{"id":10069,"date":"2021-08-03T18:42:54","date_gmt":"2021-08-03T18:42:54","guid":{"rendered":"https:\/\/firststopinsurancebrokers.com\/?p=10069"},"modified":"2023-02-21T09:50:32","modified_gmt":"2023-02-21T09:50:32","slug":"retained-earnings-on-balance-sheet","status":"publish","type":"post","link":"https:\/\/firststopinsurancebrokers.com\/index.php\/2021\/08\/03\/retained-earnings-on-balance-sheet\/","title":{"rendered":"Retained earnings on balance sheet"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Deduct dividend payments<\/a><\/li>\n<li><a href=\"#toc-1\">What Is Retained Earnings? How to Calculate Them<\/a><\/li>\n<li><a href=\"#toc-2\">Find your beginning retained earnings balance<\/a><\/li>\n<li><a href=\"#toc-3\">Resources for Your Growing Business<\/a><\/li>\n<li><a href=\"#toc-4\">Factors that can influence a company&#8217;s retained earnings<\/a><\/li>\n<li><a href=\"#toc-5\">How can you use retained earnings?<\/a><\/li>\n<li><a href=\"#toc-6\">Additional Resources<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"256px\" alt=\"cash dividends\"\/><\/p>\n<p>Additionally, it helps investors to understand if the business is capable of making regular dividend payments. The normal balance in a profitable corporation&#8217;s Retained Earnings account is a credit balance. This is logical since the revenue accounts have credit balances and expense accounts have debit balances. If the balance in the Retained Earnings account has a debit balance, this negative amount of retained earnings may be described as deficit or accumulated deficit.<\/p>\n<p>Retained earnings are that portion of profits a company keeps and doesn\u2019t pay to shareholders. Its growth had been financed largely by retained earnings with most of the group companies having  little or no financial liabilities.<\/p>\n<h2 id=\"toc-0\">Deduct dividend payments<\/h2>\n<p>The truth is, <a href=\"https:\/\/bookkeeping-reviews.com\/\">https:\/\/bookkeeping-reviews.com\/<\/a> numbers vary from business to business\u2014there\u2019s no one-size-fits-all number you can aim for. That said, a realistic goal is to get your ratio as close to 100 percent as you can, taking into account the averages within your industry. From there, you simply aim  to improve retained earnings from period-to-period.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is the purpose of retained earnings?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The statement of retained earnings is a key financial document that shows how much earnings a company has accumulated and kept in the company since inception. The numbers provide insight into a company&apos;s financial position and the owner&apos;s attitude toward reinvesting in and growing their business.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Thus, you&#8217;ll have a crystal-clear picture of how much money your company has kept within that specific period. By subtracting the dividends paid from the net income, you can see how much profit the company has reinvested in itself. By looking at these items, you can understand a company&#8217;s performance over time and dividend policy.<\/p>\n<h2 id=\"toc-1\">What Is Retained Earnings? How to Calculate Them<\/h2>\n<p>Dividends paid is the total amount of a business&#8217; earnings that are distributed to shareholders and investors. Net income is a business&#8217; profit minus the cost of goods sold, taxes, and expenses for the current accounting period.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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BkF9AZh5ejVg8cHBwcV5d6Fd4ksL6N5DphlRraVzyRZSrK57gJViyewajV4dMGy57gWwgiebRLIz6ACFBjKDziOOTyryW1KF8as7smuL4aL8+ZytqVJ0qcpwi5PSyXF625dOJhLtOWHaJhjdhbJ5sAfyMC0Evrzl8sWOSSSeNafpg2r4TaREoqadpJwBznVa3ZJ5Djmsu32VdC7Ept5+rEKrq6scxZLbnhqz90BH6awt8NhXk9sscdvOXF6kpUoF8hbe4jJyWx5zoMev1V8slHGrEShaTg51eV1bTLZ8l0szuejM6UKu8rOzU1a7tZcyyej0f6laf8FF+zWvJu98Spd3Sr5q39wq4\/BWeRVx6sAV6gtdrDZuzEluVMbQWSK0TYDNKqiNYxx4lpMAH15rydcTM7M7nLs5dj3sxLMfeSa+q+jFKSjKT4Wivf\/Y15tOtOS4Zn82dTfuq09+7baEk9k2zluWtfAbYWDWwkMcbBcOGMfkRyCTOvXjgBq4DhVtbDZ+3LuBSkM9zDG3nRxXMsSnPMlUYDJ\/TXoq9GU2pRtpfjw1\/PzIauT3Z8F1JFt1ZwJrwi0EwgVZNUoum16Vtl0lhg6tI5hs8c1rejGxl1bQhMcizy7AuVigaNkeRi0JCojgFmIDYAHHB7qiGzdqXFuSYJp4C2NZhnkgLYzjUYmGrGTjPeaT7VuHkErzTvMuNNw88jyLjONMrMXGMnGD2mqfss7SimrOz8GlFcOmnUjKTuys5LfZtsk6PDJJvSkscUqNE7RJbRxNIEcBtAfyc45+2pdvHCOs211Md7FI1jOZLm5y9m8a6DIkAVUCTOuQjEvjDeuqW2htS4nYPNLNNIMaZJZnkZcHI0s7Erg8eHbXbf7dvJl0zXN1MmcmOW7mmUkcQSsjkZB9VUzwE5yUm1xbfHm0\/fw5kOFyd7zybPFrszwyO8kf8AksaDbTwxKF61uDCaJiWz2gipDtcOdobcW2yL9rOEWuk4kKCKA3SwkcetMejAXjw4cqpie6kcKHd3VF0Rq7s4jTOdKBjhFzk4GBXOS\/maTrWklafUG8IaZ2k1ABQ3WlteoAAZznAFZdnu33uvHVayUlp00s+oyE72Rb3MWzNoi+WeOBuoFqlysiFrwSkkwLMA2QnnlRxA48jjeXeybifaWypoYpZLc2tg\/hCRs0YWHypdUijSpUA5BIPLvFVZtTa1xcEG4mmnKjCmaZ5tIPPT1jHTnhyrlb7ZukjMST3CQNnVAtxIsZz52Y1bSQe3hx7amWDm7yTV3e\/G2qUdO\/S\/eMhYWybtnTaGq3nu9nS7ad2nsJ9NzDL1jPFIkagmWJkKY1ALq7c8txZbNaG82qlxJc3pOwwzOgCXTI\/UFYiApC3CppXkc4BwM4qotl7TntyWt5ZoGIwzQzPCWHcxjYZHtr7a7WuY3aSOa4jlf7pMlxLG75Oo65EYM+SAeJPEVjPASblZqzX9Plw5cdNNBkM3e2BEderivoEMfm35zIW1HJQiNBoxpHLnmpXtG0vJNm7K8DS6dw97k2qTMVJul0EmAeSeeCccjUF2ltOecgzyzTlRhWmnknKg8SFMrEgZ7BXdabdvIlCRXF1HGM4iju5o0GokthEcKMkknhxzWxOhNxhwunfW7T0a\/EysWvfsPD7sMVNwu6Eq3rLg5vFgQS5K8C2OrB9lY25kc88WzopYr2AgSjZ219nyCVUEjnWLuEAooVshiSGwDnGGNVNb3ciFijyIWRkdkkZC6P56OVOWRu1TwPbWTYbZuoUaOGe4ijbzoo7iSNWzwOVRgDkcD31rS2fLJlTXL4Jr8eDuraMxyE6s7W4\/k69itC01ym3f9dNtqaSW0WJo0cLF5TQG4Dtgd7Hlmm7hv4bnZH8olkhF0fBEn0iVEeRUbWGHWrGXMYUSHGANOAKr\/Z19LA2uCSSFwMCSKRomweY1RkHHLhXy\/vZZmLzPJNIeBklkaViByBZyTgd1XPCSd1pZ31trrHLp+eGhOUsbZeybi2\/lp7iKWCM2VxCsksbRq8k1yvVLGzgCTVzGnPMd4rcbrQXFyNnxSR3tnOLErYbXspBPB1JRyBdxYKIwA0t5QbLLnTwxVG0Ns3U6qk09xNGvmRy3EkqrgYBVXYgHHClrtq6jjMUc9xHC2dUCXEiRtnzsxqwU57eHHtqqeCqTjq1f36erl9\/eno+HeQ4Mn+5vW+CRxTQXUtr\/ACsWg2hsyYGaC6XCEvCoIePk6lwOBGM5GOe07KSCHeCOSXwiRZbINc4CmQm4L5YDgHAIDD8IGq82Xte5t8+DzTwahhupnkh1Y5aurYZxx510LeSgOoeQLIQZUEjASlW1qZRnEhDEsNWcE5rP7FLO5XVm0\/KSl7uHLR8bDLqWN0iWt9LJZts9bp7T+T7cWJtBKUjdVw4Jh8mOcSZ1FsHgMnyeEl\/lLwfaW0poTGbiHdxpJmADIb2FbdpMheB8oKGA7Q3bVO7O23dQKUgnuIUbzo4riWJSTzJWNgM+usW3upE1aHdNaGOTRIydYjcWR9JGtGwMqcg441g8A3HK2rJNcON2nr5e96jIWpvHZ2\/8lXVzaYW2ur62lW3zxtZlLJcW5A+9WTivAeS644AE1LXet3IEMYeQRMwdoRIwRnHAO0YOlmAxgkZrorbw1B0k03e7v7rJK\/lxMoqwpSlbJkKUpQClKUBZG4n83T8p\/wBo1bsuexW95\/yrSbh\/zdPy2\/aNUjfPDFfDtlL\/ANz2j\/Gl85HT2r+qofufQx8nuP2f4mmG\/BP2j\/Gu\/Se+vmG769HY4x0GJ+7\/ANX+VdZiccgPzsfpxWcinv7K4aWpYGLok\/6c\/wCFfdD95\/O\/yrvORQcaWB0CN+8\/n\/8A9arGXZwTat2+NLOIX1c8\/URxd\/aVHEevhwq1wOztzWk2tsLr0MwVeuJZlKpp1QxysIFJBJZ+ryfWCe4Vo42soLL1N3B4Z1LzXL8SS7HgVkHAEYGQVyMADGA2a3Ec2gMRj1szY92W+3Fajd8aIlDcDpyRjGC3HHHu5e6uG3NpJFwZXc4yIkXUZG4EKPKxn8ogd\/LNcDM2ztqnZHK7vYmBJKg8c8cEdh4MOeagm8T9Xn34B9Xt9eB9tRvpV2vd6kYW00R88MJIHKtzUMsEh8vORjJGQOdavcmC72tldbZTS7tKrJiNmbUMngZOBAGcevhW3CiorMyFW1yG5ubdJEcucN1gXnx46ADjtyS35tQjbkeYpgP93kHsPVtjs78Vy6Rd6DbXMuNKDOF1MFAZcANx5EEE++tFs\/aE0wJ1wujLjCNrByCCGwOR4it+jBpXOfiKkbuJ6Qs0LIjcBqiVscOGVBx5PD7K7OoPfXDZ5JjjI4fUpwPMDQuBx7RXf7xXUOQY7wH1V1NC3q+2svPrrjgGpBUlKUr6YXCrj6LOmHwZFt9o63iUBYrtQZHRBwCTIPKkUDgGXLYwMHnVOUrWxWFp4iGWovqvAxlFSVmexdm76bNmGqO7tSMZwbhI2H5SSEMvvArX7w9JWyrUEtcxyt2RWzC5dj3fVEqvtcqPXXkoilcePo9SzXcnb3fP+xVuETLpO3\/n2q4yOptkOYbYNnyuI62VvvpMEjuUEgcyWhtKV3KNGFKKhBWSLkrKyFKUq0kUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAsjcT+bp+W\/7RqkQU8PVUd3D\/AJun5b\/tGqRheXHl6q+H7K\/xPaP8aXzkdPav6qh+59DiENfHjPfXLRXAqK9EcY+hc9tAvrr6cYrhgVIB9tfFNfGAFBQHLVWJFbzG8hxkWqxudQxguUZVjPHuw\/LsrINbCwbSFJxxkVcZ++zpX9BX7K5W1Ieqpe7zOvsipaUodV8jvtuYFZO3bbIyOIJycjODjHPvx291Y12uGz6vtrDu9uFI2znBHHPHhnGcfp91cOm0tDtSTbTRXm9NhGz4lYugOrQzHC47Bk8sZqb7jWcKW6NahRG6l8IunVq4FjniTwHHuAqkN4r642nOYLYSYyVOjIbHHJz96AO04wO3uu623kisVjE0IhiWNY2kjlUomlQuCrENoHIFVPAVuVKTypPyKlUi28qKQ6XNif60znABIIzjtOO3lx4VHrPYiEhsBXVs60XQx7CDjzh6jkVLulLbMNzLIBlhpK+Tyz5wII5DOCDUT3a2gWQB\/PHkt7RwP\/XrroUm8iRza0Iuoy\/N3pg8EJ5\/UqCeeSqhD+kGs1sY5GtJuE3+qxd2Xx7Otf8Afmt3qrpxd0jjzjaTR8HDsonsxQuKIRWQSKkpSlfTSwUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgLI3D\/m6flt+0apIaje4X83T8tv2jVJtNfD9lf4ntH+NL5yOntX9VQ\/c+h0utfdFdmiuQQV6Js4x0aaFayNIrhL7KXB0aa4iuN5exxDMrxx9v1kix59msjNRu939sIzjW0hzx6qIsPzmwD7s1nGEpcEYSnFcWSfFa3dfanhN3PFGEeK3tVlLY1FpOtCFk7AqDme8k9lVzv\/0hhlMduSsbKA0hGl2PAsowfJXHA9\/s59vQtvElltG1ZyBDcRtZykngOuKmMn1CZY8+omrZ4DeUZKfQxhjXSqJw5F13bZxWg2tZLIGVs6dOcD1ce7NTLenY\/UsSuerJ4cPMJ46T6u4+72xe\/XH6v8f0V4itSlRm4y4nssPiIVYKUeBWm6Q2gkshso4RZxSPFLGNEc0r8HMiMyMjMmUUq5A8ocRg1st8J4bhQDcTpJqJNpc7PDkBZGAZzZl0wIgJMrqHZz5S7Z9l1CkxAY1F9IGOJGDw7S3DPfUK6QJLj7pGqDydR1YyMcRjyu7NbtGtGUrNFcqNk3mfuKq3pvnjkIEi3smrQdFu9uFjXUuvLRqAAF83mc+2vmw9nvJIBGOMjgKPxmwPcPX3Cu2e4eQlpSWcggseSrzwPfVkdGm7LQgTTDTIVxFGRgopGC7Dsdhwx2AnPE4HVhHM7I5NSeW7uTKwtFhjRBkhIwgPfpGMn28\/fXap9Vcy1cQa3TQCn1Cu1M9uOVdRNfY+dLixU9KUr6cZEn3A3JuNqtItu0KGJVZuuZ1BDllGnq42yfJPPFS7xE7T9LY\/Gn\/h62f0Vvut5\/QQ\/wB+Wu3pK3q3ghvp47M3XgyvH1Kx7NjnXBgidgJDasX+sL\/fHByOGOHBxGKxLxUqNKUUkk\/W8F9SmUpZrIrffbce92YV8KRdDHCXETGSNmAzp1FQVbGThgCQDjODjH3H3Xm2nMYIGiSQQtLmVmVdKMikZRGOcsvZ316J6QQ02xpWvUWOf+T1lkj5CO6Co6heJ0nrsDGTzxk1U\/0aP9ot\/wAvl\/a29ZUNo1KmFnUds0brTg+8lTbi2d\/iJ2n6Wx+LP\/D1o99Oi+82bEs072zI06wgRSSs2pwxBIeFRp4Htq0uli\/3hjugNmCfwbwZCertbaYdbqk1+VNEzZ09Xwziqs3\/ANubdKRx7UaVY2k62JJba2h1PDgFlMMSsdOteBOPKFY4PEYqq4yc4WfL\/N5W4kRlJ80b3xE7T9LY\/Fn\/AIeniJ2n6Wy+LP8Aw9dnRl0j7Wub62hnuTJDJKVkj8GtU1ARu2NUcAYcQDwI5VMPpB73X2z2tRZzGASJMZAIYJdRQwhfu8T4xqbljnVU6+PjXjQco3av3c+7u6EOU72KP3z3cl2dO1vOY2kVFctEzMuHGoYLqpzj1V17qbBmv50t4NPWPq8pyQqqil2ZyqkhQB3HiQO2ureDbVxeyGa6frZioUyaI48hRhRphRV4D1VdP0YN3dKTXjji58GgP\/00IaZh6mkCL\/5Rrp4vEyw2Gzztmtbuv+dSyUnGN2V7vx0Y32zYRPM0EkfWLG3UvI5QvnSzCSJQFJAXOebL31CK9cm5tduWlzHGcxmSa0ZuB0yxN9XKMcxnqZl9RWvJl5bPE7xyDTJHI0ci\/gvGxRx7mBFU7Lxs66lGr96L8NCKc2+JO91OiS+voI7iGS1WOQMVWSSVWGl2jOoLCRzU8ieGK1+2Oju7t7yCyd7cz3CB43V5DGATIvlsYgwOUbkp5irT+jBtKaSCeN3LRwvGsMZAxGJOtkcDAyctx45qJrtKafeFBK5cRbRkgiBAGiJDMVQaQMgEtzyeNa8cZiN\/Vg2rRTfDuuv7mOaV2iM799HF7stFkn6qSJn0GSBncRtzUSdZGunVxweIyMcCRmGO2BnuGa9qbdt7e4VrW40sJ4HzCTgvGhRXde0FGeI6hxUspryV0j7rS7Mnkgkyy6S8E2MCWE50t6mHFWHYwPYQTbsraTxHqVPvcfFf2Jp1M2jN5vt0XXuzYTPO9s8YkVNMUkrNlzgHDwqMe+thsboY2hcRRTJJZhJoEmQNLMGCyosihgICAwBGcE1aX0j\/APZrf8VD\/eNbC0lul2LCbLV4UNj25g0Ikja+oixhJFKscZ4EGtDtTEOhGSau5OOq05GG8lZMqjxEbT9LY\/Fn\/h6jW7HR7dXs9xbxPbrJauUlaR5ArFZGiPVlYiSNSnmBwxUsfbO+IGT4UABknwCy4Acf93rP+jNdvNdX0sh1ySRJI74VdTvLI7NhAFGWJOAAK25YnE06M6kpxlZK2XW2vPQyzSSbNT4idp+lsfjT\/wAPUX3y6O9o7OXXPGrQ5wbiBzKik8BryoZATgZZQMkDOTUz6WukPatpf3ENvcmKFDHoj8GtX06oIpG8qWBmOWLHie2pz0M77NteKaG8WN5o1AkwgCTwyhly0fIMMMrAcDleAyQK3i8bSpqvPK46NpcUn+e8jNNK7PM1K3m\/2xBY3dxbjOiOb6vJyeqdVliyTzIjZQT3g1o671OanFSXBq\/mXJ3FKUrMkUpSgFKUoBSlKAUpSgFKUoBSlKAsncL+bp+W37Rqk9RjcL+bp+W37Rqk5Pur4fsr\/E9o\/wAaXzkdTav6qh+59D7WNtC\/hgXVM6Rr2F2C5\/JB4sfUM1X28W+s0rFLRuqiBx4QFBeTHAldYIRD2cNXDORnArveaSdcu7PP3szZcDt0knifUefeOdewp4CTV5aHmamLS0iWltnpOto8iFHmbsJPVKfYMM59mkVDNs9JV7JwQrAvdGuD+e+pgfZioBDdh5oSpyjI+CO1sYyR+EMMMHiPdWZfrgkCtynhKceV\/E1pV5y5n3aG0JZWLOzOx5u7FyfaWOTWn2ptURA6iSfvVBAJPurMkOBmoHvrOdfHlj\/GrZ+qtDCGrN7e32rQc5V\/KBz2MAvH1hgw91bmO4LQ6c4kibUDnjw4gj3gVEHt2RERgQRCCQewv9af0sfsrYbHvi3M+UF0t6xyBNVxeti1rQ90dDe+abXsI2kw06RrFcKcEsQMLIQeYYDj+MD6q6949j9XkqSyHsJ4qfVjmP0+3nXnb6O+8UtqWZOKpN1brng6SeWEYcxkh8HvT1V6mSeO6iDIco65Dcip7Qe5gez1Vp4zZlOvH1vc+hdhcdUw8vVfiupVe0tu9Rn74cfJzg\/1TyPPtxVcb774JOCED55aSunuyT3HhU\/6RNmMQ6FfrtLFGHBZQATkEDyWHDI7edefIWkkukhceDoJcztMRGXC8eph1n6xn4ZK58nPEZFcKOxpU5qLXg+TO72spwun4omW4O07Jbrq71hFchUeCKZQiMZBqVtZOkPy0q2OJ4ZIwLjNebenHd9usF2mSq26JPGByjDOqzL2+SSA3qIPLNc+ivpTlsmW3vGaa04BX4vJAp5Mh5vF3ockY8nlpbqywm7XqnMWKzS9Y9HGvimum1uklRXjZZI3UMkinUrKeIII5iuYNa5edma5RmuoGucVDIqqlKV9PBdH0Vfut5\/QQ\/35asiHpEt\/5Rk2dIpikUqsc7OCksjRRzCPGMoxVsDJOSuOZANS\/Rz29a2cl0bqaKAPDEEMrhNRVpSwGeZAI+2or0tbRjn2jczW8gkjaSJo54nyCUt4F1Iy9qupGRyK15uvgVicbUU07ZVZ99o+fgUOGaTuWT9Jy7vlESeSNnOQSyA6muFywSck40gDWgGASGJyVGIx9Gj\/AGi3\/L5f2tvU23S3\/wBn7TsWt9ryRRS6BFKZWEfXDmlxETwEoIBOPNdc8ARUL6I7i02btOXrbq3a3W0kSO8EiiOQM8DJxz5MmkHK9hVufAlSzRwlTDyjaUU+C0l397C0i42LB6UulSXZdyIEt45h4OkutpmjOXaRdOFQjA0jj66qDpO3+k2uYDJCkHUCUDRIZNfXdTnOpRjHVj86rr2\/fbs3j9bdS2M0ugJ1jXBB0KSQvkuBgEt9tV90u2+wVtQdmG1Nx4SgPUzNI3VaX1cC58nOjj7Kw2bKjCUFupKfDNZ2106\/gRTsraER6Gv9p2f9O37GWp\/9Kvz7L+juP71vVcdFd7HBf2skzrHEkxLyOdKqOqkXJJ5cSB76mn0jdv2l41obWaKcIk4cxOH0ljBp1Y5Zw32VvV4Se0KcraZXr\/MZteuirLG1eZ0jjGqSSRY4173kYIo\/OIr19Z7vGCxFpauIWW0MCXGjXpdlIabQGXLlyz8xxNeeOgtrOO86+9mhgSCMtEJXCa5pMxqVB5hE6wnuJSt701dI0ktwibOuZEgih8qW2neMSyyYZvKjI1qihAO4l6p2lTqYqvGjDRJXba0v+P8AcionJ2RZfRN0fy7IMoNytxFKq\/VC2MOiRMgOGMz81JBGOxePCqq+kfu94PdrcIMR3SajgcBPEFSQcOWpDE3rOuohb787URlYXl4xVgwV7uV1YqQ2GUvhlOMEHmM1cPShvLsvamzjpuLdLkRpdQwNKokWZV1NAQfvyhkjx3kVUqOIw2KjVqPNm0bS8ONl4eRFpRldmL9FXzLz+lh\/uy1E9mf94j\/zeX\/+Spt0Jbc2RZWaF7i3gupctcq9wQxZJJVjyjthPqyvmgZzmo3vBtDZke2rW4tZYeoY9fdXCzl0E7tPrZmZiE4dXwGBxHDjWMZSeJrvK9YyS06L8baEf5mb\/wCkdtaazn2bPA2mWM3TKew8bMMjAc0ZcqR3E1u9v2FtvPs4PDhLhQxiLHjBchcSQSEDPVtwB7wUcDgKgX0j94LS8Nn4LNFcaFues6pw+jWbXRqxyzpfH5JqLdEu+rbLuNTajay4S5jGTgZ8mZQPv0yeHapYc8ETSwU5YSnUhpUjdrv9Z6fT+5Kg8qa4l0\/SP\/2a3\/FQ\/wB41srDbLWWxoLhVEjRbHt3EbMVDYgiGCQCRzqJdO29thdWDR29zBNJ4RE3Vxyh20qxJOB2AVut296tjvs+2t7q5tSP5OgingeYKQVhjVkYA5BDDBHqrnKlJYaClFv122rO9rIrs8q05kHn6ep2Ur4JCMqVz4S\/aMejr79FYYmu\/wDhov771KPAt0O\/Z\/8AaW+ZUX6G9uWFlfbRLTQQWzOVtmaQKjRrPKUEZY+UAmk+zFb8nSlhqsaNKUdFxT11XezPTK0kRLp2\/wBqXXti\/wD20NTP6LOz36y6mwRGIkgDdjOW61gPWqhc\/ljvqXbZm3WupGmnksJZnxrka4OW0qEGdLgcFCjl2Vgb09KWzdnwdTsoRSSaSIkgj0QQluJkdsBXOcthcljzIzmonialfDrDU6cr2SbastLfQOTccqRVfThdrLtO6K4IV0iyPwo4Y0f3hwy\/1ahVc5pWclnJZ2YszsclmY6mYntJJJ99cK9HQp7unGHRJeRelZWFKUq0kUpSgFKUoBSlKAUpSgFKUoBSlKAsncL+bp+W37Rq59JN6Y7YqDpaWRYcjnpYM8mO7Mauufxq4bhfzdPy2\/aNWD0uqDDFxw\/hB0r3jqpNR9x6v86viuwop7Xx6f7d\/OR0Ntu2Go\/ufQguAukd7c\/UOFfbmIOuD3Y\/wNYUF3rUZHlKMZpabRDHB87PD19uPbX0U8WyvdtQmyuEk5QtODIMcEbzS\/q4E+3ArcX0vFj2av0VuN8dmrNGcjIYcc9h\/cah2wZy0ZjfPWROYmJ7VHGM\/m8P6tUP1XYyTuZRYk4qK772nDV\/13j\/AK9dSqyOW9hqPb\/7QRF0c2PAD95rGfAsjxMHc3S8MwnY6UCGEljwJ1h1jOD3ISo4Du41iwXIRyQSy5IzjGVzzx+6vvXdZDC3LSnUsAeRjwo4d5Tqm\/rVgMaqLUXR0JHN71C4K3MIRFyAGlVgyc+HFTKfcO6vQO6G1Gspjbz5WN24F+Ghxw1ceHLAPeMH7015L3Au1D27PxVbkI+exXOkn+qr591eu7GSK9hWC41eFIcRzngxi0hkZmbzmBwOeSMHvNXwlpbl+dSqZ29MW3Ydm2c11OvXFV029uOc0zj6tBp44yMsw81Ax7MV482xsnwoG5iYTmVmZ3AGTITrl8nmACT5IPkjA5Cr96Q9gXMxEN1LJiJSsA+80NjUV\/GOBkjlgDAAAqu7vYvgjEwkA8nQnyWZgAXwCAGbtPaeJzwxhUoykrpiFRR4mj6ONqGRWt58uqKwSN+ObeUaJocHjpGEYDsBf1VAN4tjtazSQEkmJsxOf\/Ft38uJicAE6CAccmDDsqzNr7LjtZBcsQkalRMquHAilPVE+aDlCTKeXmAY45rVdMGzD1UdyBmS3fqJyOOu3lb6ps9oWQkD+m9VVOLUfD5Ft7s2\/wBHjfMxyeBSn6uUloM\/+HOBlox3LIMn8oDtY1fbPXiuOVo2SWJtLBlkRx97IpDI3tBA+yvXu7G2FvbeG4QaRLEHKZzofzZI\/akgdf6tc3Ewyu5v4ad1Zm2D13W\/Ej21iCs\/Zq5PurVubdiqKUpX1AgUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlW1uB0Z7OvraKV7ySOeUMOoDQLpkR2jKiNwXfiM8CMgjlmtfE4qFCOafDhormMpJcSpaVJukbc2bZU3VSESRuuuC4C6RIgOGypJ0upwCuTzB7RUZqynUjUipwd0+BKd9UKUpVhIpVqdG\/R1s+\/tklmu3ineV4uoVoEw6NgKBKC0hKFG4Y86ox0m7jzbJlVXbrYZAWhuAujVpwGR1ydMi5XtIIYEdoGnDHUp1XST9ZdVbh0MVNN2IlSlK3DIsncL+bp+W37Rqi3S5fZuYYxySHUR+NKTnPr0rH9tSncH+bp+W37Rqg\/SlbkXbv6oyPZ1SLn7Q1fG\/RuN9sbQ\/jS+cjb9IHbDUP3foRi2lEblG5E\/rrC3ngaHyl4jmDWx2xadbHrTz1H29tdGyLpbqMxv5wBHHsI4Yr3zPIGTsq8W5iyO0YYdzDt9\/wC6q+lTqb0qfNmjK\/148yLj3Bh76zdh7QNjcmKThE5wM9hNcul+1aPq505q6tkd6kMDn7Kqk7q5lHiYxmEZNVpvFdmaY4yeOAACe\/kBzqbbcuRjWvmtGHX2Ouofrrq6ErNJZ7iRwCUjVVzxx1jEkj14THvPfVEvWaRdDRNmBa7HeK0dpcq7yrIkRHKMYjLY5gsWB9iCtJqqfdIN7iWNM41sYz6hIDD9g1A1Xyevge7uo1Z2CelyRbtZKSe0EHuJBGf0CvXu4G0otr20QP8Aq+0IoFwM4E8aqCrIe0gYBHMYzxHLybutBiIn8Jyfcvk\/rDVe\/RRJ19vG0BIuLeMB9Jwy9UwjWQdp4aDwzzOeGavpwvzsYSdkT3bO1WwYL9GJX7nOABJGew8SBKvLuOO\/lVO9IDkNhSCGHAjgCy8O0cMgL\/0a9HdTDta2zJpWdBpkC8Cj44Ov4j4zjlnI7KoLpR2HNa8HGVzqjlA4Njs9RI4e+rKbTuuDK2Q7eq8TwYjGFaHgpA5uoyTjlxOMdnvwNluZEt9ZJFJnD2z2Up5kaB1cb5P36p1Tce1e2o\/tiCKTqOtlEEDAo85iaYIB5alo4yGdclQQOz2YMq3XurRGcWDJ1HXMeqV5G0nUY9RWUZVWCeTgkFQp5k1RJ+vlL4\/duUpsqEQTm3ugQodo3xxK4JRtByPKSQBh+T3Grz+jjtfVBPasctBP1kfcYZ\/wT99iVXbP\/wBVagfTfsACYToMCVRLkdjgCOUD3hX9rGtf0QbxizvUeRgiMDb3RY4AjkwUlJ7FWURMSeS6q5+JouzNnD1kmkeoVatnsjicdpYColsLeezu3dLaeOZkGWCEkac6NSsRpkTVw1ISM9vGpbsJxrTP4QP6a5Z1b3KmpSlfUjEs3oB3Ws9oSXK3cfWrHDGyDrJI9JZnDHMTrnIA51Yu0Nzd1YHaOZrOGVca4pdrPE65UONSPdArlSp4jkQain0Vvu15\/QQ\/35Kl2+nQ9Ff3Mty1xLG0pQmNYkYLoijh4EnJyEB99eWx1a2MlGdSUY2XC\/Gy5I1pv1tWVv0zbK2LBHAdlPbO5lYTdRfG7IQKCuoGZ9I1Z48KrWKNmIVAWZmCqg4lmY6VUeskge+pd0sbnJsqeOJJGmD24lLOgQgmR49OFPLyc++tt9Hvd3wq+ErDMVqvXHPIzNlYF9oOuT\/yhXXpVo0cJvMzkkm7vi+7z0LU0o3LX2P0PbKWGNZ4TLOIlEswuLhNcmka2CpKFA1ZwAO6vOm9Ox3s7ia3kzqimZNRGNS+dG+O54yjf1q9E7zdIIt9rW1pkdQY+ruTw4T3Ok2\/sK6Y\/dcHuqHfSe3d0vDeIODjwacj8NQXhY+1etUn8RBXK2Zia0KyjWbamrq\/v8r\/AEK6cmnrzIv0D7t2u0LmWO7j62NbMyKvWSR4cSxJnMTqfNZhjlxq0dpblbrW7mOc2kMgAJim2rJE4DDIJSS6BAI5cKgn0Xv57P8A8vb9vBUz6SOiSTaV09wtykIZEXqzbtIRoQJnUJVznnypjqv\/ADbjOq4RsuF+PghN+tqzQdKvRPaxW7XWziyrHH1skBlM6PCBqaSJ3JYFVy\/FiCoOMY4wPob2LBe30cNynWRNFKxTW8eSqFlOqNg3A+urx3teDY2yGgaTWwsntIdWA00sqMnBM+YCxbHHSq4z30\/9Hj\/acX9BN+zNW4TEVZYOq3Ju18sub0JjJuLJR00dFkNtCLnZyFEiH+swa5JfIz93UyMzDR98OWnyuGk5qbdm2WW5t43GpJLyGN1yRqSSZEYZUgjKkjI416uvt6oo75bGYAGayEsLtxEjmSZHhYHhkogK9\/lDnpBpTfTcY7M2naPED4HNtOAwnn1T+ERs1uT6hxXPNe8qTUbNx83B0qrd7Nxb5rx\/PwFObtZmb0\/7lWOz7eF7OLqpHuSjHrppcr1MjgYlkYDygvKp7Y9HG700XXRRJJAVZhMt5csmlCQ5DCbkCGB9hrTfSm\/mtt\/xx\/YS1uOiz\/Yaf8JdftbitKdWq8HTnnlfM1xet\/pbQxbeVO5X3Rrursy+2jexaFms41LWoSeUKF6xVBWRJAzjSTzJro6cejhLDTcWakWjYSWLU8nUSclbU5LGN+XE8G4ffADI+iz\/ADm4\/wCCX9qtW2u8Ftd3V3s24VSyRpiNuVxBLBG8mPx0ZyCB2FSORxsYnFVsPi3lbcYpXXdZJvx7yZSakebei3ZcN3f20NwvWQyO4dNTJqCwSyDyoyGHlKp4HsqT9P26tns6S2W0j6lZIpWkHWySaijRhT9c7YwC3LvrN3c3Qk2Xty1ibLQtJK9tMf8AxIvBpxhiOHWIcKw9h4BhUp6bNmrc7R2TC+CjyOHU\/fIJYXdf6yhl99bVXGXxdOUZPI4OVuT0ly66GTl6y8DQ9FfQ8txGtxtAusbrqitEJjZkPmvM48pQw4hFwcYJI82puNx92piYIxaGUcOriv2MykepZy2faDWs+krvBLb28MELGMXDv1rKdJMUITMWRyVmdM45hSORNVDuBuHd7UEjWjQJ1LIGMsskRBfUylDHE3LSePDHCtaEauJpvE1Krgr6W4LW3dz0MVeSzN2O7pa3Ri2XcCKGYTK0fWCNsdbCCcBZSo0nVxKkYJAOQOBab9FXRRbywLd7SJ6t4+tjt+sMCrD5wlnkBBwy+UACAFwSTnAinSB0c7Ss43ur2WCbMiq7rcTTSM7+QCTLCueQHE8gKujdSa121stYA5TNpHb3CRsFkhkiCjkc4UsgYZGGU+2rcZi5xw0Mk7q9pTRMpPKrM1lvubuztDVFam3MoXObW8brFHLWFLkOBw4lWFUNvpsZLO5kgjmjuURsCaMg\/wBR9JIEinKsASMjs5CwtsdCG0YDqs5op8A48p7SXDAqQMkpxUsDlxkH11V21Nny2ztFOjRSocPE4wV4ZHqIIwQRkEEEZFbWzcuZ5KzmrcHxXfrqZU+5mLVjbs9Dm0buJZswQK6B40md9bKwyrFY420AjB4nPeBVckVc219+dn7SsY1le5ttpWsJe2ji6xRLdJFpQo0SsrKzBeD6WHEA9p2MfVrwUd1zerte3TTp1fIym2uBXu9G5N5YTRwXCqGmcLDMrlopCWVDpfTkaSy5BUEAg44jMt8Rm1fw7H+0Tfw1T36SMTtZ2zxhzKt+jKyKSy5hmJI0jI8oIfaBWZ9Hy\/uprSZrt55JBfMqtcM7ME6iAgAycdOoue7JNcue067wyrRaWtmuuvFFbqPLcrbxF7V\/Dsf7RN\/DUXoM2qDkSWQIIIYXM4II4ggi2yCDxBFaTdPaG8G0MraT307IitJi9KBQ2QuWllUZJDYGcnB7jUg\/7Pb3fhX3\/wCaQ\/xVbNSriIPLOtBPozJuS5osrpH3Kutp2MEbmAbQiMbtIXcRs+jq5wHEWoI3njyeaKKrDxF7V\/Dsf7RN\/DVZ28017bbEZpXljvUs4+sl67VIsvWxqx62NjlsEjIJ51XPRds\/bW1tT\/yhdwWyPoabwiV2eTSGMcaawCQpUlicDUODccc\/BVa1OjJxnFRUmtVfy7uhXBtLiY\/iL2r+HY\/2ib+Gp4jNq\/h2P9om\/hqnd\/sZ7OS3ZNrX1y42nawyWkl4rhlluY45FdEOoDQW4H2Gtt0s7D2vdSQDZkzW6LHJ17+FPbKWLR9WCIgWY4En3pxx76yW067klvI2d9WmkreJO8lfiVaegran4dj\/AGib+Gq0d79zLraGzIredoTtCIRsJzI7RtJGerdjJ1ev6yEuT5PnN6s1UG+rbwbMZRdXV2FfIjmjvZZI3I4lQxIIYDjhgCRyzg1amyNq3DbAacyym48AnfwgyMZNSyShW15zkADB9VMZLENU6ueL9ZZWlz+nVCebR3PP29ewpbCd7ecxmWPTqMTM6fWRrKuGdFJ8lhngOOa1VZG0b6WdzJM7yyNjVLI5dm0gKuWY5OFAHsArHr00FJRWbjz8TYLJ3B\/m6flt+0NaTpejCyROeTwlD7Ubj\/fWt3uD\/N0\/pG\/aNUK6QZmu53JJ6uImFFUZ4qT1jtjtL55dir3V8f8ARuLe2NoNftpfORtekEksNQT9n6Gju2MSgoAdR7c4Ax6uZNRm9Uoxmg4MpBmhBz5P4ajn2cqmdmEdNGQSBzHfxxw7OFVlvveSbPuY5ACYyCskfpIzgMOPb2g94Fe8qO2p5FGfv9s4XUazRedoDjHPPdkcjyrCudri92eyPxuI\/Jde0aeIfHcwBHtyK2sNyqY0ENbSDrIm9Tc148sd3Zxqtd7NrPDcydUAg4orDmVYffdjfuwKpnKyuZwTbMeW8zbLx4r9X\/7h+vHuredBZPWzjsMSfb1nD341VCJpSI8dhOcevjj9Zqwug+30rPMeWQo\/8tWY\/pdfsqmP30XvSLNH0nXeq4bSfNPA+scf8KwLmDXKdPJ3DL+TIBIp9ysK6NvzdZLI3PLmt5uzAJBE546VMTeoxnySf\/KaIVPO5i+BJ7OIKgUeaq4FT3oglkjBlhJSWK5YBh2qUR\/KHIqdTqQeYzUFjk1cF5d9Tfoim0tOh\/EcD89W\/wDZWzTtm1K5LQvWCHwxDdWB8HulGLm0U4GW56QeBjfBIzwPI8RWku9qx3CNBtCPyDwZwDlDyzoPEY58M+yujYt89tIssJww4Mp5SKT5SMO1T+jgRxAqZ7a2Rb7Ti6+DyJMYYdquAMxyDtHce7GO6rJRUHZ8OT5oqWqPLXS5u29kpQMJYC6y21xHxV4jqRmVl4alPVAjPDNQXdXaptpQ\/NPNkUdsZI1EDtI84etcVavSfsyeES28gbQymWMZJUNH9YzL2ZKIw9\/sxTCc\/V+7l+k1rVFZ3L6eqsXxtXY42jbqisoIOtZSNQ6tlGcY55JjOOGcc6qLpH3ObZraxJ1oCRknquqDK7dW2R1jYOogc\/11PuhPbpIa3c5ZF1xZPEx5wy+1dRwPxl7q33StsbwmIA8PvC2NWAWDqeOPvlX7aznFThdcSF6rIt0UXUa3Fg0IRRJYXNpIqAIA8TR3KagvNmCO2TxJLHtq+NmqxIVQzt+Cilzw9S9leZvo\/ODtK2tZCAgvpDlmK4ZLS7g0ArgkuWQAZGSBjnXsddtWFkT1rR28axaI2bEYkbm7KgGuViQAMA8j6jXnatPLO3I7eGeaGnG5Q9KUr6aWFzfRW+7Xn9BD\/fkrH6WNi7Zkv7lrVL9rctH1ZhklEZAt4VbQFcAeWHzjtzUQ6M9+X2S8rpEs\/WoiENIY9Ogs2RpU5zn9FTjx\/wA\/+5w\/2p\/lVwMRh8THFyrU4KSaS1a6Lv7ilxlmukVnvPsjaEOl75LlNWUR7ku2ceUVVpCTgZzj116D6Gtlx7M2aJrgiIyIb24dgfIjK5jBAGeEIQ6cZ1MwqnukLpJbavUCa3jRIZ+sZFnZutU4DRkmMaAVBGRnnWXv30tT7QtzbdRHbozoXZJmcsiHUI8FFwCwQ+xcY41liqGJxNKFOUVHX1rNaLlz9\/kJRlJJFlXm9e6krmSXwOSVm1NM+zJXdmGMMXa2yTwHH1VJdtLa7csJltpFljkRlil0smmeI6oyyyKGGJAhOQMg9xzXkipx0adI8+yVlRI1njkdXCPI0fVuAVZlKqc6l0Aj8QVViNiuEVKjJuSasm18OBEqXNEk+jHGy31wrAqy2LKyngVZbiEMp9YORW33\/wB\/7rZu1z5cklmI4hJaasroeNS7xg8FlB8oHtwQeBNQjYPSObW+uL2O2jzcRlWt+uYKjM0cjuH6vJLOhbGObmtDv5vI20rhrh0WIsiL1auXA0KEzqIHP2Vf9hlVxTqVY+q4W5cdPl1JyNyuy7emfdFNrW8d7YnrZUg1oEJIuLY+WVVeYlXiQOZ8pSM6cVt9Hj\/acX9BN+zNdPRx0nXOy43iCLcQltaRvI0fVMc69BCnyW4Eryzk9pzjbP36EF+b+G2jjLK+q1EzaDJKpV3VuryuT5WnHPPfwinhcRTo1MPa8bPI7rnyf5+AUZJOPkSf6TcjLfwMpKstgjK6nBVluLhlZSORBAIPqqx+jTeaDbdqEuQrXMEkTzJjH1kTiSC5jxyBdQeHJgy8iM0N0kb4PtWZJniWEpbiHQshkBCvJJqyVGD5ZGPVWv3N3im2fOlxARqU4dCfJljONcT47CMewhTzApPZsqmEhB6TitPHp7xu7xtzLs+lN\/Nbb\/jj+wlqQ9G1hNHsZYpI5I5ha3IMLxsjgtLOVGhgGyQVIGOORVK9J3SRJteJIngSAJKZAyzNISSjR4wyDHBs+6pb4\/5\/9zh\/tT\/KrSns\/E\/ZYUlHVSbeq93PndmLhLKkdP0Y7d47u6SRWjdbMK8bqUZWEq5DKwBU+o1oumbaEtttiaaFiksbQPG47GFrDzHapGQRyIJHbWNu30kyWt5c3iwI7XOdUJmZRHlw\/BghLcschUe343hbaFzJcsgiaQJmNXLherjSLgxAzkLnl210qWGqvFyqzjo4JcnrpdfMzUXmu+h6b3J21a7ZhgudK9dBLkpnyre46topAD2o0btjsKsO0cIB9IfaRtbzZs6jJhLy6eWoJNAzJ\/WXK++qt6Pd8Z9lTGWEB1ZNEtuzFVkAyUJIB0srHIbB5sPvjWV0mb8vtZomeJIOqR1AWQyausKNk6lGMaf01qUdkzpYtNa07Pnwunp15mKptS7i8+k3dlNu2cUlo6GRfr7aQnCyK64eJjjKZwvZwZADjjVU7n7s7y2jtFaRy2nWMvWyN4MY8rkBjI+sEDLfc8k55GtDuB0hXuy8rCVkgLamtZclMnm0ZBzGx9XA9oNT24+kBIV8iyRXxwZr1pFB79C26kj1ah7aLC4vDxdGEVOHK9tPFNr8RllHRaolP0hpNGzAsjKZTPCOeDI6eVIVHDPAM3AVXWzuijasVv4XBIFuNCvFb20x6xonwxInjdU1acHQpYMO3OAYTvbvNdbRk626fWwBCIBpSJTx0xpnyRyyeJOBknFSfcDpWvNnIIiq3VuvmRSOyNGOemOUA4Tn5LK2OzA4VdTweJw+HUaTTd7tPg78l+USoyUdCw+hzaO8DzhL5JjZhG1yXcAhdWC+QImKq8jF8ZzqGM8RwzHfpSdV4Tbacdd4K\/W459X1g6nPv8Ix767dqdPs7KRBaRRPjhJJctcAHv0LFHnHrb3VUu2NpzXUjzXDtLK7ankbmewAAcFUDACjAAAArHB4Kr9p384qFla0efl+eAhB5rvQw6lnRPvLHs68jmmXVFoaKRgupo1kx9YgHElSBkDiVLAZJAqJ0rtVaUakHCXBqxa1dWPT3SB0r2tnFE9o9veySSY6pLgeRHoZi76AxQ6tC6WAPlHuNbXop3xfa0EkzxrCUuWh0LIZAQsUUmrLKMHyyMeqvJlT\/o36TZNlQvCkCTB7gzF2maMgtHHFpwqHIwgOfXXAxOxIxoWpK8r8W7afIpdHTQxOhvfr+SZSXUyW8yIsyrjWpTJSRMkAldTgqSMg88gVMukrpjkZ4xsmZ0jEZ65nto\/LckaQBcIWGkBuIwDq7cVTCDAA7hivtdWps6hUq72Su\/g+WqLHBN3PSe9W0Zbnd9ppm1yyWMTyPpVdTGaMk6UAA9wrV\/R32zBLZy2RfqrjrJSoDBXeOZR9ZETzZG1AgctKntqvrnpMkfZ42f1CBBbpD4R1zasIyuG0aMZOMYz21Ah+kHIPce8euufS2XKVGdOfq3nmjaz8NPwMFT0afUv7c\/oXisbiKe5uldYp0aCNYhb65Q46oOzyNnL6fIXiTgZ7D2fSM3hvbdrSKzlliMvWEiA6XkdWhSNQy+VzcjSOZIzmqP2TtmSKeCZi0xguI5lSSRiCYnDhctnSDjGQKkHSRv8Ay7UeBzGLZoA+hopmY5do2DBtKlGUoMEd9T9grvEwnVedJPikktNNBkea71La+kFIV2XEs5BuGngGRj7ssbNKy47MCQcPwq4bF\/7tt\/y24\/aTVSG8m9V5fLEt1K0whVhGWAB8rGWcgeW+Ao1Hjges5kdn0mSJs87P6hCht5IfCOuYNiVnYto0YyNXLPZVb2bVhQhBatTzO3C3vsRu2kl3kBpSlehLyxNzXYWoKDLjrCi97hmKj3tiqX3T26cvDdt1N11zMAxwJgxzqjY8Cc5yvP1Vcu5N3GtuoZ0U6n4GRVI8tsczkV17T3a2Rcfd47WXytX1kofyjxzxfnzr4Jhtux2RtXHb2lUlnrSacY34Sl1a68rnax+ypY6hRyTSyx1u+tiCCIg5PZ9+OBH+PvrQdJGxvC4eQ6xOKsB5y9vvHdVwxbI2coAAhCgYA8IP75K5HZOzuX1OO7wg9v8A5ldl\/pAwjVnh638i\/qOQvRSuv9SHm\/oePdl7YltSYpAWjDHMZ5o3ayZ5H1cj6jxrW70yLIdSkMNPAj94PEH216\/u9x9hSEtJb2TsebM4JPvL10+L3d\/\/AHWx\/OX\/AOda8vTrDNfqK38i\/qLo+jFZa7yHm\/oeLZ34KPVVvbpJ1GzFJ4F1dvaGdyD+bp+yr08Xm73+62H2r\/8AOtg+6+yCgjMdsYwulYuu8kKBgAL1mAMVEPTrDp3dCt\/Iv6jKfozWasqkPN\/Q8XNxJ9tTyHZ3VQKg4cBI548WPn8ufNR7EFehh0fbv\/7rY\/nL\/wDOs191NjnnFan2y+rHpO6s16d4b9hW\/kX9Rg\/Ret+0h5v6FC7HtwRw5Y9nOpFuO3V3XqaFl9pDK\/6g1W3Hu1slfNjth7Jv\/wDSuyLYGy1YMq26uM4YT8RkEHj1ncSKzj6fYVf\/AF638i\/qI\/4XrftIeb+hrobkdtbfYe1pLZusi4rykjPmuvc3ceeD2faD2+B2PfH\/AGg\/Mrtt47RM6XRcjBxcniD2EdZxrYf6RMI1Z4et\/JH+oq\/4Ur\/tIeb+htd7NmWu1bdio1N1bac4DxyBT5PqOeB7CD3V4juIShIPPUR2cdPA8Ow+rt\/X7JtRaxtqjkVG7WW6Zc+3EnGtDc7l7Eclngs2ZmLMxcElickny+ea1ZenmFfChW\/kX9RbH0Xrr\/Uh5v6HmLdvajWk8cy5OhwWA++TGHX3qW99eiL9VmiOkhlZNSMOOQQHQj3aa2X\/AGG2F\/u9n+eP\/nW3ttm7PjUInVKiqFVBcEBVAwFA6zgAOGKmn6fYaOjoVv5F\/UTL0YrP\/Uh5v6HjjfZWtb6TSSh61Z42U6SrEK4YEcmDjII5EVYO7e1fDV62Vybg\/dZJGMrSEEjUWkJLDI5Z4Y7OFXltHcvYc7a5oLOV8Aa3cMcDkMl+VfbPc7YkX3OG0j540SafOADcpO3C\/YK5+K9McNWi1uKq109RfH1jo7P2NXwtTNng1wau\/oQqlKV92OMK+ah3j7a+mrw3K6VLBkt7S5tVVTHHBLOY4TEZMCMu0Wn7mzYJPZk8MCtXFV50o3hDN1s7W+pjJtcEUfSrB6ctzU2bcqYBptrhWeNOyORCBLEv4o1RsPU+Pvar6rKFeNamqkeDJTurilKVcSK+Fh3j7a+1anRt0n2thbJbz2pmIlfVMixAmJ21jUHGZHGWGCRwC8a18TVnTjeEMz6XsYybXBFV0q3OnfdG2RIdoWCqtvPpEqxrpTMq9ZDOigYQOMhgMDOjhknNZbH2Pc3RK20M07DzhFE8mnu1FRhffiscPi4VqW8Wi535PoxGSauabac+leHM8B+8\/wDXfWu2dPob1Hgf3H3GtlvZsS8tm\/1q3uLcE6UM0Dxq2OPksw0seZwDmtO8RABPI8vdWLq5nmi7oXJDSsXZk+pePMcD7Ow\/9d1ZVbad1cyFKUqQKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApilKAYpilKAYpilKAYpima5wxM3mqzHuVS390VjKSirydl36EpN8DhimK2UGwrpxkRSY\/GAT9EhBrJi3VuzzQL+VIn\/tY1yK3pFsui2qmJpprk5xv5XuXxwlaXCD8maTFMVI49zbk8zCP67H9SVkJuRL2yRj2Bm\/WBXNqenOw6fHFR915fJMuWzMS\/8AI\/l8yKYpipnBuP8AhykjuWLB+1mP6q0W9Oy1tpAqlipjDgtjPEspBIAB4juHOstmemWytpYr7LhamaVm\/uyS046tLUivs6vRhnmrLxRqcUxSlepNIYpilKAYpilKAUpSgLL6NoN3Gt87UOLrrn4a71fq\/J0cLY6PwvXUja23K\/D\/AP1tp\/41Hfo\/7oQX88r3KiSK3RCID5skkpfSXA85FCP5PIkjPAEGUb+9Juz4xdWcNmcrHNarKIoI1WYK8OUjxnQsnbwPDgOVedxKlLEOnTlUb4u0rJX6aFEvvWVyfdItrsmS2ibafG1WRepkL3AOt4yFy1uesOUznV3DPHFV94JuX+Efi7T\/AMasLfPZtjNYxDaTmG2jEUjkyGLLrHoVCQNRJLHyV8okDFVl0idGezZ9nPe7IdlEcLz462SVJ4odXXIRPl0kUK+BkcV0kccjm4KcFDLKc1rb1XaP\/krg+9lTbdEImm8H\/m\/hEnUecfqdbdVxk8o+Rp87j31YfR7b7tG2Q7TbF3rfX9Zer5Otur4W50eZp5e+qd2Rcfen2rn9I\/f9tXF9HLY1rc3UpuFSVorcSQxSAMuouFaTQeDFPIAznGvPMAj0eNaWHcnKSt7Ls3y4\/Mvn90kdns\/cyV0jjbVI8ixonX7SGp3YIq5LYGWIHGtxvTuTuxs\/R4Yhh6zV1ebm\/fVo06vuUhxjUvPvrebT3rvopJEg2RPNFHIUScTxQiQLw1ohQ+SezGeHdyqnOmvfCW\/eGOa1lsZIBITHMxLMJurAIDRoQv1Z48Qc+quJhqdevVilOSjz\/wDUTfdw4eRVFNvj8S7RabJl2Zp8\/ZIhLZL3BxHDKZMhmPXeTIpx28MDhVIz9IsWxLm5XZCxzWc3UmJJXuGVWSJescdYwkJLtIpBI5DsAqxti\/8Adtv+W3H7SavPm4e7Em2L1LeNhGpVnklI1dXBHjW4XPlMSVAGebjPDNZ4SlBRrbxtxUmrN6aO9336cSYpa3PR3RZvnFvLbXMN5bopTTHPECZI5EmDGORC41RuGR+GSVKqwbjw82727L6iSeEHV1FzLCG7xBI8RPDvC5r0FtHbmyt14XtLFTLeEB3Vm1sZGQaZbuXgFGnSRGgHAjCqG1V5\/upmkZnc6nd2d2P3zOSzE47ySffW1sii7znFWg7ZU\/mZUlxfIj1hPoYHsPA+zv8AdW9qP3UWliO48PZzH6K2uyp9S4PNeHu7P8K69F2eVlqMulKVsEilKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCpvsfdKF4kaQya2QOdLhR5XlAYKnsIFQyCJnIVRlmOFXvJ5DjVh7vpeoipIsWFAUFpDqCjgAerBBwMAV83\/SPtLFYXC0\/smIjTlmu1mUZyjZr1b8UnxXh0OxsejCc3vIXVul0mcot1LQfeFvbI\/wCoMBWSm79qOUUfvGr+8TWxjzjysZ9QIH6Sa5V8Dr+kW1Kj9fFVH\/3J2+Z6qODoLhBeSMaHZ8K+bHEv5MSL+oVkKMcuA7q+0rlVa9SrrUk34tv5l8YRjwQpSlUmQr4zAcTwA4knhj7a+0NSrX1Br32xCORaQ90UUk\/6YlIqP722Mt0yGGJ8KhDNJiHmQQNMhB4ceztqYUr0eyNvR2TiI4rCUvXSavOWZesrPSKh16+Zp4jCuvBwqS07lb53K2\/7KXf4A+LHx\/8AVWsvLCWL7ojp62U4PsbkfdVtSZwdOC2OAJKjPZkgEge41FrrdaWdtc82T+CkfBR+Cuphge7219Q9Hf0n1a1SUtpSpwprpGo5t9yTlp1bt3XOJi9iRikqKbfirfgQWlWDBubbDzjI\/tcKP\/QoP6a2Fvu9apyiQ\/lZk\/aE12sV+lnZNP8AVQqT8IpL4yT+BrQ2DXfFpfnwKupVi72wRRW76UjXgqriNVwSwXhgc9Jaq6r1for6SR27hpYmFNwSm4q7TvZJ30XeaOOwf2Wag3fS4pSlemNIl\/RXvs2yZmfQZYZECTxAhWIU6kdCeGtctwPAhiOHAiy7rpL3eVzdLaM9354bwKFZNePOMjPpDfjgk+2qFpWhX2bSrTzu6fB2dr+JhKmm7noz6Sl2DstJMYzdQuFzni0chC59\/OtBs3ejZ9tu+Yba4S4maB7d4+KSC5vGkefMTgOqJqm0sRgrGME540Lt\/bc831bzTSRqfubzyOuocAQrsR5PEDh31x2NFgFu0nA9g\/zz9laFDZloxpSldKWbTgzBU9LHRtRCrhhwzxH5Q5\/u+2r1+ilawyy3MzAGWKGJYuPmiYzCYgd\/1ca57Ax76pfaUWpT3jyh7uf6M1n9F2982y7lZYvKBGiSEnCyoSMoSPNJwCGwcMF4EZB3MfRlOnKnHi1+V7+BlNXVkXHvB0obXN+9rbLbRkXrW0MUsfnkP1aNJJJIPP4MNOngwAzzO++kmkZsoDOIxd+EKI9BzxMZNwEJ8oxebz7RHnjiod0xb1bLvFt7izDjaGVdpVHVGFYzwW4GCJJQ4GnTyAzq06Q1b7b2xcXTmS5lkmkx58jltI54UckXmdKgDnWnhsDndOqo5MvFc21p5eJjGHB8C9bL\/uxJ\/wAquv781VF9Hndma+upOquprHq7Ul5LdtMsiu6jq1ORhNQVmPHzUGOORBrnbdywKCa4EJBUW4uJRHoOcqYw2nB4kjHaa2GyLp7QB45JIZADmWKRon8rmoaMg8sDnWdPAytUSl95t3twuFDib3pE2e9nd3EU8zXTpKNd251PLqjR1L5J8sKVUjPArjsrRwyBgCORrS7QvHlYsxJJJPFixJJyWYnizE5JJrL2LNzX+sP3\/urpUZ2Sg+St0LE+R823Fyb3H9Y\/fXUVMLjtU9veDz945\/ZWzuYg4IPb29x7DXXfW+tcdo4j293vrOVPVtE2MgGlYWyZ9Qwea\/q7Ps5fZWbVkXdXJFKUrIClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAdtoyhlL6tIYFgpw2Bx4HsNWBa722pwCXTh98hOPepNV1SvLekfojgtuZHiXJOKajlduPc01yN7B4+phr5La9S1f5btsZ66L4i5+zOa6Jd5rRecoP5KSN\/dU1WNfVUk4AJJ4AAZJPcAOZrxsP0Q7Njd1K9Rr\/8AC+OVnQfpBWfCK+P1LDk3wtRy6xvZHj++RWNJvvD97HKfboX9TGtNs3dG4kwXxCv43lN+YvL2EipLszdW3i84da3fIAR7k5D35rzO0sB6GbMvFynWmuUJ385Ryx+N+43aNXaNbWyiu9fg7swBvnq4RQO7Y4DVnj7EUnFd0F\/tKXlDFEPw5Ay4\/ql9X\/pqSxxhRhQFHcAFH2CvrsAMkgDvJwPtNeRq7e2bD1cHs+CfJ1JTqvyvFe7U31haz1qVX7ko\/U0cVhfN59wieqOBG\/S4H6qy4dlH7+a4k9XW9UPsgCn9NLjb1qnOWM\/kt1n7PNau83zgX7mryHs4dWp97cR+bWzRwm38e7YfDZU+GSjCkv58sfjIxlPC0vvzv4ycvhd\/IkccQXkPfzP2nia51A7zfWZvuaJH6yTKR7MgD7RWmuNt3L+dLJ\/VYxj7I8euuzgv0VbXxPrYiUafi88v9t1\/uNart3Dw0gm\/gvj9Czby\/ii+6OiepmAPuHM+6tTNvbaLyZm9Sxt9mXAH6ark\/p76+V7LBfoh2fBf8xWnN\/8ATlgvK0n8TnVNv1W\/Uil46\/QnMu+8Y82KRvymVP1aq11zvrOSdCxqvZqDOft1AfoqL0r0uF\/R5sLDu6oZn\/1uUvg3b4GnU2tip\/5reFkbLam3J5xpkYFdWrQFVRkcuQz38zWtpSvWYPBUMJT3WHgoR6RSS8bLmaFSrOo803d94pSlbRgKx9oT6F4czwH+PurIrUn66T8Uf3R\/if8ArhVc5WVkQzr8F8gH75nAX2HP6+f2VuIkCgAcgMV9Kj1cOXq9ldO0JdKk9p4D2n\/LJpGKhqDrhvlLFTw44U9\/Zx9tdG1LYABlGMcDj9B+391aytnY3YYaH7RgN3+o+v11Up5tGRcy7GfWoPbyPt\/z5107XnwNI5n9X+fL7awI5GhYgewg9o5g\/Z+uuqeUucnn+r1Cjq+rbmLnZY6dWWPADOO8jkB7\/wBVfLu5LnJ5di93+JrppVObSxArstpdLA9x\/R2\/ozXXSoTsCSA0rD2TNlcHmvD3dn7x7qx4Npn74A+scP0HnW5vFZMyufbteqcOPNJ4\/wDuH7\/bWzBzWK8iSggEZPIHgQezh2+6uvZMvAoea\/qzy9x\/WKiLs\/EGdSlKtJFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFbPdnaXg8qufMI0P2+S2OI9hAPuNaylamOwVLGYeeHqq8ZxcX4NW8+hnSqSpyU48VqWrdbZt41DNImCMrhtZYeoLkmtDfb7IPuUbN+M7BB+auSR7xUIpXzzZn6KtlYd5q7lVfe8sfKNn43dn0R1623a89I2j8X8TfXe9l0\/JljHciD9b5Nae6uXkOZGZz3sxb9Z4V00r3WA2LgcD\/8ajCHfGKT8+L8zl1cTVq\/fk37xSlK6hSKUpQClKUApSlAKUpQClK+SOFBJ5AZNAYW1rjSNI5nn6l\/z5fbXZYQiNePAnixPDHcPd++sjd7ZiXAnuJzL1cIUmOFVaRixIUDWMBVA459Z4YNdG2rOKRovBJJLjrVOIGAMsbjiVYR+ScjOMfgnnzrg9u4f7VKhreOjdnki8uezlwTy666cr30Lvs88in14K+r1tw8TnFdIxwDk4zkcvtrXbYmy2ByA\/Sf8sVkQ7LuYR1rwyrEAcuYyB3AntC57Twro2fsu4uNRijklwfKZVJAJ44zy1ernWzLaeHlSdTeRyp2bzKyfRu9k+4r3U75crv4MwaV329jK79WiO0uSOqCHUCOeVxkY7c8q2FjsSQXEMNykkQklVSCNJKk4JUkEH2jNUV9oUKKeaauoudrrM4pXbS4tfAiFGcuC52vyuaqWQtz44GM+r99ca2W1NlOrz9WjtDDO8ZkxkKFcqoZuWrGPt9dcLPYtzKuuOKV4x9+qEg454\/Cx6s0W0cO6aquaSduLSs2rpPXR2fDiHRnmy2d\/wAowKVk2mzppRmOORxrEeUQt5ZGQvDtxxr7d7OmjUNIjopdowxGAXjJV1B7wwYf1T3VZ9qo593nWbha6vfja3G9tSN3K17Oxi0qfbm7p2JsJdo7Ra9a3S8FqtvYLCZA2hHMsz3HkpH5YGDp444nUBWr3l3XiNx1eyJH2lCbUXIZE1SQoOEiThABrTySSABh14DjUrEQcnHpz5ad5VmI1aTlCTzypGM4rqrJXZ07QyTpG7QRYEs4QlI2fAQO3IFiVA9tWF0ldF1xBdSps22vLi1jhjZpdBmId4+sdQyqNZGQdKgkZHeKyniIRai31+FvqiXJFaV2W8pUgjsPLvHaKzdg7Curx+rtYZbiQDLJGhbSM4y55IM8MsRxrld7vXkUwtpIJ1umIC2phbrH1ZwUQDLg4biuRwPcaz3kU7X14i5sFYEZHIjIr7W12LutdQXNtbX8E9sJ7qKNda6Ncck0ccnVvxUsoYcs41DIrd767kXNvLctBBctZQzMq3LIXGhPOYsAMqDqywGBg5PA1sxxdNtK\/FX5W428zLMiH0rZbr7GkvZ4reHHWSvpDHkoALu7Y7FQM3uqbJu\/u+0ptBd3qThmj\/lCRLdbQyrkEY4OE1AjJIH4\/EEzVxMKbs7t2vor2XVhysVvSpzs\/cjrbKeSIPcXsW1vAo1t2E0ciBULOgVfKXizB8gacGottLYtzBKIZoZY5zjTA0ban1HC6AAdeTkDTnJ4VNPEQm2k9V\/5v4akqSZr6Vt9ubtXtoqtdW80CMcK8kZCk4zp1DgGxk6Tg8DwrITcvaR1kWl0erA6z6hvJyokHDGWOgq2FycEd9Zb+na+ZW8ULo0FK2OwthXV4StrDLOyjLCNCwUHONTclzg4yeODipLvDuW0Vvs8xx3BvbprlJbZlOrXbyBFVIioZTp1E5zyrGpiacJKLer+GjevRWQckiE0rZTbAu1MQaCcNOzLboYm1TFCA\/VpjU2CV4gdtctu7u3lnp8KgmgDeYZEIDEcSAw4FgOzOazVWDaV1r3i6NXSpluLu9ZT295c3rXax2vUnTaGDUwndozwuVKnBCdq8M8+FZ8+5tlINn3FpJctaXe1I7KSK5ESToWmEbsrQeQRpEgyM4OnnxAoljKcZOLvppw0vbNbyIzIr6lS3fLcq5t5LloYLg2UNw6LcshYaEbTqLADKggguBgYPdWp2Juze3as9tbzzopwzxxkrkDJUHkzYx5IyeI76tjiKcoZ8yt4rTx7ycytc1FKlO5+413fi4KK6eDwyMcwsxe4iAPggGQVnbPI8u6u\/d\/o7vrlLlhHLG1uuOqaBi00w4mBMEYkAwTz84d9YyxdGN05LS1\/fwIzIh9K2+y92b24d44LeaSSJisyLGfqmBKlZCeCtkMME54HuroGxLrXJH1M3WwxtJNF1TBoo0wWd1IyFAZTn8Yd9Wb2F7XXmTdGvpW3Tdm9MogFvObgxiUQdU2sRnk7L94vrbGKzNk7uPHdw29\/BeIHbyoIYh1zppcgwh+DjUOJGeCtjiKxlXgle64X0tewuiOUrJ2pEqSSKgkVFmdUWUASKquyqJQvASAABgOGc1jVandXJFKUqQKUpQClKUApSlAKUpQClKUApSlAKUpQClKUArWbYn+9Htb29g\/f9lZ11NoUn7B3nsrQsxPE885zVFadlYhskW5UUh6xrecQXSgaIWKqs654gmQ6SRx4EHmOXEiSkJ4TYmQQi9Lv4SINOnGhtBfQSNf+fZpqtqzNiX5t5UlUBijagpyAeBXjj214na\/o7UxM6teE9XCaisqUnmpuCg5pq8LvNaSbUtc1lY3sPjFBRg1pdX1utJXul15XXLkT61SWCa4nuZ0e0ZZV0df1nWamISJYs+SyjK47OI5ZrF2EyzWkCQqsjxu\/XRm+eyZGZywlPVkdYuDnPHHIduIJdy63ZyAC0jOQOwuxYgerjXURWsvRFzppzq2neDWWOWKyQlBJqEotu03eSkr6aJKzz7RtLRaa8Xd6tPi13cLFh2lys91ckOgfwUII4LjqlumUYYC4kQMMYQErjkDnArJunRRYDyFZNoYePwnwrqs5YqZWOTjyc9gPDsqsyKYqanobCU4uNVqMYqKVulOVL2kmrSvrFtcFLLoFtJpO8dW7\/wC5S6d3W3dcne+Ei3UUggZU8HupTPahgOt1OxFyh5yHGSRxxk45DO1hnWQW0sAiMcVugMjbQktRbsg8pZIE4N2DODqHPhg1WUUeogDtOK2G0LFQuVHEc+3I5dvb7Kzl6GRlh40Y1XaDk1dPhNWknllFyd7uLb0TyvMgtpPO5uPG1\/c9LXTt3+asSZdrkW17JCwid9oAr1bEHS5QM0ZIDAN5RzgHieVRu\/hn6iKR5Q8byyaITMXZH1HW7RngpZsnP4wzzrVUrq4HYcMJJyptazUneKbsqapqN730tfN3tW1ua1XFOorPpbj33v8A2LV6Ire+Fu8uyL1EvhcabjY87QpHNBpOJl8IbTIeKqSApADDUPJDTO1u9nxbYiUNZ29zPsKS2vzbMBartKYIxVG5Akq47z9WD5ROfO7KDz40x\/8Aat+pg88m2+N+WuvXqly+ZpOFy3bjd99m7D2pb3Mlsbpri1fwaG5SdljE0aqzaDwL6ZCF5hVBOM4qf76WV9cbVgubTaFvHY24g8IX+UREtuiHrZ1lgDaZOtiPBjkHVgkBQa8xBR6vspoHcPsqJYJt3ctdeXVJde4ZC+93ZLe9k23JZu03W3qNFsqPaCbIF5Hq8u5NyVEmguZnCqyjyiGH1gxsd49qCO82I9rPYxSpY3EBe5u5L2DUOrha3kvPujHPXKkzYywzx1YPnRlB58aYqHgFe+bu\/wBuXrb4XGQvneS0jgOy2kL2Nx\/2igJ2OdsfyrCITMOsvUZmLQgkkcSBhzkZPDdbD240m27xZJy1s0E8YRp8xFFSMIqqW0d\/LvbvNeawoHYPsrabGl+8PtX94\/f9tWU8CmnGUuKa4cLu\/X8feSoE36KNupY3tvPNwiUlJSASVSWNoi+BxOksGIGTgHFSRui\/61ne7sl2brZxfi6RyYjllAj7ZfNBGcZzgnka2r5pHcPbiulVw8nPPCVm1Z6X4Xt4NXfXwM3HW6LM2btBYNj3q2szqDtoJG2rqZZLfTCAxVTqUMoGQPWO+t9aXKTybBaa6MMngc6yXQkjaQMqoscbPMGCs+WTLjPlHHE5qlsUxVEtnp3d9W5O9lzjl\/uQ4F275BY9l7RjkVYJzcW8ot22s21JGU3cQE+XOIi4EnkrxwpJArt2\/t9xt20CzkW6xRKVWf6rDxyGQMA2gkkjOe5e4VRgUV9xWEdmJJpyvfNy9pRXNvhl68yN2XHZq11a3tps6aO3u12\/PPJH14tjc2up0URyAjKA9XwBx9WM+cM7drjTLsBZ7mK5lilu0nuFnEoDKippaQnyiuNGo+cUJ45qhSBTAqJbMzf5tNeWusXHjfvvYbstTdPa0l3teTwm8ljCSXa27deqg5k0LbQtKGSBXQDigBIjwDk5rY78qibJlidUhnXaMchtDtQ7VeLUNIYyuToZl1HQvABsnixqmsUAFWS2enOMk7JZdLez7+fen3DJqWp0LTTC02ktq8Md03gvUdc0KqSHlL8LgFDhNXMHmPVW229cE\/yV\/KE1tJtOPbkGBbyoVjsjPGzGZYcRI2sR4IA4Dtw1UqRTFJ7PUqrqX4u\/DX7uW178O6xLhrcuvYW23k2xtBZZy1u1rcxhHnzEVXq1jVVLaOWcY727znjuTCosbCQSGeOOZpLgttYbNj2biQOSYYVD3DHyjh9RJPDCvwpbFfCorCWzU1ZSt93l0TXJrjf63I3Zea7RX+VNrwxzpF4Ts50tmNx1UbXT21uqsHB0rJnPlDyvJPdWh6OXnT+VLOS5VLuS2CwM96QrTqXDtHMWxrIMflDiQO5eFV4pisuzkouOblFcOcba++2q+I3Zb25WzmNlcIXN3Ou1GFxYja67NRNKhWu3uFHWTAlQdWoqQowMqcye52tEu05JoZYiP+yJZJhKJA0gmLJ5b+e2Ah8riRjNeeSor7isKmzM8nJy435dbd9uXTxuHTuWf0U3Et2L5pZ557praNUs2vxaPeKGfKm6ky6LHnkjKPrOPAiphd3EIn2FholMU10kqi98N6kiNQYmuZDl9LZXJ4ZXA4AVQBFMCsq2zVUm5ZrcdLdYuPVLv4X5XsHTuzZb0MDc3JGCDezkEHIIMzkEEcxWtpSujGOVJFgpSlZAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoDTbUn1Ngcl4e\/t\/wAPdWJVUS9J14xJ6u1GePCObn7564+Mu79HbfmS\/OrzstsUG73fkUb1Fs0qpvGXd+jtvzJfnU8Zd36O2\/Ml+dUdrUO\/yG9iWzSqm8Zd36O2\/Ml+dTxl3fo7b8yX51O1qHf5DexLZpVTeMu79HbfmS\/Op4y7v0dt+ZL86na2H6vyG9iXTsWLiW7uA9p5\/o\/XW0YZ4HljFUZB0s3qjAjtMf0c32n6+ufjev8A0dp8Kb59bENtYWKtd+RKqxLPuI9JI7j+jsP2Vwqq7npSvHOTHa5xjIjm4+36+urxl3fo7b8yX51UPa2Hvo35Eb2JbNKqbxl3fo7b8yX51PGXd+jtvzJfnVHa1Dv8hvYls0qpvGXd+jtvzJfnU8Zd36O2\/Ml+dTtah3+Q3sS2aVU3jLu\/R235kvzqeMu79HbfmS\/Op2tQ7\/Ib2JbNconKkEcwc1UnjLu\/R235kvzqeMu79HbfmS\/Op2vQ6vyG9iX3E4YAjkRmuVUdH0t3wGBHaYA4fVzfxFffG9f+jtPhTfPraW3MN1fkZb6JeFKo\/wAb1\/6O0+FN8+njev8A0dp8Kb59T25hur8hvol4Uqj\/ABvX\/o7T4U3z6eN6\/wDR2nwpvn07cw3V+Q30S8KVR\/jev\/R2nwpvn08b1\/6O0+FN8+nbmG6vyG+iXhSqP8b1\/wCjtPhTfPp43r\/0dp8Kb59O3MN1fkN9EvClUf43r\/0dp8Kb59PG9f8Ao7T4U3z6duYbq\/Ib6JeFKo\/xvX\/o7T4U3z6eN6\/9HafCm+fTtzDdX5DfRLwpVH+N6\/8AR2nwpvn08b1\/6O0+FN8+nbmG6vyG+iXhSqP8b1\/6O0+FN8+njev\/AEdp8Kb59O3MN1fkN9EvClUf43r\/ANHafCm+fTxvX\/o7T4U3z6duYbq\/Ib6JeFKo\/wAb1\/6O0+FN8+njev8A0dp8Kb59O3MN1fkN9EvClUf43r\/0dp8Kb59PG9f+jtPhTfPp25hur8hvol4Uqj\/G9f8Ao7T4U3z6eN6\/9HafCm+fTtzDdX5DfRLwpVH+N6\/9HafCm+fTxvX\/AKO0+FN8+nbmG6vyG+iXhSqP8b1\/6O0+FN8+njev\/R2nwpvn07cw3V+Q30S8KVR\/jev\/AEdp8Kb59PG9f+jtPhTfPp25hur8hvol4Uqj\/G9f+jtPhTfPp43r\/wBHafCm+fTtzDdX5DfRLwpVH+N6\/wDR2nwpvn08b1\/6O0+FN8+nbmG6vyG+iXhSqP8AG9f+jtPhTfPp43r\/ANHafCm+fTtzDdX5DfRLwpVH+N6\/9HafCm+fTxvX\/o7T4U3z6duYbq\/Ib6JXlKUrxRqClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAf\/Z\" width=\"251px\" alt=\"time\"\/><\/p>\n<p>When the value is negative, it signifies the poor financial health of the firm. This happens when the company incurs significant losses in the previous year. It is often assumed that the retained profits are negative only if the net income is negative. But there are instances where the net income is positive, but the retained income is still negative. Based on the amount of net income earned, your company might decide to pay a certain portion to shareholders as dividends. Some companies don\u2019t have dividend payouts\u2014in that case, there\u2019s nothing to subtract.<\/p>\n<h2 id=\"toc-2\">Find your beginning retained earnings balance<\/h2>\n<p>Divvy and its affiliates do not provide tax, legal or accounting advice. This material has been prepared for informational purposes only, and is not intended to provide, and should not be relied on, for tax, legal or accounting advice. You should consult your own tax, legal and accounting advisors before engaging in any transaction. Divvy makes no representations as to the accuracy or any other aspect of information contained in other websites.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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How to Calculate Them Find your beginning retained earnings balance Resources for Your Growing Business Factors that can influence a company&#8217;s retained earnings How can you use retained earnings? Additional Resources Additionally, it helps investors to understand if the business is capable of making regular dividend payments. 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