(1<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%'=
>)每条支路的电源侧=
22343;装设足够数量的电ė=
69;互感器,供该
支路测量、保护使用=
12290;此原则同于开关电Ý=
20;的配置原则,因此有=
断路器与电流互感器=
32039;邻布置。配置的电ė=
69;互感器应满足下列要=
求:1<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%'=
>)一般应将保护与测=
37327;用的电流互感器分ó=
20;;2<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%'=
>)尽可能将
电能计量仪表互感器=
19982;一般测量用互感器Ñ=
98;开,前者必须使用<=
span
lang=3DEN-US style=3D'font-size:133%;mso-fareast-language:ZH-CN'>0.5
<=
/span>
级互感器,并应使正=
24120;工作电流在电流互ø=
63;器额定电流的2/3 左
右;3<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%'=
>)保护用互感器的安=
35013;位置应尽量扩大保ü=
52;范围,尽量消除
主保护的不保护区;=
span>4<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%'=
>)大接地电流系统一=
33324;三相配置以反应单İ=
56;
接地故障;小电流接=
22320;系统发电机、变压Ý=
20;支路也应三相配置以=
便监视不对称程度,=
20854;余支路一般配置于A<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%'=
>、C<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%'=
>相。
(2<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%'=
>)为了减轻内部故障=
26102;发电机的损伤,用É=
10;自动调节励磁
装置的电流互感器应=
24067;置在发电机定子绕ń=
52;的出线侧。为了便于=
分析和在发电机并入=
31995;统前发现内部故障ʌ=
92;用于测量仪表的
宜装在发电机中性点=
20391;。

=
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0166_image047.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh9gEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDw
AQQAgAAAAAAzAAIsjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKRwUA
Ow==
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0166_image048.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhJwAgAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAn
AB4AggAAAAAA/5kAmc0Azf8A//8y//9m/wECAwOdGLrc/rCVSau9GC8Tu2+CwhFkaZ5oegZhMKpw
vLbvKt8kKwbpgsc6Fw/Fav16tOFMwFQcTcEalEk1PqPKaZXq/GGR22pX9iWGw2NVeXnepmc7cBud
La21c3c9l5TnrUhxZn9vZoJsZ4WBQn5iezB3dnRPBJF8XI83lpVNmTibPpRwjESii1KmQH2pmkkf
rxEtAQO0tba3uLm5sLwfCQA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0165.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
(3<=
/span>)配备差动保护的元=
;件,应在元件各端口=
37197;置电流互
感器,当各端口属于=
;同一电压级时,互感=
22120;变比应相同,接
线方式相同。Y<=
/span>,d11接线组别变压器的差=
;动保护互感器接线
<=
/span>
应分别为三角形与星=
;形,以实现两侧二次=
30005;流的相位校正同
时低压侧变流比K<=
/span>b与高压=
侧变流比K<=
/span>h的关系=
为K<=
/span>b=3DKhKT/ 3,
其中K<=
/span>T为变压=
器的变比(K<=
/span>T=3D高压/<=
/span>低压)。
(4<=
/span>)为了防止支持式电=
;流互感器套管闪络造=
25104;母线故
障,电流互感器通常=
;布置在断路器的出线=
25110;变压器侧。
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0165_image049.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0164.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
(1ʌ=
89;电流互感器在工作时=
其二次侧不得开路
=
span>
(2ʌ=
89;电流互感器的二次侧=
有一端必须接地
(3ʌ=
89;电流互感器在连接时=
,要注意其端子的极=
4615;
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0164_image050.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0176.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0176_image051.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0155.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
电压互感器的工=
20316;原理与普通电力变Õ=
87;器相同,结构原理和接线也相似,=
19968;次绕组匝数很多,Ň=
80;二次绕组匝数很少,=
相当于降压变压器=
12290;工作时,一次绕组ñ=
82;联在一次电路中,而=
二次绕组并联仪表=
12289;继电器的电压线圈z=
90;因此电压低,额定电=
压一般为100V;容量小,只有=
20960;十伏安或几百伏安ʍ=
07;负荷阻抗大,工作时其二=
27425;侧接近于空载状态ʌ=
92;且多数情况下它的负=
荷是恒定的。电压=
20114;感器的一次电压U1与其二次电压U2之间有下列关系:U1≈(N1/N2)U2KUU2  =
;
式中,N=
span>1、N2—=
—为电压互感器一=
27425;和二次绕组匝数;<=
/span>&=
nbsp;
 =
; &n=
bsp;
KU—— 为电压互感器的=
21464;压比,一般表示为
=
<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%;
color:black'>其额定一、二次=
30005;压比, Õ=
63;KU=3DU1N/U2N,例如 =
span>10000V/100V。
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0155_image052.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0188.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
<=
/p:recolorinfo>
&n=
bsp;
由于电压互感=
2120;存在励磁电流和内༅=
9;抗 ,因此电压互=
4863;器测量结果呈现误差,=
36890;常用电压误差(又ĸ=
16;比值差)和角误差
(又称=
0456;角差)表示。
(1<=
span
style=3D'font-family:SimSun;mso-fareast-font-family:SimSun;font-size:133%'=
>)电压误差: 电压误差为二=
7425;电压的测量值乘额ऩ=
0;互感比所得一次电压的=
36817;似值(U<=
span
lang=3DEN-US style=3D'font-size:89%;position:relative;top:.37em;mso-text-r=
aise:
-25%;mso-fareast-language:ZH-CN'>2ku)与实际一次电压U<=
span
lang=3DEN-US style=3D'font-size:89%;position:relative;top:.37em;mso-text-r=
aise:
-25%;mso-fareast-language:ZH-CN'>1之差,而以后者的百分数表=
31034; ,即
(2)Š=
82;误差
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0188_image053.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz
H4sIAAAAAAACC6VSv0vDQBR+95LaJg0YqoiIQ+zgUKjE7kIHR3Ww1bWpkKJoWqGV0kXEwUEcHMXF
/gGOLoJDJ7fiqEMXd4cWO/gDG+9e0kKqDmrghe+7e+/73ru7++btOdBX19IyKAJ11pkA0iXjP5im
3RAPBfsIGfMRQ9d1Cc2xSX8tOsjTMC3XtRhHsyOjMAWuSAad8wZH1zwsDeBV4jV+jgbL+cpmtrZr
A7Qhwlff0KsQn8wjyTztcQRMSAKNcTShiD7f8aDnZZ4yykfQs1uOXTZW7KqxWnLyRXi46FQfeRjG
czUeLbQ8TZoYUqqFCZW3A/OmaXuKhvs3RaRu21w5QspPUm6EkbLHm2w/EuRnIcFT5jeToPDN1JyN
0g7AXVRl3U7sx0k8X/R9LVxShMSV7+OwEvWRNPv7L3SbC1982b/mPZHSNM/awDcXDnJLDvJFSfDt
QV+HIHjBHL4H9subDZ5Hk32QT9H3aWCPfPZM1X+DKr1Tum7wvHUIE7sRL/uIIcYztXLFdqAlfIBX
zMAxFYgEvRuD4TORqP4TanTFM24DAAA=
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0188_image054.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0188_image055.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0188_image056.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz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------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0188_image057.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0187.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
<=
/span>=
电磁式电压互感器的=
=
分类
电磁式电压互感器可=
;分为以下几种类型:=
13;
(1<=
/span>)按安装地点可分为=
;户内式和户外式。
<=
/span>
(2<=
/span>)按相数可分为单相=
;式和三相式。
(3<=
/span>)按每相绕组数可分=
;为双绕组和三绕组式=
12290;三绕组电压互感器有两个二次侧=
;绕组:基本二次绕组=
21644;辅助二次绕组。辅<=
/span>助二次绕组供接地保=
;护用。
(4<=
/span>)按绝缘可分为干式=
;、浇注式、油浸式、=
20018;级油浸式 和电容式等。干式多用=
;于低压;浇注式用于=
b>3<=
/span>~35kV=
b>;油浸式主要用于35kV=
b>及以上的电压互感器=
;。
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0187_image058.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh6QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQDk
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwzGCgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0186.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
(1<=
/span>)35kV=
b>及以下的电压互感器=
;
35k=
V及一下电压互感器的=
;结构和普通变压器基=
26412;一致。根据其绝缘方式的不同=
;,可分为干式、环氧=
27975;注式和油浸式三种z=
90;
干式电压互感器一般=
;只用于低压的户内配=
30005;装置。
浇注式电压互感器用=
;于 3~35kV=
b>户内配电装置。
油浸式=
电压互感器JDJJ2-=
35型、JDJ2-3=
5型被广泛用于
35k=
V 系统中。这类电压互=
;感器的铁芯和一、二=
27425;绕组放在充有变压器油的油箱=
;内。绕组出线端经固=
23450;在油箱盖上的套管<=
/span>引出。
=
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0186_image059.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh6QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQDk
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwzGCgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0186_image060.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhKAAgAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAn
AB4AggAAAAAA/5kAmc0Azf8A//8y//9m/wECAwObGLrc/rCVSau9GC8Tu2+CwhFkaZ5oegZhMKpw
vLavbKusGKTLHeeuHYrV8vFowplgqTCagLXnclp0QpNS6rTpux61VK7MOwSDxTjk16xFz3Rrdhtb
Iivl8yO8jN/SpXt3cm5lgVlshHpBcWF/MHaHfk4EkHWNkySVmUyOXWpDiVafK5iKUaU/o6ipOh+u
EUgDsrO0tba3tq+6HwkAOw==
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0185.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
(2<=
/span>)110~220kV<=
/b>电压互感器
随着电压的升高,电=
;压互感器绝缘尺寸需=
22686;大。为了减少绕组绝缘厚度,缩短=
;磁路长度,110kV<=
/b>及以上电压互感器采=
;用串级式,铁芯不接地=
;,带电位,由绝缘板=
25903;撑。国产JCC型和JDCF=
b>型电压互感器就是采=
;用这种结构。
<=
span
style=3D'mso-spacerun:yes'> 一次绕组分两部分,=
;分别绕在上下两铁芯=
19978;,二次绕组只
绕在&=
#19979;铁芯柱上并置于一=
425;绕组的外面。铁芯和=
;一次绕组的中点相连。当电网电压=
;U<=
/span>加到互感器一次绕组=
;时,其铁芯的电位为(<=
/span>1/2)U=
。而且一次绕组的两=
;个出线端与铁芯间的=
30005;位差、一、二次绕组间的电位差=
;及二次绕组和铁芯间=
30340;电位差将都是(1/2)U=
。这就降低了对铁芯=
;与一次绕组之间以及=
19968;、二次绕组之间的绝缘要求。
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0185_image061.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh6QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQDk
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwzGCgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0184.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0184_image062.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0184_image063.png
Content-Transfer-Encoding: base64
Content-Type: image/png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==
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0184_image064.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
/9j/4AAQSkZJRgABAQEANQA1AAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a
HBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCAD5AeABAREA/8QAHwAAAQUBAQEB
AQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1Fh
ByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZ
WmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXG
x8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/APXPDuiaS/hjSXfS7Jma
zhJJt0JJ2D2rS/sLR/8AoFWP/gOn+FH9haP/ANAqx/8AAdP8KP7C0f8A6BVj/wCA6f4Uf2Fo/wD0
CrH/AMB0/wAKP7C0f/oFWP8A4Dp/hR/YWj/9Aqx/8B0/wo/sLR/+gVY/+A6f4Uf2Fo//AECrH/wH
T/Cj+wtH/wCgVY/+A6f4Uf2Fo/8A0CrH/wAB0/wo/sLR/wDoFWP/AIDp/hR/YWj/APQKsf8AwHT/
AAo/sLR/+gVY/wDgOn+FH9haP/0CrH/wHT/Cj+wtH/6BVj/4Dp/hR/YWj/8AQKsf/AdP8KP7C0f/
AKBVj/4Dp/hR/YWj/wDQKsf/AAHT/Cj+wtH/AOgVY/8AgOn+FH9haP8A9Aqx/wDAdP8ACj+wtH/6
BVj/AOA6f4Uf2Fo//QKsf/AdP8KP7B0f/oE2P/gOn+FH9g6P/wBAqx/8B0/wo/sHR/8AoE2P/gOn
+FH9g6P/ANAqx/8AAdP8KP7B0f8A6BNj/wCA6f4Uf2Do/wD0CrH/AMB0/wAKP7B0f/oE2P8A4Dp/
hR/YOj/9Aqx/8B0/wo/sHR/+gVY/+A6f4Uf2DpH/AECrH/wHT/Cj+wtH/wCgVY/+A6f4Uf2DpH/Q
Ksf/AAHT/Cj+wdI/6BVj/wCA6f4Uf2Fo/wD0CrH/AMB0/wAKP7C0f/oFWP8A4Dp/hR/YWj/9Aqx/
8B0/wo/sLR/+gVY/+A6f4Uf2Fo//AECrH/wHT/Cj+wtH/wCgVY/+A6f4Uf2Fo/8A0CrH/wAB0/wo
/sLR/wDoFWP/AIDp/hR/YWj/APQKsf8AwHT/AAo/sLR/+gVY/wDgOn+FH9haP/0CrH/wHT/Cj+wt
H/6BVj/4Dp/hR/YWj/8AQKsf/AdP8KP7C0f/AKBVj/4Dp/hR/YWj/wDQKsf/AAHT/Cj+wtH/AOgV
Y/8AgOn+FH9haP8A9Aqx/wDAdP8ACj+wtH/6BVj/AOA6f4Uf2Fo//QKsf/AdP8KP7C0f/oFWP/gO
n+FH9haP/wBAqx/8B0/wo/sLR/8AoFWP/gOn+FH9haP/ANAqx/8AAdP8KP7C0f8A6BVj/wCA6f4V
H4a/5FXSP+vKH/0AVqUUUUUUUUUUUUUUUUUUUUVx/wARke40XTbFbq7tY73VbW3lltJCjhGfkbge
M9Krf8Ks0j/oL+I//BtL/jXG+JrFfB95r9jaa3q32abRI5QLi8d2SU3AQFGJ4JBxxXZD4WaQQP8A
ib+I/wDwbS/41z2s6PH4O16KHS9S1uZ7rSNQdlmvHuNhSNSrhT3B4HI5Iq/4f+G2m6h4c0q+n1zx
G8txaRyuf7UkUMzKCTgHjr0pt34Ti8KeJvDs9hrGtyG7v3gkS5v3lTZ5EhxtPHVQcnNV/CHgCx8Q
eENJ1a/1jxA93cwLNIy6pIBuPUgZ4qXxF4LtfDNnZapp+r66bhNRtEAm1KR0IadFYFScEEE1D4d8
F6f4qutc1m81bWxdtqt1bssN88QRUlYIuByMKRx2p3ij4caToPhvWNbstT11L6C1aUSnUpCSUBK7
ueQPSvToHZ7OJ85ZowcnucV5d4J+H2l634c0zXNQv9ZkvZldpNupSqpy5yBg5AOBwDUvjbwPpei2
EHiDS5tRt760urZFZr+aQFWnQEfMx9fpXqVFFFFFFFFFFFFFFFFFFFFFFFZfhr/kVdI/68of/QBW
pRRRRRRRRRRRRRRRRRRRRXI+P9/2bw/t27f7ds9+euN/b8cfrXXV5P8AE0Y1bWSqruPhwZJ9PtS1
6uPuj6V5t8S5Hg1vTZLdyLg6TqgCoqlmAgBHHU8gcdM12Hg//kStB/7B8H/otayfGrOuteEPLi3s
dWI+8AAPIlyfyyfw96n+G3/JNvD/AP15pVX4oDPg0DEhzf2YxG+1j+/Toex96k+HcYj0jVlAIA1q
+AJYsT++bnmrXxC/5J14i/68Jv8A0E1nxDx//wAJDam3bQj4cPl5DiT7QI9oz7buvtVr4af8k70f
/rm3/obUz4lhj4JnCPsP2u0525/5eI666iiiiiiiiiiiiiiiiiiiiiiisvw1/wAirpH/AF5Q/wDo
ArUoooooooooooooooooooornfGWjalrWkWyaTLaR31rew3cX2vd5TGNs4bbzj6Vz7z/ABJttTtI
bnUPC4lvSyxwLbTsi7RuJ3ZBzjPB4qnceCfGWvPrU/iDUtGWe7077FaiySTZH+8D/NuGSMj361cu
rv4l6bHpcElx4WnuLuf7OSYZ1AOxn3EhueEPQDtUt14R8Ta1qyX+s6rpUbQWVzawrY2rrzMm0li7
ngEA4HpVJLPx94Z8KWcEut6IVt/JtV8rT3kbDMsSDJdQcZBzgfjWkPDPi3UPEOm32ta5pklnY3Ju
EtrWyZCSY2T7xYn+M+tYsWh+PPCelaVptt4o0s2Syx2aFtNJMYbIUn5ufmwPxzVvVvBnjfxBZrYa
p4s082ZmjlfyNO2P8jhhtbdwcinWPg7xroj30WleLrMWU93Lcol1YebIu9ixy24ZPPJ9aq/2N408
Y+Gfl8ZaZLpepW5UldK2syMMH+Lgjn8a9Mhj8qCOIHOxQufXAxXl0ujeOvBXhC4e28TaabHTYZJV
i/s7c2wEseSwycVfufC3jXxBZ28GpeK9Pk06SWGeRItN2O6q6uADu46CvRaKKKKKKKKKKKKKKKKK
KKKKKKzPDQ/4pXSP+vKH/wBAFaeKMUYoxRijFGKMUYoxRijFGKMUYoxRijFGKMUYoxWDq/8AyNfh
z/fuP/RRrerC8Qf8hLw7/wBhL/2hNW7WF4u/5ASf9f1n/wClEdb1YPin/j007/sJ2n/o1a3aRvun
6Vyvw0/5Jxof/Xv/AOzGurrnfH3/ACT3xF/2Dp//AEA1s6b/AMgq0/64J/6CKs0uKMUYoxRijFGK
MUYoxRijFGKMUYoxRijFGKMUYoxSVmeGj/xSukf9eUP/AKAK1M0ZozRmjNGaM0ZozRmjNGaM0Zoz
RmjNGaM0ZozRmsDV/wDka/Dn+/cf+ijW9WF4g/5CXh3/ALCX/tCat2sLxd/yAk/6/rP/ANKI63qw
fFP/AB6ad/2E7T/0atbtI33T9K5X4af8k40P/r3/APZjXV1zvj7/AJJ74i/7B0//AKAa2dN/5Bdp
/wBcU/8AQRVqiiiiiiiiiiiiiiiiiiiiikorn7C9l07wBY3sFo95JBp0UggjYKz4QZAJ46VJ4R8R
N4q8OW2snT5bGO5G6KOV1Ysv97jseevPFa13dRWNlPdzsVhgjaWRgM4VRknH0FecXXxa0U+NNHt7
PWYn0ee2na5xbuTvG0x4+XP97pxXc+H/ABFpXijTTqGj3QubYSNEX2lcMp5GCAff8a4W/wDiB4qt
vDl7r8OhaU2nwXD26s16/mFlnMO4oE6ZxwDnr9K6HQn8eya60mvQaLDpf2chYrOV2fzc5DZZRxjI
qhfeMfFVh4g0zRZPC+nNdaksrQldWO0CMAsWJh46jGAa09Jv/F97ryte2OiQaMqMkgtr155llHvs
UY7EYzz17Vj6j8T/AOz9b1vTzo6PHpLqss76jBCGDIGB2yEHuRxmuJ8BeP8AxzqfiCMymz1HTdQu
pY4IZriKORQjAu0eBlgqMOO/atr4rePNd8K66bXTNQS2h/sv7QqtZeful83aOf4PlzycjjpkiqLf
FHUbvxxa6dpuvWlzaTapaQCKCz3hoXjUyETZwPn3Dbjd78Yr2uuV8XeMLvwqjzr4b1DUbKKAzTXV
syBIwM5BBOeAM9K4HQfih4teyfTB4WvNT1eSM3tk5dArWjN+7aQqeuMjIxniu78ea9qWhfDu81my
C21/EkLBZVDhCzoGU9jwSKwJ9U8f6Z4o8NWeo6loUtpqV00b/ZbZwSqoXI+Zj1A4I74zxXpE88Vt
byTzOEiiUu7t0VQMkmvE7f4o+J9P0jV/FTaVFqug3N4VsZDfxxmBd2xE8oAtuPBIPP8AOvRdX8Ra
xY/D4a6mn2ltqYthNJa3s+xYzt3MuQOTxwvGfavMm+JV/aWfhq61vxTBN9qvFvbyPSocm0gCcQyb
Tkgs6ZBGRjvXqvhfxvo/i+W+j0o3RNk4SXz7do+T6Z9CCCDyPTpUur/8jV4c/wB+4/8ARRrerC8Q
f8hLw7/2Ev8A2hNW7WF4u/5ASf8AX9Z/+lEdb1YPin/j007/ALCdp/6NWt2muA0bA9CCOtct8Mxj
4caGP+nf/wBmNdXXO+Pv+Se+Iv8AsHT/APoBrZ07/kFWf/XFP/QRWNqfjXRNJ8RWWi3d0iXF0WXf
5i7YnChgsnOV3Kcjjms+5+K/ga1MgfxHaO0bBSItz5JOOMDn6iumvNTtLFcTXMCSlC8cUkyoXx6Z
P4ZrG0Dx3oWvaHbaot7DZiZvL8m6lRHSTdt2kZ654HrXS1keHvEFv4itbue3gmhFteS2jiXHLRtg
kEEgg1Nreu6Z4c0/7fq12trah1j8xgSNx6DgGsCb4peDoQ4Orl5VXd5KW0pkYey7c8nitzw9r1p4
l0eLU7KO4jikJXy7mIxyKQcEEGrFpqthfQTz2t3FJDBI0UkoPyKy/eGehx3P1rl774k6XaWeriKC
SbU9OultBp+5RJPI7AR7OuVbIOewzXX2s63VrFOmMOoPDBgPUZHBxXIy/EWzTRNV1mOwuZLDStQN
ndSjHKAhWlj/ALwBIyOO9dfFcQ3AzDKknAJ2sDgEZH5jmuV8T/ELSvDVlqkhjlurvTWh8+0QbX2y
sArKTww57dxiurhk86COUo0e9Q2xxhlyOh96y73xLp9h4k07QZvO+3agrtABEdhCglst04x068j1
qLxR4v0XwbYw3mt3LwQzSeUhWJny2Cf4QewqlqnxD8OaNoOn63e3UyWGof8AHvILaQluM8gDI/Gt
aHX9On1ZNLEzJeSW4uY45I2TzIz3XI5x3HUZ5rTpRSUVgaf/AMk+tf8AsFJ/6KFcj4OPi7/hWvhg
eGk0Ty/sSmVtSaXOcngBB06ck/hWtP8A8Jn/AMI7r3/CSf2D9m/s2fy/7O87fv2Hrv4xjNeT6Trw
GreCpW8b2MLW+kyRmVrFT9j+RB5bc/MTjGeOh9a9Y+ErrL8P7WQXCXDSXN07Tom3zSZ5Pnx2zXnE
1l4rl8A6vLBrNtb6T/bbrFbyWm6QH7YAGD56B+cY7EV6N4C1DV9Q1DW11XxFHqEtpMLZ7MWH2Y2z
rnLdSWVhgg9D2rG8dWVrqPxF05dZ0DVNU0q30uUotpbPKvmu4B5UjaQq9c55FXPgtZ2Vv4HmubKB
4I7vULmXynYkoA5RV554VQOea8k8aaRNqPizU/Fdukk1nfG7ELwyRxqqw+XEJC0gIKlj0AB9D3qx
8NGXwPrOm6vrGhao1nqqx22lXDlSIpHwJG25G0Meh67fXNbHxV1LT28UTWMPibWmllXy9UWCNWht
LTJ3IQqAscnjJxzyelc9c2Wj+GvGS2+n6j4vubORI7USaegjmSVMMEwU2yDG0gDBHOff3uSPxpI5
e1vtDS3bmNbmylMoXsHIlA3euABmud8TRa3qXi7w54eudaltEvrC8+2nT0CpLgL/AAyB8DBI5yea
NP8AhBBpdndWlj4s8QwRXUccUpWWLfsT7qhtm5QM9ARTPHtxqMFjpfgi1tG1j+07KZZpbi6EMzrC
EJO7aRuIznivOtH8i1fTvEnh7wZbQ3FhpcmqyE6rKUVcyx4IfduGE3ADBzxmvWNc1Kz1j4aWWoeI
bxdLsb2GGa9iiO4zIwDGFO/zcDjnGR715fpLSaz4tu/HP/CJas+gRyiW0sbMxeW08KFTJIjMMEYP
QdeM8c914w1uw8VfBGbW7nSMtdQF7S2nG9klJKqy47gZbPpXjOk6Rr0XhnVoY7XTIbIWto13dmPP
nI7xyRRgj+M78tnkgAehr3bRpdV1Pw49j4dfTNB1OwvZYdRh+zGWMSAkkqMjh8hwTng1oaVoHiga
1aX2v65Y3sdrvMcdvZmE5ZSpydx9RXXVheIP+Ql4d/7CX/tCat2sLxd/yAk/6/rP/wBKI63qwfFP
/Hpp3/YTtP8A0atbtI33T9K5X4af8k40P/r3/wDZjXV1z3jxXf4f+IEjjeR20+ZVRFLMSUPQCuft
fipoNlY2qXtlrlpGqJG00+mSqinGOTivB/iDb25+Kmp+VIVstRm2Nd6hCSsW4hXdRjIVGyAcfwkU
eCNQ1a18c6XLBcRC1e7tbWVlt0Ecse5o1PPqFPPr716r8RNPmt/iLa6lqmj2viGxurYWem2E11FA
I5iRkEOfnJPQj1x6Z5v+xYPGcWjy6V8L7aztF1AC6kW/ij81U3LJGMENweeP7tdr8U7Nl1bwisSa
xPbK9xC1rpUxW4kHlggg55xt5yc4zzXkejWnmaKiR2nie3MmvpE10JyLaNTKo2vg/wCtHHOOuOa9
w+L062nhGxuGSSRYdWtHKIu5mAkzgDua42bxrLD8ZJ9WXwxrxnOjC1gsnhVJJCZSQxBbhSRgdTnP
HFd1418Q3sPwnvdWitrjT72e3SPyphiSBpHWM59xuNWfEGmWmgfCbVNNtoE+zWmkSxrGc4IEZ69+
ev4183abc2T67ool0/wokMdkyyNPcOYpCVzvlOSwkGenqPTFe2+C9Rbw3+z/AGeo2Vu0twls7RRI
CxeZ5GCjHPViK5Dwn4Ys9W8LeEoddk1A22s/aopPIvnRPMDtIm5B8p3ASZz3ArqvgvpVpD/wkuo2
iSGJtQezt7hrhpBNDH9w88HAIGR+lcv8U9D8Q6TaJret+JdPb7XLb2LtBpxVlRZDKG6n7pGcd8Yr
svD134sf4l2ltqHiG21PTG0c3mbSDyomDOFQ4yck4yDnpmofizrFnoHiTwdqt02DaS3cqhiQjYiG
Acc5LbQO3JzV37Pq/wARvhTqCeJNJt7Ge7iaWzjhcseBujc56HOO/I9M4rH8N6snjbSPAWlOTIIE
N7frt6fZv3aBvrIVOPatz4tn7BpGja/ExjutL1SB1lUEtsc7XUY6ggjI74r0LORmlFJRXEXzeJh4
B0NPDVlZXkklrFHcxXMmz920WMqc4BBwa3fCOiyeHPCOlaPLKsstpbLHI69C2Oce2c4rVubeK7tZ
radBJDMhjkQ9GUjBH5VwXifQ9d0zxN4a1Twrolte22l2s1qbQ3KwBEYKFAJ9l96TwraeLbXUde1G
88O6fpcUlqqWWn2s6HfIrSNksOBkucnA65xVD/hCfGv/AAhMXhlLzQIolZZGuAszSM4kEpYjpksO
a19I8O+MbfxbNrN3qGiRR3VuIruO0t5CZnVcRyHceoPbOMZHvWkdM8bEEf8ACS6Rz/1CH/8Aj9Y3
hbwJ4n8MnTbZfGaz6TZuxaz/ALNVfNViSQz7ic5JOawPEPhDxnd3Fvq0em6feyrPeRf2WZwkUVtL
EsSAHgfdQsfdhx1qTwv8P/EdxNZX+vR2umXOmTWwslik89vIjjEciNzjDhVPsQTgVufEHwTrvii9
87RtUt7BW02aym8yPeZg7o2z/ZX5fvDkenNU7b4ea+PGsWrT6xbjS4dWe/SyEWW5iCbt/XJxgr0A
5z2r02udTSL6f4gS6zc7VsrWxFrZqGyWZ23SsR2+6gH0NdFXDeM/CGr+IvFGh32mao2mR2UFykl1
FgyKXChQFIwQcHNc3/wqnW10+PT7XWzYRx6Ctg7QEMtxLvlZg4YZCfP1HPJr0XSNAtrPSNFt72C2
uLvTLZIY5zGDsYIFYoTyM4rhdJ8JeP8AS/C8+mWWp6LAs09yxhuLd3ZVd2IPmK2DkH+7xmum0nwp
LbfDO18NXphe6jsGtzInKo5QrlSR23HnFc3qHgPW7L4c6X4c8PR6ZAzeT/aysDmZxsLOrn3U9R06
YxivRbTTLSxur25t4ts17KJZ2yTvYKEB9uFHSrdLisLxB/yEvDv/AGEv/aE1blYXi7/kBJ/1/Wf/
AKUR1vVg+Kf+PTTv+wnaf+jVrdpG+6fpXK/DT/knGh/9e/8A7Ma6uilr5g+JWhxW/wARNW/tC71a
5E4tXkuRhYYo5JcMshAwqBQAvuvNQaL4dvtAvbDVWkWTwrNr8EMV3tbeY4pCY3UH/lmxY889Pz9O
8fy6rrHjPT5dE0wajD4VYXt5HnBlkfGIk45cIN+Pcd+DwXgXXvhzpbxaprlxqUOvx3806xYmKwku
QBtUbc7cZ6969i8V+Dx42udAvl1S+0+CyZ5ibZmhmO9ABjIyrD3GcEjvXiXhc+EodKuzrPi3VbK8
sdYa5SwlkcpKI3DAtHtwXbBGc5B7V3/jXxdFqPw88I6jdRT+Ze3VtfTrBAWMccRDSOF9ASo5P8Qr
B8V+I/C/iPXtauJrDV7lLrS4LeymhsJAyTrI7DG4Ag5KHPcZH173QbfUPHvwmk0rxJZ3VjqEkJtZ
muYSjb1wUlAOM87T9Qams7HxN4o8HnSdVuJdCvYJXtLx4YVlW7iCY3IXzgNkHPsR9OOuPh1f2XxK
0C1h8RMyLp85SWWxgYqqbV2hNu0/fXkgng16J4a8JXPh6K8im1281OCdAq286IkcWAR8gUAKDnkD
ivHNI1Z7vwJoul2uka99u0DUPtgFtZvcRz4kk+RXH3RzgngcHrXe/CvW5rPR7bw9d+GNV0pLS0M0
l7d2xjieXJaTkjjrkevPAxSXV03ifVpfFV9p13N4W0WGQ2NukJMl87Da8wQkZULkLnrkkVU+Esel
XniHWL/QYbtNGtLSDT7V7nO5iGeRwc+hYD6VrfE3wnqniu/8PRW+l2t/ptvcO94k1x5TYYbeD1wB
k8Z5A4q58LNM8UaH4W/snxLBDGLR9lmUmEjeVz8rY447H0PtTfBHgM+FfE3ibUmMZiv7ndZhT/q4
jl2XHb5mx/wEGp/FOjX3irxJpOmPA8OiafMuoXU7YxcSKf3cS9+Dksfp3rs6KKKy/DX/ACKukf8A
XlD/AOgCtSiiiiilxRijFGKMUYoxRijFGKMUYoxRijFGKMUVheIf+Ql4d/7CX/tCatysLxd/yAk/
6/rP/wBKI63qwfFP/Hpp3/YTtP8A0atbtI33T9K5b4Z/8k40P/r3/wDZjXV0UVVu9Osr+GeG7tIJ
47iPyplkjB8xOflPqOT+dOaytWt47draEwRbTHGYxtTb93A6DGBj0xUkcMcRcxxohdt77VA3N6n1
PAqKbT7O5Kmezt5SriRd8QbDDkMMjr71YrMn8N6FdTvPcaLp0sznc8klqjMx9SSOa0RGgUKEUADa
AB0HpTqKKYYozMsxjQyqpUPtG4A9Rn04H5U+kUBRhQAPQUpGRg8ijpUcFvBaxeXbwxwx5LbY1CjJ
OScD1NSUUUUUUUVl+Gv+RV0j/ryh/wDQBWpRRRRS0UUUUUUUUUUUUUUUUUVheIf+Ql4d/wCwl/7Q
mrcrC8Xf8gJP+v6z/wDSiOt6sHxT/wAemnf9hO0/9GrW7SN90/SuT+F7s/w20UtG0ZETLhu4DsAf
oev4111FFFFFFFFFFBpKKKKKKKKKKKKKKKy/DX/Iq6R/15Q/+gCtSiig0Vzt54/8JWF5NZ3fiCwh
uYGKSxPLhkI6gjtW7aXltf2sd1Z3EVxbyDcksThlYexHBqbNGap6pqUOkaVdajcrI0FtGZZPLXcw
Uckgd8Dms5PFmmz6xpOnWhlum1O1a7ilhTKJCACHc9VDZwPfitDV9Ut9E0e81S7Dm3tImmk2DLbV
GTgVWPijQ44oHuNVs7Vp4UnSO5nWN9jDIO1jn/8AVVbVPGmh6V4WbxI92LjSwQBPajzQ2W28Y9+K
y/CnxR8M+MtVfTdJmuWuViM22WEoCoIB5/EV2eaM0ZozRmjNGaM0ZrC8Qf8AIS8O/wDYS/8AaE1b
lYXi7/kBJ/1/Wf8A6UR1vVg+Kf8Aj007/sJ2n/o1a3aRvun6Vyvw0/5Jxof/AF7/APsxrrM0UUZp
M4pc0mecUuaTcCSMjI6jNLmikooooooooooooooorL8Nf8irpH/XlD/6AK1KKKDRXm+nop/aA1pS
qkNocW4Y6/OOtQ6Vq+m+BvG/irTbu9t7HQFS3vYYycLBJJkMqgdNxG7A/wAa3B8V/AhQv/wktngH
H8WfyxmtTQvGvhzxNcy22i6tBeTRJvdIwwIXOM8gd65P4wWn2u28OxtFPPDJqXlS20d2LYTIY3JU
uSMfd/mOM15BYadFC7Srp11bSx+IIrOK4TWFk8qASriHYrZYDP3xkZ9MV7V8Yri/s/h5qlxbX9vb
2xgMM8UluZGl3kKArbhtPJ5wfwrzPw5aXmvaha3TjTvGMb6GSo1KJbf7FtfBQfK+5gcjOPxr1X4V
W0DfCfQYWhjaJ7clkKghiXYnI780+4s7Wz+KWhi1toYA2mXm7yowufnh64rs6KKKKKKKKwvEH/IS
8O/9hL/2hNW7WF4u/wCQEn/X9Z/+lEdb1YPir/j007/sJ2n/AKNWt6kb7p+lcp8NP+ScaH/17/8A
sxrq6KK4rxPrNmPFug2Nn4otrDU4bvNxZPIW8+AoSyMo4BIwVLfhXm7X0Wnp4V8c6tqGsrZXGsXc
0ryTySxpEd4hATJwCAo4HIzXpHi7WhfeFbG80HXraxvZ5be4svPmEQuFZh8jBuSGBPHqKx/HmvaN
D4u8FXMur2kcUF7M00iXIAVfK/iIPQkKMHr0rR8W+NPM+HDeIPCuoxHzbiGGK5MW4LulVGyrD3PW
vO/Euq+INA8Q3OvT61qFpqK262rLHo0ISdN7bPkNwxOWyA2P61614Fj1dvCUE2t391eXdzmb/SrY
W8sSsP8AVlQexzz715Dpdh4auPALX9zaeKpNUFtMxuI1vGh8xd2G3L8m3IHOcetexeBJ3m8DaGtx
MZLtdPgM4dsuGMYPzd8n3ro8UYoxRijFGKMUYoxRijFGKMUYoxWV4a/5FXSP+vKH/wBAFalFFBor
yy7j8W6X8VdU8RWfhCa/s5rNbKLZfQxltpDb+TwD0x1ro/CXhi8ttQ1XxB4gS2Osas6eZDD80dvE
gwiAkcnuT6/Suq+yW3/PvF/3wKekMURJjjRM9dqgVxnjbwnrPiyW3gW40b+zraYTxw3lnJKWcIy/
NhwCPmJxj0rz7wt8Nr6d9ZMC+G1ubTVnRLmTTnLxOmxh5YEgAUEjAIPfOa6fx/4d1i78BSHXNRt7
2HTNMuJ5mSMxm5udhEbFRwAoJP8AvYOBWFqVn4d07XdMjvLa7it5fDvnKuk+dtaZnyWbyeSD6njm
u7+FH/JLfD//AF7f+zGptR/5KnoP/YMvP/Q4a6yiub1/xFNo3iTQLLfZR2V+Z/tMlwxVkWNNwZTn
HXg59R0rmU+MVpL5MieGtbNrJfCxF2Ik8kuX2cNu5+mPaq3xE+LJ8HeJLPR44YQS8c087N5g8k7t
6lQQVfIXHXg5qzofxZsdR1Mm+utIstMj0uK6nk+2B3S4diDEP72ADnAyDj1r0a3uIbu2iubeVJYJ
UDxyIcqykZBB7jFSUVheIP8AkJeHf+wl/wC0Jq3awvF3/ICT/r+s/wD0ojrerC8Vf8emnf8AYTtP
/Rq1u0jLuQrkjIxkdRXnmn/D/wAUaRYQ2Gn/ABCu4LSAbYo/7MgbaM9Mnk1Z/wCEQ8af9FJu/wDw
VW/+FH/CIeNP+ik3f/gqt/8ACorjwR4xuojFJ8StQCk5zFp8MbfmuDXMfEyOx8NjwR/wkM8mrQQ3
E0V5LLFmS5Qx4JIHXqOM/nzXI6ZpL6z8QtK8LqmsWKQXJvpre41AyJFaqFkiQJk7XGdp9OK9P+Lt
tplt4cs9Yu9OtJRaajaGaZ4gZEgEoLBT174x05NYniDSdBvfGnw7vbHQbaCyv5LhpEaySMODEGUS
Ljr3APvXRfE3Tre2+H4sNOtYIBJf2ixQwoqKWM6dAMDNcj4l8I+ID8T/AAqbjxZ513cC6+z3h02H
fb7F3YC9GHPBPI5Iru9G8J39/wCEodP8bX8mp3vmtK7wTPBt3fwExldwGT7e3Arya5+G2p6PpWu3
1z4T0k20TzTwNc6vPtt4F6KEQjdkAkEnvzjpXp/wq8O2Gl+ErPVYdHi07UNSt45LlY5XcMOSn3yc
cHOO2cdq7yiiiiiiiiiiiiiisvw1/wAirpH/AF5Q/wDoArUooooNJRRRRVe0sLWxM5tYEiNxK08u
0ffc4yx9+B+VF9ZW2pWE9jeQrNbToY5Y26Mp4INLFZ20Mqyx28SSLGIQ4Ubgg6Ln09qfb28FpbpB
bQxwwoMJHGoVVHsBXIa40sHxJ0me2tvtFyuj3pji3hPMYNEQu48DJ7n1qu3if4gqM/8ACu4j9Nbi
/wDiaR/EnxFYKI/h/bIdwyX1mNuM89FHNeWfFqytbz4mabbaXoz31zEv2rUbdZHkErEhimN3XaM4
XGcisrTLyxFhpOnQeIboT23iRAmgsoWNV884YNjJ4Pc9c8Vo/GP+xdV8dm3vbu102S3mSKRoLYyS
tGY9zTSkDnB2Kq9cZNZmh6Lp8niDQtHvIrC9n1q4stQMi2YjUQ4lLxg4+XIWMkADJJr3C41bxdpV
w+naL4Cgm0y1xDbSDVY4Q0YAAwhX5R2x7VH/AMJL8Qf+ieQ/+DyL/wCJqN/EnxHMWE+H9qsmR8za
zGV688Y9Pen2134z1rX9JGq+EodMsrW6Nw9wupxzEDynUDaACclhzXeVg+Lv+QEn/X9Z/wDpRHW9
WF4q/wCPTTv+wnaf+jVrdooNJRRXKeNvCEnipdLltbqK0vdPuDNDPND5yplSCQmQCwO0jPAI71hS
/BzSW09ZIdSv4/EKTm5Gub83DSH+92K44xx069a6fWvB9l4k8OWmja3c3V3FA8Ukkm4I07J/fwMY
PcDFN1zwzLq3iPw3qUVysMOkTSyPDjiQMm0Y9CP5VoapokOrX2mXFxNKE0+f7SsKkbZJNpClv93J
I965+fwZqM3xIsPEkmuSz6faLMY7GZR+6eRdp2EAfLj154rs64rxx4EvPF0sKweIr7T7OQCK+tUY
mOaIEnhezZ4J7j6c9hbW8Vpaw20CbIYUWNF9FAwB+VTUUUUUUUUUUUUUUVl+Gv8AkVdI/wCvKH/0
AVqUUUUGvLdX1jxTr3i3XbHw7rVtp1xoSKINPliDNfFlDMz7jwvZSPXnFdv4R1S91rwpp1/qVnLa
X0kWLiGWMoRIDhjtPQEgkexraorj9QPxI/tC4/s1fCn2LefI+0G48zZ23beM/SoLC1+JMviKwudV
vPD0WlxbluLeyEu6UEcH5x1BAxyO/Wue8c/EvSdE8e6FbDWrmKCyknGqQQRsc5jGxSMYb5vTOPas
i2+JPjq98Mw65bnw8LGfUltI9yy/aMNLtGVztxg49ce9e31yeo/8lT0L/sGXn/ocNdZRXD3OgJpf
jTw7JapcTCe9vrq7nYbvneEgbiBgADCj2Arzyx8D+MYdM0i0Oh6WmnweIBdAgMLyNRMfnJ+7s2gd
OcYra+K2gXvjDUXh0TTbuC60+3k+1apJvSKSLZnyEA5kLEjoOOmTUH9jeOtU1LTfHSaHa2l9pcEd
ta6JIwDTRFWEhLHAQ5b5QegH5+wWMtxPp9tLeW4trl4laWAOH8tyOV3Drg8ZqxRSiisLxf8A8gJP
+v6z/wDSiOt2sLxV/wAemnf9hO0/9GrW7RRRRRRRRRRRRRRRRRRRRRRRRRRRRRWX4a/5FXSP+vKH
/wBAFalFFFBryPxn4S8NfEW61yexnnsvE+kK0MuGCl8Lldy55RgcBhjrz0xUvgr/AITfxV4E0TUb
XxTHpmIDC6S6ctw0xR2USFmYHJUD8s963W8OfEInj4gWo47aJH/8XXTaBaavZaWsOt6nFqV7uJNx
HbiEY7DaCenrVPVtE1m91MXdh4outOi8oR/ZktopEznJb5wTn/CotE8N6rpusy6hf+KtR1RXhMYt
pkRIlJYHcFQAZHI+hryb4r6dq3jf4h6Zp+jPDElmzWkV07FR9p2GVlyAT8qqvOOCawLPRJrPwhFH
e+HAL+DxGkMuuiWPeXEwUgZ+frkdMd6+nK4/UEkHxb0SQykxnSbtRHjoRJFk598j8q7Ciiiiiiii
ilrC8X/8gJP+v6z/APSiOt2sLxV/x6ad/wBhO0/9GrW7RRRRRRRRRRRRRRRRRRRRRRRRRRRRRWX4
a/5FXSP+vKH/ANAFalFFFFczrXw+8K+IL5r3U9FgmunILzBmRnwMAMVI3DAHB4rftLO3sLOG0tII
4LeFAkcUa7VRR0AFTUYriJfh9fSSu48d+KUDMTtW5jwPYfJRF8Ny1zBLf+LfEt8sEiyxxzXahQ4P
DfKoz346c1saroUt1r/h+9tVhjg0+6mmnX7pO+J1yABydzZNcjc/Ce8uZ5JW8U34ifVzqJsyAbfb
5u/G3ru984z2ruvEMesy6Hcr4fmtYdUO3yXulJjHzDOce2fxrk/Dnh/xufFttrPiu/0ieK3tJYIk
slZWBcoTnKgEfJ6139FFFFFFFFFLWF4v/wCQEn/X9Z/+lEdbtYXir/j007/sJ2n/AKNWt2iiiiii
iiiiiiijNGaM1nS69pEEZkl1OzVBE824zrjy1OGbr0B6mr0csc0SSxOskbgMrqchgehB7imm5gFu
1wZoxAoLNIXG0AdST04xT45EljWSNldGGVZTkEeoNVRq2nmK9lF7AUsSwumDg+SQNxDemBzU1rd2
99bR3NpPHPBKodJI2DKwPQgiojqditxc25u4BNbRiWeMyDdEhzhmHYcHn2qeCeK5gjngkSWGRQyS
IwZWB6EEdRTjIgkWMuodgSqk8kDrgfiKdRmiisvw1/yKukf9eUP/AKAK1KKKKKKKKKKKKKKKKKKK
KKKKKKKwvF//ACAk/wCv6z/9KI63TWD4p/49NO/7Cdp/6NWt2iiiiiiiiiilrzX41aNcXvgufVId
XvLMaYjTeRA21ZmJAG49eMn86w/C8mjx/Ebw8vg/ULm4huNPkfV4PtbXEUS7BsJJY4ffwR/LNey0
VheL7u4sPDdzeW+sQ6QIcNJeTWv2gRp04TI5yR6/SvmaNLk2SWx8TQq50q9AtxpzeZ88pbygMZzI
TkP2BIr2b4XzahJoOoRWniuDWbq3hgiS0mtWhispBHgJnqVwADgDlSepNcxpd7qOm3PxB8PXl9pR
tHtbudYLdm/4+Gi3OkQY9FGSwx1Nek/DzVtKuPhvpE1ndQNBaWMaXGwj90yoN4YdjkE/rXhR8S3n
iGHUH8K2kx1i8vrq4vZPOSNGtpAY1iZSQG+XaQexB9a6/wCEupXmneK20m70a+N49nFDO8VxG9va
RRqFQlVPVjuJJOctwMZNZVhqGp+MPGPiWfTbxtAS5SQ6ndX8CmOO2CCKGPDdC3zMTkde+Kq/C/XL
vUPFOhx3eu6g1nparZQwLLGqPKwZVUIOWj2Jksecj3rS8T+KL3xD411VvD5DanawXFmkNxA6i3tI
0YzS7uMO74VSOgA6Zq54HuJG8b+DxDrPim4W50+aa5TVWkETsI14jDDDLkk5Gf4ea91opay/DX/I
q6R/15Q/+gCtSiiiiiiiiiiiiiiiiiiiiiiiiisLxf8A8gJP+v6z/wDSiOt01g+Kf+PTTv8AsJ2n
/o1a3aKKKKKKKKKK4P4gaNZeIdf8JaVqKyPZz3c5kSORk3bYWYDI5xkCqnxRXTPDXwfvdKgV4oZI
1tLSIbpCWzuAycnorHJPauZOqaH4n13wXB4Qilm1GzdFv7hLdojHaeXtkSRyoBzkjg9enOK9F/4V
9oH/AFFP/Bvdf/HKitfhp4WsrmO4trS8jljkMqsNRuPvHqceZznAz6961fEugWHiHS1t9RWR4YJV
uQiSFAzpkrux1GecewrweCFbLUPDmo6x431my+2aBJOLprgbo23LiJSRkqTzg8nA5r1fwBa3UPwn
019KMJ1K7tvPM90Th5pCSXcjluv1OAM968x8O+DLjS7rx/qYukvYLWDULGWW6XM/meUrCRT6tuYH
+teh+CvA+mNo1rqh3CHVtCtba8s0+WOUhB85I5yQcfn6153e297Z2F6YvD/hK+tJ/EFzb2dveI/2
maUzFcDBCgAepGAK7H4eW9/ba1O9sfCun2lqZIdXsdNgkSUOv3CS2cgckEcEE9e3B6tMuoxeIdat
PEd3qsbzG9af+xENkkkakQxs83JPIQBQevTvWz4U0SC6+Iaar4t1FLrUrK/TT7aNLaKANN5Pmqzb
MZ24Kjg87al1XWrS68Z+JdQsvEt7qMj2klsbHS9LMqxRIp+WWVl4XcWOV69c9BV/QYdSsPGXw7bV
9Ygu4ptJmFsBbiHy8xR/LnJ3nlQOh4969mooFZnhr/kVdI/68of/AEAVqUUUUUUUUUUUUUUUUUUU
UUUUUUVheL/+QEn/AF/Wf/pRHW6awfFP/Hpp3/YTtP8A0atbtFFFFFFFFFFcn4l/5HbwZ/19XP8A
6TvXWUUYoxQVDKQQCCMEGudfwVo76vaXvkKILbT5NPWy2KYTExBIKke2Me9b1vbw2lvHb20UcMES
hI441CqqjoAB0FZEPhTTYLHW7NRKY9ZllluyX5JkXa209hgcVpabp8OlaXaafbbvItYUhj3HJ2qA
Bk9zgVxtx8IvCt/I8mp2016zXs94peZl2mVgzL8uMrkd62dD8C6B4b1aTUdHshZvJbLbPFFwhUNu
3EdS3vmm3ngnTtS1eG81CWa4tbVxJa6dkJbQuP4tigbznJ+bPWqr/DPwvJ4y/wCEqeydtT8wTAmV
tgkA4fb69PbIzV3V/A+ga1YrZT2jQW4kaUpZytbh2b7xbYRuzk9awo/g14NjmtpRaXpa1YNBuvpT
5ZBBG35uOg6V32KKBWX4c3f8IppIUgN9hhwSM/wCsLwLrviDXp9bbWBp6Q2N9JYxC1idS7Rn5nO5
jgHIwK7Giud8X6/eaDpq3enQR3stvIkt1Zg/vWtidrsgzwQSDk8cGuKl+NWiz6/or2V5L/Y80Nwb
0NZSGRZFAKKMDk8nOMjpnFdLrXjNZvB1rqnh+4iF7fp5unRXibBcbfmaM5IAJUNjkeozXAa18YPE
sccpsLG3iR4FmiMlplkDIGAJM4z167fwr0HQ/GUcPw60jxH4kuUia6iQySQQOw3P90bVBPoPrXP+
LvihZ27aSukavJZx3F0YbiafSZ22rtOCoZVzhgAQMnn2rovh74wn8W6Ez39nLaanav5V0jQPGjNk
4ZN3Y46dQfwrrqKKK4rXtf8AG+lyX89n4X0+50+2VpElbUdruijOdu3g8dK6+zuDdWUFxjb5savj
0yM1NRRRRRRRRRWF4u/5ASf9f1n/AOlEdbtYXin/AI9NO/7Cdp/6NWt2iiiiiiiiiiuT8S/8jt4M
/wCvq5/9J3rraM0ZozRmjNGaM0ZozRmjNGaM0ZozSUCsvw3/AMitpH/XlD/6AK5HwdFrkkfjGK2u
LO2n/wCEgnMM0kBlXbhCcqGXnGB19etbI0/xxzu8RaL14xpL9P8Av/V/SbTxHBdltW1bT7u32ECO
3sGhYNxg7jI3HXjFcN8XYLaXUfDcUNxd2usXtz9ghkhXEbwysqypI3TGDwPWvPbGbVLfWY4bPTbd
4YpddWEvdeXvU43nAU7doxgd/aun8TJZz/s6+Hre4hmkupobVLExjG2cjClm6KME9evSvPtRtLrw
9p2pWWv6XO2uLHukZ7KzmQeYdsZWRgXxwB8vTBxivc/BPh3xZofw+stMn1i1TUE2mPzrTzFt4sf6
rCsu4g/xZ9ua8/1TVPEN5p+i+NdY8QWctjZ6ygfS47fylTy5WiMiksSx5yR0+b2r3sOrEhWUkdQD
0paKKKy/EsiReFtXkkdURbKYszHAA2GpdElSbQNOljYNG9rEysO4KjBq/RRRRRRRRRWF4u/5ASf9
f1n/AOlEdbtYXin/AI9NO/7Cdp/6NWt2iobu7gsLOa7uZFjghQu7sQAABk9a8q0b4kJpnh+5tNYu
9VuNanikv4oorIzPawSEmMNtGPlXax3dAwHNbHgD4gJrGlWNnew6pJdx6YLu5v57MpExH3gDj5j0
IIGCPeuNvPjRBCnjK0iv7yWcu39jyrbkLHlAoGSMg78kbh/Ouv8AB/xQ03VrrQ/Dzrqc+qXFoWmn
ntPKAdFySw6c4JyOOnrXJeMPiX4q0fXNV0u21vw0sUJjEUoRvMCysVGPmILIMFuMd8dql8MfEHXd
d17QtPbV4biKLVXtJru1h2LeoIC+SrdOQeRj1wK7/UfiZ4a0vUbiwupL4T27mOQJYTOMj0IXB+or
yfwv8U9W07xHIr3mp65pdxqVxFJBJanfbxll8p1c/U5jOMY969a8TAnxt4Lwcf6Vc9s/8u71a8ce
JLzwl4Zl1q00sailu4NxF53llYzkFgcHODjj0z6VxUHxQ8Rz+J/DNkPD1klnr1ss8O68yyg5LHfj
GQuDtxnt1Ndj4R8T6h4kn1dbrSI7GLT7x7MSLdeb5siH5sDaMDpz/hXT0Vh69r91o7Rpa+H9T1Vn
QsDZqm1TnGGLMMHqehrkrX4n6vrGlS3eieBNXueXjjd5I1jMinBBOc4BGDj0rrJvEyWOlWN5f6Xq
kUtym5reCze4eFsDKt5YOOvXvXk+nfGfWXfRY5dM1C4aW/uIrnZpx/fRKTtSMA8yKOoGMd67l/iA
w8A3+t6nb/8ACO3wE6WltqPyu7quUwrYLZ44HvWDrPxis7DQ/Duq2mqaVePLLHFqtnEx3qGXLOgJ
3KFIPUc5FdzYeMtM13Qb3VPDpbVxau0Zhg+R3cdhvx2OQe9Vx4i8SkA/8INejPrqFt/8XV3w/qOt
3VldzeItJj0po5mMSrcLKDD1BYqTgjofpXlF98ZdRt/DN/Krt/aT3YuLTZZFkjsWkwoY9NxVWPOO
COc9O88GfEQeNNe1OztdFvLWxsY1zc3WEYyE8oyfw8cjk9DXJ6p8apdN1q+hhtLa9t3u0t9LhUsj
XChtsj+Zyu3dkKcdj1rvPD3ifUtX8RanpWoaE+mNZQwygvcpKW8zd12ZA+4e56dqdFYXmqfDmzst
P1GTTruXT4RFdxjJibYpzj8MfjU/hLw9N4d0qWG7v3v766uHurq4ZQoeVsZ2r2AAAA9q3qK57xR4
cm8Q3GhMlwsUOnalHeyow5kCBsAH13EfhmvPIfg/rkkdzd/8JIbG6869NtbJbpIixzE5VmPJ3DGc
5xnjmuh1XwZrEvwl0rQLSSA6lp6W0jRt9yVoiGKBu2SOD7ds5rltZ+GPizx5qt14i1y5tdJ1KBI0
0u1hfzUTaS37xsHue3cnjHXs/wCwfHupeGVstR8U2ljqRutz3Wn227MG3BX5sYbPORioNM+DXhDT
9MuLWazkv550dXvLt/MlG4EEr/Cp56gZz60fDbwhrvhK916PV7wX0E8kP2W6aUtI6IpUBgemBtH4
V6BRRRWZ4jx/wi+rZxj7FNnPT7hpnhcsfCOill2t9hgyPQ7BWtRRRRRRRRRWF4u/5ASf9f1n/wCl
EdbtYfivT9V1HSI00ZrMX0NzDcR/bCwiOxg2Dt57Vhbvit/c8G/99XVG74rf3PBv/fV1VPVrLxXq
GhanF40stFvNEFq7yWuj+ebiV1IZQu7HORXn+kNrPhjwvYQ2vh3WtFOrantnlg8iWaZXVwkSJLlg
FCpy2P4j3rq/htPqHh+XX7DVJtca30SziMUF4sW1YypYBVjLfN8pHDHIx3FeT3X9sW0XiaTxC8cV
jeX37yF5DlL2RNyEgDcQiuWI6ZQdSAD3Pw78Q2/ij4ieHYo2YS6HpM9q7ZZlm2lVVwW+YBg2cHkY
xR4w8N2EOieIvF/9h2kavfWslratCsbi3icB3K8YMh3HHUjFQ+HbSA/FXRRo1rGNNv7iTW4ykqYh
iaDYYyi52lXLDr6Y6Guy8aXHja01+w0uw8RWVva61PLBA32L95bKIy2d27k8EZwPWmfCS4bTrjxT
oN7qkN9dWmofanu1cYmEqgl+CQPmBz6E1q+PtOl1bxF4RsodRutOeS6uP9JtCBIoEDEgE8c4x+Nd
O+irJ4Yk0S4uZ7tZLVrd57lg0km5SCzHHXmvl2O+8RQ2mnasbbbB4GnS1lBbBZmmY9O3RVP4V714
Tg1vR/hjp82m6dDeatdk3k0NxN5ILTMZGJbHUBgOnan/ANtfEf8A6FDSv/Br/wDYVraBqHiy7vnT
XdBsbC2EZKywX3nMWyONu0cYzzntVvxJLrcGkvPoUmmpcRZdzqKuY9gBzyhyD3zzXj3g7VPGujaX
4GtoJNM+wa3eyyPH5TeaUZmd9xJxjaSw247da9n1nV00iC2dlDPc3MdrEpbHzOcD645OPavJ/B02
o3n2bU08NpPAuny6tYW8ZkSKG88143RGYn/WKd2DnB5HWrvxJ8S6V4n+CzataWqTSXhCQRyxbpIH
BzKB/dKqj5I7CuHvdZnPw50Czvfh/Pb3K39s63EViscNyoI2gHGd7qAORz+le6+E9SvNW0J7ifw9
JoMokaOO1nAztAG1sADA7Y9qysfE8o/z+EFbb8uFuTk+/PH61cvrC6m+Hd/Z+Lb0TObWT7ZcabGU
JQAk7V55xx059OcV4bo8p07wdLZ3NlrGm6frtyY7u8l05riaWPkQxRMSBjaMZIzk8DGK2fg94bvJ
9X1W5ghuYfD8tjNbW+pNE0M9wHfhwckFlwRntXNR2unjwp4guRBrs8KXlraWV5dQEbLSOVRtRuMO
Tn5QOMD3r1L4YJpx8aeI5dO/tlohaWq79W3+aCTJkfP82OBjt1r0Hw3/AMitpH/XlD/6AKy7j4i+
EbTUpLCfW7dJ4pBE5wxRXzjaXA27h3GeO9dQDkZHSiiua1f4geFNB1GTT9U1y2truMAvE2SVyMjO
B6EGotN+JPhDWNYt9K07W4bm8uA3lRoj84GSM4wDjJ/A11Vczpvj3QNT1ubR47iaG/juZLURXELJ
5jxjLBCRg8EHGc45xXTUUUUUVleKMjwnrJEXmn7DN8nHzfIeOeKj8I/8iXoX/YPg/wDRa1sEhVLM
QAOST2rjr74m+HbTw7rGsxTtcRaXcm1ljTAZ5AQMLk4IOevTr6V0mk6xp+uWK3mm3cFzCeC0MquF
bGdpKkjIz0rnrj4iaXBofiLVhb3TwaHctazYUDzXG0HYSeeWxzV3wx430PxfNdxaRcPK9oIzMHjK
43jIxnr0IPuKwdV+MnhHS5by3NxdzXlsWXyEtJAXccBQSuOTwD0p+h/Fzw74hvtLsrCO9kuL9jGV
8kgQSBQxVicZwM8jPT3rva43w18TND8Sau+kIl1ZakskqLBdRY8zyyQxVhkHGDkZz1rsqwvF3/IC
T/r+s/8A0ojrdoooqhrdhPqmi3dja381hPPGUS6h+/EfUVwmqfDOWBdHm0e/vZdXi1GOW51i9m8+
dYgjg4DnbjJUbQPzxW/4X8PaxpHiHXr7VdSTUFvRbiCfy1jchFYEMqgAYLcY6ijRfCi2+oeIrjUr
a3mF/qf2q3EiiRVCxqqtgjhgd1c/4P8ABGu6d8RtU8Q67/Zzf6N9nt57KEQ/aSzbmkdB0bsc/wD1
6Z4n8A+IvE76gbweEnM8bRwXEmmu1wi5IX95u4IBzkDr2xUfh/4b6/ouo6RPFc+GrNbFlEstlpW2
e5jC7SHcnOTzkjHrz0q/e/C9vEesy3virX77UbVLiR7OxiIhihjbop28k44yMVV8a/C5Lq2tLjwj
FDpl1BthntoD5Ud1b7wxVscEgjIJ6857V0PiX/kd/Bn/AF9XP/pO9dZXN3XgfRrvTNcsGjkEWtTe
fdkNzvwoyvp90H6k10SIscaogwqgAD0Ap1Fc74mbxFNbXFjo+lWNzDcWzRme4vTEUZgR90RtkDg9
RXCR+FfHVvY+E4YNM0YS+HVYJI+oOVmJjKZIEYx1z1NdTH4X1fX08NXvie8jivtIleaW3szmG4lx
hHJIBGBk4x/ERXJaZpPxOs9P0fw0dL01LDT7uJjqK3IJeKOTd9zOeQAOma7nU/CGnQeFdQstK09f
P8i7NspYkiWZW3YJPGS2PauZ1jRvGmseGtJ0n+xtMi+wzWs3mtqTZfycHBXyzjOPU4966eyPjW8s
r4X39j6bdGcNaNEHulEXdXGUy3uCOvSmf2f468wD/hIdE8vHX+ypM5+nndKht/Dniw/2ub3xiHa+
hCW/2exEYs3H8SAu2cjqD+dcZp3w6ub3xbbmWDUzaWNws1zq+rXPmXF66ZKJEgOEjDc5PJ49Kn8F
eFfG+l3Ys7qG20+zstKnsLS7WcSM7tJvSTZkjIPqKr638NvFk9tDE2qXGvXZliuGur3UnhhhZXDF
EgCkYO0DdnjPQYrq9D0vxX/wsS813UbWws9Ou7JLeSCG7aZt6ElWB2KP4mpNf1W50T4KyahZsVuY
tIiEbA4KlkVdw9xnP4UllYeF9B+FOn6Vrc9tb6XdWiRyyXBC+ZJIu5mz/eJyc9se1ay+NfCen6fZ
b/EFmIJIv3Esk2fNVTt3Z78gjPrTP+Fj+Df+hk0//v7W1pWsadrlobvTLyK7t9xTzIjlcjqM/jXD
eNfE9rc+ENfgPhzXFkexnTz5NMYIp2Ebi3YD19KZ4e8XPbeH/DkFn4N1ueRobeKaf7FsSNNoBkDf
xDvx1HcU/wAX+ItK0fVbuK++IeoabLgN9ht7eJygI4C/umbJ68nvXEeA/BOm+NTrF/beK9eVLfVj
PC0brFJuaNT5jDbw53MpIwDivfIkMcSIztIyqAXbGWPqcU6iiiis3xF/yLGrf9eU3/oBrnbHxfof
hbwV4cOs3jWwm06EoRBJIMBEBzsU45I6+tV9X8b2XiDw3qdn4Uc3uqy2btBFPbywoyHAZt8iqvAb
PXnivBNM8NasuqaRrdtommQaXKdltDe3HmRXTRxu5Zwp3NkxsckAZKjpXpvwfk1u0sPEenQW+lG6
+yw6jA8IK75rhGdFftgYAwMAY4zXmesW+sW3h9b3WPsx0+yuTY+TaagUa8lWXzJZMYbzDlsFhjBA
9K7f4MeINXn8ZXthBHa3FnfB9SvJ3uDNNGG2hEMmOWXuD6npiqfjPTPEFx4r1rVIdctzbx6rYWRk
+yBQ0oIZR1P+rLDOD834VP4PsbvSPivp+malfLd6hFrF48suApk3WikPt7A5612PinWPD2lajdC4
8ReMPt7ysI7CzMy+Y2eViygUgZ7N0rB+HHw/0PxNozapdXWtreWep3Cx77tkeJt4YErj5XI2k+pr
v7z4laPZXs1q2n67K0LlC8WlyspI4ODjke9ZGtfEHTdYsobK20vXhK93bMC+lyqoCzIxycegNelU
lFFFFFFFFFFFcj4oUt418FgOUxd3JyMcj7O/FdfRijFGKMUYoxRijFGKMUYoxSUUUUCufstMt9a+
Htppd0D5F3pkcL46gNGBke9cNqej+PbzwPN4Ik0e0ulKLaprJvVRGhXG1mj5fdgAH35r07S7Iadp
NlY5Vvs0CQ7lXAO1QM47dKt49qK57x5/yT3xH/2DLj/0W1WfCX/ImaH/ANg+D/0Wtef+OvEc2seK
tJ0nw7o1/qmpaJqiXNwoj8qEAIwwZW4H3hzjH1qvq2t638OtdvvE2tadbvb61ahJVsS7x291ECIg
7EDhwQCRjke1evRtvjVxg7gDwcinUUUUVm+Iv+RY1b/rym/9ANQeEf8AkS9C/wCwfB/6LWpfEnPh
nUlNjPfh7Z0NrbttklBGCqnsTnrXht54a0jQbTQ7vxF4SsNC0GbUFWeOS4kurk/u5ceY4Hypnb8o
/Guq8J6v4Kg1/V9N8DWBuIp9KaeZbUSDzJEJCxhnPykhj26kc15Z4o8IXETadp8fh9NCgii8+7l+
1SXctvEzBTJcEDao6kKoB4Oeldz8EE1bQFhhTTZbzRNbaWSK/ihAMDRsU/eHP3WABA7E8Z5qr491
y3k0TU/Dmk3VtcaeokJhutLunuHuNxZnEoG0sXJIY8c+lReCtRWT4leH9T1Aw3dw1mLBRa6XNEbd
gmFd2cDJxlSwzx6Cum8Sav4m8UeOtM/4RTw9cI+g3FwjXupoY7ZmZPLOO5A56c9OKq3Oo+JPhbr0
899Fb6hb+Ip4pHniQxw290XCyDGeFKHIJOSQPevaaKWkooooooooooorlPEqv/wmXg2QI7ILu4Us
q5AJt3xn8jXWdq5XRvHlhrnie+8P2+n6nHeWOftDTQKscfpk7j97txzXU0Vj+KtZk8PeF9Q1eKBZ
3tYvMETNgNyOM9qxdf8AiVoPh7UtNs7m9s3NzcfZ7ry7pC9mxXIZ1H8OeCTjHWtSHxfpN74RuvEu
nTG8sIIZZSYxtZvLB3DDYweO9ZusfEKw0/StKu7ONLufUZbUJZmdY5kjnPyuV5x/L3rsCwUEsQAO
ST2rzfTPiu1zcmKfw9qFwlxJcNp8mnKs32mCJ9m/aSCP1z2rqfCnilfFVtfzJpt3YmzvHtGjugAx
ZcZOATjr0rN0nx7bapc+ILB2s7PUdMu5baKKe5A87aPlbBwQD0PX61d8F+MbTxhoNtfoqW104YSW
hlDMhVipIx1XI4PvXSUUUUCsvw3/AMitpH/XlD/6AK1KKKKZPDFcwSQTxrJFIpR0YZDKRgg0QwxW
0EcEMaxxRqERFGAqgYAA9KeABnA69ar31jaalZS2V9bxXFtMu2SKVQysPcGpYoo4IUhiQJHGoVFH
QAcAU+iiiis3xF/yLGrf9eU3/oBqDwj/AMiXoX/YPg/9FrWzTXjSRdsiK6+jDIpI4YoiTHEiZ67V
AzStGjqysisrjDAjO4ehpsEENtAkFvEkUKDakcahVUegA6VJRRUVxbQXcJhuYI5oiQSkiBlJByOD
6EA1LRRRRRRRRRRRRRRXD/EXUrvQ5vDmswWt5eQWmoN9otrSEyu6tDIuQPbPf1rqtG1NdZ0a11FL
a4tluE3iG5TZInsw7GvPtC1AaZ8S/iNMlhcXbxLZyiO2XfLJ+6+6qk88+9av/Cx7v/oQvF3/AIBJ
/wDF1d0nxvcapqkFk/g/xJZLKSDcXVqixJwTliHOOmK5r46Joq+CpLjULgpqCjy7KIXLIZNzpv8A
kBw2AM8ggV4v4osbaPUNItLWHw3pcF/CyZiujcGFGcEG4kOfnHqvQZFetw3OryfCDXLPTb7wtcCx
Se3lWx80xR24iIKg8EydSGOQevNeNaNL4h1nVLRb64a3xLp1sty8YSaCLfiEx8DjvnvgGvafCf8A
bUXwfv49HWXUtVur+5t0e5l3YLSmMyE+gHzHt19a81HiNvDnhzw7e6frCWmsaFFdWbW72kkiXDNK
SVD42EAcnnj5fXj0TwN4o0SLRdbtNfu5ru3v5ZtRmv3sJY7aZHUF0UkZyAp4/AZxXlsFpa3Vw2r2
XhmG88PyeJwsLKp+0XCHJW3RT/Dt5Oe5Ar1bwNpcEPxYvLu08G3ugWQ0gRxCaIIGfzAWPykjJGBj
JPy9q9dooooFc9Zz3lt8PLWfTrc3N7HpaNBCCBvcRDaOeOuK8zuYfHmna74Z0U+NLu61m/fz72Bb
ePyreBeWJOM+3oTXttFQXt2lhZy3UqTOkS7isMTSOfoqgkn6V4DZ/GrWND0SQpot/qccmoTiK+vm
ZV2lzsjHByQMcZ46V2nw88bHXvHPiS0Y6tLDLIktuJomENsoQbk55RixPGOcVwDfEjxFd22tR3ni
VWVNOunSG2i8qW3kWdUjy6gHPfr0PNemaD4q8TSeINKTWNOt9O0fUYjDZQzTiS7kdY9/mORxggEY
65IrA1jxrq99rGr6d4ea/wBYstU093szZMsc+nzp8jg5wygEqcNzk8VX8BfGDVfE3iXSNAbTILeG
OExXk9zclpJJFXgqSB8xIJ28k888V1GreK5tC8YXN5BNd6vpUifY5tNsU864t7xBuyqcEIU6kcZw
awPh/wDFC6utNFpNpPiLVgdRaCG8FpvEcBI2+bIOCy559q7nXPHEOham1i/h/wAQ3pVQ3nWOntNE
c9gwPWvLbfx/4jh8Uapeabpfie7iGqqZdOlsWZUtjGMr3McmcEDoRXsmszG48HahOYpITJp8jmOQ
YZMxk4I9RTfCP/Il6F/2D4P/AEWtbNFFFFFFFFFFFFFFFFFFFFFFFFZfiK61iz0O4n0Kwiv9RXb5
VvLJsV+RnnI7ZNcT8MrLXbvxB4m8Ua9pL6VcajJDCtq3/TJNpYZ5wT0P1r0qivMvjfBZN4Ikmk0k
3d8zLBa3AtxJ9nLOpbJ6qGCkZA9u9eb+I/C6+J9ZvV8BaPY39tNZxLeSx2ixwW8kfVbaU4BLYwcZ
+vp31t9p174Xz2vgrwzZ6Vd3kr6bqFvNtj+zAAq7HgbyAfrz0J4ritQ8Dz+H/EEmma9Hruu2U1tZ
Sm4sLAzBhCxBhIBG1dowDnIGK7z4QobV/EGm2um6zYaNBNGbKLVFKuNykvgHpzg49x3zXlepeCNe
1D4bTXzyrDpWi3c/2O1ZWMlwGmIdzx1ztA9genf1zw9oXjTw7fz6VAbG68JwxtLaxTrmdgwJFuCT
gAE43NnjH0HJ+BNN1vxB4wunuNEn0vSLTXJNUnjuhjEvl7Y40G0A7WJYkdsV7pRRRRQKxdGuobHw
Vp13cOEgg06KSRj2URgk/kK828F+I9KRdZ+Ius3cbXuqT/ZrO0jkVpUgDBUjCZzuJAJHoM12F74X
8YXN9PNb/ECe1gdyY4F0uBhGvZcnk49ahTwn42V1Y/EidsHO1tIt8H2NdNrMt/aeHLt7GNrvUVgK
whRjfIRgHHYZOT6DNfKrabqWnW+mRXl4bzTrDUp551i4ktQkyRPIrdcOSuO+V9q9x+Ey6xFfeLB4
gAXUxexeeRgBv3K4bg45GD+NeNSsLePXbiK0sksbixvGtZFXLzxG8Vf3h9Rg4I5AxXV/C7R9Og+J
9tH5mm6gY7B7iGWxupplgfIXneBhsEjB9fWqusag2l694y8S6HLd6fYfbY7TUYolWO6G4cshcHZu
kz2zxmo/AenpN420zUdKsdT0jw/bXipdm+uVlEt4FZEAGAdx8zBwDjcTxXoLh734s6+/he3t49Xt
NNRZZb5JPJknd1BJA5yI0ABXrz1rN+FFp4zVL+MXOkWtjBrk/wBujETtJI/AkVecKvTB6/yPT/EP
+3bJ9NudN8SXdhb3uoQWU0axQlIo3yGdSybg2cdTisrwDd2GieO9f0RPET6tFcW0N3HeXN0srMyK
VdSw4JVdnuBiu/8AELofC2qsHUqbKUg54wUOKi8I/wDIl6F/2D4P/Ra1s0UUUUUUUUUUUUUUUUUU
UUUUUUdqKKKKRVVFCooVR0AGAKAqrnaAMnJwOppaKQgEEEAg9jS0UUUUUUVi6NaW9/4K020u4Unt
5tPiSSKQZV1MYyCKqWvw88H2N7b3lr4d0+K4tzmJ1hHyn1+oxweorpaKK43wf4KGg6Xq6XKW/wBu
1K7nmklVfM+RnYxg7uDgHOMYyT9aTw94X1/SbfxLNeavbXep6nKWt7jyNiqFj2IXUYGeBkD061yO
p/B7VbgS2NtrUB0yHTRZWCywhXi3So77to+b7hOepLY967TSfCurWPjBda1DXBqSCwe0Aa1SF1Jd
WH3AAR8p61kT/Dm/1DX9R/tDV45PD15qC6k9osZ82V1VQI3bOPLG0cDk4ou/htqd14k+1/8ACUyx
6R/ao1X7BHagN5oxx5m7OOPT9a1LjwlrJ8WatrGn+JH0+K/SBfKjtkl5jUgk78juOlZ1p8OdVsku
o7bxvqcMd3em+nENvEheVjluQMgHH3RxV/V/htpHiHxDNqmuXN9qEBKmHT5bhhbwkDBKqMdcZ/Oo
/Gnw407xL4ai07ThHpVzZ7jZS2yCNYyw2spCj7rDg4/+tUN18J/DusBbjWY7ie9khjS5aK7kSN2V
QCQgOAMjOPeu2tLWGxs4LS3TZBBGsca5ztVRgD8hU1FFFFFFFFFFFFFFFFFFFFFFFFFFFLSUUUUU
UUUUUUUUV8eW3/HrD/uL/KpaKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKK
KKKKKK//2a==
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0183.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
电压互感器的测量误=
;差,以用其准确度级=
26469;表示。电压互感器的准确度级,是=
;指在规定的一次电压=
21644;二次负荷变化范围<=
/span>内,负荷的功率因数=
;为额定值时,电压误=
24046;的最大值。
表4-3 电压互感器的准确级=
;和误差限值

------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0183_image065.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0183_image066.png
Content-Transfer-Encoding: base64
Content-Type: image/png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=
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0183_image067.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg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------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0182.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
电压互感器的误差与=
;二次负荷有关,因此=
23545;应于每个准确度级,都对应着一=
;个额定容量,但一般=
35828;电压互感器的额=
span>定容量是指最高准确=
;度级下的额定容量。=
20363;如JDZ-10=
型电压互感器,各准确级下=
;的额定容量为:0.5级-80VA<=
/b>,1<=
/span>级-<=
/span>120VA<=
/b>,3<=
/span>级-300VA=
,则该电压互感器的=
;额定容量为80VA=
b>。同时,电压互感器按=
;最高电压下长期工作=
20801;许的发热条件出=
span>发,还规定最大容量=
;,上述电压互感器的=
26368;大容量为500VA<=
/b>,该容量是某些场合=
;用来传递功率的,例=
22914;:给信号灯,断路器的分闸线=
;圈供电等。
电压互感器要求在某=
;些准确度级下测量时=
65292;二次负载不应超过该准确级规定=
;的容量,否则准确度=
32423;下降,测量误差=
span>是满足不了要求的。=
;
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0182_image068.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0181.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0181_image069.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0181_image070.png
Content-Transfer-Encoding: base64
Content-Type: image/png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------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0181_image071.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg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------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0180.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
电压互感器配置原则=
;是:应满足测量、保=
25252;、同期和自动装置的要求;保证在=
;运行方式改变时,保=
25252;装置不失压、同期<=
/span>点两侧都能方便地取=
;压。通常如下配置:=
13;
(1<=
/span>)母线。 6~220kV<=
/b>电压级的每组主母线=
;的三相上应装设电压互感器,旁=
;路母线则视回路出线=
22806;侧装设电压互感器<=
/span>的需要而确定。
(2<=
/span>)线路。当需要监视=
;和检测线路断路器外=
20391;有无电压,供同期和自动重=
;合闸使用,该侧装一=
21488;单相电压互感器。
=
(3<=
/span>)发电机。 一般在=
出口处装两组。一组=
5288;三只单相、双绕组D<=
/span>,y<=
/span>接线)用于自动调节=
;励磁装置。一组供测=
37327;仪表、同期和继电保护使用=
;,该组电压互感器采=
29992;三相五柱式或三只<=
/span>单相接地专用互感器=
;, Y,y<=
/span>,Δ接成接线,辅助&=
#32469;组接成开口三角形,供绝缘监察=
;用。
=
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0180_image072.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh6QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQDk
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwzGCgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0180_image073.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhKAAgAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAn
AB4AggAAAAAA/5kAmc0Azf8A//8y//9m/wECAwObGLrc/rCVSau9GC8Tu2+CwhFkaZ5oegZhMKpw
vLavbKusGKTLHeeuHYrV8vFowplgqTCagLXnclp0QpNS6rTpux61VK7MOwSDxTjk16xFz3Rrdhtb
Iivl8yO8jN/SpXt3cm5lgVlshHpBcWF/MHaHfk4EkHWNkySVmUyOXWpDiVafK5iKUaU/o6ipOh+u
EUgDsrO0tba3tq+6HwkAOw==
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0179.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
供配电技术
=
当互感器负荷太大时=
;,可增设一组不完全=
26143;形连接的互感器,专供测量仪表=
;使用。50MW=
b>及以上发电机中性点=
;常还设一单相电压互感器=
;,用于100%=
b>定子接地保护。
(4<=
/span>)变压器 变压器低压侧有时为=
;了满足同步或继电保=
b>护的要求,设有一组=
;电压互感器。
(5<=
/span>)330~500kV<=
/b>电压级的电压互感器=
;配置:双母线接=
线时,在每回出线和=
;每组母线三相上装设=
12290;一个半断路器接=
span>线时,在每回出线三=
;相上装设,主变压器=
36827;线和每组母线上=
span>则根据继电保护装置=
;、自动装置和测量仪=
34920;的要求,在一相=
span>或三相上装设。线路=
;与母线的电压互感器=
20108;次回路不切换。
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/slide0179_image074.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh5QEGAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAQDf
AQQAgAAAAAAzAAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+Dwx2CgA7
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/master01.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
&=
#39029;眉
‹=
;&=
#26085;期/时间›
单击此处编辑母版ă=
91;本样式
第二级
第三级
第四级
第五级
‹页脚›
‹#›
------=_NextPart_01D13E57.6185A380
Content-Location: file:///C:/4F284931/file0241.files/master144_stylesheet.css
Content-Transfer-Encoding: base64
Content-Type: text/css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