{"id":5244,"date":"2021-12-31T15:52:43","date_gmt":"2021-12-31T15:52:43","guid":{"rendered":"https:\/\/morenovenier.com.ar\/shop\/?p=5244"},"modified":"2025-09-16T19:43:43","modified_gmt":"2025-09-16T19:43:43","slug":"historical-cost-principle-definition-examples-and","status":"publish","type":"post","link":"https:\/\/morenovenier.com.ar\/shop\/2021\/12\/31\/historical-cost-principle-definition-examples-and\/","title":{"rendered":"Historical Cost Principle: Definition, Examples, And Impact On Asset Valuation"},"content":{"rendered":"<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' 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\" width=\"257px\" alt=\"cost principle definition\" \/><\/p>\n<p><p>For example, a manufacturing firm that bought equipment for $100,000 five years ago and another that bought similar equipment for $110,000 this year can be directly compared based on their recorded costs. This clarity is reinforced by GAAP and IFRS, which require historical cost for most assets, ensuring uniformity across industries. Even if the machine\u2019s market value rises to $120,000 due to high demand, the balance sheet still reflects the historical cost minus depreciation.<\/p>\n<\/p>\n<p><h2>Using Accounting Software to Make Using the Cost Principle Easier<\/h2>\n<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"258px\" alt=\"cost principle definition\" \/><\/p>\n<p><p>While it offers consistency and objectivity in financial reporting, it may not always provide a complete picture of an entity\u2019s financial status. As such, it\u2019s important for users of financial statements to understand the limitations of the cost principle and, <a href=\"http:\/\/www.europetopsites.com\/catalog\/data\/agent_broker-32.html\">http:\/\/www.europetopsites.com\/catalog\/data\/agent_broker-32.html<\/a> when necessary, seek additional information to complement their analysis. However, the cost principle\u2019s emphasis on historical cost can sometimes obscure the true economic value of a company\u2019s assets.<\/p>\n<\/p>\n<p><h2>Cost Classification and Types in Accounting<\/h2>\n<\/p>\n<p><div style='text-align:center'><\/div>\n<\/p>\n<p><p>This allows the company to accurately assess the cost of each product and make informed pricing decisions. Rising market values while undervalued assets hide reserves may provide a factually misleading picture of the company\u2019s actual worth to all stakeholders. Despite its advantages, fair value accounting is not without challenges. Determining the fair value of an asset often involves a degree of estimation and judgment, which can introduce subjectivity into the financial statements.<\/p>\n<\/p>\n<p><h2>Historical Cost Adjustments<\/h2>\n<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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9pDrS1ErSrwkeZH+kBESbZ2sqbKddQ0uWpGlLKdyW0d6Rl1mfWGKLNa2S2pU9xe1mFKebbTs28i4Nkkj3J4eUWhTgw0kKENMtuK7KiSosp+PzRJt7NlWglIPqM+Iw7lz\/utZ1oR3qksp1q8p8BNKSEjSAg3KTP6f1ehfRPSpTe\/Pqz6sg1nW\/Flc0lSunIiK75OZasy6RZF1GLAtIbOpGdCLdp7Wy5q010NJ\/GIP1LtNNIitT5TURrvWW1Fn5NZlmLUtIZyW5TvsWjV+FwGCoNtyosruXPd2uvpR3lJyNaPAeXWQdOxQ\/RRfq9FUqk\/nchr+Tttp0NtZlkZkXEz8oUe4ioivSYLXT+3EK9QYG12uyXrR3qtofQ8m\/cLY42GElsV0KmqjxYrS2mmtC1qNxSlbzUZ9eZiLZocWK69K2WuQ7klxxXFRFwLsLeLbJbEbIbGisqg811tbVejUakp9rn1F2COmR9q1shYZccRclkc5SEC\/H2TQr1wt7KjVD3u58kxapqe\/FYuZP1hm+93PkmObq2barP2OUr3m18ghYW2RFWmn7HKV7za+QQsbaR6HnexY4ftsjKO2HTbYDJtkO22wMth822A9Q2HTLYENhyhsBm0kOkNhJlsOCSA909oQOc1zpcVpp91aMtWzTnpz4ZmHaEhhbyXXZ9VlO\/byCTp6kklO4A8bclf0XK\/wAMv3hwlM\/+i1\/nKT+8RdPuKVVJSOYaFxNo42rviWnQeWrwZGfDyCbRMad9id1\/nDLBJEWsu\/eqPzniL\/QZog173KEj\/mGf7CEfUrkagVSnwNqhCJanEq1ZmacizLLITLcratey6xzWQ5rVPursL81JmElplc65rz9tDuz2n8nLLIuPWHpOBpIV9eY\/4cV1P6DSf+oD1ulz\/ute0L9qmKk\/jzCi6a7\/AEy+v8VlBf6BwtQxdcdaaW600t1aEmrSnirIuoA1TT3f6Ulf+Ev9Bl3Ja8fm\/wCJl+wNYEp1rW7K56667kpSdiehB+BJeAFQcqkWsxHYsBchp2O5ttThIQjenI9\/228\/0AHncmB9126\/xpC\/3jMqPS\/Fdf4ziv3hk9UJ\/OkNNQEIa09JxyUgtJ+DcYS7oSmuceuxUL2hJTtHiNCUbs1bt5n2AJJVLpfiCPj\/AHjNFNpfiDH90RsOvRZUqRF2rC2mu9ebzy\/FPMuPk8Idd1IDX31\/dSZ\/6AEqJDgbKX9SsdCQtPsZfEH+xi+KMf4ZCLpdSi86qbTW3WhErUnSyrgaEnnwD\/nTv3KBKX\/y\/wB4BxzhqK1tXdCEe20huzXos+U7FiytbrSSU4lKTLSR8OJDHnkr+ipv90v3hpFZntVSbP7lytEhtpKUqcQWk0as92e4t5AHC7kgNQET+dLW07IRFTpSZntVL0EnLLjqD1Tn4nxCs+pWV3URK2T\/ADJqUdQbh7RGSZJoNOrV1lvNWXhUHEiHWe7zU+BA1oW2TchTzidCSL3PLge88\/gAI1JTUW8qPK2SELlxZMdSkpItWWhSc8uOWSv0ifTwFbu9MqK7Qqo61smoNUb2zmovY3Eqay3H7ZxJ\/ALRo7ACS1BDUQcGkQC6P6o6zIlSpT6IUJRR0x23DbJ0ySSlKVpyPie7yAtKLkbIZpcFchPQP5A7XmELkSHU01t54tq82jIjNGe9REee8TcFOya2TvT0K06vbAFlONdD11HT73pd95BmIpCYrVUlz6zoZ5p63DZcT3iOJrTl3xqPr6grJqzrTrXNaNNdadSalOaSIkeXMwDqPKiytrsnda2lbNz8E\/B8YzPrFcZnT4s+oOxaDKd522h5vonkpxKcjSZ9WeRBdmdcbsBDvcZa5C09JKmzQWfWRAJJcyK1Kaiuu+uyM9mnw6SzMeT5zUCLInu+xR2zcVp8BcRX5abolOwpTtBW07Ee1eElEZZGWfaRiRZg3bP5xz+BCREdzS2nUetJGWR6uo+IpCUZe2rSHWu8WklJ+EYqUImj0G8osp5qqT2Fx0JJuO2ylJISREXSM96jP4chKP0eqO+tbVj4xIYLqDW1ltO69cRJKc6O7I+Bl4Rnp2ul1rvFp1J8gTn2jKlSkSnZ69CGTb2KegSs+pWXfFnkEGqTe+yiNSp8JaEK9e5u2RHoLglJq3H2mAVcbdDCpSOYQHZ+yWtEds3FJbTmvIiz3F18BOORRAVyh1SV\/Nc9DS1smynaKyJo1HkpzSXfGSeBGAas1BqfS2qzA1ux5EcpDfUaiMi3ZHwMQ1SrkWBradivrdRo9bS2ffrMiSnVwIzE\/Trfao0VFLiyl8yQnSltSczRuLPJXlzPf4QwdtmB91lPrWtKEqVqMtS0d6vLPiQLRSJUp1rayorkT7VSXMuiflCEhXrvDp+1D1219q67z+e\/NQ68Tytp+DwSREeRJ3FuIRsiyaNz92U67KXtXucezGRpc06SMlEeeRFwTwIEI6ZUorTTu1lNo5v7IrUXQ8oZMymp8VEqK6h1p3pJUn7YvCH8yzaM7FXF2spaNptu+LPaeEzMt\/whuxQ2qXtfqp+Qt7L2TSRIJOeRJJJZEW8xs8\/y6ZR0lIjJCROymxFyUjGSQc5v1oVW52\/rNUPe7nyTFykNitXTH+sNQ97ufJMQpsa0m\/scpXvNr5JCxR2xE2kn7HKV7za+SQsMdI9Dzl20h4y2E2Eh42kAvHbDpDYTQHjPEBmgLo4DEkh02yAyaSF0JAjiFWwGJ+tNfidIRtKcn8wd5rAQ6uWpatsp4iRv3Fu4mH9Xe5rS5cr2jK1fDluC1KZ5rAjxfaNkno8M8gENRKDPo1Gao2yhO6G9LjiXFoNZmZmZ5kW7eYXat9pp3atUFhGtzaK0zFZGvwq3bxgqoXHKqk3ZUt+PHhKJLO0bLKWfFR557iy3Fl1ichvbVpDvea096rcaezIc8twa81nuutOuwIqFx1GpvS8rrIy39HtDgk1T3KF+cpX7guchr3VH94gl3QgeNIR+cQxQ2dU9yhf4h\/uEdUmaz3UpjvOoTSFqcZ6KVL75Ph3b9wk1VKL40hf4u\/8AYIuvVRpqLElbJ9eiY1p0tn1q09flASXc937rWX\/zWUl8e8KoprX3WfNV\/wAwi\/RpIBSsvvCV\/h\/vMCnJX3KAv85xJfFmKGE2mwGorsppp+Q602ak7SQs9WRcOIY7SA61TNlRoqHagklannFaEHp1GR9Zn2CTJVU8QR+dISQa88+9Xe5adCtOzVIJeky3byy3GJBSVRZXO2naXC1xHjb2jKSNC+0sxIJjtNferCPxWyDdEefstltac0j2qWzyy+ARtPo8p2qd1GneZR4+ttttLakG8e4lLWlStxbt3lASkusNRXURe\/kLSakspyLcXEzM9xEHUWVKd\/lTSGva6VEv4y3BnPpfOmvrpPRsk98rSlG7wavAMYsWA60hqLVNqhro6WXE5J7N3AB5GkfX6ptf2bCv0kov9BJavIIBmC01dshrnUr12ChSvXPaqyLh5RLlT4H3XnS\/xpC\/3gFNXlDGsMypUVDUV3QjbIVISnct1ojzUhJ\/amfh8odnT4HuS\/8AGV+8NYkigu89a5r\/ACJzYvKc1ZZ6Eq3b+GSiANaPT+a1SoVR1rmjUjZsx4aXCMkNt6umreZa1Go88upKfAFKpc3cbRzqlylodkNx21MqQs1LWeRZI1Z5cTM+oiMw1h1qBPdp\/wBi6I8eq6+avOZZ9FOrpJPvc05mXkDt6m0uLPXXpUBC+ZR1pbbSynJHE3FdqjLIs+rLtAVStUu8qzRnWnZUVG1Zc2zaVJ6JpSo0EReE1k2ZK6sj8IttGqDVZo1PrLXQRNitvafa6kkZl+nMIQLoo0qfHgRYD6OeskptzY5IVm2Tmk\/B0T8m4NbB\/wBjYTXi6nY\/4ptuqTl+giFCdCTtLiz3V+zo2uW0bbcNBLyLLpEXYQVLqGMunxao1zWU6+hGolK2LhtmrI88jMt+XYJGZUmB607zBjXHbNtlzZp1tIPdklWWaS8g8TS4v9t\/iCMsyPzWlzYuyW01HqUlltKs+igldHj1ZCYdkNNeyugBEdpp3a7Lpo+2Vv8A2hXaeQNZ0Xn8B2LtVtLeSaUuJzI0H1KL4REvKr0qjS4DtLf53sTZbebeSgluGWRLIyPolnkYCwbTyATK7xra9Nfe9LvhBQI9ZgRaZAddRI2UNCZjylHmb5ERHl4czz3jCpx6pskSosVC5cR7Uy3tsiWgyyPMz4FwP4AFl2x+AJqcEHQ5ledioauNphqXvUrYpPZ5HwIjPiZCRUoBlOqUWA0h2U6hCFuE2lSvCfAgmiZFlOutNO61x1aXEp+1MN6nF5\/AdgbXRtk98pJHpMt5HkYi40GvRZTUrnTDvOI5JmKc3HtE97pJPUefxAJ5aggtQjaGm42oC\/VHKhSJG0Xpci5oLZmfRI0n1kW7MO1uAElqa6eyd1iIrL0qLAXKi6PqfJxSVJz1oI95F25BCoW+7Ko02jRaounx5CfW3Iu51pZq1KMl578x5HpNU2sh2VXtaHckts7MskIJJJ4nxM95mZ+EB6tW1aQ613jqdSVdW8MlvNbVEXao2q89Leos1EXHcGa7H9aW01dtRaWhlcdlOroNIUrPNJFu1FvyMwo5bvNZSJ8Cfrkc3OPqkJ16kZkeZmXXnmNyuokyNlra2qNf2ydRZhg9wEWizZVGqjtUaaRU5C1LUl5Ug29OvLMjTkZGRZbi6t4lXxgZSEiNfSJR7gGEhIKQ8lsRUlsTT6RFSUg55ih5Ce0QN0fzDN97u\/JMWN5IouIt6Wla8CXFr1ehNSFx1pTHS4S3DNSTyLSnh8IizrWUm3LST9jlK95tfJIWOOnsFftP\/Zyk+82vkkLCzwHoeY6YSHzKQ1b4h7G4AHSEh4ykNWA9QAcM8Q4TwCLPALoAKp4DNASGSOC\/xRNhHXI467ARF+0lyGmVfCYeK2rUVbsqqLaaQk1K2aSQSSLfnnkZ9QZ1VW1lUyL7eQbyk9eSEmefxl+kPJnMJ8B2A60vQ8k0qVpPP9g2wQo9YtyqNfUsp9fRJTanlKLWR8DTnxISiINL8QR8Z\/6ivUyhwGmojUqqVGbzRRuNtpikhvWZme\/Is+J8M8twnzelfcoD6\/yiko\/aJadJbi+IMI\/NGSVNeKsf4ZBv9dPEGEfjPfuIZ7Gqf7kj8ZSj\/cJUdIe9yaQj8VJCLuZ7awI\/vyP8sg9bZn\/dZ6Efis\/vMMK7T\/5F9XrXrmN\/akjhmfUW8bgTO2PwDBLnuvTGXM2vdX1\/8wwFT4HuWv8AGUf7xgSckNNeyu6NfR7fg7RF01XNXUc1lIRESk9SXtK3FrM+OaS+MzEhOeixXWosWlokSHc9LfRQWSctRmo+HEZU2qOyp82luwOaOwtnq0uEtCtZZlkZEA9clbVr1rXr\/IqMviERGqFZdrLsBr12JEb+qFJiqL19R5khKs+pPHd4Ba9oPIaWoEXmsVrQjUatPao8zPy5jexXq3SZ9Z5u1zWUjZObbUpSSbzIsi1JPPVx4dgf06nyoEVEXZLkLR3zytmg1H1nkncJc3hhqIYK1s5\/qtlu81QjRT0J6Tn4fZ5BJITVP91+M\/2BJKtle6P7Wkm4ryk4ki+IxKK4gGWxqjv3WKj8VtX+qg3j0mU07Ld5+xol+yJ5vn9rp9t4P2CTTwEJCnOuz3Xfq2JHa1spbkNqM3l59\/uLop3ZF4QGbNs7J2P9X60RGzbitqbzJkjTpMklq3dHcImHR5Tt5SOaym2o9Hj7F5Oleh597I1EtJqyPSlJf3zEpIegSpU3u9A1oaUXNdLKzNTWlOakmnfnqz3FlwIL2ume1Rvq\/WjXIdVHS8ojcRHNXrZOGXFWnL4gCsOmyouhqLKitIQnSnTH3pLwEZnuLsEFZcV1p246X3UQvmVafVp5uXRJ1KHSy3+BwW1PEVezGWnazeFUa72RWNnp\/JMNNnv8qcwFl2ZjB6O061sne8\/BUZfGQzPiGdWeixYC5U9p91prJWzZSZrWee4si47zAIs2\/Rorq3Woq9bqjcUpTy16ln19JQfpUImjqaitL2rq1uy3NspttlezZzIiJtJ5cCIv05iSW5snUNc1WtC0n65uyTl1GXEUFy4iLm3JAiz1wPX5EtDPOHGWU6zQ31LV2Hkf6BKHxEQ7brTtZl1lqVslTYbcNzSks8kGoyMj6j6ZiQ7ZkNOtIdad1oeSTiVdSiPhxHkmVsmtr+ESeinM9\/YXUDua001HitOraaiJ0pSngrdlv\/aI5qg\/y112sylrlsoZSncgmsvtk5dYBxU6o1S6XIqkppa2oidTmzTmeXDcQ8501skSnXUIQtJKSpSiLjv6whVKC1VIrUWVPf0IbW25pyydQrIjJRcOBfGGFZw\/o1Zix4rU+VHjx3NomPq1tK3GWlSVbzLI\/DuATKXAKcDVmDVIvss+KtCOilLcc0HkW4t5qMZigvqIN3AoEXVDMjDUQSGZ9YwGLNZHWGK0h49wDZYIMnFBg6kP3uAaLUDcI55sMnmRJVSVAo0BdUr0+LT4TXskiU4TbafKahzxiLyyMPrcddi2RAfuWWhRp2ylGxE8pGfSUWfgLeMzJUW5Fs7XX+B33gSXafUNS4i4+YaWRtYvdnuxUEZ6YtN0uby6lOZ6U\/GOS8R+UTiDfjshqqV5bUF1XRp8PNqOkvBkW9XwmNWP1OS516RylN6Ix7bxvzlTXlceuLRnWKFE3p0w05uqL8JxW8j8mQ0rNrcuW6t111a1rVqUpSszMz6zM+JiLAOTp1h9ZLT\/ANnKT7za+SQsLPAVy01fY5SfebXySFjZUPoPmnjAkY6e\/EdHEjHUAcIDxoM0qDxoA4QoOG1BuSQu0kZlUTgBdQBklsc2otr6quh113p9z4+xT+O5kZ\/Ekv0haq1CU7KiUGlyubyJaTeee072mk7jyz6zzyAi3ZTUqRKgVnm\/O1E44lxknCzIst2eRkWRFuGT1Hqkr+VO0uXo6KVORzI8vBmStxAHSalAiutUtqftXe9SnVrcV4TVl+0w8239qIxik1SL\/JYFIa9spvWWrynlmYXKHXvcoX+Iv9wCRKQDnBBjzOs\/\/dyP75jLufWfGoSPzVGKD1DwZV5z+bHf9+bT+klEF2abVPus+L+ayf8AqYxnUGVPaa2tZWhbTyHkqbZTxTnxIy7RIf6uwZF1BJdH2v8A9szfzdJfsIYpocX7rKmr\/wDmFf6AMZlPiz9G11odaVqbcbVktHhyMKRosWBtXWta3ZDm0eccVmaj4F5C7B73Do3uT6\/xpSz\/ANQdxaN4gj85Rn+0wCipTTXsrqEfnEEu60Hx9j\/ET+8OEU2ltfeDH+GR\/tCqY8DxVhH\/AC0\/uAMF1qB4+j81Wf7BgdYi\/cnX1\/isqP8AYQlP\/B+KFUuf2oCpLqH2URHWos136hfbVpZVw1tmXH4RNInSnfYqXN\/ObIv2mHTkdp2eif09qyybPfbsjMj\/AE5kQU1H7r\/4gDfaz\/6Lf\/vJ\/ePOcVT+i\/7zyQ5GWrsANdrWfFWPOP8A\/B4XdT3KKj8ZxX+iQ41EPQCXN6z7rTv7yv3BhbNBlUFqoNOz2JfdCoOzvW2zLRtMujv45ZcRKLcATgDFbgxS8E18RiKCxyh4bwbjHaGM7WWU4DaBvtB5r7A7bU4UoYBFTg8NQxpbUQDUG+ogbQGWZLUElcR6pQSN4GMw2VwCu3CSuAESauISJQUWoILUKCTobuKDg0ikX7iVQbDgLdnym1yNJqS3qLyZn4BylKMGw45M75vqzcPqWis3lXotMiLVpTqVm66fgbbLeoxy9iRy5tk67FwvtxEdpGaU1KrKzcXu75DKdyfhMac5UOJH8Y1ZplxxYr6HYTbkV577kojPNOgurd1jQD0l588nRGx3jxL1e+Ld3X5KXJui56jU16tSds8Ztp\/FQXRSXwCjvy3XvugbAIRbK4wxF6ah4PdPaNjWDgBihiMaH6Fbj0eB9tUJ3rEdP5xlmfwEYVyproSFKoFarr3NaLS5U537ZMdlS8vLkW74R13ZHI9smgtNTr7rK7gmnkrmsNSmYqOvI1H0l\/EQ2jUafS6Da86BQaXFp8dEdeluK2TXAs95p3nw6x2jwOWeWLYNp\/7OUr3m18khYmBXbT\/2cpXvNr5JCws8B6HhP2XA+aUIxCg8aUMs2qSQoOo6uwR7Kg7QoLFUihQcNOBk2oLocEqPQqhQjieCpSBIkSUMtoGZPD3aDew8Jx0ZJcdDHaBTbGMXU92xg2xhrtiGW2MCp7zgwc4MNNoDaDO09Hm2MG2MM0uD3X2iu1H2vsGO2LwBnr7Aa+0TYqebYvADbF4Az19oy1ENT0cc68gOdeQNNXYDV2Ao95wM0uBglQy2g20g\/wBp5QbTyhhtBkTgdh3tj8ANsfgDQ1DFLgdqODcHhvBLUYNRjB6bw82nlCZ9YxBtS2ox4MFOAS4KT0y1EDUQS1fdfwglzg\/CJadaiGKlBvzg\/CA3gsyrLnADkBqqQ006hraoQtfep61eTwj1TgyrShqGOvtHm0GGohoWTwHow19oyJQJqQWkNalOgUuKufVJSI7SE9JTiiQXh4mNY4v8pjDnCrXS+forFb0\/yOKojJBnw1rLcnycRxxf+MGI2Mk9bUr1mnuq9Zi7Q22k\/BlqWY83LzS+MXaHF\/ToTFnlaUaK07S8Pml1OQjouStWzYQfDer7b80ck3RiRWbtqi5VZnrqcvVp2KU6GEeRKePwi229gDfl0bJ1qg1ebrUaUqUzzSMnI8uKst24bXoPI7u11pDtZrNBojXe7OKk5DuXlLIiMcI\/5Obm9Tk67Yx+Lnd2iu1mB9dJWhpaeky2ncntGq7otaVbkpZZ7WOpXrbnYPotReSjhzS9HdmqVSsL\/Cc2DfwJTvy+EW2Lg7hLS2ltNWHS3Ufbc6bN\/V\/eMeyH+ev2ctz5TwoE6pykQKfEflSHVaW2WWzWtZ+AkkWZmN94c8i\/FC7CTPu1pFqU3o5qmZLkukftGUnmR5e2yHclFsuyLNdW7aVm0Sjur75yDBbaWr84izDqTI\/tRceIzy\/y09Y3Jpwhw7aalN0Zdeqaclc8qmStKi9zaLop+HMbDkynXfWvtEd6nqT5CLgHT3ERz46xi52sZSXBXrnV9YZv5Fz5Jiekiu3Kr6wzfe6\/kmNTVsO0lfY5SvebXySFhZUKvaTn2OUr3m18ghY2XAT0fJ4h6zwDBoP44iTDxniHSA1Z4h23xEhwgLJUE0CFrEy6IECoT2u5CGo7a3G9ptDWrLhuTxPMBP6iCghoXdRqjc6r0qKuQiLtFc3ZNskmSTM89Sj3\/uGNos7K0qU67rWtcNtxxTijM8zIt5mfwAJ5AzSEmVbXQ606haF96pKiMv0kHIoeaiBqIeCGh3I1KrLUBqKvmkjapjyFKItqtvLXkjiSd+WZ+AwWnga+0VSJiNAlQKnVJVLmxIVPSWzecURnIM1GkiSguGai3Z9Qd+qz6gdd7lrROaeOOmOp4tBuadRJNwiyT0TLefkEWUsGvsDWFVotU5xzV3Xzd447nRMtK08S3+UMqJXu7LUTZUt+Ot1nbPJcVkTO805Z\/bZmR5ZdQbRlT6XcdTixaNKlx5eiUy43oQjPSSVlmo+OZEJFi1EPNoI\/ulP2SHfUvUU7X2NPQ+NRHkn4Qqcp3mrrrtLlbVrLUzpLPf4DzyMBnEq3P5UuLsloXCcJKtX2xKIjSouw\/wDQPEqFflOSqNcfOmosqRHqccm1NspzPbt56CMzPJJGkz3n7Ug8RXGmtl3UiyoW1UTep5stCVq71JqI+JmAmyUPRgSQzq8ee7S5rUB3RIWyvYq1ZGleW7I+oxaT0Arrcye1FjwKXQairQyW0eUps9isk55GS1ZrM1dY9eZvJpqJKanxXZa2SZVDTH+p1OmffmvPUkiLIuvgeRBYScapOu1SbS+a7JcRLau+z1oWWZKL4SMvgD1PAQkm37jdr0es91IsdGzOK83FZ9cW0rJRGpazPM0qLqLgZidJnZfdVr\/CVln8OQyITUoVm59q7XqFFn7fuPIcdZeS24pslyTSRsktaTIyTklzdnvPSJur0+VPgSGoErm8hafW3PamR55dmZFl8IjI1mtT6NIgXbKlTULeWpltMpzJlvMjQnURkajSZZ6j35jQ\/iQ4FL+pYrq+n65sXJBumkuzUeZFu4B+TwYU+iwKNFQ1FisIWhOnaNt5GvtUfEzDokiFFEvA24YyW6ztfqCLCkI9q5INtfyTII\/ZR\/RcL86cf+iAEuTgNRCJJN0O\/etIZ\/KSHF\/sQH8Zmfsvq\/Ya\/wCxUZl8ZZi22eTaX3UaQ07PlREb\/wCTuaDV4N+WfERdsQdlFXzqfUZcuO87FeU88Zko0nuVp4FmRkYmk+yjxDbTTrrrTXTdyUpXtjITFNlJr0zmtr3BS6zVPq2lJXIjvKVktSDPUysvbHmend17hMO1iVAlUyLPgbJFTbJtLmo1nzgyM9GlJdEsiPMzE09HgStDsqBFdW0rU2pxsjNJl4Mxk8lp11ErZeuozSlzrTnxyHXrDGGkgaSGY8VxHFSHOZta8qA7FRrQzto7yk71b8lER9XV+kN36w7AdZarMBcTnDxMsvbQltrWrvUl15nkfUJdbLW12v26O9V1hu5TYDs9FUda1y2k6WXFKM9kXXpI9yT7eItmWekx4M1iMkwa9tfqCqU5CPavR3D+NKv9BDEpq\/P6PRT7Y+os+oa2rUHG68nZEDuzSLEpS0rZUqn51CoSGz60uKIm2Dy8Gr4BdNjdrX9CL\/C1Ol8WQVjJrPT5\/wAy\/B5upR\/p1EOnSrNQW9yO8DLcd51zCqVWRq1OOTpxr1GfEzyIs942DbNt2HAaW7blmwoSIkhyLtOap1qW3kSjIzzPLPr3CzJ4hmqkxedLlNa2lrVqc2bhkSz8Kk8DMVGMWSnJUaZO9Tk+q0F2BNWjnDlQj7GOpwkMOZKUZmX4Zr3F4QrWruiwHYjTVLqNQam5euQ4+smukRGaussszM\/ARGLqn1oN1ubL2IU5qGmvRXb39TkBra7WCdQekKU4SEkSiSSG8yyM888\/gCbVSqlZgVPuW0xEkR3nI8VT2ayUaSItai9rqzL4BcZKtr66It5tpr2JrQAq51ppqfEoNU1x6rLZW4y2pJZSCQRa1IMt2RZl+kZupdDinW\/Ao0qRPadfl1CWkm5EyUoluKQXBtORZIQXtUkXHrGT+y2Q2Le0M+I2TxElK\/0EXJFKR0pQr1zK+sM33u58kxYJor1zfzDO97ufJMBsm0mfscpXvNr5JCxx2f7EVq0XPscpXvNr5BCxx3BAfsB41shGIUHjShyQkUcQs3xDVlQXLgAelwCVVg91KW9S9rstqpHS057kqJRl8OQGnAulwBnPitT4EuBtdlzhlbO0SnvcyyzIV6Zh7zq3IlGavKr+tJabeS4561IQjilRJLNJGRFuIxYNXkHu08gDClU1qlwGoDWwQ1HTs2W2W9CEILgRZmZn5TEgngGyVBUnhQWTxHken0uK6uVFgRWpC0mlTiU5GrPfvPq3jzUQz2g5LjJW\/UO1KshNryvqKWvZuPSGfXPXELJST38SyLL4RbGmYrTS2tkjQvpOdEumfhPwmEFODzV2Ao51NA1NBoMwDonAbTyBungPQZUvqIMKpS+7LsdqV\/N8dxDzje7N5xJ5oLsSSsj7cg8S4Pdq0LYcBPV2BDbGMdboyzanWvtBr7Qjtxjr7BJU419gNfYEUuD3atC1ViV19o8NQS2gx1eULFSquA80+QebQx5tAsVCXAoENRjw3BFjo4HpqDPX2g19oqLDsJrSEdoMtp5RkmVA8VwBqIY6+0a0AUoYAGssx1eQYqHmvsGKngY8HpqGClBJbggZm8MDeDORK2QbrnDrGKkptiGCpAiV1AJqnC01TJvBu44I45n9qEjmAnJ084I99QzXKaDB+UDGEhXaI6QoLvPCOkPAEJKRFzQ+kPCHmPDbBlKc78Vy5FfWGb+RX+wxYH\/YRXbj\/mGd+RX8kxQ2NaSfscpXvNr5BCxspFetRz7HKV7za+QQsDahCztAfMKEchwPGVCE5P2lB2hQYIUHTbglh0hIVLqCKFBUlCguAIg19oN7OUqHpKDfbNDLaeUZ0dHaXBkTgZoUFSUMVE81eQAbpcGZOBYKj1PAJ6+wZpcCwVSoZaiCOogaiGVbYtqIGohhq7AauwZU7KACRKGWvtGNGvtBr7RgAbVnbPX2g19oSAFTsrr7Aa+wNdRjJKhhY7JQ8VwDbbg2gOhbV2A1dgT1eQGryAnoavIDV5ADFQsqy2hg2hhEYn1iLKLbQCnA12nkBqIWgvtQKeCG08gNp5AZVkriMVcAaiHilCGsTUMHFANQSU4LDWQoRshQkJCuwRr6hlg1W4EjlAkK7QxW4EZN6Puc9oxOUItcoN1zBcZITLkxoNTkNCHOUElTBVhKPOBo8oNVzA2dmDQpJUImSoLSJAZSHAQRkKFduVX1hnfkV\/JMTEl4V+5nvrDN\/Ir+SYLbLtNz7HKV7za+SQVrF\/WRa7rUW6LtotHkOp2jbc6c0wtaM8tREtRGZZke\/sDa1P8AZyle82vkEN\/8iNlqTjdiLtWkO6LTt\/TqSR6c5lUz4+Qv0DnOVY2bCNpNRUCvUa44CKpblZhVOEpRpTIhyEPtmZHkZEtJmRmRiNj4t4VuykQGsSrUXKU5sUs92I+0Nwz0kgk6s8892QfYhX5ZFr4z4j0utXJTqbIRdsxzm7zhNmSFE2ZHl4DG940aL9LMosnmyNarDpjmrZ5K1GTJ5nmWeeY555FamstWxaW670EIzUpStxJIuJnnwIVQ8asIGnXWncULX+p1El5Sao0aGjM8iJayVkk8yMt59Q2vgJg7beO1+V+fiFBYq9n2Q9GhpozydcaoVhxtMlSpaDLJ5thlyKpDas0G4+o1EZtoytNW5aFxQKpLbw0wRp1Xsujyn4LLzleOBNqCGHFNuORIpRlNEg1IXsto8jaFpPoEojGSn68keLzaTWdNrFGqlLarNLqkKbT3W9o3MjyEOMLQXFROJM0mXaRivQMZcIp8piBAxUtGRKlOIZaZZrUZbjjizJKUISlWZmZmREReEbgxxsbDufh\/R+VngxT2IMSsN0yoVxuKxzdqs0eabaSkuslklElgnkOm6ZbQ22nWlZ9DRI2bSHb7\/g\/KvaVGgIOt2xblYtqnpcbLXzyjuPMQlGeWfSOLHcI\/AojDarS0\/cGJuHVpz+5d2X3b1ImrbJ7m9QqjEd3SZmRK0LUR5GZHv7DDh+\/rJi241eUq8qK1QpCtLNUcqDJRFnmaSJLpq0KPUlRbj4kfgG7+Rd3BmWbdmJVQlwyj3hdSGKW8+aE62WIkaMhlJn3xnJRLMiLfms8hruyLQjNct97D0ouyi2xctfveOylBKbdYlUxgzUojLIi51XX8i9szn1BtNKn25fNiXi67Es69qDXXo6ScebptSZkraQZ5EpRNqPSWe7MxIVyuUG16Wus3HWadSqe0okuSp0hDDSDUelJGtZkRGZmRFv6xaMW6nFr3KLveVFJGytqDSLXS2lJESHkNLnuqLLrUmosJP8kQqtwOVSK7b9eo1GRWHqJcFLqyoKpCGNs1HkoccSlai0krSk8s+JkXDiLjnzZMseqoAsc8Ev63rK\/zBE+ePf488Ef637K\/zBE+eOpsJ+Ui1iViWxhrVMJpFuypdFm1qPKenRZTa24r0VpaDJrek85jZln4DDbEHlNKs3EWu4f0fBeVXTt9UZMic3UokZC1vR0PESUOdLclxJZjltk6a4tHU+tUas0tqvUuqQptNdb2zcyPIS4wtss81pcSeky3Hvzy3Cqrx0wba17XFW19LTmzcc7qMm2hftVOErSk+wzF55LWC8HGKsV6s4q0GPIty0Ku6zFt15RPxZFWkOHPW5JIuhJQwxLiIbQZG3tVPKMjUhs0XF7lm3Q669VcPsEqfWLAiOOtxXu7\/NqlUorajSciJETHUzoWSTU0hx9BrSpBns9WRNjKR\/JTKXUoFZgNVSlz4s2FITqZkR3kuNOo6lJWkzJReQw5FhxusXD+mW5QuU\/g5FYhUq43KW5cEeCzsYtYp9RW03HqBslkSJLK32Vm6REamTdS5rNLeiua+wVGVkThV7tv\/B0vgIUx3HLCBp2RFexQtfXFVpkaaoysmTzMjJxSVZJ3kfEy4C+4ZYX0bHLE+Xbl4xefWbZ9PiVKpU1xJ7CrTpLjpRo7+\/1xhpMZx1xoy0rU7HzzSlSVWy4eVvXbcrtYpeGGC9MqtlWfPk0eS8da7nzJLkNampiYERMdTSktuNuNJ2jzRLW2feoNLhzKSo8X9KHS6tArMBmqUaqRahCkJ2jMiK8l1p1HhQtJmSi7SMe1WrUugwJFZr1Ui0+nxE7SRKlPJaaaRnlmtajIklmZbz8In8craw5pZ2lj5hDKpcKJeE6FFuCHDUltiqx5zZlEnEyncmWl9UZJuERGpp1ZOatDemHtKhniDjTYtkONIdhRJTl2VZtTeZKjU40KjlnwIznuwlkR8SZX4BWJ+U5h6qq1Jxhwmr1Uj0eg4n2pUKhKVs48WLWozrrq\/aoQlZmo+whZ5tQgUuBIqlUlMRIkRtb0iQ84SG2m0kalLWpW5JERGZme4shue+qhaXKRw9xdw0w9aZO4rHqB0tlx9ttLaK7FaYnQ3UGlRmbaZGyQZnpPUy6WWREZ8lYnXJFu3k33bckDWmPVbLnTG0uJMloJcJatKiPgZZ5GR8DIwjNWYVWqjYv4TXFVI9Ft3Eq1KrUJWaWYsOsR333VERmZIbSszVkkjPcXAjFr1eQbW5XkWLFtKwNlFZQr1ZRU6ktkX3hN8A1FqIIysZhUlVaxS6DAdrNeqkWmU+OnU9KmSEsNNF4VLUZEkvKYqkXG3Bue601FxPtdfOHNjHV3UZJDzmeRIQo1ZKPPdkRmNqYFWXYcq2Lg5VOL8FiXCtxyrdw25zO0Yo1Opq3GpM1DR5pVIeXHfWT2WomdkhGnNzXKW7ysK5cdepVCxfwbotCs67pTVLZecrxT34rskyTGbqEVcdDSUuLUho9m67pccQXSTm4U7Gx4v6USZKiwIsifPlMR4kdlch555wkNtNpSalLUo9ySJJGZmfUQrFHxbwruKqMUahYn2pUqhKUaY8WHWozrrqiIzMkISozUeRGe4uoNOVJZ1u4TUrEexLJns+pKvYf1muUWlsvE4ikutsuNTIzWRnojGb0Vxpvgg1upTk2SEo6Q5U8aJFw1sVxqKwj7KqX3rZF97v8AgINidTRtz3pZtkNR3byu2iUJEtS0x1VKc1GJ005GokG4otRkSizy8JBvTcQsPqzRptx0a\/LenUqm58+nR6ky5Hi5FqPaOJUaUdHfvMtwuWDyGpPKks1t1pC0eo+5laVJIy\/lFI8PlFd5SzLTWJWKDTTSEoW3QNSUpLL2JHUHfpUcfSyKoGKmF90VRFGtfEW16xUHUrU3Fg1iPIdWSSNSjJCFmZkREZnu6haVDYnLNjxY0\/B15qKhC13rKSpSUkRmXcCqnkeXaRfoGuNRi4yZPyQqVUpdGgSKpWZ8WFCiNm9IlSHEttMoLipa1GRJIvCYq1PxlwhrM+PS6XipaM2bLcJmPHj1yM4664o8koQhK81GZnlkQs9It\/1e4tWFhzs0OxHql6pKs3v\/AJvpakPF2GSpq6e2aT4pcX2jfN4TrJ5Rdt4wYG2o4iNcFpKbpLkpxlo0x6o5FamQ5TeRnmlt42++JJ7SOsssiIziU1xxZzjc9+2RZPN\/VleVFoXO9fN+6VQZjbbRlq0bRRastSc8uGovCIA8d8Ef65LK\/X0X54lsNMR6zTLytTGmBh05XYs20Z9NmU1yYzEkQZUmRBd0KS6XFCorrai4kosvCOsMDMXIONEW5TlYfrt2XbVUbpciPIeYk6zXFZkpWlbZZZaX0llxzIwlJMY2capxwwWddQ01i\/ZS1q6KUpr0UzMz4EXT4hzV8W8K7dqkijV3Eq1KbUIqtEiLMrEdp1pWRHktClEaTyMuPhF+xj5QNaxkwcvjD+2MDX45XRSanQ4dRkViGlCDWTjBPqbItRJJRasuOQ2xyUOatYdXnPdisu7K7Kq50klmelto8szLsDYqkXLf8euC39b9lfr6L88WC3b0tK8or0+0rjpdbjtObFx6nzG5CELyI9JqQoyI8jI8u0L0X+E1gVmjU+sfxfYRwefxWpXNZmKrTchjWglbN1B07ouJzyNPUZGQjqbeE\/Eu47jxVlUug0+PdD0RyGzRa13UjqbYjIYNRSCZaJRmptW4k7ssswjJOYp\/bDw5Ab6jGOohbmVU4EdoMhgfWAweUI6QnsDs+AbPcAEc8kRsjrEo+IyQMwvCPecDVxwLSVBk9wG2QQW4EVOAdUGq1CwsuQGq5ASccDJxwA9XMDR6YGa5AZuvC7MqdSXvWhAXI99Zpv5FfyTD2VK9aFeuGV9Zpv5Ff7DFI6bftV77HKV7za+QQ6G5Cjm0xuxIP\/8ACdvf9ZVRzRashr1OUr3m18khesJcXr3wMxAuC7bXw+pd1tXFRadTXG5lwLphxlxX5TmotMV7aEopRF9rlp6893PljaLrCXp0Fe3LXxBt2\/Lms+3cDaFVYVu1V2lJnSr0chuSFNkkzWbKae4SC6XDWrgLJitiI5izyFqjic7Ru467otWLVFU\/nHOObG6batntNCdeWeWrSWfgHJSK7WbiuO47yuKjRaPNuKtSKoqDFnHMbjpXpIkE6pts1nknjoTxEzGxtxUPk3QeTe7hNbaIsahxqCqvJu501KbaNJG+UXmPEyRno23X3w5S4vtV1jP79uiuQxVYuyxVt111CZzN2R6ts9oRrVEk0uG006aeJJN2HKQRnxNlXgHLFFum3cM4Eix73rLFKrtnyHaTUKbKcJM1bjbqkNrbYM9o6UhKUuMmkj2iXUGnPMWW3rgu2ybtj4g4c1lin1tpnmcpmUybsOqwzXqONJbSZKyJWam3EmSmlKVlmlbja9ys8sK5Jjsap1nk60h6tRUmluVHuZt1trP2jrkRLqUn2I\/SFZRl9E2jKNT+8YFQw+\/g7olpXlEXSq1NtOnW+5CVvcjVGoLajtsbvtkOyCSZluLQZ8CD3kY1hoqzilYEt7akVSgXI0ypPRRHnRebKQXhI3qbIUfa5279Q3xiDiLjJX6bWsRu59Np9FcVIpdt0l9b8SPJNKkc6fkuIQuS8SFrSn1tttBLVklS8nCRtW\/b\/wAJsRU35Ylp0i5WqhRXqTVKfUKyumnml9p2K8l1Md7VozlpNJpL2Yjz3ZCaeTbGxzyh7HpnJbwEwXwcteuvux8P7jk4gyHCa0OzYdJdcmvJ0mtRkRvzWOs+BFuzyHXFMweo8XHyr8oFme2uXWLTg2yUdLHeIZlPPre2uvpE4TjCdOkstgR5nqyLj+\/LxvHHK8vVHiNZNItqJCt+RQYcOBXF1Q3US3UrlrWtUZjSRpZjJJOR94Z5iw0blO8o+l4WQrEPCOz361Et9uk93PVu8kly0Ria53sO5x5Eay2mz2nZq6xNMumyKrW3V3bo7u3u66h31V3BVK0y4nLpxHZTnM95ccoiYyc\/wRNk4Iu3aLFty3KVbkDoRKVBYgsp9q202lCfiSQkUj04eOUvSx4CH\/61ttf8CXL\/ANdRQ2xRLPlA4mn\/AL5Sv\/K4wrFMue+8OsVKFifZ1nUi5eZUGq0WRBqFaXTMudvwXUOIcRHfzy5mojSaS78t4Uar92Xje914gXjbFMoEq4JURxmnwqsqopaQzEZYzN5TDJmZm2Z5aN2fExzr\/wCjvaNOm9ORjUovcvEW3XcmpdPu45CkK3GuPJp8NbTpZ8UmonW8\/bMrL7UcpWRdluYX4f02w7yrMKFctlQWLfqlFU59WnNjoJom2o55Oum8aCUzpSe1S4g0Z6iGwafKu2zbyj4jYc1lin1tEcoM6PMZU7ArEIlGpMeShJkolIUpamnkHqbNa++QtxteyS5U93uvNVSqcnSiO1qO2bbcpm6m3G0Z8SQ8uIl1KT\/EE1lGSvMos7yotTw05AVq4fXPFOPXU27bFsORdRGtE9xyKwtBZcdmZrUZlwS0o+BChqUG12XdfmLFxU+58S3qZFj0VS3KLbtJUt2HT33G1NrkuvuJSuVI0LcbJzQ2hDa1kTealKUa+wVxwRy5s2lyR6lFaxCxKt108pbsei1hvVxWytEiOenw6VxlZ5cNon2xDn2RdNuYYVS+rYvyswqPVqVdlwTHIMx5Lb8iPMqcmVDdabM9TyX2X2zRoI9SlKR36TSVmUd0Ueu02+8Pq8iiXLR0uMx3pEfnEWXGc0m7ElNEpKnGVqQ2roqSpKm0LJRZGStkN8qK+JXM6hcXJ1t+VWoaT2MqLdKHGm1dakOPQ0utkfgJJ5Z9eWYisoyVGUZRq0ZO5PNawwtizMSrjwWwgoUusVClMpgQafs6rT35OlS0pVzdKdqwknVKyUXsKsj3DozkhUI5zt+4s802vPagm2aTpVudiU3WTxpz3JNU56Y2fh2CMz3Flqi+LrxLxUqke7b3aokeRQm5Dlt27T5DrsKFJcaNBvvyXEJVIfNJqbJzZNpQ244RIM1KUphRsS8coGCdFwJo1iUi1WoseDBnXVTb2fdqBoS+25OkNtJgNaX5BE\/0idToU8ayM9O+ayVGUbNpckjCLHHDbECvV3Ee0qdTI90UcnaxKjVpErnFZKfIlG6hskkaUrVUJmajPPoNl5ND8o6gFYlGx5w6JvZR4VLqtepbZqzM6fUoz0gjIupKZfPmUl1JZTw4CytScSrNqlKu2yL8vKu1Kj1BmR3Hr97VJyn1CPq0vsO7RTyU5tKWaVG2rS4lB5bhA491fFjlASpsmdhrbNpuy7OrFtPPMXU7UDlHIQlUQ1pOCyaSacJ3eRnukubgrIzKMnSnLWqUCjWBZVVqklEeJEvKG5IeVnpaQcKYkjUZcC1KIs+0c5rxmwqitLlO35SGmmkm44pT2RJIizMzMy3ERFxG308r3HdskF9DnaPQTp\/9oj\/g\/wD0oV3EvlIY64i4c3Vh8WA9o0\/1S0OdR+der193m\/OWFtbTR3MTr0689OZZ5ZZlxCNokqyW2xqXPxL\/AIP67bFtiM47Wn7fuy2WYx9FbkxDsxlBHlwJ09Cyz4pdSfWNDzbutLFmBR7Is2Lbd31i8J0WLFt2qaHSQW3QqQ7MjmlS20xW0uOuEpGaFNadyzIhdrLuPEbCGsSbiw0epM2PWNg5XLbq7i2Ic2Q20hopTMlpClxZGzbbQtRtuoWlpBGgjLaFsFzlOXw05Ln27yebei1iWkkvTJV0IbbXl1rWzEU64ReA0ln4S4k9RPMnOGLOCdTwmg3fh\/8AxfYbU+pXFh9W5CZFowzZdT0CZaZdzZQZpcUtwyyz3sq3bh1hypZ0WXgJal8RXdtRaVVqPWZktvpoYgLSaDkqNPBtBPoWtfBKCUozIiMxphKa9Wa9Vb3vess1a5a7skzJDMfYR2Y7RK2MSM2pSjQw3tHTIlKUo1OuKMzNRiYw1xSxVwSozNk0ChUS8rKiJ2dNp86oLp06ksGZnzdt4m3W5DCSPS22tLakJLTtFESSJUtErybqjAvflK0ysWnU4VZp9sWjWGatMgyEPtRH5kinHFZWtJmROOJjSFknjpbM+BlnXuUhNizsT8WCiu6+aPUKC9p36XkxozppPt0PtH8IvsrlKYoNUtdGw5wStWz9tqVz6oVbnDUdavuiYcZlBPnn1Kea8p8BqOt2vWfURWIECeut3BU3l1CVOqTxNLqM9bqXXHHVoSZNkpRZESEaUJJKUJJCSIbWRmUfi3vy6alAosbCasVSU3Egwr2kKkSHM9DRKodTQk1GXAjUpJeVReEaIXjJhe01tXb8pCEfbKU9kSfKZluG4\/owceP\/AIdLQ\/8A3Ef\/APpQp+L3KBx7xUwruvDX+I2zqUu5qRKpiZ3q7ffKPtW1I1m33NTryzz06k5+EhkbEqybH5IlvKqtz37ihIbWppqQzaNJVqIyU1EI3ZbjfgNUp82FkfXBIRfJcwkx3w\/xbrV44g2dTKZCuumz3K5Ij1lExyRUl1NybG0pSlJk22mZOb3kZ5G0W4kjVtrYmY7UHBKn4JUzD+37dddZRHql2Uu83+eJdfkbaozmGEwUGl51TkhaSJ4tKnC6R6czxcexKtaVBuiycRb1qdVpNQizE02uXpUnYFQYbeSb8Z4nFuJJLjO0QSzQrSpSVZHkEoyV3GPlP3NRGcP8Y79w\/ZbQ1HdmIu2lspzLTDqinFu\/Dz9monkXBKkFuG0+RirOoYu\/8WQv\/JKeNLX3f+J+LOI9sXbXcLLftVmjwahTZsiHdrtRXJjv7JxtOyOEyRqQ8wjJRq3E65u3h3h3ipifgnXry9TGGFvXRT7oqkaqNyJl1O011k0QI0VTZtphPEotUc1atX23DcKr5c8SjGSIsP8A2Xj++pv\/AFTw6J5JEjmuGt5ytlr2N2VRzTwz0tsnln8A5xsyPVKXbkSLWWmGqhqdekNx3jdbQtx1ThpS4aUmoi15atJZ5cCFjw2xvxZwci123KDhDbdx0+oVqTVGZ0q8Hae6onUoLQplMB0kmRoPfrPPPqCUfJHPpF0L+EmdrNFp9Z9SWB9POoRmpRRZ2KyWpMfaIJWzdR3OPQ4nPJSc9xkZCrYT1al1m3JrsC47Xqst2tVWpTE2\/VkVCNEcm1CRLSyTqSSatKXyTmpKTPTnkQ3L9Fli\/wD\/AAwWP\/n53\/6SNfOV+7bxve477uizqRbDtYbgR2afTqsqoISiO2pJrU4phneo18NO7LiYmLpI4NI8NIWWoJq4jq85A1DEZmyElqFpYLDVwKrUG61CIrNnuAjZIkXxHPjOlImSoM3w8k8BHPh2gxkOBi44HMlXroYuqHQJPOBk64MpDgYuOCLDJ5wMnnBm84GD7wuwQlvCArz31rl+93P2GJSQrtEDXP5rl+9nP2GOlmdNt2q99jlM95tfJIWKO8Kba731hpnvVr5JCwx5A1ieZeD1l4UReJuHUB12LKvuhNOsdF1Kqkzm2eeXSLV0d5kW\/LiLXSatS6zFRPpc+LNiO+xyI7yXW1\/irSZkYywnmXg\/jvCmVO\/bJt2X3PuK8aDSpeknNjOqTLLmk8yJWlaiPIzI9\/YCLi1hY46hpvEm0VKUokpSmtxTMzPcRERL3mFk9ZbAQ4F23hDuVSBAgLqkqexHiNNm85IecShpDZFma1LM8iIi35nuEEjGPCHh\/GpZv6+ifPEdtq2AhQXbcFXt297Oufa+pi7KLV9l7J3PqDMnR+Ns1Hl8IsLbgxKQ1GDUYpczGXCalynYFUxKtePIj9F5lyrMEts8yLplr6O8y45cRaKVWKNXoDVUoNUhVCE6nU3KhyEPtLLwpWkzI\/gMFVPS4BQuIrFexHw\/tef3Lui+7ao81TZOJj1CrR4zugzMiVocUR5GZHv7DDEsa8HOP8b1j\/5ih+kGWK5XbaeQYhh3eo3cZde7swu5TTK5Dk7nSOboaSRmpZuZ6SSREZmeeRZCuFjVgx\/W9Y\/+YYfpBVm9Ljp7Rjq8orCMbcF\/63rH\/wAxQ\/SB25ijhg3RmrjcxFtRFKdkHFbnKrUYo63klqNtLmvSayTv0keeQw6WhPEeCv29eVpXa1IdtK7aJXURFEl5VNqDMsmjVnpJZtqPSZ5Hln4BHVXFXDCgznaPXcSrUpk+OokvRZlajMPNGZEZEtClkpJ5GR7y6wVXK56vKDV5RWatiHYluxYU+u3vb1Ni1NvaQZEyqMMNykZJVqbWtZEsslJPNOffF4RI0O5qDc8BFZtyvU+sQlKNtMqDKbkNGadyiJaFGRmR9WYWSl0gUKlU8WcMKFPdpddxKtSmzY6tL0WZXIrLrR5EeS21LJSTyMj3l1h5cN+2RafN\/VPe9BovPUm5F7oVRiNtiLLM29ostRFqTvLPiXhGVWsABVSxUw07j+qP+Ma1+4\/OOZ90O7Ubm3ONOrY7XVp2mkyVpzzyPMMf48cF\/wCt6x\/8xQ\/SBaLK5Xoe6vIKJ\/Hhgv8A1v2N\/mKH6Qenjfgv\/W9Y\/wDmKH6QS3rK8auwGrsEdGrECVAarMWfFkU91kpTcpt5K2FtGnUTiXCPSaDTv1EeWW8VqPjPhDKlNRYuKlmyJDqibbbbuCIta1meRJSknMzMz6iFVF21dgNXYEFOBvJmNRYrsqVKQ000k1OOOKJCEEW8zUo9yS7TFYT32f6uwGrsFBZxuwglOoaaxVtBa1q2adNajmSlnwSSteRnv4ELih7vHWumhfSSrVmSi8JH1jm2sjweHwEPW7loNsQF1O469T6VCR0VSJ0pEdoj6i1rMizEJSMXsL69PapdGxGtubNkewx2aswt138RBLzV8GYZk3qS4hN0YmoV65MRLDtJ1qLdt5USjuyE6mWZ1QaYcdLMizQhSiNRZmXAusLJ6TgBA2\/f1kXbtfUldtErCo\/szcGc0+tr8dKVGafhDKt4m4dW5PXS7jxAtelTUJJSos6sR47qSUWaTNC1EZEZb+AKWk3BjtBS\/wCOnBv+t+yv8xQ\/SB7R8T8NbjntUeg4i2vU58jPYxYdajPvu6Umo9LaFmpWSSM9xcCMD6rQngMtRjHUQw1dgJszNQQdSMluBJTgMIOpDVag6ccDN1wVVRu8oR8hQcyFCNkK7RLYmUhXaIx5QfSFCNkKGdMR0tQYuKDyWoRbzgdupvIcDB1QcSHAwkOCQ3fcEc84FZLgjZDwtnQkvCBrL31BL\/Ir\/YH8lwQlVe+oJf5Ff7DBzbXthX1hpnvVr5JDd\/JewQo+PmJVTg3rFcfs2z4caZUaf0kt1aZJW6liM6ou+YQlhxx1rdqNbJKzbNSVaGtt76zU9r2kVr5BDtD+DkrkHurifa7jn1btqTWEkr7dhxl1gtPh0qiqz8GtPhIVy58t4vkfXhy0qXhzdlTw6wdwNpNVt21ZjlHkvJqzdJbXIYVofahsNxnEqJtZLazcU0RuNqItxajYY74eYX4jYGnywcHLdboVWjUtNeqjbcUoq6nTmv5bGmst5pVLYbQ7oXvUl1gm9WzUohy\/fb0XDbEe\/bXvafFo9Qp91Vqe4mc8ljXDl1B+VGkI1GWptbTyDJRZlnqTxSZF17ZsWdhj\/Bv1967YD8SQ\/a1y1JqFJQaHfri\/LfisKQeRpcWUplGg95KVlxHKWK1lF2jm3fZnyEqdS6nXsTXZUCLI\/mXSpxlK92zk8My4bxL2VyrKFeOLSML69gbT6fSqhc1WtSDVG5zUs3ZMJ6U3qejKYRobc5m53q1mk1JzLLNRRH8HqhxqfiQy6epbSaG2pXaTMggyh4xcjWw8TK3dtuYLXJIuym1yrsv1SLQ1PfXApLzM1xhbz2hBrc26TWnTmS1FwUZCc\/LJj44ao5amGFt4OVO6KBY8Bim27dlnVCtR6PHRpj0+YyeylbBBdFpl1L0dRNJIkk4l0y7\/ACLsTlD4lQMDLYoVZpWGFLuOZXa43RWYrkhEBtBqiyHzcU5sXNxJjKLLTxUQ4R5SOJdx4xtXtiNcdGXRIqbbkUmh0dTyHXYUNKXFrcfWgzQch1a81EgzSlLbSSNRpNSu7eVLV8FqVYtCPHK0ptxUqRXmWabDgx3HnSqHNpC0LSTa0mnJlEgs8+vtCWOuuzH\/AGqoMW\/h\/wAsLBabWXbDYtK6qVKmw4M5tLLkmi1Vgug8xJQkto0rNszSZES0KU24nikaG5NVlU\/lSVmnuXbFc9RtNt2mXBWaWhSkIqcueSzjQnFpPM2G0suuOtllr1RyPNs1pVcbi5TdsUbDB3Cbky4VVq1uesvxWalUILUGHR0vGo3pSUG4p2RJzcWtJaclOb3FkWedg5BiqNQa9fthwGij8yh0KZDZ\/wBzJl6Kgk+HSqKefg1p9sQeoxPMpHtd5VXqJuKpWJgtgdRahbNqTnaK+8qsIo6HZEdWzfZhR24riFJaWlbWbimiNxtRF0S1nE4v2fhze2C\/0YODdBRb9ViU\/u5Wo7MVMZdTp7GZT4s1lvNKpbCG3dDm9aXWCb1G2pRHo6o1amYbXbfVp3vWIVBqFKuyvVF5uoSEMGqFLqUmXGkp1mWppxl5BkssyzJSe+Soi6Hsxufh1\/B53LPuylvRHpdBuurswXmVIeUipTJ0mIyptREpLq0ymE7MyIyWrTxDOK9SiYzbuOWXI\/p8Cfe+JTkqBFl6Y9C2anG0ubjTM4GZcBX5HLIlxbjqrU\/AS1UWvR7on27InN3KS6gtuNUXIKnkQzhEhSlLbNRNbfeRkRGZ5Cf5EDLkW6MRYj3TXHh282pXtjS3LIz+IKYQXTyZcRcfbgosDk32vb950qp1mZBuSRQ6ccirSYFRVEnSG320m6h0nlIXmsyUondRZ5KyS+TY\/FQuXlgrQbdorVawwoUWlVXEtNUtCqU+HpjRJ0hykzJMeYtoi0JfQqIbRulkakPdM1aEadn2jyoaNc1921ZNV5P9RohXPUFU1idJkU19tp0o7z5a0tOKVkaWFluLiZDWGOVcvG5OUDXaFiDKYaaspLblq02K2aGF0+a0n64uGpZm6+pbcmNqySSCZcJCempS4yz1f+mnCX\/i4\/8AyqoCsQ82Tf1V0LjPjbQcIbsptmxMHJF0S6jTXKopyC5BjoYbS6lrJW3WnUZqV1Z8N40DgwTt0cq1m7KxZqKJEui4KpU4dJkOMSDjtIoMWN0tkamyUa47isiPgoheOVY7s8eLf\/4Rf\/61Iq2Ec5qLyhsN+dOoRzt6qw2dW7U6qnPOkkvCellw\/wA0K+bGZeql8bYsaByqLqiwYzEdpVl20s222ySWZy6wRnkXXkRb+whs3kl0mlysOb9dlUyLIX6rKj0nGUrP+SxusyGsOU3Li2nynp9UuOfFpkO4rMo7dMkSnktNyXIcupHKQhSjIjU2mVHUouonUmNp8kqXGi4E3RezzuijVitVasQ5Suil6EhtLXOEmfFtRx1qQvgpJpUWZGRnOfiR+eXP\/IXhxZ+IGEbU6KzIQjBqcpKXmyWRHtaCWZEZccjP9I3HyocGDtKe7jxh1RvWWmSTedGgs75cRCckVNlpKenJjpSRLSW91gjLpLaZSep+Q1ElU\/E\/CunzmltSIuD1RZdQrvkLS9QSUk+0jIyG57G5SFVpXKQv7CXESUj1PyLobpdp1RWRFElqpsN46c8ZFuJ1Ty1srVnm4a2jMjUwg8l8lY+Ks4QxKDWeSnjJWGotPnIkuXG8zKS2hwnW1U5BoUleXSSacsjLqEPyW4kWfjnSWZ8VmQhOHc1Wl5sllnzym795DeNwYS2bg5yfsV6DYkA4FKqtPuCtpgpP1qM9IiKU6hovtWzWSlEngnVkWSSIi0nyTjzx3pRf\/l3N\/wCspoMz\/wAUu9n3rT5WNz3lS7NOvwrVxFZnSqTHcjsG407ZUaKRo2ppRmTkpCjIz4EfWOlMFcaqDi\/dFXtKXg4\/a8uj0+PUdU5UGQh9p11xsiSbC1ZGSmlZ55cSGgL4V\/6wWMv\/ABVA\/wD47SBfeSj\/AO3K7f8AhGnf9bKFV82ZiXqqZvHlO0eg3bctnUzk81CtJt+oKpb05mVTGW3nCaQszSh1wlkWThFvLqMak5E8tvBOXa+Dl5UuF3Ku6mxW4rikIdbp9yMRElIY1nwblNsqcTlknbMucVyCzzuJX\/pZxQ\/4uf8A+kiiKuKhtXHRpFGdlPxFvaHI8yOoifiSG1pWzIaMyPS406htxJ9SkkNp5L+lornJtuJ3HJWCMW3Jf8V9dlrud6pE39SxqQbmqZRNW8iWuUpLaG+jlElKJG9kw\/5R1yUK\/MUIuGluwISbfw6kszqyqPHQhEquG2S4kXMuKYzTiX1JPdtXY2WRtKIbejY43c1yOXsd5UGnu3PCtCRVHGUkpMR2oMtKSaiT3yWlOp1ad5kk8s8945otyiN25S0Us5b86RtHZU6c9ltZsx1xTsiS5kWWt11a3Dy3Zq3bhMfTZyqlD4C48nrCC18Va9cGJWJdLjVW37QqXcu3aXOTtIZyWWkOSqi80fQdWlxZMtEsj2Rx3FFvWRpp2ryjcvJQa7s4E3vZMGShVSiXJcUN5Klb2nJri5jJK8BbGYzl2C5ufH91ZofLUj15ymSqhgxFZwtrsiNDiVJVUS5NKHJcS1Hlv0445NoYVtEKUkn1LQ0rM05kaCqOOlgWdyfr3jz7OajUqx7iplQnPUqKaUxKPPhE244cZoiyaZeYWtRtJybQqOZpIjcVnpulXVQZ2GFHs0oFLq1xyo8a2fUjMcQbztVySwunvMESlJNDhKJzNJ6UoUo+gWYMY+TnX8J6XNteXhhhNSqredr3BHp8i1VOc8LZRUoUSiVDaybUuQygzJR71p3Hnujpfyi6YsmzbJ5P2EEflF4qWb6osRavGhqTH0okSIkiY4lMWkQNqeiOlKnUIcdLTrNK3XDyItLu0uUFGxZuOn4TY+YE25Fpt27WHT3GaoVchOyUtLdOLKbeiMG0pTbbpoWRLQo0GkzSZp1S3Kaq0W7eTVbWJduF3QokKZQ7oecj9Mk0tRJ1yd3Ftpt8nlH1NtqPqGicPKpS78xjw6oNm1SFWpbVcarkrmMhD5RKfHacWuS4aVHobUvZtEZ98p5JF15Ix8tzmuam+PNtTuTpVLrs223VvUdFtuXFZ7lQkLkLiknU09DdWtRrdbYdJhZLWoz2clKTM9GZ9BXlRoPI5wcarGEOF\/qlrDs6PHrVYkMvSJbmtKttVJ62G1yXyJSElobTknaIItk0gzRrHl0VOjycU6DFn0zuxHo9jVZurU1jQbrzVUnQmo7elakpyc5jKLpKIuie8MLa5THKewHO37OxewYmTrfl66fSaxcdZg06pOmy3qTGW6w\/JZlP7MlmSl82NZNmZmoyUo8bH5I6q8p3ATlF2TVqFiVbD7V90J91qm12yqXIqqoL2yStmXGkNN7RkyNwkOx3dxmhxtZONq6TDk7Yv3HhrTK9Pu3AidW5t4SqfXPWZkFnmbh0uIw7GWmQtKyNLzLvVlkZdo6Ht9GBnLUs2p1qq4fv0+sUWc5RZEqS3GbrFGnJYbdSqNNircTns32lkbbqiMl6Vl3yBzVZE6fPtemSqzKYkVDZ7GVIZb0NyHW1KQt1KSz0ktSDURdRKIhuEzzKH1dasYvWa7ydJfKLk4fnHp8Ghy649SVNRlSkpj69bWtJm2avW1FmR5b+I5uxkxWn4xu2RApeC861UW7cp1mZOkTqesjZKmToxNpSw4azM1y2z4ZZJMXyR\/7su6P+Ba9\/\/ZGsTcCOGzyVUoY6uwJbQeDq89QfWElqAtwIGoGsXXA1ccCjzgZuqFWGLznrQj5LgcPOCNfWJDOSoRz6g6kOCNkOAGslQiX1B9IcEXJcHJZm+4I55wLyFBg84DezWS4IuQoPJahGSHBVlG7zghKwr6lkfkXPkmJN5wQ9VV9SyPyLnyTBxbPt6R9a6f71b+QQutj3xduHN5U\/EHD+sN0+t09K46kvN7WNOiOGg3YshslEam1G2hRGk0qSpCVEe4yPXNvOfWan+9WvkkJ6O8PVKNkxdgMcvmDVG6fUL35MrEutQlGpmRDrEWW0wv27TkhptxGfHcndnlmfEa1xk5Q+IvKBdiUu4qZT7atSnyG5jdBgzFzFzZTatTT0uSpDZLShRJWhlKCSlaSWanDSjTpqO8JJh4RHiivPLJtHBPlB3jgHWbneoWF0K64tyJgqJx64u5y462EupUnRzZ3UR7QjzzLhwFTosmqS+6VZrtPYp02tVysVp6GzK5yiPzyoyJKWidNKNppS8lOrSnPLgQiWXhIsyBseOsrJt5qLzpsqvWbW6DA0c7qFPkRWdorQjaLbUlOpWR5FmZb8jGz8YeUPiFjvFtWg1nCGl2vCoVeTWnpjN1HUFrJMKUwTaW+ZtZ5qkkerVu08DzGu2Xg8ZeGShb0zE5RTjbzQc0qp3Ra90Uy\/LErKKVcFHS4y248zt40uM5pN2JJbJSTWys221dFSVJU2hRHuMjhm5AcMyhdbEc1b1TyuqjVDgyr25NVOn1qCrUzIh1yNLaZX7dpySy24jPjkScy4ZnxFLxJxXxAxylQot7QKdb9sU2U3OYt6nyVzFTJbSjU0\/MlKQ2TiUKJLiGENklLqUqNThpRppTUgOm5AjHFFe2SxYcYt4g4LXbdFQtfDSl3XCuKPTk7SRcx0xcdyMTxKLRzV3URk6R55lwPcKhbfq2oT0TEaDSoUK8qfeVVvCPT01JTkY0zahJeegLkk2RmlyLLcZNzZblGlzZnpIhKokBdqQM1s2SOMVMUMRsX7xtK45eDlIteTRHJEGdOYu45qpFLfTmtrZc0aI1JebjuoUatxJdQReuGYbzKhXrcui0r3tKgxa7NteuFUlU+VUDgIkNnEksKLbE25pMjfJXeHnpy3Z5h0lwekobTzVF5WscXnfl+Yv4gxLyuiw6XaTVPoq6Wy3FuA6oby1yCcNSjOOzoIiT+Fnn1dcZWLfnz2mnYFeXSanT5TU6m1KHlt4UtpWpt5BKI0qyPcaFEaVJUpKyMlGRySXAJkDKfi2U\/VmwGOU5fdUo6KDixyfbevLm6kK51TakyUeQ4n7qcSaj6nPPgknncvbCt4p4z4q40UCRYbtqUyxbNnJKPUo7FQ7oVGqxDLJURRpbQzFZWXQcJJvKW2akkbeeYiCeHu0Eaoq25RdAvC\/ML8VaPiVaVhwroREt+q0ORDlVo6Zs+dSIDyHULJh7URczUnTkXfEee7I4ma3VMQapftexAteLSvVxWu6CqXDqi5fNW0wokdBpkk20onNUXaEpKUmgzTkeaSMWwnt3soy5wfuoqv5Nt9KnFQ5R+PB4V1XCqs4dUS7X5VHmUVN0yLoOA9MbcaW20+9EKGsieJK0k5pXpWtClESCUSE1yx75vfCG+6Ve9r2RS7qNq2ZFBlRZVe7mbJbj0V0lpWTD2svqdRZZF3xCZS8Dbfif3SE623kg2a3cd0Xle+IN0W7CoUu7a0xUG6fFqRz0MNt0yFD3vG03mZqiLVloLIlEW\/iJSy8SL7whxBqF5Wlh9S7qj1iix6W83KuA6YcdbUh5wlFlGe1kZO\/g5aevPdmamvckf3ch4Kr5qi\/qxjTqhcddrN0XZdFCi0Wbctcdqnc+LUDmpjoU0y2lO2NtvUZ7Mz7wss8t\/ESaeAxAFatzJGPYn4v\/Q6TeTm1hBQVx5dHl0NNcVeCiMm3VLyf5tzLiSV56Np1ZausSxqGGvtBr7RMY1bKdmYytm5b7wwu2Re+GkqE69UGW49YodUUtEKrIbz2S9qglKiyEEpSSeSlZGk9C216UGjDUQNRCpRIybGPlSVRqcq4onJlp3qnUzslT3K\/FbQssu8OUlhUjR\/yfg6hrWq1a8b3u2RiNiLOhSK27F7nw4tPStEKlQiWa+bsazNSlKXpU68rSbhoR0UoQhtKo8VwGRhGKpciWwzxXxKwSirt216XTrts9cg3otHqE5UCTRyWo1uoiyCbcS6yalGaGHEp0ajJLpN6W0WtPKkr9KiyGsOuTpRaHLmvapEidWmI7OZ55vKREZWp8yP7UzRn7dI14pI82YzVFmySFqVDduiLcbuINZXcFVu1K01yYpPNydQpvZpZYQlR7BhtHRbQRmad6jUpxSnFbApPKFxAattFhYu4VW7ipRmmUsqqS5bTEmboyJByYMhlUdThlvW4h1JGrMyaRnkVTWy6ElNuhmFmY5JLfWeUJfkm012JhBhZQsJ6U82tnug3KZdkwkLz18zhxmiYS6ZGZk6t0ySreba8shSKHSaXbtGp9Co8bm9PpsduHFZ1Z6GkJJKCzPeeSSLeF1JdCZqCMatzKxpJxVxb+hvrHJvawhoKmahRahQW64q8DJRIkqdInzjczPeknM9ntN+WWouIdmoeKcGKnBUY1ZmVmKnBhtj8AScUEHHBrC65AarkBI3g1W4Jqk6dkBk9ICbrwaOvDBm9IEdIeGTzwjpDwKZPOBg84B14MHpADGQ4I2Q4M5EgMJDgLNJLgjpDgXkqEZIcAIynBEvOB1KcEbIUIUavOCJqjn1LI\/Ir+SYeSHBE1FX1K7+TX8kxZ5bBoUr610\/3u18khPR5QqFHe+oIXvdv5JCeiPD0OCwMyBIxpHhFdZkCTjSAFgjyA9YlCvsyg\/jyAE+3IDxqQIBmQH8eQAmm5ActPCHblB41IAS7bwdNvCGRIDpqQCcJlt4OWnhDIkBwiUCkyh4KocEQmQHDUgE9JRLwyJ4RyJAVS8B0kUuD3aBgTwUQ8OTD3aeUG08oR2xjHaGC4nG08oNp5QgTgy1dg3ttS+vsBr7Ahq7AauwOypxtAbQN9XYDV2DCpfX2D3V2BHX2g19oZKltoMtsQQ1EPRvZU4U8MdoYRANYW1eQGryBEABTV2A24RGKuIlVWanBgahgtQSWoArtDGKnGg1NQwW4CbM3lBqtxoJPOOhqtTvEX+QdL2QavKa\/ECBvBu9IGSGTygzd6xi9IDJ6QJUVeSGEhIHJQZPSAGLyWgwfbaGT0gMHpAgJv7IRshQVkyBFyZANsTkKEbIV2heTIEXIkBUsQkuCKkuB1JeEXJeBhtIeERPe9ad\/Jn+wPJKhEz3PWnfxT\/YM7VWy70t76gifkW\/kkJaNI2Q50Yxju2M0llpqCSEJJKfWVcC\/OCxY33l7lTv8FXzh02xbqk6VjvCTYeHLiMeL3bPc3Tv8FXzgujlB343wapfm6\/njd8TVJ1S08HrDw5NLlF4g5exUvzdfzwojlI4hN8GaR5uv54nbFup1408H7MgcclymcR\/caR5uv54VLlQ4ll9ypHmy\/njdsU6nZbbwdNyBxajlUYltcItE81X88KFyrsT\/FaJ5q56QN0W6pO2Wng6ZeHEZcrrFMvvWheauekGZcr\/ABVLdzWgp8kNfzw2xTqk7jQ8HKHhwp9GFi17lQvM1\/PChcsjF73KheZr+eG2Jqk7vQ8F0ODgwuWdi\/7lQfM1+kChctTGLqjW\/wCZuekDbE1Sd6oedCiJA4H+jVxj8Vt7zNz0g9Llr4xlwi295k56QNsTVJ36UgKlIHABctvGPxW3vMXPSD36N3GTxW3vMXPSDNsTVJ9B0uA1dg+fhcuTGfxW2\/MXPSj36ObGjxW2\/MXPShtiapPoKSgpr7B89vo6MafFLa8yd9KMvo6cafFLa8xd9KG2KtUn0I2g819g+e\/0dGNHilt+Yu+lHv0dGNHitt+YuelE7YmqT6DavKDV5R8+Po6MaPFLb8yd9KD6OjGjxS2\/MnfShtinVJ9BtqDaj58fRzY0eK235k56UH0c2NHitt+ZOelDbFWqT6Ec4Pwg5wfhHz2+jmxn8UtzzJ30o9+jmxm8VtvzF30o3ZE1yfQrbjHnB+EfPj6OfGjxW2\/MXPSjz6ObGjxW2\/MXPShsia5PoRzg\/CDnB+EfPb6ObGfxS3PMnfSg+jlxn8VtvzJ30obImuT6Ec68oT5x2fGPnz9HFjP4pbfmTnpQfRxYz+KW35k56UZtiapPoKbwSU4Pn\/8ARw4yeKW55i56UB8uDGTxS2\/MXPShtiapO+1vBJTw4EPls4xn96275k56QefRrYx+KW95k56QNsTVJ3o5IDZ14cIny0MXj+9bf8zc9IMT5ZmLp\/etv+ZuekDbFmrLuR54MnnhxIfLHxa8VoPmjnpAkfLAxZ9yoXma\/nhti3VJ2s44GTjg4y+i6xW9yonmi\/nhP6LPFX3GieaL+eMvE1SdivPBk88ORV8q3FBz72onma\/nhuvlQ4lucW6P5qr54XiqmXWzjgjZDw5YPlOYje5UjzVfzwkvlI4iOcWqT5sr543ZFmYSdNyXBGyXBzgvlE4gu8W6X5ur5wSPlAX51tUvzdXzhNzU6BkqEbIeGiXMdb4c49zvNz+cEV403k5xap3wMH84bdmqTdshwRchwai\/jguw\/udP\/wAA\/nBFeKtzucW4P+Cf7xOxWttGQ8Iua5607+KY14eJde9xhf4SvnBBy\/q09ntGovS\/s1fOE2IwkrAAAEOwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD\/9k=\" width=\"253px\" alt=\"cost principle definition\" \/><\/p>\n<p><p>On the other hand, the cost principle will always provide an asset\u2019s value in a single figure. When something is easier, the service surrounding it will cost less money to perform. Something that we\u2019ve seen thanks to the pandemic is resource scarcity for vehicle production. No matter what the reason is, the cost principle states that on the balance sheet, the asset maintains its original value.<\/p>\n<\/p>\n<p><h2>FAQ 11: How does the historical cost principle ensure reliability in financial reporting?<\/h2>\n<\/p>\n<p><p>Because the cost principle states that assets should be recorded at their original cost, the balance sheet is easier to maintain. This is due to the fact that the value of an asset can change after it was purchased. Market conditions can influence asset value greatly, depending on the item. According to the cost principle, this amount is recorded as the value of the systems in the financial accounts. Regardless of later increases or decreases in technology prices, the original cost remains on the balance  sheet. Under the cost principle, this property <a href=\"http:\/\/coffeespoons.org\/BreakfastOfChampions\/city-year-breakfast-of-champions\">http:\/\/coffeespoons.org\/BreakfastOfChampions\/city-year-breakfast-of-champions<\/a> is recorded on the balance sheet at $500,000, irrespective of any subsequent appreciation or depreciation in the market value.<\/p>\n<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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width=\"257px\" alt=\"cost principle definition\" \/><\/p>\n<p><p>A property worth \u20b91 crore on today\u2019s date can be recorded at \u20b940 lakhs, an understated value of almost 60%. The application of the cost principle in asset valuation extends beyond mere bookkeeping; it plays a significant role in strategic decision-making and financial planning. This initial valuation serves as a baseline for future financial analysis, helping companies track the performance and utilization of their assets over time. Moreover, the cost principle can impact the depreciation expense reported on financial statements. Since depreciation is calculated based on the historical cost of an asset, the expense recognized each period may  not accurately reflect the asset\u2019s current usage or market conditions.<\/p>\n<\/p>\n<ul>\n<li>According to the cost principle, the purchase must be recorded on the date of its occurrence at the cash amount paid.<\/li>\n<li>Given the wear and tear expenses involved with long-term assets due to their use, the original price of those assets is recognized as depreciation expense.<\/li>\n<li>For example, if a company buys a delivery truck for $25,000, with $1,000 in delivery fees and $500 in taxes, the historical cost recorded on the balance sheet would be $26,500.<\/li>\n<li>However, the principle has also been subject to criticism, and some experts have proposed alternative valuation methods.<\/li>\n<li>The balance between historical cost reliability and the need for market relevance continues to be an area of dynamic discussion in accounting standards.<\/li>\n<\/ul>\n<p><p>Thus, he hires the services of an accounting firm to research and generate a report with specifics of all incidents of theft. The company controller should not spend an unreasonable amount of time fine-tuning the financial statements with insignificant modifications. This also means not offering an unreasonable amount of supporting information in the accompanying footnotes. Some information may not be useful to the users of the company\u2019s financial statements. Ideally, investors and creditors would like to know every piece information about a company as possible. Unfortunately, this level of disclosure would create a great financial strain on the organization.<\/p>\n<\/p>\n<p><div style='text-align:center'><\/div>\n<\/p>\n<p><p>Over time, the value of assets can fluctuate significantly due to market conditions, technological advancements, or wear and tear. For instance, a piece of machinery purchased a decade ago may no longer hold the same value today, either due to depreciation or <a href=\"https:\/\/thelaststandonline.com\/2018\/08\/06\/it-s-alive-pulaski-zombie-walk-resurrected-a-few\/\">https:\/\/thelaststandonline.com\/2018\/08\/06\/it-s-alive-pulaski-zombie-walk-resurrected-a-few\/<\/a> advancements in technology that render it obsolete. Despite these changes, the cost principle requires that the asset remains recorded at its original purchase price, which can sometimes lead to discrepancies between the book value and the actual market value.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>For example, a manufacturing firm that bought equipment for $100,000 five years ago and another that bought similar equipment for $110,000 this year can be directly compared based on their recorded costs. This clarity is reinforced by GAAP and IFRS, which require historical cost for most assets, ensuring uniformity across industries. Even if the machine\u2019s [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"inline_featured_image":false,"_mi_skip_tracking":false},"categories":[244],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v19.6 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Historical Cost Principle: Definition, Examples, And Impact On Asset Valuation &ndash; Moreno &amp; Venier Shop<\/title>\n<meta name=\"robots\" content=\"noindex, follow\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Historical Cost Principle: Definition, Examples, And Impact On Asset Valuation &ndash; Moreno &amp; Venier Shop\" \/>\n<meta property=\"og:description\" content=\"For example, a manufacturing firm that bought equipment for $100,000 five years ago and another that bought similar equipment for $110,000 this year can be directly compared based on their recorded costs. This clarity is reinforced by GAAP and IFRS, which require historical cost for most assets, ensuring uniformity across industries. 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