Hexane Archiv
Durchsuchbare Datenbank der geleakten AfD-Mails.
601.323 E-Mails im Archiv
Holm Leif-Erik MdB-Intern <leif-erik.holm.mdb@bundestag.de>
Fri,
AW: Internetseite
An: "Felix Krautkrämer, MdB-Büro Leif-Erik Holm" <leif-erik.holm.ma02@bundestag.de>
'Gunther Br├╝mmer' <info@afd-mv.de>
Thu,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: Danke sch├Ân f├╝r 2022
An: info@afd-mv.de
EIKE Klima & Energie <noreply@eike.tech>
Fri,
Neues von EIKE - Täglicher Newsletter
An: leif-erik.holm@afd-mv.de
Landesgeschäftsstelle <buero@afd-mv.de>
Mon,
WG: Einladung zur Pressekonferenz am 10. Januar 2023
An: vorstand@afd-mv.de
James - Fullbright <sales01@fullbrightpackaging.com>
Wed,
Custom paper packaging
An: info@alternative-mv.de
EIKE Klima & Energie <noreply@eike.tech>
Sat,
Neues von EIKE - Täglicher Newsletter
An: leif-erik.holm@afd-mv.de
Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Thu,
WG: Kontaktanfrage ├╝ber Webseite der AfD MV: Mitgliederzahlen
An: "'Felix Krautkrämer, MdB-Büro Leif-Erik Holm'" <leif-erik.holm.ma02@bundestag.de>
Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Wed,
Lauterbach kolossal gescheitert ÔÇô Kliniksterben in 2023 muss verhindert werden
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
vfuc@freenet.de
Thu,
Die Impfkampagne der Regierung = gescheitert / Mrd wurden in den Sand gesetzt / Auswertung Impfdashboard Datenstand 24.12.2022
An: vfuc@arcor.de
Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Sun,
F├╝r LaVo-Sitzung: Beispiel-Antrag Kreistage Asylpolitik
An: vorstand@afd-mv.de
Twitter <info@twitter.com>
Fri,
ƒöü ├ûRR Blog. hat getwittert: Zwei Jugendliche geraten beim Skifahren...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Duo Slim <esjewxs@newslinkes.radio.am>
Mon,
Ein Doppelschlag fur Ubergewicht
An: info@agora-verkehrswende.de
Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Mon,
Das beste Sozialpaket wäre ein schlanker Staat
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
ringo.muehlmann@afd-thueringen.de
Wed,
AW: Flyer Kommunalwahl
An: buero@afd-mv.de
Eric Schellenberger <eric.schellenberger@afd-fraktion-mv.de>
Mon,
Horst F├Ârster: Ostbeauftragter verst├Ârt mit Aussage zum ├ûlembargo
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Wed,
Presselage vom 4. Januar 2023
An: Presse | Alternative f├╝r Deutschland <Presse@afd.de>
bundesgeschaeftsstelle@afd.de
Fri,
Information ├╝ber erfolgreiches Login
An: buero@afd-mv.de
Landesgeschäftsstelle <buero@afd-mv.de>
Thu,
WG: Kontaktanfrage ├╝ber Webseite der AfD MV: Mitgliederzahlen
An: 'Leif-Erik Holm AfD' <leif-erik.holm@afd-mv.de>
Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Tue,
Embargo-Jahr wird zur Daumenschraube f├╝r die Wirtschaft
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
MIKHAIL SHAKHBAZOV <mikhail.shakhbazovfr@gmail.com>
Sat,
Fwd: LUKASHENKO
An: "grotte.tiara@pbgc.gov" <grotte.tiara@pbgc.gov>, "press@cpb.org" <press@cpb.org>, "askusda@usda.gov" <askusda@usda.gov>, "Ed.Language.Assistance@ed.gov" <Ed.Language.Assistance@ed.gov>, "dhs-oig.officepublicaffairs@oig.dhs.gov" <dhs-oig.officepublicaffairs@oig.dhs.gov>, "FOIA.OIG@oig.dhs.gov" <FOIA.OIG@oig.dhs.gov>, "public-affairs@stateoig.gov" <public-affairs@stateoig.gov>, "Ryan.D.Holden@stateoig.gov" <Ryan.D.Holden@stateoig.gov>, "whistleblowerprotection@doioig.gov" <whistleblowerprotection@doioig.gov>, "FOIA@doioig.gov" <FOIA@doioig.gov>, "OIG_WEBCOMMENTS@epa.gov" <OIG_WEBCOMMENTS@epa.gov>, "join-oig-news@lists.epa.gov" <join-oig-news@lists.epa.gov>, "Leave-oig-news@lists.epa.gov" <Leave-oig-news@lists.epa.gov>, "OIG_FOIA@epa.gov" <OIG_FOIA@epa.gov>, "OIG_Hotline@epa.gov" <OIG_Hotline@epa.gov>, "contact@gao.gov" <contact@gao.gov>, "youngc1@gao.gov" <youngc1@gao.gov>, "congrel@gao.gov" <congrel@gao.gov>, "spel@gao.gov" <spel@gao.gov>, "apqa@gao.gov" <apqa@gao.gov>, "yellowbook@gao.
Twitter <info@twitter.com>
Mon,
Dr. Daniel Stelter hat getwittert: #Staatsversagen auf kompletter Li...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Michael Pfalzgraf <Michael.Pfalzgraf@afd.de>
Mon,
Erinnerung: Pressesprecherkonferenz heute 11 Uhr
An: Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Twitter <info@twitter.com>
Thu,
Kripp-M hat getwittert: Impfgesch├ñdigte ver├Âffentlicht die Chargennu...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Twitter <info@twitter.com>
Sat,
ƒöü Tim Kellner hat getwittert: Vornamen "deutscher" Tatverd├ñchtiger!...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
'Eric Eric' <info@afd-mv.de>
Fri,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: instead, congrats
An: info@afd-mv.de
Intelligenter Haltungskorrektor <obselmv@biinikolost.wiki>
Tue,
Haltungskorrektur der Wirbelsaule
An: eallen@agnld.uni-potsdam.de
"Heinzgen, Andreas" <Heinzgen@AfD-Fraktion.berlin>
Sun,
Brinker (AfD): Angriffe auf Rettungskräfte sind inakzeptabel, aber kein Grund für Feuerwerksverbot
An: "Heinzgen, Andreas" <Heinzgen@AfD-Fraktion.berlin>
CystiNorm <ohsejff@newslinkes.radio.am>
Mon,
Vergessen Sie Harninkontinenz ein fur allemal
An: schuhteuro@agnitas.de
Intelligenter Haltungskorrektor <uzquwfm@biinikolost.wiki>
Tue,
Haltungskorrektur der Wirbelsaule
An: ron.ansmann@beresa.de
Landesgeschäftsstelle <buero@afd-mv.de>
Fri,
WG: IDS057 - Vertragsanpassung DSGV zum 1.2.2023
An: vorstand@afd-mv.de
Larry Kim <larryk@mobilemonkeynow.com>
Tue,
bring your own list (BYOL)
An: "info@afd-mv.de" <info@afd-mv.de>
Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Thu,
Migrationszahlen an Schulen verschlechtern Integration und Unterrichtsleistungen
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
holmle6 <holmle6@gmail.com>
Tue,
Antrag Asyl Kreistag Fulda
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Twitter <info@twitter.com>
Fri,
ƒöä Bj├Ârn H├Âcke hat getwittert: H├ñtte es noch eines Beweises bedurft,...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Mon,
Presselage vom 9. Januar 2023
An: Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Charles Yewou <pamelasaviour4@gmail.com>
Fri,
re
An: undisclosed-recipients:;
'Eric Eric' <info@afd-mv.de>
Wed,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: Strike when the ironÔÇÖs hot
An: info@afd-mv.de
AfD-Brandenburg Presse <presse@afd-brandenburg.de>
Mon,
Bessin: ÔÇ×Es gibt wieder mehr Kinder, aber ÔǪÔÇ£
An: info@afd-mv.de
vfuc@freenet.de
Sat,
Allg Verteilerinfo: Grundsteuererklärung in Bayern leichtgemacht / Beispiel - K. Mustermann mit Eigentumswhg + 2 TG-Stellpl. in WEG Putzbrunn
An: vfuc@arcor.de
Pressestelle AfD Fraktion MV <pressestelle@afd-fraktion-mv.de>
Mon,
Ersch├Âpfte Unterbringungskapazit├ñten: Mecklenburg-Vorpommern braucht Grenzschutz und einen eigenen R├╝ckf├╝hrungsbeauftragten!
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
EIKE Klima & Energie <noreply@eike.tech>
Mon,
Neues von EIKE - Täglicher Newsletter
An: leif-erik.holm@afd-mv.de
Presse AfD <presse-mv@afd-fraktion-mv.de>
Mon,
CDU und MV-Schutzfonds: Weit entfernt von tätiger Reue
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
'Stefan Hunglinger' <info@afd-mv.de>
Thu,
Kontaktanfrage ├╝ber Webseite der AfD MV: Mitgliederzahlen
An: info@afd-mv.de
Eric Schellenberger <eric.schellenberger@afd-fraktion-mv.de>
Mon,
Diskussion um B├Âllerverbot absurd: Krawallursachen klar und ehrlich benennen!
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Thu,
Presselage vom 5. Januar 2023
An: Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Deutsche Generatoren <bestellen@notstrom-generatoren.com>
Mon,
Ohne (autarke) Strom-Erzeuger ist Horror. Wenigstens mit dem Aggregat 2,5 kW Dauer(autarke) Strom-Erzeuger
An: pressesprecher@alternative-mv.de
Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Thu,
Presselage vom 5. Januar 2023
An: Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Sebastian Lux <sebastian.lux@afd-fanshop.de>
Sun,
RE: Mitgliederflyer Weidel & Tasse JA
An: Dominik Strasser <ds@dominikstrasser.de>
Sebastian Lux <sebastian.lux@afd-fanshop.de>
Sun,
RE: Angebotserstellung
An: Dominik Strasser <ds@dominikstrasser.de>
Sebastian Lux <sebastian.lux@afd-fanshop.de>
Thu,
FW: Auftragsbestaetigung 685183-1638
An: VIP Service || Druckerei WIRmachenDruck <vip-service@wir-machen-druck.de>
Die Impfkampagne der Regierung = gescheitert / Mrd wurden in den Sand gesetzt / Auswertung Impfdashboard Datenstand 24.12.2022
Von: vfuc@freenet.de
An: vfuc@arcor.de
Datum: Thu, 29 Dec 2022 06:15:07 +0000
.fr-emoticon.fr-emoticon-img {
background-repeat: no-repeat !important;
font-size: inherit;
height: 1em;
width: 1em;
min-height: 20px;
min-width: 20px;
display: inline-block;
margin: -0.1em 0.1em 0.1em;
line-height: 1;
vertical-align: middle;
}
.fr-emoticon {
font-weight: normal;
font-family: "Apple Color Emoji","Segoe UI Emoji","NotoColorEmoji","Segoe UI Symbol","Android Emoji","EmojiSymbols";
display: inline;
line-height: 0;
}
Die Impfkampagne der Regierung = gescheitert / Milliarden wurden in den Sand gesetzt / Beweislage in 3 KapitelnVolker Fuchs 29.12.2022Kap A) Bund versucht Lieferung überschüssiger Corona-Impfstoffe zu stornieren https://www.welt.de/politik/deutschland/article242707335/Bund-versucht-Lieferung-ueberschuessiger-Corona-Impfstoffe-zu-stornieren.html (https://www.welt.de/politik/deutschland/article242707335/Bund-versucht-Lieferung-ueberschuessiger-Corona-Impfstoffe-zu-stornieren.html" target="_blank) Ein Bericht der Welt vom 15.12.2022160 Millionen eingekaufte Dosen Corona-Impfstoff werden laut Gesundheitsministerium nicht mehr benötigt. Nun möchte man die Bestellung stornieren oder zumindest reduzieren – dazu wird mit der EU-Kommission verhandelt. Die Kosten dieser Fehlbestellung liegen in der Größenordnung von 3 Mrd Euro, ausgehend von einem Preis von 20 € je Impfdose. Für dieses Geld kann man 938 Windkraftanlagen erstellen (beliebtes Hobby der Ampelregierung) mit einer Effizienz von 25% = 0,47 MW (Preis 2021 - 3,2 Mio je WKA) / Gesamtleistung = 441 MW. Damit kann man schon einige Haushalte mit Strom, statt mit Genspritzen versorgen, obwohl der DEU-Strom der teuerste der Welt ist - ein fürwahr unvergessliches Werk, angeleiert von der besten Physikerin + berühmtesten DDR-Import, aller Zeiten. Und auch die Option ein Heer von Wohlstandsflüchtlingen / Sozialaspiranten, versorgen wäre hier gegeben. Kap B) Auswertung Impfdashboard Datenstand 24.12.2022 https://impfdashboard.de (https://impfdashboard.de" target="_blank)/ Quelle RKI, BMG Auswertung Impfdashboard Datenstand 24.12.2022 https://impfdashboard.de/ (https://impfdashboard.de/" target="_blank) 1. Aktueller Impfstatus 23.12.2022 NrAnzahl Bezug 113 Tsd. Impfdosen wurden an diesem Tag verabreicht 213 Tsd. Davon als Omikron-Impfstoff 363,5 Mio Gesamtbevölkerung sind grundimmunisiert 476,3% zug. Bevölkerungsanteil 2. Impfstatus NrImpfstatusAnzahlProz 11 x geimpft64,8 Mio77,9% 22 x geimpft63,5 Mio76,3% 33 x geimpft52,1 Mio62,6% 44 x geimpft12,2 Mio14,7% 5Ungeimpfte18,4 Mio22,1% Die zug. Grafik zum Impfstatus, zeigt überdeutlich die schwache Akzeptanz der Impfkampagne des Bundesgesundheitsministers Lauterbach. Nurmehr 12,2 Mio ließen sich aktuell die 4. Genspritze verpassen. Alles auf Kosten eines funktionierenden Immunsystem. Die Ema hatte ja schon vor der ersten Boosterung gewarnt. Die Geschichte = in die berühmte Hose gegangen, Mrd. von Steuergeld wurden in den Sand gesetzt. <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAv8AAAC+CAYAAACiYGDCAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADUaSURBVHhe7Z3Bleu4rkVvIJ1FjyqCDuLNPewYXgYev0Qqip9BBVMfAEmZoiFZFiAJJs9e69xblimKEEXwiHK5/vwCAAAAAAAAhgDmHwAAAAAAgEGA+QcAAAAAAGAQYP4BAAAAAAAYBJh/AAAAAAAABgHmHwAAAAAAgEFQzf+fP38gCIKgD5EFrT4IgiDoc/Qui+YfAABAfKz5GvkeAAA+F5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5h/AAAYDJh/AAAYF5j/0/n+vdG54vPF+rr/5O2Z75u+vZDfT/r6VYv93H+/Spnbd97Iu1b73VM91dsAgEHgsW/Buj8AAIDr2JPDYf538/N7/3oY8mTGawOf36dzqZv/fOMw2/9GWxuy+f/6+vr983WnWmWj1C3blm4aAABDAPMPAADjAvN/JtmUL622/9zZrH8l466582Lq83tSXjPyU7k73SyUmwO+cbj93ss+9cp//aTAfGOw/GQjtffFcWZPNhbK1e2tTiaebACwDR4bFqz7AwAAuI49ORzmfy9ibMnc59V91mROxdCSaf2eG/w5b678379/73QzIVXxtq/77/eT+Z/XuXhDsYmVJxvFsMt75QnHc9sXY6op8eHJBgC7sOZr5HsAAPhc9uRwmP+dlJXvYuwf5rgyzZNxX3Kv9cr6gkmu6uBjiN/mGw/6YTL32fw/meWXx18h75u9/wo53sm4F5a2N0xt3Phkg8n7pPOGmwMwNjwOLFj3BwAAcB17cvhh5n/+sZCkyYRWHwdZNJevyijmNB2zMdFc7pUB3UNu33T8/HpmwCdjqxy9eW9xlb4qx2Xa/2tz/LxSPn8S8BYSz8KTjYlcv3p+6xubpf2JKb4tTzZ4h3lMi+cNgEHgsWHBuv+cdOM+G+pLufxVjmeeypQnjY8cwEgeWKwEAAD6hfPhuxxm/meIwatXdSuT104UwoYyYhDJnE4JnycFNqtafQcg7aomrWqSUtVMTMm0Pu//NH/l48hNApehAuUJwEvzX+/7JqV9Zd/Zx34a1I/3NMdeNOlVuVdPNmYxl3oMMQLQAzw2LFj3f1Bu+OtcsJTLd84DOTfQhsdigZTT9gcAgP7Zk8NPMf+TqWM4iU8rxXUCr3ijzP1eytEEcKPXrfmv6iqGlmU3i3kFKge2xQCLqaXXae6av7fFHMvPFN8tn48nc0zngsuWNi3WuYX2ZqR9XbP2XqE9F4VqO7e3/f+l+ZeJ/xEzAKPBY8OCdf8E50POf40Rl5yl5PKl7TVaGc4FMtYf+3DufcorAAAwCHty+PHmf5bAiWnlJjG7MShsKZPr/abJQPI+7ZM+OrJg/vn/aVKqVpRMZOMpWpi86L1pYmpNcn5d9BQjM6uDJzwqm8+nZo5L+VSnIcZcT9tWtY1r7xXac1Got3M9VEnp703mf6leAAaBx4YF6/5zGvOfx3RhyuVL22vUMjkHUpvlPR7/9fwCAACDsSeHH27+OWHPjNnupJ9fFErSp7JpDuCbAJ4YFsz/ljoJmVQa/fe//3XTf/7+8/v3f/T3Yunf33/+ovj//o+85nb/+fP373/4vf/8Leflr3/+nb+Xt0t8TZl///mLXv/1+8+/9TFI//7z+1cpxz//9ffv33+lctM+/1T15vKlXYv1QtCHaS88NixY959ztPnPLzJlG//Pcax9wYC8X0nrAwiCoKu0F85n73Kw+W8mAma2UvN4dDvjrTJ0jOnjPnbz3+J3Lghuy5aDhmH5yUZagS/v5XPO55helxDnZZQ+ZPic0Pubn2wweZ/VegH4IM5O/DXW/ec0OX/K0/LikcuXtte8KlPer8pdktcBAMBIX+Z/lrwLPDlUE0B7cyBsKDPVTZPCrfziL08QC+Z/Vk9V/wswSbzH1skXAPCgW/Nf59qlHLyU41fL6DcSMP8AgE+kL/PfrLZP5BVi1uPtZtJQy1RUCZ9XiB8rx80k0pRbrVOBy4KN8LneemIBABP9mn9iKZdb5gHeXm3Y8rGfGi4LAABR6Mv8v8n3rZk0AoBJAgBwNP2YfztnzAPI6wCASAxs/n9+7/do1h+TBADgeGD+C+fMA8jrAIBIDL3yHxGcCwDA0cD8n8vemOdfYvBa6lcQVx9lmr4sQX6ngV9Xv4tG5fApSgDGAOY/GDgXAICjgfk/F5+Y+XfMKgM/sbSdyCa/3BTI7yp83X/v/D85fX69+PtrAIBugfkPhse54DqOEACgD2D+z8Uj5vIUoF2dX9ou5FX/6T15/fX7RTcLbPrlZoDfpO3qU4OTWHrC8WgT/2K2tv3BvI7qiQaecgDwBMx/MDzOBdfxf/S/p9BHTuTJ+KE8ITXb1yemlZU+ZprsSFVF0zeU8DHbv2UAhgLm/1zsMWfz+/TtQkvbMzmvTOO8zjO0saz8f98qY3w5bX7Lr3MQKY817S05T8rM9y83OCXW9D6ecoCx6cr8z+78p2xHVAmv3jzjVZmcXOr30vGaJMLlNn79mwYf3wrXoRl4izza5UXppyN0NGniUq4ZOnZZzUrX1dJkXK+ALUxgpb4vqme6FtOEKNsW6wajAPN/LtaYy9zWzk1L2ydmprjkHyp/z9s5F3zTz/x+mQMN85cHTzEpc+862fznOIrpLzcBHKf25ACAkejH/M9Mdxr8KVmwWcpmR5KIZpg2lJH6yx/3kg10DH58umDAduJxLrgOzcBb5NJHTkhb/u9/7jo+xvmktEiehJ8nu9r4s16Yf5rgH99hzvvefu/lxqJe+c/lU524MRgBmP9zscWc88bTeF/a3lAtbP3hOYv+r3MLm+3bd6rr6/4t/z/nnrPIOa7OkdL+9FGlEsdy+573L6b/cROAHAdAN+afE5h6Ny+mvb4pUAb+G2XuZKjSW5RkbvR64x/52rrS4HEuuA7NwFvk0S4vpC2Kebfq+Bhb865PYum60SYo2l+urReTfjbzaSLP9eTr8vvJ/Oc25YYsHxv0BMz/udhino/RB0vbV8hG+jG+5znlcRNwTQIoc2YdUtlW2pSeXqznqFQm58ecD2WfYE85ALiKbsw/D/bHo0xSyR48yKtMIuWqxCJsKTOZp1tKOrRPMlcL5l8STnmPk/Q2Q+VxLrgOzcBb5NEuL6Qtinm36vAY8yRUJjHVaJdJ6ekCrNlq/tOjbqkqX+PTMbP5f/oYUNNG0Ccw/+diinlpTC5tzzlExn0uU/KJmOLa8Mo8xq+K6b9y5X8hr9XxaK81Fspw/ovzlAOA6+jK/LeP+mRQcxKoRrdq7LeU4STK9VNZfu9HbgI4iSyY/y11KnicC65DM/AWebTLC2mLYt6tOj3GdvIuE3U9OatsN/882bX/r5p/uVGlurdcrOBjgfk/F1PMC0Z26/Y05jlftLmlmb/yftethi/knpzPps1LcdeoZWI95QDgSvpa+a8GejE7kjimZMaDvVlpZd4qQwlk+rhPkzyZUo6TT9WgJfMvyfYAaQbeIu0YV0oz71Zpx4GgHgXzfy5nx7x1sSkU2eQ/m/Fk0st8yrHJwkdt8PPPZd+pjLzKUJn0fjH9WPkH49KN+ZfBX43iR/KrPnIjyaVJCMKGMpP5p8RxoxsLqXzF/M/qqep/gce54Do0A2+RSx85IW1RzLtVh8fYTFDTKrw8QeLJSrlG6gluopTXrmVCrr18HLkeb7+3fEPbrvxPH5XLB3i0SV6CToH5P5dTY+YxP08Yn4Ga6wo8h3LOq/JkU372hOMpNzZzdd73uqccAFxLP+afqAf/bPWgDHTSI7FwMlGSwaxMRTH18mP55eIV8y8/PtqzNRdzWStch2bgLfJolxfSFsW8W3VGjPMJaj6JtZJrppngEm+Y/1J2dk1W5p8ryOXTcWH8R6Bn8z8bY/XAeZXjmacyZazN65JjLFbyDO8P/PnIJxwABKAr8/8u37cF83QhHueC69AMvEWRJi9pi2LerYoUYw0mOOBNt+a/Wnwpxj2NnZ1PgPlmQCrgusqNcbNwtIGoueWj4T5CYgRgFwObf0rm93iJw+NccB2agbco0uQlbVHMu1WRYpzABAcOYBzzX5l5bXuNVoafkDXmn2/GZ0+WNxAytwAAhmXolf+IeJwLrkMz8BZF6iNpi2LercJ1CEahW/PPsImnY8w+wjat4CfUp2lqGTb91cd+ZjcI20FuAQBEAuY/GB7nguvQDLxFkfpI2qKYd6twHYJR6Nb8s4HXPvaz2/znF5myjf/nONZ+YVTehyAICiiY/2B4nAuuQzPwFkXqI2mLYt6twnUIRqFX88+/iPv0ZQ/s1vd+7KcuU96vyqk3EQrILeBBfpqUL5x0I5mvNb626Fop1/D0BQ31dbiyv/xM2/n/xS8lAYCA+Q+Gx7ngOjQDb1GkPpK2KObdKlyHYBTGWPlPZiiZoJ2/8JveIKqbgQvNP9dzpMAJZIO/5bqR67ktu7J/ud7LTQDvP7sZBiAD8x8Mj3PBdWgG3qJIfSRtUcy7VbgOwSh0a/4JMT50DFHtkLKRYj02N9/co5YheHu1YTpGdaOxBpf1gOvR8rOHvNoIXiDX2BfdQOZriDS71irUlf+V/Yvpf9wENPsCkOnK/M+S/paEXvOqjHK3nQZms4JUrQrtgY9vhevQkrtFHu3yQtqimHerIsUIwJH0bP7f5YyvfPaKmevR8rOHovULt+coXUnyDY+P9iTfopj04kkaQ7K6f/Yp8vqbfuZ9Sz0GXwL6oyPzr3xGU7A+7s2IqS9/2Vc2yPH4r6c+17cfj3PBdWjJ3SKfPvJB2qKYd6uixXiUAID5L1AeP+Ern71i5nq0/OyhaLlB2qPkaasujzOb8clKtK+ZYuI1w75lf4JvEsq3VX3RNT798jsARD/mf9W0lwG0cIPwRpn7vZSjG4Ybvd74F363fu7O41xwHVpyt8ilj5yQtihJ3apwMf6PzryzIsUIrgPm/1y8YuZ6aCQfomj9Iu1R8rRVl8cpXmXNvPNi5ILxZ17uz1Adsn8y/4+bgG0+BPRPP+afBwCvxPOgYZWRwNurUcGPyOaDhNhSJpv67/st3RjQPuluesH8ywAt71VPFl7gcS64Di25W+TSR05IW5SkblW4GBXzblWkGMF1wPyfi1fMXA+N5EMUrV+kPUqetur6OJMRL54jfWyneIX8XusXZgZ/bf+M+BOuoJh+rPyDOf2Yf+aH73Pzj/LIi35wNv8/VJbf+5GbAB5YC+Z/S50Ex36EtORukXaMK6Uldau041wpzbxbpR0HGk8w/+fiFTPXQyP5EEXrF2mPkqetihFnXt0XVUaffcO0/aHbrTb/zML+QuNLSp3yJACARF/mv4LNv9z5FjOettKgWP5Iz7YyNOimj/vYzX+Lx7ngOrTkbtERfbQXaYuS1K0KF6Ni3q2KFCO4Dpj/c/GKmeuhkXyIovWLtEfJ01Z96vW31UMAsIV+zH9jtqeVf7lDzmaejbn2ewFbykzmnwz/rfzi74r5n9VT1f8Cj3PBdWjJ3aJICVPaoiR1q8LFqJh3qyLFCK4D5v9cvGLmemgkH6Jo/SLtUfK0VR95/bGfgPMHjnS18s93xlwXa/aLLdWjtMf4YUNeGXe1TMVk/vnH/FRhzfzLj49f+N06brmsFa5DS+4WebTLC2mLktStChejYt6tihQjuA6Y/3PxipnroZF8iKL1i7RHydNWjXj9AdDSlfl/lzO+3/ldPM4F16Eld4siJUxpi5LUrQoXo2LerYoUI7gOmP9z8YqZ66GRfIii9Yu0R8nTVo14/QHQMrD5/znl+53fxeNccB1acrcoUsKUtihJ3apwMSrm3apIMYLrgPk/F6+YuR4ayYcoWr9Ie5Q8bdWI1x8ALUOv/EfE41xwHVpytyhSH0lblKRuVbgYFfNuVaQYwXXA/J+LV8xcD43kQxStX6Q9Sp62asTrD4AWmP9geJwLrkNL7hZF6iNpi5LUrQoXo2LerYoUI7gOmP9z8YqZ66GRfIii9Yu0R8nTVo14/QHQAvMfDI9zwXVoyd2iSH0kbVGSulXhYlTMu1WRYgTX0bP5r79oof4GuJdf6sA8leEvdXiuS46x9VscCN7fA66HRvIh8mqjF9IeJU9bFS1OAK4A5j8YHueC69CSu0WR+kjaoiR1q8LFqJh3qyLFCK6jW/NffdtaMe7Jo+/8yufpK6S5rvJ1zc03xW3AK2auh0byIYqWG6Q9Sp62KlqcAFxBl+b/8VWcmV0rPg0yGczfSytMy1/1uQePc8F1aMndIo92eSFtUZK6VeFiVMy7VZFiBNfRq/l/yv2Fp5sC5e+uaGXuz+afv1JaPcYKXjFzPTSSD1G03CDtUfK0VRHjPFIAaPRn/rNJfyTnnSs+6Y0HMjGUP+4lG2Qy+Gq/59+Ix7ngOrTkblGkJCJtUZK6VeFiVMy7VZFiBNfRq/mXv4J6T3MAH2f6aM60gp9Q/1qqWobzfFXX7AZhO14xcz00kg/Rkf2yB2mPkqetChmnkqs9FC1WEIfOzH8y5Df+C7zF/M+S9WP1ZsYbZe40saS36IbhRq83/pGvrStFHueC66Ch7yq/PrIjbVGSulXhYlSSuVWRYgTX0bP5/1OZ88nk7zb/+UWmbJPjUBz1sVrk/QNEI/kQace6Wlqetko7ztXScrWHtGNBEKsr818e+c4e/Tol/WLqv++3dGNA+3zdv5fNP/8/PUGoniy8wONccB009F3l1UceSFuUpG5VuBiVZG5VpBjBdXS98l8l5GkuqBZl6MW+RaA6t+dy6lyh4BUz10Mj+RBFyw3SHiVPWxUyTiVXeyharCAO/Zj/KiEfaf5/qCy/9yM3ATxBLJj/LXUqeJwLroOGvqsiJRFpi5LUrQoXo5LMrYoUI7iOXs3/ci63fvyzuhmo5hqY/+OQ9ih52qqQcSq52kPRYgVx6Mb81x+xKXJb8WGmMvXHfezmv22zl2jou0o7xpXSkrpV2nGulJbMrdKOA42nbs0/Uc8F0yIQwzk5b3/kYjb8VQ5XyxBKPpdy07yxDpf1gOuhkXyIvNrohbRHydNWhYxTydUeihYriEM/K/8Vs5V/Se6WFZ/MZP7J8PPvFMhEsGL+Z/VU9b/A41xwHTT0XRUpiUhblKRuVbgYlWRuVaQYwXX0bP7f5fumzQm+eMXM9dBIPkTR+kXao+Rpq0LGqeRqD0WLFcRhAPNPWFZ8CpP5r+tfMf/y42MFSq1Tgcta4Tpo6LvKo11eSFuUpG5VuBiVZG5VpBjBdcD8FyiH3zcmZwNeMXM9NJIPUbTcIO1R8rRVIeNUcrWHosUK4tCl+d/KGSs+7+JxLrgOGvquipREpC1KUrcqXIxKMrcqUozgOmD+z8UrZq6HRvIhitYv0h4lT1sVMk4lV3soWqwgDgOb/3NWfN7F41xwHTT0XRUpiUhblKRuVbgYlWRuVaQYwXXA/J+LV8xcD43kQxStX6Q9Sp62KmScSq72ULRYQRyGXvmPiMe54Dpo6LsqUh9JW5SkblW4GJVkblWkGMF1wPyfi1fMXA+N5EMUrV+kPUqetipknEqu9lC0WEEcYP6D4XEuuA4a+q6K1EfSFiWpWxUuRiWZWxUpRnAdMP/n4hUz10Mj+RBF6xdpj5KnrQoZp5KrPRQtVhAHmP9geJwLroOGvqsi9ZG0RUnqVoWLUUnmVkWKEVwHzP+5eMXM9dBIPkTR+kXao+Rpq0LGqeRqD0WLFcQB5j8YHueC66Ch76pIfSRtUZK6VeFiVJK5VZFiBNcB838uXjFzPTSSD1G0fpH2KHnaqpBxKrnaQ9FiBXHoyvxPf3iFNPtqzVdf48ls+arP5r30VZ7LX/W5Bz6+Fa6Dhr6rPNrlhbRFSepWhYtRSeZWRYoRXAfM/7l4xcz10Eg+RNH6Rdqj5GmrQsap5GoPRYsVxKEf8z/7C4z1d/h7/pGv8se9ZIP8JeCv9nv+jXicC66Dhr6rIiURaYuS1K0KF6OSzK2KFCO4Dpj/c/GKmeuhkXyIovWLtEfJ01aFjFPJ1R6KFiuIQ1cr/w8q8z9biU+G/ekv7b5R5n4v5egYN3q98Y98zf7o2Aoe54LroKHvKv8+2o+0RUnqVoWLUUnmVkWKEVwHzP+5eMXM9dBIPkTR+kXao+Rpq0LGqeRqD0WLFcShO/NfDPfjIUD9RIBfKh/r2VImm/rv+y3dGNA+X/fvZfPP/2tPH17gcS64Dhr6rvLsIyvSFiWpWxUuRiWZWxUpRnAdMP/n4hUz10Mj+RBF6xdpj5KnrQoZp5KrPRQtVhCHTlf+KwPvbP5/qCy/9yM3AfyUYMH8b6lTweNccB009F0VKYlIW5SkblW4GJVkblWkGD8bHvv8VK8a/zzm6fwmbbjZz+XVp4KyeJDravLIVD/lIP55S15pgfk/F6+YuR4ayYcoWr9Ie5Q8bVXIOJVc7aFosYI4dGv++QmATKrFjKetqx/p2Vam/riP3fxz7EeIhr6rtGNcKS2pW6Ud50ppydwq7TjQeBrB/E9zQKG6OVu8YXoqU27ySNVO8oR5sZJneH8PuB4ayYfIq41eSHuUPG1VyDiVXO2haLGCOPRj/hfN9oZf5t1SZjL/NBncyi/+rpj/WT342I8n0hYlqVsVLkYlmVsVKcbPhMdyNoOiPMZlvD9W8dPHD5fHvLzPXxhQ7TNjqu9Ox6vzyO33XuquV/5z+dSm17mme/Pf9MfueWCaV+pFodQPz/sv4xUz10Mj+RCd0i9vIO1R8rRVIeNUcrWHosUK4tDVyv/jkXgzoaorPk0Cf7UqxJNBfjrwWFFaMf/yY/r9g8U6FbisFa6Dhr6rPNrlhbRFSepWhYtRSeZWRYrxM6G8URYBZh/74XxCr/NAT7lowSCKsSQj+c3/vzL//HtFlSGlY38/mf/5sV/deDB9m/9k1G+8SFNOQpWXy/tP50crw+dYzutjH+5btc9W8IqZ66GRfIiO75f3kPYoedqqkHEqudpD0WIFcejK/L/L9+291Zsz8DgXXAcNfVdFSiLSFiWpWxUuRiWZWxUpxs+mNf9MNuGipdyS92NDORl8xUhW701PMfMq9GTus/nnryCemf21ejM9m/+yOPNYpCEWnwxXqGVKP1d9Nt0gbMcrZq6HRvIhOrpf3kXao+Rpq0LGqeRqD0WLFcRhYPNPSf3eZv/r8TgXXAcNfVdFSiLSFiWpWxUuRiWZWxUpxs+mMf+N4V5afZ9t32j+WzM71bFk/stNyJO7fdCt+a/MeTlfwm7zn19kyjb+n+P4s3IjIO8fIBrJh0g71tXS8rRV2nGulparPaQdC4JYQ6/8R8TjXHAdNPRdFamPpC1KUrcqXIxKMrcqUoyfzdz8J0NemUU2kvVroVpFbtW6zPrGIJvSYjxfmv+1m4pMr+a/9EMtOQ/VTQG9oH6ob5Yyr8qU96ty6k2EglfMXA+N5EPk1UYvpD1KnrYqZJxKrvZQtFi7Juf8olleWHtvRrOoxOR8PsvxVN+WvLMGzH8wPM4F10FD31WR+kjaoiR1q8LFqCRzqyLF+Nk0STon6GK4J4OeHKKc96dk3ewzo35PzCYl+2xGW/N/u+fJIR9gduwFul35r+Dz8Di3/DQknxM5t9rHstbKVDcD0h8w/0cj7VHytFUh41RytYeixdotdb6Wl1UOXntvhv6xUXnKSEmG/091cC7S8td7wPwHw+NccB009F0VqY+kLUpStypcjEoytypSjJ+NskKztLpjNf/lWNlwPpl/rjeXT8fWJpY545l/ouqfR1/whKv34ay/eHu1QSZkLjc9KViHy3rA9dBIPkRebfRC2qPkaatCxqnkag9Fi3UYlnI+o75XG3/W3PxzHis3Aby/Ome8Ccx/MDzOBddBQ99VkfpI2qIkdavCxagkc6vOi/ENc9zyqlxtdKs3J0PWGuMAcNuitIUZwfxv5YwvfvCKmeuhkXyIovWLtEfJ01aFjFPJ1R6KFusoLK/uL71H5l8WEp7nzWL6HzcBrxd3tgDzHwyPc8F10NB3VaQ+krYoSd2qcDEqydyqc2JUHl9uffS5pVwpw591n1ZeU9J8/uXXAHB7Izl/Aua/QNfNCV/84BUz10Mj+RDF6pfcHiVPWxUyTiVXeyharENQFq+0nL/2nqAsmk2LXTSv8ddD876lno1PHjU6Mv/lpGXVJ7daSVw856/K5A6o30vGpFk14nKGDuHjW+E6aOi7yqNdXkhblKRuVbgYlWRu1fExLj++nJHH2+J4LGjlivnf+gewmCmBsoLdHFwAzP+5eMXM9dBIPkTR+kXao+Rpq0LGqeRqD0WLtXvKPKN5wLX3JhTzX8Ges3z9cPobMBvm0AW6Mf9ixB8zfXVS2BTkyV5OvnZSN5Th7V9f1QoeH4NeO/ziRY3HueA6aOi7KlISkbYoSd2qcDEqydyq42OksSTJ7XUS22LCV1f+N/0BLN4h35Dksbv12D0D838uXjFzPTSSD1G0fpH2KHnaqpBxKrnaQ9Fi7Zs8z6jmfu29mrV5cz63Pm4C9k1kHa38z+EJXk5KNgXp9CTD/nSu3ihzv5dy1BE3er3xL/xu7SCPc8F10NB31RF9tBdpi5LUrQoXo5LMrTovxpUkVp6yTTfSCyyV4zFG23lMTZ+l57L0w2TsK/P/ZPar/UcF5v9cvGLmemgkH6Jo/SLtUfK0VSHjVHK1h6LF2i9lvtMWlRbeU59+r8+bac5KZbDyr8J3WfnkZVNQUH/xbkuZbOq/yVTI+ZeO4JO/YP7FYJT3uD3aRfGMx7ngOmjou8q/j/YjbVGSulXhYlSSuVXnxbiQxLLxfrkCslYuv8eJsNzk1/+/NP8yHqnup0E+DjD/5+IVM9dDI/kQResXaY+Sp60KGaeSqz0UJ9Z1U8vt1BZjUu7m/eb6upH/kp+rvE71XJbScwytpD1L71EM8v+szUvnibdX20qdr+bRFTo0/43R5pNUnV2r+f+hsvzej9wENB3CVOVe1klIBx4gGvqu0o5xpbSkbpV2nCulJXOrtONA4wnm/1y8YuZ6aCQfomj9Iu1R8rRVIeNUcrWHYsSaF1tEmqlN72nmf87DGN/IT7G/Yl+V9lO82Aew5AvPoC/zLyuCzQp7MePpBV0gzfvMW2XoQp4+7qNccG+a/xaPc8F10NB3lVsfOSBtUZK6VeFiVJK5VefF+EjU6bIvr5uxxeOE2vQYGwvlamSc56Qv423lD2Bxvbl8GY/PTwLGA+b/XLxi5npoJB+iaP0i7VHytFUh41RytYeuj7U2/qy5X5JcTLl7yucrlKcAnMaL6ef/Ja/TPPL65iEYPC89Jr7T6cf8ywSv3flVTwIsZXi7mH8yJze6WJOrWDb/s3qq+l/gcS64Dhr6rnLpIyekLUpStypcjEoyt+q8GBvzn01+q6dHn0vl6kEmY6te8aEy+eZdNf9M3ifVd47xr9vvLSsw/+fiFTPXQyP5EEXrF2mPkqetChmnkqs9dH2s5H2Kb5otBhGSkykX89dXUjvXzXu+ich5vpj+x03AOTm9J7ox/3Ix8MVRabqYKkPxMBF8MVUXolqmoph6+TH/MrFc0AvmX35Md6qLdSpwWStcBw19V3m0ywtpi5LUrQoXo5LMrYoUY4HH7tbx8Umkc03XlrM8+hDm/1y8YuZ6aCQfomj9Iu1R8rRVIeNUcrWH4sTamv/8mhP/bDFHp171zxvyYk6+eeA3iofL/gus08/K/w7O+MuO7+JxLrgOGvquuqqPNKQtSlK3KlyMSjK3KlKMAifxHp0/kc41XVvO8uhDmP9z8YqZ66GRfIii9Yu0R8nTVoWMU8nVHooT69z8T09o0yrpC/OvPDWo4Lq8vvt+JAY2/3Sx0IUSDY9zwXXQ0HdVnCSS26IkdavCxagkc6sixdg76VzTteUsjz6E+T8Xr5i5HhrJhyhav0h7lDxtVcg4lVztoTix1ga+/KxIde35Iz9L71UfK7J+9/1IDL3yHxGPc8F10NB3VaQ+krYoSd2qcDEqydyqSDH2TjrXdG05y6MP+zX/jbGoDcOrj3YyT2Wq+qqdZOVysZJneH8PuB4ayYfIq41eSHuUPG1VyDiVXO2hOLGWcaSs3rcr/3kMTsNr7ckAlU3bi+nHyv9WYP6D4XEuuA4a+q6K1EfSFiWpWxUuRiWZWxUpxt5J55quLWd59GGv5n9uypMhSC959bD+mIH2EQKlDBsRqYDrKr9U2Py+2Aa8YuZ6aCQfoiP7ZQ/SHiVPWxUyTiVXeyhOrAbz376e4Dqr+nI5fOZ/GzD/wfA4F1wHDX1XReojaYuS1K0KF6OSzK2KFGPvpHNN15azPPqw35X/OXwzIKaCDcZkCmojX6GV4W+Nasx/+YaRd/CKmeuhkXyIzuyXLUh7lDxtVcg4lVztoWixbqWHL4Hgc3+UPID5D4bHueA6aOi7KlIfSVuUpG5VuBiVZG5VpBh7J51rurac5dGHY5j/aoV+WsFPqOZCLVNWLEn83uwGYTteMXM9NJIP0Xn9sg1pj5KnrQoZp5KrPRQt1k3wGPt050+kc0/XnLO8+rRD8688ki2Pg0iL19SrMvnRVP1e+o315lg7J4eCx7ngOmjou8qjXV5IW5SkblW4GJVkblWkGHsnnWu6tpzl0Yf9m//qIzzycq/5zy8yZRv/z3GsfcRA3j9ANJIPkXasq6Xlaau041wtLVd7SDsWdJ6oE9ylHWePOjP/nPA5sNqQV5OAGPjGrAsbyoipL3/cSzbIY2D+66LP9e3H41xwHTT0XeXXR3akLUpStypcjEoytypSjL2TzjVdW87y6MOuzb/k8Mr4M7NFmTc+9qPVUZVTbyIUvGLmemgkH6LD++VNpD1KnrYqZJxKrvZQtFhHIp17uuac5dWnHZl/TtZsxJuVf4+kz+Qy93spR8e50euNf+Rr62dEPc4F10FD31U+feSDtEVJ6laFi1FJ5lZFi/EIRSG1ha4tZ3nE2K355/y7d4FntUw1L1Q5Hub/OKQ9Sp62KmScSq72ULRYRyKde7rmnOXVp52t/DON+Xd63FsS/vf9liYA2id9rdSC+Z9NHtWk8gKPc8F10NB3lW8f2ZC2KEndqnAxKsncqnAxOitcfErytsojxl7N//RxnErtt4iwHvldmS+eyhDKHCHl8k3AK7isB1wPjeRD5NVGL6Q9Sp62KmScSq72ULRYRyKde7rmnOXVpzD/zJYyxdRTWX7vR24CytOGiqrcyzoVPM4F10FD31W+fWRD2qIkdavCxagkc6vCxeiscPEpydsqjxi7XfnfwRl/6d0rZq6HRvIhitYv0h4lT1sVMk4lV3soWqwjkc49XXPO8urT/s1/MePpxepHeraVofqnj/vYzT/HfoRo6LtKO8aV0pK6VdpxrpSWzK3SjnOl6B9Xace4UnTS3aUd513B/Bcoh5/wl969YuZ6aCQfolj9ktuj5GmrQsap5GoPRYt1JNK5p2vOWV592r/5l9dLn+MsbCgzmX+aLG7lF39XzP+snqr+F3icC66Dhr6rfPvIhrRFSepWhYtRSeZWhYvRWeHiU5K3VR4xwvyfi1fMXA+N5EMUrV+kPUqetipknEqu9lDEWI9UJFJ76JpzllecA5h/glfh6Risx+p7U04tUzGZf/4x/+GYNfMvPz5+4VetU4HLWuE6aOi7yqNdXkhblKRuVbgYlWRuVbgYnRUuPiV5W+URI8z/uXjFzPXQSD5E0fpF2qPkaatCxqnkag+FjPUghYxVyd9WecXZofnfzhmf9XwXj3PBddDQd9VVfaQhbVGSulXhYlSSuVXhYnRWuPiU5G2VR4ww/+fiFTPXQyP5EEXrF2mPkqetChmnkqs9FDLWgxQyViV/W+UV58Dm/5zPer6Lx7ngOmjou+qaPtKRtihJ3apwMSrJ3KpwMTorXHxK8rbKI0aY/3PxipnroZF8iKL1i7RHydNWhYxTydUeChnrQQoZq5K/rfKKc+iV/4h4nAuug4a+qyL1kbRFSepWhYtRSeZWhYvRWeHiU5K3VR4xwvyfi1fMXA+N5EMUrV+kPUqetipknEqu9lDIWA9SyFiV/G2VV5ww/8HwOBdcBw19V0XqI2mLktStChejksytChejs8LFpyRvqzxihPk/F6+YuR4ayYcoWr9Ie5Q8bVXIOJVc7aGQsR6kkLEq+dsqrzhh/oPhcS64Dhr6rorUR9IWJalbFS5GJZlbFS5GZ4WLT0neVnnECPN/Ll4xcz00kg9RtH6R9ih52qqQcSq52kMhYz1IIWNV8rdVXnHC/AfD41xwHTT0XRWpj6QtSlK3KlyMSjK3KlyMzgoXn5K8rfKIEeb/XLxi5npoJB+iaP0i7VHytFUh41RytYdCxnqQQsaq5G+rvOKE+Q+Gx7ngOmjouypSH0lblKRuVbgYlWRuVbgYnRUuPiV5W+URI8z/uXjFzPXQSD5E0fpF2qPkaatCxqnkag+FjPUghYxVyd9WecU5hvl/9R3+zJbv+W/eS9/jv/w9/3vwOBdcBw19V3m0ywtpi5LUrQoXo5LMrQoXo7PCxackb6s8YoT5PxevmLkeGsmHKFq/SHuUPG1VyDiVXO2hkLEepJCxKvnbKq84BzD/nn/ht/xlX9nwe+fX7R/5MuJxLrgOGvquOraP3kPaoiR1q8LFqCRzq8LF6Kxw8SnJ2yqPGGH+z8UrZq6HRvIhitYv0h4lT1sVMk4lV3soZKwHKWSsSv62yivO/s3/bCU+GXYx+TVvlLnfSzm6YbjR641/4Tf9ReDXeJwLroOGvqsO7aM3kbYoSd2qcDEqydyqcDE6K1x8SvK2yiPGIc3/rifAPB+k13+qnSS3L1byDO/vAddDI/kQebXRC2mPkqetChmnkqs9FDLWgxQyViV/W+UVZ//mn5N5laS/b0ri31Imm/rv+y3dGNA+X/fvZfPP/09PEKonCy/wOBdcBw19Vx3aR28ibVGSulXhYlSSuVXhYnRWuPiU5G2VR4zjmf+dT4CnuaFeFOJy2v7LeMXM9dBIPkTX9Msy0h4lT1sVMk4lV3soZKwHKWSsSv62yitOmH/mDfP/Q2X5vR+5CeAJYcH8b6mT4NghCILO1l4s+zLW/XdR8nJ6URn5Cq0M5fnW/HMu3/okt+AVM9dDtu4QXdIvK0h7FPNuVcg4FePuoZCxHqSQsSrm3SqvOPGxH+atMvXHfbiszfy3RLuAvek9PgYxfj7ow2Ws5+aSc7t7EYhzfL5h4vdmc8V2vGLmesjWHaJL+mUFaY9i3q0KGadi3D0UMtaDFDJWxbxb5RVn/+afzbrbL/xy0qfJ4FZ+8XfF/M/qqep/QbQL2Jve42MQ4+eDPlzGem4uObe7zX9+kSnb+H+O48/KjYC8D0EQFFR72bOvuoelEZvgpJ6DfSTz5nObapmKyfzzj2T+053CsvmXHx+/8KvWqcBle6b3+BjE+PmgD5exnptLzm2Vl1Pe3vEEuLxflVNvIhRGuJ4KiLU/0Kd9sjfWPfupe1x1sr9vygr/xfR+4Y0wsBDj54M+XMZ6bq45t9YnwNXNAMz/Koi1P9CnfbI31j37qXtcc7Ipmd+jWX8AAIiNNV9fNrlangArHwmSctOTgnW47Cgg1v5An/bJ3lj37KfuMdLJBgCAT8aar6Pl+zOeAI80xyHW/kCf9sneWPfsp+4x0skGAIBPxpqvY+X7c54AjzTHIdb+QJ/2yd5Y9+yn7jHSyQYAgE/Gmq+R7wEA4HOB+QcAgMGA+QcAgHGB+QcAgMGA+QcAgHGB+QcAgMGA+QcAgHGB+QcAgMGA+QcAgHGB+QcAgMGA+QcAgHGB+QcAgMGA+QcAgHGB+QcfwfTXOLO2/Dl+AICONV8j3wMAwOeyJ4fD/INT+bl/zQx/uhH4+r1v+Zv8IAbfN+nDP7hrC4E1XyPfAwDA57Inh8P8ByQZ4uP/xH0IspH8gvv/EH5+71/5qU0U8/9z//3SxsvSdgtudT7Oo1z7hnqt+Rr5HgAwEWlxZ/DcvpU9ORzmPxSVsTr4YonC7EmADJI69nI+PuvJQImpy34sEwNrRPPvRds2Q1u5LyxY9wfrjLKYg49z9kCwxZ3Bc/tW9uRwmP8wfP/ectJM6n+yeMT8iLUYZ75jbj8i9BHMVk1yfF93Sqk9kCaG252TWYmRN+fXUz+efNP2aoLg/6kP7pU5eVxT1bj7uv3evkqb6/FY1T0di2OksvfHzZCs8lQ3R+lpFtdzo3LlhpDrr+tuXytxvID3s2DdHyxRGakd/fpJ9P5xzq4XdGqiLe4Mntu3wvW/C8x/GNKFlC685kKRi7LedrK5OoiyUjTPMfWESYqQgHaj9OUnw8mPb2TK9Vj1zaU3bVPSbijbc3tTwiZKHPJjsz2PqXq7xFOCmY6V+3a2vX3N5XLyLzeAcozSpqrN7es34HNtwbo/0Kgnfda+vv1YslGaxtYnk2NJY7sZz12RclqoxZ2lvFi257b1mtu3sieHw/yHQzeMl5qrA6jjeaIMtg+/uaFskJJDhCRqJsUi/VXimF2AJZasMy/OpeRatrfvT685pno/joH7grfXfVKVm/YtZaUA0b4udaTz9jgdudz3Upveh8+3Bev+QKNcM2Vc1NdP9Xp6v752Pp9pjipGspt4m/7siWKcyzVa5fDL/MdSXizb2/en11XOFnLe/bDcvpU9ORzmPxxLyaVszzrTXHkzW0lpSQPqDw2i+aTxaeQ4mhgvS6JGUltzX0gyU/qvbD97Yl9KrmV7+369fbaCV5J87ruZckxTXe2E0L6uJ4h6O1/+xRQpbcov34HbZ8G6P1jjOZ9/ag7YThk/Kea+4q3yuozZum9LX8/H+2eQ4gq3uLOUF8v29v16ewe5fSscx7vA/IejDDLlYpGLqLpYP5Iy+PQYePBM763eJHwGs3iEi5KoiabNtab2536lJDmfEM/gOQkLZQJok+/0mver21mSfLu9Ytq3nRDa16VNbdtyOaz8D0IZO+11lscP64Pzm0bKebXB7yVeHsvz9vdyY5Panq9RyUVKP5XtWq49jDZ/ZrgtA+T2rfB19y4w/+EoibK9WPhCo+10cZ1vrvwoCbKVrDgoZv95IvkwckwSX0GSAcdVJ44PorT/qZ9yPBfctMnxZ8dL4+ixkqUnY95v6htpd4rhaXtZRZr2fWeCqNpW6lpp07vwubZg3R+ssZDPpb+rMdMJtRme0VG8s1w39W/WR05UTQy1pniu8x8j5/atcF+9C8x/OMpAnF8ss4QjF3I7IEBIcl89uuq6JOqGJLPq+lOux3S9nnvTVo5ZNCX41WSc+4N1u1dJvtpeG5Zp33cmiK/f263c9OYyTxOCPu63wPVasO4P1tD6tYMcoLE4L3UWb45znl84rnr8fzAlnqd8nuO7wH+Mmtu3wsd/F5j/cCgXShBzBV7Trnylfnr05dVJFKzwlLQ9KBNFfnkA1nxt3R+s8ZzP+8wBxVA9X+vdxZtjSCHkuHu6kZM8WPVRD/7jQ3P7Vrgv3gXmHwBnSmJMqpJDD0m0K4oxU/rKDZj/sWnMf6c5YPHjnGSK5ecPjndtQSf93NGNTTf0kdu3wjG+C8w/AAB8MNZ8jXwPwDrlhiVp2ez3cCMHPo89ORzmHwAAPhhrvka+BwCAzwXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxgXmHwAABgPmHwAAxsXV/EMQBEGfIQvW/QEAAFzHnhyOrA8AAAMD8w8AAJ8LzD8AAIC34IkDgiAI+ly9C8w/AAAAAAAAgwDzDwAAAAAAwCDA/AMAAAAAADAIMP8AAAAAAAAMAsw/AAAAAAAAgwDzDwAAAAAAwCDA/AMAAAAAADAIMP8AAAAAAAAMAsw/AAAAAAAAgwDzDwAAAAAAwCDA/AMAAAAAADAEv7//D2fqjrj+qnhMAAAAAElFTkSuQmCC" class="fr-fic fr-dii"> Der Impffortschritt der Bundesländer wurde in der untenstehenden Tabelle aufbereitet. 2.1 Impffortschritt nach Bundesland Nr Bundesland Bevölkerung2x geimpft3x geimpft4x geimpft MioProzMioProzMioProz1BWBaden Würtemberg 11.103.0438,375%6,861%1,312%2BYBayern 13.140.1839,975%7,859%1,511%3BEBerlin 3.664.0882,979%2,465,5%0,57416%4BBBrandenburg 2.531.0711,767%1,455%0,28411%5HBBremen 680.1300,59788%0,45767,2%0,14321%6HHHamburg 1.852.4781,686%1,265%0,28816%7HEHessen 6.293.1544,775%3,860%0,91315%8MVMecklenburg-Vorpom1.610.7741,274%0,9760%0,20813%9NINiedersachsen8.003.4216,277%5,467,5%1,519%10NWNordrhein-Westfalen17.925.57014,279,2%11,865,8%3,218%11RPRheinland-Pfalz4.098.3913,176%2,663%0,64416%12SLSaarland 983.9910,80982%0,68369,4%0,16116%13SNSachsen 4.056.9412,664%2,049%0,3489%14STSachsen Anhalt2.180.6841,673%1,360%0,24811%15SHSchleswig-Holstein2.910.8752,379%2,172%0,71124%16THThüringen 2.120.2371,571%1,152%0,1859% Deutschland83.155.031 Und hier zur Visualisierung (Bilder sagen mehr als Worte) die zug. Grafiken. Als Zusatzorientierung, wo am meisten geimpft wird, sind oberhalb der Grafiken, jeweils die führenden 5 Bundesländer angegeben. Beachtenswert sind Schleswig-Holstein / Saarland und Bremen. In dem Zusammenhang sei an die ONS-Monatsberichte erinnert - 97% aller Todesfälle sind Geimpfte Und für 2022 sind rd. 60 Tsd. Geimpfte zu erwarten, die an Covid-19 sterben, also Fälle von Impfstoffversagen (siehe Verteilermail vom 23.12.2022) In DEU gibt es nicht nur eine Windflaute, sondern auch eine Zahlenflaute, was die Todesfälle Geimpfter betrifft und alles was mit Impfnebenwirkungen zu tun hat. Jedoch lassen sich folgende aussagekräftige Fakten ermitteln: Die PEI-Todesfälle der Geimpften in 2021 haben um das 102-fache zugenommen, gegenüber den Jahren 2000-2020, als noch konventionelle Impfstoffe zur Anwendung kamen.(Verteilermail 27.Dez) Die DEU-Mortalitätsrate der Bevölkerung = 23% höher, wie in England+Wales / sind 190 Tsd. Mehrtote. (Verteilermail vom 23.Dez) und die Impfbetroffen / RKI-Impfdurchbrüche, liegen über 6 Mio (Verteilermail 16.Dez) <img alt="" src="data:image/png;base64,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" class="fr-fic fr-dii"> Besondere Beachtung, was die DEU-Impfmüdigkeit anbelangt verdienen die untenstehenden 5 Tabellen zum Impffortschritt nach Altersgruppen. Die 2.Boosterung / 4x geimpft, wird in der Altersgruppe 18-59 Jahre von gerademal 6,4% angenommen. Bei den über 60-jährigen sind es bedeutend mehr mit 38,2% An deren mentale Fähigkeit sind höchste Zweifel angebracht. Die fünfte Tabelle unten / Altersgruppe min 18 Jahre lässt eine übergreifende Aussage zu - lmpfanteil = 17,6% Die Impfkampagne der Regierung = somit gescheitert. Zumal der Regierungsberater Drosten, die Pandemie, als für beendet erklärt hat. 3. Impf-Fortschritt nach Altersgruppen Nrmin 60 JahreAnzahlProz Nr18-59 JahreAnzahlProz12 x geimpft24,4 Mio90,0% 12 x geimpft44,9 Mio83,0%23 x geimpft 85,3% 23 x geimpft 66,3%34 x geimpft 38,2% 34 x geimpft 6,4% Nr12-17 JahreAnzahlProz Nr5-11 JahreAnzahlProz12 x geimpft4,5 Mio66,3% 12 x geimpft5,4 Mio19,9%23 x geimpft 69,5% 23 x geimpft 34 x geimpft 34 x geimpft Nrmin 18 JahreAnzahlProz 12 x geimpft69,4 Mio85,5% 23 x geimpft 73,0% 34 x geimpft 17,6% Lediglich 12,2 Mio sind 4x geimpft. Ist DEU bald ein Land der Ungeimpften ? Siehe Kap 3.4. Impf-Fortschritt Geimpfte Personen NrAnzahl Bezug 1729 Tg. Läuft die Covid-19-Impfkampagne in DEU 264,8 Mio 1 x geimpft 363,5 Mio 2 x geimpft 452,1 Mio 3 x geimpft 512,2 Mio 4 x geimpft Tabelle dient lediglich zu statistischen Zwecken - kein Kommentar.5. Täglich verabreichte Impfdosen23.12.2022 NrAnzahl Bezug 113 Tsd. Impfdosen wurden insges. verabreicht 213 Tsd. Davon als angepasster Omikron-Impfstoff 313 Tsd. als erste Auffrischungsimpfung / 3x geimpft 412 Tsd. als zweite Auffrischungsimpfung / 4x geimpft5221 Mio für Grundimmunisierung / 2x geimpft 61,6 Mio max Wert 15.12.2021 Abschließend eine wichtige Tabelle zur Impfqote der Bevölkerung im Zeitablauf der Jahre 2021 - 2022. Die 4 Kurvenverläufe auf Impfdashboard wurden hier in Zahlenwerte umgesetzt. Ggf. erlaubt sie die Erkundung weiterer Zusammenhänge, z.B. dem brutalen Anstieg der Impfbetroffenen von rd. 7,2 Tsd. im Juli 2021 auf 6,1 Mio Anfang Dezember 2022 / Anstieg = 850-fach. 7. Anstieg Impfquote DEU- Bevölkerung NrDatumMio Geimpfte 1x2x3x4x 131.Jan 212,1000 228.Feb4,22,200 331.Mrz10,04,300 430.Apr23,46,600 531.Mai36,515,200 630.Jun47,131,30,060 731.Jul52,343,80,0140 831.Aug55,350,50,0390 930.Sep57,553,60,850 1031.Okt58,755,42,30 1130.Nov60,456,910,80,01 1231.Dez62,759,134,30,04 1331.Jan 2264,061,545,80,011 1428.Feb64,462,748,90,549 1531.Mrz64,663,150,32,6 1630.Apr64,663,250,84,1 1731.Mai64,763,351,15,1 1830.Jun64,763,451,35,9 1931.Jul64,763,451,56,7 2031.Aug64,863,451,67,2 2130.Sep64,863,551,78,1 2231.Okt64,863,551,910,0 2330.Nov64,863,552,011,6 2423.Dez64,863,552,112,2 Geimpfte78%76%63%15% Ungeimpfte22%24%37%85% 18,519,831,271,1 Hier zur Veranschaulichung die zug. 4 Grafiken mit den Kurvenverläufen. <img alt="" src="data:image/png;base64,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" class="fr-fic fr-dii"> Kap C) Deutschland, bald ein Land der Ungeimpften / Infektionsschutzgesetz § 2a Wer gilt rechtlich, als vollständig geimpft https://www.infektionsschutz.de/coronavirus/fragen-und-antworten/regelungen-fuer-geimpfte-und-genesene/#tab-5344-0 (https://www.infektionsschutz.de/coronavirus/fragen-und-antworten/regelungen-fuer-geimpfte-und-genesene/#tab-5344-0" style="color: blue;text-decoration: underline;" target="_blank)Seit dem 19. März 2022 ist im Infektionsschutzgesetz (§ 22a) (https://www.gesetze-im-internet.de/ifsg/__22a.html" style="color: blue;text-decoration: underline;" target="_blank) festgelegt, welche Bedingungen erfüllt sein müssen, um als vollständig geimpft zu gelten. Ab 1. Oktober 2022 liegt ein vollständiger Impfschutz vor: nach drei Einzelimpfungen die letzte Einzelimpfung muss mindestens drei Monate nach der zweiten Einzelimpfung erfolgt sein nach zwei Einzelimpfungen- PLUS positivem Antikörpertest vor der ersten Impfung ODER
- PLUS einer mittels PCR-Test nachgewiesenen SARS-CoV-2-Infektion vor der zweiten Impfung ODER
- PLUS einer mittels PCR-Test nachgewiesenen SARS-CoV-2-Infektion nach der zweiten Impfung (seit der Testung müssen 28 Tage vergangen sein). Impfstatus Bevölkerung Deutschland24.12.2022 https://impfdashboard.de/ (https://impfdashboard.de/" target="_blank) NrImpfstatusGeimpfteAnteil gemeldetbereinigtBevölkrg. 1 Ungeimpfte018.396.08222,1% 2 1x Geimpfte64.800.0001.300.0001,6% 3 2x Geimpfte63.500.00011.400.00013,7% 4 3x Geimpfte52.100.00039.900.00048,0% 5 4x Geimpfte12.200.00012.200.00014,66% Geimpfte64.800.00077,9% Ungeimpfte18.396.08222,1% Bevölkerung83.196.082 Für die 2x Geimpften gelten diese 3 Opptionen, um rechtlich als vollständig geimpft zu gelten: + positivem Antikörpertest vor der ersten Impfung , oder + einer mittels PCR-Test nachgewiesenen SARS-CoV-2-Infektion vor der zweiten Impfung, oder + einer mittels PCR-Test nachgewiesenen SARS-CoV-2-Infektion nach der zweiten Impfung (seit der Testung müssen 28 Tage vergangen sein).Zweifelhaft wer diese Vorr. erfüllt, max erreichbare Zahl der rechtlich Ungeimpften hier um die 30 Mio. Ungeimpfte + 1x Geimpfte + 2x Geimpfte gelten als ungeimpft 1 Ungeimpfte 18.396.08222,1% 2 1x Geimpfte 1.300.0001,6% generell k. Impfschutz 3 2x Geimpfte 11.400.00013,7% ohne die o.a. Zusatzmaßnahmen k. ImpfschutzGelten als Ungeimpfte31.096.08237,4% max Zahl Für die 3x Geimpften ist es einfacher, hier gilt ausschlielich eine Bedingung: die letzte Einzelimpfung muss mindestens drei Monate nach der zweiten Einzelimpfung erfolgt sein. Bei den 3x Geimpften haben sich immerhin um die 50 Mio impfen lassen, Beginn Ende Juni 2021. Es darf bezweifelt werden, ob dies bei Allen termingerecht im Sinne des Infektionsschutzgesetzes von statten ging. max erreichbare Zahl der rechtlich Ungeimpften hier um die 70 Mio - real ggf. 60 Mio Ungeimpfte Ungeimpfte + 1x Geimpfte + 2x Geimpfte + 3x Geimpfte gelten als ungeimpft 1 Ungeimpfte 18.396.08222,1% 2 1x Geimpfte 1.300.0001,6% generell k. Impfschutz 3 2x Geimpfte 11.400.00013,7% ohne die o.a. Zusatzmaßnahmen k. Impfschutz4 3x Geimpfte 39.900.00048,0% letzte Impfung liegt > 3 Monate zurückGelten als Ungeimpfte70.996.08285,3% max Zahl Resumee Kap. C Um die Größenordnung der Ungeimpften zu bestimmen ist man auf Schätzungen angewiesen. Ausgehend von der Annahme, dass sich in der letzten Tabelle 60 Mio Ungeimpfte ergeben, kommt man rechnerisch auf folgende Größenordnung: Ungeimfte (Gruppe bis 3x) = 60 Mio Minus 4x Geimpftem = 12,2 Mio Ergibt ges. rechtlich Ungeimpfte um die 48 Mio = 58% der Bevölkerung. Wie gesagt die aktuelle Corona-Pandemie der eine Übung mit Bill Gates + Co vorausging ist vorbei, wenn es nach Christian Drosten geht. (Für die Covid-19-Impfbetroffenen noch lange nicht, wg. der Umcodierung von Mrd-Körperzellen-Nährboden für (Autoimmun) Krankheiten jeglicher Art)Die Übung der möglicherweise nächsten Pandemie hat bereits stattgefunden Am 23. Oktober 2022 veranstalteten Gates, Johns Hopkins und die Weltgesundheitsorganisation gemeinsam „eine globale Herausforderungsübung“ mit dem Titel „Katastrophische Ansteckung“, an der ein neuartiger Krankheitserreger namens „schweres epidemisches Enterovirus-Atemwegssyndrom 2025“ (SEERS-25) beteiligt war, das hauptsächlich Kinder betrifft und Teenager Enterovirus D68 wird typischerweise mit Erkältungs- und grippeähnlichen Erkrankungen bei Säuglingen, Kindern und Jugendlichen in Verbindung gebracht. In seltenen Fällen ist auch bekannt, dass es virale Meningitis und akute schlaffe Myelitis verursacht, eine neurologische Erkrankung, die zu Muskelschwäche und Reflexverlust führt. Das Virus, das sie in der Simulation der katastrophalen Ansteckung modelliert haben, scheint dem Enterovirus D68 ähnlich zu sein, aber schlimmer Putzbrunn den 29.12.2022Dipl.-Ing. IngenieurbauF Statiker / ProjektleiterU VOLKER FUCHS vfuc@arcor.de (mailto:vfuc@arcor.de" target="_blank) H vfuc@freenet.de (mailto:vfuc@freenet.de" target="_blank) S fuchs.putzbrunn@web.de (mailto:fuchs.putzbrunn@web.de" target="_blank) Anhang: Artikel zum Download
-----weitergeleitete Nachricht Ende-----