tag:blogger.com,1999:blog-12520306419703040152024-03-18T20:17:47.736-07:00Anak BetawieAhmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-1252030641970304015.post-48693543118798059512013-03-28T19:33:00.002-07:002013-03-28T19:37:14.393-07:00Peredaran Narkoba Kian Merajalela<!--[if !mso]>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi;">PEREDARAN NARKOBA KIAN MERAJALELA</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi;"><span style="mso-tab-count: 1;"> </span>Mungkin kalian semua sudah mengetahui apa itu narkoba dan
jenis-jenis narkoba, dan mungkin kalian semua juga sudah mengetahui apa dampak
buruk dari pemakaian dan mengkonsumsi barang terlarang tersebut. Tetapi dari
waktu ke waktu makin banyak manusia yang terjerumus pada pemakaian barang haram
ini, padahal banyak media baik dari media cetak maupun televisi yang
memberitakan dampak buruk dari pemakaian barang haram ini, akibat dari
pemakaian barang haram ini adalah dapat merusak organ tubuh bahkan sampai
menyebabkan kematian.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi;"><span style="mso-tab-count: 1;"> </span>Peredaran barang haram ini kian hari makain meluas, hal
itu dikarenakan lemahnya hukum di Negara kita ini, dan adanya oknum-oknum
tertentu yang membantu para pengedar barang haram tersebut. Para pengedar
dengan leluasanya mengedarkan barang haram tersebut karena hokum di Indonesia
masih lemah, bahkan mereka masih bisa mengendalikan bisnis haram tersebut dari
balik jeruji besi yaitu penjara sekalipun. Coba kita lihat Negara tetengga
seperti Malaysia, disana para pengedar yang tertangkap<span style="mso-spacerun: yes;"> </span>akan di hukum gantung, sedangkan diindonesia
sendiri hanya menghukum para pengedar deangan hukuman penjara, hal ini
menunjukan bahwa begitu lemahnya hukum di Negara kita ini.</span></div>
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saja tetapi sudah masuk kepada para remaja dan anak-anak dibawah umur. Para
pengedar mengedarkan barang haram tersebut melalui sekolah-sekolah, mereka
megedarkan narkoba dengan cara membungkusnya dengan bungkus permen agar tidak
diketahui.<span style="mso-spacerun: yes;"> </span>Maka dari itu perlu adanya
pengawasan dari orang tua maupun oknum guru agar anak-anak mereka dan anak
didik mereka tidak sampai terjerumus dalam pemakaian barang haram tersebut.
Ajarkan pada mereka bahaya penggunaan barang haram tersebut dan apa saja
jenis-jenis barang haram tersebut agar mereka tidak sampai menggunakan barang
haram tersebut, jika ada yang sudah memakai segera bawa ke panti rehabilitasi
khusus narkoba agar mereka tidak terkegantungan barang haram itu lagi, karena
mereka adalah masa depan bangsa. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi;"><span style="mso-tab-count: 1;"> </span>Apa jadinya kalau mereka gemar memakai narkoba, niscaya
Negara ini akan terpuruk, karena dengan memakai narkoba mereka akan
ketergantungan dan akan melakukan berbagai macam cara untuk mendapatkan uang
untuk membeli barang haram tersebut, mereka akan mencuri,berbohong dan bahkan
ada pula yang menjual dirinya untuk mendapatkan uang agar mereka dapat membeli
barang haram tersebut, mereka sudah bisa berbuat seperti itu apa jadinya masa
depan mereka. saya ingin menghimbau kepada semua orang tua agar selalu memperhatikan
anaknya. Karena masa depan mereka ada ditangan orangtua, kalau orang tua sering
mengajarkan kebaikan dan berlaku baik kepada anaknya serta sering mengajak
berbincang anak tersebut pasti mereka tidak akan terjerumus pada barang haram
tersebut.</span></div>
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<br />Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com1tag:blogger.com,1999:blog-1252030641970304015.post-21416071406547169622012-05-01T08:38:00.001-07:002012-05-01T08:48:14.288-07:00manajemen konflik<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Soal soal Softskill Organisasi dan Metode<br />
<br />
1DB12<br />
Perhatikan uraian kasus berikut ini <br />
Jenifer Maher memproduksi sebuah program televisi untuk Fox Network di Los
Angeles. Ketenangan di ruang kerjanya dipecah oleh suara yang berasal dari
interkom. ”Bu Maher”, sekretarisnya berkata tanpa berpikir, ”ada kekacauan di
luar. Ada sejumlah orang yang ingin bertemu dengan anda. ” Dalam beberapa
detik, setengah lusin penulis naskah masuk dan berkata, ”Kesabaran kami sudah
sampai batasnya. Anda mempromosikan Nick Crane menjadi script supervisor tiga
minggu yang lalu setelah Christine mengundurkan diri. Kami tidak dapat bekerja
sama dengannya !”. Dengan Christine kami kompak, kami menulis naskah bersama
sama. Naskah kami baik, sangat baik karena kami semua berpartisipasi untuk
menjadi demikian. Nick telah mengubah segalanya. Ia membagi kami menjadi dua
kelompok, masing masing bekerja untuk episode yang berbeda. Setelah tiga orang
diantara kami membuat garis besar dari format umum untuk episode tersebut, ia
memecah kami dan meminta masing masing mengerjakan satu dari tiga babak
tersebut untuk memudahkan pertanggungjawaban.Ia mengira bahwa sekarang ia dapat
mengetahui siapa penulis terbaik! Apakah anda pernah mendengar hal yang
demikian gila ”? Jenny jika anda tidak mengambil tindakan sekarang juga, kami
semua akan mengundurkan diri.”<br />
<br />
Berdasarkan uraian kasus diatas :<br />
1. Apakah telah terjadi konflik ? Bila telah terjadi konflik, jenis konflik
fungsional atau disfungsional yang terjadi ?<br />
2. Apa saran anda agar konflik yang terjadi menguntungkan organisasi ?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Jawab.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ia, telah terjadi konfik, dan
konflik tersebut berjenis konflik difungsional.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Saran
saya adalah mempertemukan kedua belah pihak dan yang berkaitan untuk da berikan
kesempatan kepada perwakilan penulis naskah untuk menyampaikan pendapatnya,
kemudian mencari jalan keluar dari masalah yang dihadapi, tapi menurut saya
nick crane harus mengalah dan menuruti permintaan para penulis, karena kalau
dia tidak mengalah maka para penulis akan memberhentikan diri, karena para
penulis itu jumlah nya banyak maka kalau mereka sampai mengundurkan diri maka
produksi program televise itu akan terhenti, karena para penulis naskah adalah
orang yang berperan sangat penting bagi prusahaan tersebut, karena dari
merekalah banyak tercetus ide-ide untuk program yang akan ditayangkan pada
produksi pertelevisian tersebut. Kalau nick crane tidak mau mengalah, maka pimpinan
produksi yakni jenfer maher harus bertindak tegas kepada nick crane dengan cara
menggantikan nick crane dengan orang lain yang bisa diajak bekerja sama dengan
para penulis agar para penulis merasa nyaman dalam melakukan pekerjaannya, maka
produksi nya pun akan berjalan dengan baik dan lancar. </span></div>
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<br /></div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-39598611266998852372012-03-31T01:32:00.002-07:002012-03-31T01:32:49.534-07:00contoh organisasi formal<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">TUGAS SOFTSKIL</span></div><div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Berikan contoh organisasi formal beserta ulasan struktur organisai nya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Struktur Organisasi Pondok Pesantren Modern</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Pimpinan Pondok</span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Sekretaris Pondok</span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bendahara Pondok</span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Direktur TMI</span></div><ul type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Pendidikan dan Pengajaran</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Pusdiklat dan Laboratorium (Komputer, IPA dan Bahasa)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Perpustakaan dan Publikasi</span></li>
</ul><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Direktur Pengasuhan Santri Putra</span></div><ul type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Keamanan Pondok Putra</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Pengembangan Bahasa</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Kesenian</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Olah Raga</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian LPTQ</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Kesehatan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Mabikori</span></li>
</ul><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Direktur Pengasuhan Santri Putri</span></div><ul type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Keamanan Pondok Putri</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Pengembangan Bahasa</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Kesenian</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Olah Raga</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian LPTQ</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Kesehatan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Mabikori</span></li>
</ul><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Direktur Pengembangan Usaha dan Perekonomian Pondok</span></div><ul type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Mini Market dan Book Shop</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Kantin</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Wartel</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Warnet</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian Katering</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bagian BMT/USP</span></li>
</ul><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoListParagraph" style="line-height: normal; mso-add-space: auto; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Apakah struktur organisasi efektif atau tidak ?</span></div><div class="MsoNormal" style="line-height: normal; margin-left: .5in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Menurut saya sudah sangat efektif. Karena struktur organisasinya sudah sangat terstruktur. Karena setiap kegiatan atau usaha seperti kantin,watel maupun organisasi dan kegiatan pada pesantren ini sudah sangat terstruktur dengan baik. <span style="mso-spacerun: yes;"> </span></span></div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-62028694777270940312012-03-16T08:53:00.002-07:002012-03-16T08:53:43.253-07:00TUGAS SOFTSKILL<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Tugas Softskill <br />
<br />
Kelas 1DB12<br />
<br />
Beberapa orang, masing masing mempunyai minat yang sama yaitu sama sama berminat terhadap bidang multimedia selain itu semuanya mempunyai keinginan yang sama untuk berwirausaha. Namun mereka juga mempunyai pemahaman yang sama bahwa untuk bisa eksis dalam bidang yang mereka minati memerlukan pendanaan yang cukup besar, apalagi jika mereka ingin mengembangkan jiwa enterpreuner mereka. <br />
<br />
Pertanyaan :<br />
1. Apakah mereka memerlukan organisasi? Jelaskan jawaban anda !<br />
2. Jenis organisasi seperti apakah yang cocok untuk mereka ?<br />
3. Apakah organisasi yang akan di bentuk sebaiknya organisasi informal ? jelaskan jawaban anda !</span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Jawab.</span></b></div><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Benar, mereka memerlukan suatu organisasi. Karena dalam membangun suatu wirausaha harus perlu adanya suatu program yang harus di rencanakan dan dijalankan demi kelancaran usaha tersebut. Dan pada organisasi ada suatu struktur yang sangat baik jika di jalankan dengan benar dan rapih dengan adanya tanggung jawab pada setiap anggotanya. Karena tanpa adanya suatu organisasi makan usaha yang akan dijalankan tdank akan berjalan dengan lancar. </span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Organisasi lini dan staf (line and staff org).</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Menurut saya tidak. Karena kalau informal usaha yang akan di jalankan tidak akan berjalan dengan baik. Karena kurang terstruktur dan kurang adanya rasa tanggung jawab pada setiap anggotanya.</span></div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com1tag:blogger.com,1999:blog-1252030641970304015.post-77753973417249774212011-11-29T07:46:00.000-08:002011-11-29T07:46:27.076-08:00Adab Berbicara<div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 18pt; line-height: 115%;">Adab Berbicara</span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Wahai saudaraku, orang yang berakal tidak akan berbuat sesuatu sebelum mempertibangkan dengan seksama langkah yang akan diambilnya. Tidak ada satu pekerjaan pun yang ia lakukan dengan sia-sia atau karena kebiasaan belaka. Semua amalnya dilandasi dengan niat-niat baik, khususnya saat berbiara. Karena, dalam ucapan tersimpan berbagai rahasia menakjubkan dan hikmah mengagumkan yang harus diperhatikan oleh mereka yang berakal.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Seorang manusia seharusnya berfikir dahulu sebelum berbicara. Ia harus meletakan lisannya dibalik hatinya. Tidak boleh ada sepatah kata pun diucapkan tanpa pertimbangan akal sehatnya. Jika seorang hamba memiliki taufik untuk memahami persoalan ini, maka akan menjadi baik awal urusannya, dan akan berhasil pada akhirnya.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Manusia seharusnya berbicara dengan halus, dan tidak banyak meskipun baik, karena ucapan baik akan menjadi buruk bila sering diucapkan. ia hendaknya tidak berbicara tak karuan atau berteriak-teriak, hendaknya ia berhenti berbicara ketika nafsunya masih menginginkan, atau sebelum telinga orang tak mau lagi mendengarkannya. Hendaknya ia tidak mengucapkan sesuatu yang tidak bermanfaat, seperti menceritakan peristiwa yang telah terjadi tanpa tujuann yang benar. Para ahli makrifat menyebut ucapan macam ini <i style="mso-bidi-font-style: normal;">al-kalamul mayyit </i>(ucapan mati). Hanya orang-orang yang lalai dan berakal lemahlah yang menghabiskan waktunya untuk membicarakan peristiwa yang telah terjadi tanpa tujuan yang benar.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Manusia seharusnya berbicara sebatas kebutuhan. Karena itulah dikatakan bahwa menolong orang yang salah adalah melakukan dua kesalahan. Mengungkapkan peristiwa lalu hanya akan menyia-nyiakan umur. Ia seharusnya menghindari ucapan-ucapan yang dapat membangkitkan nafsu dan memencing timbulnya keburukan. Sebab, jiwa saling mempelajari dan dapat merasakan keadaan jiwa yang lain. Orang-orang yang mengucapkan sesuatu yang pada lahirnya baik, tetapi muncul dari jiwa yang bergejolak dan buruk, maka ucapannya itu akan menggerakan dan membangkitkan keburukan yang terdapat di dalam jiwa orang lain.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Ketahuilah, <i style="mso-bidi-font-style: normal;">hawa </i>akan menggerakan dan membangkitkan keburukan <i style="mso-bidi-font-style: normal;">hawa </i>yang lain. <i style="mso-bidi-font-style: normal;">Hawa </i>tersembunyi dalam jiwa seperti tersembunyinya api dalam sekam. Jilka <i style="mso-bidi-font-style: normal;">hawa</i> berhadapan dengan <i style="mso-bidi-font-style: normal;">hawa </i>yang bergejolak, ia akan ikut bergejolak. Kadang kala seseorang tenang, tetapi ketika berhadapan dengan orang yang <i style="mso-bidi-font-style: normal;">hawa </i>nya bergejolak, ikut bergejolak <i style="mso-bidi-font-style: normal;">hawa</i></span>-nya. Begitu pula pembicaraan manusia. Ucapan akan muncul sesuai dengan keadaan batin pembicara, tenang ataupun gelisah. Sebab, keadaan batin mempunyai hubungan yang sangat erat dengan kata-kata yang dituturkan. Bukankah kamu pernah melihat seseorang berbicara kepada temannya dengan kalimat yang pada lahirnya kasar dan buruk, tetapi karena muncul dari jiwa yang baik, maka ucapannya tadi tidak berpengaruh, atau tidak memberikan kesan buruk kepadanya. Ucapan semacam ini, jika keluar dari jiwa yang penuh gejolak dan hati yang buruk akan menggerakan dan membangkitkan keburukan dari lawan bicaranya. Oleh karena itu, pada saat berbicara hendaknya manusia memperhatikan keadaan jiwanya ataupun suasana hati orang lain agar tercapai kebaikan dan ketenangan. </div><div class="MsoNormal" style="text-align: justify;">Betapa indah ucapan sayidina ‘Ali kwh ketika menjelaskan rahasia ucapan :</div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> “<i style="mso-bidi-font-style: normal;">Wadah (</i>lahan<i style="mso-bidi-font-style: normal;">) ucapan adalah hati, gudangnya adalah pikiran, penguatnya adalah akal, pengungkapnya adalah lisan, jasadnya adalah huruf, ruhnya adalah makna, hiasannya adalah I’rab dan aturannya adalah kebenaran”.</i></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Pengaruh ucapan pada pendengaran tergantung pada jiwa pembicara. Jika ucapan tersebut muncul dari jiwa yang kuat, maka memberikan kesan yang kuat. Dan jika muncul dari jiwa yang lemah, maka akan memberikan kesan yang lemah. Oleh karena itu, sebelum manusia berbicara harus memperhatikan keadaan jiwanya agar kalimat yang ia ucapkan muncul dari jiwa yang tenang (sakinah), sehinnga ia dapat berbicara kepada temannya dengan lemah lembut, dapat merebut dan menyengkan hatinya, dan tidak membuatnya marah.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Allah SWT berfirman:</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> “<i style="mso-bidi-font-style: normal;">serulah (manusia) kepada jalan tuhanmu dengan hikmah dan pelajaran yang baik, dan bantahlah mereka dengan cara yang baik”. </i>(An-Nahl, 16:125).</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> “<i style="mso-bidi-font-style: normal;">tolaklah (kejahatan) dengan cara yang lebih baiak, maka tib-tiba orang yang antara kamu dan dia ada permusuhan seolah-olah telah menjadi teman yang sangat setia”. </i>(Fushilat, 41:34).</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> <i style="mso-bidi-font-style: normal;">“dan sifat-sifat yang lebih baik itu tidak dianugrahkan melainkan kepada orang-orang yang sabar dan tidak dianugrahkan melainkan kepada orang-orang yang mempunyai keuntungan yang besar”,</i> (Fushilat, 41:35).</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Ayat ini menunjukan bahwa orang yang memiliki sifat-sifat mulia, mereka telah memperoleh karunia yang sangat besar dari Allah. Pahamilah persoalan ini dan berusahalah untuk berprilaku dengan sifat-sifat mulia tersebut, yakni dengan akhlak kaum <i style="mso-bidi-font-style: normal;">khowwash</i> (khusus). Wahai saudaraku, perhatikanlah akhlak-akhlak yang mulia ini dan berlombalah untuk meraihnya. Pergaulilah manusia dengan sopan santun. Hindarilah gejolak <i style="mso-bidi-font-style: normal;">nafs, </i>karena bila <i style="mso-bidi-font-style: normal;">nafs </i>bergejolak, ia akan kembali pada tabiatnya, yaitu cenderung untuk melakukan perbuatan buruk dan menampakan aib. Sedangkan bila <i style="mso-bidi-font-style: normal;">nafs</i> telah rela dan senang, maka ia akan merasa lapang dan siap untuk melakukan berbagai perbuatan baik.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Jauhilah pertentangan dan pertengkaran dengan segenap tenagamu, baik secara lahir maupun batin. Jika kamu tidak mampu menghindarinya secara batiniah, maka hindarilah secara lahiriah. Perlakukanlah temanmu dengan baik, sebab pertentangan merupakan sumber keburukan dan bencana, sebagaimana dikatakan :</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> “pertentangan membangkitkan permusuhan dan permusuhan mendatangkan bencana”.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Oleh karena itu wahai saudaraku, berusahalah untuk hidup rukun dan tenangkanlah jiwamu, karena jika antara hati yang satu dan yang lain telah saling bersesuaian, maka manusia akan mudah mengerjakan perbuatan-perbuatan baik dan keberkahanpun akan turun.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Sayidina Ali kwh berkata:</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> “<i style="mso-bidi-font-style: normal;">biasakanlah dirimu untuk berniat dan bertujuan baik, niscaya kamu akan sukses”.</i></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> Pusatkanlah perhatianmu pada usaha untuk memperbaiki budi pekerti, niscaya kamu akan mendapat petunjuk dalam setiap urusanmu.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> “<i style="mso-bidi-font-style: normal;">ilmu diperoleh dengan belajar sedangkan hilm (sabar, santun) diperoleh dengan latihan sabar”.</i></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Dikatakan di dalam sebuah syair:</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> <i style="mso-bidi-font-style: normal;">Sebelum jadi penyantun,</i></span></div><div class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";"> ia dipukul dengan tongkat terlebih dahulu</span></i></div><div class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";"> seseorang dididik,</span></i></div><div class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";"> tak lain agar berilmu</span></i></div><div class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";"> </span></i><span style="font-family: "Times New Roman","serif";">Manusia harus menjaga ucapannya, jangan sampai ia mengucapkan kata-kata buruk atau menceritakan pembicaraan yang buruk kepada seseorang, karena kelak ia akan terkana aibnya dan akan mendapat daosa paling banyak.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Seorang penyair berkata</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"> <i style="mso-bidi-font-style: normal;">Tak akan berkata jorok, si orang mulia,</i></span></div><div class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";"> Tak akan pula menghapal ucapan tercela</span></i></div><div class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";"> Ia curahkan semua tenaga,</span></i></div><div class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";"> Dan bila bicara indah dan benar ucapannya</span></i></div><div class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";"> </span></i><span style="font-family: "Times New Roman","serif";">Seorang manusia hendaknya tidak berbicara ketika berada dalam keadaan emosional dan marah. Sebab, saat itu nafsunya sedang bergejolak dan berkobar sehingga ia mudah tergelincir dalam kesalahan. Oleh karena itu, hendaknya ia bersabar hingga jiwanya tenang.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Rahasia Ilmu Para Wali</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Judul Asli : Idhahu Asrari Ulumil Muqarrabin</span></div><span style="font-family: "Times New Roman","serif"; font-size: 11pt; line-height: 115%;">Karya : Habib Muhammad bin Abdullah Al-Aidarus.</span><span style="font-family: "Times New Roman","serif"; font-size: 11pt; line-height: 115%;"></span>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-58246161344406332262011-11-26T07:42:00.000-08:002011-11-26T07:42:22.150-08:00JADILAH SAHBAT BUMI<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> <w:UseFELayout/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div align="center" class="MsoNoSpacing" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt;">JADILAH SAHABAT BUMI</span></b></div><div class="MsoNoSpacing"><br />
</div><div class="MsoNoSpacing" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Apakah kita pernah tersadar dimanakah kita sekarang ini? Kita sebagai manusia hidup dibumi mulai dari lahir, kecil, beranjak dewasa, sampai kita meninggal.. kita sangat berhutang budi pada bumi, planet tempat tinggal kita yang tercinta ini. Tetapi berapa banyak kita telah mengotori bumi, merusak dan membuat bumi bumi ini menjadi tidak indah lagi? Kadang-kadang kita tidak sadar bahwa perbuatan kita sangat merusak bumi dan terkesan tidak berterimakasih pada bumi yang telah berjasa banyak pada kita.</span></div><div class="MsoNoSpacing" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Oleh karena itu, kita harus mulai mengubah hidup kita agar perbuatan ini tidak lagi merusak bumi. Tentunya kita adalah manusia yang tidak dapat melakukan semua hal. Jadi, kita cukup melakukan perbuatan yang dapat dilakukan dan tidak perlu memaksakan diri. Jika kita hanya dapat melakukan hal-hal sederhana, ya kita lakukan hal sederhana tersebut. Jangan karena hal sederhana yang bias kita lakukan, kita malu untuk melakukannyasehingga tidak melakukan apa-apa. Tetapi kita juga harus mengembangkandiri supaya bisa melakukan hal yang lebih besar lagi. Yang terpenting adalah niat dan keikhlasan.</span></div><div class="MsoNoSpacing" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Hal-hal kecil yang dapat kita lakukan misalnya membuang sampah pada tempatnya, melakukan penghematan listrik, menghemat bahan bakar minyak dan masih banyak lagi. Mungkin kita sudah bosan dengan kata-kata “buanglah sampah pada tempatnya”. Kita mendengar kata-kata itu sejak kecil sampai dewasa, tetapi apakah kita sudah melakukan hal yang dianggap sederhana tersebut? Mungkin ya, mungkin tidak. Kadang-kadang untuk sampah yang besar kita ingat, tetapi jika sampahnya kecil seperti sobekan kertas, plastic, atau bungkus snack, kita membuangnya begitu saja. Misalnya kita ada dikelas, biasanya menaruh sampah tersebut dikolong meja. Jika di angkot maka ditaruh di bawah tempat duduk.</span></div><div class="MsoNoSpacing" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Hal itu tidak hanya dilakukan oleh anak-anak, tetapi juga orang dewasa. Hal itu menandakan bahwa yang terpenting adalah kesadaran sendiri. Usia tidak berpengaruh pada sikap seseorang. Hal yang paling berpengaruh adalah kesadaran, itu yang paling penting. Begitu juga dengan penggunaan listrik dan air. Kita selalu menganggap bahwa selalu lebih banyak orang yang menggunakan air lebih banyak dari diri kita sendiri sehingga kita berpikir kalaupun kita menghemat, tetap saja tidak akan berguna. Itu adalah pemikiran yang salah. Jika semua orang berfikir begitu, maka tidak aka nada yang berhemat. Kita harus menanamkan pikiran yang baik dimulai dari diri kita sendiri . jangan menunggu orang lain untuk berbuat kebaikan.</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Malgun Gothic";"></span></div><div class="MsoNoSpacing" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Malgun Gothic";"><span style="mso-tab-count: 1;"> </span>Oleh karena itu, untuk menjaga lingkungan ini, lingkungan bumi tercinta ini, lakukanlah suatu hal yg kencil karena sesuatu yang besar itu tidak ada sebelum ada hal yang kecil. Jika hal kecil itu dilakukan oleh banyak orang, maka hal kecil itu akan menjadi hal yang besar. Jika seribu orang membuang sampah pada tempatnya dan menjaga kebersihan, maka daerah tersebut akan menjadi bersih. Tetapi jika seribu orang membuang sampah sembarangan, maka daerah itu akan sangat kotor.</span></div><div class="MsoNoSpacing" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Malgun Gothic";"><span style="mso-tab-count: 1;"> </span>Jadi, jangan meremehkan hal-hal yang kecil seperti menghemat listrik, menghemat air, menghemat BBM, atau membuang sampah pada tempatnya. Lakukan mulai dari sendiri lalu tularkanlah pada orang-orang disekitar kita. Jadilah sahabat<span style="mso-spacerun: yes;"> </span>bumi dan cintailah bumi ini. Semoga kita telah melakukan hal terbaik yang bisa kita lakukan, dengan begitu bumi ini kembali indah., sejuk, segar, dan udaranya nyaman sehingga kita semakin senang hidup dibumi ini.</span></div><div class="MsoNoSpacing" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><br />
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</div><div class="MsoNoSpacing" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><br />
</div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-30851798520088741142011-11-23T07:09:00.001-08:002011-11-23T07:09:53.689-08:00MANAJEMEN DAN LINGKUNGAN EKSTERNAL MIKRO DAN MAKRO<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">MANAJEMEN DAN LINGKUNGAN EKSTERNAL MIKRO DAN MAKRO<br />
<br />
A.<b style="mso-bidi-font-weight: normal;"> Pengantar</b><br />
<span style="mso-tab-count: 1;"> </span>Dalam pembahasan manajemen tidak lepas pada masalah lingkungan yang dihadapi oleh seorang manajer. Perbedaan dan kondisi lingkungan akan berpengaruh terhadap konsep dan teknik serta keputusan yang akan diambil. Sebagai seorang manajer tidak harus hanya memperhatikan lingkungan usahanya atau intern saja, tapi juga harus bisa mengantisipasi lingkungan di luar perusahaan atau ekstern. Untuk mencapai tujuan organisasi tidak lepas dari lingkungan ekstern yang terjadi, apalagi bagi organisasi atau perusahaan yang menghasilkan barang-barang yang dibutuhkan oleh konsumen. Oleh karena itu manajer harus memperhatikan dan mempertimbangkan unsur-unsur serta kekuatan-kekuatan lingkungan ekstern dalam setiap kegiatan manajemen. Bagaimana reaksi seorang manajer bila ada perubahan lingkungan ekstern?<br />
<br />
B.<b style="mso-bidi-font-weight: normal;"> Faktor Lingkungan Eksternal</b><br />
<span style="mso-tab-count: 1;"> </span>Lingkungan ekstern atau eksternal terdiri atas unsur-unsur yang berada di luar organisasi, dimana unsur-unsur ini tidak dapat dikendalikan dan diketahui terlebih dahulu oleh manajer, disamping itu juga akan mempengaruhi manajer di dalam pengambilan keputusan yang akan dibuat. Unsur-unsur lingkungan eksternal organisasi contohnya yaitu perubahan perekonomian, peraturan pemerintah, perilaku konsumen atau masyarakat, perkembangan teknologi, politik dan lain sebagainya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><br />
<span style="mso-tab-count: 1;"> </span>Lingkungan eksternal dibagi menjadi dua yaitu lingkungan mikro dan lingkungan makro. </span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">1. Lingkungan eksternal mikro yaitu lingkungan yang mempunyai pengaruh langsung terhadap kegiatan manajemen. Lengkunagan eksternal mikro diartikan sebagai factor-faktor di luar rumah tangga produksi atau dunia usaha yang berpengaruh langsung terhadap kegiatan dunia usaha.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Factor-faktor yang termasuk lingkungan ekasternak mikro adalah :</span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Penyedia/pemasok (supplier) dengan adanya pemasok factor-faktor produksi, muncul kegiatan produksi, di samping itu pemasok juga menunjang kelangsungan hidup dunia usaha</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Perantara adalah pihak-pihak yang berperan dalam penyebaran hasil-hasil produksi dari produsen ke tangan konsumen hingga siap dikonsumsi, misalnya distributor, pengecer dan sebagainya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Teknologi berkaitan secara langsung dengan perkembangan proses pengoilahan yang berupoa penemuan baru baik peralatan maupun metode kerjanya. Lembaga yang berkecimpung dalam bidang ini misalnya lembaga RIstek, Litbang dan sebagainya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Pasar dalam arti luas. Meskipun letaknya berada di luar kegiatan produksi, tetapi karena seluruh hasil produksi adalah untuk melayani (dijual ke) pasar, maka semua pihak yang terlibat dan berada di dalam pasar termasuk unsure lingkungan eksternal mikro</span></li>
</ol><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">2. <span style="mso-spacerun: yes;"> </span>Lingkungan eksternal makro yaitu lingkungan yang mempunyai pengaruh tidak langsung. Masing-masing anggota dunia usaha memiliki perbedaan dalam memberikan factor-faktor yang secara kongkret dapat dimasukkan ke dalam lingkungan eksternal makro atau mikro. Hal ini disebabkan oleh sifat majemuk kegiatan dunia usaha. Oleh karena itu pertimbangan pemilihan factor eksternal makro dan mikro dilakukan secara umum.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Secara umum unsure-unsur lingkungan eksternal makro dunia usaha adalah sebagai berikut :</span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Keadaan alam</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Politik dan hankam, keadaan politik dan pertahanan keamanan secara umum menciptakan iklim ketenangan usaha</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Hokum peraturan perundangan-undanagan yang berlaku misalnya undang-undang perpajakan, perburuhan dan sebagainya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Perekonomian, tingkat pendapatan, pola-pola pemenuhan kebutuhan masyarakat, tingkat investasi dan sebagainya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Pendidikan dan teknologi tingkat kecerdasan kehidupan masyarakat yang berkaitan dengan penguasaan dan pengembangan ilmu pengetahuan serta teknologi pada umumnya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Social dan kebudayaan : pandangan dan nilai-nilai yang dianut masyarakat seperti terwujud dalam norma-norma etika dan social, kepercayaan, agama, kesenian, pola hubungan antar individu dan sitem kerja samanya, sertta strata social</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Kependudukan jumlah tingkat kelahiramn-kematian, penyebaran penduduk (misalnya urbanisasi dan transmigrasi), umur dan jenis kelamin</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Hubungan internasional : mencakup banyak hal seperti proteksi bahan barang dan jasa, nialai tukar mata uang teknologi, kebudayaan, polkam dan sebagainya</span></li>
</ol><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><br />
<br />
C. <b style="mso-bidi-font-weight: normal;">Organisasi Dan Lingkungan</b><br />
<span style="mso-tab-count: 1;"> </span>Setiap manajer dipengaruhi oleh faktor-faktor lingkungan eksternal dalam pengambilan keputusan. Keputusan yang diambil tergantung pada bentuk dan tujuan yang akan dicapai oleh organisasi, disamping itu keputusan juga dipengaruhi oleh dimana seorang manajer duduk dalam posisinya.<br />
Manajer dan organisasi memberikan tanggapan terhadap lingkungan eksternal, baik melalui pengaruh lingkungan yang bersifat mikro, prediksi maupun lingkungan yang bersifat makro, disamping itu juga bisa melalui perencanaan, perancangan organisasi dan lingkungan itu sendiri.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><br />
D. <b style="mso-bidi-font-weight: normal;">Tanggung Jawab Soal Manajer</b><br />
<span style="mso-tab-count: 1;"> </span>Perubahan konsep manajerial dipengaruhi oleh faktor intern dan ekstern. Seorang manajer mempunyai tanggung jawab social atas keputusan-keputusan yang diambil, mengapa dikatakan demikian karena mempengaruhi dalam pencapaian tujuan organisasi baik dalam jangka panjang maupun dalam jangka panjang, disamping itu juga menyangkut hajat hidup orang banyak yang kesemuanya menggantungkan dirinya kepada organisasi tersebut (ini kalau dilihat dari segi dimana seseorang bekerja). Atas dasar ini maka seorang manajer dituntut untuk dapat mengimplementasikan etika berusaha (the ethics of manager). Ada lima faktor yang mempengaruhi keputusan manajer dalam etika berusaha ini, yaitu hukum; peraturan-peraturan pemerintah termasuk di dalamnya undang-undang yang dikeluarkan oleh pemerintah; kode etik industri dan perusahaan tekanan-tekanan sosial; tegangan antar standar perorangan dan kebutuhan organisasi</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">E. <b style="mso-bidi-font-weight: normal;">Lingkungan internal dunia usaha</b></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Lingkungan internal dunia usaha adalah factor-faktor yang berada di dalam kegiatan produksi dan langsung mempengaruhi hasil produksi. Factor-faktor tersebut masih berada dalam jangkauan keputusan yang diambil oleh pihak pelaksana dunia usaha, sehingga dapat dikuasai langsung (controllable)</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Factor-faktor yang termasuk lingkungan internal dunia usaha adalah :</span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Tenaga kerja dalam arti pekerja atau karyawan : meliputi lingkungan kerja fisik dan nonfisik, upah dan gaji jaminan hari tua, pengembangannya dan sebagainya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Peralatan dan mesin-mesin : tata letak, pemeliharaan / perawatan, pembebanan, penerapan teknologi baru dan sebagainya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Modal : para pemilik/penyetor modal, pengelolaan dana</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Bahan mentah, penolong, barang setengah jadi dan barang jadi : pergudangan, arus aliran fisiknya dan sebagainya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">System informasi dan administrasi untuk kepentingan pengambilan keputusan bagi manajemen, misalnya buku-buku anggaran pembelian bahan, rencana penjualan, laporan penggunaan/ realisasi dana dan sebagainya</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Unsur-unsur lingkungan baik eksternal maupun internal secara simulate berpengaruh timbale balik terhadap dunia usaha. Hal ini berarti kehidupan dunia usaha juga mempengaruhi lingkungan. Dengan demikian, dunia usaha dituntut pula tanggung jawabnya terhadap kehidupan masyarakat luas.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Contoh pengaruh timbal balik antara lingkungan dan dunia usaha :</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">- Lingkungan eksternal makro : dunia usaha turut serta meningkatkan perekonomian masyarakat (tingkat pendapatan mereka bertambah) sebab factor-faktor produksi yang mereka serahkan dibayar oleh dunia usaha. Adanya peningkatan taraf kehidupan menyebabkan permintaan akan hasil-hasil produksi dari dunia usaha juga meningkat. Hal ini berarti pula bahwa kegiatan dunia usaha tetap berlangsung bahkan semakin berkembang</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">- Lingkungan eksternal mikro : kelangsungan hidup dari penyedia bahan mentah sangat tergantung pada kegiatan dunia usaha, sebab dunia usaha membutuhkan bahan mentah untuk menghasilkan alat pemuas. Dengan kelancaran kegiatan dunia usaha berarti pula dibutuhkan bahan mentah yang lebih banyak.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">- Lingkungan internal : apalagi lingkungan kerja menyenangkan dan kesejahteraan serta pengembangan karyawan / pekerja diperhatikan, maka semangat kerja akan semakin tinggi. Prestasi kerja yang tinggi akan menguntungkan dunia usaha.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><a href="http://staff.undip.ac.id/fp/migie_handayani/">http://staff.undip.ac.id/fp/migie_handayani/</a></div><div class="MsoNormal"><a href="http://www.anakciremai.com/2008/05/makalah-manajemen-tentang-manajemen-dan.html">http://www.anakciremai.com/2008/05/makalah-manajemen-tentang-manajemen-dan.html</a></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-64625274447504855602011-11-21T23:08:00.000-08:002011-11-21T23:08:17.704-08:00Bentuk-bentuk Organisasi<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="line-height: normal; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bentuk-bentuk Organisasi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bagan organisasi memperlihatkan tentang susunan fungsi-fungsi dan departementasi yang menunjukkan hubungan kerja sama.<br />
<b>Bagan ini menggambarkan lima aspek utama suatu struktur organisasi, yaitu :</b></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1. Pembagian kerja<br />
2. Rantai perintah<br />
3. Tipe pekerjaan yang dilaksanakan<br />
4. Pengelompokan segmen-segmen pekerjaan<br />
5. Tingkatan manajemen<br />
<b>Adapun cara penggambaran bagan struktur organisasi menurut Henry G. Hodges dapat digambarkan sebagai berikut :</b></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1. Bentuk Piramidal<br />
2. Bentuk Vertikal<br />
3. Bentuk Horisontal<br />
4. Bentuk Melingkar</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bentuk-bentuk organisasi dapat dibedakan atas :</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1. Organisasi Garis</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Merupakan bentuk organisasi tertua dan paling sederhana, diciptakan oleh Henry Fayol. Ciri-ciri bentuk organisasi ini yaitu organisasinya masih kecil, jumlah karyawan sedikit dan saling mengenal serta spesialisasi kerja belum tinggi.<br />
<b>Kebaikannya :</b></span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kesatuan komando terjamin sepenuhnya karena pimpinan berada pada satu tangan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Garis komando berjalan secara tegas, karena pimpinan berhubungan langsung dengan bawahan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Proses pengambilan keputusan cepat.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Karyawan yang memiliki kecakapan yang tinggi serta yang rendah dapat segera diketahui, juga karyawan yang rajin dan malas.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Rasa solidaritas tinggi</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Kelemahannya :</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Seluruh organisasi tergantung pada satu orang saja, apabila dia tidak mampu melaksanakan tugas maka seluruh organisasi akan terancam kehancuran.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adanya kecenderungan pimpinan bertindak secara otokratis.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kesempatan karyawan untuk berkembang terbatas.</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2. Organisasi Garis dan Staf</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dianut oleh organisasi besar, daerah kerjanya luas dan mempunyai bidang tugas yang beraneka ragam serta rumit dan jumlah karyawannya banyak. Staf yaitu orang yang ahli dalam bidang tertentu tugasnya memberi nasihat dan saran dalam bidang kepada pejabat pimpinan di dalam organisasi.<br />
<b>Kebaikannya :</b></span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dapat digunakan dalam organisasi yang besar maupun kecil, serta apapun tujuan perusahaan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Terdapatnya pembagian tugas antara pimpinan dengan pelaksana sebagai akibat adaya staf ahli.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bakat yang berbeda yang dimiliki oleh setiap karyawan dapat ditentukan menjadi suatu spesiali-sasi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Prinsip penempatan orang yang tepat pada posisi yang tepat pula.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pengambilan keputusan dapat cepat walaupun banyak orang yang diajak berkonsultasi, karena pimpinan masih dalam satu tangan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Koordinasi lebih baik karena adanya pembagian tugas yang terperinci.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Semangat kerja bertambah besar karena pekerjaannya disesuaikan dengan bakat dan kemampuan yang dimiliki.</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kelemahannya :</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Rasa solidaritas menjadi berkurang, karena karyawan menjadi tidak saling mengenal.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Perintah-perintah menjadi kabur dengan nasehat dari staf, karena atasan dengan staf</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dapat terjadi adanya perintah sendiri-sendiri padahal kewenangannya berbeda.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kesatuan komando berkurang.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Koordinasi kurang baik pada tingkat staf dapat mengakibatkan adanya hambatan pelaksanaan tugas.</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Organisasi Fungsional</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Organisasi yang disusun atas dasar yang harus dilaksanakan. Organisasi ini dipakai pada perusahaan yang pembagian tugasnya dapat dibedakan dengan jelas.<br />
<b>Kebaikannya :</b></span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pembidangan tugas menjadi lebih jelas.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Spesialisasi karyawan lebih efektif dan dikembangkan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Solidaritas kerja, semangat kerja karyawan tinggi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Koordinasi berjalan lancar dan tertib.</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kelemahannya :</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Karyawan terlalu memperhatikan bidang spesialisasi sendiri saja.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Koordinasi menyeluruh sukar dilaksanakan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menimbulkan rasa kelompok yang sangat sempit dari bagian yang sama sehingga sering timbul konflik.</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Organisasi Panitia</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Organisasi dibentuk hanya untuk sementara waktu saja, setelah tugas selesai maka selesailah organisasi tersebut.<br />
<b>Kebaikannya :</b></span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Segala keputusan dipertimbangkan masak-masak dalam pembahasan yang dalam dan terperinci.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kemungkinan pimpinan bertindak otoriter sangat kecil.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Koordinasi kerja telah dibahas oleh suatu team.</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kelemahannya :</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Proses pengambilan keputusan memerlukan diskusi yang berlarut-larut yang menghambat pelaksanaan tugas.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tanggung jawabnya tidak jelas, karena tanggung jawabnya sama.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kreatifitas karyawan terhambat dan sukar untuk dikembangkan, karena faktor kreatifitas lebih dipentingkan.</span></li>
</ol><div class="MsoNormal"><a href="http://luffybersahabat.blog.com/2011/01/19/bentuk-bentuk-organisasi/">http://luffybersahabat.blog.com/2011/01/19/bentuk-bentuk-organisasi/</a></div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-44437072425533276212011-11-21T21:58:00.000-08:002011-11-21T21:58:21.737-08:00<strong>PENGAMBILAN KEPUTUSAN MANAJEMEN</strong><br />
Keputusan (decision) merupakan pilihan yang dibuat dari beberapa alternative yang tersedia.<br />
Pengambilan keputusan (decision making) adalah proses identifikasi masalah dan kesempatan kemudian memecahkannya. Pengambilan keputusan yang baik merupakan bagian vital dari maanjemen yang baik, karena keputusan-keputusan yang menentukan bagaimana suatu cara organisasi menyelesaikan masalah, mengalokasikan sumber daya dan meraih sasaran. Dengan demikian setiap manajer harus menajamkan ketrampilan dalam membuat keputusan. Pertumbuhan, kemakmuran atau atau kegagalan suatu perusahaan merupakan hasil dari keputusan yang dibuat oleh para manajer. Membuat keputusan bukanlah hal yang mudah. Keputusan harus dilakukan ditengah berbagai factor yang terus berubah, ketidakjelasan informasi dan dan aneka pandangan yang bertentangan.<br />
tipe-tipe keputusan :<br />
1. Keputusan terprogram (programmed decision)<br />
Keputusan yang dibuat untuk menangani situasi / masalah yang cukup sering terjadi, sehinnga pembuat keputusan dapat membuat aturan-aturan pembuatan keputusan untuk diterapkan di masa depan. Misalnya keputusan untuk memesan persediaan ketika persediaan berada pada level tertentu.<br />
2. Keputusan tidak terprogram (nonprogrammed decision)<br />
Keputusan yang dibuat dalam menanggapi situasi yang unik, tidak familier dan tidak terstruktur serta menimbulkan konsekuensi-konsekuensi penting bagi organisasi.banyak keputusan tidak terprogram melibatkan perencanaan strategis, karena ketidakpastiannya begitu besar dan keputusan merupakan hal yang sangat kompleks.<br />
3 Keputusan setengah terprogram<br />
Keputusan yang sebagian dapat deprogram, sebagian berulang-ulang dan rutin dan sebagian tidak terstruktur. Keputusan ini bersifat rumit dan membutuhkan perhitungan-perhitungan serta analisis yang terperinci<br />
Langkah-langkah pengambilan keputusan<br />
1. Pengakuan terhadap persyaratan keputusan<br />
Para manager menghadapi persyaratan keputusan baik dalam bentuk masalah maupun kesempatan. Suatu masalah terjadi ketika pencapaian organisasional kurang dari sasaran yang ditetapkan.<br />
Kesadaran terhadap masalah/kesempatan adalah langkah pertama dalam mengambil keputusan dan membutuhkan pengamatan lingkungan internal dan eksternal bagi isu-isu yang membutuhkan perhatian eksekutif.<br />
2. Diagnosis dan analisis penyebab<br />
Ketika masalah dan kesempatan telah menarik perhatian manager, pemahaman situasi harus diperjelas. Diagnosis adalah salah satu langkah dalam proses pengambilan keputusan.<br />
3. Pengembangan altrnatif<br />
Pada saat masalah atau kesempatan telah dapat dikenali dan dianalisis, pembuat keputusan mulai mempertimbangkan untuk melakukan tindakan yang diperlukan. Langkah berikutnya adalah menghasilkan alternative solusi yang mungkin dapat menanggapi kebutuhan situasi dan memperbaiki sebab-sebab yang mendasari.<br />
4. Pemilihan alternative yang diharapkan<br />
Ketika beberapa alternative telah dikembangkan, harus dipilih salah satunya. Keputusan pilihan adalah seleksi yang paling menjanjikan dari beberapa alternative tindakan. Alternative terbaik menyediakan solusi terbaik sesuai dengan sasaran menyeluruh dan nilai-nilai organisasi serta dapat mencapai hasil yang diharapkan dengan penggunaan sumber daya seminimal mungkin.<br />
5. Implementasi alternative yang dipilih<br />
Termasuk dalam tahap implementasi adalah penggunaan kemampuan manajerial, administrative, dan persuasive untuk meyakinkan alternative yang dipilih dapat dikerjakan.<br />
KETERLIBATAN BAWAHAN DALAM PEMBUATAN KEPUTUSAN<br />
Konsep peran serta dalam pengambilan keputusan mula-mula diperkenalkan oleh French et al.(1960), ketika mengatakan bahwa peran serta menujukan suatu proses antara dua atau lebih pihak yang mempengaruhi satu terhadap yang lainnya dalam membuat rencana, kebijakan, dan keputusan. Peran serta bawahan dalam mengambil keputusan sesungguhnya lahir dari desakan kebutuhan psikologis yang mendasar pada setiap individu.<br />
Keinginan untuk berperan serta menurut Archbold (1976) didorongkan oleh kebutuhan akan hasrat akan kekuasaan, ingin memperoleh pengakuan, dan hasrat untuk bergantung pada orang lain, tetapi juga sebaliknya tempat orang bergantung. Pentingnya peran serta bawahan dalam pengambilan keputusan juga diakui oleh Alutto dan Belasco (1972), karena dengan demikian ada jaminan bahwa pemeran serta(karyawan) tetap mempunyai kontrol atas keputusan-keputusan yang diambil. Apabila pemeran serta tidak dapat mengontrolnya, maka organisasi akan mengalami kerugian, sama dengan tidak ada peran serta sama sekali.<br />
Para menejer akan sulit untuk membuat keputusan tanpa melibatkan para bawahannya, keterlibatan ini dapat formal seperti pengguanaan kelompok dalam pembuatan keputusan; atau informal seperti permintaan akan gagasan-gagasan.<br />
Bantuan para bawahan dapat terjadi pada setiap tahap proses pembuatan keputusan. Bermacam-macam bentuk peran serta bawahan dalam pengambilan keputusan telah diperkenalkan oleh sejumlah penulis. Seprti Cotton et al. (1988) yang mencoba mengadakan penelitian terhadap berbagai karya tulis tersebut dengan mengumpulkan lebih dari 400 artikel tentang peran serta dalam pengambilan keputusan. Dimana setiap artikel itu diklasifikasikan ke dalam lima sifat peran serta, yaitu ; formal-tidak formal, langsung-tidak langsung, tingkat pengaruhnya isi dari keputusan, dan jangka waktunya singkat atau lama. Dari lima sifat peran serta itu dengan memperhatikan berbagai bentuk peran serta yang tersedia dalam kepustakaan, dirumuskanlah enam kombinasi bentuk peran serta, yaitu:<br />
(1) Peran serta pengambilan keputusan dalam bidang tugas,<br />
(2) Peran serta konsultatif,<br />
(3) Peran serta jangka pendek,<br />
(4) peran serta informal,<br />
(5) Hak milik karyawan,<br />
(6) Peran serta perwakilan.<br />
<a href="http://bomeey89.blogspot.com/2010/05/pengambilan-keputusan-manajerial.html"><strong>http://bomeey89.blogspot.com/2010/05/pengambilan-keputusan-manajerial.html</strong></a><strong></strong><br />
<a href="http://docs.google.com/viewer?a=v&q=cache:m77jCivXo30J:d_ikasari.staff.gunadarma.ac.id/Downloads/files/10105/konsep%2Bpengambilan%2Bkeputusan.doc+tipe-tipe+keputusan+manajemen&hl=id&gl=id&pid=bl&srcid=ADGEESjwVf5NLQYVuIihUgsRDWjaAAq77i4jj20oSwDdiGpCiY9jNRU9CxI2cRst-3sJufwNOIgt7JXlDhwJu9joZwZNx_f1imqr917h_hf5bWWoX-QEDNuFz6PY_xQjF-QHpZhxHaat&sig=AHIEtbTgDOMli9TAW283uC4VYV_6pYSltQ"><strong>http://docs.google.com/viewer?a=v&q=cache:m77jCivXo30J:d_ikasari.staff.gunadarma.ac.id/Downloads/files/10105/konsep%2Bpengambilan%2Bkeputusan.doc+tipe-tipe+keputusan+manajemen&hl=id&gl=id&pid=bl&srcid=ADGEESjwVf5NLQYVuIihUgsRDWjaAAq77i4jj20oSwDdiGpCiY9jNRU9CxI2cRst-3sJufwNOIgt7JXlDhwJu9joZwZNx_f1imqr917h_hf5bWWoX-QEDNuFz6PY_xQjF-QHpZhxHaat&sig=AHIEtbTgDOMli9TAW283uC4VYV_6pYSltQ</strong></a><strong></strong><br />
<a href="http://www.scribd.com/doc/29469663/MAKALAH-KEPUTUSAN"><strong>http://www.scribd.com/doc/29469663/MAKALAH-KEPUTUSAN</strong></a><br />
<strong>http://guekemal.wordpress.com/2010/11/15/misi-dan-tujuan-organisasi/</strong><br />
<strong> </strong>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-49943595326830650572011-11-21T21:53:00.000-08:002011-11-21T21:54:13.487-08:00Misi dan Tujuan Organisasi<b>Misi Dan Tujuan Organisasi </b><br />
Sebelum organisasi menentukan tujuannya, terlebih dulu menetapkan misi / maksud organisasi. <i>Misi</i> adalah suatu pernyataan umum dan abadi tentang maksud organisasi. Sedangkan Misi organisasi adalah maksud khas (unik) dan mendasar yang membedakan organisasi dari organisasi-organisasi lainnya dan mengidentifikasikan ruang lingkup operasi dalam hal produk dan pasar.<br />
Etzioni mendefinisikan tujuan organisasi sebagai :<br />
<ol><li>Suatu pernyataan tentang keadaan yang diinginkan dimana organisasi bermaksud untuk merealisasikan</li>
<li>Pernyataan tentang keadaan di waktu yang akan datang di mana organisasi sebagai kolektifitas mencoba untuk menimbulkannya</li>
</ol>2 unsur penting tujuan adalah :<br />
<ol><li>Hasil-Hasil akhir yang diinginkan di waktu mendatang dengan mana</li>
<li>Usaha-uasaha / kegiatan-kegiatan sekarang diarahkan</li>
</ol>Tujuan dapat berupa tujuan umum / khusus , tujuan akhir / tujuan antara. Tujuan Umum (tujuan strategic) secara operasioanal tidak dapat berfungsi sebelum dijabarkan terlebih dahulu kedalam tujuan-tujuan khusus yang lebih terperinci sesuai dengan jenjang manajemen, sehingga membentuk hirarki tujuan.<br />
<b>Berbagai Fungsi Tujuan Organisasi</b><br />
<ol><li>Pedoman Bagi Kegiatan, melalui penggambaran hasil-hasil di waktu yang akan datang. Fungsi tujuan memberikan arah dan pemusatan kegiatan organisasi mengenai apa yang harus dan tidak harus dilakukan</li>
<li>Sumber Legitimasi, akan meningkatkan kemampuan organisasi untuk mendapatkan sumber daya dan dukungan dari lingkungan di sekitarnya</li>
<li>Standar Pelaksanaan, bila tujuan dilaksanakan secara jelas dan dipahami, akan memberikan standar langsung bagi penilaian pelaksanaan kegiatan (prestasi) organisasi</li>
<li>Standar Motivasi, berfungsi sebagai motivasi dan identifikasi karyawan yang penting. Dalam kenyataannya, tujuan organisasi sering memberikan insentif bagi para anggota</li>
<li>Dasar Rasional Pengorganisasian, tujuan organisasi merupakan suatu dasar perancangan organisasi</li>
</ol><b>Tipe-Tipe Tujuan</b><br />
Klasifikasi tujuan dari <i>Penow </i>bagi organisasi pada umumnya dibedakan menjadi 5 tujuan menurut “sudut pandangan mereka yang berkepantingan” , yaitu :<br />
<ol><li><i>Tujuan Kemasyarakatan (Societal Goals),</i> berkenaan dengan kelas-kelas organisasi luas yang memenuhi kebutuhan-kebutuhan masyarakat</li>
<li><i>Tujuan Keluaran (Output Goals),</i> berkenaan dengan jenis-jenis keluaran tertentu dalam bentuk fungsi-fungsi konsumen. Contoh : barang- barang konsumen, jasa-jas bisnis</li>
<li><i>Tujuan Sistem (System Goals),</i> cara pelaksanaan fungsi organisasi tidak tergantung pada barang / jasa yang diproduksi / tujuan yang diambil</li>
<li><i>Tujuan Produk (Product Goals) / Tujuan Karakteristik Produk, </i>berbagai karakteristik barang- barang / jasa-jasa produksi</li>
<li><i>Tujuan Turunan (Derived Goals),</i> tujuan digunakan organisasi untuk meletakkan kekuasaanya dalam pencapaian tujuan lain</li>
</ol><b>Proses Penetapan Tujuan</b><br />
Merupakan usaha untuk menciptakan nilai-nilai tertentu melalui berbagai kegiatan yang akan dilaksanakan organisasi. 6 Unsur dasar yang melatarbelakangi penetapan tujuan organisasi adalah :<br />
<ol><li>Barang dan jasa yang diproduksi organisasi akan dapat memberikan berbagai manfaat, paling sedikit sama dengan harganya</li>
<li>Barang dan jasa dapat memuaskankebutuhan konsumen/ langganan</li>
<li>Teknologi yang digunakan dalam proses produksi akan menghasilkan barang dan jasa dengan biaya dan kualitas bersaing</li>
<li>Kerja keras dan dukungan seluruh sumber dayanya, organisasi dapat beroperasi dengan baik</li>
<li>Pelayanan manajemen akan memberikan public image yang mengguntungkan, sehingga mereka bersedia menanamkan modal dan menyumbangkan tenaganya untuk membantu sukses organisasi</li>
<li>Perusahaan mempunyai konsep diri (self concept) yang dapat dikomunikasikan dan ditularkan kepada para karyawan dan pemegang saham organisasi.</li>
</ol><b>Bidang-Bidang Tujuan</b><br />
<i>Peter Drucker dan GE,</i> mengidentifikasikan 8 bidang pokok di mana perusahaan harus menetapkan tujuan :<br />
<ol><li>Posisi Pasar</li>
<li>Produkivitas / Efesiensi, adalah rasio antara masukkan (tenaga kerja, peralatan dan keuangan) dengan keluaran organisasi</li>
<li>Sumber Daya Phisik dan Keuangan, tujuan harus ditetapkan dengan memperhatikan mesin dan peralatan serta penyediaan bahan baku</li>
<li>Profitabilitas</li>
<li>Inovasi</li>
<li>Prestasi dan Sikap Karyawan</li>
<li>Prestasi dan Pengembangan Manajer</li>
<li>Tanggung Jawab Sosial dan Publik</li>
</ol><b>Kebutuhan Penyeimbangan Tujuan</b><br />
Hampir semua organisasi mempunyai serangkaian tujuan yang berganda untuk memnihi permintaan “trade off” dari berbagai pihak berkepentingan yang terlibat dalam operasi organisasi. Akibatnya, sering menimbulkan konflik antara pihak-pihak tersebut. Dalam proses pencapaian tujuan, manajemen harus menentukan keseimbangan / campuran optimum tujuan-tujuan dam memadukan berbagai kepentingan pihak-pihak yang terlibat dalam organisasi.<br />
<b>Perumusan Tujuan</b><br />
Tujuan dirumuskan dengan mempertimbangkan seluruh kekuatan yang terlibat dalam operasi organisasi. Perumusan tujuan merupakan Hasil usaha perpaduan untuk memuaskan semua pihak / himpunan berbagai tujuan individu dan organisasi.<br />
Agar perumusan tujuan efektif manajer perlu memperhatikan beberapa ketentuan sebagao berikut :<br />
<ol><li>Proses perumusan tujuan hendaknya melibatkan individu-individu yang bertanggung jawab terhadap pencapaian tujuan</li>
<li>Manajer puncak (sebagai perumus tujuan umum) hendaknya bertanggung jawab untuk menurunkan tujuan-tujuan pada tingkatan yang lebih rendah</li>
<li>Tujuan harus realistic, diselaraskan dengan lingkungn internal dan eksternal</li>
<li>Tujuan harus jelas, beralasan dan bersifat menantang anggota organisasi</li>
<li>Tujuan umum hendaknya dinyatakan secara sederhana agar mudah dipahami dan diingat oleh pelaksana</li>
<li>Tujuan bidang fungsional organisasi harus konsisten dengan tujuan umum</li>
<li>Manajemen harus selalu meninjau kembali tujuan telah ditetapkan.</li>
</ol><b>MANAGEMEN BY OBJECTIVE (MBO)</b> oleh Peter Drucker :<br />
Berkenaan dengan penetapan prosedur-prosedur formal yang dimulai dengan penetapan tujuan dan dilanjutkan dengan serangkaian kegiatan (langkah) sampai peninjauan kembali pelaksanaan kegiatan. Gagasan dasar MBO adalah bahwa MBO merupakan proses partisipatif, secara aktif melibatkan manajer dan para anggota pada setiap tingkatan organisasi.<br />
<i>Bidang pokok tujuan</i> adalah : Posisi Pasar, Inovasi, Produktivitas, Sumber Daya Fisik Serta Keuangan.<br />
MBO dapat dicapai melalui beberapa upaya untuk efektivitas dari program MBO (unsur evektifitas MBO) , yaitu :<br />
<ol><li>Pendidikan dan pelatihan bagai manajer</li>
<li>Keterikatan antara tujuan pribadi dan tujuan organisasi</li>
<li>Pelaksanaan umpan balik secara efektif</li>
<li>Didorong adanya peserta dari bawahan</li>
</ol><i>Keunggulan dari manajemen berdasarkan sasaran MBO adalah : </i>Meningkatkan komunikasi antara manajer dan bawahan<br />
Strategi program untuk menentukan dan mencapai tujuan organisasi dan melaksanakan misinya. Rangkaian tujuan sebagai bagian proses MBO harus spesifik dan dapat diukur<br />
<b>Kekuatan Dan Kelemahan MBO</b><br />
Kebaikan-kebaikan program MBO :<br />
<ol><li>Memungkinkan para individu mengetahui apa yang diharapkan dari mereka</li>
<li>Membantu dalam proses perencanaan dengan membuat para manajer menetapakan tujuan dan sasaran</li>
<li>Memperbaiki komunikasi antara manajer dan bawahan</li>
<li>Membuat individu lebih memusatkan perhatiannya pada tujuan organisasi</li>
<li>Membuat proses evaluasi lebih dapat disamakan melalui pemusatan pada pencapaian tujuan tertentu</li>
</ol><b>Kelemahan-kelemahan MBO, mempunyai 2 katagori :</b><br />
<ol><li>Kelemahan-Kelemahan yang melekat (inherent) mencakup konsumsi waktu dan usaha yang cukup besar dalam proses belajar untuk menggunakan teknik-teknik MBO, serta meningkatkan banyaknya kertas kerja</li>
<li>Menyangkut masalah pokok yang harus dikendalikan agar program MBO sukses : <ol><li>Gaya dan dukungan manajemen</li>
<li>Penyesuaian dan perubagan MBO</li>
<li>Keterampilan- Keterampilan antar pribadi</li>
<li>Deskripsi jabatan</li>
<li>Penetapan dan pengorganisasian tujuan</li>
<li>Pengawasan metoda pencapaian tujuan</li>
<li>Konflik anatara kreativitas dan MBO</li>
</ol></li>
</ol><a href="http://destiasalma.blogspot.com/2010/01/penetapan-tujuan-organisasi.html">http://destiasalma.blogspot.com/2010/01/penetapan-tujuan-organisasi.html</a><br />
<a href="http://yasier-timetoshine.blogspot.com/2009/10/18-oktober-2009fungsi-tujuan-organisasi.html">http://yasier-timetoshine.blogspot.com/2009/10/18-oktober-2009fungsi-tujuan-organisasi.html</a><br />
http://guekemal.wordpress.com/2010/11/15/misi-dan-tujuan-organisasi/Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-78530128102686807052011-11-21T08:24:00.000-08:002011-11-21T08:24:26.261-08:00Tanggung Jawab Sosial Manajer / Perusahaan<div class="posttop"> <h2 class="posttitle"><a href="http://fardiansyah7fold.wordpress.com/tanggung-jawab-sosial-manajer-perusahaan/" rel="bookmark" title="Tautan Tetap ke Tanggung Jawab Sosial Manajer / Perusahaan">Tanggung Jawab Sosial Manajer / Perusahaan</a></h2></div><h1>Tanggung Jawab Sosial Manajer / Perusahaan</h1><b>Tanggung Jawab Sosial Manajer / Perusahaan</b><br />
Tanggung jawab sosial<br />
Dalam hubungan bisnis dan pemangku kepentingan (stakeholder) pada tahap awal diakui bahwa tanggung jawab sosial adalah fungsi pemerintah, bukan tanggung jawab bisnis ataupun perusahaan. Pendapat ini tentunya terjadi pada awal dekade dimana hasil alam masih berlimpah, persaingan industri tidak ketat, dan tuntutan pemangku kepentingan terhadap perusahaan belum tinggi. Dapat dicatata pendapat Friedman dalam Robin, F (2008) hal 232. menuliskan bahwa The business of business is to maximise profits, to earn a good return on capital invested and to be good corporate citizen obeying the law- no more and no less. Sejalan evolusi pada seluruh bidang, termasuk adanya globalisasi, hal demikian berubah drastis.<br />
Dalam perkembangan bisnis baru, diakui bahwa tanggung jawab sosial perusahaan yang dikenal sebagai Community Social Responsibility (CSR) adalah fungsi perusahaan. Adapun “desakan” untuk itu bersumber dari banyak hal baik karena tekanan global maupun regional. Bilamana dikaitkan fungsi maka ini dilakukan secara sukarela (voluntary) bukan karena adanya paksaan dari luar, utamanya dari pemerintah. Lebih dari itu, pembeda terminologi CSR dengan penerapan sebelumnya terletak kepada fungsi “tanggung jawab ” yang bermakna bahwa CSR sifatnya datang dari perusahaan.<br />
Banyak konsep CSR yang dipubllikasikan, Wibisono (2007) melaporkan CSR bahwa CSR didefinisikan sebagai komitmen dunia usaha untuk terus-menerus bertindak secara etis, beroperasi secara legal dan berkontibusi untuk peningkatan ekonomi, bersamaan dengan peningkatan kualitas hidup komunitas lokal dan masyarakat secara lebih luas. Dalam versi World Bank CSR didefinisikan sebagai “the comitment of business to contribute to sustainable economic development working with employees and their representatives the local community and society at large to improve quality of life, in ways that are both and good fo business development”<br />
Dalam batasan demikian, maka CSR sesungguhnya merupakan konsep dan program yang menucnul secara sukarela, karena perusahaan menganggap penting sehingga harus diformulasikan sedemikian rupa. Selanjutnya, di dalam konsep CSR terdapat berbagai aspek seperti nilai, kultur, kompetensi, sejarah perusahaan bahkan etika yang dijadikan dasar bertindak oleh seluruh pihak internal manajemen perusahaan .<br />
Isu terkait dengan CSR senantiasa mengalami perubahan sesuai dengan dinamika dan kesadaran tetang kebutuhan bersama. Isu yang terkait utamnya adalah Good Corporate Governance, Sustainable Development, sampai ke Daya Saing. Bilamana isu ini disimak lebih dalam, maka ditemukan bahwa penerapan CSR saling menopang dengan dimensi-dimensi tersebut. Bila dikatikan dengan corporate governance maka penakanan CSR adalah pelibatan stakeholder dalam tatakelola perusahaan. Semantara itu bila dikaitkan dengan isu keberlanjutan, penekanannya adalah bahwa bisnis yang dapat berkelanjutan apabila didukung oleh pemangku kepentingan. Selanjutnya bila dikaitkan dengan konsep daya saing, maka sisi pelaksanaan CSR adalah dalam rangka membangun daya saing bisnis baik di tingkat regional maupun global (Zadek, 2006)<br />
Dalam hubungannya dengan tanggung jawab sosial, prinsip sederhana yang mendasari perkembangannya adanya satu pengakuan prinsip mutualisme, dimana antara perusahaan dan masyarakat harus hidup berdampingan dan saling memberikan manfaat bersama. Hal ini kemudian diakui oleh bisnis bahwa hanya dengan masyarakat – yang dikenal juga dengan sebutan stakeholder yang kuat – maka bisnis dapat berkembang dengan baik.<br />
Dalam perkembangan yang lebih lanjut, perkembangan teknologi menjadi isu yang paling dominan sebagai bagian daripada tanggung jawab sosial. Teknologi cloning misalnya telah berkembang demikian pesat, akan tetapi tetap dilaksanakan untuk mengapresiasi keberdaan daripada manusia dan masyarakat. Demikian juga dengan teknologi transgenik di bidang budidaya secara teknologi telah lolos akan tetapi secara sosial dan kemasyarakatan masih terus dipertanyakan. Sesuai dengan penjelasan di atas, fokus diskusi pada studi ini adalah bagaimanakah model pengembangan tanggung jawab sosial perusahaan dalam presfektif penggunaan hasil penelitian dan teknologi.<br />
2. Tanggung jawab sosial Perusahaan<br />
Tanggung jawab sosial dewasa ini sudah menjadi bagian daripada orientasi bisnis. Prinsip ketergantngan dan manfaat bersama ternyata menjadi landasan utama dalam penyelenggaraan atau implementasi program tanggung jawab sosial. Terminologi Tanggung jawab Sosial (social responsibility) sendiri terkait dengan banyak istilah. Waddock dalam Meehan (2006) menjelaskan 9 istilah yang berkaitan dengan tanggung jawab sosial: 1) corporate social responsibility (CSR), 2) corporate social perfomance (CSP), 3) alternative CSR3c, 4) Corporate responsibility, 5) Stakeholder approcah, 6) Business ethics and values, inclding nature-based values, 7) Boundary-spanning functions including, Corporate Community Involvement (CCI), dan 9) Corporate Citizenship (CC).<br />
Substansi daripada istilah ini dari masa ke masa mengalami perubahan. Pada tahun 60an, tanggung jawab sosial lebih berintikan “charity” perusahaan kepada lingkungan yang mengambil berbagai bentuk, berbeda antara satu perusahaan terhadap perusahaan lain. Sudah tentu, model charity seperti itu susah untuk dievaluasi manfaat dan dampaknya. Model pyramida yang dikembangkan Carrol sangat dominan dalam penjelasan tanggung jawab sosial, Caroll menjelaskan kaitan antara satu bidang tanggung jawab sosial korporasi dengan bidang lain. Dari semua model di atas, salah satu yang dominan dikembangkan sekarang ini ada model pendekatan yang dikembangkan yaitu model pendekatan stakeholder (5). Model ini menjelaskan rinci peran pemangku kepentingan dan fungsinya kepada perusahaan. Dengan identifikasi peran dan kepentingan, maka perusahaan dapat mengintegrasikannya ke dalam satu pencapaian tujuan. Sementara Meehan sendiri lebih menggunakan model 3C-SR, dimana inti dari 3C adalah Commitment, Consistency dan Connection, dan patut dicatat tidak kedua model ini sesungguhnya berbeda pandangna, pada model 3C lebih menekankan konsep yang kemudian diurut menjadi operasional.<br />
Di Indonesia, masalah tanggung jawab sosial bisnis menjadi isu yang belum terslesaikan dengan baik. Menurut UU No 40 Tahun 2007, tentang Perseroan Terbatas telah dinyatakan bahwa tanggung jawab Sosial adalah bagian daripada tugas perseroan, oleh karena itu perseroan harus menyediakan dana. Artinya komponen biaya tanggung jawab sosial bukan lagi didasarkan kepada skema kalau perusahaan punya dana, akan tetapi di awal perusahaan telah diharuskan mencantumkan dana tanggung jawab sosial. Konsep ini menjustifikasi anggaran di tingkat manajemen puncak yang belum tentu mendapat pengesahan. Lebih dari itu, perseroan diharuskan menyampaikan laporan.<br />
Selain aturan ini masih ada program lain bersifat insentif dan fasilitatif, yaitu PROPER (Program Penilaian Peringkat Kinerja Perusahaan) yang dimaksudkan untuk mendorong perusahaan peserta meningkatkan prestasi mereka dalam program lingkungan hidup secara luas. Sesuai dengan prinsip dasar PROPER dari Kementerian Lingkungan Hidup mendorong penataan perusahaan dalam pengelolaan lingkungan melalui instrumen insentif dan diseinsentif reputasi dengan pelibatan masyarakat dan sekaligus sebagai wujud dari pelaksanaan UU Pengelolaan Lingkungan Hidup No. 23/1997 pasal 5 ayat 2 tentang hak masyarakat atas infomasi lingkungan hidup yang berkaitan dengan peran dalam pengelolaan lingkungan hidup. Perusahaan yang terlibat dalam program mengalami peningkatan dari tahun ke tahun, karena hasil peringkat dimumkan terbuka, yang baik diberi hadiah, pihak manajemen merasa manfaat langsung. Walau program ini tidak bisa disamakan dengan program tanggung jawab sosial, karena kecenderungan pada program ini adalah masalah lingkungan.<br />
Bersamaan dengan pandangan ini dikenal istilah stakeholder dalam terminologi Indonesia dikenal sebagai pemangku kepentingan . Jadi kalau tuga perusahaan pada awalnya adalah untuk menciptakan keuntungan kepada pemilik saham (shareholder), maka tugas ini telah berobah menjadi memberikan manfaat kepada stakeholder. Dari hasil penelusuran studi literatur diketahui bahwa banyak penulis mengacu kepada pendapat Carol (1979) yang mengidentifikasi bahwa tanggung jawab sosial perusahaan adalah: 1) ekonomi, 2) legal, 3) ethical, 4) diskresionary. Masing-masing tanggung jawab sosial ini dijelaskan sebagai berikut (Jamali, D. 208)<br />
1) Ekonomi mislanya berkaitan dengan menyediakan ROI kepada pemegang saham, menciptakan pekerjaan dan pengupahan yang adil, menemukan sumberdaya baru, mempromosikan penggunaan teknologi lanjutan, inovasi, dan menciptakan barang dan jasa yang baru.<br />
2) Legal berkaitan dengan peran perusahaan memainkan peran sesuai dengan peraturan dan prosedur. Dalam kaitan ini masyarakat mengharapkan agar perusahaan dapat memenuhi visi dan misi yang diusungnya.<br />
3) Etika diharapkan agar pelaku bisnis mempunyai moral, etika kerja dimana perusahaan berada. Etika tidak harus sesuai dengan apa yang diatur dalam aturan formal, akan tetapi dapat memenuhi harapan masyarakat terhadap perusahaan , misalnya menghargai masyarakat, menghidnari pencideraan masyarakat, dan mencegah adanya bencana bagi masyarakat.<br />
4) Berkaitan dengan penilaian, pilihan perusahaan dalam hal kegiatan yang diharapkan kembali kepada masyarakat.<br />
Tentang dampak hubungan baik antara perusahaan dengan pemangku kepentingan , Kotter J dan James (1992) dalam Svendensen et.al. (2000) laporannya tentang Corporate Culture yang dilaporkan Harvard, menunjukkan bahwa selama 11 tahun pemantauannya menunjukkan bahwa dari sisi: pertumbuhan penjualan dan pertumbuhan karyawan, perusahaan yang berorienatasi keapada stakeholder berikenerja lebih baik dbanding dengan perusahaan yang berorientasi pada pemegang saham. Dicatat juga bahwa manajemen yang menerapkan visi lebih memberikan fokus kepada stakeholder daripada pemegang saham. Laporan ini senada dengan hasil penelitian tentang Living Company (1997) dimana ditemukan bahwa perusahaan yang berorientasi kepada pemangku kepentingan tetap berada pada hubungan yang harmonis dengan lingkungan nya dengan tetap menjada hubungan kuat dengan lingkungan. Hal demikian dimungkinkan karena manfaat yang diterima perusahaan yang berorientasi kepada pelanggan akan memberikan manfaat yang berkelanjutan terhadap perusahaan.<br />
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Sumber : putriihiphop.ngeblogs.com/…/tanggung-jawab-sosial-manajer-perusahaan/ –<br />
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</style> <![endif]--> <div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; line-height: 115%;">pengertian manajemen lingkungan</span></b><b><span style="font-family: "Times New Roman","serif";"></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">A. Pengertian Manajemen (Definition of Management)</span></b><span style="font-family: "Times New Roman","serif";"><br />
<span style="mso-tab-count: 1;"> </span>Kata Manajemen berasal dari bahasa Prancis kuno ménagement, yang memiliki arti seni melaksanakan dan mengatur. Manajemen belum memiliki definisi yang mapan dan diterima secara universal. Kata manajemen mungkin berasal dari bahasa Italia (1561) maneggiare yang berarti “mengendalikan,” terutamanya “mengendalikan kuda” yang berasal dari bahasa latin manus yang berati “tangan”. Kata ini mendapat pengaruh dari bahasa Perancis manège yang berarti “kepemilikan kuda” (yang berasal dari Bahasa Inggris yang berarti seni mengendalikan kuda), dimana istilah Inggris ini juga berasal dari bahasa Italia.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>Bahasa Prancis lalu mengadopsi kata ini dari bahasa Inggris menjadi ménagement, yang memiliki arti seni melaksanakan dan mengatur. Mary Parker Follet, misalnya, mendefinisikan manajemen sebagai seni menyelesaikan pekerjaan melalui orang lain. Definisi ini berarti bahwa seorang manajer bertugas mengatur dan mengarahkan orang lain untuk mencapai tujuan organisasi. Ricky W. Griffin mendefinisikan manajemen sebagai sebuah proses perencanaan, pengorganisasian, pengkoordinasian, dan pengontrolan sumber daya untuk mencapai sasaran (goals) secara efektif dan efesien. Efektif berarti bahwa tujuan dapat dicapai sesuai dengan perencanaan, sementara efisien berarti bahwa tugas yang ada dilaksanakan secara benar, terorganisir, dan sesuai dengan jadwal.Istilah manajemen, terjemahannya dalam bahasa Indonesia hingga saat ini belum ada keseragaman.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Selanjutnya, bila kita mempelajari literatur manajemen, maka akan ditemukan bahwa istilah manajemen mengandung tiga pengertian yaitu :<br />
1. Manajemen sebagai suatu proses,<br />
2. Manajemen sebagai kolektivitas orang-orang yang melakukan aktivitas manajemen,<br />
3. Manajemen sebagai suatu seni (Art) dan sebagai suatu ilmu pengetahuan (Science)</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Menurut pengertian yang pertama, yakni manajemen sebagai suatu proses, berbeda-beda definisi yang diberikan oleh para ahli. Untuk memperlihatkan tata warna definisi manajemen menurut pengertian yang pertama itu, dikemukakan tiga buah definisi.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Dalam Encylopedia of the Social Sience dikatakan bahwa manajemen adalah suatu proses dengan mana pelaksanaan suatu tujuan tertentu diselenggarakan dan diawasi.<br />
Selanjutnya, Hilman mengatakan bahwa manajemen adalah fungsi untuk mencapai sesuatu melalui kegiatan orang lain dan mengawasi usaha-usaha individu untuk mencapai tujuan yang sama.<br />
Menurut pengertian yang kedua, manajemen adalah kolektivitas orang-orang yang melakukan aktivitas manajemen. Jadi dengan kata lain, segenap orang-orang yang melakukan aktivitas manajemen dalam suatu badan tertentu disebut manajemen.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Menurut pengertian yang ketiga, manajemen adalah seni (Art) atau suatu ilmu pnegetahuan. Mengenai inipun sesungguhnya belum ada keseragaman pendapat, segolongan mengatakan bahwa manajemen adalah seni dan segolongan yang lain mengatakan bahwa manajemen adalah ilmu. Sesungguhnya kedua pendapat itu sama mengandung kebenarannya.<br />
<span style="mso-tab-count: 1;"> </span>Menurut G.R. Terry manajemen adalah suatu proses atau kerangka kerja, yang melibatkan bimbingan atau pengarahan suatu kelompok orang-orang kearah tujuan-tujuan organisasional atau maksud-maksud yang nyata.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Manajemen juga adalah suatu ilmu pengetahuan maupun seni. Seni adalah suatu pengetahuan bagaimana mencapai hasil yang diinginkan atau dalm kata lain seni adalah kecakapan yang diperoleh dari pengalaman, pengamatan dan pelajaran serta kemampuan untuk menggunakan pengetahuan manajemen.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Menurut Mary Parker Follet manajemen adalah suatu seni untuk melaksanakan suatu pekerjaan melalui orang lain. Definisi dari mary ini mengandung perhatian pada kenyataan bahwa para manajer mencapai suatu tujuan organisasi dengan cara mengatur orang-orang lain untuk melaksanakan apa saja yang pelu dalam pekerjaan itu, bukan dengan cara melaksanakan pekerjaan itu oleh dirinya sendiri.<br />
Itulah manajemen, tetapi menurut Stoner bukan hanya itu saja. Masih banyak lagi sehingga tak ada satu definisi saja yang dapat diterima secara universal. Menurut James A.F.Stoner, manajemen adalah suatu proses perencanaan, pengorganisasian, kepemimpinan, dan pengendalian upaya anggota organisasi dan menggunakan semua sumber daya organisasi untuk mencapai tujuan yang telah ditetapkan.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Dari gambar di atas menunjukkan bahwa manajemen adalah Suatu keadaan terdiri dari proses yang ditunjukkan oleh garis (line) mengarah kepada proses perencanaan, pengorganisasian, kepemimpinan, dan pengendalian, yang mana keempat proses tersebut saling mempunyai fungsi masing-masing untuk mencapai suatu tujuan organisasi.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";">Daftar pustaka</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><a href="http://qims-consulting.com/?p=75">http://qims-consulting.com/?p=75</a></span></div><div class="MsoNormal"><a href="http://wikiberita.net/education/170535-pengertian-manajemen-lingkungan.html">http://wikiberita.net/education/170535-pengertian-manajemen-lingkungan.html</a></div><div class="MsoNormal"><br />
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</style> <![endif]--> <div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; line-height: 115%;">pengertian manajemen lingkungan</span></b><b><span style="font-family: "Times New Roman","serif";"></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">A. Pengertian Manajemen (Definition of Management)</span></b><span style="font-family: "Times New Roman","serif";"><br />
<span style="mso-tab-count: 1;"> </span>Kata Manajemen berasal dari bahasa Prancis kuno ménagement, yang memiliki arti seni melaksanakan dan mengatur. Manajemen belum memiliki definisi yang mapan dan diterima secara universal. Kata manajemen mungkin berasal dari bahasa Italia (1561) maneggiare yang berarti “mengendalikan,” terutamanya “mengendalikan kuda” yang berasal dari bahasa latin manus yang berati “tangan”. Kata ini mendapat pengaruh dari bahasa Perancis manège yang berarti “kepemilikan kuda” (yang berasal dari Bahasa Inggris yang berarti seni mengendalikan kuda), dimana istilah Inggris ini juga berasal dari bahasa Italia.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>Bahasa Prancis lalu mengadopsi kata ini dari bahasa Inggris menjadi ménagement, yang memiliki arti seni melaksanakan dan mengatur. Mary Parker Follet, misalnya, mendefinisikan manajemen sebagai seni menyelesaikan pekerjaan melalui orang lain. Definisi ini berarti bahwa seorang manajer bertugas mengatur dan mengarahkan orang lain untuk mencapai tujuan organisasi. Ricky W. Griffin mendefinisikan manajemen sebagai sebuah proses perencanaan, pengorganisasian, pengkoordinasian, dan pengontrolan sumber daya untuk mencapai sasaran (goals) secara efektif dan efesien. Efektif berarti bahwa tujuan dapat dicapai sesuai dengan perencanaan, sementara efisien berarti bahwa tugas yang ada dilaksanakan secara benar, terorganisir, dan sesuai dengan jadwal.Istilah manajemen, terjemahannya dalam bahasa Indonesia hingga saat ini belum ada keseragaman.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Selanjutnya, bila kita mempelajari literatur manajemen, maka akan ditemukan bahwa istilah manajemen mengandung tiga pengertian yaitu :<br />
1. Manajemen sebagai suatu proses,<br />
2. Manajemen sebagai kolektivitas orang-orang yang melakukan aktivitas manajemen,<br />
3. Manajemen sebagai suatu seni (Art) dan sebagai suatu ilmu pengetahuan (Science)</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Menurut pengertian yang pertama, yakni manajemen sebagai suatu proses, berbeda-beda definisi yang diberikan oleh para ahli. Untuk memperlihatkan tata warna definisi manajemen menurut pengertian yang pertama itu, dikemukakan tiga buah definisi.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Dalam Encylopedia of the Social Sience dikatakan bahwa manajemen adalah suatu proses dengan mana pelaksanaan suatu tujuan tertentu diselenggarakan dan diawasi.<br />
Selanjutnya, Hilman mengatakan bahwa manajemen adalah fungsi untuk mencapai sesuatu melalui kegiatan orang lain dan mengawasi usaha-usaha individu untuk mencapai tujuan yang sama.<br />
Menurut pengertian yang kedua, manajemen adalah kolektivitas orang-orang yang melakukan aktivitas manajemen. Jadi dengan kata lain, segenap orang-orang yang melakukan aktivitas manajemen dalam suatu badan tertentu disebut manajemen.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Menurut pengertian yang ketiga, manajemen adalah seni (Art) atau suatu ilmu pnegetahuan. Mengenai inipun sesungguhnya belum ada keseragaman pendapat, segolongan mengatakan bahwa manajemen adalah seni dan segolongan yang lain mengatakan bahwa manajemen adalah ilmu. Sesungguhnya kedua pendapat itu sama mengandung kebenarannya.<br />
<span style="mso-tab-count: 1;"> </span>Menurut G.R. Terry manajemen adalah suatu proses atau kerangka kerja, yang melibatkan bimbingan atau pengarahan suatu kelompok orang-orang kearah tujuan-tujuan organisasional atau maksud-maksud yang nyata.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Manajemen juga adalah suatu ilmu pengetahuan maupun seni. Seni adalah suatu pengetahuan bagaimana mencapai hasil yang diinginkan atau dalm kata lain seni adalah kecakapan yang diperoleh dari pengalaman, pengamatan dan pelajaran serta kemampuan untuk menggunakan pengetahuan manajemen.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Menurut Mary Parker Follet manajemen adalah suatu seni untuk melaksanakan suatu pekerjaan melalui orang lain. Definisi dari mary ini mengandung perhatian pada kenyataan bahwa para manajer mencapai suatu tujuan organisasi dengan cara mengatur orang-orang lain untuk melaksanakan apa saja yang pelu dalam pekerjaan itu, bukan dengan cara melaksanakan pekerjaan itu oleh dirinya sendiri.<br />
Itulah manajemen, tetapi menurut Stoner bukan hanya itu saja. Masih banyak lagi sehingga tak ada satu definisi saja yang dapat diterima secara universal. Menurut James A.F.Stoner, manajemen adalah suatu proses perencanaan, pengorganisasian, kepemimpinan, dan pengendalian upaya anggota organisasi dan menggunakan semua sumber daya organisasi untuk mencapai tujuan yang telah ditetapkan.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Dari gambar di atas menunjukkan bahwa manajemen adalah Suatu keadaan terdiri dari proses yang ditunjukkan oleh garis (line) mengarah kepada proses perencanaan, pengorganisasian, kepemimpinan, dan pengendalian, yang mana keempat proses tersebut saling mempunyai fungsi masing-masing untuk mencapai suatu tujuan organisasi.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";">Daftar pustaka</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif";"><a href="http://qims-consulting.com/?p=75">http://qims-consulting.com/?p=75</a></span></div><div class="MsoNormal"><a href="http://wikiberita.net/education/170535-pengertian-manajemen-lingkungan.html">http://wikiberita.net/education/170535-pengertian-manajemen-lingkungan.html</a></div><div class="MsoNormal"><br />
</div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com1tag:blogger.com,1999:blog-1252030641970304015.post-21105330047637913702011-11-12T19:43:00.000-08:002011-11-12T19:43:16.729-08:00TEORI PRILAKU<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div align="center" style="text-align: center;"><span style="font-size: 22.0pt;">TEORI PRILAKU </span></div><b style="mso-bidi-font-weight: normal;"><span style="mso-tab-count: 1;"> </span></b><br />
<b style="mso-bidi-font-weight: normal;">Teori prilaku manajemen</b><br />
<span style="mso-tab-count: 1;"> </span>Teori organisasi sebagai ilmu sosial merupakan proses yang sangat kompleks. Penelitian dalam teori organisasi lebih cenderung menekankan pada permasalahan subjek, kehidupan sosial anggota organisasi yang bersifat tidak tetap, sulit diobservasi, dan sulit diukur secara tepat. Hal ini disebabkan karena fenomena sosial bersifat dinamis, cepat berubah dan berlangsung secara terus menerus sehingga sulit ddalam membuat kesimpulan. Selama ini metoda penelitian perilaku organisasi dan teori organisasi menggunakan pendekatn ilmu natural. Kesesuaian pendekatan ilmu natural sebagai metoda penelitian masih menjadi kontroversi dalam studi organisasi.<br />
<span style="mso-tab-count: 1;"> </span>Namun dilema yang terjadi dapat dikembangkan ke arah yang objektif dengan memperbaiki dan mengantisipasi sejumlah keseimbangan dan dilema sehingga tetap bermanfaat bagi pengembangan ilmu organisasi. Kata kunci: teori organisasi, model natural, dilema, ilmu sosial. Masyarakat ilmiah sendiri merupakan kumpulan orang dengan nilai, perilaku, dan sikap yang ingin mempertahankan etos ilmiah.Selama ini metode penelitian perilaku organisasi dan teori organisasi menggunakan pendekatan ilmu natural. Kesesuaian pendekatan ilmu natural sebagai suatu metode penelitian dalam perilaku organisasi dan teori organisasi masih menjadi kontroversi bagi beberapa peneliti dalam studi organisasi.<br />
<span style="mso-tab-count: 1;"> </span>Masalah khusus yang dihadapi oleh hasil-hasil penelitian teori organisasi dan perilaku organisasi cederung memiliki bias dalam mencapai kekedewasaannya. Masalah dalam ilmu keperilakuan adalah keunikannya yang memberikan kekuatan dan kelemahan dari pengembangan teori pada pengukuran, dan permasalahan pengumpulan data serta nilai-nilai pendidikan, dan harapan yang ada di dalamnya. Menurut Blalock, dilema dan permasalahan di atas dapat dikembangkan ke arah yang objektif melalui langkah-langkah penting yang dapat memperbaiki dan mengantisipasi sejumlah keseimbangan dan dilema sehingga bermanfaat. Tiga Teori yang mendasari individu berperilaku tertentu didalam suatu organisasi.<br />
<strong>1. Menurut Herbert Simon</strong><br />
<span style="mso-tab-count: 1;"> </span>Menurut Herbert Simon dengan mengembangkan teori perilaku administrasi yaitu menggambarkan bagaimana kerja struktur organisasi dan dukungan pengambilan keputusan pada individu dalam organisasi mencapai derjat tertinggi secara konsisten, disamping kemungkinan terjadinya <strong>boundedly rational behavior</strong>. Keberadaan organisasi dengan individu-individu yang ada didalamnya diharapkan mengadopsi dasardasar nilai organisasi sebagai petunjuk untuk pengambilan <em>keputusan; </em>dasar-dasar nilai faktual yaitu peraturan dan prosedur sebagai dasar melakukan kegiatan rutin. Perilaku individu dalam organisasi adalah bersifat rasional karena polihan perilakunya dibatasi dengan peraturan, dan terkait dengan program-program kerja organisasi.<br />
<span style="mso-tab-count: 1;"> </span>Karena itu asumsi nilai, kerangka kognitif, peraturan, kegiatan rutin, adalah unsur-unsur yang mengarahkan individu untuk berperilaku rasional. Selanjutnya teori institusi berkembang pesat tahun 1960 an ketika diperkenlkan konsep system terbuka dalam studi organisasi <em>(Scott,2001 : xx)</em>. Teori system terbuka distransformasikan melalaui pendekatan yang menekankan pentingnya konteks lingkungan dalam arti luas yang berpengaruh terhadap perubahan organisasi.<br />
<span style="mso-tab-count: 1;"> </span>Konteks lingkungan tersebut; <em>pertama</em>, menyangkut lingkungan teknis yaitu terkait dengan system produksi instrumental, transformasi input menjadi output. <em>Kedua</em>, kekuatan social budaya sebagai lingkungan institusi yang berkembang di tahun 1970 an. Karena itu institusi dapat dilihat sebagai suatu system produksi dan sebagai system social budaya. Di samping itu karena pengaruh aspek lingkungan tang semakin komplek, maka teori institusi jugan berkembang sesuai dengan perkembangan kompleksitas lingkungan. Pandangan beberapa teoritisi sebagaimana dikemukakan di atas menurut <em>Scott</em> menunjukkan bahwa teori institusi dapat berkembang dalam berbagai disiplin ilmu, karena itu tidak ada teori tunggal tentang institusi melainkan teori institusi yang ditinjau dari disiplin ilmu tertentu.<br />
<strong>2. Teori perilaku berdasarkan teori Birokrasi Henry Fayol :</strong><br />
<i style="mso-bidi-font-style: normal;">· Teori organisasi klasik menghasilkan tugas manajemen yang terdiri atas</i> :<br />
- Technical : kegiatan memproduksi produk dan mengorganisirnya.<br />
- Commercial : kegiatan membeli bahan dan menjual produk.<br />
- Financial : kegiatan pembelanjaan.<br />
- Security : kegiatan menjaga keamanan<br />
- Accountancy : kegiatan akuntansi<br />
· Teori organisasi klasik <em>Henry Fayol</em> ( 1841 – 1925 )<br />
<i style="mso-bidi-font-style: normal;">Managerial : melaksanakan fungsi manajemen yang terdiri atas :</i><br />
- Planning : kegiatan perencanaan<br />
- Organizing : kegiatan mengorganisasikan<br />
- Coordinating : kegiatan pengkoordinasian<br />
- Commanding : kegiatan pengarahan<br />
- Controling : kegiatan pengawasan<br />
<br />
<i style="mso-bidi-font-style: normal;">Azas – azas umum Henry Fayol</i> :<br />
- pembagian kerja<br />
- pemusutan wewenang<br />
- azas wewenang<br />
- rantai berkala tanggung jawab<br />
- azas keteraturan<br />
- disiplin<br />
- azas keadilan<br />
- kesatuan perintah<br />
- kestabilan masa<br />
- kesatuan arah jabatan<br />
- azas kepentingan<br />
- inisiatif umum<br />
- azas kesatuan<br />
- pemberian janji yang wajar<br />
<br />
<strong>3. Teori Organisasi Menurut Max Weber</strong><br />
<span style="mso-tab-count: 1;"> </span>Pendekatan yang dilakukan adalah pendekatan psikologis terhadap bawahan, yaitu dengan mengetahui perilaku individu bawahan sebagai suatu kelompok hubungan manusiawi untuk menunjang tingkat produktifitas kerja. Sehingga ada suatu rekomendsi bagi para manajer bahwa organisasi itu adalah suatu sistem sosial dan harus memperhatikan kebutuhan sosial dan psikologis karyawan agar produktifitasnya bias lebih tinggi.<br />
<span style="mso-tab-count: 1;"> </span>Menurut <em>Weber </em>(1948), organisasi birokrasi yang ideal menyertakan delapan karakteristik Structural :<br />
<div style="margin-left: .5in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><b><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></b>Aturan-aturan yang disahkan, regulasi, dan prosedur yang distandarkan dan arah tindakan anggota organisasi dalam pencapaian tugas organisasi. <em>Weber </em>menggambarkan pengembangan rangkaian kaidah dan panduan spesifik untuk merencanakan tugas dan aktivitas organisasi.</div><div style="margin-left: .5in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><b><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></b>Spesialisasi peran anggota organisasi memberikan peluang kepada divisi pekerja untuk menyederhanakan aktivitas pekerja dalam menyelesaikan tugas yang rumit. Dengan memecah tugas-tugas yang rumit ke dalam aktivitas khusus tersebut, maka produktivitas pekerja dapat ditingkatkan. </div><div style="margin-left: .5in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><b><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></b>Hirarki otoritas organisasi formal dan legitimasi peran kekuasaan anggota organisasi didasarkan pada keahlian pemegang jabatan secara individu, membantu mengarahkan hubungan intra personal diantara anggota organisasi guna menyelesaikan tugas-tugas organisasi.</div><div style="margin-left: .5in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><b><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></b>Pekerjaan personil berkualitas didasarkan pada kemampuan tehnik yang mereka miliki dan kemampuan untuk melaksanakan tugas yang dibebankan kepada mereka. Para manajer harus mengevaluasi persyaratan pelamar kerja secara logis, dan individu yang berkualitas dapat diberikan kesempatan untuk melakukan tugasnya demi perusahaan.</div><div style="margin-left: .5in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><b><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><span style="mso-spacerun: yes;"> </span>Mampu tukar personil dalam peran organisasi yang bertanggung jawab memungkinkan aktivitas organisasi dapat diselesaikan oleh individu yang berbeda. Mampu tukar ini menekankan pentingnya tugas organisasi yang relatif untuk dibandingkan dengan anggota organisasi tertentu yang melaksanakan tugasnya-tugasnya.</div><div style="margin-left: .5in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><b><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></b>Impersonality dan profesionalisme dalam hubungan intra personil diantara anggota organisasi mengarahkan individu ke dalam kinerja tugas organisasi. Menurut prinsipnya, anggota organisasi harus berkonsentrasi pada tujuan organisasi dan mengutamakan tujuan dan kebutuhan sendiri. Sekali lagi, ini menekankan prioritas yang tinggi dari tugas-tugas organisasi di dalam perbandingannya dengan prioritas yang rendah dari anggota organisasi individu.</div><div style="margin-left: .5in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><b><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></b>Uraian tugas yang terperinci harus diberikan kepada semua anggota organisasi sebagai garis besar tugas formal dan tanggung jawab kerjanya. Pekerja harus mempunyai pemahaman yang jelas tentang keinginan perusahaan dari kinerja yang mereka lakukan.</div><div style="margin-left: .5in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><b><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></b>Rasionalitas dan predictability dalam aktivitas organisasi dan pencapaian tujuan organisasi membantu meningkatkan stabilitas perusahaan. Menurut prinsip dasarnya, organisasi harus dijalankan dengan kaidah dan panduan pemangkasan yang logis dan bisa diprediksikan.</div><strong>. </strong>contohnya : Perusahaan / industri baju dan celana yang teori organisasi lebih cenderung menekankan pada permasalahan subjek, kehidupan sosial anggota organisasi yang bersifat tidak tetap, sulit diobservasi, dan sulit diukur secara tepat.<br />
<strong>4. Pendekatan Teori Perilaku</strong><br />
<span style="mso-tab-count: 1;"> </span>Teori perilaku merupakan pengembangan dari pendekatan hubungan manusiawi. Pendekatan ini memandang bahwa perilaku manusia dipengaruhi oleh sistem sosialnya. Perilaku dapat dipahami melalui tiga pendekatan, yaitu:<br />
1) <b style="mso-bidi-font-weight: normal;"> Rasional</b>. Model rasional memusatkan perhatiannya pada anggota organisasi yang diasumsikan bersifat rasional dan mempunyai berbagai kepentingan, kebutuhan, motif dan tujuan. Pendukung model ini antara lain, Down dan Simon<br />
2) <b style="mso-bidi-font-weight: normal;">Sosiologis</b>. Model ini lebih memusatkan perhatiannya kepada pengetahuan antropologi, sosiologi dan psikologi. Pendukung model ini antara lain Bern<br />
3) <b style="mso-bidi-font-weight: normal;">Pengembangan hubungan manusia</b>. Model pengembangan hubungan manusia lebih memusatkan perhatiannya kepada tujuan yang ingin dicapai dan pengembangan berbagai sistem motivasi menurut jenis motivasi agar dapat meningkatkan produktivitas kerja. Pendukung model ini antara lain, Mc Gregor, Maslow, dan Bennis.<br />
<span style="mso-tab-count: 1;"> </span>Keterbatasan dari pendekatan perilaku ini adalah bahwa beberapa ahli manajemen termasuk ahli perilaku percaya bahwa bidang perilaku tidak sepenuhnya nyata karena berkenaan dengan manusia yang bersifat unik. Model, teori dan istilah perilaku oleh ahli perilaku sangat kompleks dan abstrak untuk dipraktekkan para manajer. Dikarenakan perilaku manusia sangat unik, maka ahli-ahli perilaku sering berbeda dalam menyimpulkan penelitian, dan rekomendasinya pun sulit bagi manajer untuk memilih dan melaksanakannya.<br />
<br />
<div class="MsoNormal"><a href="http://muhamadsoleh.ngeblogs.com/2009/09/28/teori-manajemen-prilaku/">http://muhamadsoleh.ngeblogs.com/2009/09/28/teori-manajemen-prilaku/</a></div><div class="MsoNormal"><a href="http://yusrizalfirzal.wordpress.com/2010/11/08/perkembangan-teori-manajemen/">http://yusrizalfirzal.wordpress.com/2010/11/08/perkembangan-teori-manajemen/</a></div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com3tag:blogger.com,1999:blog-1252030641970304015.post-24473186473704490232011-11-12T19:03:00.000-08:002011-11-12T19:03:02.528-08:00TEORI MANAJEMEN KLASIK<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div align="center" class="MsoNormal" style="mso-line-height-alt: 14.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman";">Teori Manajemen Klasik</span></b></div><h1><span style="font-size: 14.0pt;"> </span></h1><h1 style="margin-bottom: 6.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in;"><span style="font-size: 14.0pt;">Teori Struktural Klasik</span></h1><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">A. Anggapan Dasar Teori Klasik</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<span style="mso-tab-count: 1;"> </span>Pandangan teori klasik mengenai organisasi berdasarkan asumsi sebagai berikut :<br />
1. Organisasi ada terutama untuk menyelesaikan tujuan-tujuan yang telah ditetapkan.<br />
2. Bagi suatu organisasi, ada struktur yang tepat bagi tujuan, lingkungan, teknologi dan partisipannya.<br />
3. Pekerjaan organisasi paling efektif bila ada tantangan lingkungan dan kepentingan pribadi terhalang oleh norma-norma rasionalitas.<br />
4. Spesialisasi akan meningkatkan taraf keahlian dan performan individu.<br />
5. Koordinasi dan control paling baik melalui praktek otoritas dan aturan-aturan yang tidak bersifat pribadi.<br />
6. Struktur dapat dirancang secara sistematis dan dapat dilaksanakan.<br />
7. Masalah-masalah organisasi biasanya merefleksikan struktur yang tidak tepat, dan dapat diselesaikan melalui perancangan dan pengorganisasian kembali ( Bolman, 1988 )<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Unsur kunci teori klasik.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ada empat kunci dari teori klasik :<br />
<b><span style="mso-bidi-font-style: italic;">1<i>. Pembagian kerja, </i></span></b>adalah bagaimana organisasi membagi sejumlah pekerjaan terhadap tenaga kerja yang ada dalam organisasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2. <i><span style="mso-bidi-font-weight: bold;">Hierarki proses fungsional, </span></i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">adalah setiap organisasi terdapat adanya tingkatan karyawan menurut fungsinya atau pekerjaan yang khusus dalam organisasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3. <i><span style="mso-bidi-font-weight: bold;">Struktur,</span></i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> adalah jalinan hubungan dan peranan dalam organisasi. (Lini dan Staf)</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4. <i><span style="mso-bidi-font-weight: bold;">Pengawasan yang ketat,</span></i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> pada organisasi yang tinggi strukturnya menghendaki banyak saluran komunikasi dalam melakukan pengawasan. Sedangkan pada organisasi yang strukturnya mendatar tidak banyak diperlukan saluran komunikasi.</span><span style="font-family: "Times New Roman","serif"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Organisasi Sosial</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<span style="mso-tab-count: 1;"> </span>Berlo (1960) menyarankan bahwa komunikasi berhubungan dengan Organisasi Sosial dengan tiga cara :<br />
<b><span style="mso-bidi-font-style: italic;">1.</span></b> sistem sosial dihasilkan lewat komunikasi. Keseragaman perilaku dan tekanan untuk menyesuaikan diri dengan norma-norma dihasilkan lewat komunikasi diantara anggota-anggota kelompok.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">2. <i><span style="mso-spacerun: yes;"> </span></i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">bila suatu sistemsosial telah berkembang, ia menentukan komunikasi anggota-anggotanya. Sistem sosial mempengaruhi bagaimana, ke, dan dari siapa, dan dengan pengaruh bagaimana komunikasi terjadi diantara anggota-anggota sistem.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">3. <i><span style="mso-spacerun: yes;"> </span></i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">pengetahuan mengenai suatu sistem sosial dapat membantu kita membuat prediksi yang akurat mengenai orang-orang tanpa mengetahui lebih banyak daripada peranan-peranan yang mereka duduki dalam sistem.<b><span style="mso-bidi-font-style: italic;"></span></b></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Organisasi Formal<br />
</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Kita akan membahas ciri-ciri khas organisasi formal – yang secara populer disebut birokrasi – untuk memahami ciri-ciri penting sistem yang formal.<br />
Karakteristik Birokrasi Weberian<br />
<span style="mso-tab-count: 1;"> </span>Apakah ciri-ciri suatu organisasi terbirokratisasikan yang ideal ? Analisis atas karya Weber memberikan sepuluh ciri berikut ini :<br />
<b><span style="mso-bidi-font-style: italic;">1.<i> </i></span></b>Suatu organisasi terdiri dari hubungan-hubungan yang ditetapkan antara jabatan-jabatan. Blok-blok bangunan dasar dari organisasi formal adalah jabatan-jabatan.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">2.<i> </i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tujuan atau rencana organisasi terbagi kedalam tugas-tugas; tugas-tugas organisasi disalurkan di antara berbagai jabatan sebagai kewajiban resmi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">3.<i> </i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kewenangan untuk melaksanakan kewajiban diberikan kepada jabatan. Yakni, satu-satunya saat bahwa seseorang diberi kewenangan untuk melakukan tugas-tugas jabatan adalah ketika ia secara sah menduduki jabatannya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">4.<i> </i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Garis-garis kewenangan dan jabatan diatur menurut suatu tatanan hierarkis. Hierarkinya mengambil bentuk umum suatu piramida, yang menunjukkan setiap pegawai bertanggung jawab kepada atasannya atas keputusan-keputusan bawahannya serta keputusan-keputusannya sendiri.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">5.<i> </i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Suatu sistem aturan dan regulasi yang umum tetapi tegas, yang ditetapkan secara formal, mengatur tindakan-tindakan dan fungsi-fungsi jabatan dalam organisasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">6.<i><span style="mso-bidi-font-weight: bold;"> </span></i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Proesedur dalam organisasi bersifat formal dan impersonal – yakni, peraturan-peraturan organisasi berlaku bagi setiap orang. Jabatan diharapkan memiliki orientasi yang impersonal dalam hubungan mereka dengan langganan dan pejabat lainnya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">7.<i> </i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Suatu sikap dan prosedur untuk menerapkan suatu sistem disiplin merupakan bagian dari organisasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">8.<i> </i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anggota organisasi harus memisahkan kehidupan pribadi dan kehidupan organisasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">9.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Pegawai dipilih untuk bekerja dalam organisasi berdasarkan kualifikasi teknis, alih-alih koneksi politis, koneksi keluarga, atau koneksi lainnya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">10.<i> </i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Meskipun pekerjaan dalam birokrasi berdasarkan kecakapan teknis, kenaikan jabatan dilakukan berdasarkan senioritas dan prestasi kerja.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Komunikasi Jabatan dan Hubungan Informal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<span style="mso-tab-count: 1;"> </span>Ciri-ciri suatu organisasi formal berkaitan dengan suatu fenomena yang disebut komunikasi jabatan (posisitional communication) (Redfield, 1953). Hubungan dibentuk antara jabatan-jabatan, bukan antara orang-orang. Keseluruhan organisasi terdiri dari jaringan jabatan. Mereka yang menduduki jabatan diharuskan berkomunikasi dengan cara yang sesuai dengan jabatan mereka. Sekalipun demikian, dalam praktek komunikasi jabatan ini membingungkan, karena tidak semua jabatan dan interaksi secara saksama sesuai dengan diagram jabatan. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<span style="mso-tab-count: 1;"> </span>Meskipun analisis Weber tentang teori organisasi dapat menguraikan banyak organisasi yang beroperasi dewasa ini, sejumlah pemikiran dan teori lain memberikan sumbangan untuk memahami cara kerja organisasi, dan khususnya, komunikasi organisasi. Dua jenis teori, disamping teori kominikasi, memberikan pandangan yang berguna, yakni teori manajemen dan teori organisasi. Terkadang para penulis membuat sedikit perbedaan antara teori pengelolaan (managing) dan teori pengorganisasian (organizing) karena kedua teori itu sering sangat mirip, tetapi terkadang berbeda. Kita akan menguraikan teori klasik manajemen secara ringkas, teori yang sesuai dengan teori formal Weber mengenai organisasi.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Manajemen Ilmiah Taylor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<span style="mso-tab-count: 1;"> </span>Teori Weber mengenai birokrasi berforkus terutama pada pengorganisasian; teori itu dianggap sebagai pernyataan terpenting tentang organisasi formal, namun mungkin juga benar bahwa semua teori organisasi pada dasarnya adalah teori pengelolaan. Secara bersama-sama Weber dan Taylor menyajikan teori-teori organisasi dan manajemen yang hampir secara khusus membahas anatomi organisasi formal yang dapat disebut sebagai teori-teori struktural klasik. Pendekatan Taylor terhadap manajemen dilakukan di sekitar empat unsur kunci: pembagian kerja, proses skalar dan fungsional, struktur, dan rentang kekuasaan. Menggunakan analisis Sofer (1972), kita akan membahas keempat pokok tersebut secara ringkas.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Pembagian kerja </span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">menyangkut bagaimana tugas, kewajiban dan pekerjaan organisasi didistribusikan. Dalam pengertian birokratik, kewajiban perusahaan secara sistematis dibebankan kepada jabatan-jabatan dalam suatu tatanan spesialisasi yang menurun. Taylor menyatakan bahwa pekerja harus dibebaskan dari tugas perencanaan dan kegiatan tata usaha.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Proses skalar dan fungsional </span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">berkaitan dengan pertumbuhan vertikal dan horisontal organisasi. Proses skalar menunjukkan rantai perintah atau dimensi vertikal organisasi. Dengan memperoleh dua asisten, manajer telah memperbesar ukuran organisasi secara vertikal, menciptakan perubahan-perubahan dalam pendelegasian kewenangan dan tanggung jawab, kesatuan perintah, dan kewajiban melapor.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Struktur </span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">berkaitan dengan hubungan-hubungan logis antara berbagai fungsi dalam organisasi. Teori-teori klasik berfokus pada dua struktur dasar yang disebut Lini dan Staff.<br />
<i>Lini. </i>Nilai dasar yang membedakan Lini dengan Dasar terletak pada wilayah pembuatan keputusan. Isitlah lini berarti bahwa kewenangan terakhir terletak pada jabatan-jabatan dalam struktur.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b style="mso-bidi-font-weight: normal;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Staf</span></i></b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">. </span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tenaga staff secara tradisional memberi nasihat dan jasa untuk membantu lini. Lini mempunyai otoritas komando. Staff memberikan nasihat dan melakukan persuasi dalam bentuk usulan-ususlan, namun tidak mempunyai kewenangan untuk memeberikan perintah kepada manajer lini untuk mengikuti usulan-usulan tersebut.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<b><i><span style="mso-tab-count: 1;"> </span>Struktur Tinggi dan Struktur Datar </i></b>Terdapat berbagai bentuk struktur organisasi, namun pada dasarnya terbagi dua: struktur tinggi atau vertikal dan struktur datar atau horisontal. Tingginya atau datarnya suatu organisasi ditentukan oleh perbedaan dalam jumlah tingkatan kewenangan dan variasi dalam rentang pengawasan (span of control) pada setiap tingkat.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Rentang Pengawasan (Span of Control)</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> menunjukkan jumlah bawahan yang berada dibawah pengawasan seorang atasan. Meskipun sering dinyatakan bahwa jumlah bawahan yang dapat diawasi seorang manajer adalah lima atau enam orang, dalam prakteknya, rentang pengawasan tersebut bervariasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;"><br />
</div><ul type="disc"><li class="MsoNormal" style="line-height: 14.25pt; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Robert Owen</span></b><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></li>
</ul><div class="MsoNormal" style="line-height: 14.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Dimulai pada awal tahun 1800-an sebagai Manajer Pabrik Pemintalan Kapas di New Lanark, Skotlandia. Robert Owen mencurahkan perhatiannya pada penggunaan faktor produksi mesin dan faktor produksi tenaga kerja. Dari hasil pengamatannya disimpulkan bahwa, bilamana terhadap mesin diadakan suatu perawatan yang baik akan memberikan keuntungan kepada perusahaan, demikian pula halnya pada tenaga kerja, apabila tenaga kerja dipelihara dan dirawat (dalam arti adanya perhatian baik kompensasi, kesehantan, tunjangan dan lain sebagainya) oleh pimpinan perusahaan akan memberikan keuntungan kepada perusahaan. Selanjutnya dikatakan bahwa kuantitas dan kualitas hasil pekerjaan dipengaruhi oleh situasi ekstern dan intern dari pekerjaan. Atas hasil penelitiannya Robert Owen dikenal sebagai</span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> <i>Bapak Manajemen Personalia</i></span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">. Dia juga sebagai salah seorang pendiri gerakan koperasi konsumsi, adapun usaha yang pernah dilakukan dan mengalami kegagalan adalah mendirikan suatu komune di New Harmoni, Indiana pada tahun 1824.</span></div><ul type="disc"><li class="MsoNormal" style="line-height: 14.25pt; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Charles Babbage</span></b><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></li>
</ul><div class="MsoNormal" style="line-height: 14.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Charles Babbage adalah seorang Profesor Matematika dari Inggris yang menaruh perhatian dan minat pada bidang manajemen. Perhatiannya pada operasi-operasi pabrik yang dapat dilakukan secara efisien. Dia percaya bahwa aplikasi prinsip-prinsip ilmiah pada proses kerja akan menaikkan produktivitas dari tenaga kerja dan menurunkan biaya, karena pekerjaan-pekerjaan dilakukan secara efektif dan efisien. Dia menganjurkan agar para manajer bertukar pengalaman dan dalam penerapan prinsip-prinsip manajemen. Perhatiannya diarahkan dalam hal pembagian kerja (devision of labour), yang mempunyai beberap keunggulan, yaitu :</span></div><div class="MsoNormal" style="line-height: 14.25pt; margin-left: .5in; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -.25in;"><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Waktu yang diperlukan untuk belajar dari pengalaman-pengalaman yang baru.</span></div><div class="MsoNormal" style="line-height: 14.25pt; margin-left: .5in; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -.25in;"><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">banyaknya waktu yang terbuang bila seseorang berpindah dari satu pekerjaan ke pekerjaan lain, dan orang tersebut harus menyesuaikan kembali pada pekerjaan barunya sehingga akan menghambat kemajuan dan ketrampilan pekerja, untuk itu diperlukan spesialisasi dalam pekerjaannya.</span></div><div class="MsoNormal" style="line-height: 14.25pt; margin-left: .5in; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -.25in;"><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kecakapan dan keahlian seseorang bertambah karena seorang pekerja bekerja terus-menerus dalam tugasnya.</span></div><div class="MsoNormal" style="line-height: 14.25pt; margin-left: .5in; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -.25in;"><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Adanya perhatian pada pekerjaannya sehingga dapat meresapi alat-alatnya karena perhatiannya pada itu-itu saja.</span></div><div class="MsoNormal" style="line-height: 14.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kontribusi lain dari Charles Babbage yaitu menciptakan mesin hitung (calculator) mekanis yang pertama, mengembangkan program-program permainan untuk komputer, mengembangkan kerja sama yang saling menguntungkan antara para pekerja dengan pemilik perusahaan, juga membuat skema perencanaan pembagian keuntungan.</span><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: 14.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Frederick W.Taylor </span></b><span style="font-family: "Times New Roman","serif";">dikenal sebagai <i>bapak manajemen ilmiah. </i>Dennnga menggunakan studi waktu-dan-gerak ia mencari cara yang terbaik bagi pekerja pabrik baja Amerika untuk melakukan kerja kasar, seperti menyekop batubara. Dengan mempelajari besar kecilnya ukuran sekop untuk material yang berbeda besarnya, ia dapat meningkatkan produktivitas pekerja dari 16 menjadi 59 ton/hari. Taylor percaya bahwa dengan memaksimalkan produktivitas akan memaksimalkan keuntungan perusahaan dan pendapatan bagi karyawan. Manajemen dengan cepat berubah menjadi manajemen ilmah. Namun, satu persatu buruh menentangnya karena hal ini dianggap tidak berperikemanusiaan. Standar Penampilan. </span></div><div class="MsoNormal" style="line-height: 14.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Perhatian Taylor ditujukan pada tingkat pekerja dalam organisasi. Ia menganjurkan penggunaan standar penampilan, yaitu pencapaian tingkat produktivitas pekerja yang diharapkan. Walaupun bukan dalam wilayah kerja Taylor, gagasan standarnya ini dapat diterapkan juga dalam manajemen. Jika pekerja dan manajer memenuhi standarnya, maka perusahaan akan dapat mencapai tujuannya. Tujuan adalah suatu yang ingin dicapai oleh perusahaan atau unit organisasi. Standar adalah ukuran penampilan yang jika dipenuhi, akan menghasilkan tujuan yang dicanangkan. Sebagai contoh tujuan penyejuk ruangan atau AC adalaaah untuk kenyamanan manusia. Sedangkan standart adalah setting pengaturan udara yang membuat ketetapan suhu yang diterima. Tujuan perusahaan dan unitnya cenderung berupa statement yang luas dan umum. Standar dapat ditetapkan dalam perusahaan, unit organisasinya, dan bahkan pada tiap karyawannya. Standar harus dinyatakan dalam kalimat yang jelas dan dapat diukur sehingga tingkat penapaiannya dapat diukur.</span><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: 14.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">sumber:<br />
Mukhyi, Muhammad Abdul., Imam Hadi Saputro (1995).</span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> <i>Pengantar Manajemen Umum (Untuk STIE)</i></span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">. Jakarta: Universitas Gunadarma.</span></div><div class="MsoNormal" style="line-height: 14.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">http://yumeikochi.wordpress.com/2011/04/26/teori-manajemen-klasik/</span><a href="http://ipoen.blogspot.com/2009/02/teori-manajemen-klasik.htm">http://ipoen.blogspot.com/2009/02/teori-manajemen-klasik.htm</a><a href="http://meiliemma.wordpress.com/2006/10/09/teori-struktural-klasik/">http://meiliemma.wordpress.com/2006/10/09/teori-struktural-klasik/</a><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal">l</div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-35821617542374402162011-11-12T17:42:00.000-08:002011-11-12T17:42:08.425-08:00PERKEMBANGAN TEORI MANAJEMEN<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; line-height: 115%;">PERKEMBANGAN TEORI MANAJEMEN</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">A. Pengantar </span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Perkembangan teori manajemen sampai pada saat ini telah berkembang dengan pesat. Tapi sampai detik ini pula belum ada suatu teori yang bersifat umum ataupun berupa kumpulan-kumpulan hukum bagi manajemen yang dapat diterapkan dalam berbagai situasi dan kondisi. Para manajemen banyak mengalami dan menjumpai pandangan-pandangan tentang manajemen, yang berbeda adalah dalam penerapannya. Dalam bab ini akan dikupas tiga aliran pemikiran manajemen, yaitu :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">1. Aliran klasik yang terbagi dalam manajemen ilmiah dan teori organisasi klasik.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">2. Aliran hubungan manusiawi, disebut sebagai aliran neoklasik atau pasca klasik.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">3. Aliran manajemen modern.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Disamping itu akan dibicarakan juga dua pendekatan manajemen yaitu :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">1. Pendekatan sistem (System Approach)</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">2. Pendekatan kontingensi (Contingency Approac)</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">B. Teori Manajemen Klasik</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>Ada dua tokoh manajemen yang mengawali munculnya manajemen, yaitu :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">1. Robert Owen (1771 1858)</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>Dimulai pada awal tahun 1800-an sebagai Mnajer Pabrik Pemintalan Kapas di New Lanark, Skotlandia. Robert Owen mencurahkan perhatiannya pada penggunaan faktor produksi mesin dan faktor produksi tenaga kerja. Dari hasil pengamatannya disimpulkan bahwa, bilamana terhadap mesin diadakan suatu perawatan yang baik akan memberikan keuntungan kepada perusahaan, demikian pula halnya pada tenaga kerja, apabila tenaga kerja dipelihara dan dirawat (dalam arti adanya perhatian baik kompensasi, kesehatan, tunjangan dan lain sebagainya) oleh pimpinan perusahaan akan memberikan keuntungan kepada perusahaan. Selanjutnya dikatakan bahwa kuantitas dan kualitas hasil pekerjaan dipengaruhi oleh situasi ekstern dan intern dari pekerjaan. Atas hasil penelitiannya Robert Owen dikenal sebagai Bapak Manajemen Personalia.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">2. Charles Babbage (1792 1871)</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Charles Babbage adalah seorang Profesor Matematika dari Inggris yang menaruh perhatian dan minat pada bidang manajemen. Dia dipercaya bahwa aplikasi prinsip-prinsip ilmiah pada proses kerja akan menaikkan produktivitas dari tenaga kerja menurunkan biaya, karena pekerjaan-pekerjaan dilakukan secara efektif dan efisien. Dia menganjurkan agar para manajer bertukar pengalaman dan dalam penerapan prinsip-prinsip manajemen. Pembagian kerja (devision of labour), mempunyai beberapa keunggulan, yaitu :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">1. Waktu yang diperlukan untuk belajar dari pengalaman-pengalaman yang baru.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">2. Banyaknya waktu yang terbuang bila seseorang berpindah dari satu pekerjaan ke pekerjaan lain akan menghambat kemajuan dan ketrampilan pekerja, untuk itu diperlukan spesialisasi dalam pekerjaannya.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">3. Kecakapan dan keahlian seseorang bertambah karena seorang pekerja bekerja terus menerus dalam tugasnya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">4. Adanya perhatian pada pekerjaannya sehingga dapat meresapi alat-alatnya karena perhatiannya pada itu-itu saja. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Kontribusi lain dari Charles Babbage yaitu mengembangkan kerja sama yang saling menguntungkan antara para pekerja dengan pemilik perusahaan, juga membuat skema perencanaan pembagian keuntungan.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">C. Teori Manajeman Ilmiah</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Tokoh-tokoh dari teori manajemen ilmiah antara lain Frederick Winslow Taylor, Frank dan Lilian Gilbreth, Henry L. Gantt dan Harrington Emerson.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">1. Frederick Winslow Taylor</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span></span></b><span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>Pertama kali manajemen ilmiah atau manajemen yang menggunakan ilmu pengetahuan dibahas, pada sekitar tahun 1900an. Taylor adalah manajer dan penasihat perusahaan dan merupakan salah seorang tokoh terbesar manajemen. Taylor dikenal sebagai bapak manajemen ilmiah (scientifick management).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Hasil penelitian dan analisanya ditetapkan beberapa prinsip yang menggantikan prinsip lama yaitu sistem coba-coba atau yang lebih dikenal dengan nama sistem trial and error.<br />
Hakekat pertama daripada manajemen ilmiah yaitu A great mental revolution, karena hal ini menyangkut manajer dan karyawan. Hakekat yang ke dua yaitu penerapan ilmu pengetahuan untuk menghilangkan sistem coba-coba dalam setiap unsur pekerjaan. Taylor mengemukakan empat prinsip Scientific Management, yaitu :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">1. menghilangkan sistem coba-coba dan menerapkan metode-metode ilmu pengetahuan disetiap unsur-unsur kegiatan.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">2. memilih pekerjaan terbaik untuk setiap tugas tertentu, selanjutnya memberikan latihan dan pendidikan kepada pekerja.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">3. setiap petugas harus menerapkan hasil-hasil ilmu pengetahuan di dalam menjalankan tugasnya.<br />
4. harus dijalin kerja sama yang baik antara pimpinan dengan pekerja.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Hal yang menarik dari pendapat Taylor salah satunya adalah mengenai posisi manajer. Dimana manajer adalah pelayan bagi bahwahannya yang bertentangan dengan pendapat sebelumnya yang mengatakan bahwa bawahan adalah pelayan manajer. Oleh Taylor ini dinamakan studi gerak dan waktu (Time and a motion study).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">2. Henry Laurance Gantt (1861 1919)</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">Henry merupakan asisten dari Taylor, dia berdiri sendiri sebagai seorang konsultan, dimana titik perhatiannya pada unsur manusia dalam menaikkan produktivitas kerjanya. Adapun gagasan yang dicetuskannya yaitu :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">1. kerja sama yang saling menguntungkan antara manajer dan tenaga kerja untuk mencapai tujuan bersama.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">2. mengadakan seleksi ilmiah terhadap tenaga kerja.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">3. pembayar upah pegawai dengan menggunakan sistem bonus.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">4. penggunaan instruksi kerja yang terperinci.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">D. Teori Organisasi Klasik</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Tokoh-tokoh teori organisasi klasik antara lain yaitu Henry Fayol, James D. Mooney, Mary Parker Follett dan Chaster I. Bernard.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">1. Henry Fayol (1841-1925)</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Fayol adalah seorang industrialis Perancis. Fayol mengatakan bahwa teori dan teknik administrasi merupakan dasar pengelolaan organisasi yang kompleks, ini diungkapkan dalam bukunya yang berjudul Administration Industrielle et General atau Gneral and Industrial Management yang ditulis pada tahun 1908 oleh Constance Storrs.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Fayol membagi manajemen menjadi lima unsur yaitu perencanaan, pengorganisasian, pemberian perintah, pengkoordinasian dan pengawasan, fungsi ini dikenal sebagai fungsionalisme.<br />
Fayol. Selanjutnya membagi enam kegiatan manajemen, yaitu</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>1. Teknik Produksi dan Manufakturing Produk.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>2. Komersial.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>3. Keuangan.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>4. Keamanan. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>5. Akuntansi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>6. Manajerial.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Henry Fayol</span></b><span style="font-family: "Times New Roman","serif";"> mengemukakan 14 prinsip manajemen, yaitu :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">1. Devision of Work (Adanya spesialisasi dalam pekerjaan). </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">2. Uathority and Responsibility (Wewenang yaitu hak untuk memberi perintah dan kekuasaan untuk meminta dipatuhi).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">3. Dicipline (Melakukan apa yang sudah menjadi persetujuan bersama).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">4. Unity of Command (Setiap bawahan hanya menerima instruksi dari seorang atasan saja untuk menghilangkan kebingungan dan saling lempar tanggung jawab).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">5. Unity of Direction One head and one plan or a group or activities having the same objective. (Seluruh kegiatan dalam organisasi yang mempunyai tujuan sama harus diarahkan oleh seorang manajer).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">6. Subordination of Individual Interest to Generale Interest (Kepentingan seseorang tidak boleh di atas kepentingan bersama atau organisasi).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">7. Renumeration (Gaji bagi pegawai merupakan harga servis atau layanan yang diberikan, kompensasi).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">8. Centralization Standarisasi dan desentralisasi merupakan pembagian kekuasaan.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">9. Sealar Chain (garis wewenang)Jalan yang harus diikuti oleh semua komunikasi yang bermula dari dan kembali ke kuasaan terakhir.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">10. Order Disini berlaku setiap tempat untuk setiap orang dan setiap orang pada tempatnya berdasarkan pada kemampuan.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">11. Equity Persamaan perlakuan dalam organisasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">12. Stability of Tonure of Personel Seorang pegawai memerlukan penyesuaian untuk mengerjakan pekerjaan barunya agar dapat berhasil dengan baik.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">13. Initiative Bawahan diberi kekuasaan dan kebebasan di dalam mengeluarkan pendapatnya, menjalankan dan menyelesaikan rencananya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">14. Esprit the Corps Persatuan adalah keleluasaan, pelaksanaan operasi organisasi perlu memiliki kebanggaan, keharmonisan dan kesetiaan dari para anggotanya yang tercermin dalam semangat korps.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">2. Mary Parker Follett (1868 1933)</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Follett menjembatani antara teori klasik dan hubungan manusiawi, dimana pemikiran Follett pada teori kalsik tapi memperkenalkan unsur-unsur hubungan manusiawi. Dia menerapkan psikologi dalam perusahaan, industri dan pemerintahan. Konflik yang terjadi dalam perusahaan dapat dibuat konstruktif dengan menggunakan proses integrasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><br />
</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">E. Aliran Hubungan Manusiawi (Neo Klasik)</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Aliran timbul karena pendekatan klasik tidak sepenuhnya menghasilkan efieiensi dalam produksi dan keselarasan kerja. Para pakar mencoba melengkapi organisasi klasik dengan pandangan sosiologi dan psikologi. Tokoh-tokoh aliran hubungan manusiawi antara lain Hugo Munsterberg dan Elton Mayo.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">1. Hugo Munsterberg (1862 1916)</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Hugo merupakan pencetus psikologi industri sehingga dikenal sebagai bapak psikologi industri. Bukunya yaitu Psikology and Industrial Efficiensy, menguraikan bahwa untuk mencapai tujuan produktivitas harus melakukan tiga cara pertama penemuan best possible person, kedua penciptaan best possible work dan ketiga penggunaan best possible effect.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">2. Elton Mayo</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Terkenal dengan percobaan-percobaan Howthorne, dimana hubungan manusiawi menggambarkan manajer bertemu atau berinteraksi dengan bawahan. Bila moral dan efisiensi kerja memburuk, maka hubungan manusiawi dalam organisasi juga akan buruk.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">F. Aliran Hubungan Modern (Ilmu Pengetahuan)</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Dalam pengembangannya dibagi menjadi dua, pertama aliran hubungan manusiawi (perilaku organisasi), dan kedua berdasar pada manajemen ilmiah atau manajemen operasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Perilaku Organisasi :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">a. Douglas McGregor</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">b. Frederick Herzberg</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">c. Chris Argiris</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">d. Edgar Schein</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">e. Abraham Maslow</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">f. Robert Blak dan Jane Mounton</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">g. Rensistlikert</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">h. Fred Feidler</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">Prinsip Dasar Perilaku Organisasi :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">1. Manajemen tidak dapat dipandang sebagai proses teknik secara ketat (peranan, prosedur dan prinsip).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">2. Manajemen harus sistematis, pendekatannya harus dengan pertimbangan konservatif.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">3. Organisasi sebagai suatu keseluruhan dan pendekatan manajer individual untuk pengawasan harus sesuai dengan situasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">4. Pendekatan motivasional yang menghasilkan komitmen pekerja terhadap tujuan organisasi sangat dibutuhkan.<br />
<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">G. Aliran Kuantitatie</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Perkembagannya dimulai dengan digunakannya kelompok-kelompok riset operasi dalam memecahkan permasalahan dalam industri. Teknik riset operasi sangat penting sekali dengan semakin berkembangnya teknologi saat ini dalam pembuatan dan pengambilan keputusan. Penggunaan riset operasi dalam manajemen ini selanjutnya dikenal sebagai aliran manajemen science.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Langkah-langkah pendekatan manajemen science yaitu :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">1. perumusan masalah dengan jelas dan terperinci</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">2. penyusunan model matematika dalam pengambilan keputusan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">3. penyelesaian model</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">4. pengujian model atas hasil penggunaan model</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">5. penetapan pengawasan atas hasil</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">6. pelaksanaan hasil dalam kegiatan implementasi</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;"></span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">H. Pendekatan Sistem</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;"><span style="mso-tab-count: 1;"> </span></span></b><span style="font-family: "Times New Roman","serif";">Pendekatan ini memandang organisasi sebagai satu kesatuan yang saling berinteraksi yang tak terpisahkan. Organisasi merupakan bagian dari lingkungan eksternal dalam pengertian luas. Sebagai suatu pendekatan system manajemen meliputi sistem umum dan sistem khusus serta analisis tertutup maupun terbuka.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Pendekatan sistem umum meliputi konsep-konsep organisasi formal dan teknis, filosofis dan sosiopsikologis. Analis system manajemen spesifik meliputi struktur organisasi, desain pekerjaan, akuntansi, sistem informasi dan mekanisme perencanaan serta pengawasan.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">I. Pendekatan Kontingensi</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Pendekatan kontingensi digunakan untuk menjembatani celah antara teori dan praktek senyatanya. Biasanya antara teori dengan praktek, maka harus memperhatikan lingkungan sekitarnya. Kondisi lingkungan akan memerlukan aplikasi konsep dan teknik manajemen yang berbeda.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif";">Daftar pustaka:</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><a href="http://opickrockstar.wordpress.com/2010/11/29/evolusi-teori-manajemen-klasik/">http://opickrockstar.wordpress.com/2010/11/29/evolusi-teori-manajemen-klasik/</a><span style="color: black; font-family: "Times New Roman","serif"; mso-themecolor: text1;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;"><a href="http://www.anakciremai.com/2008/05/makalah-manajemen-tentang-perkembangan.html">http://www.anakciremai.com/2008/05/makalah-manajemen-tentang-perkembangan.html</a></div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0tag:blogger.com,1999:blog-1252030641970304015.post-70235616267381071642011-11-12T17:36:00.000-08:002011-11-12T17:36:09.006-08:00FUNGSI-FUNGSI MANAJEMEN<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div align="center" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 20.0pt;">FUNGSI-FUNGSI MANAJEMEN</span></b></div><br />
<br />
<span style="mso-tab-count: 1;"> </span>Dalam Manajemen terdapat fungsi-fungsi manajemen yang terkait erat di dalamnya. Pada umumnya ada empat (4) fungsi manajemen yang banyak dikenal masyarakat yaitu fungsi perencanaan (planning), fungsi pengorganisasian (organizing), fungsi pengarahan (directing) dan fungsi pengendalian (controlling). Untuk fungsi pengorganisasian terdapat pula fungsi staffing (pembentukan staf). Para manajer dalam organisasi perusahaan bisnis diharapkan mampu menguasai semua fungsi manajemen yang ada untuk mendapatkan hasil manajemen yang maksimal.<br />
Di bawah ini akan dijelaskan arti definisi atau pengertian masing-masing fungsi manajemen - POLC :<br />
<b style="mso-bidi-font-weight: normal;">1. Fungsi Perencanaan / Planning</b><br />
<span style="mso-tab-count: 1;"> </span>Fungsi perencanaan adalah suatu kegiatan membuat tujuan perusahaan dan diikuti dengan membuat berbagai rencana untuk mencapai tujuan yang telah ditentukan tersebut. . Perencanaan dilakukan untuk menentukan tujuan perusahaan secara keseluruhan dan cara terbaik untuk memenuhi tujuan itu. Manajer mengevaluasi berbagai rencana alternatif sebelum mengambil tindakan dan kemudian melihat apakah rencana yang dipilih cocok dan dapat digunakan untuk memenuhi tujuan perusahaan. Perencanaan merupakan proses terpenting dari semua fungsi manajemen karena tanpa perencanaan, fungsi-fungsi lainnya tak dapat berjalan.<br />
Kegiatan dalam Fungsi Perencanaan :<br />
- Menetapkan tujuan dan target bisnis<br />
- Merumuskan strategi untuk mencapai tujuan dan target bisnis tersebut<br />
- Menentukan sumber-sumber daya yang diperlukan<br />
- Menetapkan standar/indikator keberhasilan dalam pencapaian tujuan dan target bisnis.<br />
<b style="mso-bidi-font-weight: normal;">2. Fungsi Pengorganisasian / Organizing</b><br />
<span style="mso-tab-count: 1;"> </span>Fungsi perngorganisasian adalah suatu kegiatan pengaturan pada sumber daya manusia dan sumberdaya fisik lain yang dimiliki perusahaan untuk menjalankan rencana yang telah ditetapkan serta menggapai tujuan perusahaan. . Pengorganisasian mempermudah manajer dalam melakukan pengawasan dan menentukan orang yang dibutuhkan untuk melaksanakan tugas-tugas yang telah dibagi-bagi tersebut. Pengorganisasian dapat dilakukan dengan cara menentukan tugas apa yang harus dikerjakan, siapa yang harus mengerjakannya, bagaimana tugas-tugas tersebut dikelompokkan, siapa yang bertanggung jawab atas tugas tersebut, pada tingkatan mana keputusan harus diambil.<br />
Kegiatan dalam Fungsi Pengorganisasian :<br />
- Mengalokasikan sumber daya, merumuskan dan menetapkan tugas, dan menetapkan prosedur yang diperlukan<br />
- Menetapkan struktur organisasi yang menunjukkan adanya garis kewenangan dan tanggungjawab<br />
- Kegiatan perekrutan, penyeleksian, pelatihan dan pengembangan sumber daya manusia/tenaga kerja<br />
- Kegiatan penempatan sumber daya manusia pada posisi yang paling tepat<br />
<b style="mso-bidi-font-weight: normal;">3. Fungsi Pengarahan / Directing / Leading</b><br />
<span style="mso-tab-count: 1;"> </span>Fungsi pengarahan adalah suatu fungsi kepemimpinan manajer untuk meningkatkan efektifitas dan efisiensi kerja secara maksimal serta menciptakan lingkungan kerja yang sehat, dinamis, dan lain sebagainya.<br />
Kegiatan dalam Fungsi Pengarahan dan Implementasi :<br />
- Mengimplementasikan proses kepemimpinan, pembimbingan, dan pemberian motivasi kepada tenaga kerja agar dapat bekerja secara efektif dan efisien dalam pencapaian tujuan<br />
- Memberikan tugas dan penjelasan rutin mengenai pekerjaan<br />
- Menjelaskan kebijakan yang ditetapkan<br />
<b style="mso-bidi-font-weight: normal;">4. Fungsi Pengendalian / Controling</b><br />
<span style="mso-tab-count: 1;"> </span>Fungsi pengendalian adalah suatu aktivitas menilai kinerja berdasarkan standar yang telah dibuat untuk kemudian dibuat perubahan atau perbaikan jika diperlukan.<br />
Kegiatan dalam Fungsi Pengawasan dan Pengendalian :<br />
- Mengevaluasi keberhasilan dalam pencapaian tujuan dan target bisnis sesuai dengan indikator yang telah ditetapkan<br />
- Mengambil langkah klarifikasi dan koreksi atas penyimpangan yang mungkin ditemukan<br />
- Melakukan berbagai alternatif solusi atas berbagai masalah yang terkait dengan pencapaian tujuan dan target bisnis<br />
<br />
<br />
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sumber : catatankuliahdigital.blogspot.com & id.wikipedia.org<br />
<div class="MsoNormal"><a href="http://organisasi.org/fungsi_manajemen_perencanaan_pengorganisasian_pengarahan_pengendalian_belajar_di_internet_ilmu_teori_ekonomi_manajemen">http://organisasi.org/fungsi_manajemen_perencanaan_pengorganisasian_pengarahan_pengendalian_belajar_di_internet_ilmu_teori_ekonomi_manajemen</a></div><div class="MsoNormal"><a href="http://vickyindiarto.wordpress.com/2010/10/10/fungsi-fungsi-manajemen/">http://vickyindiarto.wordpress.com/2010/10/10/fungsi-fungsi-manajemen/</a></div><div class="MsoNormal"><br />
</div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com5tag:blogger.com,1999:blog-1252030641970304015.post-40802710383772600812011-11-11T20:31:00.000-08:002011-11-11T20:31:52.997-08:00Tingkatan Manajemen<!--[if !mso]> <style>
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<div align="center" style="text-align: center;"><span style="font-size: 26.0pt;">Tingkatan manajemen dan manajer.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman";">Tingkatan Manajemen dalam suatu Organisasi </span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><br />
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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pada Tingkatan manajemen dalam organisasi akan membagi manajer menjadi tiga golongan yang berbeda manajer puncak, manajer tingkat menengah, dan manajer lini pertama :</span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Manejemen lini pertama (<i>first-line management</i>)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">, dikenal pula dengan istilah manajemen operasional, merupakan manajemen tingkatan paling rendah yang bertugas memimpin dan mengawasi karyawan non-manajerial yang terlibat dalam proses produksi. Mereka sering disebut penyelia (<i>supervisor</i>), manajer <i>shift</i>, manajer area, manajer kantor, manajer departemen, atau mandor (<i>foreman</i>).<b> </b></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Manajemen tingkat menengah (<i>middle management</i>)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> mencakup semua manajemen yang berada di antara manajer lini pertama dan manajemen puncak dan bertugas sebagai penghubung antara keduanya. Jabatan yang termasuk manajer menengah di antaranya kepala bagian, pemimpin proyek, manajer pabrik, atau manajer divisi.<b> </b></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Manajemen puncak (<i>top management</i>),</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dikenal pula dengan istilah <i>executive officer</i>, bertugas merencanakan kegiatan dan strategi perusahaan secara umum dan mengarahkan jalannya perusahaan. Contoh <i>top manajemen</i> adalah CEO (<i>Chief Executive Officer</i>), CIO (<i>Chief Information Officer</i>), dan CFO (<i>Chief Financial Officer</i>)</span></li>
</ol><br />
<span style="mso-tab-count: 1;"> </span>Dilihat dari tingakatan organisasi, manajemen dibagi dalam 3 tingkatan yaitu:<br />
1. Manajemen Puncak (Top Management)<br />
Manajer bertaggungjawab atas pengaruh yang ditmbulkan dari keputusan-keputusan manajemen keseluruhan dari organisasi. Misal: Direktur, wakil direktur, direktur utama. Keahlian yang dimiliki para manajer tinggkat puncak adalah konseptual, artinya keahlian untuk membuat dan mmerumuskan konsep untuk dilaksanakan oleh tingkatan manajer dibawahnya. Misal:<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> <br />
2. Manajemen Menengah (Middle Management)<br />
Manajemen menengah harus memeiliki keahlian interpersonal/manusiawi, artinya keahlian untuk berkomunikasi, bekerjasama dan memotivasi orang lain. Manajer bertanggungjawab melaksanakan reana dan memastikan tercapainya suatu tujuan. Misal: manajer wilayah, kepala divisi, direktur produk.<br />
3. Manajemen Bawah/Lini (Low Management)<br />
Manager bertanggung jawab menyelesaikan rencana-rencana yang telah ditetapkan oleh para manajer yang lebih tinggi. Pada tngkatan ini juga memiliki keahlian yaitu keahlian teknis, atrinya keahlian yahng mencakup prosedur, teknik, pengetahuan dan keahlian dalam bidang khusus. Misal: supervisor/pengawas produksi, mandor.<br />
<span style="mso-tab-count: 1;"> </span>Berikut adalah skema manajemen berdasarkan tingkatanya:<br />
Dilihart dari kegiatan yang dilakukan :<br />
- Manajer Fungsional, bertanggung jawab pada suatu kegiatan unit organisasi (produksi, pemasaran, keuangan, personalia, dll<br />
- Manajer Umum, bertanggung jawab atas semua kegiatan unit.<br />
<span style="mso-tab-count: 1;"> </span>Didalam melaksanakan tugas, setiap tingkatan manajer mempunyai ungsi utama atau keahlian yang berbeda yaitu:<br />
1. Keahlian Teknik (Technical Skill) yaitu keahlian tentang bagaimana cara mengaerjakan dan menghasilkan sesuatu yang teriri atas pengarahan dengan motivasi, supervisi, dan kemunikasi .<br />
2. Keahlian Manajerial (Managerial Skill) yaitu keahlian yang terkait dengan hal penetapan tujuan perencanaan, pengorganisasian, penyusunan personalia, dan pengawasan.<br />
<b style="mso-bidi-font-weight: normal;">Keterampilan Manajer</b><br />
<span style="mso-tab-count: 1;"> </span>Secara umum, terdapat emat keterampilan manajer pada masing-masing tingkat manajer:<br />
1. Keterampilan konseptual<br />
<span style="mso-tab-count: 1;"> </span>Ketrampilan atau kemampuan mental untuk mengkordinasikan dan mengintegrasikan seluruh kepentingan dan kegiatan organisasi.<br />
2. Keterampilan Kemanusiaan<br />
<span style="mso-tab-count: 1;"> </span>Kemampuan untuk saling bekerja sana dengan memahami dan memotivasi orang lain.<br />
3. Keterampilan Administrasi<br />
<span style="mso-tab-count: 1;"> </span>Kemampuan yang ada hubungannya dengan fungsi manajemen yang dilakukan.<br />
4. Keterampilan Teknik<br />
<span style="mso-tab-count: 1;"> </span>Kemampuan untuk menggunakan peralatan-peralatan, prosedur, dan metode dari suatu bidang tertentu.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> <br />
<span style="mso-tab-count: 1;"> </span>Robert L. Katz pada tahun 1970-an mengemukakan bahwa setiap manajer membutuhkan minimal tiga keterampilan dasar. Ketiga keterampilan tersebut adalah:<br />
1. Keterampilan konseptual (conceptional skill)<br />
<span style="mso-tab-count: 1;"> </span>Manajer tingkat atas (top manager) harus memiliki keterampilan untuk membuat konsep, ide, dan gagasan demi kemajuan organisasi. Gagasan atau ide serta konsep tersebut kemudian haruslah dijabarkan menjadi suatu rencana kegiatan untuk mewujudkan gagasan atau konsepnya itu. Proses penjabaran ide menjadi suatu rencana kerja yang kongkret itu biasanya disebut sebagai proses perencanaan atau planning. Oleh karena itu, keterampilan konsepsional juga meruipakan keterampilan untuk membuat rencana kerja.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> <br />
2. Keterampilan berhubungan dengan orang lain (humanity skill)<br />
<span style="mso-tab-count: 1;"> </span>Selain kemampuan konsepsional, manajer juga perlu dilengkapi dengan keterampilan berkomunikasi atau keterampilan berhubungan dengan orang lain, yang disebut juga keterampilan kemanusiaan. Komunikasi yang persuasif harus selalu diciptakan oleh manajer terhadap bawahan yang dipimpinnya. Dengan komunikasi yang persuasif, bersahabat, dan kebapakan akan membuat karyawan merasa dihargai dan kemudian mereka akan bersikap terbuka kepada atasan. Keterampilan berkomunikasi diperlukan, baik pada tingkatan manajemen atas, menengah, maupun bawah.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> <br />
3. Keterampilan teknis (technical skill)<br />
<span style="mso-tab-count: 1;"> </span>Keterampilan ini pada umumnya merupakan bekal bagi manajer pada tingkat yang lebih rendah. Keterampilan teknis ini merupakan kemampuan untuk menjalankan suatu pekerjaan tertentu, misalnya menggunakan program komputer, memperbaiki mesin, membuat kursi, akuntansi dan lain-lain.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> <br />
<span style="mso-tab-count: 1;"> </span>Selain tiga keterampilan dasar di atas, Ricky W. Griffin menambahkan dua keterampilan dasar yang perlu dimiliki manajer, yaitu:[5]<br />
1. Keterampilan manajemen waktu<br />
<span style="mso-tab-count: 1;"> </span>Merupakan keterampilan yang merujuk pada kemampuan seorang manajer untuk menggunakan waktu yang dimilikinya secara bijaksana. Griffin mengajukan contoh kasus Lew Frankfort dari Coach. Pada tahun 2004, sebagai manajer, Frankfort digaji $2.000.000 per tahun. Jika diasumsikan bahwa ia bekerja selama 50 jam per minggu dengan waktu cuti 2 minggu, maka gaji Frankfort setiap jamnya adalah $800 per jam—sekitar $13 per menit. Dari sana dapat kita lihat bahwa setiap menit yang terbuang akan sangat merugikan perusahaan. Kebanyakan manajer, tentu saja, memiliki gaji yang jauh lebih kecil dari Frankfort. Namun demikian, waktu yang mereka miliki tetap merupakan aset berharga, dan menyianyiakannya berarti membuang-buang uang dan mengurangi produktivitas perusahaan.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> <br />
2. Keterampilan membuat keputusan<br />
<span style="mso-tab-count: 1;"> </span>Merupakan kemampuan untuk mendefinisikan masalah dan menentukan cara terbaik dalam memecahkannya. Kemampuan membuat keputusan adalah yang paling utama bagi seorang manajer, terutama bagi kelompok manajer atas (top manager). Griffin mengajukan tiga langkah dalam pembuatan keputusan. Pertama, seorang manajer harus mendefinisikan masalah dan mencari berbagai alternatif yang dapat diambil untuk menyelesaikannya. Kedua, manajer harus mengevaluasi setiap alternatif yang ada dan memilih sebuah alternatif yang dianggap paling baik. Dan terakhir, manajer harus mengimplementasikan alternatif yang telah ia pilih serta mengawasi dan mengevaluasinya agar tetap berada di jalur yang benar.<br />
<span style="mso-tab-count: 1;"> </span><br />
Pada pengertian tersebut dikatakan bahwa manajemen adalah proses pencapaian tujuan melalui kerja orang lain. Dengan demikian berarti dalam manajemen terdapat minimal 4 (empat) ciri, yaitu:<br />
1. ada tujuan yang hendak dicapai,<br />
2. ada pemimpin (atasan),<br />
3. ada yang dipimpin (bawahan),<br />
4. ada kerja sama.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> <br />
<span style="mso-tab-count: 1;"> </span>Khusus menyangkut masalah pemimpin (atasan) harus memiliki berbagai kemampuan ( skills). Kemampuan ( skills) yang dimaksud terdiri dari:<br />
1. Managerial skills (entrepreneurial), yaitu kemampuan untuk mempergunakan kesempatan <span style="mso-tab-count: 1;"> </span>secara efektif serta kecakapan untuk memimpin usaha-usaha yang penting.<br />
2. Techological skills, yaitu keahlian khusus yang bersifat ekonomis teknis yang diperlukan pada <span style="mso-tab-count: 1;"> </span>pelaksanaan pekerjaan ekonomis.<br />
3. Organisational skills, yaitu kecerdasan untuk mengatur berbagai usaha.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> <br />
<span style="mso-tab-count: 1;"> </span>Dalam kenyataannya tidak setiap pemimpin harus memiliki seluruh kemampuan dengan tingkat intensitas yang sama. Sebab pemimpin itu sendiri dapat dikelompokkan menjadi 3 (tiga) tingkatan. Sehingga kemampuan yang harus dimilikinya pun tentu berbeda.<br />
Adapun tingkatan kepemimpinan atau manajemen terdiri dari:<br />
1. Top Management (Manajemen Tingkat Atas)<br />
2. Middle Management (Manajemen Tingkat Menengah)<br />
3. Lower Management (Manajemen Tingkat Rendah).<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> <br />
<span style="mso-tab-count: 1;"> </span>Jumlah manajemen pada setiap tingkatan tergantung pada besar kecilnya suatu organisasi atau instansi. Namun demikian, biasanya Top Management jumlahnya akan lebih sedikit dari pada Middle Management, dan Middle Management lebih sedikit daripada Lower Management.<br />
Jadi semakin tinggi kedudukan seseorang, semakin banyak memerlukan keterampilan administrasi/manajemen, tetapi keterampilan operasionalnya semakin rendah. Sebaliknya semakin rendah kedudukan seseorang, maka keteramplian operasionalnya semakin tinggi, sedangkan keterampilan administrasinya/manajemennya makin rendah.<br />
<span style="mso-tab-count: 1;"> </span>Dengan bahasa yang sederhana, sebetulnya ketiga jenis tingkatan manajemen tersebut bekerja pada waktu yang sama, tetapi jenis kegiatannya berbeda. Manajemen Tingkat Atas lebih banyak bekerja dengan pikiran, sedikit sekali bekerja secara fisik atau tenaga. Manajemen Tingkat Menengah, antara kerja pikir dengan kerja fisik boleh dikatakan seimbang. Sedangkan Manajemen Tingkat Bawah, bekerja dengan pikiran sedikit sekali, sementara dengan fisik atau tenaga amat besar/banyak. <br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Top level management disebut juga dengan strategic level, middle level management dengan tactical level dan lower management dengan tehcnical level.</span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKRjlO_b6ZMbvPf0E5s-RChYWF7HjQOni1-dvxcTlKgCSE_1adb1ojPemqZXhwCBmDLbF0NhPYNZG5QX7XBL_g4NsCx6CUZrkvIHXUkccz1Rrx5bdqdNOpSyQduY1MXAhXcDMi0FUC44zk/s1600/TINGKAT+MANAJEMEN.bmp"><img alt="" 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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
INTI SISTEM INFORMASI MANAJEMEN<br />
<br />
Sebuah sistem informasi manajemen mengandung elemen-elemen fisik sebagai berikut : <br />
1. Perangkat keras komputer <br />
<br />
2. Perangkat lunak </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">a. Perangkat lunak sistem umum </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">b. Perangkat lunak terapan umum<br />
c. Program aplikasi <br />
<br />
3. Database (data yang tersimpan dalam media penyimpanan komputer) <br />
<br />
4. Prosedur <br />
<br />
5. Petugas Pengoperasian <br />
<br />
<span style="mso-tab-count: 1;"> </span>Dalam hal penerapan, sebuah subsistem terapan yang lengkap terdiri dari:<br />
1. Program untuk melaksanakan pengolahan komputer <br />
2. Prosedur untuk membuat terapan menjadi operasional (formulir, petunjukuntuk operator, petunjuk untuk pemakai, dan seterusnya). <br />
<br />
<span style="mso-tab-count: 1;"> </span>Subsistem terapan dapat diuraikan dalam bentuk fungsi keorganisasian yang mendukung (pemasaran, produksi, dan sebagainya) atau dalam bentuk jenis kegiatan yang tengah dilaksanakan. <br />
<br />
SUBSISTEM FUNGSI KEORGANISASIAN<br />
<br />
<span style="mso-tab-count: 1;"> </span> Fungsi-fungsi keorganisasian agak terpisah dalam hal kegiatan dan ditentukan secara <br />
manajerial sebagai tanggung jawab sendiri-sendiri. Karena itu sebuah SIM dapat dipandang <br />
sebagai sebuah gabungan sistem-sistem informasi, sebuah sistem untuk setiap fungsi utama <br />
keorganisasian. Subsistem-subsistem akan berbeda pada organisasi satu dengan lainnya. <br />
Tetapi gagasan dasarnya tetap sama untuk mengenali fungsi-fungsi pokok atas mana <br />
subsistem dapat dirancang. Subsistem ini dapat pula dibagi menjadi beberapa subsistem yang <br />
lebih kecil.</span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCSMuTuUoosgzcEtt91j1TDLbvlFoxczB5byuDPCuCsUgF7lhhJM6MjEyFy96uuVJnI7sXACVysxNJZdUIikovGgjCJvpRNhJjnMFyvEaCPMuVfN7vFeK6PJ-aB2-0ccH6rAMz6oSq3YER/s1600/subsistem+fungsional+pokok.bmp"><img alt="" src="data:image/png;base64,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</div><div class="MsoNormal">Daftar pustaka</div><div class="MsoNormal"><a href="http://ilhamhidayat.blog.com/2009/10/01/tingkatan-manajemen-dan-manajer-dan-keterampilan-manajer/">http://ilhamhidayat.blog.com/2009/10/01/tingkatan-manajemen-dan-manajer-dan-keterampilan-manajer/</a></div><div class="MsoNormal"><a href="http://syitrarahayu.blogspot.com/2011/03/tingkatan-manajemen-dalam-suatu.html">http://syitrarahayu.blogspot.com/2011/03/tingkatan-manajemen-dalam-suatu.html</a></div><div class="MsoNormal"><a href="http://nrld-kusumah.blogspot.com/2010/09/sistem-informasi-manajemen.html">http://nrld-kusumah.blogspot.com/2010/09/sistem-informasi-manajemen.html</a></div><div class="MsoNormal"><br />
</div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com5tag:blogger.com,1999:blog-1252030641970304015.post-72350562950571414302011-11-11T19:46:00.000-08:002011-11-11T19:46:56.423-08:00MANAJEMEN SEBAGAI ILMU DAN SENI<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">MANAJEMEN SEBAGAI ILMU DAN SENI</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
<span style="mso-tab-count: 1;"> </span>Science adalah sekimpulan pengetahuan yang telah disistemasi, dikumpulkan dan diterima menurut pengertian kebenaran umum, mengenai keadaan suatu subjek dan objek tertentu. Science management (manajemen ilmiah) adalah suatu kumpulan pengetahuan yang disistemtisasi, dikumpulkan dan diterima menurut pengertian kebenaran-kebenaran universal mengenai manajemen. <br />
<span style="mso-tab-count: 1;"> </span>Art/seni adalah suatu kreatifitas pribadi yang kuat dan disertai keterampilan. Science mengajarkan orang suatu pengetahuan, sedangkan art/seni mendorong orang untuk berpraktek. Seni-manajemen urang untuk berpraktek. Seni-manajemen meliputi kemampuan untuk melihat totalitas dari bagian-bagian yang terpisah dan berbeda-beda, kemapuan untuk menciptakan suatu gambaran tentang suatu visi tertentu, kemampuan untuk menciptakan sesuatu atau gambaran tentang suatu visi tertentu, kemampuan untuk mengawinkan visi tersebut dengan skill atau kemampuan yang efektif. <br />
<span style="mso-tab-count: 1;"> </span>Manajer adalah seorang ilmuan dan sekaligus seniman, karena kecuali mengandalkan diri pada ilmu, ia pun harus mempunyai firasat, keyakinan-keyakinan, kreatifitas, dan menguasai cara-cara penerapannya. Karena itu seseoarang yang mempunyai pengetahuan luas tentang manajemen, bisa saja gagal dalam melaksanakan tugasnya sebagi seorang manjeryang kompeten jika ia cenderung seperti peran seorang artis, dan bukan seorang scientist, namun dalam praktek kedua hal ini tidak dapat dipisah-pisahkan <br />
Perbedaan antara science dan art adalah: <br />
<br />
Science Art <br />
1. Berkembang secara teoritis 1. Berkembang secara praktis <br />
2. Membuktikan 2. Merasa <br />
3. Meramalkan 3. Menerka <br />
4. Member defenisi 4. Menguraikan/mengajarkan<br />
5. Memberikan kepastian/ukuran 5. Member pendapat</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Dengan demikian dapat ditarik kesimpulan bahwa ilmu mengajarkan kita tentang sesuatu, sedangkan seni/art mengajarkan kita bagaimana sesuatu hal dilakukan. <br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Scientific mehod adalah suatu approach (pendekatan) yang tepat terhaap suatu objek ilmu dan tujuan utamanya adalh untuk menambah pengetahuan yang sudah ada. Sedangkan scientific Management adalah manajemen yang menggunakan ilmu (science) dan scientific method. <br />
Scientific management tersebut memilki cirri-ciri sebagai berikut: <br />
1. Tersusun secara sistematis/teratur<br />
2. Dapat dipelajari dan diajarkan <br />
3. Menggunakan metode-metode ilmiah <br />
4. Dapat dijadikan suatu teori <br />
5. Obyektif-rasional <br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Scientific manager ialah manajer yang menggunakan scientific method dalam usaha memimpin kegiatan bawahannya melalui fungsi-fungsi manajemen. Langkah-langkah menurut metode ilmu adalah: <br />
1. Menentukan proposisi<br />
2. Melakukan pengamatan pertama atas proposisi<br />
3. Menetapkan pemecahan yang dapat dijalankan terhadap proposisi tersebut<br />
4. Memeriksa proposisi secara menyeluruh dengan menggunakan pengetahuan yang ada maupun percobaan-percobaan yang diperoleh <br />
5. Mengevaluasi serta menggolongkan data yang diperoleh <br />
6. Menyatakan jawaban-jawaban yang ada diperoleh terhadap proposisi, melalui metode induktif, maupun metode deduktif<br />
7. Menyelesaikan dan menyatakan jawaban terhadap proposisi. </span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Kata <b>Manajemen</b> berasal dari bahasa Prancis kuno ménagement, yang memiliki arti seni melaksanakan dan mengatur. Manajemen belum memiliki definisi yang mapan dan diterima secara universal. Mary Parker Follet, misalnya, mendefinisikan manajemen sebagai seni menyelesaikan pekerjaan melalui orang lain. Definisi ini berarti bahwa seorang manajer bertugas mengatur dan mengarahkan orang lain untuk mencapai tujuan organisasi. Ricky W. Griffin mendefinisikan manajemen sebagai sebuah proses perencanaan, pengorganisasian, pengkoordinasian, dan pengontrolan sumber daya untuk mencapai sasaran (<i>goals</i>) secara efektif dan efesien. Efektif berarti bahwa tujuan dapat dicapai sesuai dengan perencanaan, sementara efisien berarti bahwa tugas yang ada dilaksanakan secara benar, terorganisir, dan sesuai dengan jadwal<b><i>.(Wikipedia)</i> </b></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Manajemen sebagai ilmu, seni, dan profesi</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Ilmu manajemen merupakan suatu kumpulan </span><a href="http://id.wikipedia.org/wiki/Pengetahuan" target="_blank" title="Pengetahuan"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">pengetahuan</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yang disistemisasi, dikumpulkan dan diterima kebenarannya. Hal ini dibuktikan dengan adanya </span><a href="http://id.wikipedia.org/wiki/Metode_ilmiah" target="_blank" title="Metode ilmiah"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">metode ilmiah</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yang dapat digunakan dalam setiap penyelesaian masalah dalam manajemen. Metode ilmiah pada hakikatnya meliputi urutan kegiatan sebagai berikut.</span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengetahui adanya persoalan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mendefinisikan persoalan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengumpulkan fakta, data dan informasi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menyusun alternatif penyelesaian.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengambil keputusan dengan memilih salah satu alternatif penyelesaian.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Melaksanakan keputusan serta tindak lanjut.</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Selain manajemen sebagai ilmu, manajemen juga dianggap sebagai </span><a href="http://id.wikipedia.org/wiki/Seni" target="_blank" title="Seni"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">seni</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">. Hal ini disebabkan oleh kepemiminan memerlukan <i>kharisma</i>, <i>stabilitas emosi</i>, <i>kewibawaan</i>, <i>kejujuran</i>, <i>kemampuan menjalin hubungan antaramanusia</i> yang semuanya itu banyak ditentukan oleh bakat seseorang dan tidak dapat dipelajari.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">“Manajemen yang baik adalah seni bagaimana membuat masalah sebegitu menariknya dan solusinya sebegitu konstruktifnya sehingga semua orang ingin bekerja untuk itu dan berurusan dengan masalah tadi.(paul Hawken)</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">(1868–1933)<i> mendefinisikan manajemen sebagai “seni mendapatkan sesuatu / menyelesaikan sesuatu dengan memberdayakan orang-orang”.(mary parker follet)</i></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chaster I bernand dalam bukunya yang berjudul The Function Of Executive bahwa manajemen yaitu ilmu dan seni, juga henry fayol, Alfin Brown Harold, KuuntsCyril O’Donnel dan Geroge R.Terry.</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Manajemen Sebagai Ilmu Dan Sebagai Seni</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<span style="mso-tab-count: 1;"> </span>Manajemen merupakan suatu ilmu dan seni, mengapa disebut demikian, sebab antara keduanya tidak bisa dipisahkan. Manajemen sebagai suatu ilmu pengetahuan, karena telah dipelajari sejak lama, dan telah diorganisasikan menjadi suatu teori. Hal ini dikarenakan didalamnya menjelaskan tentang gejala-gejala manajemen, gejala-gejala ini lalu diteliti dengan menggunakan metode ilmiah yang dirumuskan dalam bentuk prinsip-prinsip yang diujudkan dalam bentuk suatu teori.<br />
Sedang manajemen sebagai suatu seni, disini memandang bahwa di dalam mencapai suatu tujuan diperlukan kkerja sama dengan orang lain, nah bagaimana cara memerintahkan pada orang lain agar mau bekerja sama. Pada hakekatnya kegiatan manusia pada umumnya adalah managing ( mengatur ) untuk mengatur disini diperlukan suatu seni, bagaimana orang lain memerlukan pekerjaan untuk mencapai tujuan bersama<b><i>.</i></b></span><b><i><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Seperti yang telah dipaparkan diatas bahwa Manajemen memiliki definisi sebagai ilmu dan seni ( Pengertian Manajemen Point B ) maksud dari Manajemen sebagai Ilmu dan seni adalah bahwa Manajemen itu sendiri memandang di dalam mencapai suatu tujuan diperlukan kerja sama yang baik dengan orang lain atau dengan kata lain cara bagaimana untuk membuat seseorang untuk dapat diajak bekerjasama dalam menjalankan suatu aktivitas atau kegiatan yang terorganisir,seni dalam Manajemen itu sendiri adalah membentuk (make) atau menciptakan (create) manusia yang lebih efektif dari yang sudah dan sedang mereka lakukan tanpa anda sendiri.<span style="mso-bidi-font-weight: bold;"> Menurut <b><i style="mso-bidi-font-style: normal;">Mary Parker Follet</i></b> manajemen adalah suatu seni untuk melaksanakan suatu pekerjaan melalui orang lain. Definisi dari <b><i style="mso-bidi-font-style: normal;">Mary Parker Follet</i></b> ini mengandung perhatian pada kenyataan bahwa para manajer mencapai suatu tujuan organisasi dengan cara mengatur orang-orang lain untuk melaksanakan apa saja yang pelu dalam pekerjaan itu, bukan dengan cara melaksanakan pekerjaan itu oleh dirinya sendiri,karena pada dasarnya bahwa manusia itu adalah makhluk sosial dimana manusia tidak dapat hidup tanpa bantuan atau campur tangan dari orang lain,itulah yang coba<span style="mso-spacerun: yes;"> </span>dipaparkan bahwa Manajemen juga berperan sebagai suatu Ilmu dan seni.<br />
<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
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</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber: </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><a href="http://id.shvoong.com/business-management/management/2167259-manajemen-sebagai-ilmu-dan-seni/#ixzz1dDI4kVB5"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">http://id.shvoong.com/business-management/management/2167259-manajemen-sebagai-ilmu-dan-seni/#ixzz1dDI4kVB5</span></a><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal"><a href="http://ichanissa.ngeblogs.com/2010/02/27/manajemen-sebagai-ilmu-dan-seni/">http://ichanissa.ngeblogs.com/2010/02/27/manajemen-sebagai-ilmu-dan-seni/</a><a href="http://ahmadmad03n.blogspot.com/2010/10/manajemen-umum.html">http://ahmadmad03n.blogspot.com/2010/10/manajemen-umum.html</a></div><div class="MsoNormal"><br />
</div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com3tag:blogger.com,1999:blog-1252030641970304015.post-62200451083788256242011-11-11T19:31:00.000-08:002011-11-11T21:22:15.462-08:00PENGERTIAN MANAJEMEN<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 18.0pt; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 18.0pt; text-align: center;"><b><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 20pt;">MANAJEMEN</span></b></div><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 18.0pt; text-align: center;"><br />
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</div><div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in;"><b><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 16pt;">A. Pengertian Manajemen</span></b></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 15.1pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Istilah manajemen, terjemahannya dalam bahasa Indonesia hingga saat ini belum ada keseragaman. Selanjutnya,bila kita mempelajari literatur manajemen, maka akan ditemukan bahwa istilah manajemen mengandung tiga pengertian yaitu:</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Manajemen sebagai suatu proses,</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">1. Manajemen sebagai kolektivitas orang-orang yang melakukan aktivitas manajemen,</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">2.Manajemen sebagai suatu seni (Art) dan sebagai suatu ilmu pengetahuan (Science)</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Menurut pengertian yang pertama, yakni manajemen sebagai suatu proses, berbeda-beda definisi yang diberikan oleh para ahli. Untuk memperlihatkan tata warna definisi manajemen menurut pengertian yang pertama itu, dikemukakan tiga buah definisi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Dalam Encylopedia of the Social Sience dikatakan bahwa manajemen adalah suatu proses dengan mana pelaksanaan suatu tujuan tertentu diselenggarakan dan diawasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Selanjutnya,</span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Hilman</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"> <span style="background: none repeat scroll 0% 0% white;">mengatakan bahwa manajemen adalah fungsi untuk mencapai sesuatu melalui kegiatan orang lain dan mengawasi usaha-usaha individu untuk mencapai tujuan yang sama.</span></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Menurut pengertian yang kedua, manajemen adalah kolektivitas orang-orang yang melakukan aktivitas manajemen. Jadi dengan kata lain, segenap orang-orang yang melakukan aktivitas manajemen dalam suatu badan tertentu disebut manajemen.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Menurut pengertian yang ketiga, manajemen adalah seni (Art) atau suatu ilmu pnegetahuan. Mengenai inipun sesungguhnya belum ada keseragaman pendapat, segolongan mengatakan bahwa manajemen adalah seni dan segolongan yang lain mengatakan bahwa manajemen adalah ilmu. Sesungguhnya kedua pendapat itu sama mengandung kebenarannya.</span></div><b> Istilah manajemen</b> memiliki berbagai pengertian. Secara universal manajemen adl penggunaan sumberdaya organisasi utk mencapai sasaran dan kinerja yg tinggi dalam berbagai tipe organisasi <i>profit</i> maupun <i>non profit</i>.<br />
Definisi manajemen yg dikemukakan oleh Daft (2003:4) sebagai berikut: “<i>Management is the attainment of organizational goals in an effective and efficient manner through planning organizing leading and controlling organizational resources”.</i> Pendapat tersebut kurang lbh mempunyai arti bahwa manajemen merupakan pencapaian tujuan organisasi dgn cara yg efektif dan efisien lewat perencanaan pengorganisasian pengarahan dan pengawasan sumberdaya organisasi.<br />
Plunket dkk.(2005:5) mendefinisikan manajemen sebagai “<i>One or more managers individually and collectively setting and achieving goals by exercising related functions </i>(<i>planning organizing staffing leading and controlling</i>)<i> and coordinating various resources </i>(<i>information materials money and people</i>)”. Pendapat tersebut kurang lbh mempunyai arti bahwa manajemen merupakan satu atau lbh manajer yg secara individu maupun bersama-sama menyusun dan mencapai tujuan organisasi dgn melakukan fungsi-fungsi terkait (<b>perencanaan pengorgnisasian penyusunan staf pengarahan dan pengawasan</b>) dan mengkoordinasi berbagai sumber daya (informasi material uang dan orang).<br />
Manajer sendiri menurut <b>Plunket</b> dkk.(2005:5) merupakan <i>people who are allocate and oversee the use of resources</i> jadi merupakan orang yg mengatur dan mengawasi penggunaan sumber daya. <br />
Lewis dkk.(2004:5) mendefinisikan manajemen sebagai: “<i>the process of administering and coordinating resources effectively and efficiently in an effort to achieve the goals of the organization</i>.” Pendapat tersebut kurang lbh mempunyai arti bahwa manajemen merupakan proses mengelola dan mengkoordinasi sumber daya-sumber daya secara efektif dan efisien sebagai usaha utk mencapai tujuan organisasi.<br />
Menurut <b>Mary Parker Follet</b> yg dikutip oleh Handoko (2000:8) manajemen merupakan seni dalam menyelesaikan pekerjaan melalui orang lain. Definisi ini mengandung arti bahwa para manajer mencapai tujuan-tujuan organisasi melalui pengaturan orang-orang lain utk melaksanakan berbagai tugas yg mungkin diperlukan.<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Menurut <b style="mso-bidi-font-weight: normal;">G.R. Terry</b> manajemen adalah suatu proses atau kerangka kerja, yang melibatkan bimbingan atau pengarahan suatu kelompok orang-orang kearah tujuan-tujuan organisasional atau maksud-maksud yang nyata. Manajemen juiga adalah suatu ilmu pengetahuan maupun seni. Seni adalah suatu pengetahuan bagaimana mencapai hasil yang diinginkan atau dalm kata lain seni adalah kecakapan yang diperoleh dari pengalaman, pengamatan dan pelajaran serta kemampuan untuk menggunakan pengetahuan manajemen.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% white; color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Menurut</span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"> Mary Parker Follet</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"> <span style="background: none repeat scroll 0% 0% white;">manajemen adalah suatu seni untuk melaksanakan suatu pekerjaan melalui orang lain. Definisi dari mary ini mengandung perhatian pada kenyataan bahwa para manajer mencapai suatu tujuan organisasi dengan cara mengatur orang-orang lain untuk melaksanakan apa saja yang pelu dalam pekerjaan itu, bukan dengan cara melaksanakan pekerjaan itu oleh dirinya sendiri.</span></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Itulah manajemen, tetapi menurut <b style="mso-bidi-font-weight: normal;">Stoner</b> bukan hanya itu saja. Masih banyak lagi sehingga tak ada satu definisi saja yang dapat diterima secara universal. Menurut James A.F.Stoner, manajemen adalah suatu proses perencanaan, pengorganisasian, kepemimpinan, dan pengendalian upaya anggota organisasi dan menggunakan semua sumber daya organisasi untuk mencapai tujuan yang telah ditetapkan.<span style="background: none repeat scroll 0% 0% white;"></span></span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><img alt="" 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" /></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Dari gambar di atas menunjukkan bahwa manajemen adalah Suatu keadaan terdiri dari proses yang ditunjukkan oleh garis (line) mengarah kepada proses perencanaan, pengorganisasian, kepemimpinan, dan pengendalian, yang mana keempat proses tersebut saling mempunyai fungsi masing-masing untuk mencapai suatu tujuan organisasi.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><br />
</div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">A. Fungsi-Fungsi Manajemen (Management Functions)Sampai saat ini, masih belum ada consensus baik di antara praktisi maupun di antara teoritis mengenai apa yang menjadi fungsi-fungsi manajemen, sering pula disebut unsur-unsur manajemen. Berbagai pendapat mengenai fungsi-fungsi manajemen akan tampak jelas dengan dikemukakannya pendapat beberapa penulis sebagai berikut:</span></div><div class="MsoListParagraphCxSpFirst" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;"><span style="font-family: "Times New Roman";">1.</span><span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Louis A. Allen : Leading, Planning, Organizing, Controlling. </span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;"><span style="font-family: "Times New Roman";">2.</span><span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Prajudi Atmosudirdjo : Planning, Organizing, Directing, atau Actuating and Controlling.</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">John Robert B., Ph.D : Planning, Organizing, Command -ing, and Controlling.</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Henry Fayol : Planning, Organizing, Commanding, Coordinating, Controlling.</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;">5.<span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Luther Gullich : Planning, Organizing, Staffing, Directing, Coordinating, Repor-ting,Budgeting.</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;">6.<span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Koontz dan O’Donnel : Organizing, Staffing, Directing, Planning, Controlling.</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;">7.<span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">William H. Newman : Planning, Organizing, Assem-bling, Resources, Directing,Controlling.</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;">8.<span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Dr. S.P. Siagian., M.P.A : Planning, Organizing, motivating and Controlling.</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;">9.<span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">William Spriegel : Planning, organizing, Controlling</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;">10.<span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Lyndak F. Urwick : Forecasting, Planning Orga-nizing, Commanding,Coordina-ting,Controlling.</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;"><span style="font-family: "Times New Roman";">11.</span><span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Dr. Winardi, S.E : Planning, Organizing, Coordi-nating, Actuating, Leading commmunication,Controlling</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;"><span style="font-family: "Times New Roman";">12.</span><span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">The Liang Gie : Planning, Decision making, Directing, Coordinating, Control-ling, Improving.</span></div><div class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black; font-family: Wingdings; font-size: 12pt;"><span style="font-family: "Times New Roman";">13.</span><span style="font: 7pt "Times New Roman";"> </span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">James A.F.Stoner : Planning, Organizing, Leading, and Controlling.</span></div><div class="MsoListParagraphCxSpLast" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 13.5pt; margin-right: .2in; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0in;"><span style="color: black;"><span style="font-family: Wingdings;">14.</span></span><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">George R. Terry : Planning, Organizing, Staffing, Motivating, and Controlling.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Dari beberapa pendapat para penulis di atas dapat dikombinasikan, fungsi-fungsi manajemen adalah sebagai berikut:</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Planning</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Berbagai batasan tentang planning dari yang sangat sederhana sampai dengan yang sangat rumit. Misalnya yang sederhana saja merumuskan bahwa perencanaan adalah penentuan serangkaian tindakan untuk mencapai suatu hasil yang diinginkan. Pembatasan yang terakhir merumuskan perencaan merupakan penetapan jawaban kepada enam pertanyaan berikut :</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">1.Tindakan apa yang harus dikerjakan ?</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">2.Apakah sebabnya tindakan itu harus dikerjakan ?</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">3.Di manakah tindakan itu harus dikerjakan ?</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">4.kapankah tindakan itu harus dikerjakan ?</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">5.Siapakah yang akan mengerjakan tindakan itu ?</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">6.Bagaimanakah caranya melaksanakan tindakan itu ?</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Menurut </span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Stoner</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"> <span style="background: none repeat scroll 0% 0% rgb(246, 246, 246);">Planning adalah proses menetapkan sasaran dan tindakan yang perlu untuk mencapai sasaran tadi. Organizing</span></span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Organizing</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">(organisasi) adalah dua orang atau lebih yang bekerja sama dalam cara yang terstruktur<b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246);"> </span></b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246);">untuk mencapai sasaran spesifik atau sejumlah sasaran.</span></span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Leading</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Pekerjaan leading meliputi lima kegiatan yaitu :</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">•Mengambil keputusan</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">•Mengadakan komunikasi agar ada saling pengertian antara manajer dan bawahan.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">•Memeberi semangat, inspirasi, dan dorongan kepada bawahan supaya mereka bertindak. Memeilih orang-orang yang menjadi anggota kelompoknya, serta memperbaiki pengetahuan dan sikap-sikap bawahan agar mereka terampil dalam usaha mencapai tujuan yang ditetapkan.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Directing/Commanding</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Directing atau Commanding adalah fungsi manajemen yang berhubungan dengan usaha member bimbingan, saran, perintah-perintah atau instruksi kepada bawahan dalam melaksanakan tugas masing-masing, agar tugas dapat dilaksanakan dengan baik dan benar-benar tertuju pada tujuan yang telahditetapkan semula.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Motivating</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Motivating atau pemotivasian kegiatan merupakan salah satu fungsi manajemen berupa pemberian inspirasi, semangat dan dorongan kepada bawahan, agar bawahan melakukan kegiatan secara suka rela sesuai apa yang diinginkan oleh atasan.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Coordinating</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Coordinating atau pengkoordinasian merupakan salah satu fungsi manajemen untuk melakukan berbagai kegiatan agar tidak terjadi kekacauan, percekcokan, kekosongan kegiatan, dengan jalan menghubungkan, menyatukan dan menyelaraskan pekerjaan bawahan sehingga terdapat kerja sama yang terarah dalam upaya mencapai tujuan organisasi.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Controlling</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Controlling atau pengawasan, sering juga disebut pengendalian adalah salah satu fungsi manajemen yang berupa mengadakan penilaian, bila perlu mengadakan koreksi sehingga apa yang dilakukan bawahan dapat diarahkan ke jalan yang benar dengan maksud dengan tujuan yang telah digariskan semula.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Reporting</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Adalah salah satu fungsi manajemen berupa penyampaian perkembangan atau hasil kegiatan ataupemberian keterangan mengenai segala hal yang bertalian dengan tugas dan fungsi-fungsi kepadapejabat yang lebih tinggi.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Staffing</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Staffing merupakan salah satu fungsi manajemen berupa penyusunan personalia pada suatu organisasisejak dari merekrut tenaga kerja, pengembangannya sampai dengan usaha agar setiap tenaga memberidaya guna maksimal kepada organisasi.<span style="background: none repeat scroll 0% 0% rgb(246, 246, 246);"></span></span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Forecasting</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Forecasting adalah meramalkan, memproyrksikan, atau mengadakan taksiran terhadap berbagai kemungkinan yang akan terjadi sebelum suatu rancana yang lebih pasti dapat dilakukan.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: -.9pt;"><b><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">B. Tingkatan Manajemen (Manajemen Level).</span></b></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Tingkatan manajemen dalam organisasi akan membagi tingkatan manajer menjadi 3 tingkatan :</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">1.Manajer lini garis-pertama (first line) adalah tingkatan manajemen paling rendah dalam suatu organisasi yang memimpin dan mengawasi tenaga-tenaga operasional. dan mereka tidakmembawahi manajer yang lain.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">2.Manajer menengah (Middle Manager) adalah manajemen menengah dapat meliputi beberapa tingkatan dalam suatu organisasi. Para manajer menengah membawahi dan mengarahkan kegiatan-kegiatan para manajer lainnya kadang-kadang juga karyawan operasional.</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">3.Manajer Puncak (Top Manager) terdiri dari kelompok yang relative kecil, manager puncak bertanggung jawab atas manajemen keseluruhan dari organisasi</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
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kqxFpK1UJyV4hCQQACPAN4GeBuVsJE8QnIIydkoHiF5q9EGSRSkEDKBkAmE5G0gaQNJhEpYSd6Cc1aSt1FJG0jaqKSVTFgIzkJyVsBZIW+FvJma9ioZipSN4ae1IkAbSpiVZhGasQDQgOMNsbgZJ+wUcFIACYWr/IFr1TUnbty4UVHe0tMzls0qui7IkqwomqZpiqqIslE6WlYUVdNUVVPUmf0KNHXudmff8IzL4TuN7wS1fKm3f+VPyOk93yi+FLUYcUaqJqu6Yoimq6quiJI4lZ2ayExlRUGUJEmSRUkRZE3WdUHX0+NT7eFYfuWdj/POnSkotrV3d3PpAMXYI3E0hjsIykFBB2AckEEBjQDaBhgUsnaaszO8neZskDUEhSxKcyhkbYC1AQaFnJ3h7SyPMpwVMlZAG3xjpmAjQZkpiMxavWjWSjNWyBgRAWZAWyCN0CzCsNYZWrIxHMry1hlVxsawCM3aaA6FPAp4G8UhJGvwhwWnrQSDUgkHTDlgwk7xKMmjBI8SCZRMoARvI3gE55A4a8M5lOAdVAIDKQeVdlApB5W0kwmUSKBk0jhEKd5GcjaKs0PeDnn7zD+IUDQCGATQCGRskLHRLDJNM9Ayrd7RKKQdFHSQpJMg3LH4badr//nzB8+dc7W0CJqm6/pEJpvJCqqqakaZZEHIZrOCIIgG/auqoX4a1XgU7cvuCJrDDxAPjVoeSBJzdom4t//+BOBvadA5fI2YYR6DWrQZ4/xs/XZJEg0vi6TIsqKIkpzJShNZyaCWbpy8Xn77o8PH9546V1hnboqRkYGRDj7tA4wHMG5AY0aAL2DsgEEpxkbSNpJGKcYOWJRibARECIhSjANydsDaSNrwijsg54AsQgBznLASFErRDsjYIYMC2kYChKBQCjog46BZFNKG08IGaZRmUJpBaRalGcOHgQA4V2yQRiCNAIgA2mZEAFMMChg74DCQcFCcDYdIHNhwBiVZlKRRnHYQLEZwGM45CM6Bsw6cxQjOSfJukHSBpJPkMJJ3kkk3SLtBykkmHATvwHnjBDdIOknejtNoHGAk64K8k2IdBI0SwE5BB2AwmjVIF4W0bXpgEAHQwbBePullOFs0hkYiTQCaWtsOXry489gxE4aNC4KmaROZ7MTUlCAIiiwb5cRURRVFURAEWZaN2OS5MWMPe57l8PDxXaEWbbooumzMzrnZWF8kJyunkXw/MHdH4Zn9VzRVmd4PUZU1zchfkQVRFCVJUVVRVicFeUpWU2PjjU73zqPH1+7Yc+LazTp3oClKdPPpDj4dgJwLp5wEcEPWBRgUp1CcclAMBnk74OwkYycZjGKdFItRjJ2g7QSNUSxGsRhpHAIUp2xxEsUpjKJdkHVBBqNoBzndbycojIQYoB0UtFHQRkGUnElbAbQd0CgFbARlIyl0OiEG2kgKIUiEoGazXmwksJEApaCDoh0k7aQYN2BdkMVIGsWBHafsBHSSrJvinATjJGg3xbpIDsMZeww64hDDGUMccdoRpzGccRIMhk+3XQTrJFhnnMZi0BGDzjjjIlg3xbkpxklAjAAOAjhI6DCGB6Ad0k6Ws0PGFI03hqMoTrooaI/GHJFoEwnRzp7L5ZUHz5w7dyMfcXlImp3IiJKiCIIkZkVZkjVVMyLHJEkydlWTZGlu+uTDnmc5PHw8HGqZVURme1RVlSTJULFnYexMZEzZP/2ZX5yEvuxoc3T1dWKGWrQZH/BMCWNpZsspXdP1rCiMjY+NTYxnRUnR9YykUnyy0eHadfj426vWbzt0vNbtD0QJS1unPRjqHRgJjUz4IOOIER7I+lneDRgPzbWkBkNTAilroYlMgEt5ab4tPdQ5ONqcGHBRjAOHfibZOTjqZ1Om3ggaifcOj+CZbEf/oJMA9hjhZ/m+sfHQ+GRLKu0GjAcyAS7RlEgFEik/n/RzCR/L+/mkceimWYyCTkA3p/p7J6aigtQ3mekYGmlKpr1swsNwgUSqbWCofXC4OTXQlEy3pPpbUgMBLuFjeD+X8EDGjhMemg2OTHQNjaFRwtQT8jOJ3tGp4PBEW2qoJTHQnh7uHhrvHhpvTQ42salmPt3E9/sg74V8gE01MSkvybYyqejYVHhk3Bkl69t7sBjZmR7sHhxt5pL2OImRoG1gqHNkzEkzjeGojQStA0ORyUzP0LAjhlv6wm2JVGx8optPeUIxrDNYWFO/fvvOlR9sLKmsHhyZ0HVdkdWR4ZH+dP/kxJQiK9msMDY2MTk5JUuyoiqfpSep6myk8szv537JBYv9wPHQqMUoDKUoitEjy3I2m52amspkMnMJZmZ7ImVuDt39pSa+3poT2n34Oq/CXzPmUIsRWKTOFNadSWVRFFXJisL41MTIxPj4VEbStNGM4PA17Thw5OW333tr5bpDF6/V+5qxYKjK7Su0oBVuv6W7zxHFa1o7rjZYzt6puWnHkHCsle/3kLCmpa22rcMZp6y90XwbdqnOVOLyI30xFwGRUKzC11yEeSr8LXVtXQ3tnXUtbXeaWqsCrdXN7Q0d3daePnOwr66jq7K5rSLQUtXaXtfZXdPWWe5rKvc317R31XR2lze1FHt8pf6m6vbOxp6+uq5gZUtbY2+oiU96abYs0HzZZLnl8iDReEsq7SDIQpf7JuZEYjEHSRa63RfqG4q9PiQSc5KUqaevxOsvdLorW9rutHUUubwFDldlc5stinshi+FUXWewItByp7Wjobu3obu3tjNY1dpxu6m1PNByp6W9oSOIBENob8jc2V3lb7ntCdQ0tdW1ddxpaqtsaq1p76rp6CzzN5X4Anc6uup7Q9VdwYrmttv+ppqWVlNXjynYV9PSXtPUgnb3NONUG04W15uWrf/wD/MX7Nh3wBNoGRgazorS+PjEwODw2NhEJpMdH58cHR3PTGU1RZuzC6imKaomT2fwT3ON/mDJUcsPGN8JatE0TZblTCYzPj4+Pj6eyWQMZUWewWx7VgEXRfFPU87nuW3+bI8+h1pyfp2vGbMLiaqqyvQOu8Z2IKoqy7IoyaKsyLKmiqqSVeTxTDYxONza05t39fo7K9cuWbfx2OUb1ytrL5RU5NeZ6gLNZQ7n6dKKSzUN9W1dVf6Wk8XlB27cvNpoNvf0uWJkEerce/n6yZIKS3eooa37k08LPjx26vitMlNHTweftvdFL9U0XK5ttHT3mbt6z1XW7L+Wf7biTrHDXe7230Ts56pqz9yuvtpoybc5rlts1y22myh23Yqeq667UNd40+7Mt2PnautP3q662GAq9viqWttv2OwHC4uOlpaX+ZvutHWcranbeyP/ePntEp/fGo3cbm05Wl7+SUlxsd9X2d52prZ2783803eqK1vaHDhZ0dT68c3CvTfyK5paLKHIhfrGnVevHy4uK3S6azq7y/xNeXdqDxeXXqhvLMDcN1DHFbP1qtV2xYKcr2+4YrIUOz1FDtf5qtqzldWlTl9DR1eF13ehpvZYSdm5mroyf6DU7ztWXn6wqLjEH8AoUNsdPFl1Z8OZszuvXS/x+s09oct1DYc+vVmE2Fx9IWtL2/WKqgN5Z9d/tHPZ2vV7Dh5qROzpoTFd1xVNz2aliYlMNiPKsqoquiZrM3teapoRljFb0jJHLX+teAiFXrQ5ZYhm125ZlgVBmJiYGB8fn5qakmV5dnGf+0ZFUaQZzNLS7GfKsmy4Fqe9i/f5cubagmeHoc1x/8wdp/Hqn7DF5fClMc0rxpOFpCrS9L7rmpGYL8qKJKuyqChZWRE1fWgy425tP3L23DsrVy9as/70jQJXV4+jo/tiWcWFsgprR1cHxwco4IzEXFHcHcVd0biPBC0s56OgIxRxRmLNkGnnkk2ADVB0M2QCJPRECXc47osS3ijhCsddUcJP0n6SdsVILIJjEdzWF2ns6jV196KRuIsATpxy4pSLAG4Suqhp8UDGS7MeyGAEZYvGbdG4A6c8gJntQWO4G9ABLuEGtKk3VN3e2RDsReO4E9IYhFacsBGkh+M9LGeN4vXBvsbeMBon3ZD1MpyHZr0M15RIB/iUk6KRKI5EcTROOgjghoyX4V2AQaJxU1/EGok7CAojKTSGW0IRS1/YHo27CNJNUo543BrqM/X2mEN91mjEGg3b4hGMIj0c60vwHo51AAqJx8yRcH1PT01nZ2N3j5sgAwCiPb21/kC121vv89e5PWdvFry9ctVLby385OTp9p7QeEaQVF2UtKmMJImKQRHKnDs57UhT79qUMkcnf4X4lqjlfuPSLHPM5RjjUBTFTCZj6C7ajCfGUFnugSzLc984XXp9JiZSv4/G9DkK01xznD6HSOaqOzl95WvGtNlkeit6TZMVRVJlUVUkTVU0TZVVRZDljKxOicpoRoxA+mZF5apNm998f8WOo8drnZ4gw/kj0UKT+WZDo6Ont5PjWxm2nUu0cQlTe+fp0vIPDh9dvf/gvstXi+1YgIShgaHuRNobI7wxoptLxgZHu9hkJebZnXd+8catb2/YvGz7ri3HTl6orEaCfZ2J/o5Evx8wbgJ6SbqFTbRyyQDk/BTjZ3g/zblJaNCMj+ZaEqkWPuWDrJOgnDgVYBOdA0Md/UNewDjihIsAHgq6CMpD0R7A3GnrOFV550hpWZHHaycIF6RdgPYyvI/jPZC1xXBTXxiNE23pweDoeGuq30OzHsj4GM4DWYwEaIxwkrA5mW5ND/hY3oFTDpxyAdoDWYPhXIB2UdBLQz/LBFjGCykniWN4HCNxFyCdkESJGIpHnYDwsNBFUw4KR4m4m4Gt/emWVMqBxy29fW6CbGFYP0FaOzqrvb46vx/t6LyDYfvPnn137dr31q0/efFyoL1zLCOqui4qmqLqiqIJgjg1mRWy0oxZzHjKU1TFKAuT01T+SvFwaojNHs6u+4avZXR0lOf59vb2qqqqgoKCqqoqv98fDodZlh0eHhYE4c9+vhEOMGsuu8cfM5fhZpWY+500f2LMOXwuPmfNuLd71teiyqoqqTM7ESuqbLCNpKqKpk9Kamc4ernw1spNW95euXrXsZO1Lm8Pm+jmeKynt9rjrfH5sVC4g+O7kqkWmsHCEXNnV4kD23js+K9fX/Cr117fcPhoqR1zh6MtJPBGYq6+sC8ca4mTzmDfhbKKN9es/9Hjv/ifP33kubcXn75VZA/2+nGylebCw6PxianeoZFmyDrCUWt3L9ob9uBUC8u3J1NtiWRwcCg2mYlNZoKDw00M5wO0D9DNLN87PEJkxdhkpiPV355MhUbHu/sH0VCkvqPLFoo4cdLaF65pb69ua0VCfS0c38YnnXHCGSe60gNEViQFKTQy1pZI+QDtpWATw7XyyY5kuiPV39U/GBwc7kim3QRlC0Uc0XgTzQYHhkIjY13pAS8Fkb6wuafXHosGOKZzMB2eHCNlARezPSNDTRztpanmFBscGwyODQYSjJcGHUP9kcxk3/hYe39/E8d7ALBHY/ZI1B0nmiDdSjP2YE+RxVpgMjmCwU4ampub9p858+q77y5cvuJ6UQmdHpB13RBR1rKClBVEWVa0WVKRVW1Ga5lLKobNTM1Ry18HHppBTLs7rEtRlEwmMzg4GIvFamtrd+7c+cYbb7z66quLFy9es2bN9u3bP/nkk0uXLpWXlzc0NDQ2NtpstpaWlkgkQpIkhJBl2VQqNTQ0NDk5KYri533vXG/NPYHOc90zc9WguZpNDn8Kn0Mtn1UWm9NvLEIGtUzbOGVZUVRV1xVdlzU9NTZxx4Ks3b7j5UVL1uzYXVDX0AEZamKym08gXd1VHm+l12vp7mqm6e5UyhOP17U0e2KxyMhIfWvr8j17HnnuuV+8/MrGw0eqvb42AD2hiKcv3IqTaEfX9arqw5ev7jh5at6yZf/y61/PX7mqLhDgBLGT4W9jnms19Rdu37lSXVdixxpa2x19YUdfuKG1o9zpLnd56lraGto6qnz+Mqe7yuc3d3Y5IzF3NI4Ee297fNfqG08UlRzOL7ha12Dr6evgky00647G0d6++ta2MqerFIG/mpQAACAASURBVHPWNjc7w+EmCjSRFNYXMrW11waaagPNDS2t5vYOc0dnY2t7jT9QjjkLzdb8BlOh2Vrp8pjbO2zBHnN7Z11zS02g6bbLU2hBCi1IlceLdHVjobAzErFHwmgkhEbCpmDX7YDvFoYWuey17c32aJ891lfd3lToRG/akQIHWoDZi13O24GAqTvowgk/gB6ccEXjfpxqBnQAp8yt7QWNpkKTydnbG+5Pt1Hkzdra9bv3vLVy1cbde8tq66M0m1U0RdczkpYRFVGaeTBTFEWSVUXVNcMwdhevyPp0nbEctfw14Fs1iM2251LLXK0im80ODAwEg8HKyspjx45t2rRp6dKlr7/++rx581588cVXXnnljTfeMChn/vz5ixcv3rx584kTJz799NPS0tKysrKysrLq6mq73d7W1hYKhSiKSiaTIyMjExMTgiAYJrL7xzOr6Mz6b2bdNkZnLlT/C+FB1KJ9LrVomqoosiSJWVHIiKIgy4qqapquS5o+khG748TFgltLN2x6f8tHF8oqsJ6+NprpSiSaITR1dBQ7HIU2W3VzMxaN+CnKFYvZenqaAOgZ6G/saN994cKC9R+8uf6DVbt27z6dd66ouBxB/dF4byJZ72/anXdm+/GT50rKthw99tgfXvz9m2+dKS5B2jtvmawHL13bduzU2r0HVny0+8ODR47euFmMoNVe/5mSsve2frRgzfpNR44duHx124lTq/fuX/fxwY8vXr56p/aWBblUWX3g0tVNR46t2bd/zd796/d/sunwsU+u3rjZaLG0dZha2w5cvPy7+a899frrJ/LzW0myg6brfL4zxUUbD32yZPPmN9euXbB61aIPN6zYsWPjJ4e2HDm8ZPOmJ1977YlXXlm84cOPz507kZ9/6MqVXadO7jp58vCVKyfy8w9curjl6JGNhw7l3SpyBHu6WK6uqfnwp/nrDx9auHnTC8vee27J4vlrV6/av++js3nrDh98cfnS/3r15efee3fx9m0r9u1bsW/fqo/377lw6RZid4WjTQT0RnFvFHeHYo7uUH2gpRzFbmNOW2dXM0m1UJSto6OgoWHn8eOvLV22dP2G4ura5Mi4qGnjgjSekTJZWZJVTdWnM/JnjAD384qc01r+avBwqEWbEycmSZLhWclms5lMZnJycnx8fGRkZHBwMJVKQQhDoVBra6vT6ayvry8sLDx//vzhw4fXrVv3wgsvPPXUU4sWLdq7d++JEyf279+/du3aBQsWvPTSSy+//PL8+fOXL19+8ODB/Pz86upqFEU7Ojooikqn00NDQ6Ojo5OTk4ZXRphTtcLw38wqK6r6Wcrxt3Ohvrf4LPj0btOXfpedfQaKosiiJGYEMSvIoqQqhu9F13Vd0nW6f6DR6d599MSSDzbuPX3O1hGMDY918ikPTtjDkZqW1iIHVux01XV0YHHcD6AfQD8AnalUVzpVgmFbT506WlBg7ew8U3jr8d8//bNf/frAhYttFAwmkpVO167TZzYdPnLo6rU1e/c9/uK8P7639EJ5RZHFuut03sdnL9R6fJbmtkOXr/5xydJfzHtp0aZNp4uK9l+89LvXFzzy9DMrd+0uQ+327uDVO9Xvbt7y/KLFK3ftPnT12ulbRZ/W1Tc2t3SxXC+fuFFT9+zb7/zTL341b+mykwWFJYhty+Ej//wf//m/H/3PQ5cukKPDCUEobGh4asHrf/fjHz/+/HOL1q97Z93ap19/7d9+85ufPvHEU/Nf/eUf/vB//fjHP/7lLzbu/7jChpSYTGs++ugnjz36z488snr7NqStFR8eMjc3rdu39/1t2yodjjaSPFVQ+OtXXv1//uM/f/r7p196f/my7R+9sW79M2+//cTrrz3y7NP/899/9t9//C///KtfLfxgw/my8ltmy/4Ll1ft2rfv3KVSxIEFI8043UIw3jCBBSN1/tYii70YsZvbOlsA3cUlWino7O27VnVn2eYtb61cdeLylfZwNDU2PjSVnRDkrKRKRs1qXddn3JaKqn5RaslRzQ8R3wa1aHfj/jAtURQNXpld4g2DleF4N2xlQ0NDLMvG4/FIJBIKhZxO55UrV/bs2bNv376bN296vd5gMIii6IEDB5566qkf/ehHP/3pT3//+98//fTTTz311LPPPvvSSy8tWLBg4cKFixYtev/997ds2XLp0iWn08mybDabNX4IxjAMphFF0RikYUPLUcufwxeglrkmUMNyIiuqoqqKKsuqKMlZSVV1PavrbeHohcLivSfzzt4qqfM1N1N0VyIdAIyHhG4S1rZ33UDQWw6npa/PA4AjjtujMQ8F2lOpAMNeN5s3HDt66Ga+pbvryp07T7/51i9e/OP+CxcdwR5XXyi/vmHHqdP7zl+4XFn14aHDP/ndk79b8MaN2jpfJHazvn73qbzNnxxetOHDX7/08o8e/8XPnvr9+v0H6nyBCrtjzZ69y7Z/VGq1gfEJYmSs2Ios3br9qQVvvrF23UcnTx27/umRazd2553dd/7C4atX39u89f999PG/f+TnizduqnQ4/dH46YLCR5959n8//vi2o0faSDI+OHixrOyRp5767//0T/OXLTv16adnCgqOXL504tq1swUFp/M/Xb5ly0+feOKJl+adKbjp6+u7jSArtm59/Jlnnluw4ExBQXxwcEzX3b29W48cXrF9+63GRltb++68M//14h9/8tvfzVu6bFfemYsVlXlFxedKyyqdzku3K15csvgfH3v02bcWnisuaY4T/kjsQmnFpk+OHr2WX+drbiWZIN/fyaR8UcrWHb7ja75pRm/ZMHNnTxNgAhTtjsbdkWhjS+uV21UHL146evlqucncFSeGs6KsabKmK5puePXVz6I+P7v1sqZKmipNR5p/5szP5Uz+gPEtUcs9h/ckOc4N2TJ6Zp0ihj1KluWpqanh4WFD4ZiYmKBp2ul0Xrt27fjx42VlZQRBZLPZeDx+5syZ55577je/+c22bdvu3LlTXV19/fr1ixcvXrhw4dy5c6dOnTp06NC2bduWL1++efPmwsLCUCg0OTl5TxyawW3GYGaDAr6FC/V9xoOpxfCdKLo+k/ZgZEUqqqKosqIqiqoosqxIkmxs9jUpyjA1UI2gB86cP3rleoO/pQ2yPhzYw3EsRgTYRHMiXd/de8WCFDicGEF1Dg4F+IQbQDcFHHH8dqB516XL89evX7Z795W6+vrWtnyzZe/FS2v2ffzups1Lt23fdvzE6VtF12pqjxcUvrxi5f/4t3/78ZNPbj1x8lx5xaYjR9/5YMOiDze+tnLVr+a9/A+PPvYPjz72yvIVpwpuHbvx6Rtr1r63dVuV08VMZYJ88kxxyYvvvveT3/7u16+8+ta69cs/2rFi5673P9r5wYGDH504+ebadf/wn4/+3b/+9KWl79+oqfOFo5dvVz4x/7V/e/LJnadPNxNED5+4XFn5/DuLfv7ss8u3f3S+pPRiefnpgsIzt4rOlZScyM9funXrz5566revzj+Rn1/t9uy/cOE3r7zyj48+9sxbC88UFwd5nhofr8Scyz/a8cbatacLC6tcrkNXb7y+eu3zi5Ys2bL94OWrl25Xnr5VdKa4pMhiPZ5/83evv/53//bTX7/86tFrn2LBPrSj++jV/KVbd247dvpmoxXp7A3gdCtM+AkaDcWqm9sL7c4ip7sh2OeBjAtABx73kkSAJLHevmIL8snFS0cvX0YCTUNTgqzrGUnJiookq7KkKrKqqdrM3deMigvSHJnejPI+ark/iDSH7zUeZqGX2diwzyoRzeTezz3BeJckSVNTUxMTE4b1jGVZDMMuX7586NChwsLCaDQ6PDzc0tJy4MCBefPmLVmypKamZmpqStf1kZGRVCrF83wikUgkEizLhkIht9uNIIjf74/H4+l0emxsbGpqylBZZkvLzNrrZkOZc/h8aPc/gs5Si6zr0y5cTVVURTZKsMuKLEmiIAhZQRQlTddlTYfJ/kbMc+Lq9X2nz12uuOPqjfSkBpsgh/RFzT1hL8239w/VdAWPV1Seq2uwx4nu0fGmRMrLch6aqWptO3SrePGuPfM/2LD+yLFPLbYmyHanBqzdvXmlZUu2bZ+3fMXGo8fKHFil17vz/Pnnli597JVXnnl3ybI9e7acPLnx2PFtJ0/tu3jpo9N5S7fv+OPSZc8uWvz6mrUr9+xd9tHOV1eufm/7RydvFVW5vaV27ND1G0u2bn/+3SUvLn1/0abNaz7e/+HhIx98cmjT0WM7TuetO3DwlZWrfrfgzXnL3j945ZqlveNaTd2Tby788ZO/33L8pCsSC6b60Z6+a7UN+y5e3n7qzJYTpz48cmzridN7L17eff7i2gOfvLxy9W9ef+PNDz48cav4ak39hsNHf7PgzZ+/8OIrK9ccuHq9tqnFGYrcaDCt2LNvwboPdp+/UOZwVnn8l+/U7r1w5YNPjmw4dGT7ydM7z5zdde7cR3lnlu/e/cyixb985dV576/cefpcoQkpRhwHLt1YsmXn4i07dp27fAtxuqJUG5sKQN5JwIZgqNTfXOwL1PT02gF00rSdJB143AdAR4K3dnYevXZ925EjhdW1cS4xLslTkiJIiiir00WQZwLEDH1F/Dxq0TRdzVHLDxbfqq/lnqwRfY6iIAjCrMflHo6Z9asbuSzG2wcGBnw+X0FBwaVLl0wmUyqVEkWxp6fn5MmTCxYsWLZsWWVl5eDg4MTEBMuyBEHEYrFYLEaSJE3T6XR6fHx8YmJicHCQ4ziGYRiG4TgumUz29/ePjIxkMhnDHHdPlmUOfxbGdfos6X4OtUiqKimyrMjG3+n7KYqCIGayoiArQ+NTWFPrkYtXNn9y+Oj1m5UefwCwwcHRlmS/NRyr6Qi6KCY4MtHQEzp4q+RISXldV0+ATzoIyo5THpqt6ezOu1Oz78bN42UVtzC3tS/iBYwXMK18qqt/EAmFr5kt18yWuo7O+s6uKybz4eKSoyWlpyoqL9TWVQaaPCRwRGM3EfRQfsHHV6+fKqvItyD5VlteReXxopLzd2ryLUihzX7DbL1cW3+twXTL5si3IOcr71yqqSt2OAtt9uNFpdvPnN+ed+7IzVvXG0wFFuTyndqbZqQ60HKkoOi3b73zs+f/uO7w8dq2zvZEf2Q8E58SApArxjxHCks+vpZ/tqq20t9S3dxxpd5y8Ebh/usF56vqSl3+Kn/rTcSRV1F9oqTizO2aGyZbpa/F1Nlb5W+9WNNworj8Sp25ob27meFbWR7p6btushwpuHW44Nal2voSl7vY6b5mMudVVp2quH2ptuGW3VXhbS53B24i9rzyqoOfFpwqvX3b3xKAXEdq0M8kHASoC/YV+5uL/IHqnh47hE6ORUnKHI7YYrEWnnNGY1eqa3acytt/9vxtKxJlGCMnQNJ0WZsuOGrcYkWbrrggaYohsqYquqZq08n6nym66r1m89wv7vuOhxB8bOB+s9jc5JJ7/DFGrr4R5WWcMDAw0NzcXFpaevHixcrKynA4nE6nW1tbDx069Mwzz7z66qulpaVTU1OapmUymZGRkf7+/mQymUgkkslkOp3u7+8fmEF/f7+hzTAMw7JsMpkcHh6enJycpbHcLP+C0LTpGh/qHFJRZhqCLE9mM8a2xIqqSJIgyaKqqYqmTWQFrn8g0NWdd+PT97dsW7tv/7W6BiyGB7ikl0uiJKzvCdV197ohGxwdd5Iw3+68ZrbVtHc7cGDHKQcBPDTnoTkXYIy6+i7AeBnew/IumnUzvJdPYjRrjsYbQhFrDHfSrJ9PBfiUh+YwEmAEaEmm+8Ynu4dHnSQw9Yas4agb0H6W99EcRlD2GOEGdFt6IDg82prqR6O4pS/ixCkfZA33j5/mmthEM5f0AdYVp7wEbOfToaGxnsFRNBQ9X1P//sefPL989dvbd52urLVFcR+T9DK8j0sG+JSfS3mZhJOi7TjAcOhnUu3pkdbEoJtgkT4CDZNNTKp3eLx7YNRNMKbuiLUn5orTPpDwg6SX5HwU18L1N7FJR5xEQlE3Cf0M5wG0g6CcFO1leB+bcEPOjgM0DjCScUPeBXgHQdtxyo5TLpL2AMZFQQ9g/FzCy3BINF4aaL5kQa7a7dU9PZ5EwpdOYTRtpwCKk0g03hjsrfAFTpWUrd6zb8P+g7ctSGpiStF1QddFXZdUVVIVUZYkRVJm9uORVUlSRVmTFM0whs4E9E9bzQwPzP3kkiOY7zEe5lZgnzd7tPtiyRRFMdQaw8mfyWTS6XQwGMzPz1+6dOkf/vCHZcuWHThw4ODBg+++++7Pf/7zZ599trCwcGJiQtd1ozSZYUmbDQmbmpqaLYWZzWYnJyfHxsZGRkZGRkYM49hcI1huin8RzNRw0RVNl1Vd0nRZ1yVVF1VNUnVZ0zOiMDoxPjk1JSuKrMqClBVl0bCNDGcyzb09FwoKl2z48OWlyzYcOVbh9bck+wPJNErR5hjREI6ZwjEkTmAkcJLQHiOQUMzcG2kMhhp7QrYY7oasn0t62KSDYm04tFOMm036kwPeRNoBucY4WdUbrgz21YVjdsA2pYfbh8a7R6c6h8acFF3d0VXZ1onEiab0QMfwaPvQaEt6wMvwGAVdgPFxCQ/NOQjgAkxreqBjcMTPJW0xoqEnZFRncVG0i6LdFBNgE01cys8kPBTjxAEWp+xRoqat65oFPVFedfL2nSK33w245tSQOYyXBNrKmjvqeyMoQbuZBAY4WxxYo6Qdh14mGeD6vTDpJDgXybkJ1okzWIx2RKEtRJqDkcauCNJHYDHowhk3wXkp3h4la9q7K1vazX0RD2R8bMLD8G6GdzGck+YwyDvphJNOOmDCAXgHzTsAZyMoa5ywEZQTMj6W93MJP5dwQwaJ4cWBpmO3q47crihpbnZxHMYy5njcRpAYZOwksMdJLEYW2V0bDh1d+MGHe/POOdo6UqOjgqZlVXUsm50UBUlRjD3BFFU2thCVVUlUBEkWJVm6yxgwyy45avlh4SEEHz+wX7vPBzObJ2/4PAwOMNwhmUxmdHQUQtjQ0LB169Z58+bNmzfvzTfffOWVV55++ulnnnlm06ZNTqfTyN4fGxvr7+8fHBwcHx/PZrOzFWLuCSKYDTuefWl2SLkp/kVwlxFM05WZhqhooqyJsirKsiCJWVHIioIgCoIkyJoiqsp4dipEkdfLSpdt3Dh/+fKNR45cN5mRcMTLJhyAtuCUjaSdDO9ieTsFG/siVW2dt5vbajq6LaEoEo2bQzFLOO4goBtyLjqBEow1BmwE7WISLjZpB6w5RjZE8YYoYcYpKwFQEtopGgOMl0s1p/p9bBIjoRPQLemB7rGJ4Phk9+hE59BIW/9gUyLt5xIehsNIYI3ELZGYDScxQDshYyeBNRZvDEcawxFLNG6Lkw6cwgiAEcCBU/Y4iUTi5r6IqTds6g2b+yKWUNQaiflYPjg62T40aokSlR3But4IglPWOGWJEZYYieCUjQA2nLRGCWsYR8IEGgWOOLTHgC1EIn2EPUJ5KLaZT7cmBgJMEosDa1/M2hezR0ksDuxRAonEkGgcjROGJje9OwtJ20jaRjIIyVgJ2opDG8WgFGMjgI2g7BTEaBYDtJ2kbDhpSFVn1/lG08nqmls+P0KQKIBWgkQp6GQ4B2RckPUxfF1718Hr+Ys2bl24bsOh85f8XcEJWRZ1fSSTmRCykqYquiariiRLoiRKsijJgiBmBTErydJsqKCx78s0u3wOHva8zuEr4uFTyz22r3tKsyhzah4bh5IkTUxMDA8Pp9NpDMM2b978y1/+8pFHHvnVr371m9/85oknnnj++ee3b9/ucrkymYyu6+Pj44bVyzBzGY76WYKZG4o2tzDMLM3MVir7di7U9xczWstnRaKMTElF1SRZFSXFyImUVSUrChnDMqZrk7IYpUFpXc2qbVueX/jm+n376poCwYHBAMs7KOhieX96MJAecrNJG0G5adbHJW63tB0tu336Tm1dd68bctYoaQ7FMZLx0Akn4FCCtuHQhkMbCRFiWlCKcbFJX3LAzSVRCljjuCUWN4Vjdzq6Lpusu6/nbzh95sPTZ9afOLXswCdv79j19s7dyz85vPvajQLM5aHZ4Oh4a3rABWkMQDsFUJJCcMKGk06a8SdTvkQSAxAlSCeg3TSLAeggAUZBBwlQgnSQwEWzGAUtkZiDoFrTgx1Dwy6ateEEBmgPyzsBgxIUSlBuhgsk016Wt0bjpt4IGiPdFOsBbAuf7h2ZbOH7q5rbz96pPVleedOGIX2RFj7VxCbcBHQT0EkANIojkRgaxx0kcJDAQUIHoB2QcQB2epNNkkYIaMWhjaTtgMUg62I4XyLlT6Y9HI+SVEMoXB0M1gR7aoI9lZ2dFe3tVZ3dDeGonaKdDGenoBUnrTjphKyfT2Fxstjh3Jl3fsGqtYvXbbhwszAYJ4amMhOCmJVlQVEkVZEUWZTEbDabmZrMZicFYUqWBFWdU29J1bTpfNoctfzQ8NB8LfrdOspcI9g9Tpe5moSRsT8yMjI0NJRKperq6l5++eW/+Zu/+du//duf/OQnjz/++GOPPfb444+/9957NTU1Q0NDqqpOTEyMjIwMDw8baZKGpWs2KGAutcx2GkYzo3M2EPkhXqjvPmarEM5u0zHDK9PsYlSWUjRVUmRBlgRZysjShCiQPFfeWP/hvt2vrVi2YudHN+pquxI8Pplp4hIOCvpT/W0j400DwwgOaoK9HpYLTWUskdjhkrJDJWXVnUEvk0DjAImSHjrhYZIoDi1REokDJA7MMdKKAwfknEwCo3kH5DGaxyBnB7QDQJQE5kisyBvYefXGs++v/h+P/tf/8ff/6//80T//37/81Y+f/8NPXnjx/3vuhUdfW/D2jl1nqmtskVhb/2DH4FBresDDsBgANhxHcaIpmQxnsz1Tkx6WsxGEl+dbBwabUmkvz3t53sPxLobBII1B2oYTplDYEo66AN2cSDXxqQCX8HOJAJ8MJFI+lndStAtAP5do4pNehvOzfFv/YNfgaHtqsHtgqGd4tLG7Z8fFy799e9G/PvPC/PUbLtc1dKTS4dHxNj7lAzQWJ9FoHDUMhoB2UBAlgX16E0zmsy2cSRohaMTY15mEdgpikPFwvC+RctKsKRKt6uyq7OiqCfbUhyON0WhjOGqO4Q7IuljeRkFTFLfgJAYYL8M3sYkAZMtd3q3HTr6xYs3qLdtvlJa394WHxiezsjYlSqIiy4oiS5IgZKemJjOZSUnKatN1XmamjaoqsqIp6v1BYjlq+b7j4ZSnfKD567NHmRk6mVsPxvDkT05OGo4QI/64qqpq+fLlzz///PLly7dv375o0aInnnjiySef3Lhxo8Vi6e/vn5qaGhwcTKfT6XR6cHBwNgl/boSxNieVby7rzNWcclrLAzHn6VNVtM+CSueoobqqasrMa5quS4qcEQVJ1zKKQnBshalh/a6dLy9dsmbv7iLE4iNwD0HaY7gdJ1ECoCRESdpG0ZYYaY7G3SzfNjSM4GS+y/Op090QirhpzkmxGEG7AOeCvBPyGOAwinVQrJ36bElFKdYOOAfk7BRjIyiEIO0UdNGsC7KWcOw64nhnx+4f/e6px+a/fqSouInlOtLpMq9vU96Zp5ct+/XChe/t2XupocHU09sQ7DH19XoZJsDzaDxe09FR2dpS3dlhCvWZQn3VXZ31PUEHSToB1dDbUxLwF3jcFa0tlmjEwzA+hnGRpD0Wt/aG6ju6KgJNRU5nsdtT3d6BRKIOnHSSFEZQtkisvrO7MtBc7vFVNrWYunuwaNQS7LlQXbNkx67/+OO8Hz/19Jsfbsw3m9s4zk+CCrf3WkPjp1aktr3dDWETn/QwHAZoY0NlO0XbwexFMIRFKcaKA0uMQHDSTkEnzdgpaI0T1jhujRNWnKzp6fvU5blqxyo7u+0042R5G6QRyNgga6dZGwmsUcID2PDoRDuXutlo/WDfwYWr1m7as6/gdlVPnBiamDI2XJIUWbrbKnDP/Jlr9M5pLT8wfHvUMruI38Mrs3qDEQM2t9rKrFNEURTjBCODUlGU0dHRcDhcXl6+e/fujz/+2GQyhcNhFEV379794osvLly48NatWyzLGjn8PM/P+lrmbiz2QMLIzekvjnvWgLlZ1bOMPf2aqquqJspSRhQmhayoa4OTExaPe+vBA68uW/r+9q1ny0rtob4ATZt6+mo6uy0x3EHRdopxABaDvBWn6vvCNcHehlDEGifsFHRABqWAORJv6I1YwrgLcIHkYCA56AS8JUpaYxQGOYzmEQJa4hRKMW4uFUgP+VMDLoaz4oQpEkMJysvyLsCUeAPv7z/4r8+98OzSZUUObEDXR3TdjRMHPs1/ee3aX7/55m/ffufFlasWbNq8dO++kxW3HXHcRVKnK6v+uGbNv77wwourVh8uLj5eXv7a5k3Prli+8Uze4eLilYcO/eKtt/7l+edeWLP6xO0Kezzmp2k/gF6SuonYlu7e85Nnnv37R/79X558at7qNfs/za9sbmliuQDDXmlofGXt+n989LH/9bN/f/yV+av27883mbBQ2NrRea6sfNHmLb99fcGyHTtvu9xNBHHxduUL7733D7/85Y9++9vnVyw/UFhQHwy29ve3DAw4adZJsxhkHZCdMYUBKw4MaxhKMQg+7cbHIOPhEm6WxyBjI4E1ThQFmvcXl+64kX/FjllICgGwLhpriBMIxdhpDqVocwR34KBrYDgyMtFE0jdqGtbt/vit5as+2LGr6E5NhAJZRdF0PSuK2Znf7NxnuJnf/l1Pk59HMA9zfufwF+Dbppa5k2l2iRdFcWpqythi0ojdGh8fHxsbm80vMeqMTU1NGfQzOjrKcVwoFKqurt6zZ8+BAwfcbvfw8HA4HM7Ly/vDH/7w0ksvXb9+nabp/v5+iqJYlr3fjX//XmGzU/meRm6Kfx7mXB1N0zVVU2ajXeDsIgAAIABJREFUS2VZlgRRlmYusqZPTEwmU+n+oaFJUcioaoxlzxXcnL982cIP1l2+c9sVi/gg5cDj5kjEHInZSMpB0ShJ20kWAxxK0eYY3hCO1IciNcG+O509NcGQKRy3RElLhLDGKAfJuOmkm0naSdYcJS1xysnw3kS/m0shBKwPxRrCOEoxLjbhpFmUBAhOOijoBLQtihc63SsOfvKTZ5//12efW7pz94nikuOFtzadOPX2lq2vrd+w5KOd6w4dXn/4yHv/P3vvFSTHdaYLPm/s0+7DjYmNiZnZnbk70qxmFJJ2ORIlSqRIik40ED1B0YCgAw0IgTCEI+EIEiDhgQYI7xqNRvvuqvRlu9p3o31VZebxmVlVbYG25WsfTnWxCUozEzfikhKFP050VCWyshJZJ8+Xv/m+f8OmZ1evWbN3/yWPL2DCus7uP3z2+U8eefS2x5a8vm37a1u3fe/ue/6Xf/rv37/n3ufWrt1w5OjH587vOHN23eHDaw4c2H/1qqu7p0LzvbN9529fefXldRvW7d2/Ye++9z759A+7P/vk3IXL/mB9Z9dpQdh5+vSGgwc37T/w0YFDK3d+/OKatRv3HxC6ultNcKyq+vn3Vt773LOvrFt7uKLiXFPTB5999uw7b7+y4YMNhw/vunDhuCg09PcGGA3atgdTD6YqJLKJJRPLgCxyXKiKmIqIaABXOOqK6CrEATsWdOIewtxR40JL22c1dZ9U1ZxpbhEAUqjlNlGTAV0mFgCRIJFMrJjQB0mHHR8ev94B8PkG96oPtz3x0itvrVlX1egambyeyxfm5lNzc8lUKs17t+RyuUyGZy6zuVwmm83ki4pivJ3CLWj5Ttk3Ci03JVFKOXOOHDdu3OBwUgKSdDrNP1tq8MU/Pjc3NzExASFsbGz88MMPt23b5vF4HMfp6OjYsWPHAw888MQTT5w7d86yrLGxMQghpXR0dHRycrJUhVzirJTO7SbYuylAd2uK/1H7KrTkeI0pl3DJpDPpZCqTSucz2Vw2m0lnpqemx8YmJm7cmJieMWzbHQxsP3zozc0bt31RJvT19IzEmhlptljH+HgoPiIaoGEw7I6Yikk1yFRAZIB8lu1jdnlb58cVVZ9VN9T0DPppzIMsycCKSVSTKoBKCyuph9gBO9EcG/WzmGRiVwS4IqYQBbKJvISFYom2xGiz5XgBvtLa/ubHn/zzXfd87657Xt/y0eGqmsNXq3ecPL35SNnOk6eP1dRd1nyXFM+ecxdX7dq96cDhq74gmpmdKBSk/oHXPvzot6++vvKT3at277nz2aX/96/uvOu557eUHZMHBhOFwnSh4BmOrPl87+rdn9UEW07UNPz7bx/9p5/9YufxU2B6NlEoDIyO+yK63DfgDUddPdfKaus2Hz7y/p496/fu27D/wLK16375u8eXvruyLhgccJxzTY1LV77zi0cfve2B+3/+6MMPv/ziGxs3lFVVdjHiFAr63HyQUjmqS1FdNqGGiIaICokCCc+yKJBqiPGooGRiyYQKxB7CfMz2MVvDVDRAUzjaOBxpGBqu6Ruo6R9oCEdFSFRma8yRiS0iJkImY0vDtgaJFDE9Oui04n1OIjgUPV5R9fr761588+39x070R4ypuVQyk8tksql0NpXKLApAZHK5TD6f5b3g+MjlMreg5Ttm3zS03OS1lF6UOkumUqnSDnNzc7FYbHBwsLW1taOjY3h42HGcmZkZfpyRkRFJkrZv375p06aKiopQKHTlypW33377jjvuePzxx8vLy8fGxmZnZy3L4t1cJiYmpqamZmZmuDO0+MRuaspykwdzC1pusvyi7NSXv2khlytks3merS/6pPlMNp/OpObmZ6amk/PJfKGQKRTs8XEx1LzvzOltR4+UVV9t7O5sJihkUQ2C5pjTOzPTPj4h6KBuICwZmKdPZAMJUdPLrKATv9Ta8dH58l1Xquv6hprtERVQIQJUQDXEZEBFA3Fo0bClYiZDomLms+J+K6FhW4FEBcSDqY9aLbFEe2I0ZMeqOrqWb93xj3fc+fMnnj7lEkkqQ1LZHifRbEJ/xAiEDfnawCXZ89GR469v+vDDI8fk3gE7mdLHxo7W1j+8/PW7n/v9qk/2rN938LevvHbXM0vf3bnrssffSSyWzsXyBXfXtT/s2rPm08/rmtvOu+XfPPfCj37zwK6TZ/oTY/qNmVZElIFhdTAcNGB9e9eOU2efW7X63qW/v+vpZ379zDO3/fbhf/nVXS/8YbWnt4/MzFQoypNvvvEvd9zxDz/+yQ9+9cvfvvTie9u3H7161dXV1YJQq2UFMNZMqBhABahYHoaZhpmKmGRi0cQKhxbERBO5dVNFpDmWaBsdD8VHVIgbhyN1/UMNQ2FXRG8K666w7jaACKlMmEptlcU1K6HSuIIdBVoKoIoO1SjwRkHQQCEDNYba958+v2nXns+OHhe8AWg5c+lMLl9IpbNz86m5uVQyWXRZFoTmctlsmo9bXst3z77Nfi35ryq4lDwYbjdu3IAQSpJ04MCBrVu37tmz58SJE+fOnaupqWlubh4cHOzp6SkvL3/33XefeeaZlStXct3JJ5544s4771y+fLnL5eLFxzdu3IjH4/F4fHJyspRrWVw78PVc4uLTLkHgN3Oh/nzsT93e+a96nAuXrtiWJVfI5vIZXneazaRy2Uw+m0vNJaempubm5jL5fDKfB/F4heDetHfvliOHL/u97Y7dd32yJR5zR6ON4bCCsIdanHvhQZYX2xpkCn/KRlgGqOpa32lv4GyguWFw2IOZBpkKqAYZr7LlyRUJEJXaGnMkSBqjZn1Yd+lQI3bAjnupLepm/eCwGDW8iDT2D+25cvWB19/8P2772W1Lnvj0wuVmQNqpEzRx0MRBA3nDhrun/6Lq2/bF6Vc2fvjmRzv2XLh8TlT3V1S9uH7Tjx54+CcPPvLMu6ufW/n+j37z0D/8f7ff9dTSzQfL6kIdbYCq/cOfnr7w9NurXtv40XlRvSh5Xnz/g7ueXvr2jl3H611nRPVAZc2usxcPXq297Gvee/nqkhXv/vLp597eseuUSzgvK5sPlz3+5tsvvr/ueE39ZdX77vad//KrO//bv/w/v3r8ia1Hjp4XxE9OnV6+ceNLH3yw7uCBY64m18BggNAgtXzU0hBRIK/ARhKPYiGqYKYQS8ZMhEQCSDKhaICi+4KplzANUVEHld19xxVvmey50t0vI1slMQlaMnZUGldITIKWYGBBh4qJPCZWI6YvCtoQC+mgIdhy7HLlp0eOn7h0OdR9bXxqNpnNzyRTs8nU3Hxqbj45Pz+fTqfyeY4uuVwunc2mF5yYW8n875R90xVi/Dm39JbXfXFFfc6N5ymQdDodi8U6OjoqKyuPHTt2/vx5RVEaGxu3b9/+/PPPP/fcc8uXL1+2bNnTTz/90EMPPfLIIy+//PLKlSvffffdt99+e926dWVlZV6vlxDCg2xjY2Ojo6NTU1MlZ4V/L08wFr7K//8KVXhh4zd5lf5M7D+4z79+2+c47zqXyeUynF2dySRTydl0Ksll81PpdCaXTeZyY9Mz3dHoyaqqDXv3bT95orKlJWTbrfG4l1B31GgMR10GaDJg/bBeOxhuGIiIUejFdsCK+y1HRUTQzYahcMPgcMPgsCsclU3kJbafxLzY9hHHv8CRdOnQw5zOG1N9c/Oh0dH6cPRq36BgIq8V8xBLNqE7oktRo6Fv4JPLlQ++8dZ/+39v+1+/94MfP/r4moNHarp6OK/eqwNX72BT74AWMQOANHT3flZ+9bnV637++DO/ffXN9QeOfHT89IvrNj3xzqo3Ptzx8vrNP3308f/9+//2v33vX+9Z+vKu0xeO17ne+3jPTx978nt33vPoaysOXqnxDOuu7v6Pz5xf8tbKf7n3gX/85V0/e+LpFz7YtKf8SnVbV9O1gTOy5/39h377xlu3P/H0z5985rbHHv/Hn9/xNz/6yf/5s1/88P6Hbnt0yb/ee98//Oz2ny353cpdu3ZfuPDep7vvfPa5/+sXd/zg/geeW/fB4YYmSTfaR8faRse9lEkmFAwgASxjJiEqIiIiKiEqQiIA5Iqa7qghA+Sllt9yPJi6I3rTcFSIgorOa59crd1yrvwLLSAaRMGOS8cuHUvQ0mhcozEZMtFAikk0A8thUx7WfTpsJ3avFZe7ej8/cWbr3gN1ipa4MZsuFGZSmblUJpXOptPZVCqTSvHnyC/DYtlsKpNJZbOZm/3gW6Dyl2zfqNdyk4tQKHUNWmCrTExMcFcjn8+Pj493dnZWVVWdO3dOFEUIYSKRaGlp2blz5/333/+v//qvt99++yOPPPLoo48+8sgjTz311FNPPfXII4/cc889v/71rx999NHXXnvto48+OnLkyKVLlxobG1tbWxljvLfxTfVmpTPMfdUWQ8tf4RT/OoTcdFkKX/1Z8/lcLp/N5YrEhVwmk5qfT80ns5lMvpDnSmLXk/PDGDd4vfvOnd1+/PjR+nr30KCfEHc02hiOyAh7LcdjxWRiuQFuipiusCnpSAVMBZQ/XKuI1A8OXWhpLW/rcEd0L7E82NIA0yArQgukrojZMKxLkDSPjHVcnwomRpp0s2Yw3BA1JEgURDXMPMRSIWkaipwPhD6vqd186uzGE6f3XK25EGqRdNNPHR+xFAO6h6PCsC5HgQawBnBT//AJUd166vzH58sveION1wavtnRc8jVfDrSd1wIHaxq2nTy3+ejJvZerLwdaa9q6T7qUT85f/vjspaP1rtqOniCkzdhquNZf5hI/On1ufdkX2y9cOi4pdb39HoCDzPYiUtnR9VlVzYZjJzceO7n19Lmtp85uOn5i/ZFjm46d3Hnh0udXqvZerT5UW39Sls55PSdlee/V6o/OnN12/uJRt1jT06tCFLBsP7M1TGSAJIAkiGXMFGKV/BUREhFi0USiAWSAPIQ1O/GA5QhRo65/sGEgXNnVe0RQ9zW4L7R0iAZWsCWY2G0SCVoyclTsKMhSAJFNrOhIiSJNh94o7GQx88ZsB6QHL15es3PX8csVQ4hMpdPz+cJ8NjeXTM8v1PwXeylk0ul0KpNJZrMpntL/o3ffLfsLtW+oX8tNCfyv80WSySRXkJyamuJbJicn29vbr1y5cunSJb/fH4vF8vn8zMyMLMsrV6588sknN23aVF5efunSpRMnTpw9e/bixYunTp06ePDgrl271q1b98orr7z66qubN2/eu3fvrl27Pvroo7179169erW9vd227bm5uZvAg8fiSmSam7Dwr3Ci/6fQkl+UJ5ufn+f1e8V4YyabSacz6Uw2k8nncoVCPlcozGazEUbPVFW9s2Xzu9u3Hq2pdQ/0eyHUIBJN06WbIsQeOxZMjPmchIKYaCDZwIpJFEBUSL2ENccTAce50t29t75hf0NTZdc1BWBJR5KOPdDyEcdLHAUQycQypB4r5rFiEmKCiQVQHCLAMqQebPtoTMOWArGPWR1j4z03pjsnbrSMjAdiIxq1JUj4nhqxNGLJgAg6kAzowVYoNto+MtEWH2tmiZCVaI+Pd45MtsXGW53R9vh499iNvomZntHrbfZIq5XoHpnsm5i+NnajIz4WsmKqidzhqApQx+j4wMx87/Rs+8Rky8hoMB73WnZRTwWRUGKka/LGtRvTvden+6dnB2bmBmbmeiZvtCVGW+Oj3RPXeyaut8Tjfsaabad9ZKx78nr3jRudExPNsZiGiQygAqCKiIaJgoqhMJXaKrWLoTDuuwAkAaRh6md2wI75LUfDVDJA01C0umegvLW7oqOnYTCiQuohtoItBVsqdmTkyNCSIZO5foyJVQMHMOuMjfSOTHbbI9K1gS9qG7YeOrpx92dHL1xqGxi8kc5kC4XZZGZqNjk7n0xnslz3OJvlBWMpDi253M0ytf/xzPym7oNb9j9o3zS0LN7Cn1v49lQqxTn28/PzfJ/R0dFgMHju3Lnjx4/X1dVdu3YNANDZ2VlWVrZ8+fK33367oaHh+vXrXE+My4WVyFmWZbnd7sOHD+/fv//48ePHjh37+OOPV6xYsWzZss2bN9fX1yOEcl8ltfAl8qZmLTfpif1V2ddv4K8jDS8cn5ubm56evnHjxuzsHM+Tzc8nk8lkli8ihUKhUEgV8nR0tNHnXbHhgzuWPPrCmvcrAsHOWNwLkBg1NMw0YomQKJj57ISHOoIOXWFTjELZQArAXsqanXjLyKiXscudnfsbmw42uSs6uoRocR8PYl5sqai45HlZEaIkRN0Ay5ipzFGZoxAmI6ogqkKmIqpCwinrGrY05ijUEhF1AywiKhNLIZZCLZXaKnU0aqvYUiBVENOI7aGOl9gebGmQFQe2PNj2YttHbC+2PIhpgHoh80DmgUyDVENUw1QjTCNMRURGREJYwkTCRMZERFjCRCZUoUyhTCFUJUXvSiNMQUSGWEFUxUxBVEFYwVjFREFYQVQlVCNExViGSIZQQVzihXmIpRKmYMaxREK05L5IiLp1IJrQx4pUfBUgH2E+wsSoWd3dfynUUd7WVdc3rJjEw0vCsKVhW0GWDJkEqFSsYKYqxH7COkfGuxLjXh3Wd/TUhNrLrta+vn7j82+9e/jsecOOpfL5ZL4wm87MJFPJdCb7FcWwXDabSadTmUw69ydCYV9/yvkrvB//4uybDojdNGMWa3Zx3UleYZzL5SYnJ/v7++vq6srKysrKysrLy69evXr06NG33nrrwQcffOWVV+rr62dmZgqFAs/WTE1NOY4DITRNc3h4OBAIHDt27PXXX3/vvfeampp0XW9sbFy7du1LL7300UcfaZo2PT2dX1T9lVuQACjl+UvFBd/MJfrztz8KLcV+z8lUNp3LZfO5bD6dziaT6WQync5kM7lCqlBIFgr25IQQDGw7uP/FVSuXrV/76bmzrr6+VsvRTOiO6LKJVcQ8xPaxmJc6PBsvm0SDzIOYColomK6ILppANM2r166d9PrON4fckaiPMg0RyQCSAWSAeJWtoEPBgDJmGocTasuEydRSmC1TSyZMxlSGVAGcN0M1bGnEVpnNd5AIk6nFX4iYipiKiAoQS4iqzFaZI2EmQSojqsAva501bHmorRFbRUyG/ImeKIAWj4+YipiKmUYdldoSogIkEqb8u/gXSYRJ1JKpJTNLppaEqYSIhAjPjkiIKsTSmKNSW8ZUhFiEWMJUwkxCREZYxbwkjGiIqogqiKmkmLQvHYGXNvATkACWAVIgVgFSDKAagPcXkCJ6Vde1Ux7fF6r3cnu3GIUaZApkCqLFImZEZVSEKBUvIKUBuAh0C7VDiF7xBtbs/mzp2+++v21HlSBFqHU9mUnnC6lcPpMrZPP5TC6byWazuS8lYv9TWv4tUPnLsm8njb94DpUqj2dmZqanp69fv86riaanpxOJBACgv7/f7/dXVlYePHjwww8//OCDD7Zu3Xry5Emfz0cImZ6e5k29eA0YJ8Q4jtPZ2Xn06NEXXnhhxYoVkiTF43G/379hw4Znn3121apV1dXVsVisJNS/mPZfgrpb0FKyEpbc9PPlFnivuWyu2PQ8u0BvSedS2Xy2UJgvFNj4uBQKrf/448defvm1DRsuKko7Yy2WrRjANRyRDBhgcR+JCToWdKRhy0MsvjR7sR204kE7pmHi1g0RABnCmr6+Uz7/2UCwYXBogRjI5bCYlzoatiQTCwaUYHEllYklIiogIhKqMFtljkptlVgKYgqkavHpm8mISoQpzFYtR6aWiKkbYhFRmTKFWBKmIqYS/RJ1FMwUbPEVVsFM5oN7BpjJiCmIqdjSkPUlVxExGTMJMxkzjlgcuiTCJMLEEpItQA4HQglTES2CFmJJmAqIiJgqHC8XXDENLThh3DWBRABYhEQhVikgJi2coUoWUFk3VRN6AFJ0U4roctSo7x046w18IWsV7d2ygXmRnmpSXuHtIbZGHRkzEVEREgUTBWJ3RHcNRzSAWu1Yp5PQhiLnRfXDg4dfem/1m2s/OH6xvE8Hk7PJuUwulcunskUaS24RVPwpgLmVffkLtW8oIPb1uVJ6AMlms7yBSqmfCu9Fn8lk5ufnTdOsqanZunXrm2++uWLFio0bN+7du/fQoUM7d+5cuXLlihUrtmzZsm/fvv379x85cqSioqK5uRkAMDo6GovFmpqaXn/99ccee2zbtm2XLl3atm3bkiVL7r///pUrV1ZVVVFKeSsX3qaFMzRLz1CZRXZrWn/9h1v8/JjP5/O5Qi6bz2eLLWlzuXw6k0tmc7lCYWJu1u33rf7oo0dffPHl1X/Yf+miNxIZmJhsj8V9iKgQyyaSDCRGkagTjTgBe9TL4qKB3BFTjELJQJIBRcOUAfBbVsC26vr7jslymSRf7e6RDJO7LAtSjEWxLA+1/U7CF0toliMTS8aWiC0BMQExGVkKdhRsy9hSIFMXqB4KpBKkMmZFz4YwmfAl2NKoXQqXCRBLmMmE71OEFpkwGbMSAKjUVqjNwUbBjKt4qZCpiIezqIotBS/4E4iKmIiYStRSWUyljoSYAKgImYQsCTEZMZXYGnFU4kjIEgEVIZWQJWNbxpa0gGoqLob4FEgUZMnYlpAlI0vBtkocBdkiZALAwkIVsoooV91XAVJN6EMkxOwAYcJwtKK144zHfyEQqrs2qJrEi2wNMg0wD2ReYnuILaNiOYCEmIypBJFbN9zhqBjRNRMGIGljTo8dr21ufWfL1vuefOaVlasu1dZHEJ1NZfOFQpZXH+cL2Vy+mNZfuOn+CLR8DYRu2V+EfdPQ8vXtHEI446SwaBUbHx/v7e2tra09duzYgQMHDh06dOzYsSNHjnz66adr1qxZunTpPffc89Of/vTnP//5nXfeedddd919990PPfTQk08++dJLL61Zs2bv3r0HDhxYv379Sy+99Pzzzz/zzDP333//fffd99JLLx04cKC5uTmRSCSTyampqXg8blnW+Pg4j8WVXBY+y0shsm/gQv1Z2c3g8dXXHGYW75/LLsja5grZTD6dzc+mMhOzsz3h4e379t331FNPv/HGF7U1QUNvhtBvQh/EAWoFLEeBuHEw2jhkyNDy26MBe9RD4hIgQhQIEeCOmK6IIUQNFcBm22627drevqOCWCZKVT09kmGKuikZgDMEZYA5ZVIjlj+W8MUSCrUlwmTqyDQmIluATARMBJYELRnZKrK04tJPNcQUxGRIJUgUTJXiYs0URFXENGKpxJIRW0haUAkXExgSpjIPPRHulFAZM5U7HGhhHSf8i5iKmAqpWnRiaBFguF+CqUJiGokryBGBJQImAUuCloJsDTsadlRoSyY/eVtGjoIdBVvF8+GIhbgoJ5ORJSNHxo6KYyqJKdgRTSYYVIJMJpaCLRlS2UQqxD5OggFYM2EAUz8m7qFwRWvHOW/gUnNrQ+8QhxYPtDzI0pCl8kuEqIyYjJlMmESohLEIoaCbQkQXI1E5ogcx6x+bbDHx0SvVr6/d8Oxrb67ftrPGJZF4Ip3N8iakmSwXaliIEKTSfxRaCkWph+Kbb/o2uGX/o/YtiOqX1qn8VymTN0lSIoRqamoOHz584cKF7u5urhtWVVW1YcOG1atX79ix4+jRo6dPny4rK9uzZ8+2bds2bdq0du3aFStWPPvss7wo+dlnn122bNkbb7yxYsWKd955Z82aNWvXrl21atX27dtra2shhDxPMDY2xun6vGlx6ZS4v/JXq3xcgpBFN/nXi/2y6XSKK7Plsvn0fHZ6an56an5+PpcvFG7MpXxtHdv37Vv65opl76/5/PwFbTjcOzrWTJnKGeOYqIRKELsN6DaQjC1/bKx19HpzfFzDthiFYgSogPiZE2SODxHNRGJEr+zoOuPxXQq2NA0Nc/V4DdEAcwJWjEfD3FEgmViljofFFGKLmInYkrCtEEchjoxtGVkyshVkq9jW+CC2hzgenqxGloZt/lpF3KHhyQamIIvXSinEVoktY0uEVITcU3FU6izaYivElhCTEPddLPVLrGJKMfViqcRWic3z6hKiEmIKslXMYcPmDodGHJ45VyDTsK3SmIwdCVkSLC7uCrFUYqnFs7VUZCnYVrAjI0dCtoQsEVIBUAlZKnM05qjYUgBVAVEhUQFWAdYA9gDsAUgzkaqD2p6+k4qnTJAvt3XKBvJgu6gQg5kIiRtgCVOFWhJhAsYCxjKlmm1rjImG2TQcFsJRjwGDiAYNpPUPn613rfpwx4srVm7audvl8bP4aCpfyBcKmWwulU4n08lkKplKp77OZeY+S2FhfDkhv+1b45b9V+ybZuPnv1YtVljgTnLiJKdM5vN57rVUV1cfOXLk4sWL3d3dfX19586d27hx465du6qrq3t7e0dHR3mmhGdNeIArkUj09/fX1NRs3LjxgQceuO+++9avX+92u3t7eysqKl544YVf/epXK1eu9Hq93FOZmZlJJBKxWIyzavJfJdx8J6Nh+f9sFHfL54uwutDbK5fNZjNfAm06m7oxdX1kdOT69evJ+dTUjWnHGUkkJmbmM7l83hqb3Hf85L2/e3LJsldP1jW2ABKERDOgCrFGqMqYTIgbQTeECysUC41P9s6muq7PeLDdNBh1D+maSVrsRHtsNIgtKazX9fRdae2oCLXXdfcpOvBCqgLiQVbASoScUR+LKZCIOpRMopGYzxr1sISMbBEwETAFOyopPsUr2JGRLUFLwY6HJXzWiIfGPSTmJTEPiXlJ3EvjXhr3kJiGHRXZ/K+MbAU5KolpNO5hCY3G+cFlZCtFPHBkvht/jR3pyy3F6BlPe/B0+h/Jgizk6ktDY46MmYyYSm1eUa0QS1zIo0iYqtT2sJhGHBXZfCjIlpEtYVvEloCoAImAiFSK4GGmIctHHC+ypIgpDEc9Jgoxp9VONFPbY6LK9q799U27q2vPBpoF3VQJlRCWCZWpJRLmxsSNsUCwQLAboyYIREr8IyPB0VEJovoCWLQYAAAgAElEQVTBYSFq+BHxAxw0cRdxtN7BA+fK31i38aW3Vu3ce8gTap+YmcsXCul8YTY5PzU7PTs/m86mcoVcJpdNpTM8Hs5BJZ/N5XnPH97QJZcvrR1/dMb+kfl9y74l+9a8li9jqblcOp0uEfL5xOJlxLOzs+FwuKKiYteuXTt37vz888937969YcOGN95448033+QZFE3T+vr6KKUTExO8BDaRSBBCotGoKIrbt29//fXXN2zYUFdXByHs6enZtm3b448/vnr1arfbDSGcmJiYnJwcGxvjH08mkyUWy+LIz3cMXf5TaPmKNn4+X9qaX5zMz2cz+XQyk5ydm71+Y2py8vr161Ozs8l0OpPO5xMT1wOd13YcOPLSe2s27D0odPcNjF1vYTFFh6JuCiYQEBIwdmMkUCwxKjEqUeqxnUB81GvFZEBkHXkA9QKm6VjVkWYiLyIeE9X29J3zBctDbWJY9yGmGFg2MW/5VfJaRAOr2PHQhEbjKokVl1pocSxRsMNfS9ASARNMJgGmlNZlaPG/CrRkwGRgKYCp0FKxo2KHI9NX8GMBukTASofl/6rSmELjMnEkbEmYFdMwxJIQFQB2mUiEpAQeRahAVF5In5SCb7wMWlmoh1aIJWNa2lNERAREQZaKbA05CrL5/0uETMSWRCyJMIkyEVM3wG4TSQCriHmR5UOWFzIvoH5kBRDzmlgOG66B4SttnV+onmOKVt7Z5TaBTIiIiYCJQJjILIFaLkKaMHIR7KbEhZFAsGIxj+N4bFshVIZIMaFmwCCkHcRpNbDQ3n3g/OXlq9a+9NbKw6fODgE0k84k8/l0PpfMZjK5TC6fzeQyyXRqbn4+mUxlM9lSj9JiO7mFZpSFQrHvXHaBh8tFY/7k/L5l35J9O10mFy/ZmUyGl4fxNH6pT1c+n5+dnQ0Gg+vWrbv77rt/+ctfchfkN7/5zW9/+9uHHnrozjvv5LmWe++9d8mSJc8///yrr766cuXKDRs2bNu2befOnVu2bFm9evV77723efPmqqoqxhil9NSpU2+99da2bdskSYpEIowxx3Fisdj4+DhXRP6aOlb+uxcN+69Ay5ehbZ5LzebyX+G05Tirmj9sTs3MjI5PXL8xnc0XCoVCulDo7B88cvbCjgNHyyqq60PtvojeglkAUQ1gBSIZIYkQAWMXhE3QdCEoEiwRIkDYGDUaI7qgAxUSL2SaSaQwcA1GxYgRtGOt8ZHKzu6PL1/ZXVVT09sftOMaom7ddOmmSwduAwomEgGWi2W+TikNrlJHRkwAxG1iNxeHR0zGlgiIy4BuA0mQKtiSEBMAESHln1KwJQDs1qFoYh7pEiGVFv7yI0iIiYAIJuafKm6BVABEAESAVERURNRtohJ4cJ9DALgED9KXEizYbSK+Mx+ltyVuymIXh7MgBUDkYt8zJgEqGFgweXmbJVO7VN8sICxCLAEkmlCIGO6hqDisq1HoA0SLgrruvsrWztruXvdQpGko3DA47IpGRQAkjESMBUzciAiYugl1YyoQ6sbEjYkLIxeCbgRlQnyxmD8WVzERIroY1j0GCkHWY8WHRibk7r7Nnx/4/ZvvbNq1WwqG6MjoTDpdlBIrFDL5bDKdmkvOz83PpVLpXDZbWBQK4/5K0X0pFPKFfDZfTO3dgpY/W/sWukwWvgYtMzMzpWYqJXTJ5XIzMzNdXV379u176aWXlixZ8sADD/z0pz/98Y9/fMcdd9x333333nvvz3/+8x/+8Iff//73f/jDH/77v//7HXfc8Zvf/GbJkiVPPfXU7373u4cffvixxx5bvnz5jh07JEmamJiglB4/fvyNN97Ytm2bpmlcPCYWi1FKY7HY9evXeTXB4i6TuQVlmm/yQv3Ptv8qtCy0WsnzFsTpTG5xa858PpvPZXO5dDYzl0xOzc7NzCXT+UKhUEgWCkqo5cPP9m4/cKQh2NqJWTOAXt3wmECDSEVIwbgILQg2QbMJmm4MJYJFgkWIRAAlEwpR4B42pAjUINEQURH2W7bPssrbOz65WvVZbUPVtT4vtRREBABEhCVEFsJEVKG2145rVoz7B7xw6yZvgNc4yaWaLmzJxY1YRlSltteOe6yYjJnImfyQSJDIkMqYSpBKkMiI8VJmGVEB8NWfqcRWi4W/hO/Dk/8iJMICoggQy5ip1Faoxf+Jvy1FxvjXcfCQEHUZ0GVAEVGNJ0uoXTx/xDs/Wiq2ZEAkA4k6lAysQKpiSyJMRMQNsRsSCTON2V475mW2gpCom0JYF4d1aTiqhE2vgfyAeAwkhw1hMNLYN1jd3VvbO+DWdY0QlRGJYBFjARE3xC6IBUxFYgmYuiB2IeTGSCRYJkShlHstom5KEV2JmF4dthO7Pz7eDmiV6tt78szHBw+frqhs7+0fn5nNFArz2ex8NjOfSc+nU8l0iiddcjd5KnwG3oKWvyj7s4CW2dlZ3rX+SwpeKsXFjwcHB6uqqj799NP169evX79+y5YtH3744Zo1a5YvX/7444/fc889t99++2233cZx5e67737wwQcfffTRhx9++N57773nnnuWLFmybt26K1euYIwLhQJjbM+ePU8++eTq1aslSbJtm8fQYrGY4zi8XVip0yWHk79yaCmlUoteywLccq5bNp/L5LKpbGY+nZ5Np+ezuVShkM3nE1MzdYq2+bPPdx4ta2rt6LacdsoCCHkhVgAUDdNtmgKCAsYixQJBAoZuDEWKNccOjowEYjEV8ZQJ0iDzEqYg5IpGmyIRlx6tGxy80t1T1dvnjuoyRBJAKqH+WDwQS6jUEkzo0oGMiNeOea2YBIlLBy4DCCYSTCRBrGAqIypCLBhQ0KEMsEKYgqlkIsGAookkgCWARAOJJpIAUSBVEZURkSGRAJZMLAIkmEg0oAyIypVgIBFNKJhIhoRrwyiIypCqmCqISoCIAEuQyIjKiBbpJgCLgHBFGRFgwcRcjEBGbGEj4bAhYyaYyG1AEWC1RG2BRFhwZVTMVEgkAwoRU4wCFRAvsb3UVjATAXIZwG0gGRGNWh5qqZgqEBUZjoC0WvGO2GibFW+hTpsdD1FbHI5e8DXvranfV994qb1DwchjMQkjAWNOuBEJEzB1I+qC2I2IgIlEqcyYRKjLBI264TahDLGsA2lYl4d1T8QM6LAdsX4r7u8bPHqxfNfBw9WCREfH5nP52XRmNp2eL+pTLhRnfiUgli+1CluAlsKtgNifv30L0HKTleCEF2WlUikeDZuZmQmHw+Xl5evWrXv11VfXrl177Nix+vp6TdNEUTxy5MjLL7/8i1/84sc//vG//du//f3f//3f/M3f/N3f/d0PfvCDn/zkJz/60Y++//3v/+QnP3nyySc//fRTRVEopfF4vKura/v27S+88MKHH37o8/lGRkb4V09MTIyOjvJ0S6mD8h/lcHz37D+4DYtp/Gy2lErN5XLpTIZzj9KZdCabTWcz85n0TCo5nUqlCoW5fB46Mbc/uPfkyY8OHDhSUSn19HZZThuzg4T6EVEgFIDphkAkSKIL0EKQG0OBIG/MaZkYax5JqJR4GWtJjIRiCdmENX39V7q7awcGRNOUIXTrumAYKsYeQjVMuXZvUQXLBIJuKhB7qeVjtgKxoJvuqCHopmgA0QCCbrgiuiuiSyZUIVYAckeNxnDEHdFFAygASSZ0Rw1XONo0HHGFo0LUKFL9AVJMJBnAHTXcUYMXPYsGEA1zQQsA8wZcGiIeTDWIJQO4I1F+ZBVRDVslAr+oo6aw4YqYvKmwZGIhCt1RIOiw1GNYNJAQhUIU8t7DklFsQsw/wptFyoCIBhZ0IOlANqEGMSdOKhBxNU8PtbzU4j0lBd2UTKgiogIkRQyPgXpGJoen5noS4z4TScNR9+BwQ2//Oa//48sVWy9cPOHxuA1do1RCSERYIky1HMVyBEybAGoCSMBUopbMbIlabkQaDdBomG6AJUglA4lhQxo21Ajwm6iTxYZHJ0Nh48jFik27P/+i/HKvbkzOJVP5QqZQSOcL2UIhk8+leMFhKpXPZAvZXCGTLWQ4uhRTffmFHH62kM8U8plCseL9P5jTt1DmW7FvAVoWJ8bzixjdpVAYX9Ecx/H5fCdOnPjkk0/27dt34cKF6urq06dP79q1a8OGDZ988smVK1cCgYDf76+pqSkrK9u5c+fmzZvXr1+/cuXK119/fdmyZa+88sprr722evXq7du3f/7555999tnu3bv37Nlz5swZv99vWRYnsnDRZQ4tXydOLvZgvpP2p6Aln89nc7lMJpPNZLnLks3m0ul0MpVKJpPJdCqVSSXTqdn5+anZuelkai6fzxYK8ZmZKy7X2xs3vr5+/cFL5e7Obn9EbwbIB7EXIg/CGiYywSJGAoIChhxXXBi6EBAJ8jp2cCThj8dkgmWMPZRpiAhRwxWJKhCFYomWeMIVjpwNBs8Fm5uGw1zoRQFIhdhLmJ/ZvM27hgjvtOhjlpcwyQAKQEE7FoolfNSSTSgZwEtYayzRbMUkHbijBid5eDBVAFIA8hIasBwfYZJuCuGopAMvYc3MCVJbg0QFyIOIBxHFhJIBVBN5EfUi4gFYNaAH4ACxgsTyIaoYUDGhj9rtoxNtiQkNMiECZANrkMkGlnSkQeZnsWZ7xEccSUeygUOx0c6xGy3xMb6zGIUKoF5se7GtmMQ1bLjDpgdZQSsRYHENMdkksok9kPgJCxDmQ1Qxkaibgm5oiITiI62JUS+1OJT6qOUnzAOwqgMfIO12ojM2GgBECeseA/gRkSN6ZUfncUkpk+SKjk4FQC9jKiYyZ/BQqyhVgAgfAqYiYW5EXBC7AHZDLCAiQSIDogKqGsRjkCCkrdhuQ5bQ2XukvHLr/kOff3GyyevXmT2TzuYKhUyhkCnkU9nM3PzczMzM/NxcJpXOpzP5dLaQyRU7h+W/DCHkF3yXXOFrD31fm823oOVbsW/ZaylhDM+48BqtQqGQy+Ucx5Fl+eTJk6dOnVJV1TCMwcHBCxcuvPvuu9ztUFWVh7AYY9FoVNd1nqjv6+sLBALBYLC1tTUUCvn9fq/Xq6qqJEmqqoZCoaGhIcuypqam+DRNpVK8p8v4+Hgp3bIYBb97FWKL7T+AlpLXxu/qzEIaKpPJZHO5TC6XSqenZuYmZmZmMpnZQmF0bjY0MLBxz54Hlz7/8vtrLytaN7PbsOUzoKIDSTd5Oy+NWZplKZRJlIgcZjAUMRQwdAPQGI3Wh8N1w+H64XBTxFAg9TNbMaFrKBKgdtfYRHX3tY/OXth+ofxqZ48Hkoa+wYq2jqudPQ39g+7hqKxDWYd1vYOXWzuru/tUE/uJrRhIigLVxB5IvYh5EfMTu5nFWqyEH1lC2KjtHazp6W8ajKgmVk3sHtbFiOknth9bwpDe1B+WokA1kBQ2pbChmcRP7AC2NQOLYUOKAh9kXkCFwWjDtUFXf1gaNuQI8AHaao20OaN+ZEkRIAwZqo5DVqLZSigGdg8bso48kGmANg1GKzuuXe245hrSZR0JYbNpIOIeNoSw6RrShbCpGtgDmWrgpsFoTc9A3bVB97Ch6FiKANdgtKFvuLE/7B6KeiFtdUaaWaxpMFrZea362kDjYKR+IFzbN1TfP9w4FHENRxsHhmq6e+uu9WsGDGJLiwJ5WA9iFqKONBx1DQz7EW2Pj/qpJUQNSTc1iDWEZYiVYgECFSAVEeN1ATz14kaEC8+ImApcSsAkMmAqsjyQeQH1mdgPSDMg3mG9PtR+5FLFH7buWLttZ6VLsCcms4VCqlBI5XPJbGY2OT87Ozs/P78ALZlCNlfM9efyxZBsPp8rcP2HbC6/kI356my+KdhwC1q+eft2ci2FRf4K35JOp3kRMO/XUigUxsbGPB7PmTNnysvLu7q6JicnE4mEy+XavHnzG2+8sWPHDkVROBmFUqrrOkcXXdcHBwe7u7s7OjquXbtmmiYnr/A6tImJiUQiEY/HY7HY6Ojo9PT0/Pz89PT04oDYTZJi32FQ4fZHoWUx6hcKhVw+/xVmazaTzmZS6cx8Kj2XSs9lMqlCYWRuTmrv2LJv3zMr3n7xD+9/cvKs0N3XbSdaie01kKoDxYAKQAoiCqEKpTKhIiEixhLBEiEyxSKGLtNsiEQbolGXYboN4NahBIiGqGxAIRz1QRJiTnVnz2eV1ftrGirbOsubWz+/WnOwrrGyrbMi1L73at2O85cPNwiXQ521Xf3nvaEDta5jbqW6s6+mq++4oO6tqj/mVqvar4nDRk1X/xei57igXg51nvOF9lyp3VV+9QtRq2jtutzSec7bfEr1n1b9572hS/62877QadV/QvSclLxntMDFQOvl5vbznuYvRO2YWzmt+CtCnbVd/ZcCbYfq3IfrhcvNHdUdvWcU/5F64bhbLQ+213b2VbZ0nVJ8p7RAVWdvVce1Y27186t1hxuEc95QRUvneX9LmUs+2iid84UuBlrLXMqBmqZjgnq5pbP+2mB1Z99ZT7DMpZyQvGe14EnZe0LynFL8pxRfmVs55lbOeIKXWzorWrsuNbef8Taf8gRPe5uPCuquiurdV+suBNsrO68daZJ2X6k6pXob+gbdg+ELvuCn5ZX7q+vlsBGiznFB2X7+UkVLe3tiTEPkave12v5BGSAVEhlgGVIJWRK0RMhESEtyZwIqkmYkwkTM3IAJgAmASdCSoaUApprUYxKfSYKAthG7m8Wqfc2vrtt471PPrN/xcai3b2R65kY6PZ/Pp/O5VDabSqfS6XSO4wqHlmy+kP2yELkIMflMNp/OcrnLQv4r8/gWtPwZ2J8LtKRSqbGxsUQiwcWMCwvQcvbs2crKyp6envHx8UQi4fV6d+zYsXTp0qVLl27YsOGLL744e/bsqVOnTp06deLEiYMHD+7Zs2f37t07d+7csGHDH/7wh/fee2/9+vU7d+48dOjQmTNn6uvrOzo6AACWZTmOw90Ujivj4+M80VLKAJUk+r97afzF9qegJc+hpdhao6TXmUlnMqlMJplKJdPpZCabzheSufzEfLI7auw8cuzhF5c9/tqKT0+da+zo8euwGVtBbPkg9QDigdSDmIqphIgAER8iQhIhMqEyIRJCEoQSxDImKrE8zPaymIYtBVANUB9iPki1KBQHoo3XBht6Buq6+s5pgcP1rvPeoDik13UPHKx1f3Kp6oToFQaNII7VdvXvr246UOOqau9t6B0+rQUP1gvHBa2ipbOhd/hKe89xyXNaC9T1DtVdGzyh+A/WCycUf0Vr99XOvsstXWe9obPe0JWWrsq2novB9vP+1vLmjvJg+1mt+ZynuTzYft7bctytHWmQToje6o4+j0Gb+iInRM9xQWu4NtTYGz7WpHxy8eqRBqmxdzjE4q7+yP6axs+q6mt7BsRh45igbj9/+WCtq7qj1wuoe1A/pfiOudWa7v6mwegZLbi/pumYoFa0dTf0Dtd2D1wItJ1U/Gc9zZcCbRcCrRf8LeXB9kuBtjOe4BlP86VQR3mo85QWPKH6L7V0Xu3qv9zWfUL1H2wUT6iBhoFI01D0pOo71ChUd/d6EW3sGypzSTvPX95XXV/T1esejJS55F3lled8zWLYqOnpv9DcerWnTzKhAokEiAxokcqDbBny+jQiFZWhCVfbdEPiBtQNmYgsEVkiYKLJZJNqgHkB9Rq4GbIeZ0TtG955/NRzb6984e2Vu8uOq63tbHxiLl9IFfLpQiGTL9aJ5DNFneRiPp/n9vOFXC6fzWazuUw2n80WFtKAt6Dlz8y+HV5LYVHehb9OJpOjo6OLoWV0dFTTtLNnz165cqWnp4crIvf09OzZs+ehhx763ve+98///M+33Xbbr371q4ceemjp0qXLly9fvnz573//+6eeeurJJ5985plnHnvssdtvv/2f/umf/vZv//YHP/jBI488snXr1sbGxkgkEo/Hx8bGrl+/fuPGjampqenp6VInqxKX5SbhmW/rQv3Ptj8eEMsXvhTYyOUXJZ+yqXQ2mc6mMtlMLp8pFDKFwvjsXNvgcNmlitfWbnxqxXvrPjtQ6W8JIdaMWACxILV9xNYgVQBVEVOKLL9ima/05UCiCQXddEXMprDhigAZEL8VD8XHQrExH7aVKJKGTDUC/SYLIsdnUC2CPFEcQHYQOz7IvCbzw1gLG+1wJtvs8WY6EiTxIEn4UMxjWj4Ua4lNdIzeaItP+LGtmsRHnPaRye7JmY7R622JyY7RqY7Rqdb4pJ8lNGj7aaJ95Ebn6FSrPR5kIyFnvC0+2ZG43habbLHHWqyxVns8SBKqwTym1WKNdSZudCRutMcmO+LXu0ane8ZmOhM3Qmw0SBIt1lj36FTf9dn2xIRiYtlArbGxztHrARbXIAta8RZnJMDiARprjY21Jyaa7REvtnmsjDeD8WI7yOIhZ9RPY7KOVAO3xMa6x6fa4mMBGgvQWNAaCVojfhLXgKUCy08TQWvUR+Je7ARYPOSMhJzRkDPaGh9vjY832yMeyIRhQxg2PIB6IXMP6fW9Q8KwoZlENbAchYpJVEgVQCUTiwYSTSyZRIGWAjmZlKt5ErFU4cYpOIC4ARUg40Pkjgu0NMg8gGgG8hqoGdJmA4k9/YfKK198b/UTy179+NDhjuHhkZmZyWRyNptN83mXK+Sy+VxmQclycSFykZOfyxXyudK8LU3i4p75r8/wW/ZN2refa+E2NzfHO9iXAmLxeNzr9XKnRFVVSun169fD4fDJkyeXLVv24IMPPvfcc2vXrt2yZQtP3f/+979/6KGHfv3rX3MNSi68X1FRUV5efv78+UuXLjU0NLS1tRFCeIUx18RczNAsIUqxAmoRffI7HBb7kxViCzcqv5MXHJdMMpWZT2WS6Uwql0/m8/P5nGk7ZRfLn3nz7YeXvbZ+3+EKf0szpF3xsRB1vJBqgComFnXEa2dL3UoEgAUTiSYSTSSZcGEgySjWSok6kgFRuX6XgaUolCNAjSKvSYPYabVG2uzRZhzTdOwxaZDG/MiRhpEwBDSd+VEsgBMhNhqyx/wkoRhMMqgXxwL2SMBKeLAlGUgysYqYiiwJEMEkMmAeHPOxhIYd0SCSSTXs+K0RL41ri4j6Huz4rRE/G/FARzUtDdo+EvfThAfaYgTLOvHTRMgZ99OEBizZoIrBVGBpwNIgUyFTIfUS22/F/VZcQ0yB1ENsH3U8xPYQ20sdDTFBh66IKQPiIbaGGC8G42r2xU42gHiJE7ASPhrjtWQasgIs4acJDdhiFMsG9SDHTxNe7AgR2DgYFaPQg6xme6TZHvEgS4wA97Ch6ChAnJCV8CFL0ZEUAWIUChEgcWhBTAFUBpifgAKZDEqDyoAokCiQynwUNdAsCdkS1z5AtowdFTsadjzY1gBVdOgxUDNkXVaiLz7m7uj54LN9v3vltWWr/lB28VJzbx8dG59KZ+YXhwgWOFX5zFdIlPliumVRGv/r5fNfm+G37Ju0b5+Nz9+m0+mZmRkuEMnfIoREUTxw4MCWLVv27NlTXl7e0NBw6tSpNWvWPPvss++++25lZWU0Gh0aGrp48eJbb7312GOPvfjii6tWrXrrrbfeeeedXbt21dfX67rOsSqTyUxNTXFBF+6gLK4EK7EjuZX8FR4T4/XQ38qF+rasmGvJfRkQWwgPZtKZXCaXT+fyuXw+VSjohJyvrln23vv3PvP88g8+vKD4261EV3yixUp4IXMPG3V94br+SFMYSIByXUgJWhKkcqmICNJSwa6X2D7qeLGjQaYA3nuKiiZ2h42mIV2KQj+y/Nj2mNSHrBBLBLCt6MgDaMge8SCr9trQ1c4B1zDQoK0hWzKIKwJdYSAaWEGWim0RkMaIUTsYrh0K14f1hqhRHzXqwtH6iOnSkWBQt46bosilYwkwLuLi0nH9sFE3ZDRGoGAQEVCXjhvDsCkMJIOoyFahLUSRKwJFHQs6bho2G4dNdxRJJpUM4o7ixjBoCAOXjtwGbIwYjRHDpQOXDurDeu1guH44KgLiteIac1w6aIyaKrH8TsLDYhKiC/QXyoksbhNJiEqQug3o0gGnfIqAuA0kGljUiWQQBVheEvfThAZtFTAPsj3IVgGTdCzpRDaIGEViBIpRpBhYMYlqEg9kPmz7iC0ZuLp3sLK7rylseLDtITb3TiRIJEAkszh4TZpsYsUkvMO0DIkMiYIsBdkytGRofyl4gywZMgUQFRAfpAHIWrDdacVCBqgNhnaUHV/yyvLHXnhhz/HjQ5hMZbPTmXRqMbjk8vlMPp/Jl+rE+CPqLWj5M7dvMyBWWsdLTXB5Xp0v65OTkwih5ubmyspKnko5dOjQli1bVq1atWnTpvLycgAAPxQhRJblCxcunD9//uzZs59//vnGjRs/+OCDjz/++Isvvmhqaurq6kIIjY2N8VoASikhhNPvv2znvkjZpZRaKHFcSm7Nd9h9+YrlC/kvQxD5bDY7n0rOzM7OzM7OJ1PpbI4j7UwqXVFT9/TLr9z9u6fe3frxOVHz6agrPt7CRnzI1gB1R0D9gF4/qLsiUDSo2yBug7gNLHDeuI4UAykGUkzIhwdSH7Z9C9Aim0QyiWAgV8RsHNYFHfLGwGIESFGoAeqBTDGwomO+vysCXWEoGEQCTDBIUxQ2RYCbM0WwxVUdm3RQH9HronqDAZpM2ARhE4BuSCRsSch2m9RlYLdJJWhzgWG3SRqjqDGC3AaRoCUA1hiB9cOmK4okvoYC5jaIaFIFORKwmqKoMQzcBuFCljKy3CZxGUiARICkyYANUbNR///Ze6/oOK4zXfQ+36d71z1ac0fnLPuusY/tOSOPx7JkSbYkWokSJZESMwkwiRQp5oScAxOYSaADAAaQIJFjI3SoDlXVCegcEDpVTt2NBkGCJIDOfR8KhCHaM2dOsGhr9K+9sKp3VVdXbdTeX/3p+5GhADYYQAf96KAflWOkiuaUFDMUwIYCmIrmoOCUimZlGCnFCDlBKQiaL/mJ920AACAASURBVBUjw0glxQIkMxTABrwBGUYoKVZJsXKMlAZwqQ+VBQgVxkBUGKbCKpQBEBokghAZVuOcwk/KfTy6UECAAgIkH/2s8OMAQqowSk0yCoToH/P0OMeHPAGe9p/HMylKyPh0HD7Dxv/HBvgJIEAoAgQQIACEAhBagdByhOKbjKdWQykAI1UYqcFJCKdgjIQRfAQn3aEpqdl6pLLqvXXrdh071j485OeYx4l4kkeTZIqPBnsWIZbhYxZ5pPgBWv7K5TuCluU6wVJnehk3JR95zDOJLakI8/PzHo+Hz8YvLS0tLi4uLCwsKyurqakRCAQ3btxobm7u7OyUSCSDg4MdHR1isbimpqaqqqq8vLygoODIkSN79uzZvXv34cOHKyoqrl+/3tLSIpfLTSaTx+OhaXp6enqJkvJb7FjLqhI9lzj5fYeWZa+FS9QayXQykYzG4/PR6Pz8wkI0lkimYqn07OMnjglPzZXr67fv3JdX2CJXm+jgKBOCcUodINQICRKshuCUOKMiOIiZ0nLTMDulZae03BTMhGEqqKU4PRM0MEEDHdRRrJagdSRrYEJGdsrAhvVsWMeEtEwIZkJaNqRlQ1oupOXCMBuCKA6mgzompGfDOiYMUxxMB7Vs2BB8YAg+0LHTMDMF02EtF9GHpvWhaR03BbNhOBjWhSL68LQuHIFDU1BoCg5NQaEwGAqBXBgKTkGhaSg4DXERiJ0CmSkNMwVyEW1oWht6AAcfwMGINjgNsxGQCUNMGGKntNw0zEVgLqLlpvldMBvRBqd1oQe60ANdkN87pQ1GtKGIlpuCgmEoFIYX2xQcmoJDYSgYhrgQFAzDoSltcArmQho2qGY4DcuBXGjpSIgLgVwQCoZ14WldeBrkQmqGg7iQLjSlD0V0oSldMKxlF8dKz0WM3AMj90DPRLRUGCZDOnpKz0QMbETPRgzstJ6d1rMRHRPmTWQ6Nqxlw/Di18M6bkrLhrVsGGJDEBuGuDDEhmEurOPCi/8IJqRlQjo6pKND+sWThPVsWM9M6ZmIjolomSmIDsPMFMSPCRfRcmGY4WCa1dGcgWK1GKnHCCvD6X2BezJF4cWLWQcPHigsuN/fzzyYTmYy8XQmnkgllhhdeHRZNv/Si7jyfNjxD9DyVyLfUSmw5Qv3c8v0UqjYkq7A26OePHmCYVh3d/fRo0dXrFjx6quvvv32259++unGjRs3b968du3aTz/99KOPPvroo49Wrlz50UcfrVq1at26ddu2bdu9e/fXX3+9d+/ePXv27Ny5c+vWrevWrfv8889Xr169d+/euro6g8EQCoV4M1csFluKNn7OOJZexq6//LK/gxF7QZJeej9MpZLJeCIZiyfjiWQ8mYgnE4lUIpmOx1PxZDqdyTyNJuzjnua2zpqr16823uqQK7WegJWdMlJBECVVAVyFkECA6HN7749Yb2tNzSO2Nqur0+bucY71OMe7bK4Os73TbO+xOvptrn6bs8di7xwxdRhNnSOWLpOty2zrstg6rfZOq73Dau+w2tsttnarrc1mb7PZ2622NrOt1WRpNVk6rPZOm6PL7my32FtHLa2j1g6zvcvi7Fxsjnazvd1k7zDbO22OTpuj3WpvM1tbLbZ2m6PT4Wq3O1osluZR832TpcVib7XaWy32VpO91WxvtdhbLY42i73NbG+1ONqsjnars8PqbLc42vnTWhwdVke7xdFmtreZ7a1mW9tip7PT5mq3OFpGrfdHLG1me6fN2WFxtpltLRZrq8XaYXN02BxtVtt9k7nFZG4xWVot1narvcNm77DaWy3W+2ZLq9nSZrG12+ztNnubxdZqtrSYzM8Ocyx1tposbSZLm9nabrHxrdNi77I4ui3Obouzy+zg29LHTpO902Tvsjj5IeowO9pGbW2jtjaznb+7Tpurw+psMzv4G+Hvt9VsbzPbln6i3WztMFs7TNZOk7XLZF/6lS6Ts8vk6jS5OkyuVpOjddTesthsLaPWe0ZT66i5x+qUjXtABNPhhBbBYL9fH/D3abUlly/tPnGi+upV2GKZmp1N8LMvnUkml1heeAf+4ix8Nhv/PdDybRD6Qb4T+a7d+JllsWFLKgJveuKz8efm5h4/fvzgwQOO4/x+v0ajEYlEBw8eXLly5T//8z//5Cc/+Zd/+ZfPPvts//79BQUFBQUFx48f379//969e3fv3r1jxw4eSD788MPXX3/9zTffXL169ddff3306NGSkhKBQNDf3z86Ooph2OzsLJ8XuaSjLDlXlrDt34DD76mkv2V6SKWS8UR8IRaPxhOJVCyenF+IPX668GQ+Fk9nHj1dgIzm6/WNl4TiLgVg9PisFDdKB7UYrSUYLckpfFizwXSmvefg5bpNxRVrcovWF5ZklVfvqDqdXVa5tbhsS2Hx1sLibcWlu8oqviqv3FlakV1YnF1QlF1Qsq2wNLuwNLuwNKuodGtR6Zbi0i3FpZuLSzcVl24oLtlQUrqxtGxTSdmmopJNRSVbSsqyyiq2lVduLSnbXFi8uaA4q6h0W0l5dnF5VlFZdnFZdnH59tKKHWWVO8oqs0vKtxaXbikuXfrWtvLK7PKK7LKKrLKKrLKK7PLK7LLK7NKq7LKqbeWV2WUVW4vLtxSXby0pzyqtyCqpzCqpyCotzy6t2FZWlV1alVXK76rMLqvMLqvMKq3YWly+9dnx28qqtpVVZ5dWZJWWZ5WWZy+evyKrtHxrSVl2WcW28srtFVXbyiuzSsu3lJRtKS5dOnJpY/Ei/5WerSVlW0vKFk9eVpFVVp5VWr6tpHx7ScW24vLs4rJtJeXbSyu2l1ZsL6nILi7PKirPLi5/Nj7lW/hWXLG1uGJzUfmmwtJNRWWbi8u3lFRsLi7fVFS2sbBsc3H5luLyLSVlm4tL+ba1qDRrqRWWZReWbyus2FZUsa2ocltRVXZRVVZxVXZJdVZJ9Zbiyk1FFZuKyjcXl28pKd9RderIlevn27u6zVYDTVvDYRNNmylS5/X067SNnZ1Xbt5s6uqyjI8/jcczmUwik0k+K8+SSmUSiWQ8nkwkksvXkHT6+cjjH7SWvwb5TkuBLakF6WXZLfF4fG5ubnZ2dnZ29unTp0v8xyzLyuXy+vr6+vr6+/fvNzc319TU7Nix45133vntb3/Lk1GuWrVq9erVq1ev/vzzzz///HO+uOTq1atXrFjxq1/96q233tqzZ8+VK1f4MDOxWNzY2Njd3a3X671eL8uyfI7k/Pw8HyrGZ1Yu9+3/2Yqq31+A+SO0pHmtJZ5IxhPpZDqZSM1H44+fzD16Mv94PhZLZ6YePh5UqE5fvHxJJFYYR2wEaUQIyI/DGGWgOFUAb4J0pU3Nh67WHr0uOi6oPyasPyFuzGu4VdBwK1/cmCesz60V5lwX5F0XFArExeKGYlFDoUBUUCcoqBMW1InyBaI8gSi3TpRTJzopEJ4UinLE4pNi8QmR6LhQeFwoPCEUnRSKTwpEJwXCkwJRrkCUJxDnCcV5QnGeQJRfJ8oXiAvqxAUCcaFQXCSqLxLWFwrE+XWi/DpRgVBcKKovFNYXCMT5AlGBsL5QVF/wbG9erTCvVphXJ84XiPMForxaUW6tMK9OVCAQ59eJ8+rEeQJRXp0oTyDOrRXn1YnyBKI8gTi3TpxbK8ypFebWinJrRTm1gtw6YYG4oVB8I09Yn1MnPFkryKsTFYgaCoQNOdeFJ67WnrwmyBOIC4T1+YL63FpRTq0wt1aYL6jne3JqhTnXBbn8jQjr8wXi3DpRbq0wt06UJxDn8du1orw6UZ5QnCeszxOIcwWiHIEwRyDKFYjzBKLcOmFunTBfICoU1ReI6vMXvyXibyG3TpRbJ84V1ueJG/Lqb+SJG3OE9SfqRCfqRDnC+jxxY6644USd6Nh1wUmBmP94Uig+IRSfFIpzBeK8Zy2/TpxfV1/AN0FjgeBGgfBGvuhGnvBGjuDGScGNHPGtvMam4qbm8nstefWNu6pOf33q7OXuHpXfb5+asgWDjlDQylDw5ESbQnFGIDhTWyuF4Yfz0UwmE09nFmKJWCyeSCRTqQxfIyiRSMYTycTySn0/QMtfn3x3BrHnbE1/qq8sRQPzSkMkEtFqtSKRqLy8vLy8/OzZs6WlpVu3bn3zzTd//etfv/vuu+vWrdu3b9/Jkyfz8/MLCgqKi4srKir4Gi07duz49NNPP/jgg3Xr1lVXVyuVSovF0tramp+fz2fyDw0NYRg2PT3N+/Z5SHsuqWVJm/mz6PIdjNuLkGe+llQqlUymU6l0Kp1KpuPxxBJpZzydCU4/1JttDXfunbl8VdzcrDJbbDg5gpEwQkI4pac42aTvQmfP7jPnjl4X3AR1Uj824A30jHt63BM9rrFel1viGhtwjkvsrj6Lo9/qGHKODTvHhpyuQYdr0OEedLglDrfE4e53uPqdrl6Xu9fl7nW7+9zuPvdYn9vd43T2Ol19Lnefy9XjdPU6nH0O14DDPeB0DzjdAw63xOEacLgGHO5Bh3vQ6R50jA3a3UttyDHGt0G7W2JzDthcz3a5Bmwuic0hsTolNteAzT1gdw3Y+b/8LqfE5pLYXQN2t8TukthcEptLYnf+ca/dNWB3DzrcA3aXxO7qt7skdrfE4ZbY3f02p8TmGrCPDTjGJDZ3n9XZZ3H221wSm1tic0vsS21swD42YB/j+wfsYwN2d7/N3Wd19Vud/VbXgM09YHNLbK5+q4s/QGJ39ztc/Q5Xr9PV43D2OJx9DpfE6ZY4n42hwy1x8Nfj7Le5JI5nu5zuPqe7zzXW5x7vd49Lxsb73eN9rjG+9bvH+pzuXqe7zzXW7x7vc4/3ucZ6XWO9rrF+15jENSZxjkmci9cssY892xiXOMb77BPd1rEu61i3faLH5elxT/ZNeGUI1ma2ldxs2lN9pkBU36I3GEjKORWxcewIjpoITGo2nREJ80+f7pLJH0bj/OMYTaSisUQsllycnZlMKp1JJNPJZOoHaPlrlu8IWv5UWeFxZSmnJJPJLLn0eY79x48fT01N2e321tZWPrs+JyeH59L/+OOPP//886+++io/P7+ioqKysrKysvLUqVPnzp07ffp0Xl7etm3bPv744/fee2/dunVXrlzx+/1zc3Nms7mysnLTpk379+9va2tjWXZubu7hw4czMzN8tRj+SnhcWbq2pSv/jwEt35JkMhmNxaLL4uRS6czjhZhSqz918VJh1Slh091epQqwWA1e/whB6Qha6UflXn+X2VZ5595Xp86UNN0d9gacTxcMkRkVzappRk0zGorRMpyeDekoDsJoCKP0JGugWAPJ6ElGT7J6itORrI5gtSSjJRmY4mCKgUgaphgdw+oYFiJpiKQhioFpBqIZmGK0FANTDERQEEHBFA1TDEzSWorR06yOZnUUp6U4HR3U00EdxWlJFsJp7WLIQNjAhHQkpyVZLcVqaVZLszqS1T5rOorTUxx/STBOwwSjI//YoyUYPckaKM5IBQ0kZyA5A8UZSE5PsnqC0eK0Fqf1BGugOCMdMtJBHclqCVZHBvVkUEewOoLVk0E9GdSTnJ7ijHRIT4W0BKvFWT0ZMlBhAxXUkSyMsTDGH8wZyKCBDBnIoJ7iN0J6IqgnOR0dhJkQzAQhmoMplg+R0DNBLcmCBAOTrI7kdCSrIxkdxepoTkcHtRQHEgxIMBDFwhQL0xxEszDDaRkOolmIYkCKgSgGolmIZkGa1dAsyHAQEwRpVkMxIElDJAMTDISzMM5pCU5PBvVkSEeEQDyoxlgVxqhwVkVwKoJV0xzMhYe9iEgKFNXfPHmt7tz9tnb9iBbBjBhhQDFXMGj0+8Xt7WWXLt7u7BrH8JnZ2acL0XgynVrMwE8lk4t1HBLPXlP/6HD589CSfsbF/x9jxv41yXdqEFu+/Zwbf6m+/dwz4TUYfvVnGMbv94+NjVmt1qGhoQsXLhw8ePCrr77asWPH2rVrP/zwwxUrVnzwwQerV6/euHHjhg0b+BqUq1atOnTo0I0bN3Q6nclk6u3tLS8v37p164EDB1paWmia5gnEHj16xCsuvEFsCU6WPC7fEyD5s9PvX7+zdCYdjUUfP30yH11IpJLxVPLRk6dkMKSz2C7UCfYcOZpfWdU5LDWMTegnPFqvz4DhRppRB9C7kLbqTvPBi5eO1wmuDQ0PeXy6YFhNMwBBKSlGSbEKglYStJpiQSoIkRxIcCDOQBgN8g1nIJyFcBbky+tiNIgxEE6DGAXhFIRTMEGDGKlGCZ7wmM+JUWEEgOEKBFOguAInAIJUEpSapNUkrSL5olvsYjUwnAJQEkApFcFoKA6kgxqSU+K0HKPkGCHDCQXOp2hQAEYpMUqJ8Zk3jAZnVCilQik1RmswWoPyjQIxBsZZGGchlNYEKBChNAFKE6AglIYxBkJpMECBKK0lOC3JaTBahVAqhFYjtBqhNSgDYiyIsRqMATFGSwQhIqhGaGWA1CAMiHEgyqhRWoPQIMpCGAPhDIyxMMZBGAsTLIxzMMZBKAdinAbjNDinIYMaMqjGWTXGaHAWJFg1RqtQWoMzEMGCPF8kzoAEq8FZPtVfgzEanFFjNM/tr8RINUFpSFpNUACK8yT8apIGCEqGkwDFqGgOIGkZSsoRAkApJUarUEaDcRAe1BIhmAiBOKfGOQ3OqQkOQBklRmtIDmZCIMUpAlifc0wwKDtYcykrvzjnSt1dAAQ9iJUJubgpox8Z0BvEbW1VV67U1AokCiXJhePJdGrJyJFIxBLx+ejCfHQhloin/jgx089jzGJvKpVaoov5Xszivx15YXktvPAqAh98/Pjx4+WcK0sZiwsLCzzk8BWOnzx5wjCM1+t1Op1KpVIsFufn5/PxYAcOHMjNzS0rKzt16lR1dXVubu6OHTu+/PLLDRs27N27Nycn55tvvvn444/Xrl0rFAoRBFnOTfnw4cO5ubnl6PJcQuWLHaj/ZVnmos+k/33QkoknEvOxaCyRSGYyyXSaCYf6pNLSM2cP5uSW15y/3d6pNI7aA6iLYqwkbcQJaygMonj13Xur9h/88viJmq5uyfgEgGIAhitwXEnSaoZTkqwUwYcCqAIjITZsDM3o2GkVxioDFL8a8m+7aowDcQ7COAhbXFIhnIZwCsRIGKcgnNKgBBDAAART4QSAETIElaKoHMMVBE95SfFVe2UYMYwRcoKSU7QUJ4cQfMCPDSMkQHAAyQ0j5IAPG/RjQwF8GCGGUXwY5dM48MUijwSjxBgFQgEoBaC0CmdVGAMglDLAr/UsiDIahAFRFsI4COM0AVrlJ9V+CkQYHRHUESEYD2oQRh2gNQijQVmeiEWFMmqMhYggRAQ1OKfGWA3OaXBWhTJ80okSodUoCxJB/hgQY/mfgHEOxoMQxj37GIQwToMwqgAN+CklQisxVk1wGoLjT6tCGSVCq1BGg/OJqAyfRAkSQTXGqFBKgzMgwakwWrmYck/KA5g8gPIAA6CEAsGUGKEiKB5a+GpgAMkCOAOgtAKhlCjN3wtIBJUIrXjGBQCRIZgOa5kpiA6qcEaB4ACCaxnONv2w3+7eW3321TXrPtz5dWXD7V6D2RggHHTISXFumu3TgLuOHn33k08LKiqdE5PzsfjcQnRubn6Jiikajy3EotFEPLnI9bKIPYvG9tRyEEl/qwzyD/IdygvQWp7rTyaTvL7CJ7Xw1peldMUlTwyvwUQikbGxMYlEwmfpV1dX19bWisXi06dPHz58eM+ePbm5uWKxGATByclJr9drNpsHBwebmprq6uquXLlSWlq6c+fOffv2NTQ0TExMzM7OPnny5MGDB6FQKBKJPH78mOcCWLLgLXn1//YVl29Dy39Pll4Sk+lUOp1JZTKRhzOQUV9+5sz67G3b9n5zUSjqkStkWr1MZxzSGQeMph7DyB1Adepuc1ZR0Sff7N937lwTDME0reVYNUkpcVyJEyqCAjBC5kelAQTACA3JQlQQJDgAoRQ+XOknVAFSjVAajObf4kGMAVFajZAqhFCjxGIlY4wAEEzhRxUBTIkTaooGCFKKoEMBRIphMoKQ4ricIBQUBVC0DCcGEUTi8w+hiJwgFSQtwykZTskJWk7QwygxhOJSnJQTNIDTSpxWEjRfrWux3BZKqRYJWhj1s6bB6KVr0yCUGqE0CAVhDExwWoKDcFaDUEofrvTjGpSGeQ0MYxa1HIzmVQeIYHV0WEeFNBit8GFyL6pCKB0d0pJBwIdLJwOqAAmTQS0ZhHBWg9JqhFQjlAalQZQBUVoToDQIBSEMiNIgSmtQWo0xapxR4YwS49UyUolSapzRPFNQlAip8BMKPwEESCVCLWlg/IYSJVW8fobRKoxSoaQSJZQowddGU6C4kiABkpJh+DCCyjFChTMgwalxRomQigDBp6+qAiTgx5UBUo3R/E/AVFDLhJUYLfMhCj+qpVjr1AwYwEUD0r1Vpz/eve/LA0fyL9c1y1RSswOwuSD3eJtMdqS45OO167bs/EogbjBZbJHpmXict5/HEol4IhFPpBLJVDKRTibTqWWpWH8qqdQiYTJfTewH+e7khUHLcwax57IUeU/Mki+d73ny5Mn4+Hhzc/Phw4ffeeedn/3sZ6tWraqtrTUajXq9/ubNm3l5eTt37ty9e3dVVVVnZ6fNZiMIgiRJn89nsVhgGAYAQCaTQRDkcrk4juM1oZmZGR5anjx5wvtXeIKA5YUmv5tR+kvK/xi0LEJ+LBaNRROJxHws6keR9p6uk4UF67dmrc/efig3r+T02ZIz53Irq49XVOWfv5Bz4eLqb/a/surT93buLG6ov6/XDU2MgyShCwZhllURhBLDVTipxAieLkyJ4iqMVKGkwo9JPQHpZADwYaoAwRMmghitQSk1SmoCFA8tQABTIKgCwfhqiQBK8EYbOYJJA6gCw5UEqcAJGYoPI+ig3z/o88sxXM0wKpqRYbgcw1Q0DXJBDcMBBClFMSmKKwhaTXMgw6kpVolRSoRUoaQaIZUBAvBhCi8q9yIKHwr4MRVCaFBKg1GaxWsjVQFCGcBVAUIVIBReFPBhaoSEcAbCGQ1KqQKEMkCoEVKNkEo/DzMUf1P8BkywOioIE6waIeUeRDrhVwUIAxPWU0GFBxl0ewAfBhOsluRAjOZZI5V+XBnANQESQigQoTR+Uu0j1H4CRCmIt9dhlAqjAJSQ+zGpD5H5UCVGQhQHkRwQIGReVImQGpwBEFLmReU+XIXSIMGpUGpowj8w5lNjtJ6N8BXJ5D5chZIaglYTpCKAyv2IEicAnBjy+vvGJgYnfUqEhEgOIjk1RgN+XIWQ/F0DPgzwYcoAofBjgB8HcQYmWTVGAX5U6UdBhNDi9AjNmdhQ94j5aM2ldzZl/X7tps1HThypOlN48XLplasnq6t3HT6yNmvb2k1bcguKBoekkcgD/rHkFwaetDKRTETjsVginkwtV1IW7WI/QMsLlxcPLcvlT1PilxweyWRybm6OJEkYhu/fv19UVMRHiEkkktnZ2YWFBYPBUF1d/fHHH7/yyiu//vWvV65ceejQIaFQCADA+Pg4hmEEQTAMMzs7G4vF+HBnngJgamqKYZhQKMTvWg4tfwxB+ZuX/zFo4b/BR1XMz8/PPp6lGNpstfQOSBqabl+qE5y/Vne+VnhRKL564+aFhoaCCxc2Hznyykcrf7riD1vz8u5BsJFhQAxTo4ieZc3TkdFIRMtxGpKGGW5kanp0alrHcCBBaXASIigdyeqpoI7kdBRnoEMGOmSggwY6ZGBCBjqkp4N6JqhnQ1qWg2gWJGmQYgyhKdP0jCEY5t0txmB4JBwBSVqJ4mqCghhWx3Iww0E0OxKO2B89tjyYASkaQDGIYkbDEdODGUNoCiJZLcWNhqdHQhEQp5R+HERJA8WNsCE9xYEoCaKEjmQNdFBPsVqS0ZGsjuT01LNrY0IGJqSjOIhgYJI1sGEDG4ZJFiZZPRs2BCNailOjhAohdHTQPjNrnX4EEYwSwQ1s2BR+oKODGoyCCcbAhk2h6dFgREtyMMEa2fAINwUTrAal+FgDHcXpKE5Ph4xs2MiGjXRITwV1BMdfjJ7i9HTIwIR1TBCkGJBi9WzIGIwY2JCWZmGKhSlOS3EwxWmpoJ4NjwQjI8GIgZ3S0sHlu3R00MCGjVzEyEUMXERHhyGShUhGxwT1XAhmOJCkF736JAuSLESyOjpoZMMj7JSeCuqehTxoCVZLsAY6aGTCejqop7gRNmwKRUa5sJ5kIZTQE7Q9PG3AyCaZcn/FqTfWrP3lBys/3bkr5+y5s/X158TiGoHoYp2orr6xq6/fPT7x5MlcKplKJZOJeCwej6ZS8XQ6GYtHn84/nYvOx5OJJdj4M+tMJr3U/rdPqh/k35AXTKq//OMSoixFAC+xQ/IWs2g0yvs8ksmky+USCoUXL16EIGh2djYUCvX29h4+fPjDDz/8+OOPt2zZsn379qNHj16/fh0EQYZh+OSVhw8fPnr0iPfbz8zMPHjwYHp6muM4HloePnwYjUafve2klhSm7we0LDc6/6uulj/x8KfTaR6J5xfmY4n40+jC9OwsE5kmw1PM9Ez48dPw03kHitXdb8k6euzTr3YfOn2qfnBQMTE5wrB6ihphWVMwqPT7OizmLptV6vUNTXo7rbZ2k7nX5lgMkHW6B53jQ66JQcd4v83Va3H0Why9Vkev1dlrc0qcY8PjnsGxiT6nu8fploxNyHwBuS/QZbXfBuEWw6hs0jvoHm/RGjpGzBoEM9CswuNrM4w0qcDOUbPKj6h8gS6TpXPELJvwKL1+id3VYRztGDEPuSfAAC4dm2zVGTtHLCCC60lm0DXeqjO2aA29Fgfg8av9iHTM029z9tocg64xxaRf6UHk4z6J3d1jdfQ73LJJH+BDhiY8HVb7PcNIh8Um8yMAive5xzus9l7X2OCEZ2jS2+8e77I7u+3Ofvd4t915zzBy3zgqGZsAEEzhC0ic2GM54QAAIABJREFUY3zlR+mEd9A90T5ibjWM9jvcco9fOuHtd7i7LXb+5/rsri6zrdfmlHv8Sj866J7gh4jf6HO4pB6fzOvrsdnv64ztRlO/wyWb9PIn6bO75B6/3OPvMtvuwfp2o3l43ANipMqP9VqdnSbr8LgH8CE9VmczbGw1mAdcHlWAALxYj93VYbYNjE8qAujA+ESH1dZpsfW5xobGPcNjHonD3Wd1SmzuYfck3wYdY/02V5/V2W9z8RHV/LZ0zKP0IkpvQOnxgz5EjxIjONWlNRw7W/Pprt3bT+TUtbfD4+PI9HT4yVzkydOHT+cfzy88XYguLMRi0Vg8GovOzy/MP03Eo6lkPJ6IzkfnFuLziVT8jxrJnzzT/w6v4g/yF5EXRqq/vHMZsW6cT5LPPMumXHgmS/2ZTObp06dWq7W+vr62thaGYZqmHQ5HY2Pj0aNHv/7664qKit7e3rGxMZqmMQwLBAKhUGhhYSGdTicSiSV9hY9ynp2d5SvBLMWkLdX+es5q+10O1F9A/t3QsrwwRjKVSiRTiWQqlUqmkolkIpZIzMcTc4nkQiadzmSimYwrgIrutew8dnzNV7sPVlXdBRQmmp549Ghs5qE5FLKEwyCK1rS2bi0qzBHUtYyMCKSyrNKyL0+czBeJRcOyRjlQ09aRXyfOqxVVN90709xa1ni7pP5m2c2mwvobObXCyqa713olNe2dOULxsVpBZfN9kRxoUChPXKv79JtDuytO1UsVF9o7N+fkHz53QeGedE8/uq+Gs3IKXv9i/cFTZ+WusVYQXnfo6KZjud0Gs42bujms2FFQ8tnX+4tqRXLXRDts2FNaub/qzIDVYaJYQd/ArtKKzTn5BXWiJqWmGYSrbt05dO5CXp3wclfPbZXmjhq63ttfJG44dOFSnkB0ubuvXg6c7+r55vzFL07kfHPh0k0QbjNbq+63Hq8T1nT1NGn19UrVSZF4zYmcbeWV1waGaoelO6qqNxeVXB0YGvb47sK6vDrxloLiI5euNmngBrlyc37Ryr37q+7c67U5b6uhqjv3CsWNRfU3ihtu5tQKD56/WChurJcBdyDtmfutBaKGs63tFzu78wWiInF9o1xxAwCOXrr86f6Dm3Lzq+80txmM92BdaePN3OuCW0r1PUh34OyFFdt3bczJr+0bBBGic8Sys7Tys/2H6yRD0glfofjm29m71hw5eb69Rzrh77G68gQN28uqajq6m/XG4pu3NuQXfFV16lxbxy0VWC8FKm/fzbkmOH2npa5/6HxrZ2nDrfIbTRU37xQI6vPrxKfvttS0dOReF+47dS73urCuf6jXZFNP+rV+bJRkJmZmnaGpXsNIeZ0o6+jxfcUltwck+MwMzxmWzGRiydR8ND4/H41FY8l4IhGLxWML8dhCMhHj48WSi7jyrciUP5rD0qlk+nvybvg3Jy84QozHFZ75eGlx541gfOf8/PwS+308Hud7ZmdnJyYm2tvbGxoaBgYG7Ha71Wptb28vKSnZv39/ZWWlVCoNhUL8T/CxyzRNT01N8TUl+YKSS0Foy7kpl1MgP5cy+WIH6n9deCal5LPqSX8GWpZwhTdep9Kx6MLc08fz83OLGT/pdCKViqVSC6nUfCadzmQiT+db+iTZ+w+s2pp1/PSZJqlUPTlpYTkTwxpJSuXzt+oN1/v6z7W0Xe3tvwtru2y2O1rd5b7+Sz29t9Qgrwp0jFpuKcEbCvVdSH9fa7gLau+A2mZYf1sNNSpUtzVw24ipWW+sB1T1gKpZb2w3WVoMI41yZW3f4C1A02u2t8D62p7+m8Ny1bjHRDKAc6yxb7Dm1t07gzKdx6+wOa/db7/e0ql0jNkpTuUcvzOkEHb0tCtBvQ9VuydvDUgb+geHbQ6Nx9tpMIolg4K+/iZA1T1i6jAYG4ZlQsnAHbWmc2S0y2RqNxrva3W3VepGQNEEQl1ma4/Ncc8wIpQprkgGGpSqLpu91+m+q9M3qDV39YYuh7PL6WwEwbMdnRe6e+6PjHY7nI0qjUiu6LTaZV5/r93ZIANq2jqvSwZ7rPYB1/hNpbpuYOi+zihxutuMJrFUfqWnr1YydBfSthpGbqvBRoXyLqRrGzHd1xvvQtomEL6t0tyQA7cBZSsMt2nh23KFeGCwUSrrMo6qfP5h15h4cOhqV0+HcXTYPXEb0NTcb7/S2dOmHwVRXDbhFfQP17R0dI5YlH7sjkZ3+l77pa7+9hGrBqXkHuQGAF7uljSBuh6b85YautLbLxyWtRpGeRWqGdbfVkFthtHOUcsdjVY0JBNLFTeVmltKTZMKatOPdo5YmlTQla6+ytvN5+61NathYMyjmfQDYx7Yj1lpzsGGenXGw1Wn1u7dW3r16ojH8zAWj2YyiUwmlkpHY8nofHThydzCk6fR+blkIpZKJdLpJP9Gym9n0qlvvzh965n/QWt5IfKCfS3PWZ+WlvLluYp/9myPHz9GUVSpVAqFQj5ZsqampqCg4Ouvv961a9ehQ4fKy8vv3LnDM4ahKDo+Pj4+Po4gCMMwMzMzfDQaH3jGq0pL7GHLLXLLmfa/m4H6S8jS1OLfBFN/Dld4a/RinaVkKp1KphPxRGwhujAXjc7H4/FUOpXOZJLpdDSZnI3Gpp484R7M2D3+ultNe0/k5p8736c3usNTzvDUCEWB/oDK6+saNefW1n124NDBmgt9dqcl8kCJYIMejxLFYIrRkrQGJZR+ROlDNBhhYIKmUMTIBNUIrvAFlAimwUmIoNUYCSAogGAqjFDhpBLBZF6/3OOHcdoSmjZxU1qMsganxqYf9Y9a8y9d/eLrbzYfOlotbBgetbgozobTugkf5J4EXRPaca8ZIUb9WKcKKr1Su/NE3vajJ7OOnNh+IrdSIB40WRxcyMKwsB9RT3qlTrfEapW5x/Q4YWJYPUFq/AGV1yefmBhyuaRjY4Dfp/T7hsbGJU734PikGsX1LKdnOTWGK3wBIIAAAVThD8AUbQyF7mh1+87VZJeWXerpAwnSNvNoNBzRUowGxSGCGmGDptAUiBESp3vQNaanWVNoSuH199md0vFJNYJpUBwmqNFg2DY9Y4080FGM3OMbHptQBVAtSWsJEsZwHYYbMMyAIqMYZqMZG8uN4ATk86kmJoHxSWB8Uu3xQn5Uj1EmOmhmQiY6qCdoGCNgjDRQ3CgbHmFCvKcEJjg9HdKSnCpAKH0YhDN6OqSjWBAjNQgOogSEUzBBwQQNE7SOYg0MZ2CDMEEDPmR4wiP3+CGcNDJBEzc1QgctoWnP06gWp0/dvb+tqDT3uqBda9QihAGntQEC8iBaH6ZwjDUNyc7fbDojbrjbP2Dx+h/G4vzjmkxlUolUIhqPL0Tj0ShvDeM9+alnRSi/pbV868lPp9LpZyRkP8h3Ki/ejf+cQWyJUT+VSj18+NDr9UIQJJFIBgYGIAhyOp1Op1OtVvf29nZ2dopEoqNHj65fv37dunXbt2/fsWPHxo0bV65c+dZbb7355pvr168/c+YMAACBQIDjOI7jWJadnp5++vTp8qxMnj1syW//fbGA/VH+Z6AlmUwn4+lkPJWMJ5OLrATxZCKaiM/FY0+iMW7mkXlson1g6KK44UL9jVYZYEIJ78PHrvD0KM3qcFKPU/12Z871uvd37ckuLm3W6s2RaWMwDDOsjuUMXEhHswpvoM/u7neOK/2YgQmZwtN6Ogj40OFJn9QbUKK4hqA1BAUguALB5Agq9SNDXr/UG1AhmAYnQYzUoASEEJbglDUU6TaMHj97/lcfrPxPv/in1z7+rPjy9UGj2eAJaMe9gM2ltLl0E74RPzY8YqmsE7/z5Yb/87/8f//H//Wf/u+f/PzdtZtO198w+AJ0NB6YfWKhaJ0f0Ux41BOTBhRzhsLuqYiJZvQYbsAJHUaA/oDG74dQDEQC8okJ2di40ufXkZQpGLJNRaxTERMX0pO02o8oJr1qPwKi+F0QPnnt+v6z5y539QyPTWgJSkdSWoKEccLAsI4HM565ecf0jNLnl45N6AjKFAxBGK70+bUEaYtMjz2adUQeGCkaQnE9QZmDYWs4YuJCBorWEaSRokdJ2oCiozg+Fgz6ph+Mh8I2mjbhhN7vV49PQB6vjWbGpqYdXNhE0CaStbFhZ/iBlQ1rEULtQ2CMNNJBIx2EMBLwooAPhTAaJhjAh8kmA4AfhwlWS3EQwahRUhnAFD4U8KMqhNCgpBolVQgB4rQGoxQ+RDrpU/oxPRO0Ts2YQ9MwTusIduLxgoEKnr7bujm38PD5K/dAnYFkHeEZKxcBvdiQfUzqGDMGcNA9WdfSXl0r6FNppucWMs+ghU9dyaTSqUQiGY8m4tFEPJpMxlPJRfUl8+cS8lOpVPIHg9iLkxfga3muM5VK8Tkr/IrP++p5RwvDMFKptKKiYtOmTTy5y4YNGzZv3rxu3bovv/xy06ZNO3bs4Jnz169f//777//mN7955ZVXfvnLX/7mN7955513vvjii4MHDwqFQpPJNDMzs6R8JJNJvvLY0m8teVb+lOr4uxyfv5D8e6EltbwIeSqTTqaS8UQ8mkom0ul0MpVaiMXmYtGniUQik3m4ENOMmC/VN566XtfUKxketajdE+CkH/QiMEIYKNYSjGgJ+i6oO3O/9XJvf5/TDdMsRDF6Njg69WAkPA1TrNyHDI77hicDSoTPhCCVCMknWygRUu7HZD5EgWAqglLi5HAAGQ4gMgwHCAJA8WGvf2B8Uur1aRBME8CUXv8IxZho5ubQ8Jajx19576PfrVl7rPpspxp2UJyLCdoIesSPDY1Y67v6T4tvnDxz/oNNWS//8tcr1m1q7B0YC06ZMLxXq7s1MCjq6r49ODRgHB0JIE6WsxAkNDExbLH2Go3dOv09paZxcOjmsLRLb9B4fGaaNdOMxuPrMY40yRV1Pb21Xd13FIDU4TLixChJ6VFM4/VLne6eUVOHwdg9ahp0OJUe7whFW0NhldfXBCivdnaJB4f6zBYdhttCUyaGVYxPtGp1N2WKWwqgWa25r4F6R0yaSQ8cQKQOZ4sGvDE0fEcB9I2a1ZNeXQA14ZSLDdoIUu1wtMpkorZ2YVv7fakMsNnNGG7w+fr1hlalenDUDDjcPXrjHTlwF1B3G02KcY8OI400p8VplQ9VePwqP6ZGcVUAUyM4THIwFVT4iaEJv8yLanAGpoIQyakQUuHDgAChwihFAJf5UODZf1Dhx4EAoUIpiGBBjAZ8mHwSUXjQAcfEHZVWNKhoBg3Dbo/Kh2r8uA5ndBirnETUk4idmzIG8Gv32/LOXWjuH2BmHmUymWQmk0hlEolUPBaPR2OJWDQRjyYS0UQilkjE4vFogrePpZYZxPjXI77qdirFp1V+H6bx35q8MGj50+3lhJW8eerRo0eTk5P9/f1nz57ds2fPihUrfvSjH7388stvvPHGzp07i4qKKisr8/Pzec7KH/3oRy+99NLf/d3fvfzyyz/+8Y9//vOfv/HGG2vXrs3NzW1oaFCpVB6PJxKJLCwsLA85W9JUUs/qXS4vV/z9AJh/A1r+NV9L+pnbPhmPpVPJTCadymRiyeSTWHw2Gp9LZ0KPnw5o4FPX6i403hoeMY8iBDgZkDrGh53jwGQAxqhRNmxggoAf7XONScYnAQRTBLDBCc/QhFcRwFUopURIIEDwoKLGaAAh5T4MCBBqjIaoIEhyigA+OOkd9vkBglRRtBwnAILUMCzIckqcHJjwdDtcgxOTEEHpSBpGCfeDR3gsrpqYzL9y7berv/jp7975aOv2alGDdsJLPZ1j5uZH/Ki4sy/33KVTwsbmYUVFrejN1V+uzNpxo29Q7/E39vVvO37itU9W/ex3v3/rs9X7i0sbe/vULjc0PnF7YPD46TO78gqOnjqzr6T84207V2zYnH085/ztu12QbmDE3Ng3cPLchdV79v7qw49/8c4fPtiSnXfhcq/O6OLC5PzCeHj6yv3WdzZsfmvt+tM3b+sRzEwxRozQI1h9/8AX3xz48Rtv/dd3Vmw6evzivZY2EG6QDB4+ffYPW7J+89nqj3d+lXUid9vJvPxLV1qVGpVrvFmuPFR56t31m3735bo9hSU3JEPwhM8zNYPMzKrsztNC0UfrN/znn//j//vTn732wUfHqk7dkynqe3o2Hjz4+qrPdubmn6q/cfRMzRffHFiz78DJi1faYIMtPD326MkIHYQQEsYpcyhiCkdUKC71+mE6aJme1bNTPORrmbAxOG3gIjomrGPCxtCDkakZHTelITmIDuqD0yPhGX0wosGZoYlAt83d55gA/LgGpSSOiRbtaLvBOuz2Kr2Y0otJx3zDYz4QoQ1USOMnQR/unHpkoYM3JEP5Fy5fbLwNmu3c9MNoMpPOZBLJdDTKe17notF5Hk5SqUQyFU+lEn+GYGLJmc87UJ8BzIuagP8x5TstBfZcYNhydWGJrXIpAT4UCkEQ1NTUVFtbe+nSperq6qNHj27cuPHdd9999dVXX3/99ffff3/NmjVr16794osv1qxZs27duq1bt2ZlZa1fv/7DDz98880333333c2bN+fl5dXU1Fy8ePHcuXPXr1/v7e11u93T09OxWGx5fPNzjpbvYFi+M/mfgBb+fxaPxaILC/F4PJ1OJTOZaCr1JJ6YevzUy7Bqs1Xc0nZGIL7R1aed8Dq5KQNKqTwBpQdReTG1H4dQWuFB78LGy32DYoV6aMIHUUEVRsn8mNxPyAOkIkDK/ITMh8sDhAqnNSSrJhglSikCOICSGpIFKU5DsiqCVhI0QFAAQQEECZAkyHC6YAikGLkfUQRQECc1CKbyBixceOLh474Rc+6laweqTp+5cbvw8rX1+w9+lVd4d1DqoFgrTt0ZlJ08c7740vWbfYPl14VvrV67cuv2hu5+jWv8tmTwbMON8zdulV+r+6ageMv+Q7tz8s413mwHVJeb7q7ZvefDLVsLLl5ukata5KpKgXjzoaNf7N53uOLU+RtN1+611rV0iDp6bvUN3uodqLhat2nfoayDx8433AYsDrVjrOji1X/47e9+8sbvy2tFDppz0FxDjyT72MnXV61+6/MvP9yS/cHmrLe/WP/GZ2s+2Jy18cDh9zZufekX//Sf//nVnTn5tS0d52/e2VtUuvbr/Rv3Hz5xuqautbN5WHH5zv39JRUnzpzvUsMjXuSuZGh/YcmnW7Pf+fyLtz757M1PPntz1eersnfsyS/OOnrin9/78KVfvPLKHz7KPpFfJqivarh5vObSifOXBb0DsrFJPc7oCMZAcQaaM1AshFNKBFP4EQDB1DipwRkVTgMICaAkSAUhOqwhOBXGqEhOQwXVZFBFchA7BXMRkA4DOKNAKbmfGJ5EhycRuQ9XYwyEc9Jx5I7GIBpS3tUYB10+dYACMVZHhPVUWEcEYZTWBHD5mKfHaBZ29xddvFpcc7FFMhigublEMppIx+KJhVh0ITYfjS1E+SJCyViSJwdbcuMn07xrZfljzYef/FAK7LuX79rXkv6TlJFUKhWLxZ4+ffro0aMnT57EYjH+4GAwCEHQzZs3z58/f/bsWZ5Uf8+ePX/4wx/+4R/+4cc//vFrr722bt26b775Jj8//9SpUxcuXLhw4cKpU6cKCwt37NixYsWK3/3ud1u2bLl69apKpVoqKbZnz56amhqtVvv48WP+2nh9ZXntr+WX972Bmf+eQSy96Gvh6xanM5lMJplIxqJRPmhvIZmaS6aeJFNYKHxfMnCssupIWaWgpUNhdZpx2saGRknOQLAGMqTFWZUfV/nxIbe3dkBWIL51tq1b4vaMhh8agg80dEiFswqEkgdIqZ+Q+QkApTUUC1KsCl9iSKTUBAPSHMiE1DQH4LQcI+U4ocAJgCDUBAVStAanVCgBk/QIG9IRlNLjNxC0mQk1A5rjNZfO3LwDe/wyq/34mXOf7ty9t7BU3NU3bLK1KtRl1wSlV+uE7d1Fl669t2HLur0HbvQOdIO6ylpRwflL9R1dDV3dx6tOfbRpy7tfrD1edapfq2sDVN+UlO44mXNLMoQ9mgvG0hL96L6isvc3bt16+ETRxatnRI2XbjeL2ro7AXBIN3qmruH3n37xy9+/d6CgdAAyGif8F2/eeX3lp6+s+KDiutBFByfDD8413PrJa2/9Pz/9xd6C0j7YOGgwizt6KuvEZVcFZ8Q39haUvvLu+29+uuZac6uDZBVW56Gyqv/65tu/+P2KwgtXxrmp+UzGitMV10UnTtf0a43wmKfo/OXff/bFyk1ZOadq6lo67kmB+zJli0zZrgTPNtz6OGvHf3v3vc927rlw577U6hq2uq519JQI6q939klsTjCAQyipRnDAG5B7/XIfokJxNUbIA6jMF1AgmBIjefIbJcaoCU6Fc3KUliKUNEBKEUpBsBA3DQWnAYIb8uHDPkKO0gDKAAitCFAgERoNPlQF6PphTVVT+/U+ucThgYmQkZk2Mg/01BSEc0ofMez2Sse8MEIOmB3ltaLsw8eOl1d1DErHA/j07NN4Mp1IpeLJxHx0fvbJ7OyTR3MLT5PpBO8b5EPr+Vj5dDK1PC14yezwPZnGfzvywqBlKforHo8/fPhwamrqwYMHc3Nz/JrOW8MoirJYLAMDA/fu3WtqahIKhWVlZdu3b//DH/7w+uuv//73v//kk0/Wrl27cePG9evXr169euXKlR988MFHH3301ltv/fSnP/31r399+PBhAAAePXoUiURkMllubu7GjRuPHj3a2dnJMMxSrPMSfjzHqP990mDS307Hfw5deBUynUzx0JJMJBYJ3GKxaDzOmwhn40kXgt3t7T9SWr710NH885c6NNoRlDSiNOjDlON+xbhf6cXUCAXhzAgXUQWI8x29OypOH7smbDc7jOEZmJlSYowCoeUBUh4gAIRS4SxIBmE6qMZpRYBQIKSaYDQkq8JpJU4BBK0gaDlOKXAKwEklTqoJUkNQapyUeQOD7gn5pE9L0Eaag1EC9KNDNve5pnvb84pyL14dtjjGQ9ODI5bcmsvvbdj66/dWrtqUfbis+lLT/XtS5c2+of0lla9+uOq9DVurBPXnGm9v2Hfwoy3b9hWWHCqr+CRr+89/9/Y/vfOHfYUl3Rr4vkzxdUHRjpN5zVKF/8Gsiw0L2rvW7T3w21WrP9+1Z09+8b7C0m+Kyo5Xn60W1F+4eWfXsdwf//LVl3/xy+1HTvSDehtKCVs63ly1+ue/e7fw4hU7yaKzTxt7JO98sf6Vd98rungVHJs0eJFONXz9fvvFpubalo6jVWdeWfHBb1etvnavzeBFbvYNrtq266V/fOXVj1ZdvnMfnZ0LLUS7QN3OnIJtx3Kah+RKu7v40rV3vly/cuv2wotXW+RqlXNcYXNJjOZ+g6nm5p0VG7b87O0Vm4+caFaoR3BmyOYqE9/YXlCSe7XujgpUTPr1JGuggxBB8RRtPKu0CidVOKnCCSVGACipQCgFQgMorSRYgGQVBCPFqGGUlGI8JxsjRckhPz7kw4f9uDRAACilxlkdEzGFH8kn0avdQ/mCG+daurtNTi0eNNIREGUUHlzlp2A8CGMsiDI6gtN40XZQf0rUuPXAkZ2Hjt1s6aDD0/wDHE8m56ILs08fP3ryeD46n0wn+IQtPgqFt+Kmk8nMontlUWPhFZnvyTT+25EXZhBbkmg0OjMzwyed8EYqXo95+PAhQRAmk2lgYKC9vb2rq6uzs7OxsbG6uvrw4cMbN258++23f/GLX/zoRz/6+7//+5deeumll156+eWX+QrHr7322muvvbZ69epTp07JZDKbzcaHKR8+fHjr1q0nT55sb2/3+/2RSGR6enqJ3+U57rLvCzHlojxni14sU/zsrY5X1viXvmQiubCw8PjJk6dzTxfisUQ6HU+nn0ajkxQlvN+y89iJ7MPHT4ka29Sw3DUB+zGNF5G6PH1mV4/JKbGPyydRLcHapmdBjK5ubltzLHf36Zr7IxZDeEZNcFIfLvURigAJIBRPAKzBOZBgNTijRCieUVFNMDybvZKglQQDEIyKoDUko8ZJJYppCEpLs0oEH3CN99tdsgmvFqe1GD1odwv7BvdXnfli/+GD1WdaVfB4+IGNDt3sl245dOJHv/zNyz/5xy927r03rNROBEQdfV/sPvCT3779+idrDlecrqqr319auTuvKOfshaPVZ778ev8bn65549M1mw8dK68VnTx3YdWO3ZsOHRV19+l8yJDJWiEUf7577+ufrflgS/aWw8f2FJTknLtQLWq83tpxraV9X1Hpr1a8/w+v/nbNrq+F7V1Kh/tKc8vrqz7/yVu/P372vM4XmIjMDIxayuqEu/ILj5w6WyVqqBCKD1ZWf7lv/5qv9+3KK1x/4PA/vffh22s3nG68dU+hyr1w+TerPvsvr76+YsPmSlGDwuHSev1XW9o+27Xn/S1ZFUJxt1Yv6Og+UFG95cjJvSWVVaIbF++2FF6t21tWtauobO3BI79Z/eV/+/CTD7Z/VSwQd42YO4ym/Frhqr0HvjxyoqT+Zpt+dIQJuWefWiMzMMXI/YjcjyhRXIWTaoJUE6QKJ5UYyeua8gApR0kFQSlIWk5QcoIaRokBP9LnDfR5/QN+ZBjB5CgB4BRPywYSrDn8EPBhV7olJ64IKm/da9WZQITSEZzSi0vHEQjjTKFHBnpaHaABLw6htIUJD4zajlWf+2TLtsOFpcMaiIs8WEgk4+n0fDw2F49Fk4l4KpFIxXnF5dnjnEynEulUIpNOZtJJXov5gVT/RckLSJlML5MlLWFubu7Ro0ezs7Pz8/P8mv7gwQOHw9Ha2lpdXV1WVnb16lWBQFBSUsLz5+/du5cPDPvkk0/ef///Z+89vxu7z3PRD/cPuCtZWVnLK/lw4uucm/icJI6dY8ddlmRZxbKsPiojaWYkTSc5vTf2jg6wDjlsAHtB2R2ddUgOhwVlY/cGgHVYAaLeD5tDTWTLN1lXYw9kAAAgAElEQVQ3R7Jz9a7f4gJBEGUXPPstz/M8/cwzz7z44ouvvfbau+++e+jQoWPHjuXm5p4/f/7y5cs3b94sKyurqqoqKio6fvz4Cy+88Oabb2o0moWFBVnoZWVlZW1tTSbkP2lm/EWsmj/R+Le4kvmcGnkqlUol90yLE4nETiy2tbMd292VE7rV7djY7Lyhrf3U9RuHzp6/WF7VaAGgOb+b4rys6CRZ2E8A8zjsJx0E5yB5WWXS5sP1NuR6Y0tVn9kaIEaiqxgjATgDERxK7WnLP1aY5+00L7uGoCSHUrwMMHuLFeysgDE8Imseh0iYoDCKddCsnWSwEOWiOBfFDUzNaAbMV3Q1Z6tVRU2tbXaXM0CMsaIHpy3j03V95oqmtro+s+3+jGV8urrVdPxmwcGzl3ILyxRtnZ2Yq9vlbbYC1R2mW4baK0rNxWrl+crq8xVV5yqq8soqzlVWl7a0tqJY3/jEPRSrNJpu1NReVKouqzXFzfc0PX2GgcHKDuOd+oarWv2FasXZssozpRVXlJraQTM4M1vVbvz+K7/9258/lVtRaZud81KMiyBdBNk3cV/Z1XNFo72o1pS1tTfBSCtqV3Z1X9XqzlZW3alvqLNYm2GkvK0jr7zi6J38MxVVxc33miC4d3SsGUYKGu5e0WgVnV0DE/ddOInMBzoc3mpjT0FDc0F9U2lzu6KzV9UzUN7Rea2mPreiOqesKv/uvXt2V9fYhHbQelFjyKlQ3GlqbfeMOmlumJcQnLQs+C2+AIgTKMUgJA2GSJikMZqzMzzGiBgjIbQIUpyNZACKhVgeYnmYF+3hCCqGLRQ9EMCtBImygkMIY4wA4hSEU242jOJ0I+ws6+ipsSKD0/NIgMRw1stGRqWVYWHJQUlQkAECNBxiHCTvJnl0PtjtHC6ru/vhqbwPj5+sabpHcMJOMr25u7uTTCYy6d3k7k58O7a7k0wn0nuFXpkT/NnKfA0tX118laL6cvdeJrrH4/GlpaVIJLLfAlleXh4ZGWloaCgoKNDpdG63m2VZHMdBELxx48Yrr7zy1FNP/exnP/v+97//93//93/1V3/1F3/xF3/5l3/5jW984xvf+Mbf/d3fPffcc0ePHr1z545Sqayrq2tqamppaVGpVGfOnMnJydFqtePj4+FwWBYTW1xclNMX2bJF7uo/SZz8r8DG/534XRnQ/WJgIpFMJNOJdCaeTsczGToSbe7pPZJ35o2PPzlfUlrbP2iZnBmmhXFpcSKyPCJG7QQL+gjIRzgIzs2Isvov4At1jk83ObzGsWkwSGEUDwRIq4+AcBqjeDstyliCUbyD4p2s6GRE2UQEIViE5FCaQygW2SvLcCjNozSPUhyIk9YAjlCMR4o4eVGWFHOygocXUZwcmpnrHp/sGr3fNzFtfjAHzPmxIOkM0YgPN0/PWh/M230hbAE335/pHZ7oG7k/NDENz/omhQi+uT3BC0a3xzBkbnM4wfkFN0W7SApcWBh88MD8cMY8+3DgwXTXxHib19vicXeMDPdMTAxMT5tnH1rmZq1zs0MPZ/qmJrvGxrvHJgamHgDzPtgXGJqZbYDRTwqKvvvKq099eKiyp9fN8XaSMs/OwXjITtFQAB94MNM1MTn4cNZJM8O8iATx7vH79xyudo93aGYWCgQts3Pd4/dNI2NdY+O996css3PAgh/0+W3zC9a5edv8goOgJ8KLI3zY+nDB5B3vGZuUzZVhHz4hLQ5zUtfo/QYQ7RqZwHDKSbFwkLDM+QYfzJofzltmfYMP5syzCyhO2ikWwglbAEcpxskJKMUAOAHiIYRkMJrDGAFjJZgRAJKxhigrQdsoxkrRiCiOb2zc3952RMJ9Pn/3w9mhAG7nhOHookeK2mkODdHmGV8z5qkDsM6RSQxnPIzkogQnJbiZ8LC45BGWEFKw+EmLn8RIfoRfvC8sjpG8CXbm3Sp47f2PPs0922TsnPEFVre2UplMKpuNJXc3Yptb8a14MiaPiu2lLHLW8jiVkYkvmUwqk/mTP4X/tOKrgZbPfcdls9lEIrG+vr66urq5uSnP/q6urt6/f99kMjU0NAAAIIpiNpuNx+Ner/f69evvvvtuXl6eUqlUKBS3b98+d+7c8ePHP/7440OHDr3//vtvvvnmyy+//NZbb505c6a0tLSqqqqyslKpVNbU1DQ3Nw8MDIyNjTEMI2PJvqi+rKCcfNxmeFLu5b8YtHyRwvTeZ08kEqlkMpPNZLKbu8mHeKi5q/vMzZuH8vIulJbVDw4NTUyBswuOED0shEfCi24+jBAsFKAQnHHRkqwV76B4wBdqdg6rBm2NmBsMkG4ujBAs4CfAILXvFIIQrGxe4tzzQ+RksJEdRBCSlqX4UZpFaR6lhcfTYqxdEN3hCMpwgwu+voez1kDQJYj3l9cmV9Y8QhgJUaAfB304HCCwEGUP0RhOo0HKEaLdFO+hODfJjrDSVGR5Qoy6CMZDc1OLS+NSGPYHgAWfl+MfrKzNrD2aWl4ZjUS9kjQsSaORyGg06pFEhKZseBDAcZSmXALv4nmMoe0s45FEb1hycryD5TyidH9l9f7K6tCCr6KvP0elzlGoCo2dbaNjEEGiFA3gOBDEEYr2iNJodHE4EnXyAkpRYIiA5IUTEE6gBOXkeK8UHg5H3LzoZDkHw2E0gxCUg2FHI9HR6JKdZgE/DgcJB8W6HhumYQSNEbSbEcakxREhDAcI0Id7Oen+4rKLFSCctNPssBgZliJ2mrX5gpYFPxKiZP9mO8PJ2aGcIKIUjdEsRvNyAwyiWYBiAYoBKFaGFojnnItR19IixDH9fn+/z2cLkRjLO3gBo1mEoOwUC/pCLY5hvRlqc46ACyEXLbgY0cUIDkpw0AJK8iDOWAOUNUAjpDAqLk9FVsdZCZyabbGAd6rVb3505MChI7UtLeLyciab3d6Nb8S2t3d3dpPxZDqRySQzj6thma+h5Y8jvjxo2b/xJCdRvieZTG5tbS0vL8t+XDK0PHr0aHx8vKmpqbq6uqOjY2FhYXNzk+O4lpaWI0eOHDp0qLW1NRKJyK0aURRpmiZJMhQKzc/PYxhWU1Nz4cKFw4cP5+XlqVSqe/fuVVVV3bhxo7y8fGBgwO/3P3r0KBaLrayscBxHURTP86urqzKJcr/j8rmJgz/peNzTTH8+npDVSadSqXQqmU4l03vUnujGpnFo6OO8M28cOXKprKxhyGyZeuAkaCfN2hkOYziY5kCSseKkJUDYgiQUYlCKt9OCmwsDfkLRa86r0hQ0d5hn/RPRVRcnwTgN4TRMsAjJISQrU+0c7J6plExzsdOCneIxkpO9vzCaxxgOYwRUtupieJQVZJ92hGatAdzqx2GCRikWpRj5C9HNizOPNoLxJL6b9O/EZx9tjooRNEjY5v2QD8eChJOgXCTjJlkXyXpoblyKzqyuz65vTi4teXnBTlLWBf/Ag9nB2TkggIMhwhoIIhQ9srg0sbrqlsIQRQEEAVIUyrJ2nkc5DmVZmGZAkrTiuAXHAYKwhYhBn699YqLB5WqfuA9TrDe8iNEcGKIcnOiNLLrFsOyAYgniEEXbecHOCRDF2EIEwrCjSytjS6sYzYE44WB5txjGaA4maQcrODlRrlbZGQ6lOFswZPUHMYoZjyxNrzwaCy/CAcIyu4AESRfDYwRtWwgMzS5Y5/1IiHSynIPl7Azn4AQ7w0Mh2hYkwBAJEzRMMgjJYAyP0RyIkzY/DgQJlGQdDG9neJTmIYoFKRakWYjh9xstIMNBPI+KIszzFoLo9wfMwRBCc04x7OBFmKDhED0sRTGCNdiQ242t6gHr4IMFjGDtJCfb26AECwRIW4AEcBoiOZjmHazoYng7TtmDoRGSHvSOXCgsfuPQoatFxa6Jieja2tbOTiwe393dTSYSMu9qD0jSyb305TG0yO2Wr6Hly48vr9fy5PXyk0gjy1M+evRIkqRwOLy5uZnNZtPp9KNHjyYnJxsbG2/cuFFUVNTT0zM2NoYgSGlp6dtvv/3BBx+0tbUtLy9ns9l4PL62thZ+HAzDLCwseL3exsbG06dPnz9/HgCAYDDY19eXl5d38ODBmzdvymnQ2toaz/MEQYRCIY7jVlZWYrGY/A73O/n/daAlm01lMsl0KpVOpT9r3aczqXRmX4wgk06l08l0Jp3NJjPZR7H4ZCCgbGo6fP78sWvX1KbOgbEJxB8ckSKTK2vD0SWI4Swh0kJQQzjR5w/2+vz9voAtRNkZcURagoOUstecW6a8Xd8yMDk3Ji65GBHBGbnehew7z9M8xooYvVcKQ8k9u609QzCKxygeo/m9vgvNwwQD4BREMBgj2BkBo3g3FxmNrLj5sC2AD84tWP1BOESiIRLyB82z890Tkx3ekc7RcfPMrG3eZ51dQPwBN0V7KNoewF0halyQRngR8gW7J6Y6hkc6hkc7xyY6x+4bR8b7px+iBG1nOPmZLb6g3HtAaBZhOJhmQYoGSRqkmD0XMpwY9AcGfIGhQLBvfsE4NW2aejDoD9h5cWx5bWpta2p1czS66uIjDlZyciJMMf3z/s6Z2b75BYhmXOFF7+KKU4o4BMkTXnSLUYhgLH4cCJIgTgGBEELQXjEyLC3Zac7qxy0LQasPB4OEg+HGIouTS6ujQsTycKEZczVAWM/4lD1EuxkBDhD907P90w8hnBgOR8eWlr3hqJ0RYJJFKN7OihgrwhQHEowtSNqCpLx5EZJDSQ4lOIzkUIqDKU7GFdnDGGJ5gGZlS2NUkFzRJVd0CWL4QT/e7wvaQpSdlzzSoouVHIw4Ii2BfqK6d+iyoaGqZ3BwZsFOcghOwziNhhiM5DBaQCgOIhmQYkGKhWgGImkoRGIkNczxzmDQiKIVDQ23K6oNTfdGJ6e3dmLZbDa5m0jGdzPJdDadeaz48rh7v/czmUon9rOWzBPklt9hWP6e9e89r/5j//D/l/iSJsQyj9mR2ceJy35xJplMytx4WdRL/k7f3d3d2NiQJGliYsJkMmm1Wp1Op1arb9++nZubm5eXp1arJyYmtra25DFl2YSY53k5d/H5fMPDw42Njbm5uefOnevv75+bmxsaGrpy5crBgwcvXrw4ODgoiuL6+rrcZVlbW5PNjGOx2P7k8efe7Zewof63hExLlpVbMulkOpXOPLEjZNn8lIwyqd1kYjse24zF45ns+m7yIUG2m835Gu1NtdrQ2wfNzY2L4VFB8giSW5BQlrdRjIWkLSRtJukhirbQDMhyKCs4WMnNSpCPqLOh+Y1t6h4L8DA4xi+6KRENMXKjHqE4mOIgmkMYHpP5ktSeje7vQov8eJTmUUaASRYkaJhkMUawM6KdERyM6GAFO8OhFOPiRQfLG8cmbjTcff3s+R8dePfbz7/4vVdf/yS/qMPtHRPDI5xgD+L2IO4lqRGG9ZBk//hEfsPd357K+fHb772ac+ZWQ3P32KQ9REM+3DbndxDMqBgZkxYdFGudD4L+0LAUnVpdH19cdXISTDIATgA4iVCck5ccnACGKDBEOTjByYuyq6ad5VGaswUIMEA6GdHLR520iFG8mw8PS1EnH0YoxhoIWQM4RDAowyMUCwQJy0LQ5g8hBONgOCfNuRh+VIyMR5ZGpaiT5uAAAfhwNETZSQYJUWiIclKsi2RtDxdUvYMf3y58/8qN/KbW/skZF8V5GN7N8G5W8IoRrxRxcDxEUABOAiEaoliY4WFWgBkeojmQYiHZ/FiGfJrHKB4lOIRkYYqDGV4GFZDhAJq1UYyMLjAnoIKEChJIs9YQZQlRAEGDBA3hNBSkMZJzcxHQT9RB9vLOPoMNGXgwj+A0GmJQWdeHFjBWRBgepFgbwdgI2kbSEM3YBcEtik6GRQNB6OFsl91RWddQqtYOQUh0eW3v8N7TFkulksl0KpXJpDLZdDqTSqYTiZQsuZ96XBb7tzYZX0PL/+b4arKWJyMej8umKfF4XK5E7euvyOmI7EAcCAR8Pt+DBw8mJycfPHiA43gkEtna2pLplouLi+FweHV1VXZFXFtbC4VCHR0dssJYe3s7SZJjY2OlpaXvvPPOp59+ajQaw+FwPB7f3Nzc3t5O7Devk8n9obV/f7LyZNPojy4yTxKSs+ls5kk5ZzlrTKWSqVQqkUzuxOMb2zvrO7HtdDq6uYmNTyga795WqbWmzqGx8RGGnZAiHpZ3sJyDF2CGMxOUmaRtLAdwvJXhbAwHsTzGiQ5WdNKibS6oHwJv17eous3AbHBMWHLSAhSkwCAFhRiYZGGag38ftMjtlicXSvEwzUE0B1EcRLEQxUA0A1EMSFBAiEQoxsEJdpaHCcoWxEE85GBY89z8WZXmW7945v/4b3/zNz976renTl9QquusVuDhw2GaGeeE6XB0SgwPjE/cqq17/cSpn7/1zq8+OPTx9dsVrcZO1wg0s4AuBD0E8yCyPLu0dl+IOHEKWcAdODUmRIZ5CQkSaJAclxZnVh/djywP8+ERITK9surb2ppb3xgVJVnVeHJ5dWFrZ2b1kZ2gzTPz4ELQQ4uT0dUHKxsPVtfnN7bweMK/E7+/uOxieCfFOUgWwUkEJ90Mfz+yMr++HdpNMskkm0gR2/GZpTUvxWH+kDNIjnHSg8XV6eW1cSk6ykvjfNgRIO7B9hMFJd/99W+/++vfniwut0w9DG1t41vbo5xonZ23zvtdLDe+uDS+vOIWJYigbUECwAmAoECaQTgO4wUHL8n7AiZZmGAQgkVJXi5FQjS3XwTbK4WxPMwJEMvbKMYcIs04YQ1RNoKGKBZjBDstyEmPh49AAbIedpSZeg02ZHBmwUFyLkZ0c2EHK6EUD5MsRLIAydhIxkJS5hBhIQiEZZ2C4OQ5O0ViwWC3x11kqLlWWtbW288IYbm8lclkn8jDM6lMOpFO7qZ2E6l4Mp1IZ1LpTFJ2dkmmEl/XxL7M+LKHj58sMe13NfYdwGThSJk4+eS/7AuLye30TCYjW0ZGo9FwOCwIwr45sfzk8Xh8ZWVleHi4rKwsJyenuLi4oaGhsrLyxIkTBw4cuHjxotVqXVpa2t7eXlxclNmajx49kl8381h15t9PyP/jhha50rXf00x/Zk+TSj3u2+/uJpKJZCqeTMWSqZ1UKp7NimtrPSB0s6KqpKbOOjZxnxNGWd5JsZgsbs+wIM1aKcZKsxaGNVPMEEGZQ6SVoGGaszOCm5WAeVzdZ72kri1p6TJPL4wKUQfNf9Zo+eKs5fPQQvMIxUE0B7M8ykt2MWwXJYRlAZK04iEgREAhEiIomKRRioYIEgoRE0vLE9Gl/Hut3/7VC//96WePFRRd0WrfzM1798IFbU+vh6BmIosPo0tOf/CWvvaHr7z2z8+9cOTStdKG5vKmVk1HlxG2D3jGuuzuRjOg7eyrbjUp2jobh4Aux3ALhJU1t5+rUJwtr75T26jrGaw3A9reQXXPQDOMwvO+mcXlueUVewBvc7i0/YOVHaaKdqOub6AZQk1ur9HlNQxa8hvv3a5vUvX0GcyWKlNndVd3i91hmXkIzftQf9BFUPYAPjAx1WiDKttM+XUNN7X6Kwr12dLyvJLyy9Wq4oYmlbGruq3jpqH2skZXeq+tGULNE1NOf9Dpww29g2+dPvOvr7z+2oncq2p9aXNrWUtbtbGr1gJ0j93HCHI0HBmNRF28ABMUiBNgiARJCqIZmGNRlkcZHqE4ZG+MgkMpHqU4hOIgigVIRq6APZm1PJnHABQLUqw1RNlIGmNEjxCVC2JeIQr4Qpoh4HZTm3rQNjiz4KB4jGCRELN3PFAcRLIASVtJ2kYxAMNCLIfyAsZxEEXBoZCTosGHDw09vbeVylKtrh+AQgwXT6SymWwqlUkkUolkKp5IxBO78WQikU6mMslUJplKJ5Kp3WRyN51KpvdaMl/HlxRfNrQ8mbjIX+JyL93v9yMI0tLSotPpdDpdU1OT1Wp98OBBNBrdhxnZI3Jzc3Nzc3NlZUUQBJqmeZ6X62AMw0SjUbmotbOzs7W1FQ6H5+bm7Ha7TLq8e/duQ0NDa2sriqIEQWxubu7s7CwvL4uiyPN8OByWOZtyjW5/Qmw/g/mSN9R/WnyGeZl0OpXcr3+l08lEIpFMJJLJRDIZ303G4olYMp3NZnez2ZAg9gJQkUp7o0pZ093nWAjMRJfHhLCDYkGcGJj3980vWAgCESVECltZdpAgzQRpI2mI4jBWdHKSlwsjAaoJcZe39+gHAOvDgJeR7CSHhBiU4uVJ4n8PtKAUj9A8zPAwy8Mcj/ACygsoL4AMYw2FhgJBSzAIhEiIoMAQCQRxIIijFD2xvOLhhMta/X//+dM/fPV1ff8gPD+vMHXmlZXf1NXcA2F4Zm5obKK08d5bJ3J+/tpbbx8/XVrX2Ng3VN3UUtXQXNvZW17XeOTcxV+9c/CXb733y7fef+bN917+6JP3Tp9760TOL9585zvPPP+9X730ypGj54or7ujqrlSpz5dVFdTWdyCYYyE4MDJxQ6N/9dNjTx9452dvvPWj377209fffOad9147duLguQu/Pvzx3z/17Ld+/PPnDn54Ij//YrUip7jkyNXrF6uq21DMHcShBzMqY+eJ23cOXbp8sazyhkJ9+Pzlp15/85+f+eXTb7517PqN4tr60obGwpqaorr6Wzr9ufKKE7fzcwuLa3r6phh+JEhcV2qffuvdFz44cjK/6Ka25lK1+uOrtz66cv2K1nAXtUP+oJcXPYKE0QxMUhBBQRQt67MhLAfTLEQyEMnAJINQHEbz8mzYXtbI8Ps9/CfRBRUkuxTBhDDCCgDJ2AgaJlmU5JAQgxCsi5VAP3EXcyv6zE12j20+iBEsFCABPwEESJTiHJyEsiJE8wDN2WjWQlLmEGklaYhhMZ53cryH4x2hkOX+pL6z88SVK0fPnWvr7VvZ3M5ms6lsNp5M7crQkkwk9kpj6WQmmUwlEsndVCqZTae/xpUvOb7sgtjnIp1Or66uTk1N1dTUfPTRR88999zLL7/80UcfnTp16saNGxqNpq+vb3R0FMdxSZJWVlZWV1dXV1fX1taWlpZ4nhdFcWNjIxaLLS8v8zwv02JkYWMZhGSokPMeGXLk+2XT4ng8HovFlpaWOI6TJwjkTGV3d1fu+sjQEtuTaPyTPDRlCYzPBjHTyVQq+Zk7TiadyWRT6cxuIrUdT2ztpnZTaWH1UfuA+cSFq8cuXlW1mvq9Y8icb5jhRsWIi+Vt/mDv7HzvwoKFImFRhCTBwtBDJGmjGJjh7Zzk4sNuLuxmRMRPmrz3GwB7h3MU9VPDbMRJCUiIkathvzdr2a/yo3ujro9xhRMQjgdZxkZRVpK0UZSNpq0kORQMDvoDIEm7BAml6L6Zh91T00AgOL32aHJppeDuvf/57HP/8Mxz+XX1Y5wwHY6YHK6bWkNBTX2zBSysqX/m7Xefffu9opqGXoen1WyramjKV2qKtYYSfc2h3DN//68//uY//8uL7xz8KPfcq4c/ffnDI++czH3r2KlfvPbW//zZ0//4i18ezDtf3zdkHh6v7x26rdbd0erbQXgkGGqxgs+/d/D//L++9df/9J2fv/7Ga58e/c3hIz959bWfvPray4cOP/vOu9/64Y+/+YMf/ubwEUVrG3B/UmvqfO6995564w2N0ThBUn1ud86d/F8eOPDuyVN1nd3I+GRjd9/xS1d++8GHxy5fbh4css/M9DocrVaLeWTUiCAXy8qfefvAD1789ambt8GJSfvM7OlbBd9//tdvHTt1zwrOSUvA5IOPLl75u18888zBD4vvtQPzvqnl1cnlVSfLISQFkSRIUTDDIgyHcjzCchDDgBQNUjRMsejjAQqUFZC9lszehBjMCSDDyegiQwvMCjaSAUgGojiYZEGctvpCNj9hp3iMYHvuz9xzDnePT8MB0k5yew18ikNJDiY5iOJBRgRZEWB4C0UPhchBnLBRlFMKeyNRB8MiQdxDkv3ekbOFRb9+7+DZG7fQkdGl9fVd2eo4ndlNpZOZTDKTSaZSu8nEbmI3kUzsDarsz6p84WnyR1x4+NOMr6DX8rn9t7Ky4vF45C7IkSNHamtrp6amHj58ODAwUFpaev78+du3b2s0msbGxsHBwZmZmcXFRdnI68k2ycbGxsrKikzml03vNzY2ZIK9TIGUcUWOjY0NedB5bW1tbW1NFEWWZRcXF3d2dmRuh+wPJvd7ZEzaF8380zr4MplMem/cWOaZpTOZVDKZkP3PEqlkMp1OpjLxRGonkd7NZLcSGVKMDmGuW5XKT85dvlym6IAc7gA5QvPDrOCkWDhEQiESYTm7JGFhycaxA2SoDw/247iVoGCGx1jRwYoOineSPDAbrDXDBXfbNb0WcA6fkFa8XBglWeRxo/gPQ8seqDA8zPAQw0EMCzIsxO4tkGEAmrZRFEgxKMvZOQGlGVsgODS3APqDU0srD1YfVXX2/OCNt/7x+ZfOVSotUzNunOjAnLd0hmtKTUVT67Ebd773q5de/fhYt909H14yD49VNt67pVDfqlZdLat8+9Pj33v6ly8ceK+ysXnIO2yCsUHPyGiQ6EKdRy5c+ZfnXnz6jQN3tDWu+cAkzTWbrRfKyi6UlbeB0Fw4YhufOHDq9De//4OfvvraxfKKu0PmDhgxdPfU9fX3uj2V91p++e57P37ltzdUateCb5wkq+41P/XG6z/97W8rm5omCMI+M1N19+4nFy58cOr0hYLCMkNNoVpz5tbtT89fuFxc2tjb1wlBVU1N54qK8vLzD50794vXX//2T376v371/IWSMve8z/Fw7tPL1//luRc/uXQNmJgm17cHRsZePXbimz/66SvHTjZYIS/DTy+vyr6WKEWjDIOwLMJwEM2ANANStOxfgLAcxgpyNVLuhYCU3A6hAYoBHwu9WEkaoFm7FHGEoxDDm3HSgpMgxcpiyUCABIOUmwujIeYu5t5r40/PybNhDlqw0zyIU2ZfyBwgrd0LzmkAACAASURBVAQLUDzMhz3La8Orj1AxbA6RQwEcDJEISbsYblwMO/zBu2bruaKStz7+9Nj5i8bBocjaejKb3YjtbsTi8VQ6lc2m0pl4IhGLxxKJROaxu91+P+aLrnGfJEX8yZ3pf4Tx5fFa9mnt+/tS/tPS0hKCIDdv3nznnXcuXrzodDplqBgYGDh+/Ph7771XXV09ODhYX19fVFSk0+lgGCYIYmNjY5/JKNMt19bWZCCRbb5isdiTVsT7I8WxWGxjY+PJoTKWZcPh8NbWlvyYfQ0xuVi3sbEhUykzTwyMPRl/zIfgE5s99bixFU8mE6lUai9Tie2ub8fXt+IbsWQ8kw0/2jRj7kuF5e+dyD15LV/d3gM9WBhnw26KQ0MUhJO2YMiKhwCKRgXBs7LsWV2BJXEghPcHAjaSdvBhj7jo4cIOivfQEjAbLGo2vn/pZl6lunt0akxcctICHKIRkkPl9gnFghQL0zzGCn8YWuSCGMqJmCAhHG8jqaFgcCgQtIZCMM2iDIcynJMTPFLEwXAwTk6vrC1s7lR29vzDiy//44svV7SZ5pYfzS0/6vGOXlXr3jiZ+/LHxw7knD1TXN5kBoZxapSgjaij6l5bUW3DNYX60yvXn3r9rW//9Kl3c/LMoxPEo03ngt+EOjoQe9W9tkMXLj///ocHTuWq2k0TNPdQjLRByOUqxcWKKiOC4Sur8NT0O6dz/8cvnnkv70yn3fFQlPo83mPXbxy9cbPX4+nAsBc/OvTd535VYKjxLS3TW9v1AwPPv/f+M28fqOnqJlbWHvJCXVfPsUtX3jl64nx+oa61o91stXlHxhYC4Mh4eW3dgWPHnn3zzU8uXbo7MNDtsF9XKV768IMXDx68o9F5fUHnnC/nTtGzb717sbxqOEiKu2nz+OQbp07/37945sDZ821O94S0OLO2PrG4bKdZmKRhioEoGqRogKYhmoFZDmEFmOVhhoMpFtm/CNgbC+bgx637/ZoYKobHHm1MbceGl9dgVgAoFiBoW5A0zweHZgNAgHRz4aGHvoIW46dF5Vfrmlrco7K3GLI3LsihNA9TPEQJIC2CtACxAkCzFoIyhwhbiEJp1skJLpZzkrQ9iDt8/jYQPnr56gsHDuRcu2Zzudno0tpOPJZOxzOZRCaTSGd2U5lkKp1KftbITyVTn0OO38WVP4mT+k8lvlRo+dy+lP+0srLicDiKi4s//vjjmzdvDg8Pyz0VBEGuXr36/vvvnzlzRqlU6nQ6hUJRVlZWXl6u1+stFgtJkvJQmZyLyB0ReXBZvj/7mDcjiysTBDE6OgpBkNlsNpvNEAQ5nc6RkZGpqalgMLi2tiYfT/vVMzlkYbFEIvHkB3mCZfjZ8frlbMnfG7/3Ukv+VSbbp1JyHSwe393ZTe6m0ql0NptIpbd3Exs7iZ1UeiuZZZfWbK7RqyXVb3588sO8S5VNHUOj054QM8JKTpKFcQIIhsz+4GAgMBgIWkkKlUTX0iIiiWaSGMRDAMmgrOhgRActOAjOTYnQfKja1H+iqPJazd2BydmJ8IqHC6MEKzt/QBQL0tx/AFoYHtmryXAQSYMkBRKUNYAPLfiHFvwATtgZzsNLw0LYTjKDM3M1VuhoYenP3v3gp+8cPJpf3AggmA93+ENNIHb0VuGz7x/66PJ1o909G10ZDtGNFuBStfrg+csHL1y+VK1WdfZUthpzisuP3Sq4qa8tv9d+21B/XWO4pa/LKS579dipn7/97kuHP72kUHdgrl7vWFlz28Hzl185eiKvtLwNwYDphw0W20294ZJCeV2ru1Nbd1mp+uTGzaO3bl1WqU4XFz//0aGfv/X2hxcvlbW0NJgt+bV1rx8//vz7H+QVFrdYgCHvSOXd5pcOfvQvz/zq7U+P36xUFmtrygz16nvtunZj5d2mmyrVhdLSK1VVRfV1tw36T29cf+WTT14+fOTwxSvXFepLFYo3T5x+8aPDJ/MLtd299wCooL7xtydOfufXv/nxgXePFZfUWAHQH/QIkp3lUYaDaQagKBtJWikSpBkZwhFWgGgOkofE5K9+modoTt4Lshw1SLMAzdpoBuFFz9LK8MoaJoRtBA0QNEJzGM3DIcbqI4AA6WIl2wKu7Ldc0teXGHs6xqasfgIMUjKNCaU4RIYWUgBI3kqwQzhlxgkbyYA0ZwuR1kAQDIZQksJI2kFSXooBZx7qurtz7+S/dfToyStXTWaruPoolc3G0tnY44njZCqzG0/sbMd2Y/FUIpn5naTk90LL11nLf1Z8BUIvn9ttkUgEQZDy8vLz589XV1ePjIzItayxsTGDwXD16tXCwsK6urp79+4ZDIaCgoJr164VFRXV1dX19fWNj48LgrCzs7NvT7k/1pVIJBYXF2dnZ10uF4ZhKIpardbOzs6GhgaFQlFUVKRQKLq6umw2m9ForK+v7+3tnZqaikajcilMxpUnrcm+6ALn9x6vX872/Nwm/dydn4PAVCqZSieTqURsN761s7OT2E1kMruZzHYqsxqL+xixYwi4WFB2KO/S2cIKfecAODU3QvJugnUSrJNk0RAN4oQlELLgIRtJQSwL8zzIszaGttEUQDMwzSE0jxAsSrAOgnNTAjiPG4agm7XNiq5BaIGYWlofkZbstACTLEiyAMnIC3wMJwjJfUalJPfKZXt9Y5qDSBaiWFhmWVIsSrEIyQBBwrwQsPhwOETZKc5JcR5OcjF87+SMss98+27r7caWazWNV/T1iu7+wfszI6zgDDEm54ime7DRCtl9+IPIiodkWzF3UVPruWr1dUP9XRhzEcwIJ/aOTSq6+m43NN2ubyptMxrMtibEXmsBS1o7ziu1Z6qUxS0d7U5v3/hUPQDfaWy+qNbeaWxqBFHEj4+LYSyI38OwgqbmKzp9pamza2S0e2S0vKPjklp9u6GxrL29sKm5qLlZ0dml7umraO8obW5RtJuazIARwYrqGl44eOgfn3r2l2+/e+T85aOXr79zIvelDw69+smnOQWF2s7uXo/X5HIpjKZLatVFhfKmoaawsam0ubW0uTW/rvG6znCzpr6qw6QfGNL2D1SaOgubW68a6s4o1dcb7tbBiGXB72B4jOERhgNpBnhiQTQHMwLCiAgjILSAULy8RyCSk2tiIM3J1wQgLcu9MCDDIbwIMfxQINQ/77f4QwjJ2RnBTgsORvII0fHoKoLTNQBa2GpSDwG9U7NgkEJCjIMWZIEfMEQDOA0QLECyAMnJlVWMFSGSHfIFB+Z8tgCO0qyD4RwkjeGkPYg7/AEjiuXmF7zxySc3Kiq80zPR9Y31WGInmYmnMolMJplKx3biWxvbse1YJpX+3RNln5CS2asbZx4XOf7EqWx/HPGVGRjvB8/zAwMD+fn5Fy9eNBgMDx48kNOOycnJhoYGg8EwOjoaiUTm5+dNJlNZWVl+fn5VVZVWq62srDQYDA6HQxAEua2yn1tsb28/fPhwcHCwra2tra2ttbW1ubm5rq7OYDAYDAa1Wl1SUqLX6x0Ox/DwsE6nO3r06IkTJwwGw8TExPr6evZx7iLDzP8rkPzxQEv2CU0duQCY3K/vpdPprGxxn9jYiW3E4jupdDKb3UxlFhi+td988vKN148cy7tTbESc47QwJS1N8BE3xaE4tTfMEyRhmrMLol2UEJ4HWdbG0BaSMIcIG0HJ00R2inczkpcNe5kw4ifbHCO6AaAF89pD7Hh4xcWF5UnWvQILyYAkA5EsTHEIycIhBgmxMicfCjEwycA0DzM8SHEgycAEIw8doRSHkRyM04CfQEKMk5GcrIQRHEawTlpwUAIaYuTbbkbyMJKXDQ9zES8XdpIcGiSRAOUmhfvi0lR4eYwLe2nBywhOirXjlJPmRqXF8eiyh5OgIGGZ9wN+3EFzI1J0VFr0cJKD4jy8NLX8aDyyjIQowB9y0JxXCLs50StI49GlUSnqIBlgPmCb98EB3E5QbobzcMKYFJ1eWZtcWvFwHEaQToYZFsQRURqVwuNixMvy9hDpZbjZ5bWHS6vogr/BAuTXNp4vV1yoUNzU1hTW3S2ovXtDYzhXXnmmrLKkuaV7eHRclGaWV8bDES/LuSlmhBfvhxcno0vjUnSYEzw052V4Lyd4Wd7D8l5BGgsvTiyvji2tuEUJpTmYYmGSBQkGoFjgceMEoFkbyQIkB1EiwkgwJcAkDxE8RHAwycEkC8pXA7LiC8XKt2FWQDgRojlLkLD4QxDB2BkRowWMFlx8ZFha8gpR0E+0uEZqALTVPWqe9QO+EOQn7BTv4SMORoRwGgxSYIgGCRqkWDsvufgwQnIWf8jsC4IhysHybkFyMBxKkChOuGlmOhIdDhHNFusNhfJqeUWjqWt8dmF5ayeRye6mZDp+Zjee2NmKxWO7mfST2fxnK5vJZjLZdHp//Zumy7/rTPyaMfkF8ZVBy/6NxcVFh8OhUCguXrxYWVnpcrlkrXuv11tXV1dXVzc1NSV/OXIc53Q6a2trr1y5kpeXd+3aNaVSee/ePZvNNjU1JSu1bG5urq+vT09P63S627dv3717Vy55DQwMyInR9evXS0pKCgoKamtrZeplS0vLp59+evjwYYVCMTY2tr29LSc929vbMiXzyTef+YKO31d4jfO5t/Tk/alUKrG7u5vYTSSTsnpfPJWMJZOxVGorld5Kp2PZbHhzCxoZu61Qv3cq7/CFq1UtRocPX1jbeLC0JovmYgRj84csPhwM0W4pOrqy6gxHrCRpxkM2irKR5GAgOOgL2AIkSnEePjIeXr4fWR3lF10EDy8Q4ByOBWkvG/ZyETvFyyQGjBUxTsQ4ca/tz0oORsRIDiN5Oy3sKSLTgp0T7Zwo18f273cyopeLuFnJTrAuRhwRF92sBAVIOEi5GNFJC6CfsM4H0RAzHllZ2Nr176Rm1rZGhCiKM8A8bpsL2uZwyEd4GHFqcXVMXESDJBwghoXw/aW1kfCSiws7GNHFhb3i4rC05BUX3XzEyUpwiLX5CZTi7y+vz27Gp1Y33XwEDjE2HwEGKTcfnlheG5aigD848GAW8AUxgsFIxk4yTprz8NJIODoaXRqNLg6HIx5RcvGCrDs5Hl3y8CLgC1jnfQ6K8XIChhOoP+QhWXeIsT2Y7/SMdji8faP34Tm/m2C8NO+mOTfDjQjS/cWVyaXVsXDUzfEuhrOTNBwMYSQ9KkUmosteXrSTtJ2gnSzvFcOj0aWxpRWPFAFxcnDeb/bjIMkgrIByIsKJMCuADAdQLECyAMHB9GfQIjtL2lkJYwRUrpLJ5Pw9xquAciLGh1FWlP/kEiLjS48mlteHw8t2WgADpM0XQnDay4XHIytj4WUXI0IBEvCFUIKViS9IiN1DF5yGSMbBiE5OQikewCkwRGEM5+JFtyC5BdHBcihJOSh6XAxPhSMjJNXjdJXW1hdp9P2IPbK+mc3uOXGnUplYLLG1FY/FEum0fNX1OSDJptPZVCojL/nXx9nMZyfRHz67v4aWL4qvzAps/3YikVhZWRkfH29sbCwpKamurq6trdVqtWVlZWVlZUajEcfx/UeGw+EHDx6AINjc3FxVVSU/XqvVKpVKlUpVX19/7969+vp6g8FQW1tbX19fU1NTW1vb3Nzc3d1ttVo9Hs++LZher5+enmZZtqWl5eDBg2+++WZRUZHH41lfX4/H48vLy9FoVFYV288GvghavoRt+Aci8zsiOun0nsVXKpVKJZOJVHI3lUqk04lsJp5Or8fjy9vbjxLJ9XQ6vLHpnnlYWlN7+NyFY9dv6br60LnAdHhpZnF1mJMcJIMRNErQKEkjFIvSLMpwCMtBNANQNMQwCMchLAcRlDWAW/0hjOJGpKUxacnLhr1sGAsyzZinrKNHZwZBHzEaXnax0h4LT+6mPG6u2GnByYiux8tBCxjJYSSHMQLG8DKv20GJDlJ0kKKLkrxsxMtG3UzYSYky+U52iPGwkpePuFnJTvF2krPTgpOVnFzYwYjy/CuC03CQgoMUFmKctODlIy5aQEM0SrBuLuziIjDBgUEWo0SPsDQsrXiEJTstoaRgpyU7I6G0iDKik4t4pCWPuOxkwzDOwCHGwYhOVpLlNV2c5BWiLi6MUTxKsijJ2WnOyQkuQXLyooPj7Swny8DIy8EJGMMhFINSjJ3hHDRrpxg3zY8K0XFh0cuIDoJxhBgXyXsZcYSPjEmLI2LUzYl2hrczgoMTnZzoYHmMZtH9J2F5B8NhFONgOI8YHg5HXbyIUAxIUBBBoySHMrycOMq9E5gRQIqHKB6mBZSRUFqESR4ieYTkMVq0M2E7LWGUjPe8nRUdnCQ7gcoZp4OTvJFlb2QJpXlrgABwysFJXmnRI0QxgoWDlJMWEJw2Dk/Uww7T6CSC03aSAwMkFKBQknMwomy4YJ4P2gIkRvFOVnLSAkZyMMEgJIvRe9aiGM0gJI0QFEZQToqZEMOBja0Jltd0mM7eKdI0t84R9KPY7mYssbObiiUy27uprVhiZzeVSGc+Z66aeYxAn0OaJ8/mP1SNeELkYs/S8ks/8f/I40vttXxuJz15OxaLiaI4Nzc3MTExPDzsdrudTqfb7V5YWNje3s5ms8lkUnYJk/9RFEWHw6HT6S5fvpyTk3Pu3LmSkpK6ujrZ6lir1cpIMzAw4Ha7x8bGHjx4wLJsLBbLZrOiKPb19TU3N09PT5Mk2dTUdPDgwQMHDhQXF6MoKknS1tbW6uqqPKC8uLi4urr65Ev/kQyTfNFBv//G9tTyU8lEOhlPJXeSyfVYfHV759Fu4lEyubizM8ewvSiWr9Z+eObcuzl5Z0vLNd19zTBWZ4X0g1btkE1vBfUApLOBGiugstjUVkBjA9U2UG0DNACkh9E6u6MWs+tAWDloreobqu63KAesld0DZR09qj5LZWf/B9fu/K/XDrx0PKfc1Gcam2p2DhsgzADZDbBdD2F6EDOAWA1kr4MddZC9FsQMNsRggfVWSG+BdTZEB6A6ANEBiN6GGKyI3oLozYjBgtZaHTVWu86MaIcgrRky2JAaADXYEJ0F0ppBvRXWWWGdFdZYYY0FUptB1RCgGgLUZlBrgXRWWG9DdFZYPQSoBm3qQZvWDGotsHYIVg/BWguiBxw1kLMGcmqtqHIQrB4AlIOg2ozobHYD5NRDTh1g1wF2rQ3TWGDlIKAaAjQWSGOBFAM2jQVqwNyNDq/OhigGbCozqLXCWhuktgIqq01tBXQgrIcQHYToQFgLwVoIVgGgygaoAVALIXoY04OIxgqqzYDWKn8upA5E6+WNY4E0Q4BmCNBaID2A6AFUY4WUFlBlgzUgogZhDQhpIFgLwWobqLYCKotNC0AGBDXAqMYKKMxWpdmmtsI6ANVBmB7CtBCqBmClDVLZEDWAaQGHDrTrQIcetOsATGfDtDZUZ8P0AKYH9vbU3oIdBsiuA1GNDdbakFrEec871jI8rgexir6hqgGL2gxW95nLu/oVfeZGxNU/PVcPOz64kf/DAwffOHe5qK2zFsRqANQAYAYQM4CYxgJV95kruwdUgzYDgNZB9r0FO+oQRx2C1SJYHWqvwxx1mKMOtdej9noEa0SwZtSh7xu6odIdvXz943MXb1cqum3gAsU+iiW2U9nNRHptO762HduKJ3fTmdQfhJbPqmRfcIp9DS3/ofgKCmKfKyXJuiz7bZL92N3djUajc3NzbrcbgiAIguTWyMjIiMfjAUGwvb29qKjo8OHDr7zyyuuvv37s2LGrV69WVFQYDIa7d+92dHQ4HA5JkuRni8Visovl1tYWjuNtbW11dXXT09M8z/f29p48efLDDz+UoWVxcTEWi62vr6+srMjSZMvLy9vb2/vQ8uRs2FcLLZ/Ln5688ZmpVzKZSKZ2ksnNRHI9vruyExfWHk0Ggx1my61q5fErVz++dOXYtZu5RaWXleorGl1uZdXH+QVH8gtPVVad1ejO6vRndPpcjeaUUnVKocxRa/I02ly1NlelyVNrz2j1eRrdaaU6R6HJUWhOVWtOVCiPl1afKKnOKVceK6r4zckzP3z74ItHT52uVF1vuHdeV5ej1OWq9Wc0hjOamjy1IU+lP6s2XNDWnlMZ8qo1uZXqM9XaswrtWYXurEp/VlNzRm3IU+nzlLozKv05leGcquac0nBGoc+p0JwqV56uUOVVa8+o9GeUupxqzckK5YlyxckK5alKVU61Jlepy1Pp81T609WaU1XqU1Xq09WaHIX2dLXmRIXyWFn18XJFTpX6rEp/RqnPqdTkVGnPaWov6OrPqmtyqrUnK1QnK1Snq7S5Ct3jpX/iti5Xod175kpVTrUmT6nNU2pzFZpTVaoT5dUnyhWnKlU51eqcatXxiupPSyuOVVTlqjRntPocleZktfKkUnVSqTquUByvVpxQKE8q1acU8tKcrFafqFSeqFCeqlTnKrRnVPo8pS7v8cvJnyJXqctRak8ptadUutNq3SmV9pRKfUKhPF6tOFZZfaJKcUqhOq1QnaxWHq+sPl5ZfapamavW5qi0J6qUxysVp5XaPG1NrsZwWqU7rdbnaGryNLV5mpoclT5XqT+rqTmvrTurrslV6nMV2jylTl45Cs3panWOQpOr1OaqdblqXY5Km6vWndXVnNXVnFKoT1Qqc5TaM2r9yQrF8dLKPIXmam3j7abWvGr1S8dzfvj2ey8dzzlaXJ5brT5VrjhVpcpVaXNV2tPV6mNllceKK05VKM4oNOdUenmdVevOavRnNbozGt1Zrf6MVi8fcme1+rNa/Rm15nRF9YnC0pN3io5fv/1R7rkPTuWevnKtRK1t6uy2YI7RmdkAx4cfrW/sJuPpzG42m0xn5DZMKpNNZvZ//Rpa/vPjKzYwzmaz6XQ6FovJ8i2y+LH8lbi1tcXzvM1mu3r16quvvvriiy++8sorL7/88ksvvfTSSy+9+uqrBw4cePvtt1966aUf/ehH//AP//Dtb3/7O9/5zo9//OPnnnvuk08+UalUGIaFQqHFxUVZ1Xhzc3Nra2t9fX1sbKywsDA3N7elpcXpdOr1+g8//PCdd94pKipyu92PHj1KJpMy4X95eXljY2PfcTLzbyeP01/12PE+uuxNgD1hBJBIJBK7u0k5bUll4sl0LJ2NZ7ORzW14dPyOQnXg6LHXjnxy/NqN8rtN9QPm2iGLfnBI1dNb0t5+q7npVnNzQUdHkamzqLOzuLurpKe7uKur0GQqMBoLjMYio6mks6uss7vE1FXQZrx9r+1OS0dRR3dpZ19Fz6BywKodBJQ9Q+XG3orOPkWfWT1ore4dKjX1FrR13mk1FXR0FZt6Sky9RR3dhe1dJR3dFZ19lZ395R095R09Fcbeyo7e8o6e0o6eUlNvqam3xNRbYuwpMfaUd/ZWdvVVdPWXmXpKOrpLjN2lxp5SU0+Jsaeoo7uoo7vE1Fva2Vfa2Vdq6isx9RYbe+X7i409pZ19ZV0Dpaa+oo6ewvauYmOv/OCyrv6K7oHyzr7i9q6S9u4yY2+5qbfU2FPU3lnc3lXc3lVq7Ckz9ZZ39pWZeks6uuVf91dFV5+8Krv7q3oGKrp6i9uNha0dJR2dZaauUmNnSUdnaUdXqbGrxNhVbOwsMnYWm7pKOrtLu3pKunqKO7sLO0yFxs7izu6izu6CDlOB0VTc2V3S2VPU0V3Q3lXY3lVs7Ckx9ZWYektMvcXGnhJTb6mxp8TYU2TsKTL2FJt6Srr6Srv7Srt6Szq7i0xdhR2d+W3Gwnaj/CpFxs6Cto4iY2dZV095T19ZV0+RqTO/3VjQ0Vnc2Vva1V/a3V/S2Vto6ik0dhcZe4qM3cUd3aXyBzT2lnZ0l3Z0lxl7Sjq6i9o7C9uMhe3Gog5Tsamr2NRVbOosaDcWdJhKunrKevqKTF0FbR2FHabSrp6q3n5l/5BmyFLV05/f3Hqzvqmso0tvBvQWsLp3oLjdVNDSnt/WXmTqLOnqLunsLmjvyL/XVtRmLDd1V5h6yo3dJe2dRW3GonZTkbGzqKOzsMN0p639Zkvb7db2/A5jfruxoMNYbOysMHZVtHZUt7QbTD313X2a5tbrpRUfnTz93idHL+bnm6xWH8dtpDOpbDaezcbT6Xg6vZvK7KYz8VQmnkrvptLJVCaVzqZ/x+L4a2j5/xJf8fDx/j7bv9CWBSIzmUwsFuN5HgCAW7duPf/883/zN3/zZ3/2Z3/+53/+13/913/7t3/7ve997+mnn37hhReeffbZn/zkJ//6r//6gx/84Ac/+ME//dM/fetb3/rmN7/53e9+9+233y4qKjKZTDAMj42NkSS5vr6+u7s7NzdXXV39ySefXLlypaSk5NixY7/5zW8OHz6s1+snJiZWVlZkzubS0tLS0tLW1lbmC8iSX3nWsv/GPpsvfkz2TD2WnkymUnIdIJ7JSo/WsYnpfJX23eOn3j+dV6CvMaF2+9yCGydRfxANBh0k6aApjCLBUMgaDJr9frPfN+TzDS4smH1+s99v9vvNCz7Lgg/0B9EQiREU4Av2T892TUx3358ZeOgDgpSd4l2M6KR4LMQ6Sd7LRzx8xE4LcIgBghQQJMEQDREMTLAIwSIhxk6wLkpwU4KL4O1BBvGR8DwBLxDQAgEs4IAvBPoJ0E8APhzwBUF/EAqEEJzESBr9f9h7z+A4zixb8P/u29mJjdmYee/tzpv2ZrrVI7VahpKaMi2JRqQoil703oPegp4gCRKOAAhvCO9d+cyszPJVKLiqQtn0vgwAwpAAiPL7I0k0u6e730686dbbnb7xBQOJKEQVv/gqT9577j2HYiCSAXFag1IalAJxRrIR05IciDMARqtRUpoGf+kwxkMEC2D0IjsCUzyAM2qUVHoxpRtVe1DAh4MBEsJoACVVXkw+6peP+hXugNqPAwESREmYYKVmAS3OgCgpydrDBI2QjI5iJXtHCCO1OAUTJIQRIIpDKI6QtJHhDTQHoQSIEgjJ6BkOpliIpCGSBiUBNJwAzqTOGgAAIABJREFUCAogKBWKqzFCS3F6VoQpXuK3AYx68d9EKQijtQT7Yj/9BIBREMFABA0SFEhSWpJBKBYhGYRgtDgFogSIEjBB6yjWwPAGlkdoFiIoDUqoArjSTygDhCpAKP24wosqvJgmQIIoBQQItQ9Te3HQT2hRCsFpybZS4t4gnNLghBrFVQFM4QuAJG2JjNsnJhGG63N7u52jCq8fxEmEZBCSAQOEyuPTeFEzIwyGJyx8UGptsIghkxDUMRxI0hqMADACwgjpUME4BWOUFqMgjAQDOIASEE6BJK0mSDmGKTBciRMqnFChmCoQ0PgCoNev86MWjHTyQe7p/CgrPKpv3Lhv//JNm07dutmDIPzMTCydiqbTC+l0NJ2OptLRZGohkVxIJKPxZCyejCdSf4WWf9/4S0PL4oP/71VvFutL0mxK+mXnWFlZ2b1797Kysq5du3bs2LGvv/763Xfffe211956661ly5Zt27bt4MGDBw8e3L1799atWyXK5Isvvvjggw/eeOONpUuX7tixIzMz8/bt23fu3Hn48GFLS4vZbHa73Q6Hw2g0Iggil8srKysLCgoqKysXZSsTicT09DTDMDiORyKRV+clU/9zDFgtosir6LI4hbPI4cfj8Vg8EUulY+m08GSyV6u7dC9nZ8aZ49du5dc1yW12O80OCUELzWoDKBAIIBRp4DmTyBtEHuEYLcfAPANzrJZhYIZFOE7PC3qOR2gWIWk9xRhozkBxOoLR4jRMsHpGtATH+8NPbMFxIyPCBIsQnJENmsUxkxCROq8QRtCxop4LGbiQgQ0aGNHMhmxcpJ+LWJmQmRSMOGfEeRMlGinRQAkGWjQyQTMfsvAhIycgFAPTjI7l9Byv43iY5bQ0p6VZmOF1nGDggwY+qOdELcUCBCWJ7RuFoGTiomN5PSeYxJBRCBn4oJ4TdCyv43gdJxhYwciIJkYw0oKR5o2MYGQEPcXpKFZPsQaGN3GiiRMNjGBkRYsQMnGijmIRkjGyvEUImnnRwPA6itFRjIHhjCynZ1gjx1pEwczzBppGCFJHUEaKNTOChRVMLG9gOD3N6hnOwPIGltNzPMJyCMvpWE7HcnqWN3CCgRX0NK+TPgbDGxjBQPN6itOTnJ7hjaxgZAUDK+gZXkdzCMXqaFbPcEZWMPNBMysaGd5I8xYuaOVDVj5kZl78xsDwRlYw8UEjJ8A0C5EMQrMGRjAwvJ7mDQxvYAQjw5to3syIFjZoZkQTIxgYzsBwRlYwcqKBE3QsDzMswnB6TjCKIaMYkjYZplmIpLUkjdCcjmIhjIRQ0kBzVj5k4YImRjCxgpkP2oIRWzBiEUIGVtDRnI6WPrZoYDgdxRho1swJZk6QdklHsQjNIiyPCCIsilpeADkOYjkdJxh50SIErZxgZVgrxQzSnDc05haCetdoWVvb/ksXNx89cq3woc4xEnw2M5tMRCVoeQVgYi9Ekl8mLr+z/ji0/JE55b/GYnw7BbF/TRJIzb5zc3OShXA6nWYYpqur68GDBwUFBR0dHTAM9/b2Zmdnb9u2bfny5atWrdq2bdvRo0ePHTu2Z8+ejRs3rlixYunSpb/85S9/8IMf/MM//MPf/d3f/fCHP1y1atWtW7f6+vrUarVkaXz69OmKigq32y3BmORuSRCE1+vFMCwUCkmfYWZmJhwOi6IoNYm9ehP/Y/Fn2asXnff/6rS/3EDpZclkYmZmJjIWmZ6ellQJXngQpFKpVGohmRKeTKpN1rO37321e//hzBuNasgcwK0EZaNYM81oUVThdqt8PpimDAJnEDm9yOkFTi9yepE3BAWDKFrCEUskYhBFhGVNQnBo/MlQZMLMCDqc1hGMgeYtfGQgMjk0MW0LTRgYUUfxBlbU04KO4k18uD8yaQ1NILQA4AyAMwgtGNggiNJ9Do9sxKv1USaCs9LCSHDCMzHrikxbaBEJ0DBK63BOT3I6ioNJGsBwDYrreb5/fNwUCgEUBbNs//iEUQzKfQGZ14ewvNQNpUZxmcenwUlTMGzkgxoU1wRwEx/sD4+Z+CCEkZoArqNYe3i8PzymZ3gDww+ExwdD40aKA/0Y6MeMNDcQGrcJIShAKN1+CCVNrGgTI2ZOhHEaQnEtTsE4CQQwIIDBOGlgWBPHm1heT7MIQSIkYWAYqyjaxKCRYRGc1OOUjRWGgmODYsREszBGaFEcxkgdQRtZ3iqGzIKooxk9zVrFkIkT1T60zzGq8aFGhu8Xw2ZWgAK4xosaSLZfCFv4kJHhjQxvYgQzFzRzookRzKxoE8M2MWyieW2AAH2YkeZHJ2c8008trKD1EyZGGAiNm1kRxiiEoM1c0B4as4phhKC1GGnhQwPhCRMrgAEcCuBmRnBOTDnGJxGMUjjdoB8z0ryUpwIooWd5a3jcFhk38SJEUJoADuIkwnIGQdRxPMywBlYwsgKEkRo/pqdYqxAyMrwWo2CCNvPBkYnp4YkpPc0BftzMiUPjk2Ze1PhRtQ81svzwxKTjyZSJ5cAAZmT5gciEjuHkvoASxQ3B0MDMU/vMDMTycj8KU8zA2JPB8LiZZvUoDnv8gMOFjHocnDjEMHVK1YWcnEt5efVy+RCOhWefzSWTc8nEfDK5kEpFU6mFVCqaTMUTKSlxSSR/H1T+RDvoX6HlT8e3AC1SvJq+pNNpSYtFuo9LL5icnBwdHdVoNB0dHe3t7W1tbRUVFZcuXVq3bt177723ZMmSlStXbtu2befOnZs3b/7qq69Wrlz52Wefffjhh2+//fY///M/f/e73/3FL36xbt26iooKnudnZmZgGD59+vRXX32VkZEhk8mmp6cXASORSExNTQWDwUgkImlWShLLkkCyJPTy34WWP8dRS6bTiXTq1ZV84ZaXTL5iyJqIJ2amn46PjU9OTj9/viBp5cfiCckTPDg51aUBT964veXYyZN3H1QrNEaMHAqGjSQNBzAYwwEUVfn9GhTVUpSe541B0RwKmkNBPccBBKFEUTWOIxxnCoUQjlNjuJakrWKoX4wYX97C4ABpIAUzGzIyQYTgIJSG8ReFI5hgYYo3cCE9F4QpDiIZLckgJAvjjMaDKhweYBQ14KyJ4AwYZSW5QS48wISMGI34cNhPan0E4MPUflSN4hqcACnSIAiWSBhmWJnPp0ZRkyDqGFY26ulzuSGC0rO8lqQ1KA6gOEzSeobT4pTaGwD9uJkV7ULYTPFaHw6MBpAA2c8G+5mgAaV0AdJM8TZWNBAM5MNAL6rH6X4+ZOOCcIDUuP2gF9PjjJkWTBQPB0jIh2kDBBwgQB8KeAOQH9MRtInlzaygJxkogIN+FMYIE8OZWVFPsQhK6AKECadtjNDPCGaSNeK0iWRNJKNDSSRA6HFKj1OwH0NQwkSxRpIFvajK5YW8qAGnzRRnJBgkQCABwkSyFpo3SJcoqcMoA8kYKc7ECBZWfJmgCAhGabwoglFD4fGR8ScGkgF9mJkVB0LjRprXeFG1J4DgtJUPWVgR9OMqt19PslY+pMcZjdsPelAjyQ2Fxu1CGPQGFA63DqOtfAjGSJnTo/YGDDRnDUbMQgghaY0fAwI4hFMgTgIYAeAkTDI6mkNIRu1DFW4fEMClcpyOZmGS1jGcNRixhSIgTiq8fh3D9ociCEnLRz0qr9/IcfbIWH8wjBAUGMCMDG8LhhGKkbu9co8PoVhreNwaGYdIRub2qrwBhGCkiVfYj2k9ftDlgd1+K0EPspwZwzuMppz6+nuVlV0IQk88mU2npmPR6YXobDzxPJlaSKWjyVQ0lnih1fqyQ3lRFUaiMpOpZPLFV+8PT0z/e33f//8U3wLX8upvJKXhxQRiampqfn5eekEymZyenh4eHq6trb1y5crZs2fPnj17/PjxnTt3rlmzZsWKFatXr96yZcuePXt27979zTffbNq0afv27bt27dqyZcuyZcveeuut999/f9u2beXl5S6Xi6ZprVZ7+/btXbt2nT59uqOjg+M4ab5SahyQFJFnZmZmZmakzmNJSlmSvPx/k7X8Dx21PzR5lXoBLb+zkpJTZCqZSCZSyWQqkUrEEtHnsdjzWCKWjMUSsWg8GovHEsl4Kv08nhibeWoacVzJzVt34MiJu/e7rANWVtSTtBYnYZKGcAJAcZAgpakIkCC1JK0OYA1ma36vLKezp0QDPDaZ6yyWSgQphaDHZkvrwFA5CGc1tt5pbKnUaFUuL+wnmmDzg6bOMjkoG/G2Wgbvt3TdfNz8SAn2OL1qlGqw2O939hbK1e2Dw639A8VyZU5Hd7kK7OofAkZ98gFnk9ZYD8AtOlMzpK+VA7VyoAFAWhBjM2JqgA01IFKm1pSoNTUGfdvQQJfT0Wi1FsgUt5uaC/pkrbaBVqu9XA3UaJE+56jS7W0wmnM7uu80NpcpNb0jzk77UHGforRP1Wt3aD1oj2WwpFOeXdtU0iHrMQ30GO3lnfKS9r42vVUx5Oww22s1cKUCqAd1HWZ7p9leB+oqFUCNWtugNTTCxla9td1oa9aZa9XaWjXcojN3WuytJluVRvuwu69CCXbahtos9pI+ZblSo3R5jRTXM+Qo6Oi5Vlr1sK1T43QjXrRGCRR19HRZ7IgP6+0fKu9T5jW1lXbLOk39PdaBKrmmvFfRbbFDbn+ffbhaARS0dpb2yDtMNtmAoxE2lPUpKxWaehBp0OrrIN1jCKkB4UqN9jFsaDH3NxmtZUrwYbesTAk0Ga3dg45mk624T1nUq2izDvQOuyo12vstHQVdfS2mftCPK53eciWQ397TYrQpHO7HAJLT2FbY0duqtwIun3zIVaUEi7tkLQarbHi0HjYUdPYV9ynrEGOLpb/BaKkC4QoVVAsbGgzmKhApUwHVWl29wVyLGKq1ukaTtdFkLQe0xQp1ndHS5XC1Dw1XwkhuT29eX1+1Tt9k6y8Fwfw+2WODUeH2yEZd1bD2bnPz7frGKlDbPTTyGNHnd/VUasDuweHuwZFarS6/sze/q6/ZZFOO+lot9nIV2GyyagO4meb0KAn7MMgT0Dg9iC/gCI3ZOb6iT37+QW5+Xb3V6w8+fTbxfGE6Fn8WT84nUvPx1Hw0Pr8Qi0Yla++XCvySoGsyIUmGp9LJpPRsl0omfjeP+evM5B+Lb61DbDHTlNhmSa5Y0muRlCWfP39OEERra+uJEye2bNly6NChmzdvZmdnP3jwID8//86dO6dOndq7d6+EK8uXL//ggw/ee++9t99++7XXXvve9773/e9/f8mSJbt27crLy+vu7lYqlc3NzdevX9+5c+exY8fa29sFQZibm5uampqenpam7qXPI2lTSqqU/yZQ+R/blD8FLfGXK5FOJxZpw1QqlUwmYvGF2edzT+cW5haSiWQymUokUnPPF57OP4+n0nPxuANFazo6L+fmXS0qqVYBepK2ByMISSMUbeAFmGFUGAZSlDEYNAdDeoYDAli9wXS6sPirE6e2XLpys7GpRm+s1uvvtLWdLS9/0N1TZ7bca+vcfuX65vOXrlbWKh0eKyOW9Ch3Xb55pbRG4fDVQobtmTe/OHryzKOK1oERAGeKVOCeO/dPFZdWa3WPFOqj2bl7b2Tdqqlv0pl7bMMlnbJzDx5ezCssbuuu7lMXNnfm1jblN7TmN7XlNbXlt3bmt3berq27VFJ683FtsVxWBUH5XT2n8h/uunr9Ykl5g85Yjxiy6hpzWju6B4bVbl+ZQr3/ZtaqQ0dP5T3ssg+1mm2n8gtP5hQ0wAaNy1cp1xzLur/pxLlzuYWtiLkR0J25X5BxN7dCrumyDZb0Kq6UVJ4veHS3rqlKCZb0Ki8/qjhxP+9qWVVOc0dBe3dxl6ykV1HQ1n2ntjGrpqGgrbtcrimRqW7U1B29l3PhUVmVRlsFaC+XVl6rrO2yD5tovlFvPpadu+rA0YzsHJXDCfsDmY/K9ly5XtDeJR92NWr118urj9y6m1lc1gQbWnSmq6WVZ3IKKhQaxchoI2y4WfU4Izvn/MPigvaucrn6XkNzZlnl7bqG/I7uvPau+y3t91vasxqarlbVZtU3P+pT5nX0ZOQU7L5683xxWalC02iwFPbIT+YVnsh9WCpXN+nN1yprd129eSKnoFqtNRKs2um9Wfk4415ulRKUDTju1jZuP3v58I27xR19yqHRbvPAzfLao7ey79Y2VimBO48bj2XnnsorvNvQ8kimLOqVZ9U3ZZZX36lvLujqy23vzm5uz2nvzu3sudPcmt3aUQnCNbA+q6n1bGl5dntnjd5YDsE3G5sO5+QeL3iY19tXheiu1NYdyc3L7+2Vu92dQwPXH9duOn9+07kLt+ob63SG23WNB2/fvVlT12bpb7fYH7R0ZNzPO5FTUCJT9Qw6SmSqK2VVj/oUeoIeGXtipjmN26cYdmlGfRaKdY09sbNCM6K/VVZ54UFuQV0jYLNTE09m0+n5dHo2npyZj87MPZ9/Ho3FE6lUKplIxKOxRCwu+bskk/FkUsr8k6mXjL3EZP62Sfmv0PJH4i/q1/J7LVWpV3pnJYt7KWmQdIsnJyeHhoYaGxtzc3NLSkoW+ZLTp0/v3Llz7dq1n3zyyUcfffTFF1989dVXn3322ZIlS5YsWbJ06dJly5Zt2LDh0KFDly5dysrKysnJefjwYU5OTmZm5p49e1avXr1jx46SkhKn0zk+Pi6p64+Pj0siMZI1S/yVkKDlz57z/lFoSSXSycWVTCderNTLjYslErFEPJpYmI/OzT2fnZ2fnYs+m4vORhOJdHpidk6p02cVFd+vrO4yWiCvX+MNQChuoFmLGDSLIT0vaBlGyzAIxxkFESap9v7Bwj75rfqmey3tVVpdn9uj9KPdTlenw9nn8QEECZKU3OPvGBjusA/JHG4EJY0kB3jQHrtT6fTrCA70kx0DjmbrYLfDA+IMwohyH9bUP9Q6MKzyoVqcAgM45MeRAAn7cMWgqxHQlbT3FjV3VHTJG5TaDsSstA5DDg886gOdHtAxCrncsNun8/pht1c5NNKk1ZX1yEq7eus0UI+lH3C6DQHcRFB6lADdfo3bD3oDcsdoZ/+g3DGqpxg9zSpGvb0OF+BHdSQDY6TMMdpuG5A7R80sb6S5vhFXp31I5fFpMVLtDfQMOzvsg70jLsCPqb3+dvtgk8nS1j/QO+JSjno03gDoR9Uev9zpljvdGq8fQnEwgKncvr4RV5/Dpfb6QT+m9vgVox7FqEfl9Wt8Afmop2twpGfYofb6gQCqGPXIXR7Aj0IorvL4+hyu3hGnyuPTYoTGh3YNjnQNDkMobmR5GCcVbq9s1CNze+Qer8LjU/r8Kn9AGQgo/H6Z19vr9vS5PXKPV+Xzg34M8mNqt69v2Nk9MNwz5FC6PKAPBbyo3OlWOj06jDLitMrp6bINyYacugBhZ4M2mgddXsWQ04CSJpzusw83wYZu26Dej1sJ1uDD5QMj3ZYB5bBLOTzarDPVqKEWvUXt9CAoAfkx1ahXNjKqdHkBHybV2VRuv2LUJ3N6eh2jfU63zOWRu31qHyp10wEYofAF5L6AGsU0GKEKoD0ud5fDKff6NBiu8ge6Hc5W+0CHfVDh9oIBTDHq7Rlyqtw+HU7DKKly+XqHnH1DToXT02EbzGvvvlZZWyJTgj6sX4xYWBHBKK0fN1KMlRWQACEfcsoGRxog+PyD3G0nTl3NzYfsA8GnT58mkk/jycn5hZnnCwuS5lgimYgnX6iPJZIpyakyJUHLq+t3LcX+Ci1/JL4dDbHUy37ZRSI6kUjMzs5KlpES/ExOTlqt1rq6upKSkt7eXhRFRVE0m805OTk7d+786quvtm7deuzYsZMnTx45cmTXrl3r169fvnz5u++++5Of/ORHP/rRW2+9JaGIJD156dKlsrKyvr4+hUIBAMDg4CDHcdIQ5djYmCiKExMTs7OzkpOYxKz8RWupv3s6Uy9xRYKWeDoRTycSL0AlnkzFU8lEKikd9WQynoxHE9Hnsfn5hdnZhdnnsWgiuZBKjz99OuDxVDQ133xYWNHdbcBwGy+AAQzECJMgGgVRSzNahoFZFqQoDY7rGBah6Fab/WGv7GGfotlq1wRwhGIBjJR7/RqcNIpha3hMEg6xj03YghEDzekJxkjzRlow0oKZDVuFMSMbhAkWpnmDEDYKYYQVJZtCDU4p/SiIk/1ixDsz5516ZsKYejVyvbhy99nLn6zd/OaHny9duXb/ucyKDpnJS3jDTxxcyOzHjT7UExqnn84bPIG75dVr9x5c/s2O49dvN2kgO04PUqwNJS0Yaac5hxgZEiNWRrCx4nDkycj45EAoYhVDFjFk4kWD1LjF8hYhaBFDBoaDSdrI8YPjT0Ymp/rDY0ZOMLC8keNNnGDiBB3FKD2+Fpu9SotUQXC7fRAhKJsYMjG8keb6g2F7KGJieR1J60haTzF6itGTjI6kTQxvE0MWToRxUuNDQT9moLn+UMQaDCMUA2IEQjFGltczHISTIIobWX5kcnpw/AmIEQCKD01MOqef6mhW6fUjFGMLRSyhsEEQDYKIsBxIkFqaMYfD9slJy9gYzHMASWkp2iIEh8cmnBOTjvHJ4chEvxAyUayJ5gaE8KAQNuA06AlofZiV5p2RJ87IpJ0V9QHSiFE2mh/iQ47QuDM8MSxG7IxopTgbzQ9wwSEhPMyHB1jRSvMWgum22O/W1GcWlVUqNFaa9009cz+ZcUQm7XzYSHJ6gjHRvET2WLmghQta+JBVjFjFsJEV9DRnoHk9zWkJ2sCLo3PPA7GEJRRW+gM6lhuYeGLgRbnXL/f6YJrtj4xJTmUQRgyEx0ennpkZUeZwK5weE807J6Yd41N6gmnUm+/UN9+qbahHjFYuODI2ZSBZ1ahX6fLocMouhq2caCBoOx9EfIH7j+u3HM/YdOjwrcIijcXKTUzOpdKzidSzaPzZQmx+QZpeezGjn4wnkvF4KhlPp+IvKmF/hZZ/Y/xFs5ZX/5VaY19tvZDG8qUGrVQqNTMzY7fbm5qaampqQBDkOG5ubo5hmNbW1pMnTx4+fLikpEQScYEgSCaTdXZ2NjU1lZWV3bhx4+DBg+vWrVuzZs2WLVuOHz9+/fr1vLy8srKy1tZWCIKcTifLspOTk5IZ5SK0SG+9qHb8aoPvXy5rkUjE365kIp1IvMCVeDIdT6ViyWQskYgm4rFUIplOpZOJZPR57OnM7OTUzLO5+VgqnUynQ1Mzchi5XVBwOft+UVNTt9mix8n+YNgihvScoKUZNUaoMAwgSIiiAZIEcELP8Hqa67APPZKrCnsV9Xpz38io2otq/JgaxbUMZxRDCMOpUFyDkzDDaQka8GMwTpu5oIHigQCpJViTEEFoQeHFZF5UjVMAxYI0pxfClvCEQQiBBKXyo4Af1+G0kWBMGKO0Ox82duw4ef7nH3zyD9/75x+8/vZXO/ffflTZDuihQRc0Mqpzec0+TD/q69IZH1Q/3nfh0ifrNy398uuDFzMblBobSpi8WJ+5v1kDd+pM8KjPGCBgT8BM0O6JqcDTuZGxcQPFaHx+mdPVO+KQOVwqj1eLYnqKtvKCPRg2ULTc6eoaGJQ7XIDXr/Wj2gAKo5iZZu1CUI+TXfaBGlD7WIuoXO6R0JgrMqH1BrptA739g616c6VMVQfAGseoESOhUZ/W4++n+RExYqNYtWO022KXDwzrA7gJp5XO0Saj6TGMtNvsWhSzCaKVF8wsZ+Z4A8VovL4mg6moV1ah1CgcLjPL6QkS9AcQnLSJwYHImJ5muoaG6/T6JrNF6fFaBHFwfMIaDCEUBeEEhOM6krIJouPJpHt6ZnhsQoeTfcOOFrO1zWTtstm7+we6+wd77INqp9tMMBaK1TjdHWZbl6VfNeJCfKiN5obFsCM87giPDwpBC83qUBzy+NROt3zIoXaMGvy4wu7Ib2q/UVpVrQTMOOMMT1gpTuP0dlkGOiz23iGn0uUFfRiM03qS1ZOskeZtYqQ/OKanOY0fU3kDah+q9mMQSZuCYUsoApGU3OsDcELH8hBJybw+mdenxnEtRWlJSu1H1X7UwPBWPgSjlMzhVo76DCRrF8dsfAj0YfWI8U59883ahsewwcyKw5EneoJRjXoVLg+Mkv1ieGjsyWB4fDAYsZC0YmiouK394OXLGw4cOHXjRhcAkeHIXDIVT6fnoolncwvzz6OxWDwpqR+/Ci3JeFpiXJLxZDIukTCpvxbE/nvxrRkYL14uagxLHsNPnz6VDB9nZmYcDkdTU9ODBw8KCwt7e3vNZrNarb579+7mzZt3797d0tLy5MmTdDotuYEtkvDj4+Mej6e3t/fBgwdnzpy5fft2V1eXSqXKycnZt2/fsWPHSktLTSZTMBicm5uTshapN2yR0l+s0Un1sUW65S+0Ub8LLYtFsFQ6nkrHUulYMhWNJxbi8WgyEZf+JB5LTkxOi8HIk5mns7F4ePopZO0/e/P2mh07T9y82WEwmggKRgmEZAycCDOcCsWVKK4hKA1OKlFMg5M6lu+PTFiEUEf/UG57983a+vzO3majFfBhBoY3cII5FLaEx7Q0K/P6FX5US7MIzUE4CRO0geGNnKhjRYQVYVaEWQGieYBk1QStImiA5vRixDo+aYlM6PkgQrMwSUMBAvYTzvAkMfPc5CNzaps2HMr4ZN03Ww6fyCquKG3pLG5orWjvkZls3uAYPT3Xa7QevXp97d59e8+dP3L5yv6zF67k5tf29DVroKLG1htFpVcLiq8UFN8qqXjU2tmi1fWYbU0Q/LCl7UZJ6eXCohuVVVmP627XPr5dU5vT1NIAwcCoG3J7m2Bd9uOG83kPz9zPySx6dLf68cOW9iYIgT2+YSFoo5g2nfFuzeNb5ZVVcqVm2AmPejv15sLmtuyqx0VNbQ8bWm4Uld4tr67uklW299zIL754N+dBZW11V19lZ++DytrMnIe3isvKO3pqZaoHtfWns3OO3r5zrbSsRq1RO1yw1we5vRqnq91QvOkXAAAgAElEQVRoLunpvVNdc62k7FZZ5f3H9SVdPTUqdUl3z+2qmttV1SXdvaW9fddKy09k3898VFrU3dOkN8iGRyCfX4fhRpIyUpSBpg00baBoBMeVLlcDosttbbtUUno6L//kgwen7j84l5t3ubDoZkXV/ccN9+sabldWXykuySwuuV1VU9je2aozaN1e2BdoN1sK2jtuVFVfLS+/UVl1u6b2ZmX1rcrq+48bsypqzz94eL24ogXSm1EKdHoqZaqs6rozuQ8PXr+9/9qt49m5d+qbm4xWBKf7xYiFC+pJDsFpHcnqKVYat4QpBnk5JgkSlJZipKFRkKRAipLKsxBFgwQF4hSAkwBKACiuxSkp7zHSvIkWDBQHBYiugZESuTqnratcBSpcXgsX7BcjepJVewJS/5uR4c0cb6RZK8uNjk/Yaaayp/fApUtr9+w9lnmlrqfXx3LPotH5RGo+Gp97Hn2+IEmEJyXP41RSkgt/uRKxZCKWTMS/xUHp/w/Ft0bjL/78/PnzqampcDgcCoUmJycXlYafPXuG43h7e/vp06e3bdt2/PjxmzdvXr16de/evWvWrDl8+LBcLl9sJ0un03Nzc5FIhKZpn89nt9sVCkV+fv7+/ftPnTrV29vrdrtlMtmVK1cOHz6clZWl0WgkaJmenh4bGwuHw1JBTCJapHwlGo1Kl3/hY/SnoSWZiiZT0WQy9lt2MZVaiCWezj6fmH42NjOL8WKvFrmeW7D16PHdZ84XNDXr/OhgMAJhpMIbUPoxJYorcQKkWYjl1Tgp8/mVAUzH8IMTU7bgWHv/UFZ986n8oqvlNVVqLeDDbcGISQjCNAsQlAYnNTgFkQzMcDDDwTSrpVgtxWhpFqZ5LSOADA/QnOT0tWhKqCLoPj/W6wso/Jg6gIEYAeO0hQ36Z+bxZwva0cCNR5Wfbdr+xicrtmecreySPZarrheW5NTU6xwe/tmCLzRR1ta1Yf+hzzds2nXi9L4z5zfsO7Dn1Jnr+YU3Hz46fPHK5kPHNx/J2Hrs5M6TZ89kZd8uqbiYU7B2/+Hvvfn2//Kf/+vf/+gnv163YU/m1Yx79/dcytx47MS5B3kNarC0o2fbiTO//mr96p17t588uzXj9Kpd+1bs3H0hN1/rdKNPZpQDw0dv3H790+W/WvbFoczr9yprzmXnrj949NNNWzccPHrhQX52Ze2V/KITN+8cvHBl2fot//ePf/6//+d//P4bby/btG33qfMnr2edvnFn96nzq3fuXbVjz46TZ09m3Tubnbv30pW1Bw7vvnC5oKm1QQM9eNxw6u79jKx7F3Lyrzwsvpjz8Mi1WztPn99wJOPD9Zu+8/aSf/rVOx+u37Tv0pXT9x4cunZz3ZHjK/bs23zyzNWSsmZEj/gDRpzQ+vygz68NoIDX91gLny8s2n7h4u7MK+ceFl4rK9957sKPl7z/N//tOz9579df7j2w5cTpjUcz1h06+vXBI+uPHFtz8PDKXXv3Xrz8qLO7EUIuPCx67+v1//j2Oz/77POvjx0/k5d/Lr9g18XLy3fs+cmvP/mb7/7oZx9+drWwtM86WNzWvffi1c0nzqw9fPyt1Wu/9/6Hv1ixetvFKyUylYFknRPT/WIEIRi1N6D0+IEAjtCsNFYpKTRrKUY6PJC0GBZmOR3P63geYXmIZjU4qQpgSj+qCmDqAAYEcEmIQeo21pOsyu1v0JtLFZoqAO4ddlm44GBkwkBzMoe7Z8ipcvsRgjZzglUM2cTQUCg8yIvGANYIgmfuZW88dOTA+YuVbW2DvsD4s7lYOh1LpmOJdDyeSkrDkxK6SIxLUgKVv0LLvyG+TVH9V5vEJEVIicOXXhaNRicmJrxeLwAAdXV1RUVF2dnZN27cuHz58pUrV0pLSw0GgyiKEg8vwcPY2Nj09PSzZ88ikYjT6Xz8+HFGRsaZM2e6u7tdLpdMJrt48eL27dvPnDnT1dXF8/zs7Kw0TDM1NTU7O7sIKpIJmDR7+Jc/Q7/L8iRfKfLG06mYtBKJaDwelcTD5p8/n5mbn48nn8YShBjq0oAnMq+t273v2NUbDSrQhBJWmteTLICRAEGDDK8maDmKKwkKYnmYE7U0r8FpdYCECU6LMe3W4aIeZXZTR3GPqs08CAUoEyvqaF5LshDJaghGg1NqjAIIBqJYLc3DzAuFfJgRIJqXHNQlI0I1zWoYTsNwGppTU6yKoNQYCRCklmIgjNJi1EBwzDU2BY7671bVr9i+583PVx2/cQcYcvWabKfv3M/ML1LZBsFBx52yqq3HTmw9knGzoKhFqals6zx94/ap67cKHzdUd3TnlFdfzcm/mltw42Hx9fzCM7fvHs68lpn3MKemfvvJs//XL974zq/eOXr9VofeJLMNFLW0n8rKvvrwUZtW32fuL2xsvZJXeKOo9EFN/b2qx/suX/3N1u17L19R9A8GEynfxFRJV8+mYye/PnD4Ut7DW2WV35w4/ebyL3724Scfrt+07dS5ozfu7Lt0bfe5y7vPZ67atf/nH376/bfe+/DrTWfv5baAugGCG6KEyi75thPntmacKevsG+FDA4xwq7LmjRWr31699n59s3LIea+mYcvx0xuPnNhz4crha7cPXL6+9cTZ9YczNhzJWL59z1sr1yzbtvtGSSXk9DqEiLx/+Epx6bKde99ds277uYu1amhYDI8Ex2AfCox6+nkBm5tTjji3n7/w5qovt5+70KozDvNiEwiv3r3vu2+9s2zrzqyyqopu2aPWznuVtdeLSq8Vl+w6d/GfP/zk5x9/ejGvQDXk6DBazuc/XHv46MaMk7eqqlVO15AYBFzugua2tQcO/7c33/nFbz4/n1PwWAmee1Cwcsfeb06du/qo4lZl7bWyqjt1TZVqSGJELFwQwWkII0GU0PgxAMVhitFzgp4TpE53SMpXSBqgGIB+uSgaZFiYF2COB0haieIqFAdJGiJpACc1KA5ipI5ijQyvxchO+3CpQpPX0VMFwHKnRydBDsXCOAWhhBYjDQxvEYJGToAJCsEJE0UPi0ELQTaC4KXc/G0ZJw5fulTV3u5nuYWXnf3xRCoWSyRi8UQskYwnUvFEOp5Ix+KpWDQZj75Al2Q8lZJe/leA+aPxLc+1LBbHFj2DJZWXdDo9OztLkqRarc7Ly8vIyNi9e/e+ffsOHz585MiRffv2bd++ffPmzd98882OHTt27dq1a9euQ4cOXbx4MT8/X3Jn6enpqaioOH/+/MmTJ/Pz82tqaq5fv75169ZNmzZdu3YNgiBJK0wqoI2Pj0vyYov5ymKr2F/+CeWPQUtaghapJpaMJRKxRCIeTySiicRcND49Hx0lqJK6+r0nz+w+eeZeeXWfub+f4gb5sIFgtBilpTmYD2r5oJpi5TipplgtL8JCEKR5NUapAyRC8jDOtpoHH3bKc1t7qjW67gEXFKCMTNDEhXSMABKMEiOVGAXQnE4I6bgQRPOS4QpE85IxFEi/cB0GWQFgeTXDKklaRTFqmlVgRJ/Pr8RwmGG1JA1hpD0YcT2Z0frxB/Utq/Ydem/thkv5xUNs0CVECpvbTmZlX8wtOH3n/s7T5zccPHrk8rVmFYiGxux+7H5pxd5TZ49lXrue9zC3sqaitaNBpugA4RYNmF1RdfLW7aLmVpMPLWrp/NXK1W+vWlPR3cfPx4ipZx2I8VphyZ3y6m69uRWAL93Pz7h6q7ChVT04Ajnc+Y0t206dPXbrjmbYOZ1OR9JpWf/AmeycvZcyM4senc8r+GLv/n/5fPmvN2zKuHOvEdJZCNpMUMphV51Ge/pB/m+27nrv6007z12u6JbbcEaMpcOJtGZ49HL+ows5D2W2oVAizS4k81s7/+XzL95Yviq/uR1weG6X1xy8crOwuQMZDZh8RJ91sEauKWzpzK1vuZhbuO3U+VN3c1QDjql0+mk6PUALJR29289c/Gjztm3nLtVptK7QhCM4pvNhOm9ggOFd4THQ6b5XU7c/89rhazevF5flPG64X113vag0r65JYRtU24fvVz3OuJF1t7y6S2dS9A/eKq148/OVP37/w8v5RU4hTM7Myu1Dd2seZxaXVKvUg4LIxhLozDOt23utpGzJ2vW/WvXl2ZyCTpOtWqG5W1NfIVM168w5zW2Hs7J3X715qaSiDjYYKG4oMiER+DqG07O8juFAglKjOEBQWprV0ixAMQBFAxQN0AzIsNJaxBgNTWtISkNQGoICCAoiaYhitDSDMJyBE3QUq/L4m0y2wh55XkdPNYgoXF4dwRhp3iaGbcEITDEqP6rBCB3DSZppOpoxs7yZZkwE2U8zkHM0t67h6NVrl+7f7wQhP8s9mZuLpdPxVDoWT8ai8Xg0/nvQkopFU/FYKhFLpRZnzP6ALuJfQ4pvU/k4/ZLPj0ajT58+nZiYkKpSi/P5oih2dnbu3Lnztdde++lPf/rmm2/+8pe/fOONN956661f//rXn3/++ebNm48dO3b+/PkTJ07s3r178+bNa9euXbFixcqVKzdu3Lhv376jR48ePHhw+/btBw4cyMrKamxslMvlZrMZx3FJE2V+fn58fFwUxfHxcWmkJvVS1mxR2ezPemhe7oU0qpJOptK/24GSkmbwpSeqVCqaTsekKZfUix7JVDqdnppfUOkMl+7c3X4s48SN24/aOkGHe0gI2/mQnmDAAAlTnDk8YZ9+apuaQYJhJUkrCErD8hAnADSnREmFD4Nx1kiLGjfWbh5sMw3Ihz2Ql9ThrJEJGtkgTPFqlOz1Bnp9qJpmdMGITgyDNKchGIBkNSSrkbxsGR5keeDlkrIWgBMgXtTQnIqgVDgJkoyeFYy8aAtG1N7A7drGj7Zs//sf/fRvv//jd9duyCwu67IOdFvtmUUlv16/+Xvvvv/e2vUZWfeqZUqlfahJBR6/dvO9lV+++enyr/cd3Hfu4raMU1uOHN+ecWr7idPrDh7+aN2GX36+/LPNW7efPPvRhs3/23d/8Dff+d6yb3bkPG5s0+pzHzeuO3DknZVfLtuyfcvREzsyzmw/fnrr8VO7Tl/Ye/bSym27f/7hp++sXJNx667SPoRNPtV7AteLy/ZcyLyQV3i7suZUds6m4ydX7tq37sjxwzfvnM8vOptTcLmo7GZF7e5L137y4ad/+50fff+dD3ZfuFKn1gIOb40C2HUu81cr1qw7eLwJ0A1QYrVMs2z7nv/0Tz/8T//0ww/XbTmbnZ9VXptVUXu7rOZKQenprJyj17KOXb+TWVByv7rxdFbOR+u/eW/1uuM37raCBvWAq6xTtvtc5k9//Zv/88evvfXF2huPKiGH14YxBg9mDhAOTvSNTZj82KPWjh2nzr63+qt/+fizt5av+ujrjZ9v2nr40tUmJQgOOEqaO/afu7xu76FNh45tPX76s41b//6HP/1f/8s/vr3si/0Xr2TcurP+8LF3v/xqxc7dD+obbSQ9LISaEf3pnLy3V6/52//yX/+PH/zo64NHs6rrzuYXfXX0xJf7D63Yd+j9Td+8t+mbdSfPXK2sbTJaYZyyCCE9wwM4pUYJkKQRVtBxIswKEMNDNAfSLMCwAMNpGFZDMxqaBRkOZHmI40GWB2hWTTMamoVYHuYFhBcQltfSrAQtRl7UUazc5anQaDPLq88WljzslgE+zDExPTw2aWQEjR9XelEApyCK1dIcTLMIwxs4QU8xKrdH4XRaGdYz8cRCkPUqzY2i4ltFxb0wIk7PJNLpaCr1PBaPxRLxaDwRiycTiXQylY4nkrFYKhZLJ+LpZPLlvNlvoSX5Rx6d/3z3jf/549vkWqRkRRJVnJ2dHR8fD4fDU1NTUrogCb10dHRkZ2efO3cuIyNjx44dS5cufe2115YsWbJu3bpDhw5dvXo1Pz9fqpWdPXtW8m5ZunTp66+//tOf/nTp0qUHDhzIzMzMyMg4depUVVWVzWbz+/04jvM8/+TJE6kfbGpqKhQKSdCyqLv8qiPLYof0n283JGhJpiRvolctbZIShZhMStYSsWQqlkrFEqlYIhVPplPxdGo+GnUT1M3cglXfbNt/7mILhJgwyoBRRpI10gKMM0CAhGneOj7lmF8YmV8wjT9RknQfiqsoBuIELSdqCEYdICGU1uMc7KM0rgAwiiJ+yoBxBoI3UIKeFiSRYLkf7/WhcpwEGB7ixBfMCs2pX1qmL0KLZLSuYTiIF5FQRB8ZM4THdWIYpHk1wWhpTiqMNFlsJwuK3tv4zU+WvP+TDz9+a93GzecuFHT3qdzeakC789LVDzZuWXss41GvbDgcMZP0zYrqjzZt+ZfPV3x9+OjtyuqchqaD1258sWffp1t3fLJ56wfrNrz75Vdvrlz1+rIVr3++4vVly99YtvL133z25opVO86ez29qzWts2XHm/K+Wf/HLz1ZsOX7qfvXj3NqGPWcv/mb9Nx9/vXnpmo3vrfx66ZoNm46cLO+UecNPBin+XmXdnvNXLuUV1yrBbnN/rQI4n1u4Zv+RJV9t+NHST7/z9gdLN2w9cvPeibu5y3bs+8mSpT/+4JNvTl+sVACdloEbFbWfb9/7L5+t2nryfDNo0Ay5rxdXfvbN7rdXfPXLz1e/tXzN7rOZtX1AC2Q4efvB28vX/ODtX7/xm5Wrduw/cev+vYq6SznFX+8/9tHXWzYeOnE1v7S4uSu7sn7PuSvvrV7/+sfLl2/fd7WwvNvQb/QSlgBlQyl0Ymo6nR6i2OM3bv/onQ++/9aSzzdv23X6/L5zl9bvO7R88/Z1ew9lPihoVoINcnXG1VtLv/x6yco1H63d8O7nK3/50afvLv/ivS/Xvr1y9c8/+fRnH3+69uDhks6efoq1EHRRR+emk6d/9smnP//lmx+sXnPo6vULhSVbzl587YvVP3h/6c+Wf/Hp7n3Hc/IqNBAYwM1cUEvQCh/aO+rpGfXIvAEVSoAUpxPChtAYLIZAhtcw3ItDwnBqmlUznIblAZYHOUFaEC8CrABygpYXdWIQ5gWIZiGSRhjOxAcNDC93eR7JVCdzHx7Mys5p64IxanTq2WB4AvDj3cOjcndAx4hGcUwvhPVCCOEEACcVHp/C4wUCARjDLQw3Oj5ho+nSjs7z2dklTc1ulpmNxeaTyflYfH4h9nwhFovG4/EXlbHFDCYZjyfi0WQylkr/luyUtMf+4F3uP2x8O3Mti5eLyYGUQEh+LdFodG5uzufztbW15efnV1RU9PX1aTSahoaGixcvrlu37je/+c0nn3zy8ccf/+ZlfPzxx9LlihUr1q5du3Llynfeeef999/fs2dPeXk5DMNqtbqwsPDkyZOSPGV/f//ExIQ0pzk5ORmJRCYmJp49eyZ1Hi8C3l8gcflt6etFS30qkfhtziT1qCTiErMSS6USiWRsIbYwH32+kIyn0um5ZMLPsJ0a4G5x6dW8gocNLb3WAQNKGUlOT3EwwQIoDWA0RHGIENKHx5BgGGB5BUkrSFq69QM0B9G8gQvZxHE9wTfrrPcbO7Jqmkp71Z3WYa2fMjNBIxvUsyLCCBDNayhWTbEahgMYHmIFiH1B3UsLZHiAeZGsSLcP6TahFYJaPiglSWqSUeES70JpcFLu9bcNDteZLLV6Y5O1v8/l1uKkNP8hH/V0DY30jjgRghocm7AFQ0q3p81ma+/vV7rcCE7AGC4bcbRarM0mc8/gkMbjVbtGO232JoOx1WTuGRhUOl2yoZGufrvS4dQTJIJivQND3ZZ+9bBT6/JCI6PAkBMYcqoGHHLLYK+hv0dv6zHY+swD4IhH6/RW9amO37q34+zlzOLyFr3ZiFF2VkR8uGzQ0WUbajPaGhFTp3UQ9KCgF+2wDdZCujrEqHB5+oVwvxhRjvqaTbY2c3/fgEM57FYMjfb2j8gGnIDLrxrxdJjsXeYBrStg9JPqIXcbYmkC9F2GfsjhM/opvQfXDHvk/Q6ZbUQ1OKoZ8igHXMoBFzjihZx+zYhXPuiSD7oAl9+E0jaCt6C0QwhTz+Yhh/vItVtL127YeCTjenHZg5qG4pbOeiWQXfV41a59H63ffDmvUGUf1rn9Svuwon9IaR/us9p7rXblwLB8YKjdYG7UIm1mi8o5qscJC80YSQpwe3rsA21mS6e1X+5wQX5U4/G39w8+RvQNBlO7faB3xKn0+GCCMnKiSQghDKfGCIUfU2MERHMwJ4AMr8QpOUqoSFo6FdLDx4tD+BJUgJcAI0GLmmZVJK0iSBVBqkkKolkdJ5j4oJEVAD/WZh0oVWgKe+T1OpPaEzDSvIkR9BQHopTKh6sxSieErRNT5vFJiOV7Pb4elxsiqP5QxMKLOpyysLyJpJq0cFZFxfXCouru7gG/f+L58/lkcnJ2durZ7POFWHQh9nx+IbYQlTT3U7F49Pnz+bnZaHQ+mYhLZGc88aJ48Ie/1/9RAeZboPFf3W4pP5ifn5cExJ49exaNRqXXz83N8Tzf29t74sSJjRs3ZmRk3Lx58+jRox9//PF3v/vdH/zgBytWrLh8+XJVVVVHR0dHR0d1dfX9+/cvXbqUkZGxYcOG119//Yc//OGnn36al5eHoujY2JhKpTpx4sS6detOnTrV1dXFcZxUhYtEIhK0zMzMSOIuvwcqf6bD8a8P32ITwW/fenHgPiG1hCViidjcwvOn8/OzsVg6nZ5eWAAtluyy8uzKqg5Eb/RjFpKBA4TC5e1zehReTB2gNDgL0LyaZntRvNPr6wlgSopRkHQfisswQk0yAMkijDjy5NlA6EmlGtl7NWvN4ZNHbj8o69No/ZQ9KHnaswDBQDQPsQLISveF38KJhDESzPzBJSU3L/BG+kOKA168taAXgggnQDQDM5wpGDaLIR3LIwxn4EUDL+pZDqYZiKYhmtYyjJ7nzWLQEgwZBVHPcQjNwBQN04yRF/pDkf5Q2MALCEXraNYWDA9PTFrEkMYXUHp8CEkZaVZH0CaKHRTCw2LEzgg2irOSrNbt77UM9prt4LDb4MNUQ868prZtZy9+vGXHyr2Hjt3NKe6RS+y0keZhlIRR0sIFh8eeDI1NWsWwjmRAlABxUksyOoazhceGJqdNYqhv1NM54gQwUkdzKi/a5/CovZiZCw2PTw+NTZm5sI7g9CRnIHkdxhoIzsqG7fyYjQ2bKVFaRoI3U6KNDVuYkIHgdThrZoKDwSfDkSl7cMJEiwjO6HBGh9GQB1WOjPb2D7UbrXUAnF3XdOD67eW79r27dv0bK1a/9tmKt9es+/Lg0dM5BWW9CtmgQ4cSRoIx05yF4a28aGZ5I83qCArBSS2Kv7CZISgDwxlZ3sQJVkHsD4bt4TFbKGLiBJiggQChxUkDw1vEkJETEZrVMZxBIuoZDqJZkOJAigVpDmR5gOaUOKXASDXFvJrULhZOX0WXxdwFYHkVSStxQlpqnAAJCqFZEyda+KCJEXQ4rfEEZCOjqlGfieYHwxNmLqj0oL0urxqjzJEngzNzlvFJDcX2+QIKX0ATwLQ4paMYI8PZQ5HBUFiPYo81moysrB2nT+dUVQ3jeHj2mTj5JDw5OTM3P78QW1iIxaLxZFxSw0jFo7Ho84XYwkIiFn+hFPvKTMWf+Hb/R4tvh8b/PbolGo1KY/DRaFSampybm5PmSyYmJmw2W3t7e2NjY21tbU5OzpEjR5YtW/buu+9+/PHHq1evXr169apVq77++utNmzZt2rRp8+bNW7ZsWbVq1TvvvPPBBx8cOHCgq6srFAqNjY0BAHD+/Pl169YdOXKktbWV47j5+fmZmRlJ51jCFSlZib2M37NF+ffdjX99+BY5nmQyJV3Ozc1OTT159uxpNLoQi8cWogvzseh8PD6fSDyLxSeezbkIsqKt/eKDnLz6RtDpsnOigWRgjNJiNIQzEMFBlABSgobmVRQjw8k+DJfhpOpl7xbAcCDDgxSH0EJ/cMJIi7Va44WiimN3825V1jdoTUiAHgg9sQTHES6ooVgVTqlJBmQFWAxp+SDICADNgbSEHwLI/A60/BZs6N9CC8DyICuArAAyAkjzIM1rGV7L8jDHwxyPcLxO8gKhWYm5lchbaJHapSmApkCKlnQEYJbVMi9QB6RokKIgmoZZFuE4HcfreV7PCxBFKwMBmden9PshgnphkUKzBpIxUoyJZo0kgwQIjcurcXjAUR/iRTUubx2I3HnccKW8Kq+9u8loVXkCeoozsQJM0poArgngMMVItiUgQatQXBXAJIcYkGJgjjcEQxDDdnu83W4PxHJ6MaTCqR63X+ZFtRRv+X/Ye+/vOM4zXfAf2DNn94e7v8zumXs8c9Zjj2d97R3da4/vWI4zHllyUk5UDhQpiZIoUWKUSIo5k2AGCYIIBAEQoUPlqs7dyCABdKiqL1fobiSSIonQAftDgRAUPOOd9R0f3/F3voNTrK5mNforvM/3vu/zPm9+IuYURRP70wavIxlS2SQKoGHihomrAKYCFqP5OCto0FIMogGmASbkIJ+FKrIiLB8mroYsBTDZJKIBJQOqBvREmoV0NgSQmM5dUMO7GprXnzi99tDRNfsPbjpdezLAdw5elXKGApCGiIaIApECkYqJiokIIW+aIoAyQhJCEsby3W9SI1TDREVYQ1hFWLlbjCJDHCIsajlhZiuICAbgDSACpBCmWY7KXAFSvw78BvCCpTK1ZWoLmPKIcJiIHooQ9jn3RbYc1ckrtitSK2BCX04PGKaIsIypgqmKiAqwaiBuNNua7LsYirbEe/jRbJzYKbsQgjQwmuseyfIG0iw3kh9XbZeHOKibgazuG037RtOCboYIi1lOwnb7C0Xu2sjGYzW/fOnlFW+9dfJSS3zkGiwUpmZnblcqM5XqTKk0N18ql8pLypWL827Q+ov01y9avP+A499bQ2w5ongHpVLJC4V5pnx2dtbTqbxz546nU+ldMzExgRDK5XL9/f0cxzU2Np45c2bPnj1vv/32888//+yzz7788suvvfba6tWrV65c+cILL0n+ZGcAACAASURBVDz99NNPPPHEc889t379+tOnT3ua/GvXrn344YdfeOGF2tpa0zS9+16/ft1zWZYUKpcCYpVlXct+v1/FF8Zi+X+5XKpUytVqpVopz8/P3b596+bN6zc/uXl75s7s3Nxsaf72fGmmurCwsPBJuRoZunrg7Lm1H+/aduJ0sxJKYXZ1fDrJXA1S2SSiSQRAech4yDjIBGypTjFcmJCYG4CEx0x1CjJzOICDOhRNrCErjGzVwOKYKaWBmkVqFik5HIJWhOVV6nAA+3Km3wA8IhKzRWrxiPCQCIiKi74IETEVPbj6ArQIiAqYisQjj1nCXZgRCOURETARCZUIkxDlAQrqgDOghKhKmEqYQqiMqYiwAKEAoQiRjLA3JYREAHnD5A2TN4EIoASRhLCEiUSITKlq25ptK4wJGIsYK4wpjEkQBbK57rG0aIKkm+/NF6OYRSHpsdwBt9jnFJLUiVM7Rq0YsSLIa8ZF45YTsxyNUAUTjTIJYl8m68tkRYg1ZiuUiZiIEHMmDOhGQDd5AD2+k0SZ5rgytXxZoyud5QEWEfXnjM6xjC9riIho1A4zN0RtCRIuB7icKQGsIqpgpmIWpnaIWBLAvA4FEwsG8md0XzrH6ZDTQfdYpns0LRogQqwotWPMTthuwslHqBXCNIRZ1HISbiGeL0RsV6VMJkQiRMRYgIgDkIOAx0ggOIhQAIIABDzGEqOybUkWFRiRGVUYkymVIBJMKJhANJEEsYypTJiCmUqYSiyZMB4gzoA8QDJhquUozBEwW3RWAJaIpTBHIhYPCY+ISJhMLJkw8S7SLI+gLj5gmHIIcxAJmMiEypiqmEYt18u1HO3wrfp4z/ObPtrT0KJkzIHCZBQxIWMERnPBtCEYSICEgyQIcRBiHhEeYH9W941leN1UCVMxlQEKIawaZlsqtffixWfeXfvYypU7jh9PZdLjszNTszPXZ2duzc/PlcvlSrlUKs/PzZdLJa/XcbXy+W4uv0cT8T/B+Hf1Wr50DTwG8FI0bLnT4JGAPWmvpRZh1Wp1dnbWOzMzMzM5OZnNZjVNO3/+/IcffvjGG2+8+uqrq1evfuONN958800vgf/+++9v3bp1165dH3zwwZNPPvnss8/W1NSMjo56lf9LDLE7d+4sL21Znr3/Hw0ti0qTlUXWfKUyX56fLc3PejAzNz9/e2bmzuzsbLkyW63eKlUmb37Sn87tOXH66dffem3Th7W+YDhnDhUmx27cHpq8EaFOMGv60kbQwAGT+A3sMzCPrGhxOjV9S3MnfCYOQCpbBYk6fh10Z3ROhxq2E1YxyQox5CRIPkkLIZMKaVPMQhVZCrY4gAMG9JuQg3gxUA6xAL2AGPOYoyImS9Dy5R6MFx/zJv0MkYzDhEdUwJSHhAOYB0RCTCWWSpiCqAywDLCCiIapiqmK6VLlnQSQZEIZYgVTFTMZEQEgHiCBEMWyQvm8ls8rjiMyJlAqMiZR5jfNC8nUro6O9XV1G+su7Gi+dKij6wwv1qtaQyh8UYs0hGOtPX2BkTHZAKoJxZwh5owQInHLSbqFZL6YyBdUQv3ZbCCb06gVyxdCtqMyK8RsjVoiQL50tuPaaOvQcOvQ1YBuxArFWHGcA/DKyFhXJstDJBEqYcpDxEMkYxqy7DCzFcIEAL1mxjLECiYhZsecfNwtRGxXwZTLmb6xTPdYOpDRBROKJuRyJpfVZYA0TFVIVK98hNkyxJxucgYQEVYtW7FskVIOwgCEAQj9APgBCCDIEcxREqTEj1E3gt3Q9CMYJJijOIBRAEEOI5FRxbZVy5IJlRAWABIAERGTiCVhS4CEN/Fikeyy3Ju37iKxBEQ5b00h4SHmARERU4ilECYjIiEiYSIui4nxmAYhDgAUAIhDWKBEsphMmYSwDHHCLiQs13d1dN+lthXvb3rkzbU7zjWEdXh1fDoCCJ/Wg2M6nwWCiYW7uBJEJIgIBzBnQt5EXs2vjIhogkA6K+ZyA8VCgqA9F+t/8+orj61edbDufGhoEBYK0zMzt+bnZ0rluVJpbm5+dnZ2fm6uPF/yEvsVb9/5p+qWLxt/MHnKpeNKpeJBhVfUssTLWhKA8UDF4yh7IaypqanJyUmvVZcHLR0dHWvXrv3e9773la985Rvf+MYPf/jDBx54YO3atYFAIJfLJRKJ5ubmurq6U6dO7d69+8CBA11dXQAA76aTk5O2bReLxaVqfA/VltTDfu8ksS+FlkX5bi9pPz9bnp+tlOe9m8/Nzd++M/vJnZk785XSwkL++id+Jbxhx56nV7352sYPD1xsDvQPxxGLEzvB8nGroCLG6VAAVGUFmeY5yIIm5ZGlWAXVLvLY9pk4iJhk5WXLFRDlTCRCGreLEWQ3hpLbzzdtPlV3uNXXHO3hx4wIcaIsH2KuRBgHcBBgDhLBy7hiJmJLprZMLYlQERPJ8zw+CyQS8a6xP835Lxa+WDxmArEkanuBdR5RAVEZWwqxZcQEEws6lkwimUQGVEVMI5aKiQigaEIF3tUCgERBVPXUARCREZEQlRDhIQ6akANQwETAOAgAB5GIqcqsgG6clLVVBw59+6FH/7dv3/P1++5/ZfvHuxsaN586vfLjHc9v2vLMxs2v7dq973JrYGS0N1+MM1vOGUJWVwwzgmmM2RHKQl6zYcoizI5YTsRyVExFA4QIi7uF1oGhj+ob3ztxqibIczk9aruLImxZvWs0HcjqKqFR2w0z29M10DANUSvmFnrGJ1OFiRhzQohqmEaoFWN2lFoqJBJACsAhRMPUilA7Qq0otWPUiVI7hKjXbitC7RBhKqIqoqKJfJlcdzYnYqLajsSYQIhkWbLjiBbjKOEo5S3GM8YxGqQkQHAA4wDBAUKCZBFaPBAKIsgjLFEqU28nwXhIvDCXgGjQRF4exVtx/i6QiJjJHvwgygPCAyJB6hXYKtjy7PvSkomYLaXxBcKCkPgM4DPMIIQCITJlCqEqohFiRbEl50B7z8BJH3esvbtRjapZM0WdKGJSDnjQIiOmUFu2HNl2BWr5DNidMYImVpijUEuESIJIQkgwgGSClOP05R3u2tVDLZde3rhhxZo1Hx06JPekrMnJm7OzM/Olmbn5mdm5RWiZK1VKpUqpXCl/Vqryy2zdf9jx7x0QW652vPzM5xya6l39yqWolNfQxQMDT37/5s2bnvz+jRs3+vv7Dx8+/NBDD33rW9/6xje+8e1vf/tb3/rWo48+2tTUBCHEGA8ODg4MDHhdiiGEjDHPTfF6FReLxcnJyVu3bi0JiC3Fwb40kPr7+kKWQayndFyqVuaq5bmKJ5RfmiuX5ufm5u7cmfnk1szt2fnb85Xp27PJqyObdu994MkVK954u+ZSGz94LaLDGGJRbEWwo0DmG8u1D4/6s0Bl+ZAzodrFkDuhOeMcZO2jubbRbLeBOGKLzBWpLSAmQKJgq7c4HaPu8W7h+U3bf73qndU79p/0i6pB+sevx+yijNjyfehicBySZdwwIhIiUur1LZcIWebBWMvz/B60CNjiEAtCykEqIEtEtgAtATDeJIJJRcBkaKnIUZGtQCbDxYJ/ldgyZiLAgoFFE4smFg0kGkgyiWhgQUeCjkQDi4CIgPAm4nQoAqwSO8LyGnFEE3NZU4UsRvNCBhzv5n+9+p3//Pc/+MmK5y5KinnjRh9j53n+g8NHfrnytXufePK1j3cEhoaNmdn+fIEbGe0aGGxNJBtC4YZw5Epfn2IYSceOW5aY0wMjY/xYprN/qE7WGiPx7qFr+1va/umFl7/z0KPvHDzS0T8YglgFSMjqbX0DdWronKw2xZO+a6OSYYYQCUMipHNX+gZ9wyNRYsWx1T1wtSWW9A+PaAZUc4Z/8NrlRG97b7+U1lPU6XUKSepEAJbGcr7Bay3xngtquDmW4kdyceImWD6MLA1Q2cSijiSTqMQOMVehtuiVkmDKIRJEOIgJhylHKIdp0CMBU8Yzy9vmi8xWbFdiVhBivwkDJuQxXXIslidIFieiHoHQkyWVEJMgFQERIfEkG2TEVGyp2FYAkwGRIVERXSzOR2TRnSWWxGyR2RymfoD8JuAQEgkRMREA9FpYRrGVZG4c20rG9A9c6+odEq5lEtjudYqKgToGR7quZRRsxcen4pPTocI4T5jfQH4dCZApzFEtR8KEh1CEUEY4zKyE6/Tm3T7XkcZGa9rb3ty+7anVq9/5cEtbMGhPTVYXFmYr1Vt3Zu/cmZmbnSvPl6rlz6ReFpa5Ll/cOP7eTccfxfgDeC2fc1yqy5LYn0uYL09ELDkTMzMzn3zyiQcz3sVTU1ORSGTXrl1PPPHEgw8+uGrVqrVr165YsWLlypUtLS2WZU1PT9u2vaScPzMzc/PmzcnJSc/1KRaLrut6rYuXl7Z8DmP+B38zlbv19qXKkmBRpVytVsuV6szs/Cd3Zm/Pl0l+vD3Av791+7Ovr3l7247jl9v5wasJRCOQaJBoiKqIypByBgroIGggHlkicSTqSsyVqCsShwPMZ+JuAwUg5YktYIsDJJADgoFS7mTKGW+KpDadPP/2vqM7L1y6qMb5MSOMbQ1ZoscQw0xhjkisoIkCJhIQFdCiQREQFQhZnIgKiAhoKQ3DvGTM3Z9MxJaAbQ5ZHGQ8tERoC8DiTSYAJkFLRraMbAkwCVgysBRoyciSEBPQooqMiKgImQSpBIgEqASoBKlkUtHAkoFlk0omlQDVsB2zCjGW15ClmlQ1qZzDYgZEgNVnT/Ra41eSQy9v3vG1e//xJ48/0yjI9uy8PnWjI5b46Pip+559/r/80z8/s+4Df//AUL5YLyvrj9W8d/DQW3v2vvzhRy9v+WjN7r3rjx3/4OixVz7a9tAbax57+9139h/efrZu8/Ez206f31vf/NLGj776/R9/5bv/sOLd9bsvNG49c37dkZotp2q31V7Ycurs+qMnNtSc3Hmhsaaj+0h754ZjJx9+/a3v/uLB7z/02LPrNmw6enJzzekPDh5bf6hm49ETGw4fX3+oZt2Bo+8fPLbp2Km9F5pOdwbO+rhDTa0fnzm/7dS5rafObTp+ev2RExuOntle23C0zdccTolpM4bdKHZUk6qAadjWqKtSW8SWJ73DQcwhymHq5cw4SHnEBGyLxBaxLSBLQJaIbRFbArIERPm77A8PlhaFfAhd8jN4L+gEiei5ntiSIRNNLIK7skCIKZDJgMomkQFVIFUgUwCVAREh9eJmPGaK7apuXmRWwETdOcOnm7wJRURkTBRMQphFEItAEryWrpNCNZ3+eiUsjuViyIpAqhhYzAE+ByVINcvV3IJsuxymHKQ8tgTsCNhzlwmPkACRhLGMsAhMFcH+8eK16cmwmTvRdvmpN17/+eOPb9mztz+duTU3f2uudHu2NDdfnp2dm7kzMz87WymV7+qMVRbbHn8mDvHpdvk/JsD8O5GPP/flfumZ5R7M8lVZbtm9sJhX6uh1dllYWBgfH+c4buPGjY8//vjbb7/d0dERDocPHjy4YcOG7u7u69evl0ql8fFxQggAACHkOM7ExITXrOX69eteeM1TEvPoA0silcs9qt+jdPYXnzfvt/cUKcvl0vz8nEckuDMze/PW7Zu3Z4pTN0ZyoLnTt2bDpsdffuWtj7Zd5IRIzkxRK8EsDWEJIAEiASAeEAEzkdo8ZgFEA4j6EfUDzCEWKUwmpz8J5cf9JurSAYeoRG0B0kDWDKQNxaQx7EoZcKV3uL1nKHA1y48ZQtqUdKRCpiJLMokIiAjvqrl8YfIQcxDxiEjYkogjYZuHNGhiDhABMhFZArIEyATEBMgEZAnI5qElQEtENg8YZ1IBWhJ2ZOJKyBYBE00mAiYBS0KWgC0O0iAgHiVBxLaELG+KkAmAitDbEVsqZDKgCmQhbEepG0aWrEMpY6o5GDZwxKBJ5PRgN67Ty1ry1Y3b/+q/3ft//N/33Pfkc6s2bn3pvY2PvvrGw6+sfvG9jduPn+mMxnsh64im1mzf/Y9PPPOjR5/87gO//sp//d6ff/Pv/ubeH9+34rln1q576NXVf//L3/zs6ec2HTlR2+mvaW6vveLviiR3nz7/vft/843v//iNjz5uFtRmKVRz+cqeuobtp89tO3n2gwNHVm3Z/vKGLW9s27nh0LENB4/+6sVX/9NXv/Gfvvo3j61683x3sCscPdrU+vIHm1e89d72E6cvy2qbGjradPmdj/c8/tqbv3nh1ZXrt+yrrT/b3n2grmn78bO7z15ct/fIA8+t/N6vH3v09bX76luCg6N9zsRAfipB81HsqoBxWdA9lu0ay/lzJm9iAVAeUA4QHlIRMhHZArQFYAumJQJbBLZgWoJpiaYtQUdCtogsHtLFVQCER95CWAK2BMR4SHlABUBFSCVkKdhRkCMBJphEMLEIqORtEQATTSIYWDSJDC0F2Qq0JEAFQAXIeEh5xERii8TmEQ16UTVEJUBFE4smUiGJEScMWffQaE03t/ZQzRt7Dh1q7+LHdA2QwEg2OKZrkEZZIcRcERKfAbpNjxLJeGzx2OaxzWEr6GncIcJjzEMYNAzBNKIW6ysWel2LHx482ty8fu/ejw4cbOjo7B9LF6dvlCvVhYWFcqXicXyqlerdzi7lamU5sCxUq/+K77J06suMSvW3zz+m8e8KLV/0V74IHstJWZ/Df6+y0otZVSqVmZkZr8LRcZyurq7169e/+OKLe/bsGRwcNAyjtrZ28+bNPp/P68vCGNN1PZPJZDIZhNDExMTMzMxyMco7d4fHgfbusuxh+X2u75dBS7XqEeS9qsj5UqlUnp0vXf/kdnHq+uTNWzlE6y5dXrXu/efXvLX50KFz3T5ucDhFrb58PmZZIoCcafII8ZjwmAQxCRIawNRPSIDQAKEBTDjKwsXx+PR0qFAMIhyAWKRMobaEGJcDwYwpGyQMLTFtdvaPXOm7GhzJiRmg6DgErTBxQsiSTCIYSDCxjNmnVB9IBEQlzETEeEA5E/OAStiWSV7CDg9Y0CCcSUVoS8gRPO8EMB4wEVoCXDz+9ABYIrQFaPOACYCJS5chi8c2h6wgYEHEeGwL2Bag5U0eWkGT8oAt7ZRlQGRAZZNKBpayUMqaqg6jgCYgS0KWglbSZLEsuhJKvfHRrq//w0/+87e/+/OnXnjpvU1Prn7n0VfefH3zx2dafX0GK85XyI25Zk574Z0Nv3zm5VUbtr6348Cza9b9+rlXV7y5dtuxkw1B4cSltje3bFu3c58vlko7xZ4s6DcwnLjRJmq/efal7z/wm50nz/TosB+QQKL3fFfgQF3D9uOnNx448u7OvW9+uH3NRx/vq73QrkX3nau/91cPfe/+X5241Da9sDC7sKANj36w58C7O/aI/YOzCwt3FhZSOfPIhaanV635wQO/efSl1w7W1neo0bpO7sjF1jNtvo+OnfnHx5/92vd+9E9PPr/jVF2gb7jPLva7kwmST7JijLhcxmwbvHa5f7jjajqYg4vEdMBEYEnQkaAjQEcwbdGwRcOWTEcCrgxdGbgScJbWhQeWcNfRFIAlQFtE9rL/x5aQI0FHhq4EXBHYomlJwPNELQkuThEwcclDhbYILRFaArIFZPPI4gDjDMqZRIBUpU6IuQqyBB0JOaiYJEocDbCO/mtHOgJrD59468Cxg1d8/tFcCNuCDgNpg89BjboRpygTq1s3u3QzADGHGYetILKCyA5iK4BYANEAJEFEBC+Ei7EMoWqCMIQxhBIA8n19Ry9e3Hb48KVuHytMLCwslCvV0pJxqlQr5XLFi4xVqgt3/34/NRLVL4nNfMYC/FZoqXzZ/BO0/PbxpV/x5wi+y69ZDi0eDHjOiidL7AlZVqtVxlh7e/uGDRtWrVp18ODBgYGBXC5XX1+/Y8eO7u5uy7IKhQIAAEJICKGUOo5z48aNpVaSSwDjjeWtiz8Vevk3Qctve7B+26hUF8qVhdKiiku1VF2YLVev35mjxQmtp2/n0WOvvLdu/b79zZIczubiCEcxCUEkASCYgIdQwFhkVLQYR0gAYz8mAUwDhHHM4hgLUhIkKICgHyIOE4k5iu3KxOIM5M8Ygo4SznjSnWjtGdrT3P7RuYYjHYHGWE9wVA8hK0LdEGSSSRRkha28xlwB0aAn7oKIiJmELRE7InKWQIIHbNEjwY6Ibc9BWXpJgJ4H8ym0eAjBL0MLHjAOMB4wDjIeWTy2uEVbQHlsC8gOAhoElENM8JAGWTykAiQipF6IXzKxZGBJh1LOVA0Uw1YcW1GTJLHdQ/NRHTeKoaffev8r9/z37/3i4ROtXWP56RF7PJlF8QzQrmbEgZEBZOObs1xq6M2Pdr20bvP5Lq4PWIks8iX6WuRweyjmi/fUNF1+9f1NqzdtbQhKQ9geQtYwtoexfbK57acPP/b//OSfVm/+8EDdxfd27Xtx3Ya3tu1cv//wuzv3vrNjz/t7D76/58CbW3dsOHDk0MXmt7bv+uYPf/pffvSP20+cGctPoJt3WtXI6s1bX/5gUyMv409m8M07vkTvpgNHfvP8Kz958LEHnnpuxeq33vrw480Hj+2tbTjS1Lp214F/+M1jf/nfvv/9Bx9ff/B4W6w3juwotJQcilO3Nz8ZYwXRxIGsGcwC3sAStERki8iWoC0CRwA2DywR2BJwZZiXYV4CeQm4EnAk4EjQFpHNQyZAJmFbJg4PWdAkS6vJL8KMI2JXRI4AbNG0RWDLyFVwXsGOBNliFg3ZCnZkZIuQCd4eAlkCsnhkBRHjkSURV2F5hbgCoLyBeQMJJpZMoiErjO0IdcPYVgzc1jt8+Ip/+8VLJzg5kDYiVl6jjowtEVIRUh4STysvABBPmMgcgToctn3Q8mMrSOwAtgKQBuFigRcPEW8A2QBhRFKWfbU4Hs/pJ1taN+zee/zCxaGsPn1n/vZ8eWauND9fLpUqn614q1YXqp54RmXJaal8Jiz2JZbhd4EWr7fGn6DlXxjVL0uJL538XFxyOdIs5Ty84UnCeI2/PIyZmJjQNG337t0rV67cvn17T08PAKC+vn7Lli2XLl3CGE9OTjqOwxjDGEMILcu6cePGUtHM8kSON7yA21L5pEcl+Lf9yr8jriw9XpVqda5Uvj03d2t2bqZSrS4sTM3ORQeHTzQ27T515uTltrZwRE2nBxynz3HlnN4xOOwbS2uUaZYtIBwEIAhhECOOEp5Snlo8YRymQUz8GLbr2cvp0dZ02mdCkVqLJWkG9GUMwcSpwlQyP9mU6Nt05sLrew9tOnPhJCd3X02HkBWlbhjbIWzHnPGeieshO+/PmR1jWU+3g0eUx4xDjEeWgBd3nUGTBgEVsC2zvERdDrIgoIsggaylfy6iArYFbIuLCGHzyFp8FVmLrxJbJBaPGYcoh5lALY4wL9XM40+ruDlEOUQWFWgw4wEMZPRAJifopgyQCokGSAiQXne8zx1v7xlce/DoN3/2wP/yla/+1XfuXbll++VwIgFYH83HDSyNpKXRTL+Vz12/JV4d23L8zCubt64/XLOv4dLOc/Vr9x16aeOHz32w6ZUt2x5fs/YnTzzzyKo1ey40dsR7fKmBuA5yUzeaROUnjz31v3/9b++57/4HX13182df+sULr76yeevWU7X7LjbvPFf/3oEjT699/2fPvPCzZ198cNWbP3pixZ9/+7/+n3/3nUdef6s2IGgZo9bPP7R6zb2PPPHuvkP+vuFQ1jzZ4XvizbV/+8N//Np//+Hf/+LB+5996dm1H7yzc9+u2vqats539x++54Hf/K9//bf/170/fn7jh6f8gpwFMepEqJ10i4l8UcO2BKlm5SPuuEydoEF8ORQwieeIeKvGQ0tEroTzEs4L0BGAIyJXQq4IbR4wzuuY4FG5MBMQ4xDlluAfWRy8Oz/dRtgisiXseEwNEVkCYgKknInv0pEJDwkHSBDiAMQCYZpbCBfGVSvPmdiXMXxpndehApkKmQKZRpyYXUy5k5KOzojarkvtp0QtmDFFA/szhghpJD+u2nmfDlpHxlpHxrpyhkAtyXJF5vLE4YktUEdgrkAdntgcYgGA/Qbw5YzudCaQyUYoG56cyt34pA/TRk76+Njxjbv3nbzYGBscnrh1xwthlCsLpcqnjV0qn4LKXbT4HbaVv1PY6481HvaH81r+ZQhZzvdd/q4laMnlci0tLfv37z98+PDx48c9DZiVK1fW1NTkcjnLsurr6zdt2tTa2looFDxl5enpaa+tiyeh7+VUlmuFLd13CVGWPk+1+rtCy+8IJ9XPjnKlUqqUy9VKZWFhvlqdqVRulcpeaeTEzNwVSdm078DuM7WBnr4EgFEAYhhHCVUhEg1TAkghVMKEB5CHaFGcHGMeE0/Oi0MkgHAAYz/FAYL9CPkADMBFKScRM97EvIFC1FGR1ZTs39Vy5aO6xsOdgaZ4L58xI8SJUFeFTDKwjKwQcxcr803keS2eQQ9AHISEx8zjOnOQevlSLxssEEsgi74L51XmQ8ZBxiHKIyYsWiW66IhAykHKIcrffS9PGI9o0CtTWMweM4FaHKZBiD3akkCZVwzBISISJmLKAejP6UGv3TLEwYweSOdEA4aprQLcEE1srq1bsWHLw2vWPvnuhjV7Dx7vCvAj2Ti2lKzBj6SVnBlDNIaolNZbEz2n/NzO+sZ3Dhx++aPtb+zev73u4uH2zj2NLe8ePPrK1h3vHjp6ys91D1zlr43FILk2MRUYGt5Uc/KZdRve2r1/f1PLiU7/wZb2D8+c++DYic2nzm45c+6DYyfe3n/ojd37X9+1d/XOPS99uP3p9zc8t3HL2oNHjnf5O/uGmsKxzadqV+/cs+1c/XlRvaiGj7R3bjh24tUPt7+44cM1u/ZtPX1u78Xmnecvbqo59d6BI6s/3v3chs1Pvrf+2Y1b3q85dYZX+HQuRCyvzEWCuGss1zmWFRDV7LxI7QDAAZN4qLAE9iJxZVYQictDK2jQoMF4YAvQNeFToAAAIABJREFUFiETEBMJ48kiN0wgTGK2SG1vP7EYyAJ3NxnLvFIvjMZ7qZS7WPJpiu4uO0MgTKBMpJZk2SKzeUyDJgrqkNOhYCDJJDJkCmIadlRkiwa+3Dd8uJvbean9jBwOZAwZMk6HgRzgIBHwpx/V8118JgoAwkEv4+I5wRYHWRB62xEqIOrL5rrH0irE/YXxAbcYN7E6krkshz7Yvf/pVa+v37FLiifzU9OzHrosLMx77cSrXpr0swjxr0FL9a4c7Z+g5fc5ljsr3hmvDv9faBjscY5v3749MTFx7dq1pqamdevWPf744w8++OAjjzzyyCOPPPvss++8887hw4fb29svXbq0e/fuXbt2CYIwOTlZqVQ8ycupqanx8XFPiXIJPL7oMy3nPS89HP9Ccm35uv/rW5XP3qJcLpfKpVK5NOcVSZZKs5Wyp5t/q1olhYLc23fwfN2mg4dPtLVrmeyAm49hqhimoBsyQBphKmUSJvzd1hcCJpI3IRYhESDhEQ4iFMRYdCy1kJdsO4CwJ08pECpiJgAimFgjjobtK0OjZ6TQKUFtTvQFR3OKSRTIPEavd+DPmEEdytQO58dDTkHA1G9CxXKSU9MhN+83TRHR1MR0z9R11XYDBvTnoACpwmwB0UAO8oBoTj7sFhXqCJDeTdVYImJerb5CHYU5MrUkwjyZ5IABggCJmMqESYRJzFJsRyQ0CJGAqeq4ImFdWT1gwnC+mJicUh03CKAvp/MQhRw37OYlTDkD8LopAqRgqmAi6KBj+FpjPHVODdeq4Tot0hhN+IZHw4hGsCXlzBDAQxOTQxNTEUxVHUYRC5m4a+Bqragc7fRdUCNy1uyxCyETdw4MX072XekbFMZyEUTj1EnZbtJ25JzRlupriaUCw6MJag8UJ0IANcUSp4J8raQ0hGP1WuRiKNocS7Ykei7FU82xxKV4qiXZ05rq6xq8yo2mudF058Dwlb7BwMgYN5bpGBhqiacuJ3uu9A50D17lRtLiWNY/dO1SJFHLSaf9/EUl3NE32Dkw3BCJnVdCl3v6FRMl8+PJwrhGLN4EPMQiZgIiPMIioYrtKLYrEjtoYg4S1S5Ei5MhtygS28ulq6ygsaKEHBFbqp1XLTdggM5MloNYc/Oa44qEBgHmIBWJrTBXIY6EPK65rTBHY3mVugpxvJ8ysUREBUAUYieKk73TN2L5okKYTC3FskXCvBJ9zXEjxfGQm+cg8mcNhbBEcSLmFmVE+BxQEe0rTPVPTIs6rFXDO5pbP25u9aAlRF0ZMU6HAR1I2Aq5RdXJC5hyEPOICJgJyOKhxQEaNEnQpAKyJeoKxOER4xGVqRPNF1PjkwmnEIJEzOhyWo9DGsmaFwLCezt3P/7yylfXvlvX1s4mJxcWFioLCzfnZyc+uTF56+bt+bn5SsXT2b8rXl4tl6vewd3E/ufnErR8ManyqVX5E7T8fxpL/oo3PK0Xj7Ll8b6q1erc3NzU1BQAoLe3V5Ikn88nimI8Hpck6eTJk+++++6LL7742GOP/exnP/vBD37w4x//+Fe/+tWKFStee+21NWvWrF+//sCBA52dnblcbm5uzrvp/Pz81NSU67r5fN4LiH0xDFpdRnT+nHrYvxlaKnfze5UlOZfPxt/m5hZbQ8yWS3dK83cqZa/nHbt+/WK3740tW1Zt3nygobGrpy+OSV++GGe2ChGX033prC+TDRpAJEQki3XdAkQixF7dsgSxjIiIiICwQIjsWFrelSzbk6f0ih95gHkDiSYJUzeE7SuDI6cFtcYv1GmxruExFVANMq82QsO2DBmvI95ACrFCTjFk54MG6krnZMJ6p69H83l/Tpcg6pueHrhxI2Q7gZzpy+giwCHb0ZgtGEgASLPssO1q1JYxXZyISpBImCiEhZijMVvGVCFMwUyEOKibAkAhZoeYLSGiUBZx8wplnmShTKgAkddkLJov9ExNR/MFHsDuTFZEJDE5FSkUfFndl8lFbDc1Phm2HMGEXM7w1K64nNE1mg5ksiHMEm4hZrkyQELOjFLr6o0bQ9PXQ4gIGSMESJy5MeqEIJFzQM4BDeAwYmFEw4hFiRVnTtLKJ6x8nDoxYkUIUwwYHMtyYzkN4KSdTzmFMKZ8Oitk9TizewvjMWYpBpByhmKAMCJhTDWAFBOGIA4hophA1k3VhFHCUk4+tSgKCWUDhDHpyRf7xycSlqMaUMzomgF7nPy16RujN271FcYVAwRG03wmF6FWqjAedwsyJKKJIm4+XpyQMPHpOgehatuK7QiYBAzAAxyyC/HiZNgpeurUEmZRZzyenwxbeYXamu0q1PZl9c6xtABR2MmrzOJMENBNzsQSZipzNOZ68tgipBJiKrFD1AkxV6OOSiwFWTKiMqJh5qTGp/qmrsfdgoKpQpjKLAlTzoQ8gApl8eJEYnxCIYzTTQWRmFuIWK4MMJ81NIAHJ65fu3ErhMh5Nbyj8dL2xuYzkhbMmB60iIBIgGrMDTsFCVsBHXImkomlWXmF5iVk8yZdJJJgRyIuj+2gSX0G4hFLTEwPfTKTKk5JOvSPpPkxPQRIHLGYCVuU0Jsfbr3viSdffOedFo4jxeLtSuV2tTJ+65P8janJWzc+mZ2ZKVfmK9X5UmV+vjw/X56fr5RKHsAs3M3A/EvQsry/2B8nmnxm/AHkKT9nfJeUjycmJqanp2dmZrxXXdcNhUJnz57dt2/foUOHampqjh079uGHH7766quPPPLIfffd52np/+QnP/np3fGzn/3MA5h3333Xc1/i8fjY2BjG2HEcz1/xekpOTU15BS6fkRle5rUsr2jxPuvvCC1fJMBVlo3llAEvqTMzOzMzNztfni9XKvPVymy1eqdaHb99J8OsVlF6e+u2x1a9/s6uPU1qKApJynISlhsmTEVEBLg7k2sfGevK5ASEvTykhIiCqQSxJwEiA6QionjmmzLVtjXXlagVBNCvg6ABBUBkSGVAJINoyJJ01BjrOdDe/fHFlsOdgUvJfhXQlDMeo64CKJ+DQg56vF4ZUu/P2J8xOq6lu0czggEWu8zqpmAAr7xcNIA/neVyhkZY1HZD1JIBEgwg6KZkQsmEEkAyQJ5Yi2gAPmcIuikYQDSA96pkQu8CFREZIEE3Bd30VBE1wgJZ/crwNd9YRiVUwcSXznSNpgUTyggLJhQhVpklQNw1luFyRjxf7BmfVDDtHstcuTriz+RkRFTCBAMIBtAw1QjzOiHyuikaUDBAIJPzj6SDY1lJB2HMIsRSAeYzemA0w6VzfEZfmpIONEg0SBQTKSYKIaYCwmcMLp2TdBilVtxyQ4hy6Zx/ZEzSgQaxYiJJN5dNoJjQm5JuClldyOqKCTWIFRPKOlBNqAIkG0A2gApwCBENIMUAsg4UAygGCEEcJSyCqWpCSTcUE2qIyCYMZnNdI2O+sYxgQhkTzgS+bM6f04MmCALAmYAzoJcqFwGWIBUB5g3E60A0saeAICPC6SaXMySIVcIkiII5I5DVeQPIiCiYSZAIJpIhUSGTAOF0yOcAr0NeR7wBBQOJBhLNxb2ODLFggGDO4HOGYADRhIIJeANwuhHI6pxuyoiEmLW4HFk9mMlxmRyfNcScqZoobrlxyxXS+gU1srvp8o6G5rOSJmRAGNsKoAqgGrZD1NWoo9ytxxIMLHjUecBEwGTsLNEXAwbxckUcZJzHgDepaGA+C4QsCEEWJ3bERF2pvtPtnVuO1ry6fuPrmzYfb2joz+UmZ2ZuVirXS7Pjt29O3b51Z740V67MzZdn50pzd7P95U8z+79l3jUglT9By79h/DZoqVarS2l5r6Zkfn7eu8w0zYaGhgMHDnR0dBBCxsfHk8nkm2+++Vd/9Vd/9md/9ud//uff/OY3f/7znz///PNr1qx5++23V65c+fTTT//yl7/88Y9//IMf/OCnP/3pAw888Mgjj7zwwgvr1q07duxYd3d3f38/AMBxHK86cglXluz+ElPAe+kzDs3vsthej8hyZWEpwfdZtdRK+fNey+zc3Oz83FypNFcqz5bKN2Zm7cnJSP/Arprjz65569X1Gw42Nl1JJDXdSNlu0slHmK1iqhAmU3tRL1IHPCRerbtCmCeesWiUDSADpCCsYqoSplAmESpAzJtAMKEEsHy3Zk0BNErdELIupwYOXfF9fLHlSEegNTUYhlaPMxFBtmJgMQuCY3pgNMdlTNkkGrZVZAkGDmZNLmMs2lZEFBOKOUPSTQ1iFSBRN/iszmd1IatLuqkhEqFWCBExZ3DprJDVZQNoEIcxDSEiG0DSTdmE3nuFnMFncqJuSgaQDKACFMbUq2nXIE7YbhjRwGhayOlxNx+x7O7Rsfahq8FsTgJQMKFgABEgwYS8bqqIxN1CIl/UCAtmdc/USgCFqBXCLIRoCFEFYCFreI3cuUzON5IOjGUVE6ne+ayuAqxBIhtQyBqSDrzG75IBZAOKOdM/ku6+OsZnjSXig2xgSQeygUKIRIgVIVYYMxV4oAIkHSgm8tDIwyfFRCFEVYAlHcgm1CAJIRqC1BP6DZlYNZCQ1vmxnJwDqoEUHco5oJk4gmgIYA9gZN0Us7qY1cWcoZhQA1gyzO6R0c5rI8GsriAiYyIAwJsmZ5i8aQrm4m5AhkSGRNBNLqOLOVMxkQqIYiIxZ3q/vgxQhNkRy5Yh4nKGBKBGWIhaqqfXArECsAqwComKiAKxZCAua3A5QwE4TKwwsRREFIhFHQTS2e7RMS6TlQ2gACQYZiCT9aczXE6XIVIQlgHksnpwLCNmdRWgMCIaQLIOVAPGiB0jtpQxGsLx3U2Xt19oPCuoYgaEka3oOILtlDsRd4oKZHwO8jnohXMFA/MGEgGREZO8+ipoiciWiCuzvMzyAra7c7BjVO8aMzgdCwYRDCx5X3LGkMdyUR2KQyPHLl1etWnzC2vXbjt6xBcJw4nijWppen725tzsbLk0XynPlebn7nJNF8VHKtXPzeoSfex327b+McLMH7LL5MJnZOQ/zZNXKpXbt28TQqLRaF1d3Z49ey5cuDA4OJhOp0+cOHHfffd95Stf+cu//Mvvfve79913349+9KO/+7u/+9a3vvXNb37zr//6r7/2ta99+9vf/s53vnPPPfd4B7/+9a/XrVu3f//+PXv2bN++/dChQ52dnZlM5tatW9Vl3SSrn2U5L0+0VJfR1X9HaKmWv+R5WrhbV1VZ1iC5XCmXKuXZUmm2VCkvLLgTk52CsG7rtidWrly1ceOxSy3y6FiP5UQQkU0oQ6xRFrJd2bI5RHy62a2bQRMt9uBCVPDE/iCWIVYg1iBWIZIhkiGWEVEIU6nl5bQViGWIRQPyWcBnTMWkSWc8YRW6h8ZOBqT9LZ0nfGJrclAzaa8zmXLGk3YxYRdTznhPfrKnMJV0xsPECWE7VZy6evNO7/ikBnAY0d58MWm7sm5yYxnFACknPzQ53VeciGAawTTl5FNOPkatMCIxavUXJ4anrvcVxsOILPbPKIynnHyc2QnL6XELPW4habsxaiVtt68w3uMWYtRKWE5fYTzObClniFk9Sq2+4kT/xFTCyYcwiVCWcgsx25Uh1ghLjU/G80UJIAWR3smp4U9u90xMKYhw6ZyG6NDUjf6JadmAgdGMCnDSKSSdQghRPqPLBkw6hb7iZNxyw5hFqZ2w80mnkLDzMeZ4OBG33JRb7B+fGpiYjluumDPFnBlj+bhVEHNQ0lFPfnJo6pOUOxFCLIRY0ikMTV3vLUyoAIs5M8acwcnrAxPTSacQQsxTAItSO0rtpFMYmJgemJiOMUcxkGKgCKQxbEUQ00ysmTgCqWdhY8ROMDeKmWpADaDefHFwYirObNWEGkAJy+kvTvYVJ+K2E6FW3MnHHFeCyLPgEduOOk6IMgViDdGEU+gtTKScQhRbUWz1OMWR67euTt8MQ8qn9Ri1ByenU/limLAos3vyxd7iRMLJhwkNIRq380m3ECaWBknCKfSNTyacfIRYcdvtLU6k3GKMOTHmxC03ymwNEkk3FRMmbLevOJF08mFMVYij1Erli6l8UTGhf2SMz+pRwuKWE2d2r1voL0z0ucU4sVUdqjqME1tM60eudL9/7OTBy538qJ4g+TCwwsiKEEeDTMhBPmPyWcBlAZ8FvI5EQCREJcwESDlABbDIveYQ45BHcrNF5AjQ5k2vTIeKBpF0KGZNVYcpag9YbjSrXwgEV2/e8tArL6/bvUsZ6CvcuX27Wp2vVkrV6ny1Ml8uLVUwlMvlym8xBdXKojL/Z+3Hn6Dl/8f4nAczMzOTz+fT6XRPT08kEolGo8PDw5RST8rFMIyOjo6TJ0/W19c3NTUdOnTotdde8/q13HvvvQ888MDDDz/8+OOPP/XUU0888cQjjzzy6KOPrlix4qmnnvrFL35xzz33/MVf/MVXv/rV+++//5133tm2bdu7777rCcCcP39e1/WlrjDLKdHVL+Oq/fb1/9SzvVvxuExTaMlrqVSqixTFJSSrlCuVufnSnZnZO7Ozs6XKTKly/ZPbfcPXdh48/NQrr658//1Tra3C0HAc4gSzQ4iIBuANIGGiMDsIcWfG6MotVtRLZLF7Iw+QCPFimxOIFYhUhBSIFUQUTDVqadSSERFNKC6GobCoI1HHKmQJZzyC7aZYz96Wjr0tHefFcEu8rzGSOhWUa7r5xkjSP5JtSQ2cCEr14UQwbQTG9LpI8rCfOxbgG+LJruGRpliyxhc4KymdQ1e7h0cuhqNHu/1HunwN0bj/2mhLsudYt/+MIHUPX+Mzucup3jOCdCLAnVe0lmRPS7KnTgtf0MLNiVRzPHkxHG2OJ9v7BhpjidO8eEELX+kfakn2nOKE4/7gxUisrW+gtafvnKLV+AJ1Wrh7+FpLsvdwR9fey23nFS0wmpFM2No3cCzAneDFtoGhtv6h45xwoKPrjKy29Q/6ro619vTXimqtpDbHUvWh2NHuwOFO33k1fLmnvyXZ2xhLXgzHLkbijbFkc6KnOZ5qiqUaoon6cKw+HGuIJi4l+5oTvXVa9KyknVPCLal+37V0a+/gKV6p8QsN0VRLaqBOix0PiCc5uSney6V137Wxc4p2WpBbewfa+gaP+/k9LW01fu7KwHAYs+Bo9niAP9De2Zzo8Y+kG6KJY75gjZ+7EIq29Q229w1eDMfOiuoFNdIYSVxQI3VKuDGSaIok6tVonRK6GIo2ROMXw9GGSKwl2dPeN9Da218fjp4I8rWy2jV8zXd19KykHurqro/E/KPprmsjtYq2s7llX2t7W28/n86ek7Ujnd3tfQNRzLix7HlZO9blP82Jl+Kptt7+C1rkjCg3xRKdQ1fb+wbqQ5Ezgnyal84p2sVwrCESv6BFamX1nKzVh6LNidTlVF9jLFErq2clpTmeausdqNMiNf7g8QDXEI37ro74ro7UqeETQb4l2RMYTV8IR/e1XTnY2d2USApZPTiaOSsqB9uvXIzEuLFMS6LnSGf3sS5fYyTuGx7pHBg+y8s76pu31tYfudLdlhrQDBw2qZA2uTFdNlAYWWFkSQYOpo1gxhR1JAEqIyphKmLKQxI0MWcSDhAO0SCgfgP7DSKRfMid0uwJAbm8aYmASYDKJpF0qOgwbOIUsYbdYlw3T7S2vbF161vbtp5ta+vL5cbv3JldWJiplGdKpfnyXWZp6W63p0q5WvGyLmXPvlTL5cVZ+Tyz7F+1mX8s4w+faykUChzH7d69e926dRs2bNi5c+fBgwcPHDhw5syZQCCQSCQikUhXV5enW1xbW3vixImPPvpo1apVzzzzzIoVK5555pkXX3zxxRdffO655x577LFf/vKX999//wMPPPCrX/3q/vvv/8EPfvD973//n//5n59++umVK1c+/PDDf/M3f/P1r3/95Zdf5jiuWCx63tJn3Ihl3K0l8ePl4zOPweIeZPnxpw3uq+VypbzIEalUKvPl0szszMzsTLlcqlQqt+/MTE5dn5i6fuvObLmycGeunDXR5U7fh7v2bti562xbWzybHbKdGERhgEKIaJgqmMmEidgKmNinIx5Zql3U7ILMnEWZYUTuts8iCiIKwjJCMsIKIRplGl3Uml28wEuVI6ZA5jWYCmG7rW/4rBiqjyQCIzkhbV5ODR73CwfbfXVqrHN47EIovvdyx0le8ad1Xkf1sZ49rR3bGy+dkpTOqyPNyZ4j3b7TouwbGeWzenOy52BH146mS2ckxTcy1pRI7m1tP+YP+kbGZBNeSvUc6uzedeny8SB/ube/tW+gVlFPCdKFcLQ+EqtVtHNqqD4SOyurNQHutCg3JZL1kVhNgDvU2X2SFy/39vlGxpoSqUOd3Sc4vq1/oDnZc/BK587GSyeCvO/aaAiRtr6B/W1Xjnb5uoZHuoZHjnUHdjZeOu7n2voGg6PZlkTvsU7/yYBwpX+ovXewxs/tbW0/JUitvQNdV0dbUn1nROW0IDfGkpd7+huiifNauE6L1GmRulC0IZZqSfU3xnrOiNrRbr7GLzbGeoNjxpXBkRq/eMzHt/df7b6aPiuF9l7uPNrNNSf6uLHclYHh40H+BCd6n+dwp2/zubr97R1tfYMhzAJj2eNB4eCVruZkT8fQtTOSsq/tyjF/sCnR031ttHPoWmMsWStrF8OxpliyXovWKeGLodjFcPy8HLqgRS6n+lp6+s7K6klebIglOgaH2/oHaxXtQHvHMV+grX+wY3D4aLd/96XLzfFkCBEhq5+VlK119bubWtr7BsSsfooT9ly63JLsiVGLG8ucDPLb6xv2trReSqR8V0dqZfXgla4L4YhvZKytf+CMJB/zB0/yQl0o0hhPXAhHaxWtVlHPqaFaRbsQjlxK9TYlkic4/nCXrz4SbesfrAtFDnV2H+32N8QSXCbrH02f5MV9be0NsTiXztaFo9sam7Y3N9dFIhomYcLOq6GdTZfOa2Ehq19KpPZebtt3ue3/Ze9Ng+PIrnPB/y8cYf95Djtm9DrscNjzJMuLwlJIoZalnp5+lloeqyVb6m51N4mlW2ySAAmSZrdENQmgChuxb1ywcgMBgiSIvdbcqjKzdgCF2pfc96wq7GutmB8JUlRbL54j5o3maeZl3EBUZt68ee89F/fkveec73tgRy3xpDmWGDJbG++P35w3msJxl6hinAgmSGMkbo4SCM1jvIpyCkhqzo0sRAsQKwAMa9F4H1jOwvJmVuOmE6ycbKIFA8mbGNHKqRZWMWshn5Rg0QBmkjSYpMAEBSdINEk5CNqVJM1e783xCX1f/4PZuaSsHBwdHRSL+7ncYT6fy+fzhbymYo4dx0qFUjFXKuSPivlSIV/K5wr5bCGXLeSzpWL+qFR4bsUv/Ebt8j9Vy284XjZlv2xiebEDFo/Hm5ubf/KTn3z00Ufd3d3j4+N9fX3l5eWvvfbam2++eeLEiVOnTl24cKG2travr+/Bgwd37txpbW29fPny+fPnT5w48eqrr/7Zn/3ZK6+88id/8ievvPLKK6+88ud//uff+MY3/vmf/7mmpqa5ubmnp6etre38+fPf+973/vRP//T3f//3v/jFL545c+aFatFckzVasL29vcPDQw1D7MUu2csBm8XP4YmVPucBVioWSqV8sZAr5LK5/LHB5ujo6KhYKBweHu7u7e0d7GfzhcNcfm1jS5RTSmZ9P1c4OjraOczZXZ6+4dHWGzfH5uaxcCSWWYuub7g43kbSkMbGwQrQMYK9qOFOArxi5SQLK1hZAWAFK81ZKNpC0iDDwiwPsxxA0xaKslCUlWasNAvQLMQJMC8ivAhxvJVmj+2cBAOQHMJKdk7GBNUhppxyxiVnnFL6+IecweUMLqVxKY0rGYe6pp06lYxLzWgmelxWlzY33ekMwvEQw+Ky4k5nXKm0U0051JRDVR2KissKKkqYrDjUlHbXoaiYJGOy7FBTLzLYRckuSqgooZKEy4pDUR1qCpNkuyCiooQripYNlxVXKu1IpTBJxiXZk8r4MutuJeWQFFyUnc8Jd3FBdimp5bXNlfUtl5yysTxMczgv+9S1pdS6U1IxXtK2dByK6lDSLjXjUjNOJfUi4bKCy6pT1k7TTiXtVDIuOeNQMg457ZDTDimFSymHnDm+LqedcsatrntSGy5lzS7IEMUiDO9S097MulNJoYKES4orlfGkMk5ZRTjBxovOVMaTWcckxS5ITjXtyaw71TQmq7goOyXVo2Y8qTW3mnHJKaeccsoph6Q6JFXbqdN2qFypjFM9rrNDUXFZxUUZlxSHksJlxc4LNobDeNGlpDyptEdNOyUFE0RMkHBRdkiyS1Y9atotq7goY5yA86JTlF2y6pRVp6w4JAUTJUySHYrqVFOaZF8WrkNRMUnR5OVU0041hckKKsq4rDhU1ammcFnBJBmVZExW8JeTomKyjEoSpiiYqmLyc0HLilNR3UrKo6Y9atopKw5JdkqKR00vr234MusOSUVoDiRoiGI0hFaEERBGAEjOkqStJAezIsSKAM1bGc7KsmaaNlG0heWO2ca0wE9GtDCSmZGOkYSIXyFEmEnOTLBWggYIGogT1mjCEo6iBEVu79BbW48twCdN16/fGnCFIxv53F6xuFfI72QPt/f3dg/2D3O5/K/mjUKpWDgqFkqF3FE+d1TIF/PZXPYglz3QtItGT14qFUrH7JW/Non+Du6H/bZUy+dWLdrKQDv1+/01NTVvvvlmXV2dx+MRRZEkSQRBenp6Kisr33zzze9+97v/8i//ojET/+QnP/ne97736quvfu1rX/v2t7/91ltvlZeXV1VV1dTUXLhw4dKlS5988smVK1d+8YtfXLx4saqq6syZM9XV1TU1NVVVVeXl5e+9995HH33U0NAwMzMTi8XW1ta0qH4NpFKjI9NoY17ETmrG9kK+cCzcF4uVF5b5fKGQy+dz+Xw2nzvMZw9y2YNc9jB3cJA92D88OMjm84VSqZTPFw4Oc/sH2f1c/iBf3MuSkSuAAAAgAElEQVQVN/cO17b31nb2Ng4O1/cPIxTz4Omzxq6ewfFHNn/QRzKORBJLEhqgC0wxAElbSNpM0iaKNlHM86Az3kxxJoIxE4yFZM0kYyYoM0FZSNpC0haKMpOklowkZSQpLaxS4+wy04yRpA1JypCkTUnaECcXY4SVYG2cZONkgOQ0mPpjlzCSMycZC8lqrqUmkjESjIXiQJp/wbphpRiNTvi5MqOtDAMwjIWmzSQJMAzM8xDHaTZkC0VBHAfzPMgeU+dqFwGGgTgOEQREECCO01iKfy1xnPaIViYiCBDPm0nSTBAgzWhaTbMkASStuZmBNAuzvI0TIIazEJTmzAbRLEyxEMUAJA2QNEiz4Is1n8YwRtHH3UjS2hailWI0vwALQVmPWciYFxmOe56grQRtpRgrSWv0ZdbnhViJ50U9rxXE8iDNmpPUYjRuSpIQy8OcYEqShngSoFmEF0GG09wQzEkSICjwZfaz5wl4TidsISitTI26BmQ4za6mvddKMSDNABRtIUgLQVpJCqQZkGYAkraSlHYKMyxMMyBBWZKEJUmCJA1TDEyzEMOCLAu+JFzL8x8ak7SFpswkaaFobRhYnpNPm0ltNB6LFeK4F7K20jTIcSDHWRnGRFMWhgF4DhQFK8caScKQSGgjBGI5gKQAkgJpxkpSL2pu4wQbL8Isb32pSy0kbUqShgSxmEgaCNJI0maKM2vDlWJMNG2kKANJGkjKQNBaWkzQCwnakOQ0q76ZFjXPMQ37ToM9BSgWJBmIoCCCgpIEStJLgugkyIdGc11v/2ftncOPn+CrAXFjc7uQ3zjYT+/sZHa2t/b397LZ/YOD3b29/f39Qj6vGWOPjr89D3PZg3zusFjIHZUK/xXcsGO3ZE3l/G4pmN/GhtiLD//PWe+138vLy2fOnPnWt75VU1OD4/je3t729rbb7R4cHGxpabl58+bs7KzD4cAwzGq1ms1mg8EwPT09MDBw9erVK1eu9Pf3P3nyZHx8vLW19ezZsx988MGHH3748ccf//SnP/3Hf/zH73//+++++251dfXVq1dbWloGBwcNBsPq6irDMBzHMQzDsqwkSZIkJZPJeDwuy/IL7+fCc/Kxvb29XDb3G1XLMdlcrlDI5Yu5YjFXKuSLhVwxmy0cHGT39w/39w8Ps/l8sVgoHeWKpb3D/NZ+dvswt1so7RVL2WKpUDqSNrdnLOC1lrYLn9U237j1YG7R6ltxJkgXQWMEjSQpmKBfVi0WijGTjImgzQRjpTRQ2GOyLCvFWp9bVqwUbSbJ439+jrdyvIVhTTRj0njmKdpE0UZKQ9rgLMdI9ZyV4gDqmBlFg3q0kpyFZDUEewvFWSjWqiGpcKKF4Y0EbSBIK8PCgmhhmIVkwkiRsCggkghwrIWhLQxtpikjRZpoysLQFpaxMIyZpkw0ZWUZUOCtHGuiKRNFanfNDG2mKfPzpwwkYSAJI0maKNKslcDQZoY2M5SZoS0MbWU0IncaYGiN1B2g6ePtPprVZl7thzGeNMQSpiQBMZxNkBBOAEjGkiRfzM5WjaeS5QGGs1KMtv479pd9PmNqMUPg8ytaOtYc2inNaGYtkGE1JWEmKJgTMFl9EVJjoRiI5TU38V89+yICiWbNFG0iKFOSfCFNgGZf6DkrpZE3a3ueLESzAMUc2880dcJwn682obWOBVkWoBkLRVlIyvo8ARQNULSVogGKAmkGohmIYUGaASkaICmApgGGAVgGZFmAY60ca2EZTUYWlrFyrJVjzQylqQcrywEsZ2U5yzGrAmOmGTNFvyR9WhPc8enzZGYZM8uYWMZ0LN/jDADLgiwLsRzEsgDDHH+1HDNYs7+h/zU0CpoxUbSBoAwE/RychjUxjFnjfdGohqhjRhlNfxyjNTOSheKNJGukODPNWxneSnFWigVIBiBoMEkBCQJOkDjNOGnWFo0/NANnr9W/VfHhtY7OVZLKHx0dHpW2c/nNw+x2NrdfKGaLxdyv77EfHu7v7m7tbm/u721nD/fzucNCIacxAR7HXJYKpV9TNv/VjbL/kY/fxqrlc669nwtUXFlZqa6ufvXVVysqKgwGw8bGhqqqMzMzTU1Nvb29Npstk8mUSqX9/f10Or25ualRtgiCYLPZBgcH9Xp9d3e3wWCAYfjWrVuVlZVvvPHGt7/97TfeeOOf/umf3nrrrR/84Ac/+MEP3nrrrR/+8IfvvPNOZWXlpUuXdDpdR0fHjRs3Hj58CEFQMBikKEoURQ2XTHvFCxiYXC5XLBR+zXZfLJUKxWKhkM/nC/l8Xlu15Ar5XDFfKOVyhf397M7uwe7e4d5Bbucgt72f3cnmdguF/eLRfunooHR0cHSUPTraPzrK7OyiK6t17Z3v/uzj89fqHy6akEDYkSDcFOtmOJzhUIbT/GQwUcZkBZMVTFIwSUFFxS7INl62CzLKy5igOEQVlxRcUnFJwWQVl1VMVuySbBMluyTbZcUuKYggwYKICJJdUjAlhalpVE7ZJMUmKZiSwpWMXUohvGwTZFRK40oGlzOomLILKialHUoGl9OoqKJSGlczuJqxyylElBFRQmUFT6UxRbXLMqqoeDqNpVJ2WdZOMTWFKoqW7LKWZO0vqqqY+qsM2iM2SUZECRZFWBBtkmSXFVRRbJL8/CnFJsk2WbbLsl2SbaKISjKuqI5UGldTmKxgioorKq6oDiWFKylcUTFJ0UgeUVHGJMWhpJxq2qGkcFnFRBmXVVxWUVHFpBQupx1KGpfTmJTCRBWTVExWcSWFq2lcSaGSgsoqJquYrKKSYhdlVFK0U0xJOdQ0rqS0iw4ljatpuyQjgmiXZFxVnamMQ81oD74oAZUUVFHxVNqRzqBKSqMZRlMpPJ1BZRXhRbsgoZKCKyns+Xtfflarm9Y6VJS1U4eawpUUKh03Fj/Oo733uHOOB5KsYJKCSjImyZgkPy/kePDgiupU0w5tU0uSMVnBVMUuSzZJsisKpqYwNYUqqk2SbZJkl+UXwkWV41t2WUUVFVVSqKK+EK5dUeyqiqZUNJWyq4pNkZ8n1aYoNkW1qyqWSmGplF1WEFGySTKmqI5U2pFK4+pxzXFFwWRFE4FdlO1aT2qnkmKXFFiUIEGERAmRFERWEUWFJRkWJZsso4qKyqpNUlBJxeWUQ804lDQmqTZBsvGyXVDtomqXnydJsYvHb0ElBRcVXJBxXnTwkldSg5kNNEG13h17p/r8B+cv9I099IQjqd29/aOj7WJpK1fYK5Wyz0NV8sXS/kF2Z2d3Z2d3f3/vYH9vf2/3YH8ve3iQzx+TMx1PL8fT4++0g9hvd0Ps5eXLC9VCkuStW7dOnz597ty5rq6u+/fvX79+/cc//vGbb7559epVu92uquru7u7GxoYGjE8QBMuyFEV5vd7BwcGf/exnNTU1Foslk8n4/f7r16//4Ac/+O53v3vx4sWRkZEHDx709/e3trbqdLpf/vKXly9fPnv2rOY/9v777+v1+oGBgfb29vb2dqPRqCiKVkktzuYFH8zzdmifEoUXbfpcQEw+X8jni7lC8TBX2DvIbe8ebu0cbO/ndnPFvUJpK19I7+8LGxt0Kk2l0uz6hrizE2C5sYXFc1dr3/zpBz8oq7yobx56NvcMdTyxY2MANGIyD5nMw1ZwxAoOW8ERCB5FkGEIHgLAEQgehW0jEDJkBYes4KgVvgMid0DbKACPWKERAB6BkFHYNgLbhiD4NgAOANAgCA+B8CAIDwDQAAANw7ZRGzpqsw9B8AAADgDQEIgMgrZB0D4AIANWeMACD1mREdA+DNqHrMiQFRkCbMOAbUhLVmQQgAcAeBCEhyFkCEIGAGjw+C3IIAgPAvDxXwAahpAR2DYMaY9AWmUGQfi2BbxlAQas4DBsGwKR21bwtgUYAuFh2DYM20aOk30Eto88vzJ8XM7xuwYBeMAKDgHwKGQbgZBBKzhgAYZBeASyjUC2EQgZAuBBKzhohYYhZBSxj8D2YRAetIIDVnDACmp9MgTCwyAyBNqGANuABR6wwMOAbRiwDVqRASty3BAQHoKQYdg2BCG3reAts/WWBXi5VwcBaAhCtLs3f3UXGoSgARC8DQC3AXDAetzwAQC6bQFuW8EBALoNQoMwMoTYByD4hsV6w2wdgJBhm30Itr3IpuU8robWdS9fBKDbVnDACg4BkCb3YRAetEKDVnAIgIZBeBhERiBkCIAGreCgFRwCtP5BhkF4CICe54EHAWgAALWSb1mAWxZgCEJGEPuxcJ+3ZQAABiF4CEIGQXjACmnV0LrxRU2O84PQC3EPQcggAA1YwdsAeBuEByBkAEJuQ9AtELwNgbdhaACCB2FkEEYGtJKfD5XbFuCWBbhtBQdBeBiCR0B4BIJHIHgYhIcBeBiAh7S3Q4hWpeMOAcDbADQAQYMwMgDBxwmEboPQgCbx580fBuFhEDruBwAeAW2jMDqKoEMgoo2QEcQ+gtiHYJv2ihHYdgdCRq3QHSt0H7bdtUA9k1OXWjt+8OGpN9597/SVq2MLi0sJIiEppJoiZZWSVDG9sbF7sJ8vZQulw2w+lytoLj65bC6b1ahf/nvyo/8Pcvy2zfhHL3n3are2t7djsZjRaBwZGWlubr58+fKPf/zjr33ta2+++WZ3d3c0Gt3b29MeLBQKqqqyLKsoiiRJKysro6Oj1dXVly5devbsWTweR1G0sbHxRz/60QcffDAxMZFOpwuFgmaZ13a3NCCy5eXlrq6u+vp6s9m8srLS09Pz3nvvXbp0aW5ujqZpLb9mdNEqqamPYjH/fNH6uTjK0rHjcbFUKJbyxVK2WDrIF3cP81t7h2s7++rWDqWovljMiGETCwv3ZmYfLhqmAHAahm9MTHx4+ZNvfP///JvX/8t/+emJk5c+rW5oPtfU8rFOf0rfcLqp+eOm5o8amip1DeV1upN19Sfr6svqdRX1+or6hor6hg91TR/VN35U3/hhXUNlrb6ytuHDuoYPdY0Vdbqyq3Un63Tl+sbyhuYyfeOJOv0H1+pOXKs7Wacv1zWU6xrK6htO1OpO1Nb/Kl3TnahtKKtrqtA1V9Q3l9c1VtQ3fahrrtQ1l9c1HqfahpNX9WW1DeV1jRW6pgp9Y7m+oVzXUKFvLNc3nqzXf3Ct/kSdrlzXUNnY/GFjc7mu4f1rdR/U1pfrGk7W6d6/VldWr/+wqeVnza3l+sb3Prv2zi9++dNfXiurb6hoaCrXNZTpGsp1DRUNTZUNzZWNzRX6Ju3Bk3W6Ml1Dua6xQt9UoW+q0Dcet6Kuoby+oVLX+KG+qVLXWFarK6vVldfpK+oayuv0FdqPWn1ZrU4r5GSdvqxOV1arP1mnK6vXl+kaTtTp3r9Wd6JWV6FrrtA1n6ht+OCqrqy2oaKusby+6WR948n6hpN1uhO1urJ6ffnzZp6s1794/IPa+hO19SfrdCfr9WX6hvKGpnJdw4l6/QfaG+t1J3S6Ezpdma6hTNdQpm8s0zeW6RrK6vUnj7PVn6jXVzQ2lzc0vV9b/961ujJ9Y0Vj8we19e9+du2DOp2WX3vpiXq99rqy+oYKfWNZfcPJen2ZrqGsvqGsTl+pazzV2HKqsaW8Tn/iat3Ja/WV9Y2VusbyOn15ra6sVldRp6+obyiv05fV6spr9RV1DR/qmz7SN1fWN5bX6cvrG8p0DR/U6t67Wvv+tfoTdfqTusay+oYTdboTdbqyen2FvrGyobFC33CyTn+iVqfVoaKh6fhvQ1O5rvFkvf5knf5kfUO5rlHrnxN1uuPKH3eU/qSu4WS9/v3a+vdr6z+ory/TN5Q3aJn1WvqgVneitl57Y7nWzFrdiVpdeb2+Qkt1+or6hsr6hoo6/clr9SdrdSfrdCdq6z+orT9Zr39RE01GJ+sbTtTptTqc1KRQry+r05fX6yvqGspqdSeu1p24WldZ3/Bxc+vZ1o5TzdfLdPoT9foyfWNlc0tlU8tJfcP7dfXv19af1OlP6vTl9foP9Y2nmlpONbWcamg+3Xi98mrdd8s+/Mr3/vFbb/1z5eVP20buTCyaZkDkscH88NnsxPTcrMmKeZdIjt/c2c3m84e5wmE2/zxW/zd4npZ+/aP8f3qI/Ybjc15hL3bDXna7ymazm5ubkiRRFEUQRDwej0ajyWRSEIT19fWtra2tra319XVFURiG0VBbZFmOxWKPHz++cOHCqVOn+vv7zWbzo0ePLl689MYbb7z99tuTk5Pb29tHR0e7u7tbW1sbGxsa5vHO7m4sFhscHGhubrZYLDzPu1yujo6O06dPX758eWxsLBaLbW1tajAw2cNjV7FiqVAo5QtHeS3O/jmLQqlQKmoxj7lCPpvLH2bzB9n8Xja3e5jb2s+u7ezFGG4BgttvDVy8Vnf2F1cu6vR1vf3td+913Luvv3nrcsv1czr9+YbGC83XL7V1XO7oudjWebqh6Wc6fVVL67/29n5y4+al3v6a7p6qzq6Pr7eebmk919l9qaf/YlfvubaOCx3dl7v7L3f1XWjtqm5qO9fS8UnPjV/cGDjX1llZ1/BRw/Xz3f0X+m5VdfT8rLn1Q33TR/qm082t1a2d59q6qq53nG5qPd3cevZ6R9X1jqrrHWdbOs62dJ5t6axu7T7f3nuhs/9CZ/+5tp4zzR1nmjvOtfVc6r55vr3vdFPH6aaO8+29l7pvXOjqO9fWeaalvbqts6ar93x3b3V7V1Vb57mObi2dud7+UWPzqebW6vau6vaus60d5zt7Prlx+5Mbt2u6ek81Xa/UN33c3FrT1Xuxp/98Z4/21PnOnuqO7qq2zjOtHceltXdXXe8809xZ3dpd09F7oauvpqOnurWzqrXzXFtXdWtn1fWOC529n/Tdutx781xb15nmtjPNbefaui529V3o7K263nG6ufV0S9vZ1o5z7V3nO3rOdXaf6+iubu86c739zPX2qraumq7+C903qtt7z17vqrreda6tp6az73xXX3V799nWjjOtHWdbO6raOqvbu8539lzo7rvYe+N8Z8/plrZTTder2jrOdXaf6+qp7uo+19l9vqunpqf3fHfPmdb209fbzrZ3nO3oPN3afrq1vbqz+0LfjX/tv3mxp7+qo+vj1vYz7Z3nunsv9d+q6e3/uLX9Zy2t1V0957p7T11v+7Cp5XRbR3VXT3VHV1V7Z3VnT3VXj1aTms6eS703arp6q9u7qju6z3V013T0XOzqu9Tdf6Gzt7q182xL+9mWdu1iTUfP2Zb2002t59u7L3X3af1zuqntXFv3pe4bl7pvnmvrOdvSWdXaVd3ec7a160xrV3Vnb03PjfNd/dXtPWeud1S1dZ7v7LnQ1Xe+rUsrqqq180Jn78Xu/vOdPVq31HT11XT313T1n+/sO9fRe66jt7q9p7q9+1xHz/nO3vOdPdrYON/ZU9PVW9XW+XFz6+nrbVXtXec6us919FS3d1e1dVe1dVe3/yp/dVtXTWfvxa6+8+3dWou00Xu+vftce9e59s6q1vaz19uq2zrPtXWdbmr7mb75dHPbuY7uqrZOTdza67ShePp6e3V714XuvuqOrjPX26vbOi929V3sOu6Qsy3tNZ09l/tunu/qOXW9taqr69KtW/9663ZVd3dFc/PJxoaP2lqre3qqurs/bm+v6uq60H/jQm//+a7ei919n/TeuNTRc66p9ayusaax5eft3fobA+3Dd1sHhuvaOy98du3UhYs1P7/S0X9j0QJEk2RqfWPv8Bg6MJcv5PLFfOEYxONz6UVow+eUzf/T8/b//eP/BVD9F/tI2qmGeL+5ubm3t1d4zqFy9BxNkuf5eDxut9vv3r177do1bd+ssbHx7t27U1NT2u7ZZ599ptfrr1y58vbbb2tB+B999JHBYNje3tYK2dra2tnZ0SiKDw4OYrFYf3//Z599NvVsiiKp5aXlG/03KisqT5480draiqIoy7Jra2uHBweFQlETY6FYyBWyuWI2X8zli8dfGy9SrljIFgvZQjFbKOaKxWypdFg6Sm3t+EKRwYfjledr/rmi8uct1yctgMHtnUYds073gndp1uWZcbrnPcuG5dVZt+8J5nyMuaZc3icu71OXd2ZpZTEYMoajC8HwrH/1qXfpscf32OWdwF0TmPOJ0zPjWZ71LE+7fNNO34xzada9MudZmfX5Z7z+Z96VJy7fQ8z1wO54iLsfe5ZmlgMLq2FjMLq4Gn7q8o0h2ATqfOryTeLucbvjidM7txyY8a0+xr3jNtck7p3xBQ2rsfnl8BPn8rjd9dDmeog4J1DPjDdgDMQX/NEp18pjh/eJ0/sIc40h2H3Ifh9Gx2zYQxs+jjrGMecE5prA3Q9s2D0YHUed0z7/vD80vbQ6gbnuw+gDG/7UvTS3ElxYDc/7Q9M+/wTmuo+gD+2OJ27flGf5kcP9CHc/cfmmPMvPvCvTPv8zr/+Jc3kS806g7knMM+VemvH5Hzu8dwFk2Azeh+yTuHvKvfTY4Rm3OyZxz4zPP+PzTzo8E5jrsdP72OmdwF2PcLdW4GOn94ENuwvaHuHuhUDYGI7PLAUeOTwTmOuJa2naF5hdCk55Vh67fE9cvsdO76TT+8Tle+pZfuz0jtnw+zA6gbme+fzz/tCcPzTlW55wuh7izgmn64nHN+VdmnR7HmKO+zb0gR2bcLgmHO4HdnwEgG8bLXdg25Rv5dmS/4EdH7QAwwB0346PO9xPfcvPllcfe3z3EPQObJ9wep54lyecnjHUMeFwP3b7nnqXp5b8z5b8U76Vp97lp76VZ76Vp97lxy7vI4d7EnePIdiQ0TpiBp+6fIur4Rmf/xHuHrc7HmGuR5hr3O54AKMPYPSxwzPt9U+5lsdgx8AiMGKGp72BuZXwXRC9tWCZcHiNkeTcamQM99yBsYeoe2Y5aAjGZ5cDE5jrPmx/aMOfOL1T7qVHmOsBjI3Z8Ee4exx1Tjo8sytBQzA2s7w6jrrugOg9CB1HXU/dS1Pelafupacu31PP0jPvylP30pgdvw+jkw7PtM8/6fCMo87Z5YApnJhbCU46PJMOzxOXb9LhuQ+jo1Z4xAzeBZBxu+OJy/fMu3IsZdQ5jjoeOz1TnqVnnuUnTu8E6nyEuZ55luf9oZml1Ue4+x6M3oPRcdT1xOWbdHjHUeeYDR9HnY9dvimvf8qz/NjhnXR4nji8056VKffSAxs2CkDjuHN2NTi9ujrmdI3abHdQdMzleuhxj6LoAAjeQdHHy8vToeCU3//I7R1DHQ8x51PPkiEYtUQSM97le1ZocN54zwRMYy6Lz2/1Lj+1AP1371+73lZz5ZdXdI3DD8Zdy/7U+uZBvpgvlXLFUlZTLb+uXfKF0rG+KR0zgv1urWN+29H4L1TLi9P9/f1MJpNKpTTmR+3i4eEhz/MYhj158uTevXtDQ0M9PT1Xr149derU22+//cMf/vDtt9/+4IMP3n///R/96Eevv/761772tb/6qy//5V9+6a//+q++/vWvv/vuu21tbRAEsSy7ubm5vb29vr6+vra2v7dXKpYokhq8PXj5Xz/p6uyefjp97879X3565b133ys/Wd7W1m6z2RmWy2TWNjY2NzY3d/Z2szlNneRyxexh4TBbyGkGew19Lv9cteRKpWMw/HxBWtuweXytN29XnL/w3pnqa10906gjpGYi61suVsBpzslJbkFxC4qTUxyshFI8Rgs4Jzl4CSEZKEHaKc6nZkJbu+HN3SUlYycYMJaE4qSNoO0EjcQJW5TACcbLSUuC4mElLMnAMRKKkyjFuQTFI6ecomJnOIRibDSPsaJTULxS2itlcEaCEwxCcA5WdrAyRosYLeKMhFKCjeBQSnRyqltIu4U0zsgoJaKUgNGCjeTgBI0kGYwWXbzqFlQnL6M0BydpME7aCAajBJwSUYJHKR6lBTvFwQQDJWkbxWGs6OQVjBVhgoYI2k5zKMOjNI+zolOQXYLq4GQtP0Iw2nWUEewUhxAMlKDAOGWjOAevOHnFTglwkrGRrNYiByfZKE5D09JQtlCad3CSk5cdnKQh4dtpHuckO8VZo0lLJIGQrEtQ3KLq4CSEYBCCwVgRYyUbxcEkg5AMQrIIydlpHmUElOHtFIeQjI1ktYrhrGAjWfh5uzBWwjnJzvAIxcIkAxM0TDIwxcAUa2d5XJBRTgSSFJDUEColDTHMRnM2mgMTFJAgYYJBGQFlBYTigAQJxEmE4hy87BJVnJe0nA5edvCyjeZhkrUzvIZFhtCc9hdM0hBBo4yIs5Kd5G0E52Blt5hysLKN4KAkg5CsBhKjYY7hnOSVMy5BhRK0IRCzRAm3mPIqa2CCXliNwgTrUdacYhoiOUuMhAjWKaY98pqdFszRpCWWRCgWYwU7zQFxwhJNwCSDc6IGYoZzoktQHJyAEAwYp8A4BcZJJEljNO9gRScrYoxgozmYZKAkpeV3CDJCsUCC1MrBOcnBSS5BcfASnKSMoagpHAPjpJ1iUfp4zPiUzEp6wy0oNpJFKd7JKy5exRnJRvJ2ksdoAWclbWDbSAEheITg7BRvp0SMkV1C2skpUII1BZNAjMZZbfhJOCPaKQ6IJU3hKJgkHbzolBWMFyGKAUjKSpAASUM0AzOcjeNtvICKEiZIdk7UpGDnJYeSdigZmBONccIQTQAJGqV4Ly+HMpuxta0VTpxHHU03b5+6/Ompi5fb+2+BuFNa29BmjHypVCgd5YulXKGYLRRyhWPP03yx+KuA7KOShupxvGVSKhWfk338+gR79N/kivrtQMn8tlXLv4VU0ZhUdnd3Dw8PX6icYrEYjUZHR0cbGxtHR0e9Xm8sFsMwrLGx8Y033vjiF7/4hS98QQuN/N73vvfOO+9UVpafPXu6pqa6qupMRUXFu++++84775w+fbqlpWV0dPT+/ftTU1NulyulqKVCcXdrJ7ASnHs2NzE2MTo42trYerH6QuXJyos1l0aGR/0rgY2NrZ2dPTWVYjhOSal7B1Ws5M0AACAASURBVPv5UqFwVMgf5bOlXymVQrGYLxXzR6VcqXhYKh6WSodHR9mjI1pJPZyeu1Sr+/DSJ1faOm89fjbv8qFJ2sEIKM0jJGujeBsjQiRvTTDWBAuRgo0WEUqwJmhrjEBI9vlY5x2M5OEUNyNhcRoKxpEIsSTIkczmqpx2JBl7jHSQrJeXPZwERuILS6uWUAznBKcg45zg5EWXqDhFGaV5ME6CcRJjRK+05uJTdkKwk4KTU1182smpOKNgtGQnBZQSXXzKJ294pTVNr+CM7OJVl6DgrGinODvF4azg5GWXIGuq0S2qTl62k7w9wXlYdVXd9IlpG8FCCQplBLeoukQVZQQwQYEJEiEZO8OhLGdnODvNYQyHMTzOCg5WcnASzoo2koXiJEIwGCNgjIAQjKYzNPXg4GWck1BGsFEcmKTBBIWx4lJq3SunbRSn6Qx/ZnMls4mzojmSAGKES1Q9UgqleRvJOljJycs4K76YoVbXttyiCsQIa4xwCoovve6SFE2doDSPMwLOig5OwBkeY3gHJ7pFxSVIdopFCNpOcXaahwkWJhg7zWOsqEFvYZxoZwSYYu2c4EuvLa9tOkVF0ygYLy1lNnzpdRvNA3HKTvMuUXWJKaegOgUFY0UbyaG04JHSPnXNJaooI6KMiLGineYRkkNIDiFZmGAgkkVozs4Kdla0MQJC8zDFwSSPc8qyurWsbuG0DMYYhOBcQmopteFVMlq/uaWUR06jjAAlaBvJaV3q4GUNiMwrpz1yGmVEKMnaKMElpJfUTZ+yjrMyTLB2msd5GeNEG8MhDKtB/XvU1HPMN9EhSDgroDSHM7yDE3FGQCkOpViMYu0Eg1OcR1CWlIxPTbtEGWV5jBPcsupR0xgvQiSN0AzG8hjL22kWpVkHJ3gk1aemPaLi5CW3pPiUtFtUtVGBkCzOik5OQSkRTnIoJbqFtEfIODkVZxWMllFKQmkZZ1NOPuPk0xgtwwkeTvAuIbOkbKKUbAwkzWESozUtq4AJyhyOIQTjFhUbyZjDMTvNrW5srW5sYZywEAzP+gM2hvNvbHnVNJAgIYJxSSm3nLazAkyzIM2aSGo+TswlyEWSsbACwIgWgjbHCIhkXIKypKSdNGf0+Uem569cb6/6xS+b+m9YHE5+bWMnn88dHeWOjrKlUrZYyhUKuWIhV/g8Hn/x36TCc3Ljl49/n2r5jdEzv7Oq5cVu2OdMLy87Wb1siUkkEhMTEzdu3FhcXJRleX193ev1njlz5g//8A//w3/4D3/wB3/w13/91++8884vfnHl5s2bjx9Pjo3db2lpPHeu6qOPPvzpT3/6xhtvfOUrX/nyl7/8zW9+8+23366trR178MBus0fDEUWSD/YODncPFF5ecvmMc4axu2MDNwfG7j+0wXaO4Q/2D/b3D9RUiuU4NZ06yB4UjjQZF4saUMNz81uhVMqXSvmjo/zRUa50tFMoiRtbZtz5ib7pvdNVur6blqVVJ8kCoZglFLXGCDBJQySH0CLCSjAjgbQI0SJESzAjgiRnjBKGUBxM0g5edospJMlOu1cegthTuwvwR7EYjSdoLE45SXZVSq9IaYs/PA7aJu0OSzCKxEkgHDf6QwsrAWMwao0kjIHIrG9ldslvDEYskQQQI4AYaY2Q1ghpCRPGYHzRH51fDi/6o9YICSdZKE5bIoQxGDcFE0CU1FY2YJw2BGNzK0FDIAImSBvJ2kgWIVmEZLWP98VAZMq9NONdNQfi1mDC6A8bAxFrNImQDJSkjaHYtM8/uxQwReJAnDCGY7Mrq1O+5ZllvyEUsUTj5kgMiCWhBGWOxGeXVmd8/gV/yBCIGAIRYyhmisRNkYQxHLNEk2CCskSTi4HI3EpgTtvfC8WMoZgxGDUEIsZg1BJJgDECjJNANGmNJq2RhCkYXVgJmkIxDdsRSlCmUMwYjIJxAqU4hGBM4ZgxGIWTtJ3ioCRtiSbMkThM0E5ORmnBHI4bg1E4QdlIxhpNWCJxME6aw4kZr/+ZZ3l+JWgKxY3B2OJqZDEQMYUTQJwEoqQxFDOG4tYEaY4lZ1cCs8sBSywJU6wlTs36w0+9K/P+MEzyMMHPrQQf4d4pj98UTtpIHmNEOyVAccYaSRpDsQV/ZN4fWVyNGgLRxdXYwmrMEIyZwnFzhDBFkoZQzBCKmWOEJU6bIsT8anRmOTSzFJxbCRtWY6ZgwhxKWiJJSzRpiSatMUJb2JmjCUMoaghFzdEEECcNwai2VWiJJTFWtMYJQzAKJmiUkaAkZwoljcG4NUKACRpK0kCCsMaTQILQ0Kkt8aQG72+NJ83RuDkat8QS1mjCEk1YInFrNAFEEkA4bg5ETP6Q0R8yByJAOA7HCBtBozSHc6Kd4azxpDEcAwjSxnBAklgIBGaWl+dXV4F4HGVYlGFtNI0xnJ1iDcHI9NLKvD9oisQNwcj0kn/KszzjCyyuxixRAojR1ihpDiVNkSSU5GyUBMS5hUB8biW6GIibIqQ5Qi0GE7PLkWe+0PxqDEiwMCEYQ8kn7pUpz8piMGKJJi2RhDEYXVgNLQZCpnDMFI4Zw1FjOGoMRQzByPxqcG4lML8aNEXiUJICE5QlkrBGk1CSstE8zPBmkp5PkIsUY+FFMycsJunFBGlKksZ4whCJmqJxG80G1zZD6fV5p7t5cPiT5pb24RGz0ylsbBwcHe0fHe0VigeFYlbbAikW8scoY/lCKf/c7PIyAn+pcFQ8dgL4tWn2/2eq5eWdwRcK5mWNolnyNzc3tbXL3t6eoiixWAyG4bGxMc2y8uDBgwsXLrz22mtf/epXv/Wtb2nhkCdOnHjvvfd+/OMff//73//Od77zrW996/XXX3/99de//vWv/8Vf/MUrr7zy1a9+taKioqWlpa+vr62t7fr160NDQ6jNLovy/s7ewd5+dv9wd3snraZEXpAFaS2d2drc2tjYkGSZFwU1ndrd380X8trCtHRULBQLuYIWxFI4zBcO84UXq6303oHV4eoaGW26cWv46bTJs7TEicHUupuTLJH4nD9ojMRBkgUI1pJkYEayC6qV5OYjSUOMgGgBE1LmGDloAtoePX2AYOZQfAyyN4zc1w/dHZw1Tjt9s66lwVlD+4OJOwbLrHvpjtHaMHy3fnB0cN5oCUZtCWoMtDXfHet9OjNpd9yzQK1jjxrvPuh7NvsARidQZ9/0gv7uWO+z+QnUNWKBrj983Dz26MasYcgEaGnQaO15Ntc+OdU3szBqRR4g2JAJ6Hj8rHns0YDBMunwDJvBlrFH/bOLz7wrcyvBYTN45dbQhc7eW/NGIEY8tOFXbg62jD1aXA3bKPaBDdXfe/DLgaG+2YXpJf9DzHH90eO2x0/v29BHTveg2dr2+GnL+KP+uYW7kG3ECnY/m+mbnb8H2u5B9tsG881F06AZuLFg7Hw6fWPecBdCRixA5+NnbROPb84tjiHopMM9YgY6J6f6pmYfgMh9K9wzOdV8d6z3yfQTzGUNxcYApG5wtOPRE3MotrAaarr/8HxbZ9P9h9PeZQcnTnl8tcOjtSN3J3DXlGe5fXLqs4Hhjsmp+6B9EvPcB7Fb86b+mcUhAzhigm7NG3ufzfdOzd+cMQ0sAHcstrtW+7AR6nu22Dk50/1kbsQET2LeURPSdO9R+8Szx86lJ66l1odPL3ffarw3Menw2Whp2hfS352oGxl74lpZDMTbJ2cudd9quv/4oc29sBKZxLzdT+Zbx6aGDNADCL8xY7o+NtU5OTNiQh7jyxN27605S8/T+SEDdBfAbi9Ye6cXby1Yby8CPc8We54tDBrBEQvSP2vonZ4fsUDjqOMeZO+emr02dKdpbGIccz71LrU/maq7c+8ubLMmiFl/oOvZzIXu3isDQw/s2NxqsOvZzNXh0VEABuLkzFKg6+nsL24O1o/evwvapzzLNxeMTWPjA0bTU49vAnfeWDBcf/S4dfLJLYPpLoQMmq19s/P984u3F023FozDJusj1DGJOgfnDD2Tz+6YgEm7Y8RgaX842Xz/4e0F48JqyBCK9M3O147eHQXhxWC4f36hpqvrysDtuzAEJBOGUKhnZqbuzp17MGKJJYbMwIXu3os9fTcWDMZI1BonBk3W+pH7PdPzU76VJ27fjXlD89hk8/hk/7zxDoSOAPYbC+a+OWP/vKlvznTTYL2L4A9Q9w0j0PZ09sai5R6CD5qg1slnjWOPemcXnniWFgORAYO5buRu39z87MrqOIo3j03o79y/NW+Y9i7PL68OLJoa740NGS2mUPQR6mwdn+x9Nju/HND2cq1J2kJzgCABgrRAUFPByGwkrsVyGuMJUywOkbSDF92ChJHUtNPVdu/+Lzraex8+cMai6cPDnWJxJ5/fyma1KMqsNsMchzPkisV8sVh4yUL9eeisl2ba/6Zq+bXsv/Oq5egljfKyz5gWoXp0dKThH4uiuL29XXqOBHN4eLi1tcUwjMPhePTo0bVr1370ox/9/d///Xe+853XXnvtK1/5yje+8Y2TJ082NzePjIyMj49PTk4+fPhwcHBQp9NVVFR885vf/OM//uPf+73f+6M/+qNXX3317Nmzn3322ccff1z5YWVnR4cDx1VZyR8ec1Bm9w/W0mlZkmRZVlU1lUpJiizKkpJSN7c3D7IHhVK+dFQsHhVyhVw2n8sVCvlSKV8qZYulvUJxv1DKHh1RqfS9Z7NX2zv7xsah1dASJ7lYwUHzdpK1xpKmSBxIUjDLgzSv8UYgnIzwMkDzhhixEE5YkyxAsE99/nuwfQJzmcJxnOEcNAtF4kZ/GIoSOMlBkcTi0qrJH0JiBJqkbQnKnqTdnBRa2wqtb2MkO+/zG1eC9gSFxAiTP2T0B4FIAknSSJK2xghjKLYYiBhDUVMoZghGFwMR7dQcSVgiCXM4rn2LWWOEJZo0h+OGQGQxEDEEIlrm2eXAtHdl3h/SvoWNwei8PzTvD5lCMSBGWCKJxdXwgj9kDEZM4ZghFJkPhOb8gflAyBCOLoYii6GIOZYASRokKHMsYYjEDOHoQjA8txpcCISM4agpEtdquBCIaPwl1iRliMQN4ag5GjeFowv+oCEQtkYTxmBk2rs85fIZ/EFbgsJIxhyIPEGdT1CnaTVsT9L2BGUNxRZXgvMrq4bV0II/OONbmfYuL66GwDhho1gwSSwGw3P+gCEUWQiENU+BxdWoOZw0h5KmQNywGptfDk17Vqc9q4bVqDVKgjEaiFLmEAFEKTsp4IyCUiKS5MAYDUZpMEZbI6Q5lFz0RxdWIov+qCmYMAUThtWYKZiEEhyc4M0hYn4lMr8SXViJzq9EF/xRw2rCEiaBCG0OkYsrMWMgAcVZOMEZA4kZb2jOFzIFEkCUAaK0KZhY9MdMQcIaZcAYA8RoS4Q2hUhDILHgjy6uRkzhOJiggDixGAjPrQQMwYghFJ1Z9s+urAJJ0kazxkh0ZsW/GAxrnC6z/tVxzPHI6TZFYhBBzfkDTz0+czSBsSKUpBcDkQV/yBiMmiMJQzA6veSfWVoB4klttTEfCM0HwxpppjESmw+G51eDhlDEFIkZw1FDMGKOxJEkhdO8m5O8guIVFDcn2ZO0ORg1roas0SQUJxb8wWe+ZUMoChOUORqb8/vnAwFTLGqMRRbDoblAwBAJgyQJk/R8IDzp8j71LhnCUUs8YYrGDeHofCA8HwgvBKOLoaghHNM4bwyh6NxqaDYQmg9FDdGEKUoshhPzofh8KL4QSS6EE/Ph+GIkaYyRhmhyMRJfjMRM0YQ5RpijiTl/YHZ5FUgQbll1SwqUpIzBiGE1ZAnH4BgBhOPmYBRJUBjFGfyhRzZ82uUDIgnDauSJ07cYiuJyyq6oC4nkVDA8E4kuJJJmioY4HuJ5C0EuRmPmeBKhWZzjgWjsntXaPDr6886OluEhgwOXt7dKR0fZUmmvWNwvFA6LxWypmCvks/lsLn+Yz2cLhXzh35AW/qZp9lfp3zMr/39EtXwO7uXlK7lcTiOa3N7e1vx98/n85uZmOByen58fGBjo7u5uaWm5cuXKhQsXzp8/X1VVVVlZqSEff/TRR9XV1Z9+8ml9bZ2urv6TTz6prKz80Y9+9A//8A+vv/76q9969W/+9m//85e++Dd/+7df/qsvf+E//ae/+du/OX/+vNlkkiXp8OCgWChk9w/2d/Z2t3d2dna2trYyaxlVVVPp1Nr6+tb21s7u7sHBwUH24OBwf+9gf+9gf//gcP8wmy0UNZkcHh1RSspgx/ru3m/sv9Vzf3zCDFpXQliSQUkWSdBQgkIoDmVFWONKYTiIFcwEbUyQECvYRMVCsQvRhDlJmZPUY+/ygAW4aTBPurxuUSEPc9HtPQcrIEnayUmrmY3VzAZGsTNu3x0jcOPZXOfEk8bR+5c7ez/t7r85PQ9Fk+G1rdj6Tji94ZfSPk7ysJKLlbyiGtzYDm/tOnnJGo7bSWY5tb6kruGMgDG8W1KX1MySkvHJaY+Ucouqi5ednOTkJY+keqWUkxPtFItSnIuTXILi5CUnL7sF2c0rLk6yEQwcJ92CHNzY8qfXUIqxRmNQknSK0kpmzZdO21nOEo9bEwmU5ZYyGf/6hldNOQQR5TicF1yS7JYUpyi5ZMWjpHFBhikWoVlckJ2SiouyW0ktZ9ZdkoIQtI1knLwExglNT3hEJby5s5JaQynWGolDccLBCi5ewhneI6qra5suQTYEw8ZgxMlL/rXNpVTGLSluRV1Kr62sb7okBSQomGJ9qXX/xp5bXodJ3holkSTrFlNeOYOzEkJwKC36lPXgxm5gY9fBKzO+1SEjcHPWeA+0G4MxF6/6lDUnrzg4eUlZ9ylrDk5GCNZGcDgrucUUxkjWMGENEzgteYW0g5ZxSvQIKa+YxmkJJXgHI/ukzHJqa0nddIspnJFxRnYwipOR3bzqFTNeIePiFJyWHIzs5lM+aW1Jyri5lJtNeYWMV0g5GcktKoH1rcD6loMV4TiJ0fxSKuNf3/KpaZTh7DS7lEotpzM2ijYEQ8ZQxE4zXiUV2NgMbm4vpdIowyIkhXOCW1QxVnAKSnR7L7mX9UgpSyRuicQxmvPJqaVUxi2rGC9o+JUOQXJKiltNu2UVZXmEYnBBBJPkfdjeOj7ZfO9h28PJlrsPG4bvNgzf7Xr0dAxAzIGIixW9ourmZZTi7ASDM7xXVpfX1nzptFOSMIHHeB7lOTvLIDSFULSd5XBeQFnOxjB2lnOIkldNeVMZj5p2CDJCa6NF8qhppyjbaA6mWRvH46LsljO+9KZbXQMIZi4YMUaTNlZyymmHnHLKqlNWXUpKI4zRTCmBze2nHl/L+ETP9IwxEPLKqldSUYpFEpSblwNrmyvqGhRNTiDYHSPwFHNDUQKKEvMrQUMohrA8xAlGklpIJI0kZWU5kBcgQbBy3GIiORuOGOJJiGYhijVFYvMr/vsg9GlPz/uXLv6yswP0+dTt7a18fqdY3Cnkd7LZncOD3f3dvb3dw4O9fO6wWMxr4XMvTO6/0Vvs17g+/j0G+pfZLv+7Hr/VDbGXF3EvjpfNLVqs4u7ubjabXV9fDwQCk5OTLS0tTU1Nd+/eNRqNi4uLo6OjOp2uurq6oqLirbfe+ru/+7svfOELf/gf/+MX/pf/9T//+f/25S/95V/8+V986Utfeu2118rKyj79+c8bmhqbWpovf/rJT99/73//P17/9mvfOVF+sq+/z+PxZDKZ/f393Z2djcz61vrmwd6+Buuyt7e3ubm5vbWtMRznc7nDg8Pd3d3tne2tne3NnZ3t3f3dg9xhsZQ7Osrs7i3H4nefPrtUrz9z5Wrr8N15hwcOxq2BKBhOIknaRrI2irMxPMLwVoIyJQgrxQAMtxhPzIQjRoJCJMkmyTAn2EXZmCBuW4Brdx/oHjwcAWBDOIYLklNSbDQLJylTKDrpcN+aNzTdG7s2MFw7OKIfuacbuvNpd/+pWn3lZ3WfdvX1Tk4NzxnuGwCjd9VLi8uc7CJYF8n7eMXFiVCcWPQHF5ZWoVjSxUkuTrQlKChOwAkSSZDWcHzWu/zU6TH6Qw6a94qKkxUwisVIFqdYlGSAaFKz6zg5yclJUCw561mawl1Gf9BJc0ui4qRZJBaf9y0NLSy2jT8aMprAeHx1fX0ls2ZnGGM4bAyFYYKACdIciRpDIUs0ijGsT1U9koyyrFOUltNruCAZQtG51aA5lrAmkqZoHKYYl6SiNGcMRMzhGEpz1mjiscM9ibtMwShGcxjD20nWEo4/Qp235hZvzMyPwXZTMILRvFtQMEZACBpMkMZQdM4fMMfiGC+inGCOxReCIXMsgXKiW047xTRIsLP+0FPPsjH0f5H33t9xZOmV4H+wZ/fMnhmt1DMaSbsqqY3aVHW3qqvLG1aRLEfvvQE9CYIgPAmCBgRBwnsQhPc+Tdj0SHifQLqIeCZcZsKSIHzC7A/JorjVmj2754xG50zHeT9EvAxkuMR3473vu/e6e9RAX2DKyEHtqJNyem1I7lEDHaLSMjCc+LRs5+Xwz4+dOh53O6OxVT8y3gEl1sW1D4xoBkfNHBwMTHdLvvaBkSqLvbGrj3F6O6HchRQrh7qx6pyZH59+aeMxMTxGjbpMbsHsAWYPMLkFaszTPjjS2jekHXSQIy7a4TZ7QI/o64IKO+5lxjxdSOmTA2YXTww4mGGnaYw3jnkNDrdxnLN4BAsHDS6vdnC0vW+QGBkzuDmjh2ecbmJ0jB53WgXBBiA97tQMDmmHhlmXxw5xtyTbISYdYw2dXS09fVYBjkzO9vsm7VDqRFKv5OuRfDYB02Mubf+wpn+EHvdYAO7AspEHoSyLgQdWLNlE2QyQzjFeY+/K0eiSSitjcgtisvLjcgqi0nMiUtNvPM6ISs+Oycx9WFZVa+7oEPCwf2pA9ncKosULbADZIKLdbsrp6pTlgclJMwBtQ0PE2HiHKHarqgVCvcPRNjREu902jC0QmQHq8086Xrzsn5gycEL78Gjb0Ih2ZIxxcxYoWpFk5CHl9NIuzsgjM8QmgIw8NHDQJCAzwEYe0m6OdHrIcRft8liR6JxfdLx4WWW1RefmJhQVVVttFgF0ipIVINbNsW7ezEMrwPqRsezm9lv5xWl1TbqhsW7RZ8eKkUeUl6cE8EpCDWEai6wkG2WFlSQ9AG1uj8bjJQUQ0hs18IByeSpM5vslz8KTH0Y/fpxTW2vo7weTE7Mry/NrwZdLiy8XXi4uLayuLP+gjhx8Q17sx0zBV5H2/2/t17+ZlMy/Z67lRwATmgGbn58P2RhPTEzYbLaqqqry8nKapp1OJwCgq6srOzv76NGjn3zySUh1/8svv9yyZctXX375zfavv/36m88/++y377zz9ttvf/7550eOHr1y9Wp0bEzS/XuZ2VnVtTUUQ/f09Y6OOdweD0TIHwhMTU35VBVDhCBSFXVmemZhYeG1etgrNv7Gxurq6tLS0uLS4uLy0sLy0uLq6vL65uzCkguKLRSblJZxKe5WVHJqfn2zpmvA7oV9oq8LqzYomzhEe3jS5dW7vKSXpzjAAGwQFQZLWi/X6nLrON4oyWZVNUuKRVa0Lk8+zd4pr0qqqC6kmPaRMSuWOl85Laptg8M3s3K/PHX2y9Nnr6dnlRnMFh6NTM4OB6Z7RJUedVYbLHcLn+0Ku7T18MnE7ELzqMcy5i3TUIVNmnKCyW9uf1hacf9pWWZdY7XBQg2PdQm4U8DMyHidyVasIbLqm5OfVTwoKc9pbK0xWuvMHaUEU9SuL2zT5Ta1pVXXP3xW8aisKq+5vYIyPNPTT6rq4rLzYjNzMmrqWjq6Or2CzeWtNZoScvK+Dzv/xeGjV5Mftvb0OqZnBnx+g9vT0NmVp9E+qKiMzy+4Xfw0t629rX+wAyIbgNqBwacknVbfmFpT97Cq9lFNfVZLe6nB3DIwxLg5G5LsotIBJbMXkGOupu6+vHZdUklZfF7Rg9LK7Ma2ZySr6R+mHa68Vu3JuNtbT549GhX3pKZeP+SwQ1E/MlZuMGc1tyWVlMfmFyZX1ZabrcSYkxx3VVk7UusbE5+WJlfVlTCm5v6hcovtfmXNreLSrFZNTUdnc9+gbtRp4gQbxFaATJzQNjCcVFK2/cy5d7/fvedy+L2S8grWXGkwP66uj87Iic7MeVxdV8GYqgyWzPrm+Jz86IzsJ9V1LV293UgeVALdUGIdrkrWlFJenVhYklpVl9nYklJRc+9p2b2SslsFReGP066lpiUWlmQ1tBRpydwWTWpl7b2npcllVXnN7ZWMqZwyZNY2Jj8tz6ioK2hqL2hsS6usu1dQEpuWffNxRmJ+cW5jaxnJFLVpH5ZWxGXlPCgprTGY6BFHW3dvXnPrnYKihJy85Gdl2Q1N2Q1Nj8oqEvMLo9Mzo9IyHpVV1JttFjffwcHmju606vq7Rc9ym9qqWFNRuz6lrCqpqCS9vqmuo8vMgU5ZsUD8yi/Zw3VIyvDMrJEXUusbLqc+uV9RpR12DPgnhwOTXUiycaAXK4zD9aSq7sr9lFu5hbUmm8XJ0UNjRW36+0/Lshqbyxk2p7n1YWVVgVanGRgyc7xVAJ1Y7MSiycu19vaXkFR6Q+Pj2tqclrZyg6muo6vcYM5v1+W1afPadekNzQ8rax5V1WY1t5WQTCljzGvXpVTWJJWUpTc0N/f098q+Af+kTUBmr8A6PY1dvblt2jtPSxMKitMamhs6e4wejhgdK9Tp75WVZza3tA8OmnnBzAtWiDqQZAHYyAlWgKlxd2Zz2/X0rKTSiqbewQ6s2LBiRqIRYQOCDIQUgCSAOl7QCQIjSWa/36AoWl5o93r1gsAgbMSSGYkWJPaofqsACzXaS0lJBy5fvn73bkV7mwOC5yvLC2uryyHV2421jfXgenA1uLIUXH0NM+uvX8v/rKFl808qxDb/nxgTUmQJyauEep4/f97T01NeXp6VldXY2Oj1eufm5jiOKygoCKnrZ2Zm9vb24aEf4AAAIABJREFU9vX36fX6uprap4VFaY+f3Eq4denSpd27d3/wwQd/eO+9bdu37T94YP/BA2fCzqY+ecwYWAGCwOSEPxDAkoglEWHMcZzb7fZ6vaIoTk5Ozs/Pr4Z8VkIiLj/wYNc3fnD22thYXd+YnnvZNTSS9bT04s24szeik7LyaymTzSX0Y38PUrtFX7fs71ICZii3j7rq+4ZbRpy0gE2iapb9Nv+U1T9JI1Hj8Wq9HAkgGVIa57iWkdECmn1QXZtUUZWj1bcOjXRISqfqtyDRLqsNPX1H4hJ+vnX7V2Hn0pta2waHCYezA4iDvsk+2W/1ApPT+0xHf3/6/Ft/+Oh4eFSVjn2QV/LJ9/v++ctv9p67dPJG9KEr4XvOXdp/8erZ6Pg72fl1rJkeGCnVEBH3U45cjTgaHnksIurItRuHr0bsv3h155nz24+e3HLgyBf7Dm05cGT7kRM7ToUduHQtLCbhSuK9s9HxO0+f//D73X/Y/t2W/YfDYhIK6pvbOzpLWtvPxSe8+/U3v9u67WxcfJ3J3Iewvq//wdOSg+ER206d2Xnh0o7zF785E3bw+o2YzOxymm3t7n1SXfvNmbCfvPO7//0Xv/qHjz/ffvrcuTv3b+UXF5MM4/L2Kv4urHRjxSbgapMtJitv37Ub20+f23ry7Nenz209cea7sIuxWXnVRmt2Y+ueS+G/3LLt4/2Hb6Zl1RhtDbaue0/LjkfH77xwZdvJs1+dOLP3asT1xxkVrNnCgWck+/2Fy//xl2//p7d/tzs8Ilerz2nX7rp2/a/fe//vP/n0WFx8bUfn8ORMn+JjxsaJkdFuURqbmW3u7glLvPPhnn1bj588eyvxxuO0y/eT91y++vnBI18cPLLnwuXTMfFnYuL3Xry87djxbceO7Th77nhk1N2C4nqTtcFsu5Nf9NXR43/77nt//ft339u5e9elK3uvhu+4eGnrqdO//fbbn/zu9//13T98fvjopXsP4nPyjt6M/sXnW/7r79/97MDhM7EJJ2/G7jl3aceZc9+fCtt1+tzhK9fPRMUduHj13W3f/sVP/+l/+7u3Pvx+d3JhSQ1lSMop2LL/8C8+/PSbYyezqmqovoEyje5Y+I2fvf/hf/7lr3/35dadp8P2nrvwzfGT248c23b46LbDR3efPXcmOi4hPTutrCoyOfW9r7//q1/8+vdfbj9yNeJ0dNyhaxH7r10/m3jnbsmzCoORdIyZBaEDizaMLRB2q+r4y5dmAO6Wl59OSnpYXW3i+KGJyS4s2njQwYNuiJlhR15Ta0JW7p28wvSq2sdl1Zdu3/39tm9+8ut3fvPl1gNXws/EJhy/GXPsRlRESuozLdHh4YdkH9E/lFpeeSY2Ydf5i7vPX9p78cqxyOjw5EfXHqR8f+bcP3225ecff/bJ3oP7Ll09E5twMfFuWELiqZj4oxE3912+9v2Z89uOndwZduHq/Yd5jS1tnT300Cg1OFrFGO/kF+29cu03W7e/ve3rY1Gx2Y3NZRQTk537wf4Df/fhR1+eOv2kvkE7MsJ6vHZJ7p+cGpia6VL9NlFuGx69X1kTlvwwrrikvq/fJEohewKLJJtDJhEQEoKgFwQCQBIhEokExHqASCSyomKSVbOomKDI8iE+FjBzfFtv7538/P2XLh29di2zrLTLMaI+n1naCK5uBtc21tY31oKry0uL80uL86srS+trqxsbaxuba3+aI/lzhJbQ8qcA86Z2/cLCwuLiYijXMjU11d3dXVlZWVBQoNVqMcbz8/Nut7ugoODkyZNnz56trKyUZXlhaWF6akpCmHO5PU4X7+V4L9dl7yx99iwuLu7CxQsRkTeSUx5mZmelpD5KTLrz8FFKVU11Z3cXxEj2KRAjAAFCSJblEK4Eg8HQSQbX1laCq6vrwVCR8WpwfXF5dWFpdWE5KKoBwmh+mJVzJTYh4s791OLyZktXF4eH1MkBdbITK1Yom6FkgpLhB1F6GkghI0hWVExqwKj6dAJocbm0HMeKkkEUWYRMoki4PU8NpgfVtferagoppnVoxAyxFUtWJPb6J1oGhg7Hxv/9Z198fvJ0Zmu7wct3YKkTy91YGVAnBtWJLkF82k58fezMT9/75ExkfB1pSsl7tnXf0Z3Hzz4uLmuzdLaaO4obWm/ce7hl76EPvt5xMfZ2TmXd9TsPfvvZVz//48ffHDt1LvZWWOytPWEXP/x+97vbvv1ox54Pvt311YHD1+88qGgnqO6BVnNHeZs+q7zmXnZB/OOMxPScqOTH2w8d+8X7H+84fqaovsk4OFzHGOLTM85ExSTl5ul7+3oBqGHYkzejf7ft6+/OhGXVNmh7B4rbtGfiEr44eCQs4Xapjixq0x65HvkPH3z8N+++v+Xoydv5xbUWu3ZghHa4jC4uVMZq8YJOKGkHRjLrm2Oz8iLTsmKz8248zth+8uxb73+y5fDxx+U1BS2a8Aep5+LupJZWa7oGzGPe9s7+7NrmhMz82LTsxNyihKy8vZeu/earr/deCq832/uxr0RLbT959v94+7cfHzxUoNVph4ZjcnLf+fa7v/3j+zsvXa42WdzPX45OTFm9nNXjHVZVR2Cizmg6ERX97jfffrxn746zYQeuXL10Jym5uKSSojWdPfUGU1Zlzb28guSioselpXdysvdeuPCzDz5879vvbmfnNVltuQ2Nu89f/C9v//bv3v3DyZiYZwTR0t1daTQ8qa05GR/3h107Pz5wICI19alOX6zV3kh98s2p09+fORuXkflMoytsarmXVxj96PHl20lnb8acvRlzPib+QkzCifDI746d+mTHnmNXIkqa2smu/pzKutM3Yg5euBLzMLWWoLvd3o4xZ2pRycff7/rpu3/cH3YhraQsr6bufm5BTEpq1IOUuEdPzkXHfvjtzve//v5KQlLUg9Tff77tP/zNW1/uOZRZXtNkspXqyIdlFTeepF17lHrvWWmF0ci6PR0ImwWB8XgsEA5NT1MuV3Re3uHY2NS6ui5JHgpMWHmhE6IBxdeHJX3fYH5jS2J2fnx69qOS8uJW7YPCkk/3HPgPb/30rT98cC7udoWeLmnT7b9w5defbjkdFUv2DY35JmoZ46Er4X//7vs/++CTbUdO7Dh9bvvRk18fO7XzzPndYRd3njn/zfHTBy5di0/PrtDT7faeWsZU2NT26Fl5YnZ+5MPHYbEJBy9f23Xm/LnYWyVtWuPwWKmGCItJ+P7k2b0XLh++GnH5zv28xhZqaMQw5kyvrf/k0JG//O3vPjp0OL2piXG7TbxgRdguq52q3yorZiy2jTrS2zWxJSUpzc3NIyOmkLEQQgaEDBDRAJCCQAiAhJBCWCeAVo+3xeVp9/IkQCyUWCgxAmYFbORF1gNYN98pyr2KSo86chsbLybcOnbtalJGunWgb2ZxfvUVhWVtJbi8vLywsrK09oa/yxvWYf+Scvmzg5Y3QeU1roRSLMFgcHFxcXZ2dmZmJiT3srGx8eLFC5fLVV9fHx8ff+nSpZiYmHv37kVHRx86dGjLli0nTpyora0NBALrG+urKysvZp+rWObdHOfhMEQCx3d3dhYXF1+5dvXGzcjG5qaevt6KqspzF87v3L0rPOJ6c2uL4lMXl5bmXs69mHvx8uXLhfn55eXl4FpwbX0tuBZcWV1dXllZXl1ZXVsNrq8HN9bX1jeCa+tLq2vK5DRttSckPzpxJTwu5UkNZaAHHcZxbyeQukWfFUqMB9AeaASyTZ6wKhMslEkOMVAxSD5CwFqvQCGJlRUtL7S63Ywsdc3M2AIBIxY7FJXlhQKSjissTiqrKDWadY5xlhNMAuwQ5dHnczrH+J6IyL/43T9/evxkqdE8MDXd4wuYOGBwevskn+fFgvf5Qp3RtmX/0b/86a9Pht80DzqaaPP1xOT72UW9bvhic1OZXzENOu5nF3y559A7n3556PyVBzmF127d3bb/yJHL4bk1DfrufrJ3UN81UM9aMyvqox6mnYyIuRR3J7+6sdcD1flVfuIF2zeSV9UYl5JxPfFB5N2Uc1Hxv/n4i//lP//tH7d+V1zfwk3MOv2TNRSbmJmbU9vQw0Nu5kWrrfPItYiff/TpzrPnm8wd/PN544jz+v1HH+3aHxaXqOsdJAdGIh4+fn/n3g92H7h8P6XJ3jMyMTMcmO7Gih2IPVgdVCcGfZMdPGrs6M6oaYjLzItISYtMTb+U9OCj3Qf+009/9atPv7qR/CSjsv52VmFSdnENaXIoAXVptU9A2VX1F+OSTkXEXoi7ExZ164Nv9/zVz3+z9eDxFnOn9HKVHRo/H5/06y1bvz93od5qc0zNNHV2nUtM+uzwkeNRMXUmq2v6+VhgqluAvQA6JyZdk5PNVuu5uITffbX15x9+9M4XX362Z1/43fuNJjM/83xidX0QoNLmtoQn6bEpqbfSMm7cvb9l3/7/+NY//uLjj+8XFtk9Xl1P74Xbt99674+/+vyLe8XFg6rinZsbCQR6JbG9v/dxddXZ27d3Xryw4/z5Y1FRSYWFdUajcWRU39df3Np2Oysn/O698Lv3rty6c+zq9T2nzh48dyExLavNbG+gjBdjE3ccP5OYll3RTqQWPjt6KXzrvsNnbkSXNLU1UIabd5O37z90MOzC/Zz8Gj1VS9CPi0ouxiQcuXj1VPjNizG3dp88+ze//O3fv/NuROKD7LKaXcfP/vr9T8Nv3etwuD0Tz21uvs7c8biyNioj+3bh0zLWaOIEO5JMXsHEg17/hGdpmfVy4ekZu69HPK5vGpmeHZ99YXR5DU63zQtM4+6Wju6iFs39gpLo1IyUp+W6rn6tve/SrXtvf75t++GTeXUt4+qUedR98MK1n/z8N7tOnye6Blz+mQoN+cWeQ3/xj7/cdvhESauW6OlvMFjqGHM1yebWNt7OzA2/mxyfllXSqrU4XH0C1nX1ZVXXRyanXr599+KtpMNXrn999OS2g8fCouJKW7T9PHaIkr6zO7+2ITEr71pSclTKk4yqOk1X36CskkOjZ28n/ePnX3x8+OiT+kba5bUibJcUmyizPNC7PTQv6NzuXJpOKC9/1NraPOowK6pRkhmIQhMPBM/reV7HCxRGtCyRCGs4vs3DaTlAA8ks+jrkSZsUMAsS64ZGD+wAUidS7FDsgqJh3FWmI+7l593KSCuqr+0eG51ZXAhubs4Hl18szS+uLq2uBdc31n+Ucw+R839g7L9a/7ODljeTK28WjK2vr8/Pz8/Nza2srITmx5aWlmZmZgYHB589exYbG3vlypWQj2R4ePj169czMjLsdnvIvuXly5eTgUkkYKfDNTY67nK6xhwOq9WSm5t74tTJS1cu60lClCXWaIiOjdl/6EB4xPXG5ibV7wvpS66sroRGSysrKyGhyaWV5YWlxeXVldVgcGllZWF5eWV9fWNzc21z0z8za+zqzn5WHpfy5EFeUS1ttHmETiAaXJzBIxg5RHsE3ThHuIEBKjZ12qZOUYLY7uQJTjSIfgpKWk7QA0RhSScADc/RkmSbmDCrPiPCVlGmXJ58PZlQXHKnrLyENerHnBaILRAbedApq/qx8VtPn31/5dreGzdvPX1WSDMVFluFyVrGGCsM5krW/EzPPCgqO3j5+u7TF7LKa/o42MRYwm8/uHrrXnFjm3FwlOoZzK2uD7sZt/3gsZ0nz0beS3n8tDzm4ZMT4ZExj9KajNZuL+jyCJ0ugewZzqttDU9K2X/+6rFrUQ/ySsiuQW/g+TBUnzZqTkXE7jxx7uiVyDM34naePPf3v33vf/3r/+sPW797VFRqd3o7XVxubePpqLizsbeyahqYQUe7vfdy4r1ffvLFJ7v3p5SUt9q68xpaj0fEfL7vSFRqhnHMo+0dOhOX+LNPtvz6y+0n425XGiy9sq9fnegWlW5R7ZV9A+rEcGC6C0qVjCkqLetoRPSRiKiw+DunYm59vOfAT37123947+N9F6/dePAk/O6j60mPkrKLytvJdos9o7x6/7nLH3275/tjYacjYk9cvfnh17v+7tfvfrnncH51s3XYVUuaLsbf/WT3gd0XLj+prC2j2Lis3M8PHf35p198cejo3cKnRP9QFwf7kDgsKQ7V38XxuXUNu8+e/+kfP/jZHz/csu/gqcjomEdPErNynpSUFdY3P3laejH21o4Tp789euLwpaunI6K+2n/4v/zq7Z9/+HH4/eRGs7WWNZ6OjfvLX/3mJ2+/czU5mRoZ7YSwQxD6ZXnYH7ALIL+17UD49Z99+tlbH350Kj6eHh7mXsy12rvC4hLe/27HRzt2Hwu/cf3ug2PXIj7+fve7X20/Fx1PdPV3u/h72YUff7/7j9u/2xd28XLCndORMZ/u3PvPX36961TYwfNX/vjVNx99s+N2Wqa2o7PVbE0tKrmckHj44tV9Zy+cuBZ5IfbWrpNhf/1Pb//NL985fzP+UV7JjqOnf/3BZ+ejE/Sdff1A1vcNZze0RqSmn064E5WRU8YYzRywAsy4ORuWhmeej83NU07P3fLKsPvJcYXFzxhjjbXzGWUo1BDFGrKcMjxtJx4UlUU/zkzKLa4mjQNQMY+4bzx48s7n29/d+v3VxOTydvpZi/7k9ZiPvt17MS5J19E/KgbqKcvB8+Fvf7rtZERMe0fPsKjaXRzVN1RLGTIqaqIfpZ2Jigu/m/y0RWMedVJ9QynFpQcuXPlk177vTpw5Ex1/LDzyq4NH//j1jt2nzmWUVnW5OKei0r39eTX1kcmpBy+HH7h07dr9h/lNrfTIWKO980hU9F/9/p/f+uzzy48eV1hslNvbJfvsssrwgnbcSfOC3uPJ0utv5Bfcra1rHnFYFJ8ByzSANAD0Dw5pFMYkxgRCOgD1AiaASEPFiP1WcaJTmraLUxZeYZ3Q6IadQOmV/N1IMXsE2jFudDqZ0eGnbS1JuVklzQ0uGS9srs+tr8wuLywEV1ZC4lLra6E5lZXV1WBI6PBPSJR/LtDyoyK5H9HvQz7Bb9rRh3pWV1eXl5fn5uZ8Pp8gCB6Px+PxeL1et9vNcVwoNTI7Ozs1NSXLqiypM1PPgyvB9fWNly9fut2uqqqqi5cvnQk7m1uQ367VpGdmHD12dMfOHRGRN1rb21S/L7i+trS8PPt8NhAITE1Nzc/PrwaDwfX15dXVxeXl1bW14Pr6wvLK7MLC7NLy3OrazPLqkJfPr669lZZR1NRqdXo6BWx0ek0csCHJDCTGCykvoDlE8yIlSJQgM0BmoEJDhQIyKUgklCgssbJKiXI7xze73ToADLLMYpHmBKMAKZenwmLLaGnLam2vtNj0jnELxFYkGjjhdTWOZmQss7X9WlrGueSUiMzs2PzCqOy8yw9Tz9y+G3b7Xkx6dm5Dq753yKFO9vFSbnXTifDoI5cjYlLTHxaXJmbnX7lz/2RkzLm424nZ+U9btVUk+6Ss+kpS8vlbSdGPM5Lyiu7kFcVn5Fy7n3IqKn7P+atfHT757anzkSnpdaytX5A73bC0nYpMTruQcDcqJeNWRv7VpIdfHzvz2y1ff7hj7/mEO8Wt2mZrZ1pFzdEbUbvOXbqenFrcrm+0dj6urD1+M/bgtciIlLTbuUU3n2Seu3334p0HGbVNrT0D+W26/eGRP//sq99s/+5odHy+lmQ9fAeSuhVfn3/CDFCo8seO5La+oeTy6ksPUi7dfxidmRubnX8kMuafv931ztZvd4RdunQn+UZKWmRK+s2U9LgnObfS88LvPjoREXs6Mj76YUZy/rOkzIIT4dEff7fv0x0HzsckFtS1Npu7nrYRUY+zzibcufIg9eK9h3uuXH9v177fbPv2qxNnbqZnV7Jmw5hnSJ1wTj3vgWKtwRJ+P+XTvYfe+XL71iMnolMzCpva08qqj0dEfbHv0Hcnzh66cv3Q1YgTN6Kv3LmfmJ3/oLDkUuK9z/Yd+v3273acvRD9JDO5pCwsIfE3X23/5ZatF+/erzFZKMc4Pe40jLvtAhoKTParft3g8J3C4m/Pnt8ffiO/VWN0eqoNpqjHGUev3zwVFReblnW/oCTi/qPdZy9+vu/QoSvX08qrtV19TSZb7JPMz/Yd+mjn3mv3U4paNBmVdWdjEj7be/DLw8ciH6ZWkYy+p7/F2lGm1WdUVT8oKk7KK7iTk/+gsORRSXn4/ZSPd+379Wdf7j5z/lxUwrYDR9/96pv9F65kVtYRfcMt9r67RaV7r0Z8d+7yleTHhTqKGn8lsmAUoF1SQhVi9d29+Xry1tNn19IyIjKyY3ILbqRlhaekxWbkJuYWJ2QXPCgur6LNPbzEzy7SA46wmMS33v3wrXc/+v7k+WtJKbczC+5kF93NfZpT09xi6bY5eXZwvLBJczMl/XLig5uP0hMy825l5cU8ybj+4FH4/ZRLifeOhEeei08s0RC9QDSPuZ9U1JyLTzwSHnk+ISk2PTsuLft0dPzn+w5t2X/4VkZOs8X+tEVzLvbWrrCLh65GHL8RfeVeclp1Xb21o76j80FZ+fazYf/nR5/8dMtX+29Gp9Y3tg6N2GW1yxewihLLA1YAepe7yGBMbmjMpWity2NAIuHlCA/HQEgBoOM5EgJGkmlR0gGk4aFeEGmksEg1AJ+BU40e2eSRLV7F6lUsXsnswSYPNHuA2QusPOjCyMK5K1nqwdOiewW55dr2bteYPDezsBlc2lxfWgsur64sLi8vLC3OLSzMzc8vLC+F0GVtY33ttSj7xvr6xvqfC7T8SPD49UfBYPDFixfT09MvX75cXV390+Kxzc3NEF1/ZWUlNHs2Pz8/PT0dIjY+f/58empaEmUJyy+ez70+3NTUlNVmTXn06EzY2ZNnTp84dXL719vff//9r776KjY21mg0zs3NrW9szM/PBwIBRVFChcjB4FpwbWNlbX05uLa8tr66sbm6sfEyGFRmnzux1OP0tFs60ssrU54+qzOZu5FoRxLj8lqg2O2ftEq+kEG9AcksUkhB0vMiKUgMUlnso6FC8KJewLQo2yanLRNTbR6+dsRBIrFn9rlVVvTjLtbDm3nY3DdQQhsqTNb2wRFy3EW7vVYkdsqqBYkGHtpEpW9iemBqluWEYpqNL3p65XHa1SfpV1KfxOcXVRqtPaI6qE50AnFYnezi8ZPympORcbezCtq6+uot9vsl5YkFT/NaNHUWu35gxOoROoFo42Brz0BOc3tcTsHFew+vp6anVNSUUoZyxpTZ0HKnqDQhr/jBs6qCNqLB2k2PuAaVyRH/jLZv5FF5beSTrMgnmTfTsiKfZIY/fByTmVvYrtcNjDR0dOU0tT0jWXbcaxNEYnRcOzKmGXKUMqakZxUR6dm3ip6VMiYTB3uUgG5kLLtVE5mVezrx3sXk1AeVtTX2bs3oWPuIwwTR8NzLoRdzBoC04269y0O6vC2DI0UUe6+iOr6wJKHoWVRO/sWHjy8/fJyQV5xZ31Kso/Lb9Jn1LU+1tK5/tE/0D8gBXd9IZk1zzJOcGw/TYp5kJ2QWxKfn3coqyG/UsKPuHtFHj3tKWUtmS3uuhqi02CvMHfk6qoQx6R2uTsnXKaq96sTQ5KwdyQ323rTaplv5TyPTsm+m56RW1pfT5granFpRF/Eo48r9R3HZ+dmNrTUmW2NHdwVjzmlqu19SfiuvKDYrLyYz91Ze0YNnFaGeu0/L8tv1TZ292qHR9oHhxq6+RntPa99gW/9Qvb07t0Vzu+Dp/WcVVUarycWZ3Dw1Mq4fHG2wduY2tiXlPY15khWXnpuU/zS1rDqrtqmKMbMOF+NwlZLsk+r6Qg2hGxy1A5FxuJ4RdG5La3NXj11AHTwwuTw2TiCHRwrbtYkFxXFZuQk5BTGZuZFpWTceZ1x/lBaenHo9+fHN1IzY9OyEzLzH5TU1BluTvTe3WRuXUxiVmfewur7cZNM7nKxXYL0CywGjgEwAW5BkQRLt5Zv6BospQ2pt4+3i0puZueEp6ZfuPYrPLqxkzJ28OKxODYqBAeyvpi27zl5+64+ffHPy/MPS6uyG1vSapjpzp8UNDGNeTc8QOTTeKUiOidkuKFcwplt5Rdcfpd0vKa81d+gHR8tpY2LB0xtPMh+WVzfae3qw0q8E2HFPa3d/KWV4WF4dnZkTk5mTWPD0Vk5BYm5RVk1jFW2qZsyFrbr06obUytpHlTWFGoIec/XJfu3gaEp1XXhaxuVHjy+mpEbl5udodFrHeKfq7/ZN2GWfFUsGHhJOT2P/UHV3b8uIg+YB4eFaRhztY06SEzQuT8PwSOPomJYHtCgzsspIKoUVGim0INGcxLglo1u2eJQOztfB++yCanajtr6RensP7fSMTM8MTkwQY6ON3Z3lBjohN+t4ZMTNlAfaDov8YmZhc2NpY2N+eeXF/MLc4tLLpZX55ZWF5ZWl1ZXl4OrrubKN9R8zCDc3/w0h5L+1/I9O479eXsNGaNQSKvZdX19fXV1dWVlZXl5+E2ZCdcnLy8uhfZaXl0P8yomJiYmJCZ/PJ4myKvlmp2eXlpZDX7W8vDQ5NeX2eCw2a0tba1V1VVl5WWVlZX1dvcFgcLvds7Ozi4uLz58/9/l8iqLMPp8N+b8tra4tra8vb2wsrq0tb2wENzfn1tZcslJPMjEpT87H307KK6yzWFmny8wDMxQtotyh+q2ySvCw1enRuHkKYAbKoWEKBV6tkIJMApmEEi3KlsCkOTCpE1CT063lgVn12WTVAsUOJBk8fG1HV3arJrO5rdxoIcacdkkJkdFYTiBdXtrDmwDuEFWbqBh5EGKza0bHWgYGm/sGqHF3l6QOBqb6/ZP96oSmfzjySea2k2GHbkSnNzS39A0QDqeZAx1IsvCQdXGsm7MI0IYks4D0Dmdz30BjT59m2GHkQKeo2pDMuDjC4SYcLt2oUzs8Tju9HVAanpwdnZ7rEn3EqKupu7+5d5AYdRo8Aj3uaR8c1Qw5fpAs482C2CkH7JLPgiS75OvxTVmxoh/mKOygAAAgAElEQVR3Nw+MtI+MGzhkl/0WJOnH3RqHk/LyLEAsD2lOoDmB4gENkUlWLD6fSZZJAeg5nobIgEUWYooTtC5Pu8PZ7hjXuTyUV6C9PBkiMXgB6+b1I07NkINwuK1A7FMn+tQJK49Jh0s7OKodchCjTtLhIkdd1Jjb4OZNPDICTHOI8Ag0B01QNgKJ8gDKC0xItoo+E5JZHtNeSHshyyEDh1gvJMa9rYOOtqEx0snRboEY8+hG3ZSTtyK51zfRo05YoEy7eHLcQzm9rJPXj7iaugfqOrpbeoaoMY+Fx3ak2KBsESSjFzb1DmY0aaJzCi8kp+6NiPrs+Om916NSahrJcU8nUu1Q6RTVHtnfK0/YeFE3ONZk723rGWIcHhuHLR5AjjqJUadFQN2Kz4ZEIydYAOqUlE5ZtSGR9XCM22sSoF2UOyXZLoodSLQBbPTy+tHx5p7+uo7uxq5ezeAo4/QyLq9+ZEw/PGb2CF1QsnGIHnVpBkY0g6PUmId184TD1TY0qhkZp1xeE8BWJJugaADICLERS6yAGB6wPKQ9fPuQo7FnoHVgJPQ42gdGyFFXJ5DGp+Yck89ZhyepqOy9Xfv/4je//+XWb8/fSynUUcSos1v298h+C4/0I872gVHS4bYjuU+dtAJROzzW0jugGRw1eYEdK2YeEg6ndmSMGnezHt4soA4s2UXZhkTWw2tHHK0DQ9pRB+3yUGMu7ZBDN+QgRsfJ0XHS4TR6eIuAWA9POd1GTrBh2SwgwunWjI5pHePa0TH9mJP2cCYBmgAOXWaHpFqxrBtzPWVNac1tRbRBMzpuFJCBh2YkWWXVgES9h2tzutu9PIEwLam0qBJQIgSRFCRGUIycavIoJpdkcopml2TzynZB7YQ+K1BYD9CPuTSjDsI5bhWRUfDmtDafjIvefSEs8uGDBobyKMrcanB+dfXl8vL86upicG0puLa4Eny5uDS3uLCwtLS88ipCbrype7L+4/bfWv77Rvh/Nzb+m0mXN1MvoXFJCGzeXEIekQsLC3Nzc6GEf8gibGpqampy6sXzFwvziwvziy9fLrx8Ob+wsLCyshw6UHAtODM74/f7p6dnFhcXFxcX5+dezk7PzM7MLi4sLi8tz72Ym5ycmp6dfbm4uLgSXAyuLa2tL65tLG1srm5urm1ueiQl41n5wYtXD165fjuvqNJgYV3eTlE2CUjndLeNOSkAzarKSrJegDoekBBRUKKh/EOTaCBSgkRCkUSiHiANJ7R5+XZe0AFEQKTj+PYxp37c3YFlxuV9VFN/PP726cS7j+sa9Y7xXv9kr3/SJCADByxIssu+DlFleUi4vKSHM0Jkk9ROX6BnYrLbP2HF8mu5QGLMVdvRlVJdd+1x+oXkR4nPyqs6umyS0jc5bUYi4fJox5wah1PvdDM8sIhyl3+ib2qmf2a2d2K6Q/GbsWKTfD2B6cGZuYGpF51ywMBjg4BtomoTfWYom6FsFdVu39TA1IuR5wujLxb6J593SH6WQ5RHYHlkQrIBSBSHzFjtDkxbZT/hAYyAuwPT/TNzXYEZi+gzQMmIJIukWhW/SVJZLNMA0xAzGJMQ6gSBxNigqrQotnm4ZqdbwwsUloyKzzYx1TXzvHv2hX1yyiSrNBQpAbFIsir+7sB0z8SMXQmYsWJCsgUrHZK/2zfVE5ju8k/ZZL8JyUYgmpBslXwmrFAc0Di9bU5O50U0UhiskIJI8JgCEgUknRe2u/h2F691A4LHLFJMkt8k+o1IpQWJ5BDNi0asWuQJqzJpkSdMop8BEskBFkn2wEzf9MvuidlO31SXb9qKfJRLYD2gW5kanp7vn3jepUx0YL+RF7WjrnKz/Ulje2JpdXxh6eXU9IPRty4kpxWSRpMg2pDP6MUmQerAaqcU6MQBK1CsQLJjf4863e+f6fVN2SW/FSsWUelQfV2BiU5fwCLKBogNEJuxZBFlM5ZYAVGcQHEc5eVIt5f2ChYsdfsn+ianu/2THbLPguUOSelW/D2+iV7/ZK9vwoYkatzTPjSmHXWaeNzjmxycetHrn7aIKstjygtIj0Bz0AAlI5ZDCkYMwCZRsfsm7L4JI5BIN0+7BQuQ7JLPhlUjhwxe2Cn6TDwuM9gSikrPJz8+def+4bjbl1LSMlt1+nGvFatGQTTwmPFCyi3onV79uJfxQgtSOpUJu+KzIMkgIBMQrZLa6Q90+Sc7FL8RigwPWAEaETYAxArQAJAJiSZRsslqT2Cyf2qmb3LagiXN6Hhj/5DO6bZKSndg0iIplJfXjLt0TjcLUIfi6/JPdCg+M5YsWLKr/p7AVJd/wggx4fYaeNg27IjJL/rm0tWz9x7Wd/UNz7wYmnnRqQSMALMAm0XFKKkUkkksk5JKiiqBFAIoFFBYoJoEn5lTTR7Z6BJNbtHslayC2iVN2uUJ0iM0Dgy3DI2wgtDl83WqihnwjZ0dCTlZ+y5fPB5+Lau8rM/pml1eWdvcXNrYXAgGl9c3VtY2FleDCyury6vB1dXg2tra+mt2/frGxp/gyo+gZf2H9j8PtLzZ+RpIXqdbXoPN6/5Q9iXEk39t6hUazSwtLa2uBkN20ysrK4sLiwsLC0tLi8vLy6srKyFMWl5eXg+ubW5srgXXlheX5mafz0xNz07PPJ+ZnZ6aDgQm/YGp6dkXC8urq+uby+sbi+uby5ubgZfz3aPj2aXlx8NvHLwWce9ZOTHq7BRVCxQtSDRCpPd625yudq9XDyElYloSQ43CIoVEEmISYBpgBog0wBTADJJoUSaRqBNgm5dv8/I6AEmI9F6ecnN2UaGdngflVYeiYk8kJKbWNrQNjoQEz008MgnYLvu6/ZOdasAAsd7t1bg8Oo9X7+UITqB4wEJkQNgAIM3xepdb4xhvG3G0Do809g9UdnSWW+1NgyM0D1iICS9PeDiS40kvT3h5WoBGUbL6AjbfhEXxM1DUc0DPAQZJVt+EPTBtUycMUCK9gPRCFoiMgAkPIDwCzWObEugKzNjVSSNSaB4zQDYgxYAUBkgkj0ke00A2ij6TFGCRovcirVvQe5EBK2Z5woBVgsM0lM1ygMVKq9NTN+KoHx1rdXt1AGgF0Mp5NUCgZImSJa0AWzxci4fT8ECPMCnKtKwyio+RVR2ALU5Pg2O81ekhATbJPpPsZ5HEIMmsBDr8UzbfpFn2s0gmBKTzCBo3r/HwGg+v9QpaDuh4SABMQEkn4DYvaPMKWgHRks/km2TlgJZDzU6u1c3rocTKAVby6wTc6uRanFybG2g5rBdEvSDRSDXIExRSmp1czZCjdniszSPQos8oT9BIoYBkwD4j8tFeRHmgEchm7DchhRVE2ot143zrsLNpcLR5cKx12NU67GwZGm8eGGsdcurGOdINSA8k3ZDyIlYQjUAxI58Z+YxQMQLZABQjlFko0QKmATZg2Sz7rGrAKCkUgAQvMAibZMUkKQYs0QDpOb7d5W53ufVejuB4ndtLenmLpHT6J6yKj4WYEaBBQEaAWQGSbq51eKy2e6Chb5hw8TbJb1cmLJLPhBQWygyQaCjSQKSBSEORApgUEClgA1bMst8k+wxYoQWR9ELCI5AegfZChsesgA1ANEKZcPOV9p6nRmvL0BjL4+ahsWdme2VXn9bFsVAyIsWAZAaIjCDSgkjxmBIwLWBGECkeUQJkoGhAsgHLDBQpAZECpgBmkWQQZYMoUQDpeUHP8Tov3+Z0t7vcLML2wITV56cAaBt3tjjG251ughcMosRiUc/xLWPjzWPjOg/HItEoyQwSSR6wAFkVX9fElN0fYADUOt00D1qHRyNzC7aeu3jqzv26zt6h6ef9kzNmKFEunvYCi6halACDVT2UNFDUYpnAPgL5CEGhBJnlVRPvM/M+M6eaONnISUZOYjmR4TEDRBZLLBZpAClOYAXQOxEYnpoiR0dSK8uPRYTvDTubkJpq7OnxP38+F1xf3Nhc2dhc2dxc3dgMvjHR9cpK/V9cKv9foeUHif7/7kov/w4TYj8agr0JOa8R5c2szGuMeQ0wIagIBoOvvzAYDK6uBtd+GACtBoPLKyuLi4vz8/Pz8/OLS4urq6vBldWVpeX5uZdzz1/MPX/xfGZ2amLSp6iiKMmyOjk1M7+wFFxbC1WCTS8sjXKgsqXtWvztE1evx2dkVRkt5JiT9fIWKFqwZECYQYiVJVaRdRC0eD2tnFeHICliShJJjAmISIgoiGmIGSDSoX8MKJkUf+fMc/v0LAFx47hLw0NLYKprctqu+KxQpJyehq7eEsZQoKfKjJb2oVGzgDuwYhKwgYMsBxge0DygeIESIItEgywbZYWCqNXlbnSMtbvdLBatPp9FVY2ixED0Cm8wZiFiAGIgZpFkwJJJUoyibEAiAzANEQURCTEBMCEgQkAkFCkkUVAigUgAkYQiBUQaiCySWShTPNa5BZ1HoAXRKKpGUSU51D7Oa12AQapJnjTJkwz2kUCmkWoQAxSUtV5EQdUkT1NQbR7j2lw8g1QaqVo3bHcJOg4ToQNhiZZUUpT1EOsg1mNRi3E7ELQQUqJEibIeYA0ntLq5Vre33StoeUghkZVUo+JnRFnPQZ0XEAIieKjx8Bo3r+cAGboigGkk0VgmASYAJgDWA6QToE6AeoAYWTUHJgyqTweQhhdILJr8AcvklEHx6QSs8QICYFpSGFHVA7Hdy7d5eJ2AGNFnUCcY2UcASQ8kWvIxsk8PJR0QSSzrodTi5hvH3C0uTi+IrOgzKQGT5KME1D7u1Th5BsoWxW/ACiWINBBNktrhn7KqE5QgUjyyiP4O35RF8jNQYqDEAJkSMMlDvReRgmjAilFUWSRTQKKgRACs5YCWAyTANJZpLFNQpBAOyY1QCL9aR5iCSM8DQgA0Fhks6jlB6/ISXp6B2CyrVsVvVnxGUWahyADECJgVJAOUjUhhocxC2YAVFik0kEgBU1BkJdXkmzCpAQrLWgFqASSQSCKJELDGK2g9gAKiWfaH0N0k+RggUTxmgGSSfGbJT/JI5xHMsr97+oU9MM2KCoNlg+wzKX6T5GOxTEGREBApYBqKNJZpKFECJgVEQpERFVZSGVEhgajnkV5AJJQYUWUlHyMqJMQ6ARIAkVDUC0jLCToBEABqOaGd4ygsmv0Bs8/PiBKFMAmRThC0PE8gxEpyqJMWJYOsmGSVxSLBAb2XZwRkFhUjljTjrmcWW66eKrN0EE6PESDKwxFOL+UWGC9ieZEBMgllLZDaBdwOJB1S9VDVCTIhyLSgGoDPKPiMvGLwygZOMnASzWFawEbZZ5uYNvkDBERaL0dwPOn1Ml6uS5K6Ma5h2djU1DORkbEPHlS1to/ywuzyyvLm5vLm5tL6xuJqcHk1+C9RNLj+yhL5/xu0/FukYP5HC728Off1pnfLxhsU/Tf3/Ff3+dGerzZfMYhCzjmvTNleIU1o6BOiP65vbKytrwfXNlaD68G11eXV589fTE3NzM29fAVNG5tL6+vDbi4tv+hw2Pn9Z87dSsusM1k7BGzDEunykh7OgESLohpkWQ9AO89pMaRUmZQlHUY6BPUI6iEkEWRE0SDJBlFmkcQAkeKRngMkwGbfhG1yhpF9OoBpSbUGpsySQnk4YtxNu70WiG1YYjyczjHOePgOLNtF1SxgAwdC0MIIkIGIRphCiESIFkVaFAkIdYJAQMhIIi0iAgISAgohGiMKQQohGmEKYgqKJBApKIb4mxQUKSgyokyLMoUlAuJX0RZiEkoEkPSCqAciASQKKQxSGaTSUKGhwiD1dRqJAjIlSAQvE7xCAfVVgyqNfBTykVAlgEIAhQAqCXwk9BFAJQSF4GUKKCzy0UglgUQAiQASGZpGwDKBJD3CWoQ1COmwSIgSJUoUkigovnpTFjDFo1CjhRB4i6/XmVczM6IBvrrzBI9IgEPXG2okxATEJBIpLDGSzEgyLYoUxhTGoVtKYUwAqOehnockRK9HogSABIAkxBQUKSzRWGKwzGCZQhKJRAKJeoC0/CvQIpH4Lw2LJMKhFw4KYhqJDBZZUWawREFEAhR6KIQACR7QUGSRxCCRBCh0LBqJFMQEQCTCtCgxkkwgrINIBzGBROKNywk9Si0PtDwgIKbfeL56gEJnFdqNhCIJECkgEmASvIraNBQZKLFIMiDFgFQWKpQgERwmeJEQJBLKFFIopFBYJbFCYJnECokVSlQpUaWwSkBJL4h6QSShTKNXvxYGqaQgEbxIChINFRb5GKTqeazlIAklVvIZlQAjKa9+gTwMYSQjKSGY1ANEQEwhicEyjSUKSSSSXp0Gkkkok0gmkUIgmYCSHoh6gAkoElAkoEQhmcIyiaXQo9FBRCAxdE9ILJFYorAUenEJ3aXQO8fru0QiUS8gQkAsls2ynwGi3sMxAuzwBbonpztUP8MD7ZhTMzKuH/cSTp5wQ4qXKOSjRD8h+nXYp0OqDip6qJDIxyA/i3ws8LG8zHISy0uMIBEC1gmQQCItKYys0JJEi5gRMSUAyu1lXF4bDxz+iWFJqtBqr92+fSUu/llD4wgvzC4tr2xuzq+uzbyYn5598fLlfDAY3AwhRnBjc+1fwZX/2UYtfwoe/ypUvMnS/9M//9GnP+r5EbSEZFr+pSxtfWNj7Qey0cZmaHNzfWNzYzO4Gnw5vzg9+3xmbm5+eXVmYckJcINWf/tRasSdpIyycrJvoAtiO5JMEFOcQHp5SoAGLDKSpEdQCwS9hClF1kuiBoLQwIWWRFrENMYMFimIKYApKDFIppHEYJmVFIPio0WZwBIlyayk0AKivYKJh7TbW2WzZ7VpcjS6GnsX5fTYkGTDiglgg4BYAbEAsRCzSGSwSCKkB4CAkEQoNB1HiphASA8EPRAICEKBkkSIRCgUvEiASSjR6FWY/iHIigTEJBRfNSSSoR2QRCKJgCIhiBQIhYlQSYJIQYmCEgVkEsgUVGio0FAlBYXgZVJQaOijkZ+GPhIopKCQQA31UMBHCq9wheAVUlBpQaWATAKJAq8CFgEkHRB1AOuRREgyIUp6LOoB0gNMQ5FFsgHJLJBYXmR4zApiqDE8pjlEcyjUaYBSiPZMA5ERRAaILJSY0CaU2FcRSqaQFIry5Cu0gCFSAg0RDSAFIf3DUI9BmIaIEiAtQAZhBmEaQEoAJIAUQAwUGSBSQKSQSGGJRtKrudAfQiGJMAEREXoQGJMIEeD/Zu89mxxJsgSxP8ZP/AFHmtGOZsvdvbMzcrnL3budVdNdlVXd09MjKgFktZzW3aW6RAogJRIICSAEkBJaI8JVRADITKgsmUAIgB88kJXVPb235CzNOHsX9gzm4fBw8fy5P3/C3WEcojhCLMIsJqzfQYiBiKXrBoRpmC6r/V6ed2gMoxhGcYIZgzCGwRgGSwz/QBF0hXNgg6GSKCQMXU8Qy49H/gqDRQblKywy5nZBcsmteWgJsH3pQM+hNovacWjFoclQ7oKtOLJiyIwhM44sBrUZZMWRFYcmAy1m7s8S00hMI3Hd8DOBbfov4zMDny9SoGySJeYlR7zkmm+mMaiQxCCLFsoQ03/F5mU4jkyGmAyxGGLGEIkhwhCTJVYcG7sQ79JXw2LnbIZmfrUgBps8sXhscYBwOt6u1u9KyifR2HcpebfRkgwrCYmoIb6FuBZmWjjWxDsttKMbu7hNWUsMd+K4E0d04dXmYVtEnQRqC9BidcJAwhKLM9uc2WYMM4ZRDME4gjzCIsSJFkw2wQE2coaVKBbvbW0tfv5F8MuvwgzbbHdeTmdjb/biwn76cvzipb/t23W8qePOqE7sR0DVZXRa/KNnLf/C558xJf2YFb2Z3j8OwZm57sybzqZTeink1PU8CvSuz+nc7dt1Hce27Yltj23n5dgevXz5dDKxZzOjP3qys/tuaOnW519EEqlDiIonZ2liMrUG29ITxEwYlmCYommJVpvBZBfCKIIxgmMGiRuEMQ3WNDjL5EyDMwwWkzhEMQjjCFMRmyPGdksLV6pr5cpGo7Gj6bstLVprCBosDs5VYv3m/qP/+b/83Z9dv/lheGO7UE4CLBOLshZqlb1kLXGEdnWwq4EYQCwxOMNiiRGDKAYgAyGLCUcMjhgswizCdGZkdMQCzCNDwKaADQ4SRoe7GogDxCIiYIPzTUSYhZjHhCcmT0wOmhw0OEh4SDho8NDgEeEgYQFhgcFDk0dtHrU5aLHA5GBbwB0Bd3jYZoE139/TFnBXQCc87LK6GdcMRjdZYHGQsqU2h9osslhoxYEZ041dYMSRxZodzmiz2GQgYQHhAREgEZEhQiJCQ4BEAFgARIREhEQAhAeYB1iARKTJkOHHICJAwumIBziBzQQ2eWRwiHCQcBBzEPOUlwDEAsgByAMkICwSI4ENERGBpoGYB0iAWMCEh5jVAQuggLCACA8xpyMeEsFf71MbgMkjamMz/IIQvmQkDEJxCOMAsgBxEPPI11axlNnMuQs7/4TDxOdAGLMIxxHahTCGYBxj1jA402SJwSBCGQaLTZaYLDE47DeThZhFRCCmQCyeGAwiLMTcHFiAOYgFbIrY5CHhdMQBxAMiQEMApgBMHhg8NAVoisjioclqhNEwBwweWxwyWWjEdRIHhIUmjy0eWSw0WGCwwOCRJWCLAwajYxYQDpoCsnhkMYDEAWGQyRGLwyYDSQygOCQ8segYoaIhVeUxCDN0YUSVzFcj/dfLVRFhicmTNm+0OcNkkBGHJAaJjyXDjGMcQ5jBhDUMhpBdAKMAxCBi/MFicthgEI5DxCLMY4PHBgsxh4iADREbSWJlTno7tcbfffTp//Bn//Hfv3XtWyGRRCQJiWJ09k8HaueUgySmwTgkcWzFSTuGOzFfnLIY1GbRfFD4O94slsqLyGCxwRomrVgcozhEHMIiNhKQJDSUaupyS0+3NCFf+CYcef/jTz598DBdrp69fPXcdl463sSbOd7Udaeu47q249nO1HFn7iU4lzB1vZmvOZu6nuv+xIL+D3z+/8Va/l8/09nUm3nuzHFnjjtzpzNvNrs8vs31PMd1bc+jdw27s6k79Rzbtl9eXDx7+erFeGJPp9PZ7MV01rKsMMe/88EHbweCd7e2jxCunPX3iCm0dKbR5AAUDEswDI4Qelw2T4wYQlEdRAGIYcQahDUIMwfWuCI0EMIZBm+aLCFRXd+o18PlcqRS2arVY40W09QkSArDkYyMxYfLf/LWwv/+3q8/2YzuVhqK0ZaNtqAjXocCneZ0yADIQn9uYiBmL4coMuIQMxCziHDY5P016Xz2BIjVAKdDHmLhkkshugBHPMIiJgImLEQcQDzEvP8h4SHhAGZ1OucSARkCxDxAHEAcwDwkAjQFaPHA4DTC66YALQFanG7wwBRRW0RtEVkCsHhgcbrFA1NAloDaPDRZ3WB0gwVU9LF8BoMsFpkMslhEBRqDQ4YADQESHiIBYgH6XJYHiJvXyn8FkAfoEmhKAWIezlNC/LryOuQu0yAiQPqL/Wwhvpr4jdcrhdJPLoGbK+UEZFLhiadcEBoCwiyALIAcwjwiLEU7zdkXjAiLMIMQFV98qQVh7oqlxBdrCOGIwSAcAzAOEVWyMdCIA8IATLVnHCa0IB4TDmIWIg4iyuE4hAVs+EzxEl0QX8Wb4PNvQ4CGoBMBEIGKiToRdOKLjNDgAeF1IkAjga0EtmgMp2MeEB4Q6lzAQyJAg/dXJwaHTHaunOQoL4QGC6nC1m8jAyCLEE8M7oow56+QEGYhYufiHT3BnoVXeA+VRBFifK5scHQYIjSPpED5E4ojxEDEQSRgQyAGB3FcB3FN5wASkZFAhgiJAJAIUIqYe92znUr9Hz/57H/8T//Hn994935SlomVgFiEOGGYgmHM1dQWb7U5o82SdhxbMWjGgMFAk52LcXFgMtBkkT9CqQGMwYQ3DME0ecPvPg4RHhAR4KSOVIAPsZFp6RtK+nePl3/9uy8++O7uViKltTvPHXc8nU28qTebeVPPsR1nbHsTZ+a6s6lL9+lfgddqMc/zPNd3Vv5/dD/lf/X5t8NaKHehMH3j6rTp1HOnrn8+wmzqzqae57qTif3iYvxyMrG9qTObjV682C9XP73/4B9+9evrS7e/Xt+IHx1nND2tw2RLSyKcMkzRMBmIdlvabkuPA8ghIhCTJ4SBKKrrUaBfqqcY7K+tLhX3nGFwxIgjxBFDPjnb6w9S7Q4DEQtQgpiy0ZaxkQIoXq2v7B3eEVLfcoknmQOuoWU6p2q7ywPE6pCHmNVhvKXHWiAO6OyDOWzwPl+ZqzXmdpQ4JHFAGEhYSDgwX3QjcjmniNhIGpaIDc7nEz5HoZMdBxCrw9ds5kqayxwoXE5DvE44nXCawWmE83VTbRFZ878MVjc4QARsiaTDIzPeQrEWZIDBYYsnFocthqrasOE7EQBfhOJ8cY1wELM6ZAH0F/sQ0xmTf70MRxzELICM/lomEDCVtDCNETDxGwj8BnKU3RJTJAYHMaNDhu6tgYhHZA5+ET4GaOkAXy2C0XFcQ4yOeWSIpC2StoBMARkCMmiJHHiNUn6eCU9lGkhlFMwiHIeIgegqR2EuhZg3plQUBzAO6ALfjEMjDjAzN8VRRkV/435KyCLM49cI4QCatwX5Gj+/pYgFmIWEnzNIfs5RRGhSlkP5Bw/8lnLQeC0WI5ODRkxHMR1ykIjY4rFJfSgYRFhscL7VxGCQwUDKO3EcwF0d+JWkDbzSZAoMRHGqivRFut+jSIwDGNMBzUQwTPoVM287hwgLMQMQCxHFJB1ZPMQiNkREeB1yGuA0KAKcgiQFSRKQJCAJHYsailUbj9X9O3xyNXOY0NBe+0RC5m6tsV4sbtZqDMKsYcQh2YUoDgmLTAZbcWDFdOIrlql8T/3rkMH55i7EQsRjKlmaPL6Uqg1Wx5yOkpBkjHa2c5KzuvsQRw+Ol+4++Jubv/iH9351ZzV8WK13z5+N6VJ6NrVdx7Ydz3Vnnjf1XN9Q4HPOGSoAACAASURBVPmHjU2n06k3vWrGvmrV/td6/o2wFvpcMU5NPcd1HWp5mc286ezSFc+3tcxcb+q4/p1t7cFgk+PfDS799dsLC8Hb34Q3maO8VG2mak2poStUJUVMARFGA/GWfvlLpxj2yqC9Ogx4SrX0XiBMGIhiOuAx2e8PC89fHg5Gcrsrt7vp7qlidkQdsbUWU22wtVa82lw/LqweHO+WaxKx1HY3SUwOIDrZUWXUpX6cRQYLSUxHcYDpyco8seIA0xhfnw4xo0EeoCQxE8S85B+X7IEGWADpQv4qj/GZByLifJ1LGZKACKtDdi4DURAR4SGh5nQBEQ7geAsy9JYaZAjIoEt4FqA4oIZrQyCUqZgswnGA4gCzkFBNDgMJhwyKw6tqIuYKwunEQecaqqikaX6wzP/hjPz7RAEWYZoPN++411LCm11JLerzhbZBO4KfN8Q3scy5O+sbxgnVnolXxAUOUq0LYSFmr0yOV0lovor3OY1ADA5hOnUy1PBDDA4bDCYMtQObbZYYMQjfWOj80D0Bxq60lBInnYVZhGM6mOPB8P0+qI3Kt8RgDhg8mjscz4mQgSQ+JzlqmWB9u51BEUK9RejWrte2k0ub0BXp5BL5lws4Gmav8FoKDCUDOO8gTARiCIbJX9UDI7o0eU2lPrXrkNUhdynBX4qeOro8XCAJcEJDCQ1RR02VtCVoJDSU1LGKrT2zkzE6MjKEFozVmjvV+m5LYyHmsBEHONoC0RaI65hFFofaDDBZYPLIElBbgBYPTZ7qln33UcTDuUoAmZc+pRwgjAZZDSaxud89zZ31s92zQ9NKNlrr6f3PVtf+7v1f/Yef/exmMMim0yfPno89z53N3NnMmXre1PNc16FHjLje1c2DP7RSz/3E/hWfPzLWMv2J5w0XiOnMc1x7PBm/unAm9szxZnOj1tSbeq7nOp7n+ni8cFxotSNx5p/ee/9P/6///LP3fvV1eDN2kEu3UNboHpC2rGO+obENnaVrWB3S2YHVYaypxVv667kYkatKBn91TKcSbIjYELHBI5IwzPTJ2UF/mO6eJg0rQcyUYaWwmUKGjE221rorpELL4Q/Cmw8kNVZtpLApEYsHKNbU4k1NRESyOkmjTXX6CaubMDs8MhkNMToWsZU0Oiwg0YbO6jhldaX2qYgtFmBGg6wOfamFKnYg5nRI2+Wv17AhYiJig9aK8g9GA/GmxmhAQCRpWK+lHB0KECeImZgz3VizxbR0AeKUYaWMtogJowFGAwliqt1TyepQdRzNmS7YfdsVInENxFoaq8OEYUntbtJscwDFW4CDONnuJNsdnurfAeQwofyDXhObbHdE04rpIKaDhNVOdro8MejkKBimfHKaaHd2NT3a0nhiJNsd3jCjLW2jWou2tITVTrY7dNr6wcRKb5+lWUVbWgwAjhiX5e5qgCdWon3CE+vSHk4nUNHsyCc99WyQbJ/EdLTV0HY1yCLjkjYERBLEFBFhdchogEckabaTpiUS81J4ShBTxAaVzygOqbrGj58vMqiYRWfeGEQxiONzK8ulAvbS7Y03zVT3ROqe8MSgCGExkU9Ope5JtKWtV6pxiCg2dpqtGICCaSWsjmB2aOsSVjfZPmEg2a63duoaB42E2RHNDp1DGUQS7RPR7Fz6BVAvdupMLBhtih+OWCw2WGxe+mJFAWKwwZttjhhUiBcwSZpW0rB4iBkNcL4OllxiJmGYCWJSixePiIBJwrASxOQRYQHkIRaJmTBMKpiK2BCJIRKDR/hSQervJDXbSrsrW90ENngAeYBS2JSNdhJgrqmLGlRJe8/qKtgSmoCttRIaShud/fap2AT3E/KHaxtf7bKxUi1ttGVi8RqM1hrRZosBiEGYgYT6Z7PIpF6UVFjhgMkBk4eWgCwOvOYfl6qCq6yFOkAyOmJ1LEAik3bG6u61u2nDkhFRAOZKlS8iG3/7/q/+/Gc/+4df/vJuOJJvtp6OJ/ZsNva8F+Pxy4uxPfdIdqcePX7Xtm3HX3d73tRzpp77o9OU//Dnj4y10OeHjIVeW+D6arCpN3Vt15m49tievBrbFxNnbDsTxx7b4wt7fGHbtudOZ09fvKppYD3G/OajT/7+3fcWAkufP16NpFShVJNaUNaxCk0FmRIyRYg5gBgdxnXAQiRgQyQmh3BcB8zcdMHPzbz8FUuASCl7vpx/HYMNunS9XOmnkKEancNuT2jCz7fjN778NvBkbe3wWNBgEhJK8bLRThFLBFiAWDI76U5PMk94ZPDQTBkdxTpV2qfpTi/d7ae7fbV9JhndJG4ncTtldGTrRLa6KdNKGpZkttPtrtruyu2ubLYVs61YHdnqylZHNjuy2ZGtbrpzsndylu6eKO1Opnt2cNpX2ycixLwOk8iQzbba7irtrmK2JaOdJKaIiAhxChuy2VasjmK2ZdOSTCuBiQhRiphKuyub7QTESUQk00qZlogJByCnAxER2WrLlp9P0jBlq6O0O7LZThJDRETEJGlYKastYIPRAQtQ0mzLnZOU1UkYVsK0lO7pXm8gd084hOMaEDBJWe1UuyO1u5egdE/VkzOleyq1uwnDEg0zabaldlfunMzTdKR2N9XuKN3TzFlfPTlLGBaPCN0DRHcdptodqdOV2t2k2RFJm0MGCwiPzITRkdqnqfaJaLQ5aCSMjnraV7o9BuDtWovRkNI5PRqe7/cGIjZ4gNPtk/2TnmS26WQnWZ29057aOaHGMNnqpE/OEsRkNcBDLFudzGkvc3ImW52UYclWR253KYNPEjNltiWrI3e6UudE6nQT7a5otRPtDgXeMFmMGYQF00xYbdGwRGImjXbKatPWcRALxKB4ELDBAOhvcOmeKN0Tqd1NmG0BGzwyeGwmjE7C7CbNbtLoyu3T9OkgfTqgW3OSZldqnwjEYiFhIaF+unTXpEjaUueU7mthAWEBSZrdvf75Xn/EQrJVbwnEyvSGSbMda2qsDmnzlXY3SUy6ykkSk5q4ksRU2l2l3ZWsDvWwSFAMmO2UYSXmYyqBDQopw6KkJZkdyezIZkcyOinSTmErhS2ZtBWjI5F2Cluy2cl0zva7vYx1KiErCQ2FdA7avYNOL2OepI0u/U0b3f32WVIn37GJ9757EFqObBwXM+ZJpn2agMZuoxXXgWBanGnuAhTVYRySODTiwGCg5fvu+64uFgdNlnoVQoOFBkc3wGHCY0OYayAp15k77BEREralx+oNrqVJ2FCJldQAWyqvKcrHT55cC4V+9t4v3v/oozDDaKbxbDJ5Npk8m4zHnjd2nBfji2evXrwYX0wc23Ed23UuHPuVPRm7jjN1vf8PThb7N8JaPG/muVPXmbrOdB7w7Ik7GTvjC/vVy/HLFxevXo0nY2diOxN39sqZljX42b0Hf/H3//Tn//ln7330aSSlZo1O8XSQRlZSQ0IL8E0oaDiBzITh76Kae61QIyrxzYlXTRE65AESEUlgI0nMJDET2Ehc4SsCxBxA8Za+22jt1BrblfpmubpdrrL1loyto5O+0AQfR7b/+lboL97/7S/vPHggqWxDSyEjVm08Se/fTylrh9ndWmOzUHmyn13LlqI1LVrTwtnS9+rh9+rBer4aq+vr2dIDee/x3vF2qbFb0zbylSd7R48y+5FcIVqtb+SLTzIH4Ww+3mjt1hrrucJ6trBVrGwVKxv50ma+tFWsbBZK4ePc6uHx6lF2s1COlmub+dLaUW6jUIpXG1vF8pO9w0fp/chRLlZrxhva2lH2bkJa3j9kGq2dcvWhnL4vKZFsnmtpvKav5woPZHXtKCtoIF5rPEpn7stqOJuPVms75epmsbRRKG4WS9ul8nq+sHqUXT06juTykVw+nM1vFcuxWmOrVFk9zEayhVi9GW9om8VKJFeM5IrhbGHlKPtk/2jl8HizWI43NLal71RqywdH95X08sHxTqW+U6mtHuVWj7Lb5dpurbFZLK8cZpcPj9fzpWi1vlWuLh8eLx8cb5Uq0Wpjo1Bez5e2StWtUjWSL0ZyhY1CebNY2SiUIrliJFdYO84tHxyHs4Wtcn2r3FjLllaPCuv5SiRXXj7ILh/kNgqVjUJ15TD3MH34eO84kittl+qRbOl7NfNQ3VsvFKOV+kauGDnOb5eq0Wp9q1hZO86tHeUiucJWsbJRKNPXzWJ5p1LbLJbD2fzacS6cza/nSxuF0kahtFks75Rr2+XqRqEUyRYi2UIkV1zLFtZyhXChGC4U1/LFlWx+JZtfL1XiGog2Wo8Oj++n99aL5XijtZEvPdk/XDnMbhbLO5X6ZrGyepRdOcxuFis7ldpaNv8ws/8oc7B6nKNlhXOFcLawWaxtlepr2eLjvePl/dx6rrJdbmxXGhuFyupRYfkwt5Ytbpfrsbq+XWmsHRcfpg8fZY7W8+VotbVVqoezxXC2tFGobpXqm8UaxdJOpbFVrD3KHN+TMiuH2e1ybatYWT3MPtk/jOQKTFPjNLB6lH2gpHcqtUznNEXMcLZwX1bvy+qTvcNItrB6lH2yf7h2nNsolMLH+ZXD4/V8MVqtb5Uqa0e5lcPj8HFuI1/cyJci2dLaUSGcLa3nKpFsaT1b2i032LoeLTXCR4WV/ez6cSlWabF1sJmrLGeO149LTFVnqtrmcXk5fbSSyUaLdb4Bo8X65zvcX/46+D/953/829DHy+mjw05/v9tLICPW0hkIE91u8uSEN9vUeZojbRZZLLBYYDHAmrvamyz0/f4Zf5OT7wRIzVQCMgV4RS0GDYGYIjF3W9pGuRKtNxKYJDHhWi0Z4+NuNw3hSjL53qef/tX169cXF1fjsRrBvZfPn7vOC9d9Ppk8H1+8GF+8sidjxx479it78nIyfjmZjF3XmU4dz/tX9xP7I2MtP6UQm06nnje1HZfuSPW8qeO4k4kzmTjjif3i1cXzVxcXY4da9p9NnJbVDjPs27+59dfXby7decDny0dGZ9/oZIyODA1Bg1wLCJAkcJvHFoNIHGEG4zjGcYwZ4muufWYD6M6G186pdMV0qb0VIaaLL6o4ogJQrKVv1xvrpcparrCeL8aqjRQ09qwToanf4RNvf/bln7y18B9vvrf4eGW7WOFb4IGk/urBo3e/u3tHTMWqje/E1C/vP/pkJ75drm+X61+xifcfPHnv3qMvGfFJ5uiDtc23fvfV0urGZr6yW258yyd/+3D5V/cffbYTe6TsfcuJS2vrv9uJPZQz91PKZ9H4p9u7X8W5r+L8FzH2qzj/LSd+GWM/2tj+ILz58cbOlzHuG1b4bCf+yVb0XlKOHOW/E5K/fvD4F9/d/2QzGjnK75ZrX8a5ha++XXyy8iRzcD+l/Pr7x+9+d/+zaGwjV9it1O8mpMUnq5/vMluF8vLeQWB59VcPHn0V5yPHuc186aGc/t1O7NOt3e/4xF0x9RUjfBFjv4pzn0Xjn27t3hVT4cPs93L6k63olzF27SC7kSveTyqfbu1+GNn6Ype9I6Y+3th+786Djzd2YpV6ChnLmcPFxys3v/7uw8jm2kH2SXo/uLx269HyvYQUPsrdS8pLq5Ff3n1we239QUq9l5SX1tY/CG88UjLho+wdIfnh+tYH4c3PovE7YuqOkPpsJ/7xxs7nUeYbVviaET7djt4Ob3y6Fb0jSo+Ug/up9B1B+o5PfbK1e+vx6idbsfBhfu0w99FG9Naj1a/iwtpBbnnv6IPI9s8//fzdb+89kNTIUf7T7d3gSvhBStkqlJczBx9vbL9/7+EH4c3V/aPwYe7TrejS6vojJbNTqj5JH3y0vv3rB48Dy2tfxfl7SflrRvgqzt1PKo+UzB0x9WWc+zLGfRaNf7C+/dHmzpcM/62Q+DzOfri5/dHWzgMlzbb07XJ1KbLx/oOHD5VMrFr/muV/efdBYHn1oZxm6q3wUW7xyco73965IyS3C+WvGf7db+++d/f+77Z3H6l7T9IHX8X5z6Lxh8r+yt7x77bj7997dOvR6ue77F1RviNIn0fZDyJbH63vfM2Ij9MHa4e5R8r+51E2sBy5vbZ5V5SXM0ffsImP1ne+igtPMocre8ff8anba5sfRrafZA43ssUPIzs3vr7z2U58p1gJH2Y/3tz51f1HH0Q2V/ePd4qVT7d337//8En6INsbJQH5bCd246tv3/nm7ieb0QeS+lWcCy6HP1rf/k5I3hFS37Di3YT0UE7fTylfM/zn0fgXu8y3nPgtn/hdlPlgM/pZnP8uqXzJip/tct8re5uFSvio8CUj/ObRym8erX7DJyPZ4neiHFiJfLK1u5w5ihzm73Cp33y//O4397+IcuvHxXui/E8ff/Hv/ubv/t3f/P21z75ZPy5mrJMEJExLjwPEYsybpthui+1OotNNdLqC1WH93WBmHBhxYDDAYPHVHUXoqmmQhZj60fHzPUZUscYTUzAsFpMYgHEIeUQvtYQphBRiZAiRGs3NdPqrcOS3X3yx+OUXYY4F3c6LmffUnowuXr607Ynnjj3nlTN5Mb54ORlfOLbtm/in1MfJ8/41pZc/GtbyzzCVSw8Hd+q5nue4nutOHW82sd0XF+Onr169mExeud6FOx1PZ+PZDJ6crvN84Isvf/v5l/d2olyhdEDa+0Y7paMkwElIeOpHhAyezLcxYxLDKEbQpWMxQze+Afja8DvXpItzvsJfceu8VH9RN1OeGNzcaZKHSIQ4CXECoCTACjGFpv4gJX+ytXNHTO2UqrFq43F6/7No/Hc7sbXDLNvQHql7H21s3xFT8VqTbWjLe4ef7cZ/txN/kj6IFqsPksrH69v3EzLX0PmGvpw++HKX/SLKPEgq4YPs2v7xIznzRN0PH2TDB9nH6v5DKf1QSt8TpbtC6vuU+iS9/0jJ3BVS3/HJh1J6K1+KVxrL6YMvoswdPrl+lF/JHH65y366Gb3DJ3dLtaSOlzOHH0Q2v4izW4Vy5Ljw+S774fr23YS0XawydX31IPtlnL+XlLcK1fBR/vNd5uPNnTuiFD7Kb+RKT9KHd/jUPVFe2Ttc3Tt+KO19n8o8Vva/l9J3BflBUl1OHzySM3eF1D1ReqLur+0dL6cP7onSt6z4UEpHDnOPlT16AH60WBWaIHKY+3KX/TC8+R2X2CmUN7PFbxjhG4ZfP8qztdZmtvgdl/gosvVFlFnJHK7uHd3hkw+ScrRYZevNyFH2fkK6wycfSum1/ePl9MG3rPgNIzyU0iuZwyfq/hN1f3Xv6KGU/oYR7vCptf3jrVxpbf/4W1b8ZCP6HZeIFqu7pdr9hPwNI6ztH++WapHD3Les+Olm9DsusZUrbeVK33GJb1hxO18WW3DjuPDlLru0uv5FlIkc5rbz5e9T6nd8InyYi1cam9ni/YT85S77dZx/KGdolZ6o+yuZw5XM4SM581BO05j7SflBUlnJHK7tH32fUr5m+G9YfmXvgK03o6XKVzH2k83t1f1Dptb4XlI+Wt/8PBpb3T/km/puufo1w320sbmc2Y+Xa48k9ZP1rS+2Yyvpfa7Wipfr94XU51u7D1PpzWzxibr/DSvc4ZOPlb1LWrqfkB9K6eX0wWNl7/uU+n1KfSilH8mZx8reE/XgkZy5J0r3hNRq+nArW1w/yD6S0ne4xH1RiuwfbxzlHyaVbxlhJX0QK9d3S7VHcubTreinm9En6f2dQuWeKH26GV3JHErIEJr6g6Rye3X99ur6g6SynS8/Ufc/34l/ucs+VvY2s8XNbJHSxv2E/Fjde6zsPZTSj5TMI3XvXkq5k5Kf7B+Fs4X7cvoLhr+TksPZwkah/L2a+WQn9sHm9n0lvV2pPUzvfbyz+62Q2ClV2Xpr9eD4813mw8jW3YS0mSs9UvfosoOpt/Y6pxnrhG/pm6XKVqXGIpxotwXLjGMU1fVdABiM48jf20/30l66XP+YtdDdTgyEV7zdCAP9Y4oYiBmMOdMQLIs3DBZBHkIRIxHofKuZ1LQMQseGoTTq93e23/v4o6VvvhIP9o1hv//q5fDi5ejVi9HLZ+cXL56NX720x2PXsaeeO3vjoJc3rNd/8PNHw1r++Yc6OThTKrFM3el04novJ/bzi/Hz8fi5bT933WeuOxxP2qNzOZf/6M6dX3z44f1oVG22pGaLKVUURPY7pwKAW+VKtNHiMPGPIcIGZ7Y502IMEjdwnKA4RnGEGIwYgjmEeR8QDykjgTxAIkAiwCLAIkDCpRnmtUESsQBQc7RoWALGrKYzjSZTb4oazFidg+6pTEy+pSchUQxL0MBWobR2mN3IFZl6S9BgvNbYLlaYekvCpkxMpt5aPTh+nN7fyBUTGlJJWwKEb+hsrSU0QVLHfEPfLdXi1Qbf1HbLta18iau30kZ7z+pKyEjoSGgBttZkqo2EhhRiJnQYK9d2yzWxBVRiKcQSNRiv1tlaU2xBvqHvlqvRYoWpNiVo7FunCm5zDX23XI9VG1wTijrhmoCpt5KQqOYJ30IbuVK0XEtCMwHITqm6mS/tVhrbxWrkuLCVL3N1IEFTggbfgLulZrRYpwfRxyut3VIjWqzu5Cs7hUqsWGWrDbbW4motrq5xtdZusbJ+mNvOlYSGJjYBW22w1QY99X39MLeVLYpNPaVjptKIlapstcnXdb6u8XVNbOoyJCpuSwCz1cZuscJU6lytyddbSQ2mSTtNLAnglI4UbKnYSmqQr7fYWotvaIkW4GrNaKESLVb5uiZDQ4YGV2ttHhciB9ntXImraykdi02wW6xu50rxcj3RgjI0UjriGi2m2uQbekJDYguwtWasXOfqmozNhA7Xj/PhgyxX15IA7RQqkcNstFQRWiChI76hx6uNeKXO1TW+ocer9WixEi3V6OFAQlMXW1Bs6my1uVus7ORL0UKZqdSZSn2nUNrOFaOFMltt0AaKTU1strhag6s1hYYuNLRYuRov12RI9sxOqgW5cl2stRSAM8iUNcSUatvHhZ1cSWjoGbN70DmVocFWm2y1ITZ1CWAFmTI0Ei0Qr9RjpSpXa4otIDR0ptKIFio7+dJOvhwvVoVqK9HQhVpLqLZSTSBpSKi12HI91YJpZKZaiF4slgRIaOqxcj1arOyWqtFSdbdci1fqbL3J1ppMrcnWmmy9xdaa1KMyXm3Eqw2urokaFFtwt1zbOC5sZAvRUnW3VN3Ol7fz5WipxtRa1O+L1+Bupb6eK4SPcxu54m6lHq+3YrVGtFKL15tsQ9sqlsPHuVi1oWBLQRZTa+0UK7vlOt/QRQ1xdS1ebQhNQM+NVbCVgkQEiNX0uK6LpiGdniTa7V0dbDeaUU1jEOKIwWG6r4gI2KTnaVI3H3ruA4cQjzGHEAshA3QGABYi6unOAkR96FmIWYx5YgiWKZoGjxGn62yryTbrotZMY3RkmUeGkapVwsnEZ48fvbMUeicY+H490jSNi+n0pWsPXzwbPH86evn8xfiCshZn6vnyynT63zpr+UmpxT/t0/GmrjfzHM99ZU9eTMYXjj32nBfO5JkzGdnjCkbfb2zeDIau37r12aPH7NHxESaKpsWLJaHRkBAWAYw3W/GWRnuXgZhFlxowzBDEYMggyCLEIchhKCAkQixCJEIoQigCJAIoApgEKAVwSkdJHSYAFAESdCgCmIA4AbEIoQCBgJBA2RIEnKaxzSZXb7D1htDSEjqQMFYNM9Nupy0rBRHXbLKNJt/SRQ0kdJDQYUJHCVoQwkmA2UYrVqnzTU1B5p7RVYmVAlhogoQGJUhkZEiASBCnABJbQGjqKf/qjrZKLBkZ9K8UwDIy0oapYEOCWIJEQYaCDAkSCWIJIhkSeR6WIJIAkQChh54pxJKwkYIkCYmETBmbMjYlbErISiEzhUgSkiQgEjIVYinESkGDa+pMrck3dRmZaaOjEkuCJKnhpIZTOpYAkaCZAkZSRykNywDLAMs6lHSkQENFpgqxpIFEQ0u1gAKJDHCyqSebQAFYATjZBKkWUBFRIZE0KGlQgViFRAZY0rEC0Z5hHbZP9412SgNCvZFotiQdqghnsJEhpoqIAlEaG4fWyaF1kkZEBkhFhooMGSAZoDQ2VWikWlDSUBqZGWzJOk40dLGuKYAcWid7pM1Xm7uFCl9vZYz20UnvoH0iI5zUoYJNBZsJDXD1ptDQFGwenZztWR2u3mKqdRnitGGJTcBU62JLU4mRNtoyMhKaLjRbogaTOhI1XWxqCQ0kNChqekqDCjIy2ExjQwYw0dSSLU0GUAYo0dSEejPV0hWIZYAkHaoIqQjJOpR0qECsIkJbtGdYB2Y7jYiiowwy9omZQUTVkaxBWYcyQDIkCjJUbCjIUCFJI5LGJI3NDDbT2FQRkXUs61iBJI2IDHBKgykNSDpItYDcgmlA9rGZhkQF5IBYh2Y7rWOpCTLIODA7CjLEpp5oAQWTtGGp2ErpSGzpKYAVbEoAiy2NvqrYVImZAijRAvRaGhkRCZAUQCkdJnWY1JDYAjR9UoNJDSV1nAJERoZKLHo7kdDU+YZGR4eCTRmbMjIoJDQoalCCxp7ZTZN2UkeJFpQgSRvtjNmRIOEbGl/XEi2YAph+rmAzCTGvAR6CpEFShiEizAPE61CASEQkgbAIkKijBMCijgWdrj6RCJEIoAhhwp9AwBxgAs7TACQA5G8HxjhhGAliiBBxrRZTb/DNhgT1fYIPCcnoulSpSpUye3jw8b07f/Xzf/zbhWv311YLzfrJaEDnwwt78mp88eLi1cvxxcSeOJ47nXo/nlH/8Ln63wZr8TzPpZvtp1PXm7q247y8ePX81ctX9sSeeeOp1x721NzRVw8fvPX+L6/f+u3dSPig2Wr1+s3+oNbrFU9Oct1u7vS0OBwVz5/lhqPDfv94MMydn+eenh+fj47OR0ej4dFocDzqH48G2dEoOxpkh/38YFAYDAuDQWHYLw4GxcGoOBgWB4NSf1juj8q9YanXL/b6hd6g0OsXB/3CcFgcjoqjUXE0LIxG2cHweDA4HvTzw0FhOMj3esenOY97vQAAFcNJREFUp8cnJ8enp/lerzgclM9H5fPz0mhUGAzyfQr9wqBPw7leL3t2VhgMSqNRcTAq9IeV4dPq6FmxN8yenOXPBuXheWlwnj/r58/6pf6oNBgW+4PSYFganBf7w8JZL3/Wy58NCmf9Qq9X6PULvUH+rF846xX7g/LwvDw8L/YHhV4/f9bPn/XyZ71Cr1/sD4r9Qak/KPUHxd4wfzbInvayp73cWb80PK8+fV4YjI66p0cnZ4X+sDAY5XuDwmBUPn9WGIyOT3u5s0H12fPqsxel4dP8YFgYjAr9YaE3zJ8Nir1hsT8s9UelwXmpPyrSwOC8PDyvjp7Vzp9Vhuels16p168Oziv9UfGsVxkMm09f1IdP8ydnuc5J6WxQ7Z9X+oNyf1Dpj6qDUWUwKvf6xdN+pT+snz9tPH1eHZwXTnrZTrdwelYbPa0NnxZOz3Ldk3J/UD9/Wj9/Wu73c51utt0pnJ6We4NKb1Q66xdPe+X+oD56Vhs+LfX65f6g7n/bz3XOiqeDav+8OjivDs5rw6eN8+f183lB7dP8Sa/YH1VGT6vnTyuj89JgSPGcP+sVzvrF3qDQGxb7/VJ/UB4+rQzPi/1BsTcoD8+r588qo/PSYFDs0V44y52e5U57+bN+oUe7YFg46+dOz3InZ4WzfmV43nj6vP70abnXL5ycFc961eGofv60OhwVz3qF07PKYFgbDku909xJJ39yUukPGrTJvX7h5LTc61cGw2Kvnz85LZ31Kv1htT+o9AblXr/SH9bOn5aH50ed7p5hZrsnteF54+nz2nBUOusXTnqls36lP6z2R+XesNwflvuDUm9Q7g2rg1FtOKr0h+XesD48b46e1gajytmw2h/Vh6Naf1Q5G5TP+qVev9gbXJJisT8oDUbl4ag8HJaHo/LgvDwclQZDSsD5s17+tFfsDUr9YaHXp2RZGoyKvUGx1y8PR9XRs/JwVOz1i/1+eXheGT0tD8+LZ4PCab/cH1VHz8qDcxpuPH3RePayNnpW6g2LZ4PK4Lw2elYdPi33RzRldfi01BsWTvuF035t9Kz57GW5PzqyukftbrE3qAzPK4PzyvBpeXBeGowK/WGu18/1e4XBoHT+tHz+tDgcFfrDgk/Mo2J/mD8bFHrD4uC8NDwvDkbF/qA46Bf7cxjQaWRQHAyK/WFxMCwORsXBqDAY5frDbH+YG40K50/zw/Nsb3B0enZ8elo461UGg/pgUOv1KicnlU6n1TtrnZ1lKuX74bW3f/XLv/rHvw98/GH68ODZq5fT2cybzcbO5OXFq4vJ2HH9e8N+792+f+DzR8ZafuKh3MXxPGfqOfQKmIvxq+cvXzx/9fLZy5fd3hkvJW/88hf/y5/+b3/+l3/x208+Wo7usHsZdn9vS5Y2UqkNWdpQlXVVWVPUFUVdUdWVdJrCaiazure3nMksp9VlVV5R5RVVWVHVFVVZUeVVRVlT1DVFWVPksKyEZTUsK2FZjkjKuqSuy8q6LIclOSypYUkJy/KaoqwpalhVw6qypqqrirqiyCuKvKoqYVVdU5RVWV6VlVWZ5qmEVTWSTkfUdERVw4oaVtJhRVlT5DVFCSs0RgmrakRNhxU1IqvrSmZDzUSUdFhSIrK6rmbW1UxYpqX7dQvLSuQyLMlhSQlLckSWI7ISUdIRRY3ISkRWIooaUdSwrERkWn85LEmX+fjpZXWelRKWlYiajqjpsKquycqqJK9Kcljx67+mKKuSvCJJq5IcSacvI9cUZU1WwpJCK3wVwrIapmFFXVfT62o6rKhrshSW5XVJjUjKmiRFZGVDyURkdTUlrSRT4ZQckWj1lHVZDUvKaiq1mpIisrqhZtbV9LqiRlJ+X0QUdUPJrCvpNUleS0kRWV1X0utqOiIr4ZS8lpTWJDmiKBtyOiIpaykpLMubamZTzYRlijElIqfXJHU1pYQlJSJd1jy9rmTW1UxEyUQkNZJSwpKyJqtrFFGSHJblNUmhdaDdEZbViKJEFIpbH58RRY3I6Yii0viIrIYleU2i31KcqOtqOqKoa368HKZdpijhlLyWktckifb1+ry71xVlQ1HCSmpVTq5JqYgsb1DEStJaMhWWpLCihCU1nJIjKWldUjZkdUNJr8tKRJIjihpW1NWUtJxMrUlyRE3T0iOU0hQ1otBK0sorEVmNpNSIpKzLyvq8RzZkZUNS1iVlXaJhdT2lrkvKuiyHU/KapFyS6FVyfTOshCV5TZKu0IkUlhRKq7RbI0o6LCtrkrQmSeFLQkopkRQdlel1SaXhTSWzqWTW5TSNXJfUDTm9ceV1XUpHUv63m0pmS93bkNORlBJOyhFJ9UFOR5R0WFbDkromKWuyElbUiJqhozIsp8NSJizRBMpaSg5LSkROryvpiEzHmvz74I3hEFbUVSW9omRWlMyyqj6RlceS/DiVeiKl1mQpIsvrshxJJddEfo3n1kVhM5HYSSafbG/9IrD4v/6HP//3f/an7/3m16woGJ02vep4YtvunJ94802UVxnMHz4p/9tgLTN66rHn2p5r041Btj2+uHj18uWLs7OzUrn86Mnjf3r753/y53/2n/7y/7z2y/d+88Ht33704ftLoZuLizcDgXeXlt5dun0jGHo7EPh5YPGtUOja7dvXbn/w9tLtt0Kht0Kht4Kht4Kht4PBt4PBt4Oht+fha8HQtUDoWiB4LRC8HggtBEILgeBCILjwE+HrwdC1YOhaMHjtzW/9V/+v0LXg0tvB0NuBwLXF4PXF0EIgdCMUuhFauhG8vRAIXQ8ErweCC4GlG8GlG6HQQiB0fTG0sBi6EVi6EVi6sRhauEVfQzcDt28Gb8/jl24shm4sBm8EQn7Ah9evNwNLNwOhm4HgzcAb8T8VvhkI3QyEbgRDN0Khm6Glm6GlG8HgzVDoZih0IxRcCAZvhELvLC3dDIUWgsHrgcBCMLAQDNwI0eYEfQgEbywGbiwGaLl+6YHAHIJzNAavB4PXgsHrwdBCIHQ9ELpG8bAYuk4RGwheXwz68cHgQjB0bTH481u33rq1uBAM3QguXQ8Gry0Gr90KXg+EFkKhG6Elms8cn6GFq+Hg0vVgyC9rMUi76UZw6UZw6XogeG0xcO1W4Ppi6Hpw6Xro9kJw6bqfVej6Yuj6YuhaIHQ9uHQjdPtm6PaN4NL1xdC1W8Frt4LXFwPXF4MLi1fIw38NLgQCP6ScW8EbixQ/P8T/zUDonWDoneDSjUBoYdGv8/UrpOiHaXGB0EIwtBAKLQSDC4HA9WDgWihwLRC4HgguBEMLQb93ri0GLsn4+mJgIRC8EQzdDC3dCIauLwau+UgIXQuGrgeXKMKvLQauB0I3gksLodAcvYFriz7+X+MzGLoRXFoIBBcWAzdo+kBoYTF4IxC6GVy6EVi6ggdaydAcJ8GFxSvhQGghsETxcyMQovCDby8jrwcC1xeD12/NR5A/CoILt4ILi8EbgSU6EBZuBRduBW8Glt4J3r4ZWJqjlyI2tPCa4EOXf70Tuv1OcOnGYuj6reC1384xHAgtLPq9f1mcX+HF2wuLS35DFoM3Fi+HWPDG4pzOX4/HHwzM0I3F0EIgdC2w9Fbw9s+DSz8Phn4eDP08EPx5IPBWMHAtFFwIhRZCwYVAYGFx8ebi4juLi+8GAu8Fg79YvPXOb3799rvv/NXf/pe//Ou/vv3Rh/uHB0+fP7Md255M6A1YlJFc3aL/31nLlWc6nbru1LFnrjObulPPdezxq5fPXzx/9urFi5fPXwz6A4xxpVY5ymUPssfHhUKhVq20mlVdrwFYg6gGcQWikg4KOigAUISwhFAR4QLCeQhzAOR1UNBhAYACAAUdvg4DWNBhUQdFHRR1WNJhSQclHZR0WJzHl67EF3VYvPJt8fW3oKjDEqCASgAVASzqoKiBkgbLOqwAVIW4CkkF4LIOyzqqAFwBuAJQRYOVFqxqsKajqoYqLf+1qsGqhmq6D1WNAqxqsNKClRaYw5VXDVY0WNFARXsz/ifCfm46rEBUhagKYBnoFQAqEFQgqCJIAxWg00AZ6OUr4QoFXa9oWkXTqrp+CTSmomllTS9poKiBoqYXdUBRVLyC3qIGfn88DQNA40s6LGh6QbtENfhB+pIOizqgaUo67QVY1GFRA/Ov/K6kyfItvaCBMkRliEsAXeZT0CjoRR2UAa5AXAawqIOSBksaLGmgpL0ZblHQSy29NO/usg79vzRQvuyLK+GqBqoaqGqwrIFSCxQ1UNKhTzM68EnIb7JO/y1BSlE+Gucp4Rx1YI4fePXfCkRlAAuanm9pBU0v6rAMLzMHfoyPq8u2X+0RP1wGiJZe0mAZoJIOaa0qAJV1RFFRnre9rP9+XFHKL+uwrIEyTa/B1zikn2vQx5sOSxostq5+iMoaKLb0kgZoPiUNFFug2AIVHVYBruj+t5UrdXhdUEsvNvWyBqsAVwEqa6DQ1ArNOXr99D6x+Z/48WjeCljS6F9gDnpZ18q6fiUGXG3dZT4FAPMQ5REuYFIgpEhIEeMiRiWMyxhXCK4SUiNGnRh1QmoY1SCoaK1cubJ/nN0/OiqWK8Q0Rk/PLybjyXgyHo8nk8mPr5P/b5G1/JQB30eE581cd+q4U9edOa5r25OLi4tXr+yLses4ruO6rjubzaazmeO5Y8e+sCe251L8TWczZzazZzNnfqSlO5s5c3Cv/P4UuD+Cf+Yvdzaz58VdxvjnaP4++ON6pnMcXj5XX6+26F/Yxuk8E/dK77g/6pGrf12NnP6L+9d7s49+kPL3dvGPq+T+BGF4bzbc+2fhEi3ejz78KQR6VwLuT2Dj94bd39dM700k/CDB9EdN/sEn7o8w5r2Z4Go9f9yWfyF4P2r1D/6aXcHM7EfV9t7E1fTN9D8u6Me9M30TP96PmnmVSKa/7/N/OdCsJrMZvVZyMp9DJvNI+wrBe7OZPZuNp+6F67wYT16MLy7siTv13Kk3ceyJbV/eGT8ej23bvnqp/H9nLT9iLfTQyfmN0FPXc23HHk/s8WQyHl+8enVxceE4zpTehezYE3tCD9JxHGdi26/G9sXEnjiu7U1tb2q73tjxxo43caa2O7W9qe3NbHc2cacT17Pdqe3ObHc6cb2JO524M9ud2lfibdebON7EmU4cz3Y9253NwbOd6YSC60389DPHnTruzHGmju3NYera9EyB+Q0LjudMPHcydX2fwenUnnmTqWt7njPznJlrT13bc23Ps2eeM/Mcz7U9msB1PNeZ+skcz7Wnrj1zbXoY9BthmsZ7HZjNM5/N6+Onp2n8eNt1bcd1HNexHWdi2xPHnriO4xPwZGJPJo4zcV2Kb8dxbMexXYe+2o49cWzbsW13Hkmzch3btR3XduhJozTadj3HnTnejF4TSq+l8HFL0ejO5vEevV/Bnc5sd2Y7U9uZOt7U8WaOO5v30WXKqePRZH6XOR7tSncyJwPHv7NhartT208/r4M7dV6TAQ1MbWdeBK2zf2vG1PHBm8PUcWZXYl4HXD9+SrvsSnh62d20XzzHp5bXNfTr7NOY7XgTx523juLVvdJw/983v/XvqPCxPSdvZ56t484cb57e8Wx3Sm81dNzpvOE+Kq7WynGmjjt1aHe4U9eduu70NR7cmetO59eLTC/x4Do/iqfDxKEKC8+2PdeZ+hi2PceZ0vPj52lmLsWDN7U9z3anE1ofz3W8qevOHMdzHNdxPNedue7UcVzHofFT23Zt27Vtz3Wnnjt1Xb/jXHfqeTOaZuLQETCbU+DMtj3bpnem+Nem0AbO8/fmJTr+p477JniOM7sEH/ne9MKbvvK8V970Yjq9mE7H0+mF571y3QvPvfDc8dQbe+6F67y0xy/HF68m41f25MKxx449ticX4/Gr8cWri4vxZDyZTGzbpr+u60zfvMz3X4XB/NthLdOpf2I0vUTScz3XdpyJPWctY8dxptOZf/on3WJJT2pzfDWj6x+979LzKz33Mmb+6k1db0rDl6//VfDmZ/27nj+QfJj/S/cs+RWgp2c61I96egn0YDnXdj16tqY7nTlTz/Zc2/UcmmDq2u7U9mbOdOZMPcfzfD7peY7vQOeD+wZcLeX1daZvgp/4/27vyrbcBmHo//9wJwm6lz5oQSz2ONOcTjPlHj8QjEEbEji2ZQ9JtJaerEAnJYx659CniKAU0ekuAhFNg9e49W2lEadi0sEEFNIfYrHXYjW1BAhpefKMFy1Dr6D6AmvDqgoFmAQOfUYmLlRKvOf4VKy/XWY55mwswM0DjHG1zdg/a28S7Yj21jNYxF77ZW9yUeagOyXetNP0Enx1NaQ/Udkz7h/DVaaijJBY9CNOeUi1NDZVNaIZpnpO0dRBd9Mc2mhw6vQYn4RP9SGHoAGi+cqVZicGFUlEIrTUiqoIgUDUZag30PW7ax3sPxYczleTC1ZzNRUCN5vetCTLpMIz4Lp8NEVhAWKKtryFkQPSEqyAhLlB/Uu5EMJu8yS1SmUhHoQmpxLyDvl43G+Pu+qnQG73+6+Pj9vtVoq4NZhBLPzqH+BtQkvGzLbeEtO6KEeL/rPI/mV9fzSC0ZSVAhSJPMct1bEgkucsU0zz0C33bRJmFdK+rklOaXnmUGoRFJaVWTv3Kegm40l+hqFnAs5xdNWyPgiOHBC5bEmm2dVbLolgjstyGzHKnBJODI3zoy+Z1BBpfxV8tqtXEFKGq2K4mZ6l3Kjq8Oza5l2zeXQ3WIhK98Akab5do1yun8eFbtlZsTidWHBaprcZBu6Wgj2xgSMhLK89uipPmfNyTEeTHhkZZN2mCJ8UaVAJ3tWPk0iPmIqX7ZR/+7aJrnJYEmo0K4BH116GB1IVc/61sD5YS17fDWqJox9LKUe1pLqdCWkhjE3oUavRnayupRxZ42te+i1Dy4zFrViayFkrablakBaPJjJbsYRTVs3T7q2lGNMFqFV0uRJaOoXNnbQ1SDd/am+jPPUCqQYiBbB7sMf3rA8pP3F/c30mcyjXFPJDEc8enah7R5/rw1vls7nyoAcLJDZXx3LxVSCdu0WfmYbFiJVSWSotG138nIJNlu0l7eT5r9F7chLOqNgz+ok7d1KjMAd5Tr0tHGjE8ovm2p2aZlDeXc9cH506qqfH1GA/lwelx89eUJas1vI2UtpWcewZWIeW1tWToYUAoP8lE5kkzxFi/+m0QOISaPv8ZFouKLpXzGu7NS47Y8MPCS0zzNn15fCA8/p2VCioC8DDUP4OUGv+bio6/FvUdMiymssvkCRoPsl2Hl7+izKZeXnx+Fe2L1e7OpX70anPVJXPn4ticdYn1HxcGHnNmeiL3pcuTzuwRJLdsrRbqvZEk+1D4Mu5eS0y8PYpnvXAPza0nOOCJOlLqSttNzY2Nr6GP3YxNfZ8GkjmYxFanh7kSezQsrGxsfHGSGFjh5bvxks1u7GxsfFt2KFlY2NjY+O/wA4tGxsbGxsvxm+W5rnuD0ip1AAAAABJRU5ErkJggg==" /><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Daftar pustaka </span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><a href="http://andisuhendri.blogspot.com/2010/11/manajemen.html"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); font-family: "Times New Roman","serif"; font-size: 12pt;">http://andisuhendri.blogspot.com/2010/11/manajemen.html</span></a><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><a href="http://blog.re.or.id/definisi-manajemen.htm"><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); font-family: "Times New Roman","serif"; font-size: 12pt;">http://blog.re.or.id/definisi-manajemen.htm</span></a><span style="background: none repeat scroll 0% 0% rgb(246, 246, 246); color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: .2in; margin-right: .2in; margin-top: 3.0pt; text-align: justify; text-indent: .3in;"><br />
</div>Ahmad farhanhttp://www.blogger.com/profile/13499924370060531557noreply@blogger.com0