tag:blogger.com,1999:blog-75335531401277212512024-03-23T12:13:51.099+02:00Ympäristöalan kenttä- ja laboratoriotyöt - Savonia ammattikorkeakouluTämä blogi on tarkoitettu ympäristötekniikan tutkinto-ohjelmaan kuuluvan opintojakson maastotöiden raportointiin. Työt keskittyvät pääasiassa luonnonvesiin (pinta- ja pohjavedet) liittyvään näytteenottoon ja hydrologisten mittausten harjoitteluun. Opiskelijaryhmät kirjoittavat tiiviitä kuvauksia tehdyistä töistä, tuloksista ja niihin liittyvistä tulkinnoista. Julkinen blogi toimii samalla myös vertaisoppimisen välineenä koska aiemmin tehdyt raportit on saatavilla aina vuoteen 2016 asti.
Teemuhttp://www.blogger.com/profile/06589452290279235980noreply@blogger.comBlogger350125tag:blogger.com,1999:blog-7533553140127721251.post-24915270979279685672023-12-14T14:28:00.000+02:002023-12-14T14:28:17.364+02:00Group 1 : Lab work and analyis of our samples <p style="text-align: justify;"> On November 14th , our group headed to the lab to analyse the sample we took in Pieni-Valkeinen lake. From the sampling to this day, our bottles were conserved in friges at the lab. </p><p style="text-align: justify;">The group splitted to do all the analysis in one session : </p><p style="text-align: justify;">- Solid Analysis - </p><p style="text-align: justify;">The goal here is to weight the amount of organic and inorganic solid in a given volume of our sample. The method used was through filtering, pumping the water, dry the filter and weight the result. </p><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLZtdtUXRJIG3xeFxTIirszGVr2vhKnP1_vtu4MP6Ygp6l1IyYpJNLto45Ke06Y-QN7TdVqD4SYCyqATelkoMtSG95Sw2NwwTyUOgS6h8EWKRRnKMepJ1Jm-aXOpxt7EkK2HSNy19hN7J4T8Fq-A4dzzfqY48IAnw0fpu1wyKrHy9mzxhKGZu6ebM1aFo/s2016/solid2.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2016" data-original-width="1512" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLZtdtUXRJIG3xeFxTIirszGVr2vhKnP1_vtu4MP6Ygp6l1IyYpJNLto45Ke06Y-QN7TdVqD4SYCyqATelkoMtSG95Sw2NwwTyUOgS6h8EWKRRnKMepJ1Jm-aXOpxt7EkK2HSNy19hN7J4T8Fq-A4dzzfqY48IAnw0fpu1wyKrHy9mzxhKGZu6ebM1aFo/s320/solid2.jpg" width="240" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Figure 1 : Drying of filters in heating cabinets</td></tr></tbody></table><br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5BuaN4CXPkg-IKhlBhGCJwWRTMRs8bVX3ylFn7qf01X3uNbYo3u7sbFScKUmuymE9xipi-hGAVRZ-mIedvWTpXmCh5WjybqpbWMfb8nWrD421Qg4j-xCXd-TNuds0z9ndSPRP5Orn4aMS5PcFt3QV3DMTfh07X9aFRAhR7dwgldv2klpCAmXBgvcVeQs/s2016/solid%20analysis.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2016" data-original-width="1512" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5BuaN4CXPkg-IKhlBhGCJwWRTMRs8bVX3ylFn7qf01X3uNbYo3u7sbFScKUmuymE9xipi-hGAVRZ-mIedvWTpXmCh5WjybqpbWMfb8nWrD421Qg4j-xCXd-TNuds0z9ndSPRP5Orn4aMS5PcFt3QV3DMTfh07X9aFRAhR7dwgldv2klpCAmXBgvcVeQs/s320/solid%20analysis.jpg" width="240" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Figure 2 : Weighting the filter once it is cooled of <br /><br /><div style="text-align: justify;">Our group only had one abnormal value - a filter weighting less than before - we tried to understand how it happened. The values measures are very small so any errors or imprecisions are fatal. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">- Turbidity and nitrate nitrogen measurements - </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO9q5GjjqdK0vnY_ce_dOnffephYghUJaUXn928AkD6n7Iz_oyCunMvtpTDaFU-XFaecMXQOcbefC073sXWjlHvpg4rjEwtsv5woddtim7n18ql7Y2xZpiaYAmC7Uls_t4mQRbF091bQjLqghmNHo2ATR-niLtzEzAppVpoFMsA9YMdbakQMvrqi9F5Po/s2048/turbidity%20meter.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2048" data-original-width="1532" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO9q5GjjqdK0vnY_ce_dOnffephYghUJaUXn928AkD6n7Iz_oyCunMvtpTDaFU-XFaecMXQOcbefC073sXWjlHvpg4rjEwtsv5woddtim7n18ql7Y2xZpiaYAmC7Uls_t4mQRbF091bQjLqghmNHo2ATR-niLtzEzAppVpoFMsA9YMdbakQMvrqi9F5Po/s320/turbidity%20meter.jpg" width="239" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="text-align: justify;">Figure 3 : Turbidimeter HACH 2100N IS</span></td></tr></tbody></table>Turbidimeter HACH 2100N IS is doing all the work for us in the measuring of turbidity. There was no problems in preparing the turbidity cell. We just had to be a little patient because it took a while to stabilize ( well it never stabilize but rather oscillates between 2 values) </div><div style="text-align: justify;"> <br /></div><div style="text-align: left;">For the nitrogen, we followed the instructions on the package. Every workshop were well detailed in english also. </div><div style="text-align: left;"><br /></div><div style="text-align: left;"><!--StartFragment-->
<p class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-GB">-<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;"> - </span></span><!--[endif]--><span lang="EN-GB">Ammonium
nitrogen and COD analyses<o:p></o:p></span></p>
<p class="MsoNormal"><b><span lang="EN-GB">Ammonium
nitrogen analysis : <o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"><span lang="EN-GB">During the lab work we realised the
instruction on the LCK 304 analysis kit. Those consists on add some reagents on
the sample. We used pipettes to add the good quantity of reagents and shacked the
sample. We felt a heat after the reaction and we put the sample in a hoven for
many minutes. After this we put the sample in the spectrophotometer to
calculate the amount of ammonium nitrogen in water ( mg/l). <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"><span lang="EN-GB">The amount of ammonium nitrogen is a water quality level. A too big amount of this can disturb the ecosystem. It can be a toxic for wild and can be nutriment for some algae. <o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"><span lang="EN-GB"><b>COD analysis : </b></span></p><p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">For COD we realized instructions on the box HCK1414. And same as the previous one, we had some reagents in the sample and after, used a spectrophotometer to analyse COD. </p><p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">An big amount of COD in water has some consequences on the ecosystem also. It's a depletion of oxygen, caused by polluant, and disturb the aquatic life. A big amount can give a bad smell to water. A big amount reduce the high quality of this. </p><p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">- Total phosphorus and color analysis </p><p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">Same as experiments, in the manipulation we followed the actions explained on the box, by using reagents, oven, and spectrophotometers. </p><p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"><b>Total phosphorus : </b>A big amount can disturb the ecosystem also but phosphorus is necessary for plants to growth. If there is to much of this, it can create an eutrophisation, an over nutriments of plants. An dafter that have many consequences of ecosystem. </p><p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"><b>Color : </b>Measuring colors is important to see if the water is not contaminate with organic or solids matters</p>
<!--EndFragment--></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div> </td></tr></tbody></table><br /><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><p></p>Audrey Saintfélixhttp://www.blogger.com/profile/18324665789104520009noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-89933783988088050932023-12-09T14:57:00.000+02:002023-12-09T14:57:07.900+02:00Ryhmä 6: Laboratoriotyöt<p class="MsoNormal"><br /></p><p class="MsoNormal">Laboratoriotyöt suoritimme 7.11 Savonian laboratoriossa.
Käytössämme oli 9 eri vesinäytettä, jotka olimme aiemmin syksyllä ottaneet. Vesinäytteistä
analysoimme kiintoaineen, sameuden, nitraattitypen, kokonaisfosforin, värin,
kemiallisen hapenkulutuksen sekä ammoniumtypen. Jaoimme ryhmämme niin että jokaisella
työpisteellä oli yksi ryhmän jäsen.<o:p></o:p></p><p><b><br /></b></p><p><b>Kiintoaine</b></p><p class="MsoNormal">Kiintoainepitoisuuden määrittämiseksi vesinäytettä otettiin
noin 500 ml joka kaadettiin imupullossa olevaan suodattimeen. Suodatettu
vesimäärä sekä suodattimen lähtöpaino kirjattiin ylös. Imulaitteiston
tarkoituksena on saada vesi liikkumaan nopeammin suodattimen läpi. Kun kaikki
vesinäytteet olivat suodatettu, laitoimme suodattimet uuniin kuivumaan 105<span style="background: white; font-family: Georgia, serif;"> °C</span>
tunnin ajaksi. Uunista otetut suodattimet punnittiin ja saadusta tuloksesta
vähennettiin suodattimen aiemmin mitattu paino. Jäljelle jäävä tulos on
vesinäytteen kiintoaineen paino.<o:p></o:p></p><p><br /></p><p><b>Sameus</b></p>
<p class="MsoNormal">Vesinäytteiden sameuden määritykseen tarvitsimme HACH 2100N
IS turbidimetriä. Vesinäytteitä laitettiin kyvettiin joka sitten laitettiin turbidimetriin.
Jokaisen näytteen kanssa joutui odottamaan 5 minuuttia jotta tulos tasoittui.
Tulokset kirjattiin ylös yhden desimaalin tarkkuudella. Tärkeää oli muistaa
puhdistaa kyvetit eri näytteiden välissä sekä vielä huuhdella muutaman kerran tutkittavalla
näytteellä. Menetelmä perustuu valon läpäisevyyteen tutkittavassa nesteessä ja
tulos ilmoitetaan NTU yksikkönä. <o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><b>Nitraattityppi<o:p></o:p></b></p>
<p class="MsoNormal">Nitraattitypen määritykseen tarvitsimme LCK 339
analyysikitin sekä HACH DR 6000 spektrofotometrin. Aloitimme pipetoimalla 1 ml
jokaista vesinäytettä LCK 339 koeputkiin. Vesinäytteen lisäksi koeputkiin
lisättiin 0,2 ml reagenssiliuosta. Pipetoinnin jälkeen koeputket suljettiin huolellisesti
ja käänneltiin niin että liuokset sekoittuivat keskenään. Sekoittelun jälkeen
odotimme 15 minuuttia ennen kuin suoritimme näytteiden analysoinnin spektrofotometrillä.
Saadut tulokset merkattiin taulukkoon. <o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><b>Kokonaisfosfori<o:p></o:p></b></p>
<p class="MsoNormal">Kokonaisfosforin määritykseen tarvitsimme LCK 349
analyysikitin, lämpöhauteen sekä HACH DR 2800 spektrofotometrin. Aloitimme
pipetoimalla 2 ml jokaista vesinäytettä LCK 349 koeputkiin. Tämän jälkeen
suljimme koeputkien korkit ja kääntelimme niitä niin että korkeissa olevat
kemikaalitabletit imeytyivät vesinäytteisiin. Sekoituksen jälkeen veimme koeputket
lämpöhauteeseen. Lämmityksen jälkeen annoimme näytteiden hetken aikaa jäähtyä.
Jäähtymisen jälkeen näytteisiin pipetoitiin 0,2 ml reagenssiliuosta. Pipetoinnin
jälkeen vaihdoimme koeputkiin uudet korkit ja sekoitimme niin että
kemikaalitabletit imeytyivät vesinäytteisiin. Odotimme 10 minuuttia, jonka
jälkeen analysoimme näytteet spektrofotmetrillä. Saadut tulokset kirjattiin
ylös.<o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitbPdL038UOTxtaaS5eyGcTYyOYVzpY_yjaZwcDAhXSPaWTgYgH1ooEymsfBFceaGX6Up7Tlk0BIu8bbO7qBNhOj49C6t4PShXJCA_mCrE06zcZ4D455Glu2ESJw_4A0sRJAlVAVWAtJjqmAzoV99N6mJJ-dtmHFPtyG5eQOUawRBvj26SSBfv5trgLBI/s7141/fosfori.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7141" data-original-width="6936" height="440" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitbPdL038UOTxtaaS5eyGcTYyOYVzpY_yjaZwcDAhXSPaWTgYgH1ooEymsfBFceaGX6Up7Tlk0BIu8bbO7qBNhOj49C6t4PShXJCA_mCrE06zcZ4D455Glu2ESJw_4A0sRJAlVAVWAtJjqmAzoV99N6mJJ-dtmHFPtyG5eQOUawRBvj26SSBfv5trgLBI/w428-h440/fosfori.jpg" width="428" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIgzI8KSwYJFRdQggFCVUVztIWYgIIJ3rU0xqO7mQLmejNsf6JEeWGtt-pdsLZJsNG6nJFRqQIlVlteKvbtoKt_gdv5Ge88P2f-C1VzAjOGFD0QDUhIuhnWJygupfrr3h1FIDSZ3H95f58DvwgVQ-Ebsr1gwcRHztl2qhhi9awqMKKW0n5Bup6LkfODvA/s7286/L%C3%A4mp%C3%B6haude.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7286" data-original-width="6936" height="447" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIgzI8KSwYJFRdQggFCVUVztIWYgIIJ3rU0xqO7mQLmejNsf6JEeWGtt-pdsLZJsNG6nJFRqQIlVlteKvbtoKt_gdv5Ge88P2f-C1VzAjOGFD0QDUhIuhnWJygupfrr3h1FIDSZ3H95f58DvwgVQ-Ebsr1gwcRHztl2qhhi9awqMKKW0n5Bup6LkfODvA/w426-h447/L%C3%A4mp%C3%B6haude.jpg" width="426" /></a></div><br /><p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b>Väri<o:p></o:p></b></p>
<span face="Calibri, sans-serif" style="line-height: 107%;">Värinmääritykset suoritettiin Hach DR 2800 spektrofotometrillä.
Ensimmäisenä kaadoimme 10 ml ionivaihdettua vettä yhteen kyvettiin jolla sitten
suoritimme laitteen nollauksen. Nollauksen jälkeen pystyimme määrittämään
vesinäytteiden väriarvon. Jokaista vesinäytettä tuli kyvettiin 10 ml.
Näytteiden välissä oli tärkeätä puhdistaa kyvetti huolellisesti. Saadut
tulokset kirjattiin ylös ja merkattiin taulukkoon.</span><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtBHw7fk_byIuJffOTe8MizOvk65Ev9cpj9NToRRsDyf-k9eEH-NQNPp6f7fBd5VJNPmBmexlrXzRuIrUN3CBQEBPQ_Yw0_lgD2tfib9Q0zsu9eg5Lo25HsgBZGwuIxZmRFkgcHD5hmq5mzUlADq35fbVu4Tf8SJHE9xMjhZo7i7Er6vqIuSm_Nc5rWek/s6936/V%C3%A4ri.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="6211" data-original-width="6936" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtBHw7fk_byIuJffOTe8MizOvk65Ev9cpj9NToRRsDyf-k9eEH-NQNPp6f7fBd5VJNPmBmexlrXzRuIrUN3CBQEBPQ_Yw0_lgD2tfib9Q0zsu9eg5Lo25HsgBZGwuIxZmRFkgcHD5hmq5mzUlADq35fbVu4Tf8SJHE9xMjhZo7i7Er6vqIuSm_Nc5rWek/w434-h390/V%C3%A4ri.jpg" width="434" /></a></div><br /><div><br /><div><span face="Calibri, sans-serif" style="line-height: 107%;"><br /></span></div><div><span face="Calibri, sans-serif" style="line-height: 107%;"><br /></span></div><div><span face="Calibri, sans-serif" style="line-height: 107%;"><b>Kemiallinen hapenkulutus (</b></span><b><span style="background: white; font-family: Georgia, serif; font-size: 11pt; line-height: 107%;">COD</span><span style="background: white; font-family: Georgia, serif; font-size: 7.5pt; line-height: 107%;">Cr</span></b><span face="Calibri, sans-serif" style="font-size: 11pt; line-height: 107%;"><b>)</b> </span><b>ja ammoniumtyppi</b></div></div><div><br /></div><div>Kemiallisen hapenkulutuksen ja ammoniumtypen määrittämiseksi
tarvitsimme LCK1414 ja LCK 304 analyysikitit, lämpöhauteen sekä HACH DR 6000
spektrofotometrin.</div><div><p class="MsoNormal"><o:p></o:p></p>
<p class="MsoNormal">Kemiallisen hapenkulutuksen selvittämiseksi vesinäytteitä pipetoitiin
2 ml LCK1414 koeputkiin. Koeputkissa oli valmiina reagenssiliuos. Koeputket
suljettiin ja niitä vielä sekoitettiin. Sekoituksen jälkeen koeputket vietiin
lämpöhauteeseen 15 minuutin ajaksi. Lämpöhauteen jälkeen näytteet sekoitettiin
vielä kerran ja kun näytteet olivat kirkastuneet, vietiin ne spektrofotometriin.
Spektrfotometrista saadut tulokset kirjailtiin taulukkoon.<o:p></o:p></p>
<p class="MsoNormal">Ammoniumtypen selvittämiseksi vesinäytteitä pipetoitiin 5 ml
LCK 304 koeputkiin. Tämän jälkeen koeputkien korkit suljettiin ja niitä sekoiteltiin
niin että korkeissa olevat kemikaalitabletit sekoittuivat vesinäytteiden
kanssa. Tämän jälkeen odotimme 15 minuuttia että voimme laittaa näytteet spektrofometriin.
Nämäkin tulokset kirjattiin taulukkoon.<o:p></o:p></p></div><div><span face="Calibri, sans-serif" style="line-height: 107%;"><b><br /></b></span></div><div><span face="Calibri, sans-serif" style="line-height: 107%;"><b><br /></b></span></div>Juhohttp://www.blogger.com/profile/16702437150854890150noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-47309224142342103912023-12-06T18:29:00.003+02:002023-12-12T12:50:35.347+02:00Ryhmä 5 laboratorio<b>Nitraattityppi määritys </b>
Mittauksen suoritimme HACH 2800 spektofotometrillä. Näytettä pipetoitiin 1 ml näyteputkiloihin. Tämän jälkeen lisättiin putkiloihin 0,2 ml reagenssiliuosta (LCK339). Näytettä käänneltiin noin 3 kertaa ja laitettiin seisomaan noin. 15minuutin ajaksi. Tämän suoritimme kaikille näytteille.
Lopuksi näyteputkilot laitettiin spektofotometriin. Ja tulokset kirjattiin tietokoneelle excel taulukkoon.
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT13Q3-OPVleGcOHe-URaOGh9h3V_XMF8UxAnZPAqCthqK-ri6C3tbRsGJbGZ7k8XwJNHALzfRO9WWp-G7Iz5geJiS89e_ytCWtHT-Ds53L2csaR2vDcktLqtZaH43g5FTDCXSrP0x_DEoWKgXoTrAEohS8CmEheYkxc9bPs8lstcBthPJ2VnrzT-5mME/s482/dawdawdadwawd.png" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="320" data-original-height="359" data-original-width="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT13Q3-OPVleGcOHe-URaOGh9h3V_XMF8UxAnZPAqCthqK-ri6C3tbRsGJbGZ7k8XwJNHALzfRO9WWp-G7Iz5geJiS89e_ytCWtHT-Ds53L2csaR2vDcktLqtZaH43g5FTDCXSrP0x_DEoWKgXoTrAEohS8CmEheYkxc9bPs8lstcBthPJ2VnrzT-5mME/s320/dawdawdadwawd.png"/></a></div>
<b>Kokonaisfosforin määritys </b>
Kokonaisfosfori määritettiin käyttäen kokonais fosforitestiä.
Fosforitesti suoritettiin seuraavalla tavalla. Koeputkesta otettiin korkista suojamuovi pois ja korkki irroitettiin. Putkeen pipetöitiin 2 ml näytettä koeputetkeen. Kortti asetettiin takaisin ylösalaisin, jotta aine sekoittuu näytteen kanssa. Tämän jälkeen putkea ravistettiin. Näyte asetettiin lämmityskoneeseen, joka nosti lämpötilan 120C. Tämän jälkeen näyte jäähdytettiin huoneenlämpöiseksi. Näytettä ravisteltiin uudestaan ja korkki avattiin. Näytteen sekaan pipetöitiin reagentti B:tä, joka sekoitettiin näytteeseen kääntämällä putki ylösalaisin muutaman kerran. Kymmenen minuutin jälkeen näyte analysoitiin.
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn_mVxFNdd3gfwe6EL9stn3j5RGxBCOYi_b2FJetyMCl6n2FVBpICJ1FKAVWTo10iZq1YK7Ye4QbupPTwsfNiLszHSoQ43jlHe7VjjR8mTpMMZ7o_JUpRXI29BlT7mC4PaH0RFh4eoruwk1gaWOdnMMJZS1UTvY7xbI29g3Uq-j-1atKLw4-Os_0VZVRI/s1600/WhatsApp%20Image%202023-12-05%20at%2012.06.20.jpeg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" height="320" data-original-height="1600" data-original-width="1200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn_mVxFNdd3gfwe6EL9stn3j5RGxBCOYi_b2FJetyMCl6n2FVBpICJ1FKAVWTo10iZq1YK7Ye4QbupPTwsfNiLszHSoQ43jlHe7VjjR8mTpMMZ7o_JUpRXI29BlT7mC4PaH0RFh4eoruwk1gaWOdnMMJZS1UTvY7xbI29g3Uq-j-1atKLw4-Os_0VZVRI/s320/WhatsApp%20Image%202023-12-05%20at%2012.06.20.jpeg"/></a></div>
<b>Ammoniumtyppi- ja COD-määritykset </b>
Ammoniumtyppimääritys: Katsoimme ohjeet LCK 304-analyysitkin paketista, kuinka kittiä käytetään. Laitoimme näytevettä kyvettiin jonka korkissa oli valmiiksi tarvittavaa ainetta ja sekoitimme kyvettiä käännellen. Kun näytteet oli reagoinut 15 minuuttia, ne tutkittiin spektrofotometri laitteella, joka luki kyvetin viivakoodin ja antoi halutun määrityksen muodossa NH4-N.
CODCr-määritykset: Luimme ohjeet LCK1414-kitin kannesta. Laitoimme 2 ml näytevettä kyvettiin jossa oli tarvittavaa reagointiainetta valmiiksi. Tämän jälkeen kyvetit lämpeni 15 minuuttia lämpöhauteessa. Lopuksi laitoimme kyvetit spektrofotometriin joka antoi tuloksen muodossa COD mg/l.
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKNXPgPDoZZVJiMEKzxgdBXWj79CspHZsx3c-zkmB8yUQCQmt0H9xcHMQ6ILKM3fhNGxUW-hKKjenys-a_fbH4XaPAbSE4_SrnixqV3YqRmrcvvZGztAjLTXiZQEc5VsNR3KEV6foFswtOevfO4EA7dG5S2etIJvGS90yk4yTplvcxgXJ5laibUgkN2Pw/s482/qewqeqweqwe.png" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="320" data-original-height="222" data-original-width="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKNXPgPDoZZVJiMEKzxgdBXWj79CspHZsx3c-zkmB8yUQCQmt0H9xcHMQ6ILKM3fhNGxUW-hKKjenys-a_fbH4XaPAbSE4_SrnixqV3YqRmrcvvZGztAjLTXiZQEc5VsNR3KEV6foFswtOevfO4EA7dG5S2etIJvGS90yk4yTplvcxgXJ5laibUgkN2Pw/s320/qewqeqweqwe.png"/></a></div>
<b>Kiintoaineen määritys </b>
Suoritimme kiintoaineen määrityksen käyttämällä vakuumisuodatusta. Otimme mittalasiin 500ml kohdevesistöstä eli Pieni-Valkeisesta olevaa vettä. Tämän jälkeen esikostutimme suodattimen, joka asennettiin vakuumikoneiston päälle. Esikostutus kuvassa 1. Kaikki suodattimet oli valmiiksi punnittuja. Kun olimme asentaneet suodattimen paikalleen, kytkimme koneen päälle ja suodatin pysyi paikallaan kuin liimattuna. Tämän jälkeen aloimme kaatamaan vettä suodattimen läpi, jolloi kaikki kiintoaine jäi suodattimeen. Tämä havaittavissa kuvasta 2. Suodatuksen jälkeen suodattimet laitettiin uuniin kuivumaan noin tunniksi, jotta vain kiintoaine jäisi suodattimeen. Nämä uunitetut suodattimet punnittiin ja tästä saadusta painosta vähennettiin suodattimen paino, jolloin saimme pelkän kiintoaineen massan.
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU3Nt8Hd_bSanjwVycBT5cZ3Q-F3vZ3fvCEMgUxTgJ_Ns42ehnAeT7Fj5PO0167ZhVvTq5SPe81jtsKJhHaoJc121O82R1Lw-f3unoUROvgBLgOA7QEekKn55xWpAeQgKPibuj8szb9qVMYj75qpb6b1sjFQJjDez15I9rh9Wd1B7OyGP7lSBGDdiI51Y/s604/ewfewefwes.png" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="320" data-original-height="162" data-original-width="604" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU3Nt8Hd_bSanjwVycBT5cZ3Q-F3vZ3fvCEMgUxTgJ_Ns42ehnAeT7Fj5PO0167ZhVvTq5SPe81jtsKJhHaoJc121O82R1Lw-f3unoUROvgBLgOA7QEekKn55xWpAeQgKPibuj8szb9qVMYj75qpb6b1sjFQJjDez15I9rh9Wd1B7OyGP7lSBGDdiI51Y/s320/ewfewefwes.png"/></a></div>RikuLaitinenhttp://www.blogger.com/profile/13878550378576292103noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-11730466635075576782023-11-26T15:19:00.005+02:002023-11-28T09:04:37.007+02:00Ryhmä 3 seikkailee laboratoriossa<p></p><h2 style="text-align: center;"><span style="font-family: helvetica; font-size: x-large;">LABORATORIOANALYYSIT</span></h2><div><br /></div><div><br /></div><br />Laboratoriokäynnillä 24.10.2023 jakauduimme usealle työpisteelle
harjoittelemaan ottamiemme näytteiden analysointia. <br /><br /><h3 style="text-align: left;">Kiintoaine
</h3><p></p>
<p>
Marju, Mirva ja Kaisa määrittivät näytteiden kiintoainemäärää imusuodatuksen
avulla. Mittasimme luonnonvedestä sopivan näytemäärän, 450-500 ml, ja
kaadoimme sen esikäsitellyn, etukäteen punnitun suodattimen läpi. Imu piti
huolen siitä, että näyte liikkui suodattimen läpi nopeasti ja kaikki
kiintoaine tarttui suodattimeen. Suodatuksen jälkeen suodattimet nostettiin
pinsettien avulla varovasti takaisin alustalleen, ja vietiin 105 °C uuniin
kuivumaan tunniksi. Tämän tarkoitus on haihduttaa kaikki neste suodattimista.
Tämän jälkeen suodattimet punnittiin. Punnitustuloksesta vähennettiin
suodattimen oma paino. Lopputuloksena oli näytteestä saadun kiintoaineen paino.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgrbjueUZ13fj88hcCdKzSYo6MrZFjmT-q4n4Va6aA8yqH-MdNUu5LX1c3QFqxMiJnJR0AorxaQWyfrVZESAWBxQfoIdcPd8EtDNo6-U5H6ycdMRwfiEz3T6oP2Ds_dYQSZ-saWEBIwkifJLKkxxlRcxy4ynMeN3C9_agBbGckDyRf24U8p_oM3RM9CFXvY" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2170" data-original-width="3818" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEgrbjueUZ13fj88hcCdKzSYo6MrZFjmT-q4n4Va6aA8yqH-MdNUu5LX1c3QFqxMiJnJR0AorxaQWyfrVZESAWBxQfoIdcPd8EtDNo6-U5H6ycdMRwfiEz3T6oP2Ds_dYQSZ-saWEBIwkifJLKkxxlRcxy4ynMeN3C9_agBbGckDyRf24U8p_oM3RM9CFXvY=w359-h204" width="359" /></a></div><div class="separator" style="clear: both; text-align: center;">Suodattimet, joissa on kiintoainetta (Liimatta)</div><br />
<br />
<p></p><h3 style="text-align: left;">Sameus</h3><p>Iitu määritti vesinäytteiden sameutta turbidimetrillä. Sameuden määrittäminen on hyvin yksinkertainen toimenpide, johon tarvitaan vain sopivan kokoinen kyvetti, joka täytetään näytevedellä ja asetetaan turbidimetriin. Kyvetti huuhdellaan 2 kertaa pienellä määrällä näytevettä, ennen kuin se täytetään kokonaan. Turbidimetri mittaa nesteen läpinäkyvyyttä valon avulla. Sameus ilmoitetaan käyttäen yksikköä NTU (Nephelometric Turbidity Unit) tai FNU (Formazine Nephelometric Units).</p><p>Näytteen vaihdon välissä kyvetti huuhdellaan huolellisesti ionisoidulla vedellä ja kuivataan paineilmaa käyttäen. Jokaisen näytteen välissä pesty ja puhdas kyvetti huuhdellaan 2 kertaa uudella näytteellä, ennen kuin se täytetään kokonaan mittausta varten. Lopuksi käytetyt kyvetit pestään ja huuhdellaan 10 prosenttisella suolahapolla ennen paineilmakuivausta.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVqRlpQYsM_S3ANEXLE3Ypxwa6EHntdAV4oR3gk1zy-NUaNH8gHHUVjyJjGuYuDeVZp1L-a2PAjKEQMzX-tlO2R717xpqVBOk37muyxqE2lm28GuBXE_3Cgl2iFU32s3WIg9eGAZ6mmk4obBkVulgoj0owjZcSsbwioJKntkV2r8cP5xrf2Ab0euJ9n3sG/s4000/20231024_090317.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVqRlpQYsM_S3ANEXLE3Ypxwa6EHntdAV4oR3gk1zy-NUaNH8gHHUVjyJjGuYuDeVZp1L-a2PAjKEQMzX-tlO2R717xpqVBOk37muyxqE2lm28GuBXE_3Cgl2iFU32s3WIg9eGAZ6mmk4obBkVulgoj0owjZcSsbwioJKntkV2r8cP5xrf2Ab0euJ9n3sG/w300-h400/20231024_090317.jpg" width="300" /></a></div><div class="separator" style="clear: both; text-align: center;">Vesinäyte valmiina mittausta varten (Lähdesmäki 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Sameus mitattiin kaikkiaan 9 vesinäytteestä. Tulosten perusteella Pieni-Valkeisen tulouomasta otettu vesi oli kaikista sameinta. Vesi kirkastuu Pieni-Valkeisen poistouoman ja Suuri-Valkeisen tulouomien kohdalla. Ainoastaan yhdellä ryhmällä Suuri-Valkeisen tulouoman vesi on sameampaa, kuin Pieni-Valkeisen tulo- ja poistouomien vesi. Tämän arvellaan johtuvan uoman pohjasakan myllääntymisestä.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidmlW0AbAW2vsKnNUVuAmpEz7Y8gkqlm5ZlDoVXfQXo93hNs6l-mwreOaVIU-M_UsZmdRL58q2uwuanqD3JBPJmz52bGM3mT2CXfpGhj-g0NcNSN3DsoA3Buwx-p5sOT2lh9I2c4S0bk5OEeDzPGncsMmI6bjglnl6v5-2I-IIMATJvi0OIEhxM8UOkXz9/s4000/20231024_095725.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidmlW0AbAW2vsKnNUVuAmpEz7Y8gkqlm5ZlDoVXfQXo93hNs6l-mwreOaVIU-M_UsZmdRL58q2uwuanqD3JBPJmz52bGM3mT2CXfpGhj-g0NcNSN3DsoA3Buwx-p5sOT2lh9I2c4S0bk5OEeDzPGncsMmI6bjglnl6v5-2I-IIMATJvi0OIEhxM8UOkXz9/w300-h400/20231024_095725.jpg" width="300" /></a></div><div class="separator" style="clear: both; text-align: center;">Sameusmittauksen tulokset (Lähdesmäki 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Näytteet 1, 4 ja 7 ovat Pieni-Valkeisen tulouoman vedestä.<br />Näytteet 2, 5 ja 8 ovat Pieni-Valkeisen poistouoman vedestä.<br />Näytteet 3, 6 ja 9 ovat Suuri-Valkeisen tulouoman vedestä.</div><br /><div class="separator" style="clear: both; text-align: center;"><br /><br /></div><div><b><span style="font-size: medium;">Kokonaisfosforin ja värin määritys</span></b></div><div><br /></div><div>Pieni-Valkeisesta otetusta pintavesinäytteestä määritettiin laboratoriossa kokonaisfosfori sekä väri. Ensimmäisenä aloitettiin määrittämään kokonaisfosforia LCK 349 -analyysikittiä käyttäen. Näytevettä pipetoitiin analyysikitin sisältämiin DosiCap-pulloihin, jotka sekoituksen jälkeen laitettiin HT200S -laitteeseen lämmitettäväksi 170 ° C. Lämmityksen jälkeen näytteisiin lisättiin analyysikitin sisältämää reagenssia, jonka annettiin vaikuttaa 10 minuuttia. Lopuksi näytteet laitettiin DR2800-spektofotometriin, jolla saatiin määritettyä lopputulokset. Tulokset kirjattiin kurssin yhteiseen Excel-taulukkoon. </div><div><br /></div><div>Värianalyysit tehtiin myös DR2800-spektrofotometrillä. Näytteet lisättiin kyvetteihin, jotka asetettiin laitteeseen analysoitavaksi. Tulokset kirjattiin kurssin yhteiseen Excel-taulukkoon. </div><div><br /></div><div>Analyysien laadun ja luotettavuuden mahdollisina epävarmuustekijöinä ovat tehdasvalmisteisten LCK-kittien mahdolliset valmistusviat, niiden virheellinen käyttö; sekä kontaminaatioriski ja puutteellinen hygienia.</div><div><br /></div><div>Tulkinnat tuloksien osalta käydään kurssin oppitunnilla läpi. </div><div><br /></div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiU7aX_cbofW5r61seVWUcPttTCx9R-klHo75fbn7_gaZyT3yH2yMLpCjnUopl1SG4Nc69630n8mG3Pgwh2Purs9Oj3ck5lycImEP6bnDlUrVHUK5FISkNEzLXfMD95igABTgUe2BzcSp6s5a1Tnoj1Xo1iMJJySz6_6XsbZEB1HKCmmZkAHh9K2lKoDvzt" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1024" data-original-width="768" height="315" src="https://blogger.googleusercontent.com/img/a/AVvXsEiU7aX_cbofW5r61seVWUcPttTCx9R-klHo75fbn7_gaZyT3yH2yMLpCjnUopl1SG4Nc69630n8mG3Pgwh2Purs9Oj3ck5lycImEP6bnDlUrVHUK5FISkNEzLXfMD95igABTgUe2BzcSp6s5a1Tnoj1Xo1iMJJySz6_6XsbZEB1HKCmmZkAHh9K2lKoDvzt=w236-h315" width="236" /></a><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi7YUz9YytPLlm2cv5MmjGetxwhnrC_A-ydSw2IKZlm4sA4TOQhpPrq68z_4MNq-11DNX2lHo5mxPbhcgy3VIsOTkoZpXSjqI9Z7uHHLl8mIDoh4eBnDPjRXeVHWtHUpPjfgNp5rHEFde1fNIxjmFeauPlxo3OVwb5rRWFZymf7GNLU7OZ0mDPq_4726n1p" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1024" data-original-width="768" height="314" src="https://blogger.googleusercontent.com/img/a/AVvXsEi7YUz9YytPLlm2cv5MmjGetxwhnrC_A-ydSw2IKZlm4sA4TOQhpPrq68z_4MNq-11DNX2lHo5mxPbhcgy3VIsOTkoZpXSjqI9Z7uHHLl8mIDoh4eBnDPjRXeVHWtHUpPjfgNp5rHEFde1fNIxjmFeauPlxo3OVwb5rRWFZymf7GNLU7OZ0mDPq_4726n1p=w236-h314" width="236" /></a><br />Kokonaisfosforin ja värin määritys laboratoriossa (Autio 2023)</div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; margin-left: 40px; text-align: center;"> </div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><h3 style="text-align: left;">Kemiallinen hapenkulutus ja ammonium</h3></div><div><br /></div><div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxcQKyP1U_2kYoGI6zlt_AkaVsrS6wLt7hSyz7H9Ws50bMF4jQMyyElHq1uxCd5-5JKoOobs1nrSrpDwByCep6llVTAQthCUv_op4pmTa37jpxL1SVgy_Bf0ZsMTeszq0PL77b5Q8JHgkIRrW2nk9I9yo4mQ-mZz9GLiDFEKazbBJ0HKw2Dcf1ATYArOU/s4032/IMG_0213.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxcQKyP1U_2kYoGI6zlt_AkaVsrS6wLt7hSyz7H9Ws50bMF4jQMyyElHq1uxCd5-5JKoOobs1nrSrpDwByCep6llVTAQthCUv_op4pmTa37jpxL1SVgy_Bf0ZsMTeszq0PL77b5Q8JHgkIRrW2nk9I9yo4mQ-mZz9GLiDFEKazbBJ0HKw2Dcf1ATYArOU/s320/IMG_0213.jpg" width="240" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Kemiallisen hapenkulutuksen ja ammoniumin määritys LCK:n kyveteillä.</td></tr></tbody></table></div><div><br /></div><div><p style="text-align: left;">Myös COD ja ammoniumin määrä näytteistä analysoitiin LCK:n kyvettikiteillä. Kemialliseen hapnekulutuksen analysoinnissa 2 ml vesinäytettä lisättiin kyvettiin, jossa tarvittava reagenssi on valmiiksi. Lyhyen sekoittamisen jälkeen kyvetit laitettiin lämpöhauteeseen HT 200 S ohjelmalla, missä laite pitää kyvetit korkeassa tavoitelämpötilassa 15 minuutin ajan. Kuumentamisen jälkeen kyvetit käytettiin spektrofotometrissä, missä ohjelma lukee kyvetin kyljestä viivakoodin, ja suorittaa analyysin sen mukaisesti. Ammoniumtypen analysoinnissa kyvetin korkki sisälsi tarvittavat reagenssit, jotka liuotetttiin näytteen mittaamisen jälkeen laittamalla korkki oikein päin kiinni. Tälle analyysikyvetille riitti 15 minuutin reaktioaika ennen analysointia.<br /></p></div><div><br /></div><div><br /><p><br /></p>
</div>MShttp://www.blogger.com/profile/05389148757314797589noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-48272909045005603402023-11-24T10:19:00.001+02:002023-11-24T10:19:36.229+02:00Ryhmä 7: Laboratoriohommia<p>Savonian laboratoriossa 7.11. ryhmämme työsti aiemmin syksyllä otetuista vesinäytteistä analyysit: kiintoaineesta, kokonaisfosforista, ammoniumtypestä, väristä, sameudesta ja COD<span style="font-size: xx-small;">Cr</span> eli kemiallisen hapen kulutuksesta. </p><p>Seuraavaksi käymme läpi, kuinka analyysien teko tapahtui.</p><p><b>KIINTOAINE</b></p><p>Vesinäytteiden kiintoainepitoisuudet mitattiin suodattamalla vesinäyte suppilossa olevan suodattimen läpi imupulloon, johon on liitetty vesi-imu.<i style="font-weight: bold;"> </i>Ennen suodatusta muistiinpanoihin kirjattiin suodattimen lähtöpaino ja suodatettu vesimäärä.</p><p></p><div class="separator" style="clear: both; font-weight: bold; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhahoq40ELY2YE1jqb2d-zr_YhX2HMisJBhqqNxRLJVJXXbKjmoiPHILMx66QW76u9MgH9QyB6vw6kp6nDQnBrYdOPFTMC1TKX_NNLFFwu25uUNPI0nhAwtNkp9MKqwq-c5h0N5yJwYX4TYQx6MfN3Msv5g3IkcHzsGYMuEjweht2H3vlrX3HDFso0o1yOH/s4032/20231107_085517.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3024" data-original-width="4032" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhahoq40ELY2YE1jqb2d-zr_YhX2HMisJBhqqNxRLJVJXXbKjmoiPHILMx66QW76u9MgH9QyB6vw6kp6nDQnBrYdOPFTMC1TKX_NNLFFwu25uUNPI0nhAwtNkp9MKqwq-c5h0N5yJwYX4TYQx6MfN3Msv5g3IkcHzsGYMuEjweht2H3vlrX3HDFso0o1yOH/w640-h480/20231107_085517.jpg" width="640" /></a></div><br />Näytevettä kaadettiin mittalasiin, josta se kaadettiin suppilossa olevan suodattimen päälle, josta vesi valui imupullon pohjalle. Suodatuksen jälkeen suodatin siirrettiin metallialustalle. Kun kaikki näytteet oli suodatettu, vietiin ne kuivumaan uuniin tunniksi. Kuivatuksen jälkeen kiintoainetta sitoneet suodattimet punnittiin.<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNP9H2-0pO9OISC6_4_NyvmgJe6n3KNB4OlTwe6NQ86ujs7nZJo9XRbYvUIH9gA51_8sH3tkEcUtu7zJdE569fWs65NhxjHZGgTCbmhHVe0FxBtCIadTxEEQtWaGHl1IzcmDD6Xi2Z0lr5-weCxIPAfrCbUp_uHeSoL72b6DP-upYQrvMinmFGDEO5Ccfe/s2000/IMG-20231107-WA0000.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1500" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNP9H2-0pO9OISC6_4_NyvmgJe6n3KNB4OlTwe6NQ86ujs7nZJo9XRbYvUIH9gA51_8sH3tkEcUtu7zJdE569fWs65NhxjHZGgTCbmhHVe0FxBtCIadTxEEQtWaGHl1IzcmDD6Xi2Z0lr5-weCxIPAfrCbUp_uHeSoL72b6DP-upYQrvMinmFGDEO5Ccfe/w480-h640/IMG-20231107-WA0000.jpg" width="480" /></a></div><br /><p><b>KOKONAISFOSFORI</b></p><p>Kokonaisfosforin määrittämiseen tarvittiin LCK 349 analyysipaketti, lämpöhaude ja spektrofotometri. Yhdeksään LCK 349 koeputkeen pipetoitiin 2ml vesinäytteitä. Annostelun jälkeen koeputkia käänneltiin niin, että korkissa oleva kemikaalitabletti sekottui näytevesien kanssa. Tämän jälkeen näytteet laitettiin lämpöhauteeseen. Lämmityksen jälkeen näytteisiin lisättiin 0,2ml reagenssiliuosta ja korkit vaihdettiin niin, että näytteeseen sekottui toinen kemikaalitabletti. Sekoituksen ja 10min odotuksen jälkeen näytteet analysoitiin spektrofotometrillä. Tulokset yksikössä kirjattiin ylös.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI07X7BlEANn6rxbFKytVIebEryI5g8Sb_TRR-ZBrhCxWsX_PCR7FQK1V5Mufo-kCMR_flls60yjkKloTIQeMSki5k3lC8XjTQCjiUUknq2y6nGH04a29P74vuCe2S_lmAOlaEGfsxpeFO0PkMphyfjgBSX-QKXKeGvBJY3P6tOt7WvME1nij-2W9u_GSt/s906/N%C3%A4ytt%C3%B6kuva%202023-11-09%20124506.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="906" data-original-width="791" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI07X7BlEANn6rxbFKytVIebEryI5g8Sb_TRR-ZBrhCxWsX_PCR7FQK1V5Mufo-kCMR_flls60yjkKloTIQeMSki5k3lC8XjTQCjiUUknq2y6nGH04a29P74vuCe2S_lmAOlaEGfsxpeFO0PkMphyfjgBSX-QKXKeGvBJY3P6tOt7WvME1nij-2W9u_GSt/w558-h640/N%C3%A4ytt%C3%B6kuva%202023-11-09%20124506.png" width="558" /></a></div><div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg_kud2wrpMDX8SfTAmHyM9hpnw-H0G_6gV_OFPeFFUbiuG14fa6TWs7HEHVJ9upRKeistJF-rSfVOvSAOclzqC2GbREkQY8SHUBiO3PZuXevTI7nWZiUr_jFah7mNDT-syTjelubbVtnXjWch05INjqOz9EFyWqDQwRxiVLKNyDqF2oHt5winE0NjZGWfd" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="320" data-original-width="234" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEg_kud2wrpMDX8SfTAmHyM9hpnw-H0G_6gV_OFPeFFUbiuG14fa6TWs7HEHVJ9upRKeistJF-rSfVOvSAOclzqC2GbREkQY8SHUBiO3PZuXevTI7nWZiUr_jFah7mNDT-syTjelubbVtnXjWch05INjqOz9EFyWqDQwRxiVLKNyDqF2oHt5winE0NjZGWfd=w470-h640" width="470" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjX2aiI62qYhjhntDOeX_YIqK9ULKGl2spQl8Y01riKUEQ3svqozr82W2jLDHJvLVE792RuRhV2Vdglwu5bxG39-OZHq04UpOD_5Um4SZhfBtq8TJH2RjTQO9sjyT2d9m6N_U8kJEfUShrKo3kGfYGbKK47y6jnk9pGSoixldWaJVSFsp_R4yC8vtgooR_s" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="239" data-original-width="320" height="478" src="https://blogger.googleusercontent.com/img/a/AVvXsEjX2aiI62qYhjhntDOeX_YIqK9ULKGl2spQl8Y01riKUEQ3svqozr82W2jLDHJvLVE792RuRhV2Vdglwu5bxG39-OZHq04UpOD_5Um4SZhfBtq8TJH2RjTQO9sjyT2d9m6N_U8kJEfUShrKo3kGfYGbKK47y6jnk9pGSoixldWaJVSFsp_R4yC8vtgooR_s=w640-h478" width="640" /></a></div><p><b><br /></b></p><p><b>VÄRI</b></p><p>Vesinäytteiden värimääritykset mitattiin DR 6000 -spektofotometrillä. Aluksi kaadettiin hieman yli 10 ml ionivaihdettua vettä yhteen kyvettiin, jolla laite nollattiin. Nollaamisen jälkeen voitiin mitata näytteiden värit annostelemalla 10 ml vesinäytettä kyvettiin ja lukemalla tulokset laitteesta. Oli tärkeää muistaa huuhdella kyvetti jokaisen näyteveden välillä ionivaihdetulla vedellä. Tulokset kirjattiin vielä tietokoneelle tulostaulukkoon. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJEwQFy4kr9nLZnqwGGjuqoP6UYuFiSnWQ0osIkVazuGJ5us0BcrBR5Hu7np9RInAnJwHi9uZW4_iUchpw5yy4CBSk8rx0oJ_GBBZCxb4InDevdju1e7YMAjgRrZEsHIBDYvOHdVVG_XmpoUlnKONP9Nj-UqjoFgCI5adNfNOjFqXyHrplyAULMmLeCZie/s622/N%C3%A4ytt%C3%B6kuva%202023-11-09%20124546.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="622" data-original-width="463" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJEwQFy4kr9nLZnqwGGjuqoP6UYuFiSnWQ0osIkVazuGJ5us0BcrBR5Hu7np9RInAnJwHi9uZW4_iUchpw5yy4CBSk8rx0oJ_GBBZCxb4InDevdju1e7YMAjgRrZEsHIBDYvOHdVVG_XmpoUlnKONP9Nj-UqjoFgCI5adNfNOjFqXyHrplyAULMmLeCZie/w476-h640/N%C3%A4ytt%C3%B6kuva%202023-11-09%20124546.png" width="476" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><b>COD<span style="font-size: xx-small;">Cr</span> SEKÄ AMMONIUMTYPPI</b></p><p>Molemmat määritykset tehtiin käyttäen valmiita analyysi"kittejä"; COD<span style="font-size: xx-small;">Cr</span> määritykseen käytettiin analyysikittiä LCK 1414, ja ammoniumtypen LCK 304.</p><p><br />Ammoniumtyppi: Näytettä pipetoitiin kyvettiin paketissa olevan ohjeen mukaisesti 5 ml, poistettiin suojafolio korkin toisessa päässä olevan reagenssinapin päältä, kierrettiin korkki näin päin kiinni ja sekoitettiin ravistamalla (reagenssinappi liukeni näytteeseen). 15 min kuluttua näyte mitattiin DR 6000 -spektofotometrillä. Kyvetin pinta tuli olla puhdas, joten pinta pyyhittiin paperipyyhkeellä ennen laitteeseen asettamista. Laite tunnistaa kyvetin viivakoodista käytettävän lukuohjelman, ja saatu NH<span style="font-size: xx-small;">4</span>-N (mg/l) tulos luetaan laitteen näytöstä. </p><p>COD<span style="font-size: xx-small;">Cr: </span>Tässä näytettä tarvittiin vain 2 ml, joka pipetoitiin hyvin esisekoitettuun kyvettiin (koska siellä valmiiksi ollut reagenssi kerrostuu). Tämän jälkeen korkki suljettiin, ja näyte sekoitettiin. Samalla se kuumeni joten sormiaan sai varoa! Näytteet asetettiin HT 200S-pikapolttohaudelaitteeseen<span style="color: #232323;"><span style="background-color: white; font-size: 15px;"><span face="Source Sans Pro, Helvetica, Arial, sans-serif"> </span><span style="font-family: inherit;">15 min ajaksi (standardi-ohjelma HT). Ohjelman jälkeen laite automaattisesti jäähdyttää näytteet, ja kun ne ovat jäähtyneet tarpeeksi, laite ilmoittaa äänimerkillä, että kansi on avattavissa. Näytteet sekoitettiin taas, kello käynnistettiin, ja kun näyte oli kirkastunut (noin 15 minuutin kuluttua), suoritettiin mittaus samalla spektrofotometrillä mitä edellä.. Tulos luettiin muodossa COD mg/l ja kirjattiin yhteiseen tulos-Exceliin. Tosin me olimme sen verran innokkaita, että mittasimme kahdesti; 15 ja 20 min kohdalla (ihan koska kiinnosti, muuttuuko tulos ja jos niin mihin suuntaan. Totesimme, että tulos oli melkolailla sama, osan laski vähän ja osan nousi)</span></span></span></p><p><span style="color: #232323;"><span style="background-color: white; font-size: 15px;"><span style="font-family: inherit;"><br /></span></span></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgXWgwTPnu8n9-8x7XnQ0CYNf0DshuMBkWlDQbJl9MIfM2Aktm6snfjZ8uRga0hKytdOT0S2Wa6FaM5GE8u5FhIPsZ25Z_AnR-dbgaOtL3EK6xMY6FALnZvGzxTsfmzvQ_nyg_ELv5bfGgnfVnpL_2KIchgHxPgFXY9VXBPMQ6p63TeRgXcIST2cKpDTV4U" style="margin-left: 1em; margin-right: 1em;"></a><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgXWgwTPnu8n9-8x7XnQ0CYNf0DshuMBkWlDQbJl9MIfM2Aktm6snfjZ8uRga0hKytdOT0S2Wa6FaM5GE8u5FhIPsZ25Z_AnR-dbgaOtL3EK6xMY6FALnZvGzxTsfmzvQ_nyg_ELv5bfGgnfVnpL_2KIchgHxPgFXY9VXBPMQ6p63TeRgXcIST2cKpDTV4U" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhME-h0DTyXpxPz4lr_oQIU8V6jWdybRK61Ic5LbQGm2Xiuk61l5T2AA6Z2seXBQ-17VvD6HxejyJw9esF51uUZUu65OqR9oslKWDeDTw1AGmOb6rvJPuxpJun_FfOhydhV0vNZViC4wiMUIK1WO74Y9PAK6-v_lkT5lfqfcMGQdlMwVAUx7EL_1K6Q9b9m" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="641" data-original-width="481" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEhME-h0DTyXpxPz4lr_oQIU8V6jWdybRK61Ic5LbQGm2Xiuk61l5T2AA6Z2seXBQ-17VvD6HxejyJw9esF51uUZUu65OqR9oslKWDeDTw1AGmOb6rvJPuxpJun_FfOhydhV0vNZViC4wiMUIK1WO74Y9PAK6-v_lkT5lfqfcMGQdlMwVAUx7EL_1K6Q9b9m=w480-h640" width="480" /></a></div><br /><img alt="" data-original-height="641" data-original-width="481" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEgXWgwTPnu8n9-8x7XnQ0CYNf0DshuMBkWlDQbJl9MIfM2Aktm6snfjZ8uRga0hKytdOT0S2Wa6FaM5GE8u5FhIPsZ25Z_AnR-dbgaOtL3EK6xMY6FALnZvGzxTsfmzvQ_nyg_ELv5bfGgnfVnpL_2KIchgHxPgFXY9VXBPMQ6p63TeRgXcIST2cKpDTV4U=w480-h640" width="480" /></div><br /><p style="clear: both; text-align: left;"><b>SAMEUS</b></p><p style="clear: both; text-align: left;">Vesinäytteiden sameus mitaamiseen käytettiin HACH 2100N IS turbidimetriä. Käytetty menetelmä perustuu valon läpäisevyyteen mitattavassa nesteessä. Näyte sijoitetiin laitteeseen siihen sopivassa kyvetissä. Kyvetti huuhdeltiin tutkittavalla vedellä ennen vasinaista mittausta ja lisäksi ennen kyvetin asettamista laitteeseen täytyi myös huolehtia ettei lasin pinnalla ole pisaroita tai sormenjälkiä, jotka vääristävät tulosta. Laitteen antaman tuloksen tasoittumista odottettiin noin 5 minuuttia ja se kirjattiin ylös yhden desimaalin tarkkuudella. Sama toistettiin jokaisella yhdeksällä tutkittavalla vesinäytteellä. Koksa suortitimme mittaukset käyttäen vain yhtä kyvettiä, piti se jokaisen näytteen välissä huuhdella ensin ionivaihdetulla vedellä ja tämän jälkeen pari kertaa tutkittavalla vedellä. </p><p style="clear: both; text-align: left;"><b>NITRAATTITYPPPI</b></p><div class="separator" style="clear: both; text-align: left;">Nitraattityppi mittaukset suoritettiin käyttäen mittaamiseen DR 6000 -spektofotomeriä ja LCK 339 -analyysikittiä. Kitissä oli mukana näyteputket, joissa mittaussuoritettiin sekä reagenssi, joka lisättiin putkeen tutkittavan näytteen lisäksi. Tutkittavaa vettä pipetoitiin näyteputkeen 1 ml ja reagenssiliuosta 0,2 ml. Pipetoinnin jälkeen putket suljettiin huollellisesti ja käännelltiin muutaman kerran, jotta liuos sekoittui tasaiseksi. Tämän jälkeen putkia seisotettiin 15 minuuttia ennen mittaauksen suorittamista. Analyysi suoritettiin jokaiselle yhdeksälle vesinäytteelle. Laite antoi tulokset nopeasti ja ne saatiin muodossa NO3-N.</div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br />Emmi Nevalainenhttp://www.blogger.com/profile/14376856836405421037noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-36486311955184385742023-11-21T09:55:00.000+02:002023-11-21T09:55:52.260+02:00Ryhmä 2: LaboratoriotyötTiistaina 16.11.2023 oli vuoromme työskennellä laboratoriossa, jossa teimme vesinäytteiden analysoinnit. Analysoitavia asioita ovat kemiallinen hapenkulutus, kokonaisfosfori, kokonaistyppi, ammonium-typpi, nitraatti-typpi, sameus, väri ja kiintoaine. Vesinäytteitä oli yhteensä seitsemän kappaletta, joista kaksi oli Pieni-Valkeisen tulouomasta, kaksi poistouomasta, kaksi Iso-Valkeisen tulouomasta ja yksi pohjavedestä. Ryhmämme jakautui eri analysointi pisteille, jolloin jokainen pääsi tekemään eri suureiden määritystä. <div><br /><div><u>Sameus- ja nitraattityyppi-määritykset</u></div><div>Sameusmittarina toimi HACH 2100N, joka antoi sameuden arvon yksikössä FNU. Mittaus tapahtui niin, että vesinäyte lisättiin kyvettiin ja kyvetti mittariin. Seuraavaksi odotettiin tuloksen tasoittumista. Tulos tasoittui niin, että se pyöri tietyllä vaihteluvälillä, josta pyrittiin ottamaan keskiarvo.
Kaikki näytteet mitattiin samalla kyvetillä, mutta jokaisen näytteen välissä kyvetti huuhdeltiin ionivaihdetulla vedellä.
Nitraattityypin-määritys tehtiin LCK 339 -analyysikitillä ja mittaukset DR 6000 -spektometrillä. Määritys tehtiin kitin ohjeiden mukaan. Spektometri tunnistaa analyysikitin kyvetin viivakoodin ja antoi tuloksen yksikössä mg/l.
Kuvassa analysointipiste, jossa näkyy sameusmittari ja nitraattityypin-määritykseen käytetty LCK 339 -analyysikit.
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd5DQRRWasmJcN7vEQmOVJKq9OweLIcN0qvDJlee1WjWUTSEUnpew1mmXwMguBg6rqrn6OEqGvZ_dGDVxI3UX0KjQakRPKgViaKohyckkgo8XrWMVxC8GP0wIQYOt36t1Yl92gzxYbjW024EmrvcAeP8_0OP1WMMKtc0yiB_EXaMg_IXrM0OAeIgKkzoI/s4032/IMG_5994.JPG" style="display: block; padding: 1em 0px; text-align: center;"><img alt="" border="0" data-original-height="4032" data-original-width="3024" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd5DQRRWasmJcN7vEQmOVJKq9OweLIcN0qvDJlee1WjWUTSEUnpew1mmXwMguBg6rqrn6OEqGvZ_dGDVxI3UX0KjQakRPKgViaKohyckkgo8XrWMVxC8GP0wIQYOt36t1Yl92gzxYbjW024EmrvcAeP8_0OP1WMMKtc0yiB_EXaMg_IXrM0OAeIgKkzoI/s400/IMG_5994.JPG" /></a><br /></div></div></div><div class="separator" style="clear: both;"><u>COD, ammoniumtyppi sekä kokonaisnitraatti</u></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">COD eli kemiallinen hapenkulutus mitattiin näytteistä LCK 1414 kitin näytepulloilla. Näytepulloihin mitattiin 2 ml näytevettä, pullo ravistettiin hyvin ja laitetiin lämpeämään 15 minuutiksi lämmityslaitteeseen. Toiset 15 minuuttia näytepullot jäähtyivät huoneenlämpöisiksi. Jäähtymisen jälkeen COD -arvot mitattiin Hach DR6000 spektrofotometrillä. </div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">Ammoniumtyppi mitattiin LCK 304 kitin näytepulloilla. Pulloihin mitattiin 5 ml näytettä, jonka jälkeen siihin sekoitettiin ainetta, joka aiheutti näytteessä kemiallisen reaktion. Näyte ravistettiin ja ne jätettiin odottamaan 15 minuutiksi, jonka jälkeen ammoniumtyppiarvon mitattiin Hach DR6000 spektrofotometrillä. </div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">Kokonaisnitraatti mitattiin vanhemmalla näytepullosarjalla, kuin aiemmat kokeet. Näytettä sekä reaktioainetta mitattiin näytepulloon, jonka jälkeen pulloja lämmitettiin puolisen tuntia 100 asteessa. Tämän jälkeen pullot jäähdytettiin huoneenlämpöön ja pulloihin lisättiin uusia reaktioaineita. Kokonaisnitraattiarvot mitattiin spektrotometrillä.</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><u>Fosfori ja värimääritys</u></div><div class="separator" style="clear: both;"><u><br /></u></div><div class="separator" style="clear: both;">Värimääritys tehtiin DR 6000 -spektofotometrillä, ohjelmalla numero 120. Laite nollattiin ensiksi pelkällä kyvetillä, jossa oli ionivaihdettua vettä. Tämän jälkeen määritimme näytteiden värin, josta saimme PtCO -yksikössä joka kuvaa veteen liuenneiden värillisten aineiden määrää. </div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">Fosforimääritys oli myös todella simppeli tehdä. Käytimme valmiita koeputkia, joissa oli osa kemikaaleista valmiina ja osa pipetoitiin sekaan. Ensin korkeista avattiin kemikaalijemmat ja näyteputkiloon pipetoitiin 2 ml näytevettä. Putkilot ravisteltiin ja laitettiin lämpöhauteeseen noi 30 minuutiksi, jonka jälkeen ne jäähtyivät huoneenlämpöisiksi. Putkiloon lisättiin kemikaalia 0,2 ml ja korkit vaihdettiin uusiin, joista saatiin eri kemikaalia näytteeseen. Putkiloita ravisteltiin ja odetettiin noin 10 minuuttia kunnes ne pystyi mittaamaan samalla laitteella, jolla määritettiin väri. </div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">Fosforipitoisuus mitataan mg/l ja jostain syystä emme saaneet mistään positiivista tulosta, vaan kaikki jäivät alle 0,05 mg/l. Emme saaneet selville mistä tämä johtuu. Suoritimme kokeen vaihe vaiheelta tarkasti ja käytimme oiketa kemikaaleja ohjeen mukaan.</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">Kuvassa näyteputkilot joihin näytevesi pipetoitiin ja kemikaalit lisättiin paketin ohjeen mukaan.</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho8kjOJe7hAqJbeSyG0Q8IAyLs3yucF2eNHCgNEb2vuUAeSLBuKSGcCc0KyZkxYYkaP8iCdtNQhLA1MHFhTZXRLLNqsBoGXGhcoG72nQktKXVC6q3ukg-PnQFOIkERgfpfs8RTaOqG-4SPFmoS3Letet8z9hCf-MzaNIW92WqVePwt_6CVGPYvLBeKz7o/s4080/20231114_101827.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4080" data-original-width="3060" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho8kjOJe7hAqJbeSyG0Q8IAyLs3yucF2eNHCgNEb2vuUAeSLBuKSGcCc0KyZkxYYkaP8iCdtNQhLA1MHFhTZXRLLNqsBoGXGhcoG72nQktKXVC6q3ukg-PnQFOIkERgfpfs8RTaOqG-4SPFmoS3Letet8z9hCf-MzaNIW92WqVePwt_6CVGPYvLBeKz7o/s320/20231114_101827.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><p class="x_MsoNormal" style="background-color: white; font-family: Calibri, sans-serif; margin: 0cm;"><u>Kiintoaineen määritys</u></p><p class="x_MsoNormal" style="background-color: white; font-family: Calibri, sans-serif; margin: 0cm;"> </p><p class="x_MsoNormal" style="background-color: white; font-family: Calibri, sans-serif; margin: 0cm;">Kiintoaine määritettiin suodattamalla vesinäyte suodatin laitteiston läpi paineen avulla. Vettä suodatettiin 500 ml. Suodatetut näytteet laitettiin uuniin tunniksi 105 asteeseen kuivumaan. Kuivuneet näytteet punnittiin, jolloin saatiin kiintoaineen massa. Saadut massat laitettiin Exceliin, joka määritti kiintoaineen määrän litrassa.</p><div><br /></div></div>Emmihttp://www.blogger.com/profile/17866642862060890959noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-23607356899015568232023-11-13T18:18:00.004+02:002023-11-13T18:18:45.873+02:00Groupe 1 : Task 5<p>Date of the experiment : 10.10.23</p><p>On this week, we did the last task of field works. As lucky person it wasn't a rainy day, but a cold one. </p><p>On this task we were supposed to calculate the flow of the input and output stream. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3ILmAr4JMEvM7a_oZoAL2tWdnrOS6VV1lD7m3pB74SpYA_4g3Vk2KAxuw282ldxYFIi1ZWUt_-LZy6NPO1nUHkHiqW36-tix8hWyts4QpGXmIBD_cEpopx5br7bSTXIR8bdEmkadsFZ8qmm-3LAc3grrmGtP1Nx1p-FfADjgEivBUF0jBTGkKoW9zA3o/s504/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="382" data-original-width="504" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3ILmAr4JMEvM7a_oZoAL2tWdnrOS6VV1lD7m3pB74SpYA_4g3Vk2KAxuw282ldxYFIi1ZWUt_-LZy6NPO1nUHkHiqW36-tix8hWyts4QpGXmIBD_cEpopx5br7bSTXIR8bdEmkadsFZ8qmm-3LAc3grrmGtP1Nx1p-FfADjgEivBUF0jBTGkKoW9zA3o/s320/1.png" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinN27It4nsOWtw7dcpBG_fcqHelR3TVI3aj-0MQADY7onJIeQcOucv9RxtMYwQykrzs5lZ3foIdEMt4OTcTsilduAHMoj48SWXGFJeEoxOzbxNEiYQwme7z9QM_RbSfuAts4GIC8PcRz2x7kA6y5H1-f5fuIVfaAwjnlAZoMUt0iUsjxS5tzGHnihNQNA/s1600/TASK%205.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1197" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinN27It4nsOWtw7dcpBG_fcqHelR3TVI3aj-0MQADY7onJIeQcOucv9RxtMYwQykrzs5lZ3foIdEMt4OTcTsilduAHMoj48SWXGFJeEoxOzbxNEiYQwme7z9QM_RbSfuAts4GIC8PcRz2x7kA6y5H1-f5fuIVfaAwjnlAZoMUt0iUsjxS5tzGHnihNQNA/s320/TASK%205.jpg" width="239" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">The experiement consists on use the green triangle and put it in the stream. The target is to catch all the flow by blocking sideflows. To do it we add some dirt on sides and on the bache. After, we put the traingle vertically like in the next picture, and we watch the height : </div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvg3vBYSs-WmOAiDQ4XbYjqovbPH6a_ZUdD2g17qiWo_PLKQBiOzdF9ASLffFjvY2ikWi64lsYis4Z90U9uNj8jNBLFmjHRJt-ZOKs2fxv8mNXZ0kLYhGuGboz-0wLuHw580GrNfp4VTo8lrIAATiC_Va1VBT5CQL9EcNdj8mlwRU9N1L0q_5waBjkI-E/s1024/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvg3vBYSs-WmOAiDQ4XbYjqovbPH6a_ZUdD2g17qiWo_PLKQBiOzdF9ASLffFjvY2ikWi64lsYis4Z90U9uNj8jNBLFmjHRJt-ZOKs2fxv8mNXZ0kLYhGuGboz-0wLuHw580GrNfp4VTo8lrIAATiC_Va1VBT5CQL9EcNdj8mlwRU9N1L0q_5waBjkI-E/s320/2.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Thanks to the scale, we can read the height and we can calculate the discharge Q with this formula : </div><div class="separator" style="clear: both; text-align: justify;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqMgjXxPWV7ria-42qE1VZ4fVSkm3eSYmeNiJECadvRD8DPqMSDlOF0zFrMYwTTqnED7YD-u5Lb2uMYREzshGZZN4wiue2HOS188ZfleuD83hT2R_nw1dir1mBaBU5JCHEcrPPr1YjsLrmqKXxlY3Vu9Be3U6PxjbqUAZscZkb_2A0UiEbRvRRU3mowRU/s493/3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="142" data-original-width="493" height="92" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqMgjXxPWV7ria-42qE1VZ4fVSkm3eSYmeNiJECadvRD8DPqMSDlOF0zFrMYwTTqnED7YD-u5Lb2uMYREzshGZZN4wiue2HOS188ZfleuD83hT2R_nw1dir1mBaBU5JCHEcrPPr1YjsLrmqKXxlY3Vu9Be3U6PxjbqUAZscZkb_2A0UiEbRvRRU3mowRU/s320/3.png" width="320" /></a></div><div class="separator" style="clear: both; text-align: justify;">We also calculate the discharge by calculating how many liter we can put in the beaker and in how many time. We realise the experiment many times to have, at the end, an average of the discharge. </div><div class="separator" style="clear: both; text-align: justify;">We don't forget to estimate the side flow percentage. </div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzKdm3OZduraTMAwiK82mUVwAOKmVWBxxG-e3O2-ktUKKGIHNj1fol1d7WIEysMDhSKly2qYrGLuQzgBGm1ICNOcQ6DPKRNgYbL8GQoNNM3Vu1Dg4tD0QysW5AYD8W1BtBH8fVObs-YL9AZIDyF8FbdZt70pNebZjyiZ1NkszoZTzovnKrVrzmWkhwnyw/s1228/Capture%20d'%C3%A9cran%202023-11-13%20181006.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="349" data-original-width="1228" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzKdm3OZduraTMAwiK82mUVwAOKmVWBxxG-e3O2-ktUKKGIHNj1fol1d7WIEysMDhSKly2qYrGLuQzgBGm1ICNOcQ6DPKRNgYbL8GQoNNM3Vu1Dg4tD0QysW5AYD8W1BtBH8fVObs-YL9AZIDyF8FbdZt70pNebZjyiZ1NkszoZTzovnKrVrzmWkhwnyw/w654-h186/Capture%20d'%C3%A9cran%202023-11-13%20181006.png" width="654" /></a></div><br /> Flow yellow result is from the experiement with the beaker. </div><div class="separator" style="clear: both; text-align: justify;">Q is calculated with the formula.</div><div class="separator" style="clear: both; text-align: justify;">Aproximative descharge counts the estimate side flow. </div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Here, we can conclude that the discharge of output stream is more important than the input one. We saw the same next week before by observing the environnement and also from the task 3. This is probably due to the difference of height between the small and big lake that we couln't observe over the input stream. </div><div class="separator" style="clear: both; text-align: justify;"><br /></div>Also, we noticed that there are many input stream opposite to output stream. Those can also explaine the difference of discharge between streams. <div><br /></div><div>We have to noticed that our calculation were approximative cause of the side flow and also the human control of stopwatch. <br /><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><br /></p></div>Lisahttp://www.blogger.com/profile/05364077629258298012noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-50223097030058960992023-11-07T16:04:00.000+02:002023-11-07T16:04:47.064+02:00Ryhmä 2: Pohjavesinäytteenotto<p> Tiistaina 31.10.2023 suoritimme pohjavesinäytteenoton Pieni-Valkeisella. Sää oli selkeä, mutta kolea. Lämpötila oli noin -6 °C. Alla kuva Pieni-Valkeisen pohjavesiputkesta.</p><p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgagecGsRykjhAYwzauPBthcoeQPkeJfF54BQ_ydX7NhyzxTvk-5KsjkEDqCuIuAj3e4xnrKaY8Swl1MjFk2q0prTJhDmEHgauhRnBBevq2FTCxJaDMl4Gvh3VRuqDm3D1PfBGsR_izH0NWop1zeZ5u0d_rRZfd55BqU0e6MqsVzXaubgNf4pvhcoisKdcC/s640/IMG_7143.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgagecGsRykjhAYwzauPBthcoeQPkeJfF54BQ_ydX7NhyzxTvk-5KsjkEDqCuIuAj3e4xnrKaY8Swl1MjFk2q0prTJhDmEHgauhRnBBevq2FTCxJaDMl4Gvh3VRuqDm3D1PfBGsR_izH0NWop1zeZ5u0d_rRZfd55BqU0e6MqsVzXaubgNf4pvhcoisKdcC/s320/IMG_7143.jpeg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 1. Pohjavesiputki</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Pieni-Valkeisen havaintoputki, josta suoritimme näytteenoton on materiaaliltaan PEH-putki, jonka halkaisija on 60/52mm. Aloitimme näytteenoton täyttämällä havaintoputken kaivokortin sekä kenttälomakkeen perustiedoilla. Alla kuvat lomakkeista.</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir2eM9qAiJeOkyFhIUC0DlEZ69-B5nPPBypS4OdQ-J2TeavwIg139sfp4Lt59eaJPtqeY38a0w8Ws8_etUqB92YnDE-jrogN_MfwaKIclpOflbyywbLzsm8IhHhy45GWO5pXblmHShwfg_m5mKNSnGJoYg2295jttLJZsBZA4iCF48IdbG9go7ecpEfjBQ/s640/image0%20(23).jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir2eM9qAiJeOkyFhIUC0DlEZ69-B5nPPBypS4OdQ-J2TeavwIg139sfp4Lt59eaJPtqeY38a0w8Ws8_etUqB92YnDE-jrogN_MfwaKIclpOflbyywbLzsm8IhHhy45GWO5pXblmHShwfg_m5mKNSnGJoYg2295jttLJZsBZA4iCF48IdbG9go7ecpEfjBQ/s320/image0%20(23).jpeg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 2. Pohjavesiputkikortti</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLCdhEdCdF3VeK70eI40QvNv51Yks4bEGrr9gbyz9iQZFLM0Vogtl0Rl8jZWk0qgvwsQInW8j3FUla31yP_5cErp_SE5B9I7iLSbyMBds4W9DF1G6kioG7YJzYkYx9u9dRDvgAqziRlqcvYMdR5HBky7qenAkOgirZTP3zrigU9uiaPIzyR1J3TDvuVFp0/s640/image1%20(2).jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLCdhEdCdF3VeK70eI40QvNv51Yks4bEGrr9gbyz9iQZFLM0Vogtl0Rl8jZWk0qgvwsQInW8j3FUla31yP_5cErp_SE5B9I7iLSbyMBds4W9DF1G6kioG7YJzYkYx9u9dRDvgAqziRlqcvYMdR5HBky7qenAkOgirZTP3zrigU9uiaPIzyR1J3TDvuVFp0/s320/image1%20(2).jpeg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 3. Näytteenoton havaintolomake</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Täytettyämme perustiedot pystyimme aloittamaan näytteenoton putkesta. Ensimmäiseksi mittasimme putkesta vedenpinnankorkeuden. Mittaustuloksen avulla pystyimme laskemaan putken vesitilavuuden. Alla kuva laskukaavasta sekä tuloksesta, jonka saimme. Sitten huuhtelimme putken eli suoritimme esipumppauksen. Käytimme pumppaukseen akkukäyttöistä uppopumppua. Mittasimme samalla pumpun tuoton volymetrisen mittauksen avulla, jonka tulos näkyy alla olevassa kuvassa. Volymetrisen mittauksen suoritimme mitta-astien sekä sekuntikellon avulla. Mittaus toistettiin kolme kertaa, jonka jälkeen laskimme tulosten keskiarvon.</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMxpq2aUopijFpJok89VMywBrlLRVCk30PEIt1pd5rT8UkiZAkg-uBAccyzV8o7fW5F-XotgD5yDmDaaVnmzluAjZgTw-ejjIVtFLjtnzHvUYQSQCbkM85BJNAXQTANTGkjJXiFAt56x8H1MO5HWenCKsOPm2i54995yVgCj_RNB9Vqw7wHuRq6X_PKKC/s640/image0%20(33).jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMxpq2aUopijFpJok89VMywBrlLRVCk30PEIt1pd5rT8UkiZAkg-uBAccyzV8o7fW5F-XotgD5yDmDaaVnmzluAjZgTw-ejjIVtFLjtnzHvUYQSQCbkM85BJNAXQTANTGkjJXiFAt56x8H1MO5HWenCKsOPm2i54995yVgCj_RNB9Vqw7wHuRq6X_PKKC/s320/image0%20(33).jpeg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 4. Putken vesitilavuus sekä pumpun tuotto</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Putken esipumppauksen jälkeen pidimme pienen tauon, jonka jälkeen mittasimme uudestaan vedenpinnankorkeuden. Tämän jälkeen aloitimme näytteenoton. Suoritimme näytteenoton käyttämällä akkukäyttöistä uppopumppua. Näyte otettiin pumppaamalla vettä pohjavesiputkesta näytepulloihin. Näytteenoton jälkeen suoritimme vielä mittauksia kenttämittalaitteilla. Mittasimme pohjavedestä pH, johtokyvyn, lämpötilan sekä liuenneen happipitoisuuden. Mittauksien tulokset kirjasimme ylös lomakkeisiin, joista on kuvat ylempänä. Alla kuvia näytteenotosta.</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrOH4Xy-7sgCTUQIlyy2nhcugzm0P-DT3KvR4nleFqkgtHAfKihL2iIbz17POuSCdwVTUVDpk2CP1qJT8d0JxVwyO8thS7sKp8WofH3WMcOayDDAiRymuJr5cwToAlO7_dTy9LUqh6IXLy5-mg4Sw9AAiV6fimwuS8aB2SJXfSdwQf1V6X2ksp0V67Tfp6/s640/IMG_7149.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrOH4Xy-7sgCTUQIlyy2nhcugzm0P-DT3KvR4nleFqkgtHAfKihL2iIbz17POuSCdwVTUVDpk2CP1qJT8d0JxVwyO8thS7sKp8WofH3WMcOayDDAiRymuJr5cwToAlO7_dTy9LUqh6IXLy5-mg4Sw9AAiV6fimwuS8aB2SJXfSdwQf1V6X2ksp0V67Tfp6/s320/IMG_7149.jpeg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 5. Kenttämittauslaitteella mittaaminen</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9rrnXM-SWxyPzNcG23xGKslMNsReZM39_8QFsoxEEb27XBqJwWidz4ZDYqRF1W9n4mARGKCtodVWC-nB9lNN902eAzLr4b199hNXu35NcJG8eCtuaz47F1mvRFyh6VvVfBTg_lnp7rJ7jfv6UCY3pOYXjmIJGlImPy3rjEPnbds8YKdPmTU9Yacb1nSax/s640/IMG_7148.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9rrnXM-SWxyPzNcG23xGKslMNsReZM39_8QFsoxEEb27XBqJwWidz4ZDYqRF1W9n4mARGKCtodVWC-nB9lNN902eAzLr4b199hNXu35NcJG8eCtuaz47F1mvRFyh6VvVfBTg_lnp7rJ7jfv6UCY3pOYXjmIJGlImPy3rjEPnbds8YKdPmTU9Yacb1nSax/s320/IMG_7148.jpeg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 6. Putken esipumppausta</div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><br /><br /></div><br /><br /><p></p>Taruhttp://www.blogger.com/profile/00406127560289034148noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-18945057183069930832023-10-23T22:31:00.000+03:002023-10-23T22:31:30.772+03:00Ryhmä 4: Vesinäytteenotto<p>Moro! Tällä kertaa ryhmämme tehtävänä oli ottaa vesinäytteitä Pieni-valkeisen ympäristöstä. Näytteiden avulla pystytään arvioimaan vesistön tilaa ja vesistöön kulkeutuvia haitta-aineita. </p><p>Välineitä näytteenotossa olivat näytepullot, jatkovartinen näytteenotin ja näytepullojen merkkausvälineet. Lisäksi käytimme puhelinta näytteenottopaikkojen koordinaattien määrittämiseen. Näytteenotin toimii siten, että näytepullo kiinnitetään siihen pannan avulla ja näyte voidaan ottaa sen avulla pidemmältä ja syvemmältä, kuin pelkästään rannasta otettu näyte.</p><p>Vesinäytteenotossa on kiinnitettäviä huomiota näytteenotto olosuhteisiin ja muihin tekijöihin, jotka voivat vaikuttaa näytteen laatuun. Jos esimerkiksi aiemmin on satanut kovasti, voi vedenlaatu olla normaalista poikkeava, tai jos veden pohjaa myllätään näytteenotossa ei näyte ole enää vallitsevaa vedenlaatua kuvaava. Myös hygieniaan on kiinnitettävä huomiota, koska esimerkiksi käsistä voi tarttua näytepulloon epäpuhtauksia, jotka voivat muuttaa näytteen laatua.</p><p></p><p></p><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT7TXQcDIUEnMPLPi428ho9Ijl46gu0aTas8duxvAFunw8NFH0ah1g91YCMnhYDKKYxa1fgnqTL0DWx6BuHMib_-1NyZnchvSuWq62G7wyVW32BzVgqFFiNndFyj4Yn_o66nvYvTF6K-3t2UWT5OrviMVQ8p87E-6eXEGHkpB7HNTxtTLySw0lXd8wjmo/s1600/IMG-20231023-WA0004.jpg" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT7TXQcDIUEnMPLPi428ho9Ijl46gu0aTas8duxvAFunw8NFH0ah1g91YCMnhYDKKYxa1fgnqTL0DWx6BuHMib_-1NyZnchvSuWq62G7wyVW32BzVgqFFiNndFyj4Yn_o66nvYvTF6K-3t2UWT5OrviMVQ8p87E-6eXEGHkpB7HNTxtTLySw0lXd8wjmo/w365-h274/IMG-20231023-WA0004.jpg" width="365" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Vesinäytteenottoa (Hoffren 2023)<br /><br /></td></tr></tbody></table>Näytteet otettiin Pieni-valkeisen tulo-uoman edustalta ja poisto-uoman lähtö- ja purkupaikan edustalta. Näistä kohdista pystytään seuraamaan lampeen tulevan ja lammesta lähtevän veden laatua. Otimme näytteen ensin poisto-uoman purkupaikasta Iso-valkeisen puolelta. Näytepullo kiinnitettiin näytteenottimeen ja näytteenottimen pulloteline oli tarkoitus kääntää näytteenotto asentoon, mutta se oli se oli jumittunut kiinni, joten jouduimme ottamaan näytteet pullon ollessa vaakatasossa (viereinen kuva). Pulloon otettiin lammesta ensin vettä, jolla pullo huuhdeltiin. Tässä on oltava tarkkana, ettei huuhteluvettä kaada näytteenottopaikkaan ja näin sotke veden laatua. Tämän jälkeen otimme varsinaisen vesinäytteen. Merkkasimme pulloon ryhmämme nimen, näytteenotto ajankohdan ja näytteenottopaikan. Näytteenottopaikoilla pitää tehdä myös aistinvaraisia havainnointeja eli esimerkiksi tutkia veden väriä ja hajua. Otimme samalla tavalla näytteet muistakin näytteenottopaikoista. Tämän jälkeen laitoimme näytepullot kylmälaukkuun, jotta näytteet säilyisivät paremmin. Näytteitä tutkitaan laboratoriossa seuraavassa harjoituksessa.<p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb11_5LROooyOmU4mroKaDgcdRozeD8FIzmKp0p-frjiFXsFHZ-rUhyVrqzxnOS2b87PsdirHn3BY6jMmEA1wu3fohiNf8wDhNzClGM5ZXpGb4XR99VT3eMWCzK6cKcAi93iQz8m8sRz7_kJC71X29JvKiw6Har9iatm_ZTXY092WdyDNJSbb5IfANjoo/s1600/IMG-20231023-WA0007.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1200" height="428" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb11_5LROooyOmU4mroKaDgcdRozeD8FIzmKp0p-frjiFXsFHZ-rUhyVrqzxnOS2b87PsdirHn3BY6jMmEA1wu3fohiNf8wDhNzClGM5ZXpGb4XR99VT3eMWCzK6cKcAi93iQz8m8sRz7_kJC71X29JvKiw6Har9iatm_ZTXY092WdyDNJSbb5IfANjoo/w321-h428/IMG-20231023-WA0007.jpg" width="321" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Näytepullot (Hoffren 2023)</td></tr></tbody></table><br /><p><br /></p>Nimi123http://www.blogger.com/profile/10279233452885590273noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-3516502456440824022023-10-20T10:50:00.000+03:002023-10-20T10:50:23.297+03:00Ryhmä 7: Valuma-alueen maastokatselmus ja ympäristön havainnointi<p>Monesko tiistai tämä nyt olikaan, kun 10.10.23 ryhmämme lähti suorittamaan tämänkertaista tehtävää. Sää on suosinut meitä tänä vuonna, sateet ovat pysyneet poissa juuri näinä tiistain aamupäivinä. Sää oli pilvinen, melko kolea (+1 C) mutta tyyni ja ruska melkein kauneimmillaan. </p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtMP43dpBbrU-y-8KQZAI6nVqfAj_qypCJQBweSbXzUCsr3t47_OCo174-en-VWq_i56hpzE0Cw0M8ArHOhd5mzBp54HXoW4CIqh5EPFc3mvDMLsUzTtFLhZFRt-xQ5N9tK1uHKHz7WHn-8nUGWdn1T-7h4idu_yn23mQMTfWq-cz7S3ew0y_79hH-2hUj/s3893/20231010_105344.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2482" data-original-width="3893" height="408" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtMP43dpBbrU-y-8KQZAI6nVqfAj_qypCJQBweSbXzUCsr3t47_OCo174-en-VWq_i56hpzE0Cw0M8ArHOhd5mzBp54HXoW4CIqh5EPFc3mvDMLsUzTtFLhZFRt-xQ5N9tK1uHKHz7WHn-8nUGWdn1T-7h4idu_yn23mQMTfWq-cz7S3ew0y_79hH-2hUj/w640-h408/20231010_105344.jpg" width="640" /></a></div>Ruska-ajan puustoa Pieni-Valkeisen rannalla (Nevalainen 2023)</div><p>Oikeasti tämänkertainen tehtävä olisi pitänyt tehdä kurssimme harjoituksista ihan ensimmäisenä, mutta arpaonnen päätettyä toisin, suoritimme maastokatselmuksen viimeisenä. Alueen taustatiedot tulisi selvittää ennen kuin mennään paikan päälle esimerkiksi näytteenottoon. Karttoja ja muita taustatietoja tutkimalla selvisi seuraavaa:</p><p>Pieni-Valkeisen pinta-ala on 2,16 hehtaaria ja sen keskisyvyys on noin 3 metriä. Lammen syvin kohta on 5,5 metriä. Lampi sijaitsee Puijon selänteen itärinteellä ja lammen toiselle puolella on järvi Iso-Valkeinen, jonne Pieni-Valkeisen poistouoma laskee. Value -valuma-alueen rajaustyökalun avulla saadun tiedon mukaan lammen valuma-alueen pinta-ala on 578415 <span style="background-color: white; font-family: arial, sans-serif; font-size: 14px;">m²</span>. Valuma-alueesta suurin osa koostuu Pujon rinteen metsäalueesta. Tämän lisäksi valuma-alueella sijaitsee asuinaluetta ja koulu sekä näihin liittyvää katualuetta. </p><p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEikysbjkSX89nzwQ-upTw92wqj04Pe_LKrTDH_6RLZMsUYgwRe488m3lOd2zrV83Gb9V6NiWsdDcIpBq1RxjiQGBsgM4RXVjybLGsHZL6jrRRKd_okK1O4vl6rWXo97Ua5QEnQt-ICPnQWqiyv5Km1eKxZQCxWUni89IhirpLg1HvYcN7oyMGe3JLiiUs6o" style="margin-left: auto; margin-right: auto;"><img alt="" data-original-height="533" data-original-width="611" height="327" src="https://blogger.googleusercontent.com/img/a/AVvXsEikysbjkSX89nzwQ-upTw92wqj04Pe_LKrTDH_6RLZMsUYgwRe488m3lOd2zrV83Gb9V6NiWsdDcIpBq1RxjiQGBsgM4RXVjybLGsHZL6jrRRKd_okK1O4vl6rWXo97Ua5QEnQt-ICPnQWqiyv5Km1eKxZQCxWUni89IhirpLg1HvYcN7oyMGe3JLiiUs6o=w374-h327" width="374" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Pieni-Valkeisen valuma-alue</td></tr></tbody></table><br />Lammen pääasiallinen käyttö on virkistyskäyttö, mutta sen rannalla on myös vakituista asutusta. Lammen rannalla kulkee lenkkipolkuja ja lammen koillisosassa sijaitsee Päivärannan asukasyhdistyksen ylläpitämä uimaranta. Lisäksi Pieni-Valkeinen on Kuopion kaupungin vapakalastusaluetta. Lammen kalastoon kuuluvat ainakin ahven ja hauki. Asutusta ja uimarantaa lukuun ottamatta lammen rannat ovat luonnontilaiset ja paikoittain ranta on soistunut.</p><div style="text-align: left;"><b>Maastokatselmus</b></div><div style="text-align: left;">Itse maastokatselmus tehtiin kävelemällä lammen ympäri. Tosin ei aivan, koska lammen pohjoisrannalla olevat tontit ulottuvat rantaan, ja niille on rakennettu laitureita, joten emme menneet toisten asuinrauhaa häiritsemään. Päätimme seurata Value-työkalun määrittämää valuma-alueen rajaa siltä osin kuin se rakennetulla alueella oli mahdollista, eli sallittuja kulkuväyliä pitkin. </div><p>Samalla havaitsimme, että valuma-alueen tarkka rajaus on hankala määrittää siellä, missä on katuja, hulevesiviemäreitä, tonttien raja-aitoja ja muutenkin maastoa muokattu. Luotamme siis pääosin Value:en. Sen mukaan valuma-alue rajoittuu koulun takana olevan kentän sekä kaukalon välissä. Tulimme samaan tulokseen. Alla olevassa kuvassa koulu ja näkymää rakennetulle alueelle.<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ-bqqw5CykcGt2LKO-zJ9YpSnKdt1eAs1VjoBeQ_3lAROTE0dRts_CHoe6T0jNNhgO1dAAYcrXW7z0Bze6V43dCHzaeFfyixti00zl4pGukCraCpVc2qODNPJypoUtudYPwnHinSFzYOofPe2W-CLAuPBQ9pNY1TQtRAC7NAu48dyleNDPElwpfaWRrP4/s640/koulu_valkeinen.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ-bqqw5CykcGt2LKO-zJ9YpSnKdt1eAs1VjoBeQ_3lAROTE0dRts_CHoe6T0jNNhgO1dAAYcrXW7z0Bze6V43dCHzaeFfyixti00zl4pGukCraCpVc2qODNPJypoUtudYPwnHinSFzYOofPe2W-CLAuPBQ9pNY1TQtRAC7NAu48dyleNDPElwpfaWRrP4/w400-h300/koulu_valkeinen.jpg" width="400" /></a><br />Valuma-alueen rajalla (Koivistoinen 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div>Pieni-Valkeinen sijoittuu Puijon selänteen itäreunalle, ja heti koulun "takana" alkoi maaston muodot jyrkentyä. Seurasimme kuntopolkua, joka myötäili korkeuskäyrää +120m mpy. Metsä jakautuu polun kohdalta "kahtia": yläpuolinen metsä on vanhaa, kuusivaltaista metsää ja polun ja lammen välin puusto on lehtipuuvaltaista, nuorempaa metsää. Kasvupaikkatyyppi on lehtomaista kangasta, pääpuulajeina kuusi, koivu ja haapa. Pensaskerroksessa kasvaa pihlajaa ja leppää. Myös kenttäkerroksen suursaniaiset (hiirenporras ja kotkansiipi) sekä mustikka, käenkaali ja sammaleet kielivät osaltaan lehtomaisesta kasvupaikasta. Mitä lähemmäs lampea menee, sen enemmän alkoi näkyä suokasvillisuutta, kuten rahkasammalta ja suopursua. Lammen lounaispuolella lenkkipolkujen risteyksessä on alue, jolle on muutama vuosi sitten istutettu haapaa, alueen liito-oravien tarpeisiin.<div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitFdcPA9PEjgX6rPrtLNOCUiPSgMeuQFc_nUtDwbfRngk9qbgw0G18lxO4yTLUyUwLQf_J_J1yELtReoYWWt2vD-D2rQN_0U_bfNuFZmqerV9XnbuRPe40OpHaveQYSpEeYwtWFqJ17nofE1D2LlDjJ_Bqvn3NrrPjTRbsbgY9lipV-Ms4wpCXhk0BF4si/s640/lehtimets%C3%A4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitFdcPA9PEjgX6rPrtLNOCUiPSgMeuQFc_nUtDwbfRngk9qbgw0G18lxO4yTLUyUwLQf_J_J1yELtReoYWWt2vD-D2rQN_0U_bfNuFZmqerV9XnbuRPe40OpHaveQYSpEeYwtWFqJ17nofE1D2LlDjJ_Bqvn3NrrPjTRbsbgY9lipV-Ms4wpCXhk0BF4si/w300-h400/lehtimets%C3%A4.jpg" title="Vanha kuusimetsä vaihtuu nuoreksi lehtimetsäksi" width="300" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpiW-kNtfZiMr4ltGf_fBQeKx8lkszMPXKA47iH8QFIM4E2fTpGmocDdDcwBoOavToxmJKPnFuDA7pS6UISNbtM0C_tIc8A-9sTONy-RWcuSgWT9DF0qe-iHDsVtoxugEM77L2oSHbLYfPTAtZQOFZxetRv3P9vNqrdVHsDshxzeqJWkSpPRf7YWcM-G81/s640/mets%C3%A4%C3%A4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpiW-kNtfZiMr4ltGf_fBQeKx8lkszMPXKA47iH8QFIM4E2fTpGmocDdDcwBoOavToxmJKPnFuDA7pS6UISNbtM0C_tIc8A-9sTONy-RWcuSgWT9DF0qe-iHDsVtoxugEM77L2oSHbLYfPTAtZQOFZxetRv3P9vNqrdVHsDshxzeqJWkSpPRf7YWcM-G81/w300-h400/mets%C3%A4%C3%A4.jpg" width="300" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuxGc9xuP2K8fwU5M5S7Q9yuNrh1P7pNrBq_mvEWT3Tg9KI568UKCH3Ln52uHaL02n3f-R4SAdYXWS2K07dPd_bW8o87FBvcXeqULQcVwOH4hRbl1RYRKA_apNp5fzpYUeGnbjADPOJHeCKcQ2DvIyOriNa2Oi05G2CrJFEInWE1TbwZqcgD9ONGFe9PQ0/s640/kotkansiipi.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuxGc9xuP2K8fwU5M5S7Q9yuNrh1P7pNrBq_mvEWT3Tg9KI568UKCH3Ln52uHaL02n3f-R4SAdYXWS2K07dPd_bW8o87FBvcXeqULQcVwOH4hRbl1RYRKA_apNp5fzpYUeGnbjADPOJHeCKcQ2DvIyOriNa2Oi05G2CrJFEInWE1TbwZqcgD9ONGFe9PQ0/w300-h400/kotkansiipi.jpg" width="300" /></a><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPlnyA3KdbjmZ4iI9vgWSmntQzASWirxs38p196CeoFGXuep6X08FVv1N1aqeWXN4YA3JoXpMU__QZEwdqSyK2a_hJ7GHmHAE4_5m1gWoTSBnsSneP4hW_1rhgg4iMM1T803b1nlL-HxcdMIoslGhokrKXbBdu5DUpMka3jYN5qkEz6xnA5pPKjPu2B7YJ/s640/istutettua%20haapaa.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPlnyA3KdbjmZ4iI9vgWSmntQzASWirxs38p196CeoFGXuep6X08FVv1N1aqeWXN4YA3JoXpMU__QZEwdqSyK2a_hJ7GHmHAE4_5m1gWoTSBnsSneP4hW_1rhgg4iMM1T803b1nlL-HxcdMIoslGhokrKXbBdu5DUpMka3jYN5qkEz6xnA5pPKjPu2B7YJ/w300-h400/istutettua%20haapaa.jpg" width="300" /></a></div><br /><br /><div><b>Lampeen tulevat ja lammesta poistuvat virtaamat</b> </div><div>Karttatarkastelussa Pieni-Valkeiseen johtaa vain yksi tulouoma (kuvassa nimellä tulouoma 1). Maastossa kuitenkin havaitsimme useita muitakin uomia ja painanteisiin kertynyttä vettä, mistä varmasti etenkin keväisin virtaa paljon vettä lampeen. Jyrkällä Puijon rinteellä lienee osuutta asiaan, vesimäärät voivat olla melkoisia esimerkiksi rankkasateiden aikaan, jolloin vesimassat ovat muodostaneet muitakin tulouomia. Myös ihminen on muokannut uomia, esimerkiksi Päivärannan asutuksen myötä rakennetut hulevesien ohjauksen ojat. Merkitsimme alla olevaan karttaan löytämämme "lisäuomat" ja muut vettä ohjailevat merkittävät asiat. Pieni-Valkeisen ympäristössä kulkee monia rakennettuja ja ojitettuja kuntopolkuja, joiden alitse vesi ohjataan rumpuja pitkin useassa kohdassa. Myös pienempiä "kinttupolkuja" risteilee siellä täällä. Poistouomia lammesta Iso-Valkeiseen on karttaan merkitty myös vain yksi, emmekä havainneet muita pienempiä poistouomia. </div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLpEoa1a5MqUoIi3_aSn8CwIEpqs1uxry08XnOdIYykIE-zQuEvISroxSuXo9ZxZduuEUQvaYyPPOJd4lWd7IYG2uiWgdp-psvY7CAfjeW2Jj3mWTI1vRnrgbmdScSGa4yOwIt_DPSySN_cqxPopTR5_897-iU0KAycGD6LhN2XaDntITiRwjIKRmLaSHZ/s3507/taitto%20uomat%20kartalla.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="453" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLpEoa1a5MqUoIi3_aSn8CwIEpqs1uxry08XnOdIYykIE-zQuEvISroxSuXo9ZxZduuEUQvaYyPPOJd4lWd7IYG2uiWgdp-psvY7CAfjeW2Jj3mWTI1vRnrgbmdScSGa4yOwIt_DPSySN_cqxPopTR5_897-iU0KAycGD6LhN2XaDntITiRwjIKRmLaSHZ/w640-h453/taitto%20uomat%20kartalla.png" width="640" /></a><br /><span style="text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div><b>Ympäristökuormitus</b></div><div>Tulouoman molemmin puolin on havaittavissa lammen soisten rantojen metsittymistä. Vuosien saatossa uomasta valuneet ravinteet ja kiintoaines ovat varmasti edistäneet asiaa. Eri aikojen ilmakuvista näkee hyvin Päivärannan alueen kehityksen, niin luonnostaan tapahtuneen kuin ihmisen aiheuttaman. </div><div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhsObw1P3Tf9Ulvhgyhr5ixYLNgT82GVjLz61IygTvyZMDTNEtu6qY7D2qspS3EWg1lyjoL7QRYxdhVAW0qjeBdNCkQMYvXZcqyw7x8JFne3GZdeFKI44pmFUMiG_3jXT8bGyrwEGdKEjnX8mntUyBVzj7kEb4ycJKWZwUwIvOXqiHmB3RZpp7-Xz3LuZr2" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="486" data-original-width="656" height="237" src="https://blogger.googleusercontent.com/img/a/AVvXsEhsObw1P3Tf9Ulvhgyhr5ixYLNgT82GVjLz61IygTvyZMDTNEtu6qY7D2qspS3EWg1lyjoL7QRYxdhVAW0qjeBdNCkQMYvXZcqyw7x8JFne3GZdeFKI44pmFUMiG_3jXT8bGyrwEGdKEjnX8mntUyBVzj7kEb4ycJKWZwUwIvOXqiHmB3RZpp7-Xz3LuZr2" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj2kypZvPA0vbCWr-Sv6CN9fsVS4hSgxz5L9-UEBQf33fTJe8HREh7R7mk-N2CeufiRscoc8522mzjc7nuSiH9riOo61eF0NmjNPom7vqEamDiKabXLyFV6mvlwusRPfnQiibQa0IR366v9lfBPfGcWUptlRu85LphM_2tWoakMs41dkhLIpi5Z_7nSdUIm" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="522" data-original-width="631" height="259" src="https://blogger.googleusercontent.com/img/a/AVvXsEj2kypZvPA0vbCWr-Sv6CN9fsVS4hSgxz5L9-UEBQf33fTJe8HREh7R7mk-N2CeufiRscoc8522mzjc7nuSiH9riOo61eF0NmjNPom7vqEamDiKabXLyFV6mvlwusRPfnQiibQa0IR366v9lfBPfGcWUptlRu85LphM_2tWoakMs41dkhLIpi5Z_7nSdUIm=w313-h259" width="313" /></a><br />Paikkatietoikkunan historialliset ilmakuvat (näyttöleikkeet 11.10.2023)</div><br /><br />Lammen läheisyyteen noussut asutus kuormittaa lampea. Kiintoainesta, ravinteita ja muita pienhiukkasia pääsee vesistöön niin valuntana, kuin ilmasta sateen mukana.</div></div></div>Helihttp://www.blogger.com/profile/07563014776016709070noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-14757800425422897312023-10-19T16:16:00.001+03:002023-10-19T16:16:56.137+03:00Virtaaman määrittäminen siivikoimalla, ryhmä 6<p> </p><p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Tiistaina 10.10.2023 olimme ryhmäni
kanssa Pieni-Valkeisella tekemässä kenttäharjoitusta, jossa aiheena oli virtaaman
määrittäminen siivikoimalla. Virtaama tarkoittaa vesimäärää, joka kulkee
esimerkiksi uoman poikkileikkauksen tai jonkin vesistöalueen läpi tietyssä
aikayksikössä. Virtaama määritettiin Pieni-Valkeisen lammen tulo- ja
poistouomasta SEBA Mini Current Meter M1 -mittalaitteella, joka on nähtävillä
kuvasta 1. Virtaaman määrittämisessä tarvittiin myös sekuntikello, rullamitta
ja muistiinpanovälineet.</span></p><p class="MsoNormal"><br /><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p></o:p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZWHTOySX2VE5W_u6lmx4Ke4cc6cYKukCY9dIMtK9pFg7S-5-jI_d_N-OymMDpeLLL3Ik31s6iKEyDPiymzxMNNkBUYQV6YSTctCSWnkhyphenhyphenuEy3DlLS0zAT2WQhJ7ya6iDRGyfPPLq1yI3ZxXr6_BJab5CkvlEuef2LwYbKv9HGtkegkFvMtOps4jWL46Il/s4096/IMG20231010090044.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="4096" data-original-width="3072" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZWHTOySX2VE5W_u6lmx4Ke4cc6cYKukCY9dIMtK9pFg7S-5-jI_d_N-OymMDpeLLL3Ik31s6iKEyDPiymzxMNNkBUYQV6YSTctCSWnkhyphenhyphenuEy3DlLS0zAT2WQhJ7ya6iDRGyfPPLq1yI3ZxXr6_BJab5CkvlEuef2LwYbKv9HGtkegkFvMtOps4jWL46Il/w282-h376/IMG20231010090044.jpg" width="282" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Kuva 1. SEBA Mini Current Meter M1</td></tr></tbody></table></span></p><p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Mittaukset aloitettiin lammen
poistouomasta valitsemalla kohta, josta mittaus olisi mahdollisimman helppo
suorittaa. Sopivan kohdan löytämiseksi jouduttiin kokeilemaan muutamaa eri
kohtaa, koska joissain kohti uomaa virtaus oli niin hidasta, ettei mittalaitteen
siivekkeet pyörineet. Sopivan kohdan löydyttyä mitattiin uoman leveys ja
syvyydet kahdesta eri kohtaa. </span><span style="font-size: 16px;">Virtaamat eivät ole uoman joka kohdissa samanlaiset, joten jakamalla uoma osiin, saadaan tarkempaa ja luotettavampaa tietoa virtaamasta. K</span><span style="font-size: 12pt;">ohdat, joissa mittaukset suoritettiin, eivät olleet tarkasti määriteltyjä tai mittanauhalla mitattuja, joten laskuissa on käytetty arviota mittausalueiden pinta-alasta. Kuvassa 2
näkyy havainnekuva uomasta ja mittoja.</span></p><p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: 12pt;">Poistouoman ensimmäisestä kohdasta (8 cm) mitattuna siivikon
pyörimisnopeus oli 9,5 krt/30 s ja toisesta kohtaa (9 cm) 2,5 krt/30 s. Luvut
poikkeavat toisistaan melko paljon, koska virtaus oli voimakkaampaa toisella puolen uomaa.
Tämä johtunee osittain siitä, että hitaamman virtaaman puolella oli juurakkoa,
lehtiä ja oksia hidastamassa virtausta. Näitä yritettiin poistaa, muttei
kaikkea saatu pois.</span> <o:p></o:p></span></p><p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></p><p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Tulouoman virtauksen mittaus suoritettiin
vain yhdestä kohtaa, koska uoman virtaus oli niin hidasta, että siivikko pyöri
vain ollessaan keskellä uomaa. Siivikon pyörimisnopeudeksi saatiin 7,5 krt/30
s. Tulouoman leveys ja pohjanmuoto nähtävillä kuvassa 2. Pohja oli hieman
kalteva toiseen suuntaan. Laskuissa on käytetty mitatun osion leveytenä 25 cm, koska virtausta ei juurikaan ollut uoman reunoilla ja tulos olisi ollut vääristynyt, jos leveytenä olisi käyttänyt koko uoman leveyttä (50 cm).<br /></span></p><p class="MsoNormal"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd4CMb5yx6AwQpGmvEu_Gl70LoPOnjO6U1Qp7eghdsV3HvY8k8OAw8dRaP1VfttAmQ7cj13AaekZvzxYMvm1P_KCuEL__MJ2SW1d-mn6UL3WveEpNw2_gnBPNXBiAZW-ClN-8xNv4QoOTXM7HliK1tnlao6Aaxpss58PQyy-f1sG5I3VwtQaaXvJ1OSCg4/s4096/IMG20231019143507.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="3072" data-original-width="4096" height="355" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd4CMb5yx6AwQpGmvEu_Gl70LoPOnjO6U1Qp7eghdsV3HvY8k8OAw8dRaP1VfttAmQ7cj13AaekZvzxYMvm1P_KCuEL__MJ2SW1d-mn6UL3WveEpNw2_gnBPNXBiAZW-ClN-8xNv4QoOTXM7HliK1tnlao6Aaxpss58PQyy-f1sG5I3VwtQaaXvJ1OSCg4/w473-h355/IMG20231019143507.jpg" width="473" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Kuva 2. Tulo- ja poistouoman havainnekuvat.</td></tr></tbody></table><br /><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZY8Z76hdEwI-BUbSA8LmBTLIIriMDf517SSz2DSp2DW3XJqSGECzwQIfebbbeLuGXk4lhjd7VbZEeA6DU2OSa92GnNVkgfwH_oPXOpt7dxReUGmNrr4UKhFw6PUwynNers3_0mUA3HHlPcqjUTYwugvXl5WK8CJKwVdUT-owQ59tRasBGxKRyt6Yp9TBr/s400/aa.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="400" data-original-width="300" height="420" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZY8Z76hdEwI-BUbSA8LmBTLIIriMDf517SSz2DSp2DW3XJqSGECzwQIfebbbeLuGXk4lhjd7VbZEeA6DU2OSa92GnNVkgfwH_oPXOpt7dxReUGmNrr4UKhFw6PUwynNers3_0mUA3HHlPcqjUTYwugvXl5WK8CJKwVdUT-owQ59tRasBGxKRyt6Yp9TBr/w315-h420/aa.jpg" width="315" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Kuva 3. Siivikointia uomassa.</td></tr></tbody></table></p><p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Virtaama lasketaan kutakin
siivikointialuetta kohden kaavalla <i>Q = V*A</i>. Kaavassa <i>Q</i> on virtaama,
<i>V</i> virtausnopeus ja <i>A</i> pinta-ala. Jotta saadaan tietoon kaavassa tarvittava virtausnopeus, on
se laskettava ensiksi kaavalla <i>V=k*n+D</i>. Kaavassa <i>V</i> on
virtausnopeus, <i>k</i> siiven hydraulinen nousu, <i>n</i> siiven kierrosmäärä
ja <i>D</i> siivikkovakio. Virtauksen yhtälö on mittalaitekohtainen ja sen
kertoimet (k = 0,2591 m) ja (D = 0,005) on määritetty siivikon
kalibrointikäyrän avulla.</span></p><p class="MsoNormal"><br /><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p></o:p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-bv5nqajjOqfr1WFAi4m_w-R0zLEc6-DkeB-YmvVKrk5CyPDjWHNrqhBMML7vpkembcc4Cz5zXJvGeElvZi5y4qdE9HKrQHNVOVFuE6qgYLIcpuWiWtoWJvXPhKo7E3PUck4c0Hk-r3_bqUK1lxoEFqA65b_9AiHtZJnpuU8yIAwmvspbRzV7PKZYGTJg/s481/jee.PNG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="296" data-original-width="481" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-bv5nqajjOqfr1WFAi4m_w-R0zLEc6-DkeB-YmvVKrk5CyPDjWHNrqhBMML7vpkembcc4Cz5zXJvGeElvZi5y4qdE9HKrQHNVOVFuE6qgYLIcpuWiWtoWJvXPhKo7E3PUck4c0Hk-r3_bqUK1lxoEFqA65b_9AiHtZJnpuU8yIAwmvspbRzV7PKZYGTJg/w374-h230/jee.PNG" width="374" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Kuva 4. Virtaaman laskenta.</td></tr></tbody></table></span></p><p class="MsoNormal">Kuvan 4 mukaisesti tulouoman virtaamaksi saatiin noin 1,4 l/s ja poistouoman virtaaman keskiarvoksi noin 1,17 l/s. </p><p class="MsoNormal">Virheitä voi ilmetä johtuen siitä, että unohdimme mitata uoman osioiden leveydet, joten laskuissa käytetyt pinta-alat olivat vain arvioita. Vähensimme laskuissa uoman reunoilta poistouomassa 10 cm ja tulouomassa 12,5 cm. Epävarmuustekijöitä aiheuttaa myös se, että siivikko ei aina pyörinyt tasaisesti. Myöskään siivikon sijainti ei aina ollut täysin ihanteellinen, eli 2/3 pohjasta, joten se vaikuttanee tuloksiin myös.</p><p class="MsoNormal"><br /><br /><br /><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br /></span></p>Salla Pohtinenhttp://www.blogger.com/profile/15707458892448568623noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-83560968530068838532023-10-18T10:48:00.005+03:002023-10-18T12:56:47.911+03:00Ryhmä 3: Kasvillisuuskartoitus uiden<h1 style="text-align: center;"><span style="font-family: verdana;"> KASVILLISUUSKARTOITUS UIDEN</span></h1><div><div><span style="font-family: helvetica;"> </span></div></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWz1k8wgcUuZVDS_nZD29GvOMuwQBh2q24fIWLqQYKHc2Z_Dm9h2OuHImlcQ2glWilnjSgN9aFOlqUpLohye3MBW4PfSapyvJoqERAnv3cfiWcIfWhFJmS5EMapXbgMepcb9z4i6OPDn7mfXc5x5GABh8Hg0hY0JiOAas0LOdrxDd8m-xu2eQmIFi5G_h5/s4032/20231010_090940.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWz1k8wgcUuZVDS_nZD29GvOMuwQBh2q24fIWLqQYKHc2Z_Dm9h2OuHImlcQ2glWilnjSgN9aFOlqUpLohye3MBW4PfSapyvJoqERAnv3cfiWcIfWhFJmS5EMapXbgMepcb9z4i6OPDn7mfXc5x5GABh8Hg0hY0JiOAas0LOdrxDd8m-xu2eQmIFi5G_h5/s320/20231010_090940.jpg" width="180" /></a></div><span style="font-family: helvetica;"><div><span style="font-family: helvetica;"><br /></span></div>Teimme kasvillisuuskartoituksen osittain vedestä käsin kun ryhmämme uskalikko Marju suoritti uljaan uintireissun lokakuisen hyiseen Pieni-Valkeiseen gopro kameran kera. </span><span style="font-family: helvetica;">Vlogista pääset katsomaan kartoituksemme tuloksia.</span><br /><div><br /></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="411" src="https://www.youtube.com/embed/poui8SZON1A" width="571" youtube-src-id="poui8SZON1A"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br class="Apple-interchange-newline" /><span style="font-family: helvetica;"><span style="background-color: #f9f9f9; text-wrap: nowrap;">Mikäli upotus ei näy, linkki youtube-videoon: </span><span style="background-color: #f9f9f9; color: #073763; text-wrap: nowrap;"><a href="https://youtu.be/poui8SZON1A">https://youtu.be/poui8SZON1A</a></span></span><div><div><span style="font-family: helvetica;"><br /></span></div></div><div><br /></div><div><span style="font-family: helvetica;"><br /></span></div><div><span style="font-family: helvetica;"><br /></span></div><div><span style="font-family: helvetica;"><br /></span></div><div><br /></div>Mirva Liimattahttp://www.blogger.com/profile/16318399039008382671noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-77874229848569533862023-10-16T10:01:00.005+03:002023-11-20T08:56:31.426+02:00Vedenlaadun mittaukset kenttämittalaitteilla Ryhmä 5<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/vtOwNtOd3DQ" width="320" youtube-src-id="vtOwNtOd3DQ"></iframe></div><br /><div><br /></div><div>Ryhmä 5</div><div><span class="ui-provider azu azv azw azx azy azz baa bab bac bae baf bag bah bai baj bak bal bam ban bao bap baq bar bas bat bau bav baw bax bay baz bba bbb bbc bbd" dir="ltr"><p>eden laadun mittaukset kenttämittalaitteilla</p><p> </p><p>Suoritimme veden laadun kenttämittauksia Pieni-Valkeisella kolmessa eri pisteessä. Pieni-valkeisen tulo- ja poistouoman, sekä Iso-Valkeisen tulouoman edustoilla. Mitattavia suureita olivat lämpötila, pH, happipitoisuus, sekä johtokyky. Mittaukset tehtiin HACH Multi Meter mittalaitteella.</p><p> </p><p>Mittaustulokset:</p><p> </p><p>Ensimmäisenä mittasimme veden laadun Pieni-Valkeisen tulouomasta. Veden lämpötila oli 7,7 astetta, pH 8,1, happipitoisuus 6,3 milligrammaa litrassa, sekä johtokyky 71,4 mikrosiemensiä per senttimetri.</p><p> </p><p>Pieni-Valkeisen poistouoman lämpötila oli 7,2 astetta, pH 8,2, happipitoisuus 7,0 milligrammaa litrassa, sekä johtokyky 71,2 mikrosiemensiä per senttimetri.</p><p> </p><p>Iso-Valkeisen tulouoman lämpötila oli 9,3 astetta, pH 8,36, happipitoisuus 9,85 milligrammaa litrassa, sekä johtokyky 107,1 mikrosiemensiä per senttimetri.</p><p> </p><p>Aistinvaraisesti Pieni-Valkeisen vesi oli tummaa ja vedenpinta oli hieman korkeammalla kuin normaalisti.</p></span></div>RikuLaitinenhttp://www.blogger.com/profile/13878550378576292103noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-52380429033807171082023-10-10T10:47:00.000+03:002023-10-10T10:47:18.701+03:00Ryhmä 2: Pinnankorkeuden määrittäminen vaaitsemallaTiistaiaamuna 10.10.2023 ryhmämme piti suorittaa Pieni-Valkeisen sekä Iso-Valkeisen pinnankorkeuksien määrittäminen vaaituksella. Käytössämme oli perinteinen vaaituskoje. Pieni-Valkeisen rannassa ennalta tunnettu korkopiste löytyi kaivonkannesta, ja Iso-Valkeisen rannalla se oli määritetty kantoon.<div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6DGbAvHgMckuL_Fo4hR26oqi4NIJ1ZmCWKtkdOvIBRD3GBNujXKCsZGrqK5XWhblpUAchkU7441sFUC9wWLVr35PQOOBxeNmY3SG7yJjnrtlTn5mPhxwZDCLt8F3clP_wuyJCdqyovDLiHcB5YrN9K7k1W7JZNoe2DzS8B8V9GIo1QQXrp7BmOm9lkdl0/s2048/WhatsApp%20Image%202023-10-10%20at%2009.03.04.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6DGbAvHgMckuL_Fo4hR26oqi4NIJ1ZmCWKtkdOvIBRD3GBNujXKCsZGrqK5XWhblpUAchkU7441sFUC9wWLVr35PQOOBxeNmY3SG7yJjnrtlTn5mPhxwZDCLt8F3clP_wuyJCdqyovDLiHcB5YrN9K7k1W7JZNoe2DzS8B8V9GIo1QQXrp7BmOm9lkdl0/w290-h386/WhatsApp%20Image%202023-10-10%20at%2009.03.04.jpeg" width="290" /></a></div><div class="separator" style="clear: both; text-align: center;">Kaivonkannessa olevan korkopisteen vaaitus (Pikkarainen, 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Vaaitus suoritettiin siten, että ensin vaaituskoneen jalka kasattiin mahdollisimman suoraan ja sitten tasapainotettiin itse koje. Otimme ensin koron Pieni-Valkeisen kaivon kannon korkopisteestä. Korko otettiin hieman väärästä kohtaa kaivon kantta, joten tämä voi aiheuttaa laskelmiin virhettä. </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8obA_eV4nsvDYQ2ed85QMQLRNzjH8NgxKqB05R-4TPmEICVxJdMg9GnJvkSAWP4Pt6KW9eIhAg3hQh1QQRskSDCLaR8dtMu01Nx7sIYpAVLLC92GDDgv9F8CZs_61fu5-84KwiyzQUwGExN0n7hkqtlptPPF8QoLIXKRmgeKCJQ6NhJhxNIpVfdshTU48/s2048/WhatsApp%20Image%202023-10-10%20at%2009.03.05.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="406" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8obA_eV4nsvDYQ2ed85QMQLRNzjH8NgxKqB05R-4TPmEICVxJdMg9GnJvkSAWP4Pt6KW9eIhAg3hQh1QQRskSDCLaR8dtMu01Nx7sIYpAVLLC92GDDgv9F8CZs_61fu5-84KwiyzQUwGExN0n7hkqtlptPPF8QoLIXKRmgeKCJQ6NhJhxNIpVfdshTU48/w304-h406/WhatsApp%20Image%202023-10-10%20at%2009.03.05.jpeg" width="304" /></a></div>Korkopiste kaivonkannessa (Pikkarainen, 2023)<span style="text-align: left;"> </span></div><br /><div class="separator" style="clear: both; text-align: left;">Mittasimme kaivon kannelta lukemaksi 1,408 m ja sen jälkeen lammen pinnasta lukeman 3,178 m. Kaivonkannen ennalta tunnettu korkolukema on +99,064m (N2000). Näillä lukemilla Pieni-Valkeisen pinnankorkeudeksi saataisiin: 99,064 m + 1,408 m - 3,178 m = 97,294 m.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9AZ9XKDIN2NPpDkSULKMJFXwqSPSS_C4yjDd7Wp9NvPrnnh1Lf2U5r9BCcFdANBhzBAG66IcOr7z5uI2ydY0UMUo2OzLeL-Yg5gQz2Ywq39vAYFtwlbzw_jfV1kak-fpQw6O70upXZnprWWINq-HeiOqye6BMUgU4hEzp0CfPhGDWMvApsnRkd6OlmBqM/s2048/WhatsApp%20Image%202023-10-10%20at%2009.03.04%20(1).jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="389" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9AZ9XKDIN2NPpDkSULKMJFXwqSPSS_C4yjDd7Wp9NvPrnnh1Lf2U5r9BCcFdANBhzBAG66IcOr7z5uI2ydY0UMUo2OzLeL-Yg5gQz2Ywq39vAYFtwlbzw_jfV1kak-fpQw6O70upXZnprWWINq-HeiOqye6BMUgU4hEzp0CfPhGDWMvApsnRkd6OlmBqM/w292-h389/WhatsApp%20Image%202023-10-10%20at%2009.03.04%20(1).jpeg" width="292" /></a></div><div class="separator" style="clear: both; text-align: center;">Pinnankorkeuden mittausta Iso-Valkeisella (Pikkarainen, 2023)</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Iso-Valkeisella suoritimme mittauksen samaan tapaan ennalta tunnetusta pisteestä kannosta sekä Iso-Valkeisen rannasta. Kannon pisteen korko on +91,781 m. Mittaustemme lukemiksi tuli kannolta 0,634 m sekä lammesta 2,710 m. Tällöin Iso-Valkeisen pinnankorkeudeksi saataisiin: </div><div class="separator" style="clear: both; text-align: left;">91,064 m + 0,634 m - 2,710 m = 88,988 m. </div><br /><div><br /></div></div>Tuija Kärkkäinenhttp://www.blogger.com/profile/02637881788841998630noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-28923240239325834042023-10-09T22:41:00.000+03:002023-10-09T22:41:00.934+03:00Group 1 : Vegetation and water level<p>Date : 3.10.2023</p><p>Weather : cloudy and rainy</p><p>Atmosphere temperature : 8°C </p><p><b><br /></b></p><p><b> <span style="background-color: white; color: #565656; font-family: Georgia, "Times New Roman", Times, serif; font-size: 19.8px;">Task 7 Vegetation Study</span></b></p><div style="text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><span style="background-color: white; font-size: 19.8px;">This task consist on observing and study the vegetation in the lake and around. </span></span></div><div style="text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><span style="background-color: white; font-size: 19.8px;">Let see what we found : </span></span></div><p><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHnJOea64B4zyHbz6q6DLqfP_wNZYbBzZ41ChKsJeTObEUqJzNqnxExHG8Jcv1YWSDqld61hBOAkXf7nz0FpvIA3V1PGQG1INZjSQFxcuppCNMMpzI7jYhOTByI2swSYvpy3mtsH9ee9x02Ti8dnnvVVjRrUSKRxpn18dp0wG6JM8RqiFOGBtOQoXdxRw/s1318/Screenshot_2023-10-04-10-47-50-628.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="654" data-original-width="1318" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHnJOea64B4zyHbz6q6DLqfP_wNZYbBzZ41ChKsJeTObEUqJzNqnxExHG8Jcv1YWSDqld61hBOAkXf7nz0FpvIA3V1PGQG1INZjSQFxcuppCNMMpzI7jYhOTByI2swSYvpy3mtsH9ee9x02Ti8dnnvVVjRrUSKRxpn18dp0wG6JM8RqiFOGBtOQoXdxRw/w437-h217/Screenshot_2023-10-04-10-47-50-628.jpeg" width="437" /></a></span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;">During the expedition, we found numbers 1, 2, 3 and 7 in the water. Cause of the automne season, most of the vegetation is already dead and the depth and a dark water color don't allow us to see the underwater plant except on the board. </span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFAeGQyS8rFmYcrxUOzF8WfFS3wwn-jpUX_URtlrMOcaa0nM8Mc_CizC2yJEv5YpDYzkHKesyNKD-akT2CHYiQRMlIxTngJ2lsmNYlEbFTkhR-56jTFy-Bvr3sD4kKm7JNJF5sozutsWcxT9W6VZKLla9Jiy0-VxE0KB2m6X6whjdM40kVIkvCsGtZ6sw/s3508/0bd4ce22-bce9-4a1f-bfe3-0879a80a5903.tiff" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3508" data-original-width="2480" height="883" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFAeGQyS8rFmYcrxUOzF8WfFS3wwn-jpUX_URtlrMOcaa0nM8Mc_CizC2yJEv5YpDYzkHKesyNKD-akT2CHYiQRMlIxTngJ2lsmNYlEbFTkhR-56jTFy-Bvr3sD4kKm7JNJF5sozutsWcxT9W6VZKLla9Jiy0-VxE0KB2m6X6whjdM40kVIkvCsGtZ6sw/w624-h883/0bd4ce22-bce9-4a1f-bfe3-0879a80a5903.tiff" width="624" /></a></span></div><p><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;">1 : grass / basic reeds </span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;">2 : underwater water plants</span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;">3 : yellow water lily and floating plants</span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;">4 : algae</span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;">We learn that different water lillies can be recognized by the color of the flower and different species can be used as an indicator species. White flower meas white waterlily, which is an indicator for good water quality. Yellow waterlily is a more common as it is not as selective. </span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;">Around the lake their is many varieties of vegetation, and we can find basic plants in forest like mushroom, blueberries, trees, ... </span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;">But a particularity on this lake is that the vegetation is growing. We can find many places with a beginning of swamp. And some of those ones became slowly a part of forest. You can be suprise in your walk, just go trough the vegetation and find your feet totally wet. </span></div><div class="separator" style="clear: both; text-align: left;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgduzY8tZRqeXFC9Ki9pC4iFRc9Q6a4PvfMItBLFbBYcyNPWRlQVgS5E2Iq_tsnDZkHC2YUNsu9XhE8CZUiG0AoTZOMydFYzgZmr1Zjwvr5nzUk30w5rIs42LKcW_8-u5ZxNxMRqC_MvUIy_mrqnaYCf2xD41t7ZIbpblfspPHutCgmf6X1u_fDUb9hyphenhyphenQI/s1600/IMG-20231004-WA0009.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgduzY8tZRqeXFC9Ki9pC4iFRc9Q6a4PvfMItBLFbBYcyNPWRlQVgS5E2Iq_tsnDZkHC2YUNsu9XhE8CZUiG0AoTZOMydFYzgZmr1Zjwvr5nzUk30w5rIs42LKcW_8-u5ZxNxMRqC_MvUIy_mrqnaYCf2xD41t7ZIbpblfspPHutCgmf6X1u_fDUb9hyphenhyphenQI/w640-h480/IMG-20231004-WA0009.jpg" width="640" /></a></span></div><p><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /></span></p><div class="separator" style="clear: both; text-align: justify;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;">A big part of this swamp is composed of moss, look like a vegetal carpet. </span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIupofusD1F6hWD0YP8RBAfd_iK67XsP6MOC4gkEyF_Ty9NcL49-2eiaAmnU-v922ZMAwRJ19jWhuaQV8jmAr4C2dwWDrU-GvKpDfK3wiCBcfRr6EfRw2ou3zQrU_vGbFVua6VAMlVcb-E0-vpS8Kdt5jQhGPVulOGTaPQNnnXOl3uXkpiwmCU9tTAG7Q/s480/150921_t93wa_lsv_mousses_extra_sables_8.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="270" data-original-width="480" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIupofusD1F6hWD0YP8RBAfd_iK67XsP6MOC4gkEyF_Ty9NcL49-2eiaAmnU-v922ZMAwRJ19jWhuaQV8jmAr4C2dwWDrU-GvKpDfK3wiCBcfRr6EfRw2ou3zQrU_vGbFVua6VAMlVcb-E0-vpS8Kdt5jQhGPVulOGTaPQNnnXOl3uXkpiwmCU9tTAG7Q/w400-h225/150921_t93wa_lsv_mousses_extra_sables_8.jpg" width="400" /></a></span></div><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><br /><div class="separator" style="clear: both; text-align: justify;"> </div><div class="separator" style="clear: both; text-align: justify;"> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Dst5QDOTTzmwkgfZaE1LXHO20kbQJuRCwjLJL5tTQ8lZrTsR0BhXhE9u1Ac69vE649ptp4VqfaHV0BL8sN17noDTmibPYRsDn0oX2WZEUtrZPE1EkJh4yqtcaRztB9xm0udLadlFG-YaMumY_4FNCEw3KLpsGAYLxWxLVl_aHv7psKXreKA98THO9OQ/s2727/Vegetation2.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2424" data-original-width="2727" height="568" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Dst5QDOTTzmwkgfZaE1LXHO20kbQJuRCwjLJL5tTQ8lZrTsR0BhXhE9u1Ac69vE649ptp4VqfaHV0BL8sN17noDTmibPYRsDn0oX2WZEUtrZPE1EkJh4yqtcaRztB9xm0udLadlFG-YaMumY_4FNCEw3KLpsGAYLxWxLVl_aHv7psKXreKA98THO9OQ/w640-h568/Vegetation2.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Overview of vegetation<br /></td></tr></tbody></table><br /></div><div class="separator" style="clear: both; text-align: justify;"> </div><div class="separator" style="clear: both; text-align: justify;">We learnt that vegetation is not a sign of pollution, otherwise that people can think. It's a sign of water quality and different vegetations indicate different quality. They are part of ecosystem and help in the conservation of a clear and good water. They produce nutrient for the wildlife too. </div><div class="separator" style="clear: both; text-align: justify;">But in some case they can be a problem. If there grow too much, cause of pollution, pesticide discharge, industries discharges, they can recover the water surface, blocking out the light and upsetting the ecosystem. </div><div class="separator" style="clear: both; text-align: justify;"></div><div class="separator" style="clear: both; text-align: justify;"> </div><div class="separator" style="clear: both; text-align: justify;">To conclude, vegetation is a sign of water quality, you can swim, you can fish without worrying except if there is to much plants. </div><div class="separator" style="clear: both; text-align: justify;"> </div><div class="separator" style="clear: both; text-align: justify;"> </div></span><p></p><h2 style="text-align: left;">Measuring water level (Task 6) </h2><div style="text-align: left;"><div class="WACEditing EditMode EditingSurfaceBody FireFox WACViewPanel_DisableLegacyKeyCodeAndCharCode usehover" contenteditable="false" id="WACViewPanel_ClipboardElement" spellcheck="false" style="overflow: hidden; text-align: left; visibility: visible;" tabindex="0"><div class="OutlineElement Ltr SCXW105156708 BCX2"><p class="Paragraph SCXW105156708 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW105156708 BCX2" data-contrast="auto" lang="EN-GB" style="font-family: inherit; font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW105156708 BCX2">The second task of the day was the measurement of the water level. The measurements were taken for the </span><span class="NormalTextRun SCXW105156708 BCX2">Pien</span><span class="NormalTextRun SCXW105156708 BCX2">i</span><span class="NormalTextRun SCXW105156708 BCX2">-</span><span class="NormalTextRun SpellingErrorV2Themed SCXW105156708 BCX2">Valkeinen</span><span class="NormalTextRun SCXW105156708 BCX2"> and the Iso-</span><span class="NormalTextRun SpellingErrorV2Themed SCXW105156708 BCX2">Valkeinen</span><span class="NormalTextRun SCXW105156708 BCX2"> Lake. The water level can be </span><span class="NormalTextRun SCXW105156708 BCX2">determined</span><span class="NormalTextRun SCXW105156708 BCX2"> with a correctly adjusted levelling machine and already known pre-measured points.</span></span><span class="EOP SCXW105156708 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" style="font-family: inherit; font-size: 11pt; line-height: 18.525px;"> </span></p></div><div class="OutlineElement Ltr SCXW105156708 BCX2"><p class="Paragraph SCXW105156708 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW105156708 BCX2" data-contrast="auto" lang="EN-GB" style="font-family: inherit; font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW105156708 BCX2">The two known pre-measured points are:</span></span><span class="EOP SCXW105156708 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" style="font-family: inherit; font-size: 11pt; line-height: 18.525px;"> </span></p></div><div class="OutlineElement Ltr SCXW105156708 BCX2"><p class="Paragraph SCXW105156708 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW105156708 BCX2" data-contrast="auto" lang="EN-GB" style="font-family: inherit; font-size: 11pt; font-weight: bold; line-height: 18.525px;"><span class="NormalTextRun SpellingErrorV2Themed SCXW105156708 BCX2">Pieni-Valkeinen</span><span class="NormalTextRun SCXW105156708 BCX2"> Lake </span></span><span class="LineBreakBlob BlobObject DragDrop SCXW105156708 BCX2" style="font-family: inherit; font-size: 11pt; line-height: 18.525px;"><span class="SCXW105156708 BCX2"> </span><br class="SCXW105156708 BCX2" /></span><span class="TextRun SCXW105156708 BCX2" data-contrast="auto" lang="EN-GB" style="font-family: inherit; font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW105156708 BCX2">Pre-measured point: Lid of the </span><span class="NormalTextRun SCXW105156708 BCX2">manhole</span><span class="NormalTextRun SCXW105156708 BCX2"> cover</span></span><span class="EOP SCXW105156708 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" style="font-family: inherit; font-size: 11pt; line-height: 18.525px;"> </span><span class="EOP SCXW105156708 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" style="font-family: inherit; font-size: 11pt; line-height: 18.525px;"><br /></span></p></div></div></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="Picture of instructions" class="WACImage SCXW264263478 BCX2" height="400" 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" style="height: 188px; margin-left: auto; margin-right: auto; padding: 0px; width: 142px;" width="302" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><p><span class="TextRun EmptyTextRun SCXW264263478 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="FR-FR" style="font-size: 11pt; line-height: 18.525px;"></span><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW264263478 BCX2" contenteditable="false" role="presentation" style="height: 188px; transform: rotate(0deg); width: 142px;"><span class="WACImageBorder SCXW264263478 BCX2" style="height: 188px; left: 0px; position: absolute; top: 0px; transform: rotate(0deg); width: 142px;"></span></span><span class="TextRun EmptyTextRun SCXW264263478 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="FR-FR" style="font-size: 11pt; line-height: 18.525px;"></span></p><div class="WACEditing EditMode EditingSurfaceBody FireFox WACViewPanel_DisableLegacyKeyCodeAndCharCode usehover" contenteditable="false" id="WACViewPanel_ClipboardElement" spellcheck="false" style="direction: ltr; overflow: hidden; visibility: visible;" tabindex="0"><div class="OutlineElement Ltr SCXW250717677 BCX2" style="direction: ltr;"><p class="Paragraph SCXW250717677 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: 0px 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW250717677 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW250717677 BCX2">Height </span><span class="NormalTextRun SCXW250717677 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW250717677 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW250717677 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mrow><mi>p</mi><mi>m</mi><mi>p</mi><mn>1</mn></mrow></msub></math></span></span><span class="TextRun SCXW250717677 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW250717677 BCX2">)</span><span class="NormalTextRun SCXW250717677 BCX2">: 99,064 m</span></span><span class="LineBreakBlob BlobObject DragDrop SCXW250717677 BCX2" face="WordVisiCarriageReturn_MSFontService, Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"><span class="SCXW250717677 BCX2"> </span><br class="SCXW250717677 BCX2" /></span><span class="TextRun SCXW250717677 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW250717677 BCX2">Measurement 1: </span><span class="NormalTextRun SCXW250717677 BCX2">D<br />ifference levelling machine and pre-measured </span><span class="NormalTextRun SCXW250717677 BCX2">point</span><span class="NormalTextRun SCXW250717677 BCX2"> (</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW250717677 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW250717677 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mn>1</mn></msub></math></span></span><span class="TextRun SCXW250717677 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW250717677 BCX2">)</span><span class="NormalTextRun SCXW250717677 BCX2">=</span><span class="NormalTextRun SCXW250717677 BCX2"> 1,4 m</span></span><span class="LineBreakBlob BlobObject DragDrop SCXW250717677 BCX2" face="WordVisiCarriageReturn_MSFontService, Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"><span class="SCXW250717677 BCX2"> </span><br class="SCXW250717677 BCX2" /></span><span class="TextRun SCXW250717677 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW250717677 BCX2">Measurement 2: </span><span class="NormalTextRun SCXW250717677 BCX2">Difference levelling machine and lake </span><span class="NormalTextRun SCXW250717677 BCX2">surface</span><span class="NormalTextRun SCXW250717677 BCX2"> (</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW250717677 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW250717677 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mn>2</mn></msub></math></span></span><span class="TextRun SCXW250717677 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW250717677 BCX2">)</span><span class="NormalTextRun SCXW250717677 BCX2">=</span><span class="NormalTextRun SCXW250717677 BCX2"> 3,185 m</span></span><span class="EOP SCXW250717677 BCX2" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559685":0,"335559737":0,"335559738":0,"335559739":160,"335559740":247}" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"> <br /></span></p></div></div><p></p><div class="WACEditing EditMode EditingSurfaceBody FireFox WACViewPanel_DisableLegacyKeyCodeAndCharCode usehover" contenteditable="false" id="WACViewPanel_ClipboardElement" spellcheck="false" style="direction: ltr; overflow: hidden; visibility: visible;" tabindex="0"><div class="OutlineElement Ltr SCXW198445336 BCX2" style="direction: ltr;"><p class="Paragraph SCXW198445336 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; font-weight: bold; line-height: 18.525px;"><span class="NormalTextRun SCXW198445336 BCX2">Water Level </span><span class="NormalTextRun SpellingErrorV2Themed SCXW198445336 BCX2">Pieni-Valkeinen</span><span class="NormalTextRun SCXW198445336 BCX2"> Lake </span></span><span class="EOP SCXW198445336 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"> </span></p></div><div class="OutlineElement Ltr SCXW198445336 BCX2" style="direction: ltr;"><p class="Paragraph SCXW198445336 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW198445336 BCX2">Height of the levelling machine </span><span class="NormalTextRun SCXW198445336 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW198445336 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW198445336 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mrow><mi>l</mi><mi>m</mi><mn>1</mn></mrow></msub></math></span></span><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW198445336 BCX2">)</span><span class="NormalTextRun SCXW198445336 BCX2"> =</span><span class="NormalTextRun SCXW198445336 BCX2"> </span><span class="NormalTextRun SCXW198445336 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW198445336 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW198445336 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mrow><mi>p</mi><mi>m</mi><mi>p</mi><mn>1</mn></mrow></msub></math></span></span><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW198445336 BCX2">)</span><span class="NormalTextRun SCXW198445336 BCX2"> </span><span class="NormalTextRun SCXW198445336 BCX2">+ </span><span class="NormalTextRun SCXW198445336 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW198445336 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW198445336 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mn>1</mn></msub></math></span></span><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW198445336 BCX2">)</span><span class="NormalTextRun SCXW198445336 BCX2"> =</span><span class="NormalTextRun SCXW198445336 BCX2"> 99,064 m + 1,400 m =</span></span><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px; text-decoration: none;"><span class="NormalTextRun SCXW198445336 BCX2"> </span><span class="NormalTextRun SCXW198445336 BCX2">100,464 m</span></span><span class="LineBreakBlob BlobObject DragDrop SCXW198445336 BCX2" face="WordVisiCarriageReturn_MSFontService, Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"><span class="SCXW198445336 BCX2"> </span><br class="SCXW198445336 BCX2" /></span><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px; text-decoration: none;"><span class="NormalTextRun SCXW198445336 BCX2">Water level </span><span class="NormalTextRun SCXW198445336 BCX2">= </span></span><span class="TextRun Underlined SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px; text-decoration: underline;"><span class="NormalTextRun SCXW198445336 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW198445336 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW198445336 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mrow><mi>l</mi><mi>m</mi><mn>1</mn></mrow></msub></math></span></span><span class="TextRun Underlined SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px; text-decoration: underline;"><span class="NormalTextRun SCXW198445336 BCX2">)</span></span><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW198445336 BCX2"> </span><span class="NormalTextRun SCXW198445336 BCX2">-</span><span class="NormalTextRun SCXW198445336 BCX2"> </span><span class="NormalTextRun SCXW198445336 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW198445336 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW198445336 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mn>2</mn></msub></math></span></span><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW198445336 BCX2">)</span><span class="NormalTextRun SCXW198445336 BCX2"> =</span><span class="NormalTextRun SCXW198445336 BCX2"> 100.464 m – 3,185 m = </span></span><span class="TextRun Underlined SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px; text-decoration: underline;"><span class="NormalTextRun SCXW198445336 BCX2">97,279 m</span></span><span class="EOP SCXW198445336 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"> </span></p></div><div class="OutlineElement Ltr SCXW198445336 BCX2" style="direction: ltr;"><p class="Paragraph SCXW198445336 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW198445336 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW198445336 BCX2">The water level of the </span><span class="NormalTextRun SpellingErrorV2Themed SCXW198445336 BCX2">Piene-Valkeinen</span><span class="NormalTextRun SCXW198445336 BCX2"> Lake is 97,279 meters.</span></span><span class="EOP SCXW198445336 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"> <br /></span></p></div></div><p></p><p><br /></p><div class="WACEditing EditMode EditingSurfaceBody FireFox WACViewPanel_DisableLegacyKeyCodeAndCharCode usehover" contenteditable="false" id="WACViewPanel_ClipboardElement" spellcheck="false" style="direction: ltr; overflow: hidden; visibility: visible;" tabindex="0"><div class="OutlineElement Ltr SCXW240723422 BCX2" style="direction: ltr;"><p class="Paragraph SCXW240723422 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW240723422 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; font-weight: bold; line-height: 18.525px;"><span class="NormalTextRun SCXW240723422 BCX2">Iso-</span><span class="NormalTextRun SpellingErrorV2Themed SCXW240723422 BCX2">Valkeinen</span><span class="NormalTextRun SCXW240723422 BCX2"> Lake</span></span><span class="TextRun SCXW240723422 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW240723422 BCX2"> </span></span><span class="LineBreakBlob BlobObject DragDrop SCXW240723422 BCX2" face="WordVisiCarriageReturn_MSFontService, Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"><span class="SCXW240723422 BCX2"> </span><br class="SCXW240723422 BCX2" /></span><span class="TextRun SCXW240723422 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW240723422 BCX2">Pre-measured point: middle of a stump</span></span><span class="EOP SCXW240723422 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"> <br /></span></p></div></div><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img class="WACImage SCXW61854619 BCX2" height="400" 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Osk9/nsBHeurv/6kJBPXyu8l8+8nB8J+WxxNW+19sAePHwENMq6AEgd4fRjaQSJxhgFXWvWhtn132jCv8Jx2bbZ9zXg7uCnVFI3UBDAhzAEUCYZCvWlAiAKzKh/5G/2jkr26cOndnxetYOTMwez/Bi+9Y01jIbXXu7sopRNBGDqIGgagZ7DoIiDLGQX6HsfcDWLkbkAfp4wqHEEHc41N3QIZsy9WvWmFbKLKFKKe2O5eU0wohOuOUFgJ3hAecHritZiTFu1Ggp0bgt4wGVQjzypMyoumOa1peVVEEfOKe/ZeckePXnqqEYBPjfifqIggo4xOKH6QvxY/F/RaBib1RoNB0OTibgzUFLewyPxUKBvKsN1FlHwBAZ/3UqlM9s/3J9xYfjsAp+Bt2wEr0wkgXMgnQkKuLG+wfgH8dxbePW2tenHLtC7eHIKxz4H+j6zTz/7zAWH8gs54OAIiLmHATM80jmOQhFjw2hv2jvvfBMlOdRQMnZhOzw4wuA1MIRdpwuCwDICA541HA26sTo8PAF9HeNJ56zSHEIxNPZTu7K+YO/dvQpf7ME7e66/JB4LhYK16x0rFWuWn1+BA/7n/6f76rQxWi2XfsENwvAXWSwnpHxJHMe99Le0Uf/xuxyBDgnZFBigVnpRSmTCuWpdR8qoQ9b7Uskur6vDRRD5T+Ks978Kmrw+4ZcOnaj4oM6WbeVPBFsQhMabz0XpGpD7BgOWtyiGpE4HBvDAUgLXQAnFa0jqDvX2r7vVn3O4e89+nbWbn3qUCQoiYYxg1DQVYJ6ZkPdHfef5/LQRGmHHpYYVIeoxIHQLT9cBpo4QjmqzhjWtWB0vOKQjU1hL9UmN94YgiqVcweYR1pXVZdeATz75zDoIXRR6sILieC7ET9K2hNLOTQQRF+3li1d43OcIwRnKEYOrZayLt4LNAI8S9uG779oQSy6PkoDvpZKck445DyRvpLadl2u2vAQlwUvGUKApffjy4AAvsmAZnqEJTIvhEdJAMmckJQQ0UN69DuT0IGN/9uOfMD5VCzMegpkdXi/xyPF4yt566x27du2GbV+94pT22fNn1qKNhyeHVkQZ+0DICrx1PBkCAfHefFfBpq0t8cljm8dAeZHNGoqmoEyv2wKBte34+JDz8U707SHnFc+AgPRbf9ik3RGbz8XxxGPg4MTq1b5TWsHucChm5VLVcT5N4/iA/BMNHM+lKZUpBl0S1Wl1uRfQszVwHHAKnw3Rr4vJsA1aZZBABCOxajv7JzbiO9FI3M7PqvQzyCQAJfi7/+D+fblFRStlUaQ4UQZJmN91IY29BHA6ZsDvq0Oid3EBidYfU1k9hAzLr6iclMsPBFSESoRT13Tf4aKX8q9D1vjyM/eBlJwrfnnKG+fqdymgtN/ZAuDohTwD7414hjk8zHm5agNg1fJqjrc9DNaMi2qAXBDH3X92URmR2W//HQ5pnPuha6otHmclFULXc8tUCPZNUXoPnwlGykD1GHCR9KPzmkWAiC0Uq91uuGhjqzODWurHIJBJUK1RrdiEcQkJziIcmopocn4F/iSBklLEo1FbWcrxWcuWsLKZTB4BHzLQGdowC4qdcK7gcS6Tdd55yrX90IxuvW6reBhBTQV/hB7G8M0ywhjhulyA/ySAEwT6hPcStn9StFd7hyjMddoNXQE9JVJxFxUd47UC8D46wp7t7lm50TY/nq01GLq2KEI7Pw/ETcGfMNJtFFw2NAZ0raL0H2NUzssVG/GmILI/5LfheOgMSBWIqyi4OHQcQ7AHP+7heQXrJAfHh4dQJw/GIOyCWWG8sbibODE+H6VL2ze/9TWMSABZb1kQT1Y8rdjnnz+3nZdHDumJvrRRrHA4wThGUKwp58K6GVfZVDqOe3gdWqjWqm5aZjqBjzLGmgVIh+mrdtXef+uObW9v2rOXrxysnc/kGBOdq2BXhrECKf6dv/937ssj6F8Iv9yoNSVJTmFmMsr/Xru6Cwm7U8CZcrx+172+nKfj3EvhlqsW/JP1kZKJC7rv8vHrU9y5PQZAYfzLYI0+1MevT3njmJkCh/scD+QtpwR6b/ZrHJ7Rw6McgsMFm8Srpliu6WTkvLAU4Uvl0z/31dnf/2oHPk/K7K4yu7fm5gY8qzy/FM+9z2mCi4p46j7qpwmDdQhEqre75g0mrIqA3ryxam/du2Z9jMUUZYmjwHotIVhBDFyA+y1D+nt4hf3DY9s73MVDwr/g7n5/0EGl4xOe2TCGPOMEYzjoyRublVD0Ep6n0qjjqZrco2tpeFUsjpVGYdOxqH3vm99xXLqOQO3v7zhFkjeJxWOWSmfgO3HHJcWJBKNlRKpV3bNou/v7II4CXsMPjK2ATS44P+ECK53h1J7DOZ/u7lt+ec1u3rxiiXiC5+jaWaWEAobMh1yUqzVbWFp087maiugiO51Bz0H3MJxUyj2lv8caR/UNyqtpnDP4sYzaEGHe5x5N5Bdz4biqRtjPmP/+7/2Ofec737RarSRbggFBofGA40mX96ogpjoKFUU++Q4CMQWOe+nTC+Sx1RliiFpyfCgg9x+34fUTu3f3urV7dT4rYRC87vnTcOa1hYx96/279uHbt4Cbefuv/9s/slK1aQv07drqmu3svHJ9s7S4iMetmffv/YP/9L6UT5Oh0mApkaKXykCQoEpgJET8xmf8dML7ywoye0+CzZVQJMGPy+kHQVB5A11TCjibE9R33MfuaCA84pPiGuo0XW/2741Df+h77geMwgm/O5vffa6NvV6PwY1iXeed0iv0rejs4mIWgi8sPrIgXkge68uX85q6xi/d7c85pFo6Zt+ZXQtYg9DoOcSl3TPyT5zZGSX9cz8xVrylyBj+xx4+27VyvW1vMaDb6ys2BC2MWi3byBZsKZWwEF5gAZiorI5GtW4HKN8AZRxMEFBgajASRigurFKpOa+2tCR+KOvctLt33nbCrkEfKNTPffsYO0FNRVo1jbC9sWop4LLmzsJ4LT/eQx4k6PfRTq8NMAay3M6I+DTxHnDBozZ8O4ZCyvucFU/xGE3H/ZJ4zEQ05ozCmOcNRCK2C5f64vFTq8HJh8MLe8Lvr3Z3nELJYMq7ljEQ8XjcssDZmhSreIYh1ZSDB+g24rs1Nw0yHo4ZS0Uix1bGsDQbTafMffgfauMCSgoOyoEM8cSaG/ahOO1OxYrFA557DiNTclFeOZQhXlnyOQ+fDtOXGqEEED8Obz44PLVTOHqXcya0YU587gKDlQnahx+9RX+MzRug34DehXzGvMD/xWzMfufbHzoeuANEP+L7bYxVAu8+ZcS7IJxlxihOnysg5r3/9//+fWfFGWgNkOCSg05ov4vaCRpKmFCsL5XQ/Z+fTmhfv2YSN3u9PkMT0/J8OnSufpcXelPW9X4XjjCH0Eg55Fm4Fe/P7vWrwi7P5368vtnMo2HxFVSQl0VIQsCqLFZbnujVzo5TiHwuC85vch+MzZd8VPd5faU3G/XnHFK2WftkLWct1L0FuzXwLiSuw91Av0jJdZb+pl/5RjQawoP57JPHO9YaTa2GFdZU0PrKgt3cumLNUsXO9g/MPze2DNbf5wvZySkWt9GzOZQnxnvDEfyaxvjxtuJr2cy8XYdHycPtvHyBMA4sTFuuAYPW11as3WxY7bxsMbhxCkPVKJfglPPWrtXsCC/WQYlkwN66ewc4u2QbaxtwK+AqyGigaQYEpNMb4L3P7Py8YlsbK/bWrSs2QKgaeJIF8UEUStFbJWGoj3pKEUQJI4yFFFXZOZIwpeWtrm7wWrdTvOiPf/wzoOC5Hb06celpmgKbYLy3tjZdIK1WBcai1FKwQWfg4FsA+QpjdDx4SSn/HIMhbjuejrjukl27vmWLC/N2cPyS7055tiDPWHeRUyU1ZJCJQERZOn28YhBDkzQPdMyLYZybBDESRzxr0UFp8co5G0LP6O8wcDOIk5kbOU7KF7g/30JB1wtZKEDOnuw8t0+fPzGfvD0GUtx/MOrSvopd3V7HU9eRzVfm/V//PRSQjnIZHVgsCU9flodGSvlGWE4X0USYZjBzdvwmgb0U7MtD1vjSC3axvlJKXfdLuMmhz6XszgIJWjqdv1RAnfNaeF8fM2H+6vglBcRCi4vKE2fmwfB03vHBoZt3inD9ThuvgaL76Ogvvd8bbfn/9bg8Xz/Fn+Vx9eziec5o6TP3fx3cxz3Ca8BK38qMlGod2zvFsgM7Bwjk1aub9tF7N1GMhj158AihH1phuQB3wuPgtSwQsorS0kIeS2USXAZhkTCNp3gFBJ3P/XoW2qH0rNLpqcXxUl/72rvWanbsxbPn1kRRQ/SRB4MbAeWE8DBd+GQB/nfj5k2gadJ5zZD4KtcWl5vj55hrDnnOPpBygOJLoRfzCTfXqQSILP0r5VU6m4zLhHNbeHPBuDnaKVSyuLxkaxvrlgT+7qPwnyg7BkPTarZdBHQ+naN9TfhRwr7+0Ye2uriMEY04Tq/uW1pccplOI/olgsJFUB4/ohkOePEoQfreg7JqLKeMd5rP/XjPPnI7tSSGIRyMMFbINCi6hRK36CNNhUhWhAAuUJReb4xHndgr+KDS/JQm6IwsshXgvEjUi1zFeS48Mf1QwXMrOh1mbLcxGlcwWk9fPLO94pG9KhbNQ/8PkG15+EG/bUlg/wpjen52jJ51zPuf/M2/eV8CSbNpuBTD51y84GAIqyWCPebmTmGcDH0lVhI4Hb9OeC/fkpDoPAmplFxzc/JMUpbL741k1fojsHHUnasOcXzSHTOP96Y4zxTyzWPOKYCurSRspxQ6h//ScAX1oPLy8lgmPYVyRmccV8En3U+D9i8+w593zIzN7N56ycjMIPbsWm9e89Jjq+UaODmUentkRZSwBqRTuH3CNU73jm33+Qug0cAiKEMTA/h4d9cOzkvWwjAKnQRRQM1pDVHKZCKN0mRdQnEawR3ybMvwjWw2h7XtWgGvFIunHMo4Oy0C284sFlYgxG/vvHXb3n/3LedhU6m0ra2tI7QRx8k1faTUMs3nvgAq/eN/+sf2xcNH1mh1rVItWzwWskIu5YIRYdqSycwCN4161UUCxyh4GzlS3mcEbhTG63YHmlPr2c9//rG7hzx2uVxBCcu2urbpJt01T7e+tmbXrmza1uaiPXu+76YRlP5WqZRR7ojjrmOgpXdOcBOI6b1wSugiztATpca1O4p+Q2swtEqtrAHfa/U6BmTkEstbnTpnKkI/cplfw+7Qzk6qwNSWVc+7eMohMhJ2QZxQ2Idh07giu67vPRaFG7cHU+vC3wNccy1XsLdv37VTvPxPPv2Z7ZVPcIshKzVqGJAyqACnRuuCfDedBqqnvPbBh9fN+7f+1v/ivhcMLsFBopyg6P/jyZiBVhYLgsN/EjAJ76Ww/qryvfnzzZe0QNcWHpcyau5HgqrPZtdAWSZYVTyAFFNK5Nqim7pjdp+v/p4ds2tfHnMu4CNlEkdRm/XSPKGan0jEIexVlwc5E5Sxu5+8laKNOveXr/ebj8vnlkG5POTB9X1FWvXz8qWm66qza/Pi5wQFOkUAdF/lTwYiKRRramUgyQghKB+dAIDMVlZWndd7sn9sDX5O6TsJsSBZwD/nUtp6GC3lR3Za8Ea85NrygvNCmmcbIrDivwrdf/HFF67/t9bXnMeLKcf07Tv27r3bwOY+SppF+VZdRoeU9Ic/+CFcMICQJF3v//inP7FffPwJhmNsS8srjI/P9jWXxvPEHG+CfyNgY/ohimFTdPUcg9dDZrp8ZwJ0FX/8/p/+wP7kn30f/nVoV65ccUnk+3sHVgdyysvEkjG7c++OrS4tu8DGs+ev7J/+0T9z3lTITHmwQYyHvB9C4wyWEsf1DLgvvoOHoj2KwmtaTNM+kjd5H6E4RZoV0JEXM08XHu5H2fN43DjPAretDezsvAOiACHNhXmmLgbED+cL8cwj2oFBCijn1+PyfWuNvkXRiiUcx7c+/MAZrKe7z6190bVh4MKya4uWXYLTVkvOewZx12GMwo1rK7a+kcSQjBSE+Qf3PTROUFFeR3NOLqpEZ/odDJHCyYtpjgsYpLNQwkuYdXnMhOzXHzOvNoOJOk/KPIuIzt4fAWu0OiAKgVcgQe/rnrNjJvAzUb78OXvNzpm9r2sKmgZdAGSmeM6U8FNR3hjXFrTWZ4qQKWAjRXSRUT7/l7X/V49LJdT3LuGnnkeBp181TO7Qr69f4h59rHcUaKJ+bsOXGm0suQcvEkvZIty1kMnAUwPAmLKdd4bW45Je+kXLg8SNlKaloEtfhoTvT/EC6XTEluA7gl9Pnz11UURxHE3SHx7vI6RA3K0Nu3F12+Wqvov3m08nQDsdxw0F+yQD5dK5ffbpZ05BtrdWHBUJK0gDdfjggw/sg/c/QNGQERN8DeAtqraHEp0cn7ppLE2TCLVccK1aq21n1ZqLahaL5/bJJ5/DTXedor917y1nLLFDTnkXFhdtfWsdbuV183X/n//2n9if/Mk/t8LSgn3w0UcI7Lq1uy0rlU/RPSWIQTE0eZ9Xtk/S5f5q7lUJF+pjh96Qt9k8sJe/A0BKzU0rI0eJIV1gcdi2t1foj5Cbimg2kflgGiSWRe6VdqY+hC9nGNe5Noijg9JEHOrIZvLWZAxWExH7+r0bNrkY2I8+/bkF00BO78CG/gnUogHy6FgEg7U0n3EGaw34uZBL0Ofn9uzZQ/P+tf/4P7zvwSO5lQuSEYRKgqL5LGW2qOMlU7JAgpB6KB0SPr10SOh+WYBnEcbL996Em3pf3kpeTnwQNUKI51yqkTxIiI7U979SQB0San3/zXvMjsvrSgl0TSmB3pq99D3BXnlGBAbr3Gw23bMopN5qtdz5Utqv7jFro45ffqZfPt68r86fGZRZv+izN78rIfvyLyxDgHYEEN5KvWP/1T/6I3uMUGYLy/CwJcN88DNjY9r+OR5gEojgNel/rK4CKheMizjRhIsKXvoRrvFESfAXdnZ2CMwqw9HwmHzewws6KIaRkfVvAYeuX9nCCvucoijponJ+bqcnx5YAKsog/PxnPwdmhV02SiwS57vqU69lEaAtrTnE4Lyivb0OaCKRtP3dPTs5Kbp+VdrcysqS5fN5m0Om6njmk1LVPvns4Wy9ZFfLq7q2CJeb4LGU6aK+6WAExA2V2vX/+q/+n/b973/fjUYUCJ6GO3rwHFrjuLu3g+Fs8aygDfjula1t54EF7ZSK1sGolkAXCvC02vKqU+dEFJCPp8L0u886KGSYti0pNU/xBs55+uyFHRwVgc30ryeIguZsIb/IWEoPmtx/ADRWuhrXiaa5n9+SkZh1z4/t1vq8rSxE7cef/sR6iFF3OrDD4oGVKsDcNgrrj1qQh0wAY/NZH1AfXfDU4MxhOD8G5y//jb96X6k+Ivwi20rjEScUZJEXFA6W9EigZt5wBh2lVL+qgF8JnX6fCfTlezpH0FPfm8E3cLuSeHkchY3rKKAGWhOov3ytS8V4UyF/+dC1Nc0hZdJrxiF/WYmkhJcK2oT066cgqLiRmyDn2ZTDenlcPtu/7NBzyJjo+7qejsv7fdV+Dn69/IumurktpfUNIYKfP3jGgJ1bo6eIptkAK2+eqQ25faUzsAsEbYyQKGAyZUxa8BhNO8iLp7UaYdgCglZoBxwwE7fCQoHfR3DMCQqpUL6IfxxD0eeec/bO228juJtu9cJw2LedV6/sHCXUChZFGSso9yafb29v09aJHRwc2P7BLgKZQ0ljTmAFpLPZtK2uFHjuGQqYh3NevXrFtPrBo9Q1DEwD7/3Jg8e2d3CMh4phANq2gRL/4R/+Id4qDBQ/BaqWbXl1yU7gTj/88Q/s4PDA9V0inZIfdcGdEf318NEXcNqmSxzQ/TWv1u8p2vvMZdWIl7boOy+GVkugvBgOfU8G7wKeZ/A3GcsxBmzUG7iIaa/TsiOer1prYPhjQNJ5N46SXaW3KcAzon81tzqe4Dj6oDdekSDPcnZq4Ad7784GxrJv1WHb5vCGw7kx/eh5nVMdsIV01uJw5HG/YrdvF2xlNYABCjBOKfpq3rz/q//9f3a/C1kuYr00UOpwKaEgm4RLpNylbiE86hgpiTp8/BqOSqgvhU2KcPnzlz3YTKAvvYO+K2wui+vVYPG5IIrHozVSCXf+VwI8u+ZXIvwvHmqPIqyXMHCm/JevmTLPXtiu10ZAUVflJeq7s4W8s2CRXpe/f9WGf/HQ99yA8ixu4v31s12+Lg9ZeB2X77jPNOXD7+Lec74QPIn28+p0m7xqtnu0azsHh9YHGUiQ1ZWam5tiEAXzxO2UPtjDuw16deCgvP+F3b17G0/pB/IhxDz69taWba6vWPHoyIW9lQI2GPRRhog1eebnL3esCUwsAjvrGKWNzW3bvnrVZaiEwlpJ4bHjk1M8S9cSyINC/Yo0aiJ7MulxrZatwh3jyZSF8ES6n1LLfvLTn7tlYr/A8+0fn5kfI6450BGGYSFXQABni4H3jvasWq9YZ9BFyYHJeOQU11Leq7KnREk2gc0hZcLQBkUP79667pYN3bl9y62OePr0sTWA0CNgvabKfCAC5bhq/lABRC/KIIXUXKLiCxGgqFbJTEZdC3Guks/ntQSMa8WQ/7k5BWUYlwv4ZaduWqSuFLshPN1zgQGaBC0BUsvFA7aZTeGsPHaIt+tzH5Vi0NKoCNeNc41I0AP3m1oU3hiLTBmfFbhjBFcysW5zaj/6wQPz/tX/2X90/8WLl2DgU0sCQ5YXFh0sScYTKGLXQVAtG5nJ1FeeTgIqIdRPKaEE0J3B3zq+EsLZJPWlQuqnBE8KIw8r6KvvVqt193c2l+Hvy+++efy692aH7qmo3Wyi/5cV4PJ7emv2tki03ymqlFDf0cpzecLZ92fPcvk8v3q8+ezyurrWZVDpXzhevzUzA7NfdJoEQTzGgDwLK1m0K4EBrNCmqX309bfgPTm4odK7GHi8VBBrPkBhJDhKOfNwbz/wKcSzzoMY0lhezUG6VLHTM6tVqjafxEMtLFhW4wg81PybOHylUnFTS0qfqqGUmfksggf/w/uFoknzodjifIJ9CtO36ZdoNG4RhDCCHEwnfbzNmZ1Vii6wIc+ndXxamRHmPCmD0uPO4EdKQVsDJuZdlkgK+Yq5CfsvHnxhH3/2sR0XT2yA4rS5z4g+FazUotk7t28Dd9fdZHXx6Nj2XrxwyEClJzY3VpHLllsRX6vVrAt8VYqY2ufW2yUTLgKrIJRycNXzM+PImKFUWnKn1RT5fBqoGeHZfC7vNTefdNA2FvLYte018+LJ6tVTV80gGp5N9YCZrHgI18UT/8G3P7JF+q5Yrtvn6E8ZXZmjP7iEzcfDwM04RkuBzQHPXOL56ig/VAva8cnPd+3Tn57a3vOeed/77jfuazJ7BRKs8hOFbB5SqwWWYasDd8QJY5oe0KO8IWSXgihvop+XQvurCvj6T/f35XuzgA94mY4XEVfOYxd+UEbxNVUgL+tuqMN9x93d/fnrDsHLGVxWvukb93b//9Xvzf7WOfqefoaBY7K48miyurMB+/X3u3w+natnf3O945uHO4/3dLZel+o8+z4v97nPys2Bvdw/tjoDGQl57cOv3bVIPIpwdemTPgIPUoAvXahtoQheTBbcLJdKWBAlDHJbDXoM41ku14BlwC2EJY2wb63AK/EoBQRFQqpFtVK2EPw3yPg2EBop1+LKij3DG5ZrTQuCePyRAF7kwv7xH/2R/eCHP0ZA5+GA8/STxqmBkh9aq9NFefN4nKj9kz/+M8fzNK5atZCHm3owZkWUcGNbnDPk5mOfPn5iR4eHjvMpQDRlmNv8DhSig+Bf2KQ493/v3XcsjSId0KYBaCzE532Efh7PrOVRJ6d4dN5n9L6EzjLsygXWCpIeRmuEomn+URDUy7NILsYoYIvraH1UAoioNYJtPHAowJXg0emE5hXpTDUEjzlC6ZcX4sjnBD5XtTZevV2tWQK28e7da5bAyI3g6PtnVfpw1Vbx7En6Tknx6VQQdFHGQLSAnQUD4ZovgK7QxqA/brn0mvW7OKO/8tf/p/e3Nzbs7s2baD+WD6EJAAsFO5W4qwhVnIHTIRmTAOklgbuEnxJEvd4UQnmxmQzOFE8fOdnjUDBHQiv4pumACAo+HI7tCKikVQzyuE5PvrzcV9f9dccYgZNCzIIps2mFX7nA62P296z98sTygiPXFnkxKaHaOls+NWvs5bNeHvpd70nh9fyXHvPynMvvfXkIC7qQ+OXf+p/yNZXXeGGv8BxqxyoGcG0tj8G7sN3dI+t1R9aGF6tMyFT8DaOURul6CKwHr3Flc4VLaY52BEoJQe7zpjWRiqQpFezDd9+zd++gzIylor/iUwGgYIjPGsDOAf2teUQlE58Wj+3wGMUAlYSjQGIg4fl52X7wgx9YTZxwfd1u37hBO3HWQFOtRXx1cIISqLRCgu+e24NHT4HEmhKYWAXPtLt3aCfnFXu+s2vPnivIcehSDrVCZX19GYFdQBnaVkdhpCRaiBxRxlI2C6xdtzrfffjpZ3ZBP8cxrFpe5eYN4XquQBcoqtXuudhBuV5zARitrB+MlESiPtbicEU9lV4nGRWPkwIwHHDoPgakXi67mkZx2qRSIaopc2F+DFndzk/KDm3E436QyBhI7rXlxWVQxYoNWi1bwquvrG1al4HdL56hjFpBAoRFDg/3FJjah6dqIS4IJRXiubTKJGwLcOfNtRVQjc9N/nv/r//wv7y/gNfTHxIWKaBkRsERvZRBkcAaOSWieZcCeSl0EkAdUkAdsoKXHu5XhfFSSPnEfR9QAIHumj8QdlywVD5zGQtx4MTlefqPL7ofOr5Sha8O8RqdKG86O6Twav+v+fe6DZeBGsFBfV/wU7BSQuJ4L8+l9l/CbB2X39WzzhR+tsJDr193iPdoNYNyAMX6JlOPDbUej/cE38S9x/Ci7c1VW16bBxoOGAcNjM/atQaDXbCNlUXnBRuNivURroX8vL1z8wZtGtk+nqDcQujnAnZyVuMOXhcp1ZzTytLqbAIaCz9C6o7h2M9f7doeHkh8LwzcvHn7Dl0wsb295/CgGMLbQfhK9ujhY9t5sWutesOWuN83Pnzflgt52ocn6Ays0R3beaNjP/zpJ1aqNCyjNYKvM1hu3rjJ883Z7v6JlUp1oGgdTwuUxQjcvnMLgYzZaNi2g4M9vls21axR0GJuCpwHMqo/Lvh+yIcHwQicwhOVh7mxvObGT4kAPfpfeaAljENHSQ083xiu5QEZBBABnwderlxmxk7TWkogV6YQl3GrLjwTxpTvKUFfuaf+YIK+Ddnj56cYjjLjGceQCPnFMbSgtIDf8rlFkEjQ6hWMRq1tV67etBLe8OMvvrBWv2PBWABjULPTU0WVoXBA2kh0DtQywZt7LOwZWciDwW/3rS+vzjWVVO79z/43/1sgKI+GJeD5TIV5lJgt4dFkqBa1KmKlyU1GfSZYOv+1MOqQAEpg5dH0/qVS6rgU3ksh/UoBPEBNv/OAKl6jSV+l9QgCihh/ecgaqGGvj69+++pQsEj3kULo0LXfbN+bx68aBZ0rhZKiSfHk2aRcCqxcPqe+82b7xf30nrymnvXNe/3y79yPf7JtF3PwCAyaBFIrBHqjOTgWApBf4L4+Z2COj87sEI+4DDzL0Adv37lq17YKtlhYcknWSudSckEhVwCGwfWwxEqyLp3XGSegF4Ig+DQc9FzRIxkZt8A6NW/7x0U7ODm1Np+pQpkfr6Ipgw28kSrhKSQfYozff/8DFKNiu6/27AaK/ge/93sOHXUR2FPG5/CsbD/7+HP77ItHjNvQVKJQ6WIqs7EBP7t6/ardvHUFhRvZs50XPJVKh8wSvBUs6jarjPMZvK8NzEVW6EOVD0ErrSsEgjKpktl7t+/SFy+AaS1bXEL4EdgzvPUBvLHSrLlJb6GKoCblgZpevJyCeK9RJ1DS62RphKfXcrTBAOjngyv3L4DnaSAgsBqPGotJ7jp4/B6eag2Hc2GjwYXzxArS9HnG44O6Pfjs0M6LA3hhj/djtoRh/PlnP8P7nVgG2pSnvzUmSjhoDweWWywA6csu0u/3gBou/EDpKM8ng+1HxlWSI2ne//Tv/t37bpU0L+W7uXITSIPESFxMGejdHng/k3JCp9elYL55XAq2BFiHPn9TES/Pv7yGDn0u+CW4o1C+JscF/1RZ65ev/tVfv/z+7ND3dOi7On5d+37TIcW6NB46NGhSMB1SMB261qVSS1GloLO2f6V8lz8vn03/V8BekTnNSZ2elhGiiBWrbXu2e2qV1gShnrMR2qkJ6+5A1b+qNsGYaNnRzetLWHaPPYMf7hyfuMW5XM0OUNAREEpwUjmZKvuhAIEilsqyf+vt27SVm9McGVVFm9udvr3YPXScLBAJWywj6xzCO1YZbwwuvGexkMW75k11P88Yjxc7rzAOeXcfTfgfIFyvDo/hbQF7pJUN1aqLbkaBtHo+rVYow88ODo+sDjTcPThw9V7kvT146xD2O6vSFbRrMgQ9AGUvuK+8vmorLXIv1RfaXF21D27etseffGytRtmyCxml9tru0YntnZ1ab6o0vgEDxzPyzJrjpNPpf64L79Nz6/mVXeV44WDsEIWWg+lC8rC6l6r/eVF2KcQ+3rqMZ4uE5/HCwEg0O5elj/CiDbzdo4d7cFet9lCJwiCe/IZV6mdA7GNbwoANeb4yzypdGdKGRq+JUhZ4xoS92jm1w1fnFpgAZ1F8Bd7K1ZYdHlUZm6B5/9q/9+/flyDJi6hYjuYAxf8kQVJGpQE1GnWXKzjjdTNvIIHT728KoF66lgRUh35/03O8+fPyu5ogH9JJ8n5a1Kn3U2kgr851/9dx+fPN3746pDC6z6UHvGzLrzv0/pdK8vrn5fkyHpcKKSh6OVd4eVe6whkqHXpf514+x5v303v6N9X7/F1GWB88emapHEoFx/jFF8+shcKd13v28OkzBLbNuOBxFR0Gngj69xiohyjf5/v79qcff2JP4VLF0xKfaGy8LmSu0LsmwKVkWmh8/dq2/e7vfM/lYz744jPnTdp4xlO+1+j0rAu6yaOkyJwr7VcFbr588dQq50UHba9e2YbrYLGDYXsJj9nZO7CnL17Y548eA89e2BFcZ/fwBBjawlukgJYN29zedBHTIhxKldf8jGEII6ZCUoqIumU8KEw06LE1+H2QPhO3VYDkAs0bwm/FZT30majHdz78yNYyWTva3UGAJjb0TBD0kh3BCcGVLkFBEF6BFM1TCsor+KZAi/Jp/eKSLnMH7iuIj7Jr0lzzri0louPlZRAwuY5X1zBKx8BGA8YH/BFQwbqpJmocSOkD1gpRKIsmBfpIpVNWbVQtmYwytjwXnn37+qbtH+7i/U4Yk5jzyDGg+IhOHgBIjndr1iwNLBFIu4XuQwzDeblD/1Ts6Khh3r/yV/7afcEHN3fGgGkdmCJLsiCapxP0lNApoyCItZFwXSqgjjeFTz8lvDrnkju9ee7lcfkd9+JvXVsFXxVx1WryFJxTMOL1Vd3/L49f/mt2yHjoPjNl+er6v+m4VJo3f79UJsFRKbLqnrTgV1qjxlm8Zoo7y2lVFs9s6uFfdq8xXkvM2IX4EynGOGxfPH2BNzqCk9XwNDXro/TrVzYtnc5YGkg05w9ZuT2wJwdn9v1ffGb751WUVXmI3IdBVa0ZrW3U0h6ll6nUhsLyDBiqOXWFY0sIg+qmfuujjywWCNrB0bFLCZsAM8PxiJuwHvEcGs8+UFBLk65dveKgLs7ULTd6gsKppqVWQbQwEFrI2xM/42/lCWsaQB64hpJJ+FTmUHz6GhBU2UwvXwIf4dbKttEq+5tbG/b+vXvWgLep+JKmH0bwPg9KpiBIkD4NY4CurK7ZGTy1eHZs9V7LKrwa9NFAI49szEwbHBrhv+C6Qm0KXDI6/I/+dl6NN5C/vlaq4wyiICO9vChzPBJ00eYefTYZXcBTq0B3JVnD+3iuQj6J/IU4R4u3B7a4GLebd9bs2s11UErbnj57ZN1+G2VTpQAPnLRqhSWtJBEvn7p4ye27d+3l8wM7fHlu457XVnLr9v7d97j+wB4/e06fTVD0O3Z00jTv//jf/av3M/MZGhBy6+behF06ZEkuI5xvLiXS8auCp781QJdKeMkJf1UJ9dmbfwvqql6G3Lgsu5KJpYCc+OU1dbz5nctDn8njylvpvpfHrztXx5vXunzp0PuX39cps3xRLCjPoKQEJU/rd5WLEOy5PFff/9Xn0d/uLryntDBcu3nCUad8D58+sfU1rGw0gSVsAO9UuS3gFtzuAYV+8fCZ7SMUxTpKMpoygAOLYQij9JGQSRALr5XnUwZzgvfQpG404LUrmxtO2B5+9rk1EfLr21fs5pWrrpSFqor1hz2rt2pWb6IoCMqd23fctMYAhZ3PJHjeKAYgj2ds2B9//09tH6XVXBpPw1homY+8AlyRZ1NKWaPVc8nZquamUhCC/5qD7XSa1uE+nXaV9/t4voBlQU/v3rltW+vrFsc73H3nHbjksakw8OpK3tYKeRsqmNTpWvm0iEIXrVSv2Blcb6IMIDxybzABTip5g25V7SK8k6qUqcyICjxpbDRnraVKWkTs8kVpq4e2qU7o+vIiDtTj5uIS0aANQHt+bxCOhrFH8ZVMUK2XeTZNN5y7Irwqq6+ShZ0+nLPbwMOO6MexM8zSl3a3DiTv28rGom1d3cAo1UFjs+tWS01rQTdUfTuXSgJ504x12w4xVoOJH96uxQMR8/7P//bfua+Ag+ZfAjyQ5ilmCgbf0QMw+JqOEDzT0gwJnrzbm4L35k8d+nmpdFLeN5X28rgUWM3F8R9CTaNrdaBf0y3lV22Oy3P0w/32+u83D93rUgHfVPTLn7966H1957Ktb55/+buebxbN9Tij4KNDZZwUBdTzzxYVf/Xcl9+7PC55ogIA5+LQkwt4wcg+ffDQZOx+//e+aZl0Dp50amUULT0PiQfiHMKznh8c2zFwnIvbzfU1e/fKht3ZXLJCCuK/lMM74wWAYBdwpxSQTXNk6ytL9rUP3rcq3G2Kl1peWLZ0PGmvXjx3qVZa6aBMkO6w7ebHFPxSZbROs+2mKFTOf4Rw7R2e2p/96MeuPISSsDX+s7V3YVtbWbHbN29aTcuigMnQUDceoiX6XApcr9W49hzPBgTrtzAIHUvH4ra5PKtcVuXzvZMTqw+7VsEQ9BBqGQ9cIq+hzUfiLkGg3G46r9eAWnRRrC4yNEIBp/TnBZ7TjwcLxuCQ9IPkRAKkJAR5YB+0SUnP8rwIrrtvLp00VYrTpHinjQEaDfCcF0DCBP0Zdml7HbyaB5ro9U0tnYxjbJSKNnEI4eTkHGOsgVV0XKUI+7awmLf+BEgb91h2KevS6p48eYzytl2wJxFNm5+26RqJqMeWFhIzBQS5NLtjS2VWgMoZ8/7v/o//xX2tkJb7RltmP3XwXM6dO9GHHwHz1NFSKAn7pQD/puNSOC9/v1SOX/2eTpm6fwp6BHnYU1f6TiUTfvUWb15Ph/6WsAuCXkYkL9+/PPdXj8vv6nuymnrpuDQQs2vKewPHUboxgqogkSw3n3IPccRf5n6Xv+u4vL5+igP16a+5QMj2js6ALmO7c+sm3kRzjn2Us8Xgz1kbi62y7QOuofowSjfLoFx3rqzatdWc3bm+boVsykHzk+IJ320haHN2BU/qwdL3EdgAY3J8eITxWqLdIZfZc1Y6c15BZRzFuVSW7zLHV/VU5OHF+UPAspNSCS5TBHY2ZvNltF/e1otAK+E5i4d2oXsUQNHWCXBOlbslZJpLddk1eAatiNfyHvGtBMKfh88pIaWI4GljmheH+/bJ489R4jqCCupA+Xwof4p7ZGJJFGFoJbxqE4Wa0G5FWQXTFZ0XzNZqD+2xIJl1/FLyw1hKCS+LRF/Qf1pwrJeyiOY4r14pWbfTwEiU6ZsezwQfU+yhWsc4qUYB8BFPpWVY4s5S1jAOyaY+29s5RxGV5ph0mSx6XvMM4O4ncL3ZcidXvoPrHu0dAz/3gLgDZ4g2VuYZkyjKDq8f9VyVuKmiosEo41M27//y792/L6Ua4Dq13kpeTtZfEaTXYu4giOru62Evuc/l8abwXR76+/IlwVYHuU56fVyefymsOnRPBWFU6oC/4EQJOl08Ut72KwV589B1LhVJvO3yupf3/nXH5XcuP1cARwqs4/K9r5RRyeEx5820cHS2SHm2jOpXjzfvp+dyBofxCwBVIghkoz1CIfFaqSwCNbLzWgP4hiVmMOQF6whiDQFWcSFZ8AiCo3qS1UbFGijcA6Drw0dPneJoXkt2Mg2MnePZtRZQc1rNTseCCJYmpV0NUPpuiJdQNPIQWKdoYiwRdYEbGmx37tzhp7nde5RFIo6nhHwpnptb5R5ae7e5se4yRyp4PyVyi6X0Bg2ETqtjBPmGCGjfTV8J/lUrZdemFN+Jo6R7+6/s9Kxkbdql7BcZckVFvShWAoFfzeVtPpVg/BlDeHKN653Dwft92kN/emm4Ak3qT2XjxICQPvpHRbDc+MmL60wUUHNtgp6q3J3B6ynKO8IYadW6JuY7LWD7hRcvl3Fz3CpZqJQ87a4leNnvDl0pjCCGRcnUWqHShrNNxirkJGPfsWs3Vq2wGMFjKhWRvuqgkCN4JLxUpStcgWG8+cpC3hJhcVsZBrwpXFOVt+uaFuFaL1WS4t/8S3/5vmRHq4hVW0R8bMZgpIAzr6Vo6ExQ+3Ro7Eul+3XKd3no/cvP9FNCr3qK7r03vnL5demirIhWKmgN1+JCwQUYdDL67773q/fT746XIZCXCnh5zpvnvXm8Zmfuc3lMfe/SSMgzuLKC3llZQRfe5zPxm4ODQ6BH20HIN1eF6NA5b95Xv+slT6elXienZTyp1w6Ozu3FzoEFtG6N79VaXTuvwBWwlsruGOMhZcUDcBJxTWWJlBst64D3Dk/KVoQz5haAo/mcVYvnNgKuxaEP165t2VvvvMXnKvJbdDmJJ2enlsymLbeybHvHJ3xWcUZEzy9DJw+pOdhaXQngGFf6YhnIm83No1SiHAOeBX6uZ6Vtqr/yu7/z2/b2vbumqmlK/lbKojaAceF9IJ1yfN10FsLuxVOpili9VbHx3NhW8NZpvKFsmwTVCwxMemfKl+AZ2j3VAD120x3nddVElfEG1aiLUTSVJoxnY3Q2xhw+q3o4MhpaxePayj8/cuq9gO7wvqq60xw8aNs2Vwu2ulww1TWNR+N4p46LuGp9oJZr9fmpbflkuCRySpvTdfi/8+aaFmvDbXUtLeRdWU9avuC323cwTEDsPqjFM+5aMq5qcHPw+5AtLuYwonB2POTcpG9ZaEazBSWpdG0elKJtAlSh3Pv21759X2XLU0CHKDzw0o1fFjtSDQ0ntijPQEV+Qtq2TFkGvK0RulQg/ulXdYSss2Cce++1UEpIJ0ACVyOT393kv/suJ/OetuXSFWRRxJ20SNJ5W97VoF0eX33H3clB4ksP6D58QxF+3aHvcMqXh05zWfR4NwcjGFDxIX1fisjp/D6bmlCJB620VrRVbbtMebu836USzt7XR/QAf5fwWq3ehe0fl61UrbocwhLQp1xrAV80gc41/RG3REacaLGQxoo2rYlnUsK4lhfpZ4GBW0dJtLyljdUeAmNV6W0VAVOVZg999+zFrpvsx/9ZC1RT73ashYKpLokKX4kLKoKoKGiXz+XRFen0oZSFpSVXdUyr7VVNTBFwKZm8+Ahv1MIY7O7u2c7Ojt29c9uubGzRhoHlEC71X7ted0GXDMKlTBQJeBMBp/PQ5FlkuQrFuNDkejJpi+l52j+GH3fsqHJu+6AfLcvywssUjZXM4c+cRwto6zt4mRRG6WkSCi3TonuRRxSV88T/tKBAcHwI3OPiyPPAonDGGN8XvBRXvSxrEU+GQCCz/tCmOCHVlaFv5xhjBa9Wlwqmhb4a73q9avVmyeazqjM6QFa6pmTuUW9i8/G03byybDevLdjm1pIt8L2UtiMAbfiBtkHaNT+/DJKZ2PO9I0vlFjAeE7dQ2vv7//a/c98tcdED0fl6AJdC5QQcyZes0wESTllK7bGmwkf6VA+vQ8VThaGlVHpTSszXZ5/xXffibymevJWU0M016uKvz9ECUt1PEbYxgyLLKw6m73AC95dB0NlwAb42h4WU8IurKXwsq67jUhn0ujze0DdnHHQndw0urdP0OS1GTvB2IAG94RKhua9gkZRSC3hVs0bzlar6JXiq6ZPZg0rxdHVNOrx+Xqww+JCPvVbvTa0G8W6gSEGuk0xk7OxM23qlIP0hBrcNZBvBXfqWy4Tt3bsblksELOJDqLgW4Aer37YwVn1jaRGYNbFztwJ96qB6MqXdi+IIWND2D4p4uxpQzm8tLLb6m+4GMkpoZGQ8nIdBwTsoYKLAgxSxhXc/PoanotSClDJsyVTMbt2+YR988JHVqk37+c8+dnU3XXEtvphW1hIwWLzPiwz4adf7d+/alfVNZOACQ4DnZywDcOA63l7lLpJ457VM0ubxQN1u202xVICtJ8BsTzSJt+RpMRJa0aBFtjI8MoCafG/3WsgopgUDOeZ+gtgqAhykLRpTKauyt7gFv1+gHHg6jAcs2H3nrFiy4lnZbVSqKgKdftOS6ZhpY1dVCBf0lhyo2FMqDjfGg+UyBfor7MbZFwDaJrn4XM9WVhbou4CVim0rZJaQR0VocRzRmL3YPXGlJtMYrw7e0cbi4UFrYMR6OJpzkM1ptWi9Cfr0d//+P7i/tbGK4kUgmMpI8bkEVjVE0irSO72A1KIIbTiKDhFg8RDJMd3kFEqDrAiWJj61KNKFNvgORsyRes0pzoR15in0u5T50nNIG0TkT05PnQdUiFkDIL4goZaES83dz9fX0T/nAXnNFJD2cgqq6j53x+sfl4f7k/9dKunsmjMXq+vJ8zvPx1Eun7t8TX1HkU/tBByEozg+y3d1njyjrsGf7nqzYwZRMf1OAfdOqvbg+aEj39pzQIogSKKAiQRCWSVa/qKy8mtLKfu9775r966v27XVDdvEmt7aXrMb6wsWAY9tLy8C2QL088SWltecl1LFaFGEZ892gMrHgh8WV0UwPA02nlbgKbC4YTwBJsvlfKqAkvpXfa5nUvlAJcQLfilEj3YzpoKTY/vQlaFQkvG+ZbDsX/vaR2764vGDRy5qXSwVrVo9d2vwCvl5t1hWqyo0ga7pJfWEihflwgn7H/6b/7at5gtul9om3O0Mr9nEwPW5z5S+6mOAxcsKXENGX6hDzoGPMFYeUwl+1Z0RylAXK9UuqKCgAkTwTh/XiWBkwjI0Xs7BKGgTTiWJ83iO68lgq7xFtVbSghS8LdyMZ9aC7DkQXxdjpPpBYT9ozxOgDzDEgTnLFeJ4QVXDLjsUU4PLdXp+KMDb9ujZc/vFZ5/bF08O7OefMA6HFahEcJYMjwztAq33get9BLSKIWn2GhaKBcz7X/7Df3g/jfXUXAltdsLlQvA8rKy4Mg1UbEcD4EK28AaV+pb1ESSVhdPksBRB5eWarZaDLEKuylRQ3qGyaVxYnnNdtFK9KQXUDelFXUv3VMVoRaV0vkj/l9nsKLRTDyfUUhMp4UzgZSGlgNqKa/aJu+Tsf5wj5XD6yuEU8/Xv7nj9u5t64Xx5ZQV99IESZTUHqp2JSrzEfYNYcim6uJNeUj61QcZC3xHsnl1U0y5qI7Cbz0dYv1fwv5d72ptAuZBARDzsq5d7Ln1J6/Sm0x5tGNjGas6uo3ARhMqPMdhYTtlSPm2L+axtrS7ZIhxNVQOyCHF+ccle7e8Da145yKZDCqSNUntwryhKnZDgMgajvpZbae1dGxiVdnmgitLqubVWT/00wLtoVyz5E917bjK061c3bXmx4BKzr165ClVJwMd8VtUEPHzzpHgG31E9lzWrVlDE+rnb1FPXLpXLjs9LoecQ1m/cvmcfvfWuHR4e2hz9WBsCPVGCPoPJbR2y0MS6kweeQ+OiZAOZRymKVjUobU4Gxb3H97Qxj0r9IZjm4RVHXiPygnyO33MeXtB7eiF6oWecWiaTcX3Yajfh9GmuEbGjwxOrlptcVwknEfQhYfnMgp2ACoonSjQ4tWdPP+da2g695TioUNBZsWlnfE9VzhsYlDm+V6pqp94hyKbmIsjKYy3TB010oIuB6OMtx9M++tA17z/AA2oupdfrOuVQMRtNOPr9uG46QSRb2+2O6ZxQaFaaXIm8c1heTTyenWFFeFhxsHB4ts6sKDx/uMfDzziV1EALQQXvXN1ODgmog6zuEICVhfM561cGuqhIj3I8NQhakezO0ulO8V7/5BqKhGn+xwVhXEsEWfjhXrzz+o9L5fylw73B/7iWDIg8sTy9g8RcUxlBriQHfys1Tfw0ApeQgkn4HM/lM5VlmBkJ3XJ2T952l9ZUdhOe8HzvxI6LFethhmXIxgOsMIM2RpEVSQwAb7bXl1G2rNXLJSudnLktuBt1PAD9oklrpVxpl50zPM7e0ZF9/PlDe/jiuXUZE+313lU0EKPnnY4sm47a+7ev2aZ2OsrnnEGRQRP3++Y3vmFbW1u2i+Iury67vEzxc1UZU7j//Xfetbdu3cSCjy2VCNve7gs7PNh3CQQqX/GP/pv/xg5OT5xX0pTEe++/67xitQK/A9qdn526+VNXWxQENUG20qjESjLlVk2sbm5aByH8xZPP+am24/29WouHbNDvGilNkcgLKTKg2kQjGZUBnnvQdTml2VTSeiiQlmoJqk/7bQvyDIvA4a1VLffx463gyTxPA2NXbw3goJrSwFjjnfP0iUoban8NMI916pp4j3NPnqk7SzBXpszpEZ66VsNg1jE0CVtdS1tqPmhXrq1YPpu0EgZVOb6njEubtm1dverWWSqJIZ1JuTQ9jU+DPqgAPWvw60DID53BkPdb5v3r//Ffuz9UKHnYc/sLJBMJBksu3mvl87LLA1V+YkqpVLI7CL1C2yo7p3VfWuQpL6HtpZSHp402ppwjYdCup9qjXN5MfE4ruoVEhdM5xR1upTKdLrgxW5qiZUEMghSMz5VZIH4zm3uTLgD3eF+RNu0+JEskjymu5q4nuMWXZ55PCiL9mv3TF7+MxM5Odp+L62lFuQ4HKfUmh0sS4D7af0/zZVp170VIwsAg8Zoq0FEROJWkV2aEm3OjLbqwLqH7aMD/7Kef2hePX9gAD5/DcyldSYWCs1ntY9FC5vrwpkX43QIaO7Dj/T1rKxeVewlAKhQYS0YtjOBpL4Qyfa+dcZUfOuBGinYqP1MT6hJ4lVO4ffMao4Xw4WH1POur67aQzbmtqHuglOLJsVvlkoNT7hwdIDRNPB7Pi/HdXl+zv/B737N5+Ki8sq6rZxFE1d78FdrmgR8lk3D0uZELFilws7f3AgU9ZQRUsyaBTEQN1GtehG9rft4KUo5rV+3uR+/bZ88e28OXj22sMCdGT88qvqIJdY19hPFUMGUiqKykchRViEoR1OX5jGWQia48OMob4gtSws2lZbt9XTvgmr3a2wVNVR3nbtLuBtAWIMn4+Z3R0LgpgVz1OoPekBXml/H6YZfho+VaaksDr38BtNhYWcagRexrH96y7Wvzli34LL8QshTPr9zZ/cMz2wX6K0ag1Sp17quNSxcZTy1+LqMnQgxaktXBqKjcIc11wSXvO9+7d39v/yVChIbieRRuFu4+PTl1fy8CP7TYUAmuuplSj14iIKdnRRdyUB0RwT9plgRRG4D4AkG0P8egYLFGsywLcaskSiyhdpsq0lB1lDyOhFYJyx06ScRfG4GIcymMf7C7x1kGBISg09nC71JeKZn0SHvRS12k4DOhl1LhzfQPCKjgjkL8Dobg5XSSjIC7uf6n//Tel54PIX6thLPkbJF6VU4LOmXXmq8wkCUWm5Ve19QM36Lt8C3OkbeSyus/eehuf2qPnu64GpnahES1R9Q2bfpYUfHWuaHdu3PVljIxa1VObKI8w7DPPnz3bXv77j0rFk+4Rsvu3r2uBiPsLUf048kMXsHsnMEFqNG2ruN4Wvajxa0trP+T5y+tjV258AXceLboY3kHcciu5nwRmCMU+tWRdjyKmccpIP2L0XlbpfZGDe6/i4ekw7hXrdayU01/wLWC/pFdv16wdDJkJ3y/iMcOoBx9BVDowwgKMpi0bdqq2jaQ7/rGGsoASgHNNDEQP/n8F8hK2eLpOHB4xUVZVbVc9/EwZvMosDb4lIGaeCcgiYkrdJQB0l0Ao5ughB5CHcOoX11bs/foKxWO2j84cHVpOgi7vLoWew9ok1bwq6hUVHVBxYXhhuJy29tX3KYp2g2pct6EQvVcDELIS0GuKfKVQf7b9VPG/AJ5z9BXZqGoorAjDH8Cz6o9JjwYDdociFvS/cT4oAcyWsqX7SptkL9lbFz9GmB2AGH13vzatfuClYtYj0Jeu+M0HSHvAzmF34PAnoUl7cCjicixWyum5F4pGk/hvqe697J6PcFNvJIyA+Sa69WGCxbMZ7I8tGp+MgDqYL4nvuXgGkKlOo6ffPKpffr551zH47adioPRZe13Xr4Eoo35O+H4oDyf855SHCkA95RXUwerJqQ0ULwVldLcqFM88SNlLygEoXteTh/opf/TJKdoOgRFLw/xQTcVwndcWh4nKzAjXqIJes0PqqyGSuornU8cS+85Di2Fpl3K4hAMWUZIIvE4HPDMwUApSfH0yBaBiH/4B9+2lYUUvMOHQMfs/Xfv2eZ6wY72S/bP/vn3aYPZrZvX+fvQfvDDn7gkbuWRioOo4reKFKlGTABvoswUZczI0p/XW3ZSbVt2cdmhFRU+UoBBaEJG7gw4ubt/ACeatzgKqA02NQWFHqHI4vTiv0egnbKD3J0u8LJcw3OUEO4aPFRTMfCado++BVbFo8jAwJqa4NZ4oDy5oN/euXLFtPPtYyDvXhUP3mvbqwO8t9Lp1Fb66uz0zBk9oYgxypjSGsOUqrmh7FHV3cEIMiYx34VdX17AWMyKAL937y7efdWtsHj48CHQ/ACyyMjy0h4RE0UnvUDKoKKkUiwtO1LsQAiN8xh2OR83xTQGuUxUlFfeeA7vHXAGadjr4Am76AIKyfVUOgVfAP2q2ssXJ7ZcuIJvDQNje9ZvDa3fHNgQGKsgXR1DWwNdDIHQmDbHB4WABM9V1c37rX/tO/d9vqAL/yM/ENM+ViKNxZ4pWxqY1MBayppoxcLHn35qdTzbydk5Fj0E9q24VdYB+N2r/V3s1ARLpoyOMQM6cBExF1HC+uslwRT3kzAjn+6nOl7LnYLhGMqt4j5RBibpoOryypJ1Wm13Tiadci5+tscfo0EPKltC6UvVOtaW64lH6n09fFEbnKDE4lxKoJVXVaKBviul4v/SM64tuDnLWdX7UsJLTigFlFfU6U4IeAYZJgVoVF5BoX/VonQr3BFg8VfdW99XxFFxJoW5BZFPikU7xltoDlVlP7SR58J8lt+91u413caX2o9PQQJN2v/gRz91GSTvf/C+rW8s2+HRqT0CytYbKp3hs7WNDUcbWhjDmCZ/C9qfIea4lJveaHatjDJoLaEGvw49KAGrjhkzwWEp4QhP4ePZtZVzHMFQJssADzMaKt8TOHx6jFFuOWPWZjy1wsEQ6IXluCUy9KebKQd6j4GR9L1Qz5D74JJdEvmd9Q1bnM9ZCVj3SvAZ+PUS/nqGIVP/SvHrVSUxw/fduGhGzyyNQcsDu1uNEsbNbznGfoQnueD17s1tu7K1YRvr6w76P3+xY49VjBjP4sW7Dae00afiSz5Ql+b+kC9FHC+Q7bAWXiuqzehgsOV1tUuSxiARhRK0xyg2xpUxjATCFsdxqNr41uYq43xiL3deWrc3xcgMrdGEp/bmbCG9pNADyCViAWhXtVxBNkAAULUBXrIFOhECQr+dsxKyk/KpBIb3D/97f/H+eAgkaisromNNflYZtAFuQyuPFUw5LR1brVG1w5MTOzw9dZE9bT11gZUtYoGVYKrKzdVmFQ82hdtk7O7NG7YAd1IlK9VznJ9PIbw+p3DKmnfTHIioXL0GIhiCjyxor/NlN+emyVWFmONACJXRU6KvCkXJckhJ9G0dbQh2W6k/8QyeiIdGqFVqLwhMVERV821hFFtcVb5Oq7OlFM7vzUZcf7g26LqCn1Ie1YeRQF0ucdKhz2dZ/x47Pj4FcioJOeKmX1RsSDmYmmzWbj+nKJuqyyntS8t6uhghfafZQLh7I1dyIiVDgxLv7b6yp3j6F7v7eKUKUD/q1g8+evbScotLdvutOwyeUsUmroCv4LpWJ2gaolIDaWAgAduWAs6JL6uU4OHBCUoIn8YYaZMUlW3oInB9lAJWx3cUyVOyMv2Memp8BpzjJv/x2pqHFVdRzmoEwYxAAWTguvCnRDpqS6tZK9e1YWbdBjyP/ItWKyjfUjs6+fBua9CQG6vbeN5Te4LxqI0v7AyvfEG/qvK35goxx26vPA2DdhoSolG0OolBz3OfZqWIcA8tpcW/3H8hHoQrzyMTAXuOMig9T0GcDt8LaT4PKO8PCLkM3aT5yloaw5RQ63jWOZBFzrQ3g7ZdGKBIQmgFEMAGKMGDEWnX2hZFQcIo6JxL2h65nE6lvlWArFeub9vm9jZ9p9qoyGt+0W0oc3y0byoWpQSADYyD+PUQrWyjfC0Fj+g8L2MmD6gtyoREtPTP+/4337/vwZpqm6gVXvnlFds52INbnLs0om6vgfU2hKjshENxXeXMqV7l0WnJml20OBy0I61Pw+Wvb6zQk0OrnMErIuJSQ7cPnd+vpSoNPNKpC88O4BEK6c84E14Hr9DR8h+EXy6eL/KuYhIDiwLx2s6rDlyhHHkqfagzeqoCBt7QYlZtjqkpA5XRyGazDs5q+2FlkigKKAgr5XMVkTXiTvfc/5ziufc45PE0baL3dK9LGDr7XHwRY4MSaMMP7Sunvd9kMEIo/RU4RTyecHNrFyMvRF65hm1XaMnV14mn4RRJtwbv3u1rvLZsdTlnHfiG9ofQ9IT4rkpNVKEDSlnqMoCy8Pp8jvvswHGaWE8pVQtLKq8khOKCC8CYRrPlIqzBYJRBBiaj/NqjwUv7eBiX/a8pBz9ClcpoN6SoC5Zp3JV/K+6igJumlRRIUy0beSafyrF5pgiknhd4VW2CVGYV9GbzZUIgEzxTDn4zsWsrW/wM2o8+/sIOG12rYehHFz43nrP+1fzcmPs06deJZZATTVUNGS9ttnJlbckmQDgPz3QFw/zRnbt2fXWZaw7ts4ef2bOdXZ4pbHMYvnKrad6gh7EIMSYKHnWxrx1QhcZQ+/JpgbXZ1aurVihkbDrxIlucH0laALiZT8zblZUNuw5cXsjHLZ3w2XwyiAcN2+r6CoqdQDcytryRtVBkAnf1WyoLlESRFRMYYUzkmLS/hfYLFNJ6ufMCqqYq5lM3OyCnoHWVCvyIJCVwLN5v/dZb9zWX0gdyaElGFAu6f3xspWoRKDgHFIFrgF+j4ThWRpxGc0p0HkqrvEll+3uxVlqi0kOrlREeQnADCLqbyAbOyCvWsawvd3dsbx/lBqapDozS2jwC4Vg2beihfLzneII//cGPsK5NywNf+5pc5WFUv0NTJcpWkOAoXUiBHLXH5wu7Cl1npboTWs3LKXikyaMyXEnLR5SCpcTiEF5YWRtOmS5oJPdWsOTSA+qnPKCUT4o4RiDkBb9SwNlP1Y+RoiujXvuia4pC6UoKf6cRUGWoZNJZV9ZBlbu0ykPWVulmfiB0nnO0t96VtST38tmnD1Rjpef6pFgugziUotZDeXp48orbdUcbXJ7yWR9OPOA6xWrNQRspqyLIygqSsqEG1kehZaXFt/WQ4sCKQmsVhTiwlFBcW1XOKo2adel7TVIzDBby49mlrPSBIndqv4IUmuMVfNJU1cHekcsjXVpYRnfmrKbFxYx9KsNz3buDEgPdoTT7xXMr8lwtFE07YCnAoumlLrRB7ZSHrQGjNbYaC3lArXpXzdNrK4s2RIAROHvv7h3L0uet81OXPlbH2HgYzwACr/hmKB52XlHcVavvI6r3mUsgAnN4dXE8vBHGTcQgCMSsVrgvnE1j34E6lIplHC3jGgu5NYrLi/PwcS3Rw/jgqTp4somX64wxvN1T8+CURjxLrVm3o5MD8yCTmXyWfh+5FSVt0EPx/MylucnAhaEEiinI+Sj6GWJcMsBv71/6H31wf3k1RScDm84OJY18SXX9a251sBZVBvEwoUDCqgyCOl8bQIbFM7COPaxTG+vpNr6UG6Ojtzc33ab5hwdHzsop721nb8/NiUlglB2h1KZeq881VPYNaElnCpZozqRU69qBUrVSKVfUVXMyQaCTMhUGr8n3THMYTDiL6pYoqXnv8AwvCJ7noRUxU5l11fuooZTilCra43IDscAK4OgS7vhSuXjrtQLKM8vz6XelbymTx01lMICCzS75gMcV3A1jnJS+JMFutqoIQtj1jRKWtZWVtvja2tq2HF45xu+LubRdQPwVFJC32cOS7+yq+hfQF2/WQJBVqFZBHc3LyUvovgNuqP3khwy89qpSdbC+y/CYcK4SIrRQV9E5DJpDKgpCTFB4oDXX40J4KiUJKEClCe9ZGQe3cp3n01j0uxgcWpaEBmheq9Jpu1USmrfE/TH+MQzTHAig7vg2dtC6jGNYe1jQL06B8AbD/sRRgAH3GotfQSUyjKMPw9F0vMsHMpm1XfPFYn6ujgvX1CaZAQzmOrxvAeOmTWRWMGSdWsVevnpmofm4tUBbNZDBGbRHcx0Z+jSbQhkx9HM8m2rcalvuZDqPsY5aoyWj5bWzSsf2Ds4wOj3zc05PE+KoZaXast1XJ45zl87L9uzxU7fpqGR1H+p1Vi9ZNItRCtKHYS8KnsAYJWnPSxTujN+RuXSGvpytKjmrnMNFZ4WmtaBbK/6VSeYm8FHEQipnUUHQ/+Bvfvd+OoernQeGMBCCmaqV7xKOETzxlVFXsARvhYC5/dwZCnExCa6wt9xriIspHy4YpDPotBWgrMRVNUUFl56+3HEdMmVAUql5IUxnMel/BgAIQ2ccQ15f7p2AmRWlCNv+0YmDU1pnpvwHFQBSOlQiIpyv+ULD0qD88E+tBNDvmk/kPwYj4XZSjcVSDr5qmciCMtThPEq3c2BSTlCt1C9cS29qmkRTC1I+B3X1thNaeURO5XOlNWmNoAIWWjGhKKCmW1RaUUZCyiAPqWRktwsTSoBoAY0ycDSVf9hw2fha0X50uO84QZx2KsVOy740DvKkMa6hJAlxZimTEqpVU6QH59U6OV1T8EYN01SKpmacd1PEl05QaQjxaBkV3nawT7VApbSurgqHivpqWkg5lS7Si+JqFbfyRVs9lM/tKMT4gFQE+WW3tAe/tqj2oOxKxvZioFOZvPnwmpqErpYq7n3RBw20Ss2r2NLW0orr2xbjpPYFMWJaUKxURwXIYiiQtkb3ocARXlcWFlwq3hAPqlqnWtN4XD0zTxLEg9ypJKGH78ngKAFBCdSq2RmTrIJujuCeidg8Hm5iR7SpzzUVXFTFtjEGYCyDA5q4uEBm5iL0YZB+Zay4oNquRBOV3dBUzwEIBDTtPKSqiY9Ag7s7+473ao48l1nA06rC+sg5Bc2LauMccUE9m1tGpvszjgm3p+O8laFj3v/+/+Tt+692nqE4CjYou6XDl9BYBNxHA7tYir4CEnS8toHqtCHvgjkMvBRMia3at06TvlpFrARkt2CRQZREC4IdHhXtweNnDA6KxDUVZBB3UDhe8MYbjGH5R650XhdkclIStIILwrOOjg4huAeuPVe31+jk6WwzSqyNsvjVgT5gVAPB3cHjCo6Jk+TopCCKXQIaaW8D7Uaqcoea/HarOZAkCZT0bkrHSAllwbsMtgRRCQGaeFfK2awsB5LKd5Q2JkumXX40v6kCrwOgjZRQCyy14Yqu7bJLuPjOq117xLMX+UzWXbmtbrkOSq0yfJoM1j0uUGBFP6U0yg3VRLEikxEMnSKsdfW7vCHX1Cyn2qgRkOd2S4ZQPvR0ZhhfH5oq0SYs2rZZh7y4rqGJFr7u2hECridkLAQLBfGRA+2gq1UK4p6KKmYzWVdNTHmfWmfYwxtqtyNFuj3wQ/FMwS5B5BDjO+1i+DBGC3iwueHYVgpLKP7IPn34uatsNqUf9KyaOE/QTzIwStlSKXntfxGmDzcYv7vXtqxRKeGNHgF1F63W69guQjvgWUviy7QjCt92k/d4PS3EDQqZoVyJSMoyiby1mxhJpHNIvzUx+IpMCobO6RkxNsr1rVbhhxcBm08UMFRahK3lWAgifNeDYxHcj8NPNWepNDzJgxLoVW1Au+4uL6xiXBetWKwh+yo0BcqKgbJAOJq2UL7uHMZmSru0Y5Qr2sSYd/De3rc+WrkvfK9FhBcQZCcMbrjmsIwhl4IWi2Ip+g0eKIYHASZiGZUHqmigwvejoVKg6Ixo0LnndrvptoGSFVeJu6PjUxqBNaaxkRgPgTL1u4qwIRhYVlWQ0tzi/uGJBaNxF9Xcw9NJqAQnt9ZX7fr2tsWBMGEe5Pyk6IyEpj7OGAhx0NNKzV4dFoEMmpTXiobZjkuMpeO1SiZQBFQrs+VVBbekZPI6KtoqgdR6OWX6yzgox1RKprQ8fnXTB+pchfm9DJLyWZW3KO8lZRF/6nVQSIRCqyRkAavAbBm0am22AaWCK3JFO6ABZbOovHqjoY02h26uVJy3WCw55VKtEwljDHiteVDtn+CF8EuJ5ZGleIL2gq36XObEwUvnxWfG0Xl6ftF+DPLEChQ5QXDf4xxFF/HEWZ6pWefZ4dtc2JKxBArXdzEBLQPSoedVpFpcN8g4yFjJaEQYU61JBA5oDssW8D43Flfs6vKyXdtch49F3ZKrT58/thcnUBwUbcB3hTRwyTx3kvHCGNFG5Z4q9X4jk7Pb0Jh4NGCtRoW2INDJuB2US9bmHJXwKDPeiqJq+mqKwoyRW+V0xiNJfsbx2gnb3LxO//Yw/C3nKNQ5U2iBjC4d7JCCFM1BbmhEYC7kOL0LvHF6OEJf0ZNJkMvy+grqhEGGCyrFTZXFXRkX5DoS0XwlcuePmfZtHGO8VG6xBR0Zcf5CAT6ZncdIzfo4jh5pY9HJqG3eux9u359D+xNAINXEVMa5MtUHNETcSQH/aFTTAX4rzCfBxXQI+FwD71YgMJC6WIqLas83/TOvwNHURXzkMRVYSCiVjUGUhxDMURBGgRltZaVaKxL0JkKibY1FyKdIjjbLUBZCnkFSNauqsusRCpepUzp3e8+9OjkGJk3s2a7mltpg+JkVyuB5ZbnqCLmIskrgaWrh9OzMSsCRLkqu/MMOUElhe0V3X+0d8H7P1taX+Eyd77EzyLkyQOp1hY77FgoBbembg/0jB+9kdORJNL0wwYCNxyq42515bwyPUsm02FVex49hEAnXwlPtRiUPrvV6Ez7XII8R/sdPnztvsZDLIRZ4eIydNmiRIMi7q7K2Aivy3uJwyu6Rt5LCCoapdIgCWlzK8VhOdEopGC8PqL0hFGnUhjR+LHwci65VFt22+sjroK4EWuMuj9TXMiCMSTqVAXVkrUE/KCimOS/x4DDGxodSZHxztoUif/3qdXt7+4r7/MXejj14vmOnoIo2tCCzuEgfhJEVoZ8RhrpB31zQvyXrAfOur6zwWrNFDGClVITuNLkHqAR58KK4FcZP9Egert+BC6N0CQx2H/QhFKP5bHGwAHxU02Q9ZK2wtEgfTGx/76UVUIRoXAWe+g7JqHJ2Bm+UiyVt3Bla+aSEUkAf8Mp+2jUHmpNMp3NZ68M5h9OeezXaNWeARBXUlx0QkFbSK6ikQJMgqGB3LpeyLHx1c2sNwzm13YMdFDHh5LpcPMZ4AX3f+vD6fUHPZDLhIGQwNIdi+Xn4ocOzGnzt1bAImYzTMM1zqMKWJm0FHdy2VXS2qlApn1B5pXLdzv2iqEikBRioAJ2j3NISHNMFbDAx2pdA/Ej8StCoxYOoXLk21xCp1XZYCVw5vWJ1zlVASLU6JFyv9o7s5f6h9ej4CkKxf3KOsinoMKsz2mCwVGtFyQQlCHGLwWy06rw6WHnlA455D4vGIFUY1HM86f7hEX3oxcIW8DjKeKhiJNooYxAF62BQtP+AASe1n8IpgzPiOWgMxkLbRTeaeBCvwvzK7ud52nhBBEvWdsppLS1DUcQNSx4FDnswYPVu2/Ho/eKZff7kGbxGpesZEc6P8/xecRuEQHVLNJErZRZEeo3whSMd/3MMjXP1O5rolE8BFnF2Rd/E//Q9rVSRVgq1+Gh/2D+19ULacT7NymmKScKpeUVlkygBWgqvXE3VQxEM5fJuAjwJv1eyhFtgG/bb+0DG1ULOJRw/OjywZ2dFK/EsJcbWj5fMYuSHdfgfY6Qk98kUL9GpWa10ZpvZvL21dcUSvK9CvweHe279Yx7KoLIcfAEDdAFCODdVc3Moh3ZphbtSGAWLFRxS6fyTs7LLjHqJAVBk+vqV2bbezU4dQ5fiXBCL6BB9dXV109J4yyh0paeMHoQrSF9oD/xQZLbyRRFjeU5PQEEwDDz95pbY8eySY8VLFBvQFJgKPYmj+5Bp5auqEttYEVSgaIuxfv+Dd+zs9MiOkd95raN855v37kdx2+p0rxdlwFJpwSiOiI4AZoJ3xYU00KomJawuGIKB4T3+B+bLZ+ZxtygfVkJha2WZy3rMYYnDwE1tSyW44LJRFPGkA7V5ogREDyChFTke06Ga25qjAxS9U4BE7ZJVV0QQPYYj4RcQgCbwkLs4K6dwcKuniKCwtub6+D7CqAloZVgIesoZdPpdFxDyh6J4JD9K2sU7SjFbbsCGgmZ0ZBX4rAwa1W3R0iGIgPMMJ8WK23LrtHzOd+ENGAm/mxtTKLtv55wrhdb0iDpSSQHa4ksRRy/Kpmto51QlFydykHCUU8+NdLjFuh0InsoUysNqSke1K7PaNisIV8EoqW8UrZTlV6BHMFSeCtCJ4PDiN5UWiSDEslItoLaitILKWqakSW/1pTy2odQXow6QfmJXVhewcQM7BzIrX1H5tlhPrqHpDaBWPO74dKOpOi0zvqopDaWXDWnjqFGzlUzCbt+6ase1sv2jn/zInjcb1tDeh0DU3giDIIshPtZlnFEkzTs26YskAnoFL3Vjdd1iyJUW4r48PnA0RknW1zfW6UtkUXLFJXgUVz91QPv64lq0TfPHSn+caFqJsRL1kHGSEa/Vzh1EX1ldYvw7cLCmm+5RMMo39dr6wopdWdtGWbIYEz/P6XeL0uV0NFeqwJeyV1QxYM43Me0xr/6IRGJ4uZTL/9UaSS1iV1Cx1QC9jbQnhLZiQ0ZwRir0K2NxBvKaoC9FkFH1tGG3b7xj3ne/88H9ZDI1E5ZmDTipsLQienEaqXkxYWVhdkV7gSthuBfWp4218CuShOVP4cI9SPhIwoAwuhl+OmBIx+iBNHku+Cm/6DJsEDzNb6nWhjZj0fWaCLA6WOBHUw1jBETXUlhbu96I7/CUCLwKB8NN5fmAsANGJIYlbmAstNeCxPACQ6DV3sq3TAJhVZDVC5TR/KFg35hnQoZoi5J0FSHViveIi2Kq4cqil2J2EXS1VxC3g/KclauuwO1AnobztAurEo+VfC6vJW8nrqacWCkHb/GcyubXJLbQg8LdVZ4LD0A/KkWsi+Kp+lcFxZZ3HU9m0FLwLooFFuJQiXm/gimMkaoScHueUWMCSKaflUA/fR3eTsDppJaaU5WiyuspkhrSKhMa6SqhYTSUd6p8yhiGaa2QcYGt4nkdJZd3HDFuKj58YYso50w+ZiXup0OMAH0iLq4VCBOMVZJ+0OqLHmP0Zw8e2GNgfplnqXQn9AVtpyOmGN8EbZAcdBhPQesLqMHNpQX7znvvWjaZRO4G9tmTx7Z7diL7YQUE/Z2b10FiHZcGeUG/aV1fBcNyAkRtyzvD7Wr8PZSAOhMkwyeIOXRzvqr4JiOsmi5B4Lb68BQPqWmiEd6yDT/1Q8G0d30HDxUE7ShqLgPBsDhjpOirNv7UQmZdQ32aiqfcfhhaad+Q4eVaFxjfGtcLBxQriQLbQYnohOiBVmI8+OIZsD9sS4V169Qmtr58DQX83rv3B8MukEecS9Bz5OZE+IubJfAGcDiERQVzp3TmRNkMDMIIYYoqLRyt0XZPISyCMr5dMjLdoKkCWRKtnNagD3gQQS7NA6oT1MGa41IpBtXc1LyS9jyQEZOLZ5yc5dI8jHC26n8od68HVhckUudol9UR0qhlUF3a1OnNJqQVeTIs92xzfh+eHN461o6oPhTTL1TMtThFosp1Nd0i7C+hFT9QkvAFXlSJxQqZS4H63Fs5sFq5rdLrXqyrImgHRyd4PK8raSevq4cXR5b31pSLMlUEecRzxWVccAeO6PwW/6sAfZXEoP4UFVCOp3ixLHAYBdRUhvpCE7wyHgoaKVtfMEBTLqpRowRqTXwLtspSymhphbz6jWHlmb30mYI6molFGFCUOfo2iWXOwGHTIW3/NXLJ21MpPp5Ni1zHk77z8qp4oOiwNh4Z089TBE3zWnMDZIN+vrqNl+IeP/7igR1UGjb2h/mOTxlk5gU3z/H8A5RtqZA1D891iIKOEfY0Xvs67y2BBhTQ69Gmz148s67aRw9p89FlqE+tCl+WftE/ohsllF6BkDAwUdW+FddU7qUSGsQFB4yL6JGmACLxCGOCzE5Uz2eITGDUcDAKDnXx6GMUp3aOt8YAKY+1SvvlIHRNpbVdYLy1dVujiQGA/sCynawoAlw9P7fi/om1Ki2L+DHgU49bBd/GmJahWorGj1BkbZzTwDP6/HGeKwiCCNr5CZSmRp9+619/5772MWu1ymhvmYFXFWgfEK+HZcFKSYcF6RCcIfBhMsDjMEBK5EXihFIYUB4QgdAaQYVglTKmcPB8eh4h4btcpcvgu22k6EZNzgcYTC3O1VZaLR5eQQJViB5iuaaCr/gPRah0X0G4WdkLD+fBQbGIc3i0IcJ5wU8JXLenuR15WVkc/CDWuzeg/SjjaKRlLkBYhFCBiKAvipVSOXQfL+6E91DCtyynIJBq/GvjEE2Kq16n8im14WSD+/Zpn5RPq60VxZzVsOH5aWeMwQ5HtOZxtk5RCqMyfC5iiTQq6fcCz656ltIMZbgo/1EeSxuIKCor6CouJqVTcGukrH2uJ86hyJuiyTp/LCvCmfJqDI9DHKrFoyRfRfFmK0WUIyJ3yXkIjUrbS1l1zohnC6NEEvJ5xlKcRZk1UsACXkkFaYWIhiihDKFq5Gj/QWXzaAI+GA/ZsF+nLxBG/j0/ObEjQV6ghfQcG+qgqubmtGh2DuFdXMi7/MlSsWgeFP7u5qptLed5pjk3zVKkr094jZGJMF56dTHvckIVxVVq3Yj7HxZLrlhvHsXNoZyiAJgErgF64Tm1ql57nChIGEsCnVFSJV5rjz7JRQu6EQexrS6tWBIqFMYTCsUVCgVbXFl2UymiP/E0SA8kPzJkoHzqxjUc8eKMVH+WF3yzSlviQOxMLOs8pzYilUwLJp+XylbmpR2tNG+ocpRClCpv2GqM7eBVkc8WzPvWt7fvh0OAwzmIaQdNDseche9LMGicJsAjYPmJ4BjkUisCxLHieL8mjdWqZE1yB7Bs1XrdBS0mCGQQN6zghTI2VA9Sixy1ye906seCCChOLEPnZhB2bZCh1CRvSFkzItOzTBPxFZFnhZAVsRQ/U0SORtEOv1NWVxoD8yhYiWy4COsszA4cRXDkGWJYIhXu8WFFQwh6HGWKaX5NE9accyHvw88AUqyVFuK2km9BLh7FcVspUA+kIO+maQKlfHXokymcw/FR+OVSLmnZBHwBhXD7E6B4arvm9noItBJ7ZxE2LCX9JZgsbyR1Fkx3XoDrah5VL5VgkAVVMEtzgfpMxkbnabGqvJZ4tmqmOKHDeLjkdsEx2ih6HQIyqdSHF6OqyXS1TR5BhgAIYnGl7WUTLqn81atdzvdjOFMgkjLIAmPC55r093gwjiqbyLVVO1YBCkXMfeEA1K5rFca4i7XBPiM3QF76WAZPBkYRRcFgPefyUsE69TL3NXvn+nXLwp+KwMsq3ufBzgs7q8PlaFdOpSLou4CgDuOuJU5CQapxml/KWy6f4toqfptx3k8GTQtolVeqJWgKQslwqdrAELmunp9aMhFx82+KoE4wZsqOUkJ9AASQyKRs8+rWzAkw3lMPKMaL0UJoYkntAgUHlDH1IRA8i4pEJSNhu7q1zZhG3NRWEKSoSPHy4gp9NrSt7Su2feUqfe017SlYxlPGoxm63eMCWgy9eW99sHXfLvpYBS3diAKlYi76pY3uBaPoO7fPQOb1YlpF1FT/X/USx2DrQV/EvOP291OOXSAYx5os2wLEeoTH0mSncuQUJZxMxN/EURAMHiQWnPIQwKCMFjlGrYFyyduqA/0ItoIHqsQMXmIAgT90ZjDkcdxRnlEBGgUc5DEkILzl8LkyP1TC3MMTajeeENcLc70gHSEeMpskTgDBgFtYxwkClERxNNWiQj4qRYEzcTxQq/uldIr8avsrrQXUfZFpw6BhYOS0UDIUJO4fWzqKpWTwNd0yQLEFP1UASRWa4yhdAmVU2XQHsTLzDsb7saYRLLmyUcRfJ4Kdc/BY4I/+VlRaRkl8VVxdLymsjIuIvmsTBkQwU/IqI6J1gTEtohaMxeDFQ3Hz05+KB4SC9BfPqfSwIN/xI2xRQXVowMpiwXlILwq0urXlCuXWEX5ZdU10Oz6JYmgZE2rFeHlBNnBdlBRC5saO/xDkGQdWfU4lVquKmgzP1c1li/onFsIAbOKF9g+O7bMHj20PTldBrhSsWllddlHZcxUT5p7aQFbJ9GNQTA8etrSat3L5ENQDjEUBlYh/yrmC8uoAHw5jtiHnLKlbFbpnOwwreBJ1ObpagaF+7Qr14Awa7ToKcs5YX1g0GbP2sMFz9V0+aQSYrnk9VVhQAK01aDhIq/WXI2THBffoDy+y5fPI0wZctD2W1LK+EcZDVcprbv3g8UkJXZDjMAd7ve98+859VTiO4l414R4IKghxhuVWMGPMYAOB+JmAA2qXH02eS5hUyEmWLYprDmBlFVVKpXO4+xidr1zSc9s7OrTTovLkfPAeRSTHs0AHljoeEcyYYG1DDHrWzQ+VynUXmNB8l/iVvKAqWskLRBHeENYogGCGZIlGswWf4nuKPikbX1Md8ppanOqTUQEqJlDYGELgQzvlzwMoYZQ2LOUzPIPK3zdtOFe3/GICgZHFA6bBHQ9P94GctdcWD0WjTfzmSjq4AIj+KZKoa+Jq0GMbtmrAWyUPaGWGFFDcVfV15mw+odLrIRv3sJTcQ8ojGBmBiygfFF/Dlbim6lnagLHA688NESYUBq2ZYH67WG15ec1Bud2N6BNBLU0VCYKGeC5xs9l6SZSR5xYlUPL8hHH0IkTTdk3RMVssAH9oZxPBG6JwqxjJpew8VnniMpLaWPAWfVZt9xFO7VePAPJMAbQLn+qUXl5eEUglcgsei65oWsJNh+gvFE6r0CX8KqYUYFzyGHit89PKdkVlf/aLj60KxBzR5ky+YEtrq/SvwY+Agih1hL5dyqoEhRZ9g4i0QGCub03GRlBRidtn5YqbRhpiaORt0BLuP+eygOQkkqIGyKhqgmqdZCgcNy06b4LetD23DKs2+Gx1UDqMY6tbR6lqlsnGeB/Dx3lBhwZUVa0F+umi55r+oT9xCg6Sgxy1b0SzoWJb+1wXCFppurllTZMcHpVQYMFlECF/y0O6hJCv/8FH9zUnNIRQZ9H2xcV5btByilfIZZ23keXSygfVta9BUDUBrcRmCUkspvLtaDwDq/kbLVZVfZIQHKF4XrPi2WweTsKq5UrKzsjn0ghIh+v2EUC8FoM4wi2Xqk2rYDn6DK6mJpRJE/LTmTxkDKud5D6peNA8uP9+u8pneFA4jDI8pCUqRaFfR6MmyoUllZKB2RNhxAGFVcaFD28qJUnh8bVmrN2vwCk6LtiiTRrPgQmaGvBoYScdrFo5ghwi9xI4LbgUf9XzjGiHD4gmBZoqPA9fU+KA+J8Ec+zSkIzn4H70VRDj0ZZxQ2gknKqIJuPhQeIEMyN4IY/zekPnOQQzk/GUs/CqQSkerXxXtQET5ODobG88ZA4FCODt5aEEy12lba4ptCGljKL0cdoRos3by8tOaFQSUBFnH+etgAgKeIgTlO8E7nLe6sLJOlZq0DfOm6B8eBeVgBB01x7nmpJQihdy7+4nA8XtHWrR3h5K3JecgCEwXFgOIHyE59tcylk2mXAl8c/qFYsB//IreCSgraaE3F7tgvBQizSKujAfp48vLAJunfgmsLKBUxTxfVEPiCicbVbyv0W7pdhJvD92FDQh9IGXF2/HKE2ByeeluptP1E5RWh4XwonEMJAIlkMMlcaJ+cOgmWwY2gEq406SHQMpjCY9PJgCetrlNowT0VwhRlAAwBO2Vr1vTx+9BAr33TYBwVAUz6fNOxtORlXO0MdYaitwKbP3W//aB/e16NXtMYdQuXqcEB+tyVJWv1ahz6cypmU+p+dlRVCct9OGiJm0dket4UqrWAC8CRZO8OEq2H48F7TnO0U6VA0JWWE55yJ79SaWjQFvts+BD8A+PJ8NJVBhq3WG1mSwVR9SJQA9DNwFrh62hzUL2PaGNinJ06sTtxusqkRLkM7LVbc0RoV7wijpBYotz5yScnKNFNg/GPZAsvNY2ILVqqp3o4XFY2vhcVo9PMuIwW8aBqONMqI4tDnC97WAUtkNiti6PQWiScevukAPrT9TVG2EZ1fCcIZ+TEHehyitxE4LV0N4YGVzZLD68hxSNvTEksBucRcFDbQ6I8jAK0tD1liLRTUnhbShrEGMnvgPAo5M9rjPxUATOggUyETeTyUlw1geTaUr+gdwRzE0BaCCvsB2zl7FGGXwAte0ti0as2d7e3aG51FwK8IrEwQfYDgUCFIywBmcpY1iDRkLQUlFi5P0RUT3ELfWNAZjNAI+C7XooZBv4VQHoUPIg5CQeJpkBVfEWGirtYmt5dMO6j949tQmnBOfz2B0lYRRwujBTfGyCmzNqrRfuEyoFPRoSj+2Oa+PERUS8EF5xDmVNywmremqC9qmawu+B1G6xQUFAvGdtMOV+2/IyIJU4HQ9DLXq1iRSUfo+wnOO4fV4uyiKP48BAaUh7k4nFPSbgxPyIPSFpok8yH8CGIoxniqHWntizOrKeC4wCEloVTxmdYzc+dmZU1QFxoZA3n5PjuzE8nk88rvfvXZf0E01PWyCewRyVMoqi671ekG8BZ3IgGhCWqlAytMcAvq1CJHedheVi1V0q9FqY2m0m+gCXkUJunQIVuHa9RtWWCgAbesuOVr7P4jHKCk6Fc0BgYLWH2NJJpBVLVHyhpyXGWJ9QgEGGw+mqmSeCz+NZ1C4ZiqZ48E9YGotozq3uHICEQJl43QGHYQb2IFg+mhfFBikiYEEMCsBuVcWh1YoT3nuOsrjD2UxHDcRxhDwQxk9SpNr8PeFLSwsYijmIe1TvJXSt+gn5GkOm6FoqMs26SBYCMONq9uuMG0KPjyfzcJtZ+l9ChipdIW22AppPzp4cDq/YKFYAg6n+dCUpUAb8sIlhEPznBcoX7c9YsAu3NSQopDibeLFUngeHhiE8HN//Z7FUKpArXJZlcHPDfmcAe/BXbHYWt6znE6iPBN7vrtnRZDGWHARDxHHICggomud4v0yhSU7wahpWZRbHoRi+emLNGMQ5Pvav76g7bkwSnUoiVakY12wS+KifefBlWDhCmFhCBRMUtpVVNkkIJHVhZwzJkfcY4TCyxOr0tqcH3kSd+RDwUnxcAWptJ20Sj8enh7buSjQfNZCibRpq2ftONXBaNdqVbxfw1SCPpuB62EABP17ILupjAISIAMtJZ16J/R3jPe6li3ELZmOM6SKF09RpCqyhAKltNoGA4acqB/1HG5+GcVT0CUCp44DZS9AbgFf3DrtCZ6uZmF/1EFoGSM5JdWeESUQx9fyJrUvBt1Lc497d3Egb39z877C8kFfCpiBjR5rsj3JRWWFNamurH28AgMZTiqY4kWA0whWCjdaRZGANYEUEAkv2psAY1ctmsgr6cHmC2v23kffRBgX7MGDJ1bGOkRjOdvevgE3mK1KjsXy2GftHpvC8kWBAjkEN0/D9fB9m5+P2nwGSyfcjWVZyG0AYVewctokRjBSVZ2VmjWHV1V5igECrmRsn1tvKG+upT5acd4cwGnpsAstO+nPYeV7dlLpYAHztra25cphqAShphc0f6fobQMvEcZLF3LLwNr8LGl6Ic9gqqpWlev0LE5ffPjuh3bj+jWUx2s5vM18JofXjiM4wJQIfTsRX9NUBtaavhrjl7Q6PJHIWBJr6Y3gDSf4Na8SxJVjmrJ0poBlzlicV73ZxJtIImdwOI3XUDEoBcVc8AYImgGuihe51RjyolAFVWsTD5oHzSjbZOf5jr0qFq0HjJXQBfAYq3ik1eVFK5Zq9uTFjmXzi3g3v51XFZGcuLWEykqJowQxlHYJ5WvSP2d8rnlRBTEEt+XttXhbhby0D4M2O3FpbXw/n0JG8EBYULuysemCO3unVds7q7q6NYGwspNkDDX/HMMjinspqKL9BlUOA3Xh+xMEuYrXP2+0aK+2ltYiWuWlgjS4wspSAeOMTPTbeCwsC4qgKDRg1S0U0MtHO3HeQN6pi3nIUyv7SOVENE+rHZ00jpoGG/RRPGRGy87Eq13xLhxVPJwCusOf0BmtrB/0p1Y6LdMGn+Oetfo5BpqbQztE0VJxbbuOAQaJZecj9o2v37Nbt1bM+843tu97gH9atGhzaK+pGG3MBQjkeoWdtapdXmH72nu2vHybm3lcZEzWxOcNI0B5W1necknNIuIhBGPnZI/bzbnlF4dHJ3b92m27fetdOrNgW1euulzSs3MJ8IXdufsB0PC6zefWbHl1wxU0VcUw1ZIRpBM3EtfZ3rzi0nfWVjYwDFG3WkHLlBr1mquqpXVW2flFDETMOkp74trxaAJLBLzsdtx6tfn5FUsnl/BcGBKMgJdzpfAra8uunIC8ZVKLd70+a9J2JX7XMDQt+NBSYcVt6VUqn7t6JErGVbW2t+68bVmU+PMvPoNHluzO7VsooBQkwfVQfpSuTnti8RzQ1YPwaNMUrdKf0ie3abdWbodctetcdpEBS1skAn/l9/R83lJcS7VYFCTQfFcUaHP37bcwHHGUGgVAUIb9AVY2yLOlTAnSAqRKhm92m27N3Y2VdfPigbXes4GwdfGa8qbpcNA21hbt4OTYDouq+dmEa/YZoyu0G8QDNdHuvYLXKt6UTcRdEGL35NCtwxQ01upvCXoCCC2jrVxNzTkqD1U87gKC5OGn1uolIlFbXFxBedv2yaMdaAdyRj8JDUhhldKn6S+XoQSlCUI9lEo4APLPg2BCmYQ923/JGFTof5wC0F35yFqZIASAuLrAiJRJsjg3F3Kcz0/fqG5nsVRy/Sfv1IeTKt9Xq1vGQ4/t751g9JG1oNZRAi0xiD6cQp/xU5L9HIZxxO/TAQ+L4nXhe2X6TJF9TWco+q7VQnkMcLtTtSTQVrxRa1DX11ehS2YnxT3z+kd289Ya8PQID/jRjfvBYAIrEEfYC1Zv91xJcXVGHGjkAyJo7q2Phs/PX7W7t7/F+wUsgR9iqlUOeAQUZ2lxyQ4OX+EVtTHFGR0L8YRkP3z81PGzb3zt27jdrP3whz+wp88fAk/PUZw6AnQBN1ujg5J0PLwrqqpRc7Z/oGudWS4n67yEUMZsDgKtEK8SeTXZfHSwb8162UXxlNi6VFh2E+wNZZfUIMquYwI8g2I6EHNgapL2pvCyykyYcL1Ect5lz1/AZY4Oj+3o+NhBwNW1NbsGpFShYtX215xno9bAuATtGcqnvfhyhSweOc+9mvbZZ5/z3SNXEycPDBXEFuFX5Kt0Xrfd3WM8mCp/jxDylsstLADFBFMLuSSWEQFBOHH8NgFqT7XkCUFQIvCT54+BpscYhQntVU0crkObVNJP0VQlqiMSbmpCi3iVrzsGzlYxFJpIj+E1VnJAdohTjD6ouaVgQCOUULVptDxml2fvIXAKqGj5joS0gEFo1Gq2urRk23jPAN6vj0c9Kp7Y0KOgCEaQa8l7KOlCmR+KPyoK2QeW4zaghHBQlLKPMYjQ1sWFBRfkKlZaPFMHulKApvjsxNWZ1SS+pm3gwShIEigZS0V4Xrifplt4f76QcUalD83Q3vKaalHUWQvHi8cnjDkKGU+6MvMDDHCjNsQ4N5ySCPZq7xEBCaU/qpiUipF5YbbjgdcGXT6YaioK6gK3G6BsYAlHA8JB9AMDP0EPIn4cFJ6xdlahDTFe9DmwPJ9P4S3FeScWSYQsBM/MZtN8L44huED5DqwM91vbzKOAq0DWXTzg1+7eV2jWj9XyoFBlBrPRhpgimHfxTDk8hiYNw0CiZh2LGV+2rc3bPACkFSuXy6/CsyJ4rFOsoNaTdR2pDcVUgNaH8smKDm0ND6k80tF0YIcnL614fuR4kipqq1bm4yfPnEXPIIwSNK27Ggw7dufWdbtz8y6WLQw3bVs0mXb84PmLF3jWfRQgY5tr2lxGhXTStoDQYPcQwhgY+y1nPWsoqR+B14YoKeCeFgWr5opqoGrZiCp7aZlLLKLE56jLllAwYw3PsL6+gSBq+7YE5ya5v54Ny4a1Fc+pY4m1M62E487dW/bbv/sd5wV6WHKVSjxhkCZYz25HCzDhXQifUucSXGt1dclaDfECZdDAeUcMONZCFQa0NEtc9qxyas9fPuT7DShC3+08q7WUtUoFrwdEZrxUMU5zgFqjKaOlyK36oKskCbzYPIqZRlld0WS1HY8odDYFuqqfEDvGoGzp3ALtSjH+DRehVAaHVvpfu3LdrmxuW7vZcGUj2xi8EGMcd1s5JxFAJSPL42k6xIdBHPNSRlQbpVX0dGRJDOsChkmrzLVtd4W+UeQ7EIraMQqtPfqWVhdQ6pALnmSycQQYUIkHUcTRKy4GDF1eLvCM5yhPG5kqMO4YyPbAmrU2inaOx/JzXwWCLnh/RD9pwTSeDA6uFerKdNFUWAxk5Arv0oZhD0+LfAlaygByNlwuxO8TZ3yluYp5jFE+rIQlwjHLp0UzkrbBGGrTztFUC5rhsdohibEUUtVKnwJwXkHHo+NX3P8ClMdYh6e2tb2IwsbNe+/De/cFhRoMqnazUQKyLNLKypYtL12zVlOpU8AxrHYAuLlY2OZhgD4MsVJpkvFFvM8yA6WQdxdlPXVKFY0xmKlFcLgqREWBj9eclVxYygID9qxSLSEEfrzMLedtj4A0mncZTTqQ61M7OdkHAgywvtyDAQ55UnjHnCXhkxhcOz05o8OLYulAj4DtvtinRT68IBAOi3Tj5g03wa9k2pc7e3i/HJ2IZaw2HbyJq8we3mUeLpWajzshrJThQI+f2POnj23n1XN7+fK5nSIcUi4VMLp27Yqr/d/Bu73c3XWKp4WkEQjF9WvX7Xu/9R36LGNKZlbFtHpr6PaDGA9hIMC/AlA3jqHQNIESdLXcqouyF0+VT+pxeaEKlSt/sdIs28Mnn9GOR/R/z3mSEYKWCifgH1qmNLUJCqRVKC7zBwur4kqCZSrmpHmtPMqUmJttVtJDKSu9lvXgQuKt88BsRU4VaNIaP9V6eeeD90EKXsdtFchRBE9oQJZfc7JKitYUkzYXiaZRPrykjJxW0+zj4QX7QvSFW6uHAqI3GOyA5eDweQxOt980bQ6juTtNbSh98FxQEsgbhxdFUuKtog3AbFWe1vo7PLj6SmlzSQx4Kh63ImOiaKdSCRUUazZ6Vq926eMLp1SC5Gk4l/b2bwvpoGQR4HF+IQWcTyAf2uNkiONQJRoMF4ZDnG/CuMoAK1HbbdfHuIuKaY9AbUikDYrcImzGbA1U9sG7d5DDQzs8xpNBB5WsrWkXoS4FoPR8ojEnyMlwWIfzbSIna/T3CQak7hLYvZt3tu+r3Jyy9TVBqPxHTfDKGh8fntOxp1yk66xW0B+29eU1293fgy8c41YBtSMvHZZAs+fpzBO3kYe+u79XAq6l7c6997G+OXsB+X/08DMGsW5nxSPnulN4M72UFqRAT7fb4LwHtrf/xE5Pd9zcj8j1GL6WiC06WKZgxM6rAzctsgSX6MEDRwymCqr6vDF4Vta00Pdwf995idkhWBEDdvYcB9AkqPZCVPerYlV2QQYjhgB1bBdl1eJbwe5yrUznHtv+/gHKuAd8OXf85ItHj9x5mtgvZHP2zjtv229/7zughgjnwQ1pj7jMEM8nFCABFhyWB1aJf2VVaKNJhb4TeGStik8BRcN8pjqX8j7nlXN78fKZy4NUnqZWIMxh1W9tX7Gb17bgWXjx8zPMNYIIXJNSCz5qWzBVXhvixbYKOdvCe8tLnlbLboceLVIG0VkLwV/iMxmgEjwohXFc39pyEE3zuRhwxys1FRBNJGe5vpWq61PtC5Hl2hJUecAzoN8x9EObuYSCc86zXqDwi+mYW2so6KnaqC3gN421Dj9VocwHXVAAJxgL0G6V0PCjCAqKIFbKKaafsCM8O5AUVIElQpboLyjNeKR0LoxNF/4L2m1UGdOBQiA+K8ynQSvIAhDV5RDzMGGunUzT3ynt/1AHggN/QXnagEVeW4kFivon4N7i+4p4u2VdwHShBc2Fa+7T7xS252DvAv2n7RuaGCXxP8UaZCzQWSiCWQ3EpioJPnHZkELnQzx4Dg6c4fqgLxCE961vvXM/nkoCBVS3MIwiZcDIQB0a2ecqq5D3EIJRQQFVaWoZznN4uG/F6rmDIspHTGJpBcmePH6EVzpl0ObA1todpmD37r3ronyHR3u2u/ccYRKeZ4BRJpUCT8RTVjwpYsWapr3FOzSs16khAAMGN+T26I7h+YLBtCPVyhWVt4jzvXZzxv1uXL+BS78FfFqCvzbt4PjA1ZGZzd94gXpXsGJA18HU9nl/HvjQqbaBLS2EPmphLDlgxE03CFprX4v1zU2UI+U6WsItWFM+BzrhpRSN9HsZAPjMt771TbsCV5ShOD05sY8//sRxXuW9qh5OYWHZcQpBIgUlTk6OgIzn9OEeEC9jWfpTwqjK2aon+vzpC+d5jhFqlRmUcavimTX3l4wk7AZe+NbNq66UxDHPWTo/pm98DOySiwiLFsizj4GfMQRPnkcrPMr0ubJbPF54NnCsBYxTut7q8oowlzOaaRCDVnNrC2dFPse9DkZXQbWIqZL13sEBigEaAD0oMqwAy5i2l/HgHrxVJq21dB4btKuWCHpscyXv9uwrFktWBYL7okB8IK+gqrYpyOSyeD4FYAQJldQB90IBlXLodr/FCCgT6gING9N2pR+qBku1pC3dlJ7ndcbS4xFchBd3xi7z5v337oLgci6LyUffZFUxPK3Is2oQVZ1i53KLpo03vbyEzFS1QbxwDv7dwiAKSWidnw/joTxZbaaj/FZFQ6OMidIV9/cPHcKS0ZNsqqaqEve1l3yl1DIYg9vAdAEDn4JaKZKrSOi9O3ccQvrk48+Uivb+fS3u1PIVZfirKpWUQLP/6dS8SyzVvFkRpVvIpG1xfpEBC1kCa15YWTSt8p2Hd/kY/AefP4Bs97B4ENLckr311rtuAexnDz7H8wAbLoY8TBTFgWPiqQb9OdtYv+o8gyyZPIGyStbgdOJy4hJeD/B14w4DlsDFT6xcr8DPPPDRJvf73FnH1Y01uFnGhgb2xorFIe+ZrML4WEI8VDLFtcZeZxAEOaAkGBM4Hc+HdjhIpNw8BROUhSFYx0jQ1rAb0HW3O07alhbyll9ctpWNjdk0AAOjknovX75wQRjxWC3kHcEd8vkFFCzHgLdc9SwNjqZWlAWjtWpKdhZcEU/QhiLy5FGEUzVOVG9UyQVuAo72utXbKH0KT1TI5Wx7axsD5nHpgj24kHJzC7kC4xTFaA4dZBorMnkxwsuGXVL1BB7jQfGUguUV3kZwcMXOYi8vLpk2dZltk6Z6NygBsLDXrsOFAPacozIhKiOiGijaw147Ha1jYMK0I8qY3bh6hbFcAG4iG0r/wysrd7JUacBnR27SPpWdd/BMht3tRgtfmuAVzKOMITwnI6jJcKXaCSIqzU7lLZXlc8HYhGi/896uVArogjGT7GraSSv5JcOCsINR24qgMS0r03SRpiMC8DJFkZXoHQJ9iWursBIfMi4XGC8pf8CaIAcPbdHCW2XFREE1qink5o15KY9TS/OU+6ySGpqm0jI2GXofz6jdwVQIWgWjlUxx7cqmi+RHFVnnnlqmtLyyxnd79qff/7F573wEB8Tda9GnVgDLekejqmW4ZNevvu8I6lADPI9S4TL7rYktLt1Ao9fc5Lc8hEirokwL80t259Zdy2FRkpr34MH/yR//se1i7ZF8l1kiSKWI0tLSpt25/Z7l5sUf54CUHTcn9o2vf9OWF1YcoT49rqIsIfD2dQuFMqbNRJ6/ema7L3fcdYY9LX6clXqoMai+SNQCgh1wFHCY46WKdHa6U6CX5oS8duPKtvnxEqXimRuIHgqsVexqgxawok/26NHn9umnP7Xi2TEe69BNyktolG6VAWpridX+wZ692t2xZy+e2audHWB10UE2BTW2N7ft7q3brn/Ei0pnZctnUd55OHA+a/MMaDQiyN+mfSpxeO4guPI7j4+O7NmzJwiFyiguOmiqvEiV5VNiQfns3KGHhiKpfgQ9qTVncERwj+Y8lQgxggOpxLyEWZE4Gaws9w7Db+pca05ZJCgONAcLriBH0EUn5ZUVTFM+7QRZ8KDAjl/yks6mUDotKdraWASZxOzs5MDOOV81QZX4EMCAa+vpVXi4TbVzb92QQ4ti6BLwQOVTttttIC7PDXQewG2lgKGwUhsV32C8eF+rXrT8CpfhotpSPi8GRJ5bq1pGeFBVWNAiYSVPK49YVdG1WuVCCu2but87g7Zp0bRe8j5KmlY1t77WNCIDWtysomHi7IYHU3CmCfoajtsoE7Y5qHWEPSuD9k6RBemIFnlPp2DeOfHvKm3WihggP0ZDOcxKD5QhlHHXpqZR+Ky2tlYxpkr5DDrXMO2dWGLM88rHvf7+rfuy9PJ4moTUmqVcFrJ45UOEZttGPHzxeMcCF13LAcnisSVbXruH9c85Sx7AJKmmB8NsK3jLBIOkhZyNWolO9diLnV08Uto+/PrXsRrwHFz92uomUDfvoktKqUrxueCvJkwVxv/i88/cTjf37tyzK1s38SarDBwEGVefKwCTwNyrhXnoT8uOjp7ZUXHPSs2KVbHY43Hf5Ynu775ybj7gA/cDKecQsrqyHLDAIdqlcoIj2u4Nw9GSWRdaVlAkGPK6jtXiTeV7DhlYGaUasFBbstWqFTqyZAf7r+hsFSpWEjjPkEjYvdt37OrWFVtdWrQMfSWoqn3yMgi/MoUSCWA+CuLWtzEQygRSpow8bqnEteFXurb2ZFReq9LcFDDR3J4ipWk8oNu/HecVx6K+3HvhglmqHCd+pMidvPhJ8dRBKDnQTAbLiyBrikJ1TBX00C64ivJqamZCXxxjPLQYdXl5wc1j1RGUab/jOBRD5KoVaBLr7p3btgRFUe2D3f0de6LpGDyuplpqpbLVzzFCHa3WUNpc0FVxizG2YbiuuGoXj6F1n1rVrqwlrbrxh2eeXJPcmsx3OcP0m4yJPO0cyOECjzKHkYzQBnlbPY8aJs7bpj889Km2IOsP2/RLxDJ55AyZdhPuIDrB5hYeR4W4VMJE+aua51WGi6aLovStjmazjjwO6O+gRSJKmJfZgTf3a6CMKka6hSPAGE3xwHNdfrboF7yzRwYKEIoHFY9XCXqhGZXvzGWTbulUuVqEs6oeEvpSqyBPNWdgvd/+w+/c1+y+9i1Q/qL4ynisuo1YXxRGSaghDxACLxmAP1y78aH5Izn38N0unKi4b6XDlxYNKvkWywwk+tnHP7Fnjz91UUpNGSytrYP151GWY1tf3XCQVhPLn376MQNft7WtVXv56ql98vlPsMKvgGdFBBAPgFVWvqRStQT1tPlGEIVRoSZlxxcPX6A8AVtaL9jEP7UXu8+Ag1/YOe3Rsh+tkNA2WfnVRWsM6vbx5z9yFcBiKKP2jVteX3Y1bFTnU5BOsCOMxdoA0grmabmQ5h21ckDBCu2OO1JGDp5lbQ3YhkXXPglad6iaNcrr7DRbEOwOAqIghqy5h4Hv24tXOw6maM3aOYqsCW6VM5jtx9hxwikIKMirjVLEPbiEU1LVHhFPUc1Pzb9eA2VouuDhswc883MGO2BrDKaEW+sqNcUyK8IEP0e4tOZSCqdapdoLvaNkeZRb6wcF+ppwRKELRY9zeNxRt2Fd7d0XRYlAOEP6Jr+yAjqYswOUXtsLnFTg6jgpfyzpeFgLA5Wm7Vo0e3xWtQqef4F+zy8X3LRGo1525yjsr7o9SBTX1ZSMkqRROCkVXkQV3jQny5uMX9D89J8XL+dDjrSMTCv5lTmsuVCtDml2UXg8dAj+GI3jBlDq/lj1PzWXqIoCmpqRYZ6zQDhuKpylqL+ydVRUS5+rpH2Ev7Vm04fh1U5K6aTmLGN8Bp3IISvLKWhI0P2u97SYYGkZww1/VeRYgSptvimWpwoSFaVcQqnEzwd44marwu/SEcFUlJdHjIASvX/4P/iL97XWTiu7W/CQ5ZVVF/w4Lb6wk9JzhKDr1tFtLlzloZMMxNXXCdMTOz55Zaenr7Ac2kwFcp6Kg7XDzpprzipIbyi4s4wwR1MJlynSA2r1IffPXjwBT0OgtaZq2rWDI+6HMtcb51iyDrBAeH5WRi+MEKUQygbK6o8g9JmEPX30mR0iDG5uCaU/KJ1arXVunUYRXjKwZTxO8fAEV1+y82bJjst78LNXFlRECtegFf35hSWgy9SePnuMRTqjYxrmKhnDB7STUSFdcM8QRVhXFvN4IXGo2Qp1FWhVlFT1/7VnggILXfjv5sa2fedb3zYV7lEIXB5elQIePgFWwj+URaLPFEETTKyUSm7Nm4I4WugcA0Zro5wF2qbiQ5qLU+qZVkUoGqoVCPMo2wVed+9oF+urOi9wZ6yvgkjygIr06nqq1ymB1nKgc2CUFwFQ2xu0R5tfasVLn3uPeUZVclPkV9UBBCUHzTIKFYTrJrnXrA6LlFQRUmXMlKoouyAg7VHpe+1rqBhCA4+i6TJRgq6mPl7PU6KZNh5wxshr1XrfWnhjX8TH2PqQAeVZKmUNjyTMCm3I5zFwCl51RxbBVXr4fgTvp7WbqjmkCtNawX9ZHTsaD2GsQSMYRS+fayG0FtpOUcQ+FGQyUUAO2C8OzOdaTDwcaUWOluJh7EBOQkdXQGDaF6KAoi0UtMdHACMbwQjPIqvOKGE4NPmuNayqBxvBCKkERwvlFkfU/G+12gIhjXm+kNXbNX4GXTCrgxc+Oa1gCPqgIiDo8rXN+71OHyGCg7x27QpxBwN0hL/r8uw6VSBAL2bJzDoWL2UdOlYl6FW4tUQHq2KVijLFlJmBd1PGdw6PcX3zqt29+5Z99uQLCwMNRijlyeG+vUT5oGP21tt38RBDFx0VMckDL8VrZCkETpV3mcvnIM9t++KLz23veM/SnNNBgXfhX6rYrQFTRbRYJgN279l00LTbeLYoFvJw/5gB6lt72AQ+7iJceB1wfxPrXa9zjYNT0557E56nXDpypFoFfAUFj/cPeNHW50/dS/M9J3hwFVXS7qtF7QmOF5cAa2pCnfn2W+/b9eu3gNRZnnXirLTIvdrP4wC7s7a1veW8pxJ6FVXWRLImzaWU+WwBKAvcxOun0vQFRET1RLTE5hzul0nO27XrN+E4Hqs2a/b0Of2Ixdekr/akU4Vq7Z5UhBIoeriQnbchMFm84wwFrKOoivQpNc2n8Lw4C3B06gnBlwS3x65PU2E/RmyC98T7pmLOyOxjkCa0R0WU5YM0BeFXlo0HNLCYdeNZw9I3MJxdlHmKUa/W2rbz8pU1KjVbzoMikjmET1sIcG+UIJrA80Q1GSSuyVXhthpPD55veXHNJn34OdAxyn0VCfXBwVWwQ6tqaiAb7VXijfI88ShjwHNMBg45qZq1DznELrgpLs9cGJQxwvhpH5HZynYv0FEReVWG0576WmO6jDFXGYyQXzrgwSj0Hb/WChXtFCU0p8XNokMXF36oguiApjC0N6R2pxIHVM4ofFJTZppfpR2KHGnZFyLBORd2dHgOkrqw5aUNKeC1+2Ngg9PkeBrYJOx0Ybdv3HTZCaqRee/6hxb25KzeASLl0i46pBQobVEmbxjGOgsaiYBKoJ49fWbapDOK8Ilr/dnPfmCHpUMsStZuX7vqNvxXlFHk9+hIEcI+1ng2iSnPp4AHvcngpxEeLZkZYzEqio+5snJ7fF8hYlX6UoWpzc0btri+7q45QDCX+d5KTonVq9akU7Qz0ghvC6x3NUCiIVWo9jtIrJy/t1TRq9mw4tERl4BgMZCDbt2eAqNbtXPH8aQwyVQG6KaslSBiwGBwXaXIyWOm4ZH33nqHwTL78Y9+4uYalWigfQLHCLoCHXou/a5J2qOjE/j1wEX5NOmr6RRVdkZmGHgFGEY2jxdXDRhlY7i5Vv7OosS9EYjhUB79FF6rMiB1x3cPDo8xmHEXaVYUVGsotfpdaVBKL1P1MBUeLsApQ0jnAMikqnJDwWSUTwWtVOI9gfcowNuiGMNUOulWadRRDHm2jqw6fZFNxCzhw2jCaxUL6NIXc3iHCd7SVXtDVoSq/FiIdDxp60vLUI+IVSoNuGEYxe/Tj/Qrkq9V5YKgYS/vY0xV9EtCrEpjfaiRVnCIB4o6yLNLzsb04ZD2TtxUkzJVUDqUSJFmV8eTftSKGr28hifEsai8Rog2DrUTWLsOjQm7JWsBZC0Hp765vY0XHlupeAKVaDjvriqBPJqDsEpb01yykvmHA9o99KOQXpAbTkibddJuLaNLMFZnvCc0ot1wFdzU3LnfrxzZgJUwQulETlnX5v3wu793/87td/FgEcTb56YQCqkF21q7CoRQxbGY3bvxDoMRBXZeYHmq9vzZI4sBB3LZvNsRRoVn5pNpB5M0v3IC92uiCAsowv7eLoPTt3KjArk/d5xElcnknjXBrZC3Ct6IRw2BRIpEao88eYI7d+66EP/CQp5X1h4+euiEzM1FAQFuXbkKtEGrcP9hHlpZMc1iyZai83Z9+7ZNeaYToJK21l7FG2QRHM9ozrLzC/ad737PFpcWwfk5SzCwPUixUq3Ogc9OaC96lsAD3Lt13d66fcfeeec9zl1CqeBxQCrxNdWJ0dowbstgTGxzfdPCDEAJD3T16lXg4hjvvoenC6PAYdocM+VOvny5g0d/4IIiyiWVB1QA4PjwgL47cdDbJXoD6XE4LuqqlDnxN0XSnr94aE8ePXBbiymrRzBbJf20IFVlElVqAgOOALVsCKwWPMXROesM7XMrJzSl1O22UCg8i1ZtoByqMBdkjLU2MIHyqWCWIsUVFSnG6qv+qjirD2+lagNxDLFKZZxXGwoZ2gWKG4ObagGxkhFkTFzGDd44gidoNJt2gjdtgGC6mohORN1mmAOeK4xw4jatCXxTDRpFc6MgBK2z1FyjB8umAs8Kdmixs6ab2vA33sSdcSfaruwgVyhY0SfGKUibvNAnzcGqDzXHqBXumoeaw1NqqiTJuOilaZUMKKSPV51yfy0/y+CQ5pCtgA94DXetVEBQQFmVoPf7ohgRD8/URSnbAEdlzkiGVcRqClc+xvMqUSHmDK8iv5kkYz0Jwa+H9HPEzlFE71/8d/69+7duvufSvLQLagaNLaIYmmBXkVa3oxGD1KiWsKxBOzk7sp/9+IduakLLTzw8TBZ4qa6Zn1dJirgdHp8ApxJ2ByF8AHTUxv03bt+0ppKksdSLcJhVLUnhn5+O0nxJwKfCNwlHXLUi4M7Ne7a6vGHFU3gHljueSLisGc1LqnhUE8/04Vt3bPfpczfPNqZfBRk75Zptza86V19jfGKZZQQ/btfgtgt45xQQWpspthECWUOtaleOoSpaJTNJOGcUCx9AuIK2vb5ia0sFJ0BlFPvBZ19gUF5hLGQktHK7gRIBe1E+nLcVQAtZoLAmr7MovFaxK7AljqfsiU28dBJF0rpIrRG8feuWU0oFbarlUzff1mk3FXB0cLWIh1OKXi6fhVNU3CS+IOWrl0+xsKdOqLQ7rmqsuuQAFE2lMxQljtKGix4CwyvNcysjRxBIyQ+KqGoiX1BMy4rmMBoqLqXUthTwf30+bQE8gYJTqcVV86bycDvtr9dG8eZs1CojnBEE3cPYYtCAi0oc14oDrWR3m6byU3tPjIDp7Xqdv1WVG0SAAREcEwdT5W8tyIZSWRBjOauQDgxWQ7m2rI8rKqw5LIyLJuK1okHQXuUN5zAAwo4q0Kt8UXlv6Z4K6arfXd0gvBA2gusqM0k1Vsf0k7ao8DuZdZFV5C8BspGyq+5N2Be0LhSlgByCPjGoyrsdOQgawVgl4HwdDJJguXimFE9BLk116P6qVKcMm24LyMu19LfqqUZ92n8CSodgRvwJfgKh/42/9Dfuj/AKSyubdu3GNVtYysDrDu24tGvPXj7DOsM3KiWw/EO8jFyvCrS27PjkOURXF5paBav98x//HIVMIsR5hKUK/3plhcUc58I/imd0xpSOUnQKaMI1tMBXnOODDz60G1du8CAxgQY6N2Rf+/BbdhVYqXQvJR4/f/Hcao2aLS2v2Ob2Jtznc6ue71joAggFJD05LSN4SnzN2q3VdQRo0Ur1rmU2tu0a3ks1WE7xRIyAW91wWi3iGc/dTjsVLLEqrmmDDXkRzXlphyBlTFSw1j14oRT+k49/aruHz1Gqia2vL7lNUzqqSwpH0JZgI/CZ5sO0+5EmgFXESassXLoeXlKWMJ/PI5wDFKtqizyLNnp5+uRzK58donyqQKBJb0THe2FLKH6FNhZPjh18VRmEvgoAtTBitA3dcwKmvE8JgBZO696SNrebFUK+nI5bEm/m4b2IFJ3+DkaU2LCNYCM0PIsKIA9RLk3+azGt6oTmpFwIzXmjb2s33rW3vvZdxmzEmL6gDxsuOCPIfAa3m5MCIYRCPRNFglFoKY2r1oZHUtbRYiHPzwjjk3ZBHEVpFRgCaFgaJXR7q+MBt7evu6oLyjWd+uZcwGpuOueCgBNgsFb8Z0BVyl5CreB/wF+6V5tnKnagqXxNiovaCJW4vRVpi/aMb/cbrv9UOVz0Sd50hFG84NlVmj4VBhGgEGPGZwB0dtyNcatUKi5q2Qf2wrkYo6gLDpWB0oO5ELA2AHLCoNLeC+RRWVNzwG6VyS+d1jGEMcvG4OLtsdVLTdCHkhzg14mkywDz/uW/+h/dV1BBUQJFjOb8QzutQJx7524+KqgKU/A4rUxQYaZQkMYCXxZW01j6iXW5uQerqvSzUBC4EYnRALzR8ZGLTGEI3ey/oI8fizXE9WuuUBPWysdTln0SuCmLJW504+ZNJ9DnZyfO2o/ovJPioYtQqrqxz3+BYOwDq7o2aVWw8ADnUNrWt2/Z19//0DaUlcM9v3ixY1MGan1j1UUvT+BM9WoZgW1ZpYFXhXOWUKCzWgUYp6pVZ1Y8L6IgXTdJqsWqmoNTEVY9ywih2L6xZSoG2++0LYxpyiXieLBZnU6RcyUur62tmdaxKTgVxfMoyyeM0EupVbtGnFbrCdUHPK598ulP7eDgBYIVcV5VK7ulcEp+1iS+QuilsxICgdDjmap4fs0VakpAwqWQuuZbhcLcHn8InTYz1QLaCO3I0V7V4FRlOJWnV6DDh4CUz86ARi2X7dOFZ2nPevVbNKikZAQJ9zjyMn6huEUSaYzgMzjyK0tHA26eswZUrLURTMa1hSDL80rxFeXW+rcsMqJk+OUlBZx8QMEeHk+r1H3A7aYbkwS87ebVTZdm5vakDEZtZ2fXKZHK++ufgi5aOqywnGrkaCpHHr+DkavTfpgrcJUzMJySO3FvVABxlkLQRwie+LoyYJRgkMR7qQC1YD8Wh77y23JuBYjrsxqGURBSASElX2s9pDbaUSHpCAqztXUVL4cN4h4qbeHF+CjJwVX5RvFUAa/awBgAT/sdTARqtZrH0NKHbRyC24WMc1Ri0kNnd4Cl3ve++8372jtdG9Br95anLz6znd0HdFKZRiplSxgWrpJfto31bRSRjsA6LC3P2+OHn9rz508d93nnztuYHDqn3XHKtbq+weAM7PGzJ7ZQWLaPPvimXb953YXun714jDB6bSGbRfngH/CJcuXcBTdCQIqnTx9wzhdYwwNrdCoMbg/oxnneqVXrJ+CVPsTeb0HcfD61Yrfe/o7FkovmGeJpkEQlCw+5viaCBd3qdRQOZVWF5U5XFbiF02VD5QGmtrS6iOeOA3ePnFcqFouOZ9y8cccpkZawRIHnGnytw1Nq1AR4FhiP4A6aJpGhQQl5XtWDKZ4VrQh0H+F5BJlUnEjVrFVNTfwulU6YNmfZPdpF6U9sbX3RzbtpolaoQEZP84eqFK41manMvKt/U4dXnxV5ftqtQVRIXQn0aKDLMFFtUJXp0+7AFwjpqFWzRSD1ktK5UMJkKIpH77udgPT82ishh1L7EdFRg2fkmtpe3C2klWVHWFSYWEn2z5984coqLhdy9GnD9o6AwPBGL9dUGF6rIOR9lX+rLCQd8hpDvI5qcp4d75s2K9EW2WWQhWjNWxjbVSjFgweP3MLtHn3k8lknHgcBpXRGH8sgKeqqTXdcnivKJ8/Xg9rIUMrwqOap8nNV8t8PEtCKFQVjBMuVReTBI42UNCCDhWJKCftATsUblEASxgPr+9msphRUCnKWmtaBpzMktgAUX15edZxb5TE21pbQD+Weqh4uXpuxmlMcZRxSJAXeOrJes2dZxkOxhV1onTy65mIlE3r1Bj3zXn3vxv1i8ZjBbPGScHYwHhNnieXHBSu0FCken7fbN98Boq67DI0HDz/hxsd2795VW1mYd2uj/AhCCuWTlQnB5xp4TS3anE9mbWN1084rZ/bi1TPu03RwMUFHnQKx6nii4tEJyoiFV8Izbl8BDtWBnCh/NB52FqlaPYVwD1x6j/C+9YEw4YJt3ngbzrRguSiQD27X0a47DE4ROPPp559gUJ5jyRooR0dxaYwKAo4AKg9ThYuycFJ1iDik+JPW0yngpEl6FzTAa1WBfppL6yltj39xCH6Avpmq9IFH/KiJUGH98JR11TrBOMjiag5MkTEpYRJlnZ9PusyPh4+/sI8//bm7VwwvdYYyau40Ow9M1VwfP2Xwlhh0JWzLc+zsvHDQTYt3VZ5f9VDL8GoJiiyw0sa0SLqQz1kIC6tqYtuLC24e04NSaE1cjD7e2N629SsYU/EyFG4jn7HVTMxub24AwXoY34ZDOSqgVQR9TEALAYRtYwV0ASx7/PQZXQ9/B7Y77gj6caUhuZYMqgRLk9IqjaEkAxWGkliKAgi6H9HP0UDYbl+9ZfVKx9GfwsoGlC9gi0srlk3lHDTs4ZnTGKD5tEqhwLsVHaf/6QrzA4P99Jsi0Uoo0PIr8TBuiQIpMCYMqvKUnDvmzQGKJ5HBC4VQNHnAKZ4sQjsKmQLGYd62NjZtebUA8qsiT/QJaMYVlMYYTlBgTTdpDxEVpFrEEI0nUCoguQxUIjlbsKt1q96p33nSDnqTwXjWmy1HuzROSrhXRpjyauXpvau3tu6Ls3jUUniIolpasKrQtyJ9qnDF81gUnJxI5OzoWFDtlC/XbWU9addvLNigVwLvHtjLR49tTlYKGKT8vyiWXotLd1+8wpJNUKwzOykdmx8C3AK6SrlbWN7SKcS8M7Kt1at27/bbTmAVXtf8SzQWcRkaaCPeQfAAYo81b9XQvoFKD27Z1vZVlJ8OpjO6jYq9oi1lZaMAueQ1lIen5OcRP1WXRFtgueRoBqEvTIEyDeENffhqAC8rkq6pljJeU3NnmvfUnKeqn2gPP0W51goFt6tPGPjT4Zwuny8kY7asRaq0PzdfsKVcASuOtPDKAY2VFiWDsr+/49YbKhQur1w+PYbs9/BeSVtaXEYAWsC42YS8dpPSNMODL77A8ISBqing+SlIo+3aoQTrwuIS3auc1iHt7DouGAZKzjvjl7TT0gke+Ry4XbMa/ZKBXx4Dgx8/e25DIOMSfbwGwrixtWILubTjcfPJBBwJo4x1X8PALqKkykA6KxXtHOMcjKfd1nBKZFCJEO0FEkSwFbF2pRnwREq/06oVTUUELkAseKmFNIKLV7m6dR3YHMFzj20Vvg9is/Vr1/HtDBuGJZ/JW6PSdKmImhPUblH9Th3nigEGuiqAdhFEJubgshhk5WNKCRVNV8Q0GcQLoWzjJl4HdxnVKhDaN0TwU7G4S2lTXmkB5dYGnUqlUyKE5qIVtxBSUe0fcV8tfZPxEqxV5gzCY12cyBhY7fONLKNsLPjtHGOg6KfWV3oD5pJHFleWXPxDxb1u377N9+GkKKNWiOSyBS1H+sb91dU15x4r8CHBS57BwU6vV0toWsCyJHDsrusI7SBTqpzawkqam3S50AsUCUwf9NvRy1cOxmQREp+4YCBgn37yCa+PERzVAskCDbTPnja7lJAFUAEUQFh9OAVWpu3W9Zt2fHIAwT8GQvQQvop1hJ2BCprUDmN1VXmq19KypqEVkjks14q9fPyxVY5fAbN89vJ0zz7f2bH9E21Z3bNAWJPC8DoeXNW9tFuPVnAPReuBGtrEUwo6BpKpfmgMnpPAeLSxUBEEOIuyCYYOR6pSBvykQ1X9OoCxWijk3WoMTaWMxElRlgif3VFe6MYV4GQYC1lzhZ7OMEA1+OeT5w/tFUhApRYG9Kcf4VGxY5WASMA1cGYIsBKc46ZqaMfHx3i/V0ClZTdvqLnJfFYr+xEglC+SiDmOKMFXqQwpojI8OlptjwIr4rvHNYIYB1WfboJ2TjGip7w3gMutJTN2a3OVe5XhbjwvyqepBm09BnY2raZXdFhsylUWQ8A1baEtl7MI0db6ll3fvuamAZRQvrK87IJamhvW6pKqylkqrA+c114Pawjl0sIyhog2lOr28YMnVkHBkrkcfL9oFc7PgQCmI4/b/vnb3/o2z5u0Zr3kplZiKJ8PXjkAKnYxyA2eRxFhbbg5aqMUaPESip5CaVJA2qXMAl4v4Ly9pq9WQQXL9LW25e7Um3xvthtyFq+XRZGEAJSE75YPeRQb0coYVVoL0SbgKfcSDA6HvXg47YGC584neO5FnEwbmDowlUEMIhMryKYQi9YTdhkH5QE38Yiat9VyN+/Vdz+4H49nbQ/NVZi1BOTSujwFQtbX191czCoW7jYKKE8USwBGLrhJt4oVf0InvnIKsr604RJm0Vxg6W0Xbn7y4gUdo6wJaFtoYgcoiBaaal5G2R5r8BrtA6cQuki8lqBE4gF7vvPYnr16QCejIAqHI7wKA/f6U6xc1E1TTMbwTQgvdskuhi073n1i61hvlaL/8Ref2jGWe6TsCL7fBD5q3wfNjQUR0nlggHYWamvSludsoHgqAKU0J+ijgy5agNyVsjkmrHohQE/aLUuvaQ2F6OvVqkv7mgv47dr1Ky40P4DHDYCxKhGhEgdabyYu+OLlSzs42kPgjky7NZ1XisDUPv0QdgEJrWBQdr8gq5RPgjwbqJqDLQrKZDI5iwBj+u2a3bl1Ew84sTiDKOFTAWUpmtsQBkVp1qvAya7NMaaCzMenp27RtRZOtxAwJRfIE03ghB+COsIYznL1xNrQgRWMSjIadYqjPNYQRkGev9JsgmySbpWHW8MIktDcb8gXsO2VVeBkxV4+e0p/zUFhmrajRczHRxi3kps3HoEUtMTpzt0b9FvRPn/8zM4bvEdXlUEqL3b2gJcoDEYlgbK2gNdZDI026Swe79nx0Q7GCcEGQeE+XQL2bMcovB8GVduNoZrcK4ohjtlafhnvvQzfC7nos4ZEe19oY00ZCVVPULQzz/Oq2sEKhkG1SQeMi3iegpJapaI8ZMVJXMEpRV6RU5W9z4IaMikgpw9uiSeMwOvnvHF0Y4KxLVl31LH4fAyDNbDS2THt33NeuoeR1Nx0fsGlot29/93v/iGWfBv8vUqDfJx8iHDwMDxIPKIOWHGebDwB3kS1/GOKlzp0a9+QGwSTRnURVAS2fLpv+VzSpT49f3WEC15FODfs4OCJHRzuuAwPlRPUinHl5KkcQRLoJejRxNtW8HjntZJbFiIYKOGSoLnoFp5SKV8reOw+yt6qNMwD16icvrJpF6Hc2rLzYtU+ef7SRkE4QUD+FSXiWVSyLqwBgNslgVzafKaG92kq8wZYqlotUjXNAXmATF4P3jac5HkTDBweGg6iRarajScHZ9T6MC1e1XcPgJDl83PL4SnuoYgqpX6KwDewxjm8lls7iNWWl3z09DNXtGqI5dYqAdXPERxXcETR4GtXrgFXFqxWqaLgdVoELMrmbRFBUr6pKp5pqkCbnu7u7VsJvqltuVyABuOmPeAd98J7+Wmj0rg2VpatUoZXM+hauKu6Miqloc1JxLFWCiv27PkzV+xICi8Yd+PaVVARggOcGsHNirUWSqI992fzveAWUEETI3NhaYySMklq50VrYkAqtH3/6NhFb1VOUtA/jYHoY+SUOH7z9nU7pH9e7MP/GceUFA64ura6bd/95m/DE1UoWjAQKhM2+8VP/znP+sylKKqcfJDxU1ErLQ/THvXpCJ41iGFOZS0VzyDDERQH4yIe2QJF0ReHGII4qEZ9rklx9fUGnPf69eu2ur6CMfHZ0ekhdKKFbGovjAnirE1ZT1wqn6YwFDNQEruSR7oY4JOTE667b17aGE6CQPR+d84+++y5qdCwV3vMh7z2Cn7faZTg1VFXHU0ZSAoOad97b2Hr7v2vffRbWJ1Ny8BbtoAi/QG8h8FeLmzYQnYVyHuBF6pjEY/tvLSPUkwtn1/EEsUhllje5hhokYbMpsDtJwhUBdiWt2pvaMd402cvHuEYK4ZRwbpgnRE2RRm1JEMCo11kZJ3lBbWAUrseiVArRUu72YThkdr6S15FIWyFnuUNFiDPWUYo7Onb+7euwrnyViw3bIpAePHW3YHKOcwBA2EVowlYHw9IGxSBVf0U5YmqU7UaXEuxNGGdAY6pwtb21hX78KOvuS2NzxCsWeUxcZ4RMHqEcYjBO6bAMKWkycu2sdInDHrPrq6t2zyeQrBT1jmpJHUgU7tbRzB3rAWMmoMPavssJbFrc0wlbWtQtOjWraymTWkESnVNtGB0oQDUjAAD8YxKM4sEQ+6eqqep+i0nZycMfs+0f57owxJwLpdIIJRJu3v9mlXx1FJCJWwr1U00QJvxuLxKPI3KTJbh4/N8TzVVshnuDXw9xMgen1eBiMp7VVQx5JCKhFALZ5WqlYrG7O1bt027GWlL6I7mAuF7yg/W9IvmBJNxIBz3ms/OY3TS1h3P2XlzYGtX7tid975ut+6+a/fuvO+U5mc/+pFpA9FgAKM4x7Mi4KoNqikNtVtBFxUpVvlIrVRJIodaNyhUpeJSmjpQBQdNf7l6nn6v28VJq+NVhUDZW2NkTdFeLQeTEn3x6FParP1Nki59TDVJSyAAyZ7iGMoRFsrQdgnzGa2DDdhPf/GJPXj+2DZvbFs4MUM6J6dNe/7iwLRxqBBYa9J3NGipELPrV7Zmc8yMkXJyA5GIeVPLt+5/61vfc6UTjg+LplUC2t1INUzevvs+N8szoLjhuZGViodWLZ84Mnrl6m1bg+MIYh664kRtW5xPQJ4TWMGq26yzMhzZzsmp7eL5wn7tqgPxhRu0EWDVdVQGjDb3FMG9fuOGSz+qYMVVAzKI51OouucsdQzLGXYBGxWjFQFXKtnVzS3zI/yRad9ub2660hdH1YaN4UOa91EtFHWULKomWEcMjFLFlBOoOh6CFtrzQKHtEVapgHCo/L1gmBBArVWzneNdOzo7dQZDuwVrEjgGJ5Zn0qJZpTdpklzeWfNFAoBrS4su93ERT1g5L9mTJ49c9FfrxgJA7GNgvhKIkyhgW5lGg74zRMqfHeFpYwjUMl4pigdW3ZKlpRWnNDpfJQeHQE1Rg8XVVbfW8v/L0n81R5qmaZrYAzjc4doBuENrhM5IUbpa98z06NnlkGPkGm33gMKMZjzgAX9CGM14xr9DnpDL3WXviO7qqsrKShEZEgGtXcHdAYcD4HW96CoLy8wIhPv3ve8j7vuRZ0Bhg2fmoWaBXc+fPo/PnzwHmQBrgaumIUw1HHIXVue4r0BIe9G0aHs8zey0bK7JdzfmZjkvuw6uU7ROL3gMtEzLRzhLuwyM7ql4VnlYTne8fxhzU1WMeCPNRT1rnscd92cnh7zJVIKDae14EFY7zXoMdHWfrcSf/vW/irWtz2J+aTNVPtmcnJqhQTX3N5exulRP1Uiuef60DYKCt6XtvSigXSBdA0X+Ey/nHskWdMPIqKiFC0sd/iXrVnm+9Ow4FqcOuOH2w9v38OtdOBqe6n4Y/WEPucDAc5bOq3EhjQZHbz+NIV7hXpUL6ULqpsB42gq19ewJbCMTv/vjH2P/qBsX7SsQzjUG/iEY8/yzx8jWFMo7EUcHx7ybil1GYUHSW1/8yatlyKOCrWbO4FWWFzewJjVeAojIZR8CK/tc5BWu28WJDyHUOw66CZnfw3MNogPk7Jwfx/z0FJCpbkowftg7iDOsocGGHDhYockCFdoIs7sEn2w+gnNN4jEfppR1U9UJXhGrYYG2tYi259irZ52D1nsWT+D4cLf6NFHWAZbuxcJiPFlcDYf9/Jfvv4vvPgJBgZQztYfx9UaeLrl4FdAZjehKClYY3kZTwwJs8495rao9h+B0W2Tag3YcXcCDOCnr/qzWqOD5SlgvF7WY83P5hwl722OusKpCIxdris3LCGEFfqdH3977FDDOFDp3n55d3+a5bjBcGf6ePFilXoMGWKkygb92wLBj7RReaxz5uPR9aP4DDOT3TkEYGhsVv805Pn/2Mn75819HFRh2sP0x7kEBLjhZXpgP5/zAEqAFm/DoOorcijE89jJogsePa4RIjz0FqhjHsFVBEfOcrZMNiniwKbyHKYY002ccj44cpEU1nHULQ/Noax30NIi9I9NF8Ky1jZT3G0chFuadt2MhAn8XoZ6ZXYIGZIBhs/zSK088RBlv+rG/8ybev/0mshgsB0d12hcYfjgzn61sreAJXfADXoKXNlNCfoC8DKATwlKLKZxO4HAqa1cHQMpTnk+PreE5BQ1Ma9jggK5xW0axKrUSKOAcBQYZoeQmze1osCPFWlsV3KLqJSD8Gc6jw89tPVmJSc4qi0x8xAh9/cMbILuKxz1lbnAqqzixp8jVHUp3gIG9ghO7J6KCsynzGXzHv/5f/ZtXx4d7eJhi9HpXsQAet9Zu++NOqun0gvf583l4iVZ5MlfkcMfB7+/i3ac3qblTOKKFMhI3futKqmqsAsPO+qPY52GzvHiWw1u0oJifPzzaQ8mu47Fwl5c9PkORj45SFMk8kqU9ljM5ZCeXrfKd1eShc8Dd9fUn/PxJvN/+EEfwjB6HuQbUeoKVlED/5vt3MZiYhs8+iQ0sqqVBF/129Ib2IbbgChmEiOeBNzx+sokFB4pN52N1dRmlB1ahbEYCa7VCsobnCLXK52jGcbhrjcOeq88BRyDb/LnwT9KulUR/8Q4O8L1IymnnhUnY+YWZWN9YSkULHz985AIKUcwaErfvEW6L8mkUXC+WT/ztEkHoRhkPZDe9Rsipz3cIwAXe04beBM1RZi23IxTe/vg6eeitx8+BqmU8PdAVwRvhHZzvInextavJHRcRPnkpUhodPI6LJQOl0As7WNbmanOHF0BPB/Ruo1CvUWboPhAqn9Ic5lH1+Ibpnz16EmcIoJ32tgJ9PNiPqzuMGYpt1dAA4722uRbPX3wWzU4/qvWFWAU9yc004iurK3GIrI1jSCywmIh+XLZO8J6mb+oIais1G2cz+ZS3PTw7jCbG+pbzctrBLPxxBqhte9fDqMNmKsK25lW46F53DZdNt87UcTPxPvxtttGIBvzawODe0afIld0ODHXi+06QMQsANpBj0yjNiw7IDYOLETRHbDZgYX6ed5xJI/MveXeL/zvIrGvH8sVxDOki79GM7/7wDYoMX0VZ3SE4i44dAJUNIGWe/eTlq0+QeUupnHjs4BpHdlv14Yh5ZyiWsMCz8KuncLVFLOKQg/ru3Y9pngquInEU5ylmYaMT4wUg3IDPg5gCX12cOFsuxTT4u4Ci5nh4KyrWsSRT8Dr7s7y02dl6/Omf/SqFbreNrOL+nbmfz9ZiYW4tfvGzP4HDNDmYZjwC/rq8pHtyHmMI/Ga9Fo9QIEuj9i846Nn1WFhex9pFfNqBAF/DX4AXWTzdMl70bgweo4/Jy2M6vMM9CmOh7RSHblCkDTyDS+Cp3XPR7d7FdHU+Pnv2Wfz5n/xVPHn0NGz5sQ5Ti24AB0PKMxnwwXvzPQaPzDe5Q1GoVypkY2URb8I591tt/glc5fysxDEAlUXxpvBa0/CYsiPncxkgcAeL34C3wn1BGPf8nR4ca4QgWLFjUXh/2Ikf4SFnWGkcI++9mmaNuD55z5ERGKWNtTWM20KsrKzATYrxw/udePfxE/C0m4qyRQNl+JTbfoT7bu71fUQNTvm64Y6PQCwfdg28naUoYioVA95Z12kt5xqQW8NjzvsSJVna2MRITcUu599tn8cXX36Z6l/9/i9+8ktQyR3P/Trev3sD7B7wTldI9lUcH7yH6nwMx/aVSnmQkblCg0MtvOt1dDAoZ71WyvOect+uk8MRRu+8w/mP8zPw9CvuK428rOApXbE3CZTEIGA0DYRd3wyAivspxTO/uICsteLwfA/lukH+8qnu2MnbwufPnrxIec7FxeWYXZgFXp5jgHLcORSreZp6Qn2eFv+cLAP1gdamNNzGy0el6Po0xmFpee6hSgle32z348PHveToMotrT16NbsdS1l8S+n77RzT4LOpztRS5W+AynZ0hMbeqfYQQvH7zBrh1i/utAhsyGFL73aYQUuGSXeROTXYK8mXsf/oYz7fW4ueQ9Aw4p4GAPQKaCOX2sZR3XKRTpydyENijD3jdD8m6OtrcbaO//sWf4RkK0T5rp3TEIdZqc/OzePn4y8jjOcaBAj9/9ohDrsXff/Mmftg5iUM4yv7hfjQ5IKt80so1PFXu5j42FtZjZeNFHGF59w7fAf06iUN92j0Fht3H48fPYnVlORUn9/rOErmNRn09/ut/8x/i51/9kmdt4PUvw6G9GqcWEDjNOeGZkSC4gQUf9iDeITwKUCEpx/s3bxPv+NVPfhZ5LF//HyORWlQeEOOQiQL/YZVOZWYq7V5wVswyAtTBGlsU7oaha6C3nSg1PncE9HeC+Pc/fButZivBLwVbnnv4jwo2w9n+2a9/FS+fP0twzADSNjDIvXqmlTz7NABqwRk9o8Rn0+gNYKNDi2zYXcQLVPH67z/tIXA3eD25lgtVisgIAsvzTcFpHcuhZ50HydgZ4eYow+8cfjx5/DhFJ9P07/FsmgTneA8DQVc85zkQ8xQl+P717+P9B735w9JM82bm71KBN0ahPFNNnRDXwI0e79rpuPYMhcDzDbp6ZAcNd3gPFUgICVUAIUxNo3x4oC6K7XAluVzbdAze3oncc4sz0e5epKINF5taOeQ4kLshMrO6FT/9+c9icNMDQn5C1oGYt/1wqNQeFEw0eAJMdhu0Kw+crJ4M7lIjngDL65xxkmnOrdu5iY8f3eY7xGkVI/Mf/jf/+1cS05effxaff/kcSLCHlduOnZ13wKW3aHMHa3SZOsJtg3EAq5OzxMYOUrI0yg2seXDtV1/8SfzVX/4LLKSDcNHNey32WczCC+U7Ldyuu+o6KPI28PEQq16Hm8zxa+/wfRwfbwMVBgjhZJwfnYYL8H+JwDrF63/+n/8jz3aGZV1OEdhRDy9gwKOWj7pWEsH67Q8fYoRRyGLpLIUy0mWDpi1DfSy11RA/eflFLD/6LO6w3oenuxzYaZSx1LWpOhfMVXLoNpi6eDMDgy4UZ+LP/uSfxNbaI049Egfa29+O16+/wRhhgU8OEwSfA965gNQSOqN/jh+wxlWIPQvXNKWwt7MXc0CiX3z5BVx5GgPRjC6W3w4F827jGCj3B1r6tsN5ZxAUAzRnIBODW3dY5bODnbjqGsBy7dd9HJ3soihA5TP3LdYROtAGxqgMVFzH48iF11fXULB5DOUAQ8P9nrXip7/4FTB9CQU5TqmgEZC5zX3YvS2WPjw55o6zCM1NVPncyVItPgAzncEyBlxtw/88I6kH5jlOTpxjep3mCBlZtgG1jSeRy1cRxiloifNGHfWxB90wPfTlyycIZwHjccw7NPHEDqQ6xVBkYxoaIBLpIcxF4LDTwB2VgkNOFGjCKCJoZQLYl88VopDlZ0AcRrOVT5ttnz5Z4zMugK0YFRRd75Z2CN478GoyefK85z4B0uLzHXAl3J0AtTSma5w593baSbWvBTjwJIZpHycxWbiP6tQkRqkcV2CpMQzCPd9/cs4dHxxhjG+gGROxCi2y8ubNj2849504O8bTHrTi4hwlH5uMR0D3zP/t//7/eHWwv8sFnqRKlQMggGmECzyNo+q+Ajp88cXLOD3ajffvv04eI10+h29SM7AC/rxh39HdOD/7ZZwhFL/7z/89Bw8kgiybw9s7OIsGQi6J/rjzKXa47Byu+Zrz3D7YS6VccXsVE1g+Z01OCM8QLDudKxwelCLKuHAr0O2FuzjcjcfzjVjGo1rhP7v6OO4q9SjMLcXPfvVnwIZNLHqkyhHr8hw3MQ3c+uLZs8gUp6I5uI6j48PUtdwA/i4uzifOYB2sNX5G2OrAv/V1p1C7ergVrpw6vdiLDzvfo3g7cXfXh3O0UbQxvDJ8EyuXBIbPsZDB+THOf8whIIvzy3CTsxQs0Ss6zDcLTzs8PE7h8zXgoZX/ec7VvrUh3uEcrtcFci4tzqJUpdiHh2XvUHAM2yVKaGPpaeIq2ZR78/PmDSygOPI0p4i/+fEtHnwmdTrY2mWqwhXNFRTFURnO7zHAYHrjCuFzQ9QQAVWQTLjP4PEXFlfwtHexy7MO8OwthGogosCIGY3M45nHwIGW8DnYyGi1nymMtcE3a/2tXh4kZYri+OIY4HQb841SHO0Dk7snMTNbCfcrOGnOKd048zQMWH2br8+mLb7GDRwmLP+tFKrooYOYLFafTt67Vi2nWtHx+6t49ng1NtcXU5RaLnLNc5vpNdKuJy7ZnjUEuWEY/DPDfHY2qLDg4VSKN4kj2dk+iLfvPiW47T6My2ELYzQWx+e70bk+iVpjOoqc0cFxFyfS4nxN4QA1DebhhE45R8/DtJLjK8bHoC59PDue2waHzL/79//2lYsuvv3uDyla6QRr+9b0Yo3p+VStjiGO5jmW6/ANFsei2C7wYAKFc5NNDw5n2PZhMf2x20DHsYTZYWQQUC959/Cc68FCVascNhYJrH+BUtzwd5p4X0vBdC/3lvnwbybMbfIt5BxcO4gTlHUiX4rPvvp5SpM0+e+vnj6KJQ7RWj/XqeXq85EFLv/DD2/jcjAC5q7HMTAHIxdL6yt4Tyw61sqQ9kmzG3/44cd0EfKU6wE8BrhdRNmt3h/eXKKE1sK63KP5j0GWEZj/CKGALwNpbJXSANkfOAGXHLPY2S+7hU8iZPIagyJeyBnez1ERSytL8e7Dmzg4PUhVHLZgWSJl+ZTQ3g3DFqrbqe5CRxP/VgJZBmbryi2faQd5D9itgXA4bJvLdayGC0Adm5DnnBwAq9f6wzd/xKtdJChmGsMiZc9P5PIGGvHD6+8xEM4tPcJj5mIKOJmElZ+9AMa7hWoDuuA5OT/TIccFPMP+CXwTLzc3O5ug510KcExgwLJARRSFN7NY3CqZGobA+1yq15Nxer/zIU1IqMDLGjNA0mvgWpl/X2hgeJAJBBVMHkdnD314Tj+wbMxpdgMoxTy8zqb24/2j2DaRD99qd5rhVq4sBmm2XkH4c1Etg7nGb4Hcg4BZxD3nPIYRsHVrfnYhUSvjCa3LK+AqyMUiBTj6NNwtw5nby7i3vYO84sGRrXOe3YT6/cQo6rM1zuc4MrmHsrw/fv8ep3IabhATAThZ7hqaYJBtYuxhX8na0jpnhKEYFThvKUQjNb1nfvInj19VpwtAhnfgfed0FCCMywi5WstLoxwjSGth0ujcWQzxSs6mdBiql9W3Uh5BLMHpbq5uIdEHMQap/WpzKVnuGzhiZXYFXjOLch7GmWu2+CxH4Q3wPu7Fs6Rp7A7r5C/UxAE84/jGsTFwMvBFXF3igReW1rBoEFcE9Rz+WOKqNvHStr38z9/8Pr4Fn3//6RPwohB3POfOm+/gFcfAzbE4S9AG74NZ2jk4TEte1hAuYWXz7BArdQZXuQUen+LpzhL/cOOq7S71xgwHfhLn7SPgyD4evR+PNp/FyuoGRgfCPuwiLCgFxsZGT8u6rDM0jQMrTFb3BsvtEkzsWnwAxu8dHwD1T2JjaTnW8bS2GZ3yWc1hG4iF1ef3KnhsO64dRVHgL9qZryfuo+DOVV1cNDJc4D5uMSR17sCC+Zl4/PR5ao+R201br4j3NKd3jFC/ef8hKa7Q8Qjk4+yTc7xggfcV6t0CpzV27oJw6le9NoVBMfd1EyWUz0bZQzht6mvjZ91JaDBtCTQy3wC2zU4B47lFeF4ODl9Gea21tJe0g1ds8+wVvIZtOc5jMd+r4RoMhsl4u8jh7LyLpxxFmi3Dz5vDXDeNgXwuQi/sYj/BqJ10QF9AYtNAd/AzPjJ9f3ZyLM0bdQ31GefloRtIVPmSIcN7czkY1hHy8bAnwmh0rVxKTcP2M7pvXyVHa2MGytMDuk4gixratBaOs7JmdGf3gPe6jkLZRH0pfvLVCygU9wQiHPaB76VpvJ0G+RYDVY+DvYtonvbis2ef48VLkXn5y6VXy6tzSegMIhiyNd9iLkuvsLRQB47u8YEHcddBo8HYaZ4lsKqE9bNCxPaOmcoMBzQey7XpWMXTzSAsNi3eZbn82WUgy4jPRZA4GCGe3QdZcHAhV445B/bwz5yblOBpnDs/g3cFbjmqYjgcxzvaeewAWxQYGzvE8k1yKC8fr6McR/E//P3fxn9ECY85cMf/9VC8MRTDPQC7Z8A8iDDnIl0HWtXj2RdfpfzZBcLkIB7blISqVqbYdWGZnA2lDkpyjPre/k5q5DWKVgD+fPbiF3CueRDDTly4D5Ff5kwdIZ+mN3OGJnQrCu0tlhhPNQmUWESQWsDhNpdusricm4hlvIMwcheU0Q4sNs9oCZdhcDfduv3JJZlzKJ1QXLjvSuutx09Toj7HGbs+Tvi5jPHUsx6cwAl953vHLPRSOP4Wr3Te6qTAyxh81Y4JR6pc43EbWO35+dmozsD3EKaF5aVEQTQkHFuqgTxAUVUgOZwdAiplnnsWrhkgmp+bwejO8V5A0ruJWFveiOfPXwIrAX/83ADZubyGfwG59XRn8HxbjvY/HcbOx31gKZ48V4rT0zb35g4/jLxQvteNWTzT/FQlpoq5cCf+nm1C8NIsxsJgmNTFjpLKNGYZRZxw2jYvd8UdGNFHz6FGUAiU/Oz0EBgO1uI5he6Whrl6YK4+hZGfSzGDAXLkdHfn7HSurmN+ZRl5uU31sQ0gZwyBkW1njrZTTbNLXybzd7G6wvtDRU72z1LDwFxjGeN6ioF3FfkccnQG3x7j9+fxgBixjaeVV/Ikk5OOOnDc++j6EoVwvVUlbvn3bms/srygDbBFhGYMy1qF58ygaFfNVkxNFuPzR89iJpePf/MXfx4rwARnvzR7WCfM+fzaVrgb/u27tykfkwNOmKfq6/5xw2sbW/Fnf/pPIM1f4m0W445Dd1RC2mOABRIv3zpTcujEtC4woRFrc6uxjGdaxuraYbAPZ73FKIxlDVvjMbHUzjWxPEgv7LrhLAZmCQ56juV04JScTaOAq0ifbSBCD6XS2m1ucYAVH01gnH17zuB0286gDwceLyHmTlb7iFc8BCoOU6WHLS0Ol7KreoS1NMVi4tpInz2M5p5cAHN4co5Fdlf4FAJxDAdGYXPj0TZfiQFwZqebgo1Aq9QresqN9QRdf3jzGiXJx6PnT5NwWyp1hVU3N7W+sphakISZdkyMes3oAHktHNbznV6AYnjn44NPnKu8ES6PNbfMKoNg9zknc22WyZnA3vv0IXkpS7Lef8LY8B4Zztk1b5ZT2XvYQKFvMD6WGtrt32x1Ue5q/PTLX8TPf/6LNJjXqQN7p+exe3yG97IjwL2Rdrlc49VBWRjvsvs98NznKODN7Vi4yEVq49gP7FOq7HHZjF38b1GkLtYo5TA5V/cQ6v3GcigcHhAHnMoaheNcDEamlyCheUknqznseIgcG8W2sGJl0d0a2XQf7tQ/2dnmnaBQog8MzJMXz1PFV4m7e7H1Eno1maKjdkksoZzulPAc3dT1/s0nFLAL1F3DUH/OWcGtQXDODt3fO+Y7ZsJRHQhJZDbXp15NjufCwUI779+l6gMhYA4IYqTxut2B02WihjVygI7DaxpcsJ3TRSzWXHkmpvFeUMOow8lmsUZ9K2QOD6IAHFraegLk5DIh8a5sPgL+jRAA228u8Gh2LztRLO5zwKqVlKCdRkn2dndSFMzJVvdYSwfjCln6wEJ3sssL5qbKUa/YjIo3xao++ewnMb2wmioZbH2Z5PnE93/y53/NgU+n90uj5yZrcQwPdNSEnzdAqEz+3+GZ8/IYFEfLe8czW3Zl57QFuVZaNPmnlf6O7DfUbTCkhffLIn1XWMq0E30igIBXCa6ZJ3WPAY6Gf9rRHUDHdYSrEts7eynosfF4Iw7w2F0EzdGM1sDqha3cuAMO6Cm73MMx3nrvcD9O4bNluI7DgQ+A9Tt7u6nifnUN44XBvMeTawz8n/fQPt5HYLDqKOPvfvf3PAcWHWt/fXUJBDMpfYR3b6VuirOLczzlfQrRO9nOMRkm5/Uyrvk26WzZWLPVTyjh6ZOthB6ujJZz7hqWyz5GgTtfgDs5ZdxUSQeh3kVp9o74fASxYbAI5bqC4zmoyoT/Bd7ZiHyawekMRA6yDzfGhCLcjorHk3E3RThem/Nt87NZ5NHdfkaEq9NF7tYdJDme15kut4lbcwvhxuAC8rCM53E+j9TCouwR91grPqy4tsPBffoZ/rmBQhYNiGHweryz7+1dbq49jtxYCbksP8gm93NyfMrzleB+C5zxEIOZh3c3IpuppER/swmVAdkdn7ry4B4EUuNc1uOv/vKvIvP5s9VXWV7U2Y1DtL1RncKCTkctX+GBHW+Hax3jZfh+54eK1kw7WMM55KDHR877mESIrxHiXpwcwpWw6J3Li9g/PYU3zEJcscbwN7sDHL2HCUbQgGUIWX1+Hkvf4DBu4ne//yH2D49Tfd73338Lae+kqoyZWhE4kAMSzfBdd3xPG6VoYwhywErcPd/nDJNzCLOzSj3YPLDsb6wzxPvaGOqYBqtMFuqNyPBu3q+c1PygtYUGO4YIio3JFgPoAS1CHw5MEBscuUwKeC+W4XNssbmEs8lTTYjLL4Qownj36rt3waUv5uYMzBiUUEGLGCE7OtzU5JroJopfmZ2OG75372AveWMH6uoBneVp8fLq2iqedjcpx1jmDmiLMOEB+yjb+w9v8TpHsb4JIuB8PpoT5L1aZyfx9dff8Oe7MV3M8Huf0uQ1KYacTYph36C7Fbb3D5M3uAOZyNMcxuxEa89EaJrsCOc7juc7x2uNT5RBJ3cxvzDH+S7Hnt4C2bFCSMXS/TjNJYMXy0Kyb25BGZzLGd4mWyinVMYlCuFwL3NylkK6m3H70x4KeM333nO2KDieybGJFjPPwhvtI8zh0ByqKy1wB4M57HHgbXXa5S/jCQqXCsYRTO4/DIhyFAXgFoXKx8LsfNjsrVb2rcqBTsivDRB5z3bvz4Hs5oGfeejBGErvKr5zDK9w9N27T3jKamyuP47/3//0t5zhTTKkRxiWPTjj7g4UaSyHs0AZL1VzqIUpNyerccZORrA/8PHmFs+Zj8zPfvr0laME8hNYpeo0bl6+ZQ2oQ4nu4FeXkOKLBBcuLy6jj9BYaoNMpUjZOQd1BJF1mpWDjYYcWLEECe2Dt1soySzCcwDs8EKd/JVFgHrAlzGEE47nuHTrSjcffZZGxff5Hj3fNVZcLzk3ZZvJZJTyBhMc6wZBFgajvE83l7isQRrRbs3mp0NI8y2wrjzFBUS8fPkVwrscJ3sf4uDD6/ji+WMuth3/n7/9j/HDuw/AgV3k/TZmpuvAT7wTz6PnUVjMgRlRNCJn75ZQVjhorafRQfehT+LpTNiacDax60SByUk4JrytOOEKb/4Of34HdMphPa1DdH7pDLCNl08JWvfKW+zNi2DgRqm8Tag706imzuwbeE2WL7L63xkuDroaG7tBCMfwGBdAyoOYrhdjCf518OFDbP/4OjrA8TuErgXk20Rot1YxOvcYD55lopiPVvcyDo6sbwTig2qs/JAPZ6QFGBkXTQ7xAtZTztVn8Z7jCaXML23E8QUw7uo+FuaW4qc/+UkqZv/h++/DaXN/80/+Jn71yz9FaefjFig2yd+5T7NJrSNucvadFPbv8J6XeEu3/pYxfjYNHx8a2R3xfpWHs0dILWUziKVxc5vUdK0URajRQo0z4HmtXppdWAGWA//NeWC8WpxnlneYxqsJ9dDQ6Jzx2XAwN+V2gOluy30MEnLo72r9Yf+9wRljGm72soLJfkCbtNvcwX0Oo8y5G3xqcnZPnr9IuyB+BFG1gbTOjTnAu52BUqQt5UItdt8fYQCMBxtVHnGHzsKFd5cwfry3nnN/5yAyf/anP3ultbqxQv0+iwdrAbeGqabNScq2nrjnzVZ8k8JIDvDjImHvk/MmX/zQ/mHd5NVVO7IomP2C4xOQV6zp2vojrHWFizuKhUVg4cR1XBxup5C3O8aFEH0U3daMJ1a0TBewlE58PoulBSNrZeCXAY5LDl2LKlwe4WUP8YwS9oM0bsEi75uRSX7gC57W3rlTDsWNvbvvv4u33/4+QesynvDb9+9TWNlyMcfDaeX1CEUu3cS9RkSCXqvV4aqlBIs0OKnMBWNlS8r8zAwKe401zKVIndatNpVPuTB3Jdhxb0WJ48/HgUJ6WXdc3KCU+yhcHyNjMMHhQLYzKfSOBnGXnxHbDF60Xq8+CAE/i/6mqBt2Mim9OUUho+3f0/A7d6inlis8raVqtlU5kPerz1+kAMY4onwCxDt0PVkG4Z5q8E68/9RDRPKEzxPq6n2qWP8GXDV16APtZ1GEDH9nZm4h3HLrgKrPX34ZL198lgIYLqWxM8LFO0vAa+fzAEmgK3ZuuAbgKHmiElxqHMVwlozweoAnso9wmu/jP9MIDpfiyIefPnuKwmM8T5Avfu6qz8/i5TYW6rFZL0UJpTzeO8Fw4ghajjeBs4N+LM6YAn3UudfV5fXkhXtwzC6Q+fr6oWPEnYkNkNAiz7k8t5iCW3ZwnLfhcbkinP883E+fyd9Fa4DSDZqRKXFXZegVyj3E2O7tf8IxHcKzp+PpY2Cp/JnnnlsEAaBH2x8POc98QngOUBYKO/jMDdQ3yIrpIPcZZmbnp145w8JO5BLcqgeG/bQHJOHAuhyeULLVOUXILrjEPl5ghGA/rL+SIDuSTvJvp3IWOLiyMg2hR02AOsnVwhGKKFuv3wZevkeZ9qOMRakWiljEAdaoHhtPXsQPb3+Ez3xKFTGusR7w8yb5Ly/2Ic8XkOyxNGvDmRu29i8tL8TG+lJ8ePsmWnAyt95cnF+mWRuGvRWKb/7wTbz54bsYH/a57IuU16vVa9HCqLjgRDK+vrYSf/Krn6WIoBzNd+lzMMhDgtx6fJGlRbRCT9t+hljv8bERBNyR58OUXDZd4OAkh/w6IMk0BrqEwhiTxBPyywjmGIroqrNboQ7cZ2N1LcrVctwAxXaO9lK1hYtvjoGV9q/Nzc9yFhg4/o7431XKJb7LTgSNYxkjtLG+nkLaXA0oQX6xgVLznNc3cWaRAxdv90VPKIx1nsZ7OTTKKKYT12w8FXJOoN3TKITjCw0m6eW7CK8rxmccERHAV37egIzva+Ov/Zly6Qn+XyvNoHzLATFJ3M6RJvfhHo39lLifRNG+/oF7Pjzl7uXdGCE+x4Fb7psf49yE6gfHlqWdJyOj0Rldd1MOd8E0B4oxNX4dazznHvD6+x/eAxPzcNHnscSzLYMqatyLEWwnoN/iheWrls85q1P0Yg47RfExBAbA5NbHKN2H7b30M5asTaPkV3fI29mnAKxHFg9oh49btTbWzY3fpKKSeb6zhPGxXM40SgtPegn6GEefuj34LE5I69Ljn4l7IgM50RMoye6jzIuXG692dneBmN2UvzGi5szCs+YJrr0bo/suXmkinr9Y5iXnwf1lSDMWdDqfaujswVIoNuEgn3/+CAsIf5wCnxcyWPDpmJ+1J+4YqIS1QoCMttWBGWNYLAMZp+ftaPWwDsCgZvs8Hfif/vJXeIyJONl/H/eDs9hanomXj7Ygs9348d0Onvc8NVLOwe1cnO/OQf/MPfQ7H7ZR8GK0ueA09g33X5DEc3hGJtcebcSzn/wsbnlHd9U7zOnGKhwOFAeQLLqj57LwD3NdjiRw2pjewbOxKxsdQlgVFkvPFDTHlQOL+L9KrYV1+OslsEsvaWmVqROLf1Vsqy5yeNhNLL67/2xGPmyepu2/5/xygDGYkc8ewicROITK6J1J7nE8VBaOJbVUQe3qNl2BJUgRPc/Padtt4RDPeyfPur2OCZUWBdyxXArUoqHR09mF4h58K/wdz+A8H+fAOgQpNbOOT8bi4gae6TP+zjX3V4kdOPp//z/+f+Oi6WBi4NfufizjTeZnF/EcFSQsE6fNQyAlRhTx/bD9AxSkmRTQLccHB4fpnK0OyeMlf/HzX4WjLL//5o/RQQ6u+V55UxeKYxOvd7SyNBtVuHl2eBlz2dvYxEP3oT870KPq4nJsYcRV4EM8U4dzn1tZBibORAvoaTOx4/dXVoCaCc0YqXa71wGeHy4PupJqXbSsA80CfeHkGNJLeKTBo8J0NTLFh4Ze78JqHycTFOGC/RaQfexhjqtn2Uce7dAwx2gwzbJKDfaId7Xe2qisaEr+eoX8Z379Fz951bts8+JneI1LhLYXlWoBxQDizVbi8y8fx9bjBUhwEQuPQGRvINpllBKLD+k9ONxHSLLx/Nlj4Bzw8O4S19pC2RwfiKufqiHowERIaG1qOZYXH8Wn99tpT4SC8hHifYT1LaCYQzzQNQdjjiQPBLts7kVcXQS2BwUqxrv3J/H6wwnezrHpo9jfRWhPuADcuWFlN9k6n2YyW4zdgx1k8iZ16deBDw/zLnt4263I8F1///XvYm/3Y4wj5B3gh3WLg+Tt8FX2+mHB08BXPuMe2H2L8cjxnk6tzvHemew9CAB8f21pmEtQ3G3AwcKjJjLW8wDsUXLLtVQ5hzPZTuNGV8PuV30nwl0mXuAK5NTTx6Xzo3EJb7rhezFt/PkV3nkS6z/LO+RSVFa45VxQO0n+2d/8TTIUX3/zB87loWugddHGC/CZQKJ77rSKQfB8d+Hk74B0cpJW6wzUg1GAq3VSMfkdz8jzgjSQFgTNxZq1mF/eiOW1JzzfRHz//Wte8R4F4cxAPuJiZ6La9mQljXWs9mk6z3V75/s4OX7PWToJ+zQ6g6sYoFjyMosVHOkgr3Tc4ML8IueWg786Q3YW2LaI/F2AnIppiJKBlc31VbjscuTg6AvYm435RoLuRxjLEbxyHxQkvLQwJLWfYTRtDzo6A8WZf+S7LTvkX/nOW1DeQYKcBssqpiRwb1e3E3HHf3cx3BYyFCtOie+CBIdxg2e0t9SOi+5Fh/NtQFHmMd4Rv/nPv01tZjb8WqPagQIZGa0g//AZ+PkCXi+XFrzasmfNsF0uY8hC5vnnT185rttFGwvz0zFVLeHF5lHCSmpUtD7UadSZcT0dwlDAmmdQiHIO144n4uct9LUQ9xqLZ1WJETy9jRPVKkV4gJG2j6cQ5RqwtBrff/dNqvOcxUM2O1g8ORIw1ZyZw5Is+5rCw46P9+EhtWhfXMZ//rvXeIgJCC88aoRlvyvGwf45XtJRC2ccpFO1n8UsmP7evj54kl4EMx4F4F0JZXF7roOe/tPXv48Pezs4PTghB2aKYuyeP4f6XcFx7P7OJmiUTzAqOzmeIpsqnIbFdhYxvLWX7rJwDOM9FzzkoqplOFWuCqSaTrWUI2Ah/jHxgkK+EjPT85yLAZ8xDEYHmHWe+ieX5xp4c/gBBmGIsrtgUkF3s9EVFzrBzzew6DcorvNphIvSUmfSWDjtL72KBuDJ5uN4/uQZFwwEPdmB24ImELav321HaXElnn72EuVv8VyoEwKZVpT9owIOuggln2zD72S5huesIjy8S7WO59vjfsbiyfPP4vkXP0vFBK1WMx4B492k5L7G4a1LQi/i9OQDEPY2lYXdj0+ggEOojJO+T6MAnHc6gjvaDei9e/sWb3jNfVylgoFx6MmnvT04dImzKYLMoB8Yaacu1CbGY5o7cXw+DxqvQW/7l1fxCUN8cnEBbxMnZmPEdw5uQDkoUIe7cR+hxfklPOHR6QWUB4UBORWm+BwM6zX3M4Zsum2pBdpwUnfa35cpxOHhBTKMYbrDm12CCkY55Ea6BgJCZi6hP+pCAegrmrG6RjdnhawDhr3fZ58/S0Ew5+12MfbOA5SGZaYa9VfN8zOIaJWDXE7V+sXJhwnK2+93UrK1x4u7vESZtoUix+ENsV5Gstw50McCuurXkW1yAbfCpPYRZ+Xjxq97fnHEpyO81UwBWGPIugyprsKfulGaxh2bN+ML3ICrgpcqWbjMEtgZ7nhwHu8/tXgBoMGI777RwXBgeKqHRPl56t9zlof43s1KNUj27BKWZ5xDAP4W4WK3Fk/fdKONgXj07Fn0EIhithBbG0/hA9N4QNjLWCGePnuZyrB2UFKNk8XNcj8DFBNAa4NSRQ7VKHF2AkPBczhKb7oK/C7jqSYtDjD/5HacGc5lHOWwFjOXDNCp21Mv+yn/JYS2U2MVqG4N4tv376IHZxXnalQsDTQQMgM/H3Hh7hmYgkukHfloj+1ZTWCn3rmBwi/A1R6tP04wVe95drqbSqu06LtnvZhaehSLKxtxgdG6RShXl1dTwMllMf6cCXU3Pjl+4hb4eTWCSswvA5/gmfA0i7xX+Pw5PqfEORtImOA5CijF0cEnfsZxIL1onu9y9jcpumxAr3WJx4fznxydYuiu03AoO0acBNCBemQzt5xfgXPpRaE2ncoLNay2eQm9TzEwDr7qoWQL5UJ89ngd43QX24eHsQ/qaV9DJXjuUZoTitG/n4DXwufhujbL2hXiOF6kC8PXhV5FzK5grEEzQ1DHFTLbv83w99wh/zCM2jkzW2ubcXyIgceIVgp1zrUIwuhhEHpxfIChORLZTWOQeReMpmhE+Xe6tysAXOLiIDJnxFilZOO0c2nHeaYeiCQzszj3Kq0PRoBt3hzjD15/+zpODs/5gtNwpfLJsfCUy4dwLkCy74Ajp7j245MWl2y6ggM6vojW6SUWOqJ13IkPb34Agt7FF589RQkn4+wCCzRxG/NreMzlQizi2axOGACRSlMlLtsp1e6Js9r9KuaNUtXr0bRCB3hxioXLTORQvis4EsQWIp44mJUs8jw8uOmA3//uDwhAwEWqKOttdLiw1tFOzFQn4bCrMZ7HGur5gEKPNp/gGR0xeBNbWy9iY/VR/OwXv0ZAV6ILVzBFcI3ldiSGbTnmgRzEZM8YQBSOg6eozeJp7N7vpOr2amUO5W1Eq6vwYwmBNt2OPR/CVwRa3J8zh2edK+QdgzFEmRamypD71RTWdsrakMsE+KZgyBpe67OnL+C3+zHieZbqeELe4crINP/X8KwuLSOUTyPL5btPwnK7a37mcO89xseKm7kYwzCcdG5SkEAOOo0CLMOfLrjjOudtA6te0BXiTiDIF4FmiN5TvtthQm470tCWSggiXtGlnk4Gs0BcKN+8OAYWZ4CWjqoAhXCPI2Dd+Tkc39VeIBPbpRx6a6DHgosSyqTyzc/WMAB5jMklRq6UlMDWKetg7Xb3587g/nZtrANTn20t4c3Gow3cPAIV2BXoyMQxENqIM4VspUDTHbBdEuFe+TK/77rutPbMsCt8frzI82qcQV8uFXVejmvaTWX1QDc15Mja0TSaBXmwKGMWz9jGs12c2PExGcdnFxj8mTRx4BbPp1G2rM6Ft5N4ubm5eTy9vLEQl61u1IG2Vsy08ZSZf/G//OevxrnovlUPaP0cF7eD59MLWq9nYyq6nAImtiBZ7NvHmrURsKtrIIu/0AELTK8uR9E976UZJFm44PJyLX75i59z+fOxhxXp3/d46X6sr9X5vvPY+fg+XYQDaxU8rYd1jyO87013iFmCi/DQXWBLFyOxtDQTG1vzEGVDuZd4umIa9FoDvrqq2ou132x3z0p5I1p3CQL34SBx04tHWyuIK9YQ7nIN5FzE+t8CUwwMPHn8DKHJpcbLadtJ8E4X8BBhz5df/gS872afHhf3EEjpwkH1apbTXba5gHIpyvkyBmUsNh6/AKa9BC5j+bCCDp1yPKMDjiyJe4r3dSraEKG1XtPddI6OWMQiz8zPAddAFPyZ07+stnmYHo71x4NoEEdDznjGfezXKYT/5cuXkQeaOdBod/coDo7OEmcxrVJAuMoo8ebKeiytbcVHjOr+wWEKzDj7xUFNO7uHsbG5lUazO6fUYuPnL76MFZDB3Vgu8WN8Q+LKDmAqAU1HyEQH72dHxRrPLZpx/L+DrIR6VgTJpe/x+hOZSoKbVijVOVtXG7ikxj34Fpw7mW1/9xMwHWXg71wAS+WA0PEkwO5ZN6pufrgKMqkVJ2NtvhaNygS8ai86KFp+CqpUBI3dXcfNmC1SpfR596AXvc89snWPwXehjvNxTJEZiAvo1WjMuuMbviMfi415DP8CkN8lNW6skqLYZ6iz6KSUkx7PAut70BKWCK95Fw2U7Cvk5AjuZ/eLzbmipOcvnqeAzR0eeoJTFJqeHp1gSO5AnYuR+Tf/zb9+5cjBGTR9Fv5SyWJ9uGjzOjY4ukbM6g0jYB/efUyQwaWNJnGPjttYpStcdDccRWEOauyWQ66Ox5/+4nHKQbnSeRaLJcTcOzlAuLp4HBOzHTzLPQpt5mYMzpXHkzqPxM8BDnSu4hxhOYMsW3O6trEOHh8lL7a8upDCzM70f4l1fv54M9ZWF9PSE5eGztaXUD4UzZI3jEaWw3X0giMOUsgc6DTkgGyxsXjAzbMOS93f+5R4149v36TyLg3Q0oJFyUspUKAXdER9ASuJHgEv4Lk9vDbvZrBnCLk/b/XTvJlrLsUqE9dXWVolnNI1dzumTFppLmnn6iEUb2e43RhGQcdRmixGZRxOlVZuifuxpFat2ARthc4Ie++mocXpmZhESju8h10fDkPu4qVvgD99vFydc1uBy02hnDWjiVCHt7sPReVDRzby2ccITH8wis/hdJ+9/DxxQ9PHFkVMzSylqXgWOR8ffIjXf/wDPG8vGrPzwPv5uIUPuknKnZJ3IBNL5Fq9Nmc0SAOLy5UpIOd5uM7LgM0F/Mc2JsdZiFbsbHH7lMX9R/vH/D4EJl9MXM4RlXbcW/ggSnI0hZ7eUSAVoPIGFGaxBrTud6KJB7y8GwdqjlJ11XiiSygfilnA410DY53Ud8mzDoG7Kn112uizBSOmp5D3nCED86gY5y7clvtawKNtPdpMyu+eRgsxTHc4kmSac6nOL8RptxUuHHWTsamNr//wTSpUF+3c3WXTnRvBvup2ga9jqX3LZTIV3sUa0kxhNv/qw+t30dw/jdJEAQsxk9wstiHV/zn41dYjFxN2W51wKrT/e/32Q7z/eIhlu+b3r1I+Z6qEVR8cg5sr8cufbIY743744X0q7O0B27bxTG5XcjqUxcG27UzwTfYJLq2uhkNqHFVgmZsjK/p42d3tfRRrNmaBRC6INJAyQsB2PxzF3vYRlmUUlxDMIYrtYk2LCgx2uJasAawxJ+jI+botOXCn716/jmv5I1zWGTj2m01ycJa9WbHiXsNTBNlfS0tzCOogvv3DH1C4Qewf76OgXDDCZK2iy2RMLwi3HGhsBNJ1z86mefvpE0YHuNfvplrTAoLkXBZblnZ2PqXu/t71ZUrEV3kuZ5XuYxkPERLRgMtyLAovlvMpcuYwJLfzQDix6Pd4gVxULRbAQ7kM5gII3OfP7rJ5FGeWz50EOTRTgXwFqO7IfnNx7xGkK7zEEERghNohRti9eAR8LSOYf/j9f0n5xny+yndOpcDYGLzKVdITvPcRd+jekKoj7Bd5H5Stj0H9tP1jvH7/HT9v5UomeWp3XZyjiH2Er1GfAppeAdv7OAGeE0+AxsGxywjlNKeIAtksXCqmnJkBryxQcZL/Nt86PzsNRF9OBskJ50tVlHCmADMDJaBsb/dMmMO7OecK92J1TYbvcIBy1yIODF4Vg1HKjHPPeEnuxoqUWxBNBq7q2Ewh9h2e0uFXotj5+UbMmO7AmL1F3scz+ViD/z4CLWUwFG8PPsb++WGiAeZUd0FdLl+d4MwtSr0fAWsx4kM8b417zGJQsabJ2/Ysk8MhZhbXll7dda/hSSfAtBuQNJa7h3uGV7kBt3XZ5BXxUFzsHQ89h/cQjr7/dMgXafkMRgH18vdYZCzK+UH8i3/6Cw65E3/7t3+PlanE/mkz3nx0/AOQDBLrgvt7rNUNsLIGPHCl8/7RYZzhhYpwMzvnDT8bbm+1BhyQIxOd83Ed797vxXfffYzmUZfvzaB8F/Hh9Y/x8d17LhQPw+UZWbzlmdBueKnwcxALM5VUA9nF2p+A30tASgfEquj2bZVRWgtx63CN6QpcDctoY+7B7ofYdbvS5QXWss173aU+ONd9TaAA1s86e9SStna3jYK6FwB4ylmZ9rAq5R74Nt2AXxWEnUL5LL/gqQiEYwi/+vLnWHgvGgveuwoH5VrlIsfrw6OEreYYLZhP24Fbp3HHWd0Bj29RoGm4Z58Lv4CPd69vk5FcR1lzo4hllHuuOA4qqAAPe3HsLnOeyKIEuVAuV045MIw7ut2Pg71veS+Lkjk+7sqcXvumFbMr8+FUvKPtXd55kIJIIoEWXvv7b3+D1d9P55NWEQD9RxieSZRlCLrq4d2X5uuxAhKaB23YYuaq8WMnZ/Nuy2s8K95IgZyyoBqPZJTXMrksgg6bjGvOHz2MDnSkj5ddbkzGs5V6IOrQmEqccQ59vjtXqcEZ66layrYiZ+UsNKbiyfIi59XhbotpAsIPP7zmz5ppYl2pCOLCk3KdfJZGAUMO13eatvdQLlbi/ZsdaIetSaP4uHMQFxiVs1YzmhjqCTDJ4qyVUQb6xoHodnU4MgQ+PTmJ0RngNNAnOHe1MYNhyccPb95grNGdz3/y4tUEHucamFTByprRPztvpmhnrTaVYNS5SoD227O22MBaIYDOc3FepFHC+lQp5maKsTL30HP3OdDTh+t0huHG3Kw5KeDp8rJLTFAEPteBQZPwkHrloW1mDh7xYR9CD79YAkaeH+6lXGEX7lDnQJ2ifYlwHuybr7uLmekGxNrV0hMI8WJ8BtZ+tLmZ8ld6zEm+cxwvYEd4r3kKBM3j+odYHg4G3rS0tRk2tTrLZqo2m7zQNZ6yVrL4u5AsutO8sgiRwQQtd+puADYXgHIbS8BSIKDk3hksegLzQCZw3ReexavmEF5TMXYVtBBCCx2ePH6OZ10OF1gKhTLCroz9fI0oVxupXO0S5dKQOMfEmk/XnKXlHtzRCO+T5++UMJVL9flEDY5BCvNbT2L9yQs8Dz/Tu47NxbWY5hkmh3DuWSHZIL6HQgQKd3R6zLOYs8SAYAjbVm/0QDpjeIowsOCe+WnOeJZ3xrKfvufdECD45DVGs9c9i4PTvfj2hz9wTu/i/HQfRHCVIK52zyFSRbxxnuO6vmyHHeLPnz+LAbzJdc8N4K1jFy11tOooj1JYynkFJF+eR0D5/i4KfvWPHC61ivVbMYVwlXjwAl52AUVdm5vGtoLWUNRBvhDnCL1BF73ptdVJeG8h4GJ9Oh4D9/rNLoZ1kHKRKr/zjubhkkbcm92LVGgv77akSA9ssM1d/c4kur/BmPgceBzRicOj2+cnGOJeVDCsyrBFBc48dV6rW6pM2juKMBWE5MBmeGfn79jpf3R0jOkYj8zzLx+9qmM17lA002ZVoKZVJbYOFbA+PSxJqweXGZtMxL2KdbBO7j53C9SpxcIClm11Lubq1chhNTZWDHSMo92ZmLI6fmExlVq5qmmen3Xl2SQew748bhLv1I0ZrLMlWlaMG6bOYS1++uIJsCkfJ1bq82xDuQPQps+/+2xYgaQUf/LrX8Y6FtRUiH1nVnX8/e9+nxKozqg55r8l7esrjjXvYbkQUKBACQXo4smL5Uasb74Asm4BS67iEK5j7rHbeeiQL3KxV1jXWyREeGNYPIsXnIGLLFosjJceje5SUGEcIqHAWEBchoCjO3zOBcbMyOAVnqsLVC/zuWPpvy3InZnCQE1MYbCuMRzzsbnpEtQBUOYUBJJN0FXk4ah7i+atIPps5WnMAts0kAM+48PxcYzznI8fPQHWZ2MAb5+vNWJrcT4CSjBd5G6BWXsgjcD7uH57kst2Y5XfY+I/x33ONzCyGFChZgnvllaSRxvO+BFj246pIkqVgd8dvo+j1n6cN0/S+2mE5FzmUuW0Z4e7saBRrlQwErOxur6O1ziMw2MU9/A4KvD3MobSdWl2sRj8cHrb0e42So76oAR2vJd4hwLnOMlBCqHLKMUU73kDRG/USihrHeS0Gx/ha03up4NIt1CwKww1h5YUtwaSKuDeL5GHXK6E3OCvcDiuA3AHytjYVUzPl1NsQgpkND4thOXza/A0bEG0Ty9iTrRUgkdn7jAA47GFPN3hHTPIzOwMusLdGyXX0dgIpiF2KFelWgT5YBT4e/63d9vBmbiXY4KfzWw9XX9VxHLdA6nusIYuJznXAxYmE0k2IeymVNeXXfWbfPk9ZBhoYE1eo4ZiOm78HL44AZHeiSok8xDc/z/+p3+IPmTTplInTjnsyBItk5GzdWvo8FQFuNMYZJzPcFhQB+5pJUsVBf3zn34V6wsL8cN3r3lgoCke7Z7LGfEiKrhRrCzC6eDaDx+3seonQKAuCtaJXbinoy4ci/Dp/bsYAlnsCrBm03GKmSJWCaG5g0FkszOxgEBP4XX/8IffYhm34aelOD450Hjy7Pw7Aj1CmSaBp/IH54sa4DH/KOxwpk3PYALn1YdXaIEd8HSFR7XFqVzOpQKGDnDI2aZW+5te0Is/efQ5gtGIu3GM0LjPPB472x8R5GYKfd9i9KxRdYSgHvTGlqsuXAVvfgNU3D0/ijPe+5J3uwAOVRFSw9L7O9t4Db7rBphfxJAAq8FzeECbaOE2tWIKwrjzYAaDY/3uEv+sgGiciF3iPgsg0FLtPnKlaz7yCOh5Gqf7QH3uyx0ZaSbq9TCuuTergdyl0MbTj647KP9MvNhYT1HPd3Cj796+B3oh0FYTIW+lKYwHhktYbP3nOOfquJAhRrRSKoUrvrop1zzkOdEnznKEwZ7i2Z5tbcXjrbWYW5iK+8J4/ABaOuVnR7ybIygsY6yk4Nsgqtb4gnr+03/+LTJrJ8oiUN/FLTZggzIq47G4PhcmfWwOV+NUXMv4hMt3cP0hCHB9diGKeEg+DsW7xvjWU3lkBQSmwZCaNNs97t+lLiNkC+KGrAr13Wvi1i8L/W174iNiAcM0x/1npuenXrXcSosV9Uvde3cMbxrDZVpBwcdxSGd8aB/IlI1nj1ZjcbkBlq2iaIcIWT9msAC3CNrJ0T4HXkORemkBpH1lVnLMAAE+OVnZ3BUXplueh5O1EPZJXn1rZTWebD2OhbW1sJP7HuE63d2Nr3/zm5SDdPycG2xrWEmDEWd4SpPfCquhdiNpnXY7RUbl9kYinZEiJ+wDI6uY9YW5GQwLXgX42eOQnHP5+OmXeJ9pPHoDZRuLo73t1O7iLEeHHb3+8R0wBJhbrXIGbXA8ZB1rnKw0HsTK+DbGyejbSKjEpUvu81hDvcJDwMiqIJQGAySPs59jbXUjVeO3247myEWtuhql6mwsgRaOdj7F629+jxD0k7U1IIKz559AO57JBO4dxqogVF6qxVHnOPq3feC2FTNN/ryflkWOgEa9jqMdgcx4j3N43j3nmEdwHNlh82kHL2BXggNmq1XXT6MUvQ7vYGcIVnzUBlrjAfF0u9vbadL36PIGWnAdpxf9ODxq4ikrqarFERpHxwdxd4/RRZk3F+uxuTQb337/Q7zZO4wxUNY9BsBuAMxHTOD1sqAtR/lZw9nFO68uzHH+9vMV8JbncXjOO1zJey+Rz33OdBQ/+8mX8auf/yz+4eu/i4nSeCxsrcRHoOAxRqANOjLwU8TTrM1ORwOP1T4+QuFu49OR7WoneCaDK3MoqRW5N5HDyCxvuO0KZb8cpkoZa4kdKzJ2m4l337yP5j4GfG4N+JvDc3ImQGkj9HrF50+f4gzaGH8oyjgIaAw5AHmhpgmx+HeMENsVs7G8kipgbHS3N3UGp5JpLDReWXxrgnN2ehrtvI9Tl2ugelO1PG64wGGNp5Hdmxsr8WhjGSG/itM2l4tCvH79GuWYxNNVE+ldgfw77dk+PycBm9St4Q2+/v3XEPVuOE9SPlfQHfdaUQQSNEoPc1NqDhpaX02RQesYXbhohUFqkcFir/P9boU9wsMZfZzE40yjHK6o8vfQSYhuGVjVQfnLictYbVAHBtQblTQMya1Jlil1gZU5vndufiWtZXOKWfP4Exb4IurTlRQmPzo5S96vBFyQI45hpYtcnEEVOxau7obJips4drZn0hPewzN0fN49P6MHE3ZbjlSt1HnPLJbXvYcTKOYEgjCNZ6tGG+/ozJj9D29i9/1rvI1DsQzVZ3gPP3kMe3KXktU+wcTkGM9VwOL24Bx3WFsMA2dqNYtQyYG3ToO2Ogl7Fjsn7egCEe/gKTsoRH6yHP3LURwilEb8ZutC4xvoh4tpXFIK5CvlUbLT+OYPP6Rp5/USFKJ3G7/73etod90B6AQABHpuFuG9iAF/z37F2alyfP50HUW4i9/84Q/htvebLNCXuzcyPM4zOubv5AIuBbcSLQw7HWBlBSozzdncxh7fe9EbgVTGMPJXCXk4ee3Xv/pl4lf/r//3/zNOWkcgotvYwWFkuAMOKrY2V5InH79zzGI3vvv2+yjibbJw2i580YJ6Z7BacOLQ4JlZ16nnosk928RdKUxjZPMput4568YP33yIk53zmMZ7O3JiZ2eXcy7EFJ93cHiIlgAqsFYdYG91Zi7W1p/yGBPw2Ewar+my0xIHPMHZSluWeZYyxnoMp2Ffa2ZlffmVk60cDW4lvLv0HIluFYWLEdfXFkEuuVh/9CjO4AvCHP5+fP/2NbzOzbnP8UyVWFxcivnZ+TQrpIz3MQlZLj8sb5xHEV3L28Od53lwKwQMx08CdwcXWIfhWBzs7ceHvb2UP3N2iV3hP/nJy3j24jHWOBOzc2XgYMT2zpvUu2dHfQ4s7iRpO4v1xHrY+eX5FG5Pe9T5LKd5O+mqMp2Pg+Zh1JcXYrKKR4aLGPIfB1NMITD3123g1ds4gwM6cLdcsnUEgXW4CBfr6Hgxvwlvx91ZaA2OROCqqet+IL8ERQhtLJ2qw3ln+V5HWVh0/GTrRfzln/1L2SF8ZxlB+ot49vRl2olXdw7mzSAOP/0Yv/lP/0Pc2o6FcerhjaxAsc/M+3DWqK0sWvFu38AJHgzv66Zc7AD34qLPG55/lKruc8DwVK+K0vRQ9luMxNnAhLjwC3iZB60g+JVqPtzcY6FBqVjjey8TcqkA2a4HQuIToNMV8K8McsFzA8lal0A2ENvFRRPjWMLzDVOAYhJZcvf/iyfribJs7x/E4P4B+jq20jK+jEYCCnIE8rJtyubXDIrpRiY3VN3jjbYxEmfA0GugrQbMSeCLeFU733cPd8INtBetc57BKHkm5pA9q4qmaq7sngbtXPCMg7jN5KJSX+TcysgjnBTvN4MxvcEL7X7aiYXF2Tg7P4vhYAQCWAXu5uOGfzfldqGB6IMgJsqxurIWz549SR7cs85iwPaQoTRkWAUDXdhaVyxaymkR9g0wdTpWZ2dBIdmYx1H0PSuUtwTFusOo2ESd+Tf/5p+noUwWiNqhfQV8PMNrGLFxGI8lQNvAQYcYff/jawStG5999iJe/vTzWFpZiadPnqSXv8L9b3/ci/MTQ9oFDqcHJD2L/PgkWHcmdS2MxlAKLMkQnDjQYpRm4+DDQZThPpbofP/uXVxaQ4rwWBJleLgE1LrByi/CKYqViMWNaiwt11NSfjIL0R2/SUnp2xsgVvCZ8LcCXtO6RSNzVvisb8zF7NJUXCEk5dlGnHUv03yTLH/v4GQnzk4/Ret8B8G9QJivgMET8AF4AJ7P4bAWE+Bsw5gxkvMAAP/0SURBVL18iwuzqUjbiKoBmEqxinDU4voSyIgylK1w4ed8hiqK3QP6TYzBt4JnKjZ4HgcIYQmX1niH8Yepcnz4bA2++vaP8fu//9sUMLlDwAYpqZxNubgMHsOgzXgGD4pQTYASLFio5Kt4uhICmQlXBSgI5XINRQRgoallLl4v3cXi9+CMXee44i3d+1AHjjodzEl1GrBL4OXS0jqK3Y+zM3swSxiHlTg+vAg7xqulyTSbx0HC3q8VK1a3VEEY0xhhG5wNWt0NBzyXW4k6cXWDwcrVUnDCNI3VL+P8Mg9zfAa1QVCFmFfwOwM4RbiyLWuWd511gO/AOCeEL8xNce+zGJ4W/LAVUzNTGMHx2IILPt96xPk/pC6qUBt3AG7vncRJ+yayU/MxhMDfo+hVDIg5uWve5bp/ldJadvLoHMzpjt25N+IunY97+q/4d4eE1aZmYgY++Pj50xT9f/PhYzIgrpjWObkoZgpFm0eBj4CmNQR1HORxj7GrcG98Ae/Hc6PUjnuZxgBcti4SQsv8zV/92SsxeAVFW8U77HzcjitwxdLqSoIDDbygixpPgEj2/gknV1aX+b18fP31d1jJqdj+sBPv3mzH3/4PvwEqCD3n4ttv3wALj8HL3dTy70rns+4g3uzspVKx1vklSgjBxsKV8ZJGYA+AfCfNHhfVjy5QyLVUbkJyIYi1qA5znaoDcfAuL5+txy9/+iQerc3E+iIwYgLri0JaXSPJXXIRilb5qhOPHy8A0W5igFCP50t4lFGqaTTKaGK3itW8vrpA8caiDKwz0qny1qen+DMMBrzqFusONkI4StHg93tYM72766NtsG2iqBucSx1v4I68pDw8SXaiGFOV2WRhm6fANAyPwuD48ub5UdqFd3r0CaFtxeHeO5SihEcuAdWAS0CWLJC5yDO4+8JC8zF+labqacbNdL6MNS0kxJGvziRYbflbt22vnVU0mVTSZnSvhTKMMFrX0AcRxAgBqU2DUjjTm2EvCbOVKE4pcETFh/cf4+b6LhYRqnOU4WrQ5zzhzsC3OQT8HvB1cHKCpx1H+cop0lvheQtwuHHO2ZER0oQhkLsNBzvGy3h+drs46wVLlwoXDEbJH119x8EglLfJyI34hqPzZkoN6BimuZdiUXA/TEro2I5SpQglWkUmgbfIUw5j2Bnivfputu3EwekVBp33wgCZXnO3oNzcvslPO/upfWl+YT61NVU50w5/T7ojP+dBoRngFdAJwoOxnIgcRnXv+CQ921//038SDvc1oW6T9+7BAZ464KoXiSaYKjk/3A++FMM5TAEZI9pO9W4nmG+vaTcyf/6Ln76y2NQawGVIsNtq3F9X5nIadS6oyGFhESyPckWZfXUdNPnvf2M/3VG0z42+deP1D5DV8+twd1u5MhMftncQWnDO8CoerW8kRT3gwF115VCeawRRi1DEApW0ZMtraeaIM0TX1p8AA65i+9NHlMUWqFpc4Fld6jkmXAFyGTCqcSHPHq/E1ircMS3Jn+UAhyh7G85VAlYixDGI50+WsZoXSbHv8c7gocQ75JBZPIqTo61kcS6mg5Ws3pji81eAWyuLC3F5hcVEofJ4t7QklMupZvOcLcKMMl2DRs/aZwipfWJ+Lh6Zb5ngZ9wF16jNw7GHdr2gvOUE7WsIzxKQynTHvtD3GCP29rt4+mwzth6vY1U7cFQEGi88yT/NMeql+giR/XwGqooIsZ7Y1Mz0wmLMYTStMnFDrg3CkxhOxwHak+8SlcYC8A52byGF805rRkDxJHZN2KdoOdUERsnBww6qNSJdAbbK666v8XZY+hms/uw0z5RzGD28E1jn6Ht3ziNfoKZRrPJejkZ029QhitEGErfarQShLaWr1RFqFO8Mw+p4S1e+rcwtJOVzN4hcz0Jtjb5BudWlOaCp8lhGNmwCHyBD/pmlGBgV0EcuPxOtAc9Tm0uT2M9PHQQFt+S93FBk6P/d63cYRDwwCGIHumMAauvxBt75DpgMXx7nBTS0KKyNu9ZzWg7nQKrb0X2KL+ic7GY38Gf11P34KDUTyMEtFunjZC6gNoucidU1lp5dwuct0bNJ+uP2dirfc6q41U+Z//W//69euVbYSNkc7tvomMsmZpdmUZzFVEFxhbbWcMFOruLxE8xIVf1jhdQUa5LeahDblubn5rCKmdQB3wZ+zcAvnm4+xrpxVOPoIwLgPgRJrgNMLRErYS0c/jO6y6TDE0J9Dsx1LsnRMYeJ8jUvBnHAv99w5FfXmQR3t1HyFJ5A6KybdCzdHfxsjmd3qSXMNsZHl/HTL5/Fk8eP4mp4H6cncDKskOMErvtAHLy/DavVqotmJuIIA2HyvoYAbzTmUtmT8NwIqFt0DYh0scyOaDQ20hx2ouvIPyEj8MacpV3jDYSs0wGWThRSZYYzOMeAyC9ebMXLl09RlGsg/R/gQXsxwANZ03iL8egPgX9wmwsU3XySuUUoRzhPxDpWx1C4bs2pXzV4LlIU+0fHcQlkdjOROyomEJyrgc3TD1X56R2BiNPAJnNgE9CCjc3NFB43Iiq6cGSerUBV00YY2wWgutFIjdn8UiNV8VgjKvqwd9S8q93vtqVVuC8cBI8CHC0DIXmu60tu+nYytaB1kClhiYO2ZhG8tfX1VKboPvkKsuQYDccC9q66wEgHGwP9oEXCQM/9888ex8aaNKcDRJ6N5y+fJYNnTs2xkhxBzC5sAq+tLqgAoVGOtumRYYppmG7R05rqclsu/4Fi3qRxH8YKbP3KAw2LUIk+36mBGnNArHCfD3fVtbOG3OhsoYRFEs3mOX93Itqdc35dgAgnMf5O3tab9+Px5lqKUVjOeMVzOox5APF297ylhS41ukfZM//d/+F/++rk7JgvOEmJzhIH4pwXO8BbJirxYi0s4eFpJ1Xa31wD9bAA3EX6ZVe3CulcEocIccz8tuPuulhglBXFXFlYSikDx7FX8awYC4SnGDMm+/Go8/w9t8ueYKVs0P3x7Q9YIJQZbpnPVuPkuAVcuIvO1S0KCrHfOYud3XNebBwocQKkPY0LrOXB6VE4XsBNNlaOWAfqbMd1oPXaymrqR9vZ2eb8rXLPYJngNVNFiHgNhc2i6PscELyBZx4hlGN4m0UMxCIey3pOLeHDHJRu4k612XIMxuAvaZr1PZfF3wP6OVbhDqjn1GpngtrJYUpCmNa85Pn33se7Tz/Gm48/xrndA6iYezZsxh3AF3pAo1u1W9g0gg+iJDd4YL3VFPA3pTn8PDyKJXQqujM6W8C8Ec9c41xzOQSF91Oh7QYQErt8lL+GoRyE7U4K/CkQ365+xwR2R0B0ftaJ6MNrvP7VAMXKRsXoeA5ozu1mJ0yL3KToaWGyjBHNpgbUDkZhOIaCQVtctXa0fcIZYJQRYHfnjSHP0xj4x1ur4WDnk2MLLIxsAi0RyE/7O3i8Q+77NhYwDFPAynkgnrNAp6fdagSF4X5dCOsQ4jFRC8rguA9RRgkY3u4PY/foYe5ov9fDSMKVUcBkcFH8xtyMaFK9SkayYNM1Xi0PZ9NQOUPHIgQVegL5dD6qDcQ4ykQBsPPITQF4u88zdOH5uiMj3dwgHzzVWIAvPnS6l9ARp7s7rsQhZmYmuoMuHnUSZzMX7oXoI1OZxy82Xh0f7sb+9rtYm5+L7sV5fPv993iX9xwkFrnrqPdAaCxcdm3XGFAD+MABtiCkqWIAEm7QwMG2MYYCckGZCReB5BO5XgcaCfH+89//RwTqCpi6kCpTTFGcHR/F00drXNY9lqsLTGzF5pYLQXjR/aMU5i5VpvEIndhxmM8APJ+vxg3Wpmmx9u4ZUPUEqDXkRR3s6ohAKw7u4+2bjw8Wp5iNs+YFMHKUupbrwNVx3sMSrHzR0RpAoyGGhMOawDpARaIE9Op3OmG0yqnJ1k1CH8KNQwpADiE1/5YFBnmR7Qvgx+UtHJj35pAt7BXjp22znNclXu0aIVWIDjjvKyv8gZZOarMf8JbvGQEFzS3aQWG0E41PUU2FR0tua4yhcEcdFLhQt5fX7ZK31QXvncPoHNvFwWdZ8+hQXYsBzEk1z8/xZvbWuZbb6dOneC/HUeDBL+FG8FkuN+yhtORQ4TgFcYxZglh2V/wojo/PuI8bEEMxzlH2S87aQgWnvLWBhBMYtS3uem1u8WGvAla+jeIf4yWqjVo8fb6Zmo6NpFv7WSzj/fCoZeTHxuxxDOMEira5MAOdmIuvfv55LEAr3rz7PuXa5ubngdLF5E0seshxRw1owgjDYvCp0x+lSKslY5DquAVKT+qaLflHUd23qGNxnpCKYQDItrNSucy9ttNZZFHAeeCwkD/G72NgxB1FdM+GdZ11UIaDnEQrIgj3hjhg2HmnozGpTIV7MCj4cP+w/YQyGiAKubUTFCrFWhQmitwTerKyNvNqAhw7QJmerS3FLbzGUPEifHAGKGI0yy2iJosGWEV5zGyjkvIsU3iP58+2Ym5uKi4vHTzai6WVRszAc+QXDo913PfS7Ezq3XM1NeYhRZlse3F3ukOLrBS358tua7sTChxsG6v+7t12vH33EQ8Mt8LyW6qWcxEontEuDas/Lnuu6rKhaQwOuwjXGkPYbxD2iLdvt1MuUndv7SFAKOX09Dj3XMxgCPbH8xZRJvvZFriMGWDVvUl+IKZcyonUVgp98eIlEIZn2v6QakIHwLouHkJyvz6/EoPWIJqghPxkPtUAoomJD/7sy8/SOHVbXVwv7f4JjpenHY9xTG0dYchjTOzocHqcoy5s13HHYK1cxZPDU0EPpgm0DJZJuVn3Bug14O+4/MTpWkb1DEY4hqLPRfdax1HJYqzGMRacuYYzbWTCsS7OzSKStyCBu9QqNsQwjfyDsQm+R2P6EHAaQxhvMEbIN393DBiMQeKZhVXC9kkMj1HNLtDQZuqnzx4lz7UwNRNtrL7cWa96eXcVS5sLKBAeCMVwRKIr52ozcFCXuWDETCst8O8Wv62AiJZXrQ5C2eF9AyDcJWftdiangU8vTsdJu5fSGHZVDDAOuVwNI3wVJ/D3IcYUB5kqinoYlzyIwFXYPQvnMWDKis/+UDw9SrzaQWROIEi1tihaDnl0uNPsbC2WFmaTEtrh4co6p5fbfGtAyYYBDReXF+fIrLN+KtzJAJltzAJr0SGHfDmvZ4BhNDV0ew0V2j+NXqcXmX/2Nz9/ZZHtVfM0nq+vWv6QcPHWJpCSv1zGSzmduQe0O8Ny2b28utiIaZSvjmAZfp7iwBwkOwfJX16ZQyHrEO0quLweT548ijUU2PxZOMptoZE+35xdHkuewztUyrlYXJxNQut6pwvwdqcLDLtzPMUEBzMeC6tziW90O8OYmuGCOy1kBMK/uhD1qXz88ifPY2NpHqEej1Hvjn+i5MDSZS6tdXaOpwTywGA7cJPtnQMsJZ4Szlks1ZLyyxNKeIFJoIQd/n15QC6fgkUOuc2BQxxAZDChi4W9RymFzffDUczjhaawfEdHZwikkdFKuFDyn//1X/HKw3j342u8WJ3LxAryTO4/wLzy2X0EFmOFVbfg2pmlVvxoABPuAXrcAZ8sOE4T0VQiEESPy+xfnKXE7vr6Rnz4sJfGWvj87nbPZ+5ipVGKtTrGII/1nYbLwTEvgJxjePsMCCU/YWUOwgY6cBSiypY2KiGUDrPCmaZcqMrppC9zohx/gsiW1SkHcigjlkJZhw75fm+//yEqnNvK8gpc9gwIehXneLdZ7i+Ph7S3sIz3atRrOiZ4l9PnEETOv16r4P3mYhqO2eqCGBwmzM80EHZ3Qw44C7+nxH0fnoN2EGR7Nl12aRxC73IBZJwAhVlMIcT1LguVqaR8er005xa5sVlbutFqcR+8k9VZGiNnvupt5W0Z+GgOGmV5ZTFfwvM106wcjZDG2FSVfYst/v0C2tYHiYzZ9T8unTmE6y7hGXN8Dt4aJb0FXZgTHg1socPjcwOZX/xi81UDa1bCGm4uLaJQ1bjH4tpCkeEBHaum5U1QhgefxeVO18w9aR1v0wxHR7tZOe5Yd+GYleQTWKoqn+Xc/rJCCaQSckw1pjlEOCTfcY5VSsENoIKRNGse3Qfu8B4LuV2+WEDI8iV4CIfufJSzU+fXNHDf7l4bxb/6p7+OrZValLJ9YJwTobuRRQllLJNA4hn+ThcPsQNP7A8z4PCIs4s+h2yVSYFLcNvQaQq86EW0jm0Ox7VXCtzQQnRcgL2CLsT0Hey4tuevz8/k4DvXwgoUGZWNvf1D4NtlMjrup/juj9/Ep91PcY4wKkgTKG63j8AlrlWEc3CsGB6tr4ZJ3btF0K4ve3H4aQ+PZgAh4vj8iM+XaWLxuXAXmD7d3IiV1TV48B4eDwVE8At8bqkwhjFtxNOVapQnrmIO+HeJwTvsNSNTycVNv42g9BCqCQTcXjaMHR5PNGC1vptob0d9BK+coqHu8BiATNoI2Tk83Q52HjLVm1rQ3eDzXVGncXGMiWudtza3OC+oCp76BgdRwpM5Ya6KLNQwEnbR2Og6QrY6GFM9t2OmhOsOgBZmmot2dd0lXun2Pss/H0a7HwLj78ehDlbz4HHuMbYOlhZduFTI2TLr6+twe+t/r5FlUA5yYL+oytfmHTxDFRAgw2eC9OCE93i2SRTRTbpZjIAQ0wix/asO9gX3ptGLl70BZ/4Jw9MHniPLKJjoykVCizMLGOtInRJVjEC2MJFy0kXe21RbDuW85VldI762uhyZf/uvfvVqqTGVhgI51sGBqq50clqVXMJ+NgMIjgZ3xbFV3yYuu/CJ47MmD1xJ4X3ncDoS4h4td2TeJZDEgAWGMo0Ad3LzBdAI04l1u8QiY/1rQBJMnAN6nSZd4hKdQuYBoOFR5FBs8PRyHyaRyYHwWvx3mQO6vcaKICj3V824OHofk+NXWFEOHys6D8RZmanGE/ik0KXIwZw4IxLPl0XxXOfsQCT3zhsOdnBOh/cQlvTxejcIkcv+y2B7x8o7AiLLdzs2Y219M/EmW6UcW3CHp9JLaCzG4G2mMWqTxViEuwk9Di6OUxH5BVzIrnyNGPYnlf85A8eAk+kPfy8ZMGyjhdsO+FUI5KlpyhsGTshksYTR2ZRXwoLIZSyItpxOOG0R9XxlIpZnJjEevWS4Blj/Xby30dIadzjJe07wrPd4ox7v2+e9Bty7JXwWQYyA91XLu/g59xg6fkIDc8kzT4F8ynC4w+1tnhUEAKqpY1ws23NnhGvmrCqplmtxhHG+RV+zPJczVbM8r3nfMQxkjns2QmsTgPlFee4OEP8WVFGfX0CAG0C9Je7+Pl6/2eZns6CrxdT6JVQvGoXt38ZwcJuKFLieVGRuHi5xPKE1v29uzxGZLqDVkbgpGLOHIckjs8gcv/IcmujFul9lb8idmqhXFi7OHA4MbM0A8aELGibjFU5gK7lIFqoxXW/E+uJazBanQI7l+Oz5Y+RlPHrAYTeCTfDeRY0j36kSuoJBKJ7ZWq++Ovz0IRUse1G/++aPsX2AV7toxhDNdwSADYpTtRLQp5tSDWcontDX0fQbj56ll0yjEoBqrnO2UsSeM6dK33o4juHDnbTwbo6Rd+SAQ2ptX+njYQbwuAKCMAsssazJJfm7R4d40UmIa4vDwqpB1qvAlaWlKeDQDZzS6BnkGs80V6+nooE8B+kYjSKW8eIYS8wFTPBOu2etaN3g2TBTPXhfCW/lWHg32crhDNfLgVABvA2HBKGfnYHwI4C2FZm/ciyh9Z8iAyOPjqkwT2bZlpa6g1CoRI8fbaWWIQ3Oo42tNLXsEiW7wtIrOObvLLN7jPdyGp2rzyy9ckSBhkuvKAppYazM3VlvmwXyTWqceA7zl05AG+fvuCUXNpui0oYaXNtlDg8YEI0a54m3U8m4gugBIVt4A6FQLZtLXt2ez2uNZK6A9cfI4W2Lebwed3N/NUTJ+HO8vHMue8IBBNAgVA3D6BRqp247HoKPiMW1dQwMRolD/qu//BexvrKRSrJa3WYcNm1BcugSmohQZxBuBwxLQbhaBBtPx3OZGHd6WWN6Nta3nsAPl+Fnwzg5NuKNAKNwNTi8wSz78VL7U+sa+rKSiiZa54e8O14NXmhqxoWk7sF/lIYXZ2KA/E3g5VIJI3Ltg49z3yqfk/6MJNxzl27dle+6pNbZL04IzAFx5xsLKQrr+JP2pSM5NY54NmRX77extB75u/GYr03HVz95CUTuxu7BJ5AasB6jeY83tYlbuWlBGcwdZtZWyq9MWDfgcgUeZIC1cSCFymWlgslmy4PE/SMOz3As9wRetroELN9wnfU43vEqpuz/4vf9n5O207ak/eOY5KAWZueAEL1U6K1lsYBaxbuETFtRcs3hlLA85vQ+AeM6CIt3bpWCYXjrAcdgccKdq0E7jo73EDxACxap077GI9/G8XGHny3hvQqxv++aLD4DqPI//fbb+GHvOPawZKhGqkbpIPzCa42G7+qiGaclO86v4lzQ8RyQ6mGPnYXZVswYuXNbrFawVp2CmGPheO9Lzs/J0q571sK59VaPZGf/AMN0guEyqTy0eJLvGAHltoBIRjctAnYkRgYBMQ2RIDlC5CAkw+Amxm18NoFuWsCCbM/b8LcmQxjnvJQKyupMHGtUO53TAKfEAkbLUX2nXPgJgtTlmSrZyajDZ8xVjbTECKu1uVLO6z48E1W+vbqNGyB6dbISp4dnWPgqhmCWc3CWaRfvOxG//uonwHx3/0S8/fg+7oBUM/VVzq0c+Vwpvvn669Tjly9OxLtPb+IeZOMmXHs86yiw9cPudjdoZb2qQalisca5OrgXY4NRdOmJjbPe/YJ7D2cd4wjaattJj7JzNzc802fPPkPv+NmjPf7MdXGtNNTJwusGqK6EEXY2kLsl7cOUUrmLw5zoJH9WwqMp0w5j7vMvBnXSYlaMgvWpJhu4mOQ5TeqvbyzG6dl+KkObmp7mc6/SVqTOaStKKOr+zg7Ip5mKBVw3PsBo8ZdjgfftcQ97B8cxznm5KyPz/MXSK2ezLPKgKpPjCeybOocHOfHL1iSH0dbA+lbsG+52Vox5FLmL/YAO7e11LuLFk0d4ByyIiWzgh3vLD3cO4/zoNJ49wiVjuS3otj1fnpDF8qWZm0CoHEJgbtB2EJ/B2kYxv+VUFgm0Wxzs6QkwE+oKlu4DJQ6xcifn/Owohxd2pJ176eq8/H389ndv0jDWwkwj3uydRQ/4MlmeRmmL0XTEIRK3vrSA0o3iHGskV5jAUFQwDAp5F2VqNbGAdm9giKyAmUSAmqfnCEoxZvBi1jYKO10jlkqVMCAu5TeoMjujIAGf8aKv333g4kYIbj61unCdWMY94L5FTSkrwLOb6wQCo+iGyp2YZvjaogb/+xLkYU2opL8PP7KO0GbPtBsvRZYxHnBvI7CpPy2lOfJR1GPwbF3+nsnoK/hPHZRglc4p79jBI6vK5mmdCdTvXMMnMR7Ttuw48r+DsDtGo5B4rp5r7GYYv/jy81QtpAz8+PFj9Efj8eTJl9G9GMSbH36MT6Aq9/TNg1hOzveTIVlfW+IzxzkLo4nuBATtYMTKwN4c97KyshlPn7zAuyG0QGd/GUVfWATeba0lTvXd919jfHeTQep2oQrwOxdgms6awcuKvpRRz80YxCxy7eiJLgox8485aAd2cYDINT4PmUwxjxTD8HxvoRYoEsZ2dXEe5QOdYKilSBc2NPN3lpfngeVu2S2kFIR1sjkU6gY4PFOaiu+//Tb2Tx4chCWDNgQPkRWripyaZgHDHNx9AgSQ2Xg896oK1BvHUs/OLsSPbz+C2yHrfKDj4O+4zCyk3vRC5u6hlAiR4eBu+fCHOkI90wqHZC2kYwDsDJjEuloKlRancEBWplQRCCOOjqR3aUa54tAkt/kgBAh6FitU4fccg+FsGCdLGxSx32yEgtxYVoVSZhHko5MWF4sFvIPfwPJ3D0+xeufgbsPL43FychpbT7Zien4+Ph2exxjQymTpJcotxJpAqJd4Zl4kTjhwhxhVswg0fK+LNzZVYkTSMLb+xqBIEcv84tnzKMOBnGq2f2IL1FiaxJZG1HPQ3CvvdpMqScoIj0GT7d0DBKMac9PzeH6MDhdzgXU8bp9FDejsmbqDAD+fEuRGfY0Sm6AWxpkO0dNyuAZPuSugNXzH3kv3vw+xsq3WCYjKiiBbX+5iGl7SM1UBHN6HThRqcBOs9RBv7MLTIhDyAv7qxAPPeIY7qeOB2s0B0PYGWLcM93kI859hUF0yKTQUuls6uLG4iLEyoNTBw17GYIQPu4cWpPzWFQYErnXbiYUF7hjjYPWOPN6Ip5uCaiiT5+tk7WPuyuCOQZzC5BiwsRJ5qJjlg/I2l58arXKBzyHUxNTSLZShCBqzqN29C3J5kVKv7/hAZAkFstnYNICLbdytb7nlo8eb4YwdjabFDsY8uiAzkZY5Pfn5NV7Ons8K3nvYQzY8V+7VZZ4ubW3UZzEYyOToJhUydKEhU8DOKUeKQF92dndiAkRTb0yl0s2nq+upL9AV2QeHJ1FFXkr1GbF3ZF5+tfpqhLXsIwxGrpxpb5tOETippzK/M5G/R/AeQ1qzWOJO+v0eVmx1fQlBuMMK9R/WTGFZLb624DWtlEIQLVkDIWNFiinY4Qh7Q8ImP12hVcYqZHk5Jx47YMlSKg9mgt93TIU9gU7ldl+3ozNwCzzDdZydA5RzU1heZ3cAmzlUc41GwJxk1mmdxS9/8bNUWrWDp3RKsoGTMZ7NA9ZwzM5WE6w8Pm3CC4FOeDCT0C7hsGRpHuWdqkzxuVOJY7lz7sWL56lM76J9wfsNY/vTp1hzajR//+TwKAVRXHoyi5A4s9SZLldAWM/MyWpyuzYQOusE6Qk4FyT+HgF1ctctwsYDpoDBPR7Lhs8FFMWdFfJiV5uZrqsUctiNmxTxXJytp0CIQmcnNj+SoLx755154nyflUdPU0dEMqacaVomirWXbsjfPeMqghOgEuG1ltqllh/ff+I84IEgCZeJegeO1tPDZhF2iy8cMnWOMIN9EdrJWF1w2WYzWr3jGMsCHRecFo6icuamcDY2NuOzz75IkUcDJ/KvzASemru1w/7j+x8w0q4tR9nxoGfu+ud52yjYP/zD18DJcmxtbf4jZ86iaOaOH+5fCH9yesDdDhMUV+GKcDSNlQfjrB23+LpOz8opO0yspnHTl4HGR4/WY215LsUXxuKa925h7+CUKOll2w1VcGGgu94bIY/9w71Um+xcHXdJuqzFKQxv373HI06kyiXzu9e8l6kIo6emcwyEufJ66+kmHHC98Grsrg8/acdXn38WPaDWHli61jAsO4z7LJ5x3qm/0yn4cXoODNRt8/9iFUiFFZvAKjgkaIILbB2cABfP+LPJmJ6bS3jaXQ0LM8BbrIXj+KbnZlK+rwfJ7aJ4JQT+q5dP0ssLR1o8qKMjFJj2xVm6cMuEfKmHoTmgcvhJvjKTxvDdc8LOXpzDCGwiAEbwrBF0DOBFpx37Z2fRkkzDbQT7E2N42OJYbDiKH2s0ma+kGSUgYhTGsex6IOG1AZmiOhHTtUpql7nGIM2lxSBD8P1l7B0eJIi2ubEBtuF5U3sRXnjEY/Lrs+cvUGh4av88ckU85KT1sPwBiqmVvhq5vrmVAjzODHFV1zSca5LvzvOejtcr8HOWvpmGMBIq1LzBk+BqYh6Y5QgG+fIAi6w3q3DJRX7Ncf6X/NxEsRJ97kbDZp2nHRKe56T9ghhHgwQOysLOp5SRqQIDcG2EDv3iUQ2STCT0kuFXFcEeh6teX19GGQ9sMMVa0fnZKQzqJN8xHrnSXcwvz8T66hJQfxFuV0qcyzzuCKNp5HUfg+UkuBvoRg+FH+DpLXLmBxLks1ro+o7fByFsfzqA/xnY2kCxsilR/lA9hTG+wCmAaO7CCXL9RH+sv3U/YzZ3myiMiXRL0szVimrSAh7+Wzp12b3gnxFfvNzAqPGMXSuumkDSh+4ax2Ne98egNn7XRaysLWC4+qkCyLake2HJrRt4y8h+N75//QOOBPQF5L2E/xkxNXp8pVAYbJyfjV//+hdpVmnmT3699sqksUlQ6/QsGcvy4AWDMnCZeWBaqZzFa7XwOJBwE+AI2g1WY37KYU6DwEHG1uJqNBCc5fm5VJ7mokkMUyryneYwDDMbfbKXy7SCA21npxpJQA0Hu5NgGq9rpGsfV21PYuJDSECN37cT3miTnGx1dQuBu48f3r1DmJF7oJvec21+IXniQecSsbrHAk3H6w/voq9iXBphw8GgwC7z/9lPPwc2L3MZ18CfbvLWO3sfU6mVHMGtPb2+A4hOwpVf8lfLr87PjmNlfRlFmgC6WjTdSXNe7oHnNnsaQndnhaMzHGtvKkW4Oo0RszjBWtDrO4g95zxdr6VEs0EX71CoXc4XgMHjKYpaAvLaCOx3C1F7oIfASOSADKaDhJqORfS75ZFGjdHhmPTM+Pz1R6vBwcd/+sMfseeZ1LlQgXcJkTNwYn85Il1PurAwy2c4qKma6hTH4cP2txkcMZLqBAO7PTy/Bj/jPoganqLELxGB7UGN2VmQwEP3REahwFsvQGuE97hd7n6YiuFTtQ3fdXhk/vgmmt0BFOIf286wJCq91OQIWiHjMfUwkQGO89mLGFgRlIjACpbj4/OkvDejITC0BVfV8znmfzPsrD87c5clDgZ5NQjkIh4eFgQBnEfJneYwmRshKzoTi6uP4+BoG1lx/qshKejCCZy0z71iPR06vLiIjE+VYnd/B8MNzMSAj/NnLnM9P2nG/v5+WjZrudo1PNbpBaKc2zFeDDjriBZb1nZ2PkXmr/9y89XCTAOrnYETzWB8IO9T5ZhbXMESXMaP776P3d0PPCQvVsHd89J5HqzMASxPT8VP4UQuvjd3pZu3VEpFkxudnbdTq74NjdYvLvPgI/78BAJb5zvdUOoOOke0udfvu+++T5HVSbzgCZ7PihB71uRX5mjG8AoXeM3T03OsbCk1ChuiN0JpZ8XG4lKAw+BrtrQUogZHev3+bXRRJou57xEqdyg8f/ooecy93f1kEd9t76VhuHafT/LsaZMtCqCACJN8Fydomx4wd2M1j+VoLfiGdZtGSi9bnVTVsg65djiRw2mdDu00t308v42cbTxGs9eMmfnplCPqw4lusIoGIlI+CpmFjePBB6mqZXV2Hjg5mQoW2lzkKGvE0kglMDNXSMpumkCB7WNdnC7uVtw7lNWayyl4aGVuie/vxKeDIxQD2JZBoUUN3FjApa36N49lF4krAqz6yI1PxDHnUsD7W+rmFLBSHu+N4bCiSS9nG5CTBrLFDEZQKGr3xWTs7e1jlI5jcaWeKpbK8MorkMc5kE8htuPcSKewz0JzUz8HJ+cYDwwDCmMArALsNz01xrdgitICGbf12oRsJY6NvKZoRqCktO8PhGJbltu73Hacz2IUQDbmGFudcyCpdbQYi/LDiMA7PO5ExgjpfGw+XorqlNPLHmaDdi/5eTiqRk3kdj+ciObZZXQub6IMzzPt0wCCmvLxs+XmKiCuDb5ejQEQ1RH665uroI423BfUdKcSRsxwXkZ/nchtnMHgWuann9deDRAg5ClWOLTe5XE0O5BfIMfK8jJfB3e56adewRfwMwuHJeFP3T2OK52FCO/tHIDhURS9BzBJj2QY30WLBX7fbaha2jzWydkerj8zkeoGmg8fd8KJyAvAFMuKzMUs8L09PKK8IYtSmKMZYOWugLOlEkqAJZuCxLaweHpFE9JyNCtPDNa4ytqi2TqKcmEgAvdwyd+dRukfb27GAZbrzZsfgTsQfITRUYXuRzc87WJ+4bEzK/UqFgvcoYQOkNWyLgI/07g6PMK7Tx+5PEj7AA+MAp6fnoTjEWaBflrpc7y4tac5LuscznzSPokRMN4ZO5ZvpdpAhFZltYK+wjPMoMS6ahWwgfBarnbBZd2gsE6nMyViMMAgliVRGWBqakHm7wpATTVABmJ+YSWypRpwfhRH59005s8pAJ6l1SXHZ2288VWa2eq4xZMm3ggobBLedJIBg/aFQ5cKKZhUzvNeM5XYWlvi+4DLWPWF+SmMHHx1Au/DfWFrYndvG4jbgeOsIogIbrMXU9NAdpSliSFwvGUJlOMKgHGgtJ0fTeTA4JkRT14+eV2jyga05lBiJ6sd8jzujbAWyPwZl5XKFI2SC11VXNMNS4sLGN9ykheRC7YEr15DgWcxsHgwuyTKU6CKKl5/BSORj5Pzj3iqbgyREQstEGPQ2DxIyplCBrzKqYl4qjEDzBjDg9X4PReuIiM87SEo7/7Orpv1ONjb5T7dFeEkAt63ADC+dSvXVSr5S4tj4dRuLDb9kvkP/+6rV3qvDNbCIuubYZOHwMucHEW1WI0vPv8C/gNU4uI35hqxubyURsMtI+Cz1Wq4AH8CSwmR4rLRalQIcUprv2zzsPSqjXBmgRxzHMQ5nsTBP246UnDKM3WE5gprZhMkZJhbtC7P3Qjmf4xYCekcYGvOzLVZElrLtox4CRdN4poicbm+YXIT7PK4GlzzHviWQ3GKcJz5+aX49PFDqhd0Pn+xUEyR1j44Z4S3LfKZXrgLOBxvWEQZrhFS6wYTdOGJnYIluRema4n9TKvxzVd52UZP7b0zef+QQriLayzd7tF+uPfP6omrYQ+BlIO5OBQeBhyyfGkW41Lh/Qw05YFcDbhM66wVlyhkE+I+sFl1spS4m+dhSkKYZNNqguJ4iCs8fT5XRiFuYxc49BFOftRscz8PJXCuARhDae2cz2OwbDoVTShMEyhSp3mKsM7Eo601aEI37L7IAZsu23BYDKiFyDd8WwGOz5Xzvte8p7AdD8idWjG0/mgWDziFQhkFv0QZ9BKT3CUnCObWY+lx6/N2mwOjEfr5RiNyGVw5sE2ouYCRdlSHATh7mf743VsMEN4fL296xvB/BuUzAjqBsZ/CESxCAay5BZ5gj6yaQgbhzm59ymFojehqSG/4p/vbLUToX3VAQZ9S3eigdxvXVyK5IvqAkbhEhip4Ur7nygT/pKbnJgV23KNpvnES2RLlWRC/vrSSKnncDj3dKMZtBmwwhocG2mg4mvDBCe7XhmDHedhhkvn3//rlKy2mifRGvRJlNDaXF4Q/lPg4wevRxpN48+23WHkFzoJVLA9CO4GwD/omjrOQzDsgG+SVyx7XdQD3rC65AIbe8Wfr84spSmqZkNpv0COLgJ80neN5nLyFMMXQrgN/DVU3gaFaLaOlQgrhiFONrUN1sOnS0hKHivfp9lKOyxrRWyxN6/w01eCdtJtY/7P0XU7JdnXUNgoop3EqtfWBU9NY1/OLyKFQW+uraeaJn28J2ZWJfEh+VcUAFrs1aAGeM5nPpUhbmm6MtzV/2sZLWSicBapfwRNq1TJQFnh6ifBjDA6A3QW4ca5kfSNKxtk5L6eULUbJTmyEtMRFp0gvz1n09+EUVmKMA4lbNvLx3GXOwzIrR0g4zMgx6/IhxyYaUve8pnheF844I9OIdgflvfN8Un9dAfg95H2czG0xwVj04LEFDMOXXzxFuS2Ju4qf/PQzDNElnvAIRFBBudz2i7cZ9fGseMTpYnTbcrRLrP9VzExX0gIbtybXZjEQuWHy0i7ZsaXKpTRD5GAcw2z5XKbAs+MljKSmwVlAR5eoOqXAyKjeU4N7CjxN+ytu8Tij+1Qj7CAnUYOjPThGZFfll9/VUhCniTLkgc4Nuyc4IyG7i22yGWs7b7m/Et5xAGd0LswgGQAnCJwctPk9POnkDIo/heHPhcPFRFonreMYy/N9KJUlczPIDdwklqAcDow2wmna6OzkII0VmebdrseQH/5vGaEBMH/GjVwraxsghQOUdC4y//wvt17tbn9KWf7V5Tku55QfcgDOEi8Gjzvp88F4RiCGIWGnT9vyMQWMWMOF68V+/8fXCJjk8zgyHFKGB7OdB4rCixWwbA8Q0bEMyEHiHSU8Xwaocw1sGSHEbR7OancDDnZdW33jmAPTA/WZWZ7LbgHgHN5OqGGlTRWFtpLCeZnCQufXWFVfRsjnl+ZTuPcIL7VzcBjvgbp6YhXVNpz1tZWUJ7QPrM+BWvLlLE4T2HbL2/iaNh9ZvQJ88rnL8IguUPIOWG6Lk1E1W1QePXkK1C6mgmnh9xiH7fgIPWpDvocxcHDPZMlgBMKAAkEOgZn5mOZsl2fmYgahGyA41kVao+pyRxgpAg7c4mIdE2KbkEOfprhgm50rcHL76eSlGkxza+5BmJ8ux+ONZbyR082FuOMxj+GwymdsNB5X8BlrcN1Ae6dltxmYd7+7vYoXz9Y5z+O4aB3FyvpS8oCmn2pT5WQ8DMShUjG3BA++HyCEVynKqEAugga4gLgdhy4M7XG0IAASg4I43Org+BTICaTjXFod+DHepwgf0jBbrH/ZASZznr2utcYIrxU5eLg6Rr/Gr4vLXpSrwF4MsikFi6/t17NIQtkqYNh8VwM8AI9YXVlOXM3ttVk439raMww8R48nVdbsHRV2quw3POfZcSfB5BKG6Yuvfpogoi1VztLpXF9gQFXIXKp8SXv4eVZhz8CgFv90Rd3Z8T4eEGO33EjGSsG/586lCqI5CyqGKEYBL2+9debf/evPXrlzoAB8efFsixdwyXw5EePTswFK1095KEt5HJNngGKAVes15XXDWEQJBwjJ20+7KaHqjr2iBcwoqB7Q3jq0NHkVvYg1orxZ5PFgP3z4CFRyOFIlTi8kwH1IeyGmq8XU7vJQ/qWC9eKP336fLMiPb97FEd7EVb/nXKqRSRt7y5US3vgSNQdaAZXm4Kx5fi89AwbAS3Nfu1DbPr0njx3J8FA76U7wk9PDqCLctya1m+d8txG82VRMfnywn2CnyVULqj0HBXcWRXV8vzvsXOx/cn4C5OYiMAaObDjHYFlA3gBq2Q7kwo9UNsb333J2YyihUwEsQNjA4Nnw6e6+EVKCPqGEwHQDNHxGtuT8EwSfuyny776nlTaYtYRE/Ofa2mKsLGCZr+EethrB0xxP4STsly+eRfscI/npIBkzB2aZuLdx2q22OOlwXP0WijtTL8annbexiBF7+flz3qfE52N0UMDCNP/OORnFDTyflTC6IVdyZ3PFOEeW9o4OowGUnyqBPK4zfLZNz3lsznjsHB5FBUNRqebiYPc9j23tZwOlGIWLaCy8vgV1lSZrOIQ1PreUOmjcBmzBuIE014dbD2vEczQcJNTjoCxbnBxNYnuRYxUFjBcXx3i7FgaKZ88bAZ3AuADrjaTiCCyH1NNetkxdWfP5MJjK0rk0NQDD1IYb3zoJIAci5HlloA2MZpPzNH4BY0hysLq4FCfHB+lsbJlKi3r8xc+kFQYovUs65cDHRyexbRT0z/508ZVVKsZ7lxbqQLxy/AhMe7t7jPZn0mLNy6se5HYOKFZModbbPsrBQR3tISx8+cuf/izOhGw83DIu2ZKpPtpuqY+TsFVMYZvRH8x/Sii/39lLe9QM1BzwHeYLp4CXJTxfERhjg4ejvIWrTlFWOW9GcEGgZBduIhQ22uqoCIfhrm2sAGFP43h/FwvfRohmEs/ZPTjG0tnJn0sJ5ll+3+nKqeIfWOe0qla3Bc8tx0+fP47PH20iVMP49vtv4+zoLDXp/uynX3IpWLzOBRdymQyUZU+OLrc/LBkOvPkMgiJMMxpoPtN8nY2w9VmEg18jPMwM0NQG22kuYRaj0MCiO23ZWZ5zSwtAlXt47Bh/Vk8c0QLlUQYLO4lvhdSX4CF2zptKcKCUoxfctZEmcgOjFco+/DUFwji3T/v7cXJxGqfNk+QJ7GiR0wqTbf0qFUEcKMs0gl5V0TkP7FTi4SabbZgeDNqgmT7v3sOoFWJ+eTndyy3vU+X5LVx2hN/JxSUyMMGdAvELwGAEvhBlzlPIOh09oPXvv/tjOrsvvnyG18HzmIZo9VCQfEJF40DBCaDf6sJqLMzNJbg+t7SYKnr8uXGjv5zP3RiwtnsGYugjMxMpwu54xMCBXKYpDiAXzuDmxmG85lHL0CG75fldENclBlIj24e+tKFNriu3SENuZ5F1G0M8wkBZHHHeaabAmSMmrEGVdizg7Tt4wBxITzfn+07XptMa6gL3MLjpRRZD5bylofAUmVjFWU3C7d34fHczljouMp9/WXmVx0M4aq6OYLlx9OxyAHEfYnHwWhxcbcYqFlw3LvuyxQth0SqTZQ5qDOHrwS/G4slnn+FnLY6+jxM8k8qom3eHfLn6EPXyZe6BKEa9zoywofiWPX3accdaJlU5mF/MQMSnq+6TuEtlXNWZRqysbKAEdWDjM471oT9xGaIuTLWdx6qDBEFQRvOa4n+X7Yv5rbSQtE8aKRwMsEiOwBuhNA5xrccin7MCgZ9FCNcWGli3WrJ+jgxwrsj62lpktPgI5xCBXFlfTLkcqyrcWdG6cOJVm3d333knlcHZIqTSCt0cM1jD4tcqlkWdc4btcLe9Sf5a9WEq+M3dLZa2lzxpEa8/jWe0LK7H790gVFn4R21qAhg8AcyXtU8i2Pfp/C2ir4Ao3NRqxNFujxYo5bh9GR2sb3vQAaUgqLU8SgqcxMIvLi8mD2hAzGZTax9v8Jwmjx3BaFrBplRrfe+Bmlm8qcUHdqZPFiucOzyPey8g2EegpQ+fDkFjJYwrXOq0DbflvTN4uhzPdTMeH0ERLuo2LTM+cZegcp2zmUD27vg7uVI9Jko2zkJTbjMYoGn4ajahiw6QtIk83vJzRbirLVOd7jm/d4A3MsPJZ3KfA95TXjxEUcSgog2bgFWEIQ6j3Xb3OzKcUhecN3fB4YMSeDCMksUGVkOZargHydzxy8CPZXJZ/t1eUA2lEFS43efshZbFQg3vdocSD9LK7iIKzI0i/900eGpjaSWebz2LIjD4wuFX7QF3BMUZmIb4auqV7TVdhQILp6eqo6mj8WIqhrbKP41CB8pkM/m4R6CvsUQ5rIAdAaAKfq7PQRVSc+g//P4PwEksENbOIbJTdbgCfx9/lnI35mYqJvA5uh9ev8GK9VKktPCPFrfHITp0F6OerDqymRK3cgE9ZQYL4syYJ5vraQeCvEUgZueBMLoCPMkA4SzWPTw94TP4TL5jdWk1wdtMlg9Ese06sMM8A5dyDug1nuQaL94D2lbgajMIh6MIFucX0q7yt2/fwIvnUiGuo+BHeEkXsbhxSS4xAk4KLxzzf2bgA255h/B2MAImia3i8f0eVn89rONyvKOc4/S0lYoeHM8gvzTyNzE2+YAMuPDG/AyCNBYl+FcBgR32XQt+E9cYCPOoqVQNr+p7ukh1BCVwGerO/iFnh+evuQY6k9q5bHy2esmIZhmPJ1c92DtJ6ZAnzzZjYWU2bQraA0lYZL++3sCy42Hhyf3riThu3qJsPHfHukvrVrNJmPf29vD0i/DTubjiOWzJqlgZAoVxm9XuyUl0uc9aYybevX+bys4KCOF4biay5UUQFJ+77xDkbrjqGzEJp1nfI3MfdqAt4w/5QxFC6/IiPu29TobB/spUdoSgpEJx/qI0yeCS9+ocI4s2MhnXvg05UxX3wVhKJWwCd26olTfyOteJW9KXB6nco5mOk9AIyuOKlTIULZMCc+7t52GgGlcYFJSWH9AQ//b3v02GzS4VxyY6gtL1edYwnwK/vS9HHOrNLy8xHv/X/8u/f+X2zz/+8RuEBOiHq9NbGKp2JqIBAUPxlckKRH4h7rjsHB/iOmqt/whJcpPS6x++xyOtckkIHT/vMn5n5pdRNomsNZEz4PQRB6Lvd7uO1u0EDufWpIWVOQT6MibLKBE8w70KzoexIdbQeylfjePDE7zlbgo9jyPUIyzMyupiPN16FI/XNuOzR0+wqkBBDvIITjdC4H/6069QULjN6gZCNhHtnvkki4OHkceSTmBwHDo7RHGuU3W9bUQlLvM6LL3aePwEIQFSoEj2lFnb6NZaK/l7PJ+h5FpNeA5SAFY6mtA9dxYkmKQGjXHYrr4KLvwSD1OJ1ZUFDMJSCrQ0z/pwxUt+pgn/uIfD6dULGKb7uLi8BfJNJw88N1WNopzw2ooUDJpBHGCPtZt9UEmJM5oqAgePm6k7QM9SxVMVgXROJrcFyOjo6vxyMqIO1pqbg+sggC4lcaHIZDkXnWE3Ds72pUwYAvhs1aJmkAWe7Ph8EsVGKK+r0R1OYGSsl7zEw5tDxVOcNWMJajBVyaW5NLXiTDIUJr+H8NUWnsO11nbY7x1fRP+uHNdjPHN3PA7PrjDcl0npciADx2NcIGuXQNs7FAHswa/LOG/vRrO7j2KcgAowoCiGnquM8WtM16MIRbq+skmZXwh9t8O9AostxWvC80RlzppNC2iRcw3hJYjsbmTuejKqzizNOv0Oq46yj0BjeZUcpZIuyfmu+cxNZF04+REel3ZiAF1tZ2qC7Cx7Ew7bNzjt76PElhXqOVNFVw50B4apVaYi8y//2dNX5rDQp1jfWIopYJOzNba3gQxc8tY6gsvh7X3aRgmycBah522qATw4OwErt7GqdayIuxpy8es/+XNg415K5jdMSCPQWiM9zBww0SilI8wlwrbquKt7/fFmikg+fvoonj17nFr1JdeSab2B3eo2x5r3wpgBL+fjhx9+4LMvY2F1AauVjaPDQyBFiz+bSc2u+Wohphem4hFW3ZaUZgtBWViIJhDqAkW4dJQBx+DkZTucHb6URkygpPadFafwyAiLyeLZ+QYwFcGqV1HcywRPZ3i36tR89NyRcGmV/E08fboBhMzDKc/4GWsYBV33KN1UzM7OAGlteUJguOjrSwzQWJFzuU5j6jQyE3cTQLNVfm8cY2OvWyaVszkD5gpaUC3UI5+ZirFbKMG4OyaW4LQrGIBFEEqFx8XD3wG1x0so7EKszK5H9r4Q91dwGSDS7NQsvGolJcctGLfqxcS0UWanGbQ6ZwgcXoNzN2WzsLCcKESuiBG9zse3bzpxeDEWbjXqX7aAU0co/l2sr8q/KqksTKFdWm4kOqNQ20gNoowB3qmpAIKnsiAuV8ONZasYxLvkDdwq5L0qlAa48vC2dq+dKoduwtakEwzeITz0iL83QP6c5zMBjx+kZSsFjJa8ygU45XIDVAGvA+I5esQm7OPzNt61HTYHOD/VoVDuSTSiruwK5ZyL45+JVgZ4PXPSw9EVHpXPBu5b8N3pQmt4j8aUy1kD42nKC14H4rFh3aUsjzc2MdZZOCfnAfQdwwA0phcx6BhJztr8sjszuxZpV4sXr8wPCa3chOSXt84cSecuuxawrRhLSwgaRPTy/Dhm8FbW1eWBMdhNDqoQG1jokgl3XLuXaY9cqt7g0C1OtTLFZL+LVJIHRCitPNk7Po0u1siwtEW3JtX3d3fj7Y8/8HAPKYNzXkKrIRBeXF7C1QOdgCItILMDg53IJVT9/e++jtc/fs9BNFMQ4unzLSADHqZ9Fr/93e/j4Og8/uKv/yVeMRPfffeWd51JsO3o6AhelId819IvN6JOFBFizsJnMtBoOsHBuPLYMpCigJEyenuOxT7mcw3uTGZHKGgmvvzp4+TBdw8P4KAuhczG2gp8C+NRhWtlb7GyE7XIwWfGR+6bmwBOb8aTjaexOLsad/DufvcOnooi8B3j/L2KkWGrN4BRpdwUvKrK79UQ1ga/V06Kd4uymirM8Pl3QwsrMFxdPD28x8HGVxiK4eAujvbOoRtAR5T/Bm96xzOM32dRRIc9uZ9Rbur0gdnkaXuDWyDpXfzm64/x5lMT7wclgIcO2id42EwsLthjBwTnbCzBM/izujqPQpbihLMVnjncavvoNFyaahrCTcDj2VKc4pEyWfgSRsm2IccFGvS5GcGdMGJWkORKePjhRcQEfCsPQuH3jHQqp66TdgxkGYPgrzb3oTc313iKLLpjsN3uQQNcEc2ZQImsyLkF5jut2rs1TeMc2CqKL23qcGcjy+p4bsfuO5g35V0ngeH6Yf6+I0i8j5t+H7RxBjevJmXrIesvHj0FkT2OP37zDUYxByrchGP72Xha4KoF6GM8/3nzPN6+fxOZf/cvXrxyZ7l9Wk6AqtemuHxbexpAD5tb2/xqptmYZXhDWmw44sB5mJm52ZTXsHM4i2JYTeA049VHG2D+I7jTflwhSDnIuRFDuWS73Yqz84twD0QGqDEACnzc/xQ7OztxuL+Xcox2QdgPZ5mZHM7WFfOD5rKsC727d5MP0A3lmqxMYqkX4uOHj2kCmTmtMoJhOsXIo13Xv//t78HnvZiZWUy5xLfvPqTcpGmE2rSLTAaxsb6C4BXgNX0smjNpMvz9GVu2Ekxz8NE7PPsYypk1WpjPQ7gPsWyVlDv77PkSXht4e9Pl7zXi4/Zugod2jlgFZOfHqDuMuep8LOHlZvmniXZXVbvV9gYhv8JaJ4+HwDhX1C6RJbxxGWNlkZaRzyGW2XmXVqlYzW+S++YaoQJymduTp7t6TJguF8xMOPipgEBNgkRycQDPal1c4UGrMUDRjw/xZCdtDGQ+bq8414ub6PCrWpnn75RiD8709ffvoomXb/eQIoyWRftTwFUrVzLjfTxOBtRQ5c/G4vDkGH5lr+IsxhcYX5yOTh/DetKCMgH3jZYCVTt4ket7Dhf4KO2Rk96MLlGAEwT1NI7PdhI/F3WcYvgdiKUcXOPNi/mZVKeJ3eXd74G8M8m7O716yHtbL3phk2y+wMcD21E8B+9qxIf8JbdKHR7vp1jABAbQhLrPa4LfdjErrIo4EXN1qWiAZ7TCa4isKn+mExoo4GylgsHq8N4R7sWwFE3Y76QER2t+/vIrYP5KKlD5tLeTsgnNrs0IucSbNfaZn31RfWUd3eASGMDDSUa90PGJPFZ+wIFhdRBszh3IU0kJUyveHcvW7vRSEMUxDZ9/9hI4dgmnO0/F1K5xap7hxcasNse68XsGLlzi6Ij0a15sdgn4hBIMbm+S9VteWo5Hjx6lHJ5QQA+1srKSBrI60MdJWvbn3TjfpduO/u1llKfLwENILopa5CIb00U+YyGu7rpcvr1guXjx9PMo4j12Pu3A6dZi78AFMdtRN2H9dDOVTxkJ0/go1Ldc1XnzAutlAyowh/d/+/FTZIrVmF9fTRD08GAfwxLxJ794GbM1BKUM8cYTvH39Y7SAO0aL7a8zmreAcLzcehqPljaB8LNAkgxnA2TBiJhLMqF7jhK0m3jzmxHw6RD43wVt2BR9j1fEghsIuENor0Eil1b4t4F8eynPZdjd9W6HeN3j0+M4wvi5LRj9g49yd1hwRzC41NORgw81pA7Zsjh6PFGIAlxxEm9amWzAmUEkKM0lxvMSGDe6y3In63E7whPwmcsLDYzdNfwQyDsOrLzvxQKwc4zz3zs4StDvCkXJZqEXGy8xZqU44n0nMDiV6jRoL4MwXkUXJbTnU8g7NCUxAmpfNeOKd78fv00FEhdwYwMhlrBd9cfgeHWEfAHovQQysfh5mPi3I07StDPk7gLj5Odf4x1FTCq50FH+53+m8kb+aSWNFTpSJxtsLR1MezLQhwyGM++oCiD1rVVhOB2Rlr2TWeDo48XlWJ1diG2omZ33P/3JT3FacN6u0/JclQeCQcnkjOrCGZBdyVKR0XyDrtC96cj85a/mXpkIPdoFXyMA2Iok+L7AJQ9ahCfIA1xBrMtXQefrs7GHhd/+tJcS5YbNbe05a7bCadMXeLkFYGulVEFYLlPe7s7EehbF5p8LS3NRrtmmA0nG+zRQsI2NLRTBaWHj6UWtQlBwPJjqlHNo8KT8mUXL/i+PBb7PCfuq4dTqe4TpGt65OFsCUt7FxeAUuDgT/+W//BFLNRdbq5tcwkXU5spA4xue8yKmpgu82ySXYvUJB88723unQbIMa3Ee6DDqpY4Moeskz1fguW3mdMPN083lmC4CiXO3ccNnX7UxRpdcHjBwBi4yg5V8vvEkNub5uXyVZ8TLdU0cO3cEjggfNSd1Cwx0f3zzopMgirvqq3j2pTngLhy0AE81yVwpZTBUEeUZ13BBF4CCrvJyBzkkBqFFOPAa5iItCB4fH8U+ltepXCsrMyiL+bYufLQc9Tp8pJaPzz5bjy++3Ar3QFr760Ary/1cX5a2F+FRi4WZiBHc9rQfnfMu/wTmm/vEqFqg0WydpeFZBpoeont4UQM0QmEUu1Sucd6OfLAelXfmaUUQGnAN8zXGxXmhMxhCq26sCbbI3TpaDaGe7P4+h5GoxYvHX2Iss4lqdDHCgO5kUM5PL5J3usYDdkARHARKc48yWaDeTb9S0XuqH4WB8udGPW2Fy2I4XKhjLyb/gfmVEiJrWtgJW5YKKbDiTJlGlTPiM7fmF0EnoBig9kyjkd7lD19/G7uf9tNZ3EP2rfv9w7ffJDSYR3YsJjfO4GiPMsYjD2/N/PUvZ1850WlovxzQpwEksxPhnoPYPzsG9/o4mWSt5WXuWzA/ZdOj80JqQlZe3GJlyai1l7uH+1ziNAeVgRecx0ByMsmLTCHwkGvnMToT5QwSfAtsEZfb0W3x9QEe8v2H9wl7W1Kk+xcet1rnQKx7yC8kHUjYG3ai2qgk8u8SjkGrw1fcILTFyBZvYnq+HrtH7fi7//Kapy+gTPNpaHBu0sUfU6nKxeSI2M5aSsxhTHDhVt7buX5+fhALi1NY/hqWuh21eSw8XkTLtfdxLxqV6fjiyeO442KLPNfUZCVq2UYs1TeiXnYpI4YLFJGGDF7fxQg+Ms5RWoYmrHcMgjkv51reAqcmUDK5rkOvpngnc4bl4gRcD+UCVpscr1Sw1AUedWIU7npozM/F0vp6mmWpMvMnqerl8aZQCF7ImdZKubQIcnONZ1ut8E6lWFyaiUoNAwdvncgPEXCg5ATGgWe8wCOnbUJ4VQ3xGLDx/KQTp4edOD9sc85XsbO9z891095AD1CUgXWN9fVnQGPICZzSAJ45Sk4Wz4NscXCAlOggR8qLFS1o5IMS58Zjpgbc43nt9xziumfqQGAUQxmwK99k/uOtF6CgUhyDXjrdU+4C5AT3M6jkGEn7RFW4SxURQz1htBEZtNFZLm4qS2je5z27Rj75GRUvORYgkLDQ3LTr3PwfEpjQzwz3cXK0h5G4iidra7HemE+F8+aau9CB33/3ffz4bjtO8fJ2+bx4+SKm5vGGGJXtvU8pv3vFd507aRDPOD09y3tZRF+KzK8+r7y6ubpFoabCkXkWWttWxL8ESI/DcCCQndH3ybXaH2ZU1IOpz+HleGChpy9gCc/b7Q8JVjhF+GY4gqBixbESpRkjX7z8pUEZPAwCYzDDBZKWiJ2dH2EVsU7GvLiIo6OTFGiZwYvdQPAdY++QoUUUpIu3sSK/DP8yemXVxDgH9WhlFpicTcR9koP4h394C6cY5wKKHEweiFuHKxRRFHgRwiC0aWHVLKJ2LOI03iTPs9/fOjv0FovM36tMpEFS0/A6O9/PD4FIF/346slnsYASlhHAyTss6xUe8r4WmTusJXDJd7Sywqlr4wiFARWbfY2+OX5CaJUKinn+hzyeOyXyKaTu4GNHfeh9LcmbqQOReZ6x8SEC2o4mCqxXsXnZtikLj82bNeHWZYTOpuQJlNkgwRSKPFufhu9O8XfMRd5iYIFJKIVw9QAu5FDl62sQBB76onmZvE770o7wscRnRjcIsxxK14W3Nu3Wk6u2hwiyE+ksL8lxt9ww3n8SY2T3gTxeeGmM4fLqml9wVs7Ejb5yOHO8FtU7OsOUh7Nnj47P4F0R7mVMOxn53wAobLJbo767/R4oepHG3K+trvOnVgPdIhszUI8XGHYn6g0w+sNEny5Tl0eGu5zBg5kC4wz4/FveCdaROFwX3ueMI9MltgqVzCOqyMifS34yKGYN2fvJFy9TBdNVs41hzaQm6d9++22c9S6jh344buLZixextLIYnw524kIvjfKZrluGShmkKqHM6s3OwUlcoFeZv/jp/KtctoDVnUplUwZiSmBfd7gV4VuWcPnQ9s1NAD+FM3Uu1Or+4/NTIFExtf84ChyJSxqfKRRTM651c3Us8h1wqD/sQ1Sx1N1LeCReCotUQOBdsuheBidfZwoILF7M7ad6VIXKRkr/d8J3pbmh+QlgGUoGH7SkzWc3MTrioDdX61w+0oH7dy3z4XE/JiHoK4/wCNN5hIfDwFAUxnORRQjusHw9LJLzOTdWlmJ1fiHc4eC050dbqwj4Q47QkLyC5370aqYSz1Yex9biWiBmkYEvT8CNJu7wKPzSY9gkakWQBid11/9jcp77SfWkjnDwbBxTbijb/Q9yKyeTOX7DsrgJBMIOb8vLrF5xsNHoxiGvzi9BifhMrblrlh2dYe2o+T3n7ziTB/1N4XPrHZtA4wMM2sddeKItSp9O4sM23HEAJ7kVYVgydYPwt6ERoBUENi8EXl3Ayzb4mSHPi4fFSJiuchSfg5Gma3BB/v7NlUnvbLSa13hLkFJrlKarOaDI/xkJPW+j2BgLOZWe54oz0kCLCCzxatSnULTLaLUxLhgp9zEaprdG1DYhC6Qdt+E+Rc/BIvHJXBmk0uWzfHmMIHe6fwQPbj6UT/qsaV4tZ13jmY2CWkYmylCu8O/8355Q9/XfAkEf9v7ZU5rnZx0N8nxzKxZ41wKG0e6cfc6wAgxZW16LTLkU3358F20NDUjOZTE5g3OHe7Gzt5vomNPX5+aWUlT1+Pg4USynjLeArDm8aOY//IsvXllOZKh1InsXG/AafgpLex0npiF4WB2yg3m05lZPOIZA6LZzsAtp7odlTC8eP4oFINE4ENNO8SuEw5Inl3RmgNbORdlYXw6nQ9WxbpxVtK5Q0jsuHIhqUnX/dDcKFXlZCeHrp3IfQ7421zo/pcxnu/HWidIVoPIkz93tXMU4P9Nrnyf+5+qxDpfnJLAz4N30wlyAYICVdkZ3oj7rlK7xVOs3nseac3DnYPRBq5U8R5EHGwIPvZiLi3NkLhNTpQZerhAbjfVYqi0kPmf/3jjC4Rj8e5TQ3jOcDp9t0vcqHMSkiXWHux0OwjmrjO4Q4iu4pgokd3EMh32MFhzU4CQVFA5nYEAxoY4Cvzcc3iBEpmlQAgyUK98K/BKt1KtAf6Gi0eIJICo8y/pbJwjkihU49lh0+ljn8QLQ7D7aPZDMEIg44gL5vbt7fn4wgdFwRH8P73wLhM8D783RokA87zhykYd/6k2u8Cwmpme4w1Rof5vhzO1PzOPVePfuHRxxEHbSCBtdC+B8zxvO8Rje7AYio84aNkv5bqAjVqVYFL9/cIC8gZQw5KIOva5RzmugmMl5S+Emc1ZlweHxQugM6KkIbz5GqabS+Vrsf9E1kHOdFNIuBfPELlWxnMUidLvnVWAro+xvTCsCjDdwZsYAVheW48Xm01gCYnZOzkE9R3ECrTJw8+jxYxTeMr1RFHAIv3/7fVxlcBzIlNVdNp+70sw7dliUS0pnphcS7BVB3mEAsAe8u4UecMB/9VdPX9kP5UFkxMolYADW0uCAVQmW5YjZjYTiINMksTqXMwana6HhKsjPv/oq7sG7epmVR4uxfbiTqhcqDUuJ4C/FTCxjTU1OmvQsIKSz9rGhmA4IcpyceSAhTxv+sbK+glfIpHmiTjnWE7rNNIdHaZ8dJqtWwEsXga++lNbKMfVlhGQUKHOlFHfAiFu8Za6WBQrs4WmxfAZd+LNzyLsKaK2pHKuBwtcmJ5N3rvG55ittq7Ky5A7hLI1Nx1xlIYoAjyzQyVH7Vrdn8Tx6MP/dnYHWf1p4YCW9/MTd5kLRBNG5XK25k5ivr9xvn48G/HlWTouwWKyQAxfbEnUPykjQDwG7gkvZBSK6KMAJHZnhspgMP59WUCPcQlh7JazMENb1MAjnlwOUDyPXR7gNh8o3gHF3E1ijDIqV8oAOq+XPUdBbFMnvsmfPnsIKimCi2hY078WlMPLxKkbKII8tSEf7h9y/810RdITb6efz9bl4vPGIc0HY945TQtzFqFYTWV9q1FzPJxx8EMIchn88eQdbjK7xJkfQEaeopzkwCLAzTB3d4fYtl4BmcPd93u/uDg5ZnUGvQAAYuyGG15SF84jkm0bybThWueyab2KUb4DBrbML7sw2rFueB0W+H0FPFmJrYyPWV1ehAuX0bO2Ldlzws9IHR5ws82cODNs7OgZujkV5bjo+wg1NKAqSbAqwftX/mVM0x7kAUrKlzHmgC3jCzY3HcWaPo3QOucv823/5/JXjJzqdTsqfOI6viOXUTVuO5how60Fd42zBa30mj+fhCziQiUIpNjcfAd+W48fXf4C89mLKVvzbq3Dgaf+2F5NVi1uHKG2dgxsHAk7iMcTi9/AvvBmWw45s3YfBkTuwU7vXCudqOlzJqpzsZJ6DukRB8Mhcvl5GKGMLkqmJUt6weQvhyKcmyFsOZIzfH8NaThYdRWGSV+F9CHmnjaWtM0R2BLyo4NFyqVzLelcLD1yvbG6ulClHv3kbzePL1LsXcIR7BN61Yo4tt2thgNDY0Oo/DW/L82yncqbkdb+dCsPv5D2YjxtgbD7H2Vbq4eyWkTnVIcoMrJzApc7MqEAOo3XadSXloCyZ6+OR9T4GWWz6vL+RQw/jGiN5BrxsdwcIpEtEhqk44ORiEGedGzxOnzsdAbP5/R6eCKG7gZ+iDQiQeUHuBgWyudjPHkOocKbpn8Lm05MTBNG8r1up+sAonxmDjPeqcmcKpTzpDgNeBFrPNapQmXy0Wyex/eEtP4eC5ZWjSeQF/8C95J1mNwlHxWMa2BtisOwwECGYirLyxCZWUZf0ooTRsLtkyBkN7+zon8RLYQh5FoM92VwJeSylEfidHgYD+On0NY3JNYJvU4D76h1edYk82W4kxBzgqTRyjflZONsSDqGRIK/QsMMdN5E3yyqveW7TFzZu7+MQvn33PobQi+mZelTxgCdnZyn3mHZTID9+vudn6mOM5zbye4YO3fI8U8BoZ+vaDXFtxB3Pm/mn/2TjlfhXL2QAxAp+rV8ql4EDjqNIDtDhpoBiOWASh8EFTHIB4xzQ8hpWoXmaRnVb+a81sNr7AvhqFEnY4MKSS+sggQnWJtoxb2PvjvWaPKwE2T49R/6ZorA6Qbi7Ccl28pV4fsYdgwjls0dbeBIIPYflzxnFsoF2AlfUbJ7AFYCC4Pizi0MIdRNLfBW5e7w3XmUVbllFUOq1YtTK2ZhvAA8crchBGIKv8MvNRsJZAz5OCfD7jYQNB5epxnFSqMGlOuEZVB23KEcb2JPjzDUg9hpW4GzZDJd+3Ukw0ST4PdZ6cGUlBT+Ixzbq2+mdc0k38C0jcB0E7QaozoUP4T538BAU2QBRn5+1LMoVyc6xxHJwwXgFIOT1LZ4V7+Uqt6sbZ1IJr2+ii+dTeS2JE7q4Sq3PLwuT7xA8BxzZo3iJESwh1JkJhOh+gNDjSa5QYN5JA5PDC7mDwcCSG4hwxMDfyZQ/dEboLQqzuFSP1fVZ5MFOg3M+HwXC+y9vrKDoRiA57yk8FUZoBEy9d1sLz2wJ3ipeRQPjVHALq6VpojERQwVHIHdSuFVSu+dttrZxt1qp8fMoN1xIOGpgTu5v54Lzf6z9tL/QURsFPLiVSCIXgysLcwuxsoq329pKASyDIz+8eRcm7yeQsaNUqwrfwyvfo0iPnz/HKVzGcesi+qCwMZTf4pPFuXpatz7g4IXLiX/zyxmhtimNc3amPJwIUeT8cneZxNNtwbKrgoePzJ//xdwr53Wk3dkIVO/qMoXJdz7uhdtPOW8st1YP7wYxzwCtcD6xtLiKFWjEu+33ceCo8PsbvtAGULfetlL3gZX9HYh1hc8WYrk7bXVhCQvQTJFOR3PX5x4aG9dWOBR+mX/j1lASW/6xvAiJ1fnOiDGaZklbH7g3ZWKfz7AvsIiXOQWanmMELH6VC90PL1H0XqyguPXCZDyan4/N+UbMo3xaaesVpxC8Eu/k2ioMF9YWTIyigvFibh5rPlvEAN0CoR3yBJluIEjTVtVzEZfNsHv+Gpg2zfcbqq6gyEbNxvE0YxieLF7N0REerHWErmWbNLCDJb+67cZE8RbE4MCfEYJ8ieBhFcu5cNJb96qbcknmoUQgGrPEzftXcY7XOzjtxkV7FDuH3NX+BYqEURvcoGT8FXhjVn4j5EdJ7oHKLl+x3tKSLLmJFTQTKLK1lM73xLXjxUAVVvrwyEJcd6VnOPHsGHySA1qANtRnqrG8WI9ZkE6Jd1lZnY+NxysxPVfCeNwC8YGvcMf63AxKuZyqjVwecwtEbTblhk5Xy0UXI+280aWFxWQM2qIIFN/6USPsGm1XwpnvM1frNAADgI6ecDuUHMwGYOXY6qpblD4HyhEd4cAwwr6DOnkTTn6fAla6TXhjZT22LNrnez9+2okf372LJigrgyLOrawkJXTT8uH+Eco7AOFtJudxeHIUpZlaKhxxDL2OZGPJBtxT9KQK3ZiMXXSmguN6+ugpDhBHhaKpkJVsKZarszyDxe/3sWtFFXe5sLwUmf/T//mvXxmZafGiLlS0z80o1fHBCc6MD90/SOTWMQ7THKwrlsZw8V+8/BKO0Ikf3r7mpXXJ1dTmMTXt6IPJFEpf3VjD8gJhOIT61DRKMYpn8AObIJ0+NbvgDsAqQgA8Qcj8HptjrVpwAnerA/7mEpw+rIFw7MEBD+/g3Tm+7/6WS0SI7OLo95pwt4mYAhbZKjU/VYrHK3PxfH0z5nH908BYZ/SrGJgkDgDug7KbgJ+wpAro69zL0XUPZStGsYboFW6A0Hx3bQLFw+rl71LuzE6Nh5VTCAGK4SgCjYyrq83zKLzWsaZxfRihO6DvAE9cna1EYwn4VYbPlvH8CHF5ppgUbYIzzACvjaYJyx3YZ42sIwMznMsEXMkugv3TC1BDHm53CxdpxtEJsKkHTIbw9fSwCHoGxTOanVYrA5eHQNkMAlFFAKUXFgyrZLkxnx8OPvS9W5EbH6VqJ/shrT+14dcJB479KPIsy0v2GmICJ66jgkHKFQzrwlExFg4YFiZriM2v5oQEenHu5OLiNM34zGURQDwgppTP1rOilE5ra5kkN90BYrq+Q7EmMcRGQOHpPlNdAceI9a/hY0P+/kNCuw+UlP/deX5FvfpYirwakR71hjHJPQBGYmt9LV4+/wLlW0t/7837D7F/cpyKAix1dB34zOwcHhOFP7+IOjLZgIL97IsvkwH4AJw2MNS76YMmHNTEGfEzKuAlXHSqMc+dT8Z333wfL5+9SOkR84yWB9ZQyCyeb64CxcEQuurNMZN2CTUWZiPzr//rx6+ENPZQcR4p91YrVRP0QCRQgg4u1bYNDkYvAf5uoAi2Jv393/8mCd3s/BxQK5fWAFf4M4fcvn/3Bis8GXNLswiDxb6XqfBY3rDCg7sg8YxDsFSq00dUsXydPgQdqOuyyj7eBa1EaOCU/H6F5zN03Ec5Hc0ghNQLGbltzJRT1cg0fz5brsT68mo08K5lXngS1++2XAHCON/hYNk0WBhuIxRwJKNTnp0ObZrFZPDIbma8lwN4hgEEveeix9ya23mAfwiA80oyVtADj5wHc48R6PFzd/+oROaiTi4RrptBFOCZQyDeafcsLgYYFYf14HGcctbBw6ed5yjzFYrSxUidY6DawF+5rCV7bVCEf6ZoD4F0fb2YYgzUyZfgFTkuOQ+34t5MPtsF7vh610ib/hmBYOz3s0UsnSMGDUcbgOwoZq5ABVnOrBFzGgjO0l7I/KTBC87fCK3BAt770+772P70Bu/c5tmvMZYdjLZG4AiDegUXbeHFunxPNhnrGX7h3B7yrc0eBnKKM8aYY2DMeSYjJUzmlyhB8KGCOkcIHwan7ka9wfdjhAxq2PTqvFB3U8qhrNd0vMX1Pe8IPNXwtU9aMXkrf89CN3LxxYunaUWZXO3jp13Q2nF08HL2Wbp+wWHEyquQ12KIe/6sxHOtLS5imODVGBUXzorAnAhwDN1SBmF38WzrceqwsPrmBqek0q0sLON8pkGMVykVNA1UdmS/K85s1v24sy36jkmbs3EAma9+VXplghP6nSJcfRTFTbEOhdBqFnl5Z644x6QG7JvhZzY21uPD9jZk/5yfmQDC/eMCEZTKQbVWxNxn7+PD7kceehBLq4vAK+eLPhQPzy/M833YSYi+ycsBHuuWf7a4qCZCGxMjPnMCIZjk0irRByJccbl63xrCbufBxNjVA1ScNTcItkZIBxcX0Wu2EKI6lg/YooVEwe27E8GdHR2lYI+j463+Ea/ddK5TUtVKlXtOplR8mEqmgbBT3fEH4lN357lBqSfMGzge4QrByST4MlkrRW1pJkZY4SuMVBuvfQw0HQIf7xG0AR/RBF59Oj7kAg1qjSUBdkyg4833j+Cr/J0blOucs9/eP4690/Po4xFMYGuZ3eAkjxtHouWg/V6XdxhHyBuJCljaZZ/jPYbSXsQ0IJkzNJhhd4p7FDR2ONqoqpyc2Row+9FKPRYsAcsJczEMGB+RhdDU/JnK4fg+OwOcbzIDDLWT5Qia4RpxAx7CPo/pCmV3W9PiynzYMeHMHcsIU3PhvZ0wYyhiK6UBBlAax2JIK3xGUzJjKI5F4Rn4lMo5Nn4bztMx2muAybVnoisVyJk7Fhc41WDQb8fNZT9ueB7FYqk+Hy+ePglH6He6TWD6QXz7+jXo4SSVtdkAblDFmbMWguscLly5wHnOIeMbqytQqUzs7+0nh2Cqqo/3G3G24/wdDXABmfkSb+dasv61OeezVI/qORvRVdaVcYu9Xcj55u3b+MO338YBxsrx/ra5FeD4mb/+50uvFubQdoTNbvXV1eVUbyl2LeNmzafYDS0kWazPxgq4FYnGhR8iDJmYX1pIxbzmVVJfHgKl1ytNl4EGcEJ+3yS6VTIllJinwmteg+tRJMyqEKDLrwuUsQu0dOoUf4QyW2/ZQokcUjsRR5/eaSPhirMxXR7Hi87E1uZyPF5biez9KCY5qDw/4TDZPp9lYMUVZCOgrsW2lrGlA0kPAHHooXxNrBQXVsgUw02r1/xeLltO/MHRfZ1WDwV0nMEY8AoPhaFuophWPdyOFVG+YQpLGywxF/R691PsnZxzQUJHoCbGwmis+8OP8RRNvKIBECuNHGVnktwtriUs5li2GB0gpDCybwlShivGE7g8xTVmDnQ1zYFccj8GQ+5RlHGg8FiKMOIfUnQaxINgljFg0Ip2M0W2rUrhy1Ju1b/nlHJHTZiCKUwCtcfxrBgAE8dn52epSumac5vAUFkyhh3Ak6J8cyr7DArizJspvmcxBVhcXWbOTW7lUGWLmm3rOWsZbsewXBtdxRDx7y5ttULGXs8hXNkBuvcglDE/04jnuOmaYYoC86ggqxIKC/ftDNLW3UkgsUsyHUViYUYJz9S3765/A+ppxPNHz/D8VTzNx3i7/Rao7jgO7g7jlOGArCCqgBQA6LxDhbvyHOHg3Os9XvXJ5qN05kb/PW/b5YxTVHFSp2fnicvmeMaV6Qd6s79/mDp7Dg7tAhkH4pdSLaiUybVnNrVfgCrfv//Iz51EdWY61rfWY7rhqJdKZH72q+orFyLqbexatyyohJWYqzew9FdxcupQI7wLv++2Hpts/+Pf/Zc4Btej3rGxuZG4hoQ+DfrptmNjay2KPIB1fnpHW0CaPLxdFBYPW7HuITZTwvI6joCuY/AMJ2CVC2O4bdzIbT9qeI86B+Za43u73yH/j9YXY21pCshZTfWOY1xiDts9xc9aoWDj7v7Bfhzt74RVJUbUtLZ6hFs+Rxw+AQex+30SoSjgYa96HPTlDUJ+hTCZmEaxbG0xosjvcbc8s0I6Fnf5bNq1d33nRlmgIEKS4exc8MlfQ6gbMVOZA3aUuPzLVIjbwbBkSk6uvkuczmDM2ZlFCBi5agPlvouj00FcNB2Vd8+5NVAmexNvuQO+HOUxyiYf85fIJMbc4FMC6jjXBa/Kec3OgFiy8NbxmzTNWsgvnDfIYZ2pQ2kfBjL1OH+g03Wf73AbbDPaIIBbuKVDZscz7tjDqGAMMhNoNWjBMrLUjIpQps/hDPR+rZaNzEI4BA5Pt7N3EHsIoyPbTcC79ltjntqj+KVHMKhhJVQFnpWihxgIx9froVNOOC/dQHCbXX65ehujBVK5H1red5uqUtw16OSCLP89xb2vNJZjcXY5Op1+/Pbr38Xb3Q8xxINOluGypXyUUOhSuYpxr0KfFuGgubgEVdiI7SiTOrK5uYwxR/bffNiOQxBI204f4xO8wVef/yStMjAdowTNTFbj6dpG7OzupanjTX7W93XCu3tDRCoIE/d6BrrOIod8DkZjZWM1/vQv/wIHlOdugaD/7n/x9JXWwHmbbqNxIK58zzxV+hChh3kahHmugVJysLuHh3iDhxVQjiS4SZwJ7Qfa6GWs71tZmIuhyeBON1kkl7PIwVIxNZ7WBKgri036amHtxA44yT08qzB+HVMljAJKvYLC5+EDq3jVz55uwm2Aq1et6J4eJcLs3j7MKV4BD84HecgOKPLzXH5iaLsPRHEOv5DPvjDHIDpKwhhfcOA9/p45ox4CYH7NxOkIfneHIJriHoCvhnoboLJNxiMh0cAUCzAa72SY3p5Hq/VnyvM8L56Pz+gg6M4mzQCdnQnqwGHbgjodDNrVfVxcXIEY+kDQXpye32Ak3KqU5fz53h4CaSjdzvmJcizUl9OCT0hmdIG+lwNg8bVwaJLvzmCMMkDJYlTgxJPclZU6vB1ngKVF+KzUUREtu3JwEXqQIOU51vq0BSwE2t3cTWIMTEfk8FR2fKLo/HJ6wAUcriuPsUYXZGK1xxmKf2KlyEU3/dnpCfyWM0kii1G34FjuaW7U0jxTCk7xNt9mXtcFNhoIf3acM9Uwm/JKBesWS99b6O2qNJ9kIm7lkienCc3MApufPdmIGUso8Uh7e0fhno9zDMIxVMRWJksNJ5DJQjnP9/J+1+YDMWjcrT2E9oS+++FttIGMf/nLX8aXn30WH/f34pbztJ+vUKxgVMBd8HJTLxZS6M300jlkQg74w5v3qehBvp66eh5tRQ6E4SS/SxyYCuyODDsrMjwD14LcYViRDaukMr/61dSrrHAI1DMhZ+GPtQiSb6NRTinWStanqykc/v7jdsw0ZuMWmDAFWS9OGp1qcrFjsbyyCKTi9/F8OYT6gsvyMK0G0RqXuAB5pLWF5n4cVlNAMKwecY2WI/GmChY1D6JeA/LO1WPF0Ddes4oAWx85fn+FYmJJsZRGmOxkTiMbgDbOSRnjcIS95g2dfD3OZ7pfPQcvdYx4qdbg9fEI/ByALAYcdhfr28KC2YLiuD1nibo7L9wxwNk0jb6hgEIMkBsepoCC3IAWMDAt56OihPAXF/nbRyePNjTeu3ZoEZfFwdta40QwS5JOjptAvT68Y4jiWTTs4hkuDdhZnjSdgaKi0O5RuOyM4n6E17vNR/cEKLvbRHj5rCu8Ct9ngtehtO5qd8rYuAEmvQ2KkEbmcQ/yeXcXGCrXuAjtsniZC5691UXg+c4xoF7TgBTeKM3mhA8Xi1PcPR72QtjI+99NcMaOhhQe55KHdsx6Tq6OgbVGFO0A1fH38Y5XeO+HYm5EDgPpEppCXhQ0hQHC497fwMeAn+PWY46H66LTCAw8nMiowt0WuINiLp+amksYj0mU1QFcdnfcg2oOMQBtDITTy0QaqWOde7TgXBmoTDmRb4DRgJOjfAt4vyHv5IyG/EQezjiKRZDdZ4+fxAHIaf8c/qYBQwE7GnfkVm/sGHzb4y7sFAENKnsvnj+P33z9dXSR+cbiEt83mxrALWpx5pFF2NcY9DYGNwsPt/bZGuYuyMjOogmMT+ZXv6y9usbymOy0H8oyrAraq9IoSAX+AlKfLPkZrlbYsbgwD5m/T0XDCrgRS8lqZdoZkZb5DIFAqDpQKFfE/eJRhR0quHzcxs1UdKvlBnY6ujuPtTIq93R1Lp4BL5bmp7H6tQcohXFIO/JQLBPgOQ8DnmSxvJf8afcwjs8QeODRWbMdH7c/grnfwzswKAjEOAIyzkV2gGvHLTz4WScO2r04hBO1UawrhLPtQXHpXYQ3W6rELYLovx+eNfnsZuJqRhEl8BiuFC5vAZGa/BrgpUbA0/OLTuoId0CvbVkneHm375rEtSr+ysAL/LTdtVcOFwSPLJXqCQbbHGoQYKZSxvtzrvxf/uU4vdTUzL/XgIMNvPdysRZTHGSBOytmEGoMpnKv127x2R3HT9xPwk9HKT3R6t4mI+OGnzN36eHJAZcYGownSpSdfNhv0MGguGzS3RZLyw/G1MkDzmIV2hcQuumpRuJnehTLA52n470Y6TYSbiG4ke7EUbH+cm4tvTk1h+GeglycYL642IjaVAFjXuOfFd6T70EGUi/jhNAXj8jfcfTfON9jvfGaC4GePEbI63HRPeRc7UO8xIg1gZYoKnQnddeDrB72BcqN+SwUxyqnHAiiVpmOAnC5MTUXbnL+7PHT+MVPfhK//e3fxf7JQYyVcmmOqnk6jhMU4pmhvChU3mgs5vvmbpje+/HmVvz+u2+jz7veYTQM1gws3ODvWCyimmOujPuFuxtTQAdZ1gs6wNlYSOa/+29/9sovc4ng/Hwj3MZzg7BgVvnLI2BZz0YA3HozQSf7zRSSXhevB8bpW7uYgQvw9zlyDvoq3r17HStYqEIlGydNoArewJcZ3l6lwMwAK+XehRxu1314Nu6u4GFX6hxM0RC1QaBrfqbNRY74dywklshcoRPO0jiCa5QABZSbCBVbfG+WC7AMSJ5jKVUWyzkJJHV/+XCsDNe8jR8+nsTbvdM4wWP24DZteM4RsMUg0A3ebrJW5dd0QMWiifAJadysa5i8wHO2EQr5wa51kPx998L1IX9ifcevH1+ch8ncNny4eY1h4mzQcSBJNkFRI5oOGM6jRAYv9BZOWxN+F7IILx7B5lQjc8J9c7IlDGINzjQPn3nWmImXvNMSn7lWKcYCyEAIbr1oH691jScdjiMo/LOFxW/bnY7BwFclZCD30hOlMQt4eoMnRlrd4+h7lKvFePR4HQEBonK39sgpxsJX5CsFt+TvrfZ5CqSZCnDLlbWNjidJkwm4U4c4W7B9h+D5FxXembmZqKNw6C5/dyLq9WryUk4ucIS8+zRsJLYg4faeZzo+Soq8tryMt3mWoN2HT7vxfudTXI66AYYEhQB9D89iYW4+edu9vd1UopjHm1oVY2eKxsz6TlHAEIMzxj9X5ldSPtsp5u8/vo0fkVm3Fa883kw9rKfHrmhYSfXGpyigBQ0jPGPa24/RM5C1sb4er9+9i5Y0g+9zUJc1pvaUOvHPUkKjrjatp1pgzkKjltaSYSissc387/6PP391D66awSo5ptxKdWwWwoG7x/vdIfhdLui8dQ4vzMRsWoDRByYgO0bSgD1GSm3ktKxnFstyDAmfnqphKcvAnLOkEEsLCymFwV2myNc1HqSQLUUROAdeiAqCN1XigcaAgtHhhRVUlIoH14IZurbA2YJbcyxyjlvU8QaTUihBrit4hakZDpTv5dAMlV/yPcPIxYeDdnz37ji+5dfeWReMj3cD1/eFaiisM2BMXt8DkYc861nTuZfdlJs0hD/VqOMV6gnaDeABg4H/xKvw3HYrWGY1mUrEgLY8Uw44NuBZ+8Mu3t5tT2B/BPkSuKc8OruTQ+b8brHehzEYmmJoIzjjfJZh+NsUIHH/hXMuS144zznLfazxPCv8vfrtTSxh6ZfxRhW8E8w9OpzFwDwg2mPaJM0ELU6mZtdpIH0BYuiev2IBKM3dORulhVE1xaHhbMDxP//8eYqK9i7bnL9bj1LmJv3voZp/lH6/xx2YfjCSK5wU+lm29zDH54a7LyYZuNbowkvnludiZWM5Df9y5k+zdcEZg6g4sQH0YwoDLDetAJ0ac1PA1EKKJaxvbKTWpwOU8ZvvX8fekWMlzRPfgH4Q8EwlQesnj1/E6tp6Ujw5aJf3MWBiF4VNvtmcilCM81O7/CejUW/E5sZ6WnPwn//uP8LD97m/8dgCitrLKtIzJjCGoTKmoHeWr/o/ncYsd26g8tsff4yOUVuUrj7bABkNk8Fxu5aNwUZgUXkMHc6ibxP2JZ8ALTBdpOL+N//ti1duErVm00s3oqnyicENo9Zm5+IDVqWFQFrLKQY3d2NUzc55CaalRrZZFLDo1fI03rGHMuu3bhBQBIILyfD3tOa9bh/Odh1z00sxMZqMCgqYxdJP8kAO5LUz29IzeVgWqzWGUqSyJK4qVVlohfwczPo1btWInT1YRmw7CKxBFLnerd4YhTkDgr3dPYvto1YcdwZg8Uo0gFdum72HdxTTxqI8XtzAhtyUz01pB4XK6hSeX7gJX3LG5QgOdIcHKyee9lDrx8MBJYGnQDW9pYN6bQcCCKYzcEy+i1H8HHONRtWuMGK9q/ZDt0FuHBgIK8GoyYVuhvbKOU4f2M1nuhGpyF1M8u6cdJSxfhhPPgXOOYRrIVAtIOmBMJNz0xDI68t4vPmFRvIucW9a5Qzj1UWwy6kLwWJgC4uH3KXC8/KzZ0nxjg4OkqA9LDnBoPD9bjn2v6UO8lmXpNjpbuBEIXUws8UcekvEB2OcRfDbnGOHP+eR8FZpEgB/f5y/b571+PQE4z1I92rx9nfffcN3jcfK8mws8jwzCLnjJJ1bewESscjACPCdkMJoNpy5MFmN2bklTiITB4eH8fkXX3ImN/GOv3PD3UyieDYfp2gsinrF/S4vrcTTJ09SLOI3v/u7xBe1MRqttZV10FYWXRjFzr6T7TpRRkbcdMVvQ8uQbaD7cmMhluF9O/DGwtRUbGw9ThDYlJfF9+5LzCCX3cE1Msldcw7ql0UgbudyArw1y5l/9+9XXzla8PTMTmQbNDlcvIkE0q0vLnX8dLCX5l4sNhYRwFssqgsOrai/wzqOEJyJh2WevEXK48gdzL8oZHyp8QwPoN28BMubOJ+O1fp6TN7AIzpXUUBZZ7EmLml0CWUHXrd7fI74Avt4Dr2TETu9s21K4yj6PRzNanNrIx2XbuGtN4+Mp6T+EEHsYCUPznpYqIjJKp4R+DNZRaCnUTo8Q3W6gpKM8EJnCBZKz4O6v/zuBsjKv1vqNOQzXDus0Qj/DIE38NHnfdxbWMLrHyKwjuCzyEBvrblTIVW0It65Pl1PRuOay9fTOOAnDR7GwzvU2GIHA0VGoK1zNDRucbKwB7zEZ4pIrMkFlg4vo8P5trjIQwzXWzjvW4W03Y/tdi/Oe3iG64dhygYD2ly+w4/SCgHvR6NxKx1Q8caize+riC8/f5k87iHG9qJ5nqLXfXih6OLpkxepjC0VxvN8WnINrLv3MtmxBCEd266ACh8TdUH5BsiAE8Kt8sHlpuUwrfOLVIxv1ZFGwuUuJszzWJSavaAo4FWnGfsfduIIquBkbWtGHezl8ztGX2OmUTHF5TM6Hv7o5DTevHuP0cqhrBhbIKSjTkx9nEELVEYfo96YT2uup2dq8fr1H+Pjpw8otiMI8+mu5uYc+lROBle5chnPHcZraaUR7gW0QN/pdXMzc6ng44j3aSwspzGXBo+McHU5Rx1Y6jKCjjzsM8TA4kWNCGOFMYauBMCg/Ff/fu2V7f+pQRTNTpE+XxAlNF/1w5sf4mZsGBsbK7Fcr/N3rXfsoc09vICh9Uo68BYfaPXA3Ewj2vDDGx56HtKsVcFN8RD3WKtyZG7yeL3puLkYxVgPmsqhOEfDCnMjWfdAR/nYR6xZF+FxdIPkXcM+5mdh/exiN2Bi5YyLM4bAsTGUNAMUs5rk48FxnLZ6KKVlWyolSoFnqUD6TaEpNM6VtIxO66TBMOLrCqvWxWUKN7ue2Qiu76SnceKy3FOdsMPBAIRDbVMXO8Jk8liLZmG4BzyCC+DIUCZzntdxCqzxexycNI6QGZBKrV95o37WRsI/dR0YQYfCGiHUgFnhn4UXR5b/vu3AKTGKcIg2v3XE92xjeA4Q6BZ3NsIwZeEe1llqTEwin/OM7sdv4v37AzwPz9QCFXRRVHN//vwK0M2o3dnJ2YMBRhDdDOyIwztQhnIh3NzZBQnhwbJ5DNE4Xh7H2pivxvSsgbQr3u0a+J9HWUtA0Ie8bhYhtEDDFMQ1CuxEdVfbzWNwHz/eioX5RjhYd20Rj8K/G90e5xyn4cjFbDWyAadFeYw4q8iOPnGez+LSHIrH/Yp8MDxQz5SCMqf5cftT8sR6K7tmbPg1Faayunr6OXzy9Owo/u7v/xOfzRkAKa9wLNIJp7d730eHdtaUkQv+a+wm5jDe7h65uGhyvWPxAqPkcCgDdC5/9dzG//88/deP5Pmap4e9mZHeRZpI7yvLtq32Z44Zc8bsmZmd3aHD7pIAiQUWkASBF7rSbemCf4EAgZJA6UqQAAISCVLcJcXl7HKO69O2urq8Se8zIjMivdfzvHGadSanqjMjf7+vec3n9dZvovnOuHjXqgPJek2xYJGzEL5XTEpB4KQvg88U/sl/ePuBEjnr7YBvBTSYSbLGtza31mJ7dz1m5yZi9sYYkEYnSxkbCGZrugDGmAh9zd+NsbmxAvGhXbqcXoT9gB0xNXMjJZL9TvSUaR9OD9+M1jNsw5VanO3bksDs+UEw82G8XFhAbTdHU2czdpd5jdg1SNDdsuO2YJAGYzmXcaLHD4K1zs1Gb/bwdwruNXBDp8MCknOzgvTuGY3LAvChs5cLAgxenCGpgKf8e2VlHU2ETcTFKPmMQzVAbJdITG0dh/Bbl9cKdBoZHshSIyWYPf8dz+wEXlvYacTPTM9EqbcP+GGcyxQ6iKzX8qaB9JCesmZRRhtEWcAGc3iIyegyuelkar1adTeNLRnR4mTbSehpNNuIpSXTNnc0xQFMaU/NCox3hDQ55Rnoo9T6Vvobr80pSWgnqyHsdtCMdNemudTjiwa31eA+MLkdGH3n7jsJ2zewreoDVxBkqXE6uNs2lnSd6XJLq0sw3y5E2R4T08PRO8zPuziHNjR0x0VcFSDuwhnPbOH9TemFbOCM9ErqjU77CQiLiEGQXUTR3iilfn7OOSLMHXqp7XllSAVBOjU2jTbsSjgPb3jLad/1QuzDQ0PQml2967WKhjyy+h1mFyavb6yjzQ8SEtarPhCinHPOGsSevDE3E69ev0DDHfJUBDs0aM2iOZ1F7NZWBI/FCNbE2kDM5BShufFr3YP7CLPZybnoRwseIfwaWu3wxvugcVGEo9Vt/2jnhktoVAGtd/cUYX+OVjWCcMQzbQZV+Id/O/ZAlamTwMO3nEIcW97ZYiNLEIOdq5qRHNpHDnAB0gAtGlGpbajk82vsgLNDpIAEBu4/rYYz1SxstJ7QQlULeUcH+6JwBfGeA80O2uJkT0fDFYTZjdqGSQt+6Zm7As60peTsaG2P4dJYtBWclY7mQhpeYoAbGDdE4JhfHToG1TfKSPoj43mmjGFvHIjhy7G0spkZFVtId1sg2EZBI9ssB+4NiAwk5JKOuUwrtc15zBHDNkJqNYjaFn19HVxGM4wK7EIKOnbMJkIZNZWR0J6onOiC6D1UHR/NHLoz7XUQGLqwibHd19SAuuydgS48srYNisxCYCW69rUJ6Fp4uv1lAgnnBCis99IYlt7K8v4xZ49mwQaSrM1MOT22Z4y2O2cLk5vu1QpjdgKxWjlPi5cH+vuw53qjCCGOT0whlCRYU8bOw+m55l3qK7dnizThZCHIAjRhSdglWhvbscjaC6CSpjPWwDk2nGImsORmmBxIY0dxC6ZlQD19miqaIo2F6xgeHYoh7dK+rjAZXRvrWJsXQvXzevesnD/ARnJ+vHcklBOqG/4wk2l7s4LAAGXBmE2oYfdgGC0b3f4ekWxtbCYdm+GlvWyrSYcJffzJx/F6fh5oCJoAbezuVVlfY9KqaWQag6ViKXY2HX12BSQdijUbRm9uAFsHsKnHo9d5HZMz6QBc2tyMQ9bru0U9O3tboA0h70mG9FyPcXR9K/u7FZi7gIBDoPBZBUPhx3/Y/mB4aDglhf0gzQiHfbNRUQOE0d9n6/Hr5FzVtH0eVfcmJjexOQ/n9IpL53BPro7RXqY/NaVEdVBnacD2hEA6iHZ3i0s8ASaddUQXdqDP003s3APVuV5UMf4ZKu78CI11BMEdFWJ1eS9ev9hgbUjz9mJsY38da8dgi52fAZujI4PZu/tXMNpBXJ02wWisS0eNhMv/FHU+X7tN4tY1LOzSYFfrObrMEceO5+rv56vUBTEiXE5qfJY3oJXbYUwvV4jisBab9Djzwo7ciGIEhCbbJbbuLsR7jTTtQ6gU0r7cA2HY3sMULZ1RXcAw3+klmF7m1NQsjdG25Q1XwJwTmOJgH6KC0awEqGEv64AAybCO1jynIyCuAWauKGNPEq+TqJzBzlKBcDAWMNbBLxYKF9Fgmg7j4ybIX2baXiPCQJiYhMJznN5klpKzEw0HtHZBoAigdgSxU5pOrw55qpBTDx/v4/59ry52tTAqL0MuNjB2Nl9nsTP6gZdDMF9XTzv87ayGLeBxNfbUGGgrJxWfsvNztTgo4pTfNdnf81JgtaBdZKZ5UJLlSxK/HmnnhuQMSd6nY8ksGeddGovb2d5JGGgFj7HI+x98xBpG4t/88pcwNrqMfRuXNQxm4rkxvGMEmzWD9kUt7+zEO+++E2+9/VaipkmQzgj2owK3Cw28trkVG9VKNAMpK/DL+tpK2veaDmr0Np5veMSu2fuYUlKelURmLlngwDGhAf/RzAMNXKsZdnhhvUvzdtjt2po+J84U25Gy59ostuYzCG2sykEY/TDYYDjx0/ibLQyd/2cQVXesrb1LJaAZBOCGnn4/Hye71zHRNxXFVjQfv6PdVNvZg5jOkmHbW3riBEY6rMLQh2DsdafXWj8okm5FajZkZsohBKtHcrd8gt0GOZy1wsyNQD6YUmgLAw4q5Ycd+AEzQfQFvneBBslUcyCL0s6RYsMY5hbj2sPFimsLTa+xYQ3H2LRHaCmbc15xgL2xtrLGuw5SknUKLdUwCB2hq1q0BUbXI+oln6AZDciaAWJep+U0eoTNxLA/jN8ziO8ASVQA7wVKwlxqzoDxhLCObAZfA4dACJfYX9i01+kQMvALA8C4R0A3W961m08LwWuHWUHehEYqKACFzeyps60Be6YXjWBVh1OcztILqK3TjAZr4q5s6GtcsqMLrQmqaYHp2vl3SzuQEuRjoDynF0P0CqNLYKD3Z9WJe1KTyPza1+Y/6kvo6u1Oz6DMplfbxlUmd5SxKa0gyLbwoBLtVg/apHW7U+th16FRg1ntEiB8b0KQtHGnzuU348hEEht5DUKLfUBUh+HYee+SuzjYq8UedD00OBx/8NOfxfL6RrxeXE6fQ0d3MZ1TMrdedgetXMDQQ2g6jiPNn56B3rj/4fvcJ0gCm92xDGqy4f5+bOI1kAhQEpSwvDCP1l0DFQIXQDlZ3oaScNzBLIzrOO3sDQSdeG6GNfSIFv7mb24/2NkpJ7c7JUn8rfGqId+GHdDZZgFnSxzWjsJpsP2oXw/67BCDGIIeKMKgHRbHsgU0yejoWEpijdHMO2Qnxn0WF9aitgtBn3bE9MBknFeBSxysVzjQ11eXCB46xAlyAk6ZzX8e25XD2LGWrHeAy9qPhbXN6ODfeq12y/tR3T4CkhzG8soeUuiIdZ3HFTaOXaqduX5Sq4HZ9+IYTXt0cIYRXePZjtU6g7iRVhD4Oeu9OjPpF1vM+FRli7/3ICIZGigE5u+AUQvAn3VsAwO1RWw8+9w45Ub7JjMgdQMi9bRZnPxkLZ9Z8vZVRTKxL+sRzRgxJoU9e26GkF2ksZeA160IH6v0bPG3XztHK+r06eD3LEAF7l4ZkmlH8iN49myOwEUijR0c0iCBYAYU+ztjoNdhLk05tUjCt7GxrSPs23JjeizDAAuLr9E6FdaJsEFb9vQCtfvbuQfeqdeVv69hwsPTvVhZR+scVNACCI9mhAW2qXaMzahkQDuxWefnwBg1uC0f2xBoSniFg5kq9lU5Q0ikp5ifG16yS4C5o7290FWPgr472hSMvFmPulXlNlN69vxFLGWjr8sYuTEag9igOoLsqGdOZVbQc756R/VKN3FvvSgP+wqJ3Azp/OinPwElXcSjZ8+TaRoQqvYaQnnyDmkVQYGwsO+tQ16HuVtj2M7E36mW0Wzn6RDb2Fhl7+dxd+5GvHj2Jit4TD87gZFrlW0E6GVdY7OGIXhld2cX2l9MIW6c0yEuKjr3qMe88NEn7Q8OINKbc3MxzIK1G8zAMAxhVYDSzd4cvdgNxnSEqXnwQIBWCO6KAx2wnAZo59zrHv6ty7KGZDsB4zs85Rj1f3TExV52xXntOu5O3Y4BZ9txKbabz5xS7CYdJXpLj3jnOVcr/lczN0D4ezCBvTeEwPbcaIAYD/fRfBBmR3sfNlRvDPaXEm4gkCAk81k7UjrZwUoJaSjFPznWuaUlerG1vG6zbU7QaHtAHqg/k5e72LOEpWFvxb2V5dparc1IVhSEfVKFgmo8bSer+s13FJo7yGULohsoYfddN7J3pP1BHXp2d9lg1mbDQB4glNUGTTwTgwotYngDAeJYMuDlIdpSmG17+GY+08Tfna7L3ESJB3sNmoI4LnhXb2puh9IcHe0hbfeAzDI7TIpE9jzu3bsNgVzHwtJCxsas0axhgzlw9AqoeWp2CRqzseWKL9OnIEy0ntBTZjzKWJZZUtwnNKOgFU7Zl0e7UidVxjHREgrTdHyIVDIEABLgfJyqa7mY8N/4ocNT7D3TDD1dQcwXR8cJNRXmKgS7mA2ghQaG+7Gje6MNQXHVLDNcYad3R/9gX8Y6be5k7x6zpUyj1BwwpU+v/BzMAj/Hr774XWzsOjoOWxZ66MHu9rMZHoCO7TZ3enDEmppibGq03jrk6gjNXUvBY2hoH417zN5tB7nwcj6Tvh1xJxObTnkKCjJ7R97g2GNkYDjzlDMWy/dNYtdjbguOzDH9y78afzA2MhyTE2NZ67W4sMQCr1M66BQpgqct2NWda16gv7y3W02YYXWE8QxdvGpQ2wWaemPZyl5tNw3yTpirAULuB3Ye7l3Hy0evY7R/OKZHx+MEDXUNBFK9tyDJe4r9yXwWrxp/bIZ4bIegC1thkNCRC6s5aBHidPKSbnLbJu5XdxM+aruNTw5HabQUw+ND0et0oaJhDjNm2tM13gkmHx4cyBSnOzdmY25mBgJtz1jkrRtzWeRqVXZWZnNBSrX0YoIGGtFgjTB/c0Nb7NkUFg0mvFQACd+FS7qkrfq2f8kgZ2RmjqGNFh0aaAXbpCt5dYQ0NJuidJkeu4whYvuZgKy9qn1tjNA5GwpADXfDRQ0Qg8kNBzXOCG2kxDXbpm+gk98rRA3mM9nX5krHaPRzmGZubjah4JPnL3NuvuEhB+DIvBp+VrbUEwewqxCc+xCddmQTDKj929tnsy7Lt7Ajuzty3qFDSZz3LvNr2zUCYVVgplpVsIN/GEipJ1nvrE4g50OKFlyzGlE74FLnmBoSGksbGth4ABx12rBIY2J8OEa5yzYEQQHNbPsJNWAjx9XG+jzXnFic/YRM1EBTA4GvYaouiHxsbCxLlNaN98IoNozSVuwEOZhhpZf2FLPGpk06cyxk7hsugmZUHGYoqSnd0w6Qln2Brm5P3YARj2J5cw04jZIw1MG7uqFXJ/WakndxgnAGqXV1dMVf/eIvWd9RrKyspjA3UUOEWPhn/+TtBzYknZ69Ea/eLGKUA/GQslZBD0CIep3sxaEjoNQ9AP4Fp7NQnQvmxBlDzCJONqbTYWhwEG1wHstbKxk8d/agDVpPDhtiY2k3Xj9bSshqEqyLVhpKjFU2s8Nz9xHpunUlSon5mEs8QSoWIeIi2tXcvzCuh2ZRGOj6LfaglS6Po6/UGWPjA2jOeh8anRHHZ9hll2pOIAvE5myBEewBXf4ylyVMurFlaGNf3F/sbHBROzVgRCv/zYVwBvYItZmQVQ/daNzW5s7cl9NsL9BS2rgmD3uWQ8NDafu2dRSiB8J1eIoE2gXh2iJ/gJ+pmZ3poLQVnh2nc+YqTPo1xOGF20+lFymPIknJaRW4DKlzwxxNR585J7+b/R+f76d95FxyCd2auWs0VBPrt9elTqenz15msrqt8nS5q0kVtHYyMCZq4L62X+UZJ/lObRUD65ajmTUiwraOrYN9GHxvg+mb2ngPov6E89f5oJbQ5Mj1sw6deqYg2hVduzO4EyvlzZBCPmGDQ4R89hz6uQQpWGVzyrq1IW1FoUY9PtqHvkwPNDlDO5DPQVvJ2HxOSCcsNrGiDWFhqMSBL4cwtE2frOJ5hY22q8OHvRjayfAE0vAU5lFhqIUPrVpgX+6nl2fpQDzBbjNUZGLCBvbjGYJhpKc/fvT+h9GHFnwxP4+wOkw00AESaOf+e9C8PZ09acYZ511dXo/VdbOL0PIwp6V86WyGBAv/0X/03oMcpQThPeOCdISYcna8e4A1Uoi99TIcjwpt6YrB4iAL8kLsP8n32YwPEtbYV19Xus1Zbc5zZuMiNOJA32CMlKaiWr6IL379ONaWKtxBYziKzBjaHqpY50MBLbKF5KtiBB9BiLqg0ztWEUq1Rf/AAMSp1wutd36NFMbY5gCMtw2h5WZujKFRuvj5UeyiDR2mafKxeahqEu0O53MbatG2MCXOSTb2phT+Nbd2pka1atthH9XKMUyFMWogGiVhq4TWQjcHDTw8A1qd6Am9APrYzAnIhUByjkUzl2uoQqLVfa99ZSxJ5jM2ZH8R2/GbfWOFtc4XK8h14HiJuv41znXZq3V83hlCpFKp5F6ckWc5ix6/Yg/aHCYQHtnmcaeykxrSHiQO2rlkXR+9fZ97KcY33z2O14vrfA4NrW9UmxTJx5HwLlOvzMqphyHMeHFNCq2sLpBJUiiwF4UWgtNM/iPO2k7ZBeDt0TnnhQayEsHMExla77NCugNIaQtDQy4OvnE+v/1ZE77C6H3QTROa0KRzy37MC7W1RSeCy0bEut9k3IMDNOOhY92qabdnxQW0J2GfckktMI8OqE40ln1Dh0sjoKJivJl/kw4q6zM398rcNdoXwV6A6fyfuaJCRnsENbYiKFiDzrk7N+9FZbsSL56/RjgarwWeX9jlrAtl1J/e7s3dcv1rayuuoc+aKIhzHx+bBII3ZQ6xPXG+e/gtsLPKOTYhfBxKeg2fwNx/+ZdTDwxEv0b7CTntleHCziF+4/Vt6PkO4SE24fOnzzHovUBhymmWreh2dcyvcQ4bHSGTgEDVrETu6bIQF5vwrDUWX+7E2vJBFqFaS7df5eW8rw31fISdsA9jXQO7LAt6trAQS6vrMFQfmmQgJfM2l1ou73FYVo4jpdmk+YRehJIMdZodtvZgrErF0qd6UNlD8PD0Gtqv1AmwGxsVjOH9OjOjTa310xNpVbYatq21h39jqxxcsRu0XAvr4ndre3oUscFaTM5F68B8BoMNEKvlLFNxjqGTi9Itz9mYySPR6iG2t6dzL0x62ERq2zx2YHAISAbs5OI7hTDYJjKX2RI9MKpwrYRpYGGrpOhndfE3t+oNPUdzqnFgTKSuU3ey8RECxRaQ06PTSOXOeIGtUt475px5WsEOBSYU1MuLlKBmihh7bePOfJZebPvOoO5TmNSTpDuS+fVuqyEToSCInXakPem8A0u2GiF8Cdpx1WZVuS+ZSlu7B+hvNoie0ewcZ/yOe9zCZtaGsxODzI7FkcLF7mzCOUvWdP0LwXlohhj8fQfC/tCT5gBhYOyzEWHkuOj93f2YmpjNFoAvX73KaowammoX2pQBdBpKq2a7WImvk83hqDr32mBaW5LIwCOlsfjmmycgAugJO1w73fBPJ5rt6ZNHYUnA9r6j2S4TAWnXiWpWVtbSjzI6OR6naPg9mFXPr43HLMezH01vX28U/sFfTD0ooklevX7NN1uzU3ARKWJQuRO8L1zw9DYdBHl6gE3XmWlmI+DyFiSfpR/dfKa663w2DpHfs0JC75r1Vg2nDbG2UI7//r/7DXYiUvG6I13xxnKchQcNRgFYuANDLqxvRpULsflQFaazvKUfJjQLwn4luweHmZRrjp4S2vQkm9UeH59nVbbBWbVTT/cQGrIEZDRzpiF2dw44UKQ3P9OzeHKsnYGx394NfMO+BWKbq1rekbGBd5cFmASGAW62Yve1I0gaYTjIlM8P8b0iEkwvWkfY39SSLQs/kVzZbEdIcgWB2KWsG9jc1ontyKUYB1SWZ8IBmlXts2mfESS5cwr0lAlhuyBUmcDYlULGWKY28BkM5L+1YWTuGna22lAXvibD9Xkhmq/1UDYDO+cQFq2Jao5AJe2YD40QmfM0+geG0i61NMkAd3MbawHcWYHiWO8m6/EKhhrOYUALUuvOHJ0tBpbFp8ZPJVyFmGVNFq86fitjntylhWOd7F+N6twLgBLCMFIgaVpkWEhv8RUaiN+7gnm1mUdGB1Ow6ESCl9KLqalSQBFoI5ug7jzIrLSA8WsgqEPozvl/auTDk1osLy1qWsZAb3+sI8gNszgvoow9nLMtoHMragzO65zT4WPih20EHepp35hzztnhnW/deyeWYSaLl7sxUbown1Qsxm6fPvkuGoHSVr50FuuTcYWfevINzJvm1giz9Q31h024rIq3TaWNyqxTtcly4Y9/PPhAp4pgemBoMI4utAeOIK5GCI0HwWyNXWy+G3tmoMfILheGVkkoglSDAZVaZrwUMML7HUMG1NrZwdDnUgJpu/BqK777FmPVEEFYkescgjOgYi27Eh9xmeeXDUmQ5d29jM2YhaBnUo+lMKgVCWbytc2L9GRkQJuL1zN5cd6I1juGAI5ibb2Srn2/Z3bHwvx6QkVbRnTAOEJGNZzeTOfOOb1GG+5w36awUAnPc+pOd2cpxwuPTUzH5OQMNtwgAqcYw2MzEGk/+wCKYusec5g6m1o6gbvYDkpZ7aszCEuHESZmmBTstFSdVAhdmKUdhu3l8rHvgGjaYM7Cl0pt2WA2UM77404kYIm6WtMOE4zVtb3MavKDWtX6uyYg5SVE4993sK/1Lr6aX8j3NimVuWynFJkaaB2fKWAymdktZjB19xvOAE426XjYZY3cZV8HwtjaPjt7mzYITSC5WR7EhkYWXUADCkGhr0HxOsRvRhsPwIDd6XaXSZZtx4dWlejNCbVHrD18hhGwU5ojCATTs6wSsD7S7KlzGEo7T+fHIfA2oe/FSUJ7NTNEmGdkckTa1HZTgBb7Yc652dlYW1nmXLdgji60USeCGyGOtkKNYkoB+RH25jxntQ7PMIZoHLKd/eqS2oNhB3iWLRTn51+zN3NAb8af/PSnscmzv/72m2iB/tVohqy4mTCcpq1uVoyZV1YMOWHqCMYHmMCECEnWrnmmkin8O3/79oPtzc0YHx+DAQfSv6GXzQZL2gV6muxhqEtDbraAUne+B+/BWums1JbptFuc6QZZpOHc21NkIdccwiHabg9C0zhXirUkMdp96whpaCdimc52+IMlNCvEZeuKAYjUVvFZxsKmJOpTGKvOfEAPL9vKiOsWNJZtEdk0RHCCVF4HAu1UakAp39fBOkwgsLdpa/YCQaTk+mV08b5tIGyoenvuToyPTnAZgzE6MgkRYaNBYDbzKZXGuche4KQ9bQ6Q+vtc0yWQsDFtMJPCtaUtpSoAZXRU6aU0lKG9bG9J0wDcj8JHSKcHUseFcNzwj4LJM1FLVCpOAIIZIRS7WVseZYBfuC8R+fsSXAuMcVJDQre2xV0IRPG/vLHKLaCdDPjyVa+TY3F8z/YhjU0mH/N757yjUemsB9TcSojmQA+mo5v5NDSgraatpMbTK60WrvI+Qznmq+p0c53aesIq07e6QDWaZ9q/F9h7dlZ3Bp/OmC6ItIvfO93fj3UgYhv33QHkPua/a9i6HFMynuMGOrpAMTD/Jf9uQFP3DGEeGP/j/NWi+gfSm8hZ2+G8COyb5h51ytRnvde7vnf8HpV5/no691U6HIc9czwVExKMHWou2DYw604RBoZP7t6+w7uuYgvE5gStn//4D2IZ4fbo8aOsl1UInELL7ZyNTkVbcAhFvSZNhO7enjgwQRuY6nQoz0seyED8p5/0PhDyDA0OYD/txgUEUUPr7Nm1y1xGxTInKcxZU1sB1xQ8WxvbmUenBDcY7ds00j2M6t4ezNQOVIVQDzG20RydPQMwBnCwaj/IMwiKRSApDdRmqQ6LViKoDUwrKpX6YxKhYNhATWNV8m7NCm1bKejuRuJhx1hkaTqbU3cUEDoSxN5mUli0aV8U2AH7zfnjZxwSEov/ttcNW+L9eka7EBb9cXPudgyVsMk4OCGfWSbCCm0OiU4NZBcwGa+ZA7SPqgNIrXJ49eY1e6vyXJvYGhoAXmjYI/VN0bLZUD1fEA2DsPlh6EmWqrDuvr4SkNCUNGEdQIV3On/AQHdbi52pu7hMhczh720lnQZnEJEJEVfR19EWb9+eY72X8cU3X8YGkt+WhFnqJJFC0Ep1ww2NjdxTi3YjTy+cIgTY6xkwHUGgenP4id5ltUJWuHM+5ksKm7XrFCptEjZMIxPWaqAWCEsXsjFU/QU5H5H9Ce1aeKdayZibo99sedLD+VwiLHlFCnG1kA26FL77wE8zbix3cpipSuHK8IakqHIwz5IzMD6tM0ch1MvzO7hbewQZRlJAeu6GFA7OHFID5ETEyCDuyUlSmjj2aLFfkPFvL16UwMUlzaUjjzscGRhkzfbF7c6xCPffeSfT3L589D0Y2vQ8lAD3YOf2crmSPOLv2W3QZ/bqQOTn/sxWFp6ZnQIGse0L79/vfHDvzk0I0Ny2lWhGclmQury4yUuLcXv2LhBO97apS9gwEGEVzSIxu9hDOF9srUx2WIot5TY2tjA20W6oA+fN7dROWcQkxNccr14tpTfTdnQGYk2OtqREyXMAVt/aK8NoldjY3gB6OUUWIoFARYdm7ct4E1NTMWgvUxjIzTumWricSb1sVGGhpzPtJtbNuSex2zrBuYfae9bDGfR3Yqt2jMQttBLmuB4MonQedDvzoQcihiBFkNbBZarV7x0i2gLaRLancwSVsdLNrR3ecQgR7Kf7Ws1nsrQQzAwcRW439pFr8zM+w3APwCtzYh3m0QnTDQLPbP6ja9tAsfDN+GIXlzhYGowm1n52eKCYjY/eeTtK/b3x7cNv85wOERhqUJnIOKupgi1AO2gL7WCRbT2TpLHJjAxzanX9N6L57WQAIaP5zWGcm51Lr6DCqtg/EE0wjkLDGKHeUs/Lfium5Cl0/SPT2WdWoWf9n1lRputZiHqJ3dbC2dqR3AlTpqHZGl7PehP0YxUHr4vWjtaM3wJ6gPy9UYQJ9rD5RQ7OENQx2FvshNiryKAzhFUh7TYFFZtKNGGCgZOURXQ6C00q0dGysbaZgXS9nnrbbReigORV0JHCphAH2G++WwkhxDdEYXL36uoKyKE9BsdG46snT0EOrSgOh8XYG6ctqtCW5VuGH5xB34VAGhkdzwFE25tbuW7nbPRytpZhFf70L8YfmExsD4+qvTohIAtZqzBNZ0dvagHne1uq1NSI1MFAPTw8gYuBVhrxajq4uYT9WOovwazmbmLPIM2KgyMYCFYkm2fYF/MLW7G0uMVC22GsOvN52s4IFHKZUnWpBj6xhq0WmzCh9Vc5N5w1ePFmmStVuuyLMj4RJTS3A0DMutcurVdmQ7QcgL43cfklhpjv86uK9skBJ2jv9e3t2OZCHT2tPXaI0FheWUHDHSARdcIgsTWYgT9Wb6+urScsMc6klnR0ml2Qn3ARJiIoHEAVfAbt/vtuYTo5tG+ESmos3dpVaw5hMuG5o6vOQBqdSO9T7FBtoyZuHtoBUtolrSXd8xK0wWXnZ1S48PLWVlSARMdAqU/evR9zCKXvHz/O/qR68QrN2uZ67YBrMKmCw8RvtbBlVJmtglYxaH0MgygcGniBNW9qsjOgk7nAnrk5nTqQzFTSwbS3D4Tmy/nr5hFLqZZWFTE5FEw5T/JMBrT6HcbFnLAcza9GYDQElcyprazD7YA1mpJWMB+3Hc2OuNVJoS2ssLT9R+3gDOLf4rxqaHmD2GYeWZfKWUIv+6AuUVBpaJj7PYq9w91MXTMhU42difGcH1uL9ZVNoO9GWCh9DO3b8Vrt2IKgdySDRtQ5d17gLAyeG282YP/y9Ytsxd8/UorRmUk063mUMScq1UoW+ULMaNRu0IHhI0wQGHFkZDx75wpP9drqoVUgzU5PIVgRuv/wr6ce7G5sxDgLV1Ju8wI7TRn0VmotrrzmECpRGujPLmDCvT6kL2/ggCJ6+nt+rx0uYgBVqzfOmWxOWYVkkAatSCmY4LI9njx+BfMCoWASXcqXaJ7sqwkT6tUcn57hsLEX+JLgTiCUK/6n10/8nGUqHIjzK+w+LGEpVYSzu6zbfD0Ta7s5AIWXkM6MizYkmKlPhjVakTpZ5sIn7PlSBYbY3+QS6W8l9fOXr2J7Sy1cS0hso6WXb17FwvJqJg6/mn+TAscSm82t1Xg9/xxbc5N3NSEFe1KDNfrFnkw6diFm2mdreLTv5noZiH4Uqytl1q9XFHsYu/b84DKG+4Yi+09yRv0wrRC0umsuqwzCSUCsnES+2+SwPhj8jz7+JN65cze++vrbWIWZr7E9949N8L7O8h0z/oXZxt4UUg2iIrRec0dz3dkg8XHWxwgd42s1G2jx3zoRrrSVIGoF1j7a7rsnTzIchLrmbuqxT5Mc1Jz+t9pdAZhQW/iGLdUGQ+kbsCbURGfbedhxwOlGSpSW7rZoglaOeWfOwLioh3AMgXjOMuEJtvv6xi73jk0HcjBmagBd2GhjpfbGDs6jC0hsI7Ce2D1SAUB9rcJYhRdL5v0OjGmHNjY4+xePl1KwDU2ORvmolnuArfPe9GCfXKmR67a7JoOFuuaUatPdvnM7Pa9bmEXnrFMha2sWu53bga8CqrFzgNk2LdCAvV/sVSTKuGqwe6AmhMgLBPAv/vknDzoL7TDgaG7qGvVvepKen+OTaj1Bt6Ux03ZMMdLRoFFrk9ETDkpHio4Iu1GNjI5gn12l/aHRbw9KB1Ie1GCm44g3r5bT9qm7sxsySVlYZf2bWRlCQh0y1r8ZS5F6pWGNa9ONhLlCTA1us9LL4HBbQeyjLS9Ys53EqjUvysRhPa5oGYmWZ8jgTvS1/UDfYAkNYUdmE87b08HjEBrDAcJKnR5CtsTtMF0NrS6zmsAr7F7fRDMj9Ux/0iOsVlJ72FVbRtP76eAPhYHQdw8ta3yxuoddol3NeXd29HNWTcBm4XJXtDS0JYGaBCFUMy5mm5AVtJwhGIWJWUfaO8XOthhG8H36/vtA8YH43Vdfx8qORNcetvOoCJf4vHvQDlf7mn3v7Aboi7WZiYI2KmizdUSpryfaOG/hantLJ8IR4kc4ej8WxAo/DawfIhAb2RMLzICy2Th1Z9pRHcHwPQVozoNEM5X36hkqOlgM5Juq5zgvO2EPOGOirTF6h3qxo9ivggpY24EpZJxTLS2xGzTPWZUgLxtvmU2jw8/zcFgovwITQvgNpiDeiLWdTc7hIlq70M4wWF9viXPrFZBx5joLG2Px9XpsLlVixFb7o6XY2C3z+yAE6FWhYwLHEWelVrTliiPAZ6en+buQmvbDD+5n68ka6zPbxyC/7QuXEdLmeOrb0CdyDe01I+BOQJbG140WXDddgTLLCOJlIPFRFP7Tf/7zB8fVo5hIFQrBam0hLQwUOiBF62t8eDClr92rHKxit7QOMK9GvhhP7H/Ez4Q1pn6Z3KpXsQECswnRCtDz1dPF2EWKtVmgyobMTFEKavux97xI4abTRpVCFqIaLDVIbIaN8cY07Pm87gQxoLaKGsHQlPMrHI7vYEk7bgkj9TZaeKlg8cKMe+nkkcmEkIdINmNCOjlsfqQhr0NGu1Km2WE9ZrsbJiljyzk11aRq7ZCdcjmdQdqzJolLqBtAWjtgFXiXmQ46XKx48AyML+poEZLoic2WidiSJ/zcviv92lcIFrW6c+NlIJOGr7j0Ns66IPPzcxmzA0F4a24mZzX829/9Jp7Mv1ZKAd+txLhOrecAS5tqmRhgwkS96bJeVOw50MSF7nykdzPaKesE0RxdHX0x0DvA+loQlKeYC8Bx9tw/UMr9tGm3IOl1+esEEibWHUxnaY54HgeszzS1a95nsymbEnveev9Ms6ubFOxxoC+6ezujs7c9mru0/ZqzBrCJ39V+U/MZMFdz6yQ01GCPmZ4ehQlnCq0JkaUJ/RFjE5Npy9nBwXCYcNLZDyYwtGNPZhcy6GC3goA/aoiLY/4bYVg9qQFVORno7wqG1izSC2qmj7SduaEI76nhMbQZ3IAWfP+9d7H5FxF0u+yvDfriOZnX7F0j9tPRto/mPQXm9mCXOt7a0WiH8XrhDeekraq/hL38x//w3QcLr+YzX89pMzah0ZmhBLAUf3IcaAqH2OJtbGKKw+2OMlDULA4zIGxfX0IK2/XpBKk3NjIA4zVEZasKdgY22lm5fByrbzbjbJ/DRPp1pHRG0yaBwvIwt/Es7SLhhi55n5FQCBhiUacQWClVj7YgKrT3eI6MZ06k7m4D09ZdZa0Vkt5nWtPlxh2aL0QVvshcMmUHmoFlpFEsRtetIqO2cfE2WZWYhKbN7Z3ApXr5ioa8GloHxOZW3ROs1Fdzmx1i7MszcU9H2NNKXJGATOdceD3FBtkzPQ7mv2ChalUZznYLChft6PHx8SgNj/Du9oT75jMaFkJpxIe35+L23I34t198Hk8Xl+KctXFsPBehdaWHF5h9hHZWw6OdbRGo3dpdRLtkCEJmvED41G1kvZ7I/zjC7tcxNNBfr/HUlrZTtXMKDWUgIfJLzSpjm8Rs2MRmzEJRm0jpdXU2wvZeOaGkiMUY3tbOBsx6GtMzswiEYjpFnCm4fwzh8nuCcZ15MvIxQs/eLpo2JnE7A+QEgnZ24a05bKd2BAsaVQJ2Pp8VKLOch/miV9d1+1bPsqVRQmlDYjs7W2ioJQQAd38Y8fi7V3wfWG5/mwIGicL0ABMGgSGkdK06UBTQVvwcYmt3IzAdsXDrxg3s7UexD70XubPyzi42eQW6RmBAF9f8rsJtcKA3hYfCy/ju1jZr2FwFSRU4W2xnaKvwT38x98DaLbMPbAl3BOY9Ru3qocweIBCdBDE4MsaCSvHk2WuIDcMXyW1amAQuMzmn3Umk1viZQL1/jHbjWrdh1qurFhZYjesTLh8Fq0ZTojmzm39AAjAb/32G4S4EEPL4bSFRpi554WpEPsdeOGQkk8wCEehcMM4m9NWF7/eNEeZMN4hF4jJWZaOcPd3lCBW9VgaOJT6zL+CQbNmQUJJvsgrOQua4hFF5Ju/rMF8RRrVNegtaSYYxtUrJaVMla/xs+KMDxjS7LMNBG+nMMeZjtYeQxthPVnfD/IkHeaGeRDNeZO5WPuv56XXuG8TWZl0V7mGfr0PW/c6tW3H/7p148WY+XgJ5LgyGgyouL0QV7BUikAkNICkgdXxonzqbogXutX1IF1pE5lFDm2h/fdUYToJaW11LhpIA3a8tIvRM2hDXUEDGOVm/d+eZ/RDLVdClrcXFeNZmqxiA3jRsBZE2dxQyO0rPpvBSiLZj5zVQimVrzojQUZLeWs7fMJj1m3oWJ8dGQShAVc465x2emHRuuiB7RsCrGKanbnAXHUm/CmsztbR7pSPfsb6+yj3XaWdxaQ2mjVheVGig7TiTxlYoC4F/emQxNcII2jEE0Q1zKbgtGrew1vK1vh4VVX88e/40BYxI0GQSteloXx+mXCnGUEjDfGXPG/a6uV2GoRExHNs2QkYnj8kYJpIUbo/vPxgYHkLlQjAQnHPm7E7WyAV08nCD9Lq979x9Kx4/eZaD+4UFsoDuX7G6GeNC2Cak/QlMZXVBjYss8IwzL/fwLFaWt7GrLZrUG6kENqiOAQ8xJ/PxfkRhwizhg/mHajYDvBKKwXWUXkIEzjEv24uuM6NMg0yHILxB/9vsGZ/hl9UBalKDpdaMyQRZhMvnFT77HMoOdp2OAyHrkRk4SE3prAsNZPqVEt9+OY0IBOcUmgE0BIyy+lqbycx3J+7o2jaMYGjBAL79RvX6WtIkotDezXYUEJ3BWtcgYwttzJzIkVhIdavDDSeYhG461n55O95/6078yc9+Gi9BLN8+eR6F9iIE1Mvzi+wTYYAt5GwMW30ggTjXQsJanWV6M/eP9/gb7YCGMjvHe9LtfnJ8mZOQr5COmh6GAs45Ub3i+6iLY6AUtJqaKuNprNnwkAJOhvR3rHUUGQiVHaVmErbhgvZuoHZnUzrCdKqYbO7PjMfV20do1+nsqSJ1gXL7CMl05atsESRoE0cmqAwcc+ccxTY0uoTd1d7DxReyQ5nVEeuby3F07novEfy1WFpZhZHQ6KVSTE5Oc+Yd8fzFAnYojL8n4nIg6j42nLFic3+xLdmLDMilw2AwMYxs6lkrd1nBxOjv7Y1hBOPLF88RkNrxQlvewfeHgJtjfM+SqwsUmrS8vbMXaxvQPuu1vb8tODI90XIzBGbhT/945MF6eTdu3L3Hwxr5YEvscIAnnIDdtYy1vPf+e8A6NArYVcHd0V5gIR05HLMD+6GGNFMi9kFcDfCRHaksVMx4HJu+uGyC+Gx8ZOK0WQZAHZivVYwPU2n3yVwyj5cqg2buIV8oDS63znhezMERGhrIYbBTuGTowH4rh2hjQbtSJXuEQAh6cdWirl1nj1kNFxyoF+uDZUQr3w+RwuhapN0haz3l3x68eausn983RNPIXgp8vsP8V2yWbr400A0eKyC0bRoRJoZn/FutLizUeaObX+Y2S8TZ9/BiODG1VkGaw2TCpAslLWdodzP7nZh2l/uGMW+Mj8ZnH7wXn7z/Trx69SJ+9eV3ceoEo3NtrN7o6x+F2Pt5J+9v74Lo+UJY9BYNz7TwbSsfYGyg+BX2vWe2y3plGDWNTarOudueUk8St5J6d7+SzNeA9jE1JbuzKdA4VxlJ+19PtN5R5w4aKpJpitiQxkF1PjkSzGJVvaIHoALjqnpJhaUG0hs5ny7Oa2drg7tAg0wOc5d7iQBKpaG8N72y1hY64/4Cpr9SoHKOdhY42D2J/p4SZ2pbQBtBXcTrtUXs9UNs0JZM3NjeqaDFO9N0MvF+e6sWKws7mB2sDdhtAynn2mfFPudtNzqRlQkmasNO7l4NuL66GtVyJaG/TPjdo2/j7jv38jysVLHtoBDZkIi2qjnCtixcXduCTux5WkSLF9Oj3Y7gFXnUsBsL/+SffvyguVOD3WEeNtFFs7FxB6boNbNj8z6Hsut0US4RSkHytMT4cH+MjA7EjbnJGBsbwmYZiT7TfZAeA/29qOKh6G5l44W2cFbeEYdV2aikM8fsDolNDeDibILr5QkdNeyVkmpB7TE7o5kqdomEhR9Sm+hid3yVDg7bwcl8/p2NdCEqezGKN8zEkMBlwhb2pN3oe7NYFm2lioPW+LpOLaeXyhQoU7U0kkEtmR5l9oZV0AcQg2dyCAwyvOHA0awO4V1CVcMZFlpq42Tqlz5/nm6ak5p3Ymw8A+4HVTQdcMd+lsJO82h1TNmb1Fo93dnaFvayuTgEXQyX4qeffpwzDz//4stY29VMQPAB81vQgm1crA4QcFaiFsM6arfsvCbMYu+22M8xYHwZMFZYaUN5HqbC9Zb6co6eGsNMH0NAej2d5dGIIHPAjGEai6NlaNdo+36hXg8Eec3ztGWd1mvCwzbEZ9WKMb5TEMHayiYa+hoC78w7NARV4E4Ntwzz7hM0UbHf4H8XAn0vitqgvMesH2NqJlDoPb3iPA+POeuqHd86YmRwLBYXFqJc3YkOGMAhqMtb5VjbrkZP32C+++mLN9h/zploiu62vliFAa9OTbIAPXRjDmAfA1nQrmhAFECPxQhob6vrt5xenCGFull0++aNTHh48fJF2sZqQM0etbT0doy9K3JYWtuILQTsNTQg23Q0tccoQsUsMUvg1hZt5rwdhU//aOxBB5IShYnk7E57YwuD1T6V/YO9qO4RmKAt+rjk0dJgDDkngcvUW2czXgsNnb99juYAhCD9VqKbi2yCqZqvC1nIOjkwEdVNFvVyMbrQiGZYWJsndDO4m/CXxds6QkiqY0boqaaSeExV0r7r7e3LWKOBUftATk1PAyE76i5e4ahais9bZygDm2pkHAtZkj9T6wpdfZeaytiPzKiNmQLBejIkniGSViR+Mz+7Bm6bQqXGdLio0EJjWqiaGfhoFRk5QxDCXojVQlKlfBVppxBp4lJ1hhj7LG8Ld20Rf/p71zS/B6No73RwxqZ6GYJxGlQTlzsKcX743tuxtjyfHbg3IK4DiKqAcLMNxjE2Zt1ed3KVt6jWhhlYcT19zgk/3o1x0bpzy4SAQzUS/xsZGcamKaW2MnvGxHzjeekoUgsgSMxEstxIIZgpejDVoZBZoYPQ9oxlrlJvKVCk0AYaD7SiE+qEO+5GOw84jw/h4u8q9ZoRRA1AhBroy3OfnB6FqSPX1oTZ0ocGdyCs+UEO8mlCQXR19nJO3C2/23TVHjNTd/JON7ZhbjT10TXIhfO8aGjF9rxKj3UbEHunbCz1NKoVBB1MGxcIL+/GQDsay7453f09II/TuDE9ldX+1WoF23GZ/R1m2Kyl4CChVuDuXP57fXM97H2iYDJbSpo1DGav2eX1razuaWnrZm89mXTAD2JyZDwW3iyCQDg/zsyu64X/+H/zpw+6wKS6vO312ctCRjEkZ1jI3Xu3Mke0CBOBeeoXjnYxnuVYMGvk9vcd2rjNvw9Ssqr99FxJ9A6oH+ofDtBv/Obf/C72d1lsVzeEbYMiPZLHCReFaRKs+YbSupsxTNEOThYypicUaW3CuMa3ZS/aACZK+xndzUMIBx0HDvTwQNQCmREDoard0tbk4dooaluJXqYT5knwQgkdIMbMujrbUyNZ1e3vykCmI5UGSzynMSG2h+3fGunaMzpd7NBVxZ60p6pfVeyarDA/dnZ6ExLSXMRD9mc+rfFA7CTsC7WdLR6dSaB9qMArcIY9wPuf/PiT2N5ei1/9+lfQLYxlpgbarpuz1UNpT1Pd37aQvD4/ybHcqL18hlBXQaUNb3c3c0HbYMJrfi72t0zIGfzo3rBHaw2CbUVSm8OoLaotqBMmM1VAG+Y3WiCd/XE4T8MV5j9qH53WgIMgqcYLW9DXsnC7Hw2kV9PMGNPfzZcUrmmCeNaaK9fa9sDHNoT2/gk0xPkXTSeDPmxsVEHgbG7sJPOZ3tWDBj2Dbk4OrqHNqdje24mt6rY8FXto7Mq+I9YQHjChjqU9bMHzY8wp9mVn9tXlndjl+9fcqdUJwsxBNJP1kMO2L+loi9WV5TQbkKvcmULtOs0QgFHcnJmOI+7UePMlDGjmlnQkrDdhfnltJ/aOUBCgNsu+PDM+Eocw4SQIaGF5KXlI08UJ0oX//X/2Hz4QOhnXMedRLGu2ejvGqIm/eni2ljajtlPFsC3zvSMOULiIoX4JYRc6kZ5oxe7BnDrajxQ0KGtDpkqtitTejkffPotvvnqKVLUBkb+nB41LZId15sP2QTLX4Zq22hWMBXRlkWo2a79MOdO1bHqTwd1MK2NTMpXE7WFV0dp2lbZHv97HrHuDOWVGhYMz79VIhgDSbuFLqS5cU0XI0Eo736OGNGQgvNDL6u9qnwqDbVMhlJYhdGbY76WG5tDjpqPHxj06D6yGl9G8LKunD/ZraEGTgi+SCLUhM0MGgSN0PZXQgVDdEH5/d3vcuzPLPi/i62++zHPXvrM0Si+qnld70TgOy6ZSbQiGbtbtIJc2/nac2+DQcJ4DNMBzdJzobjfJG2gnk6Npzk9EIo2xC6xdW93MAPzYyFiek/Vq9TDDbhKNgF3dKuowyyYDzdxbd3MH2mogRvuH4sqC1cMzzEZsNiS8ZVXGiKvb5bCJsZ0TJD4HnHQ0dcTE0GiWwa3tANn2yuEQyx6ezeHk+lLrovGd1W+6oJUV7q23ewwibE0GvG5DKILA9jBF9tB0F+c2fmKf2denNc5qZ1nJ7hxGW584OLUPWF9os+XGZVZuDGJXHh2C6GAQ+x/pXDNUICQeHUaJIHCOuL+b0xOgB6cngQjaCggnzB5pAAPy4JC7RvA0QOfmroq2dnRacqcmDdyYm81CbOG5nQOsRSx88mcjD46EUsbLwKfr8yuJlQ0cv3q1kHmLu0gRIcn27jYcvoIxj9bzQWD9ChrQtoGNBXue9KeqX+IiD6+xewoXOZj+iy9fAJG4usa6+1vNoh3nRepuF0Zpk+hoEexJ9GJxx5s5O8Dpq/bhVHvo/rejlVpETK7gyERgvvSk7SFhjRcaC7vW3uLAld6NtlKE0GW6jG3BVGoRK7ZrhlUQQsJIn2/wVi9qMh9aSptForEbnDabxaE6Wvxb54OB6C5sGXM+1d42eNVRwS9Hd9G0OOdioHkvTAjGroJh6mObdZNbE4mAO7BxK0QHQRQQXt02H4Jh5udfYr85Tqs/maO7C22JkND1r5dYR1FcnaX2a2tCl+kzYc02Dt7e2siEAXGhk6dOj2rRCMwqAvmKCLgGNWHe9VWsIGQtpLX9pJpdGK92loF1bGWIB2FnBYhBchOue9vQeGzTwaJZtQ8N7KzvZrz36gSGR5AqAJ0i1QaTyhDDEObbN2/HkJAUgKkZoI7JacLc2SXSohlNF9CKWVTjI7OcYSkauV9zrpz5Z1peT/cICMrmvds5Q6SAxqnunQDxNrkPNFaxH2ZF0B1gL+8Ch9HQF2cmTlxlSKXZTCD2YK6zvY9ssLzy+k1cYRpcQQt6vQ3D9MCIKgInPPezl7du3MAWX47ayX56mfVUH3EvVWH3gWEfay3rSMZug1tLq+lwaYee5ubmgPKn2cLCWSZNMGHhk5+PPFhamI/qTgXMbnMZiAzJYwLstpkgfI8lI4WOU/NIbNarOVPvhINwqqrQxTnittlb39yLhdW1aEWlT86Mc4l9sbxgs1+kvG5XNp8jxuA5jWtnsMkYMp8eOy9EXK+q0R5zAo6aIQPpEEEj+NsWFQ4JgX4TcgpbDB1sbG6k1tZFrmayIsHNWziaXjkYV6lU3tnmuZ0w9yhEjAEOJ1SRbmbGZIc29mlPEp1BxtE60QQJRTnwzNpH+/zQ9dr6Q7W2GvL27dtpp2rXOXDGzBvzB7UZSgOsEwbRSWUTX7XUtal8rNuBHfagVEM0GKA+LANdnIWoxmDPvE8BoAct2yCy37odbDVGPdbJ43guDK99jd3q7AWhczQDTwvGHq85B74PMw/29UAQEDoooqEB2/RCkGUAvzVtLI2xPuy2bmBfpQKhASsb+Ll9dNSBVmcM9vRFqb0/wBtxgq2dpTfgwIMyxHvdGn1dMBhM1Gx1/vBk9LcNRH9Hf4z0DMZQe190XLVEdauG4LtGsJ5FZceJUDDIRVPs7pzE99++ivlna3FQQRG8XGNJbbG4solGqfIezq+pOzY27Ge7GzugswbMHHM8X71cjh3WbMD90iSQ1e04BnKamJ9jELjHrIyAps0+aoPm7J62u74Rk6UR1jqO4LhGS8EkxoVhvOruXpYh9XG27929xbM3wpHqqTzQ8nb9uwANZrMywRSCKiE/79IMQR6iIFpiYnoyHUXlw70oWldrOt4v/tHtB3b0UhqbmW7a1QUXaw6htpI2jIRvAjRoIEql4UzFkjG134R3rXA7ggXuNs8NIvFh/FFKOqBkY3kvNleraeO0orYV2pcsGKCc0Mb4oyELU6icjZCBdIjbgD3byZxP4006WNRuvlfvm3FEbSDTzhYWF2Gyi3omBtRoIxzrr7rQdmpKq7kVIAbudbrIUGpd+04KMXWm1PMPgUjYSdqBpsGpYVPT5H7M0lAQnKcHzepv7WIThA0BOEFYp4QDOHuxq4WpVi3YptxAf4vqCeawAYQa0bzGnOUAIjBmZAewszPr6g5jcLgv6y9fvF6G8DZidW0j96N2NTb1/aPvY5E97+5W0h7Vje+X4Q7XrevfGFxnX2vs7m/G6zfPOT/sym7bMSCk2JH2iXaLyQPCYdsOmt6loOExMMdV7GyzHuO3BVitgI0MsfWj+c530eT7QPSTC7TeJgzdEfsVYOyrDQiY8+J3dhDGGwtr0XIKRNzej/0tkFb5MBaeLsSrR29ibX47Fl+uR3m9FpXto1hZ3Ea7QOx7IKfXWzDPQextHsWrZ8uxhO12sHcWrx6vReGsNf0STx49B/qfYHrolziK9dUt4P8RNiXrt2jm6CoONi1URvuybv0I+gvs2C7S0hcxCvw9Q/i2cyLv3X4rJ+fmXEK+1wz9iWyEvO2YTjph5oCgA4PFLLLdAznZrUBfQwvafa9sM+empAHDKXtA6uytw7U3tmCzjg5G//BAhneGRocQwGj9n/3RxAPTjnowpvv6B5N5lLp6rIR1JsKaa6f7F8qO0sgoPz9NKKqtVxocSvstO0nxHOsJdUlzn9AaTIOMbLjojNfPl9MO0xOn9K4P+BcWXqLCTyCAq7QL1RzDIyNIX7QfB6DNZ6DTILsubD+jxmGndWik0EA7urwhDlNXvkFntajEqg2ZgX21FevVpayr3kC4EEWtr8acmJzg7wZshGpd87YZnK3bl8JVGTbzDoHmvtfpPKammQfoJaihhTMyZGp2QyNAeuGnmTM/zIWrM57ZMT4XAWB5FZ8x7SpDIE2XMcgF95Z64/nrBSDXYSIMUYddtWz80z/QlwXAy6srXHQtypUdtMBmeq83gJ3+98racrxafBnr5XVgci02N1dhtKNsB7Gxuhqba+uxCmObTrcNo2+XN/jZXqZsra+sx8ryarzBBFkFQq0vr+f3zjE9DjRJVipRW92HqY5i6c1yHHOGQ4Nj8ezxq1h6vRpONXLUmTMUj/ePM03LYL+J6DpGttBcNjdqauyKWhWB1Ohd94GUG6O8gb28fRBNMHGX02/5u7WpEyHairBEUGPy3L/9Nlr3NL763cPMsFKDthiqQgEYntA21PFS3ahGy2VDTJQGU2tnISzCuxOmcubk5vZGIoexEpoIOhzEjh0ZHkrNZdLBIYJTk8L72+WcGrDzPnznLYTkcT07SSfPnneP4O+QIeuThgPEkzSIvcvDuO8r9leIm3MzORrNLm22W7lA4Bf+xf/qFw/GxiejNDQSxb6BGBgYSknn8Ak9XI4t7sAQteuWgVD7i9gOXfe0jGjakJBMiGIZji+7QoVLjFYotzR1xUNswDKHoS1n8DvDCsBV4aaQzjQdfjm1mo6QsdHR1J626cuEad6l1jRrxPiUPS6FXx5OnaFN2NWN38UBK9t4HBrPYlc1WV9fvfW9GjATsmEO3fHCW4WBjXqnZ6eT0TYctHleh3eGI/yMmSoKExMAPGztMNPMdso2gbrks00w/0gMA2nV4mqUdJr8HoqaB+jenA2gINGZowDxov3bNel9NTHamQLjU2Op3Rch+gvOyEvUIWSSuvB9+PdVJ9YF5nBJNKeVCeIfB5/Ujg+yRaCt8U0o1952/xajljdgUphvD1glqtna2oQJN6Kyu4XA2MEGhIiwS08hkL3dHQilFhcICb+3bnL2zl6Uuocg2BYglw6nfWinhFYoxfffPeOMgOTawQhVbSFtQL3bJp9rM4lStJ1tVwmARvZYzT6AHQ9S4U4OgI/H2GvOI2mGeUzB0XZ0/LjpXp1NbfGnP/5jtOtmzugQhXhXFmRLX43Q4QE26Kl9gY4vcq7+NIK5nXOyMbGxPmf4lzm7FtCYk7+sy3v18nWaDkNjQ7HDOZyBSjZALwq9K2jkEKhbhO6mxkbju+8eZkJIL/yyB41Zg9kKv2geWD9ogonNkVlcrm10dCBuzk7F2BC8xTq+/ebrZL7sIvi//d/9uw/UXs6L2+JwF+aX0BLm4fVkZYDOF4O8K9hXqmPbPXQVe7OuqrOnmMxj6wW7TJ2yKNOU0lsGvLRy/sl3L2PhxSoqvDsPONPAYDrTjyQYGUqFJuzU46UGUyP4GQsYtf8kUl3ZbRCRzGcAX21kTCmrr3mWGQxWMciQtprz5zpqDB8Yf9O5YsxL5hLKuUYZxN/3ZzKMvR0tl/Jd/tHNnu/kb50R52fmmxrMh1BgYlPGbHlhXp/eTG0zQyHmSqptFRrabgbtddo4WVZGNM9UwjGJmONKxpLxrsB9XZ1tMQoCWIL59lkTRkjCJTbEij2ny2RoPZSbaCuZ2P6dXrQZHJ6j7zGhoQXEYCC6jKC4Yv3aaVZpWyCrF1WNLzQ3ed1qCae42gpRLQ3vcP9WFGDvoY1NiBaa2lS5Je1GrEbee3Z1EqPToylAFxfXYCTsS9YnwlAmuFbfY6cAM4aE2XrYuTQBAeeAHer2gGpHQHg9yFamCPkMBam5hI1sJ1aWVmKCO3z77r14+eJpCljNB9tsWMdjD9XmpnaEBneEYDRza7LUw1cpe7o0wqSN3NEukH1+cQl66I9RIOHa6hKa2c4FCPMrCwygN+gym1CBnJrY6ztzN+Mnn3wU09NTWQWxCIowUX+POzKB5SR9DJwrQt6c2UOQlLG4KSDrpx99yHMaMcNW4S2LHMz7rae4FT75ycSDp89fxDePHsce2mZ5fS1WwPQ1NmfZiJdsfdTLV68zK0CtJZO8eP0a6duWeXaZWQETaFUZ0zHorYfqEEm29HojLk8g9+sCmrkRrcgCYRz/bYmR+XbOu1OjGKtTC/3gcBFuqVG1KLW/FAj+7WXoqTOFSybKmjMJhE26jjSakUT37t1LDG58TiioI8agsQwrQ6ldMxeTy3a/5iu6n6xm5+Iza4Y1yQR+HtrmMzpXOniGENhwmiU55m9i6EPIOm5kBiWcRKZTpL+/D6aDkNESamOZ3/pDM0YkZLXrGUxjxs3oyFA6dMzNVNsqHHlgEinqgC8In+/ZkkJnlEMf4XeYGDsXYlZwJZMr8TkbB64eAlP1iloc2lfs5qs3GdD36mBz6qxQW8GQpIyQgu5gaBigw7l8banNdMXLwGpSqwVOr45i/2wvbt29EabirSytw6QWQFtZwoIQVJoBOsYqCAH3YB8ZTQUFpufmuVfRFru728D/vUzqd0ScwsiQWLG3G6a26VY1NqDLt+/dRIgex6vXL1PYCHgUOCbfpwPvBBPB8Bh7vQQqjiM8hjhPtXgzmumY++nhDm7MzMTs5Dg/H4xLhK4DgrTtzXNO1McezG++c2MupkaH6xN8uRs7Z6/sbMRyeSs2MTESoXCW5d0qe+rChLvI7gntRQTp5FiM83tXnOfx/gHnfZGx176szge1KMT+9t//6IEtJwysXnGBGp7HEK3uUplD6Wu2/hiLKANXJFhVuZrPfol6FvMieUaGBDIrHYN013bfbXGwCyOCy/2MRb6meFkSJJMqsS1kPNU1LJehIfWISvjZ4BaCFAJm7I4FJzPyleUq5R0kqa5qS2m0ydqTqLaAJg6JaWcdegFrGMP16gtjXXvpvRQu7nF41qgZzxoEGhjXkQFtyw/Fx8rKSkJMu8NZeqQG82cyhLV/mQ3COvS22phJD6Jad5vDF9JxajBfRzo1LJHyvw2CG2M64ffk5ky3autIoSGIlxHm5qYTvm1vO5tcJNGcHjzf39howB0BB3yfHB9PRtktl8NBOTIHVmUiCwWR2iNzamH8hF9NdhM3yK6QErWgLViPZ+55yx3pjDrU1uTu2KfIxhaGogQJQQHWBENn3xpRChqmoe06nDi7gq24s2EICFub8zqAYdyj5oYx2yNQhXHfH8I7JjxXEVpqo3K1ElVMmTY0WC8Cwn6zag9+DQHi+gzt2PbwIN557620Uw95Rxsa3rtQeNunx4oZ7Xpn/rkfY6Sj2HcD2PznV9iaMPfDx08QBnvx2UefxLt37sVgdx824HB0Qz96odXI0pOlR2PQibPkLX2qbFtnGHF0fRpPV+ajEzu8wjkdqQQQSnbqs9JDVDA8BsPemIF2W7PTQBXhJMxr4Ku3B/TYCkRF+NYq1Sh8/Fnvg+6eTrTdIZs5ydQh4SWijH9bQ3eWUsouxQ6u3OfAuOEYGRtH+p5lgNmOV3u8xBCFeXqFJiCE8/8uWzDeyxirB3A+mgqmkoH0EsF/eTE17Ag9oDKgGsaDs8WErff8rAcrvDMz4wLJ7h9tTxle5tR+E4apgZS06SmFkLUBjR2mdgSyGssRWlodrc1qcFkNYmWAzGPKkfaZRKdmdMyxHlqTFKwdHMEu1cascGjWAPqOHjSb8Mg1WPWt69qaM1uouwdzCdXAaovUjhCe7TZMLvZ5I0BNbZsfYOHk5Gh2zn7+7AXvVotZ38eBIDzUTvAYUA0G5GcW7bay9oq9aHiuzKdXTyGgw0gYrFARxl9ZvgMRdXD+MqCZMHU7/BzYxl1xPp6Jw17MHGHJ/K73YaaOfV6DdaON+Z7oIbOgQBK2BxzEvhkZG4nHDx/HwZ6mSzEFiUJGFOPnFcimxWlva6t5T2qJcsVW9SKUuhbXY52wlH3M3rjBAiLtdZ1wh8B9nYW3bt2JpeXVDM0olJy8VCz2886WTPguQuDax4aVRAUWCDg7BLHO4zAd9p0nWWWtoLs1bd7j/MzK4mLMTKARR8fjt59/HmXu0sFD9gNyOEvWnSLMDPg/evU8LqDdTrsXKEBZr0JTFNFXgiZ6YXgO0a4MVrnI0siSaFKgsmYHglqydgATFt6/3/yAG+KikFDntgGvl4dYav9D8ahELDyYuTEVa0iCGgykCnU6knPinEVwBuN5cdYK7mBLnp8rglow+LfiAiKwJ4dDSbwUYzSGM/p6B2GEvWSuvAG+XKBhAiWvWQgyoQQg3PD7eehQh/+t91J7z9+zJ4yQRmaQj9Wu1piZBqQmNIPDEEKOP2OvhinUTM5scES3GRoKALWG9iBWRM59K/Z0se6BtGW8QM9G4PZDN7ZuNJzv9wJcg6OR9bjqPdbtbbBXr2sbSEHDXe+aVdS9QB4dNGrQ7L9yccSZFNG4Z/H1N4/RTvYNsX+q2TLaaXVbl/+HxhMhNKF5e9DqZZ6BjcvlJzxnLcIvSw38t7/i83PugieD4BNW65g5Ea753zzbLnL+25bsp5gPNoqSgu2WbtvFjP+iHY2rnhxxfpzRwfl+TNwY5wy648vPvwtHq42OjGcyumEjIZbCXIedAl54bo2cPW2kAzN5zFTRMyta0O9g0oMtH70z7chDoJtVMH7/zp277BHzB3MICy/tSrWcvWFESWo/NbDnqyfSxIcUOp3WjbJ7tiTx6+F//PQ1ptZ22Al7dX0dAXEYN+cm8zxfvpnPMI4DcXoH3AsQEoGic/AYZfFyYYV7dYCQdnBzCmQdafZ9UQNeATJs3yLMLiBATbsz1U6UptAfQ3mt8U6VRuOnH78fjSy0G8nYaV4b0OGwvB0nFkpKPByM03DMHng6j2RmMXaRqh3VuKDrmJ6axMBHa7KgQgMw7NJse5m4OV6/XgbKSSBcPNpAQhLO6ik0I8FaKbWlvVn8b+kj8+PS+G4FsnamxlN7aGDX6/vqOZz1/qSWEJ3A0Dv5fQPmDsn/wYbUJsqKAC7JwlE9rukZRXuY4ZIeRHEOf2zKakNZXo5BjcYbG8vQBB/IGj4zTxx+IiKwREXNqYTLxlGch1DVEp/0wiLpdMbMYri3wWS2sljf2s4K+2Mgtgm7uxj9Vm+YLHCAHZeVJ8AyS4YskNW1rjcR9kEwoE09HLOVG8RlCAkIxip5q/fV9sIfL96fyYAJ1/ktloiAhBCAsg18IHMTYUCeVl8rfzxPZxdcnDlHvY/9QnRKcNbpl5lQOzu7sQkk30F4mjdcaFVIY6+hse1dk/WBPNuA9MkZ721oQQp2ZE3oNdDNyndYkvXxf9xlptMhNEQIlo05GNPkhAYEx+HRfs4w3Ni0rbxedguiW2NmZgrbeClDLzqhdH7JKLWaSSRV7hsNhxZXGQyjHAwnGXoxST77moq0YNKx4dHMdd4/PIlHL17Hi8XlOOfnthTZ2tlEgLRHd19HfPTjD6I4CCJ59TJevHyJ9lRrYXYcXcb2WjnnF+pJ1rlY5J4V1hZ1S4PmvOpRt1LGkDebi5MCZloR2ulpi5GpUWA4Z3Z13hRv3bobXXaQaj3n5Y1IqRY2UebLTZkZc4yd5LimougT4mtAgjvA5ATDeAdikeCBjhz82MQsxN0dywu7sb1RiwbebulP47XDNYJDb8bu6kSSHqW9pORtzkZASO1rg++dSC5bxR8k9K1DJFPPLlMy2m5ADZU5o2zOniQG5m09blsEs0euG8zThLAMMHPgwql6bWJzODjGTHdhjs4XW+M58LOt1clKEr01j2gopJm9IE0+PkBS1TXcXh26si4vU2eKs/RtumMCusm6HUJeiCWFBYRnh2W1nI4cvWT2dDmH8XSROz1V4XF2fpxVHto9i0tvUvNkr1T26FRevg2h2oPTuBJSnhdJ0DXeq4ZRoCHJEnrpsTZBWAayssDfzQm23IHCzp8bd1WqO+M9Gs7TA2mwOaEb8FnLf2ColF5uu5Fv7uzHEoJ0m79NtnASkT03nQ3YD6R3DHTdW15vPmusr/Ea4AXsNVF919ACd8GjsimT3nG1lVAV2cGf64T9VRCE9qPryJgyTOnd2p1O+Gc46MXLN5npIsoSojeyr0udLmiIAv/WvDmHLhtOL6Ovozd6OrG53D/Cywyh03PQG2u///47MT4yGBdWJtiiBK1v0oFCbfrGWEzNjcIoTbFdXuOWETjcn9KjbKnT6gp3YSPePjR3D7TSC9pojNXV9fTU2vO0nbX0dtRzj5va0cgQwz7mRxWBvQqKnLszF6Xh3ih89HH3A84pJqfHo9DegnHJojlYa+P6IAovV/ex/QyV7MZztAeGh8YwE7Hhyhw+h22N2xGwxVbxy0ub8ejh63DmnpOWmoUFiDE1ahKGtgmEbhBbOOhwFONpagDhrl7SdLcDQbRP1D6mkwmx1GCHMLwlLOlJk8kgVL2gQlNtmYwJAhnNRPE9wlU9gmbZ+Mckbm0xjXYTYj1Awx3Z/h5J4s/82jIOxGeFF5xvll0JN5zjkE4Inr+0bMkKMAlmkJasxDCZG/SXktxOYD8kl2eCNr/jhFwb9upAObMbdZzFbeD9+flhLCwu8a7WcPyaDglzMp0p2GOifF9X9APje/o7oqsfgTgykJLaxHchswwgMfty4aI2nm0BRQdqKOGo9qy5nJnnyve0jaG5JHTDIgk1dRIhBMz75FOprfcPTvi8Z9uda2jrLKRPwJKwzY1tNKjzEMzN1SPOKhQG2Kt6QTPHF21rrmy9GLohvY7G7RSE/kw4rs2cmht60ZzQLnfR2rMzM9OsqRBffPU1wsNdYveyr25gq2fu3WdNJjDfgLv3r63bznp+SH7wt0xltOZR82QchKOH13jnJYzR3tYE6ilFaagvJ+/qnV1bXc480Mnxibh79+1YWNuIHdCh7Qd1AlUwodZXN2KdMzA5Q6eaRcemNBrWsIg5W5uAkE5AOpazma2kt9fwR+GDP+h5IMGIbvqGRmJb7yCS3+LC0eFxiK8DIrYMyaRp3fgnPOwyG8laFXBUs3Gpyb7NMTo6FW/eLMf3j17GXvUUCYzKx6407iNxGmvSALdxqnafkEVvqtnkdmp2HTKNBawaZHWGaYBp1VJtadPUtdQp2hgJ3YExC4SrlG3DBwQ1EAvhyLh1qFV3R8uEWeHA92VUHh3OhSgNDqYdp+veCuYMH0gAfEAta7dkcyrHxkf592lmmMjgdQ1l28DtJAInCwtnExpDvK5TRpYoFBp6JZXsOiYysRwpvQ3zacdZodDR1hhv351lj+hUISRw0aB/MtWlcVCTiHVWsXcukP+P5oMpYT6l6NBoXwwO9yNMIH73wL0c7AO5Oduubs4emq9DxLr97P6xpjlj44Daf3UonrmNaIT6eQOVRB8QmY4NA+pOERK1NlslXzjPScQ+86svv0PrneR96DBRWJsJolPL8xEpKaTgAggemIYwNFaokJPWFI42L1JwsJBEDDr79BhLA655eno2IbxQvol7HJ0Yq9MGzKTAZUtJGzKg+8skC+7Abu1+WTEv+jL05bpsg5J+hh5pBjTDPdircxbtJ7S2WkFZIS2IyLaxF+/cu5eZXi2s9YxnLCwupPfXRIHOTjRhLzTJM703zS0ZL00uttXF88ZGRmICWnIUvOEYzbfCZ39x44FtKN4sr8QSnCxTXLKRCvj2FKlnRcG53MklVXaNlcHlMKUtth2cAohI5jTgOzw6CQY/joX5NQhcp460U0AytAExgUMQkk4FbRBT0fTdmc5lGMQyItbJQek9MnHbsIOUgj2IZLEKQTXvZUicTv+xasEUNg9eiKKhrgQ15OHl1otlkZUcQjICX36/Po32EngCJOS/PSQD12pUL19G9HkmF8iAw8ND6Z10DqJE4mck6LqXlrMQNvNvHQ0SnG57n2FAOSU8RGI+qZ5dE7jNXeVagfHdoIjzmJkcirm5EbQV721vje+fvIqVVWByk5+S+dgzNp+9SHNsG8LBNDfr1rSZbNugQJFhutGcXUBHo7K2nW9sBnoDcYS/dmpWG19fYiNytDqkoHieocZmfdyHoQjPWcif8U/QjsJraHAohaDZPPsH2ItXh/HBR+/GTrka3z18Adq5Svh+DbTVPPFMMhkAbWQ3cQWWMFdIrcC2h4x/RBkKTnlPuym7oHNenqO/b5WKTPDe++8Dg63EOU6Hlp7xzCHms3p7ZZLsWsc96KHVGWfShnQj4+uB1z4TKtvcWQHhdCnjjKPjgyiVfWgT4dnCPq7Pwr6lemL7in0xUBzg+REjI2Px289/V6/IQBAqaHUcjQ6Nh204q5gr+7U9GL653saEW1ALa3eeI+CF6yNDQ5lh5kx9nZeFD/7Buw9au3ohCr2TaD4kXAfE0qokReOZrGtPzGMkm/DEJqVcEZgble9GwNXC1C6M97b2Iji6Gk8fv85shJSwfN5sfTWbMCC9dUiiw0PxeD1+ow2Z8ENG4FKSEVmIrnfDBjKPLmylrczjBdYhDkzM5aTmBKZauZDEw4Vk2wm0oj9TKwqFjP353zZksg+mM/LSVcweZHw9p2pAqVODe2e7nNLTanarFny/jqES0NxBmkpzNaoEdojh7Xv45f9lTdqIOoDM+1PAyLTWSNpHRY3d3soVXR7G3TvTrAOb7mg3ujEBVrcqsb7DXfA/iUimrJ2YWmbSNBbJKYyFzXN2fM5dWRPYGIvzq5mbaEaHHu0uIOvY+DAQthui1xY7TsGEpZQCkKthzy7XvF1saYQoR5qMK+Ol5IdJPBcFiJ5Ts5gsEzs9O4yOnua4985tbNb1WFve4/zRvkDgSzS2dyyk5BGsX9jaUddmCHeZLf/m3kUVJlT4PR0mx2gs70+hpaCV1tRSszOzoKvR+PXnn6cDS6GcpoXr4V16Ufd5jggk0/u4h3pSAfbr9g7v3oux4eE6QmCHTrJyWKZJ2TKqU4YHOPciArHQpl9BW1vYLC1CT8dnWe0/PDQcL1+9iNdvXiEoatkRTeRga8RVFJjj0K7MpMGK7kbpnCEorzhXx8adgCz0xNsJcH1lLQ65J8NJhbd//vYDdDpSpRcJoSMChkIy3r11O+vPatZRsZCcAgshOmoYtMimD7iU6+xUtQPnt2NwXl4UYmV5K5YXNzJx1hiWDOhibOtglbfeIgVvvQWhB+xF1APTqm8lg4fkBZj6JtE6P8EQgkQBn0riefB60iQmL9wUM9uHZ4sJfu7f6QbmbwnBo/RyDbybuWMDVRm1LiH5AATppQlbDNhXymggnp0wgWfs8t/W7RmXUjs6qEObRudJjubm8rWVhTnaOTJeCiAIVmYzBUtN46QiJfjJqXmqTXH35lTMzU7Ey/lnsbW3E63uGaavwtDaXXrvZuamoxOGusZG1sXe1dJrCWBC/JaCM+8nkL6WwtiEqgkpbKfwUwSo8z26gD4Tmf1ifdoPHc3SBkeoWSup4LU/jTE1wyDath6ZQXOFizaLmT32fkXWRgGteuseTDE+El988TAqOyZaCGWh/YL9Wq0usT+PglBm1nRBCAFrBwcG044U+m4Ya+VeTbrw/kzf8850bhgUF50MYib85Mc/Tk/rN98+ybX9EAc27qlvQbknssmEAp7rdRqoN1SiXauDbGSkhKA1xRB0xF5qQFynM+u804MtXWVDaeijCyg9/2o+Y9uow3CWoJ54558ccR5Wz9tDx1Q/a0s1L5RbExOj3LUOM96DcFAQNoA2WrCdFSTZ6YAPWqNoreTE4HAURt4deKA9kt2djfPAla0aksA5Jaz9ONyQi29DYttqG/LiUsz6Bv4c7nvqbN5Ab29srWOUrljbBoOxeO2fTlTyNZdhpsMATFLPlNC2aU6tozYbGralRDuPqjcRcsFKSZ0gHqyCQcYxM0LIKJSz1YJQxZQ5jdy+vmJif34BAhKSmOyLTIcotf+ESObhaX9IVCbaav9ZBS/zqFF3d3d5Z318tbEp16CU/mF8lZxqRYYlXGbjGOjWptFG0pnj5yUONa7CQWL08hRejnGrB9SBu+1NMMYA8HOEy7+KBeDVIULpFI3UyPkbo8KCwrYbBEYClQa6owV7zo5nTv8VgjuVVjg+PjIZp9yd2k8NnfWBvNvMfHuzGLuzHEcmVLBl7SNQzlaPTrza2zMzqU58wlKr888hWm1gz9sQkAF0O8adnB6ynogbt6bT7p2fX+dYOqAThA/00duLoOb7hn9kZsMEmhRmInk2Jp0PYDPbHUAb2uwaNaRNhw27OEUozwym0gljSth7770Xjx49ifWNLYSozYCtNNB7izDhThRwOpQ8W9e+gwA9EFVBG9pa4sdiUZoWXouyrlPbtiI4DWeYcLBbKcfS4nKGbIYGMAc4L4t0MeVgSGzU7nb0VFM8RwN2FXuiB7vYZAyRkB23RRr2AjWXVnt2fHwCWh9gbe2pvU1WqQKxITQU3FUcYTYMoWwKv/hnP3ogPDI2NjiEASp04PBUrc2NajxsAzYp7j88xs5Ayp1nVbddhJtz03rtpM/d7YNYfrOZPUHSYAc3W4BqF7UrMwmaGjKvT6K1AZDxKzWOcx962IBBSonX7+nmN1BpYyODxl6U3i4P2z/+rtpFae9sOmFtakYOXY+jtoefSe8STKME3tjYzL1kVQa85DrMglEzWlenfWBPy6Mj7Fd+rkDQjWzz4T0Yzo7S2pG2FzDzXSeUdqJ5jtqrGUDm7PQUD/SjGXlPamSQgtq7nptp5QL2w9UJNkFHTI2NpGt+cXk7Ti4hJGzsK4TLDoLH3MK3792JFmxDSDlscKtLu7yLHYZNeArcsxu4ml8hYhzS7swKArXjyZFnbNXCYSwt2GrhgHsuchwNaFjPFtgGSmlr78r7MjQgBO/meWaqmKAgAwpZZELv3YQFBe+9t+/CQBDt0hZM0pcQVo+uLeDrWh9hCdTM5AeYXsYRcWhHq3FWlpc556PUfkJQ/6TTjXed8XO90n6VOMehYeDnbz8HGtZzf/WQ5wXpHec8s+aO//b3DRfp5Do947+hK34AwYOmOluyoa70oyfyhGfpnVWYGgLxHhferMTTp8BDbMix0SHQWBfvsKojYnp6Ivfg/Ad7v5rXec27mlGd+zCvCkaUZ8K68ecWGNnArD4SQxiXnhvr0K1oP9kBaLkNeir89T/77EFOLUXjyM1KIBOS/dtuwG0cogWjHrq9/B2YYQc08a9w6BICP94/i7PD61h+vRELL9bTPjFrww1asW2dm7382zmQZogxu11DmAZIjd1p+HtJvkfvkbDQGj9DEzoD0i5jK14sVJ+ELuPrXVOaexfaSsYQZTwzaMxUEQKp7VzL6upaMrHS10sUXrbxWaGsWk+7wiEbe0AxuwFw1gmH7Ili9b32hvaC2R0Oz/T3hM9JEEhiNa+e063t7SQcO0SrUYSranUel+s4gJkPauZvnkQfGlHD/MXzN+z3EoncCyjgvLox4otFkAI2EvvrKaLR0C5OirUYenllnXftx/DwAELNjKQ+tFs3duB82nFdnc5MaMjmVe7Zs/McrcczHnoC/LHS26lH5pte8XMFnqjHxHuz+W03bz2mBKwTTS1u8B+Kjx5spZu35rCFlmJxYZ39Y4NzCdrJ2vlqu7x/dq2Z4FkquDqxwRSQm0LPIyc+2RgYZv09o+hs0lGVTKLTjmfZxsEk/a+//S7tyjY0mvdq+ZXhIcWr1efa577Dfeir0IfQq4bh5UUgY4e0J8GDPriJNCWMI3te3qHhGFPhatXjeKM9Xd2Jt27fyME15vPqddfR48x5y/XGgMbjg71x/6070Qu9GUusbJZjfxdT4AJBUAOGKiegYaQ1z2+KXujLBBO7fXtnNncqjN3rfGDhYBU4tfTqVexsrudUm6XleWy5xaxGd3Lu7qHBa4hU7xLEVhoZigqEiU7goV3R1VyMyhqaYtsWBuwR2GcMRMeEcKIBqdPf14mGuKobufwRKHqQQk6hgpclM/q93v5SMpkXqTS1YsJnGUszNeoHBjNNyUwbL22gn00B/SyLMnvfPzKrBvomWkaPlTG4bBDrgSNExP7CRbuSyeYG5hu4KFPIoE20sS0ngOVo7qFhPYEdecmZ3sXBKzhScvOnnrnCXtlPZpIAC7TFfNeNG3PZFUsbOi54HzrtBlLVGrdHD5+wRqF+Qxzxs9ZuCJDfX1vZiEE0gLmM8wvzCb2suHb9wwP9MQiB9SIEumGUTjSf0Nn0Ms/FiUpKeese9WQaO1Ub2nd0fmU1S2mGRseBkwWee8q6hFPYZjIM3zMgn3FY1p4wi73pvTU39gY26cTkONoAmxjoiXRm7SIXB74IHU/+F1qR3PUWayr4M50x3tX42DB/11tQ1is3WhC4dcHWheA7Oz7i9y7j7bffjiWE58raZnQgsLx707xENzpcTO43i4l/ZgaKZ+2diIKsPNGBoc+iB+a3A4HM2oE54Lp8tww4CK1px9vXZoJ1dXU05+/0F7u4w3PWOpmQ09Q30ZJa/EIavjb00gKqQ/hi1zVct6CMLuGh/djd2ochdzjXiApoQs1+jY3t3gzJbG+BFBHGhdkPhh+kc4UXptcGmCBOzpUhoSQ028VVTT1j2bdu3Yz+0kDsgGclajMebIneeNkSq68341Lv5yX2Bws3+z3DB2o2Tn+gp5MDVtpeZBxGIs0gLULCvEkhmvDT09FhwUIS6iW84fvKVH9fySfTqJ3qicQcCho8Xdc8k3tOgvD31Y5WKgtBZb56OKLABSE9ORwN8uxwraMIxtEWkfBkdpk5H8a/TRowbUzYqke2ni/KVlPD1CW9NqRJA8Jo4Uo29mEBwhttSGHqyOBAfPTeWzE3PYYGK8WLF69iYQktgpRvAYn0DhWjDQ2oBm1uwBbjd/U2m7bWjIYaGhrNolRYKfuuYkXHwa4exlaQy2A6H4xF6sQRAroWbUF712TJFGdsficrTG3Wh9CyjYdMYua+qXY6Jsz4UW9bs6Z32Vib6XwWYN97+xbPaI6H2GVnxnqBse7Rw9bOFBYKL7P4mu9rQogERD46rxwVYADdsp/jY7Qq77E1o+dn4oISXCLv7SnG3K1b8c3Dx2kaGErxb58h+tDZplbR6ZXJ7ghGkY0piSNDg3n2Dk516KiwD24CHsIE7E+Np2A2jqyJYbjgFK1s5/PJ8RE0WQUmgoGwtQ1rOG7O8MXa1kYcwA9Ocd4/qmA6LMY6fKBH/+BAL3ArdNyZhe2WUF1dn2HaCX1FESgX6DLNI85IqFzom2t5ICbO9t9iVWSzAyN7uvqAj/W4ieVHxoCK/T1pk1je8uLxU9QrmqcATj5vicrOSWws7URrgxko9SyRrI3jf3KU8+eEH8b+rhqaYT7PWWKVSTTYDYQrl7gObM/6xaldzK1DuoCnHVfVBRNb1mQZkhBxbGIsiV/mtHVAFz/L2BAb5T7y97VvTG3L6TYcvkWviEYOC4ndpLMGLQ5MEf5myIALk/Dr7S+AbUguGfkaaKpg0ilk5gg3DCSva1s1h1pLz2EddmnonyBAznmVNqy9a8zQv4qJkRIacTTGpocC9BYViLo4MhxDU9gZ7dxBgwILTYLtdsSXgkl3fisoQaeLwMtJrkf7p9jWaGvO04oDUYEdm8sIHMNHxgVN+jabZgvCMa42MTnJGRaB1fXZCVvlSg4uleAdqWWLD39uxo+OrGJfMRk50+kQ0oUWtNL7b6XwffLkBcwA817CgDC5cUa1qK3bJXBHmxlqyDo7BLky0VKmlpzihF1uqh9a2zKwHKIKdDeNT6eU1tNb994BlnfF7774kvO+SsHPX/BRXbhaq6hAVdia6GzvHdGWYSOZ0uLX7e29pKtRGyBhOjVwD3pZdfqVHTbKH4XKCczXAjprabqIP/rpjzJ97cnjJwnDNyvbMTQ5FpvA0nX+vcPZObaui7NxFuOBjqz945hfXOVM1zL5/ubd2egb7I5ybSvGZ0bgoZbsKujwI1MijWNmu/73f37rgYTjWN1CczuXBDE1msZTj2EdIaGMeTjZ8xbQQ7tp4eXr7Mc/ZeAd6Xu0D6HZAKdymOEH44eW4MgA4nJd83rl1B5qu3SqGGPiNM2qEWbmYaL3tSWMOdaD6/VCW5lAt3YPkMALMtdPt7OtHRxeouGtBNMtLYTxQsxSzxbtwIzdiu3AD5GE5pXKoFyE2Q/clq0UrB1Uo8pMCgnrCoV5el5Nr/OPtkQ3a+lgTUJPk9R1k+tcUVupaeo1hS35DtOnLs235BCyUzVrtbTlGiLY391Cox7EKdJx7OZczN57Ky5aInYOkKonNWw0jHuE3O6OXarVGoUoDTqXrznt3v1KNdaWNsKJxZfc0ymCwfXLLOsbztaHqFsN6WAbAmG1QRVQOtrqNnVkFYo5lY4x07vpwBHf6USlS4jfMdSiABMNHDgqHpch/ecc9t/aVjm2dT7xfW0dIZb9RoXDaiefJaT0jn/4Smbhb7urqX1sESnK0B7LsiPuWYHdxt2dYEbcuX0nqwaevZjnrgyLcI5IJsdfm6Sd8UYQkDHYUxEJglE7U1tOpj9AcwmZvaOeTu4eYee96C0XyWUFDZ9TeOkscujOWH8xBrGn79y8Fa9fvsz923V7GntQBtzjvaZrarLERSM0oE/DPrKYALZ0ZB3GE88uD+OqAM32YV92NWfngOMLzCVgq8kRxh6tfinc/mzyQU6LRUUahJV5zJxHKaaaNBvDuI/u5Y8/vZ95b8aMfvLZj7OBr0H7S6Ry8Pnm7EZcnxdgw1I1qk2XPCgz1Q1pWP+VgzDSwaLBDLOgeUqoaTWR7mHbPfintc0gp60Fj/M5Gs+YZzB8PSygBrQo1hCCMTmDzBJCHXryhZQ1Y8SmQ9oE1uwJN1XKHd1makQSrNklak3DFGpLf1eHhKlPZkzoYWyDiHt4hrDGshNhjKEI7VV+IQnL6nfhhbFPloAWMwSC5ka6q71R46pRhJhxq6P47uWrKB8AebXlRvuiFQi6AXOaaK1n0FxVE7ZFEsivhHEGsa/RepWyzYjq4QXPQVg8hnGflSAnZzE9MxOTU1MJt22l76aF0SZNNLMee8VYdG2GSI4M5x3axE4qtt2CAlTNK0xUEOp8q1bLGbAuoa2/sv4PZGLszoGUtkTEyst9KwyEvQpZdpzPViOZwOBZafsovNJO5xf0bqppCmjsbLgFR4+ioaZZ//LicjabYtv5Lr3WCjzDYjmqGuFrCMo4om0ePCOZXaFuEN05IfXMKp1MBvlBBtDVvbu3U9MuLCwhLBwY4z1exQ1swBqacWR4mPM9SNnSwtoGx8fjjaEi1q3/w2yWhrNG6FGYfw1P7Cf6sQWFOboqrJZ2HXutMTw6EGPWepZ6ogHEdXKhM+sK4dgdhbmPJh7IFMIVu0qdwiSH1eO8ZPthWIF9eXkQH330bgZe/9W//J9iZXEryqj2rfW1uGTzU07Xxe6r7h3HKsZyajC9PxyAmkENqOoTcuowOWPB3E1qQn4cfQPF1CgygQyFYZk5eh6qm1Kl6xH0gM0r1SsnU2dzWphC26qyXc73pHsYZhd61ntGlsHgAzEOVM00JKCG2sDf04bUYybxSmBKX3NIc3rvsUICOIa2E3IXuBzuL6G4GTZWcpjpL1SE33JdMqbDPuvPcciHswFAFgV+p9kvB0sCQcdK6ez59vGb+JKvlZ3taOlpi4HRoRgeH0sCUyh5+yYA6Ir3mUp+2+7p+OrpxmYSGnN+zplQMIzCGIYgzGAR0ukscmKxScoWF+vEsXL7nPOyt482s2GRbI/H2Zxqm8PpFh4790PnnLasmiVtLGjh1q0beXe/+u23nKJXpSMErce5mESvlhWeiz58V3bU5h3a6CILy3dMNVPAiI6EY0ipvHv7a+rk4Hjj9s3Z1KYPv/kutZThILVqZzcaCbbWj8BHk+EM/XhP6SXnzwV0ou+g3kWB276+hGHsuN0G40Lb7PfTD+9nN+ynT5+zH7OnLhOGHoP2TCmUTh0G8/kXX2GsNEX/4Bi2XiWTQvbQ/Ga32E/Ue7fliGiqB5rt6e3B4sCE4K6dsusUKYfarCHobVKNTkjPvULHxPjCu39464Eaz4RSidfI/9nheRzvHbATe1nsgJ+74+d/8tP4/HdfxtdfP0Vi9mNTVLLzsot2elF7WzEePXkdm8Am3fg2MMq0IC5QL2EDzOJwEwPsVt2LgcXtfkRHQD1LHTjE4rv5nDPb9KQpNQ06a5Po0evT6OaXZDabINUMiCPNTT5Wao0Mj6SUt+u1QXe7f9lWwMup1fZSU5mAbea68Tvr3BATGPM9GUw3WKxWcUiJkk3BoKTUenWyr2VKJoPLfEIbIa9ubMMQSQjAHwnN7zuqSy3vUEh7SB4f7MUFEHN6YgQbqhLP32wBaa5je7+MVLRurRlNgAFfqhcCa7MK1+xOXt6qxZblXdc2z7VKopczR4vDgDKaDG9qnDmb2ctncyvt+vJeORGFHj+FB4eaAkqNPDAwiJCBSbB7TT72niqccwbLWYPP0fllsoJzBUVCd+7eAuIexJv5BQQBGkBHD4LCNQwAY21MrEcwk6l1xLBA16VtaMjJpAa1oBUD7tdMEmlBj7rtSTQDOrGDf/rjz+IS7fbNtw/5uJoLwaa04640mbJ1Cc/Jvq0IW2Ou5t96BzqOREUOhzF2LAM6To5rgt5gSOhsango5tSwS8ux53pFWZo1nI8tILVdR0Yn4tnzNyiFyxgemYxnT1+hoDiL4/PoahUNGV+sKw7p1xmGpg/a8V3Fsbq6yR1Us7XJxsYO68N657y6EJ7+LeIs/Nk//dmDTGxFupo8an+R3Y1ybGCgV8tb4PGz+MWf/zSGYIT/8r/8ryEC4zdCk9FU/YgTNOEOl3gdC0vbYW98tbmZFdAvB4dWQiKZMjSKhHdYh95ED8vmO8YItZu4TaSF2RlH0QY+1pHhPAihoO51a7V0vpjkaqcsCU4YqmfO2JbhBA1/vaI55RTpZ89LbQ0DtV6sfzTAJ8cnM1C+sbaRdpauZEeBpTpm7SZ5600zFmrtXw5XgYE9bCGmWl0J7L+tADDeJMyUuZXIfsmIooAXr+djHXvpkOccIglnJ/pjGOxvrAlwHj2l3hifEp5gN6BxLIw1sVrP4/TkZNycuRVry9vx7NEi8N7OcF0QIhoGIdQHg8sAOi+0eaDHtE9fAm13trcxK2zDwRkBCaemZxJiHnJm5ZrJ1ApIDoRzV5ApHF23kM4BM53Y2kMgBwnS2rdLoHMrkGr2xkysg3LKW2gBtAQ3zDm0wxTIbuCj0l4tIZP4U1GK4SQRiWeW9X4KDAjU7/kZwyB6aT1XnUAy4B//7LN49eIVQtPWFiAzvq8dnTa+v4VgV9MZk/dZakAZSJqwFEmacd+2+2hvb45B4N/Z+WHGoTvQTrNAzdnx0aTFfSC7lSM61/TWi2IMxttW0/n9VYTgxOSN+PKbh7yrOcZGx1BWmCucufZjDUbX/tebLANmWhz7Nua8ubmepUw//vEfxrvvvp9e7FJpMMZ5xpCpaG//ye0HOTRRFzHMMQC27YKIL2CGuDqM2dlS/O0/+qv4/rvv4/NfI40uWpFiHlJ3eiJruzVsgAKEfATkO8DQNuWrPqxCT5yQQsI2CC9DVYA2RzCZcbU+1LWpahrGwjozTZxV1wJGt1UE3J0hhCytARIWkfzp0IEoXKsqXJWu90+G5GzrNhCHYZsBB0UKA/UC8goIFImJNtUUW13GttjcRtsBcTvaUpgkESM1rPBXqmp32ujW8ISQSUdMhiCQ7kpINZ/ft0ucl6/to/dTu8rkc0M1KxubdU3aBnxqvYr778yEE2/XEVqX14WEKD19nTE81BMnQJ/K9m48ffSc9a2yT4z/ydn47JOfsqaG7IVShTlP0ZZqQG10tYPFzcsITGsMzbV0H5u81/VYdKxm91wsXhZllJHU8C0MCmRjve3Ynp6Njg/HPluAenRUhfkiPaQS1eHJXtoyBuBfPH2NMLHDQL3tREOhFXsaosXuE8p5lxa2eq8yon+0t7XZhPyiEcuChJ5qSUM6MqXarQNmuf/e3QwbfPP1Q/aA1jSMwnmajyzUs+2ECQbZFQENm1k8/FyTRd5MPcmZ2/dGqdTH+fb2Qk/X5wiAWowO9Mc4X7bnf7O0hFAyeb0XUcKzYZwS0NRzTJTDs7SLp2/OxbOXL2O3WkmPZj63px800p/MLh3K8MY5tVN1Fsn4oyCyTz/+BGE+mD4D09Yc9uk8Fge2Fgbf7X5g1knmW54fg4EPM1g451yHnogPP7wd4xiQf/c//Sp2Niw/aoPoehIaORJMT9CBrcF3OCSg63BpGGI0k8JSIP+vIUswnLSrXaN3TeL1EgZ6i0govWYebFNqM+2VniI2HlpJA/rowN6g4HPsHF3TMkG6nDlwuUrotwt8ESrpERPyOCtPta+NVOIi/byODORAPkcYtI72U8vpGT08hGkhFCGvki8rOJCiq+urwBOzKupOEG0tpXROR+I9EoK9YmTC9E5y+FmKxOVcIw1MBt7Muj+dOJcxXmqPO3OTaZfqgVRjWLjZXUSAcNGri+uxurSbhcwN3Og52sg5Fu77F3/xC7TYSDx79jhd2YYXhFmGOYTbqXX4b50DavnXr17lfgft7NU3AEyvcO7H0VWsz353Fp7FvJcNqBAYoYogvUDI6alMpMd6rR5RI41PjaOlqjE2zj3yrMcPn4Vt6zO7hjPWeWL+sEkUxmTBBwlnvX8rOcxgMcYncWo/6lwzS0gBobbwHSIi/ayDA13xN3/9i5h//Sa++eZpHLCmHN6DIPd+FJAKfgWLdCQjGotVGFlZo0AXEma6oXcl/OxEw0NT1v3ZInBaWxma0OyYR6htYKa4fiGbU6Rcy8zUdMJXh+d0gg5mbs5gHkGDnM3hgd7p40yybkP7u1dtbmeTuB+TSlxrD1rZogZNoY2NrXjx/Hm8fPIERr+K2ekpNG0hCjc+HX4gMdtf0iwTx2OZiX56WgP3tsUnn70Tr16+ie8fz0PI/ahc1CzEp0STmFubu2DA8zisQajndRio59BK92wbwZdZBmaK50w84II2hAfZixQUk5txL0SUiC45sL6StiJMA21cnsl0bbFX0Rt6whosD+IdMJwX3IN2y/o+9pAV1xDQ6flJHqLEoGYS6sgsBnD17KWXFq2qrSl80THjmDSTgDOUASE18vCq+Z8wiHBYj6R/zBgRAtnHxoponVcmXUusSj0HbWpXKRBMGztEiFjoOdDdHG/PTUU/Wn8Bm7CKsLLlgvtUqzreTEFW2eZimzljiKe5zUyRk/ji89+l9/nte7fiXbTDKpr7zeuFtLWSqNEemXIHdduG4tbNm9k2wVQv6/wkgIxxwrgijD6IfGC0L5qAenYBqGIDmnzA6aRtVWhuiH6gsal52i3dvd3Y0RCTPTlPr4DChl/QeNy/hanqHOfqGfA2iUMY7fvUfnYvS6eWyIQzEQmlt5WzNtZrZYPnZmKzzYlHS/1x7+6d+PabR7G0sg1zys72CjKvtgEhaPvCtmyGpabPsQl8wCoaacGiZ+8+kRJ3m5lYyILuLmw2CF9TqNQNnXBmmg5b2Lw1nmOGkQyhcIO6U5jo+DFwbi+bubmZrHPs5Sw6oIUD7ttUuXNoV1NFZjXonxC+VkWoH0YJrWeLzIX5RWzBSj0Md4FtOVSKEZRXmwz4h//ovQcynO3qfCBcmMRsndrPf/5BjI71xW9/+w3qHAXd1BFFVLdZ4Rr010CopfmNWHi9AYyzdYINgq4TAh4egZE5vKwpg7G7gDkm0ZqpsVtFOwKd7JSm30qpoq2lo2BwxOrugWQiD7enq581QSh72p62qWhOKKr3yQu+5NL0rEl4xty0yzTWdVSYWqR3T3tQxrQCQNtJLevlSSSZMsYzTJtrB1roXdUG0JFiJs/9jz+MW7fvxjyHqHvf33Md9fb4lt0cIVC4RJhVG8rfyywatd/OHpcJMUO8I0Cg9+/eTOfO81crcXaFpmy0x43ZIvUsmY42k83bE9rJKJ3dwEcYdL96Fs+fLMSvfvkFhNIQ79y/n5k9CwvrwBpgJvvVprDWTOh5587tcLbdFjawAz31omZwGohfBI5192LjtgI02fcB7/G8it19cXJgxtE5hIxggfmtdnDs1/r2JkzTGu++cw9ovAlBbcDM3DPnbeimhbMr9RVZv7ZTlbVpl0NLmhRoMGsRr5DOwlz7yAxAQ2oIha6pZeZ6Zpoh+zY5XUH661//DiGEaYKNdcWdKQTsX2MXvu6OrhSiVc5A6OmzEp4ikKU10Y5dFRRi0pbfV/j3IPBl1G6eeWbwnc8ecv5nCGdDOgrdJpCXyQ6uWfvS+1E4TM1OZWZLNvVq74zp8ckUJgrsFCwIY1GG2jc7oSMs/G9DYNabWrjQ2lpAwxezwW8/ppGjCAp/85/88YPxkRE4spQc6ciqJjj+/vu34ud//Gk8ffwIaIRB39Adp5csUMcDjKZzpL2lM5YXNrGlUOFoFluEG3w2iK7XT80gcSRcRJJkki0b8ucSsTagJT8e0Ha5qj3PQTsHoC2LYSs7+1Hs7IXwL5Eu9dZvCCYOyjCFbfLRNjxboham6cW1pouXceLacYg+5Z7aBM1sKpYE5oHpkZPpjtWWrNE4pNXR50hAf252icHhmZkb8ad/9vP48osvYmN7L+EONMChmnqEAQ8RKChkPrWfUtaGrO7Tej4hZn8PNl5fN0b/eLx4sRCr2zVgoLDbJrYyn3ty3eYZdmfOpWfZN4BQ6+zm582xs3UQtv2bn19Kb9t7792L6elhiOUgBZvPcDqQMHQcIrbDtuVSpkBpXjnl6goCHp0YjPHZiUx7a0YrHMAE5oyeH0Nt2JnZvInzEHrtlCvZBcEGxpbz2DR4daUeGN8y/Y37kAEVotYemnrWxB3LUN7LJRebvYCgGYWXW7SLmi0ftPmSDoSJCJ96wsJ1fPLh/TRvvnn8qn7fnGt2xEMrZ6C/syuFmyEkH5jOE35f+0+G1jNq0bDJC8mYqZVFAg696QsnCNs8y6JsnXc7CK1TyFO0oBDXSy+8M/1R285wyuT0TIwg4L784st49O3jOMYsKvUNsl5R0kFqECFwDs9BA8/MzkAPZumYVWZ7wrYYAb73QV8iqEzKZl0OaSkUphsfrGPrHIKDG8xiwQYa7G+PP/qjD7JxzG9/+XVOwWm5Vhrb1RfpCJMa2Lamb2nezHYdEsA0Nm2bCmHnD3BUz4hhBzWj3qlMDobohBNjE8NIl2sI3XDBETYJhDrazaH5GUs32mOgZzCJS0Lwdxs5yCue2aKhi7apcEjGxlT3roEzh0HQ4EgiLzW1Hf9WWuqOt5u2TKTTaXBkMDqR9npfjRW2djZBeI5hMz5pMarwuQ1IN5VGs9JMj5xxNCW38EjoYnqVXktr/Ox5mdALQrYspb3FbPymuA3xWoC8CJNcN7XGFUSihtHuaGvgnPiZgkP7IfNaIeRDCMJULAWFDhYdSDq/nC/Y0d4Y77x3g4vtS1t1fnGD519nql0PjDUEhFxZWYS4zrO0ad+cy0aETsHhLWgoJTdr3SjLtED1fRDEMT8H1RhCUmZ6r569THQTG6i7pz2eYoM2d2I3C7Ox9c9P9Z5j1XDWMkU9qcPuZCdJfCZgKLGazbLi/ixnspWjge9CAU10wgu4D4u1+7rb4k/+8Gfx7MnLDC0V0MJWYFhQ6xw//Q0+/4z/bu9u5wyAzawtPaA8z/Z/jtXjF7jjsxTGaqMmntPXh1mDKRDn0LIIBQa7gKadiSLS8Y92nZrYsi0HlWpCWaTeU7QafiJePl+I7x++iL1yDfoqxNMnr7D7ygg2f6ea2t2pxIa4utuLnEpzxqIlSkMxu+XdFNhHmHuG1VbXN6Lx0pnjgOQdbIEjFw8TSYR9GM7PHj2N/TIMOTQO/u2PwWIx+nVogN1P4PxzbAdVu5fgFjRAvQTjdnK/PzPg6A/rWTXKSiQNWqhYtJ2eLSYclgKEhEn11mVOIBdbGhiKgd7+urSDYLxEWw76RwM+29UhmZXSmV3D54xXmcGhDaZkFdYKe/TEZn8YJLTrckaDjgo1s++cnplCKsOYXCICL7WrbnqNa2GbI7Jv3ZqDedHyEIDed9MRbfGXHddSSmNzwDRKNoP6FyABwxsFiNz0syL2w+rWBkxlK4SO6OWytJWzaJT9DA4NxtQENiLnrAYtl/diY20nbSdtbh0o1tGZzNDTzmVu7sTnv/4VaKQlPvvJR9GN0Bwc643puTGICk19BTNx1jZUNtn+hyoHA99e/PePn8abhYXUHKOjIzlxyfP1TDUdnF40PDgSkyOjiSQsLnUQ5qtXa9xFId56606MT4yErS/Mu21AGDrs1DO3ttJ361W00kWNpCNMW1xIqjD1fOFZGNzsGZ0rEbMzE5ky5pSm8ZEBbKWB6EXzGr5IDcovOK5OxOF9i2xstyGjF7mjHuDlxMRY3Lg5l+0jUtDCiObACqvPoQs1kIXdXDWoq164q3PNMILw3jpYk77TY44gcUqwCfNbWztQXlNMTk7H1NSNFLyjw5MpaF6+eA2zK0wbcjb+d988if/5734Tb14uc/cwYfkg3rxaRoiexm7lIBYRls9BQlVs/sYODs3A4TVQZRNItXtyEZM37nDhjfHVl9+jQeBJ7DuQOrCyknabo6uq5e2w0Uyz0oPDMwyQ0OMc3M2/rfESRukIMdaXDIgksKNWJ/aEDKhzYHvLXpAeUt297MirowM1WAPM2IlUqmekqNmEEhLq8PBwaiAvWtevhv/p2VGYNyoDN1ktwL6usDPtKWOgX0nJEnI99u4cxA7Jpkw6AliHzGfLhJtztyDYVvZqz04zH8qQ0nUyjVJZI1thY7wo/+b/WWlt5oMFxfYOvbw2l5V1NaFJYEQD/352d6+cZT4HSHVhrn+cRe4Qj1GI+Rp4bXtD8xLNPnGtGiJtnJ/naxzS+sHqdiXKGzugluN49PARn4v46R9/FK09DVE53IqtipOC9yHGcYiefasJYD6dHVvAUp0MQsednZ1kEJ1vttPvQkuYDlg7QNvvbKeDx5Z9aiAD7BWg8/l5Ic2OUzSmULejpy0hrInnrdhBpYHBFJYKX+Gcjg5jk/AJMFIhLFPyBcNqBvilsBRivvvOrVhaeh216g6CsT1hrR29raEz5mbWDiSQnnpr88x3NT2tUtnLuKcaZmd7N39mqxAZKcMvPMczUCjYprAVdNLB72bohbXvcm8mBUgg9VRE16n5gonCPbKbtOOsnFHQSoOaP6bPKbxM5evr6YM9m7PdvX1Rd3cPscddVy02Vivx/fevocdWaKUntjaqyZR73F9jAWhzVT3IzJddcT3M9tb7P4qHT1fi+ZtyvFrZjb//3cN4s7YZ26jZYyRrO9KkBbhlLM/+nNwhh1P3Fort65KjDcJA+iEZvGSli8TQDXQolSB8Lt2xWbbBMGBcGiyy4escVWxvkxMgqDaWsKW3pz9hWSbbAsl0aet19GAHsZNmZ8djfHwUZuuGSO1Q3AcB2HbOTsV1qGIzYAWBkNIcPzP/xfydev9Y4xHQO50F/J5Mr3dSgpGYLIrVZrBvqTZdVspDzOpzBYMdy6weN6YlBBK6WNZzeFiF8K+BsDdgCC6kshOnMKftBRX5AxC1HkGsmJz1p+2nXejYM22Q9Cyida3OGB0uxtAgKETCgnjamzowFSybOYzfff4FK7nIhrJH5/tAsbM4uTqN2Zuz2C7D2KYd7L/uvTY1zGRpM4zG0W5pFnDuGYeF+RyhLJSz+7StSja3gVYl54L0Q1Bl4FsbcLEttk2+wN4ZGOoLEbTz9CRW797eJwb3tfkzVzPtasuVDHQjkNv0UPKF5PiBuIeH+9lfKRYWXkEr9ZihLSf07uqUSRtZuM55qC01BfjlLH+aQtBIXyIgfQUWJsuQIzDHxMQERA564v3el0NYrMyxxtFwkUJdL6c2oJkpmRjO+dsLlV/kvusjAMyB1TwwDrmD4Dd+a5tK+7d+8vGnWVPY2iR6c49toAeEH3dk2G63AiIDsm5v7fH8cxTCUCqJDVBM4zjabwDevV0ajU/uvBWfvX8/LrB9/v7XX8VxQ0ccBLChuTOQEbHNQT5bW4oTdnKKJjw8PwFSwcV1YcHBGKMxV9NQBDCBC1LSaxNmrZ6XdAx0hTiFPtosehN7bDI7VESi1IPGJoKby+eoKVX82popb8fAM2BGT12qmfEg4aQTh/WYhaDd5MUr4SvVWrr5dQbsbKmtj7ETMcI5cLNaMtTABdoyThjjoa+tbgJ/ajD0bNy7dzczQSQeXcpKuqmp8RgAOtYr0HsQDAbhde/rTjfD4zpLeS6QoEIbrj37vqhtDZTbgLi3BBMNDyVBcwBI+yqwrwr7yBwnsbi0GltouItzkcZZ7AO59FDLQEdHtdjaXMuzM/zBEXNz2EagDoeLmAAwPTOZo6nX0YJtwLdiL8LutB6GsP+JrfsUYKXSQExPTmU1tx2qh4YHspqiWWZnn6VxNDJ7a+yMuHlvJjP41xDC+8CmjhbMB/5npUJLe3MMT/SnXV4GIdm82GJmvdCigk57qfDf5qRaSKuXWeYTLWgrW5RrmEFtIqS0ckWYr33fk0NX6nMGHdkmQxizlgGFoAponR1Tk+OYFQMoMFAUaIBrRcDrhb/IlpKOQ1MQmEnVyC97b71C54sTEFNdQegMM23QO0rnDhrXprt207Z/kJ5VUY+MnM4W0J93qKa13WLOtGCfrc32pG1lf4exsQ7dnV2nIhBlrq6jxHYqucAelITV/oX/7P/wnz64d+MmFxmxs7YcPa2FWJl/mS3WtE3OwboBFGwCXog10/3L4Wl09xUHsgFTpexcdFQ6nGMqsmldTS0Y3DCQXyZdp8HMhdpZS7ytzaf20wPp0PyGwjmb6QbnX2fwPVvnsdC11e3YBKZ6SAMDMBDM41RXbToD4EpZD37IchoNdf7YbGhfSQbjyKRCZ9tUDEJ0Qk0PSkmtRNUWkVB8nsWZpoOZD2oqmfPjt3c2Ygx4ePPWrXj06HEa1Xo8pYp062N7GKg/BLpfIqQd121MsQSjDWOXzQIvhcUvXr1Gw7RFB4Qk9LnysnkfH4cAYTbsGCWifTZlqxROEMfF1Ul0A9cVEjsY/FaGqCK0y8zUEMar8T0fwzhOq3VAzqs363Hz5lQyucyv00nvYxFsGpQjAACF/ElEQVQhJMTWG6kwrIEkhN7GYDPFDIZXaO3uQ3yNFzE2WYxP/+CDFIBvLAuybw1rsZxLu9R5eGMTo5n7KUzs7hBuI43ZF3SZWUietXdZ9wNo89UJXIFtXEzb7qMP72We7yve0dTeAz005zlaha4Q1+suOjCLysfnUE7uMoU6CKQHG9vmyjK0Rc+WJ2WzJ5CWXcyK/LubnzXCTLcQsCZ9LEDvOqlMJmhoYI3sTbpUiNo5W2EuanNo6N07t3NfS0tLfB47FvQmChNOr6+vZXzXJAabWm1itmxsbqegM9sou2TLYNy09GVOsrbq+++/F43fff1tPHvyJOcb3Ls9HUN9LTFcbImbo6Votv9jIzZI4QJ1zUZQ3z2dPZBHITWHHkXz4pRQmemARLJ+ykULP4WE/ls1b7JvVoVzE/7MC9BZY8wFXksI4vw87RE9rGabGFszRmZKk8F3E3Jt5Orm/V0ZMH8GQ2jDZCX4PjAOAsm2EaxJu8cJPGbJCF+EshKrzGkmRjp41NCckO3SdcPbP8bej6trqwlBhNXar8NDQ8moSlFDDnojzbS5CdSbgNF6evt9FMTn/puil88Mw/SW5jQW6v1zNja30gOms+qHv8Wxws7afj2PNmOk7M9ZB2oAnQnaU20ghOzq1XCZXkTHhAU2WUehC8HZHxsrlXj9cjVu3bkbfYM9sbaxCuFqe9e9ufbPNFgsIygoDyrYItb1bW+l3dqm2dDaEPtnB9HYhlQvYitPlGJ4fAgoupHCV4QD/Sfz2ALRWXsS4uQUJkAvMN96Tdbm9CnPyi5qaikFoM6YfDfnZgaS/gRjY709zfHpJx/Eyso6xF33mm/tVjOH1jHRJojbT/Ua5jUm2AlMfv/++5kwrlY1PieEVtvJ3AbRi9jWJlhIE44C0zTxTC9RIv1AeXscCdutd9WJ41m2tnWn19leov0DQ9ivpbwP84al+6nxsbidzji9m3tpamiGmW2jQ295aTFRmnWtAlvT7UxKaEEZtaJ8WCJr0Ilo8bfDiVaj8PGHow9yGCcPsSuw5RqjYPGp0dFsm9ZfBNceIfVhojaItBXi6Ec7tPMkK+I31ypAvN3UGmJkB/YrnQxIGqhXmppdMTIyFHZHs45LT5PJ2rZAPEZb9fV3xrRjjjkcKxGwFlOSmEsqBDUnU8eOcCG7LEPQSnGnFhWRVqm9agcJTbT2eSXwYTdz7cT6Oi9SA2tos36QPwfXzu9BkGXzRZ2MNMJB1WcImk1hRYDBfp/rbIb7778PnzTH6sra77W9fR+PE6LoBs+JS0jAUp/GP5oZwTVR6s7C5ScvF7Gnl+MMbWT2jEFbHU6W62iXaQPv8R6rw7VEFFpX/E8JfGNuFkID4kEJVnirWmyIZdK52O0aIhC6WT6zDUOtrNo+v5BhA7WLzZrm36C5hNns10lMY2OjuTcTxD1HC311pTvnXEGp59oqcgt1Ozqa4v579+LRt99HFaRT7AJycY5K9mukv3av9q8a3/SwXRjH5AtzeU0aHxgoxVv33o4bNxRSE9nm3xrDete4dsydo7g9NxkfffRO/Ff/7/9vLK9WYweGMQTjVC74jXXYrY3zhqZk7DboaBINIr3pqNKRY+jDzg0K7Sx90sZE82ReKj/v6WrnQSqRVpi/IxaWVmKH8zqC/iyDOjy+4Dkmhp/H0up69m61wZYZSP2sdQ6tuby8DAxfTSeMbSJvgYoMzBvf0ySxkKALTTgxPZmxWpOOTfmbnhnjzAdjAlhvOOTSc+1sy0yswl//1dsPTJCt6ME7NBh+HU+fPI/nz14BJXvi/rt3Y6CnhcPfjPXljTiqcmkcvO39zo4vY3NzD2O0loa9msvqZOGRHdNMsq0h2XXOOMjDTldm7kNbfE9HjLmEdaxu9r1jhNV8XZ29HF6dKIVT1s5ln1AW7Wd0JMiQlp6oHQyue+lqtnYg0AoHqK0g/OEHmR0hwdlQSU+tuYvOc9gpb6OJz1hbHxrehIHIC9Rjpg3TV3Re31Fe8meffZZxxIffPeJ9IgL2z8+E3cZ4hKX2M7k4PUdodcZoqTfuTo+ll24eGH2MwLnk3WoDIZnFsc4LPAMa6tE1nCLsVEKaHK4do8FvzGj/6CDbPCgcZCLX3t1VhKCQsxKmApQzshJF2La1sRvtEN77776F3YsmRKOLdYdHxnKwqsy84YxzEIkeSmGp61BzaBIYD9PGGsMu/IOP70c3d/n3f/ebOKgZW2vPtVnQbJqWjio1gBlAszfm0r41EP3e++/Ep59+Eu+99z422hTrxe4ylQuBZGPesZFhmHIqRkE+f/Szz2JooBiLC4sIAuwxtNoJzNaNnSbdCCuNmdYnEiuisJfVbsDeEspCgtJp1Mw6DVG4VzNUhOsmmguXLcS1/aZ7XFhczlzlGsLd512iEC6usNux/6oIucq+hdgNGYLQTJBm52ZvJK1ZRT8+MR43gaTjE9PY7ItR3d3JvGbPwewfz9IxZ0PsbWZ2AghcR16iOx1zJmtbmKAvpNDbd/BgeWUj5peWIWwvtxem2uGD5/Hi5ascl6XxelMJNj3NyyqxsbaWF9TY2IoaPYh1mNBD1cNlV20D4ilVkdbG6yToTBVjYfVMGLSjMJGf2QDX76mebdNnzmUDAMnY4BpGrBn2COe0yWQEGVCJKAFrSwprhZs5bJM1OO7MBq5C3J6ihaKtaAI4K991hkDg4k5P4/X8fDK/Q/e1k3T66PnygG3COsA5KEhMiFYjvf/+/ZTu//Mvf50OG9PVuni2HctS0sFEjgHrZw8NHGycHYEiBnLW++rOPkjR+OE1z68Bl4+yzXwjzx9AmkpSSuyZGZ08Nn1VozqN+JCL3E0Hj1NozWu1vrGjvSuzRY6QvmoD5+1ZqV07Pkvtr325z1ohBWxX9sfzTfO6fftuEtTLF88RHs7pjww7XGJDd0FAEr7mgjaZVSKN7OlHH3+ALXwan//qOwwPB0yeZDrhILamWU6227Nz9R/8+CcxOjaGoGzHZl9POPY9NvPnv/0ifvPLX8Xnn/82fvvb38S33z6MF89fxncPv4lvv/46FoH605Ol2N5cZeENMc59TM7NRDfnoI2KiocmmqMPqO/cQkujZC7vXqRiqEQBb5mbebe2htCRZ66w/WKbgH6dnU7Sak5hc3Jyjhmzi6nC+R1Bh9iaHFc0trTHNvdfrh6iEYWQ9RCWdrbmiwjI81/dXEPInWGebED7e4myxkcxTQ603c0bBYnslsPCYZ14paFePlOEn4wy7PI9W37WfRk6Ewt33yk92Hcq6qnVApcppSRgJyE1Iu22Nitpc+2aKI3kNMu8WYbicgzO1/jd5eVKSnVzSk2YtppCm0nYIzRYXy9nbKavaANYDg6itlJcBrDURInqaKhuNtoKTpcZVlD927v78gZS1thREzaEKT9mrMtP+johIAjFej+lujEnU6/2qjWI9pR1AFORvNYP+iCbBFUwqI3n7QJzbOhUGuhPe1CvlY4IoaUGtR25dIWvbaxnDHB2BkgHYT5/+oK3ul60sTCb9xofEvoauLb505unENXYAJqwJ755+CRWEFBqpnY0uM1htUuEl0pSx4f1YjsNDfUjMfv4THOej4SiM8kSLdgnvZlmddgM6Ry4pEtdplX7GUeTiTI5WtuaM7L94TFEYfZKD/bP5mY5HURvgKMaNsVEFEBAGG5nrwyrIi6xXZxSpXa/0BvIsz/64B3ufidePH0Dw3Wzvm7ss52EYD/9w8/ik08/zG5sX335MP71v/67tBUNJWhXamocopWFaTKrlSoWopZK9Zn8J0f7aMehbIL73/8P/zq+fzYfK+ubmbWj5/JdNPg4sE0ovKLGRrqYhDEHLLfHkLMbzXbSjjY7qbsIVAfJqEgU+vZdsfqd/5cOPKGzwt/pvzKhw0Ttd2PKQgPwuVwzxU2oi1bkrKwy0byx2dcH778HH+zE/MJS7EGzv/v6+3j2fCFjpoaKhrErNY/0clvw7P6q0JreXu1S/RAOttHM0SMqclGjFqbmig8ur5vh3JY4YiOGBPqH+jLmc3neFm1NvQqhjLHsKyFQreiS+MM//kn843/n3+UFp/Hou2ccMDABxrBUxEPS9a1dYWa/7dzMZrAsRANW4pNgbZgjE9rS3PkRetou0FJZOsP73IjpYKpAsyiyegJto/SQKXSw+F6Zhm/nZ3TC7CLlPXT0ZUpQGVQY4e9Y9mQBpXaTdV+8AikqVLYDdz1bH9kPPLN9w2nsc5naSW/duxvFjo7YXlvnkq+BKmbZRELVYm9fBqHN8FlZXIhm3v3ZRx8CCQ9jYXUz4Xk/gg1FyudtWVfMane9wmqp9k69ipfYYCy34TyrzYXezU3t9cTwFuFTY/QBa8sICYumJWhzQK1F1F6uoFmF3c4UFHZa7Kz9ewXBjY1Oxur6Vjx69pJ7OYs2zr6ZPerpu8QsduCmU48L3ENWcvCcGpp27sY4MPK9WFle4h1AOkyORrTNH/7ZT+Kv/71fRFd/R/z9r34V//V/9d/G65fz6YUdLBWx9UZiBKYyLHMB9BYWGiKRoNvbu2EWEQtmBHt/+95NNE5bfPd0gQvsRkAepkA0EWINU8JnffjRfQhWuthOrWZrDxO6e3v6oCsuQXQDHZlh09TGuUJL17CVbSicvlsFDfT19CZNVDi/6u4BGtGBRDAcwgi9Hyes6dDSJ1PrkPCZrQUKyTYbCKofAafL27Yh3Ijq0WW8wdYWLvsMGWvu5mw6dpZZ88LCKns+jVPtypOrKKPERB4uVfPF1oqGWYYHh0AvbacPtBnssFWt6oJvTo+W7tZKxdbhdeeCybymN929czP+8A9/wt9348WLxfjNrx/FsxeraW/ZbUqPpClIh8f7ccKFcDZsCgnFgVvJIIzUC2b2i6X/xox02lj7J/PJqBrVVhpr55lVb2qU9p7ZEdllG+mfXzCPENGdqZl1TOh8qQIRdciYpa/3TW3lodohTG2h04AlAg/6knn3atVMoRoZGUxP6BGMo11msq5uaqHtj//gD6IVws04J3B4GRhuSpOlVrq0Lxouo1atYCNX49bsVMxiMzwCwl+zh/HxMfbC/fBvL0J3tjaUU2p1YxsU9xliQp0WQpvtLZ1KaH6FWjvMgmYqDZfQTpwuEjqRIkRnAoS9XqrY5p3YogMwaU6CFd6gCfWaTk1OI2AL8fLlAkKjAURgPSWSnrO95rlTM9OpjYVyTu81Q6id79+8MR03Zqbiu++ecNhtMTkzF3/5D/8q7n/yQXzx5e/if/z//Y+CARCRMP86Q0GHwEY1a1+pD+arj7cWFRl/zcE7EK1mh4kMrSCbD+6/j6mxCbQDJf1+vPnQ4ChI6RL4dxhvXr+KNlDBH/3Jp0D4A+zh3YRu/tyZHyar2xlPVORosw2eJeTT4XGMJk20xBrNDJLuzNTaB0brDLPKwVaRNX7v9EzvMlD+iDvhl4zDms4mKpQm3n3n7WxSvcS9H8Ccm4aLOHtTGntBds6FcOLw/MJKlPcOk8ksu0OPhOMVhO2mytngyVip8e+x4Yko/OlffPTA+qorFmCm+NXVcQyPFn+/uGOkpKUpqs3WDPJ+/NFHaIfL+O/+m/8h/s3ffQ6jVrABD1D/bAhDt4XF20PFVoG6o4VeBkG105RcSm5Vsp5ImzdJoBKak5g0uC8hePPqLEPJhkkQmVXXQkyTjNUiwixrvtRiQkvtQ3G1B6xH0Til2slel9aReYBpR0KgMrTubTN4Rka8OCfDAhMMhSCRjGW5XhlUDXyEBvE/PsQGdIa57QXsuOyciZpJzjBzAa15fmWmx1mOdbvPZaklf/nNo9gFyqn5ZVa7wpn7qlPFUMLI2DCXze9y9s9fz3P5RzBQKe1f076c1VAa7EVA6T1tiW7sNBO/Gy7QgAgDva3admo1PYS2W/S89OBqywmD9jgLPzc+PoWQEWabTmemznkc8nlLktSWJtib1G4vUkMUAwjU23Nzaf999dV38c67H8d/8s//BXd2HP/5//k/jy8+/xINVO+jo0A5PjzOeKeVE9roopShkSGOTm/2KQyHrXnJ3Z1y81zb2dlBjA73pqPoV7/+bWxt1wuUs4IFGGlCtAE/M14WF5a5t/34+NN3EBrYxQ7pxKYWPhr7Vagb4LfywVCZDKTgkj4kfLt4d4IMpEUdJxb4Gh+cvTkTYw7H4bN6gC09MhTkswzKm36n0BzkTm7dmMVO3YzFlZVoQtBvwIwm7Sv4hzEdLCCwYFeTygTvHbTs4cklz4TeWUx/qYf1csbYgqaxDQ0P87sot89+NPNgamI0Jjis8ZFSjI/1R99QZxT5hWM02CbcKmS8c/cmjDkc828W4ssvvs6UsY4OnQwatKcwQBGJfAJMq7fevuYQ2jqKKZW0B71kXcCZsA2Bm+Gvy9eqdSWidoeqvh4qwM7jAiUmmTX/G8LWTjwH2trF2urnC2wCNYEBUP8Ye9NOFXdry+o8OmYtNts1mCsEFaqsrJYhyH40/QiMwcWh9WXobRjTdLQcccxnHY5SQYqZFnbv1s14+85cers2gKG//OWvUpu1A0GvGiXo4+jrbo8hfn5n7lY8f7MY375ZjSO0kWtWKMlsEqtBcZOireZfXlpJp872XiWFg543k513tnaQqoNpw7m9/UPsuV5LkyJ2E9KoIc0wkgAxIYBXhjWMjdlC34MxeXsXE0GKn5yYyOwcY3Z7EFlzZ0uOIlfTbyFMTC3b2gD6A8e15Qewg4Xd2v83Zu7EP/ybfy/+/u9/Hf/F/+3/is2/hBbtSAa0dYe/bz6mXkeZUM1qup6t+cwGMk3QALfJyM0FkA3fbSqcx/135/h8Ib579JQlso/mAsyreWC+rX4GY7ymgHXHKzThEVrs44/vs5+GWFpchJ6g0+56Z4BDTAK9ou7Hc9XraIiKl4GIqtBMB6bVcJoFhnF2q7vR3N4SU9OT0LXF4ggG7kfzR6b3nEtDQwjz/azdu//ee8mAj589qzt8oGEdfY4iG4JXTK/s6GzibPcxuYCvCGmb9epf0ePphCvTE/UcO/jTWROvEbqFqRtNDyyx1wvJ+4GNqPmz/SyX6ejuBVqW+IVZNtQSi8BSGx1ZomFS6cV5E3h3OzVUd0dr9PdgY6GyDa47Vde8SvNLrY43G312dvr3wXLsJz4nLBReihGEMBrZSjPhYD25W6dLIb11JhMb+FaaCk39vown0QpfDYybBLAPHlfS97AWA/vaoiYImEImvK2Xw/DzYkfMTE3kzw1bmHhtMNbKDlubG+vTYWC5iU6hMQ7xvbduJUqYf/06nj57wh65tPTAYTUCz7tY4wSSTe391eMXUdY5g9a30l7JnlXbrNN12KtSAWNYwXaGViMZukmpj0bTWB8ETra2Qa4wUKW2mw2EJa6DtA9bkkiEebbYqPEcUUtnN9oPSF/ZRZiwV+1Djitu3pxLp5IWzy6wqxfNevftewnRbfTrfMFCY2uGa64hqonx4bh963aMD0/FT/7gT+Pht0/iv/lv/2WU9fBB3E7N0tO5BeQznCHMV8OrxU0mN07Y0g7kRnBYIdKNDTbQPxSDfG1urLDww/jRZx+kx3Q7B6H2pqawBjKAcpochjxamuoj4jyTFewvBebf/u3fAPf34tuvXyBnLvOs1LiaM9vbuymAzRBSAM0Aoa1LXFheSaF+zdl41iI0HSg2WVpb3Yg1oKUhFKF8rWp4ph3I2Jf2r6Gjn/zoM2ikjLD4Pu/JChDzRkVlg4PmINvtrBUm467Qfo4w048hk9qUymwdlYAOGB2Qy0urCLdKFN77k8kHBxAkvBRnfFVY2BUfanNgxcBI9A0Op9EswVV2yqleT2GWdiSPMcCFhc3o6+qLfi5eTK/d5cirrTJEUTsGAmj/mavZlAHg9H6xGLlOJtJINQvF6a2cD8RylfYJApCPXKeUzz4wbDpHiaGplLJ6WG2jAA8kATprwMNUK1qhLtH1ciBtaM1GXdesLXuIoCENrA9ln5rutNsWwO0a80rTvB3+KMGN01lvaLjBpG/DChcQmE6dlo62WINpLyEaP9vLVwEJNzM1EzvVw/ju5Zs4Qsggh9Bo2HHG/zgb1yUcswbSkITSVBe7JTMOM/GyTyDg/v5uiNj2gW1JzA1oQd3j2leVbSfSQqc8TMeHdqrL7iq2RzuCJ+NkMJ+eYvuvmPs6OTnB2WBnoq1bumDqAlYha3fST39PfxzUjhBc9aZS/o4ZPp99+llMT8zFb3/9bfy//p//n1xXRyd3wLsvgeY9CgTWz7Yyz1ZoLvzUNh8YdGZ93c7VWaa73uyX3fJWrC8vctadaNg78ezZcwi3mPCvknYsQqqnGyK28bCa0LND+PIeTYP11U2EWDH++hd/Ghsr82jCFSDgYEJrm3A518LuDMZ7rZaxZUSjUJVzNTlk9taN6GWtojAzkczbfP2Ku8LevA3K0XG0BkIy91cTwLxP9/mTzz6N/d29eP7iGWeNaSJzoWjGQI3mlbYgaA2wr65tQzemt5kid5ahDsNsGRoB+msPnyLot9a3OUeUy4//8TsPJuem4vY7d6MoUdouDSJq5SCagBlKRV39SjiLDedu34mBESAFknppeSs21yvRidR0+oxZ1MbcjLFsbh8iAepaznZ2o6MlpGB3SuFMwuVQrZRoKrTxpCZ+zwwZ6AObTMZQ+8lgEqtGt5eohvvh+y3Yrdo/xuayJwoMkfAT7WmVRB8at9hjnxJbWHTkAWuTamMNsQ/T0Ayk78JExgqFcjlkH+kkBFUTb9s9Gqa1dOqdu7fQ8k0w4CGE1huHSJUt7J1riNvO0JgAMGEHds94fPvsRayzLl373eylF4IRDpf6e9MtbghHe0i4AtoEngC3gF1CVHMeZSrd7nY/Ex5bN8jGs2bPhHOb9UpwA6WBdEAYferuq3uvD4BpBni1QRVOQ+xXprZYuL/XhO4qJkZv5lRub29Hsb07vaprjjw79D0wYDt27AfvxnvvvRsPv3kc/6f/4/89Ft5gh0GQuuU9n1HMkdHhEmfB/vjKGC33alxxkO+b9bK1vZFMKAzsH2Dv0EfVihA0z1t37qaj6tuH33FmI6md9iFOvbldnUXOojmJ//wcLQ6ScGyZ92vg/LuHz2Juejj+9h/9Oet6hWAAAfUMxNZOJbOB1PomSuvl9m49K9PoTGzY2lnPWLctVWz2dQqDmJVltYNeZRdr3NcODxvr69BjQxQRevffuYeyOI5nz59m13dzjZtgcqdT8YCYAk3pDzA0Udm1g3c760AAIymVwdrs9kbdhEFtaWEVihldhT//9+8/uIEx2gkkM/BrHl4Gx+FwpRz0AXtcZ3BYL04R7NrVZ3vBA6TB69irHCTESkcDmFrHidXGMp8doZVcIyN9MT07mTaWLmkl+wmMaMDdrlImX+u2NW9RD5blHxrQEo5SWulot2I9qnr3hLh5QbWDhBwmZJsdc6itpxMCRhBinhzDIByCzxCSWKXey/o3d5zhZwC/XhOnTeEoZGFSSkYI3DzCc35XOOc8ihNg+uzEWEyODOcFrvN7b1aXs5v0KbbHJeubu4EERUB8+f33cc0l6jxRc+spO4UxtBcsbbK6Xe3Pvacd0gqTNWIvCd22NspI8jJQ5gTNiM3HZyRK96cTxjpL7Rzt3VEEofaPvTjPr89gZuw+iFXNJ1KwuNf4rM4v7SpHYdf2y1wo2hYorAAsofUPuUs1jtk0JgW88+7N+Mu/+vNwoMt/8X/5f8TCy3Leo95gY3kKL+NselxHEKzeu9rYpHoTyB2nrQZ+giCyMqOABvdczV7hULMd4Gcff8weCvHk+YvY2Kq3bnSKkBp/ZWktbSTNBr28hgRsDSFENN1Nj/3CqxcIxZvx1t078f2jR2jJ9pienoOJj7DjTJJWrLtV8MDvvwbRymai2PdUp5jlQy+evoIhujKxQMGqY0Tvso2ULBbo7+0C+YzEzanJ1PZPnjyJfWhQVu1s64ix4dG64xAa0rSYxySDxBNKn3Hf1gXak3R0aCBDGvugIxB5vP3WXVAbCu7n/8E7D7Z2N+L5m6fZPtvcSyWO+Z/npwds3j4bF1Fo1dBvSKmt+rW1uQFVsbrZ4eeX/B6SWrvvnC/7OSpZzMXr7esK58E95ULss5ENmrhse12eHtvf0QpyLqarNZxao4fKeI/Bd20cG7dq6ynRre+TGN2IwXMz5DOuiJwRYuppasU21KC/5AAkUDMo7JadTh8eYoa9Dhm9ZsISE3KtOFBzmnqmJD1CkPQP2iDKcdC2VgSSffgBkGw8iX8bov/8m68haCQ2RHdzdjamsJWfLy7EJrDWDHzb0nlp9gRlIWi/ehW4o64cAW0XcLMzHLzSiYYSBh855OYQeNeP7dPtXk9YH8zVYJpYA5/vSJRhZbj5pOaCynRZHcAzzS80pKAAs2RI7/HRCYLp9DBmp8YTYeiUcP6+wyP3EGBWm98Efl03nEHol/FXf/3n2P3j8a/+1b+M3/32ddpdfX0lnnmRwtAUQWmif6DIc9pYI8INDdjMHgbHBqIZu7WJPa9vI9yQ4OaJyjQnSHzrLkvYvJ9+/FH88le/jGXbMnBfOzt73GMBTTLCuVlYXcg8WqvszdnUa2481k5q2Qzr4DgWUAD/4M9+GoMIuN/95ou0vftgpD32J6y3UHa3vJOFumohOxvodNHEySD4dVOUt7FR+T1rB5FZ8fnvfhuH1QMQVC+f74ob01NxhmCfQfgakH/x4mWcIpibWEsPPGCc0QqHSgXNxtlvblXS7JiZ5Q4Qqs3NF3H75mRUd7ehhcb4m7/+U0wqNPmZzknMq97b5w8OYTQnINn41b73BrCLwK1xpJvQ7gAiOEH1G8SGtzgMDphD68NOHJucAkIMpvRTm1TKSOtjA+ANKeXdVDeXpNNhHdx7dAg8QvOYPWCLOzWohKMN096JNmive/S01YScBpd5UEpAMbUNeRvRfnpPdVsLEZTMzcBgjVwTrFXtuuRNwBZ7W4+Yk3j4fWcfGBCtJzu38u56lkkvl2OcUwbu7e+JkfHR1BJlmOmSZ8EdQMnuuHVzNjVzBS329XcPEQIHfL89bGzVgFT95tnTOL48zvKXdqCGccO+ns4Y6gcqcukKATP6q8f7CJy2mJmZzolLJyeOg27BHipBtL+vo+PCbBt4Yq8ejtQxWjqXtEnNAjE7SYmtDSp07Om1tX4HQrGQGTnabHocgwvPot6hwbTxrPLQ7qpgM+1sbIftJ7Qbm5qv492334pPP/sIYXca333/CDSE4DCpHmYVxikMkSEZvtiBqPaqlt1o83DeaLv9w3JUDytodZANSMh4nWvSGWHamOPBejinifGJePzkGRqzHfqop5lNT01jUw3GzZtjmA6N+b3Ojl608242SNap1MadKIxOYMBDtMtRbSM+fv+dhMe/+/K7KLDPTu4zBTD0oHlQ2+WOMAW0n82GcqS3oQbV2G4ZbYn5ocBSkJjSaHLFzRtzCNuJKG9txRXv/Ys/+eNsnLyyth6tnV0xNDaadvKZ9a3s/QCmHxkbrFdtoA3vvjUTd+7NRFvnNTQLD7Bn4fC7b9/lqq5Ag5uZ7F346T+++UAt53D/qdGZePfOuzE7NpnudmGi0GR1tT4KSxey7botRTlBu5hBcQW86AaKTMxMpXdoexMj9LCeaiVTGVTvRx0LMYSOpnNJE+Z81vYcB2bMz36U5yzUjHxjec05f808UIPIOlwMlqshPCjtpxyjxT9yAg8bsixJN7gB1HpcpylT4nRsWAKUhI9o0iA/haGurs8hQvA7zC6kHB4f5nesOeOXhT0Q25LudhjJJNt9bMUSUvHOrVtIuu5YWF6Mh4+/hVDYP1psEru5gl2wjN1zgt2ivVNACOl40Y1tawVDHDVd5cJibGA1rzm1lgnt1/YSApsmV0MYNqNB9KLtYU87PddmvRJxf39nMqElNtcgjK6OntQG2a6BM9ALbDW42kYhl/FAmEYmt+/lCDDOxO9rzkmngK3uJyZnOJOLGBwdig8+eQ841hObm2sZciqypsvLRmDhZtp4zkBXeMnwMraBftOq2oFTg6AXoaclRKWRsdQSGzC4Z9kDCioiiIrc9du37uSav/jyIfd6AgIYSbNDb7d+BGOESL1kXjNNcj4lzLNTQznAOKbv2aDJ89hAiJye7cWH9z9g35V48mIxekt9wN4WtFJd813DhD/+9OMwvdAMH9PkRACiKU0iS9LM09Qb613bzTpTGkEZ8/NvcqT0R++9l5DWfjrFQWxvUIvJ4iZc3709l7b9EChJRfPOe3czxHUM8jCjR491a8G0OM4MZTDG2WTyAPdRmPuk9UEXhFdwHmDtKlZfr8WLx69i8c0iRugOkhbIuXcYO8tb8erxYlQ3dll8Z9aLXWBzHGFbHKNF4E7w8EjCH7stb0Cw9qzs6EUicTl22HKjdtJSm9mrU4L00lyXF2JFxNytaaQnzIm06Qf2DJVGMpfQpGsh49ERcBdm1Wi3uFMHjEWZehl5atoLxd72zC/s5VIdMGKrB3MFrarQrWZibrG3A6YHzqDxhFa6lRubW4Gf5Xj58g2X3JHFrUXsEIBctCEo7s7dygEwPmN1cymW1hc5zzNssbEYHp2Mz79+GJu7lYzFmS9ruwt7mJoFtAG8F0JaOWGnZZ0zWXGNQBEmeB4+txMYzl2ltDfP9oCv7E+iswbbbaBk54D6JOEGGAN6zRRBkxfsj1PlmXZPM+/REinYMjp4YFavcIaTk5MQ9kVs/35YSLMjBjq6YwMIOP327eyy1th4GqsIH7t/2f69H3tMZ4oDfBo5Quv69KZ65gqvpEwEl/G/hNGYH/YMtU2F+zD2awxTqD6Kjf/xO+/Ew4ffZ+PdK2BgZp5gwlxeHccoWsS+LTvYwQ5lXTHxH600MjmWEO/s4ojvm62CtsUUMYHcuYtm1rz/1tuxiv24DgzssbkVAvgCBNUDxJwaHotdtI7C0mD6AWsaHrdL+Q7Cr5YBfIWAHljNHkNl5jFLT65/dmIynEvy97/5VXT1d8chQqIBiGlrk1NoVUFumqVlYEdHe/Hm1WsU1zZauCmL1rVlTaJoLrRkMof3vQ2tFe78rPeB7cPVHiuLGMMXtpiDFmASp+/YFPcIKXV84IWj1iF+nR9CMPG5g0x0oKi6DTPrbh6ZnMguXLUDmdXmSFdZZaA9I5GZkubsbROGi2zY5GkhhLGUPuCfcTUZze7V2joGZS+EP7zDBGUh0ABSSFtSrWlbCG3R/oF+/s0rCqYpoXE5GOuydMr43kMgkUzbi32ls0CaN6bVx2WZZJspc0go4zTaG2dINRNqLbJUe/RxeRPjCBjtUWypja11hMd13L5zl/WeJAMaP9Xj14S21V2vo0MoqBQUauuQuEJAqUWEfSZY68WcxMjvwTYy5mdytG5s7R69fgoD2yHoNNKTLFxWA9aA750gkjbuwO8hx7ArbN7UlfDffiiGeE4ObO1nZsxVTExN8J6etIPbgOdV7EvTwJz7/87792BoC47PY4Xz2N7c487OYbROCFebqARdRJ6pmxsGLo5i21t4bajEFhVCPuN2h0p/UMvMzExmkphkcX5Uiz7OdRQh9qtf/457ck5/L4TdCROY/3uYgf2h0lC8evk6350J8ogREy+0uZwHr2nRa8c8kIYMbvK8CQSGU+7euRPLQGzPdhhBOAw92kHOCb7aahl7hV4PePaNuRuJzMysGUNx7B2wX0wDc4LdpzFR+7xe8Hsf37+fiOLXn/8GpdITLZ1tnEdnhjnWV9cyFNPG2vVbOKJvfn6FI3IgaUusrmzless7KDIEyz5r/fbb7+P7J8+j8Nk/nnmgBmhuauWgu2NocAJN08mFN7OxAaRRF4d6DYRpD3tv2t59D4349Omb2OTBbVmC08sRecEQMMRUYKHZvWx0OGGLXj+9csJWA8UyjlK4FSKxl4fBeYO/k5PDKYUcjCnsWnoDdORnnAW/Lyw8RxJ3pHMkGybxruER8zvNhDhCekEoxQ60kp2YDebWh3gIl3yuxD082huzN6bzgowX6sq3LGp+fi3jchKnIQkhiXDO/EgTwLc3kJ4cuu5zL8ehkd89xuZA04wjSZcd8nF6mO0Ghdr2sXSMtJN2MzWKtbgOB3vosDBUoET3gq0lVMNs7WxnsFeHk0WgwmsD2/Atz2gKs/gNCQ2PlJKgDriHMz3Ih3qGj9LLeACsFXZ3IkTORRtwpXPzrYQX2vZDlIZE9riTS551CFOavP7hRx/E8GAP+1yKImt59uhZbK7Zsc5k9kZspVq8WVjEdkGqo4F0Wo0M1xnrCDvIs6xil2aVCHfrnnsNuyCIDPuICE72KnH/3t30qD59YZ6szrKWbJRkKZq1pC/RHCZ7KB0VjKYpGuOdRPDZY3QD5rL4dXJ2KoX8GZqzraUDBjyJLQh/FFt86sYE5sMbzt6Z9T3Zd2cd6CidaFJog5f3qzGOMBoACm6WN6MEEnv+8lkMD/Vj25mAYvPc5nSWNCD8P3r/fe4dZi3vgP6A85yxJXYqCG3bojY1wmIN1Dg5MRsrK5sgDjsnFJMGh4bGWMche4RG4Kv5pVXs5dMofPI3kw80yuz2u7G+i9G5n5LHglgN1CO0kLmiRaTPCQfUic3Q0NAamxsVJEsVtQ5uRqo4UNOYh6r9jIWal6n7vcTLLMRdBUo0YZf1sjm1kEmuUBivvk5ibGttjJnpaRgJibKxlV4xHS0WcpqVYlxGo9zmS8YWbd3uMBnjN7qBhVdyhkMkUwOioYSn/EfGpnRvj4yXMsyxDyFaqa/L3Tb720CWAzS8NoF5lGYo2EBV5lNT5rB99tgFBL536zZMUI9RPX32FJgKZILoZBTLm2xzZ+lVO3CtvbUj7TtjkweHZsA75x5iswCWM7EiQDtWj5yS2FCLTi9jasI78wzLaKcTYKitPAJBaKreIHZHg06DPXM3TbU7QRr3oGkQmMAubQ0RhfDJ4Lct+oXb55enGcaYnZ6MbRj91cpyXHFPOtI+eP/dWF98E9cXmALs57e//AJaOIC4TsIRYXrHRSrWVLZ3tqags9pAW1fnRdIQBNXVadFtH+doKMiCZnNTO+JgtxyX0M+nH7wXZWzUNeBX3+BQ+gJOEHTm2WZmFHcm5LZ/qDWjO9uaQRVg3lHGbRX0lmA5b13vu3dmPxc90+vQ2E5lK+69czsc+rq3b+c83o+mshtdD+iqGwHZyd9N2JHGQg0ViEx0wE1DfzfnZuopldCdzX0vQF2jnOsn2JhWBG2xlhrrsIudTbz0IO9WzCRz/BomHLBaZeZZyPhdmBTSyw9pbsYfB9Dwy8Bge6kWPvyriQe6qs+Rrpsw4PER4OjcAfpCzJYY7BuIXiRQEa11Xw/Zx5/FqzfL4FsZ7zpOqmgb1PAJBySuNXnbpNeLi9OEpF1g3hIaUg1yfmEmhb1RYFSkruVDth+/5CBNV4Jn0hA+gy/3uXgDnTYA0o7xj8a8DW8c+6U2tCmt9WJlGCYr4vm80tkHSegWtWqX7OwdI225AAhGuKQnzDb1BrUPIIoKzK5t99bb9xImW9muYMiaQ4SJWncYe/AUmG4Z0Riflen8I+xVa21ubqAJTjO74gyY3A3zue619TV9OpkP2NndmYJAQbFTLsPoewl3dXQoj8xtbDeZHO1raZZ1jEIrwyptIJJsvQ9zDk3YgKqQ37NJbz+w9N6d22iK7hgbq0/YNY6lkNDLa1qVE66gb95zFrMzU8Dgq9hk3a387vTMdN7vi++/jhvTExmeWJ5fZY893ClEAnHJFM7w08RwwlIz9ugVhGpbDjWBaXsDfdjd3dJLX2rw169fczd70NUG2q8aU4OlePfunfjq62/iyfxCrO/sc0dd2QRaBvMZ/ZbosO8qTGnLkWwdCZOZ7mb7kDQzoJWnz9HQWzsgig60VW+2NDR3dqcCU1yfxq237qRgGRgZitm3bsW9++/EGHubmpuO6RuTKAJs+2boHGGMFElNbFnRPmfWCdozZmfgfRabeRYoPzpkDaOe1i+B7QfRjKAzTmhmi0L71tzNFDQKqqWllXgbO/fgSE/0EUKvgGBG4POezO/VDwCDO0238N7Phx8Ik6yCO4BQWwrdXHjdeaD6tsOZ9WW62q+MCZ5fxudffBu7MN4FTNuK8TuI/SETOyvQBWR7OC66EYIsBofK80b4jEHRbYt9sT8MVbAemAYqBhpYNOrQDQeTVJDq1k0p9LUVNZCFsGotmVC7SyafmhpFmxQTwx/UsB9gCnMCAcM5gquJ/zZuVT084KIdUdWFRrOxUSGTjNU+9rC07kvnhPmgNn0aGiil5s0UKi5cm0phpLa5hCDmpmfSq6j7Xa/fNvDOdbkO3fbd7d38HLuTDeq2t0rcZsIysg6lDIsggHQTa8vlOGzO0hiZoQ7Ljdq1J64b+MIC4vMWK/tOYXb/SB+MEXFcBXbznm5sXEWUnlSzbPQU7+7C3LxvcKgvdmtOK+JOsJc969HhIWznpqhBIKXRoUyWPt5H+O7uxP13347V5bWYf72KFu6BqCzbaUoiV9sYuqnParApE2sTj6O9LZPq7AS6wYAKFt6Wv+s9noJqzrEHP3jrXmqWh0+exhXPOkVjCJu72IN21DEaRltUx5ixUkew6bofBMrO3bgBwRa5j74wGd+1iG40AUQ45thaOeK+HNBq3NLwxnePn8Zvv/wKZjhGsO7FV199FQsLC0DwvWR+kw8carOyvJ4+h8XXK6lwbkxNxQRw1s4Ai2/mMcd6oYnu1HwHZ1Y8HHL/IBfOQPPHMixDWJ6Fjqj3gaw+fxGUYRTAuk3jkqbsqa2NQ5sCV/jkH4w/8JdkwesLNt5sPdZIzvSzmNXMgQoYeXN90U/w71o8fPScDRylbWhfSQOcOmf2saFWFjeAj9sB2oxunnqwthUtqOl3btyMO3x1tnbF8uJKqm4so2QCPVi2s9NeqCHxjdfphDBBuxEitCOaHkQ+ihSuazjT2+ykZpDcy7YmTcLW1LJCvQeoeQIxmn5mT5FsgAPVmualANA5Yjb/8OBgQkK7Vy0tL6btIvHbRcxRavXAb0McVPcz62Fuajolth4vE543t7fS7W4/UZPJB5HgsA3CCDhfZu9IP2NStrvXNtTzpW0gvDfscHWBjQNssxmVLSZG+H29bZ5rF0Rmiw8T3O3ENoL01Gtc6EEjKhAq2NY8y4wl36fNq0NHz6GNh7TDtTm1ay+AWfKKCeoysybCVrUc3UhhHRvbK0vRwT3cu30rnj55kR2dHQojEwnVdQiZ1O5cRQuJ7emi8JUJbZ6rc2xxYRWNdRVr2D+GOiR6z60BJmxCKPzkkw+zpu7V0mKU0NRqgIO9/bgxPp1e3B07FdRqCLJyjkabmpzIUFhtz1Sys0xat5KkG2bQC2pBrI40W1csLb3h732URjdCoSl+9avfoKXrnfO+/OK7ePFsMc/TVh7rK+vctyVrlyCeC1AXTFXFHgszno6hcxALzD+MfVhBuK4uLcf7793P7Kk9EFOPYTXe61hrkYx9hXyWDGbIzO4JWTzA2dsdXWRivNbhqtKTo6ttdaFDqDDxTuMDi0pnJmfiT3765xxqZ9QqNaRCLXZhpENwtEm8t25MxycffhzPnr+O12/WkOwQ86nD74tpqwjltEVquyeZLjY21BvtEO4lzxnh4Pq4SJO27956C8ZuytYOSs+6SxvbTdiJFjPtSm+l2s/hGmbS6PiRBMyAMTfTZOrJySEIuBWcXQ7bE0yMTrKpEw5zJ6ZmxtPRolT0+Q4Blck3NjexJ7RzHa98AeEhUREeK+BxPabCnawiV+vqCUXjvH6zyHux44AmBtN/8qMfwST92Fn2FtmMN4vzSWgIPQ7fqzO8gnbj53YWE64NIswswlwDhutQ0TA3XWJ6YjK1q+uwN6eOGqsmbBdh4q/2jg6UHI+N7euffYisqbedz7XG1fF5lNe2ua9KtOjtxF6R6cwsEQ7pfbWRkQ157T+j1tDbvQvM1xmze1SLgeEBzq8xtpDUE/yuY5WfcDfbTnBqVMtfQmTbWTGiI8iEBm19WzwIC5WKQn+1kcW3hi2sCNBM0L62lX5tp5IdD37+sx/H48ePYwtN1ApRmsPZha08iKa6QOiub25x3zAWZ6mzybuDNPJuhHIGuB+hPcu8R8eZnlGFgWPl1ILCc9vxpwee+7pz+3aMw+iA6ExaMKxx+8Zt/qspe6yaOdM7MIggxbbF9GqELoWdnaIk9mguqOGeDz74MO7dfSuF/8r6SqYP6syReTPjiDWaY6zSssD6CGRxcLAHVC4AcZ00bKFxd3z9zSOYjqvn88bXpZfGn/3sp2wCNc6GXz1/Hl99/jtULip6GyJFsnowRaTxH/3xH2cO3Ao2jRCvsdFmOTAIL0TpZtxJDaTEnwVr69mzRmtvvwzRVKO8V07vWAsG81/84Z/Fn/3Rn8alsMtBlRyE6Wu7SMsfErjVWkJAlsuXtXS2mEPisfjm1oZo7+DnrKGlDSmMPVLE0PYw9vevwq7Ppid1sKaRgd6YBGY1CHdqJ9HM++2kbGK0BrZG/gXSWw2mo8fCVCG59qjEVULaqSEGYT6TC14vvEGrtCWU1fuXDiQI3ATi66s6EVp6NXdrJu5he9jbxLFn7mN72x43EA7M0cDfOo+sxqgi4U3tstzr+8ffczm7MJz2oD0nPWuEEcRlSYudumWAjB9CSkr5NojYGNMFAtHaQucBWiDr3hph9OXljfj24dMseq3WTuPJs3ls4LMYG5+MbphfgrFj1yjadX1jFWaKGAR+Tc/OxujEWNy9dzfHnXkdgzCuyRRvXhmm2Ml9CNOyGBa7qD7rwSQH6xgbOTO9yI3YUGO5702Yvwp0tg1In9B/dCTjcxxGxloVjMJOA9bL2LEvnj3nGe0xZhodWuUcSffo+3n28CRW15ZhpUZ+55I7aEcz9QdiNPavjmJoZgR1H5gfu9jeeuX788wWFlcRapa5tXHORyCWkaS/bG/C/nR2meCvtrJcaXhsHHOmFXgMraIAttHsFjlLa0kXJRnYoTVvssZwZHQQwXWezZhstWJ7DRNUWhCwogjRnbWJ9tYxLl34D/7XP31ggvDGylo8/OpJnCG8GyEkCVHCsPX7j3/0CRdbi68fPkFLOXyRR/HzejNbvZoYmRCiHrKB4VLWmlWPKjAMrHN5khfsvL9ibynGJ2bZcCd/T8ba5ka8ml+PoZEBPnedEMdwg0F2wxdmdpiQqyQ0AdjkaPNNxyc1ZFuAk4ccxFnapWcQ3z52xtT0cFZeNKJqdjbWvR5OFWm2tpnVE5aZzM5O8h7IlxMX1tTdPPyPb5oRpOdSSG3RcBd24825GzEDAViPaOMds+ydVTcPMy5vrgFV7ctSQFPsQXQO7+gHltmCvZBeW6v0U/ugsYQnxr1W0Tg2+ZHBtGOt8jALv6vTsi4rRQrp5TW8oLTNUWxoxZ5Sf3TCBHo5haDNF2gAbGxHt5k/q2bQRpJQvHy9kKvZZOsiMjgOSqjtQaBjg3Hz7bvRxGedpnvIXX+E/be0uASk3o2h4cko9gywN7SbIlYiRzuZ0S9SkVBNqu5JRkOngBZs28gruF++j9C5hBkGgPej2NSffvJeCtVnL57FMffVCLKRdtq573NsMPMxXSNAOf9tCZo5r/YudVqUQkEN2IuGbkDw6mfQ73CNmWI6m3Zf7fQwuks9cVYADiKQbTRcqVXi6Yvneb4DCJW1ze3Y3KzECIKldgScLEGrVb39+wnzzdMcGxuOz4DLM7PT6VV++PBR9PeX0Igb8eT5s+jUl4BgcfKUDpXpqckUTqmxhbXQsW0a9WdARiC1UjizInOYuZPR0XEY8SShaaFlbO/BIJs6RROtL5Xj8sheKkh3VKeY2tFdN2ZnYmlhKYZHppBUNqfdSAKxwNSgqEnMlbIet7rW2oURhF5nSGtjNwYwt1D5y4ubSN0ZjOXhNERvwAjl7eV0HOT4XhjgipOWiCw81V4bGoGZ0LI6FVT1re0FJE8nl2x363qGjDagA1VuATnmbsxAdMfZOnGZNV9eHoetxbOnDBvWHhIaZvcvnpfdtreB2hC6Gkmt45humc38Qduvyxhejt93MlE/NqDtA+cXF2J5YwOisbAYwcWzXKuNjTpAAMIh12dM0V45tsDQNrC1otXdQul7b91JO1hXvgxr4+IzGK+vvzslZzvoY2r2RjZNMoH7kuc3tls9AdTdNQsDGxXm+2HQqeEdc2glUGFxoPERZWjiUnZp07V+BQEXh/oyYcKOYy+ffx+9na1x/6172Rr+2ZM30cZZ5WwJEMTa6nKszs8DI+2v054Q247Whp7MATXTyARtM2AUNgX22tED7IfhLkEZJfbwJz/7CdrsWTx9+irppAABXzWDnthvq4gHIXLMIZ5x92fHZ+n0MJabyfwISWvv1lZWU6gUexymarNiw0wAddERNGbmij1v9DaaedMgQjNtDeaQ3jQrsueOYSbusj7Ny5xhmBdY7Di0W9jAMyAk0Y8ZTGa0mFf74XvvRwUl8tV3D6O9ryvLv+w7kyOzW9swA/Ziny/75mq3D/WPxMz0TYRTG3SyhMZ+DtN2RsZ7t3bSF2BYojD8VjxoK4B5L8DF67Voa2jHrgO2TY6kJB8eG03odXKI+t3Yje++eYr0NT5npTKSlgflRoBxe7sHSfzFnq70/G2uboSZEellReVvIQVeA11mp2ez50gnuL3Y0RqLr19mLuIhnz1l8b19A2iM5sypHB0fxZ6bQtX3igmRSC25rjrzWXFR/7zBTiVmGaNYaS3kNKjqWoS0lproidrCnqnuV1TzqWXF+HrSDH4rCLR9x0dHE89ngnnFcqVr4FJX1gKeVzlw9jsD8S4sL4UTZptbML7RgPYqlQFa0ZydaAuHyuiKPjysoB03WesZDM0zYHSrvo0/+W9r/w5qMBPE6r6tBLgumCvTgLTtT+/vCWsBTSYKMJBsxsgxRM8Lc605CVZQyv8zvijcMSZZaFNYmRBwEWOcoa0PO0odMTRZ71Bd3VqNhddP4h6QeWZ0Il4/XUxB2QoEvmi9Yn/axicBp3FfdTiZTZFAHi2dLZkRYl8fw0eGLATGJmp3dDn7/iSqoJAStPD2nTvx1Zdfx7PHi1HbP42RWaBdd3OesdrH+K8MaC2pDDg6MlwXZNjDFsYe8X3TyCzGtuC1ULA4uwXtDop6sRSLCysIGB0nQ7G2uJy2po4c+/UIJxtACsU2E7I7ozjYk7nEZnDpWbZb9eyNiZhEYFrc/fzxE5TRcpwC52U+Qy0G4s9BE2u75Riem4jSaH9YDa9/4uvffR0F6LAN5VNEccxOoLSmb6QN/m/+7b+Jl6+XsmmXNOh9r6/tQKsKj+sofPSLyQcn+4cxPTYTTZdAGRixCUjl/GxzLk1a3eJwdbgsL2/+/3t6z+04syxNbwMB7yKAgImAB2EI+mQmsyqrTa2unpFmRvoj/ZO5BN0Er0paq1sadU93ma6qNCSTFt4DYQAETMADep6DalUWFzNJIPB952zzvtsmBXIEgFUFqWMc/Nva2pGKtZPHwooMAEHdr2DVt1Ep4WNHtwnw85SQNwJkN3QDQm+qY3NnKw7rdYh5Fq7o2LmWODg0aQknaHDY7HlavTU6UQSmnHL5CACW3Op2h+cIIOsn9WSZLwwPc7hpeCsHbGTwfkGIsOwAS83zovTm/QwbHxqlgwwbFbOdqZELaeWSOnLZOME7bPBsKYqJNzrj2Zo4aKvkLWqu8bPkrVp0CxbsObRucHxkBI98xrsCgTPAN2CmaQChkkT+FiutMTB6ZsGvBeAmaI229sJjbN+SZ/hc9jsaZTV6ZsNnl6gDwTLZbjCFjwfSduFpLoA55XQumnyV7hJD5LxQK40MCuHIk+HZrezE6ORo2sd+ul+Oq3otXj55wt03xG//5XvQQVfiU4enR7GK53MwUxew0N0LRoZV7NxAX0pmZ7lrAyAKk+cktLq+u+J7zuMUo5JBeV7x2Uaz/99//peUYnAbcS/fj8lLMmLQyxUA5whlIx5jbHgsebHj+lG6IxGRhRe2XRnmdiqDigqDSs280gQLGyx2MCfnxLEaMt3V5YS7CwSedwThLXxcSMbOn+suj0G8uzNobECegGI4Z2ZnZwe+35fyfwbhRExWHj2an9PWxeLuevz3//N/iZHxofhv//qvGNWIh7PzMTqEw+JemuG/c6Aw01hrG6tw7DagcFMqsujpERUNoCNdIEEnCAC1/7f/4z++xhjH3uZebK/uoRR2I7TGMZYvy2X388EPJmfiDKvzx397w8FYPgRrQmgu8IS29KuAFlZrXdwLeAPvs8rfHkAr5e0A6M71cmCOXnfBChYWUz0yVESQwN1AhxrKfIFnQQbSJRoO7uEBs70dKPoBL7CPlzxNS0eEbk4Jk1RL7N0bbgRW4m5g5RxYYEOxjZYmzNPOh/Pr2MAjW7Bs+Ds/0B+OoRe61o8tKTrhOdqALJ0IbUQ7hkPYZzG3QYbzWo3DvY0RvM3szAxCNBQHCMHWbjl97xn/foaBSVOveX4TuVa+WEnjSMc2PEUPFtCWLgfZmiwXrqooIkU3FxlI0LA5Ks88lhUV9jz2YNkVLpd/Znv7UquPcBNJj4HeAaAxP4/z24PrWe4kJ9fomBfd57ktW5OjGKiyQKEz1wa/GQN2dkQZITmvVePbF1/HikOk6ndA3pmoITDW7xqy0wNZM+umXXmzEdUT6IW1mNbEXgCpc0BmgA5XYCUQIo7StuCyezE6/8Nv/kOKSn5ZWcWg3+8aNG92y9fiUFMKwnecfDADrM2m4I4/2/yl9ySnxemnn28xQOK3PNMh1EJD7azV4ZGhlLjv5r31inZN2HFvk/Pm+lb0dHQnz6piWpTQCY045d89s/tOmnOgN3AThf3m5XPueDb2kFNb4waH8imqvsPnftxcjpE5qNNxJXVKDA4MxujwaNqVAu1PVTPmZR2PqOGYnX+IAg8mmbU+eZC/n5+dTb9bxpf5+//pxesbsPvCuy9Yiev49uUv0+F2cqBWPTifE2MUK0ub8fbtIvzF8X64cfkRwiv0NCBgCD1ZH3C9bRrFgkLWlnI7zkLsg4MYJhdmnR6dxTmwo8jDCxtM9L75+CkW1lfwPu1RPdhPXG90zIoPS9XqvADWCAEy4mpplwLofBmTo/bG6fWMSjn20I21QjQnMxt2t/dNPuSY+L4BLBDwRr7m4NfG8GutZ3TnHjAOjyFRti7RJDE/ProQuL6Ozsih7BN4N3NsLUC791jUrZ0KRqALW9yYkvk+w+E+XhbBSwEM/m/0bphLsgTJxPQ1AnoGFDWpbVOtFtu6UKsjqiCKxFX68sBpZ9u0oDimLQw4OHoDbg1ysB/TqO0V3qCCEFktY5TZyWcGLTSGlgJaVykUslStBQmpnR5G/3AvlrgAlG6IWxQ7AzSeQenevV+GUhxH4IWce+q66gcPHvDz72fWWEKuR7JG1vHrut8Mn+nfaFjNhZmDdbZoIT8QHShWL8b17777Dm+wEbt8j9zLwNIo3vcMQ2leT9no5V7MTa4srqSWNiOqckiNpQoyNzOdgh15PHMeI2gkWtpgEl3aYB7UaL6evXrozo+zVCcMBxIUp8DZ/OxDjFxbQm5Ghrc3S5zdAbLcy/2Mp+bcfe7u5VdPMUT1WFxeic3tLQzDWLxAKS1tq4G+jm7PYre8hYF3F2Bz7EE1jDlY0eX80J00Je4oBZV29/b5LJu+7ymaRnpjbRtPW8JYYxi7h65fX9TqUdkqx3/+D/8pzcD/sr4Yp/wQy7bkWI5J2N07iKWFHbwbVrcfXoKHQY6Si1dQHMorYT44rPDDnISGa094/SyFkbVi5goVJHvkroFiUPFUIWJXuF3GZ3jO0n4J4T+Ph/OjaRCSndy53H0JmVHRjbWtlIS2zMpljtZM+ucqv0LnkCO5nEKsJ9eSVvi6E4TwBB7bh+XRiur5Dnluk+JCZy9bb2lJ3Q3eywoUrEV0opRDCLIMq4PPMx+nAGbxPLvlw1hZ3b6vUUVBDejYHKyXspbWdiaDSfn+IYQTL4oX3gNO7h+U0xiK6ekH/Igr4PpuWHDsNijD8xozvbpR5Q8fluHPt3gNODAeWG9+hWf2PFXI/b1qnKC0VgylcexwL92FAQorScy1WXo3OGSj713s7u9EYXIwRtzpB1+2QmXKBZcYh9//20/xCYqxWzlIFTx6FN2a3mmfz9gtl0E1I7wLMBxBd2y+M2L0HhZVaBQkgZbT2c0+iPI84H5nRsfip/dvMeyXUcW7G0luQg4SLAcZQHbiFMhua09rY7NoNi5Q0rHx4RRnWF1dTjzMFXrKnYZSKGxwr5NffZx/rieXDMYVAHN2fprzhYd3NKVfI8NFKElLbCI71YPD1K5kXu6kZs9keyoTHMV4Wrze1tKQYhofPn5MnP7B9GTqbpmdncaAb8ZyCcOEQ3ASQNNtY7x/8wkPu5Pkyb7LCTzlLlTgDTyyghLeyYv5ur1SDSSIPHXnkpG8r6+9iExfseW1cyZnJ6bjf/9f/tf4h//7H2Jlby3O7y7hCMPpQJvxEIuLm/C/bQ7fpYsusQe73zbgxh3/xteCoa0Wd7e4VSvcDj+sOwmRlhhjmw4x5Xl4aT2B/EsPNgL5N1wvd9jcXo3CCAQ3i+fFw405U5LP+PdyLZtITVrL8Rz5oLIZTLDm0miiEMahsw4TbkZIDQ7U+T5n/w8Wi5Dv8/j4aTXl/a5RPvOLwiBzd+bXrMN0jsuY06z571u+3pKkSwRCI2BSfgev8mDuUewg/H/+4Ud+7m2Kovp3uuamFgcCO+TnNkW8Ls/vYg8D9vnzMpfiyufO+856DNTClxUMyQletIffrQJxO677HawygTsAX215Mejl2H89jcXAeoCUuuE97kAhFlOYfHe/ncUK4loTz0kwDErxjleNlzEIj555MpO81ac3PwOrr1Mhtvmp7998xFC5aBQF5j0cVGzni8X5KxtbGI4jFLw7RYhdK2aARJ6kx/du7P80Ii2HyvJ83RjkX6XgxVn89PPPccjv9l06gqMFGbGvMQ9SKp3WEuUpA/GagbwG7uznLPLLyWa2+ZiLbgNJuCJMxGVEyiCfQ6IH9bY8i/z2oLaP0DtflTscHU7y+vbNh1j6vBYOHjZ6eid94ozknw2orPdhj6jCLqLToIqC0ho5jRm8enbmAZ99FD9++YiFaUzDnp2N2tbUAccspXpVi+GtMbXA2+h4HqSVzffG8uZGfFrg7pEtjZZBv32gsx478+jF2Ot8Fow7OQk0G0xV5v0TI5F32A4WfX56BrgwGf/0T79PuwCFeEZJDd2qFNZUimXnHk0nIqwncfvn0OgIWL0aa6u7996JF6zuwTE5EcO2NXjTzi4eDKFyVIKlYqXKLkK9HqPjhRTGt5J/Z3M3ttZ2UpkPpj9BPWQnhfX1WHpQPY8RUQMbBggM39tzZ/W+wuQcU72SwQ7XKJvvO8L6KdQKmXzS6VuWoamE9//cIeDOHD1LK6Z7gIfyNqdud2FtBwuOTejEe+1wmAfR3uME8ZZwa85Z/RLBNO93hgGoJKRgcXmlfIKXspexi0vPpaDNxvoebwSPxsi5j2N764jnsOzOKvv9dNbOoVEJ7euTVxzASzvxmL63oXFrRhPG5rc7hNQSJ4NiqaODM9EgXTdcRFNXU/S5cJPzVYiX3n2OG57x1ddfJci5uLYZbV3ZlOdNJXlwew4Shb5J81FPj++7N0YRrHOUxm5vP78LfuWOyErpKByGe4lHPMdwFPDar54/AY5VAqsWJTib4xwd4tWGnDTwrNfwpqPr83Q3sJdEJeweVzkMqlkgLWc0BXSGh7TX0DVzGiLPqRHkdLBvDa5eCSUoAidH4FxAWDleaWcfz1eO/V2849ktnLslNURrRDpES5en8RWQU462BdwcKYxwz22xh+xay2mVVQ1U5igJ633/25/+CIy+AEG4593FQBEtGMpe7sOA44Ctcq2ZNJC5SboARx4COo/BRw08ub7MBuIKcNwytczU08HXWoVtlMOxAv2Q2dKpiz7A8Qja1MhYfP6wEP/Pf/0t0OsabmLF/VCy0iXHT3Apw1zq8OhA4mbO/+gv4PI5KCsK9rYP4YPAU7kVwiupv09bwChQxvux5RkgbA9C3pFgiVE7YaEBFnu8nD5lO1Sac4L7HgVS9Pb0AlMMLjTF4gK8oXy/MyAVa5ugVYX4fEPj5yiE7UJGI/UE9iBa+dHCAU5OAD2uLGErJyhlAOOS75Wb+Dk687tr3rFYSEEGS+XkRDk4mhZPjjnI3xUnxlMfow2kvreF2XZyOJksbeTRq/FhjlNwjL7lew6oOj2+RMlNdEcqBrZedHAwl57PQI7T6DR2Wh1rbw0cHaOc2XweftySZrrc4L0c38hhJM/l7BxTMZ51CnjoQfvwuk+nI49wGr109k8Z6JTFgz1/Nh/vPr0HZuJZ09Dl9sTNOYb0XPa26VVtD7MbYQZjjetJ/NZeOFGEbUWb65X0HDme+RKoOQRSegiEW1heihW7YTBuVilZ4H/flxfRitDaW3cKlO3RkGPw+4H3BtXkgRoZxzoa6VUZ5aB6kLSXA69n1P3h/FzMP56Fq40kOdRwvsfjauSlMxcnN9HZxPfLF+snKFgzqKuQhizZhaGxsUC/htEaBiVZbmajr0Z7v7SHgbuOVy+fxSYQdGl3I3L91kvb54dBwgO/fPI8Xj57joHAkx9hiDBMenxJVgPnUsfYWVzS09uN4R6IURzckycPoQjZyPROtb52/oox6lMI9Pr2DodVAjePxYg5qNpJrC1vxHuUUA8wCfY3PeCuP/ug5FNz8+NYkOZYW19NVRRpMQWC6kwOh/WODfcnT6JACz2tzkjJdgkxSilPkyQXXLbIn//w5k2sbm5x4c7nGEoJZDnBIVbJKhWbLuVIR0BYpxrvbsODjm+x2Pfe2cS7BXIWEh9UHVluhwbWFY4pPLGsS25hIXd3d3uKZDlzRWU2TaDXtJjbqNUtnMMcoIoqbDBfaR9XgYvK8gyrK8tRR1mOEFDHXuQdo5Ef5OdlUiExWpAmqw2DLnwGO+qFaVpnS7J2t1HUxhbQxFWqpDGiZ22jRQzWqdq+YkCoz0CInhSFb8kCN3kmDZlVQHUUWSPmvBtzchV4ThdQtKPddWJ8Hp7h/OY4uvo7ovBgPC5Qng+uTfu4Hb94ivDOT8bnpS+wJ+eSdiZoPo7hVeit27U3z/ybG480KML0CyCjYzUsNfNOLG53x77lcN1GaTFqXz2aS7vzPq8uRQnh77DgHhmwcOOWs+8fLkQW+lCpyTnPUlLfQFQDP1MDr7Fx4oL30oOHMd+Zih2a2pLS6/EtA7Rv0LSZpYHHx4dpnpG8z2CX8Bs1iCZogumjtGUJ77O1Xope3m8c+uNU7BwGx1mzTldY31wFhY2kP2+Km5jEaL36+hnyXI1zrNJX3z6/z7eC+Ix+nxycRuamIcp7u1AMPCcowJ0itw02dp/Gz+8/pkS8UxccfmY6STmdnpmOzKv//OS1u7evEA4Fr8ThduER+/uG4gj4t/DTu/jxhzdYuyawe286IKNXwqNjLLZYexxSn2m+TdHLKsLgXFH77SSloyP9QLVmLI87w+9LlTSdum5rRx2zp3LaqjSU78fiNcfy2jrGwMjReYpUAVRQZGso4Qxg715esIyn0QNkgl8IsIlox5d3tN5PUJbjmCNs4u/tlEjWKvUK8oM5PFuTHH/hhDZ3DzQ3ujqtI3FGL99StC7hVWsTXLiId26HXO8m6CmctP/M8XrmybaxkhYQdHT1JCt6klqMHENxb6gct+dEaati5CTuQrfi3+dyVk4aMox3cPSCA21FA1aouNLLqWkaC4M55R0EAIVrAM53YpR0yfKlk/1j4B/0wPQQRlLybymUcM3ACwiJ86xFS08mBoGfFnztrG5Hf1t3/Oa7bxAGOD5KcgCHu+8MqCdFUbk92204jhPdnBK3troK7N7ETnK+POPwKGiIs1UBe3vzKQ0jjDQc/+tfvsIbn8Ty9joGAAN4eYd3zKaCgs3ybizK53jva97cBLVBPHOxfVCiwpCGqgEjdhZV0I3op1AcTvC4Lnridyd571VqcLN6LCQUtJ8Kt/XKBWCydbfrG6t4wFr0cIbueM+gYFY3NSCHZ3zmQD7nT4e381DQlvwABrx+jBwfcnd3MTlaiMHerrQXxFEkpxhxB3LZrrcDMlhbwFvWLmP5yxpetCFFba1EsgxN42WNrlPYC9AIvaA7Lt1hYSG7JZqZqV+OvnZ3uUlhqxH415iZexjNvOAB/GTh508c4jmw8r6b3Ho4gy7OKlGXHG6UH+xN+R8hlHv1DLlbPYOcY7msXjAy6XxLlJLncq9EjkPeLdmQ2hzteEmrRORaVvMbxt3YREAcacD1tCFYeiBXRhcHh8Ku7tphJfFC6wGNUvX0GGU94iVdIuqclzwH2ogANSd+yNnwbkDofiydlSbcgDktu91VAtdWWaunx/JruY70+e14lIIFyLzfNTC6K4dF/7KcLN9Atj/evfs55cX0ijvwQSOS5xxwNtsJv8yn6KOTs/bKO1h5N/TWeZ77hTTOn4HqYBg4FDkXZ+b7elZ2nYs4DNmLHITjPpV9ZPI8ex0tgLcE6gwkYELemao9QE6T8amCA15k7u+Gzzys7wM/c5EfyqVI4/XhWfTBh7775inGsgZMXEnQVdhm6sNKmuOTMyz2WSoWUEE0IFbsaHT7B7uTsOrtDkQmfK+FBhbh71fK0cPz/dWrb+NffvfbeLfwCQW8TemoyQfT0djSghBvcPbu6XPxKO+NZXLBar7POl8hOAqOQTUqfMwzuYxmavJBqgqyKVsDvLy8hte8izYMqIa9BQNq2N8Io4PAzBueInONyHKxvw8a0xaD/G4trv2NylKHxeLIzF4Zb4ecDkKvLjhvZ7ZaUNLB3w1xho9nHiQI3M33vXv7jve2MXssVQ2trexiiMvQjwrIrD2NVtSpiBScw+Mva2KV2ytQpmvuujljZ8JnRl8WXzvXwgur8+ATU5NJEc4M3ZdqeKVCjE2OABW6keeGqGCNDmunCDDQBDfbgPL0I2BnYOkLudYJUA5r6Ij0ahXOh2y5/fX4BCuGVzjHCjY1dUZrexdwzqgh/AULbemaxc9O2VLwLArmOdP4BKOPFmULKeV55SoeByG1GDYlbIGGCsXEZJHPxsoDW4eHR/j747CzQKFwgKrQxL8/u3Qwr0vy8YBcqFDW6IhRL+eVWFVii44VGk1oyFhxgJ9Zjj5g5xFE/ve/exuXQNb56YdcwHqU9isYjkLKSbUDlyxFc2it3lWLXqqW0u+ORjSxbueEaQeFSd6sYlqnav6uDrQzstvV1YXS3yQYZE+ak5+dV2klzy0GyeUfRuiE5We1WgoqWJjgJLSk0PxvDOs9NzeFl7mJykkF74dnGRnA9N/FWek4BvnaudmJ+PP3P0YJz2crUA+830qoTEsH3gbohmGx48MIt/DZBuZ+iyG6m/7StnOH0PVwB0fcyeVfzu8yHk49iOmJqfjdn/4t9vGCVtb0Dg3GNsrpbBmrHQ4OT1OCX6/vJiLHWW7tlVJ10Wcg2x78/w7DKJw2f6Yh1YDvWU7IWe/sHIZ73k1hOKDZPzvHOwoxHfXvWH9TUzYW5EBuBo5ueUa95yLKa0piAMfShrGz6scqnTa+znXd9nk6OHcErpfraOVdxtMa98+LS5wHxkHEcufE75tY29jj3LqR1Ql4JTQDo9uCrkxjbEbHJ2NpaRXZqEVzW1OC34elcrTiIUdAmpmBma7XznSxa9lC20fzD1Pz5PLHz9EJhlXInKVRqVX5QVt4tm44j/vUHfd3zoVDLuFRBgnMy4m5nc3vXjbhlovx9TLcIzC1BUtmxzaQCC/hRDO7mB8+nktBiu29Hb6oESEZTjDXwIheQY+UhhXxNQcIm53rRRTMIgE9iRczOFRAcU2oW5HTlYIgem4rVswb2UyZqmKsYsdTNmOFneq2BRy0HWmkOJK2qN7PHoHTIHCtvEABr9+H5/XdcwMFLvy+lm8SSPFoZg4edxAra2sYo8towiiptJ1AV/98G7Rg8EKk0MgzOK7CoI282RC0gQe7wDUQjv67nxvjVioLDm4RFGdjXiWhdrKYvYIGPMsQ/VYE18+oApmbEYQGrOzpeT1ZaBVa/jNSKGJU2lM6pq/YGwPQATnTYeU01r6sphynxeu/++0fU6rGYmE5/PHJFedvFNL2myr800IA3+IaZSkEjwjkxONgxa2Scfy9tELYnblt5Fmu4u/+9m+Ajyfxxx//HNnBfBRRXvNfq+ubydMWgPKmbVowOmnuDu++tr2R5gm5l9FYgFugnK3j9i1zxSKGte2tKHOOF/y7S4JMkfi+GmIDdw1Y/IFCLgaLPHPmKhUeKG+phhQlcOZMrn8w1lHubtBCK4b4kJ89CLy1SsatSxZP7+Jl7c4xXeRolOLoWHzmnv/w9qcou/IAb+ZGKlNOw3DLwf4BPPUBNGEj5vke64mrUIE//eknuN9qnF2dJQRloYkN7LbKdWvoWvsuXzu/xICC06t69Qoc5C3wY7DbkeK1tBP8Bsimi+8G2glNtMQOcHUwj1trdc+Gtu1id36I+wGFTdZiGq52i6hhW3NVd1ySVfn7+yaInZzltlaUC0W12iKfzydjsLu5hfU/SJ7Etg9zN18W1vCIORQfmHIdiVdqud0/twwfS82PQMftbbA5fzeBBWq4bYhTAxVG0FBwLbXe2BSK22I9vDzvZbW/hH/XOS4IXBbBmIcoWwK2Y7oll4frYQx4JtwXCjjLhctF+GyE2QJbx0cMAj0v8LJVPLAj8OTNQjoraHx/K/DlGz6P1R8mvG2zUflSF7XxBWTQ5s6Uc0MJrXU1J5b2ZbQ3p3C+nOMUvtnD516iLE5zs9zNSLARVBPVKytLsV3eivxwLx7QIEZzfHj7JT69XYoXj2fDHfn//M9/iKbWzugEArqU1ci2E8yFors7Je71KsbSTBneDw59hHExSurGYR6aezyEb3aBFMaiNeOiz8P49puv4GUfU1J6cno6OuF+NtwaqFFZTV8YRzEieYRnMsl9Aadsxhu5Tsym5YdTs2mmqQUTzmy55s8bm+x6aE13fobCmSZxZ4nG1buwwGFkssAZ3Saj0wIyMn6hsRoZLiTjfMZ5diNjnfC1D8DjZjzczMNZ3s1nPwINVHAWrclJWKssBZh48ADOuhl7yH0L9GJ0ZhIIPhBLKJc7Jw2Wba8vwzVb4uvnj3FGVXTCqLbG4STOkPdb7rKR55AeZYHNLsXJTD/Kv+4Bej1EmLxco2n9XT2RbWqLzWX3AVYwdw1xAp8wo+/ICJsRC8WhGEn5FqNUdg/vAb3MzaGkKIhhZv9ndYNLKAygyBOsmJDLGDnr6mxKBbFCrUE+z146ThHu1ZECHNcoyXX9/C8W1iUpXUk4JOVbEGBhmgdrIa+w2DkzzUAkk6G2SlVL94OPhG/+XFtOFHjD8tpzv9960ZJVCkdHsbe7m4ROmHANFOyH3xpxXbGG9Bq4B0pw82nJLnTgtUs7nL5drpQiC8ZvbkR58JoaFIsK3JwkrMmiFA6fcnSdM0smJkZSgMUJ4O7XyPX2JQtuyVpSOqCd72x+1aIAW4tSPaqogid3/0FXavKNqGEMnHvJFSSFvN+Uaxc9l403cXpZ90BXdA9ieTF2Do76/G4hLlCEv//1d8k4LiyuRWF0PPXPyflKe9APkIoK7bwTeUQe7uQ7+Uz/vrprH0WTr1vGVzNJbzAJgzPGXQp9F1cdPShv7gXmdWG4zes5ze6aMz5Pz6fBMTTfbfS3qz3V3wqZ06An6Mr+ToUzbUyVTD67SXIDTI6CtI8Te5p4fWcP3483GxkfDthqHJ4Byy1f7NdYd0GxjhMN0SG4pbYZeSyD6vzV2YMRBjZece9fPn7BSOJt/8JJ1YcrkMWTJ49jYWkp1na3kofuRAlvoU5tPLN3lu/tiVnu9fL0IEaBtXZVOIFhdm4er7/F2fE9nEMeJ+dE8xu4q0OnM199O/HaAmOrVcy/2Q/HR0Y7yvbm+7dpZ1sbP8wlJA7r2QCKyaPsRKjjuh3hJukXb8pjxsbGgQCDwAQXed5DJ+dQWrLkZQpTrGRRASfGhoExjSlaiilLkUCVu87P0iOPDBRTYasjHSz+7unpTc/pAKbOtk68ao7PPE15NyOJdh3bOWCpk7BNCOWyDPexOeXN9hNrLi0gNp/k2LwzYPTq6m7KyZmW2Afe2KDcjEQ/fDCeQtxvPq1G6bAOlzMyxqvibW/A/n/17auUu1paXQIZ5FJaQEWzNtIZqMWxoXgwC4RB6a2DtZrGOtUeLlyFNz9oHaJT0eSYennrbzVItnXZ4CkEt7I+z7M6G8diY3mKZ6VhuQE+X/OeaSQFXk84ZmeF32uD8l0TiGIkF/1jvWBGRwdexjoK18fn/vV338Ta+lps7e7HDUKeAk2Xt1GxfpEz6+kCKnEPjngwkppKzzBMnmM3nEcjdoJR1cOoDAe7cDOg/5NHcynKvLGzGW18nRPHRSd26Ld32ZN5v6TUfGxvb3cy0A727eq5n0auRzECe4ZR3V7bTlzZonJTD05Qt9PCIJmjOo5OammFwP5hFZ7J2YEsLm74+zagMI7DyPzR/kE4oc8zwr7zbngmDEBuqDcOT/DmefOybSgphrhqLrs7VcvoMWeQgcbbS/jdeOyLQDC41uMa1W9sw5Mj4xb/X6ILd5dn8WC8GNa5GlT619/+OQrDRd6pAJ9uBGEWQQ+nsQIn3Frbgo6AMv7275+8fjw7F9ubGyhVN0QVqIM3uzg6i0Uu6hhL1IansDDZQzE8P/1gCt51js5cpSJfcxpGKLVc1pxdIXxemMNwVQQjla4xdqaloX6hkTNVOvWKfO4lB7K7Z+8c/44Fr5T2UhDEAUWGlOsI4ylKalnbFeTV7gsv3OFKlraZQHcSmbzBRRwQscRpbzAiCrkVO0qLHQIAeizkDZfTyLM5v/H8PuiBBfZrrJ10tFE/nmN8dDg28X7L66Voc4IzFtHIqK01Gd7p5ePHQKXO+OHdj3FkuN0GYDS0DX4WrRgW/jmtH9+HwuVnWMtUBwsEdULXBc8l97MAeGl1IUWM/d/mxgZevoJi9qQzK+GZbQ51MpvW1vXIGga9gWMjsxijWzySZ6JLcMiUq8tEB66da+Jo2rJCW5SkjJDh8Z9imR/Pz6ZdFDwxR9eMYMNHm4xqHvGOPCd8yX3m8mbXDdzcAmvxkt49TCP68XSXCJpplWxHTwwD5UeAZa++eYkhxFjD17ID/ak6yT5No6iNKJrLO53nagOy51GD0zomUe/qxG67UUQDJvcH+Tx3cTTJFXn//XIZA4783F3z+Zs8eyPcfCDGp6fwdt0gkVaURDEUnt4lxXPiHtiOs8IZeFbc0REKM1AcAFpOYlSvo7TDO+D5qtvVcJ+gQUEDf53cYysG29JE+XADZ9rdl4tGEAwfCeq4izrG9JYzGTRFhjyYu9SLGuQxWFnAW5v//vDuXexjoC6OQXWgi7RG7Zd/NfNas+7224H8YCp3OsbS31zdAq3sVQNiSv6xuEN4Ikl7Py7fTvfR0SJKlk3QzsPxhxxDvOVYg7ycbTkWuLp9dXvLz+9LNYsKlMN6DGE7dMiCateGGVkSlhkZM1cywOXJmT4tLqW/NxBi6Vca/oPSGi3V88q9hFzHeOsGDtOcnVXq5zyPwR2xvTzMMQiWoqGXqSbULnmrZDwMK2uquwgJ/53tbI65ydFUHPDlyxp8kcuEmOWBECpJDaG9QsGnx0fxzn3x2z/+LhFslSKF64FqPZYktQDdeQ/HKsop3VWY1lXzrCaHrTsUPgt5m/GMWgC9n2ft2aVx6hgfYah5J+GQwYhbftfrWDJVxlge7lWjC8GytUlubsFyXw5OyfOcQh0uGi+it9DL17fD7zmy0+t48ehxGhH4px/extrmPkpfTvnL8ZEJ42kJqThawiUyrV02R5+iJJf8WUN6XqOwoiODWX3yZ6T+Fs/Yw7s+f/YEg7KcOP0tz7mElzVsn9YQoGzSE1MmDlpyfZtdI7ZiaZz3EeY6d2gcN70HslZwhs/QYDJidhwoL5Z0dWNocniVFpS/lc+sHmzzfHimWxQCT90JVG0FJ/Z1ZlFEV1GXQSnAfhTW/LP7JPXwyv4ZkLE4MARIuJcV9+ybIrsD4Z1xh48ezacI7drOVpxeX8QVCMlcoU4pD4Uwvey4jxxyZNDoEojZwc8tVQ7jy8JyPH78EMNWieMDICp65KBnA2WZwmjLazmDQQ93ouk5hEeGgs/O73CfYOrrm1RGMzc7nZLEteNDPNYOMpABVpRjcWEhRR0VdnfPuTlGC2aRbhUIWEfjnbNvCNspxwYWTG6nhk14C8Y0LvEoWhWTsY6A8Fc7Xy9MtGTW4bDNXNANX5zGteNdtFJ2H9iVbHRRmJs20XJplipY1eLnWphtgEMYc3l3mcY6lCqWIAEWOaiM1h5vZOXKoJ5vKBuPZx8kq724so2y49AQlD6gk/NDLONyKHEBJTPYsLG7Cem/h4e2yBiNtJPcNIolU7wiwteZCH07QmEHuAnaViCzkTv5j3NhLCAweGIrlYbLpLLe0npZPa+tOJ4VJiU15WrwNGa1cjU9e86uhSN4LgLqbJs9BQYvlB/uiyHgsIboYHs/ajvVeD4/nwTg3fsvGDeMbKY9RVRnpqaT5y2Vd1Jxg6uxscExOT0auT64JPBZ4TWoZDRzBwNwfX4VU8Oj0YQhRC/iwdRU/P5Pf4y96n6CoHKmnc2tNH90bHIMLoSn12Dx831fPYYDioS9hyjCpbfLvUltlKNb74n/tjJnanwCpcynWuNBZ7EAw49BbRubKyjMFbyqka/pjXGgbDPPs/h+MQU7NII/w++2eN4efr47Oex3lZdawCGnzXZ0pa726anJFIl2vGYBmOzU7qmJyXSW+yCaM5CfnfambKz39X5EIBYriNBsO6rhdFT2A6jNT28+YFgv4+sXz1K+VmWX47oiLfPqV7OvTaJLOP2QtZXVFDqvY50bMq547kEhj1NU77Rew+1vpP0DYngPJYWh4V8un9By2Hxo1cY2L5ppaImVhW0MuxXy1vedJcjpui4xdx1rrWC77tfSNJVJy2+Y1uGxkmKVy93tO0BBy9tGcedXV/UkmPIQ22isKdVztuK5OoRcCI6W2X671DuHQPrLPrLnr17GV0Aky6iq5cNU+NuCppjodTBwX2drFPo6ed7uFKpuaoOvcGi9vFsf/PEQqy4sBJkAOXLx13/9HTD9NLZKO7GzV065xL7+PhTEqG8LEAqrihBxOwnS2ll++hcOK3y2OEEoZu7OOlqjyc7HGUi1nvecxaL0e694lnKbt3xuF3DHQUOu3upG2QykKehCwhrvYomes1rq1rE+GIqB4f6wZamysRvtQOin8w9R0L149+kzfLUxZoCkjkG0TG9osDdW1xaBnk2Ry/cgsJ2cb2NKJLs3wdGFNrKa/nFIkxHma6x/aWsLqDYS2d5s/J//8I/wz6a45vPkTV0YG1NSfUNAUiiKCuAIfHelb25uYxyaU4GD/ZDp60Ea1stadG/k0mT6JYpmMMUumg24/sbuDs7Bjctw72ZkuPsu/uZXT+Lb5w9jZnw8ntr/h0JZyucUApuMnew3UMgCg3MYgYBLuyAWb4+ndp33DYjBXfdVPNXHD5+jl/frbm5PYzvNX1bx4KYUjLZm+bpyZS+24aAa/nmo3NrKWiwvriCjgGOQihPCnd6+f1CBctTj2bNn9+gMhOFc2sxv/tPL1y7WMGFpZf1R7SgyaHQqIEUBja+4UswhRvXLkyjvl/AmjShLBxbqJkFEAyfyEct/POS00Ralq+2fpm5x2za64GjOCLEKvhdPYsmYu+VaeRgPwJ41OYtzP6zjuwXKOc7eAoFsVw5uCm/ickw2N2FGXDjpy1kc7eTrNgMb8i08savT9Ba6fS1lH8psZ/Xsw9l4DDx6+tWLmJ6ejpXF1VROxAvAU0UBbSjjVTyZG+cAz+LT2gafa0QLj8tBWGRs3axK5sIOd8LbWf47IOhOpZTwfifYXz5pmsC5JULjPQTFFXBdeEN5n6kP82AGkawntFrDnJilTw5YsgDZZzK0bQrCKgor//13z/qcr2kGppvn3Ebo++W2fK/BC/OKFc7JcjkrfSZnR2N0djh68p2pMmZ3eT0mi8V49ngOJVuLGmffzt05wBhZxXqXY2ZmAgE55tnqMfZgLCmUnQIKspZ7l3sxyie3znZ0RxEjmAWdmE/+7pe/iBUgp/M7rcJ0ZffQcCGVp4l1evD0W/DDqmPxMSTDQ7YMmXcxVdCRvIpjOeTlHEi6F381Imt7G9sgqCNk8DBW8KgGWBwpUTvcw7gcASE74m++e4Eh2IzS9m5Mjk/Gw9mJhKbkzW3dfH6+O6UpLA90cLIwxaFZ7m135OIBz5aWvoBwHDNiseP2ykZ88+Jl/PDD97GytoIMA2v7c3xeGx609v8bSK4owX5nHs1j0DY21lLs5OnTRzExNpHSYqsr6ziObIyMjaXywczUk4HXBiacSGyYW8JryPfswh3Y2ajsOEDGgbinYZe6ENE9DnZ+my6QkznjpRXh2gEfW6EyOFTEcnUjeNXEJxxjlwIw7ShYj4fcmYTJWS4Z56ngARXM4eJogkkGJdZWNpOnuL245Tk6EuyoAxfMhZlPtM5RC+8Q30OwfA3Y14mgjs9OxfOvX8TMw5kEVbVaWms7lh0jaLvVFgpRg++ULORe34364XkqoWtuPI9CviOezM8iJNUoHV9ECWHWGAiV0x75XB5Pbtf3earq/wpY4fjxQ57Nrm65pa1Ecj3THRsIiqF6e/uQo+SZxkfHgZ1WsjgK8S4JthzTki8njzuuz44JLecd0MXotIEDo6RtGMoyXrAVQ+WYPqfVXcAjLy3yBX5e3dzGwFABJTaIch6j08OpAiYDHz3FuOaaO+O7r19ixCI+fvkCtYCr4zU/f16Ev4lM4KvwG1vCzM/ZviOkNmClbNhl4bwf4afLQR3iPIhAPRgejmE8yOP5R/H9Tz/FbrkC+rhLpXNOsLMLoQ/PKvwcwlA70nIfBGJllRFok+BO1z6AMx1zDhp24aeDs7pa2qKzsRUv75o48DDf28vPcomps1ny+a5ojdOYHc3F04cTaXPx5y+LMT/zgPvsS10ruziO4/PjtBvCGTKLXxaQSVDRwGAy8iI5UxR6fssoc3ZkcMdG4TtAYUL2ZaiWgbD+4gAc1ABVO57tMAp4fXOTIoyxQjGK/MwxjE69fhTOhdnaQUfqlkM2QunyaTSjVUwTk5ORmf929PU5Aib5T8OMEO72Vkhovhgn+yexuriUoMcNyHygkIfcd6N4rSggHg2otPRlI5FOy7rkhLb82M5ie9Di51VeoDsFEWw7svPAGkmT8FqKS5THgIrRTAl4b7Y/nMDsRajUcgvTEbp3BcGmTSOLQq0qQqt1HZ+bjblnT+PR82cxzb/LUesI45ePn2NjfTsl4dvxso56t0u/jlBW4bDuL1eR2vHyF8dwEQ6oMNAcv/pmPoX7Py6sRWtPX4IiduDPz83x512pWNsuD0PgFvJ+880LPE4Zi7yRDIA7z02D2DzqPBEHI91d3uEd4J27lXTpdniYp9RqSvCdYmYO1DEI7rpznIcRSouwzxBc99ZbBSTEF17KrQqj7vnLJQRxh7W84J2NDNq93uSIPwxBVxZPOzkQLVnHRd6lYE2NX6N4wG2M0BLesL2zL7bL++n8u/DMel6H8zpY+PT8CFi9zc+F+2EwUoEF/yg8bgoaHZlMU8i6+PPrk6MU9BifmIif3r2PEjzZaLBKa5JSRHDL7xol717Ftbh8B5gvT7KwXqPYCp0p4FHzcLgGFAxLkuTs3/mVLV+OgTTIpzxaQzwy1BdfTQ/FiwcF5K01FoC0R5yJ4wzHHa6Esba7Zb8GdxemA9vd/mtcYag4ktIqykIOuHlc28cD5zmX7gR/jRO4E2XuwVRUoBiOaWzFgZTw4J5HBmpzw3mk4buNGYwhdA3ZtAfSdeujU+MYi3xUMSq1k8OYeDAaX796EZ8XPsReeTcyj3419lqr1tEEEccKwKCMiARIDLePh4KDWLUxNoFmj9itACG6QWF5ieNDS3e0+HC8ASOiPckDWrqz+GkZq3zFr7MYx5KPFgscSBc8hu8xP4XSWiljoe1B9RTrYM2hl19Nea8+FCmDS3eXIAYvLsTCnS1Rb76LgcmRGMO6Pfv2GzzeHJ4gk/D6mz/9GDW83T4WurqF18HjNN00pDyQkaosEOP47jLOOdRO8LstQ1WEz+e8MZAwlo1XLx5GGW6kRTYpbT7H/kP7EDfWN/GmlZR07uBwC1z8k6ez8eb9m1jaXI++4hAe8DJ64UgGQYSSGiC7vKu7ZZQQq4kyy7UP8eTOuhRS+nVVlNiVal/jveViKp+5vJWlxYQuvn75dSr9+vRpMfaBl0PDeBEQhLCsAWXIc/YulenBKwnpzNXWUKDWXCZ6BoD8CHMzZ3F5dB4TI+Px6fNyrK2XoBEtsby0ET1d7uArch4Yk+UNPAB8vpgH7lXwRrY+2VpTS4GlG4ypPXROM1BIHY0PIYzvvn2FsW6NP/7wY2xh4IbwDPa+aYgUfgmt3QJW9ZjmOLV4Hzm4Rs6MRqpgGiILQjSSrvtugHu618K46IFGF6EwyLezswlcv4ar98Lb2yKPRxrlmW2cLtfOQEWX0YBRmZh7BB/PhWuwT4GA9muaxM9yR8tQjFscjgOcTkAHp0Bbuf7czFyiOqvATYNnBX7eKB7+x59+hHvu4sWzse2eQByDjbdltzah4COFQix8/MTZNMXh8RE/vykFay55+lYoUnsWJe1owjC1xeyjWbx3MTKPfzX5eoCLO64cRMPpZXQ3tEQzgrsGkUQe4hG86bh+AA/oxtX3xi4eamtzE253jEC0JyswOFgAPjpTEd6ANa9Va7G1XE5tHBalulnWQmjbL0pYXqGuBbLuUHMVmnvdHUmXhrJykeZ5UtHs7VWcXNejyfFtWPP8FEZgZjKK46Npylq5ehhvf3qf5nJ8fvMhza6cn5yKmYnJFBU0CmhtYm+3RdhNsXtYjTPjxR0tqSLf4UHVzd2E85u55LmxAb63CGxc51KcOwlf5fLkZq46G4SvmFLx3Qch8XkufBbIY1tOGQG74Z1ubk2ed6aWnqpVRBi3+w7vhvjVL34ZhUHnXV4A44DYPCN/nAJF5jpThT6XaJe/0wlM8VgwYCG3EHZpEYK/tsOFNqTukMuTs9jEklt7OVoc5C0QZrytTcgWKB/Ci7LDWbxJLs0p3VrcjMaLhpibfZz6O0sVFLTFYb1YeaDrEJ5HjlIqHeLtM4nf8uqpRenurgXhPUx3bPDAFJD8x75Mc5EZENQcRlEEs4NRO8EQWWPpfgiDfC4ftZnXQgMNrevwnKUa8j9+DQ0ijEC9I+C0UM3hzi7RlI8JRUVAphpcJmOcoQOjdVrF22Akr0ARzVcnMdJvgv8mFtZ2o6m9N/bwskX4mHm4iwtnEbUk7uqvdp77EENwwL87tc+02Clw8paztjLJCQFW6Vjk73T1ibHRcKmpa7FzcHMEKq44b/OCIia/pn5oPtDgS1P6ukaVDwrhBqU0Nh8q4bj7NC+Wn+n6gUY3IRkSv4KD3Z5Jdu+S59ALtiOETZlbDsTu9NZYX9nCW9kaco0SoTT8EJtHR0f7eUE7Ko7DEQClrf0o9vXEOFzwycxs1Gu432o1taioDApkkz188BHbUYxOdsBvDAS0drbGOVbl6KIeI4+nY/jFbOQejkfnNBeU7cC6ZOLnn97FP/5f/xi//6c/xPL7pehp7ooJR6lj/S2Idse4AQIrDyyydozF8uJqquKxWMAkvD1scrsOrF8vZPrRzHD8+rtfIIzAQhTZcilzllpU+ZeBJcdtWN3T3YMAwJUcReE4+Dn4pvlBayadTPbunduFHN/RnOpNvRDTKU1cVJ2vOT0/h3sMpenTXtQFXGmA52+Bc69u7AFjy/FleS12sNb162s83nH8+e27WF5fT9HcASyy/Nv7yQNlDWdbtzgGt/zq+YtUcKDXsEqjmTO/vcnE5mopzUVpbelOHqeiUnHXFiibkzQH7DKWu2gGHnfH1sZuOKvGtrEjoGGC3SiIeUvbqcRGbnfSJbot+BKEYl5ye3sr8c+pqSmMRyOeapczdcNVV+KEZ9CLvr6BWEbRlzAeOBr+nnfEi9rJ4cBfR/YLrZXHM1NYzR3cgTW8nB1KvbL4JdYxJnsbh7H8aTM+vF2ML19WQFdXqVrrip/hDpDuzhxGeB9FvowqFKMJT27DNA8b1R0DN7bQnWJgeX+UymT/tYEouK+RdOfuWAFmpFroLSTbBF29Qf5s8nbant36ec7h/OgstlY3o4i84cb5LJAOZ7OH4Wlqva9PXuHv//Bvb+IjKObDu4X4w+/+HJm/+y+vXst/DlGca1y3M0KN1pgHlFwOgbXdK+eG0RqHcYli2tnsbEsIA78jWEB1u4H3EbqD0lHyOrNwgXbwfBouhBfkvfCYEG+9AlCov6+A1bED4DSNtrMb//QSso+rLoKTC3Nj0YliN+Jl0NSknMe7B3G0UYnjUi1u6rdRNrF6hXrdNWEYDmN9vRzFgW4OHmu/s42gFmIHpdsEalgc0J4HDvYBp1Byc3MtOMMMXr8NRXw4PhwvHs9B3j/Hl9WNqOEdLfxFirDGhwi0i18cmlT+S2j8fjPTo/kZPMFx/PH7n3iXC87nLo6BqDkU1HpPgxUu3rzFlVgqZle98yzbDHZgPZ2sXeLc9koH/H4Qm1jHQxTO2ZYAfThPPY1TtNvCfRwepCMx9JRyaduBDJy4UclFIfKaCkq1XS1F6agaE7PjCH9nrH7ejI2l3fjrX/xVil7/8MMPKc9qMMQ5rPNPniXvY6rDYUkNIIVMs4OCe3lGkM31Od4HQ/dgInkoZ85c3zZFoVCMq/op/LEZ9DANtF2Mn35+nyYsmDxvktrwa513MEfq+Hjn/HTwTNcYOp9B+GffY+9gb4p+7kEfjKjLOx2MKzxWwS3PM2XEU0d1G0/cNRRd7dkUXe9CBp/AWy023ynhCPaPef62sE9zYHg8FQSY8HcY9B2KZ/zBCQZONRflpLY0OJrtcPYtarhMezVwVhMgH8dk/PDmXVwhzxZd7B1UgLm19E5Ghm8wFiq3gUM7dm4xQqZSWpGBMSC/E+92oSGl7UpcI7tX53hMPHBm/uXoa63FCpzgAgVEbZMAVPll5Yguv8YPsgfrOoEc8TrCBQwwIevMEhXPVcr7FawpUOV+2WZHejAH6xjEMIJoS5C9d1bZ2Ap0dHIaVUivIxCPr86iayAbs88fxdDUSJy13EaNS8fwRTPPVFnairUfPkfuriN6O3Jc2nlsqoxH7l7wAs+jr6c1puAcF1hJp1ql/CUvaeW+07BvWhujEe+V6UIoeI9WPIB9Wa1wml+8eBzZ7s747R//FDscfGuP32NKoSeVyA0gTEINrXPqT5SMI2RCExPi60DDE5RZXmOBub1ycly7QywrM3fm9ysszjNVoLT8dlGYCLYEztzqLf+khP7tdezCN8yPusEom+1DAG1dcsxhf3TBTax6MTjTmoH8I8D2Du5hiBzapFHLdEQMDtvG1BmLH9bjcO84fvPrX8Njd2JxcSEFXGxYHpuaAYbV44cfv8dguN0JTuVISKB1Z3c7n9EX0M/o6e1IHM0Uxx5CvrkO9+Mzhgfz8fzxPJD7MHWmW9FkNZCKbzDugvu2x1D4ZX52c2MzDcl1c5TFGU44uOHrD2pwKRTAfsIi6MV88jpfaxXUTeMtX3MHqmjC2GSjoykH0sJgrW/rQkFbffHVk4c4D+ThFM951Yhy3EUFuiAHzHF/nq1l/de10xTgM1hlik2qZXPzAbzTIJg5w1aMpstkT4Gx44URDMJIfP/ufVzz/O0DvdEBwjNKLFc0fXJ55qarY6B6AzJ7F23ohvl0F50a4ffzTUWgRFFHSY19WN6WefC8+Fpl2Fzdwm23Jou9gaZKMC94sOXVVZSkkkqaGiD2jkpo72xG+e7bYdyWVNkzkumA3vuNs3MzMylNsLq+liyEEM72Ey2QyXaFyrxMFQh3elOP5h6EYG4yrRJuQHBqf4no3TquAY/SdZ2BZKPoG+Uo5Ie52I40KOjoCGHmkA1kYBjhJvfBBgM9jmWy9Ko318cFASER+GP4ZAsetZVnt5azlc/OnJxHL4r5y1dfpQjmDx+/QKwbgA3deMDm2CuXE/x0z70BKXM+CoHKI5c1j+UE659+fJcU0KohNwo33ADpUT5dVg4LbiTY+s9UEcS/y6MsOnB9s39WGMpjmBxj0ZgGF5luMYdkMbalXvYsarUdc+HmIbcBWQRuSkCPDJHifJujXYPB51YOKzH7ZCK682ghVmxjeSv1/3336ptYXFpIkUjLpvrzBYzsQHwAFpl3HBu3hjRQ9npSJKtziqND8JdaisL2DxQRpp7YWK/E6tutqB3tx9RIf3z3zcv4+e1nFGYvuuB5+8eOd+wGvl2n7nd36nX2KJRnvCeQs+K8oOYE860NNjHvjCBXx9mqY8DHBt2dvT2MPX+PcUQMklPwPBrPG2J7GU7Lm6vIua52PGUHzuM09g7rQH1nAsEJ4Zk2iI9PTWBsIrqRwxN+tnlCjdoRxtbhWcqkMuLyVRWJ640mZ9PAs0ehUsMjE7EFTD5CLpN0tWaQw+YUyMuC5Op1p6u746KeFM9IqrK3t11O9MclLzatj+ONpx/MxOMnTxOKzEy/GnntZlo3255DaG3fueFJLaLd269hZR2+055Kc6yGf4Cb7+u/H8bD/aRdEVcXjeEgHUluKwrkliE3v9Qg0cKbBr5P6OHAGtcMX2EhKlgb6+lGZkZjfH4qTUcWJlr9clypxu7iWtR3KtEG12zn5HfxMM5McXy8cu1YPsu47DAXnjfwLHpB9D/BZgMYfRyCvMx8m+uY61jZnqFeIAYYHWva6qASLmwUi2aB8PvlFQ65FncggkN4jz1oBkncGW/ZFHQ4wRX730wZnPG9w4NDKcL65u37BHmcIK1Q6B3zCIo1mQZdhFp6S5fFCPMa4GjuI/f5sp2dMT05EueWOeG5rYpxoYjF0OZPbXS2CMHosjC2jiFxZIUlg8JB6xYN1jgky0kDwvnNve0YGu+Ljpz5KX5W5TCmhkf4OUZAv+ALmlKet7srG+8+fEqUo1gsJn5ponl0ZDTlZy1a7sc4WDHyI0bm5qoJ9JKNH//8MUWGO7jviUJfTAwX4/OnldhGuJtQBA3RkR3v8DrTD85ZsVcxrbgGrrqB1s93hL1GzbpMx/I7INchuk6Hc4+DHiZnIYIOAfdxjGGw+3ywuze24JCOiXR13hmfb/OxpWwb5SqGYjA6WjpTEYgVUxoX63F7hL44mYVPC5z3GXSqMy64AyxSCkTpfV1j4HgSK6POoAtP5h6mjpz/+vs/xDLUpgnPfI08YCtTMUjq+ePs5Z4m73VE0qIcHLQVXj0zMcUd96QJdjvbOyCALQzfQApcZsa+GXpd4oFtQbFS/gz33QbssOlTiDMyVohsbw9yesxhdsazZ09RrINEmtfX4Uq40tubxhQid6SCOUOXaNh06IgJi98svk2DAvlPpzqXDqspHzfzbC4m5qZSQtVDwS9FD5/TdHETN0f1GAZ3m0ZYX+HnoGhp6peWHsglr9q1wZM/979NaPci3A9cOuLiDSCvFsLFMyaRq7WD6EFQWrHCNhc3IlAZPEoHxmcSq7+1txNrCI9lWa5ZbkKNLImzO8PV2+5tz7b3ICydUSndLxvVA44UhxDawfiyuBw9DpVCuO6XVN4AW+97HG3oNednMYHwz92AVsiIEopDeCCsbl/Osivbthzffx1DcKu0yBEvrsdPyoAh0Ix3dLshuBj5nKMRBxLPacWTLCwshUtbhECF8cHIj3kHGLvdajRgof/222947rNYXFlHwO7wnmWg8yZeZhcv2J08tIbDqh13Bm5vbVgfkCqUuvDiy8s7KNkaz94ZJ6APJ3OPobAvnz4E/vegyJ+5X84Po2V5oX2bqTexA0/Ccxn8yvVivEEAVjzZr2kxhhuKrP20dEvui5NBpiLVEhuBtvhD+GH/nV0TdahFgbOewGg1YhU9Ywf3+pnycXv9fI86RqwOr7XCZXJ0FIVsTbTIMRu7eEALO+zVdO20qSCHW6GjqSjlBss7AP89qpRTUb4UZINz2t6toOyX0clddcgvOX9b4owNHGLkhPmNN5kY6OmPtsa2WP64iNftxECNp5GLDlJ2POeH9x85yy+RyT/Lvq5h/S6OL+LuHJSMoPUP9qWSJi3HxMRYigL5ktZLWvDsACcJsa0j/k/hcrCuI75tRjXCoTcyMd/RDQ/iH6GE4fbz28twiO3007koTA5DVu1WP4m19wtxXT5Kk7qsfLA731YYsWUbguqMRvfKO3VZPnUMRwULAmOP4hxlMHc4heIZ1bzj+fx1vH9gDpgrbkhBlDPg842FFCh84j/88hDb+ByndJWx6LUToCMWrNjXj2LlUbJ68jzmRfcNlOzuJd4mpDbVMTo8hHB2peqPDriMu+ocNWFaQa9/wtfw41MUTAPmqApMUfICJsvtczTvpYK5kMUZI+4UcGurSXznjwrFVGJJ/QBIITfQA3RrS4jDOTMWCesJ7LG8BvKJTnKuCO9zgFNjHFePoo17fYXxXFtbi+0SlAJkYf1lPyjBnRHnwPaTk1rMzkym4NHeLtyqAaVAmTXEOZ5NpOSS0QuQgxa+0U4AjMH/+B9/E5VyKX54+y6uUCJXUJ8A3VzcI+3ozWfjARTDYVirG6spCOWYxSa02yonubJ8T8Noy1ezYwe5F3e52+Csh1SG3PXXiBF3Yjo/PsUHjIrPTEJ5QB/tKNHVJWdw69oxEEGlFAcWBKDAs5NT8NSnKZhlju7d27fpXpUhK1VM89iC5ySHO2RdNj6KkatimPt5JjdDffyyEPsHx7HwfiO6eaZpEI2BOVEJhxOlzVL0tHZF01UmWkFRrkPbWl6LA5Tz6OAQmNydthDrlwwCGnHPFB/1pkS8VscIaHeyuG2xy4EadrfrwF+Obj+HB0qSbxuuEfz7qg4Py9Z7dwY67MYwtRa7xqUZVDCidsHnm7MTGj58NBcPHz9M1f8uXCzhjk/5u4675uiI1mjj0rY2t1PBt5bIdWYGQoSDHnYLF2wI3gZPL1HOZGe1JUfuc3CMuMJtc207glQplRKcOeXgt3inLoQyA3yzxKkT2DE1Np5afaoHJzyn3egcIH/uhlurXYQlzQiq0UZbjeRkVtFbqS+UHIcfTU9Nxfc/vk/BBjvgvdThIsYF5Te4IgROkVMuzfYrjZUDc63IOOC8DEwIOZ2qZVTSPfV6BAu/7xAq98tbj2ri/ULoC48y0b6zW4oa/22CeQM00tygMWkF5nZH/1h/tOQMhV9jjbMxjKIVBwrxCY67tLSRlC+Vl2G4HOvucMAmBHW4MITnqSahakMQ9cb7eAZLthzhsLK6hcnlSUAmdfjfIEblv/v133Afy/Hjh8W4uMMA8b1OoHM1t6u9hoCwjox3S9QkZzUMXN3HW8jDctxt8iLctxFid17UTg7gxEBG7jV1gyhD/NMIV3dkiTN0PLMqqG3l43p8frsc9QNny3ZFLgfvR0ZFDi75dA2ZrXLm9p5/9RKHAH+24gfP3ICbPQIhNSNPlxgT5VnlFI66eyLXjazzLjM4IZsDPi8t8uqiAc6N3w224R9wLDfxcPZRPJt9klr52pFhtwmb2nFL1zDwVa67trqWUnVPnj6D/w2CFtvi/wNlyTF+lYXe9wAAAABJRU5ErkJggg==" style="height: 188px; margin-left: auto; margin-right: auto; padding: 0px; width: 143px;" width="304" /></td></tr><tr><td class="tr-caption" style="text-align: center;"></td></tr></tbody></table><p><span class="TextRun EmptyTextRun SCXW61854619 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="FR-FR" style="font-size: 11pt; line-height: 18.525px;"></span><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW61854619 BCX2" contenteditable="false" role="presentation" style="height: 188px; transform: rotate(0deg); width: 143px;"><span class="WACImageBorder SCXW61854619 BCX2" style="height: 188px; left: 0px; position: absolute; top: 0px; transform: rotate(0deg); width: 143px;"></span></span><span class="TextRun SCXW61854619 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW61854619 BCX2"></span></span></p><p></p><div class="WACEditing EditMode EditingSurfaceBody FireFox WACViewPanel_DisableLegacyKeyCodeAndCharCode usehover" contenteditable="false" id="WACViewPanel_ClipboardElement" spellcheck="false" style="direction: ltr; overflow: hidden; visibility: visible;" tabindex="0"><div class="OutlineElement Ltr SCXW68349304 BCX2" style="direction: ltr;"><p class="Paragraph SCXW68349304 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW68349304 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW68349304 BCX2">Height </span><span class="NormalTextRun SCXW68349304 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW68349304 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW68349304 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mrow><mi>p</mi><mi>m</mi><mi>p</mi><mn>2</mn></mrow></msub></math></span></span><span class="TextRun SCXW68349304 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW68349304 BCX2">)</span><span class="NormalTextRun SCXW68349304 BCX2">:</span><span class="NormalTextRun SCXW68349304 BCX2"> 91,781 m </span></span><span class="LineBreakBlob BlobObject DragDrop SCXW68349304 BCX2" face="WordVisiCarriageReturn_MSFontService, Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"><span class="SCXW68349304 BCX2"> </span><br class="SCXW68349304 BCX2" /></span><span class="TextRun SCXW68349304 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW68349304 BCX2">Measurement 3: </span><span class="NormalTextRun SCXW68349304 BCX2">Difference levelling machine and pre-measured </span><span class="NormalTextRun SCXW68349304 BCX2">point </span><span class="NormalTextRun SCXW68349304 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW68349304 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW68349304 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mn>3</mn></msub></math></span></span><span class="TextRun SCXW68349304 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW68349304 BCX2">)</span><span class="NormalTextRun SCXW68349304 BCX2">=</span><span class="NormalTextRun SCXW68349304 BCX2"> 0,475 m</span></span><span class="LineBreakBlob BlobObject DragDrop SCXW68349304 BCX2" face="WordVisiCarriageReturn_MSFontService, Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"><span class="SCXW68349304 BCX2"> </span><br class="SCXW68349304 BCX2" /></span><span class="TextRun SCXW68349304 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW68349304 BCX2">Measurement 4: </span><span class="NormalTextRun SCXW68349304 BCX2">Difference levelling machine and lake </span><span class="NormalTextRun SCXW68349304 BCX2">surface</span><span class="NormalTextRun SCXW68349304 BCX2"> (</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW68349304 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW68349304 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mn>4</mn></msub></math></span></span><span class="TextRun SCXW68349304 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW68349304 BCX2">)</span><span class="NormalTextRun SCXW68349304 BCX2">=</span><span class="NormalTextRun SCXW68349304 BCX2"> 2,62 m</span></span><span class="EOP SCXW68349304 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"> </span></p></div><div class="OutlineElement Ltr SCXW68349304 BCX2" style="direction: ltr;"><p class="Paragraph SCXW68349304 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW68349304 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW68349304 BCX2"></span></span><br /></p><div class="WACEditing EditMode EditingSurfaceBody FireFox WACViewPanel_DisableLegacyKeyCodeAndCharCode usehover" contenteditable="false" id="WACViewPanel_ClipboardElement" spellcheck="false" style="direction: ltr; overflow: hidden; visibility: visible;" tabindex="0"><div class="OutlineElement Ltr SCXW93107704 BCX2" style="direction: ltr;"><p class="Paragraph SCXW93107704 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; font-weight: bold; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">Water Level Iso-</span><span class="NormalTextRun SpellingErrorV2Themed SCXW93107704 BCX2">Valkeinen</span><span class="NormalTextRun SCXW93107704 BCX2"> Lake </span></span><span class="EOP SCXW93107704 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"> </span></p></div><div class="OutlineElement Ltr SCXW93107704 BCX2" style="direction: ltr;"><p class="Paragraph SCXW93107704 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">Height of the levelling machine </span><span class="NormalTextRun SCXW93107704 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW93107704 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW93107704 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mrow><mi>l</mi><mi>m</mi><mn>2</mn></mrow></msub></math></span></span><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">)</span><span class="NormalTextRun SCXW93107704 BCX2"> =</span><span class="NormalTextRun SCXW93107704 BCX2"> </span><span class="NormalTextRun SCXW93107704 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW93107704 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW93107704 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mrow><mi>p</mi><mi>m</mi><mi>p</mi><mn>2</mn></mrow></msub></math></span></span><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">)</span><span class="NormalTextRun SCXW93107704 BCX2"> + </span><span class="NormalTextRun SCXW93107704 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW93107704 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW93107704 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mn>3</mn></msub></math></span></span><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">)</span><span class="NormalTextRun SCXW93107704 BCX2"> = 91,781 m + 0,475 m </span><span class="NormalTextRun SCXW93107704 BCX2">=</span><span class="NormalTextRun SCXW93107704 BCX2"> 92,256 m</span></span><span class="LineBreakBlob BlobObject DragDrop SCXW93107704 BCX2" face="WordVisiCarriageReturn_MSFontService, Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"><span class="SCXW93107704 BCX2"> </span><br class="SCXW93107704 BCX2" /></span><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">Water level = </span><span class="NormalTextRun SCXW93107704 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW93107704 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW93107704 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mrow><mi>l</mi><mi>m</mi><mn>2</mn></mrow></msub></math></span></span><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">)</span><span class="NormalTextRun SCXW93107704 BCX2"> - </span><span class="NormalTextRun SCXW93107704 BCX2">(</span></span><span class="MathEquationContainer BlobObject DragDrop SCXW93107704 BCX2" contenteditable="false" style="font-size: 11pt; line-height: normal;"><span class="MathSpan SCXW93107704 BCX2" style="background-color: inherit; display: inline-block;"><math display="block" xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>h</mi><mn>4</mn></msub></math></span></span><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">)</span><span class="NormalTextRun SCXW93107704 BCX2"> =</span><span class="NormalTextRun SCXW93107704 BCX2"> 92,256 m – 2,62 m = </span><span class="NormalTextRun SCXW93107704 BCX2">89,636 m</span></span><span class="EOP SCXW93107704 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"> </span></p></div><div class="OutlineElement Ltr SCXW93107704 BCX2" style="direction: ltr;"><p class="Paragraph SCXW93107704 BCX2" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin: auto 0px 10.6667px; padding-left: 0px; padding-right: 0px; text-align: justify; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">The water level of the Iso-</span><span class="NormalTextRun SpellingErrorV2Themed SCXW93107704 BCX2">Valkeinen</span><span class="NormalTextRun SCXW93107704 BCX2"> Lake is 89,636 meters.</span></span><span class="LineBreakBlob BlobObject DragDrop SCXW93107704 BCX2" face="WordVisiCarriageReturn_MSFontService, Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"><span class="SCXW93107704 BCX2"> </span><br class="SCXW93107704 BCX2" /></span><span class="TextRun SCXW93107704 BCX2" data-contrast="auto" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 18.525px;"><span class="NormalTextRun SCXW93107704 BCX2">As expected, it is below the water level of the </span><span class="NormalTextRun SpellingErrorV2Themed SCXW93107704 BCX2">Piene-Valkeinen</span><span class="NormalTextRun SCXW93107704 BCX2"> Lake.</span></span><span class="EOP SCXW93107704 BCX2" data-ccp-props="{"134233117":true,"134233118":false,"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":247}" face="Calibri, "Calibri_EmbeddedFont", "Calibri_MSFontService", sans-serif" style="font-size: 11pt; line-height: 18.525px;"> <br /></span></p></div></div></div></div><p></p><p>According to base maps of Maanmittauslaitos (MML, National land survey of Finland), water level at Pieni-Valkeinen is 96.3 m and in Iso-valkeinen 89.1 m. We can see that there are significant differences in our measurements. These errors can be caused by inexperienced measurers. It's also possible that MML has outdated information. <br /></p><p><br /></p><p><br /></p><p><br /></p><p><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><span style="background-color: white; font-size: 19.8px;"><br /></span></span></p><p><span style="color: #565656; font-family: Georgia, Times New Roman, Times, serif;"><span style="background-color: white; font-size: 19.8px;"><br /></span></span></p><p></p><p><b><span style="background-color: white; color: #565656; font-family: Georgia, "Times New Roman", Times, serif; font-size: 19.8px;"><br /></span></b></p>Lisahttp://www.blogger.com/profile/05364077629258298012noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-67742914696101797622023-10-09T20:25:00.004+03:002023-10-11T14:46:33.854+03:00Ryhmä 6, Virtaaman mittaus V-padon ja volymetrisen menetelmän avulla, valuma-alueen maastokatselmus ja ympäristön havainnointi<p><span style="font-size: large;"> Virtaaman mittaus V-padon ja volymetrisen menetelmän avulla, valuma-alueen maastokatselmus ja ympäristön havainnointi</span></p><p><span style="font-size: large;"><br /></span></p><p><span style="font-size: large;">Virtaaman mittaus</span></p><p><span style="font-size: medium;"><span> </span>V-pato</span></p><p>Pienen uoman virtaama (Q) voidaan määrittää v-padon avulla, jossa pressu asetetaan uomaan uoman pohjanmuotojen mukaisesti siten, että koko uoman vesi virtaa pressun kautta. Pressun reunat nostetaan uoman reunoille. Kun pressu on asennettu oikein, uoman koko vesivirta virtaa pressun kautta ja <span> </span><span> </span><span> </span>poistuu pressun metallisen V-muotoisen ulostuloaukon kautta. ulostuloaukon tulee olla suorassa kulmassa veden pintaa nähden.V-aukon alapuolisen veden tulee olla noin 5cm V-padon purkausaukon pohjan alapuolella.<br /></p><p>V-padon purkausaukossa on mitta-asteikko, josta luetaan purkausaukon pinnankorkeus. Mitä korkeammalla pinnankorkeus on, sitä kovempi on uoman virtausnopeus. Virtausnopeus (Q) saadaan laskettua Thompsonin V-padon kaavasta, kun ollaan selvitetty pinnankorkeus V-padon purkautumisaukossa. </p><p>Kaavassa Q on virtausnopeus (m^3/s), c=0,58 (oletetaan vakioksi), g, on putoamiskiihtyvyysvakio (9,81 m/s^2) ja h on vedenpinnankorkeus purkautumisaukossa.</p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifk7iKruGWuz3AkSb1k_tFMXiEVAPCuy9j3i33Jb9NfD6FTkGQ4icw1tf31nkk-qzZFJ50u7KyWYNwHgTVwa1PQOmIcW0phMCO5oiF_7tCo6YauTSRfalUgojej7yS6PuuSBlMoFsDIYS0l-DPdEXFDmHcuuQ8Knickdw8r5vq4Ki_33nFH-wEYFiqnvpG/s183/V-patokaava.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="63" data-original-width="183" height="85" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifk7iKruGWuz3AkSb1k_tFMXiEVAPCuy9j3i33Jb9NfD6FTkGQ4icw1tf31nkk-qzZFJ50u7KyWYNwHgTVwa1PQOmIcW0phMCO5oiF_7tCo6YauTSRfalUgojej7yS6PuuSBlMoFsDIYS0l-DPdEXFDmHcuuQ8Knickdw8r5vq4Ki_33nFH-wEYFiqnvpG/w248-h85/V-patokaava.png" width="248" /></a></div>kuva 1: Thompsonin V-pato<br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><br />Teimme V-padon mittauksen Pieni-Valkeisen ja Iso-Valkeisen tulouomista. Iso-Valkeisen tulouomassa oli kovempi virtaus ja kapeampi uoma, joten siitä oli helpompi suorittaa mittaus. Löysimme Iso-Valkeisen uomasta sopivan mittauskohdan muutaman paikanvaihdon jälkeen. Kasasimme hiekkaa lapiolla pressun päälle, jotta presuu tiivistyisi uoman pohjanmuotojen mukaisesti ja jouduimme asettamaan puunoksan purkuaukon alle, jotta purkautumisaukko olisi 5cm ylempänä mittausakon alapuolista veden pintaa. Saimme laskettua V-padon pinnankorkudeksi 9,5 cm. Kun pinnankorkeus syötetään Thompsonin V-padon kaavaan, saadaan uoman virtausnopeudeksi 3,81 litraa/sekunti. Pressusta ei voi saada täysin tiivistä ja vettä pääsee aina vähän pressun läpi. Saimme pressun melko tiiviiksi, mutta arviolta noin 5-10% veden virtaamasta valui pessun alta pois. <div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGSn_sCGNgOsDrqta5o0_S53njALLZmaO2EvxCVC5mSBa1ypQFNV4dG73kNh7Ty5TelPmFiDyIrgXPqFF6Vo4eDuccec6Fk-Q7qloO3RWw_-VUEOnHQnnKsl31uopCDFFIz1z_StDZyTbwP3UJozlrXtGvOjj8KLOsTINsv-AykvDD6N4xMF2eVzWdCdm3/s1600/IMG-20231003-WA0001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="317" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGSn_sCGNgOsDrqta5o0_S53njALLZmaO2EvxCVC5mSBa1ypQFNV4dG73kNh7Ty5TelPmFiDyIrgXPqFF6Vo4eDuccec6Fk-Q7qloO3RWw_-VUEOnHQnnKsl31uopCDFFIz1z_StDZyTbwP3UJozlrXtGvOjj8KLOsTINsv-AykvDD6N4xMF2eVzWdCdm3/w423-h317/IMG-20231003-WA0001.jpg" width="423" /></a></div><div class="separator" style="clear: both; text-align: center;">kuva 2: Iso-valkeisen tulouoman V-pato mittaus.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div>Pieni-Valkeisen uoman virtaus oli selvästi pienempi ja uomassa ei ollut isoa syvennystä, joten virtaaman mittaus oli hankalaa. Löysimme lopulta sopivan paikan kaivelemalla ja muokkaamalla uomaa. Veden ohivirtaus pysyi myös melko pienenä, mutta kuitenkin suurempanan kuin Iso-Valkeisen uomassa, noin 10-15% suuruisena. Pieni Valkeisen uoman V-padon pinnankorkeudeksi saimme 5,5 cm. Virtausnopeudeksi tulee silloin 0,97 litraa/sekunti.</div><div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoI7vuvkd7pC0aYrluOnYYuXH5KkjG2dkX9jhW_EC-s8zAakyMu__7ikWK2m3hYPXUgjkrlrDPZ9ai8qPlAnvSIUNAyKZ78cn8KjPvfnWAuQeysiEPCJlOsnS7YCz0kwu_YrZ6NEl1H0pTKk5mEsJico5JqdbdcH7f4JUwkYoiPwCp3tdyvINKksKW2azB/s2048/IMG-20231003-WA0004.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoI7vuvkd7pC0aYrluOnYYuXH5KkjG2dkX9jhW_EC-s8zAakyMu__7ikWK2m3hYPXUgjkrlrDPZ9ai8qPlAnvSIUNAyKZ78cn8KjPvfnWAuQeysiEPCJlOsnS7YCz0kwu_YrZ6NEl1H0pTKk5mEsJico5JqdbdcH7f4JUwkYoiPwCp3tdyvINKksKW2azB/w408-h306/IMG-20231003-WA0004.jpg" width="408" /></a></div><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span><span> kuva 3: Pieni-Valkeisen tulouoman V-pato mittaus.</span></span><br /><div><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><br /></div><div><br /></div><div><p><br /></p><div><span style="font-size: large;">Volymetrinen mittaus</span></div><div><span style="font-size: medium;"><br /></span></div><div>Volymetrisessä mittauksessa veden virtaamaa mitataan laskemalla kuinka kauan mitta-astian täytymiseen menee aikaa. Mitta-astia asetetaan V-padon purkuaukon suulle ja kun täyttö alkaa, sekuntikellolla aletaan mittaamaan aikaa ja aika pysäytetään sitten kun mitta-astia otetaan pois. Mitta astian veden määrä katsotaan mitta-asteikolta ja sitä verrataan siihen kuluneeseen aikaan, jolloin saadan laskettua virtaaman nopeus. Tämä testi suoritetaan viisi kertaa ja lasketaan tuloksista saatu keskiarvo.</div><div><br /></div><div>Iso-Valkeisen uomassa veden virtaama oli niin iso että päädyimme käyttämään isoa sankkoa vedellä täytämiseen. Isosta sankosta kaadoimme sitten veden mitta astiaan ja katsoimme veden määrän siitä. Mittaustulokset olivat epätarkkoja koska virtaama oli niin suui, että sankko täyttyi todella nopeasti ja aikaa oli vaikea saada kohdilleen sankon täyttymisen kanssa. Mittautuloksiin vaikutti myös ohivirtaavan veden määrä, joka oli noin 5-10% virtaaman määrästä.</div><div><br /></div><div>Tulokset:</div><div><br /></div><div>1. 6,9 litraa, 2,48 sekuntia</div><div>2. 6,7 litraa, 2,97 sekuntia</div><div>3. 5,7 litraa, 2,38 sekuntia</div><div>4. 4,8 litraa, 2,40 sekuntia</div><div>5. 5,0 litraa, 2,56 sekuntia</div><div><br /></div><div>Keskiarvo: 2,28 litraa/sekunti</div><div><br /></div><div>Pieni-Valkeisen uomassa virtaama oli pienempi, joten mittaus oli helpompi suorittaa. Käytimme tällä kertaa pienempää mitta-astiaa, jota oli helpompi täyttää. Mittautuloksiin vaikutti ohivirtaavan veden määrä, joka oli noin 10-15% virtaaman määrästä.</div><div><br /></div><div>Tulokset:</div><div><br /></div><div>1. 2,2 litraa, 1,55 sekuntia</div><div>2. 3,0 litraa, 1,82 sekuntia</div><div>3. 2,8 litraa, 1,80 sekuntia</div><div>4. 2,75 litraa, 1,62 sekuntia</div><div>5. 2,5 litraa, 1,68 sekuntia</div><p><span style="font-size: large;"></span></p><div><br />Keskiavo: 1,56 litraa/sekunti<br /><br /><p><span style="font-size: large;">Valuma-alueen maastokatselmus ja ympäristön havainnointi</span></p><p>Lammen valuma-alue</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkdeqbEY0KoaBo5_9iwlA9NRsBc7OglxZ5ZQqLGLOjDJILYxrurbAxaQUA0A63TdCRFCJiN521FTSzl8Q5tB85d7zh-SNuzoIGVBRT17BsoJsnTUdyCEtNfflNVOnZAQou1m0_HrsqNxCYzxwlUCilvreM4mQmsuzkHK3WFCZSUV8SxN262zu6T3jJHE0C/s621/pieni-valkeinen-valumaalue.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="579" data-original-width="621" height="364" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkdeqbEY0KoaBo5_9iwlA9NRsBc7OglxZ5ZQqLGLOjDJILYxrurbAxaQUA0A63TdCRFCJiN521FTSzl8Q5tB85d7zh-SNuzoIGVBRT17BsoJsnTUdyCEtNfflNVOnZAQou1m0_HrsqNxCYzxwlUCilvreM4mQmsuzkHK3WFCZSUV8SxN262zu6T3jJHE0C/w391-h364/pieni-valkeinen-valumaalue.png" width="391" /></a></div><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> <span> </span><span> </span><span> </span><span> </span>Kuva 3: Pieni-Valkeisen valuma-alue</span><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p><p><span face="Google Sans, arial, sans-serif" style="background-color: white; color: #040c28;"><span> </span>Valuma-alueen pinta-ala: 578 415 m^2. </span></p><p><span face="Google Sans, arial, sans-serif" style="background-color: white; color: #040c28;"><span> </span>Valuma-alueen ympäristö: Sulkeutuneet metsät 75 %, Asuinaluetta 13 %, sisävedet 4,6 %, <span> </span><span> </span><span> </span><span> </span><span> </span>Teollisuuden, palveluiden ja liikenteen alueet 2,7 %, Vapaa-ajan toiminta alueet 2,7 %</span></p><p> Vallitsevat olosuhteet:</p><p><span face=""Google Sans", arial, sans-serif" style="background-color: white; color: #040c28;"><span> </span>Sää oli puolipilvinen,kolea ja tuulinen. Lämpötila oli 8</span><span face=""Google Sans", arial, sans-serif" style="color: #040c28;">°</span><span face=""Google Sans", arial, sans-serif" style="color: #040c28;">C.</span></p><p>Lammen tulo- ja lähtöuomat:</p><p><span> </span>Lampeen liittyy yksi tulouoma, joka valuu lampeen Päivärannan asuinalueelta. Muita vesiä järveen <span> </span><span> </span>valuu Puijonsarven laajalta metsäalueelta.</p><p><span> </span>Lammessa on yksi poistouoma, joka valuu vieressä olevaan Iso-vakeiseen. Lampi on liittynyt Iso-<span> </span><span> </span>Valkeiseen.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3S7faVLwEezw_zwHhYXXcm3gtYnrfpt9ejffgiZnjqNdmF00RJsbtsBSGrYt1fkvUxWwgiy6ForgUhyVWffQCSn-nb74x0EBzqqxqlOdmgNchxBQsKh6CjViWb-Yf8OJyISPq8-lcu3qFcSki-wJUyMPwJkBLqLraL0da3yFOkLURS9lXQAWCb9twt2FM/s1006/pieni-valkeinen.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="608" data-original-width="1006" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3S7faVLwEezw_zwHhYXXcm3gtYnrfpt9ejffgiZnjqNdmF00RJsbtsBSGrYt1fkvUxWwgiy6ForgUhyVWffQCSn-nb74x0EBzqqxqlOdmgNchxBQsKh6CjViWb-Yf8OJyISPq8-lcu3qFcSki-wJUyMPwJkBLqLraL0da3yFOkLURS9lXQAWCb9twt2FM/w393-h237/pieni-valkeinen.JPG" width="393" /></a></div><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Kuva 4: Pieni-Valkeisen tulouoma on ympyröity punaisella ja poistouoma <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>sinisellä.</span><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><p></p><p>Vesistön käyttö:</p><p><span> </span>Lampi on suurimmaksi osaksi virkityskäytössä. Lammen Itäpuolella sijaitsee uimaranta. Lampea <span> </span><span> </span><span> </span>kiertää puurata, jossa liikkuu paljon lenkkeilijöitä ja talvisin hiihtäjiä. Pohjoispuolella lampea <span> </span><span> </span><span> </span><span> </span>sijaitsee muutama tontti, joiden asukkaat käyttävät lampea myös virkistyskäytössä.</p><p> Lammen ympäristökuormitus:</p></div><p><span><span> </span>Lammen valuma-alueella on paljon rakennettua ympäristöä, kuten liikennettä ja asutusta. Suuri osa <span> </span><span> </span>päivärannan asuinalueen hulevesistä valuu Pieni-Valkeiseen ja voi nostaa lammen <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>fosforipitoisuuksia, tehden lammesta rehevöityneen. Maastokatselmuksen ja muiden mittausten <span> </span><span> </span>perusteella lammen tulouoman puoli oli rehevöityneempi, kuin toinen puoli lammesta. Lampi <span> </span><span> </span>voitaisiin luokitella runsasravinteisiin vesistöihin. Hyväkuntoinen lampi on hieman vähemmän <span> </span>rehevöitynyt ja happea on silloin enemmän. Ravinteiden määrä tällaisessa lammessa on myös <span> </span>pienempi ja se antaa mahdollisuuden monipuolisempaan kasvustoon ja kalakuntaan.</span></p><p><span style="font-size: large;"><br /></span></p></div>Martin Ruotsalainenhttp://www.blogger.com/profile/04998604899668717274noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-61883506687299883202023-10-09T19:12:00.002+03:002023-10-09T19:12:44.217+03:00Veden laadun mittaukset kenttämittalaitteilla<p> Ryhmä 4. Kenttämittaukset</p><p> Lokakuun 3. päivän aamun toisena harjoituksena teimme kenttämittauksia Pieni-Valkeisen alueella. Sää oli hyvin syksyinen; reilu 10 astetta lämmintä ja ajoittaisia sadepisaroita. Tehtävänämme oli selvittää kenttämittalaitteiden avulla vesistön happipitoisuus, pH ja sähkönjohtavuus. Käytössämme oli HACH Multi Meter- mittalaite ja edellä mainittuihin mittauksiin soveltuvat anturit. Keli oli viileä ja harjoitusten aamuna satoi vettä. Se voi muuttaa äkillisesti vedestä mitattavia arvoja, kun sateen mukana huuhtoutuu pintamaasta ja uomien pohjalta ravinteita sekä mineraaleja.</p><p class="MsoNormal"><o:p></o:p></p><p class="MsoNormal">Mittaukset otettiin kolmesta mittauskohteesta (kuva 1): Pieni-Valkeisen tulo- ja poistouomasta sekä Iso-Valkeisen tulouomasta. Mittaukset pyrittiin tekemään lammen puolelta uoman kohdalta.<o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqlkL0yHBbHBSAmERyMuJMXr6Jn-RIw9ZDXUpQLWq1LXuOCsvS1nOgiXXGLkj14cy5j_K_xP-aStjFOca-VtelpJvndaOjMf_BrFrxD9nQuXgYdlz5uwMyj8jHs9BTnE_Y78Ibf43HrQCKmYjszBzOPhUE-DC5nQ4QC4xuchTc4eZIWSDj1N82CK_s9KX2/s3507/Mittauskohteet.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="453" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqlkL0yHBbHBSAmERyMuJMXr6Jn-RIw9ZDXUpQLWq1LXuOCsvS1nOgiXXGLkj14cy5j_K_xP-aStjFOca-VtelpJvndaOjMf_BrFrxD9nQuXgYdlz5uwMyj8jHs9BTnE_Y78Ibf43HrQCKmYjszBzOPhUE-DC5nQ4QC4xuchTc4eZIWSDj1N82CK_s9KX2/w640-h453/Mittauskohteet.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"> Kuva 1. Mittauspisteiden sijainti kartalla (Yousefi 2023)</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiil06ql5C4tSxrK92UoGLLIMxTtcV8hFQP3CiV4Y2o2xeaI2-hgtmZLOsbcVEHqayBF_FH74iwilLH1wgAXLbRMdpa1ErVUqitXUT_9ZvEotYCNCqnQzO-9AaOoEd13chYKHORV0iIA19uz-vnImkssOM6_86O_ERbZ3PRDTtrUE-U7a1MX6N002vWezxX/s3507/Pinei-Valkeisen%20happipituisuus.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="453" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiil06ql5C4tSxrK92UoGLLIMxTtcV8hFQP3CiV4Y2o2xeaI2-hgtmZLOsbcVEHqayBF_FH74iwilLH1wgAXLbRMdpa1ErVUqitXUT_9ZvEotYCNCqnQzO-9AaOoEd13chYKHORV0iIA19uz-vnImkssOM6_86O_ERbZ3PRDTtrUE-U7a1MX6N002vWezxX/w640-h453/Pinei-Valkeisen%20happipituisuus.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"> Kuva 2. Veden happipitoisuus mittauspisteissä (Yousefi 2023)</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYy-Y8qAI5oBz_z37-lg9uqLKeKlJ70pxM62ahFwDQ804szoy9atmNePAz6EUYqyIHCrJ7zWI80vozJGWzOQs37quLufxlHkMmyGXJl_jsq1ZaYFjof3l8XYgIjuayJZdP-ej7-aXWlrjfldYJcVcnN0UoKNCebY9V1XRB0MxSieSGPuSyKEA7lQuWpp8O/s3507/Mittauspisteiden%20pH.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYy-Y8qAI5oBz_z37-lg9uqLKeKlJ70pxM62ahFwDQ804szoy9atmNePAz6EUYqyIHCrJ7zWI80vozJGWzOQs37quLufxlHkMmyGXJl_jsq1ZaYFjof3l8XYgIjuayJZdP-ej7-aXWlrjfldYJcVcnN0UoKNCebY9V1XRB0MxSieSGPuSyKEA7lQuWpp8O/w640-h452/Mittauspisteiden%20pH.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"> Kuva 3. pH tulokset kartalla (Yousefi 2023)</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU1sCNWlfXlYP800m8lrgwQi0LuNgsfu23t6ryO9Eip999re0XAwArrDiNw_ZDw3TanY-VCezAkA7AufdugnG8ZFf-Sk_-Q2u0AxBoCUoSSV_GzYVwACVdQbzYuaibGo6wawtSfD14Gbe85vdbCRHKfTqrHhbihcMgnBx4rHfYQeABq0ctrC1KhCErGGe2/s3507/Pieni-Valkeisen%20l%C3%A4mp%C3%B6tila.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU1sCNWlfXlYP800m8lrgwQi0LuNgsfu23t6ryO9Eip999re0XAwArrDiNw_ZDw3TanY-VCezAkA7AufdugnG8ZFf-Sk_-Q2u0AxBoCUoSSV_GzYVwACVdQbzYuaibGo6wawtSfD14Gbe85vdbCRHKfTqrHhbihcMgnBx4rHfYQeABq0ctrC1KhCErGGe2/w640-h452/Pieni-Valkeisen%20l%C3%A4mp%C3%B6tila.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"> Kuva 4. Veden lämpötila mittauspisteissä (Yousefi 2023)</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOXcqJ00iZ2_euD2rxIeoxIrvelJbtuxREE0nPWye3Wol52gPAzsftiKW29btAhS3skodAkmlwzWjYviRwBHcFWLgaXndyw9GgojbWgc43beHn9jIpo3bdEA0wPFoG_9V9AKe60uwqG8gDcS617AUCVn0bi6NMwyy2L7OjE6rW7NE8GHZEBCDlVtwG-hdD/s3507/Pieni-Valkeisen%20s%C3%A4hk%C3%B6johtavuus.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOXcqJ00iZ2_euD2rxIeoxIrvelJbtuxREE0nPWye3Wol52gPAzsftiKW29btAhS3skodAkmlwzWjYviRwBHcFWLgaXndyw9GgojbWgc43beHn9jIpo3bdEA0wPFoG_9V9AKe60uwqG8gDcS617AUCVn0bi6NMwyy2L7OjE6rW7NE8GHZEBCDlVtwG-hdD/w640-h452/Pieni-Valkeisen%20s%C3%A4hk%C3%B6johtavuus.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"> Kuva 5. Veden sähkönjohtavuus mittauspisteissä (Yousefi 2023) </div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><span style="background-color: white; font-family: Merriweather, Georgia, serif; font-size: 16px;">Epävarmuustekijöitä ja mahdollisia virhelähteitä mittauksissa ovat mittalaitteesta johtuva virhe, mittausvirhe ja mittauspaikan sijainti.</span></div>Ashrafhttp://www.blogger.com/profile/12317873426629140558noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-563458088743151562023-10-09T18:34:00.006+03:002023-10-09T18:35:45.286+03:00Ryhmä 3: Kenttämittaus ja näytteenotto<div class="separator"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><span style="font-family: inherit;"><img alt="" height="344" 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" style="margin-left: auto; margin-right: auto;" width="640" /></span></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit;">Kuva 1. Mittaus- ja näytteenotto pisteet Pieni- ja Iso-Valkeisella.</span></td><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit;"><br /></span></td><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit;"><br /></span></td><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit;"><br /></span></td></tr></tbody></table><div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;"> <span style="font-family: inherit;"><br /></span></div></div><h3 style="text-align: left;"><span style="font-family: inherit;"> </span></h3><h3 style="text-align: left;"><span style="font-family: inherit;">Näytteenotto </span></h3><h3 style="text-align: left;"><span style="font-family: inherit;"> </span></h3><h3 style="text-align: left;"><span style="font-family: inherit;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCeIsjDWpK9eRYGaX1AIHf2IrLVtj6iRE2H6WEATjPLVLoiq75oxtIHofjaOONoof0zXKND7zs40-QFAm6J1XKGPRo_Qg5Z1fHhcZB_W3yqHxR6RMap6iK7hUJgmTqmrw0H_i25vf_YuZfK7bgk07SaHqJMcGgpWn4b1ZNDQZUbyphbW5V0QIh-1M9uuc/s2016/PHOTO-2023-10-03-10-24-08.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1134" data-original-width="2016" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCeIsjDWpK9eRYGaX1AIHf2IrLVtj6iRE2H6WEATjPLVLoiq75oxtIHofjaOONoof0zXKND7zs40-QFAm6J1XKGPRo_Qg5Z1fHhcZB_W3yqHxR6RMap6iK7hUJgmTqmrw0H_i25vf_YuZfK7bgk07SaHqJMcGgpWn4b1ZNDQZUbyphbW5V0QIh-1M9uuc/w400-h225/PHOTO-2023-10-03-10-24-08.jpg" width="400" /></a></div><br /> </span></h3><div style="text-align: left;"><p><span style="font-family: inherit; font-size: small;">Tuona
lokakuisena aamuna, sää oli kostea ja pilvipeite rakoili matalapaineen
liikkuessa ohitse. Pientä utua oli havaittavissa Puijonsarven yllä.
Näytteenoton aikana lämpötila lähenteli 9 °C ja luoteistuuli oli noin 2
m/s. <br /></span></p></div><div style="text-align: left;"><p><span style="font-family: inherit; font-size: small;">Ryhmä
3 toteutti tiistaina 3. lokakuuta 2023 pintavesinäytteenottoja
Pieni-Valkeisesta. Tehtävänä oli ottaa kolme vesinäytettä pintavedestä.
Näytteenottopaikat olivat Pieni-Valkeisen poisto- ja tulouoma sekä
Iso-Valkeisen tulouoma, joka on Pieni-Valkeisen laskuoja.</span></p></div><p style="text-align: left;"><span style="font-family: inherit; font-size: small;">Näytteet
otettiin klo 10:00-10:30 välisenä aikana, joita otettiin kolme
kappaletta. Mittaukseen tarvittiin jatkovarrellinen teline
näytteenottopullolle, näytepullot sekä merkintää varten teippiä ja
tussi. Näytteisiin tuli merkitä päivämäärä ja kellonaika, ryhmä sekä
näytteenottopaikka. </span></p><p style="text-align: left;"><span style="font-family: inherit; font-size: small;">Näytteenottoa
varten pullo huuhdeltiin näytteenottopaikasta otetulla vedellä.
Pieni-Valkeisen tulouomalla, joka oli ensimmäinen näytteenottopaikka,
huuhteluvesi kaadettiin takaisin järveen. Toisella ja kolmannella
paikalla huuhteluvesi muistettiin kaataa rantaan. Muutoin näytteenotto
sujui hyvin, eikä ylimääräisiä kontaminaatioita tullut. Näytteet
pakastetaan, joista analysoidaan fosfori, typpi, kiintoainepitoisuus
sekä pH myöhemmin. <br /><br /></span></p><p style="text-align: left;"><span style="font-family: inherit; font-size: small;"><b>Näyte 1: Pieni-Valkeisen tulouoma</b></span></p><p style="text-align: left;"><span style="font-family: inherit; font-weight: normal;"><span style="font-size: small;">Näytteenottopaikkaa
ympäröivää aluetta voisi kutsua kosteikoksi, sillä kantavaa
ranta-aluetta ei ole. Ranta-alue on vettynyt, jossa on luhtaisuuteen
viittaavia kasveja; mm. suovehkaa, pilliluikkia sekä rahkasammalta.
Tulouoma-alueella kasvoi myös pajukkoa. Suovehka on runsasravinteisen
alueen kasvi. Lammen vesikasveina oli havaittavissa lummetta sekä
osmankäämisukuun kuuluvaa palpakkoa. Uomaan oli muodostunut runsas
lehtipeite tippuneista puunlehdistä. Haju uoman läheisyydessä oli
voimakkaan kananmunainen. Vesi oli silmähavaintojen perusteella ruskeaa
ja </span><span style="font-size: small;">näytepullossa suht’ kirkasta mutta kellertävää.</span></span></p><div style="text-align: left;"><p style="text-align: left;"><span style="font-family: inherit; font-size: small;"><b>Näyte 2: Pieni-Valkeisen poistouoma </b></span><span class="TextRun EmptyTextRun SCXW70821042 BCX8" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="FI-FI" style="-webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; -webkit-user-drag: none; background-color: white; color: black; font-family: inherit; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: none; font-weight: 400; letter-spacing: normal; line-height: 16.1px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; user-select: text; white-space: pre-wrap; widows: 2; word-spacing: 0px;"> </span></p><p style="text-align: left;"><span class="TextRun EmptyTextRun SCXW70821042 BCX8" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="FI-FI" style="-webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; -webkit-user-drag: none; background-color: white; color: black; font-family: inherit; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: none; font-weight: 400; letter-spacing: normal; line-height: 16.1px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; user-select: text; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Poistouoman alueen vesi oli hieman kirkkaampaa verrattuna ensimmäiseen näytteenottopaikkaan. Hajua alueelta ei tullut. Lammen pohja oli samanlainen kuin ensimmäisen kohteen osalta. Lievää ja samantyyppistä vesikasvillisuutta oli myös havaittavissa toisessa kohteessa. Rantaolosuhteet olivat kuivemmat kuin tulouomalla, eikä rantakasvillisuuskaan ollut samanlaista.</span></p></div><p style="text-align: left;"><span class="TextRun EmptyTextRun SCXW70821042 BCX8" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="FI-FI" style="-webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; -webkit-user-drag: none; background-color: white; color: black; font-family: inherit; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: none; letter-spacing: normal; line-height: 16.1px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; user-select: text; white-space: pre-wrap; widows: 2; word-spacing: 0px;"><b>Näyte 3: Iso-Valkeisen tulouoma</b></span></p><div style="text-align: left;"><span class="TextRun EmptyTextRun SCXW70821042 BCX8" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="FI-FI" style="-webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; -webkit-user-drag: none; background-color: white; color: black; font-family: inherit; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: none; font-weight: 400; letter-spacing: normal; line-height: 16.1px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; user-select: text; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Silmämääräisesti katsottuna kohteessa oli hiekkapohja, joka kantoi. Vesi oli huomattavasti kirkkaampaa Iso-Valkeisen puolella verrattuna Pieni-Valkeiseen. Huomattavia hajuja ei havaittu, ainoastaan hetkellistä lievää kananmunamaista hajua. Vesikasveja ei ollut juurikaan näytteenottoalueella lammessa, muutamia suovehkoja lukuun ottamatta. Rannalla kasvoi mm. tervaleppää sekä Polypodiales -lahkon kuuluvia kasveja.</span></div><h3 style="text-align: left;"><span style="font-family: inherit;">Kenttämittauksien suorittaminen</span></h3><div style="text-align: left;"><span style="font-family: inherit;">Kenttämittaukset suoritettiin samoista pisteistä kuin näytteenotot siten, että olemme uoman kohdalla mutta selkeästi jo lammen puolella, jotta emme mittaa pelkästään uomassa olevan veden ominaisuuksia. Pisteet on esitetty kuvassa 1, missä piste 1 on Pieni-Valkeisen tulouoma, piste 2 sen lähtöuoma ja piste 3 Iso-Valkeisen tulouoma. Suoritettavat mittaukset olivat lämpötila, pH, sähkönjohtavuus sekä happipitoisuus. Nämä saatiin mitattua yhdellä laitteella eli HACH Multi meter -mittalaitetta. Lämpötila otettiin kunkin sensorin mittaamana ylös ja niistä laskettiin keskiarvo. </span></div><div style="text-align: left;"><span style="font-family: inherit;"> </span></div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFqFMIIvznSjjGBz-fh4B9T80B5Bl-oVoSIJFoWhhmAVAnf4JGVXm9Woo5xLetyXLNIjmQibmGq2AWXM_K2yR1J3kNEHloQ0fpKxfTrnXjuO4MbPh7iIF-gUh7Xa0_B6xUc72Vkv9jglWq7xgSQwV5XxPYK7FdF73yl5aiHvIB-C1FzGe8Yay3SUojf1A/s1280/PHOTO-2023-10-03-19-14-15.jpg" imageanchor="1" style="font-family: inherit; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFqFMIIvznSjjGBz-fh4B9T80B5Bl-oVoSIJFoWhhmAVAnf4JGVXm9Woo5xLetyXLNIjmQibmGq2AWXM_K2yR1J3kNEHloQ0fpKxfTrnXjuO4MbPh7iIF-gUh7Xa0_B6xUc72Vkv9jglWq7xgSQwV5XxPYK7FdF73yl5aiHvIB-C1FzGe8Yay3SUojf1A/w400-h225/PHOTO-2023-10-03-19-14-15.jpg" width="400" /></a></div><span style="font-family: inherit;"><br /></span><span style="font-family: inherit;"> </span></div><div style="text-align: left;"><h3 style="text-align: left;"><span style="font-family: inherit;">Tulokset:</span></h3><p style="text-align: center;"><span style="font-family: inherit;"><img 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" /> </span></p><p style="text-align: left;"><span style="font-family: inherit;">Veden lämpötila oli mittauspisteestä riippumatta hyvin samanlainen. Selkein ero on Pieni- ja Iso-Valkeisen sähkönjohtavuuksissa, sillä Iso-Valkeisen tulouoman tulos oli Pieni-Valkeista suurempi. Voi olla, että Iso-Valkeiseen tulee jostain kohtaa enemmän suolapitoisia hulevesiä, jotka ei tule Pieni-Valkeisen kautta. Lisäksi on mahdollista, että mittauskohdassa Iso-Valkeisella on mitatessa lammen pohjasta ironnut jokin määrä pohjamutaa tms., mikä on kasvattanut mitattua tulosta. Huomoitavaa on myös erot pH:ssa, sillä pisteessä Tulouoma 1 se on muita pisteitä korkeampi.</span></p><p style="text-align: left;"><span style="font-family: inherit;"> </span></p><p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8cT1TxcVa6ESa22vBVO86p4QefAzcxrft5hDDrFS6-B3AOcBfY_KCjvGURjFidtoitdTFO0AjhBNQdhVloLdlOZl34IiT-fh3QmlTUtBAidCq_tCPXYbCausQ7Kxka_ez6eBevaFTDoDgxIKoWpB9jxRFflD6fZzam2GYC4BZ38r2Rqofw28ansSkQ2k/s2016/image0.jpeg" style="font-family: inherit; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2016" data-original-width="1134" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8cT1TxcVa6ESa22vBVO86p4QefAzcxrft5hDDrFS6-B3AOcBfY_KCjvGURjFidtoitdTFO0AjhBNQdhVloLdlOZl34IiT-fh3QmlTUtBAidCq_tCPXYbCausQ7Kxka_ez6eBevaFTDoDgxIKoWpB9jxRFflD6fZzam2GYC4BZ38r2Rqofw28ansSkQ2k/w225-h400/image0.jpeg" width="225" /> </a></p><p style="text-align: center;"><span style="font-family: inherit;"> </span></p></div>Eetu Repo-Laitinenhttp://www.blogger.com/profile/16258117419951333513noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-43317239697652306642023-10-08T21:28:00.006+03:002023-11-20T08:54:14.759+02:00Siivikointi ja maastokatselmus Ryhmä 5<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/RDfRlxUwomU" width="320" youtube-src-id="RDfRlxUwomU"></iframe></div><br /><p><br /></p><p><br /></p><p>Siivikointi ja maastokatselmus Ryhmä 5</p><p>Seuraavaksi siivikoinnin tulokset</p><p>Kun olemme mitanneet uoman leveyden ja syvyyden sekä laskeneet siivikon pyörähdysten määrän, pystymme sijoittamaan tulokset kaavoihin ja laskemaan virtaus nopeuden sekä virtaaman.</p><p></p><p>Ensimmäinen siivikointi suoritettiin pienivalkeisen poistouomaan.</p><p>Poistouoman leveys oli 80 senttiä ja jaoimme sen kolmeen 20 sentin osaan. Mittauskohtien syvyydet olivat 9 , 10 sekä 7.5 senttiä</p><p>Reunoille jäi 10 sentin alueet mittauksen ulkopuolelle, tämä aiheuttaa pienen epävarmuus tekijän mittauksiin.</p><p>Kun poistuoman mittaustulokset sijoitettiin kaavoihin tulokeksi saimme:</p><p>virtausnopeuden keskiarvo 0.119 m/s</p><p>ja</p><p>Virtaaman keskiarvo 2.04 l/s</p><p></p><p>Toinen siivikointi mittaus suoritettiin pienivalkeisen tulouomaan.</p><p>Tulouoman leveys oli mittauskohdalla 70 senttiä jonka jaoimme kolmeen 20 sentin osaan. Mittauskohdissa syvyydet olivat 7.5 , 7 ja 6,5 senttiä</p><p>Molemmille reunoille jäi viiden sentin nollakohdat joita emme laskeneet mittaukseen mukaan.</p><p>Tulouoman tuloksiksi saimme:</p><p>virtausnopeuden keskiarvo 0.044 m/s</p><p>ja</p><p>Virtaaman keskiarvo 0.618 l/s</p><p></p><p>Näin ollen siis poistouoman virtaama on hieman suurempi kuin tulouoman, tulos yhdenmukainen paikanpäällä tehtyyn havaintoon.</p><p></p><p>Maastokatselemuksen havaintoja</p><p>Suoritimme pienivalkeisen alueella maastokastelemuksen jossa kiersimme lammen valuma-alueen ympäri.</p><p>Sää maasto katselmuksen aikaan oli pilvinen, noin 10 astetta lämmintä ja yön aikana oli satanut vettä.</p><p>Pienivalkeisen valuma-alue on 578 415 m²</p><p>Pienivalkeisen lampeen valuu vettä viereisen mäen päältä sekä osittain myös läheiseltä asuinalueelta ja koululta.</p><p>Karttaan on merkitty tulouoma ja poistouoma joiden lisäksi löysimme muutamia pienempiä puroja.</p>RikuLaitinenhttp://www.blogger.com/profile/13878550378576292103noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-56092608429021030312023-10-08T18:48:00.000+03:002023-10-08T18:48:43.331+03:00Ryhmä 4: Virtaaman määrittäminen siivikoimalla<div style="text-align: left;"> Tiistaina 3.10.2023 klo 8.15 ryhmämme aloitti Pieni-Valkeisen ympäristössä siivikointiharjoituksen. Sää oli hyvin syksyinen; reilu 10 astetta lämmintä ja ajoittaisia sadepisaroita. Tehtävämme oli määrittää Pieni-Valkeisen poisto- ja tulouoman virtaama käyttäen siivikkoa, mittarullaa ja pientä laskemista.</div><div style="text-align: left;"><br /></div><h3 style="text-align: left;">Poistouoma</h3><div>Ensiksi etsittiin sopiva paikka mittauksen suorittamiselle, jonka jälkeen ryhdyttiin kasaamaan siivikkolaitetta. Kasauksen jälkeen suoritimme mittauksen uoman kolmesta eri leveyskohdasta. Siivikkomme oli "manuaali" mallia, joten suoritimme kierrosten laskennan sekuntikellon avulla (30 sek ajan) ja kirjaamalla ylös kierrosten lukumäärän. Mittasimme uoman leveyden ja syvyyden siivikointikohdissa. Unohdimme siivikointipisteiden leveyden, joten niiden mittaukset perustuvat toimistolla tarkasti tehtyihin arvioihin.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp9ld2ZceoOq8Ech0q92jmDnQBjfhORufPV7r5tK6FO1ynxGXya2hlaEHuXT4AuEyE3YHEX3Ix-V1uTmlwcoe1o5VvRyDtpvfxZ1oeIVq1E4ZU-zpcy6OcAoh32-FGPZj1otZzyqGLICpI4nZS6v1fRXcDy60zF3Tw1gowcFjeecO2nV7KoyKj17geL8tq/s764/poistouoma.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="237" data-original-width="764" height="99" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp9ld2ZceoOq8Ech0q92jmDnQBjfhORufPV7r5tK6FO1ynxGXya2hlaEHuXT4AuEyE3YHEX3Ix-V1uTmlwcoe1o5VvRyDtpvfxZ1oeIVq1E4ZU-zpcy6OcAoh32-FGPZj1otZzyqGLICpI4nZS6v1fRXcDy60zF3Tw1gowcFjeecO2nV7KoyKj17geL8tq/s320/poistouoma.JPG" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 1. Havainnollistava paint kuva poistouomasta. (Ruotsalainen 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjINE2gRMZ-Yv2iL8TpG692YzTmwDEIeFuHcnYnJlGkzOhJNeuimVPEMTCkcAqnP7RqFM3J_6646LOJxx2bbBeiTbOCKQRD7BdWVcuJZnqVLEWG_FjI0_yA8Pgog__W4Tr3aVnNNT9IuOtQwq_WyYosGG8VPWpWbouxxp2kBTbr7ZtgINhQSqTSQQ-9BZ9u/s1600/Siivikko.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjINE2gRMZ-Yv2iL8TpG692YzTmwDEIeFuHcnYnJlGkzOhJNeuimVPEMTCkcAqnP7RqFM3J_6646LOJxx2bbBeiTbOCKQRD7BdWVcuJZnqVLEWG_FjI0_yA8Pgog__W4Tr3aVnNNT9IuOtQwq_WyYosGG8VPWpWbouxxp2kBTbr7ZtgINhQSqTSQQ-9BZ9u/s320/Siivikko.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 2. Siivikko. (Hoffren 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXZeiH7Ccf8X1gRppei1hDNRVX8nAmPHXWA4tko9INfD4vKzOmK-VTG8dNlsxapSl7FjmtS9C38iqXW-QxZexGm-6WwDQ96PiG6nM40P_pu9ASvwsk-lCEyXKN4D2eG8YUWp7FGef7WwNnqxMwlEZaD2_8HYtJpvTtiP6oiE2Owa26yLFJK-PLNZbYTLCY/s1600/mittausta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXZeiH7Ccf8X1gRppei1hDNRVX8nAmPHXWA4tko9INfD4vKzOmK-VTG8dNlsxapSl7FjmtS9C38iqXW-QxZexGm-6WwDQ96PiG6nM40P_pu9ASvwsk-lCEyXKN4D2eG8YUWp7FGef7WwNnqxMwlEZaD2_8HYtJpvTtiP6oiE2Owa26yLFJK-PLNZbYTLCY/s320/mittausta.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 3. Mittausta. (Hoffren 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRmxj6VpGtrJs33L20MTeRwYEHQN02Fnyx2ItkYhZnvrWTdiWbwx-dkz2fZm7w45lTu181lzS9h6_hrYoEIliZsvLiQ-amXXCi57mb9LY4Qus5h3a3wU2STcB6UgHoO-zlceipJtE7pv8cqsrXE_cEpsy2xd-112ifIaa4wGzicBd8I-H0zNOshRmyEEND/s1600/poistouoma.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRmxj6VpGtrJs33L20MTeRwYEHQN02Fnyx2ItkYhZnvrWTdiWbwx-dkz2fZm7w45lTu181lzS9h6_hrYoEIliZsvLiQ-amXXCi57mb9LY4Qus5h3a3wU2STcB6UgHoO-zlceipJtE7pv8cqsrXE_cEpsy2xd-112ifIaa4wGzicBd8I-H0zNOshRmyEEND/s320/poistouoma.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 4. Poistouoma. (Hoffren 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Virtaama määritettiin harjoitustyön ohjeistuksen mukaisesti laskemalla.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7szEVVNMVQivSL1WY3cumA5AUtIrSr3C3I4NYlmhpAHSo51hxOC0gEYpUrm-71Ew8dz43SnkIRgy7L0dmC-oQn_L7JIHzHU2AkDnXIRk7QVWljF1qmRxck5X6SgZXsLvuPycF-6Dzv5C1ZdDHL9i3sAowlbZctWh0rJTl2SKEfvJNmeKW0uJvbqxz8XbE/s844/laskenta.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="490" data-original-width="844" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7szEVVNMVQivSL1WY3cumA5AUtIrSr3C3I4NYlmhpAHSo51hxOC0gEYpUrm-71Ew8dz43SnkIRgy7L0dmC-oQn_L7JIHzHU2AkDnXIRk7QVWljF1qmRxck5X6SgZXsLvuPycF-6Dzv5C1ZdDHL9i3sAowlbZctWh0rJTl2SKEfvJNmeKW0uJvbqxz8XbE/w400-h233/laskenta.JPG" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk8lOJTKl7SfmDg5DzDn2Ec_Qopyu7FTSKy5pzYOFQDd4hZ6XtyaE-YWsLO0rozMA01nRLzzffDr4RoRKN2318hwv_secEmtM1wFTwK2oGYlwBlGdPMeeBdGC0Ys3a56sGhqFhentRN5OTHoDy6ctdm8t9SH10NwWg3NyI67Y0YjFnFqRk_w_jk9Dn-SEg/s782/poistouomalaskenta.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="179" data-original-width="782" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk8lOJTKl7SfmDg5DzDn2Ec_Qopyu7FTSKy5pzYOFQDd4hZ6XtyaE-YWsLO0rozMA01nRLzzffDr4RoRKN2318hwv_secEmtM1wFTwK2oGYlwBlGdPMeeBdGC0Ys3a56sGhqFhentRN5OTHoDy6ctdm8t9SH10NwWg3NyI67Y0YjFnFqRk_w_jk9Dn-SEg/w400-h91/poistouomalaskenta.JPG" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 5. Poistouoman virtaama. (Ruotsalainen 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><h3 style="clear: both; text-align: left;">Tulouoma</h3><div>Poistouoman mittauksen jälkeen siirryimme etsimään sopivaa paikkaa tulouomasta. Sopivan kohdan löydyttyä suoritimme mittaukset samalla tavalla kuin tulouomassa.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw8ceAOsK7K7o__v2Jwcap4K6ewdv33iys7kAsRrsOzWmP-4O7x-ST33T7rHMgcAe5ZgE4fayvzmI3MW89G0ZqybEQIkEm2fchqzqHmKsieSY9KN3m1OcUQnDM6yp6zApuxPjiDchcNBpnb1KYBG_HOkxhE9d3Lx1q00ujcM90mOrHtm8jloPtkRXyrH5d/s1600/tulouoma.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw8ceAOsK7K7o__v2Jwcap4K6ewdv33iys7kAsRrsOzWmP-4O7x-ST33T7rHMgcAe5ZgE4fayvzmI3MW89G0ZqybEQIkEm2fchqzqHmKsieSY9KN3m1OcUQnDM6yp6zApuxPjiDchcNBpnb1KYBG_HOkxhE9d3Lx1q00ujcM90mOrHtm8jloPtkRXyrH5d/s320/tulouoma.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 6. Tulouoma. (Hoffren 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0NPaMudMi2EcR5wmNubrcxBrX23E38NQEJFgdmV-nnZkIgjmThtaYPDP9Sx6r4c86w2YiFCPxB0gD2J9PwD1a3fgP9VCHwwJFMzDE9PahvGdH1tAG7eXEJxQ0y2-0lEfnQuN6pr0V0YMQwstF0sa4ZbsVQ6bTmlsaSAhW8hcTYvawsAVN12Vi6-8zsYMt/s1600/siivikointia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0NPaMudMi2EcR5wmNubrcxBrX23E38NQEJFgdmV-nnZkIgjmThtaYPDP9Sx6r4c86w2YiFCPxB0gD2J9PwD1a3fgP9VCHwwJFMzDE9PahvGdH1tAG7eXEJxQ0y2-0lEfnQuN6pr0V0YMQwstF0sa4ZbsVQ6bTmlsaSAhW8hcTYvawsAVN12Vi6-8zsYMt/s320/siivikointia.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 7. Siivikointia. (Hoffren 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivyw4X1ktEIt1wonrR9vGFoYeHkh1l0hLJo9CjrRHSktrcN5y5ruv4i-vl4WNLA8HUWD7WGwM9C6wZfFiV-hiZ32GE9mkg1YHF4wLu7m3ZQA4aMtVZcLk5Gp5CxH29PFQ_ATAnvTh3kH6I2oAC1lN3iG3Wyxf5jqxsFVlXGJ44GX9qn4_OYaVVpJHYTf89/s789/tulouomalaskenta.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="183" data-original-width="789" height="93" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivyw4X1ktEIt1wonrR9vGFoYeHkh1l0hLJo9CjrRHSktrcN5y5ruv4i-vl4WNLA8HUWD7WGwM9C6wZfFiV-hiZ32GE9mkg1YHF4wLu7m3ZQA4aMtVZcLk5Gp5CxH29PFQ_ATAnvTh3kH6I2oAC1lN3iG3Wyxf5jqxsFVlXGJ44GX9qn4_OYaVVpJHYTf89/w400-h93/tulouomalaskenta.JPG" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;">KUVA 8. Tulouoman virtaama. (Ruotsalainen 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><h3 style="clear: both; text-align: left;">Yhteenveto</h3><div>Tulouoman keskimääräinen virtaama siis n. 1,6 l/s ja poistouoman 2,3 l/s. Tuloksia voidaan pitää korkeintaan suuntaa antavina, koska uoman mitat ja muodot perustui osittain arvioon ja muutamissa mittauskohdissa siivikko ei pyörinyt tasaisesti. Opimme harjoitustyössä kuitenkin paljon, ja tietoja tullaan luultavasti käyttämään myös omassa projektityössämme :)</div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div><br /></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><br /><div><br /></div>Ville Rhttp://www.blogger.com/profile/07710914803472033552noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-24816694965526204752023-10-08T16:56:00.000+03:002023-10-08T16:56:36.396+03:00<h1 style="text-align: left;"> Ryhmä 2: Kasvillisuuskartoitus</h1><p style="text-align: left;"><span style="background-color: white; font-family: Merriweather, Georgia, serif; font-size: 16px;">Tiistaina 3.10.2023 meidän ryhmällä oli tehtävänä suorittaa kasvillisuuskartoitus Pieni-Valkeisella. Sää oli pilvinen ja tihkutti. Lämpötila oli 9 °C. Kasvillisuuskartoituksen tarkoituksena oli havannaoida lammen kasvillisuutta sekä sen määrää. Kartoituksen suoritimme maastokatselmuksena.</span></p><p style="text-align: left;"><span style="background-color: white; font-family: Merriweather, Georgia, serif; font-size: 16px;">Kasvillisuuskartoituksen avulla saimme hieman tietoa vesistön tilasta, koska eri lajit viihtyvät erilaisissa olosuhteissa. Lammen vesikasvillisuuden avulla saadaan esimerkiksi tietoa vesistön kunnosta jonka avulla voidaan arvioida mahdollista kunnostuksen tarvetta. </span></p><p style="text-align: left;"><span style="background-color: white; font-family: Merriweather, Georgia, serif; font-size: 16px;">Vesistön kasvillisuus jaetaan 7 eri tyyppiin niiden elomuotojen mukaan. Tyypit ovat ilmaversokasvillisuus, uposlehtinen kasvillisuus, kelluslehtinen kasvillisuus, pohjaversoinen kasvillisuus, irtokellujat, irtokeijujat sekä vesisammalet. Alla kuvia kasveista, joita me löysimme lammesta ja sen läheisyydestä. </span></p><p style="text-align: left;"><span style="background-color: white; font-family: Merriweather, Georgia, serif; font-size: 16px;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgYCVaoov4799JcXedMEgbIs5Z-E8N0MoHs1g4tojLfoTtgYNIOIoXgkNhsC2swaAmv3XYFye0KFe7XLiwWauHaH5sToSWXm_OUfoUw3EQUXgMPLab-gQQV5RK5FnWHIDOaiGkJuA6sf9hhy2u81H1dKOlwle5QqKE2ZDdfSJWgoUL3JJnPWI8doYVlDfQ4" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="292" data-original-width="233" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgYCVaoov4799JcXedMEgbIs5Z-E8N0MoHs1g4tojLfoTtgYNIOIoXgkNhsC2swaAmv3XYFye0KFe7XLiwWauHaH5sToSWXm_OUfoUw3EQUXgMPLab-gQQV5RK5FnWHIDOaiGkJuA6sf9hhy2u81H1dKOlwle5QqKE2ZDdfSJWgoUL3JJnPWI8doYVlDfQ4" width="192" /></a></div><div class="separator" style="clear: both; text-align: center;">Kuva 1. Järviruoko (Puurunen 2023)</div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgNsM9LX0m5yqptJ4DD-ZrfFdPLQvZEuLRbgMcoZL3FRT6uV3YaEhK02bUnG8lOKLh6sAG3b3-ibM4gPFgGIC1Fc--9XtqpisiSAQWCemQQYBCnOsxi74WsY-zSe8pPKFojTZypQZfIYLkE-nPqKQADpYkqFeR7dnTA7iIQWnO-EEFpqtKrIl065w-EV2iH" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="209" data-original-width="233" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgNsM9LX0m5yqptJ4DD-ZrfFdPLQvZEuLRbgMcoZL3FRT6uV3YaEhK02bUnG8lOKLh6sAG3b3-ibM4gPFgGIC1Fc--9XtqpisiSAQWCemQQYBCnOsxi74WsY-zSe8pPKFojTZypQZfIYLkE-nPqKQADpYkqFeR7dnTA7iIQWnO-EEFpqtKrIl065w-EV2iH" width="268" /></a></div><div class="separator" style="clear: both; text-align: center;">Kuva 2. Jouhisara (Puurunen 2023)</div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgznx1kCa6bJd32JA9cEH6vHTxF93CtUJsZJ0Anupsc3ViN04GWfV2XDRzkQmV_Tqpq6ZTkaqInN9gUbpUvPSajNrG0CpT8tJioi9VWQMnpxWPUnZDXRssMg5A0SRRyjrYjqRmrDor6wB9cRJZe2w-N3m2D0cFRV3lOEGKjIcVF9nbYYUjrOSGatmMZxmQY" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="482" data-original-width="407" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgznx1kCa6bJd32JA9cEH6vHTxF93CtUJsZJ0Anupsc3ViN04GWfV2XDRzkQmV_Tqpq6ZTkaqInN9gUbpUvPSajNrG0CpT8tJioi9VWQMnpxWPUnZDXRssMg5A0SRRyjrYjqRmrDor6wB9cRJZe2w-N3m2D0cFRV3lOEGKjIcVF9nbYYUjrOSGatmMZxmQY" width="203" /></a></div><div class="separator" style="clear: both; text-align: center;">Kuva 3. Haarapalpakko (Puurunen 2023)</div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhUO3Lpc5yrg67CryRN_3ZcUnR5XGMi9x6Bgzv48LtcXdsGRIDfwt35VD4UTCCp23KnDzxna5UAj3iKHpNqSWn0jDRmxBlfW9mtCCL4hSFqS8VNblWnHF1I54J3yL6xCdMyOMirENFS8bKpu3yYHsuAHk0f7MGKYLwhFuFeZjmP2kEO_8EcgqsLoEvvtaCe" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="268" data-original-width="207" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhUO3Lpc5yrg67CryRN_3ZcUnR5XGMi9x6Bgzv48LtcXdsGRIDfwt35VD4UTCCp23KnDzxna5UAj3iKHpNqSWn0jDRmxBlfW9mtCCL4hSFqS8VNblWnHF1I54J3yL6xCdMyOMirENFS8bKpu3yYHsuAHk0f7MGKYLwhFuFeZjmP2kEO_8EcgqsLoEvvtaCe" width="185" /></a></div><div class="separator" style="clear: both; text-align: center;">Kuva 4. Isovesiherne (Puurunen 2023)</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgYPxSXjWBbTq7aq4yj1m3EzvOkAhCHgtSbGPEH6dSy0Gp1Kp-QjnmGM7dcp889t7PmpcuZ7WR2qvczM3jL7DKsFfQXTHHAgoe43CyWxeOq1D5Cmb5asmK3fG3jbW9jFt04GykxA3eevFD7pCdhtLh9E4CGVVTPxw3kQkXml0jNE4F6VN5dekmASJ1qEkDs" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="450" data-original-width="376" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgYPxSXjWBbTq7aq4yj1m3EzvOkAhCHgtSbGPEH6dSy0Gp1Kp-QjnmGM7dcp889t7PmpcuZ7WR2qvczM3jL7DKsFfQXTHHAgoe43CyWxeOq1D5Cmb5asmK3fG3jbW9jFt04GykxA3eevFD7pCdhtLh9E4CGVVTPxw3kQkXml0jNE4F6VN5dekmASJ1qEkDs" width="201" /></a></div>Kuva 5. Vehka (Puurunen 2023)</div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiyqYKNEmePDAvkiE_5OXY-xxtWaSyUvvWtbrRBK1s8oQjjWfxEYBEe9teIv0HP-4rleF0FK3e9BQQ7mxO0ToHLOOEeR5Eddo6SnzYEvqSuEjvTWVDQs5HIGaNDv-tNKif3jKWxKEUhx-0F8vfkoEmW1iKdxySFSPfAki4ShhhjNFnyOHWVnXnqBad6jHG9" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="511" data-original-width="405" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEiyqYKNEmePDAvkiE_5OXY-xxtWaSyUvvWtbrRBK1s8oQjjWfxEYBEe9teIv0HP-4rleF0FK3e9BQQ7mxO0ToHLOOEeR5Eddo6SnzYEvqSuEjvTWVDQs5HIGaNDv-tNKif3jKWxKEUhx-0F8vfkoEmW1iKdxySFSPfAki4ShhhjNFnyOHWVnXnqBad6jHG9" width="190" /></a></div><div class="separator" style="clear: both; text-align: center;">Kuva 6. Ulpukka (Puurunen 2023)</div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjFjZAgH7lNZKUxwc4hQnrI0qoGILqHa9GfF5NF8htk4oHXpIDXb8GlONL2Fdg3i7fPJXG3GRDPNEg46D2bKI_BXaWdkHpZ2TJ_528MxClT_2gU-dNxls0_ptEakB86pAh8i_c3lFeFhLr7BvVhy1oExIA78IlPasOVFoGDOhWNmtsv0cNvcttZgRgRSC1_" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="495" data-original-width="382" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjFjZAgH7lNZKUxwc4hQnrI0qoGILqHa9GfF5NF8htk4oHXpIDXb8GlONL2Fdg3i7fPJXG3GRDPNEg46D2bKI_BXaWdkHpZ2TJ_528MxClT_2gU-dNxls0_ptEakB86pAh8i_c3lFeFhLr7BvVhy1oExIA78IlPasOVFoGDOhWNmtsv0cNvcttZgRgRSC1_" width="185" /></a></div><div class="separator" style="clear: both; text-align: center;">Kuva 7. Uistinvita (Tikkanen 2023)</div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgvM9Kg641j479WoU8nYxWNsOZkAMA0OxF9Wn21q0cDzukrreqgPtnoOqX1TrYenmjlvsq0E2-fLzJcl5EYcQRykQ61WRxTFyncYzfeaIoaXl99n-l74jlsTuUALf9KsZEdB6oHPTERxYvnHcbvIBD_KIINc--ugpsRoWCvSu6nunNOoCubN46SqMOIxzVJ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="221" data-original-width="204" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgvM9Kg641j479WoU8nYxWNsOZkAMA0OxF9Wn21q0cDzukrreqgPtnoOqX1TrYenmjlvsq0E2-fLzJcl5EYcQRykQ61WRxTFyncYzfeaIoaXl99n-l74jlsTuUALf9KsZEdB6oHPTERxYvnHcbvIBD_KIINc--ugpsRoWCvSu6nunNOoCubN46SqMOIxzVJ" width="222" /></a></div><div class="separator" style="clear: both; text-align: center;">Kuva 8. Kurjenjalka (Puurunen 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p style="clear: both; text-align: center;">Löytämistämme kasveista ilmaversokasvillisuuteen kuuluu järviruoko, haarapalpakko sekä jouhisara. Uposlehtiseen kasvillisuuteen kuuluu isovesiherne. Kelluslehtiseen kasvillisuuteen kuuluu ulpukka sekä uistinvita. Kurjenjalka kuuluu irtokellujiin. Eniten lammessa esiintyi järviruokoa sekä ulpukkaa. Uistinvitaa esiintyi myös paikoittain paljon.</p><p style="clear: both; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhJl2mHHDbEvt-lr9FpoACLWZRxF4UWbrUVwuwZ4CRUXMJV1Ur6P6xrBq1sM07C7bj6CZVziTr3rSC57lfOmbSmi5LL1E7CluiNSNw-Dq-8BBgN11vpJeU_yM4L55fhA_kRMVq70oZ6El5t4gQdFvfBxFWYjV4iei3XS34vvqsjvjBfgaVrG-6R0Hq4iqHs" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="178" data-original-width="219" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhJl2mHHDbEvt-lr9FpoACLWZRxF4UWbrUVwuwZ4CRUXMJV1Ur6P6xrBq1sM07C7bj6CZVziTr3rSC57lfOmbSmi5LL1E7CluiNSNw-Dq-8BBgN11vpJeU_yM4L55fhA_kRMVq70oZ6El5t4gQdFvfBxFWYjV4iei3XS34vvqsjvjBfgaVrG-6R0Hq4iqHs" width="295" /></a></div><div class="separator" style="clear: both; text-align: center;">Kuva 9. Eniten esiintyvät kasvit (Puurunen 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Lammessa esiintyi Puijon puolella runsaammin järvikasvustoa sekä ranta oli alueelta suomainen. Nämä ovat merkkejä lammen rehevöitymiestä kyseisellä alueella. Rehevöityminen Puijon puolella lampea voi olla seurausta rinnemäisestä metsästä, josta ravinteet valuvat sateen mukana lampeen. Ulpukkaa esiintyi toisella puolella lampea eli päivärannan puoleisella rannalla. </div><br /><br /><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><br /><br /></div><br /><br /><br /><br /></div><br /><br /></div><br /><br /></div><br /><br /><p></p><div><br /></div>Taruhttp://www.blogger.com/profile/00406127560289034148noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-82255302643022701442023-10-04T18:34:00.000+03:002023-10-04T18:34:19.112+03:00Ryhmä 7: Pinnankorkeuksia ja padotusta<p>Myrskyn jälkeen on poutasää; niin tälläkin kertaa, kun sateisen yön jälkeen sää poutaantui juuri sopivasti ennen 3.10. tiistaiaamun kenttähommia. Poppoollamme oli ohjelmassa Pieni-Valkeisen ja Iso-Valkeisen pinnankorkeuksien mittaaminen sekä virtaamamittaukset Pieni-Valkeisen tulo- ja poistouomasta. </p><p>Kun aamupäivän ohjelma oli tiedossa, kamat kasattu ja ilmakin suosi 7 lämpöasteellaan, oli aika lähteä mittauspuuhiin - vamos!</p><p><b>Pinnankorkeuden määrittäminen vaaitsemalla</b></p><p>Pieni-Valkeisen ja Iso-Valkeisen pintojen korkeudet määritettiin vaaitsemalla, johon tarvitaan vaaituskoje, kolmijalka ja latta. Kolmijalka pystytettiin sen jalkojen pituuksia säätämällä maanmuotojen mukaan tasaiseksi alustaksi vaaituskojeelle. Vaaituskoje kiinnitettiin kolmijalkaan ja se tasattiin kojeessa olevien säätimien avulla. Tasauksen jälkeen kojeella tähystettiin tunnetulle korkopisteelle, jolla pidettiin mittalattaa.</p><p>Pieni-Valkeisen tunnettu korkopiste (+99,064 m, N2000) sijaitsi läheisellä kaivonkannella, joten pystytimme kolmijalan järven ja kaivonkannen väliin. Silloin samasta pisteestä onnistui tehdä vaaditut tähystykset: ensin tunnettuun korkopisteeseen, seuraavaksi järven rantaan ja lopuksi tarkistustähystys tunnettuun pisteeseen. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfgg7VBmnR4vUbgDuTebGIeBmW1j4AZYJfVDO2s8TQHp8WhlTbA3i_9S-Vk_qf2zUSqh1ifGqNBMbwkSPsKCwqH9TlQNiJNkQ2uCcAp83o7OerBuHDOECvCm5Td2nRKZZgzVMGJ1RY7COt28FYCTzTIFPtNG58tbgIchFwWMTAZky5xcYdGsRsAhdpi_JT/s1024/IMG-20231003-WA0009.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfgg7VBmnR4vUbgDuTebGIeBmW1j4AZYJfVDO2s8TQHp8WhlTbA3i_9S-Vk_qf2zUSqh1ifGqNBMbwkSPsKCwqH9TlQNiJNkQ2uCcAp83o7OerBuHDOECvCm5Td2nRKZZgzVMGJ1RY7COt28FYCTzTIFPtNG58tbgIchFwWMTAZky5xcYdGsRsAhdpi_JT/w300-h400/IMG-20231003-WA0009.jpg" width="300" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilbTxD9KhGUF3KO8msddAUP9AcVEbcHXUgUc0OnRwrR-lvTKSiuiGYTy9H6N8aWhNvsdukdy1n62JZOpv_1WcI3I7d7fREMxh5yXntvSzk9pwsJI1bUOHUgS8T8ttTdgfhEQKVwCBEa-atr1aOFPdWcsZzz5ypF_NDjySdWOKGIXsXTQOorxk4mBgRb53K/s2048/IMG-20231003-WA0003.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilbTxD9KhGUF3KO8msddAUP9AcVEbcHXUgUc0OnRwrR-lvTKSiuiGYTy9H6N8aWhNvsdukdy1n62JZOpv_1WcI3I7d7fREMxh5yXntvSzk9pwsJI1bUOHUgS8T8ttTdgfhEQKVwCBEa-atr1aOFPdWcsZzz5ypF_NDjySdWOKGIXsXTQOorxk4mBgRb53K/w300-h400/IMG-20231003-WA0003.jpg" width="300" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="text-align: left;">Ryhmämme sai tunnetulle pisteelle tähystettäessä latan lukemaksi 1,551 m ja järvenrannassa 3,332 m. Tarkistustähystys tunnetulle pisteelle tuotti saman tuloksen kuin ensimmäinen tähystys. </span></div><div class="separator" style="clear: both; text-align: justify;"><span style="text-align: left;">Pieni-Valkeisen pinnankorkeudeksi ryhmämme sai: 99,064 m + 1,551 m - 3,332 m = <span style="background-color: #b6d7a8;">97,283 m</span></span></div><p>Pieni-Valkeisen pinnankoronmittauksen jälkeen oli aika siirtyä Iso-Valkeisen rantaan ja pystyttää kolmijalka ja vaaituskoje uudelle paikalle. Iso-Valkeisen tunnettu korkopiste (+91,781 m, N2000) oli sen rannalla olevassa kannossa. Sopivan paikan löydyttyä toistimme samat tähystykset kuin edeltävällä kerralla: ensin tunnetulla korkopisteellä pidettyyn lattaan, sitten rantaan siirrettyyn lattaan ja lopuksi uudelleen tunnettuun korkopisteeseen.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk9zccBCrtIXsxeBSO1YJH42bxl76rDtjdc-ZXO7DePuY6mu8QR3-rvZn1wwJyXhfYmnRRt6ZEbCv7ooaZkwaO3PUUl2bwM8H9YZ3HPrsLGoqlGuhU2H5jCov278oVjrQKR3ZyxjAotN61fPYZV7vAVlpeJCcaVoLpWd03loHZ0u02WmaJZIX0O6jBWp7M/s2000/IMG-20231003-WA0007.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1500" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk9zccBCrtIXsxeBSO1YJH42bxl76rDtjdc-ZXO7DePuY6mu8QR3-rvZn1wwJyXhfYmnRRt6ZEbCv7ooaZkwaO3PUUl2bwM8H9YZ3HPrsLGoqlGuhU2H5jCov278oVjrQKR3ZyxjAotN61fPYZV7vAVlpeJCcaVoLpWd03loHZ0u02WmaJZIX0O6jBWp7M/w300-h400/IMG-20231003-WA0007.jpg" width="300" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw-nBoQZkVaCg7vdkxHedOKw18MAignt0YK3_MWdovdOJMXm3Bm0drVVNvK6J8jN2a6C8C3-fdDdubzcQhjrqdIUdnJkh_Wig0liTw_54tRP10IE_BcvmtT-luw1HqOVom8KaQ6vS_FN3kwNHjVwCGke8I8dER7lGn4ESE9Js4vnnacJ26jZtRvseFseEh/s2000/IMG-20231003-WA0006.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1500" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw-nBoQZkVaCg7vdkxHedOKw18MAignt0YK3_MWdovdOJMXm3Bm0drVVNvK6J8jN2a6C8C3-fdDdubzcQhjrqdIUdnJkh_Wig0liTw_54tRP10IE_BcvmtT-luw1HqOVom8KaQ6vS_FN3kwNHjVwCGke8I8dER7lGn4ESE9Js4vnnacJ26jZtRvseFseEh/w300-h400/IMG-20231003-WA0006.jpg" width="300" /></a></div><br /><p>Iso-Valkeisella tunnetulla pisteellä latan lukemaksi tähystettiin 0,665 m ja vedenrajassa 2,765 m. Tarkistustähystyksen lukema oli 0,667 m. Iso-Valkeisen pinnankorkeudeksi määritimme: 91,781 m + 0,665 m - 2,765 m = <span style="background-color: #b6d7a8;">89,681 m</span></p><p><span style="background-color: white;">Kun mittaustuloksiamme vertaa muiden ryhmien saamiin tuloksiin, ovat ne hyvin samankaltaisia. Järviwikin mukaan Pieni-Valkeisen pinnankorko on 96,3 m ja Iso-Valkeisen 89,1 m. Sateinen kesä ja syksy selittävät, miksi järvien pinnat ovat tällä hetkellä laajemminkin tavallista korkeammalla.</span></p><p>Mahdollisia mittausvirheitä vaaitukseen aiheutti kolmijalan ja vaaituskojeen tasauksessa olleet epätarkkuudet. Iso-Valkeisen rannalla kolmijalka piti pystyttää pehmeään maahan, joka sateisen yön jälkeen oli tavallista pehmeämpi. Tämä saattoi hieman muuttaa kolmijalan sijaintia mittauksen aikana.</p><p><b>Virtaaman mittaaminen V-padon ja volymetrisen menetelmän avulla</b></p><p>Sateinen yö oli puolellamme virtaamamittausten tekemisessä: Pieni-Valkeisen tulo- ja poistouomassa riitti vettä! Valitsemamme mittauspisteet on esitetty alla olevassa kartassa.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjypO3KH4ajICR3snHBfeY8Fnssn1iFfNygvUTcNIlEX1aTWaHVkTMGo6WkFEcYMcCmMe64WkkSpCqkDfBFqWje70N8mJ-FFmFjdtDdfI1UHQ7XX3AN6fHOhS253fkadL-B6zW6rw9U6AZ1OUmVs9H_hI-oQoKVQWCvUKWAKb_mGUqrAoC9oOEXXAdFY8rT/s3507/V-padot%20kartalla.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="436" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjypO3KH4ajICR3snHBfeY8Fnssn1iFfNygvUTcNIlEX1aTWaHVkTMGo6WkFEcYMcCmMe64WkkSpCqkDfBFqWje70N8mJ-FFmFjdtDdfI1UHQ7XX3AN6fHOhS253fkadL-B6zW6rw9U6AZ1OUmVs9H_hI-oQoKVQWCvUKWAKb_mGUqrAoC9oOEXXAdFY8rT/w615-h436/V-padot%20kartalla.png" width="615" /></a></div><p>Aloitimme virtaamamittaukset poistouomasta, johon asensimme ensin pressupohjaisen V-padon. Tiivistimme padon uoman pohjalle ja reunoille hiekalla ja irtokivillä, jotta ohivirtaaman osuus olisi mahdollisimman pieni. Padon V-aukossa on mitta-asteikko, josta luetaan padottuneen veden pudotuskorkeus.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5kUX9dEJ1vmwKSXrduJiWRRv9mlHL19s1ZaEbJiNXuqL2QLB-A8WfaRaRbNidrc0Tf5JI9fbzYmuSEg2kVTuFh9Uuuw4k6rAKOAozz4maeC2TNm85aKfe_eawPB8pSNjPxNshDwLvOxzJg_lfGILnbcpbB2KGH4N2ckINB7Z2IL1lr7FHq6b5nSrh-Udx/s2048/IMG-20231003-WA0018.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1537" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5kUX9dEJ1vmwKSXrduJiWRRv9mlHL19s1ZaEbJiNXuqL2QLB-A8WfaRaRbNidrc0Tf5JI9fbzYmuSEg2kVTuFh9Uuuw4k6rAKOAozz4maeC2TNm85aKfe_eawPB8pSNjPxNshDwLvOxzJg_lfGILnbcpbB2KGH4N2ckINB7Z2IL1lr7FHq6b5nSrh-Udx/w300-h400/IMG-20231003-WA0018.jpg" width="300" /></a></div><br />Padon asentamisen jälkeen arvioimme putoavan veden korkeudeksi 10 cm eli 0,1 m. Poistouomassa olleen padon ohivirtaamaksi ja mittavirheeksi arvioimme 10 %.<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvI20WlQ2vXr2OgRVBdMdZPXvbXypM_lwU0g0-m5-v5dmSJ-0dxIsutawifpoUvgaXHjpwFiPhVKIswcacIpt8CZMvz1DsPOrIP0xveY-jjwyhOEoH-NY7ClnMr93tCinpUPPKtX-2wy_PYTyJDaiIbgJo42Oc36kHI9vWTfB8U6XmFyecswwvJRL2nNZh/s4032/20231003_101244.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvI20WlQ2vXr2OgRVBdMdZPXvbXypM_lwU0g0-m5-v5dmSJ-0dxIsutawifpoUvgaXHjpwFiPhVKIswcacIpt8CZMvz1DsPOrIP0xveY-jjwyhOEoH-NY7ClnMr93tCinpUPPKtX-2wy_PYTyJDaiIbgJo42Oc36kHI9vWTfB8U6XmFyecswwvJRL2nNZh/w300-h400/20231003_101244.jpg" width="300" /></a></div><div><br /></div>Poistouoman jälkeen V-pressupato siirrettiin tulouomaan. Padolle oli hankala löytää sopivaa paikkaa. V-pato toimii parhaiten, kun uomassa on tarpeeksi kallistusta, mutta Pieni-Valkeisen tulouoma on erittäin loiva. Asensimme padon parhaaksi katsomaamme paikkaan, ja tiivistimme sen samaan tapaan hiekalla ja irtokivillä kuin aiemminkin.<div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl64CLDwbILyrryd82QecYel6E8ief-Llmzor2L39SPDzV-QlF7MI8wuDNqKGxHWMXfEP_Nhky8Mz2mwAJ8VUfw4K0rTC9iZ7KQK7j2PBaAyP6XbKUA3IX8q-Lgx5cHe0q3z8gGYKJJfNOziRMb_MbVQ3q7asqSikK21Nvbxrvnvjwvkaw-_uNAX51CtXC/s2000/IMG-20231003-WA0005.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1500" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl64CLDwbILyrryd82QecYel6E8ief-Llmzor2L39SPDzV-QlF7MI8wuDNqKGxHWMXfEP_Nhky8Mz2mwAJ8VUfw4K0rTC9iZ7KQK7j2PBaAyP6XbKUA3IX8q-Lgx5cHe0q3z8gGYKJJfNOziRMb_MbVQ3q7asqSikK21Nvbxrvnvjwvkaw-_uNAX51CtXC/w300-h400/IMG-20231003-WA0005.jpg" width="300" /></a></div><br /><div>Tulouoman padon pudotuskorkeudeksi arvioimme 6 cm eli 0,06 m. Uoman mataluus ja tasaisuus aiheutti suuremman padon ohivirtaaman, minkä vuoksi arvioimme ohivirtaamaksi 30 %.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiuzT79cqXLvfIoIpzwTRjG3AF6av14VfOXutHRMa8cE-9UwFkJ6T_klFywrzhURaTOx2_4CJLGcly0w-W3c6yLczQIbZ_N_EHWQN87rpLMXWUBQHtLItuDbiUWqxxWnvXiFfl8fgNTKEMhKSyK2CRa_8wWfRPQdanOsBNtpYvziA6thITFQHIz_nXmpIZ/s4032/20231003_105031.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiuzT79cqXLvfIoIpzwTRjG3AF6av14VfOXutHRMa8cE-9UwFkJ6T_klFywrzhURaTOx2_4CJLGcly0w-W3c6yLczQIbZ_N_EHWQN87rpLMXWUBQHtLItuDbiUWqxxWnvXiFfl8fgNTKEMhKSyK2CRa_8wWfRPQdanOsBNtpYvziA6thITFQHIz_nXmpIZ/w300-h400/20231003_105031.jpg" width="300" /></a></div><br /><div>Virtaaman laskennan teimme alla olevalla kaavalla:<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhuUHyPcnYXLfQv6mX1sWGQhh_j4V381-rv00Jq-GI8ZdARzjS3f-O7NSm69EeqMtRDNzPSoQ-qIvaNpyGq1EpPtnVr9OuU-Ge4F_EXatLbqQeXO_s3BACIG1j67er95fvkfPxtijX7z1093Teyf4ecl_ycXoRtdQrEwm0KGgr8E0tay8rb_jtos3frg9Vz" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="340" data-original-width="595" height="227" src="https://blogger.googleusercontent.com/img/a/AVvXsEhuUHyPcnYXLfQv6mX1sWGQhh_j4V381-rv00Jq-GI8ZdARzjS3f-O7NSm69EeqMtRDNzPSoQ-qIvaNpyGq1EpPtnVr9OuU-Ge4F_EXatLbqQeXO_s3BACIG1j67er95fvkfPxtijX7z1093Teyf4ecl_ycXoRtdQrEwm0KGgr8E0tay8rb_jtos3frg9Vz=w397-h227" width="397" /></a></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjni8OiZnhvNrpqEveheHeg--wD3Z9SvY9xxO8ZNAugbThQEHFVYiVAI_GHDpluNb4IcAqLSnU3Kf5iuf2DiriLSnPH57sEyDiXxNdzRUalIhcR5H1guobiBErfWcPEG2ABih9v1D-912Ee3uHAxyjmH6b4eTfYnt7j-ygXPKrAanSC1U_vDxSz8e6fC9et" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="132" data-original-width="681" height="79" src="https://blogger.googleusercontent.com/img/a/AVvXsEjni8OiZnhvNrpqEveheHeg--wD3Z9SvY9xxO8ZNAugbThQEHFVYiVAI_GHDpluNb4IcAqLSnU3Kf5iuf2DiriLSnPH57sEyDiXxNdzRUalIhcR5H1guobiBErfWcPEG2ABih9v1D-912Ee3uHAxyjmH6b4eTfYnt7j-ygXPKrAanSC1U_vDxSz8e6fC9et=w408-h79" width="408" /></a></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">V-padon lisäksi mittasimme poistouomasta virtaaman volymetrisesti. Volymetrisessä mittauksessa vapaasti putoava vesi kerätään astiaan tietyn ajan, minkä jälkeen kerätty vesimäärä mitataan. Mittausta varten tarvitsimme (padon lisäksi) saavin, sekuntikellon ja mitta-astian.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0fvvjHUKBAbJhBxalXEV_Z_KzzHBCJCq44r23MFjeh-K9L2kUIITyr5bKPTMwe5-ggdp8RtdEMZcP1HOA2QhN4cfmc0u0dos842QOdYR5qVpQxY8QeSOWymz4cVMuQDPubkD4IXrwytxpqsYSFsKCy0pXlZ0MJ4D4zw-22JYbTBhtuIoyhr6gRVvSm7F-/s1024/IMG-20231003-WA0011.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0fvvjHUKBAbJhBxalXEV_Z_KzzHBCJCq44r23MFjeh-K9L2kUIITyr5bKPTMwe5-ggdp8RtdEMZcP1HOA2QhN4cfmc0u0dos842QOdYR5qVpQxY8QeSOWymz4cVMuQDPubkD4IXrwytxpqsYSFsKCy0pXlZ0MJ4D4zw-22JYbTBhtuIoyhr6gRVvSm7F-/w300-h400/IMG-20231003-WA0011.jpg" width="300" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Toistimme mittauksen viisi kertaa mittausepävarmuuden pienentämiseksi, ja mittaustuloksista laskimme niiden keskiarvon. Volymetrisen mittauksen perusteella poistouoman virtaamaksi saimme 3,58 l/s. </div><div class="separator" style="clear: both; text-align: justify;"><br /></div></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg5i3KcgxTiOjZlB5kVnT2XyQtGJQP4iRG9WCgI1AdS-2NsONHhSPd3EVSWjiEj_qnXhNeCU-S9x_2iaVpTuSdGsnO3xDCvs7ZC_SuLn6FZlVeM_6R7DWxqbO4zB7xJBp0XZP8we74kQW8iZervpPfI5ZnZtnBD2LSP_DKxmf9UEkKtrI3QNeMnsL__ZJdS" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="302" data-original-width="530" height="182" src="https://blogger.googleusercontent.com/img/a/AVvXsEg5i3KcgxTiOjZlB5kVnT2XyQtGJQP4iRG9WCgI1AdS-2NsONHhSPd3EVSWjiEj_qnXhNeCU-S9x_2iaVpTuSdGsnO3xDCvs7ZC_SuLn6FZlVeM_6R7DWxqbO4zB7xJBp0XZP8we74kQW8iZervpPfI5ZnZtnBD2LSP_DKxmf9UEkKtrI3QNeMnsL__ZJdS" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><span style="text-align: justify;">Volymetrisessä mittauksessa virhemahdollisuuksia on ohivirtaamassa ja inhimillisissä tekijöissä (veden läikkymisessä tai ajanoton epätarkkuudessa). Erotus V-padosta saatuun tulokseen selittyy juuri suuremmilla inhimillisillä tekijöillä, joten volymetrinen mittaus soveltuu vain suuntaa antavaksi mittaustavaksi.</span></div></div></div></div>Emmi Nevalainenhttp://www.blogger.com/profile/14376856836405421037noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-11426656373551669452023-10-03T12:00:00.001+03:002023-10-09T09:05:38.397+03:00Ryhmä 2: Vesinäytteiden ottaminen ja kasvillisuuskartoitusTiistaina 3.10.2023 tehtävänämme oli ottaa vesinäytteet Pieni-Valkeisesta. Sää oli pilvinen ja tihkutti. Lämpötila oli 9 °C.
Vesinäytteitä tuli ottaa kolme kappaletta, jotka olivat tulouoman, poistouoman ja lähtöuoman edustalta. Kartassa sijainnit kuvattuna:
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrvjKHTpfnTTkp_fAUFgZdwYMGY7NsecUt0j5OjIm_33e1ns4FJXfMZfTgG745fcxbUcaxQJNyAxRubE3OG91nZfN0OyawI0sQC4S0dzA9wWhjDAqweVQuL_qv4eZrmyIq8N6-9TeLhi-bSt_Zgl6K_2I-xDg_LEWMflS6nfsQ7uy2DRqfdZWbIoDFORs/s960/Na%CC%88ytto%CC%88kuva%202023-10-3%20kello%2011.09.55.png" style="display: block; padding: 1em 0px; text-align: center;"><img alt="" border="0" data-original-height="708" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrvjKHTpfnTTkp_fAUFgZdwYMGY7NsecUt0j5OjIm_33e1ns4FJXfMZfTgG745fcxbUcaxQJNyAxRubE3OG91nZfN0OyawI0sQC4S0dzA9wWhjDAqweVQuL_qv4eZrmyIq8N6-9TeLhi-bSt_Zgl6K_2I-xDg_LEWMflS6nfsQ7uy2DRqfdZWbIoDFORs/s400/Na%CC%88ytto%CC%88kuva%202023-10-3%20kello%2011.09.55.png" width="400" /></a></div>
Ennen näytteenottoa näyteenottopulloihin tehtiin merkinnät: ryhmä, näytteenottopaikka, päivämäärä ja kellonaika. Lisäksi näytteenottopaikasta tehtiin havaintoja. Huomasimme tulouoman edustalla, että vedessä on paljon kasvillisuutta sekä pohjalla on paljon lehtiä ja muraa. Vesi oli myös ruskean näköistä ja näytteenoton jälkeen alkoi haista. Poistouoman edustalla samallaista hajua ei tullut ja vesikin näytti kirkkaammalta. Pohja oli kuitenkin saman näköistä kuin tulouoman luona. Laskuojan edustan vesi Iso-Valkeisessa oli kirkkainta ja puhtaimman oloista.
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA-0Iq0cJ8gZ_jKXMakAeaGGWx1G1RYq-4sMolpVTuVTB2lDEj2md53S_ZxlUpyK8_uqWmprpjp9B0VeDm-OLBR6l45P66K0Hz9E7uYSOGEIyu5QH6EZ2BFq9C1OgYQwFiUmphH6Ira7ak2ntEhIn8ZOwgDpGbtiSb5fVszXOvfvbZY-twFoHMPeue5SM/s1600/b04ad94a-4a44-4ed1-bb14-166e3ec169e4.JPG" style="display: block; padding: 1em 0px; text-align: center;"><img alt="" border="0" data-original-height="1600" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA-0Iq0cJ8gZ_jKXMakAeaGGWx1G1RYq-4sMolpVTuVTB2lDEj2md53S_ZxlUpyK8_uqWmprpjp9B0VeDm-OLBR6l45P66K0Hz9E7uYSOGEIyu5QH6EZ2BFq9C1OgYQwFiUmphH6Ira7ak2ntEhIn8ZOwgDpGbtiSb5fVszXOvfvbZY-twFoHMPeue5SM/s400/b04ad94a-4a44-4ed1-bb14-166e3ec169e4.JPG" /></a></div>
Näytteenotto tehtiin ottimella, jolloin näyte saatiin otettua hieman kauempaa rannasta. Näytepullot kiinnitettiin ottimeen, jonka jälkeen pullot huuhdeltiin järvivedellä. Tämän jälkeen näytteet voitiin ottaa pintavedestä. Otto hetkellä täytyi huolehtia, ettei ottimella kosketa pohjaan, jolloin vesi sekoittuisi. Pulloa ei voinut täyttää täyteen, sillä näytteet pakastetaan.
Näytettä ottaessa piti huomioida ettei korkin sisäpintaa tai pullon suuta kosketella, jolloin vältytään kontaminaatiolta. Meillä oli tässä hieman haasteita, sillä korkki tipahti maahan pari kertaa ja pulloa asettaessa ottimeen, myös pullonsuuhun saattoi tulla kosketusta.
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOJxl_N6Zqt6wD0YdizT9G6HYgeFGkT0gJiT17xfcvW7O-F4keYLFJ7M9YjVUYfu4SZTXIJNziAyl_nfDvhCP7cnrHPNpWGE2nm1Gem5DTvEDowu4Kv6vWLBXX-HIBwNGoHMiVb4NFVsoob2mY98UwBKZ33Y5PpJUB2U0fCNDimvbGt2gz3hFm2e5Zsvg/s4032/IMG_5914.JPG" style="display: block; padding: 1em 0px; text-align: center;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOJxl_N6Zqt6wD0YdizT9G6HYgeFGkT0gJiT17xfcvW7O-F4keYLFJ7M9YjVUYfu4SZTXIJNziAyl_nfDvhCP7cnrHPNpWGE2nm1Gem5DTvEDowu4Kv6vWLBXX-HIBwNGoHMiVb4NFVsoob2mY98UwBKZ33Y5PpJUB2U0fCNDimvbGt2gz3hFm2e5Zsvg/s4032/IMG_5914.JPG" style="display: block; padding: 1em 0px; text-align: center;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOJxl_N6Zqt6wD0YdizT9G6HYgeFGkT0gJiT17xfcvW7O-F4keYLFJ7M9YjVUYfu4SZTXIJNziAyl_nfDvhCP7cnrHPNpWGE2nm1Gem5DTvEDowu4Kv6vWLBXX-HIBwNGoHMiVb4NFVsoob2mY98UwBKZ33Y5PpJUB2U0fCNDimvbGt2gz3hFm2e5Zsvg/s4032/IMG_5914.JPG" style="display: inline !important; padding: 1em 0px;"><img alt="" border="0" data-original-height="4032" data-original-width="3024" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOJxl_N6Zqt6wD0YdizT9G6HYgeFGkT0gJiT17xfcvW7O-F4keYLFJ7M9YjVUYfu4SZTXIJNziAyl_nfDvhCP7cnrHPNpWGE2nm1Gem5DTvEDowu4Kv6vWLBXX-HIBwNGoHMiVb4NFVsoob2mY98UwBKZ33Y5PpJUB2U0fCNDimvbGt2gz3hFm2e5Zsvg/s400/IMG_5914.JPG" /></a><h1 style="color: black; text-align: left;"> Ryhmä 2: Kasvillisuuskartoitus</h1><p style="color: black; text-align: left;"><span style="background-color: white; font-family: Merriweather, Georgia, serif; font-size: 16px;">Tiistaina 3.10.2023 meidän ryhmällä oli tehtävänä suorittaa kasvillisuuskartoitus Pieni-Valkeisella. Sää oli pilvinen ja tihkutti. Lämpötila oli 9 °C. Kasvillisuuskartoituksen tarkoituksena oli havannaoida lammen kasvillisuutta sekä sen määrää. Kartoituksen suoritimme maastokatselmuksena.</span></p><p style="color: black; text-align: left;"><span style="background-color: white; font-family: Merriweather, Georgia, serif; font-size: 16px;">Kasvillisuuskartoituksen avulla saimme hieman tietoa vesistön tilasta, koska eri lajit viihtyvät erilaisissa olosuhteissa. Lammen vesikasvillisuuden avulla saadaan esimerkiksi tietoa vesistön kunnosta jonka avulla voidaan arvioida mahdollista kunnostuksen tarvetta. </span></p><p style="color: black; text-align: left;"><span style="background-color: white; font-family: Merriweather, Georgia, serif; font-size: 16px;">Vesistön kasvillisuus jaetaan 7 eri tyyppiin niiden elomuotojen mukaan. Tyypit ovat ilmaversokasvillisuus, uposlehtinen kasvillisuus, kelluslehtinen kasvillisuus, pohjaversoinen kasvillisuus, irtokellujat, irtokeijujat sekä vesisammalet. Alla kuvia kasveista, joita me löysimme lammesta ja sen läheisyydestä. </span></p><p style="color: black; text-align: left;"><span style="background-color: white; font-family: Merriweather, Georgia, serif; font-size: 16px;"></span></p><div class="separator" style="clear: both; color: black;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgYCVaoov4799JcXedMEgbIs5Z-E8N0MoHs1g4tojLfoTtgYNIOIoXgkNhsC2swaAmv3XYFye0KFe7XLiwWauHaH5sToSWXm_OUfoUw3EQUXgMPLab-gQQV5RK5FnWHIDOaiGkJuA6sf9hhy2u81H1dKOlwle5QqKE2ZDdfSJWgoUL3JJnPWI8doYVlDfQ4" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="292" data-original-width="233" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgYCVaoov4799JcXedMEgbIs5Z-E8N0MoHs1g4tojLfoTtgYNIOIoXgkNhsC2swaAmv3XYFye0KFe7XLiwWauHaH5sToSWXm_OUfoUw3EQUXgMPLab-gQQV5RK5FnWHIDOaiGkJuA6sf9hhy2u81H1dKOlwle5QqKE2ZDdfSJWgoUL3JJnPWI8doYVlDfQ4" width="192" /></a></div><div class="separator" style="clear: both; color: black;">Kuva 1. Järviruoko (Puurunen 2023)</div><div class="separator" style="clear: both; color: black;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgNsM9LX0m5yqptJ4DD-ZrfFdPLQvZEuLRbgMcoZL3FRT6uV3YaEhK02bUnG8lOKLh6sAG3b3-ibM4gPFgGIC1Fc--9XtqpisiSAQWCemQQYBCnOsxi74WsY-zSe8pPKFojTZypQZfIYLkE-nPqKQADpYkqFeR7dnTA7iIQWnO-EEFpqtKrIl065w-EV2iH" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="209" data-original-width="233" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgNsM9LX0m5yqptJ4DD-ZrfFdPLQvZEuLRbgMcoZL3FRT6uV3YaEhK02bUnG8lOKLh6sAG3b3-ibM4gPFgGIC1Fc--9XtqpisiSAQWCemQQYBCnOsxi74WsY-zSe8pPKFojTZypQZfIYLkE-nPqKQADpYkqFeR7dnTA7iIQWnO-EEFpqtKrIl065w-EV2iH" width="268" /></a></div><div class="separator" style="clear: both;">Kuva 2. Jouhisara (Puurunen 2023)</div><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgznx1kCa6bJd32JA9cEH6vHTxF93CtUJsZJ0Anupsc3ViN04GWfV2XDRzkQmV_Tqpq6ZTkaqInN9gUbpUvPSajNrG0CpT8tJioi9VWQMnpxWPUnZDXRssMg5A0SRRyjrYjqRmrDor6wB9cRJZe2w-N3m2D0cFRV3lOEGKjIcVF9nbYYUjrOSGatmMZxmQY" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="482" data-original-width="407" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgznx1kCa6bJd32JA9cEH6vHTxF93CtUJsZJ0Anupsc3ViN04GWfV2XDRzkQmV_Tqpq6ZTkaqInN9gUbpUvPSajNrG0CpT8tJioi9VWQMnpxWPUnZDXRssMg5A0SRRyjrYjqRmrDor6wB9cRJZe2w-N3m2D0cFRV3lOEGKjIcVF9nbYYUjrOSGatmMZxmQY" width="203" /></a></div><div class="separator" style="clear: both;">Kuva 3. Haarapalpakko (Puurunen 2023)</div><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhUO3Lpc5yrg67CryRN_3ZcUnR5XGMi9x6Bgzv48LtcXdsGRIDfwt35VD4UTCCp23KnDzxna5UAj3iKHpNqSWn0jDRmxBlfW9mtCCL4hSFqS8VNblWnHF1I54J3yL6xCdMyOMirENFS8bKpu3yYHsuAHk0f7MGKYLwhFuFeZjmP2kEO_8EcgqsLoEvvtaCe" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="268" data-original-width="207" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhUO3Lpc5yrg67CryRN_3ZcUnR5XGMi9x6Bgzv48LtcXdsGRIDfwt35VD4UTCCp23KnDzxna5UAj3iKHpNqSWn0jDRmxBlfW9mtCCL4hSFqS8VNblWnHF1I54J3yL6xCdMyOMirENFS8bKpu3yYHsuAHk0f7MGKYLwhFuFeZjmP2kEO_8EcgqsLoEvvtaCe" width="185" /></a></div><div class="separator" style="clear: both;">Kuva 4. Isovesiherne (Puurunen 2023)</div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgYPxSXjWBbTq7aq4yj1m3EzvOkAhCHgtSbGPEH6dSy0Gp1Kp-QjnmGM7dcp889t7PmpcuZ7WR2qvczM3jL7DKsFfQXTHHAgoe43CyWxeOq1D5Cmb5asmK3fG3jbW9jFt04GykxA3eevFD7pCdhtLh9E4CGVVTPxw3kQkXml0jNE4F6VN5dekmASJ1qEkDs" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="450" data-original-width="376" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgYPxSXjWBbTq7aq4yj1m3EzvOkAhCHgtSbGPEH6dSy0Gp1Kp-QjnmGM7dcp889t7PmpcuZ7WR2qvczM3jL7DKsFfQXTHHAgoe43CyWxeOq1D5Cmb5asmK3fG3jbW9jFt04GykxA3eevFD7pCdhtLh9E4CGVVTPxw3kQkXml0jNE4F6VN5dekmASJ1qEkDs" width="201" /></a></div>Kuva 5. Vehka (Puurunen 2023)</div><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiyqYKNEmePDAvkiE_5OXY-xxtWaSyUvvWtbrRBK1s8oQjjWfxEYBEe9teIv0HP-4rleF0FK3e9BQQ7mxO0ToHLOOEeR5Eddo6SnzYEvqSuEjvTWVDQs5HIGaNDv-tNKif3jKWxKEUhx-0F8vfkoEmW1iKdxySFSPfAki4ShhhjNFnyOHWVnXnqBad6jHG9" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="511" data-original-width="405" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEiyqYKNEmePDAvkiE_5OXY-xxtWaSyUvvWtbrRBK1s8oQjjWfxEYBEe9teIv0HP-4rleF0FK3e9BQQ7mxO0ToHLOOEeR5Eddo6SnzYEvqSuEjvTWVDQs5HIGaNDv-tNKif3jKWxKEUhx-0F8vfkoEmW1iKdxySFSPfAki4ShhhjNFnyOHWVnXnqBad6jHG9" width="190" /></a></div><div class="separator" style="clear: both;">Kuva 6. Ulpukka (Puurunen 2023)</div><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjFjZAgH7lNZKUxwc4hQnrI0qoGILqHa9GfF5NF8htk4oHXpIDXb8GlONL2Fdg3i7fPJXG3GRDPNEg46D2bKI_BXaWdkHpZ2TJ_528MxClT_2gU-dNxls0_ptEakB86pAh8i_c3lFeFhLr7BvVhy1oExIA78IlPasOVFoGDOhWNmtsv0cNvcttZgRgRSC1_" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="495" data-original-width="382" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjFjZAgH7lNZKUxwc4hQnrI0qoGILqHa9GfF5NF8htk4oHXpIDXb8GlONL2Fdg3i7fPJXG3GRDPNEg46D2bKI_BXaWdkHpZ2TJ_528MxClT_2gU-dNxls0_ptEakB86pAh8i_c3lFeFhLr7BvVhy1oExIA78IlPasOVFoGDOhWNmtsv0cNvcttZgRgRSC1_" width="185" /></a></div><div class="separator" style="clear: both;">Kuva 7. Uistinvita (Tikkanen 2023)</div><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgvM9Kg641j479WoU8nYxWNsOZkAMA0OxF9Wn21q0cDzukrreqgPtnoOqX1TrYenmjlvsq0E2-fLzJcl5EYcQRykQ61WRxTFyncYzfeaIoaXl99n-l74jlsTuUALf9KsZEdB6oHPTERxYvnHcbvIBD_KIINc--ugpsRoWCvSu6nunNOoCubN46SqMOIxzVJ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="221" data-original-width="204" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgvM9Kg641j479WoU8nYxWNsOZkAMA0OxF9Wn21q0cDzukrreqgPtnoOqX1TrYenmjlvsq0E2-fLzJcl5EYcQRykQ61WRxTFyncYzfeaIoaXl99n-l74jlsTuUALf9KsZEdB6oHPTERxYvnHcbvIBD_KIINc--ugpsRoWCvSu6nunNOoCubN46SqMOIxzVJ" width="222" /></a></div><div class="separator" style="clear: both;">Kuva 8. Kurjenjalka (Puurunen 2023)</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><br /></div><p style="clear: both;">Löytämistämme kasveista ilmaversokasvillisuuteen kuuluu järviruoko, haarapalpakko sekä jouhisara. Uposlehtiseen kasvillisuuteen kuuluu isovesiherne. Kelluslehtiseen kasvillisuuteen kuuluu ulpukka sekä uistinvita. Kurjenjalka kuuluu irtokellujiin. Eniten lammessa esiintyi järviruokoa sekä ulpukkaa. Uistinvitaa esiintyi myös paikoittain paljon.</p><p style="clear: both;"></p><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhJl2mHHDbEvt-lr9FpoACLWZRxF4UWbrUVwuwZ4CRUXMJV1Ur6P6xrBq1sM07C7bj6CZVziTr3rSC57lfOmbSmi5LL1E7CluiNSNw-Dq-8BBgN11vpJeU_yM4L55fhA_kRMVq70oZ6El5t4gQdFvfBxFWYjV4iei3XS34vvqsjvjBfgaVrG-6R0Hq4iqHs" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="178" data-original-width="219" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhJl2mHHDbEvt-lr9FpoACLWZRxF4UWbrUVwuwZ4CRUXMJV1Ur6P6xrBq1sM07C7bj6CZVziTr3rSC57lfOmbSmi5LL1E7CluiNSNw-Dq-8BBgN11vpJeU_yM4L55fhA_kRMVq70oZ6El5t4gQdFvfBxFWYjV4iei3XS34vvqsjvjBfgaVrG-6R0Hq4iqHs" width="295" /></a></div><div class="separator" style="clear: both;">Kuva 9. Eniten esiintyvät kasvit (Puurunen 2023)</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">Lammessa esiintyi Puijon puolella runsaammin järvikasvustoa sekä ranta oli alueelta suomainen. Nämä ovat merkkejä lammen rehevöitymiestä kyseisellä alueella. Rehevöityminen Puijon puolella lampea voi olla seurausta rinnemäisestä metsästä, josta ravinteet valuvat sateen mukana lampeen. Ulpukkaa esiintyi toisella puolella lampea eli päivärannan puoleisella rannalla. </div><br /><br /><p></p><div class="separator" style="clear: both;"><br /></div><br /></div></div></div></div></div></div>
Emmihttp://www.blogger.com/profile/17866642862060890959noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-21189212478721100552023-10-03T08:07:00.001+03:002023-10-03T08:07:26.636+03:00Valuma-alueen maastokatselmus ja ympäristön havainnointi <p>Tiistaina 26.09.2023 ryhmä 3 aloitti aamunsa valuma-alueen maastokatselmuksella ja ympäristön havainnoimalla. Oli pilvistä ja lämpötila 13 astetta. </p><p>Ennen harjoituksen suorittamista olimme tutustuneet alueen valuma-alueeseen ympäristöhallinnon Valuma-työkalun avulla. </p><p>Valuma-alueen olemme määrittäneet Ympäristöhallinnon VALUMA-työkalulla alla olevan karttaan ja pinta-alaksi siitä muodostuu noin 0,578 km2. Valuma-alue on nähtävissä kuvassa 1. </p><p>Tutkiessamme valuma-aluetta paikan päällä, voimme todeta ympäristön muodostuvan suojelutusta luonnosta, virkistysalueesta, omakotitaloalueesta ja näiden tieverkosta. </p><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSvOaCqfd-J-S2r8BX4Gmc5NQ1ZgSweorviDAJ5Z2CEOEDKad4lc2yeWymlYgbLDHE3_K_axQD8SpaE_XhZlK6K0st2a5RKqlP1UquTf0vg7dKr5fc0bHN91iiSXwmjgYNHKbtoJxOVlIo0g_iLjtmr-ZJ0fzdDu8aCTNigwYi8epNtzpqZFVe-YwrpIns/s3507/Valkeisen%20l.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="420" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSvOaCqfd-J-S2r8BX4Gmc5NQ1ZgSweorviDAJ5Z2CEOEDKad4lc2yeWymlYgbLDHE3_K_axQD8SpaE_XhZlK6K0st2a5RKqlP1UquTf0vg7dKr5fc0bHN91iiSXwmjgYNHKbtoJxOVlIo0g_iLjtmr-ZJ0fzdDu8aCTNigwYi8epNtzpqZFVe-YwrpIns/w594-h420/Valkeisen%20l.png" width="594" /></a></div><div class="separator" style="clear: both;">Kuva 1. Pieni-Valkeisen valuma-alue VALUME-työkalulla määritettynä</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">Pieni-Valkaisen tulo-, sivu- ja poistouomat ovat nähtävissä kuvassa 2. Pieni-Valkoiseen laskee yksi isompi tulouoma ja tulouomaan johdetaan hulevesiä. Hulevesien mukaan tulee kiintoaineita ja muita asuinalueella tyypillisiä kuormituksia. Lampeen valuma-alueella on tieverkosto ja liikennepäästöt voivat päästä hulevesien mukaan lampeen. </div><div class="separator" style="clear: both;">Lammessa on yksi poistouoma, jonka kautta vesi virtaa Iso-Valkeiseen (Kuva 2). </div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><br /></div></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_3yeoSgbi9xe72UD1Z6ErZ8bO9K4IsoFwAy6ysp5v51Lmq18ZCm1oE0GylC-KZRqjrN2m-1Lyr_UU4C7oOOL_lnU0AmeNbrxG1JLBE42xGCeXLkmCf8q2CS-Qi6nySWD2XafUX8NeQvJnEJronNdiSFzX4L73ZlofiRlS-0AXuAYIzLo-3Q7pVxSb8YxU/s3507/Uomat.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="428" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_3yeoSgbi9xe72UD1Z6ErZ8bO9K4IsoFwAy6ysp5v51Lmq18ZCm1oE0GylC-KZRqjrN2m-1Lyr_UU4C7oOOL_lnU0AmeNbrxG1JLBE42xGCeXLkmCf8q2CS-Qi6nySWD2XafUX8NeQvJnEJronNdiSFzX4L73ZlofiRlS-0AXuAYIzLo-3Q7pVxSb8YxU/w595-h428/Uomat.png" width="595" /></a></div><div class="separator" style="clear: both;">Kuva 2. Pieni-Valkeisen tulo-, sivu- ja poistouomat </div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">Pieni-Valkeiseen lammen länsirannalla on neljä pienempää uomaa. Uomista yksi syntyy kävelytien ali johdetusta rummusta. Alueella oli paljon lenkkeilijöitä ja voivat rosketessaan kuormittaa lampea. </div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: left;"> <div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjzRR3FcIPnQWuB-6khqVe_dGOaBZpQcwznd3Pnn685tMSVB6zG8cp-L2TZfKejqwuoL0XNZ6ewtF8SeNXYb7OR46afl4_XExK7Ah91i0tAUm13wyJCOc6SstDGURnwZH_NKh-INfkwWc-6U9vpQ--wmbllSzSoxs6hqVbdROm2FuqUtXMMxjgkwkNiTFq2" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="338" data-original-width="468" height="289" src="https://blogger.googleusercontent.com/img/a/AVvXsEjzRR3FcIPnQWuB-6khqVe_dGOaBZpQcwznd3Pnn685tMSVB6zG8cp-L2TZfKejqwuoL0XNZ6ewtF8SeNXYb7OR46afl4_XExK7Ah91i0tAUm13wyJCOc6SstDGURnwZH_NKh-INfkwWc-6U9vpQ--wmbllSzSoxs6hqVbdROm2FuqUtXMMxjgkwkNiTFq2=w400-h289" width="400" /></a></div></div><div class="separator" style="clear: both; text-align: center;">Kuva 3 ja 4. Länsirannan sivu-uomat ( Hoffren 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div><div class="separator" style="clear: both; text-align: center;"><div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><br /><div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/a/AVvXsEiynhAtLGHE3Gez8JgMgSJe214WZBtL4uVhlXXk_lMest2aeVNldTHko_mTxrS5MTptRQpVVphRB0PAbiqFvYSJdHqskAzyNTDM1S7nykzWehPCg46yTtthxhLsCn9LshyCTAwXKTxV__hbiNEnjwsnZYP5pb2VeaLJl3cKUYoO1sAyEOtWId7LExOnDHjz" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="448" data-original-width="672" height="267" src="https://blogger.googleusercontent.com/img/a/AVvXsEiynhAtLGHE3Gez8JgMgSJe214WZBtL4uVhlXXk_lMest2aeVNldTHko_mTxrS5MTptRQpVVphRB0PAbiqFvYSJdHqskAzyNTDM1S7nykzWehPCg46yTtthxhLsCn9LshyCTAwXKTxV__hbiNEnjwsnZYP5pb2VeaLJl3cKUYoO1sAyEOtWId7LExOnDHjz=w400-h267" width="400" /></a></div><div style="text-align: center;"> <span style="text-align: left;">Kuva 5 ja 6 . Pieni-Valkoisen sivu-uomat ( Hoffren 2023) </span></div></div></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"> </div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhfomhL9n3rGPpWOMPz3iuGQq5_jS0g7l4y1gC9x1sxCjVVmFh86injwg0Kk7Jm6sq6LiWvAK3tmnpwWSPZBrRORMz2xfZJBzenJWnhLyFc_GCBdbeb0Tglo2u0bhO9YXAXv9RCu6Oewp2avzb8iM0imuDej_c9wIgQbaR0R8baUa3LPEMZlm3_Q0qIHMG-" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="752" data-original-width="1840" height="232" src="https://blogger.googleusercontent.com/img/a/AVvXsEhfomhL9n3rGPpWOMPz3iuGQq5_jS0g7l4y1gC9x1sxCjVVmFh86injwg0Kk7Jm6sq6LiWvAK3tmnpwWSPZBrRORMz2xfZJBzenJWnhLyFc_GCBdbeb0Tglo2u0bhO9YXAXv9RCu6Oewp2avzb8iM0imuDej_c9wIgQbaR0R8baUa3LPEMZlm3_Q0qIHMG-=w569-h232" width="569" /></a></div><div class="separator" style="clear: both;">Kuva 7 ja 8 . Pieni-Valkeisen tulouoma. ( Hoffren 2023)</div><div style="text-align: left;"><span style="text-align: center;"><br /></span></div><div style="text-align: left;"><span style="text-align: center;"> </span></div></div></div></div></div></div><div class="separator" style="clear: both;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhPi0NiInLib9Fj2c40HNJdFemfSAX1E9M2pekZzCecjhMMD7dgoJ87Y6oqBMntt6QmdoQX334EMjiyjELmf6gIKPhpGM4oEDr9WdjHMI8iC_E56OhHH--aLoyqF2rQLFROw64RLJj4pGYmk787ensu0Tnw1hxVxwRjuYmrq3nvDY3VL13VpU1IySmBWQ_n" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="750" data-original-width="2048" height="214" src="https://blogger.googleusercontent.com/img/a/AVvXsEhPi0NiInLib9Fj2c40HNJdFemfSAX1E9M2pekZzCecjhMMD7dgoJ87Y6oqBMntt6QmdoQX334EMjiyjELmf6gIKPhpGM4oEDr9WdjHMI8iC_E56OhHH--aLoyqF2rQLFROw64RLJj4pGYmk787ensu0Tnw1hxVxwRjuYmrq3nvDY3VL13VpU1IySmBWQ_n=w566-h214" width="566" /></a></div><div class="separator" style="clear: both; text-align: center;">Kuva 9. Pieni-Valkeisen länsirannan maisema ( Hoffren 2023)</div><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjTcUhLvPufXpd71Z-wanFTVIMusWfCriFTDEXyh7ZxR4sdZ0-hIRf4WwJamPS7D9wWHoaYN4uaMIjPArNbWP8xJSI5222vumtCg75ZJPjVnO6Pys3a1z6FPfPFKuenc5N_ytooKFci7svUox0IunZw7p6p9WJpDOnuQJgTObIeOHezuJ-yVzHSdomp7DOa" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2048" data-original-width="1536" height="400" src="https://blogger.googleusercontent.com/img/a/AVvXsEjTcUhLvPufXpd71Z-wanFTVIMusWfCriFTDEXyh7ZxR4sdZ0-hIRf4WwJamPS7D9wWHoaYN4uaMIjPArNbWP8xJSI5222vumtCg75ZJPjVnO6Pys3a1z6FPfPFKuenc5N_ytooKFci7svUox0IunZw7p6p9WJpDOnuQJgTObIeOHezuJ-yVzHSdomp7DOa=w300-h400" width="300" /></a></div><div style="text-align: center;"> Kuva 10. Lammin länsirannan metsää ( Hoffren 2023)</div><br /><br /></div><div class="separator" style="clear: both;">Lammen ympäristössä kävellessämme teimme seuraavia havaintoja, lammen rannalla sijaitse muutama omakotitaloa, joista jokaisella on oma laituri. Siitä käytetään virkistyskäyttöön ja sen rannalla sijaitsee uimaranta. Pieni-valkoinen kuuluu kuopion kaupungin vapakalastusalueeseen. </div><div class="separator" style="clear: both;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjFTQrXFJJA0LAvHTA36iqcI_G0LO6TA1uc3fGtDJwS5T0ts4hEzyUQHXo3to8A7S5j6AbLmNeiv4DXFU9vEHXN0QEkg-UbRmkMteFjn_yS_WI5zxS4jnOBV0H2WXNR9xj5mvZhDzwRNRXACM75AvJvM2cobSV3W_3kYGgL4AbLspmivlOxchEcm0p_zjbJ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="568" data-original-width="2048" height="158" src="https://blogger.googleusercontent.com/img/a/AVvXsEjFTQrXFJJA0LAvHTA36iqcI_G0LO6TA1uc3fGtDJwS5T0ts4hEzyUQHXo3to8A7S5j6AbLmNeiv4DXFU9vEHXN0QEkg-UbRmkMteFjn_yS_WI5zxS4jnOBV0H2WXNR9xj5mvZhDzwRNRXACM75AvJvM2cobSV3W_3kYGgL4AbLspmivlOxchEcm0p_zjbJ=w570-h158" width="570" /></a></div><br /></div><div class="separator" style="clear: both; text-align: center;">Kuva 11. Pieni-Valkeisen uimaranta ( Hoffren 2023)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both;">Aluetta ympäröivät lenkkipolut ja lammen ympärillä on osittain soita. Valuma-alue muodostuu suurilta osin kangasmetsästä sekä kuusimetsästä. Mukana on lisäksi lehtipuita, kuten koivua ja leppää. </div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh3dmN-0hRqVfmYpgB3yUDdAB3-ti3CSDzf4SmUDitXnfQT9RKYeBrHCefFw_78fHrkYZqlL2WcgdZpCuAc7KRgTPZMxiMxkdO0_nUOPt91cocxlSA7pSk83ubLQOBiwYFynY3UbwfI8q98RIf8XWXKPqKdzmpyaHZCnpUUBX4hLSyCKizDiV0l1Xt6nAUH" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="574" data-original-width="2048" height="162" src="https://blogger.googleusercontent.com/img/a/AVvXsEh3dmN-0hRqVfmYpgB3yUDdAB3-ti3CSDzf4SmUDitXnfQT9RKYeBrHCefFw_78fHrkYZqlL2WcgdZpCuAc7KRgTPZMxiMxkdO0_nUOPt91cocxlSA7pSk83ubLQOBiwYFynY3UbwfI8q98RIf8XWXKPqKdzmpyaHZCnpUUBX4hLSyCKizDiV0l1Xt6nAUH=w574-h162" width="574" /></a></div><br /></div><div class="separator" style="clear: both; text-align: center;">Kuva 12. Lammen ympäröivä lenkkipolku ( Hoffren 2023)</div><div class="separator" style="clear: both;"><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div class="separator" style="clear: both;">Pieni-valkeisen mahdolliset ympäristökuormitukset tulevat huleveden mukana asuinalueilta. Lammen tulouomassa huomasimme hieman roskia.</div>Ashrafhttp://www.blogger.com/profile/12317873426629140558noreply@blogger.com0tag:blogger.com,1999:blog-7533553140127721251.post-30093258671183850242023-10-02T20:19:00.001+03:002023-10-02T20:37:28.501+03:00Ryhmä 7 syksy 2023 : Vesinäytteiden ottaminen ja kasvillisuuskartoitus<p> <b><span style="font-family: arial; font-size: medium;">Vesinäytteiden ottaminen ja kasvillisuuskartoitus</span></b></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"><span style="font-family: arial;">Tiistaina 26.9 meidän porukallamme oli ohjelmassa
vesinäytteiden ottaminen ja kasvillisuuskartoitus. Sää suosi meitä, sillä se
oli poutainen ja lämpötilakin vuodenaikaan nähden poikkeuksellisen lämmin, 12,6
astetta.</span></span></p>
<h4 style="line-height: normal; margin-bottom: 0cm; text-align: left;"><span style="background: white; color: black;"><b><span style="font-family: arial;">Vesinäytteiden ottaminen:</span></b></span></h4>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"><span style="font-family: arial;">Vesinäytteet otettiin kolmesta sijainnista, jotka olivat
Pieni-Valkeisen tulo- ja poistouoma sekä Iso-Valkeisen tulouoma. Näytteet otettiin
uoman edustalta kuitenkin lammen puolelta. Alla olevassa kartassa on esitetty näytepisteiden sijainnit.</span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="background: white; color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirCqrc__Hc0TVoqAftGR7X7XzCmMhGoCxA3mV8PNQb5LYb55vZ0glF5Ok9I8EMQg3fyVQtpDP9LpWm7ekMlD-ZiptWA6aA0591DOFKAaUBLZmv0cjIT4uDKJufwmibkeF4b6La8bMncYE-ZJ2g7re42kJyTmpd0ZDx9IYln_UwrFOU8HGJB3NdqjjVqROD/s3507/Vesinayte.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2480" data-original-width="3507" height="448" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirCqrc__Hc0TVoqAftGR7X7XzCmMhGoCxA3mV8PNQb5LYb55vZ0glF5Ok9I8EMQg3fyVQtpDP9LpWm7ekMlD-ZiptWA6aA0591DOFKAaUBLZmv0cjIT4uDKJufwmibkeF4b6La8bMncYE-ZJ2g7re42kJyTmpd0ZDx9IYln_UwrFOU8HGJB3NdqjjVqROD/w635-h448/Vesinayte.png" width="635" /></a></span></div><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"><span style="font-family: arial;">Näytteet otettiin litran pulloihin varrellisen
noutimen avulla. Noudin oli noin 2 m pitkä alumiinien jatkovarsi, johon
näytepullon sai kiinnitettyä. </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="background: white; color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Iqn8hho-Fg1JAM8e9rOS2fXRjq2bFXIOnbn84IP4KR6Fk7D-P-vAxptYDelfrsVEkILi11qWoJnaj2d9-8YzveIbzXDXa0wA4k8SYUOfiB8-OfaisvzFqAL3YmR3ulGjqQFCIHKmiyoUFHwrdtUGry0BjB6a-ODl05ud2EBTSdiyriwaHYghS7Vky7pR/s1024/IMG-20231002-WA0001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="401" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Iqn8hho-Fg1JAM8e9rOS2fXRjq2bFXIOnbn84IP4KR6Fk7D-P-vAxptYDelfrsVEkILi11qWoJnaj2d9-8YzveIbzXDXa0wA4k8SYUOfiB8-OfaisvzFqAL3YmR3ulGjqQFCIHKmiyoUFHwrdtUGry0BjB6a-ODl05ud2EBTSdiyriwaHYghS7Vky7pR/w301-h401/IMG-20231002-WA0001.jpg" width="301" /></a></span></div><span style="background: white; color: black;"><span style="font-family: arial;"><br /></span></span><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"><span style="font-family: arial;">Ennen varsinaisen näytteen keräämistä, näytepullo
huuhdeltiin tutkittavalla vedellä. Huuhteluvesi kipattiin rannalle, jotta se ei
sotke kohtaa, josta varsinainen näyte otettiin.</span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"><span style="font-family: arial;">Varsinainen näyte kerättiin veden pinnasta
ja mahdollisimman kaukaa rannasta. Pohjakosketusta ja muutakin veden sotkemista
täytyi välttää. Näytettä otettaessa ja käsiteltäessä tuli kiinnittää erityistä
huomiota siihen, että näyte ei pääse kontaminoitumaan. Kontaminaatio voi
tapahtua esimerkiksi, jos korkin tai pullon sisäpintaa kosketetaan tai näytteeseen
päätyy muuten likaa. </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="background: white; color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin3s-I7H04z6PfQ-soW0xGLgIy0o4VcWyM9oilkDJHpKFfiYeO69cQmG36kgOhAw4PGYorBuhbw6kktd6Zgh6_enKxevzZrsyfRDKJgTcfW1Fyl3X50kDJBC0658c4VaMIoDMkZsvjqhQIx7AE1DcKtij3EHEoemw8B0SEKjHlgbQ2viSvKFv-t-ZldS0b/s1024/IMG-20231002-WA0000.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="469" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin3s-I7H04z6PfQ-soW0xGLgIy0o4VcWyM9oilkDJHpKFfiYeO69cQmG36kgOhAw4PGYorBuhbw6kktd6Zgh6_enKxevzZrsyfRDKJgTcfW1Fyl3X50kDJBC0658c4VaMIoDMkZsvjqhQIx7AE1DcKtij3EHEoemw8B0SEKjHlgbQ2viSvKFv-t-ZldS0b/w352-h469/IMG-20231002-WA0000.jpg" width="352" /></a></span></div><span style="background: white; color: black;"><br /></span><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"><span style="font-family: arial;">Näytettä otettiin pulloon sen verran, että pulloon jäi
hieman ilmatilaa, jotta pullot eivät hajoa pakastettaessa. <span style="mso-spacerun: yes;"> </span>Näytteet pakastettiin jatkotutkimuksia varten
ja niistä on tarkoitus tehdä vielä laboratoriossa typen, fosforin,
kiintoaineiden sekä pH:n määritykset. <o:p></o:p></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="background: white; color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMDt9xDnAWhAjUe7LLLm24vD5Da_R85U5yDq1Rj7xisTUwU1-xNH4N6_mYiokmS9JVzSd-JXdq6DbwAtqDzsENBPZgYtDFO2slDmF6PhNj_vS3QALwbJ-OMfM9JZYr7IxhhtsBkxpOyqrhyphenhyphentU_qVEso54w_LNDwqNc0ulP7QMd_v2ChnU1lvTv7MbPPgmL/s2048/IMG-20230926-WA0008.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="517" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMDt9xDnAWhAjUe7LLLm24vD5Da_R85U5yDq1Rj7xisTUwU1-xNH4N6_mYiokmS9JVzSd-JXdq6DbwAtqDzsENBPZgYtDFO2slDmF6PhNj_vS3QALwbJ-OMfM9JZYr7IxhhtsBkxpOyqrhyphenhyphentU_qVEso54w_LNDwqNc0ulP7QMd_v2ChnU1lvTv7MbPPgmL/w388-h517/IMG-20230926-WA0008.jpg" width="388" /></a></span></div><span style="background: white; color: black;"><span style="font-family: arial;"><br /></span></span><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"><span style="font-family: arial;">Näytteiden oton yhteydessä teimme aistinvaraisia
havaintoja jokaisesta näytteenottopaikasta ja otetusta näytteestä. Tarkkailimme
veden väriä ja hajua sekä näytteenottopaikan olosuhteita. Pieni-Valkeisen
tulouoman kohdalla ranta on hyvin rehevä ja maasto suomainen. Tästä kohdasta
kerätty näyte oli väriltään kellertävä ja siinä oli rikkimäinen haju. Myös
Pieni-Valkeisen poistouoman edustalta otetussa näytteessä oli kellertävä sävy,
mutta hajua ei ollut havaittavissa. Iso-Valkeisen puolella olosuhteet olivat paljon
tuulisemmat ja vesi oli jatkuvassa liikkeessä, toisin kuin lammen puolella. Iso-Valkeisen
tulouoman edustalta otettu näyte oli kirkas ja hajuton.</span><span style="font-size: 10pt;"><o:p></o:p></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"><span style="font-family: arial;"><br /></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background: white; color: black;"><span style="font-family: arial;"><b>Kasvillisuuskartoitus:</b></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;">Kasvillisuuskartoituksessa tehtävämme oli havainnoida Pieni-Valkeisen lammen kasvilajistoa sekä sen määrää. Toteutimme kasvillisuuskartoituksen maastokatselmuksena maalta käsin. Naarasimme myös vesinäytteiden ottamiseen tarkoitetulla jatkovarrella vähän lammen pohjaa. Vesikasvillisuus kertoo vesistön tilasta, sillä eri lajit viihtyvät erilaisissa olosuhteissa. Kasvillisuuskartoituksen avulla saadaan tietoa vesistön kunnosta ja pystytään arvioimaan mahdollista kunnostuksen tarvetta. Vesikasvillisuus kertoo myös alueen kalastus mahdollisuuksista sekä vesilintujen elinympäristöstä. </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;">Vesistöjen kasvillisuus jaetaan niiden elomuotojen mukaan 7 eri tyyppiin, joita ovat: ilmaveroiskasvillisuus, uposlehtinen kasvillisuus, kelluslehtinen kasvillisuus, pohjaversoinen kasvillisuus, irtokellujat, irtokeijujat sekä vesisammalet. Yritimme löytää lammesta esimerkin jokaisesta ryhmästä ja alla ovat kasvit, joita löysimme.</span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>1. Ilmaversoiskasvillisuus</span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_G458kMIj4IeYLdXLW07HGvFTyufC4PKD6_53pXMTSre6r6nszO4fPpoZYBmSk5umiPqseVJqNRphSD85OXMImzHCSlc2RwcAtpW_Z8fq8MnOw-qeVzY_35PuMu13ONNo31eG2RojndROQUnZ-B47BiduDM146vTZLL3alzG0XdLW8MwfiU1Ch0GNGXg/s1024/J%C3%A4rviruoko.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_G458kMIj4IeYLdXLW07HGvFTyufC4PKD6_53pXMTSre6r6nszO4fPpoZYBmSk5umiPqseVJqNRphSD85OXMImzHCSlc2RwcAtpW_Z8fq8MnOw-qeVzY_35PuMu13ONNo31eG2RojndROQUnZ-B47BiduDM146vTZLL3alzG0XdLW8MwfiU1Ch0GNGXg/s320/J%C3%A4rviruoko.jpg" width="240" /></a></span></div><span style="font-family: arial;"><span style="background-color: white;"> <i> </i><i>KUVA 1. Järviruoko (Koivistoinen 2023)</i></span></span><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><i><br /></i></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1NPPtkgoxTGg7NG6M-SKCWZuSjbNQz2qZDZ0_391a8q9gv3X61wLibiMMRaYYBk6oC8Ss9fAvGfWCLSM2-nWKMerP-zdF8pkRTTpy9dbuWSy565riVYN966zdbJjZbWwDpUIZgdewzEMXorWLnVI4UfL0tTco2-RPa3_jp1OPEiC-xKrHL-NzXmo4QMI/s1024/Rantapalpakko%20(ilmaversoiset).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1NPPtkgoxTGg7NG6M-SKCWZuSjbNQz2qZDZ0_391a8q9gv3X61wLibiMMRaYYBk6oC8Ss9fAvGfWCLSM2-nWKMerP-zdF8pkRTTpy9dbuWSy565riVYN966zdbJjZbWwDpUIZgdewzEMXorWLnVI4UfL0tTco2-RPa3_jp1OPEiC-xKrHL-NzXmo4QMI/s320/Rantapalpakko%20(ilmaversoiset).jpg" width="240" /></a></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><i> KUVA 2. Rantapalpakko (Koivistoinen 2023)</i></span></div><span style="font-family: arial;"><br /></span><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>2. Uposlehtinen kasvillisuus</span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><span style="background-color: white;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD6qwuSbgZkqRSny9KlXg34qqTKbmr-uRSONYHECd6lgqmNcQBQeXiXr1YKNAlBUkByXlATLVuAZQ4IPV5HXE84eRWvvOQlNWJM1XV8g8Pxlo-VyRAV-IdwhvIVSBgO3K-cehqwGTUiXw0n8kHAhgRrTAWdNNEJ6RiVyGCa0Vla9rFMEnUVR9Zrt4bchc/s2048/Kiehkura%C3%A4rvi%C3%A4%20(uposlehtinen).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1537" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD6qwuSbgZkqRSny9KlXg34qqTKbmr-uRSONYHECd6lgqmNcQBQeXiXr1YKNAlBUkByXlATLVuAZQ4IPV5HXE84eRWvvOQlNWJM1XV8g8Pxlo-VyRAV-IdwhvIVSBgO3K-cehqwGTUiXw0n8kHAhgRrTAWdNNEJ6RiVyGCa0Vla9rFMEnUVR9Zrt4bchc/s320/Kiehkura%C3%A4rvi%C3%A4%20(uposlehtinen).jpg" width="240" /></a></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><span style="background-color: white;"><i> KUVA 3. Kiehkuraärviä tai isovesiherne (Myller 2023)</i></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><span style="background-color: white;"><br /></span></span></div><span style="font-family: arial;"><span style="background-color: white;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO8TnhO-tEhsI-MIxysSEtuVUZhJB5pflKhXUap3RkfQBNfU7ZhmKcrxgVRZgM9vcXMQ8SCgRJ0QBrKfY4P33VpdlySJf1_STOg0-fqejjPVA5-p0dO498G4QSYr9nR-6_jnwWz1691ZPNOWKmnSHHGbnQlRVdZSheTkCKaqRPp115KbN-asvSu9sRNX0/s2000/Purovita%20(uposlehtinen).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1500" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO8TnhO-tEhsI-MIxysSEtuVUZhJB5pflKhXUap3RkfQBNfU7ZhmKcrxgVRZgM9vcXMQ8SCgRJ0QBrKfY4P33VpdlySJf1_STOg0-fqejjPVA5-p0dO498G4QSYr9nR-6_jnwWz1691ZPNOWKmnSHHGbnQlRVdZSheTkCKaqRPp115KbN-asvSu9sRNX0/s320/Purovita%20(uposlehtinen).jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;"><i>KUVA 4. Ahvenvita (Myller 2023)</i></div><div class="separator" style="clear: both; text-align: center;"><i><br /></i></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirVATjS9FMF10SAl-gw8QHtLwh78dhITuBg9V6M7VivKBQ9ns2khSi7kxPlf7FewU_9JxvRfUczanOYM6Zb7P8sc3WqaAdKq_dEkKCwOpEMWTTlDrpUMDnyl_K-gyR4_hKM8Tf5NUNI3VDOpE9v2EvzyUI2-zV-ZMhefb3fZOhwo6SKPXZma3H3NStCpY/s2048/Vesirutto%20(uposlehtinen).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1537" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirVATjS9FMF10SAl-gw8QHtLwh78dhITuBg9V6M7VivKBQ9ns2khSi7kxPlf7FewU_9JxvRfUczanOYM6Zb7P8sc3WqaAdKq_dEkKCwOpEMWTTlDrpUMDnyl_K-gyR4_hKM8Tf5NUNI3VDOpE9v2EvzyUI2-zV-ZMhefb3fZOhwo6SKPXZma3H3NStCpY/s320/Vesirutto%20(uposlehtinen).jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;"><i> KUVA 5. Vesirutto tai vesisammal (Väätäinen 2023)</i></div></div><div class="separator" style="clear: both; text-align: center;"><i><br /></i></div></span></span><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>3. Kelluslehtinen kasvillisuus</span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span><br /></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><span style="background-color: white;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZDZA6KaGWFXgtO5HBiScXL0TG6SKGAqS92zkUKWYhseHuM6jG7iE11Y9l9-Fa34MYxPFV6V_8LvCDWX_3NvP5tjgNWxqOTgyeA6wD1BltgQc2FxE_Xyr3ZIR1tGmNQJCJVGxu278b2KrY_mukm7mxBd3evxPme2HcHwlC5NV-UwV1sEQvzanm7Q_txxk/s2000/Ulpukka.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1500" data-original-width="2000" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZDZA6KaGWFXgtO5HBiScXL0TG6SKGAqS92zkUKWYhseHuM6jG7iE11Y9l9-Fa34MYxPFV6V_8LvCDWX_3NvP5tjgNWxqOTgyeA6wD1BltgQc2FxE_Xyr3ZIR1tGmNQJCJVGxu278b2KrY_mukm7mxBd3evxPme2HcHwlC5NV-UwV1sEQvzanm7Q_txxk/s320/Ulpukka.jpg" width="320" /></a></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><span style="background-color: white;"><i>KUVA 6. Ulpukka (Myller 2023)</i></span></span></div><span style="font-family: arial;"><span style="background-color: white;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMgJAn0pnTQjBxDfXUYUWbPmYQdQX6gDHSsweoY3pZtsHrTLZonGZm_4QTRQcOxaH5uPX6eoJ7SrjnYV0ge_N7-9HhErR-QRYnn0sNJdlVE1aIDRFrxhcD1zt_2MPic2Nutfods6ec2Luro7FdLYcsZmj4Ea1pHvXgwOTf5BmApI2EnXGK_h28z4KVm_I/s1024/uistinvita%20(kelluslehtinen).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMgJAn0pnTQjBxDfXUYUWbPmYQdQX6gDHSsweoY3pZtsHrTLZonGZm_4QTRQcOxaH5uPX6eoJ7SrjnYV0ge_N7-9HhErR-QRYnn0sNJdlVE1aIDRFrxhcD1zt_2MPic2Nutfods6ec2Luro7FdLYcsZmj4Ea1pHvXgwOTf5BmApI2EnXGK_h28z4KVm_I/s320/uistinvita%20(kelluslehtinen).jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;"><i>KUVA 7. Uistinvita (Koivistoinen 2023)</i></div><div class="separator" style="clear: both; text-align: center;"><i><br /></i></div></span></span><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>5. Irtokellujat</span></span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><span style="background-color: white;"><span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFlI3F4d7Y1FLQCnLfmBoMuZzXz-VBQwJSuBSHJ2xJz1PmyHHV83P7gmDREpi3VmhxhcN3mQXY6C3Pi5xhd5NYFdiDJwTOAdAWIELDZH_9UOQAQ2r751b8Y_mVRFo6t3dBjIV5FX5LAmkjXe91SotMBFaUZh7nJLB1gBKsRkwPFtU6lE-KvtRCvPHPtIc/s1024/Pikkulimaskaa%20ja%20kurjenjalka%20(irtokellujat).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFlI3F4d7Y1FLQCnLfmBoMuZzXz-VBQwJSuBSHJ2xJz1PmyHHV83P7gmDREpi3VmhxhcN3mQXY6C3Pi5xhd5NYFdiDJwTOAdAWIELDZH_9UOQAQ2r751b8Y_mVRFo6t3dBjIV5FX5LAmkjXe91SotMBFaUZh7nJLB1gBKsRkwPFtU6lE-KvtRCvPHPtIc/s320/Pikkulimaskaa%20ja%20kurjenjalka%20(irtokellujat).jpg" width="240" /></a></span></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><span style="background-color: white;"><span><i>KUVA8. Vedessä pikkulimaskaa sekä keskellä kurjenjalka (Koivistoinen 2023)</i></span></span></span></div><span style="font-family: arial;"><span style="background-color: white;"><span><br /><span><br /></span></span></span></span><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span><span><span> </span></span></span></span></span><span style="background-color: white; font-family: arial;">Lammen tyypillisimpiä kasveja olivat järviruoko ja ulpukka </span><i style="background-color: white; font-family: arial;">(kuva 9)</i><span style="background-color: white; font-family: arial;">. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvD32dpVxTBLheNFDV7J_kLco0WtM095E0cn68aPS-e89bUA_w2ju_Je_TlLt8X0W9zoX0lSVH3remBqfyd_M2f9x0qvZKnjcia0SVD1vLJZvr9RuIUsPbwdmYvbnOaItdmIULjjZISAJ-VCVJoUGlMKrX3zeN_WPe-8k00p63qobFstLgiuAlo-mxI9g/s688/Pieni-valkeinen%20merkinn%C3%B6ill%C3%A4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="683" data-original-width="688" height="418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvD32dpVxTBLheNFDV7J_kLco0WtM095E0cn68aPS-e89bUA_w2ju_Je_TlLt8X0W9zoX0lSVH3remBqfyd_M2f9x0qvZKnjcia0SVD1vLJZvr9RuIUsPbwdmYvbnOaItdmIULjjZISAJ-VCVJoUGlMKrX3zeN_WPe-8k00p63qobFstLgiuAlo-mxI9g/w421-h418/Pieni-valkeinen%20merkinn%C3%B6ill%C3%A4.jpg" width="421" /></a></span></div><span style="font-family: arial;"><span><i><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span>KUVA 9. Tyypillisten kasvien esiintyminen Pieni-Valkeisella (Myller 2023)</span></i><br /></span></span><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span>Puijon puolella havaitsimme runsasta järviruokokasvustoa ja ranta oli muuttunut soiseksi. Järviruoko ja soistuminen ovat merkkejä lammen rehevöitymisestä. Puijon puolella on rinnemäistä metsää, josta ravinteet valuvat sateen mukana lampeen. Tämä on varmasti iso tekijä Puijon puoleisen rannan rehevöitymisessä.</span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: arial;"><span style="background-color: white;"><span><span>Ulpukkaa ei Pieni-Valkeisen lammella esiintynyt mitenkään erityisen runsaasti, mutta sitä oli melkein pelkästään päivärannan puoleisella rannalla. Jos ulpukoita olisi paljon ja tiheästi sekä lehdet isoja, se kertoisi lammen rehevöitymisestä.</span></span></span></span></p>Susannahttp://www.blogger.com/profile/00086570460343559768noreply@blogger.com0