?@?`c? _?x?r?@6???`j?{? 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vY=& titania, CR828zinc sulfatetitania, CR828silica_largesilica, minusil 5silica, minusil 40silica, minusil 10silica, Ludoxsilica X latex kaolin, hydrousalumina_alphaLVAL0xʾxxxxSamplesentsrials~All dataCreate query in Design view\m0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8KptCreate query by using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8Kptj^PSDe query by using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8Kpt^PSD_Zetary by using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8Kpt^Zetaetary by using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8Kpti~All datary by using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8Kpt~DemoQueryy by using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8KptM~Last 7 days using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8KptjM~Last 30 days using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8KptM~Last 90 days using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8KptM~Last 180 days using wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8KptiM~Last Experimentsing wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8KptM~Last Yearimentsing wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8Kpt~TODAYe LVALarimentsing wizardm0hs0hs0 I^w0۷0w 4w~64wL#0ͫ0ًwZw*wL#8KptjCreate report in Design viewCreate data access page in Design viewJtT)-1`#ȃGS$@@9@?@9@@L@333333?@9@T㥛D@I@4@?9@Q??@4@(@zG6@E @??%Է鲘?nN(D!T??@?@{Gz? ffffffLl_@oil, cornPJG1 ~~|zuj{SQΠ@@9@v/??@9@/$?IPƃ A?/o(?@4@@@9@\(@Y;Wts| FE =u?@9@K7A`@?@4@(@?4@(\??{Gz??9@q= ףP@@xYY?@Y 4Y@methanolPJG1CH3OHMethanol{ytj3S @?9@p= ף @@9@@@9@@@I@4@D@ @YH?Y ? ?@?@Y @@magnesium oxidePJG1MgO{j;;S>S@@9@Q?yLbp?@9@H[?2*R@^.`7? `ۼо?@9@ܒ@?@9@\(\?U4zdEN36??@9@(\@?@4@ @?4@zG??{Gz??9@L8@HzGѿ??? 33333S]S@ethanolPJG1CH3CH2OHzxsj[S@?9@ @@9@@@9@p@I@4@t@Y  @Y?H?Y ? ?@xYY?@Y |@H@alumina_gammaPJG1Al2O3~yj93S@?9@(\@@9@@@9@p@I@4@t@Y  @Y?H?Y ? ?@xYY?@Y |@H@alumina_alphaPJG1Al2O3~yj93*1j&ȌDS#@@9@j+?9@bX9@U+~?Ǻ6?9@?=\r).8?Y?}Y?G?pOQP??9@*@??9@?@? fffffY@solvent_ceramatec 221H2O}jS @@9@\(\@??9@@9@p@9@t@9@9@@Y9@?Y  ?9@@9@?@Y @@p@silica_large 221 zxj??S@?9@Gz@@9@@@9@ 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minusil{{{{{jS5m)@?9@zG@??9@@9@p@9@t@9@9@@Y9@?Y  9@@9@?@Y @@p@lithium carbonateAdm221 }j??SI)@?9@@??9@@9@p@9@t@9@9@@Y9@?Y  9@@9@?@Y @@p@lithium aluminateAdm221 }j??V1h-țpS@ @@4@333333@4@q= ףp?4@@4@?4@~jt?4@"@?4@??~jt??4@(\@?@Y Y@bromoform1200{{{uuj;S@ @@4@?4@= ףp=?4@H@4@?4@S?4@ffffff"@?4@?? o_Ή??9@@?@{Gz? 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tetrachloride1200CCL4j;LVAL472,-58.0,322,90.,0.,0,-31968,-49.2,96,56.87,111.66,0,-27904,-46.3,298,90.,0.,0,-27872,-39.7,272,57.26,0.,0,-23776,-32.6,39,90.,0.,0,-19680,-29.3,118,90.,0.,0,-19680,-30.7,160,58.63,0.,0,-15584,-28.0,227,90.,0.,0,-15584,-20.3,2,57.58,0.,0,-15584,-19.8,201,61.08,0.,0,-11488,-16.7,76,60.49,0.,0,-11488,-12.4,174,56.39,0.,0,-11488,-20.3,285,56.72,0.,0,-11488,-81.5,279,45.91,0.,0,21280,-70.7,59,58.61,0.,0,29472,-65.8,125,90.,0.,0,29472,-60.5,213,90.,0.,0,-31968,-62.0,355,57.18,0.,0,29472,-51.2,240,90.,0.,0,-31968,-47.6,78,59.37,114.72,0,-27904,-50.3,306,90.,0.,0,-27872,-42.3,67,90.,0.,0,-23776,-42.3,307,57.63,0.,0,-19680,-33.4,239,90.,0.,0,-19680,-25.0,83,57.34,0.,0,-15584,-22.6,9,60.48,0.,0,-15584,-18.0,40,90.,0.,0,-15584,-20.6,200,60.85,0.,0,-11488,-13.7,115,90.,0.,0,-11488,-12.8,26,90.,0.,0,-11488,-19.5,18,59.53,0.,0,-11488,-79.1,5,53.12,0.,0,21280,-73.0,189,52.95,0.,0,29472,-65.8,313,53.6,0.,0,29472,-64.0,109,55.17,0.,0,-31968,-57.2,236,90.,0.,0,29472,-51.7,212,90.,0.,0,-31968,-56.4,147,59.13,105.62,0,-27904,-48.1,135,90.,0.,0,-27872,-43.2,25,90.,0.,0,-23776,-37.0,27,61.5,0.,0,-19680,-34.0,87,57.65,0.,0,-19680,-29.9,175,57.67,0.,0,-15584,-25.2,6,57.34,0.,0,-15584,-21.1,37,90.,0.,0,-15584,-18.4,250,90.,0.,0,-11488,-15.4,307,90.,0.,0,-11488,-16.1,101,56.14,0.,0,-11488,-22.1,134,90.,0.,0,-11488,-80.6,164,50.52,0.,0,21280,-74.8,39,52.84,0.,0,29472,-69.4,198,59.13,0.,0,29472,-64.7,3,54.72,0.,0,-31968,-60.5,233,90.,0.,0,29472,-55.7,287,90.,0.,0,-31968,-51.8,292,59.87,111.1,0,-27904,-45.1,57,90.,0.,0,-27872,-42.6,76,56.94,0.,0,-23776,-37.0,280,57.41,0.,0,-19680,-32.1,202,90.,0.,0,-19680,-28.5,187,57.55,0.,0,-15584,-23.9,355,57.09,0.,0,-15584,-19.7,79,90.,0.,0,-15584,-17.5,70,90.,0.,0,-11488,-14.7,32,90.,0.,0,-11488,-14.8,218,90.,0.,0,-11488,-21.8,104,56.46,0.,0,-11488,-80.7,346,53.2,0.,0,21280,-74.0,270,53.33,0.,0,29472,-68.5,112,55.93,0.,0,29472,-64.0,345,54.94,0.,0,-31968,-59.8,300,90.,0.,0,29472,-54.5,86,56.91,0.,0,-31968,-50.3,205,90.,117.62,0,-27904,-48.4,124,90.,0.,0,-27872,-40.8,329,90.,0.,0,-23776,-36LVAL.0,9,57.14,0.,0,-19680,-33.2,222,90.,0.,0,-19680,-29.8,172,57.54,0.,0,-15584,-26.0,34,90.,0.,0,-15584,-20.0,259,90.,0.,0,-15584,-18.6,159,59.71,0.,0,-11488,-15.1,141,90.,0.,0,-11488,-15.8,183,55.8,0.,0,-11488,-23.2,136,90.,0.,0,-11488,-83.1,221,43.19,0.,0,21280,-74.9,184,52.67,0.,0,29472,-69.0,94,55.3,0.,0,29472,-63.8,52,56.64,0.,0,-31968,-59.8,98,62.8,0.,0,29472,-55.0,357,56.6,0.,0,-31968,-51.1,275,55.99,116.44,0,-27904,-46.0,2,56.92,0.,0,-27872,-42.2,72,60.02,0.,0,-23776,-36.6,32,90.,0.,0,-19680,-32.5,201,90.,0.,0,-19680,-28.4,219,90.,0.,0,-15584,-24.7,208,90.,0.,0,-15584,-21.1,336,90.,0.,0,-15584,-18.4,269,56.32,0.,0,-11488,-15.8,113,90.,0.,0,-11488,-16.6,220,90.,0.,0,-11488,-23.8,138,61.76,0.,0,-11488,-81.4,134,52.49,0.,0,21280,-74.2,172,53.8,0.,0,29472,-68.5,161,58.7,0.,0,29472,-64.0,210,58.38,0.,0,-31968,-59.9,14,90.,0.,0,29472,-54.7,64,90.,0.,0,-31968,-50.8,153,59.97,117.9,0,-27904,-46.2,106,90.,0.,0,-27872,-42.1,86,56.59,0.,0,-23776,-36.9,17,57.28,0.,0,-19680,-32.6,232,90.,0.,0,-19680,-28.7,34,90.,0.,0,-15584,-24.8,278,56.66,0.,0,-15584,-21.3,83,56.56,0.,0,-15584,-18.9,227,90.,0.,0,-11488,-16.5,136,90.,0.,0,-11488,-17.7,206,90.,0.,0,-11488,-25.3,49,56.89,0.,0,-11488,-80.9,120,52.91,0.,0,21280,-74.3,235,53.11,0.,0,29472,-68.6,321,90.,0.,0,29472,-64.1,128,55.99,0.,0,-31968,-60.0,78,55.86,0.,0,29472,-54.7,307,90.,0.,0,-31968,-50.8,256,56.11,121.76,0,-27904,-46.2,120,90.,0.,0,-27872,-42.1,73,57.01,0.,0,-23776,-37.0,52,90.,0.,0,-19680,-32.7,49,90.,0.,0,-19680,-28.9,108,56.94,0.,0,-15584,-25.0,31,90.,0.,0,-15584,-21.6,47,90.,0.,0,-15584,-19.5,256,56.17,0.,0,-11488,-17.3,131,90.,0.,0,-11488,-19.0,128,90.,0.,0,-11488,-27.2,295,55.72,0.,0,-11488,-81.2,183,54.18,0.,0,21280,-74.2,35,57.25,0.,0,29472,-68.6,239,90.,0.,0,29472,-64.0,194,54.25,0.,0,-31968,-60.0,323,90.,0.,0,29472,-54.7,52,90.,0.,0,-31968,-50.8,272,55.64,125.64,0,-27904,-46.3,111,90.,0.,0,-27872,-42.2,113,90.,0.,0,-23776,-37.1,235,90.,0.,0,-19680,-32.9,130,90.,0.,0,-19680,-29.1,228,90.,0.,0,-15584,-25.3,6,56.1,0.,0,-15584,-22.1,87,55.91,0.,0,LVALmئMR2RowHeightFrozenColumnsOrientationOrderByOnDefaultViewColumnWidthColumnOrderColumnHiddenRequiredAllowZeroLengthDescriptionDisplayControlIMEModeIMESentenceMode$UnicodeCompressionDecimalPlacesCaptionDefaultValue FormatValidationRuleValidationText? ,    Name      z rName of material, must be unique name not previously used  m     & Chemical Formula      ~ vChemical formula for material, if known, e.g H2O for water  m     Density Tr   P HReference temperature for density, C  D Tr  0   Fixed  m+Density C1     Linear coefficient for temperature dependence of density about reference temperature  D C1  0   mcDensity Co    n fDensity of material at reference temperature, g/cm3  Density Co  0 (  Between 0 And 20H @Density must be between 0 and 20  mDensity C2    ~ vQuadratic coefficient for temperature dependence of density  D C2  0   mDensity C3    v nCubic coefficient for temperature dependence of density  D C3  0   m$Density Formula    \ TIndex of formula used to calculate density   D For  0   m Viscosity Tr   T LReference temperature for viscosity, C  V Tr  0   m Viscosity Co    l dViscosity of material at reference temperature, cP   Viscosity Co  0   m3 Viscosity C1    Linear coefficient for temperature dependence of viscosity about reference temperature  V C1  0   m Viscosity C2    zQuadratic coefficient for temperature dependence of viscosity  V C2  0   m Viscosity C3   z rCubic coefficient for temperature dependence of viscosity  V C3  0   m("Viscosity Formula   V NIndex of formula to calculLVALate viscosity   V For  0   mS_Speed Tr +  X PReference temperature for sound speed, C   SS Tr  0   mS_Speed Co   t lSound speed of material at reference temperature, m/s  SSpeed Co  0   m5S_Speed C1 +   Linear coefficient for temperature dependence of sound speed about reference temperature   SS C1  0   mS_Speed C2 v   ~Quadratic coefficient for temperature dependence of sound speed   SS C2  0   mS_Speed C3   ~ vCubic coefficient for temperature dependence of sound speed   SS C3  0   m$S_Speed Formula   Z RIndex of formula to calculate sound speed   SS For  0   mDiel_Per Tr  > h `Reference temperature for dielectric constant, C   DP Tr  0   mDiel_Per Co  ? x pDielectric constant of material at reference temperature   DP Co  0   mGDiel_Per C1 X @  Linear coefficient for temperature dependence of dielectric constant about reference temperature   DP C1  0   mDiel_Per C2  A  Quadratic coefficient for temperature dependence of dielectric constant   DP C2  0   m Diel_Per C3  B  Cubic coefficient for temperature dependence of dielectric constant   DP C3  0   m("Diel_Per Formula v C j bIndex of formula to calculate dielectric constant   DP For  0   mFreezing Tr      0 B :Freezing point of material, C  mBoiling Tr *     0 @ 8Boiling point of material, C  m60Thermal Conductivity Tr   l dReference temperature for thermal conductivity, C  K Tr  0   m-60Thermal Conductivity Co    Thermal conductivity of material at reference temperature, mW/cm/C  Th.Cond. Co  0   m_60LVALThermal Conductivity C1    Linear coefficient for temperature dependence of thermal conductivity about reference temperature  K C1  0   m+60Thermal Conductivity C2     Quadratic coefficient for temperature dependence of thermal conductivity  K C2  0   m#60Thermal Conductivity C3   !  Cubic coefficient for temperature dependence of thermal conductivity  K C3  0   m >8Thermal Conductivity Formula   " l dIndex of formula to calculate thermal conductivity   K For  0   m("Heat Capacity Tr + $ ^ VReference temperature for heat capacity, C   Cp Tr  0   m("Heat Capacity Co  % z rHeat capacity of material at reference temperature, J/g/C   Cp Co  0   mE("Heat Capacity C1   &  Linear coefficient for temperature dependence of heat capacity about reference temperature   Cp C1  0   m("Heat Capacity C2  '  Quadratic coefficient for temperature dependence of heat capacity   Cp C2  0   m ("Heat Capacity C3  (  zCubic coefficient for temperature dependence of heat capacity   Cp C3  0   m0*Heat Capacity Formula  ) ^ VIndex of formula to calculate heat capacity   Cp For  0   m,&ThermoExpansion Tr  + d \Reference temperature for thermal expansion, C  ThExp Tr  0   m#,&ThermoExpansion Co  ,  Thermal expansion of material at reference temperature, [1/Ko]*10E-4  Th.Exp Co  0   mW,&ThermoExpansion C1 9 -  Linear coefficient for temperature dependence of thermal expansion about reference temperature  ThExp C1  0   m#,&ThermoExpansion C2  .  Quadratic coefficient for temperature dependence of thermal expansion  ThExp C2  0   m,&ThermoExpansion C3   /  Cubic coefficiLVALent for temperature dependence of thermal expansion  ThExp C3  0   m4.ThermoExpansion Formula   0 f ^Index of formula to calculate thermal expansion  ThExp For  0   m"Attenuation Tr  2 l dReference temperature for intrinsic attenuation, C   att Tr  0   m-$Attenuation Co X 3  Intrinsic attenuation of material at 100 MHz at reference temperature, db/cm/MHz   att Co  0   mQ$Attenuation C1  4  Linear coefficient for temperature dependence of Intrinsic attenuation about reference temperature   att C1  0   m$Attenuation C2   5  Quadratic coefficient for temperature dependence of Intrinsic attenuation   att C2  0   m$Attenuation C3  6  Cubic coefficient for temperature dependence of Intrinsic attenuation   att C3  0   m;,&Attenuation Formula   7  Index of formula to calculate Intrinsic attenuation, 0 and 1 taylor expansion   att temp For  0   m $Attenuation Ao  9  |Normalized Intrinsic Attenuation of material at zero frequency   att Ao  0   m+$Attenuation A1  :  Linear coefficient for frequency dependence of Normalized Intrinsic Attenuation   att A1  0   m1$Attenuation A2 v ;  Quadratic coefficient for frequency dependence of Normalized Intrinsic Attenuation   att A2  0   m)$Attenuation A3   <  Cubic coefficient for frequency dependence of Normalized Intrinsic Attenuation   att A3  0   m!@:Attenuation Frequency Formula f = n fIndex of formula to calculate Intrinsic Attenuation & att freq For ID  0   mSub Name    H @Name of the substiturte material     m     Cation Z  L \ TScattering coefficient for large particles   0 4 ,Scattering Coefficient  mLVAL-11486,-62.7,78,43.74,0.,0,-11486,-78.6,168,56.99,0.,0,25377,-71.9,287,60.01,0.,0,29473,-66.6,16,58.34,0.,0,-31967,-62.4,190,59.81,0.,0,-31967,-58.8,145,90.,0.,0,-31967,-54.0,21,61.22,0.,0,-27871,-50.9,338,60.72,121.44,0,-27903,-47.7,216,90.,0.,0,-23775,-45.1,179,58.23,0.,0,-23775,-41.6,167,58.73,0.,0,-19678,-39.1,173,59.44,0.,0,-19678,-37.5,239,59.68,0.,0,-15582,-37.1,177,59.15,0.,0,-15582,-38.9,203,58.4,0.,0,-11486,-40.3,47,58.63,0.,0,-11486,-46.6,298,55.49,0.,0,-11486,-54.3,273,50.72,0.,0,-11486,-74.4,62,44.34,0.,0,-10462,-78.7,244,59.86,0.,0,25378,-72.0,102,57.,0.,0,29474,-66.7,313,55.87,0.,0,-31966,-62.6,276,56.66,0.,0,-31966,-59.1,55,90.,0.,0,-31966,-54.5,157,59.76,0.,0,-27870,-51.5,31,90.,125.5,0,-27902,-48.6,250,56.83,0.,0,-23774,-46.3,272,57.83,0.,0,-23774,-43.2,53,62.17,0.,0,-19678,-41.3,330,59.44,0.,0,-19678,-40.3,90,58.33,0.,0,-15582,-40.8,260,58.17,0.,0,-15582,-43.6,13,56.78,0.,0,-11486,-46.4,212,56.01,0.,0,-11486,-54.5,63,50.13,0.,0,-11486,-64.6,37,42.17,0.,0,-11486,-87.0,304,43.66,0.,0,-9695,-78.8,54,60.47,0.,0,25378,-72.2,33,60.83,0.,0,29474,-67.0,33,55.94,0.,0,-31966,-62.9,179,55.87,0.,0,-31966,-59.5,183,57.54,0.,0,-31966,-55.0,199,59.89,0.,0,-27870,-52.3,52,90.,130.4,0,-27902,-49.7,329,56.26,0.,0,-23774,-47.7,141,90.,0.,0,-23774,-45.1,189,57.57,0.,0,-19678,-43.9,156,58.48,0.,0,-19678,-43.7,141,57.44,0.,0,-15582,-45.2,33,56.79,0.,0,-15582,-49.5,130,53.63,0.,0,-11486,-53.9,279,50.48,0.,0,-11486,-64.4,119,41.65,0.,0,-11486,-76.8,208,46.01,0.,0,-10207,-99.6,131,7.11,0.,4,-11487,-79.1,340,59.33,0.,0,25378,-72.5,107,58.98,0.,0,29474,-67.4,287,53.11,0.,0,-31966,-63.4,297,59.85,0.,0,-31966,-60.1,214,90.,0.,0,-31966,-55.8,205,59.97,0.,0,-27870,-53.3,110,60.19,136.34,0,-27902,-51.0,175,54.58,0.,0,-23774,-49.5,248,55.83,0.,0,-23774,-47.5,339,56.03,0.,0,-19678,-47.0,164,56.53,0.,0,-19678,-47.8,220,55.88,0.,0,-15582,-50.6,87,53.34,0.,0,-15582,-56.4,118,48.25,0.,0,-11486,-63.0,238,42.82,0.,0,-11486,-75.6,177,46.85,0.,0,-10207,-92.6,236,38.04,0.,0,-9695,0.0,0,0.,0.,5,-12288,-79.4,48,90.,0.,0,25378,LVAL-72.9,355,55.61,0.,0,29474,-67.8,34,55.1,0.,0,-31966,-63.9,317,59.56,0.,0,-31966,-60.8,205,90.,0.,0,-31966,-56.8,245,59.25,0.,0,-27870,-54.5,292,59.94,143.66,0,-27902,-52.6,256,54.12,0.,0,-23774,-51.6,8,54.92,0.,0,-23774,-50.4,307,53.59,0.,0,-19678,-50.8,194,53.56,0.,0,-19678,-52.7,212,52.16,0.,0,-15582,-57.1,2,47.79,0.,0,-15582,-64.9,347,40.22,0.,0,-11486,-73.8,184,44.25,0.,0,-10463,-93.8,85,36.43,0.,0,-9695,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,-79.6,285,58.72,0.,0,25378,-73.2,92,55.4,0.,0,29474,-68.2,40,55.01,0.,0,-31966,-64.5,294,58.65,0.,0,-31966,-61.6,228,90.,0.,0,-31966,-57.8,44,59.01,0.,0,-27870,-55.9,343,55.17,152.46,0,-27902,-54.6,342,51.07,0.,0,-23774,-54.3,296,50.42,0.,0,-23774,-53.9,287,50.99,0.,0,-19678,-55.4,126,49.65,0.,0,-19678,-58.8,51,46.87,0.,0,-15582,-65.2,141,40.74,0.,0,-15582,-75.3,180,42.52,0.,0,-10462,-89.0,298,41.03,0.,0,-9695,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,-80.0,14,58.71,0.,0,25378,-73.8,88,55.04,0.,0,29474,-68.8,3,52.24,0.,0,-31966,-65.3,301,58.61,0.,0,-31966,-62.6,9,55.57,0.,0,-31966,-59.2,71,54.44,0.,0,-27870,-57.6,36,90.,163.2,0,-27902,-57.0,235,47.77,0.,0,-23774,-57.6,233,47.63,0.,0,-23774,-58.1,164,47.01,0.,0,-19678,-61.3,259,44.3,0.,0,-19678,-66.2,108,45.29,0.,0,-15070,-74.6,238,43.21,0.,0,-14558,-87.8,175,42.14,0.,0,-9695,-96.1,116,9.63,0.,4,-11487,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,-80.5,356,54.29,0.,0,25378,-74.4,35,56.23,0.,0,29474,-69.6,349,51.28,0.,0,-31966,-66.3,57,57.69,0.,0,-31966,-63.9,5,55.16,0.,0,-31966,-60.8,85,51.68,0.,0,-27870,-59.9,237,56.37,176.5,0,-27902,-59.8,114,45.16,0.,0,-23774,-61.3,43,43.86,0.,0,-23774,-63.2,210,42.4,0.,0,-19678,-67.9,209,43.76,0.,0,-19166,-75.2,70,46.64,0.,0,-14302,-86.5,74,43.28,0.,0,-13791,-96.3,211,9.68,0.,4,-11487,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,0.0,0,0.,0.,5,-12288,-81.0,285,57.83,0.,0,25378,-75.1,2,52.72,0.,0,29474,-70.5,78,50.46,0.,0,-31966,-67.4,27,54.17,0.,0,-31966,-65.4,345,53.97,0.,0,-31966,-62.8,242,50.02,0.,0,-27870,-62.l :~q=z@{A@@@@?i>bx!>><> ?I=>%>R>>B? ??@? S@`a@h@ H(@`L@@$@ @@9j@@L@@lH@2b@`H?gߝ??@Q5x?`I*}?zn? io?v?)x?oq?`"w?>r?E? Fo? Co? e?TE??댈?@@lD$A~jt?1Zd?J4?ڊe?> ףp= ? ףp= ?333333???@.@?333333?MbP?@@@X@2@?@X@?R]k@ak@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 1000,0.2755,0.263,0.096,0.303,0.18,0.85,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0, 3,Cz@ffA0@ @?j>޴?f?FI@U@=s"=#?~s?K^?B?wY?"~?Z??w?{??k??~? ?`D??5??`? ,???` ?䊃?{?zr?@x?`?h?x|h?`h?a?`c? a?@{f?ವd?`b?>f? |?]@D$A3Df6D,D@@@>>?,>6p?=Y!=t>~>o!>B??F?b?@^@`j@"G@@u@`@}@ }@li@@L@@j@@@`*2@U@?C?L?`{?>c?Uq?@)-w?`)=t?h?n?@y?t?`? |?eT?NJ?6 ?@?`8?@3D$AfD3D3cD@@@fD/jt?1Zd?/' ?h"lxz?$>333333?333333?= ףp=???@333333.@?ffffff?MbP?@@@X@2@?@X@?R]k@.l@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 1000,0.2717,0.262,0.086,0.303,0.15,0.82,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0, 3,C@(A0@ @?I:>j ?/?b@z@Z =B=M?p?Ô?B?@Q?'7?@ad? ?~?`???}?@Ӗ?C?@ ?`=?@?`??1-?9?؆? ]?Kq??m?h?e? r?s_?]?`Y?X? c?T? l`?)&d?,h?}iz?^@LD$AD9D D@@@D #=?8@8@8@8@8@8@8@8@8@8@8@8@8@?`%@{0`W!@mc.@I +?On?H.?Cl@(?Q?Q?333333???@ffffff1@ffffff@?MbP? @@X@2@?@X@?J􉳌@8㳌@E| , ,True,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 8,2.7333,0.610,0.044,0.846,0.12,0.60,0,0,0,0,0,0,0,0,0,0,False,True,False,False,False,False,False,0, 6,ci 7{@A@@@@?ߖ=>>?)!?W>N*>j>|?6?B?9?^??C@^c@`SM@@@`@@`:@@@ @i$@@ ;@z8@K@ ,u?``??]%x?D?r?@ݳs?|Wu?c?@So?j?@u?C?^?y,???I?r`?@̷D$AͼDYD3D@@@3D1Zd?L7A`?2%? -?>??333333???@3333334@@333333?MbP?@@@X@2@?@X@?R]k@.؂ml@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 1000,0.2713,0.306,0.214,1.056,0.10,0.30,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0, 3,Cp@A0@ @?ޣ??@@^@7@p?{7?Jj@o@&@B@;^?E?f??`'???= ףp=???@4@333333@@MbP?@@@X@2@?@X@?*@-@F , ,True,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 1000,3.0150,0.310,0.618,4.182,0.10,0.82,0,0,0,0,0,0,0,0,0,0,False,True,False,False,False,False,False,0, 6,cv D (A)\A@@@@?a>BQ>[]?w@ @l<=*I>\L??B?`B??;? ^?`#?`?`?EO?y??^?@D??`?@ ?;??`.?߳?t?&m?`h?cu?El?`d?d?a?V?&a?]?'i?v?R?hu?jyl?@W{?@иD$ADDfD@@@fFD/(\?(\????@B@??MbP?@@@X@2@?@X@?n@^Bn@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 1000,0.8647,0.677,0.053,0.580,0.34,0.55,0,0,0,0,0,0,0,0,0,0,True,False,True,False,False,False,False,0, 3,C 'A½A@@@@?% >rZ>!n?E"@@Z??B?U?׀?`Y?@?ffffff?ffffff?Q???@̌B@333333?333333?MbP?@@@X@2@?@X@?n@+n@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 1000,0.9302,0.691,0.054,0.604,0.35,0.56,0,0,0,0,0,0,0,0,0,0,True,False,True,False,False,False,False,0, 3,C D ­@AB [?ӳ?@5?;?,?Ƕ?Ϙ?)?u??A?`.?f?(J?AY??[??? Oy?v?{?m`?`a?ZQ?|P? M? מA?`ӛ@?`U6M?@@?3?@p1?`ݼ@?@?`A?@)D@B`M@lG@Ap??8@8@8@8@8@8@8@8@8@p= ף#@(\;@p= #.@8@`T?ྲྀ^e@MD9?@@X@2@??5-֕@ a֕@NS; , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0, 0, 0, .001, 1000,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,True,True,False,False,False,False,False,0, 3,c(AGA@@@@?>i\>Wr?iЌ@@== E?ZK??B?'?`}?-?@??P? ??@EP?f? ??g?W? s?o? $r?p?qd?k?` X?`sP? :`?0c?`/s? |?ay?t?{?@@)D$ADDpD@@@fD/<333333?8@8@8@8@8@8@8@8@8@8@8@8@8@/,? < ^)@d??aTr?`"?K?㥛 ?d;O?1???Q???@̌B@ @?MbP?@@@X@2@?@X@?n@ d,o@ , ,False,1,3,5,10,50,75,90,95,99,0,0,0,0,3.0,99.5, .001, 1000,0.9466,0.695,0.121,1.331,0.20,0.61,0,0,0,0,0,0,0,0,0,0,True,False,True,False,False,False,False,0, 3,Cj C |\@A0@ @?F<<Ğ=8/=>=:u?RL?d1?;?@ 1?@%? 2?0C?e?@@LD$AIDIDID@@@LDD=?8@8@8@8@8@8@8@8@8@8@8@8@8@[?`ۿN? 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The properties can not be changed  Yes/No Std   m Author    ` XInitials of author who defined this material  Au     m     Density Err       D Err  0   m. &Error in Density, % Viscosity Err :     V Err  0   m2 *Error in Viscosity, %S_Speed Err      SS Err  0   m6 .Error in sound speed, %60Thermal Conductivity Err   #    K Err  0   mH @Error in Thermal ULVALeConductivity, %("Heat Capacity Err   *    Cp Err  0   m8 0Error in HeatCapacity, %,&ThermoExpansion Err  1   ThExp Err  0   m6 .Error in Thermal Expansion coeficient, % . A value of 1 is used as flag to indicate that it need not be considered as adjustable parameter in Analysis.$Attenuation Err  8   Intr Err  0   m$ Error in Intrinsic Attenuationt, % . A value of 1 used as flag to indicate that it need not be considered as adjustable parameter in Analysis.82Attenuation Frequency Err  M   Scat Err  0   m" Error in Scattering coefficient, % . 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Z? ? ? ? @ J@ z@ @ @ A :A jA  A  A( A0 *B8 ZB@ BH XP B B C JC C C C "D ZD D D E :E rE E E F ZF F F G  2G( jG0 G8 G@ GH *HP ZHX H` Hh Ip BIx zI I I "J RJ J  J„ JÄ *KĄ ZKń KƄ K L rL L "M  bM( M0 M8 N@  ZNH  NP NX BO` Oh Op Ox P RP P   P  P  "Q  RQ zQ Q Q RLVAL JR zR R  R(p%Samples.wtfPSamples.Medium &8&X&&X9measurements.Measurement Date0'measurements.pH0!measurements.Temp'''measurements.K1@(p((()0)`)))) *P****+@+p+++,0,`,,,, -P----.@.p.../0/`//// 0P00001@1p111202`2222 3P33334@4p444505`5555 6P66667@7p777808`8888 9P999measurements.V19:@:p:::;0;`;;;; <P<<<<=@=p===>0>`>>>> ?P????@@@p@@@A0A`Ameasurements.PSMAAA BPBBmeasurements.PSWBBC@CxCCCDPDDDD0EhEEEFPFFFF(G`GGGG HPHHHI8IpIIIJHJxJЗmeasurements.zpJJ KPKKKLhLLMXMMMNPNNN8OOOOPHPxP )Samples.Chemical namePPQHQpQQQQ@RpRRRL:MzM MMB0rNNSystem IDExperiment DateSample Date NotesExperiments "L L L :M zM  M M 2N rN NLhLLMXMpSample DateMMNPNNOOP*PbPP}#PP2Q &bQ"QQ$ % RZRRR#RSystem IDSample Date Notes Samples N RO O O P  *P( bP0 P8 @ PH PP 2QX h` bQ Q H Q Q p  R ZR R R RN8OOOOPHPxP PPQSample idHQpQQQPDispersed PhaseQ@RpRRRp  D# T' <$ $ ' ' ( $ d( ( ( ( $) T) ) ) ) * D* !t* "* #* $+ %4+ &d+ 'LVAL+ (+ )+ *$, +T, ,, -, ., /- 0D- 1t- 2- 3- 4. 54. 6d. 7. 8. 9. :$/ ;T/ </ =/ >/ ?0 @D0 At0 B0 C0 D1 E41 Fd1 G1 H1 I1 J$2 KT2 L2 M2 N2 O3 PD3 Qt3 R3 S3 T4 U44 Vd4 W4 X4 Y4 Z$5 [T5 \5 ]5 ^5 _6 `D6 at6 b6 c6 d7 e47 fd7 g7 h7 i7 j$8 kT8 l8 m8 n8 o9 pD9 qt9 r9 s9 tl$ : u4: vd: w: x: y: z$; {T; |; }; ~; < D< t< < < = 4= d= = = = $> T> > > > ? 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