---
title: "Der FREE-Score: Wie frei bist du wirklich? | Dr. Alexander Smeja"
description: "12 Fragen, 3 Minuten, deine Zahl: Der FREE-Score zeigt dir, wie unabhängig dein Unternehmen von dir ist und an welchem Faktor du zuerst arbeiten solltest. Kostenlos."
---

![Dr. Alexander Smeja](data:image/webp;base64,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) [Zum FREE-Score](https://alexandersmeja.de/free-score#free-score)

Der FREE-Score · Selbsttest für Unternehmer

# Wie frei bist du wirklich?

Dein Kalender ist voll. Dein Konto stimmt. Aber dein Leben läuft ohne dich.

Vier Faktoren entscheiden, ob dein Unternehmen dir Freiheit schenkt oder sie dir stiehlt. Multipliziert, nicht addiert. Eine Null, und alles ist null.

[Starte den FREE-Score](https://alexandersmeja.de/free-score#free-score)

12 Fragen. 3 Minuten. Kostenlos.

FFokussieren

RReduzieren

EEntkoppeln

EErleben

**Fokussieren × Reduzieren × Entkoppeln × Erleben = Freiheit.** Finde in 3 Minuten heraus, wo deine Null sitzt.

Der Test

## Zwölf Fragen. Brutal ehrlich.

Skala: 0 = trifft gar nicht zu · 10 = trifft voll zu

Deine FREE-Formel

5,0× 5,0× 5,0× 5,0=

625

von 10.000 möglichen Punkten

### Hol dir deine persönliche Auswertung

Deine Score-Einordnung, dein größter Hebel und die ersten drei Maßnahmen für deinen schwächsten Faktor. Direkt in dein Postfach.

Vorname

E-Mail

Ja, schick mir den wöchentlichen Freiheits-Impuls: ein Hebel, drei Minuten Lesezeit.

Mit dem Absenden erklärst du dich einverstanden, dass deine Angaben zur Erstellung und Zusendung deiner Auswertung verarbeitet werden. Details in der [Datenschutzerklärung](https://alexandersmeja.de/datenschutz?hsLang=de-de).

Auswertung freischalten

Kein Spam. Keine Weitergabe. Jederzeit abmeldbar.

Freigeschaltet. Deine Auswertung steht oben. Die ausführliche Version mit deinen ersten Maßnahmen ist unterwegs an .

Testmodus: Die Einsendung wurde nicht übertragen, weil noch kein HubSpot-Formular eingetragen ist.

[Zum Live-Webinar: Raus aus dem Kalenderknast](https://alexandersmeja.de/webinar?hsLang=de-de)

Du kennst deinen schwächsten Faktor. Dort zeige ich dir den Hebel.

Kundenstimmen

## Unternehmer, die ihre Null gefunden haben

> Dr. Smeja ist ein ausgezeichneter Trainer, der seinem Versprechen alle Ehre macht: Schneller mehr Erfolg. Mit seiner Unterstützung konnten wir den Umsatz im ersten Jahr bereits um 600.000 EUR auf 4,4 Mio. EUR steigern.

![](data:image/webp;base64,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) Werner KloseSimpert Reiter GmbH

> Wir haben unsere Gewinne im ersten Jahr verdoppelt.

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) Dominika Kieratsauer hygienica Gebäudereinigung GmbH

> Durch das Training mit Alex hat sich sehr viel verändert. Wir haben jetzt planbares Einkommen. Und ich kann spontan das Wetter genießen, ohne schlechtes Gewissen.

![](data:image/webp;base64,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) Carolin Tengelmannprexletics

BWL & Psychologie30 Jahre MethodikTausende 1:1-Coachings2 Bücher

Für wen

## Für wen der FREE-Score gedacht ist

Der Score ist für dich, wenn …

- du ein Unternehmen mit Team führst, typisch 5 bis 100 Mitarbeitende
- dein Geschäft läuft, aber zu viel davon durch deine Hände läuft
- du bereit bist, an Struktur zu arbeiten statt nur härter

Und er ist nichts für dich, wenn …

- du Selbstständiger ohne Team bist. Dann fehlen dir die Stellhebel, um die es hier geht.
- dein Unternehmen in einer akuten Krise steckt. Dann brauchst du keinen Score, sondern einen Plan. Melde dich direkt.
- du fertige Antworten suchst statt eigener Entscheidungen

Einwände

## Was du jetzt vielleicht denkst

„Noch so ein Online-Test?“

Nein. Eine Formel. Der FREE-Score addiert nicht brav Punkte zusammen, er multipliziert. Deshalb kann er dir etwas zeigen, das kein anderer Test zeigt: dass deine Stärken wertlos sind, solange ein einziger Faktor auf null steht.

„Ich habe keine 3 Minuten.“

Genau deshalb. Wenn 3 Minuten für eine Standortbestimmung nicht drin sind, ist dein Ergebnis vermutlich schon klar. Mach den Test trotzdem. Er sagt dir, wo du die 3 Minuten dauerhaft zurückholst.

„Ich weiß auch so, dass viel an mir hängt.“

Wissen ist nicht messen. Erst die Zahl zeigt dir, welcher der vier Faktoren dich wirklich festhält und wo ein einziger Punkt Verbesserung den größten Sprung bringt.

[Zum FREE-Score](https://alexandersmeja.de/free-score#free-score)

![Dr. Alexander Smeja](data:image/webp;base64,UklGRnJQAABXRUJQVlA4IGZQAADwQgKdASoIAnQCPmEskUYkIqGhK9NqmIAMCWdpPMJm+wG/9r1SDjhZUyeh8v9nvWjXlAe9TUF3SNPuuOJHnXsl/8j+8eQ353/gv+BsA/qn+p/YD4BOMLoAf7z0C/sLp/f7P7geg/7RvKdH6oVs/V/Xq/i+sFnx8+PhNDs4LfvL55Pl/+P1L/8PaRxX+9/+Xm1+ZP/Hqg/7e1h/t/u/zlNFt035Z5Ldc43L/OPVnG/7kkxxpjPa+9nUZbX+ioa9OODYn3q5S4/2d1CfZvtt16ccMZRL9PkNgwyCwUIQBl6qqGCZ8AkGLflQ8YAJJ3z9Dm9JMCK/lQZde6516Jc/Zp9es0CYMfEoDaI0JbaxDF+POYP5D9FxgHxggdam9xkEI8zZRc2B4IbW5LDVMcMdoVcSMZUyhQFsMjwoQGCVMLCbhCTZWADWKFUBBiMJ79PVEqxWFtt7bYji7UeDHNJhLlOlRWyH796wNc/cKQ93wnfDD1ogawRDLMtS69gzyi1WlhKQy3sjgPKVOofhcO0eFaPXe8qxEmF8Ydng2sNFZiprpRBANYuRKyQ5PEOD4m9MZPQxCg4s1eVSea4ivJN1gfU+a1GdJC+gAylBxqk3PpeW6KPh7+Q7g17fnKWARl/8qdtPCImAemBnL/Ke+XRBlVA5e/9DxjIHIDVILjlq+gXicmfBiWAjOsFea9qNnUtDAUicnlSmOzC477HPsmuNhHTc7nkxT4HHrHJR9DMaMCMzKEyct60hxyehakAjDWrPDMllA1HChIwMYg0049ueKqsx4Rirb3jLrNOcFp7yM1rTAX2drS/Yiyb/PWAG57+qI1YaEkWhlMREV0oQ1DN9GmqCDKTIZL6YWBHRsRFYW0vHXdbA2x5Ef+kZ1dFB+tTwlIfr9LUAZigzsQcFwqWHa1h9WQc+AMD0w9MkY+/4f1Ihd+xFmNYIta/s/Ma0z70rbmmJFZ4xY/cYjLd2uU2v/C4JneF9anRLTWvGrBYX9+z5uyVgKYHVbW6zuZ2YUbVQd77xJr5eILn4z8Uc9S461sJLaXCo1vcpQkpcRbQZWHCd1Wz2QPUqnq/4wuzoojYulkR8z3wvM02xBVKyC0sGgYqawnps5Fo9/bnh45CbbMLt8TnqXCEr9lD/NHMjpbqLkBdogpkvtydXOlhqfnwzi0apMO9nqj5bwa4agDbeXmmgay4C6jNwhHQR3tVmCDzolBbJlKJTmMzKa91Ve/QItqbwbhQX91wx02/KzOiZbqHmXVML/nUglRbfJIvySo30hekiBUy5zWkdTZrmR8tP3ZT08TmLYetmlDalc4a1FFHosFl/m2/1ySktS24ImjT1GWpfo/wwlhJF0BzH+NeOeuHc57WzOZ4NQoewuGRDKFclpMBltEMwQ3n5pen0NBvUIdJ2H+RS+YIvgm8z2gX4Ew539ueRLvlF2LiH4D1SuZJ1bli+HI7nuu4P6NMws8tITHnDe0vczeEg9nfoXac8WGB1Bk1FE5/anK18sbHTq9aa4SBPOpBmJx70y5BRxMaJcVURK0eZAh6Ndw3vupvZIc2WJigK1Y1j//qIdv49GpW0fqgqACayWmF8qIoBG7KDj9nxgZRrJZz5wZlNL0a6BUOlbXSxzJgtc1xswsb1cSk1G08Wj65sX1b/m9e/mSsYvYwaBJpcpN4oB8zUGUytc0bZ+BzhIaTaEhmtnnb2kaYvDQx9pmQUptvy6ctZG8SnI0ikVzeUG7dFdBm62Llao2pauh9X1wxtiOOsdJ1AA3ftjt73hL2+UL2AG24aW1yJbjafDdcNLLMVzkle3QIR0GzCHMUYDck4TNRTuKGW+tT8Tf5rxmro49ZGYrpxCHX5/4+su+TYdjIkZWow7CYjPY0Am6Qf8cnwkuPhsC+0bGy+VmeYZwIn/KknuRPnW8vLuFSdo2Rm/Ur6RBub9HnV5AKY77wWyIElnN3G1qiqCznebSqoaRtcCS1z0eTyGjUtLD7YzVTSuAnIfW7QP9EZhOpTLtltJffMaH6Kpm2RR77l0dkDI4V1f8sL4cv90ipCpv2hGR+60/7OAcy0yREVyCN9buyMKPbaYq4WiZAwK8eZDBZyjC1GzvEa1Xg1+Bzu4Zvf9C76+Bb8sRrtIiUsrAnXIHC1bIFBvTuhCfVqdGOQ0xar2eicaYVw6hVJY+bq2rcnwiqPYxG9zAIGPnsXUAQYv2bSw0MzYSwlw31txXt5PQ2VROv7Y0N5DsUy2fvx3nnm+pVwiH+Bow01KBDvFxirwXwSXbjo1xJXMoLtjpzRR98Di8AiOT6kij3DkL8uG3CA5Bf0tNwSemCkGyxSdFkSojxe0NPoe5Q6yj5BAxMkiW2hxutxkGhWp/q93LOYIG23LhiFfH0R4VYxa5NoWTP7WPFqAxbEYBoTckerNM32KkwLCASSxlrt6Rf7p/seYI2+8Adm4nj1V/f6Prs95W0xMywcisgQuF/pq8ka+YgZVZP7oDSK9vCEQBQRZv6Nkmu8LNbJE8jeSp5jWCP/ic+3eVlRUQHeTBc0XJ7bNda8LOTKkmGD+xqZeiFe6PQzXYZEGwYFkqNc9Ho/p4J3bZDBvyxpr1PXIGKxAxiO202FDngCRPdcsWH6oGl9IHFbClUqQScATU5gXWBqny1ywVzmkkLeJNUAtxJCOTX3IUw3WBqDOHKyFDfzvdcqSLzZu5EEqD/vjDhTfA0f3RkE+dWKocWTusUirtaicYMLbhdYfgQHH/Yvx02550L7afA8CVTvHMpsWMkbZVfCUmaCKuVuHv3EFovHZQT6pkaukOE885uSytiKyPgFYUTKjRJ4wMTD1QEUsi0H49XcBBYzOGS89NPw9hMilH0a+9fAcDGRWi46q8QQ8Hq1rgVqT3C/iRNPAHbyo+042sZs7siTbV+t0denOrHUhnzEph9E6QpZyWApgWe1Sm1OXKSBQqYw7Brsgch5VwyjrpeMKdnfw6UijakcMYPcSKv2yQ7zGvuzdeKukgW9YONUNUR1X31Wb+cjPzikgG8guepba1CVUqUI03dTH3RqKwHePQ+cI3rcDv8SsMCBxndNXuAxvFiYt0HXJsXx6iESLlpjhclIj/W15p5e3JXs6ZmVamDAkx5P+kQUzABbmn8dR3xGP9MLM3xY1oGo4DwTrbVqALClwC00xNUQnxhy3E5pVyEKK75vUIDTSlVxc16Q4TK+5VquaITmQ+Xc+wIkfX8E1WyCmJ/9PYRRTpZ4X4McVPUrc0tjqlewCIvjv6LljojyU5B5uQQ7rTyXjhQ8w8zspt6NInDPWR9aske7RAS42A0rDSfIeleGou4jifp8GOSPdctTzC2o72PLPKiurAMwkOan9xLI2MYXvaJpKNVOKf5yfgiZfLCjPV7hRaNVeiqicHpd/Kks0louiKRNSY9BNmI7kzqRTd7cr+nox00VQ1LRrPbAKZvfOREg1WnDujCJCBLmZoLOJlaRI6rQfqlgffOr8I9FfEqMxgLBa5JYqGVLDr+vCAnlok8Vk3gWiFR6wSk13uKS2m0+59umMPwRFgk3nDpKvu9Oq71HUoTXoWb2qk5kNItduWFKJI0JRzZ9ccL49X2v6hSlO8ipYIAcIhjAgU+LBGZmDOx2QZ21ugxCcHjFHNCfOXm8wEDgoP6xJwJSeYHP/CHQyPhI3d93qlnUPKKBcJ1JPbdfesES273ES8B16q5/C8KvfzeT1VuxZY+8tyfcbfjJzPj5xguzH8ItM7DrtR0kf+wWTKeXWacEszFI2Ok26CwpRCIctTJnlcYPpbmgJ7/jDRfhBBhNTU67CN85fXQV3BdoOYxwGr+pLREWm5hiGqAPgJda8HOgCrN5ohp6Ng/Qnb/j78cjS3l5x1fhlCgTeQ3HteJcE167nlI+xa+50/oai4Yn759H+jcMlrOaILjAkkkWAzsgbOLIxKr0Rt9QAWxrjRO9XGwcJQx4vrqrK6okevhbchEUY3FkjwwaUCyMYDKCT2uRHUdeK8oR6KPbZRvLWBeC6hRPR6CDnqBYXuBvdWB7wiQc9Qqkv0D4D/jHVu1FPWIdvy0a422dSVSI/t4gvnv8LYCQmhwh6vqrJldFdBobC20/+n+6MA3frVxcpvLJ0Dpfh3T7iJrvmOr27c9rvbxKDVlhnhGQz6jEkSkTFDMQrOKc5qMMoWSYnm2NxOBZ0wXnNX5iCMVrch6YlD9XA1y4J/FbeWoYoPyc1dMc1kOyoqoX8v752FuHeEo+jool492ZIxNwA5ul1Ef3bsIwy31kY/ODsXlTu8xAFRNVDKD5Q5njPPaC76KnaCpCIgHJ8K1845WUaJRcz0ZIoSOH8sOKf++c/7teIyn/54wCE2xszJ1uVnYAYO/71kN5KKZWbVOXNTbXVYhSo3YqhKhFEYN3v7+NakVELBts57UNtbAHSGKPaSpf+D4SRUhdYtLc3Fstr31JgmaEKURJELZ3pyu1yNHJqKl+TxcQvGSy3GW42GQvvGX6XUR2XECJ6fEP8QqGmdn2Lvd5AmMdSWVMvDBbiNGW9KBu5M5HDbmBc8N4AQEW80WTdCRL3bkuPwSUuKWAqMCqN1vhQXvPHtlZlJF6Rqm7jDq3gJesjI8ZmPEFFluxbsu3JLvzYS+SRxn7goVRjocW+XunfeNTNm1NmwF/q7z99GvWfOcimdnSno/wxpymsc8EnCYoe5tD2bKLJS6/aaZEWMdd3rM2oZWmu0uYcLaGtlGPFcIfCKDaijPDQlv43PXC+dgcaIS+qAKgeP9rkNXA8aTycDp6v4q0GrlANZCZduucagnSQ7WZE6C9eFwpxt8MWnaZf1fkINlmsSHhmG1caUUNFHn0hShHU2an+uCr/ya0+tdH0lhN6456pKnictvx2cxBdvwogAFLs8kaevszIQQNqWSwgBOAx7h+sv+PLGZWg+ZetIyFGZX8FArrg/0pnyeTJKWytVxyCEcGC3LRz56zPBUTMJIezhkvj9hzfeppFRLWxqwH6l9aC61XE/O8fu2IfCcO+VxFmFB94/U9VXOrfMNndpYIg++veGZ926t4ijcEK6Og0bMAWrxonx5KHARCU7xJBN+9NujxUmHBJKjmw/2na7KaUnWVn8NmN/tlB2/ZQtTtvKj62ILCY8wSo1283QZHG5Qn8ASFqw79Sr1FASJMEcOmbk8sgVgqTXu87WDjGWwlTEhN8+LUUhrKqYFqlbUPG9m0G3/Sn2hzBDPrXUDp35UkZ5BuZqTMl0MeIwB69i9VSwj/l9MyAT9EtkT6Rtc6Ct2djznM5tZRRD+GsTQhhtQi5CGRN1dyJPR0BrYerwD91id+R+zbHZG3pSTGt1H9wU4VyN6XJUlK614OvfViQwwpT/zWYp4zmvJxTeBbotzRKZ1hsghYNJf9B8rNyxBRlN/NMMUz3WKF6yEhu6Mi4ML+y/qkFxZSu6ivmuUNoxFfqq/WnGBn9quhGKDvVq7Jo9PLbYWhN9uQVvvM4nXdPGCddmGgsUZEDo6iTU8FIV7OXigEjL69YEibDkGbuvZgoPXpchTgBrQN5m/VysjHsfUYudw30P+BR9/8rqJ4YpSjv9BnwvvLNWbWIPlCkdLCXQB5fVSb+txwsDD6oekkqm1luxNxzXuR/w7figtyBJaMyTkNJJpAyxHu5AgGVgmuMTFD9tk0DJF5wfSnwf6H/0IAQteIdKDJbxaxWa1VKNjE6NvydfrGv2gpUF1+3SRCB4CPhUvpkj7OQlntow+0JB5f6DtPISFCE+ANsHQjaVbeBgwmFFjT4fXSi8EefeZoog1VFgKm1vD5fAHFwkXMSrZZKQ24gCEdyq5LUQuM3fS5qwhuJGjGi5w+Aj3FhDLsOPqBfdwSMSMBbR1puL9Fz/jSY8NDCriC7mL75e9ujI5obzcGI92q0ZOt6nlRmr55X4WQkFyeZVvjRMF8dcv174PXfvK+uw/Q+N6wndweuV+j7W36nqHLmKPE06LMNc5e1/0dKycJetIjU+PfNm7sp2chgi4F6aosZXCMy/26LDDC6ve2cmAvdNh1sT1qZJdc4m2VI3oU8nx89uw5bE0oX/Nshhzy7VjjAnr6iChvAwXtVAkAHWZslOlKYr6ldqWnQcTHerLivgKHMbbyPuy2iMQaNVtcY3Bzh3KaXa0hy8sO++8zVN61F1OnpTYJlaCXDPOsQAlCVkM6u9ynUYB5eLx0oT+f9QmQYSq9AAD+wkQDNtkL4N/64palZkRQCU/wHCRX1W8kvjuXWjjmT2Cq3237vHFmmh/coCSZfFV2UnOzb+XPs7l2tyS8/1V4v2+ybSQPUj4PX9129jDrk2CBu+RhWZ3SROccCCEQPNoZw7P0gJCKqBBVLz7rQ6sT4iI//0alt2wlYmPjBD93mHgFpapsjQfwquvg0OsXqire3l0Vo8zTLyZ4uD872epw2vUAp64Vc996GloXRwtj6jOZXhAVLWPykL/mJ8s4b3j4/GfFyFBqCoLWtaT49YJ7UbI4bZx+f6+4cuvB3HVPiUiM0U61nOGRUTORG/MGItjE4OmYhKKhjKjVu5ytCesR1VdYggP07WQNC01SadJRCQD7KXrsemVEi32Hewrw348JVB4wPn/I/QWMOABzVZRm/gpDACI65076fvIv30ZMa2ryRHZZQOVvo8xp3NzLu0jFpNILt17Mt1V/rkXLK2UVXbz2m0HeR0ZwX2JVovDtvz70YJXFGLUI6I5HMPBx/lh3t2YyTvl86UbCa+/uyG3hImYyvp5pMRIjHpQ5PGDPhou8+RVUSsr7YMXR25eJrNiUGVoFjsVGNEiwHgGxFOB1FuUoypv755dz2HHor/UNhNUBtbUD699ddIYWFRnYu/wZ40kJXAzQva/ez6YtMbKJC66mel6HlmBvv6D69fOyAm4a/d9yLRp7sskCk4xy8Nvbak5aMQr5qQY8pqS78bM5eQeeTDzHsyOnTkrBLgkQ7svUy0QiuEFG81Hhn9eqsQ5OVPDrP1xQRrxzcfGvtLy3HQw7fU/NdHEY0KfiLsIf8EgUN53q4ymywBOw9S8g4Pt1Zm4naMt+Ptd8qQRaDYwTcz9vZ1nfUegVduLnLgVd7c5pemZC5CooaHUNGZU/9622IT8yNpaKX5QQm+qOeSTVhWnUl42iy8dTLvWGEXklLi7cjcmxBjASZ4z34I6JGTZxGg6oMT2ol05yCkUmWgzdeP6C1SewEpdbkEExZeXfxyI7yImYrFzainRG4gPCJ9kY3PPSFYnJbfeZ2VBCDkMZli3kl+eqC9rmGa7EOJjjYHmGAWWCNpotnGzHJGYrIpno9vJsv2YAM97AClICLTogrMA6y1ssd4P5A8L76pf8aKQ5jr0FY/QDYIP9AlKpy+ooIac7Xj/+hAiACBnrG0AgikHuhYrG7WZ5bVA9LyHxbHZz5wue8zv+S8VbbO7riP5hfJjzpvUPxomNjmFfIhO1SUb+0hgGIymIH5ZtAx8R3KCCKC0cTBeWMfIza3zmOk00Li4ImGbd3k3EcFGLN/qTlMurtFlm8FyklkzZy0M30u8qCFnnSDDqyRPQwg1uQmQq11DRjtuEyo7Ff7El2NxgBmQQRaJWXzW1590ZhPgoeLavVwH4ke6PHn+vO8zTsJatHPd1CsfgtYV2TpO78NSdELypdDWKdbOFEctWV1gLh1fuG+tcd7e8SzPjXYqKvuVFdWa+dFseJNWoTpOXo94VsNW+GEjMdNXBzw2GQhAkWgESCK6UskUt5pTd+4YgIazbbfLsefNWNo8OgOByaJCcVEiy1oNxj3ScwwPb4TjMAQyDV/stbVKpl+eCd6MQ6MqqE2OLKB+kctPTuS4BXB9d+EdWnunLDJxhdOhwLYUrifrtC2OY7OFFbi4Tj1D+dR82amRtcqF4AsGCA6s1P2wYFnm0abeJmytr4gTHDj983JKsG454/Pi4ywpOVa7KwUooEZxEG6FE/cA0gNfFLVih6tnX7vItKa3+j8JYFTH/bMrnrcTRF2fLs99dJw8VPXVU9Z2yyb/fSr24Brw8Lq6e7n/LbwWtqSZ+AdsJ8zSgwWCeLmMx5apYi8w32pUk8Dw5S6KNKHdlb27nPW8c0DWtkzHrxxXdyQwDF2keRZdC/sHsAt1qBnruvU6NxVhd0/6PtslzqkP5jqObKQPPGfutGC9wpAHLVBlPM6rKi+1ldF3D2dpsYVJgKactVoAe+BTTXgvhEMJ3HSvZK+0BO2kP9aZ/kdNceF7rH5Q+7I2yuEa8Df1+iD5TarVjZwMFLYzqFGmq1LUDt7IlOSLDMgbDJyakd6t4HRu/SFKvVGlEK0iJFBIYdQmCtEwE3cQA1VYQ43tBY3Tv2360pZNVsCkLWVb+/ydFUEJjJiAyg5yawsDr2g0nW/yWRyMZc8hlx1XAEgDEqfruQayRK/CuSu/4XUunOeCSrtX8ELqxSFqOtfPA/820aElC+11YomtIT3kGTBLvsQnBwcumj0aNgkwbxCttSu80YCc1Jc+/S9AgQJwR5vU7YJiejWhHsLKmvRt2wK1ByLAJbFnXeJe3dZFbMO4AMjJMGzQ6/tgwtvim5EHLNBLXj3MScemA5KaNg7bWL9tpmboYVXxF1nF5Rfs5p/iuVdwAj9NaRgGEbtCm5fmad3wQeqti+HjNZdjeTp+UF5DL76m9lHZyj9DBOagiggwufdQNFF9IVO5/b/r5sNZ/S9IbYRIwRIcZKbm6LRat631OxpDYAGxiLE1VLQzWSMeBsMLN3/gT0Wm35YHwWbKX0pMnauzXbYVyupjlLH5YeJz9WaOxMbr5h6+XLnUvNg+5W3PoF01EF374S+Iuepm7Dr7KQBIXEA88WBSqrJMYzV33tTEkLligDvEi0rwFl3RbHiFwP9qHkD8wOzdFLkGX+JACzDYUwP79Ujh73V+AAC9+edaqE+Z5ZmRuXcP6eZ8CjcV3tLhN9xVab5smVabQm7Yr8EyoKG5Ck+KO2Icxa+bbzScjf0DdpUUuj3XrvvOW+8063dHU42dWQdwFEM3B5/Iq3tlFXinERbWgJURxudIyDeRiy/wIhvceMCEc+CotpZHKIWEORwJkEdzZ7ynZb8KoqGkYSwoyVDy9HbhnQfj8Yd1WdGzA3ZMYiPZF6/ZwO7GQTa5Vy5IpktyEZ29pdPoq+vpvznKVefkK4wOd5HMTNkX85qnYv4Tj9BJpIj0XKkFBS7Uo1PiTbn0V+RTTstc2FSwlOaIbjG5J2GsZQdrsf6eOmzra6D11kHAtGTIXFXzId8kugdhzLhxMeJbEtMV9iQxwgvcdBOmGjeFCSEsZKaOkFoiavSxtOOfNwQ1xreu70YrTeI8a/IzAAjZB7IcTbIbsMw7+YJfqDf3B/YnRyZEDnJf9wPMejkAdT0icr+ZYHregu/IdMiHIpSa3Sge3/DxEasNOCHLpqYwFfKARCCI3DPmJsmRZD/Wjjjxr8W8wPMzpIzExGBjbwo3mUEhZ7Z+MOHqjBHSydF4WtSuPrwJpUBZbynnFRKzQ2wt/+cEpOesFIoKTg+MbFESZNVGqkLTmWylk7fU6BiyLFSGjGGmScJi4JZ5vbzQgFd8Ja0tYNMjrIl15bLCrN9A8B0O9kLykZKB2sL8b9+BZ/vdqnFVfjH5Ty/AfAproTid59BLi89b9kuuu+mBAJuG9QjXBxH1PKe1Yxpqa0FkkVwNOOfqkNPu5lrfH7c0ehb+IC+5d39vJHwWD4ie3wFIHUKYewZz2Anwg1dvxAL1RlOUkrOsT/7QlXf8NCRecdMJRBteSR37o2kH+JGo+AsVGgPhkS79MhD721EkmV+9+xo6DWAvXyhRcEJ4qZEZ5+mINIJoDBwsL/GfGCQa8U9+chxoYU37PoWLXJZNyW33dyw94sU05z8WsHqhjbZavCZQfvPHtqxDhn5tIUqQukxsLxHzFcZwyhsALHPvFiIduD3c8FMFB7NcJCW1wZIBwx9eil+We7AMCodk+yR1uJnyaBEWqIQlZx0veVLvJLRc2SPs4jC03yTzwzbtoncri3tmqzXvuAH1TFNbX+JIuMM5D68Ww6XajRozTzdf9nagXpPikhSao+4tRQnk070pIUx0uWDFTekla48e5hN8W6p7eyj80JOSv/T8x2DvIjH647GP0k2/gg7RRIamTqvDeESTXdw5DL+OSr5yM32uJiGYUHCsb2g8uA+nUb24zR3RhlMqYkh9jGm+5do12cTdvGy3Uh3FNFYG9Pp7wuCbg8kOen+j30fXPCVQeAHVhIn8msmit99Eigy0ODeY1iw3g2TGiUFuaxjVaVp/RVTeCndlhB8gc8hrOzSG5WGeH7XpetvoDgz6utMSarrL/XCFY32dIPMM+GN//mmZRl2mwVzKrMJmv5zLUhYHbMzaJ5B19iTLV9Lld33ShZ9zxn9BzTRDcdtDqRtGQe+aF48LrFfZj0moai6gPax3lI73qwwPJ4Yy8aw/ngXcHLTzpHwxL0qg2cLUBXhoOcS1M2+1k7v1ppdrsCXB08kIw2cegLnWvNpO9N3LUcNvXIBPVnqAmSgDhjUHpdO2LKyWDgfi5S7+Mpn9R4qFgB3blOFu/HTnljsYSrbU0HtqMm5p6NUljzqeP2ZICWhv8GS5pAmVMpH/oXdP9c2idIHICOYZIAgkqkpOkRAKHBPM0rbBpCL//hxlkLHaO0XRHmFHC/Ta1Z9XLRFyqJjiH1oi5DqzkOT1Z4av63Y/71kasw+vR1XBFp/TnfqULuxA/6gs4/06BUFJwPxz4Ckcru1cIjFbGd/XqgKoi07utRAhJWv2t7N+EXT07j2BnuLk1It/ahFtKOneXWcLM9fAFG7ktO9I9S9wpkVWHm3YHpXNiVEmT6xSD1iHuWOLysd8H2ASxUWsfwcKvUBJDyVQACWBo/xeKiUf/Xz2+L/TsB0r9nTpGMbLkq99+oiaF2OB+xBrJmRsCj5Qh5pn989n7Fhikp45ItP8/at3p+ZBeVGEGYmrQEtAgj6f07t9alfDWQ28he3BS89e942HY8e63t2vPh999ou7nEcPrXMkobltUTBWJOuAZeO6sbwpoFj/9hRuNSaQUbAZXekRiB4qXLepZeIRqq8aX+7IEuG2YabL8UJrCAl6G2UOKHWpDwafGxAhygXvt5uJdzbwqB90ZPr5qAIPFpiXDncgnaC7XnVntgu/5ov52fUll6gzkZlB14oi5iMAS1zKp90z+T78YCKpjnce+37bdE4BlFXWE7EgzKCjP2c237GIA0GtUi0QzHljwE7c3volfHOXWZNBmpqU89yF/VwhO8D0CDn7Y5NYVK0oBbfiuoeRGlfCKVCEDO8UtTJz0RMfJoQevG8akLcZNPdW0OQwnEmAbIfj2fFlIBLHJUUfGs//LeCElsCsAVNqbXc/93Pf/mEsGYn+iOuKnDLMkHOlbBMisMlCTJtvx1okQtL2Ca/KpwhDBW5kwAyOyzqQw9bc0/gf2ujlaXViZm+7SOJZIzpBIEd/BObyzJmWGIl5evvfYMSia9exJ8CII/dgGqe7Ycv6AwOxKmArnlwXDD0Y2b9wr9D2e84joa+2wki9UbQpQoBoNCPutU952xrVJS57oXFKrvcA8Na2/gZVaJsav2EChkH4+yQrroZt8CtBY0MR5fbcoaEOY3b3GBiKnzk81GMY5kh2ROmIp7IV8pPZQ4NzUiAgX5Mh7UiiY6wNdZeFLwW1s8NSbVssl7NpM2BqHhguR8xnBUVP+Gl1Ap6WYRG/7ZEuO5unL9lgq/uhwT0G6xasLV9FT9qgmv7isSY/jLSTF6+lHUxS7Pr8+eto4EzqQKlY8eXdhmDqvxAqV0aviOFQBAeMV+7f4azXto931C8XNyywi1spgJB8XmZ5zicxpzIuQVH/ACOZ7KSaaYtQwAGOGf7W+vK+Tq/9AAHGxEdrF1+MK3NLErmVJYTrbMR6tdM/cLoZjTCwsJgDGQ2+NYJgvOARmfqIIU1L58hKTvuE54BselrViWNvLGRouJwYELysTadzQip4pApvDHP4Vc4xJYI91l+fi2KcNTelbvtRaD9mXOWe7w7YHrGjRyMGZbHNXNAIU51SwBGPEjdwZqMBL5l5NHQY6gYYzpj+o39eVixLW95oEA7NE5UF3wmDw5JF6yMwQGpWtZZl85kPm1r8qKyKNsAKx+sT8vpjFZJzV1G7Fq6fTAbKHfq0kT10GMOsCoX6hhvfJJJbzbgziBr+B1D+Hsq0ds4RzXHgf1Eizq9ps/CLmxomHdbjS/nrEhbu7HxE2wpMZSW7Y47L1oFdUPXrr0SBSWf33wRUiFtLJx2fMhcH/Ro9Z77NJ03oJgtvqc1SbMdt4HOBRPnsA6EZlHFL5P++olGPvrhUL0DAZgrSzkg+5DMM8WadcimOc/iLluvgfMgiFPB2flZLklSd+vUgRMKa02XcsqMLWdfg2yoTWmRsLLk8qRCuCFnZAexLxvDPku2Unq74vgomVgsaoPQeUqJfg2jq0Gph4PS1vXNwTICQiODEPP8Jw85GFXwvfTNT6FFfnBIYtX8pcnunDYxp14lFoQYVmzCYx6bSZCTq83MVFMw2GXldGDcuib0rqNxnuANkQgE61o1jkaXFgB+cSHqnap5F75t81tbjHu5K8uAnKxjBViWgaenjcTI4fOX9Y6mfzYe+kGVrxNZ6WE5Y9Z74AKVbDlgUWI7fk0Of11g971hunmOsQiKbsLIQqM+SQnkEk1yOAiNFYWpZMWKgGPX2dA+9MjHGRd1a5vEH/IHK7p1maYEEhWnpVJOMhIWZAaiEClCuQF8kaT7IHNw2KXeVA+VXdaK43xhLr5+DAFqzEHK/bPftbydfOWZodLVM9Epn588RF4ZK5oHskLvS3NzqjgL7MNDaPpR2ypexUKFjWyf4h8G8fw9z2+nw4qQGrmZMsglYyc1jVc4KQPSxsC3zvGSZ8fzENbWsLucp/iC/mtpNRg8IsVA5Em41fz04QBHa6BO+Z/N/g3fMPQ3co2dBZZtSwOMGxdKGduYO3ZDYABhDVwns+oUnPOyUc23uyPaMSzF1iLtyAvsJqlI++U0VUQBa1HahJPUamhqoqcOpgMzRVriHDzM4FdRfeYL/kEP6xLPB5qlpcAL20qgUHVu02k/EKqPBY9uiWb8HlBIbu+x79ND+CjNLNkhwX9ZXe9et7MEa9ZGEU2jWa2hKpBXsdpMOjw8kbyoWcZzDttOo61BMrwCN6GqsA4wDfTf43p4OuzZ3sZdPtBC72GtiaJLuR4E2dhNgixsHUhxUSfL9d7n6nf1I9bW2LJGgTawzreT2yVNh2/9u3PbI9rKp4y3YHvQkgqFD5kAHvw2Cg2jNM9jF0V0CfpPEWVSxkFCAu75l1M5zKM1asDXaCFBmr9fkRKDAP/bPd6iQdyDnbFSp6dhICE1UmAj7c+K5YS8IJbIgK53F+2cc+Kvn0cN179Q4M+dolvwA+ZLi0BF9ZpruBBN3HND0V0kfzaN+LXSVipzLCBRaU2yrKpq2YJ9JHisaQ453/JxkPJ9HJ5DwleO/baDYnVmgmgaIuXTFPbl7yl5a9vAPhgTa3qERmQILQJJ+/BJPMAlUvbVgFT4mSwh9UY4S2j7HmrjRNeo3NfcqlfiHP9t5FPv8BmxvdmLSSNuCZo8dV0QFE3Z4tCR1Q+ZCcxiHLN7OxxsFSvoMowc31OsKNzCw8RA3WAm2nzOi9C0MIZ0hrRHLuQnu6HsS5LS4Ws+/A3FstOnuMUCIBO5paQotYeuLPfdeLlDFTUttKNyoODnq08AQu1tdD8o0TxseXFSEbEdkdgfQ3821OYHWvVe8QMRsUtMVSIbhq9jVp9TbFZ3L36OscKsio366eLbGi9zQ6emG9ebs0MFXwllBgeQ1iaLA9p0IB14vqWpKUiemJ4kFvzuAIYVmafdD5WHpa51Fg+aj+Y4CrN93Lk04/UZwMPSiA8j1DONHmU8+/uHtBEN3UNLrZxr/or38jG+hvuG6jP/af13CucnoNoT52GiBWBtBHMUOQEambE0k/NqeDmHZeRC+W/HttuBilprCC9HS5l165CjIgeeDvDM2KiDMmvn5i9TYy8yczbyCeL/JqblUtr6YXyNhy2DY4jZ1bEFAxLsurnYFnPJnAP73uz0AY0VnBOIu4VDOp3Y6CCTTR1gCsYNy/6ZWFeW3zDQPQirFwXSkW4IHkwAHSDskGOP2GoLrobDBYXGM6LX2/54R133f4KRWisFz3/R0BrxV737BG6dpExxIAsQviBzDTClvMmx06FTU0uh1DehgZvuy6FcLx1yTxJaKApJ3e50PEyjI0OH5IATrnYLdgI+LM2n72WmImkmsjiJ3ZU1ylB6q80G0uOANWXt/7WpmFvkikmXJJK1kOj160+0yr1e3FqmbepNGI4Zjj7qqtL35zUn0jP7XJp9C0l6y2YNAb/+hXyxe4ynVLsuakaxZKqFuJfZ393eulekrp/COY1JtJ86Nnt2GQfkc6OlzgLiAJsH71HJnlpOaa2iX1415vF6XHPYDp0L1HL9LUcva0gTYsO6qvDtvafZP99VoJIrCEhh5aSs+AuYugoO0WGR4VU63Z6jY90FvoUaaOihF/sQ6zxE/vaYutiH2+6nyk/HCYNkvgxbidmwdtPs0eQo+nS38t7/jLn1ampWxgMcbhqhMK14JWQYho3yjM7IAxA3Et2uGHYxZjeEFGJwNhXCTQqhLcAJuCuitKLiwiReCdcXmC6h2SinnQbRT6yhFRiqPWHGggsgoW4GCNi63f9dNenRm5FsaEL31CpLDZCT18PdEmt2gsorHn+fmLpG6QRrgxuLRPvcKtommn/u34RrA7I1TxsWnAHFt2cJlx7WXSHmxXONyYi5l954APYSTWtD+DVqQd9REw1AygsVaJZ6LRzDoOJouHMvV1zypvJiAJXP2qFjw9JNMdJBMmoMTCso+HuSTPffRh5xRN929xa6gYnbY5ZTJcWvl5n/95ah830WTA+STbb5VcAFafZ+0wQyObKPWbNy/F0rcl/7ITFZP/Vxo0IDV41fyTh2RT6kuXsfwLQVGwsrz2nedHK4RWDaKEFJG0xFCHxkvR+j1vbxcZ1yn1OLJhNu3xYPlLJDKbigRM7f4WQzTMGub/7VI1ibak8tGug+u8+LKzFQ3nDb8XDOjOFh7xTQWkOscqZBClULnMTu9bhFvoqDMomUU72teXgPt6/O9NFLOpBf62BS21YzehdoB/I3NsGwUcRAXtKWBbynty8r0/hbfi9K71jQwh9tFmbZUqBlwSoOLPqm806Un3WVlPASaGuAIwxewPBdKvkVZc46heww7d/OQ8jkqADd/i+krgl09e5B+4lKPtKqbIgQShMJ6Jrusjhz8SGL6cwZeZAAe19XIwws++wAfTRCXUxugzgCM6FRnP3+/5J6p37ddPlYBtc5T/bZhj+/dsK6CtwVIoAucju5PEwjUBzaRz/GQCPMMfZMgDndK6j8UGkviXn/HME/eWt/nGnw2T9BXyVPqQdSRvjfWZXcTIYY2o3UCPoytxGBiEvtofSXNVgMw5vjqoZ+1K7XUIHOfDxVnWG9n6elpudrzkKppWZ1LffTlFOiJCRWI06lD1a2QyI4K9A40n8juF0oicdCO8iixqIBw4IZaSglVBUGNagoqRuoFV+IrFlRcnaWuiISVELV3pTE/Y117K58pgowsDgyIZBOG3aTNUMqJYRibtFAGba7NrkFcPkJ37o50mI8mCm9YCwI86s2Xt/3ueteJDaAb8a2aRw9QzmJDKr10mVZwVYwOtV2st5B046hBc6O5mWfo+Y5t4rMpsPgmH5dm1JGl9puAAWYMJg18xaP0XHXrYRzTW09tMRcEYNqa/0Cf2immEEPc2AubiDr4w/FwiZvprpUN1uBAgYfHBYSGcA869bS0nz0GDFMzGyC90sAEjEFPRzkkPO286uyTCr+gh5aOX/UJvSnOQJ3MY/j4tntXrMvMnLGXQDmSsWsyItxWnCkIBJcr4pBkaOiNMiFfewbMylGEOAVER6++KDEjhPvdjH5EsIS6m4KzjiMPPh9354SnO6Z8WfG5rqyqduqlQrtl+Y9b8g/zZGZC+f9dz7K/zEYDwaNDBsAO+Xwdhy+nztGrTP2nayZQmHgn2fOlICwiJMH84PZlZknHuS0biANr9n6qZHT840zQXqpg2PhkSbVBN3/Zch/Hbzl5E4pXKFz174MRWmxFbAV34td6HeTPRfaKimjI9wbPAoTgk1ymy1UN8/hgPA1tKCH2rFLbPPX+UdJK0EjbB+O2U7dZ9et7Vu17RF02iqKzXS94ESwvowmK3Fmh9VPVKPUyfEEL/YMBGYjI2oQMyaJ4LpZRH0ynFYvTK0728ig9eoGCOMnyF87X4LueVKgDaczXxX4Fh63zR89XDT8ueUKzTDRQTAuu6dbH3nlmIvp8n2cZfAxWIwGa28++EK418gHkv3wsaPoDtxYM3cj+GNIADm+gy/YmPZkpcZsFKsoqr+Wpew+v9bmNwztq8Y7YhCxebY5k2XXmrbJ8LZF4XNGPXqAQHDHibPzqDuGfZRT3U9h1YImnPvEKhrIG3qo3T8YCniOwZMYDd40t+GNglCjlFnfwzePBVKHT00pdkDd6sxniHSLLqjiCuF5YbuV0wpgiquU7djX9mq3P3QYtXz5A4QvLPAD9+x5F8zmO7d71KGzW55Ymzu7Xb4VAoGi7itm1mMMS6IhzP7Zyg7yKUjxHjz0xGfMzJEG9TWjV1Gkd/eugmixpgXP9w9r8K6+bipOZO+cZ160ocdKQyZpm/CES49v3BjuKh9uwQKFx2rKgVdT/Euu87Ye6ZzPLcQMCRwbwbeIiwG7ep5fN57PnnYhvSrWpbZ+gLR/TSG5/zGERJXQLjbclcXDGTpUYOaz2KUsdRXcqPBf8F+ty8b8eVoJR7nH61ZmrMY+X5t1hWCVEoBtFwznBpnKTTbO6HyV+Fw8J0W/OlZ39vGKPmUWM2J6TQOudrQ/VmsBASpf9PTSj7yX0Xo6BhUGlANsTxUuWnGVYqGxpQVx4i/ZVyIWK7J2j+Z9YMCE8BKxKkD9AI4f6z/vkBc/Ui3CCo/vPylSnMvvIw01Y7mDg9Axssgn2aQGYKM7xUVd+wt4yhFoo8n6VrrGuNCdKX+eGy0VyLYMWjZLQX2Sel5OXWoMTO4Zy+eegBxLfA86F+SjFdK5dj/Lejzui6OCNJp822BJ68Hy+ZfGpG968NnZ3771Sr1Fmi+CvtOiTRULVbTHuGP8dvd+G/GfAN05fArklbdu11lo4oHoveygFZsj1GqnJodzx98zZfqfa3ZqB9OvcC9Y+7yyhkP/UMwuDsEf+iH1Ws7E1/1kd3IhVBop6+RDslIcYndGAjM3Lgf6FbVVCFqCcchuKqcYMncCSQ95RcKygu/UK44n4soO5Kgr6rv5cvMtq6ouy40kpU8mohzI+6n57y5lsoPM3HDovKS1QoU47ZmM/ZH53qRnoFmn4n4+2s4VDHNk7CujnXdw28iz8h/PUuq2uFHEYLoztTxzndVpvQpM4NIuiBxuwDol8SEnaMqRj7Ku4xVphk0GcIf6ln5Wl6xXNeMp/cFUEWPKDnKmf5ORpR/JTJzixevid68zxujCzRzfq3nMLtVqRMJiPb/PRfCJy3FOLoOlS3eqVMWXnVQDPB+XoBnDexd2HMaExf5xAJNpZh/5apl0OSqyvgW+LMTwn/7kQPsY9oFL9mg5vm3J35f6Fa+/rN14nKEuwXu3f5WAhd7T3RxUMhFp7Jcq7h9l8j85A5YxJ3Rt3bRIP5R/VWVOjD6vxjfoniuqUlbfZ19naTvAyYFP4OGoaNFIf/ldK8g3+4KQXxpMpvIwZQKdOqe+zIz4N4oOndXcy8tX6Ji/SCj0FOMsReEfMP4bOE+yYZBgca1LG7hJn4frS9TsXLJDOYPrUqMXPSB+XETrECcFpbmhWh3c3Y0bMKwMxd7unZH5JXzBOXpr4hc2YQ1MNveOGwbLu/IO3PScNGcwVECSTPf0a9qyyS5gOXu/rNQPRLcAEoC7PD2E2D8wk3UYp4pW1ObXWdkeEW2hpZZBcfAAfPfVfaq4oZ0Zu5s9xKPvMb9YxNfaS+x/4gOWVT2t+p0p6Ov8lw9/X6clxWBKo998W0K8nLUaM5OgCK47IwPYr0qinVLTpYxC5orAhwxh1ohz5Y9m7ptXV4WtOyTX3u8G6umV/zkZvVW1Xb+XnN2avYOWlj2v2+fVHSHwkhZOhziZopzarSz1AePHRk5rmLSQBWrK//vKE7lWMx40O/Gx4+462OSbDwLG6+VOIjzv7eBChVlgBZ+9IUCRxhQsCVOoFiX/kAxS6YI9humTBbcn+mLIKoiiLul2oeHiX9PAGf90e4AUhQ1cKAx68ztOpoH4xpQoX1ZYuE0ifazD6+g/IsB4Y7s7t3L4MAH2LoYQKZvNdWuAwTYsv2/3xvGpCUIV6ull5mL3encps71CNdV0rRFSSvhBVSwjhWCKM1lllCyMWEVAXZ5IIuIBp4UadLhFWXQwqKdGa6YHfcyOTj0iBlOLGlhchNtB00MyHUVnW1QvRDBYRR8shtXpF7ED9vQcFCu6Mv+wV895LkmRbdcaHIHFX1f2qnGMqAEDuBwqI6NmxUMGXkrOCcTtxU/wlusS67etvYbfhsgaLLjadsfqWyzRGqACskoQghpS5gf4LYARRUNqH4bqmbOEXwWHOTvmAwj93IDi+r9tCob1cdIAME90tbSkeS93p6MFxpRG0ilLrgpRp/vvNhEAblbeJJyNotXCGQPhqVhbyKcaCtxWQf3dZp9VKLRuIYQJGg0SV7cCZdPeFB1sgrRAddI+ocR6l4Ov1xU7rUK3oGmK7R7tGjXnQDTVaQt0q3ZcTU92mPrDP/tRPYGsWZTIRIGykbOp4mt3XoETL9Ml2SvsdWpzE4dq3n8w99TcO3DXzv9NlEeUD72FrLX0MDcppDMvIdoFEh7w2OdvmrdrB0KzJXAs3ztgH9h+oJziHDeWcKMzQn8GD8kPjgc7rsKU/hjEWXlnjwUoRBwT51WTqEpH/yFYwTOvFzmhCK1iELh1XzZZsZTuIKK8a3DJXUorxcFGVfgW4TpQmk+SVLDabF1FAzA4Q/cHeFo/fw7SxB/V8hH7hd3OfVzJO0DdcgZRIeRVfa58g2RDvgmi1u4xQyywNatm8gvZTlvh2Pq/n189bgf68uZEqriuUzPduSm5znlN4bGmWC0SSHiVzll5hWSELMMl7B0HLBKzA3SgsrfeDSph44EbqRG5nRfEic9v3uP86wdgHAKZk3s3RrIX0Y9+/PBTQLzz49dbj/pDKiVoeMVdS8i9qo5GOdgkosl3qiIFXqnpE2ZdH/gV0RQENg8/Ph6e71/tIcm8NO/bAvXhdpKV/go8i7wagpceMlAa/akpVv8ZSCs6YAQIR6q7io3YghlSivXMljN3+0DJKKnsICFga7/1npeAvbUkAzH4yJm0auzFhLxCAoUFudE99NBjOb5YsP6KjU5U1sIKIWSuULkYAtNYXx4d4JMapfQWB6qB44DuUWjQIcj8foJQUVbZD6xNHsv5VryqeRFdg1quDEWDq1JmNRJf974KRKkQ0ru7raiaCowbfY5zwMGBo7sCr52I6mMOcrXEUZ9hqPsroOTok2DRoEamF2FKkDWwLNNZXeuDxqE6KPxl/pJygJvN81dae2QV/7/yukPyfOR8It/BpjWO3iRC7OkMCHbhV/OurrQwYijXVe8Nca5xCY+4ZfATlruM84/7xuSl1bQfnofLJN5XJYo/pxxthm47C2tPshGKk/dWyz2WjZ7mTODCpEaltjcVxFVJP0uliECvsNTsZnrS7GaSCK6iCuFHDXMzxqaA7q3Wsry6kdcIZPf9irR3Z+TOmWgqDzdB6r9KXqB4gFNgOy/r/gV8MIA0j5XDgtx3QOr2BFguoD41CpWlPsgGhOPLhRb2kDAc58akzm3YVMiDOlWn+FBL//6GyAvqjt6suR5l3wjdbF5OGEQ9vQh1m7AaNhBYDLzy92f2YtIPNXbozzKgrT41RFQbNnWvXgUOnz3gfgZbJ2UpkRrPw578Me3w+/zwE1J5/gk4V9SC8edaVrMG8oDyGCSzKJq7fR+WJJIo8JOIWa+b0uj8nmWG3QQLClE2EvrIM9kVzm9IurlcYrrHS9qwJXEzvJfBKnR2RcwoqCBEi9BH2ZBMjYrbVZTtUKnQ+395bkOYy/LSljZnVDnpfAChvBlJCup3XrXQEsENkSG0cUPy7EiTozLl9dJY/GSTjRZDVR93BA2ghWC/bVybc9Y7Yd2x78mbQatfIPQ9pghXFQGYn4igu/GrxL+q5MWBmRlMW9PphLgl68DuQ5GBrirQJsTAnmJOgv9W/KUQEUGWOyzXMKKGGOVw/Nf/yoJMR5T2cgPb7piBVuIEuK/MbKYSilXX6S5tK7xh3UyCx2rgHtqt6yZQcl6tTTaxgtFqWwpAv+m74bSkXQRVUjU6Dt3ll8btNcIA35M0+x9rqM+58KjiL9wnQku3kXrOYVwc+RPwlHP0PtSxmtNbrYdaL6DoUEQFGpK7LGXJ+fhfLf0rLQHS0iDIshhiZILs+8ccO79rB5giyJuKFgXSUlxHp4DP0KajYncgsPUmmDB2Mw92LHTYrBGXRFqTTgd5e8oVMZT6PkYcn7cguYoSp6JJE/ktgJGzvinGsrsihTIzR3M+dGOyVdnQOz/nKG+H/v7rENEppSbcIFnsRxlSVQc0QSw2VwllIu25nt4xtgtzJRoYzUi6K7z9fxSZAJjUzGWTCEcnaX/8UrTWwnjBcPqMFL3KxxTzZVSBe9tC3E7Eo4Yq1Vu6WbHi9q3AKrSKIJMwBzVZY+K8d2vlX8hQ/FrIVZ3wx96j1iRzEc5EECf83OdTIW9R1s28PnhQrg94Tx6oWdtRFBYDngnXh8RAbu1IQxMBiRQSL/XL48JYw5yZZPB9boYXSViLLEYpjsIP9a9qaHO4dt57iTrhUEO2bUfiHeJdUq1NszoAuUA64yZWybqdhsa+aWHp3bVHJr/dLWPuN9ltiZm0KYnKURQThgrXyClxTkV7nQcfRfbKeudixO8LzNfPieI/k3VjubwHSM3S83pcYWzVFTctQlD/SykK5yrsQSGGSg4BkaZAZTHqyKWO73VsGLleF0lggt/mh566Ejzjo6PO295yLt9lro1TzxiHDT0FFf3F9346jUN83fqvNiWI7mYGSTGMtn1PfMH3Ov5182yPSYdLZ8Sxp8ZvhFyNmTcXzJPWIPzkgksakIGB/Vqin4KrC5LvtgXvD1zP8uZUhnl5q7Cd8A7jiUqx+z9AgbttRtA0ij2lwsyE6a1YVbYjUf1e21iQj2OLkOVFcY9NxEjhwryfST97B2Um+dpCcgSLJyc1GId71HmBWurXHaZUXVhrtW1fDRXPHfXxcw2MnLP1FT6NLEcvyR0pVbORvcPa8NDxbhGwroP3XicuT4iMpXNT9OCmUf2y0BoBupm7nYG08bTz9KR74Vtf/qjtfb3MJEDXGlgtaBSkqv+Sueo37+ajhsmJkSxkpsdPh10rMzNwknY9QnPznCmb9zxtks2isB2JuoQXSoPj71edUMhgifxYLNGoKJAgT3FxWSv6YPbgqiclC8daVz3pGIb0GXhmG6rSUTyeFTWpFEWc10uzl/1L4XipHTVSTF8sgcsMljKux9oj8W1N3r9FL1J6PoPdXQJKu5RH7QJ2ch872CP/ndCjTfVxEvg18nlWTGVavHIzLMfRXf2wpg8gEprBqoPBbrezpeLN4XYbXNQKaF3wQnNMlCZGjzFYyqDxz91R2TevxS++LQZ50xrF6m6194A9XBNMMmWJRIxJcjgGCgBhSkfNnm8INMFknRaqelrbrAxnBmTb8yst5LUaf95RrtzqKei+V7NUUwaNk9cQtW1Amg+6hEOa1BUW5k0iO3+a8IBCmZ8p7td1yjxIGx7HYrAgVlOkzFXKB9jMOEfziNgPyOLqxQ9KxbUMXnnNYKTD2sPy+N3Ku8scmwT5yiSplI0OfUIiDzKgEagnHGO9Hy8lq1JOMGaVdV1CTG9KiIxUjDujm2z4YlJAEfsrVgb2jV5pbz1NacXuu81rmI3CaQDsFMlOTM1S5Um31/z+hJxTObyWWcXT7d86gI1ecD6OZBxgfFD7Wb5gVfSaiAJhsSkmeFt9ArIZrwc2rzeFMMRg6k50Zo+waJbjVzX7LyGZdc2sffK0BurRMrj2quFNj0mFWPephDTrijkdMcnIax9wSec3RjPJUxtcMyPKmIexRjGsZZR6sEQVbvBoroVnwI+UE6YUI4GDtUdUuyuAC2dPG+16hTq7hE7un3jpdgNNjEittIS6b7jgUh7lIweHirFoFvCLvGCUh6Os7pqQyf27aCqU3Seyibw2w9YRnF7Nh9hRfC4pcV0TQLbiWxqq7/pDS/zF5vme7d1h3w5dO5SBcSm5wrv/Rkg6vOZl+0vb0hqRDY92pl1gAeV7YG+hsCfHjUD9m2pE28CEDFZ1OS6VrzYQhMhgYCYhljoNpUAeA6UE0yFB2mAAABmVTfMdJR2/sSfPPwrwczR8+r2FqNkTMZClGr63xy+I+2ywzeU1Ics75jdSebTlo7u7GdGCE3E5iP9Lk9P9P59h6HnZFYCnW/SUUUJn9JjigdhoLaHYv1Je+B/XMPIYqPvR9K6EI+fTvTlBAhIB8L6xXdiLVRwkos/9VfCYFszrkUzcdD8C0XPsqY7fRgzqYfE9Lz+gd+Tu5ci9W1kdol3FjYnw7riaasSaxZMOThca2cN4Rn84BrD3AZPiUjqrsyn36hpf/zyU0cdI48hDq48/pwkcWSh7fylxedmoRVu6EcdndWXbkvP/rZ6wFEKPa6spFldPXXu2uJguNBhDnoxzQw9e1gCcwKs5gUcuNypHZvI8w0Y5IeMX91v7L/YKGt3Wx5Wwz11mWHiH/2OTCvp+B5AVWl9PABCn1Y521On05Tk6IZo/km+QhJf/i4Ih+hGREpQgiRaEgWhYRphGKhcmKClXiFqk636ewowHmoVoDa7Sw8SNscWB7FRntYG5CE4EpFio9NJYfDsCXQw3I/vPdVC1A50Gb2xUSE/fYMB2wWszuD/B9z8DKwsOjtWqTU5l1r0gC9uefiGftvm4Lu2p9fgNzKqR+2kA2XB4QdTrYo/53liCA9q/1mLzqyQqiod+rdp4yLjfWhoQt0XyFqmHOFQi28cZ9ewJqDfmtjkZ95nW77GNI4kjOwPqnGOUUn5zP+mj1TMDYIS/giT7p888skjImWYFJ2O9Yjed9jtwvFlj05giC5a506g0X+zhJewvMtNdwwiKTV+xwx5SWDtqYwKr1AXdjB//TCmUrzxstr6WBTQBhH6bf2R/4QklTlZeSJncXEhUfEpHToYaxEM9gZhGJzp5kY0q8eT+7o/74IXesrVl/E6I5wUoP5zt4mYJJRMCXaf+WoF27Owg/GlvDCH8KQzECS2aTa+nTQ++fxPv7X42chor21kRJuxFFfBUv3tzgtP+H99oA1Qv2C0aJw2OyAbxZCb6zptgxQmvjekap+Y12Ph0ve5B+J6hXq9fDyTLbNXtazIXGuTrngXTkz5aJhGMhXNAR/NG3Dz049ly2aNRj6gftjrHSNl8v6p+Eraxs5G1rnZXrSRZhaXARHYz5+8eyCBOkjM2FG2XaWvqREijtX+gQgAzMqZcmsXhmTZTR4EwyI+jHmo3bYbyeggilvGrTSdO36nLS59Q2/CqBnUUE+qfFd0ye06eChxcXB3VoESJ3FQ6gf12mHHKfef8y5r5hYtK64AHBZw346Voj3BV9WwufYDqh8JPVyFXQQj7I//LpouhDVfO40WBOvoRdHGl5ppoLHBYf/5gvDHk+maFSPuNowMwr1Ozw9ERpxChkzBKklHaWKvNtGXSSaSIb3Y8OemmuzKeQ3MzkPzD0lczM4ne0g2I3GpjRV2/9bkjLMHbhNHkoTj6NOnelKPi3GXWkok1jxK7vEs7/wDKay3str9kOBRG/rsrStgorAEyEcQjhVPzZwJmCjG5fgJi2MC3/T97y5E5XG47rNOVzQkg4iFI3lEsANl2K1yoKgcVWrIlAjoltK2stmwAmcTEHGWzH9/pEPxkxq0zVO8NIXS5o769MCWQqzI9zUZ3tUmAES/5WIj9ObgcoFiXPCUUdePs+ZqxcSCh0B7HOxLXw7lT5kGyk0RUEBLURd3jI0tRwbiLRJD1F8tFzQbAvCLkxaleyH/9hqCRnimOo6NO5L/raB4c4eSFqPzTu7fDz+HsnKdD6m7fWk1XKkl3oTh9diNcbL8e/DoyTbokLaidkczQKTOz1ngpopyt8dKoFTjxySxLcLOzyKcg6+259MHmEyjbCIfadHbFU2Q2HYZhmLXZ7nkfDvkTzFjrc+ZyN4kUQ/ZuFjBt2VE5EMs6wot+1dFsl3G4WX6R7be8Ix54YV6/kyEn782g3G66+CvysafMpYeqTSjWNYznN3ipomYcobfH52dZnNykKMEy9TtXvf8XVaJbN44fjF/RXS/LjtqqL4YVTmUlOXeQb6S9yH6Gj9/TsADWjxMtThbuLorE/4pQN7P2oLBSiu+AreeRo9kfdWwYY281kbckW3/fXMiSen/FQsQ1MIthrEvcOavAe/qkUsef4fPZBojbT5bK9vDoN0c+yUXR98GV9DoGlkuQnOQyWj3L1KcMqHkQmjqPhMFViCWiVg6xwX7Qh416k33+oNyJTTCrRnPGWb2eGM5ZkiwLlFgg2jNHP4bCFlAFxGeTqNdZ0Bt4Yjvhahqu4FXejM2VKwXvr4Ev6AVg2Wf5pY1C9upk+wvRHQil5KKfqpHc0ZsdjBDj360REx6P2294Gi9YnWMeCowHG60DDob0egl8O0NAKBztwqVPaHxLS7fdiu9vVWZ3O3JqgQKOT4L2weD0+zeaBe6Flbdpy6QcpnSOBKBhGfKQBSf+9EBluUfmY5dJM4q9TcLnsi35EwGRB4cC03yAE1bQ2ZcUIMsWrKCsPKp5uPGM/yzO2VzWHkJG3Hj+Vle3L379iNnpV/v1uQKe4djsiXMEximdiKKpKxbBATmxeN1+ASOBqL5aQ2A5jQm2vh759RtuTllx6ZM491/qW/wpdYegQLtPn+H2QmbV/punPKXpWvt+MKYWRFWMr83AsXjQq6irgT0VR09pyj2ktJ0o5QH6eHpORob8dnndSRXQP1gKc3pQpLoJjULMAuZcj9rWic9rwPTtF1zLpxlr7njPdvRoJHSVeZY6lLsWgHfLPQDIGEkhFCpexBRoHZ5+l4PkqTQ52HfMd3rBSbJAqHaZ1xppWxb3nEjvZpjglPOZaSZ/OHxuxZmuBMpnnhpIrthrLZKMV6iazQDtxxHl3FR9FmjC9UmBonYlwDdhQ2GyPGge1qxizBOhHsTz7e2EMybGZDKyU52GMrdprA7uSW2ouUu2o/JQwAOPI7PjyI3UFLRsZYF2f+OMa4ySD+mypEdcZ4YEaHEHQcDpAFXRb76Y811IFRYL0qXpqBohDlC2rIkm9r5yzK/cMkrY5XKZW3qMPyxCE7IruTUIhOc3ZXGX4RUyfnYqOxsvTZGPkQK6AJb1tXt9VMTjAtvqz4bsHlXNE0e34AgpsFXvatyKYHjBK/byOz+IBudjTmjdxIpoyj/F2GnkBnWWPwkRkdHFF6Wgnbjtx8DILJYjOkvFoFvudHfqD2wT9A2AcLSlJ805tt5Z3beop5xBZU/jI4sZFJLADDCik8UNyicqFloJdGlW3CkhUOBjhiLAVZo4Kxk2kDiRURWBH8I6/zG8QIecAA+R3jZY/AGPV5DE7issIc98BiT2xvJeEt2OZUhCPoPc35Rij4/cTS1BaCkaFiTAJLfw4TgN1iQZ69H1i7jEt0R/lGblMq/2w3Ttpk+faceESEybE/nYinRNiGXDF1659i5xkRw0P1m7ihpkx2yYRl0xe5tWsjY9QuNX4quIDNq8Pz89VyMuUSq7ny9ZelTTysisVm3CbAiYQpsCCyuNvwvJECH87Kwn9jjnMFgIPE+VnmUi87xT5NrXYzlzEOgFFRn4QY3SoR448U2yIl9KAwZzIiW7i2iltLjjbjmrWpXw7wsFkgPYt2wX6kAdM5Ieroh6Vwv//k05zfmvfIQ3Q6x3N6IRRD1JuL53OVT14QPRSfAxvQHJXlVfxDf1mg3mzrsMsLD8xQc1LAMG62E1Nc8tX5Do85ap9+bZ9P9Ya5yhKODzFCnj//9uPp3FMtwvFMZr/OquGnwP7Mk++T8hrH1uqf0+BhM6OoPNgRwRO8YKXP8aJGq0L25i4Bmi5y7ja1T0cc4Q1fq+atxnF/lrv0SBcL5WCYqZlQSzX/pd+fBUK9Z5Mil+hDhongwkSlln3AQmiWeNRm6DLKYhjal6iuFS4HCAD//L/3cS5ShketgVbonXnSvpbrHRWXXYwHhxVaxYD5vXk4CY/ruT2kCUUbw0GQO5cEZoyeEjE83pw5AkvOVknUqapJJIL+hqhuAO8JGB+U4SGrT5ADzn72th9qP31/yCmnNKOm6s99INP9p6sBzLsjqeqwLyzRNuyE6tCnxLTufSlMGDu2s3KeNJW0Oo67XG1GVUAhXSHy/NBNEAOPSBbLCySW13Bg5wP/N3oNrqgZ1xJHyTY9uaYsZbfXyX5JS+NW7MvGGyr6e5OgQAepzu8oaRco+46v27tk9+qzhbfqnP9x3i2fNjLEK07d+ra01c0rXTvjoeZFThkWvwksPy34AgxkePrJuPpYTA3MNN+Liu8+ra0qkx7ItsZ8wnmudHZUFTuAxGFRedboaxosEZU8BDCBGxbIHPUb5tG8omyTKAXetTaHi0lgBvx2W0HePd+x51BrZS8FpsBt3uazIn80A9pSn5JS/YyFjXm55SGpAgWC+mPmsE+60Svh6yIl+SADUlAMwfWXWyOQRF53HmgqWmUqg1dlGBVzzK5KI/XIpCARxf79tF/kHliHoybeREnfOynGetNhv5ZWo9rwQum+SqlvP/A5gj0b5El/uxkzmgOpwrN6DWvuZp9uKxL7zXlpZ14MeKIJfkV5KFIhaG2nS1HbtCgRm38x5CKvnmQLMUL+7/m1jd9QDbx58QbFMOWFVr58x8cntoqHmG0vskH9S7oVJxHl3Pl/NiXKOxhJE7fX4WkZiGdRZhRMfEkSBEMMXMsM9yxn79Y+uKU1KWBjMPmQzYAFZ5JdABH0o20oMdtFFQAGMhaknWf4c0SAqGECf9kE6qPeCkvc4F4lssbCrCSmM8AsJsqH3Dn2btTpAW2aNjO6TX8E/wJqdRdFD9Z0hLfOMQLbKwXwblNW88sEMkNoXsAFK16IZENGBK/Rs2j57mP4bIANJJmVd7cKgNWjmi4H7vhIQiJnhGGTtIbb8LoErCLZrItuTWOP9T6gMQHIWvZsc9wgCqsL7a/sdg+TLPQQCwuWoBo9XTu38WJ1Dn2TWeYeDMDQh3Y9wVf0wWEsKg2yWRui66sEkHE0AAAAAA==)

Mit dir spricht

## Dr. Alexander Smeja

Ich bin Dr. Alexander Smeja. Unternehmercoach, Buchautor, und ich saß selbst im Kalenderknast: erfolgreich auf dem Papier, gefangen im Alltag.

Die FREE-Formel ist das Betriebssystem, das mich rausgeholt hat, destilliert aus 30 Jahren Methodik, tausenden 1:1-Coachings und zwei Büchern.

Erfolg, der dich auffrisst, ist kein Erfolg. Deiner muss dich frei machen.

Vorab geklärt

## Häufige Fragen

Was ist die FREE-Formel?

Fokussieren × Reduzieren × Entkoppeln × Erleben = Freiheit. Vier Faktoren, multipliziert, nicht addiert: Ist einer null, ist alles null. Der Score misst alle vier.

Was kostet der Test?

Nichts. 12 Fragen, Live-Score, ausführliche Auswertung per Mail.

Was passiert mit meinen Daten?

Deine Antworten und dein Score werden genutzt, um dir deine persönliche Auswertung zu schicken. Kein Spam, keine Weitergabe, jederzeit abmeldbar. Der wöchentliche Freiheits-Impuls kommt nur, wenn du ihn ausdrücklich ankreuzt.

Wie ehrlich muss ich antworten?

Brutal ehrlich. Der Score ist keine Prüfung, sondern eine Diagnose. Geschönte Antworten liefern eine geschönte Zahl.

Und was mache ich mit meinem Ergebnis?

Die Auswertung nennt dir deinen schwächsten Faktor und die ersten Maßnahmen. Wer tiefer einsteigen will: Im Live-Webinar [„Raus aus dem Kalenderknast“](https://alexandersmeja.de/webinar?hsLang=de-de) zeige ich den kompletten Betriebssystem-Shift.

Deine Entscheidung

## Deine Zahl wartet.

12 Fragen. 3 Minuten. Und du weißt, welcher Faktor dich festhält und wo dein größter Hebel liegt.

[Jetzt den FREE-Score machen](https://alexandersmeja.de/free-score#free-score)

Die zwölf Fragen basieren auf dem Buch „Selbstcoaching für Unternehmer“ von Dr. Alexander Smeja.

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