--- --- type: topic locale: fr title: 'Guides complets : Maitriser ses Finances Personnelles de la rémunération à l''investissement' url: https://community.qonto.com/fr/finpal/articles/tutos/challenge-finances-perso-replay-masterclass-guide.md author: 'Erell_MyFenix ' category: tutos created_at: '2025-11-24T14:50:27Z' updated_at: '2026-02-09T09:27:19Z' image: https://img.youtube.com/vi/RtjMgEeEL1o/maxresdefault.jpg topic_type: guide parent_category: finpal attachment: Budget planner - MyFenix - 2025.xlsx --- # Guides complets : Maitriser ses Finances Personnelles de la rémunération à l'investissement ### Bonjour à tous ! Félicitations de t’intéresser à tes finances personnelles, toi qui est à ton compte, déjà bien pris par l’aventure entrepreneuriale. Ces efforts paieront, et ton “toi du futur” te remerciera d’avoir commencé aujourd’hui. Nous sommes [@Erell Tassin](/fr/members/erell_myfenix) et [@Caio Zeidler](/fr/members/caiozeidler) et ensemble, nous avons fondé l'application [MyFenix](https://www.myfenix.co/) pour briser le plafond de verre de l’investissement et créer ensemble un **monde plus durable !** ### **En partenariat avec Qonto Community, nous t'offrons un programme gratuit - en 5 étapes - pour maîtriser tes finances persos.** ### **Au programme** 🎥 **Des contenus** conçus avec des expert(e)s pour poser des bases solides ✍️ **Des exercices ultra concrets** pour passer à l’action chaque jour 💬 **Hotline** en nous taggant sous ce post, pour répondre à vos questions --------------------------------------------------------------------------------------------- ## PHASE 1 : Faire le point et reprendre le contrôle sur ses finances **🧰 Boite à outils** - Télécharge le **guide pratique :** [sur ce lien](https://drive.google.com/file/d/1noe9oT0mHuYEpfYqRajm8BYzyWax0WFL/view)qui t'accompagnera dans les prochaines étapes et qui pourra aussi te servir au cours de l'année. - Pour les joueurs et joueuses : tester notre **simulateur d'intérêt composés** [sur ce lien](https://myfenix.co/) > **L’objectif de cette section est de prendre conscience de ton rapport à l’argent, puis de faire un bilan sur ta situation financière. Cela te permettra de mettre en place un budget et enfin de définir tes objectifs.** **L’argent, ça représente quoi pour moi ?** Nos croyances, souvent inconscientes, influencent directement la manière dont on gagne, dépense, épargne et investit. Si tu as tendance à éviter de regarder ton compte, à dépenser pour compenser, ou à associer l’argent à quelque chose de “sale” ou réservé aux autres, alors ces schémas risquent de freiner ta progression financière. Selon le psychologue financier [Brad Klontz](https://www.linkedin.com/in/drbradklontz/), il existe 4 grands profils comportementaux qui façonnent notre relation à l’argent : - **Le déni** : on évite de penser à l’argent, par peur ou par inconfort. - **Le culte de l’argent** : on voit l’argent comme une fin en soi, symbole de réussite. - **Le statut** : on utilise l’argent pour afficher une certaine image de soi. - **La vigilance** : on recherche avant tout la sécurité, quitte à refuser tout risque. Ces comportements découlent souvent de notre histoire personnelle : l’éducation reçue, les expériences familiales, les réussites ou les difficultés du passé. **Les identifier, c’est la première étape pour reprendre le contrôle et aligner ton rapport à l’argent avec tes ambitions.** ### **Reprendre le contrôle sur ses finances** ### Avant d’investir, il est essentiel de comprendre tes flux financiers et de décider combien tu veux allouer à chaque type de dépense. **✍️ Étape 1 : Faire l’état des lieux** **Télécharge tes trois derniers relevés bancaires et classe tes dépenses :** - **Dépenses essentielles** : loyer/crédit, charges, courses, assurances, internet/téléphone, transport… - **Loisirs/variables** : restaurants, sorties, shopping, abonnements… - **Épargne/investissements** : livrets, assurance vie, PEA/CTO (si tu investis déjà), remboursements anticipés, etc. **→ Objectif : repérer les postes compressibles et les dépenses oubliées.** Ce qui te reste chaque mois, c’est ta **capacité d’épargne** pour financer tes objectifs (voyage, achat immobilier, retraite…). Astuce revenus irréguliers : utilise la **moyenne des trois derniers mois** (six si ton activité est très cyclique). **✍️ Étape 2 : Mettre en place ton budget** 1. **Calcule ton revenu** mensuel de référence. 2. **Alloue par grandes enveloppes** : 3. **Travaille sur trois mois glissants** et ajuste 4. **Paie-toi d’abord** : programme un virement automatique vers l’épargne ou les investissements en début de mois **→ Le but n’est pas de compter chaque centime, mais de savoir quand il vaut mieux cuisiner que commander, et de tenir ton cap.** **Pas d’épargne disponible en fin de mois ? Deux leviers : réduire certaines dépenses et/ou augmenter les revenus (on sait, plus facile à dire que faire…)** ### **✍️ Étape 3 : Calculer ton patrimoine (net)** Le patrimoine, c’est ce qui t’appartient (actifs) moins ce que tu dois (dettes). **Patrimoine net = Actifs – Passifs.** - **Actifs** : immobilier, véhicule, œuvres, comptes bancaires/épargne, placements. - **Passifs** : prêts immobiliers, prêts conso, découvert, dettes diverses. **→ La dette peut être un levier utile, à condition d’être maîtrisée.** Effet Snowball : rembourser d’abord la plus petite dette pour gagner en motivation. Effet Avalanche : rembourser d’abord la dette au taux le plus élevé pour optimiser le coût total. Lire plus sur ces deux méthodes [**ici**](https://www.banquemanuvie.ca/services-bancaires-aux-particuliers/planifier-et-apprendre/finances-personnelles/la-methode-boule-de-neige-ou-la-methode-avalanche%20.html). **✍️ Étape 4 : Définis tes objectifs selon la méthode SMART** Souvent, nos premiers objectifs restent assez vagues : « investir plus », « acheter un appartement », « voyager à l’étranger »… C’est un bon début, mais pour passer à l’action, il faut aller plus loin et les rendre plus concrets. Avec la méthode **SMART**. Chaque objectif doit être : **Spécifique - Mesurable - Atteignable - Réaliste - Temporellement défini** On laisse **Marieka Finot** , experte sur MyFenix, coach financière et ex-trader, t’expliquer cette méthode en détail : https://www.youtube.com/embed/RtjMgEeEL1o?modestbranding=1&rel=1 ### ## Télécharge les modèles du budget Excel : sur ces liens : [ici pour **2025**](https://docs.google.com/spreadsheets/d/1MuE_nc8qJA8tGSYmpm0xdYpNTbaPX6ixOyTr74eL6po/edit?gid=1989385756#gid=1989385756), et [ici pour **2026**](https://docs.google.com/spreadsheets/d/1o6kPJw3wGKqrP66tGzqdwnnAOUdU9v5BfqW-Sc5LBrc/edit?usp=sharing). --------------------------------------------------------------------------------------------- ## PHASE 2 : Séparer finances pro et perso > **L’objectif de cette section n'est pas de devenir un expert en comptabilité, mais de mettre en place une organisation simple, fluide et efficace, qui t’aide à prendre de bonnes décisions… aussi bien pour ta boîte que pour toi.** 1. **Séparer tes finances** , c’est poser les fondations de ta stabilité pour : suivre tes **revenus et dépenses pro** plus clairement ; visualiser ton **budget perso** réel ; anticiper tes **charges et impôts** sans mauvaises surprises. 1. **Se verser un salaire régulier** : quand les revenus varient, la tentation est forte de “piocher” dans le compte pro selon les besoins. Mais cela crée une instabilité permanente et rend tout budget personnel impossible à tenir. **→ La solution : te verser un revenu fixe chaque mois. C’est ce qu’on appelle ton salaire dirigeant ou ta rémunération de stabilité.** Ce montant peut évoluer, mais il te donne un repère clair. 1. **Créer un tampon de sécurité sur le compte pro :** Ton entreprise a aussi besoin de respirer. Quand tu encaisses un gros mois, résiste à la tentation de tout transférer : garde une partie sur ton compte pro (de préférence rémunéré) pour lisser les mois suivants. Ce **tampon de trésorerie** te permettra de : payer les charges même quand les revenus baissent ; éviter les découverts coûteux ; maintenir ton salaire sans stress. **→ Le but : que ton entreprise devienne prévisible, même quand son activité ne l’est pas.** 1. **Organiser tes comptes simplement :** - **Compte professionnel principal** **chez** [**Qonto**](https://qonto.com/fr/referral) → pour tes encaissements et dépenses pro. - **Sous-comptes ou espaces dédiés** **(aussi chez Qonto !)** → pour anticiper les charges (URSSAF, impôts, vacances, etc.). - **Compte personnel** → pour ta rémunération et ton budget de vie. - **Compte épargne sécurité** → pour ton matelas personnel (2–3 mois de dépenses). 1. **Construire ton matelas de sécurité personnel :** Il te protège des imprévus (baisse d’activité, facture urgente, problème de santé) sans impacter ton quotidien. Notre avis : mettre de côté l’équivalent de **2 à 3 mois de dépenses personnelles**. Il doit être **facile d’accès** , mais séparé de ton compte courant pour éviter d’y toucher. Tu pourras le placer en livret A ou même en fonds euros en assurance vie (plus sur ce point demain). 2. **Mettre en place ta prévoyance de base :** quand **la vie te force à lever le pied**. Elle te permet de continuer à payer tes charges, ton loyer ou ton prêt, même si ton activité s’arrête temporairement. Une **assurance prévoyance** te verse une **indemnité mensuelle** si tu ne peux plus travailler, à cause : d’un **arrêt maladie** ou d’un **accident** , d’une **invalidité partielle ou totale** , ou, dans les cas les plus graves, elle garantit à tes proches un **capital décès**. **✍️ Exemple :** > Marie, consultante indépendante, se fracture la jambe et ne peut plus travailler pendant 3 mois. > > Grâce à son contrat de prévoyance, elle perçoit **1 500 € par mois** pendant cette période, ce qui lui permet de couvrir ses dépenses personnelles et de maintenir son niveau de vie. ### **Ce que couvre (ou non) la sécurité sociale selon ton statut :** ![](data:image/png;base64,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) **→ Les tarifs ? Ils varient selon ton âge, ton activité et les garanties choisies. En général, compte 30 à 60 € par mois pour une couverture correcte ; choisis un niveau de garantie qui remplace au moins 60 à 70 % de ton revenu net.** --------------------------------------------------------------------------------------------- ## PHASE 3 : Règles d'or et profils de l'investisseur.se > **L’objectif de cette section est de découvrir les 3 règles d'or qui guident tout bon(n)e investisseur(se) et identifier les profils pour bâtir une stratégie adaptée à ta personnalité et ton état d'esprit.** ### **1) Investir sur le long terme : pour** profiter du **pouvoir des intérêts composés**. Les intérêts composés, c’est un peu comme une boule de neige : plus tu la laisses rouler, plus elle grossit. Concrètement, l’argent généré par tes placements produit à son tour de nouveaux intérêts. C’est l’ **intérêt sur l’intérêt**. Et sur plusieurs années, cet effet devient exponentiel. **✍️ Exemple :** > Claire commence avec **10 000 €** et investit à un taux de **7 % par an** (ce qui n’est pas du tout irréaliste, au contraire), en ajoutant **1 000 € chaque année**. Sur 40 ans, elle aura investi **50 000 €** de sa poche, mais grâce à l’effet des intérêts composés, elle aura généré près de **300 000 €** de gains ! C’est de l’argent qui travaille pour elle, tout simplement grâce à son investissement intelligent. 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sur les marchés financiers, avec leurs bulles et leurs crises, il reste logique de viser le long terme. **"Time in the market is more important than timing the market" !** Tu as peut-être déjà compris qu’investir en bourse convient surtout aux profils d’investisseur·se équilibrés ou dynamiques, et avant tout pour des objectifs à long terme (au moins 5 ans, idéalement plus). De par la nature volatile des actions, il n’est pas conseillé d’y investir sur un horizon trop court… Imagine : quelques jours avant la date où tu comptais vendre tes actions, un événement politique majeur (guerre, nouvelles taxes, crise commerciale) secoue les marchés ? Heureusement, **l’investisseur·se à long terme** n’a pas à trop s’inquiéter de ces crises ponctuelles. Il suffit de regarder les courbes historiques des grands indices boursiers : ![](data:image/png;base64,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dubXpQ76RPxYoV02TzWtiEp//QQw+Z91CA8NQ7sciff/5Zp04dEcyZonbp0iXaAoYAd0+T05thk1p9Dni1/2/79u0hW4MGDcxTiPvfeOONtm3b1qpVq3v37tu3b3dfPBWz+nzw4MEvv/wy4LGp5WXKlMmWLZt5fPr06QGPrXDftm1bmjRpJk+e7ARXDQ8cOFCdCSuoUqWKF3od9OvXr2jRonIV84cffqjOMBXky5fvp59+iq6cgvfff980p16rQePpp06dOj4/9fzzz0dbwP8DEVTKlClD+ilorEceuoba00DgnSBKohnVRo0aebD3jrCct956q9nEANIuWLAAt7pGjRqPPvro0qVLoyu/X5Kpnj17QjazP8Dhw4dxHO4+KlKFhMmUPZhMRRAmU5bQjCoc1ueffx5toYh3YQHaN8QXMIGRI0emS5fu2rVr0ZVQMmjQIIiHWMQ8Vbdu3VatWsFxIp6G+0dIGl23NH/+fIj67rvvyiNXrlzp1KmTZuvhqKLebQ15JiT58ssv1YPjxo0znaioU0SXM2fOQDDEx9paPE+FTaNGjcqePfvKlSsvXbr06aefVqtWTbuTL7/8crRl/P8MGzYsR44cq1evvnr16ldffYVxpMrpwbY2AnNqidfCJq36/Nhjj0VbotAI5UT+dvToUfX41q1bcUs1Y9W1a1foSVTkDFl9doITY2EKXnrppahIZRIbGyskhA/STu3atSsQbK85fvz4J5544vHHHx8xYsSePXuiIidAMg+zmTNnTvXg5s2bzXmmFStWjO486FOnTuEp16tXTz2I8a4udBUUL1783Llz0ZJT0qNHD+T2ZubsnRo0bikGEezS8ePHf/nlF/isNGnSqKKmT5/eI01L4dnhpDp27Hjy5MkLFy68+eabGTJkUEVdsmRJtGUMAeQMGHin9uQYRhXu3pv9lwYPHiwknDdvnnr8559/rlWrlnaH4dGitRLCR8lU+fLlA/FsNZw1a1bccCQv3bp1g5N67rnnNm3aFMWyPpMpSzCZiixMpmygGVVo7PTp06MtFPE0LED7gzABkxPclQhHvvjiiyhKqILYXQiJkEg2fETCv3z58goVKmjpU4oUKdq3b4+zURG1TJkykGHQoEHa8eHDh2u2HmJv3bo1KkIK7rzzTnFLteOI9bXZcKlTp/7uu++iIqRk4cKFuGN4rIhFvBk2nT9/Pm3atAiY5BFkHdpkKI+scESeljJlSnX26J9//ika2ggKFy4cRfHCcN9999WuXfuWW27xZtjUv39/VbB27dp5tmFZvXr1hJAtW7aUB/ft25cxY8ZAKJo1a+a+kPFVnwU1atR48MEH3ZcqPoRdwr9jx449evTohQsXYDbffvvt+vXrm/cT8fTAgQOjoh7Lli0TDujy5cvq8UOHDhUqVEiTs3HjxlGsQcydO1fc0pMnT6rHz507d++992qitmjRIlpySooXL47HikTUszVo2KiKFSuqzxQ5c86cOVVRd+/eHUUJJd26dYO1V0XduXOn2g90/vz5URQvPjZs2IDRjYGjKYBHatAffvihVn327JZuY8aMEULCxcuQ/r///a8Is01wmftNzP2VTEm///jjj2OYX7p0CU5/wYIFHTp00OJqQcOGDc+ePRsVUZlMWYLJVARhMmUDGHmt+oxAOtpCEa/DArQP+OOPP7SAqU+fPuoFiKjgJl955ZVoSagxZ84cKSrMJeKSAgUKiIWZ8RGV+VDw3OKvZ86c2QzakH9qQhYsWFArAbgGMmTxch6piLq1o2DJkiXaEl1kKXCrURFVgHxetgvwZtj0zjvvBIJTS7QppQj0pZzFihWTx8+cOYOLozLXDEMb4R0SUe14y5YthZytW7cWR37//XdPrczt1q0bhES0582wadiwYVKkkNVnjPcpU6bg9j744IOIp6PYQUJtAjh37lxxUCgA7FLIpqsuT0BYs2aNWijJnj37oUOH1AuQmmbMmNE7Jf7SpUuHcUkhQdrvvpwykRs6dKh2CtmU6FitAsvmvpCCgQMHChnatGmjnUL+XLNmTU3UxYsXR0VOwbfffgsZvv76ayfoYT1Yg8ZgyZUrF1Li2bNnq8cRA9x6661STnVGIWT+7LPP3BY06HoQRzVt2lR797B9+3Y4LyGn3OLJU73gIXAg2Ga3RYsWmgJ4oQb98ccfS7sasvoMj4/YoEuXLvXq1Wvbtu38+fOjZWPnzZsnb13nzp3FQbF9Vo4cObSVOoL27du7KaHvkqlnn33WvGnhKVGihPsTephM2YPJVARhMmUDjCk5kTy+6vPPP/88atSoJk2a1K9ff8CAAUeOHHFfTuIpWID2AXB+amSM/5tmsXLlyo0aNYqKeCanT5/WTGRCcP8Fqcg/Bbh7ZtSOg5qQ5jtzd8ATT5EihZChaNGi5rSRpUuXaq/uFy1aFBVRnaACIIZTm6h6MGyCOxeSIJM/fPiwPI6oSE7YUVvEYhhWqVKlU6dO7osq+9Np01ovXbok1jivDII4NU2QcuXKeaT3FpJPPGgn2DEgZNh08ODBO++80wwHXaNXr16B4Lwhc/gjnTZXvUEBolI9WbBggZQBQ+mbb76BTUifPr3oWA3hp02bpu38kzFjRjebAkPl5CNGame2ol6zZg1OQXLXRArP1KlTw/ij+FixYoXLcsrCKIb2pk2btLO4n5qEeAonTpxwWUiBXPwUCFUHj4uLu++++1RRS5QoEcUcD2MfAsgfPViDFrVRQY8ePdRTixcvlqfUDTNXrVoFj7Zjxw6XRd23b58QBi5p27Zt6qkhQ4YEgvslwhz179+/YMGCgaBv7d27t0d2UMyaNevChQvh+uOrQSNhrl27drSkRSiVMmXKPHnymNXnr7/+umTJkprMFStWRLbvvpy//PKL2sRAlCHq16/fvHlz4TQ3bNhgdrNdu3ataxL6LpnavXt3mP7v8YGR5bKcTKYswWQqsjCZsgSiu6pVq0IY8+0dIis4UM2O4Ud8o6iISjwCC9D+QI2MtWllgj59+tx2223RfU+rok6CTiCIXA8cOOCmkLDXqgBdu3bVgtF+/fppO6Sbi4tdQw3ckQuZPV4XLFgg4ypQp06dqMgJtmzZUqBAAa2PntfCJnVqibY0eOvWreI4voV6fMmSJTg4cOBAdyV12rRpI0U9duyYegpxEvJPqK42mqAJUZ++5wQXtCKUF7oaMmwSC7TxLKIlIYY84uCYmBh1nx+kT+YtlTz66KPuy3nu3Dl1+GTPnn3Hjh2ZMmVSTdauXbvy5s2riuryJGj5iEPeImR6UMtXX33VTZHC89hjj8X3lAVQDCRO6hH3u4i0a9dO/vXMmTNrG1Ih7oeEWllHm9bnGuqefhj4a9as0S6IjY2tVKmSKmoUs7tGjRq9+eab6hGv1aBF908hhrk0+IEHHhCntPnRpUqVypkzp8uzovbv3y/v2OOPP66eEsUppKB58uTR7m3RokVPnz7tppwhqVGjhlheELIGLfJqDD21oZDLzJw5M2XKlFqggoPmZqSC4sWLX7p0yX05q1SpImWAwAiZKleurL50PH/+vDYH2f1J0P5KpqZOnaoG9ibp06fPnTu3usYUXtjl6aVMpizBZCqyMJmyByL8smXLVqhQQXU98O+qU9CYNm1atKQlUYcFaN8gwyZz0ZATfGeLU+5PewkDRFJXiQrSpEmDrGn8+PHwoAj+tm3b1qVLF5liuWyMrl+/njVrVlW8tm3bqtMb4YpeffXVESNGqNfgRzeFlIipmhIogznL4I033lBvtacWujo3CpuQbLu5KQ0Giwgx4S/NmU3lypXDKUTM6sG+ffsKsbWyhW3Wrl0r/q7Z4BUSxpecICERq8ujyKlTp1STZYZNgeCSt+iudMM4atmyJVI4WbLp0KEDBMuZM2fNmjVDNllevny5+3Jqq3Hz5s2rFaCd4IZvOXLkkNfAaLgspHjE8bX3LV26dFSaU4fhtddey5w5s3pjb7755o4dOy5atEiaphMnTkBscTZLliwuS6itX4a06jxoCAk1OH78uPruAY8gKrM1xXQtKUaGDBnM+jKuKVKkiLxm2LBh7ssZhpA1aCiJvGDnzp1uyiOWBsOYv/fee9qpDz/8UIgHxyoPwuSmT58+EKzturkAAtxzzz34u2nTptUeOsQLBNN405AG4tmt2mWefvppabJC1qDxpaLeCvb111/H4Fq1apX4EdEyBMPYRwwA52XeWPeNv/N3JqLa0jvuuEPb7Q1DrEaNGvKasmXLuiyk75KpTz75RLQtVqlXr97kyZMPHjwoauVXrlwZPHiwLEOH/Gr2YDLlMkymkgaTKdtCIvC4//77xXi5cOFCyZIlb7rpJoR8VatWNV+XQoej3kCGRAsWoP2ECJswjM09msVSTZdN+Q2B9UGU3L17986dO48ZM6Zw4cJz5swxL5MJ9vjx412W8IUXXtAMYvny5devX48QeeXKlcg6Fi5ciMs6duwoL6hUqZLLQgoOHTqk9dFu06aNGTap72+1F7w2gL8ZN24c1LJhw4bI4pYvXx6+/6AZNsEz/fTTTydOnED85PLGBV999dXcuXNDVmr69esH2R577DF5ZMWKFTI6QYbv8uY5H3/88bx587RZLZs2bYJIBQsWHDp06GuvvaZNLAp4Y9+PbNmyqS1KPdvCDOkcDBQM6YsvvggVlbuf4xRSEbW7ccCVGTGnT59GyItwUw4ojBGtyUYgVJ75zTffyCGGIWlbThM84owZM8pCiQrkQZoarRAZdxK3a/v27drEKzzidevWYXxhjMMEIYA2fxdJfq1atQLBio9b8v5/fvvtt9tuu0196NDGgQMH4lsgz2zSpIlYmImvpo6s1atXuyynQPWV4nZp5Scn2K5BvpzWZstaIlHZY8ga9OjRo3FqwoQJsFduFvfj4uJmzJjx/fffm6diY2NFSCA7b165cqVatWpSZnNDMKvAZE2aNGnv3r3qQQz2Bx54ACnoI4888s477/Tq1SsmJka7t9qkfveB2GqL0jC9OKLLiBEjEHt8/vnniFFTp07drVs3scs3bvLatWvVV4+BYJRiTu20DSSpWLGiduvMxOTcuXMws+Js8eLFXRbS8WEy5QTj1feDbN26FYFfyMKN3NbC/fclTKaSz++//57wzZCYTCUNJlNWOX78eL58+UTbJbj+PHnyyL1zoNtqW3DBSy+9FF2BSbRgAdqj7N69e+LEib179x48eDCctzTrMJrt27c3Mzon+JoxKpPLEAEjr2jatOndd9+N5Of5558P2eUTlyEEmTlzpnkKMauYEmW1vSYEWLJkCYKkvn37vvHGG/v373eC/t7soCdB8izWkuAyfDtxEF7Kav6JcA2hAyJjuJaMGTPee++9Y8aMOX/+PE4988wzmoStW7fW/ChERfAhziIWsSenE0zbzHewcOHhu1CZYdOtt96aJUsWq1PhMKAQ+ObNmzdDhgzwiO3atQu/odyUKVMCyhsRhCxp0qQR0uI/+NGeqAms6SPPR8KJcXfx4kV5EFmTOgMxe/bs9uR0gjWvQYMGNWrU6KGHHho4cGBIu1SzZs0hQ4aoR2bPnq3pjAthU5hhJcCgrl69OiKnVKlSmc/3iy++UIuA0Fh7oiJnU9esQdouXbqI9kRi1psKVNpcGI4YWpy1+kovzNPH4Aq5X5+Ys+n+5DI86P79+6vl+7Jly8IZmSPr2WefzZo1a8gPET2sEVLbkxNaOmvWLNw6jH04+qlTpwoHNH/+/JAeSiBLY4sWLZIH4ensyQlWr169detW8/jRo0c1p4Dbbl4pjYALjSAHDBgQSGQnjZA16DvvvNOqpYqLi4PlT9Ta+Vy5csE+iDc6cP0PPviglBb/tzdrD6ImsGrcq1cvKMBHH30kjyAs0dqwWN02E8/rhiv9N27cKFc3C/AUZIXUHGj2gDGHBQhzgWgQAQekeVUn2IJZhqmCkO8tIgUEeP31183jUAwZLAnwoxkTbtiwQZy12nA5jKJ6MJnC04flv+GUQDFHO+T3unz5csqUKWGBrc7Y/e6770wz5cFkygnOBV68eDFiKm3TM68lU99++y2yErHeDply48aN1WbK8RGVZAruZtu2bVBCjJ2EPL4oJlMA+dENt7v0QjLlBN/ghn9l6AcMEboAACAASURBVJFkyol/WAlgx8Suszlz5jx+/Lh2FomYKnCTJk1sS0u8CQvQnuPUqVMtWrRQt/IIBPv3jx07NnxmMnLkyAwZMiDeck1UJ9igKuTqvwYNGmgO+/PPP8fxjh07hvycli1bwunaE37evHlI1UwhdwTR5pdJ5s6dKz/hhx9+kOtHTJMaKWDNQ8ZwiCpmzJgBP1qoUCHtFMy3mAUjWbZsWSAY8Fmdadi3b9+bb765Ro0aZqMV8NRTT4VRVzNsshowvfLKKyGXVtWrVy++vXrEBmXwr467AVPCa/pt27ZFwGpW0MSG1IL06dNbkhOh+ZNPPmne1fvuu2/37t3qlQj0mzdvLn9EaCJalWm/azVsCj+s5GWIPsuXLy+agZrguctZM/ZurNiwywSKBzXGiMZz104h1NOmO507dy4Q7KovXrNFnIQ/fQ1YKqj38OHDbUgVH/v27StcuHDIu1qpUiWcVS8WE0hDllbhAnAqZM0lImzevFlr4S1UdMyYMRjmnTp1CvkVSpcurfrNhx9+WBzv3LmzJTmd4AwmGH88ypAdnN99911NSFwpbKmK2J5owoQJ9uR0/jkvL5k16Hz58lmtPotZV3iCCa9BI/qqWrWq43r1GaLG9/RV9uzZkyVLFrPGd+HCBbUNC4JbS6IKd3PDBqnI/CGG2lxFvLQwTZzVGrR0juEVtUuXLoi7QkZ3CE3VedD2lo2L+xOfqKLkpJI6dWpz+SNsF04h1rIkZMIVVSMqyZR8+jdU18GDB+Oyl19+OeTZzJkzW62eC+Mf0kx5KplCBtqwYUN11T9klpNtPZVMIezX1tgFgvtPJKTdk8vJ1FtvvSW0VJA9e/alS5eG/5VoJVMffPBB3bp1hQJALXv27BnfiI5uMnXt2rVx48aJtzII2hFmqLsKq3ghmQo/rCRQXSiw2hxMZdCgQfLXGzRoYElU4nFYgPYWiNdhfTBuQ258XKFChZCvmwTI/AN/h4Pnz59fvXr1Dd/7JZMlS5bAhdSvXx8pkCkwMmd1RjOcQSAYhmoJvwDZSOvWrS3J2a9fP5j122+/3byl8Prjx4/fu3cv7q16PGvWrOq+w4L27duLs2GeQnI4duwYkod69eoNGTLEnH0TCG7t9eOPP2qt1gLBTXLUOT4XL14MBEvANoQUzJ49O1u2bOIdQ2xs7HPPPae9MgFQDC2YU1m3bp0MRKwGTAMHDoSo0AFEGCGDvJDJCWImfKNz5865GTAlqqaPqCW+fXLkrmXmvlURAY+1evXqWbJkwb9mV6+0adOqKaXa00AGTJ06ddq4caNWakcEZkPahAwruQ73zJkzYZS2T58+VkVFSnnnnXfOmzcPMb25BhC0atXq0qVL5incSdVe4ZqUKVMiqrYhZKKevgmi1Vy5colMYPv27Vbn6DnB9dRQua5du3722WcjRowwe5hgrG3YsEFeLzSkSpUq5lQUeArY3t9++82GnEh0MfYrVapkbtQG7r33Xvzdl156SUs1W7ZsqfX5PXDggMhGQs5AjwhIKqQhja+406NHD+0rwPWrL3tA7969cdDq0ubjx49rYiS2Bg27IX7RavX5r7/+qlOnjhQy4TXo3Llz9+rVy83qM4a/tD8JKe3FJwniVRk0avtWRYrDhw/LWskNi3qIDxcsWCD+L6qrmTNn/uqrr8xeHJYW6kE8tbITRlHh98N8l48++kh8AuyAusQngqh1mfhEFUVSjUGDBqlBC8xd/vz5LelqYhVVxf1kCqZGffsYXl1Fawjop2mRvvnmGwSu5tu+SAHtksY/pJnySDK1atUqs9VP4J9Nivfv3++FZEquVzMpWLBgQkaHO8kUokr5elsF+iaaq8SH+8kUxv4TTzxhilquXDmkq+b1UUymEP+E3KOvS5cu5sVRT6YSMqwk8c3ucv7ZqQlxoA1RifdhAdpDnD59ukCBAh07doT1RH4+c+ZM0ztmz57922+/je8TYMiyZMkybdo0kWaXLVvW3lbIO3fuTJ8+vZwOhrxX7BWukjJlyunTp4sLxPrlQHBvnFOnTqkfNWnSpFy5clnaDH3ChAkZMmQQXUEQG8m9pFQQz12/fv2TTz5B0NyvX7/FixefPXvW/ChEdYFgzTp8m+OkAYtcuXJl2RATf2LUqFFanzJQt27dbdu2mYqBRHTlypXidyF/yNg0UiAkypkzp7ZwEoGpuV0bkrcwm4mLFMVq9Rn+EvdQ3grkFRgUmpBp06aFcmq/iBQLiupm9Tn5NX3J9u3bxfWWWgAj4qlVq5aoIR49elTWaFTkTLFNmzbhEUBn1IBJTCdRW5jhP1u2bIm4qAkfVglpl3no0CFxvbn8Ofl89913KVKkgBWSRyZPnmy+MnnwwQeRFDVs2NC850jqYOKQPiFohiuxZFET9fRNMIhwQZ8+fRo0aBAIZi+LFi2yIaegadOm1apVkz8eP3783nvv1aTFTZa3/YEHHhAHW7durY61H3/8EfZN7SQQQfbs2QP9F12bYTCRsJmFcuSiyNV//fVXuMtevXq99tprX331VchPE4545MiRNkR1/t4WTxKyuINvYTb7E2Nf9LhEuoKkBVbOkpCC999/35QhUTVoZN3p0qWzWn12gtqlCZnAGjQCQgSKrlWfneBishs+/QQijBissaX9srQaRPiiHmwaAhJHqT6LZSVaP2gov6Wg+q233kqOokow9KCuAWPXrwgijWR4UeEFzNGHJGXjxo1wH4jMEVMhmrUkZDIV1c1kCmzdulW7UWHU9eWXXxbXlCxZUn2Bh8CgdOnSzz//vD05tVnDIc0Ugq7oJlNQqpBTuATq/UGoHN1kCk4fokKkDz/8EFGlKcy7776bkM+xnUzhmZo9qSRIscO8mHc5mYJGhZy9IUBsnKhPs5pMnThxQmvcr2LO5IhuMpXwYZUQZDvB+GZJk389LEB7iC5dumA0qoumkS2bG3rExMSEnETsBG2QthbD3hI8YeLV9qMIRMy+WpBn2bJlTnBVeNq0acVBOPilS5ciBT19+jScbvr06dU5aBEEGTtCnDZt2qgHEeibE/cS4l1++uknXIlExYaoiHjw4WPGjFEPwjSbk2HxdaAAIedylilTpkaNGrZLpStWrAgE34Voie63335rTjOPLyRCznnnnXdarT6DChUqQLvU1XPQOvM1vnxFIRk0aFCBAgVcqz5HqqYvPw3j7qabbtqzZ0/ERd2xY0fgn82FcXtDppri7dSZM2fw/yVLlmgBk0CETZYCJieRw+qGqyzFdBhoi42NmyFA4O+FihLkzMh/NFEff/xxGNuBAwealXQBjIPZGDoiJPbph0Sd7BmwuQQPdhKjQPQokFy7dk3OapFkypRJbOeoloFKlSqFHAC+CQk/Hrq91ffNmzfHENAkNy184cKFE/JSQTTrQK5iSVpYKk2w+Io7MO9mEwNcDEOXLVu22rVrW63pOMGJ2MWKFTMz54SX9saOHWu7+uyEaloSSEAN+urVq1Bv2aU0YL/6DJ566qkEPv0bAgsWCL7pibiQAjx6TdQwRb3u3bs3a9ZMqz4LZA3aXvXZ+dv+J1lRVcRqbktvyxB+ICzJkiVLQkR9//33Tf8liG+j2kiRTEV1M5lygnYmXZCEqOsPP/wgXT8exOjRozdu3Dh9+nRYKlgAc1vFSPHbb7+ZzzFRLYMk9pKpU6dOIdR87LHHkD4jyxg1apTWkRwZgSowMu5oJVN4Ukij1IFz7Nix8uXLq2LE17VSxYVkCrcRoiKcvnTpEuJndatbQXwNYRzXk6n+/fvHxMTgri5fvrxz585asg+PGV/9JCT2kikoIW5jiRIl5s6d+95779WtW1e7pbly5dJ+JYrJVGKH1Q0RZQRoe8RFJX6BBWivgMRShBRaASIuLs6c7JY/f35t4a1kzJgx8jLYzYTsY5AEDhw4IP6E2thLAMOkSYugSuw6BZegHhffF0Ytvplcyadnz56B4KIq7fjq1athLjU5Q27YtX37djk957PPPsNlop4eceApQ5pj3Do4fk3UN99887///W+fPn1kTV+SJ08ee5NKBLLeZG5fu3fvXq3XNty/OWcfwhcvXtx29Vmuv9YaKCODMt+UYEyJPVIEajbowkYZyazpQ0XV3rtffvklLuvRo4cNUXv37o0Pb9q0qXZ85syZWj0U9ke83Mb3ElGgFjAJoK5ffPGFDVGdxA8r7bLZs2f37dtXLskUDQHNyyKCkMfs3vjjjz+asyTEanGox0MPPaTOlIdB6N69u71dxZPw9E2Qx2K4ySsTkmIlDbFUHPdHa/QBJXz22We1W1q6dOmrV6/COITscLJ48WJLQp4/f15UOn744Qf1OFx85cqVNUmQsZsj6OzZs1u3bpXHkTYjebYk7ZEjRwJBv4+MV7tFIYs7yIVEp1cVPJGuXbsmZM1BMoGXGThwYMgdBRNS2ps1a5Y7W/p06NChZs2aZuwUvrizf/9+9WIXqs+gVKlSzZs3T+DTV7l+/TqiKXUFdL169fCLlm4vhg/UDMYwgUU92ArhpLTqswBP4e2337b6viRv3rwvvPBCEhQVQ6xXr17yDfrPP/+M4LZFixaW5IQthVTC9SREVAQn5lNo1KgRYkVLEgqSrKgSd5IpQZMmTfDIzH6+8amr+dIX2g79ueHshOSwZMkS3Ifnn38+UWZK4k4y1b9//4oVK6peEgmm9tJU26kiWsmUiCdnzJihvjO4fPmy2sME/1fllG2C1IO2kymEKLg5cla4Eyyday94oAPx/bqbyZR4N6Ma8I0bN2bLlk0VNfwur64lU6+//jpsvpp14ohWLjedY7SSqSQMKxVo6UsvvTR27Fip6j179sQXMV0t+d+BBWivINeK3nfffdopjNhWrVpprvGRRx6J76MQJSAFhd8yfVWkmD59uhCjQIECZuufN954Q5P27rvvFnYHIV2GDBnEwZiYGJh1rR1HZJFTYMwZ1ojatemlqVOnFoVyiZhKduuttx46dEis62nYsKGlzSjkwnBzydW+ffu0nR6RYAjP9Ntvv02YMKFZs2a1atVq3br1tGnTXEhB5T5pN998s7lb18GDB7UadP369bVrcA/FenOrrFu3TghQqFAhc/cJM4x+5pln5Fm5T7cL1WcneTX95cuXi9B5ypQpTtBcYOyXL1/e0hY6NWvWDASznc2bN2unPvjgA22JVr58+WJjYzt06BCIJ2CyTdKGlUAudBVrmZHY58iRw1Jr3atXr0oxzIaJ+/fv10TNmjWrLOWcOXNmxYoVM2fOxJgS/Q3skYSnH/JzTp8+3a1bt1KlSrVr105tuRhZ5AZ0GA5mubNv376aBRg9erQTbCDYr18/CA/Ljwxh8ODBVkuQSJDEX69Tp452CncP8YAmJNyreg1MgZiN2L17d+fvBs1J7opwQ95880047j/++OP48eMJLO5g1MOEwtfXCYLbLiab2wZ3JvD3vMWk1aAhp7aXsg0QWiCrfPXVV51Q7+/DFHfEa0uBO9XnX3/9NUWKFHCsCX/6AsiGECUQXJwhbALCVJiR9957z5KoCxcuhO/G30pgUW/Pnj24PmT12QWgaRAMfzqxigo7LN78wQgglsav165du2TJkvbeQcIeIux3EjmmYFTxIObMmbNo0SIXxlSSFVXDhWTKCfb5QewhNmlMeA0a0X6JEiVgjaG0nTt3Nrf6jDhw2QionESaKYE7yRQ+GdFy4cKFZ8+erR7H+FIXvSHdlqegsZ999pkTjWQKLlvIAwW7ePGiPA5JZM0UkZ48DmuGOFALZV1IpsSL/K5dux49elQ9rnbZQq4tjyMixcVSH9xMpnr27Hn77bdrU4CRQ6mdi9VmEQcOHFAvdjOZKlOmDDILbakiNFOdUKIW/YU1i0oylZxhJZBdm0T3QnwX2GfZoJX8b8ICtFeA55PDWFsw7gTHv7m5sKW9UBLC+PHjpRjNmzc337prJTPw2muviVMItnbv3r19+3YX8iVZYs6fP7/Zo0r9FgJ4GmnWN2zYII8jzm7QoAECQUubujh/V3YCwQnjZgoEN6m9bLTU3jchqOuFkTmbE0Pg77V5u4la9BQpZGUnEM86X7mnnODmm2+W2yaI1yTuVJ+d5NX05a1GKIDUrl69ekhLbPSIECBmEn8uX758ZkMABHDaO/xXXnkFySd0xv3qs5O8YaUmriNGjEDo37FjR3vrW2W7Z1gtcyrB/v37tXnQIVds2CYJT999ISXyFQJAim5eICZ0S5D1me9TbfPpp59KAcaNG6edReZTo0YNVcgsWbKo6ZCsUCNvGT16NIwA0kV70laqVEnOWE9mccc2vXr1giWUPyZ5HrRtVq9ejWcnc/uEF3egLeICd6rPTjBMRSAqbGCinv6kSZPkZdDSBQsWwMqF6dKTfETMJv6fwKIeAgbbe6LGR79+/URV10mkooolPoIuXbpUqVKlYsWKlnpqO8FqF2LpAQMGJEFUN0myokaFmTNnQj9lcpHwGrSb4GbC9YwdO1b8mKgatGvJ1MmTJ+Uf0matLl68WJ6COZLHV61aBaepzT1yB3US8bx589RTc+fOFcfz5MmjHp82bVrKlCkRaLkpZ7du3YQwuFFquofHXaZMGXEKsZM8/ueff8IQderUSfzoZjJVsmRJIc+TTz6pHseYkoXdli1byuPbt2+HoZATelxLpkQzjUBw3huGv3pK3ZTyrbfeksdfffVVCAPb7n4ylcxhpe4FHRMT89JLL8ECv/32225+BeJBWID2ClOnTpVDFIZS80ZOMPGTyb8git1ztP094J+0GnS1atXk211B7ty5XVhyq6FOG8TtUle7OMHE7+6775YzsgWycd7u3bvVYgrCJnuTSpx/xiIQ25wksmfPHrXvHsR2/34KDh48qN6xQoUKmR76m2++UbfljUpOAqlUOcUWQxpPP/20eo2cgDxw4EDXqs9O8mr6RYoUkQehsS1atIhv2mlEUNfTwSKZmyIuWrRIbZ6YK1euqJSeBckZVvKtgHgoVut64J577pF/Lm/evOYW0rt27VL7aZYrV86qPCHx19Nfu3atOmRGjBhhXiO2XpBo7XpcQG2kgNzSFADDWdWNwD+n86tPBBG/pQ5RqqjqGzIvF3caNWqkdcvxZr0MT/CBBx5QjySwuHPkyBHYNNeqz6Bs2bJior0g4U//vffek9fAScGOWe3/e/r0aST26lISbxb1BAie77jjDrWJasIVFbdRtg7Af3r06JGQbYqTDB4u0pNDhw4lQVQ3SbKiRoU6depoK6s8qK7i7bL6biPhNWjXkinReEf8lcKFC2tn5TRMbSJnqVKlcubM6UKrJQ34eiFPTEwMVFQ9df369Tx58uBUxYoV1ePwaIHgdAo3tVftVzZ//nz1lNw8U74/EyxZsgQHkUY57iZTat9/LYSW7+rat2+vHn/00UeRWwmb5loypbZTRwatnrp27Zrc10GdIyx2l61WrZpVCx+SZA4rKLNY/yQoWbKkvR1KiI9gAdor/PDDD6ojRw6vTQ8pWrTol19+Wa9ePfUycx20O8Cyq+tEAsF50HLuGOxjjhw58I3EzrwS+CSX5WzatKkqQJkyZVSftGDBgsaNG69fv17OPQT333+/vOD7779/+umnn3vuOdtdlZ1geKeKisdtTtmGAqitq9UVLi6jtUktXry42UoF0ZVUki5dukRFTuQhqpxyGr4ETr1ly5bygho1ashT2nIzqySnpn/s2DGEVvfddx8CKXP2dMRRX5UFgu2AzZRj8uTJ6jVac1s3Seaw+vrrr99++20YLhdKPGrHyUBwSaPZm2LLli3SWGFwqcs23cFfTx8uSdsCy5x0ieBYLaD06dPHfTnFljIC5JamWz937hxsrHrb5Sl4W5i1bt264avZ1ofdu3ebDbs9XtzRCFkvU/3Czp07XRZp6NChZnKewOLOL7/84lr1+fLly8gntamCCX/68+bNg5OqW7fuuHHjbCsq7GSBAgW01SoeLOoJYKbatGmjTVtOeGEXMe2kSZPmzJljtZ2d4MyZM9p8vUSJ6g7JVFT3WblypbnFmdfUFcNWnToqSHgN2rVkSsTzKVOmNNv7yIKvujsFRo0I/xAcxre1kj3Gjx+P6D3kClEx77hVq1byyP79++VsCQQ2VmdEqWAoiVkFFSpUMJeIlStXLvB3nzqJ7G8m3gG7lkxBwcTfrVKlijYrTmxJjVOQTT0uNphFzoV4281kSu42qckDpkyZIk6pr2nhzsR6TYR/iFqtymaSzGH1119/LVu27N13341i1YJ4DRagPYQ2y0n4csQlyDCHDx+OH3/77bfY2Fi5xgT069cvWtIiEdWkzZcv39tvv71mzZr69eunTp1aTDdWq3tPPPGEy0JqM+BAjhw5pk6diggVN7ZIkSLw8U5wBZy8IFWqVO6XdZxgHUSLj0uUKGFmFAsWLJAXiJ5xVoEAiDvhoRs2bIjwcfny5cLzbd68WXsDAbU062XQT3FWe+fsGrNmzdIUQF0lJEBEJZuUFSxYMCpyOv6p6WN0aO2AWrdubcZDaottbdKEm3hzWDnBOXpff/31rl275K1DOpEpUyZtTJmiqpPl3XxHIvDy04cYuJ/bt29XDdGwYcNuaAHgqhAli7OPPfaYO9KqjBgxQpUwY8aM5k4y//nPf7JmzSouMCehRJeQxR1ZRv/qq682btxoVYCPP/64e/fuDRo0gKt65ZVXws9lC1kvE+2/J0yYkD9/fvfbsITELO4gmhLFHfyLxN5eO6BEEfLpy8aaGJVmcS1ahC/qIU+217wiCYR/WQIrF343reQT0qImXFSMJnH2rbfemjZtmlVRE4JHFNV0/fFhqmuxYsVOnDjhBJf3wdZ5wVKFMVNOsMuZa2/IBHFxcTNmzAjZSwfps2iYLgMnJNfVqlWTkg8aNMieYPElU/GBbBoivfjii+JHODWk2FJU21u4a8CJz507N6S+iSxPDZxWrFghl8GlT5/etUK5EwxQe/Xq1bdv35BZvJhZrDZ/WLRokUyp1MlnLrBv374OHTrAj5trBGXLC9Ui9ejRQz79kIv5rOLZYUX8CwvQ0WH37t0TJ07s3bv34MGDV65cKcw6XLU6EU+jZs2a4ncPHz4sJ0Lec889tkWFKXnnnXeaNm169913w6Y8//zzYrtt2HfVHWrI9k+XL18uWLCgOIhPsCrnkiVLXnjhBfieN954Y//+/eK4tsJaQybGaiuGtWvX2pMTkTr8X9WqVfEQM2bMeO+9944ZM0Z0Q1O7KQlKlChhTtgUu3kEjAUvEWfSpEnqlFsBnqZYJK61WAkEg2NtHRkeinhnO3z4cKuiiql5efPmzZAhQ548edq1ayfKH2qTMgGiDW1dthOcWSDWsWrryGzgo5o+ciSEDo0aNUJuOXDgQLnLzciRI7VH36ZNGy2Yxo9yA0AX9prw0bBav359lSpVpDCQFjYKxt/5Z6dUQfHixc1JTw0aNBBn7W3f58SvqB58+njQ/fv3V8v3ZcuWnTlzJsRAcIxBrQlszoOGbovRJ15J2iNkqfTcuXOyuCzAdzFniq1evVqc1fpC2iA+ixofZnEHvwidgTPFV4POW5Lz559/VlMdQapUqTCcw2zIGbJeBvnz589vbyF2GBsVH2ZxB9YYt7pZs2YPPvhg+F2/kkmiavohn/4nn3xy7dq1li1bqpP4Ig7u6qxZs5DJw0zBJ06dOlXrtKZhFvWKFCny008/nThx4q677rLdmDKxwyqkog4bNgwRS9GiRWGKLckZxqImStRevXohJrc6rPyiqE5Y1x8fprrCnc2dO7dw4cL2SpDxBX7xYZopJIwI/jdt2pQtWzZ7u3qePn16wIABiJOROGfJkqV+/frz588PbxVz5cqF2y5Kfr///jusqJTZai+j8MlUSMRqM9Hu2c3q85o1a2BLcT8xNBB/YgirLXdMxHRduSUJxmOaNGmEnLY7byRWUTHAA0rW76aoiTJTTrAbderUqWU/QHUiBTTBaruYJAQq0RpWxNewAO02yOphgLRKE5z02LFj4TgR4WmnBDAE6qswWadALGVV2i1btqhtlCUwowjZv/76a7V9qgROS33niahLHEfYbUnOefPmmdseQsgdO3bExsaWKlXKFDLwz22pLl++jChZHEd4Z0nOI0eOqBPYJbfeeuuMGTOcfzb0FCA70pzNb7/9Jpbhy50TbNC3b1/8lRo1aqi73Eqeeuop3Fgz80dOpS1hfuaZZ3AcqmJPVLhzte2spF69ej///DN0QAYZEkTM2of07NkzEGxOZ09Oxz81fUQMTz75pHlX77vvPqTQyNbknHEJzJoWZ8i2QrYbfvloWKl9pVWgolDjP//8UxaXJYUKFdJ6giPODliuQoZRVK89/X379iEbD3lXK1WqhLPwYgjltVPm8BHtreyVy8OXSj/44APtFAJ6c7lis2bNcKpWrVqWhBSEt6jx/ZZZ3AlYzuuQGMMYYiyXLl3alBYhwVdffRXf75r1Mqt53Q1tVHyYxZ2A5aQuaTV98+mnTJkSt9SqqJs3b0ZUad5SJMxhSqVmUQ+/glDW9qTCpA2rkIXdgM0i1A0taqJEtTesfKSozo1cf5idEkx1tff0wwd+YX7RNFOITzJlymTP+K9du1ZbjCWAOwjT5QP5bNWqVR13y2Q3TKZCFs1FAfrYsWOuVZ/j4uIefvhhU0LoQ58+feJrPSzkFO+YXSvpJk1R27Vrh2tELdU1UZNmpqCoZcuWFf93s/qctEAlKsOK+B0WoF1lz549MB8xMTFmPhwI9lfC4F+xYoVWS0VypbUzQ2wtZnXZK+k6wW0EYJfr168Py2IKDHsEUY8ePdqkSRNZNIdVhTe9fPmy9lH4hIC1hcP9+vWDANoWbQJ4/fHjx1+8eFGrQEHOF198UfP606dPF2fDJ4RJBpFEjhw5kGwgEpUrvlUeffTRCxcuVK5cWTsOfdAKuHffffddd91lb3ev2bNnZ8uWTezYGxkoDAAAIABJREFUFhsb+9xzz5nvRaAYv/zyi9ZkORCcUaLOIW3atCm+siU5neAGFxAVOoDYQu3lLcBY+/zzzxcvXmxGKt26dVOXMEOZcfD999+3J6pfavoINKtXr46EHP+qW8cI0qZNi4jz8OHD2bNn107VqlVLi6hKlCiRNWtWqwtFfTSsXn75ZaS+8+bNW7p0qdZxRdCqVaszZ87I3nASGDe1iQEMWiDUS5RIcUNF3b9/v0ee/smTJ++4446uXbt+9tlnI0aM0HqYBIJ+asOGDfPnzzctWIcOHdScqnfv3pkzZ7a050xCSqVq3xIB/K9mkcR0/rFjx9oQUpAQixrf72rFHat5HfQKCjZgwAAxYDdt2qTuICRInz796tWr4/uEq1evyk01rOZ1CbFRYfppjB49Wr3YalKXnJq+WdqzKuqyZcugn5UqVRK7dWnce++9YRaImEU929Xn5Awrs7BrT9oEWtQwojZq1EhebG9Y+UhRnYS5/jACaOpq6eknJPAL8+uambJq/GHVkWg88cQTzz77rDkLKmXKlOYyR0Hu3Ll79erlZpksgcmUWd6dMmUKNBwptjvVZzgghHxwqfgTIVUUuV7IDkXQCnwjxH6ulXSTrKiwvaLLomuiJtlMQVEff/xxx93qc5IDFfeHFfkXwAK0e5w+fbpAgQIdO3aE9YyLi5s5c6a26hYgq//2229xdsGCBUhHhw8fvnbtWrkKQ2XQoEG4vnbt2pak3blzJ5I3uVT5wIEDooisAjcv5ovBLa1cuRIZICQP+Wnjxo0LBFePRlzOCRMmIBARXUH27t0rJohpIJj+888/d+3ahQipd+/ekFmbUShAQivq7LIrXARBkly5cmXhUZzgK4RRo0aJxkkqdevWxc00K1DwkePHjxcV8yNHjmTMmFGszLIBfAZcpvawPvroI/xRTaoWLVqcP38+ZLCC9A8C40OQHNprFLBq1SrcQ+mSd+/ebRbEEY6sWbNm2rRp5t2+5557xMICPJ3u3btXrFjR3t4OPqrpd+rUqVatWmIsI/zVNj4VvPjii7BU2g5vgeCaDBlRicnaY8aMsSeqj4bVd999lyJFik8++UQemTx5slmJQND222+/qQt1BfhS8AhwIpcvX4byIE8w3/NFhAQq6rZt26L+9J3gWKhWrZr88fjx47L1hwQ3Gbd91qxZZq5SvHjxdevWOcEdPhFDW+qpmsBSKayZubMCwHOXcfzEiRNvv/12e7sUJNyixvcJ0Byxasr2mtY33ngDf0W4fsGlS5caN26sSZsuXTqzobb6K7jAal6XcBsVMtITyOmTVpO65Nf0kcHKcolVUeG4b7nlFiEJorupU6eapdKCBQvCqsf3CRj4sgZhu/qc/GGFO1mnTh0XpE24RQ0jqkgW7A0rHymqkxjXH6Z9hNz/w97TT2DgF+YT5GYGVo0/YrnbbrtN7tVx9uzZ1q1bJ1BUpNhIvV0rkyUqmdI2zRs5ciSshGudN/r161e0aFGpgdA3s0ABYURkqPLOO+/gF91sZ5FkRW3btm2bNm1cEzU5ZipXrlzvvvuum9Xn5AQqLg8r8u+ABWj3EM2IZW9iJxjbVaxYURveMTExYda4SWbPnh2wuQxfVBUPHjwoj8AziamXKoirli1bdsNPE3vBRXwfEmQXCOPgUdSDb731llloePrppxPygQUKFEAaY2MS3MqVKyGGVo759NNPzTmG+DrIikMuurzjjjsaNGgAlzl06NCISygRc4HhUTT/8e2335rTzOEghaMy21wEgpP3rbrMChUqwH+rU1bh8s1FZOIVBb6XebehwAhlihcvjnurNbuIID6q6e/YsSOgNHRzgnEJgjlTntdffx2JtLkCGrf0kUceGTt2LJ4+QkMtqo4sPhpWYhGG1gz3888/N8u4CAERW7dv394UFeEgFB5mKnxXviSTKEXdtWtXdJ++2NZcLP2TXLt2TSy0VIFVh7Tr1q3LkSOHeVfFtxsyZIglORNeKt22bZvcPl4FTxy+vlu3bhDVakuTRFnU+D4EotpOQZ3gegVIMnHiRPUgnNGTTz6pSZstW7b4DCYU1XZelygbFd/yiytXrkA9bCd1Eanpf/LJJwH7+Wfz5s1vueUW9QisgTlpq3DhwqdPn47vQwYPHhxwZTuviAwrDHzb0ibWosb3OcgUrA4rHymqk0jXH9+HIDpNmzatvaefqMAvzOdUq1bNtvEXS4W0hr/jxo0z35RPnjxZvebq1au4RuxEJ7D99BObTKnXQBnCnI0sp06dwmDR5rVg/JYoUUITErmSttBt0KBBiE9cqz4nR1Fr166N7+iaqEk2UwibU6dO3bRpU3mN7SjFSUag4v6wIv8OWIB2CQTB4lWSFoXExcU1bNhQG9758+c/c+aM9gkY5Fu2bJGz3uCNbr75ZnMrrYhw4MABIYnZDdls9QXrqXUIAQcPHhw5cqRsHYDMGe42vh5SSUb07dXCZSe4PsvczlH1WJJDhw7JjlG4t/gtfGZkhRR07twZMpQvX147jltnLmYXy8emTp1qxihIUbSgKuJIX/7SSy9pp/bu3av1h0mVKpXomXvixIkBAwaUKlUKR+A7K1asOGnSJKtOCBG5kEHbxwPO23xTgjEF33/s2DHT/YPq1auHXFwWKXxU0+/du3cguIeMdnzmzJnay/AUKVIgOkEwamangtatW9vepd1Hw0rI06xZM+34jz/+aFZFFyxY4AQnoWgT5RDntWrVKkxJJZkkVlGj+/TfeecdcU+0vbkRHD/77LPmwIEPPXv2bPfu3bXV93fccYe44ZZIbKkUTyFkoTwmJgYjzp6cSbCo5ocgSoGctqvPf/zxh1iuBF3FM9XOPvfcc5q0zZs3Nz9k1qxZVrdHEyTBRmngy0J+F5K65Nf0IWqTJk1si3r+/HnRU+uHH35QjyNsNlst1apVK2RZHx7/zjvvdKH6HJFh9euvv1rdd06QBItqfgj0x/aw8ouiCpLg+jXwFYoWLWr16Sc28Av5IZs2bcqcObNt4y/ap8DIa8fnzZunzT2Cj1C3QNy/f7961oWnn7RkSqC247M98JHpB4K5vDZYEOCZCyBatGihXqP2t3ThxXNyFLVgwYJuippkM4VEVT3rQvXZSUag4v6wIv8OWIB2iffff18Mzvvuu087de3aNbE3q8ojjzyiXnPhwgVRiShXrhxiPgSjsAj2GkHKbsgFChQwiwjitZ4K7KzaGAieVSyHFFZ169atadOmXbt2bcTlLFasmBDA7EmHNFibtYdYRCuUi7YMiLYXLVqEH4cOHZo3b15LxR3pxd99913t1L59+7SdHtOnTy/8zZUrV2bPnt2+ffv777+/UaNGo0aNOnXqlA3xVORq35tvvhnPTjt78OBBLWyqX7++bZFCsm7dOiFAoUKFzN4vZkNVJHviFNQA3xFi16xZE6FAmHWakcIvNX2AexIIpqCbN2/WTn3wwQdaL3gERmK5AATu1KlTnjx5EPNh3NWtW3fVqlVW5RT4ZVjBaEsxcBu1swjgNFGzZs0q12Hg3r7++uvDhw+fPHnygQMHrMqZNEWN1tN/4YUXhCQIms1SiDmVePTo0eIU0qolS5a8FASiWh1TSSuVwqDBz1avXh05IQZjkSJF+vXrZ1tLk2xRJZcvX8bXtJ3XOcHinRTjoYceMiuM5tPXZsyBXbt2mQuKI07SbJQKtNSFpC4iNf2OHTu6IOrGjRuFDHXq1NFOwWwixtZExVDSLkNYW7x4cReqz04khhXAN3VB2iRbVAksQOXKla2WS3ykqE7yXL9k3Lhx4XtfJJ+kBX4qP/74IzI+28ZfTLcMBNMTcw4+3LomKuJnuQxLvF8XuPP0k5NMxcTEiIMuDPyBAweKv6WtJ3aCFlXohsrixYvlBXJLahdKuk4yFBWPW1aoXRA1OWZKLM6QX8GF6rOTjEDF/WFF/h2wAO0SEyZMkEPUbIt5/fp1cz9fjGp5wdChQ+Xx3r17Ix01/UQEGT9+vGoWzWXUmtcEr732mjyrhtTwFhkyZHjrrbdsyClLzPnz5zcng6vfQoCoWmaqyEDSpk0rjufNm3fAgAGZMmXavn27DTmdv71mIPiSWX0nLzhw4EDOnDlVURPYM8QGcD9SDPhOs1/23r17temQCWkaE3FkFhoITrc0L+jTp48qJELAMHvNW8UvNX1QvXp1IQPiHvNlzPLly7U5Jq+88kpU5BT4aFjJno+wWuY+3UhEtclQIVds2MZHiuoEd3aSknTu3Nm8QEyWkSA9tj0p2yQipVJ3iIhFNRdvWUId2riH5gU9evRQpbUaMoUh+TYKKXSY9tCRIiKKiszZhfzz008/lTKMGzdOOxsXF1ejRg1VzixZsmiVX3w7F148C3w0rP53LKo7iirwhetPfuB39uzZbdu22ZYTj1vuKF60aNELFy5oFyxdulQTVUwwcv7eiyjgYpksOclU3bp1A65Unx1l5gF45513tLMwntpbvRIlSshxhwQ/4Fb12UmGou7cuVMccUfU5JgpOcnPteqzk4xAxf1hRf4dsADtElOnTpXj9qabbpo3b552QaVKlaRhFahLIVQ3ljJlyiFDhsTXKzAiQDxVkm7dumk16GrVqnXv3l29Jnfu3DJHQmwn1zgXKlRI7PJkA/WlHG6XtnQRCcbdd98tvKPko48+Emf/+OMPtYFpsWLFxH50lnjqqafUe2VOvMJfV3dzhtgu5JwhOXjwoHrH8AR//fVX7Zpvvvnmlltukddoi4zcAVKpcg4ePNi8Bj5Svcac1+kOfqnpO/9cTweLZLbNQTQvE4BAcB9nq7YoPD4aVvfcc48UA5bHLDHs2rVLbQpZrlw594X0kaKCtWvXqpKMGDHCvEZsvSDRVsG7g19KpT6yqE5wR3tVErNqA7vUtm1beUFMTIzVjuTx4SMb5RdFVdf8Ih42B3VsbKxqbwOhZnW5ho+GFS2qDXzh+n0U+MmVr6B27dqmtVywYIEqqlwnceTIEVhgN8tkyUmm4uLi3nvvPXfklEu0A8GVbeZuqLColSpVUr/L559/Lk4NHDjQteqzkwxFPXXqFJ6+m6Im2Uxt3LgxderUblafnWQEKu4PK/LvgAVol/jhhx9UQwP7qDXIL1q06Jdffqlt56quMVm2bNmTTz45dOjQo0eP2pYWEZK2n0Pz5s3lTAdY/Bw5cuAbiS1cJEuWLJGfcOLECfjODRs2WE351Cb9oEyZMmpshyikcePG69evV/ebvv/+++UFCAUGDBjQvXt3eKzr16/bk9MJvphVRcXjNqdsQwHU1tWfffaZVZHCoG2CV7x4cXP1t9yVGyAniYqcWodcdRq+AOrXsmVLeUGNGjWiIaZvavrOP1+VBYKt1syd2SdPnqxeozXidBMfDasxY8aooiKJMntTbtmyRRorDK6LFy+6LKSPFNUJrmLR9nEyt52BYVd3nuzTp4/7cvqlVOr4x6ICREeBf2IutEKCpLawRFjivpw+slE+UtQ77rhDipEuXTpzOfa5c+cQt8hrzJ6hbuKXYUWLagNfuH4fBX69evVSxWjRooWZvqmNItOkSSNLY7/88ovLZTJfJFOnT59Wm1dkyJBB1pfVa4oUKSKvUadmu1CUkCRHURHfWt3DWSM5ZuqTTz5xs/rsJC9QcX9YkX8BLEC7hzYjAzz88MN79uy5cuXK8OHD8SNGe2xsbMmSJeUF/fr1i5a0HTt21KTNly/f22+/vWbNmvr168NXienGatD8xBNPuCykNl8D5MiRA/7p8uXLuLFwlt26dXOCuxPIC1KlSuV+bOcEo3axdYakRIkSZiCyYMECecGcOXNcEAwuENGwFp0jndPeQEAtzaAZ+inOtm/f3gVRTWbNmqUpwKRJk7RrkFPJJmUFCxaMipyOT8JQgNGhtQNq3bq1Gd+rbXbmz58fFVEdDw8rkwsXLojO+OqYMkVV5yC7GdZL/KKoAmRBN7QAcFUIpsXZxx57zH0h/VIqdTxsUWGX5A7Mktq1a6uiQifNG4s7KWtq5ox+F/CRjfKRoo4YMUKVM2PGjF988YV2DRL4rFmzigsKFy4cFTkFnh1WJrSoEccXrt9Hgd+hQ4e07ebatGljitq1a1d5wbFjx1wQ7Pfffz937px20C/JlJbyQ2PNxjX79u279dZbxQWPP/54VOT0kaL6y0z5KFAh/w5YgI48cXFx48aNM1/KHThwQH13pFGzZk1xGXIkOb/snnvusS3twYMHGzZsaE5zg5XPly9ffNJ26tRJXIacUG4si+jZnpyrV682e5I6xnpAjY0bN4rL1BWONrZDlPz111/btm3r27cv/N/EiRNVd7J48WJNPNh38x0j7q04O3v2bHtyOsGdtXv16iVmEqVKlap8+fLqlsFai5VAcOLG8ePH1U+4cuWKWGQ0fPhwq6KeOXNm6tSp3bp1Q9r50UcfyaV/GGVlypRRhUSop+7PK9i/f7/o912gQAGrcjp/K8DSpUsRvantET0YhiJcXrVq1cqVK3/44Qd1NeXIkSO1R2/G9/hRhk3Tp0+3LaqPhtXXX3/du3dvyFC1alUk599//708hUxeE7V48eKm7W3QoIE4a6pHBPGRosIZYfjXrVu3dOnS9erVe/XVV+Vsi9jYWAxq7a6as/bwHcWXEq8k7QFLBYVcv379kSNH1ONeK5X6yKJ+8MEHePSisSMyz549e8p+vkePHlUn4wvMpsDQh0Cwta66VXLE8ZGNcvyjqE4wRl24cCHsktrx89y5c7K4LMiUKZPZghZxozibJ08e23I6/hlWtKg28Lvr91rgF8aiPvPMM5qorVu31pJuqPRdd90lztrebPbbb79t166d2JQIQ7hx48aqvvkimTKdKSyqmXTDN4mzsghgD78oqhN/MuVBM+WvQIX8i2EBOsIgNRIzyB5++GGzBj1z5kwttxfA7qsNiGWwcuedd1qVFpG9qD/CT5vBEMIpteOPBJGTuvMDQkNxPG/evJbkXLFiBbJH3CVzWRDC5VKlSplCBv65icrly5fz588vjs+dO9eSnHv37tWESZcunfr2VW1fJShSpIi20AbmXqzFQ0xjSU6wadMmbUuBQLCdonyliXioWrVq2gXI4nbu3Kl+jggEoSqW5ISzRLShbStRq1YtuSfPjh070qRJo8k5atQo7XN69uwZCO4FYUlOAWILdWlw9uzZETzJs94JQxHMQRi5hycoW7asNEHXrl2TU7EkLVq00NZYybZCthe1+WVYweCr0y4EqVOnnjVrlrgAyiwzTEmhQoW0oBPRdsByxcQviuoEUzv5jlNSuXJlOdVoy5Yt2tbnIaUS7a3spSJIcRs2bKhaKsQA0lF6p1TqI4sKHXviiScCBuXKlZNb2yM20GbDgeeee05d03P69GkcxNCzJ6pfbJTjH0UFn332mdq8Im3atC+++KJM7z/44ANNTng0s3tJs2bNhIbbk9Px1bCiRY04/w7X76nAL7xFRUKHu6eJ2qRJE60j8LJlywLBQqrVdtVI2NU2j4KYmBiZK/klmVLn4AswxJDga58j3qVNmDDBkpwCvyhq+GTKU2bK8VWgQv71sAAdSWDf69SpI8dtyBo08qVcuXKpw7t06dKITdVrrl+/LuYg2CvpOsGlH+oufCFr0LCecOqyaA7X9dRTT5krYatWrRqwtsjx008/ld49ZA364sWLmtGEnEhUtJuPQFmcnTFjhg05EeuYniYQ7Pe9cuVKcU1cXBwCfe0C6IMWc8C54nHYi5nWrVtnJu0C3Ooff/xRXIaEROtdGAh2B1NfezZt2hR5iCU5oWkPPvhgSDkRz0lXvXjxYnXTCUG3bt1UX45xh4Pvv/++JVEvXbqE8W7KibGzcOFCcY1HwtADBw6EfGeTOXNmnBLXIC9CwKddgFBVW2BYokSJrFmzqnMTIo5fhhXMaY0aNULqKsyRjIBjY2PLly+vXXD77bfLtRpO0KAFQtUmIoKPFNUJDluzaiOoW7euvAwBtPlmt0OHDmo62rt3b2i4LFxGllWrViHhNIWsUKGCHB1eKJX6yKIiCtK6wai0a9dOXjlt2jRTWnzNX375RVyARBQXhFxBFRH8YqMc/ygqgAEMGaXA7MhrzKofzIWmk2JW19ixY+2J6qNhRYsacf5Nrt8jgV9CLOr+/fu1NRAAqag6eVzcTyStluQEQ4cODfnoA8FGOrIk6pdkStsWLxB8j6KlzBj4OGivq4mPFDUhyZRHzJTjq0CF/C/AAnQk+fHHH7VxG7IGjRG+YMEChM7Dhw9fu3ZtyB3PBw0aFAju8GtPWuRjmrQha9BOsME8zBMCKbn0VWPcuHH49UaNGtmQU20zHYinBu0EN5IePXo0XOP06dNDLmOBExLTOrZs2RJxIXfs2JEuXTp4RAQZZo6RO3duGbifOXPGDEOREowfP16oypEjRzJmzLh8+fKICyk4fvw4XHKTJk2WLFkyadIkdaMegbpjOAK4kFWAe++9FwLjiefJk8feasG2bdvCc8PBm5O1gbqCddq0aaaPv+eee8SLaLjJ7t27V6xY0dJWk/h8dVseDUSZchFT1MNQqJ/62kkDt0he+e2332r7EQWCazK++uorcYGYAztmzBhLojq+GlZIciBq586dn3zySTNzhmzySohapUoV7QJoLzwCwlDkCYhNETeb7/mSj48U1QkG95kyZUI0jBtSvXp1U+CPPvpIXjxr1ixtak8guFhn3bp1TnDjRGiLnI8WWbZt22ZOGJTgscoro14q9YtFBf3798c4mjhxIsYshpX2cJGL7tu3T168ePFi0btABcrTs2fPYcOG5ciRw1JNx/GVjfKRooqQMj5ktgw9NHcrEd9Fln6gQrfffrvVnT/8MqxoUW3wL3P9UQ/8Em5Rt2/fbtagcYG0D/AL+C72NnNbvXo1FBWP78MPPxwyZIgpzLvvvisv9kUy9eeffz7++OPmBZ06dRK1XeTRFSpUgKJaktNHiprwZMoLZspHgQr5H4EF6EhiLmAJxFODviGi0ZLV1c1jx45NF0SVNr4adHjEFiswsjbkNP1lfDXoG1KgQAHE3xGfshEXF1eoUKEuXbqIdwk//fSTWJyosmbNGnk9BAjpYu+4444GDRrA0A8dOjSyEqo0a9ZM3REeXqdDhw6qGPnz51evRy6E7D3krJnSpUvbi+0wmrJkyYIQU8gwZ84cBB/qX0cepV6/YsUKuT+GBI62Vq1ayJpwb7UeAhEE9wd+HVHvpUuXPv30U3P26MsvvywvjmIYitgOmlmpUiWEOxcuXJg7d666xk2gxkC7d+82Ayzc0kceeQTWQ7SPtLe5vI+GFdIPGKVdu3ZJSZo3b66JoTYwxVdr3769KSoyhPTp08NMHTp0yIacflFUAYJg5EJSwZDsaZvPdO/eXb1+3bp1OXLkMAUWqyORH9oQ8tSpU1Cwxx57DOYF6YRpKvFA1QAgiqVSH1lUGCiMhe+++04e2bhxY7Zs2VRJtOIXjBUSY/PpQ2Bz9/lI4SMb5SNF3bx5M/70a6+9dvbsWTxWsyDywAMPyIvh1Pr27WveUlhRxM/dunXD8Le6BNtHw4oWNeL8K11/FAO/xFrU/fv3y/0wVcqUKVOjRg1ozscff2xDTifYCAK3dOLEifLIsWPHtMpdx44d1V/xSzKFgWPWKKHniPrghWvXrp2EmkYC8YuiJjaZiq6Z8lGgQv53YAE6knTo0KFmzZqwI9qgTUgNGnZhy5Yt8tU3TNLNN99sdn+PIE2aNGnRogVMfBJq0AcPHhw5cqRckY0o//bbb9fab0WEI0eOBIJdm7XtWRNYg0YwBxcl/o97iwgP5j7iQs6cORNfX11HCZ/37LPPqgKbK0CnTp2K39JUBWHB5MmTIy6hBMF96tSpn3nmGW2lkrpJ40033QTfL0/h5uOrnThxYsCAAaVKlUqVKhU+oWLFipMmTdJabkUQeHfE4trWN9A39W0E7pW2AgjxX+PGjU2vWb16dfmqOeKcP38egYWcc+EEA9OnnnpKswDqr0QrDEWEgcGu7msMC6NuwRwwtryHnrRr186UMxDc9cVq8w0fDasHH3wQ5lSNdKGZmqhqc1Kk1hg7yF21WcYYeq1atVLz1QjiI0UFX3zxRcDoMbdv3z61CokMUz17+PDhs2fPdu/eXfNoCJoXLFhgSc7+/fvDGKqG6KuvvtJemkofJIhKqdRHFtUJdsLFKNbWKu3du1edYKhOhDxw4AAuhvDLly9H4pQ5c2YMJSR1jz76qKwN2cBHNsovigoqV66sPlwn2D9NnRILI6D9yooVK0KWSqEw6tbKEcdHw4oW1Qb/VtcfrcAvCRYVwvTp08es7uXJk8fclTSCiAbTM2bMUKVFmqmqIv6vyilGjS+SKfhTxHjaLYWWdu3aNeSi7YjgI0VNQjIVRTPlo0CF/O/AAnTEQK6ePXv2V1991Qm+xNMGbfga9IULF0Q4Uq5cORj3X3/9FR9ltWndpUuX0qdPL3acS2wNGnlgpkyZAsE04OTJk1u3boXPWLt2rQ0533zzTaQQuHWI2xJbgxarHeEyFy1a5AR7deXNm9dGhHf//ffjr9SuXVvNdeHOVb/YoUMHeWrp0qVNmzaFwly5cmX27Nnt27fHJzRq1Ahqo/ozG8h9e+BX1PllEKZWrVpSWtkGGiBTwhdxudnT5s2bhZAvv/yyuhwV6ZP66l7dGB1Zq9CHHTt2DBkypH79+jVr1nzyySdXr15tVdR33nkHkiAsO3r0qHpcnbdVrFgxefzMmTO4GCrtchgKHnnkEYzckSNHqr10YArEpiICtV/exo0bX3vtNSd42zt16oSAHqFSxowZ69atu2rVKntyCvwyrC5evChmixQqVOibb75RRYU8UlQ1aHvuuefgEUTWinuL3GD48OG4QLaNs4GPFNX5u7srDHjPnj1V4/Pll1/KUlSOHDnkcXiiLFmy4KwTzEmWLFnyUhAoqj1RoWy5cuWrY+vWAAASV0lEQVQqXLiwths4NFad5Kh2dJ04ceJnn33mfqnURxYVlCxZUsiDP6ceR6wiW9O2bNlSHt++ffttt93m/pY4frFRPlLUPXv2BILd57TXD2JRoESdnNGtW7dffvkFTu2NN96oXr06olmIWqRIkX79+tkOqHw0rGhRI86/3vW7H/gl2aLCIEyYMKFZs2ZIZFq3bo3sz3aIIvdqrlChgtrhB5LIlzpZs2aVx2NjY3Pnzq025XCHJNso3PaPP/64R48edYL07dvX9oDykaImLZmKiply/BOokP8pWICOGAgfMcKl3UxUDVrdx6B3794IndU+vDaYOXMmwvTz58+LHxNVg1Y3fkHoDB/21ltvWZKzUqVKchFTomrQ//3vf+Ur8bx58w4YMADeQixBijjwiOIPIV5X27fh//nz5xenEBLJ47Dp+BU4ThvChAeBu7x7TzzxhHrq8OHDcrNHtYn2oUOHAv+cbuaynKNHj1ZPQdnkKbUN6KxZs+DUtakxLoDsVwiDBEm9bxjsMhZRZ2wh96hSpQqiJZflBBjUQp67775bjURhtWQkqs4vOHHiBG4pbIX7ojr+GVbIN6RCli5dWj2FWA3Ci1NTp06Vx2F4Y2JiENm7KaePFNUJNtaUd1Xufi4YMmSIOI50Tj0+YsQI5Hv79+93TciTJ09KIbWnKbY+E6gTYZAX4f5r2w67gI8sqqOMffDzzz+rpzp37iyOIylSjyORQ45taQH7DeX0uI3ykaIuXLhQCINwGrKpp8SupwJVLfv16wcLZrXLc3z4aFjRokYcuv6I4xeL6vxzQM2bN089NXfuXHE8T5486nExKcrl5rk+slE+UlQmU4QkExagI0abNm3UznROYmrQavNo+CeEg7YnnNapU0d93+Ukpgb9ySefyCsLFSok9iSxAQLfwD/7KCW8Bo37rDaHgjEV27zYQLapuvnmm8+ePaueQlwiTmkzuXr27Bmw3OM7JHig6dOnDwSzO3Whk6Bt27ZCWtVF7dq1SxycMGGCa3JCx+Sz02rfGBpFihQRp9T1qojsRcBnr4ViSNR1TPPnz1dPyX0+CxQooB5fsmQJDg4cONBNOYG6pA7xkHrq5ZdfFse1YA6ZUqpUqVyY72zil2F19erVXLlyCXnU7uqCYcOGiVMffPCBelzosJYPWMVHiuoE174IkVKkSKHNbL106ZLYy7tkyZLq8ffeey8QbGFvtTuEypkzZ+SE3MKFC2tnEQ+IU9psPrERkNUGJiY+sqhOcJ6gkAfppdbDEXmyuOd9+/ZVj7do0SIQDEis9iXX8IuN8pGiLl26VCpqly5d1FMY+LIHy08//SSP487jSK1atWzPeTTx0bCiRY04dP0Rxy8W1Qm2/xbywChpY/n69esY4IF/7kTn/D0GkT4nbROjpOEjG+UjRWUyRUgyYQE6YgwdOtTc7iDhNehly5Zh/ONDtLUnlli5cqVZkE14DRoGF7Hphg0b7G1B5gRbJml7ODiJqUFD8gEDBnTv3n3RokWWdhUXrF+/HmY9TZo0c+fO1U4hQhXtStQdBi5cuCCiEzBlyhR7goUEj/7RRx8NuTWHmHx0++23yyNxcXGVKlUSoiIxsLqZj4bYAO3ee+/F7dJOjRkzJhDclld9T/Pqq68KOUuUKCGn9rvAjh07xDLMChUqmB3HypUrFwj2dlQPyk2T5N7T7iDnOzz99NPaKSR+Yv67urMQbq94+unTp5dbS7uGj4bVihUr8ubN26JFCy22c4LdaYVIascbsWtryDjbHj5SVPD77783atQIpj5ks1Hxqqxx48bySGxsbKlSpYS0ZcqUsdqdXKVly5aB4GtjOETtlExQ1S60p06dEq8AixYtikHnjpACv1hUJ7i2vVevXlC/kNNaxeSjt99+Wx6Bi5d1K3xN1+T0kY3yi6JeuXJF7OaUJUsWM0YVbyZgx9R2lkjphfytWrWyGpGGxC/DihbVBnT9kcVHFhWMHz++c+fO6txhiZjMC4skj+zfv19Ois+cObNpLuzhFxvlI0VlMkVIMmEB2jpmDRoBlqhB418YTTWSjjpmDbpYsWLi/d6vv/6KMMu1MDQMIWvQmzdvFmdh3Ddu3OiySCdPnjQDUEGdOnUg4cKFC8WPSAPUbsvNmzd3UcwbINov1qxZU/wIUdWtch988EE3Zxhdv3790KFDIZcCfP7554Hg2xF5BCloqlSphJzwsi47ePw5+PWQQ6Nfv34Q6bHHHpNHkLHIDaYRi7gZhoLly5fH9wZehEfqGrE+ffrIp1+1alWXRFT4dwyr2267Td3Yc82aNbLXDXTVUvf8kPhIUcPz2muvBZTpPHj6devWVS2VvX1yNOLi4mbMmPH999+bp2JjY1OmTAl55EvlK1euqLu6Dxo0yB0hBT6yqOFBVg+ppJf/+OOP5T6Z+E/Id6v28IuN8pGiHjt2bNq0adq0MsHq1ashT758+eSRw4cPqxslIdN2T9Ag/45hRYtqA7r+JOAXixqet99+GyK9+OKL4sf//Oc/sFpS1GHDhrkpjI9slI8UlckUIcmBBWg3MGvQjRo1On78eLNmzRDYhdmcMCqYNegCBQrAJRQuXNhlrxkGswadIUMG+AOEdFmzZnU/CQmDaPMvXpLDsuOJq2G9+4tGw3Dw4EFI1atXL8fbogo5Zcuq6BYgwjNlyhRIJfc49rKoYg6U3EtHLiANBBN+99e3hsdHwyp37tyFChUS//esAvhIUZ3g9tyBvxsvevnp58qVK2PGjCLx87KcPrKozt9jX8zM8rKoPrJRflFUMasU8bP4MbplnRvio2FFi2oDuv7I4iOLKgaUaPfsZTPlIxvlI0VlMkXIDWEB2iXMGrSXx7ZZg/aa13RC1aA96IecoHFPnz79n3/+6X3LLmKROXPmeFxUIeeYMWMcb0chzt9hqHgj4nFRoaipUqW6cuWK4/mAyfHVsEIW2rJlS8fbCuAjRXX+lvbHH3/0+NPHoxezXTwup48sqhMc+wULFnQ8L6q/bJSPFFVMdPVyWUfgo2FFi2oDuv7I4iOLKu7qsWPHPG6mfGej/KKoTKYICQ8L0O4xevTogILHx7ZWg/aa1xRoNWgP+iEnaNzvu+8+X1h2Mb1ox44dHhdVxEwbNmzweBTiBGOmm2666dy5c94XFYpatmxZxw8Bk+OrYYUsdNy4cR5XAB8pqhOUNmPGjHFxcR5/+nj0vXr18r6W+siiOsHpRW3atPG+qP6yUT5S1OXLl3u8rCPw0bCiRbUBXX9k8ZFFnTJlSs6cOY8ePepxM+UvG+UjRWUyRUh4WIB2lSFDhvhobH/44YdiYx8Pek3JTz/9hCDPs34ING/evEePHr6w7Fu2bEmXLp3W+8+Dou7cuTNFihSLFi3yeBQC3nnnnaJFi3o/YAKPPPJI165dfREwOb4aVhkyZBg0aJDHFcBHigqQ1VetWtX7Tz979uwzZ870vpw+sqigdu3a9erV876oPrJRflHUvXv3QrYvvvjC42UdgY+GFS2qDej6I4uPLOrIkSPLli3rfTPlIxvlI0VlMkXIDWEB2lWuXLmSLl06v4zt48ePp02b1pteU2X48OGe9UOgfPnyt956qy8s+5w5cwIKnhX1o48+ShPE41EIQPpRoEABX4iK/POuu+7yRcDk+GdYnT59GuKJN3leVgAfKSp45pln5C317NO/evUqhFTHlDfldHxlUUHBggXlLfWyqH6xUT5S1PXr1yOE9n5ZR+CjYUWLGnHo+iOOXywqePzxx9VkyrNmykc2ykeKymSKkBvCArR7/PHHH82bN/fL2D558mTRokU96zUlW7ZsiYmJ8awfcoIbYfvFsg8ePNgXok6cONEXBQjQpk0bv4iaM2dOvwRMjn+G1bZt23yhAD5SVOD9VRpg//79agrqWTkdX1lU3MOUKVP6QlS/2CgfKeq7776riurxANVHw4oWNeLQ9Uccv1hUUK1aNV+YKR/ZKB8pKpMpQm4IC9Du8dJLL/lobI8bN+7FF1+MthQ34PLly9mzZ/eyH/r11199ZNmbN2/uC1G7du3qiygE3H333b4Q9eLFiz4KmHw0rKZNm+YLBfCLogruuOMO7z/9FStW+EVLfWRRd+7c6QtRfWSjfKSovXv39kVZR+CjYUWLGnHo+iOLjywqiImJ8YWZ8pGN8ouiMpkiJCGwAO0esbGxV69ejbYU/zbOnDkTbRHC8d133/nIso8aNcoXojZu3Nj7UYggQ4YMvhB1+/btfgmYHF8Nq9mzZ/tCAfyiqIICBQp4/+mPGzfOL1rqI4t66tSp3Llze19UH9koHylqw4YNfVHWEfhoWNGiRhy6/sjiI4vq/L2kwPtmykc2yi+KymSKkITAAjQhdunfv3+9evX8YtnnzZvnfVEPHjxYqFAhj0chgoEDB3o/YHKC3RVr1arli4BJ4KNhNWLECO8rgF8UVQAL8OSTT3r86R85ciR37ty+COt9ZFGdoLSbNm2KthQ3xi82ykeKunLlytSpU3u/rCPw0bCiRbUBXX9k8YtFBXFxce+99160pbgxPrJRflFUJlOEJAQWoAkhxCJHjx6NtggJAhHzyZMnoy0FiRp+UVQf8csvvzCsJ97HR4p65MiRaItAooaPFNVH0PUTX+AXRWUyRcgNYQGaEEIIIYQQQgghhBBCiBVYgCaEEEIIIYQQQgghhBBiBRagCSGEEEIIIYQQQgghhFiBBWhCCCGEEEIIIYQQQgghVmABmhBCCCGEEEIIIYQQQogVWIAmhBBCCCGEEEIIIYQQYgUWoAkhhBBCCCGEEEIIIYRYgQVoQgghhBBCCCGEEEIIIVZgAZoQQgghhBBCCCGEEEKIFViAJoQQQgghhBBCCCGEEGIFFqAJIYQQQgghhBBCCCGEWIEFaEIIIYQQQgghhBBCCCFWYAGaEEIIIYQQQgghhBBCiBVYgCaEEEIIIYQQQgghhBBiBRagCSGEEEIIIYQQQgghhFiBBWhCCCGEEEIIIYQQQgghVmABmhBCCCGEEEIIIYQQQogVWIAmhBBCCCGEEEIIIYQQYgUWoAkhhBBCCCGEEEIIIYRYgQVoQgghhBBCCCGEEEIIIVZgAZoQQgghhBBCCCGEEEKIFViAJoQQQgghhBBCCCGEEGIFFqAJIYQQQgghhBBCCCGEWIEFaEIIIYQQQgghhBBCCCFWYAGaEEIIIYQQQgghhBBCiBVYgCaEEEIIIYQQQgghhBBiBRagCSGEEEIIIYQQQgghhFiBBWhCCCGEEEIIIYQQQgghVmABmhBCCCGEEEIIIYQQQogVWIAmhBBCCCGEEEIIIYQQYgUWoAkhhBBCCCGEEEIIIYRYgQVoQgghhBBCCCGEEEIIIVZgAZoQQgghhBBCCCGEEEKIFViAJoQQQgghhBBCCCGEEGIFFqAJIYQQQgghhBBCCCGEWIEFaEIIIYQQQgghhBBCCCFWYAGaEEIIIYQQQgghhBBCiBVYgCaEEEIIIYQQQgghhBBiBRagCSGEEEIIIYQQQgghhFiBBWhCCCGEEEIIIYQQQgghVmABmhBCCCGEEEIIIYQQQogVWIAmhBBCCCGEEEIIIYQQYgUWoAkhhBBCCCGEEEIIIYRYgQVoQgghhBBCCCGEEEIIIVZgAZoQQgghhBBCCCGEEEKIFViAJoQQQgghhBBCCCGEEGIFFqAJIYQQQgghhBBCCCGEWIEFaEIIIYQQQgghhBBCCCFWYAGaEEIIIYQQQgghhBBCiBVYgCaEEEIIIYQQQgghhBBiBRagCSGEEEIIIYQQQgghhFiBBWhCCCGEEEIIIYQQQgghVmABmhBCCCGEEEIIIYQQQogVWIAmhBBCCCGEEEIIIYQQYgUWoAkhhBBCCCGEEEIIIYRYgQVoQgghhBBCCCGEEEIIIVZgAZoQQgghhBBCCCGEEEKIFViAJoQQQgghhBBCCCGEEGIFFqAJIYQQQgghhBBCCCGEWIEFaEIIIYQQQgghhBBCCCFWYAGaEEIIIYQQQgghhBBCiBVYgCaEEEIIIYQQQgghhBBiBRagCSGEEEIIIYQQQgghhFiBBWhCCCGEEEII+X/t2LEAAAAAwCB/61HsK4wAAFgIaAAAAAAAFgIaAAAAAICFgAYAAAAAYCGgAQAAAABYCGgAAAAAABYCGgAAAACAhYAGAAAAAGAhoAEAAAAAWAhoAAAAAAAWAhoAAAAAgIWABgAAAABgIaABAAAAAFgIaAAAAAAAFgIaAAAAAICFgAYAAAAAYCGgAQAAAABYCGgAAAAAABYCGgAAAACARbb8HHYF97jwAAAAAElFTkSuQmCC)Sur le graphique ci-dessus, on voit en rouge le S&P 500, l’indice phare de la bourse américaine, et en violet le MSCI World, composé de plus de 1 300 entreprises du monde entier. Malgré les crises et les baisses parfois prolongées, ces indices ont toujours **fini par remonter**. (Certain·es diront que les marchés sont aujourd’hui “trop hauts”, mais ça, c’est une autre histoire…). **→ L’investisseur·se qui reste investi·e, ou mieux, qui continue d’investir régulièrement, finit par s’en sortir bien mieux que celui ou celle qui essaie de tout anticiper.** “Je vais vendre avant que ça baisse et racheter avant que ça monte”, pense-t-on souvent. Facile à dire… beaucoup plus difficile à faire. Selon [une étude du fonds américain Hartford Funds](https://www.hartfordfunds.com/practice-management/client-conversations/managing-volatility/timing-the-market-is-impossible.html?emailID=48433&programID=10078&utm_campaign=2025-03-17-SUB-CC-Timing_the_Market_Is_Impossible&utm_content=practice_management&utm_medium=email&utm_source=hartfordfunds.com), basée sur l’historique du S&P 500 : > Éviter les baisses du marché, c’est aussi risquer de manquer les hausses. 78 % des meilleures journées de performance boursière se sont produites pendant un marché baissier ou au cours des deux premiers mois d’un marché haussier. Si tu avais manqué les 10 meilleures journées de la Bourse au cours des 30 dernières années, ton rendement aurait été divisé par deux. Et rater les 30 meilleures journées aurait réduit ton rendement de 83 %… un écart spectaculaire. En d’autres termes : les investisseur·ses qui tentent de “timer” le marché et manquent les meilleures journées de performance, souvent au cœur même des marchés baissiers, obtiennent des rendements bien inférieurs à ceux qui sont simplement resté·es investi·es. ### **2) Investis régulièrement (le DCA)** Le **Dollar Cost Averaging (DCA)** est une méthode qui consiste à investir un montant fixe à intervalles réguliers (chaque mois, par exemple) quelle que soit la situation du marché. - Tu **lisses tes points d’entrée** , au lieu d’essayer de deviner quand acheter ou vendre. - Tu **réduis l’impact émotionnel** des fluctuations de marché. - Tu profites de la **croissance à long terme** de l’économie mondiale. Sur les marchés, personne ne peut prédire ce qui se passera demain. Mais sur 10, 15 ou 20 ans, l’histoire montre que les marchés progressent. Investir régulièrement te permet de capter cette croissance sans chercher le “bon moment”… il suffit d’être constant·e. ### **3) Diversifie tes placements** **Ne pas mettre tous ses œufs dans le même panier** : c’est le b.a.-ba de l’investissement. Parce que même les placements les mieux analysés peuvent réserver des surprises. Diversifier permet de réduire le risque global de ton portefeuille : quand un actif baisse, un autre peut compenser. Mais attention à l’excès inverse : **trop diversifier** complique le suivi et dilue les performances ! **→ Le bon équilibre, c’est de diversifier suffisamment pour réduire le risque, sans multiplier les placements au point de ne plus savoir où va ton argent.** ### **✍️** A toi de jouer : **Découvre ton profil d’investisseur·se** Ces 3 profils reflètent ton niveau de tolérance au risque, ton horizon d’investissement et ton rapport émotionnel à la volatilité des marchés. Aucun n'est meilleur que l'autre. - **Prudent·e** : cherche avant tout la stabilité. Préfère les placements sécurisés, quitte à avoir un rendement modéré. - **Équilibré·e** : accepte une part de risque pour viser un meilleur rendement à long terme. - **Dynamique** : tolère la volatilité et mise sur la croissance. Objectif : maximiser la performance sur la durée. **🧰 Boite à outils** - **Utilise** [**cet** **outil en ligne**](https://profilrisquemyfenix.lovable.app/) pour découvrir ton profil. --------------------------------------------------------------------------------------------- ## **PHASE 4 : Faire le point et reprendre le contrôle sur ses finances** > **L’objectif de cette section est de découvrir les grandes familles d'actifs et les "enveloppes" d'investissement pour comprendre les mécanismes essentiels à l'investissement.** ### **1) Les classes d’actifs :** ### **Les actions : devenir propriétaire d’entreprises** Une action, c’est une part du capital d’une société. Si une entreprise a 100 actions et que tu en détiens une, tu possèdes 1 % de l’entreprise. Ce que cela te donne : - Un droit de vote : tu participes aux décisions lors des Assemblées Générales. - Un droit aux dividendes : si l’entreprise partage ses bénéfices, tu en touches une partie. Les actions peuvent s’échanger : En privé (entre actionnaires), ou en bourse, pour les sociétés cotées, où des milliards d’actions changent de main chaque jour. Les actions peuvent être volatiles à court terme, mais elles représentent le moteur principal de croissance sur le long terme. ### **Les obligations : prêter ton argent aux entreprises et aux États** Une obligation, c’est un prêt que tu fais à une entreprise ou à un État. Tu deviens créancier : en échange, l’émetteur s’engage à te rembourser à une date donnée et à te verser des intérêts réguliers, appelés coupons. Trois notions à retenir : - **La maturité** : date à laquelle ton capital est remboursé. - **Le taux d’intérêt** : ta rémunération. - **La valeur nominale** : montant du prêt initial **→ En pratique, la plupart des obligations ont des valeurs nominales élevées (souvent 100 000 €). Pour y accéder plus facilement, la solution la plus simple reste de passer par des fonds ou des ETF (plus sur cela par la suite).** **Le fonds euros : la version “clé en main” des obligations** Si tu as déjà entendu parler de **l’assurance vie** , tu as probablement croisé le terme **fonds euros**. C’est un support d’investissement sécurisé, très populaire en France, car le capital y est garanti : tu ne peux pas perdre d’argent (hors fiscalité et frais de gestion). Concrètement, quand tu places ton argent sur un fonds euros, l’assureur l’investit principalement dans des obligations d’État et d’entreprises. En échange, tu reçois chaque année un rendement net de risque, qui dépend des taux d’intérêt du moment et de la performance du fonds. > En 2024, la plupart des fonds euros affichaient un rendement moyen compris entre 2,5 % et 3,5 %, bien supérieur à celui d’un livret A (1,7 %) pour une sécurité comparable. Le fonds euros peut ainsi servir : - à placer ton épargne de sécurité (ex.: 2-3 mois de mois de dépenses personnelles) - ou de réserve temporaire avant d’investir sur des supports plus dynamiques (actions, ETF…). **→ En résumé : le fonds euros, c’est un peu le “coussin de sécurité” de l’investisseur·se : pas excitant, mais essentiel pour dormir tranquille.** ### **Comment investir dans les actions et les obligations ?** On pourrait investir sur les actions ou les obligations **en direct** , c’est à dire, par exemple, acheter une action d’Apple. Mais on peut investir sur ces actifs de façon indirecte via les fonds d’investissement et les ETF. Un fonds d’investissement c’est **comme un panier qui contient plusieurs actifs financiers :** des actions, des obligations, voire d’autres types d’actifs. Il est géré activement par des professionnels dont le but est de faire mieux que le marché. Autrement dit, ils essaient de battre les indices boursiers. **✍️ Exemple :** > La gérante d’un fonds d’actions françaises cherche à obtenir une meilleure performance que le CAC 40, l’indice\* de référence du marché français. Pour y parvenir, elle sélectionne des entreprises, ajuste les positions et prend des décisions stratégiques selon sa lecture du marché. \*Un indice boursier, c’est un panier de sociétés cotées regroupées selon une méthodologie commune. Concrètement, il s’agit d’un portefeuille théorique d’actions qui permet de suivre l’évolution des marchés financiers (d’un pays, d’un continent…) et de comparer la performance de tes investissements par rapport à un référentiel. On laisse Camille Leca, Head of ESG & Sustainable Finance chez Euronext t’expliquer tout ça, par [**ici**](https://youtube.com/shorts/1oVVjMNROhw) **.** Les fonds sont souvent spécialisés selon plusieurs critères : - Région ou pays : Europe, États-Unis, marchés émergents… - Taille des entreprises : grandes (large caps), moyennes (mid caps), petites (small caps)… - Thématiques ou secteurs : santé, technologie, énergies renouvelables, intelligence artificielle… Ce mode de gestion a un coût : les frais de gestion des fonds actifs tournent souvent autour de **2 % par an** , car il faut rémunérer les équipes de gestion. ### **2) Les ETF : la simplicité et la discipline de la gestion passive** Un ETF (Exchange Traded Fund), aussi appelé fonds indiciel, est un produit financier qui réplique un indice boursier. **Exemple :** un ETF qui suit le CAC 40 détient les mêmes entreprises que l’indice (L’Oréal, LVMH, TotalEnergies, etc.), dans les mêmes proportions. Quand une société sort de l’indice, l’ETF la vend automatiquement. Quand une autre entre, l’ETF l’achète. Les ETF sont donc des **fonds passifs** : ils ne cherchent pas à faire mieux que le marché, mais simplement à faire aussi bien que lui, à moindre coût. Ils sont cotés en bourse, comme les actions, et leur prix varie tout au long de la journée. Les frais sont souvent très faibles (entre 0,2 % et 0,6 % par an en moyenne), ce qui en fait une solution particulièrement efficace sur le long terme. Moins de frais, c’est plus de rendement pour toi sur la durée. > Pour chercher des ETF et trouver des idées d’investissement intéressantes, on te recommande le site [**justetf.com**](http://justetf.com). Grâce aux filtres, tu pourras explorer les différents indices, régions ou thématiques (technologie, climat, santé…) et trouver les ETF qui correspondent à ton profil et à tes objectifs. **L’immobilier : un actif tangible,** souvent la première forme d’investissement à laquelle on pense. Et pour cause : c’est un actif tangible, que l’on peut voir, toucher, et dont on comprend intuitivement le fonctionnement. Mais derrière ce mot se cachent plusieurs façons d’investir, chacune avec ses avantages et ses contraintes. **1 - L’investissement direct** C’est le plus classique : acheter un bien pour le louer (appartement, maison, local commercial…). Tu perçois des loyers, qui te procurent des revenus réguliers, et tu peux espérer une plus-value à la revente si la valeur du bien augmente. L’investissement locatif peut être très rentable, mais il demande du temps (contrairement aux idées reçues d’un investissement passif…), de la gestion (locataires, travaux, impôts fonciers) et une bonne compréhension du marché local. Il est aussi moins liquide : tu ne peux pas revendre ton bien du jour au lendemain. **2 - L’investissement indirect : les SCPI** Si tu veux profiter des avantages de l’immobilier sans t’occuper de la gestion, les **SCPI** (Sociétés Civiles de Placement Immobilier) peuvent être une excellente option. En achetant des parts de SCPI, tu investis dans un portefeuille de biens immobiliers (bureaux, commerces, logements…) géré par des professionnels. En contrepartie, tu perçois une partie des loyers collectés, au prorata de ton investissement. Les SCPI permettent donc : - une diversification immédiate (ton argent est réparti sur des dizaines d’immeubles) ; - une accessibilité plus simple (ticket d’entrée souvent autour de 1 000 €) ; - une mutualisation du risque locatif. **→ Mais attention : comme tout placement immobilier, la valeur des parts peut fluctuer, et la liquidité n’est pas garantie (la revente peut prendre du temps).** **3 - Les alternatives modernes** Tu peux aussi investir via du crowdfunding immobilier, c’est-à-dire financer des projets de promotion ou de rénovation. Les rendements affichés sont souvent attractifs, mais ces placements sont plus risqués et doivent rester marginaux dans un portefeuille bien diversifié. ### **3) Le private equity : investir dans des entreprises non cotées** Le private equity, ou capital-investissement, consiste à acheter des parts d’entreprises non cotées en bourse : startups, PME ou ETI. Tu deviens ainsi actionnaire d’une société en développement, souvent sur une période longue (5 à 10 ans). **Pourquoi investir dans le non coté ?** - Potentiel de rendement élevé : certaines sociétés peuvent croître très vite. - Contribution directe à l’économie réelle : ton argent finance des projets concrets, de l’emploi, de l’innovation. - Complément de diversification : ces placements réagissent souvent différemment des marchés boursiers. Le revers, c’est que le private equity est un investissement moins liquide (ton argent reste bloqué plusieurs années) et plus risqué : certaines entreprises peuvent échouer. C’est donc une classe d’actifs à réserver à une part limitée du patrimoine, une fois que tes bases (épargne de sécurité, placements liquides) sont déjà en place. Le private equity n’est plus réservé aux investisseurs institutionnels. Tu peux y accéder : - via des fonds spécialisés (parfois disponibles dans les assurances vie ou PER) ; - via des plateformes comme Tudigo ou Lita, qui proposent des tickets d’entrée plus accessibles. Le private equity peut être un excellent moyen de booster la performance long terme d’un portefeuille diversifié, à condition d’accepter son horizon long et son risque élevé. **Pour savoir combien investir,** quelques repères : - De grandes institutions, comme les fonds d’investissement des universités américaines Yale ou Harvard, allouent entre 25 % et 30 % de leurs portefeuilles au private equity. Ces fonds gèrent toutefois des milliards de dollars, pas forcément un bon point de comparaison... - En Europe, les gérants de fortune placent souvent entre **5 % et 15 %** du portefeuille de leurs client·es fortuné·es dans le private equity. **→ En résumé : pour un·e investisseur·se ouvert·e à ce type d’investissement, une allocation de 5 % à 15 %, et rarement plus de 20 %, est une approche raisonnable.** ### **4) Les cryptomonnaies** La crypto est une classe d’actifs controversée. De plus en plus acceptée par les investisseurs dits institutionnels (banques, fonds d’investissement, etc.), le choix d’y investir reste souvent très personnel. Il y a celles et ceux qui y croient au point d’y placer une grande partie de leur patrimoine, et d’autres qui n’y toucheront jamais. Si tu ne te reconnais ni dans un camp ni dans l’autre, et que tu penses qu’un peu de crypto dans ton portefeuille ne ferait pas de mal, tu peux à nouveau t’inspirer des pratiques utilisées par les professionnel·les du patrimoine. **Pourquoi investir en crypto ?** - Potentiel de performance : si le Bitcoin et les autres cryptomonnaies poursuivent la dynamique de la dernière décennie, l’impact sur ton patrimoine pourrait être très positif. (Mais rappelons-le : les performances passées ne préjugent pas des performances futures.) - Liquidité : il est très facile de vendre des cryptomonnaies et de récupérer son capital. - Diversification : les cryptos présentent une faible corrélation avec les actifs traditionnels en temps normal (même si, récemment, on a observé que lorsque la Bourse, notamment les actions technologiques, baissait, les cryptos avaient tendance à baisser aussi.) Mais... la crypto reste 3 à 5 fois plus volatile que les actions, par exemple. Il faut être prêt·e à encaisser des baisses pouvant atteindre 50 % ou plus. Vols de crypto : il existe de nombreux cas où des hackers ont piraté des plateformes pour dérober des millions, voire des milliards, en cryptomonnaies. C’est pourquoi la façon d’y investir et de les sécuriser est tout aussi importante que la décision d’y investir. Comment y accéder : - En direct : la méthode la plus simple et souvent la moins coûteuse. Il suffit d’ouvrir un compte chez un courtier ou une plateforme spécialisée dans les cryptos, comme SwissBorg, Bitpanda ou Coinbase. De plus en plus de néobanques (comme Revolut ou N26) permettent aussi d’investir directement en cryptomonnaies. - Indirectement, via des ETP (Exchange Traded Product) : ce sont les cousins des ETF, et leur fonctionnement est similaire. Investir dans les cryptos via des ETP permet de réduire considérablement le risque de vol mentionné plus haut. Il existe deux approches principales : Les gérants de patrimoine et les investisseur·ses institutionnel·les allouent souvent 2 à 3 % de leurs portefeuilles aux cryptos. En règle générale, pour un·e investisseur·se privé·e bien diversifié·e, la part de cryptos ne devrait que **rarement dépasser 5 % du portefeuille**. ## **Les enveloppes d’investissement** Les **enveloppes** sont les **supports légaux et fiscaux** dans lesquels tu détiens tes placements. Elles n’influencent pas la performance financière, mais déterminent ta fiscalité et ta flexibilité. - **Assurance vie** : l’enveloppe préférée des français. Elle permet d’investir sur de nombreux supports (fonds, ETF, SCPI…) et d’optimiser la transmission. Quelques atouts de l'assurance vie : - Pas d’imposition tant que tu ne retires pas d’argent : les gains restent non imposés tant qu’ils restent investis. - Une fiscalité avantageuse après 8 ans : abattement annuel (4 600 € ou 9 200 € pour un couple) + taux d’imposition réduit. - Outil de transmission très avantageux : possibilité de transmettre jusqu'à **152 500 € par bénéficiaire** hors droits de succession (selon l’âge des versements) - Grande flexibilité : tu peux retirer quand tu veux, moduler tes versements, ou ouvrir plusieurs contrats selon tes objectifs. - **PEA (Plan d’Épargne en Actions)** : pour investir dans des actions européennes\* (en direct, ou via des fonds et ETF), avec une fiscalité allégée après 5 ans. > \*Le PEA (et son cousin le PEA-PME) a été créé pour encourager les particuliers à investir dans les actions européennes. Concrètement, tu ne peux donc pas y détenir directement des actions comme Microsoft ou Apple. Cependant, les sociétés de gestion ont trouvé une solution ingénieuse : elles ont conçu des ETF éligibles au PEA qui répliquent la performance d’indices étrangers. > > Résultat : tu peux investir (presque) dans le monde entier, tout en conservant les avantages fiscaux du PEA. Par exemple, il existe le [**BNP Paribas Easy S&P 500**](https://www.justetf.com/fr/etf-profile.html?isin=FR0011550185) (exposition aux grandes entreprises américaines) ou encore le [**Amundi PEA Japan**](https://www.justetf.com/fr/etf-profile.html?isin=FR0013411980) (exposition au marché japonais). - **PER (Plan d’Épargne Retraite)** : dédié à la retraite, avec avantage fiscal à l’entrée. Concrètement, toutes les sommes versées sur un PER avant le 31 décembre sont déductibles de ton revenu imposable ([dans certaines limites](https://www.generali.fr/actu/versement-per-plafond-impots/)). Tu pourras ensuite récupérer cet argent au moment de ton départ à la retraite, ou en [cas de déblocage anticipé](https://www.agipi.com/offre/far-per/dans-quel-cas-peut-on-demander-un-deblocage-anticipe-du-per/) selon les conditions prévues par la loi. - **Compte-titres ordinaire** : libre, simple, sans restriction géographique, mais sans avantage fiscal particulier. **🧰 Boite à outils** - Utilise le tableau récapitulatif du guide pratique [ici pour choisir les classes d'actifs qui correspondent à ton profil](https://drive.google.com/file/d/1noe9oT0mHuYEpfYqRajm8BYzyWax0WFL/view?usp=drive_link) + à tes objectifs. Ainsi qu'au moins une enveloppe d'investissement adapté à ta situation. --------------------------------------------------------------------------------------------- ## **PHASE 5 : Faire le point et reprendre le contrôle sur ses finances** > **L’objectif de cette section est de tout relier pour construire un plan d'action. Peut-être pas parfait, mais vivant, adapté à ta réalité et tes ambitions.** On commence donc par un outil simple, mais puissant : **la pyramide de l’épargne**. ### **1) La pyramide de l’épargne : poser les fondations** La pyramide de l’épargne permet de visualiser la hiérarchie des priorités financières : sécuriser, faire croître, puis développer. ![](data:image/png;base64,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) **La base : sécurité =** C’est le socle de la stabilité financière. On y retrouve : - l’ **épargne de précaution** (2 à 3 mois de dépenses sur un livret sécurisé) ; - le **fonds euros** d’une assurance vie ; - la **prévoyance** (protection en cas d’arrêt de travail, d’invalidité ou de décès). Cette base sert de bouclier : elle permet d’affronter les imprévus sans avoir à vendre ses investissements dans la panique. Et la **résidence principale**? Certains la placent aussi à la base de la pyramide, et c’est cohérent : avoir un logement stable, c’est une forme de sécurité. Mais il est important de comprendre qu’on peut aussi investir justement en vue d’acheter sa résidence principale, à condition de le faire avec prudence et méthode. **Le milieu : croissance =** On peut chercher à faire fructifier son capital. avec es placements à moyen et long terme : - actions et obligations (en direct, via des ETF ou des fonds d’investissement) - immobilier de rendement (locatif ou SCPI) … le tout réparti sur les enveloppes d’investissement vues dans la section précédente : assurance vie, PEA, PER, compte-titres. L’objectif ici est de faire travailler l’argent pour soi, en profitant du temps et des intérêts composés. **Le sommet : ambition =** la partie du patrimoine dédiée à des projets spécifiques ou à des investissements plus risqués : private equity, crowdfunding, cryptomonnaies Ce n’est pas ici qu’on construit sa sécurité, mais qu’on nourrit ses ambitions et sa curiosité. ### **2) Growth vs. Income investing : deux stratégies pour faire croître ton patrimoine** Quelle stratégie adopter pour atteindre chacun de mes objectifs ? C’est ici qu’interviennent deux approches complémentaires : le **Growth investing** (investissement en croissance) et le **Income investing** (investissement orienté revenu). **Growth Investing : miser sur la croissance du capital** L’objectif du Growth Investing est de faire croître la valeur de ton patrimoine sur le long terme. Tu investis dans des actifs dont la valeur est appelée à augmenter avec le temps, même s’ils ne versent pas forcément de revenus immédiats. Par exemple : - Actions de sociétés en expansion (technologie, santé, énergies renouvelables, etc.) : que ce soit en direct, ou via des ETF et fonds spécialisés. - Le private equity (ex.: start-ups) On investit dans des actifs de croissance seulement quand on a du temps devant soi. Autrement dit, pour des objectifs à moyen ou long terme (idéalement au-delà de cinq ans). Ce temps est essentiel pour laisser la croissance faire son travail, malgré les hauts et les bas du marché. Un bon exemple d’action de croissance : **NVIDIA** , l’entreprise américaine qui conçoit les puces au cœur de la révolution de l’IA. Son cours de bourse a bondi de près de **1 300 %** en cinq ans : 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Mais, comme le montre le graphique, cette progression ne s’est pas faite sans turbulence. Un investisseur ayant acheté NVIDIA en janvier 2022 aurait vu la valeur de son investissement chuter de près de 50 % pendant l’année avant de remonter. D’où l’importance de la patience et d’un horizon d’investissement long terme pour traverser sereinement les phases de volatilité. **Income Investing : générer des revenus réguliers** L’Income Investing consiste à privilégier les placements qui **versent des revenus périodiques** , comme des **dividendes** (dans le cas des actions), des **coupons** (dans le cas des obligations) ou des **loyers**. Exemples : - des actions d’entreprises qui distribuent régulièrement une part de leurs bénéfices (banques, télécoms, énergie…) - Les obligations (ou ETF et fonds d’obligations) - Les SCPI ou immobilier locatif Cette approche séduit ceux qui cherchent à créer une rente stable ou à compléter leurs revenus. Elle offre plus de visibilité et de stabilité, mais la croissance du capital est souvent plus lente. C’est la cas par exemple de l’action d’Orange : 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Orange verse chaque année (sans interruption depuis 21 ans) un dividende offrant un rendement d’environ **5 à 7 %.** Le cours de l’action, lui, fluctue au fil du temps sans connaître de progression marquée, ce qui en fait un bon exemple d’action de rendement : stable et génératrice de revenus réguliers. **Deux stratégies, une même logique : l’équilibre** Il ne s’agit pas de choisir entre croissance et revenu, mais de trouver le bon dosage selon ton profil de risque tes objectifs SMART (qui dicteront des horizons d’investissment). Au niveau du profil de risque uniquement (on affinera dans un instant avec les objectifs SMART), on va souvent dire que : - Un profil **prudent** vise ≥70 % Income / ≤ 30 % Growth, pour privilégier la stabilité - Un profil **équilibré** optera pour 50 / 50 - Un profil **dynamique** pourra aller jusqu’à ≥70 % Growth / ≤ 30 % Income Un bon portefeuille est celui qui te permet de faire fructifier ton argent sans t’empêcher de dormir la nuit. ### **3) Relier objectifs SMART ↔ profil ↔ classes d’actifs ↔ enveloppes** - Plus ton horizon de temps est long, plus tu peux te permettre d’investir dans des classes d’actifs considérées comme plus risquées, mais aussi potentiellement plus rentables à long terme (comme les actions de croissance). - À l’inverse, plus ton horizon est court, plus la stabilité et la liquidité deviennent prioritaires. **✍️ 3 exemples avec "Julie, 33 ans, entrepreneure à Paris"** Julie un certain goût pour le risque. En matière d’investissement elle a donc un profil plutôt dynamique. Elle a trois objectifs : - Faire un voyage en Asie dans un an - Acheter sa résidence principale dans cinq ans - Financer les études de sa fille dans quinze ans ### **1. Voyage en Asie** **Objectif :** Épargner 3 000 € pour partir en vacances **Horizon de temps** : 1 an Même si Julie a un profil de risque dynamique, elle ne peut pas se permettre d’investir sur des actifs comme les actions ou le private equity, qui sont davantage adaptés à un horizon long terme. Pour un objectif aussi proche, l’objectif n’est pas de chercher la performance, mais de **préserver le capital** tout en **limitant l’impact de l’inflation**. Julie pourrait, par exemple, épargner 250 € par mois pendant 12 mois (12 × 250 € = 3 000 €) afin de financer son voyage sans stress ni risque. **Investissements possibles :** - Livrets bancaires (Livret A, LDDS) - Fonds euros en assurance vie Disons que Julie place 250 € par mois sur un fonds euros dans son assurance vie, et que ce placement rapporte en moyenne 3 % par an avant impôts. Le premier versement sera investi pendant 12 mois, le deuxième pendant 11 mois, le troisième pendant 10 mois, et ainsi de suite. Au bout d’un an, Julie aura accumulé **3 048,75 €** (avant impôts). **Cet objectif est-il SMART ?** Oui **✅** Julie souhaite partir en Asie dans un an (Spécifique et Temporellement défini), elle sait combien il lui faut pour y aller (3 000 €) et elle peut épargner 250 € par mois sans problème (Atteignable et Réaliste). ### **2. Acheter sa résidence principale** **Objectif :** Constituer un apport personnel de 30 000 € pour l’achat d’un bien immobilier Horizon : 5 ans. Avec un horizon de 5 ans, Julie dispose d’un peu plus de temps pour faire fructifier son épargne, sans pour autant pouvoir se permettre de prendre des risques excessifs. L’objectif est de faire croître le capital de manière régulière, tout en restant capable de sécuriser la somme à l’approche du projet immobilier. **Investissements possibles :** Julie peut viser une répartition de type **70/30** : - **70 %** sur des actifs de rendement : fonds euros ou fonds d’obligations. - **30 %** sur des actifs de croissance : actions via fonds ou ETF. **Enveloppes recommandées :** - **Assurance vie** pour loger la partie sécurisée (fonds euros et obligations). - **PEA** pour constituer un portefeuille d’ETF actions diversifié. À mesure que la date de l’achat immobilier se rapproche, Julie pourra **réduire progressivement la part en actions** et transférer vers des supports plus stables (fonds euros, obligations, livret A). Plus la part investie en actions est importante, plus il devient difficile de prévoir la rentabilité future. Mais à titre d’exemple, supposons que le portefeuille 70/30 de Julie pour cet objectif dégage un rendement moyen de 5 % par an (avant impôts). En plaçant 450 € par mois pendant cinq ans, Julie obtiendrait environ 30 000 € au total, dont 27 000 € de capital investi et 3 000 € de gains générés par ses placements. **Cet objectif est-il SMART ?** Oui **✅** Julie souhaite acheter sa résidence principale dans cinq ans (Spécifique et Temporellement défini). Elle sait combien il lui faut (30 000 €), elle peut épargner 450 € par mois (Atteignable), et il est Réaliste d’estimer qu’un portefeuille 70/30 puisse générer environ 5 % par an sur cette période. ### **3. Financer les études de sa fille** **Objectif :** Constituer un capital pour financer les études de sa fille **Horizon de temps :** 15 ans Grâce à son profil **dynamique** et au temps dont elle dispose, Julie peut investir sur des actifs plus volatils/risqués, comme les actions (voir même la crypto ou le private equity). Avoir 15 ans devant elle lui permet d’encaisser les fluctuations des marchés et de laisser son capital se valoriser progressivement au fil des années. **Investissements possibles :** Avec un horizon de 15 ans, Julie peut miser sur des actifs de croissance, tout en conservant une part plus stable pour équilibrer son portefeuille. Elle peut opter pour une répartition de type **70/30** , mais inversée par rapport à l’objectif précédent : - **70 % en actifs de croissance :** ETF actions (MSCI World, S&P 500, Europe) et fonds d’actions thématiques (technologie, climat, santé). Julie pourrait aussi investir sur des actifs alternatifs, comme la crypto et le private equity. - **30 % en actifs de rendement :** SCPI et fonds d’obligations pour générer des revenus complémentaires, ainsi qu’une petite part en fonds euros dans son assurance vie pour stabiliser l’ensemble. **Enveloppes recommandées :** - **Assurance vie** : pour les fonds d’obligations, voir même les SCPI et les fonds de private equity - **PEA** : avantage fiscal après 5 ans, parfait pour les ETF actions Encore une fois, plus la part investie en actions est importante, plus il devient difficile de prévoir la rentabilité future… et si l’on ajoute des investissements alternatifs comme la crypto, l’exercice devient encore plus complexe. Mais à titre d’exemple, supposons que le portefeuille 70/30 de Julie pour cet objectif affiche un rendement moyen de **7 % par an** (avant impôts), un scénario tout à fait réaliste sur le long terme. En investissant 300 € par mois pendant 15 ans, Julie obtiendrait environ **90 000 €** au total : - **54 000 €** de capital investi, - **36 000 €** de gains générés par ses placements. Il est important de noter que plus de la moitié des gains sont générés durant les quatre dernières années ! C’est là toute la magie des **intérêts composés** : le temps fait le plus gros du travail, il faut juste s’y tenir. **Cet objectif est-il SMART ?** Oui **✅** Julie souhaite financer les études de sa fille dans quinze ans (Spécifique et Temporellement défini). Elle sait combien il lui faut (90 000 €), elle peut épargner 300 € par mois (Atteignable), et il est Réaliste d’estimer qu’un portefeuille dynamique puisse générer environ 7 % par an sur cette période. ### **Quels leçon pouvons-nous tirer des investissements faits par Julie ?** - Plus l’horizon de temps de l’investissement est court, plus il est recommandé d’investir sur des actifs moins risqués et moins volatils, comme les obligations ou le fonds euros en assurance vie. - À l’inverse, plus l’horizon de temps est long, plus on peut se permettre (si le profil de risque de l’investisseur·se le permet) d’investir dans des actions, de l’immobilier, du private equity ou encore de la crypto. - Une même enveloppe, comme l’assurance vie, peut accueillir des investissements destinés à financer plusieurs objectifs. Dans le cas de Julie, par exemple, son assurance vie pourrait contenir à la fois un fonds euros pour financer son voyage, mais aussi des fonds obligataires ou SCPI pour préparer ses projets à plus long terme. ## Heureusement, aujourd’hui, il existe plusieurs outils pour t’aider à assurer le suivi et la continuité de tes investissements : - **Virements automatiques :** de nombreuses institutions financières (que ce soit pour l’assurance vie, le PEA, le PER et le compte-titres) permettent de programmer des investissements automatiques selon la périodicité de ton choix. Ton compte est prélevé et les investissements se font sans intervention manuelle. Cela t’aide à maintenir ton DCA et à continuer à investir même lorsque les marchés baissent… un moment souvent paralysant. - **Aggrégateurs financiers :** tu peux bien sûr suivre tes placements sur Excel, mais des outils en ligne rendent la tâche plus simple. En France, [Finary](https://finary.com/) et [Colbr](https://www.colbr.co/family-office-digital-gratuit/) permettent d’agréger tes comptes d’investissement. Pour le suivi des comptes bancaires, [Bankin](https://bankin.com/) reste une excellente option. Avec ces outils en main, l’idéal est de revoir ses finances une fois par mois. L’idée, c’est de prendre rendez-vous avec soi-même, loin des distractions, pour vérifier que tes finances vont dans la bonne direction et te poser les bonnes questions. Au-delà des investissements, tu pourras aussi vérifier si tu as tenu ton budget ou s’il faut procéder à quelques ajustements. - **Analyser tes dépenses** : où est allé ton argent ce mois-ci ? Certaines dépenses sont-elles devenues inutiles ou excessives ? - **Revoir tes objectifs financiers** : es-tu toujours aligné·e avec tes objectifs ? Des ajustements sont-ils nécessaires ? - **Prévoir l’avenir** : de nouveaux projets en vue ? Une épargne à mettre en place ? Des investissements à envisager ? Et voilà, tu as désormais les bases et les outils pour investir en confiance ! Ta liberté financière n’attend que toi. Maintenant, à toi de jouer… Bon courage à tous(tes) ! ## Commentaires **clarisse.dimanche 🗣** — 2025-12-23T15:18:21Z Merci pour le challenge, le livestorm du jour et cet article très bien rédigé. **benedicteciotti** — 2025-12-23T15:18:51Z Merci pour ce challenge ! C’est une excellente idée 💪 **Mehdi_Saoud** — 2025-12-23T15:34:45Z Au top, merci ! Petite question, le profil investisseur (prudent, équilibré, dynamique) doit il avoir un impact sur la diversification / répartition indépendamment du niveau de risque du produit d'investissement ? **caiozeidler** — 2025-12-23T15:35:16Z Hello Mehdi, Ton profil de risque, mais aussi l’horizon de temps dont tu disposes, déterminent les investissements que tu peux envisager. Plus tu as du temps devant toi, plus tu peux te permettre d’investir dans des actifs considérés comme plus « risqués », comme les actions, à condition que ton profil de risque le permette. Un·e investisseur·se prudent·e et un·e investisseur·se dynamique peuvent tous deux investir en actions, mais pas dans les mêmes proportions ni sur les mêmes types d’actions. **Mehdi_Saoud** — 2025-12-23T15:57:10Z De mon côté, je me permets de rebondir sur le sujet des actions / obligations / ETF, un sujet pour lequel j'ai toujours souhaité investir mais je n'y suis jamais allé par manque de connaissances, temps et d'outils. -\> connaissances : le challenge est fait pour ça -\> temps : c'est comme tout, on a rien sans rien -\> outils : **c'est justement ma question** Que recommandes-tu comme outils / plateformes pour investir simplement ? il en existe beaucoup j'ai l'impression et ça peut être un frein quand on veut se lancer, en tout cas me concernant. Idem, je crois même qu'il existe des plateformes "fictives" pour s'entrainer avec un portefeuille "fictif", si jamais tu as des reccos je pense que c'est toujours intéressant pour se faire la main ! **caiozeidler** — 2025-12-23T15:57:32Z Mehdi, Merci pour ta question ! Si tu veux gérer tes investissements toi-même (notamment pour acheter des ETF ou des actions via un compte-titres ou un PEA) tu peux te tourner vers des acteurs comme Trade Republic, ou des plateformes plus classiques comme Fortuneo et Boursorama. Si tu préfères être accompagné par des professionnels, en particulier pour l’assurance vie, des solutions comme Yomoni, Nalo ou Goodvest sont d’excellentes options. Enfin, si tu veux d'abord t'entraîner, tu pourrais tester par exemple [IG](https://www.ig.com/fr/compte-demo) et [eToro](https://www.etoro.com/fr/trading/demo-account/). Bonne chance ! **Mehdi_Saoud** — 2025-12-23T16:07:41Z Sans dévoiler les résultats de mon côté (car un peu perso), je pose la question du conseiller en gestion de patrimoine pour m'aider à prendre de la hauteur, voir déléguer. Or, je ne sais pas par où chercher (cabinets, réseaux, indépendants...) ? faut-il s'assurer que le CGP en face dispose d'une accréditation ? Quel est le coût moyen ? Merci ! **caiozeidler** — 2025-12-23T16:08:01Z Mehdi, La première chose à faire est de demander des recommandations à ton entourage. Travailler avec un.e CGP repose avant tout sur la confiance : si quelqu’un en qui tu as confiance a déjà travaillé avec ce professionnel, cela facilite beaucoup la décision. Sur le plan réglementaire, tout CGP doit être inscrit à l’Orias. Le professionnel est tenu de te communiquer son numéro d’enregistrement, que tu peux vérifier directement sur le site : [https://orias.fr/](https://orias.fr/) Concernant les coûts, cela dépend surtout du montant que tu vas investir et du mode de rémunération. Beaucoup de CGP facturent un pourcentage des sommes placées. De manière générale, au-delà d’environ 2 % des montants investis, cela commence à devenir cher. Merci ! **JohnDoe** — 2026-01-07T12:32:58Z Et ben, y'a plus qu'à tout lire maintenant. Merci d'ailleurs pour les réponses en live à mes questions. D'ailleurs je m'en permets une petite autre : Admettons, j'ai un membre agé de ma famille qui a son livret A plein et son compte courant avec des dizaines de milliers d'euros dessus. Forcément, sa banque fait tout pour lui ouvrir une AV, malgré qu'elle soit non compétitive. Faut-il néanmoins accepter l'offre ? Sachant que pour une personne âgée, cela risque d'être compliqué pour elle de suivre autrement ("bonnes" relations avec le directeur d'agence, gestion intégrale au vu du versement initial, etc...) ? Quelles solutions alternatives existent pour que la personne n'ait "rien à faire" tout en ne se faisant pas plumer ? **caiozeidler** — 2026-01-19T09:14:17Z Bonjour John, Merci pour ton message. Personnellement, il vaudrait mieux passer par un acteur “nouvelle génération”, en ligne, avec des frais plus faibles et une offre plus complète. Ces acteurs proposent souvent de la gestion déléguée : une fois le profil de l’investisseur et ses objectifs définis, la gestion se fait sans intervention du client. Pour une personne âgée, pas forcément à l’aise avec le digital, je comprends que ce ne soit pas l’option la plus confortable… mais le combo **moins de frais + offre plus complète = potentiellement plus de performance** , et ça fait une vraie différence au bout de quelques années. J'espère avoir aidé. **JohnDoe** — 2026-01-19T11:34:56Z Ok, merci !