A descoberta do amido traz benefícios para as indústrias de cerveja, panificação e moagem
A investigação trouxe clareza à antiga questão de como os grânulos de amido se formam nas sementes das culturas Triticeae – trigo, cevada e centeio – revelando diversos benefícios potenciais para inúmeras indústrias e para a saúde humana.
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dnWKWZFkAGWAaqyFfE9BzE4J7+W5HpeF3JcqOjQhgIYRLAVXqAAEkihEBEasIkolCX49F8Z16ynFOjjV0qXtjKNzUjMpFChSQ7DtXCAQggCIAwQIgJAAxiI1nnUHT1ajg8T2nBs5EMsGvL6Q6RsfOvP8H3eVPM9K6u2vo074xYO5iNMz84y7eT1rnv5zRNkJDze/L6a50OBNKhQhDCiAMUDvSxlsbCdmzHsSiu2tZIQGEFbVEBJGBFEBBABWSoIAkQPS5PTgIlZo4vWwleplpzZbGZbKRRFoa8XWNNbpCAgAIIJCQQMACshprgHS+gL5bi7gW8G50+j13RSyhbLMtkVy1Vr2ADKAMFBZKwLxu21mKrVhHR6V4nt/H+xZrR62gpARABSCQqMoBbh02lHS5HWEqvpFIgYALW5IHQhIK4YKItRCCCEEilN2ShO7Vy6zr5a7V0aMXUjRUtJflLmVddRj7OPaOjIKCoBIQSEghIASSG+jJ0UOe9Dn6Q6+cs7/FufT5782ahR7eZ3ozMESUrAsUSoBCQAMUFoQmLRbzjn+o8T7Bm2q6ppQQARSCAkACIo0FZm6HDzWezqNkuaFAqVBBAqqloUhWLUEAJISSAVlNK3VRV530mGzldnhdg0dPi7pdNGmkRhkNiFyvfVcWVXUigqAEEBBAQCSEElee6vIVz62XCF9rTn3TWfyve83Z7U47pX04OmFWQCssoRloCQkEIpAsEIRCzznoOWnF9L5ruXPbrsqm0IIqOgJACQgRkDj14q86wa49N3OH3M6y121K9V1IhBK4CNASI6UJICSEMgM+iyLUFhTzulw7KutyuoX6ab5aKdhMjbGMN+zGKZDoojlashAQQFSQqQEEklf//EACwQAAICAgECBgEFAAMBAAAAAAECAAMEERIQEwUgITAxQDIUIjM0QRUjJEL/2gAIAQEAAQUC+mJbSlwg6iCEwmE+cRvIJ+5Ltbr1LrDQlecjQX0md6ra1QADoQGmXjtZWVKH2PDiBe7ajmLU1kroSvpym56S3Hotj0GD0O+iiZxVshbLFjOzdKcF3iYVCwAIC0+Zqajs7W9oztNMui5q9EH7QjiDoOrGE+YQCGHy2pyFViGuzKVYxLHpg4wrTc3OU5TlMqgXV+wjlH/kRahD6dD131dA8d0qb9TTLc3Y64OOApabm4ZlW2Y7L4iGlakrNzc3L6EvFtTUt9r5Agg6MYfLqagE+IT5hMlOF/XHTnkGEzc3NzcUzOr4X+dVLtj1dmrfXkIWWb3NdNzcyKVyK3rap/JWd0HyZic8bwqjk5M3Nzc3Nyytbktral/siN6OvVz5x0Yw+fxBfXrhHWU0PlE8SH/X58LH7anpuE7moV6bPkBmTQL69aPXw+zlUeu4PWY1fZpPmBniK7p+yJZ8r0MPmA6Ew+xmLvH6qxVq7BdUfKoniTefDq7t0Pl5DoT5QZ4hR5KLezb6Mp6g6lT9yrz3/uxPo6nGamumuolvwh9BG6jqB0Y+TU15bBuryYuQaHBWxSJqagWWWLQjubH82HX26D72g62oa7euDkcCw651vCvw47xD57jrF94TUAmuh8934J8Rj1AmproT5z5P8/1Eewr4feY2BesdGQ12vUa/EBBk45hyccSzPju1jU0NbExa1l+IjV9aU7lsMPuieJJ+7HweQ/Q0S3w/0ZSpozGSKVsV2WsWY9l9mBW1IPmEzm1V7yiAevl15bPxWGHoB5CfNub8omPjd61FStdzcdEsXKxzQ3lRO3VE9Rm1cH6eHLvIMPvCMqsobrk0C5PghmWYmMTNQwNzB8moxWtLbDbZ7GprrxMCe4JY3Fl9YegEHkPuCLpRubm5uW1i6rGxUQGqkjIw+A6VMLqdT4Ocyfp+nhn5GH3hP8Qzc3AZnV8bh8n46H5Wzc4zhDxWWZdSS217m9vXt76b6CX+to9BBB5D7Wpqah9FHlScv37iKRHwEJuoek+G77xXcA1M+g2J08M/Iw+8IInkz/4ZiZUPQzUzuSHuWGfP2yNwRYTys6DyH3n+OJHl5CtFUMwASEzccC1MOjs1zlOUysUWj4PhzayGh94QSplfpqfEyru43TGy+M9GGoFniDBn15kRrCuCIcJPq6lzcKq/joPIfd+AbTtTyHwfmdtzBVMjH7y0UdlSNjgYdwGA+jGEzcRp4jTo0vwuh94Q+iKWVkzXA/XNLLrLei1WMvx0qtsqgz5ZmsR5qKjdYla1JB7e5vrub8omWLGaiwHqPf1LsiuhWyv1Eqbki7nEH2dCEejHU5dFMyP3Y0xLO5jt7wmU3HF8mNT3rfRQyo8swamltT0tK63sNuLbUvlx6xTVuGc9ezub6784Eus1K2l1C2iu61ILEboGG/JroXUTu1z9Qk/UJO+sWwGPkEEs7TL/AIlBLY+K/ubh00fHmmWCXHWPMC7t2mH3RPEX8uPWKKd9BHrWxWwmF6ha13uZmP2j1oXle35GCH49jc3NzfmEAl1vAL6wQGWIGhSfuE7lggyWEFm0a153LDA8MK7PGcZxipLrhXD6qJfV3Zh4ooHu7m56GFBMrI7nXEv7tbCH3NhFsc2WdcCvna5g6gxj+0HfTPYDG64n9n/7M+Ifx8+/ZAgEzcvsSu9HKTXXUKwrCkoP7WWcIwBs4LOE4ThNAS3InZsZjrgolNXD6XzOzSJZoWSuxqnptW+siH2gJnX7PkwbeFzDyqZ8N8BsZ8iz9HRxyMVquiNwf56n0r97UCw6WFtzMblkU1G11UAAQDy6hWc7BO6dWISarLZ3fVs0bOY8TnfPgdMeoa+pmYnWq1qXpuTIRh7IEy8nt9QCZojrj2d6g+QfNgdrANTc5QjcyquzdMG+HofXrqamumumpqanGcYFnoIXmpfZ2qfV2pq7aAQexqanGZDPRYcrY6cOK6hlSdyz6oMzsbh1R2RqM1LIVmumuuoFj3Dd9PMCYuDBxUOiWjKoNDzEv7FnowPURPxJhM3FeeJ/yTBrAUWQFIbaQasytz03Niek1NTU9JtZzWdyciegEOlGXkG98GmAQe3qZVfOjrWRbURDKE41/W0HXJpNNvWnKtqiZtLwGt5wnCNZUkszlErva1e3zOVcFXCxeCkzc3L6+9R0xslqCltdsKzjMixkSr+E9V+ct+eSFYyi80kX0NDkUoG/c0qyrapVm1PPmamvY1AJbdXSMnKa81J3LFUKvvOONnSi5qGW2q4Km3+uJlU96nzcmmz1qs7cfIdhg09y4mb6pLhxuAJhGunetAwlJq4yo7Ruqegx6xZYLNC8VunmrusrlfiMryabJqcZxnGcZxnGGxFmTmXiEkmiiy44+GaWHvCZI1k9cfBLiqlK/soZn1dq/wBqjB2K666g/pOU30WZP9nGoWmu2mu2XYDLGUqcG4AGVHTsIVMCGZmSOODrtvdVXLbmtPVMS5oPD2n/AB4n/HrP+PWNgNBVl1QZ16TFyje7W6jZBnN+DcmgWFAw/SKLFRakHyf5PdEy/wC10wKBY7NE+PsAzxBO5jeziJzyGM3Adj1HVJ2H/Xk6ncnc3GCWDJx+1K8qxJ+tWW5djTv3Q3Wt7J6HrswkMKqa0suBEB9XEI61/kZ+MUe8JceV3TE9MR+Syr1r+z6MrDi3nVSzVVrjo3rPWb4wkcA24JvgtLbNx8l5VaOldFlkXw60w+GtLMO6v6H+W0yp+5UeuRb2Kmzr2ijY90Rjwq6Y1PetAWtGMp/j+yDMr0yfNXj22THwnrsOjNCcJwWcFnargrUSxG3SdW3eTPeUY9l0pwq658Tc3NzNxQR9AMUPNWmo7pUMi43vqY55Y590TPfjR08MP/c8/wAQcU+yszP7Pkqpe5qcOuub8+5ubnoY/qvQSqv9XlgBV3Nzc5TcHrLF4We+RLKgyv3aX9T0M8Ms5UGH3FmZb3L66rLJ+hvlePet3PUysi1bsezuUfZX4yv7HXGxDZFCovubj1gx71ra3KTh4YmqDCZubm5uJMg7yPo3UrarKa36YVvayIYfaEy7uzTiYxvZeKLynKPXo5X5+H2cbT9kfjad29MTG3N+/uXVJet1LUvg/wBRoT0PQS+zs0VYttsXArEODSRdS1Le8Jl0dxOi4djrSzBYYfYEZlrX92ZlAJWhKxjNzLsZKoDxNTi2s/YY6U/MxKe4+/pXVi6vD2tUPUCEhFA7lm5ynKZA7lHt78uXV27sbHFYJmQSqUWrakI668moSqLk5BvbAqFdJh9Bz5Mnqc2zlZ08Pu4ufsZb8aoqlmRRWn07Twldqup62WitVLXMom+mpkHhj4ta2P1J9kHrYAR89Lv4KbWpejJrvGpqampqampbkV1Syy7JevAuaU0vWnbEaitp2KhO2vF/DpZj21daGZ6T9fKs52TBT931DMfHdb1RtMiy/mkI0i+QkIuRd3nxiwu90dPkCCXVmxVwqhP0dU5X1QZ9W67K7Y1c4zJvOPO9fktRgqoVVUbm5ubm5ucpuXYldkxMUqxt0dhgYfpiZFvBemOvCj6hiHSs0Jlg5V1/uCnrZk11y257TMGrtU+1vzZjMmThIzqBrqRMjFW2YFXbod9TYMyqe8KKUpWbm5ubm+u5ubnL0sJDVXcT8g/SEssFauxdog5WfVMBjHoQSgxNRcZJ2lWZdd3VByc+nub8viC7yalCJ5DEf0s+Yi7Pu3DkhPpg5LK3oQfoAbllgrFlhsbpijeR9ZT6QbJSviJ8T0acJnY3Hoh4u30BLxvMHmK+vcPJa/oXJ/2JWEVLCkVlYFYR7oEuvWoO7O3XD/sfWQerIWZVCDc5HoJyBl1fcqsrap5iXC2r3xH/ALg8wh+PoWCCETZQ13gxvgzXs6jFEFuWTPny4x1kH6w3yr1DDDNzlNxLSJ4kNtFJVveEELf+rofJy1K/3fRu/BPgxhCIljpO+NLlUmBkaanpPTfETiIdCPkVLHzDGZmPmU8XPr9Z/jGP/QYfMyCxCNN9AnS145e30hAn+9bPwxxqg/QyPxT4hhE1AOodxBfaJ+qun6m6G60wkn28R+5jfVb4wrOQMPlEvt7NH0BLm0Kv4yZuWfl01MvIV5j/ANeH3hMyzhYnxDD0HoPOtFrQYTwYSwYdU/SUT9HSYcBY2FasIKnphW8Lj9U/FF5pyAQ6nyaiiZd3dtmDjB/oXq26Mzhk+jR3WoframZMipob0EtuZpYnE+HvyxDD7wmU/cvxcjhPkETU4zKsCp5asJmi1V1gnz7hCuLsHcZWRpjXd6r6mW/GqY+S9BqvrvhWamp8DJy+QiLzcAInujpoNP01ENCSzCDy3GsqlXqPScdzKGp4VbpzDD7gmVZ2qumNa6uLNzkJddcB/vVEaxqMdaAW6n2AZbUly5GM9JqsNVisHX6eRZ3bOtebck/5Fo3iFkstst64P9o+6BHPFV2em/IaKzGosUmxKVdi7IxRqbRdUYfcYitLbDbZ0q9LVgHoZdSLR0ox3uaupKEJ2de5uejjLxDVMa/st8j6Obbx9tGNb12Lcmva1AI7rXAORh8w9Qw0/TEyDRYCHUw+zqeiLk5BubrQvK5RAPQxPnIGsjGwzZPRFYwek3ua93YIzMbtNjZPagIYe+zcZk19ynrXj22xPDouHQsFNQnBBDXWYcWgyzw9DDRkY7Blb2NTU4yy5UlAZ/EddD5gY/8AJ1xclqCjpapE15tQLLGSpLOeRBjUy3DIHStzW9TLarGMsYipcTH7jEwn6RAdb6jVZTc9JqtS4e6zcYPUseNEpx7LjTh11+xvoyTbrBfO7Weu5ubAjZCiNY7zjMcf+qHza9NaOSNZPkrsepqvEVMHF1KzjOM4zhPRZbelQrJysrUEWZlXbu6Y9xos2vG7NYnHRsi/4DH6B8mTV3qoCVNObBph7WVkGuVZCPOVYGRkdyYuFygAUe2RCs4wpyWtm1yacmnHc4zU1LH7T/IMPX0nKcoD+23dlvl1s11lKOTCPkXoB4lP+Slmfc0Zmczw3XcabizxAjtddnUw6u3Qxh8x94GZtfC6ml7mXDrWKorncEVlceTU9BDasJ5l8dLJbjNX0wMXl03N+7qARP5NTU15PEH/AHeGZPNIYfJqN6UosyMQOvkwh/63jCf7k18LIqs5TBsMXArleLXW7VgzstDyrh08sxg4+D0pTncY3nPTXu5NXdqqUVJuGETXqe4IrvxLvLb8hGq7t04wLNdNwYfLKGgD9ASy4pmU2LcnkvuWhSSxUlWxc9bBrcImpxmtTu08mbnPRYD656cbuiYVzBMS+qxo01M78sfCLREVB5jWpn4nxAayenh43kGH58zRR7yzcCuQwdZuL0caC7MKCwhQBryblQ0h+jfZ2aZW7VtV4gIMrHMOVjiW53oxLHU0eld9tcHiF4n/ACNsfPyIKbrgcVklb9yqCeIn1HqcbGFSloXhfQGVQ0fLrWYtHr7WRjm2/wDRUy3BYTw1f3mHzmDUJ90Sqob5TlLawJZdwtRg466PlrHKyH6BIRWFmdYmBQFtwq9EFT1xqDfZXVXSp/dMnA9CCDVjvZAiVzgru0ES7sZZEHpMmzu3eHoGuLQmGA+tq8LcGjuWe3+S7IIeU6MMPtD3Nweikzc+Rw9eEHx5jMQfuPvamp8S1b776lCrGSZ1evJ4WP2GL+JaOqsWs3AjvBjXczTudkS3ASx1xbahkJlHp4e+rGMJ6L85B3k4icMab9oHUvG13MU+p85h98wwzcWfLanxERmHaMZSsP4zfTGGqveY6O2M1obgPrNzPtBlNT3PXg1JO1SIoRIfUD8Gg/GqhF825uWVV2yzFel+YsTpbZ2a1HJvdBhpflSGW4w+Y9B1Pt2nSYeR3az0duCrNylebEwmcoyfvsUmCqWgoKQRT7zfIh/GE6eZOYFABZsakUVE9NwHTeoLCBST7O49fqGBI+cisPEHDIPvMfQtpt7Bh9o+3ajWz9IVhyb6oM5uX5QdMf8AhJhM3PQgnrV/GfecbAEHxFVWtamt1ysTszw5OWSYeuYLGuA9Pc3GUOPxY8WXI0uQTP8APcb8GmK+1h9jc37gHFTCoIyKe09N3CK6sCRMdga2Pnp/E+9gXckIAn7YwGlTiIQHXw39mS0PUKB9B1DBrQAxLNW3Oj/PcscJWcuufqn7lbB0MP0wf+2HpmjdFK8mCCa2a/8ArPo04xiFBs229gLNrK+IJh91SVb9YGn6tBP1T90FbEIhIReZW6i5b6j0QfRBmXV27Z4e/KmHqfZyz/5unhhPaMbqfoV1MtvzD0zXAqxvj/Kh0KTtmdqdiBWR2Oz0B5Kfo+H/ANYzO/rzw7+vd8j4Hx9HxHp4Z8mHqfZzP6/TB/hMeCf4eh93/REh6Z/8mN8f5V+PlHx0Mo/iPU+T/wCev+z/xAAcEQACAwEBAQEAAAAAAAAAAAABEQAQMEAgUDH/2gAIAQMBAT8B5iY6UW68rpPo5mh7PWLPgdL4FFTjpWMFFPyPyfDjjj6HqYLcfY7MUVDFwmnH4EXWvBgwPhRRfDOY8HlcfKYooPYp8BoHU2444/Lj8/kdKn5WBocYHlU444+M0NjmbWZMGB4DawPg5HEUYNTwKHd047Ghg+AvC0PC4O98Rg7n8EcCii4jqYMDAaNr0tDHHHQ0Oy5VFFwP0RQMcGRyXCrGI0XCY6duOzAMDFB2qEeFFb+UaXtWPhizoMHqYNnRghxMHKYNf//EAB0RAAICAwEBAQAAAAAAAAAAAAERAFAgMEAQYHD/2gAIAQIBAT8B51yKvNKMDVP1daipjgrV940i0Ng44chSqKLuFkOAbnsNOOUfgZsRD9idA6V4vDXuOO/fpphisnqNE7o/MDWIaP8A/8QANRAAAQMBBQcEAAcAAgMBAAAAAQACESEQEiAxQQMiMDJAUWETcYGRIzNCUmKhsVCCcpLR8P/aAAgBAQAGPwLpBe0M9M5jvcKbN07xK/EbB8L8wKGvBJ7KX1VBZUKNm6I07q64QeCR3FtMu67nvh3mV7hblVXBu6ZqjyPlbzibJfuhVF73UNEBVwN2bGyP1GzRANE1qoIg9ZPS3tWrmCjZVPdS4ybfUcN8/wBYpbzjLghw0Qc3Vb1eD5V17oK51d2Qjzg9V+ZywtezI5hQdlXwVLxHjDWjtCrr/wDkXD5wMae/AkZOrwA1uZV0meHdOehRY4VwsI7YXd21R2rv05Y7rldd/wAgx3xgZwGHgX3cx/ri/wAxkoOA7P8AbhqrvAa/serb0vtgDhog8Y2M+cdcm1PH9Zv/AGwB32g5uRwSg4a8B/t1Y6V48Yf4HNXmGRhvO+kXOzOMd3V45a7IpzDpg9J/KcsFwZuQ8HgbT26sdPDGkqt0fK0PsVD2kKWOhfiM+QuePdc8+yjZN+SpcZKpl3W9vKdmIOBre56Fu0GtFe2pjwv1fanZOnwVDhBV3abzVeYZCl5hF+U5BOY4itRwG7PU16Cf+BJNGAqGgAW3XiV3acjia3xZCv8Ae2ew6HeE3a4Kc4yULdJC9Xa/E2SF5xX35IuPWT0sNywlhX4gDnKuzb9K/sqt7Whwz1trzaWv6E4bwychKpbIUPobd5wC3N8qXnrB46wqiqiWuIW9l3RrSLKIPbm21/TN97PT2vwcLHNcR7FVe776ybZ6UNWWEvdkFOjlS0sdqq8xzwXtnR/+qCo7jopbbJUN5Rbc2uXdS2otawfpzxwwSvxH/AW653Te/SyVRQVBVBZUoNv3Qrt68NOF6o1zTXdj0JPhS0wVvNBVGALeNO1ktYSLdxy3tn9KGNu+cd0K6zqJbVo7KNejk1PhUp/Gyi3hXhUVcD/axvcUPQO80wx+nVQFvNBW4bqh4+bIY2VeMEeMX8jn1F1tkto9Q8Su1kTjqWj5XOtVkVylcqhohbxKb7oBuaDtu7/rxYK3Cqix/tZdOTugbs/k4QP1a4IcJCDRyHVXWiLL7OQ/1gYPPUQ3mUm29ZQlZqrAg4NzWQWaul1VVThDG5lCbAG8wUuq/wDzoaK4zlFsHmbnxi52QRedcF85MxSLY1JwM98B6MN2fMVvGCvHAuG3KYszwXdiLxV5zqoCydej/LbJTruU2BzcwpbxfSbkM8N05OxxZe2m60ZBRcUirLA7sVeGtvv0Z8UUaaoAZDg6H3WVVe1VajyuQIxs1RrQr20cbqgW3yK9L6mz+RbeaqZ9uGdmzm1Pa2gVbQ7XXEy5EfqwkDLMWek746Olhd9LyVd++LIq0rdZBtAGlvjp/UZynO280wVd2m65U4F1qLhzWX9t/wCqhohQ8Sv4nKyvKc1IwzghM9rDtdcgt9UIUF7Vdduu4WdlBgk0C/iMl6p+OMe4rgDhb5PTlrsio00wRMjsVvgtK3XtPzbvPC/DbPkqSqL0tnU6leptBvaDtgc3XS2DVnZbjh7WkbJt53+Jk9sLvFFQFQRLTouePdSHXj4RcdbM5HYqHbp8qnE33fCjJnZBo1QaNOO4ebZGWoW6a9io6n+Qyx8xWZtNJlQN0eFJybXE8eVRVsj1HfaO0c4maWR2wElF7sgqBE7QAece44hfis+QqPHzwM5PhQG+mFJMrcy7ouvBx6B/vgv7TdC3Z+T1VMnV4YdtT8KGCFOmF/uhTe1W+35U7M3lDhC9I/Fnvg9LZn3KdXVc0nsF2HbByR7reeF+YvzCvzP6W7tGlbs/BUOA+QrpaBRZKjQhoVUmy64SEGhsgoMYIFh477b7smqnV3tW14TRFM7YVRg3m7pdM4Ie2VeZy/4oO8PKrsz9qGEtC/Md9qDtHffHh4BV9lPHCnjuPm1sarJDqi06ojtwA0aqB8lSLd7K3yowvLu1u40lVc0Km0CmJHjobzPpB2uuC8M9FmB7BA8dzuwtDdNUGtEAWCOrf7491tO6a97hTSylFzGzJcoVFOeJuz+St0U7qXbxwna7PPXos7JeV4GQsYfHHDdXWu9rCUB1bsMMCl+87h1wknl1UNEDFBTm9j0MFXb7o91W0s/aeOYyFAtxpK0+0M2fyVXArcMNTXTXXq34L20o3/VDRA41M1dfIKIZMlF37jwHnz0UFXXW1ydTjU5nZK87kCutEC2mSA7BXJo7q3Hzb6m0FNB0MP8AtXXfaZjJ10UxA7lbzyVuucCod99BebzC29Rvug3acw/viFzsggP/AMAgxooFla27qbJCDxr1l53KOjulem7NpxS5X317Dtgd4r0NBRyvv5v8s9RubVebwrzjAXZoyCv6uskqbAwZNt9M5Oy6mO9gaNUGDpPUGmalpwE5kaK+/wCB2wu80RvZAdAD2tfPZS1Uo7twP3O7BZT2AVQG+6uufIHhZrequVECkrc2n2t5tO9rS8QeogZNsL+3TPLZjRb6zKod1CO+G84wF4GSFxt7x0EKLLkwNVUEqWgg+CqH1B5zUPDmlfhmVmVmUIbMq42fYKdrvFQ0AcGW7rkX7UcuVk9NTM2tHz1LlBwfuct4/Fl48zuhcA4gK+57vvDIo5bwqTawClc1DB88SFBUO5VTpJKvGxo7nqi1uZXOfpVJK1+1LTLOwtA7lR0LfIQaNMUa2+ONOosuOkt/zo5Kk2t6mGrzZW31W/NjT2PRbLHRXdoxw7GOhLAoC8WU48a9lLsA6cq6wwoGJzO6uPzsDTzN6Ee3Ug2yFvUKpxJcVDPtVws9+n8K8McFNd8WBwzHQz5x1UjLoR74aGilzfpc0e6oWn2KyNudn/1VdPstwQpcZxg9ip6aiE58CDkUR26KTyi2MBlMjt0Lffg0cVzlcy5lzlVPDHdtOnez9p4E6mg6IDAMHpsy7rZ/+PQ7P+8RPAowreICq8rMrI/apIW68qkOUOBFt05O6e/oc1eaZGOnK3Kz1Npy6DoL55US7kcpaZCl5hVkKjv6VKqMgvCb4p0JOmSuv5f8UjB6YzOeKdpuhUaODDgD7qdifgqHCDZXmGfSxqbO7ey3TXtgk0CubLLU2Bo1QaMh0F11QV+U1UaB7LMyspHcIWtCOyP6suggczrQ0Giq1ZFbmyI8quC60VUmr+/Fh4XdvdBwQc3I9JOmmDO97quzat1rQt902t4/lVGKguldx4VTvdkXFBwzCDxxi52QRcbW++CRzW0y7qGffHh2SvM5P8UHlKkZdF6Q+eGHjRXm8UA5uyCk8CER5tryHNS0yOIXOMAKlGjLALDa+O6vbSjf9UNEDoYOSvN5Crrqs/xS0yOg8q9q3But+V+I/wClyT7qmzauQfSqxv0vywtxxClk/wDVUI4cNqVLzOvCd74IzZ2V5hnhXnlb5us0aFkftTszPi0OCvsUCy874C9ba65DpCx2RRaVu5dlu59uN5UlPJ7Wbop3Vd53nh0cVvt+QuZZjBVbtV2HixvseE/3wywwo2zY8hXmmhxbxAUyPtF7shgkcrrZ/ScwvUvbvdRst0d1vEnuoHS05hlZIMFRtftS0yOGBs81vmCpL2/auM5f9V/a5dlAEDjwsys8TH9nY6WvcAYnFATWuNR2VNo5SA14W9sv7VNl/a3Yb7KXOJ97HjuMDBrOCJpZJzdXp5GTlDftV3it0QqqWnFUrdEqqkzKkVbZ6rxTTont7HGGDTNei47zcuAbJZR/+4WTgpka2Q0St4hqq5xV5sysyqOCqFvAL8OjlBta3ueogZgq63BRUcu67KC5XnvddxCB+HmoHROe3urzcPd/ZSUHNMEK7td13+4aqPUaT4UDJUskfqE2zEe6a+AYOhwMbqAr21oOyhojHSlnuLfYdVRpVWmw2XhSy6VA6gu10svMMFRtWfIXPHwuafhRsmx5KkmTg3HkKt0/C5WqKN+Fe220Psr+zdJCDhbsx4UBXnVf/lpK5o91+HvFettqvOXCqrznXWRRc7lOzN5bScxTqS53xbeahHypbwQOivOMBSN3Zhb0n5X4ZIPlQc8F3TVQxqiJV7Yj/qoIqp5W91DR8psjW12zdyO/qyTQIu00Rcf0jC5vYq8eVvEhQbHHXXqRbGOuAu6K7tGlrVAyta/4wPPnBfjebkVmqNKaQWjus1mi4vdJUbLb/DgvxKj+NjmfuGF5HdN7mvFvjSx3Wm2mSzCrh9+PQLOPbENm3TNXWre3ivy2/S3Gge2GYk+eBvt+UNpsd6FfbbP6jkgO6jiwvC56duoJV084t821yGCf0rcC3itwTKbeMnpbmyMnuvJQbrrgjuqKVXhlzMzn5UEOaRobBKaPPHClT09xnyVLdpVfiNDvK5WgKccHAOPIwFyhzVeZVn+KT+muHYjZcyrnx4saRmM+hunTqYK8HJQ7JUKzUduAffj+k7MZLNZo2lp1TmHth89BOqyRcdUx3jjFzslRpKa4UA0QcMj0ob84J7FV0WSgWSLKoHRUUu+lkqa8e83MLfaZ8Kgcmu0GivNNLLzsgvUbnMq8Pm2ei8OrYW/t4xth2RO70t8unBc1Ns25mylEKGME9F82fNo6TZ2bTjH3t2fuemNrfbq//8QAKRABAAIBAwQCAgMBAQEBAAAAAQARIRAxQSBRYXEwgZGhscHRQOHw8f/aAAgBAQABPyGMf+AilS7akMMdEu4QQVKtOx6CECCLEXVcO0F7Hlrch6KZwM1bDuQAG72RNi+/EWDEoMoN/gcSzoL3qXCqJPMF1uXbDVAbj8Lk3xziaD+FdyVCHlaPZAO+hyw+gw2cVbO8bQKYaEWcoUpeYJRXiP2cOhY3v3m4K8pRUHASnwiAsyRghh+7TtHvk7TAN96jFJQbjLl9T/wXC+0IpU15ihBAi0aNmtSpUGnUIr6TMHMf2RRt+Wqh1HmbEt8TliRITwnnhGHWEMi/leJs0/BuPq4ptY3DZFu0VKILLyo4Ja9CH9u6UQeQlJeXgJcqtu99K0Hle17Gg6ajI8amIwJtAtfvfMHQeKjZlFPTw/8APgl6DEvIu8yg0qIr0qVKhGem0OiqOqnNlp9w0YW0HKOtF1BGeYswQdYwWmJU3W7GKubRuqdxE4GzLdo4YQRsxH0SokIQ1LblYosuG2Z9WMANjD36AYdBIfp7RzxbPc6npenjqub6EcP2Q6LqBKlQIdCy1HUnsJA6ha71rMuXBjzAeXaQ68D48eGhZjEwdGK5VSg3ly4OhiXkf1FMFJhIaMtRzkeocxlzKVsbHDBE91iiy4sWXM0EgzR9Q6X46lSui9CKb6LEu2PEdsYQIEDRqtNXKldV294w13EVZOYUz4YYx0Jkg2W4Wh1VqJDFFly57ZkriIb30FwZknE+P9Q1QXbh3IqxYWarm8bEPb0MdFiy4MNXtaHW6PVUCEGW8YQT9S021On8yy07osaMECVpbatSo4RmujzY4dGUZ2EMgTQdCyJVzx3RqusvycyKLLix1rqGUKsKZyIJejBse47MyxIEyn3vU9/DQ6Mdb880h1vXk10VUtHzo3qQWnZmwS8aRN9QQFaTmVoQImipXnSrR3I4UuAfBAb9FgCwmW4PZJdV3dmJKe4/0ohN/iQAw42D+SZLEbqc9XnBKvz2rmOGnc1+5z1NiiKKMfiGOVmbbe4hrLx3jEzIwnYG4yj/ALAgGwSi0fzGSh3HBGrBYHSxY6i4fONvUOtlR6Wu6m6GehiEpKlaEKn3oUydO/A6BzKldI9G6Lmq294SOu0roZBEw/qRQfH7aKyagGN/vWwXPqMflEkLKe5bBGWG0bIDcd/ERRFJLDKdmVV72/yiO0NOwkLsDcgjKlQhUlD9zkj2O0OipUqVqJoJKt+m46OuIIp5AqIsNo4aQ1XEUwHmXL0dDR13yiKhC3QuRww9mWdzveQle+jSXiob8iGjq4FDsxRxC7CMY6VI51GfwaVH5hkvEthqPup+5XtLzFhw4jHMKWaTmDgeTiZ7S3aAL9kz/wAQk+gA4IHx07QA46lY3pehOTQTdDQ7Jikd4IIaqMeipUqV0DIYoONLhFmftyy1kzhPqPzVuqxKmcthswOpAuneFuv8w9ioUK8RyTbR4fBrMekPhVSwZcGAX5JqV02Nv64ZUEzZkqynBHfP7zO5v3Agf8ax6LqbBOzRYecGEEOg/DcuXN2FoDbmGUqGty9NDbCYeQfEGw0VTZo/SXfPhYwSsIgRQKSZNzGox6n4CxX2doDBQKWUHLCL/ZdEiVy8eZACwmyRjJM9FPy0BK6L7VCZyRXsPfyrF6GXBqNsksO+EyLCGg1Wr1XLnmbwq5oJsDEtuSL3ghe4Ydoe5XDLoW0DeNkQbsbTERiRuMzSwuqmegAD2e88Vl+o5NL03Lj1n45MvX8Eonk9o/y9mfoM208y0CNqkp0UtA7cRqxL3UVit3WxtbcvUM2N17EoRXd76NfhuXHRuXoYvUhhU+DB98dkqGg0WMvS4suWy2XLJbBczPxtiKoOkVHcwyxwbmAgiba3Lly5cX4jQdVhG0GZoQjxY0FkARj0X8LzXBAlauXFlwrGAbEDr3BLBZdtyfWINnS1CKS8i111Eh7sBd4gIjZrely5cvUuPfQsvS5c30qHNzKt5tyNk5lw2jWd5tjbzKxcTQb1ZR3m2VXDpKEuH0R7r+tD7P5p2n9xoHzczfoStPNoUCraoQZU2H9zbbpuXLly5egFTZG3+plimI4K3w0yHx+mZ6H5DMpO0DWlaC14lLMs+8yYMcQXCWeLfQgwAOJxORncQ/Lo80mK9JOSHNrR0vS5cuOoId5cvUTJCdv8QNku4alEMOWzo1s77hwT7Juo9RCT2nAP6irj6I+UV7sSZdxHRvrEK+CIby/ESjdHmiMcvbO8w+Xd/pL1uXLly5cuXLl6CWmkHwzPca3IFPYd3TaHc4q8jv8AKCLKoLZzqIa3ocn3FXQaqEFiEtHZVDVTO7SNoBbio6+5elxi5cvS5fEYGqpiHJbxLNduztKna+j3Mp2I20B0iXuG2mZSk0ozPoiOBPrPYhvszc8jNiY3F7zmW2KTeZ8U+mALb94dN/DcuXMbt+8SNt4YANhVohdQKN7OzKviGkFz3Pdh0ZIrH96NaXLnAxL4HI39Qs+2HLH+VXmXPvu2lTdyKVyGRHaMz4qJEjHResNcgz+CIMYJXDaVYYG6G1WwRq3YGjGJGO1KlMHLPpKlXnZLZaDKkAEOHvP67QtadveUUNBwSowABbbquX1X03LhnDMSfq/nU4vs4ZeHR3XEUj1hLYJXpBNwH0RRQR86bNwuCFe0FR1ce+oeCAcRjdD8h3IW6ugNX+/9QVOZbfqwyxUYrUvBQToLvsZxhC0Jveq9oFUykExvy86YhFj0VHRYGeJvEvSwN7lSramBsCo5QSsHZllVjofluXL0720vV5MO2oJQQkp7nDMdwxWipUJ5HBAUfbDB4FvmBUAtgUD6/wBQ0gOxKzRMIzuNP/xO8zBcR2SCOm+fkaixmtGebS1M39EK6H3HwOh03FlnvE7fnqCkpKd5R5JXCWw6B3TqJbgbrMBxtv7mKnx/vQECOlROmtGG9hA02bnKOZ8MzQyuXuPxPQ/AMQBYUkVPdleNamNRhlfkRCr0xw3qc3+w3MO/0IZ3jCE3GLzFr2Y/rhlmNzQMEEhsL9td0Vv2eoHan8oktcaonJDXmVuOOgub7eFT6hlqPBH3IEF39Ij7sgEbuhW6VgTlT/BvzChaEjDGYrFZmVKlQ0NnC+zdlcYtoXkyEDQKgaur1hZU8Yo0qbpH9kvFf2JRUx8b8hFDeu7CU10VpRt+SL7t96VH/mkWvZvAVt5mmwsuKeFHEKCviJgKfM9QpFPtF1SpbdREvNAy5TYQXCFtrruysADsSh4GOcDqTvwnEYxZ/wDO02OPbBlXaMOoI8pdfQhTNOd1+5aknliqlDdbEcFRQBU3w1fhNFR1MLIrsG7GLy1WRj8jo/CMyS1RxPjNWLzWNRh3l8WYLaBjzMq5wAsZQXAv5QZpOzhlkC7MYvVtzcm/7YS2dnEOSoB3r2v4gRIKtlgWfvMzbDsIa9nO6qcJeid9fiYc/gjwv7j+UGJuep5j8RK0fUxbTLWMFwKBumk7SxnfcqicCcTtglXaUgCOeH0Xpel6sITfP2dGMDvaO7BMQ7ux+FYy46X13oOkKAiPhv6wbSvGmyfMNlj3LgzfLitYPBhC2J4iuUrW995vpf3gaw7U4d14j6UNzAJzLQ7OqupR0MZQ4ZUi+SZOXKeEZviGke8t0ahP4JnMZc8ES1but/BcGGnym9GFoctWosyjzHa7x0db6XR+QYcNCoiO6r4NxBUQYefyQdwR4TBbFLizfaFGUSTy2lv4SgCMIMykDSvOuxp34gH9zKeS+SEqJ859a4lxYsYx1G6OSexIwdWwdmGMIy13xaDVKWJmwiVHV6NtXV5xGbt6Jtu70nCGBLZTtIy5fwMfkuXM0P5DrHt/JgmYp3TMLZjXh9I33/LDnL9y0pKdmK8XqOZP3F4qcVEKzfE4xgy5s3H/AIRP7i2ld9vtChRg1aQqKGScw6VuLLj01oy0VY7zhEezGajTxzLI4kOM8/mCOjF6710y5P0Q0Cnlx/MuSnEzxPH5GPw38K9NzOLpc0Hd4JU/ZbEeyXLly5cvUI7CVXuS9OS7ETblv04h4gbBGGXWqjkGeZA6nprptjI8eIbrscsxVtK+ZU2SwN/1Ooy49Ny9CHMyZMZqYVZJG1UZ7IP9+3laOjGJZQaflGPXfTt8ipMd+7orLu3zAAwdpcuXLly5cuXLly4RkcYS0rioq+DV7VO9v8EegwwwQswStrweupUrSui4UxSGeHtHBZNHaVIqzI6jGOt9AlgPg8PMzQNx7+JRCDYIznh2m+stpSs25Iln/VBGPQ65+N6jzctTp5y5jFxZcuXLly5cuXLly4RTb1yJXz13RAPjWXFLgh2OePaOw0bNeMSseQZm/gdhs9HPQ9FStFAqO35l6Ck27cpXXsWftN4ND1VBGLqHbAwrABRopiVC7MDLozMrbljjiRucJjQ9ay+i/jt12C4rTpjju+dF6XLl9N9Fy5cuNN/h7MfLYRbNNx0LdUTZemOIQUdChO4pqxiVG9M9StW8tHuAsr2Ivhfcb9kJp7O0TQSVoqVA0O6xMFiLDP8AOK5RloJlcOIdqGxsafets/8Acgj8d9d9Ay75Y6EzlVOOnfy630X1XLly5cuXEwL4O5CdwmccaUcoXSBP6SKCMLcswbm5pMoc5DmXpzmXbR8QOWUu8dWZnc1coK7IMJKdtN+/ZwzMXccYekJBCDOzBdiwTPk+eYZPtOyZsqbLR2uG2P5m+dFWOYuW7wZuH4MkuWjZhjtXMjBmMdF1eu9XVdc+XiNL3+J76r+S5cuZGdpSCH0ZugPU4X55ibjkhI5C4SiXN4ETCCLZttJmoOHwly9dpcvoxKrRS7lWLmJHwlmUPYciHZTyxF7FKSlgPjCH91Akua67+IG/7J/8GUnyaxFTLwy/HhNiUIng+AFnvCX6bZm6bYPPnTq0Jnb4y+i46XF0Fsvxdvwa92HL/jNtNkAg1UBPa5RdqY6dyDcJeh6hxLHiNhsaGB8voly+qu8ZerjQhE9TOGXSRwDhBGjAYBgDZ7xNsYsBVpmZFM/CbvDut2LGGHUXL6AWsjKHe5+oVer8wROm5cvS5cuXLlxZcFxhw7HdilcunrEj2/5CKjQyRtm3hVKhg71AspPdi7BCir9AkNPC4TgbGp03L0voEIpTcibLgqXHoCnig394RAXZFixYvRel6XLmOf8AnKrMpot3lbF78wRjpcuXLly5cuLpeiQnT67xP9Z219RzHeH/ACOSfYI5YKRb/EBs2t2UneYycVMRUA00XifzCeNRi5OdDQ1XR6Ks6FF7Cy1dNxMt0C3MoLDMl1iYCiLFl/GOYrih58SqOJgHPbLwZIDujEem5el6XN5aW4JUGeEWKz0fqMd4fPt1BngJN94FGMJTdu5g2wwLzH2ym8fhQ/ejJYqrud9DS9WZ6zRl466liy5eYy4uEMEWLHqrV6CunO1w4mKFo0xYPa4hu1KlLziK6Hoph3ISl2pjWvKKq1a9QBz/AMCrQu3VQUTuO8LfojiijSLl7nMBGHMBbR2UgHwPVu0Xn0zZnGh0GUdqiIA990Yxj010MY6YaYGNSx/rO0saMFxtn1YLcYR/4yqXf5ILp/U8Ce38Tl0e0wnoSwo/JzLEF56/aZKgGyXKiUG3/I0uqYym9vFFFi6kqrY0+J5pVrW2r8RLBiLAl33ldsaVtHCWjvCVEWCBwGWhjGXN3ErpWLHXZRsR1zFwniJTDE2R+mbNPB/meb+Jvv5ZuA+/iZ9oHzX8BuDtM/p1ljqJciRdtvW9NamirHKx2ZRCF+CZiQ7tpaJfLuiFDs/iOhj1Xqx03SvcUxkE2egqZLsCzd6/5GYjf9af0gQW6/ehH+4Ij+QTNVPG8vxPJrmnj+5gw/5MWzvCYeIEAmyQRIkrU4h8H+tMH3sTnpfhISxpofieA1XbzFKunIyu0QQT22rgNr+U2gzjnoJmjdPN9Yeply5cuOhldbMJufwYAsLHQYIuT/EIdAK0CsqvQcynXO/Mw4IXuy9bgwisN7C4Nqj3v7jB4cM8wMjj/wBfLXwYN2ZUqBl3UO2e9voumgigcsJHy+3RNzKoY+CjofhCCOc1EiFDadr8EOfxiZgPybl8spkSbok4mec5lnMZe3QHoYurL0GYdtwHglSpm5dxgLKemNWJKAn7MtU2t3voM3lBtHN2epftEVgRdJoaGVTs8kzLJsZxx7ncid3A/wCIoLdiWo24ipULGxpgdVHjcP6EsQfbbxTL4cQ0A28W/rrsekJZNrLexEJu+NoY3jC3pvvL32BLUHmjGp7URnLELpLJzY7nZggj0LoxdQuLnX7JyR7HYlSorA1hBcyoeSJQom/fWpGjv2SjGeeTF0D2l41rrKRukK3uIuZQ+Rd47eYICWtk/wCEJW2V3eIdFaV0b5quGX9naNJXTUqVKgOZbxF8xqDdi8vAqKb65lWXySjLkqePkQ05k2f9wIRNkggjHR0dSMRt0sodtk/uGtd7ZmSUN4mybMIHclfd2+YAxA2CW47zkilo2lSpXQdBBI7W9xN42PERZUgiROT5yCfKXHnfUNd467sE5von+2E/pxDYRbso489YmWd7OZVpecpum8RJetaVqkG4P4YERgi4UI9S0mSWyb2hpUta037PUMhGgwkTRJWnwzAh2OWBBqv/ANEqV90IXU5bw04G+O8Kpjk7S4kktzn8kdjsV9zzKiXTmLo6L8LqFNw+np7ktKtbrZl4VcnufKEM4zAby2Bsy8CfcMtiUafNG2DEuXLly5ei7gJO3nZzKYhsiPkl4sQ9y03GVgWVbYe5sBcxy+DRAfwR0ul6Yi/aCywgkHRaOv5hBYfRGITkHpAQn7kYt2H5eiXR02HaMmo8z30mlTeBwSBsGNxRg7otYbqDLXiAEFBsdHWjGGWEqV8Q/Y/8aGFByQGj+sdQdwlfBUqi3BCH5ZWHV7vZjhi8WhABA8xVCTj3wyIOCLLly5cuXpcuMs0mb1T/AEuEVpv+CKVrcNFjx2X6ggI2MOi5hh3rMdlS0ts8S1UlmodIzC1aCYv3yirB90yj7b4pn/mQn/SMPR8My4J8riRWO+GUNDt6ICpj3U4vGlUHMlBFb1yErpuXHooZbd6JQDButiHbvJtE7L0lpjXqZEiJKlStDRZEBj2GJZ+PEUwO4Yf90cQl0wux5i1oYv4XRjGSUQbyNZWlWwHzyA/tQIkMESVCMFZHaicgO0UjThOgn2P4h0DEFeKGmlpa7EzpH5YLfPGIexXmcSR5B7xFuPviNRVXcluB2uGIoFJhNe1WSYFR/BIRt0Xq9BGIeJAvFz3hhKJMkshVd5v2Y4Ni5ubQS3NTECcIQ/Ui954baIDQ4MQGRk9vEAgoOIot6XrfRiX0ibZuCdyXx9nJE0SUu03mJt2Ri9q2xMCLEgRDu8QgWRdaotAeYY1DhXEdSHvBCsnTCe1+ZCArRuzBk+dQGZFCqYgm6Iqdx9wQt4ObKex4j03HbyfqBVcC442DLmd7rp3vgZI4I9b0E3zBSXShNgh3mc/njLxrG/mbmllW8GWAAoNVxY5SjvdzFFz8L1BDT8Pabtssh8EoGV/84g129oM3+kKqAJXJywTsRDcTTa27cQz9iL9vxxWD6IrC3sssdFJukg823O2m6F3lmBALXYh4BOY7USNS3Rad4Lb6xCsHv7EV7sh4lxiy9bly5Y4heQALdYV8n1A6Z7bMYQUBSPoV0qNK70ehem44TNNww23mMKOSU6yE2QuAO+dAH3Ky6v1HG8XRZ2fvPUutLrVY6XnUjwQbs7FCLMCP3aS48QVjHJ0JUrStmhleJSAd3lhMhHaojhHm38S38PCZmdCG6IB9pbsAxMVuUuC8zD7M5DIymTRusoDZj0hQXkPetrQGNDAPK+WbsDEWLL1ucXLlyhvxlnuEU5jrQvVu+nY9NRiy5vB0Oj1NJgvGrwy5gSkr2mxDRbrNVFxG8Ypb2RWh1zo9FziXqEsqndg0heNqgAaG0K20qHJdtagnPQaRQe+kK71B91pvU8wgQHdmBu/WB84PR6JmoPLJtyv6fiVW8LkMD6lGgsygtqRTK5WjDGBEo1vTfaWMTuxumyYjxN0d3qUUNDR0dHqdR4ijDzNx5hhF57SwD2YzNmY7w2pxGFuZbuuMYxnMd/g2mICbNAh2EVAES7lqyRtF2uK0+3ghw3820rV+vLEsd6RZJnCzNy+cT8gGi5cuXqDYV+jLcC7rmB2w7naLoCeAZ50VKoBxGLHQY6c6e404MGnI2YFFBfCu8MrsVU3m6bo79SoMRhqqOj1CxwQCf+0hlMHzNo4TYMFGNHLDkhgt6+ZW/ZCP6YSvar1CjAZYx0d9bnFdDpcCZaBcuSUHqDi+Ig7tOxAAZT8wCeT7uks7JmPpBwl3xD3fiWIUGxNtGXL0uXLhGyZtHaEW9IP7jvDExq2bJLXzRm6MehdWOt50auHDAGdnMyOmuhLx0mLL66qit04lsqHmoXQcLA9wIqrN3DFohq3d6JLTbLlkd4MWmel8dD0HpAKQyouxb7s2tPDUTKf2QZcD8osRxYTujE8bSoYYZj0PRcuXLhFScJsxMw2ioO8XCAxiHvO6Oro9efo6UX1NDo6OlxdS9F+Bh0fmCIgseI2PvKd1fxl8CcsRSd1GuLpe04jBisu2gxjtpenOjqzMOw/lEQzSUtpoRulaRc2CRTELMqPxNmsFwTMUYVeixiy5fwXBmFMIgTA7xSMqeYNF6HVdblyyynaVPyWJXmTdOYq9hZDi5hL0dV+Unsso6vOimd2RQ2TactcZ7xptuPhLcz1EMwOJSyAru7QbVK9RMMNQ9G3wDkrYYmsXJjkL9RduH2wheUa4oSoG2WFK0ImB2Yy95iY7fWjHRj13rcolynaaWK5X6Y9DDqdavKhAlQLT/wCpmyoYSsaLzHqetwY3iDNblQQQad5n9QZ+4RjYQqXbM/8A3od+ZTlByonNbRLHS0b7QAHOl0dH4WMZue83zc9I7T+TWe36jHVjq6M56TebPtp+kah0eOh1/WQ1hu6QN5s6WPW7NP8ANo50/wDl0fz9Bpveo6tr26WO+jmM5nL3pxoaP//aAAwDAQACAAMAAAAQiuIc4soYAoJIc7cowUUeSTJnfUePgcc4Qgmd5rz8QPBLUuQFcwWQsIkM8EscVlMqQAMZQcYpXJgosf0wY5OVYAYpDfxsM2QY4Zx0G0YwssskMIoRxgAs4g0gQfTTmQ4zUU0BwgwIsyfPcBu3AcmP90qIoYwHrc4sYw4QdIIUAcgyVXT+3mi3NMwE8A+6WKomwrAiA+Vs9KiuqskB4k8wIQp4wEYUYQoIkv8A9sOvzWHomCjvpgijkIDiCUHAahuYdcKEAPGAGQTNBNLLHLmlq+epSsSWELKgmrpKKoZQgyLmyixeWJEaADCDRkBNiCMHlGxCM7OBDJ5oIsnljpgou3SiT8LYFhamkKKPEsmIE9vOFgCIiMnEFWEMGPIJKY0Ilstvqj9H1kKGXg74JKYQHqAFBFGvrMNjrtikSakuJNGopvhG3Ezwigpij26iKKWBTssSc1fIGOOFV3OEFghlhaPxulOKBpjqjnlm+pnToZ5JYY/iLGCGGrx+O7cNFTlBGHmqsPQfXUahIBPivmjmvDD/APscPmqiHOSzug/GiFyAwhKwDERzbjTTrUFM1CjBiDa7LK5Lrl1sdT1SxhS4vycEFgATLhyDC++CTaopghquYliBhxw6bo6YprpDGhdjTDzCUIGCBSOlmyQRgzrRrojBIJZ4Aayz2AxarKrLJIrbpVQsYra7aKaZpgghZr+hxCwADgdvAQh5RIhtI50yBaar5YK6TRwN1LI75rr477sMC4YoqRbarpBBwEK8omu/Ehwybeirbp6K46whghM6pqJ5yJJqLgDKIPzDY755JiCszAgSkypbJJoFPgaoSRhyxrjRYZZooRiJaJo6ACzojRrZKorKiKDBACRw6JIa7b6x6B7zwV6xiRrKq5J4YyBKKbAopa6Tw5Z6hZwmgidNhYIZJ7bpKTRxAkOJ4q1RmLp4qaqTgwT3xpIJyRpZJZqij0ygorAZoYqqaurIWuY2LbrYYX6a6qoryx7ih3+gaSsBgCrbjizBgYcCFJYpY5/hD59wrRbLppL6JeI5pprQrrXlw7GhHggABgiKzxhCTsazyIAtXYkehpCzCpzr7bYCqb55QT521klzBwS4IJI4rqHyDyAX2kN8dEJPXybjDwwgxJ6qpZtDp7WVMP2CJrLoqgZ8TNRDurYMSZUbMLwRTBbbq2gTigYYbZAg4ig6ggQxSrZKrL6iM+EQjDdSOI6aQJyzwL6xD5XwggxLY5aByCYLZD75jTTpZ64J4xBDVam/p5pIY4dJPABK7JqIBSQDg7JIBxiyTmQrzCYQi4poqb7JEzTMn8cIgizwQJNxK76Ybbljxzp5IwTxwCIIKZba4hTLaZKpgevkwI7TZgAhq6oYGWJqbo5zJGijIp7CBTRboKP5KQbMQ5waYaD/xAAfEQEAAgIDAQEBAQAAAAAAAAABABEQMCAhMVFAQWH/2gAIAQMBAT8QDYtQ70E+EvLXIlcCCBO2BKlYsJc9hIVLi/J3FbnHsOjR4yZPAIEqVwFY9ZTuBWRuqVw94vmVZl8BzS8jZi++D5oWsB0hyMCJLS0C2IqJTCDR6lI3BaVwWb4G2AgaDS+SiJ8h04MIavEfeWmLmpUqVioH4biJdwqCEMeM8aFqUlmCsrFvIuVxUqVKlb3ogx7lSpWFMv7j3Ho9YC5RHA0yFGu9Nwj3AxXKqwGmDyWs+ckUqGRl8/IFuhaBsSJUGoI8go0irLAlR9niXCBGVKxWLi3ArmcWRdgyYWDrDtvCWYEQtHIXLYbQGWnZLQbyjDUif3Yx42QKzXeFJ3KODwA4GWDer4h7tPCodZuV3hdYqWjpWpZHoVsBl1Db5wFw5KwrgbYphfNYKw/5Fu1cCtNcEv2Ugp0JcCotPFpB7tlMG1uEWxWwax4rbpHupUqKkIjKwrFRErWqwblqKYNIcLnug0tMHv4BHtdlnCwj+MmqsrWkvG5bO5aWlpWB61rTwVEC9JZFYQdaT/mRZIriwNa1bCkBERb2lcIN8lrB7hJXdQpoS4NdOl8yLG8LOd08XA1DguVKO5cBj8wahcGoN8rIvUIDWvcHg/3w1FSdsBw9kRMC3Z6lVlag3hLgaVCLI/GBqEf4g/cepZAqWQLbeIlodzuXgCeRtAGHA9yFug9/coEpEhxRh/KbuWYdiyKgZDQrdFNo6ieLoFIqDH3FFDR4nrm+YPNi6njb/8QAHREAAwADAQEBAQAAAAAAAAAAAAERECAwMSFAQf/aAAgBAgEBPxDoleLEiDwpRO7UuLiY8Loomv0rD0Wreyd1WLRP9Cy1HlNG3XzPmGvnSEH3bwTpEINwQsPhSi+jULVolpCYJMN/kTPcLksL0TKW6lKX8cIQTwnD1cUQSw0Riy3+YkNTFKUuXg+RspSieX95zhcQsLeKGrvM+tEsPpZvCdUIaPNUMKhLlZ8D9IQjW6XBYg+iewg/mjVGppYeiUKU+EJiCg3yN9lq3pfhS0jIJE4PLU5H2bS7pYqIFxSolDxwXxDYh9V7il3WLn1yTHukN3JrqvcPi/NFhO8E5iU80SH58IfBTsh83rIuM+Z+ZuZisnNLvRCUG4t9EPilh9phhP3Tu9POV0fWEWKUpcPnLolSzixJEEJxNYSzdkx/eaHRGUJQ9c6JDW6+4eaN3gj3isXQOMmsHqsNUkzRfcJ4ahBvkhreYb1m8+arUiPC5Tw+l0SpMUb4oNYSwxGQawvBhu4v81TL2U97JUbE8N4QuPhD+Zfm/o+jwtXzSG+F5n0+EeHo+DWbVl8PR8Gr1TjGPpCIeDQh8PR43XuH6LjcL0eby//EACcQAQACAgEEAQUBAQEBAAAAAAEAESExQRBRYXGBkaGxwdHwIOHx/9oACAEBAAE/EIqiuMWLFixl9XqdN6mEoYZrglpvt6hsKquIDsUoHUWptO4AhA1ESX0qCG5m1K8ymkwxYQKRtFIwLVp0t/kKoZWalsSBeIplgbs7TlBYvsbPvB7L7P5TYIoxfiZwFwdP7HE27oq5WWmLgXAxIs8fJEtvQKSDBl/8MZudB7jf4jCoRtWcgLOj47yqUeDPx2igWzPQmH3mBZVRBb2+a9m46NQCzh+Y+YGESkhOoOIDojS9hI4Rc8WcQImNHq5/MBUAVYTJtAtnrj5gZROXT6FEO6uCAmRv3BqXBEyJKnUucwqfwsO0vUXVDjNvMTMl8r/IUkEWbBir9sbsFApGEEDLl9FiuLFixYsuLL6XH/i+iw4RJ3meGIY29zDULvvL3UoISLN+cxFucwzLQ8IMLSZJZsllW5eqJG5bCpuFdO0/YfeVSbM1r2GJsXqr6BzFW0EBmWEZyimU0e4RiDGnM9pmhoarXb3QVARGkeIMHqxjGyow/kykFHzMdu40QaGu1RrmX44luZmvYggXUGuY5eUp0f3HY1mkydzGYX4+RX8RjDFcF4OICtuVhFQnILQx3vbO0xHmD1cufcEi2WpJp8fEcVYAut9JNomUsnt7wQoKqIjOMqZAYGTw9yNaq5PT3GDBgy5cWMWLFjGLGX04izUCVKzmDoJlBp3Kkhq7TEIaGSLslR0NMxks9wgFwLm5fTFDdzPk6RcuYqwGWgrUI85gBq+IZf2CGDoNayI7hl/EE0YCJPPFd4LvHOZjjDcxSVw6f789B/wxjEagEdovUdC8HiYKIWZgAtjqshzAFsoVeyU4sxYPrEHpKB2jMv8AniPCb8J3PEHU4m8nRXqNcQWmCWJabTHS/sG/tcuyJUnPb8H5lUYcJ5OhvuXsOR2+5DPtyDXEkGXDpcUWLFixRZc5mifdCBAmuiB1cL4UQK1FqcUvAMZS0GWBKiWKSr3Mm4QR3tQnaA4JQEA1FaVUuYKY5mphzKCmxPrJ+XoXFiCtr6hlsxR/8K1WMLS54r/zpOl9Lm3zCPZAT4PbF0LDFROzEpxiI/egR5mIHU2zNsRpoY9qA33/AC8MSs9RsTouaQs3XtX/AL+Ywos5YZR5HPeFBCVDyML3afl/lTb0V/8AC6RAKZ18j+1HDqxZixixjHodKhBjMIkZYSlaqXZjooYbFzYwgk+DKNukiDHSwTJiM0sAbg5DpHGKuIwOiZlSi8pvq6fzFBl4iGURPJEqOJ9QiCwwdBGREJWrwXg/fQdWMykVeTsfX8RUdUa7lXUyFgEAWSsM1hSWKEHEFhASoQaD00B34/SLEGcS+dDXcNkHNeB2lhlvQAVALV4CaYpT1aRsUWYOgxUy88tH2IzaHVMdHoehjEhAh0NhNi3qeGp5CIOPqhvUSPAZbE3mcJJ+sW1HZGfNuSCpbKTUEsLdTAmwI5zcCuei2wZnJz2jWPW3S/0IoMvo+Ctx7PJ5h5XwnHh7Mp4ngl7jLUIBhicuX7kt7BwEIMej0OiA+vo+nWm0tY3hirtly15ZUMwOg9JtIIPDM6a4Pc4fpCLiuYCVzabj0xhPEoljAOgGnHP6yhXal9b/AHN3oWKKLmcwO2j7WptDqxiQRiTmPQIA21fNS5pvxzKCEJg7cQVFHBFpHepXiYsyJmIrxswoAKJvJgXAVbuNUL9EBMVEuoL4IEGYPMMIIxrdCuJuZFyEdDspBLjxdX8glLuUv2GOaPxk+iEYkPZS9wdN+w5gIzktj8P9ho7uFEmBHgixqhccXoIscuV+ImgOrQPB3Y8I51vsEYBexr4sCxolI8PRnZUD7j9pQYUBRM0yRXFFj03KldTEomUbniwHs19vxDupZwvK6gsWH/e0QsIzrX0kYgdApIIRPA8fh5+YUTSTh7PZjrgAXPgHLKs/ZK8Fw1WFbdZKT1DSxsoijE5iKGx0TsLD7/iCEroSug8REDE6VOYHZEqBYAyr8SujKSpHkuJNMctdDmAYLRupfErImYXiFYwFagEJVgjViHdPaKEvmFTcUy9xjKgwi2IQdsdEOsGhBNMrHZPvs8jxDClOj7PmWQqBAnONwwFUL5WVgUy1HPEakVT93zB6AW2D2of2OiOKKOY94fecwqV0aj0DmONEKN4HP3jc4Rnc5CG0G/ykUEikeGHAbYYv6SxlpblT5faB0JQJasSYbQv/AEPEYehSy1xHZOBATldjzNib8A4CCB1rMIwyqK8xCGWgYLdV7gK84AGDqsRFbhi4tzFMpGiIjtLEzAtyLLvvjmVipOCXtDBLm2ARcQlUWTcu1xM+IrUW4mpmBlWQpKZVwcpWDfoPzAGcwqdAXTmGcXYx6GGdEh9EP3MO57C+pGy6j5HuPJ0O7h/KljIbItSpWiqcEPIlPlecerh0u7M/uxYmSKLmMelkGXiLUWL0EIs+IPIL8SpueWHnK0gANBpxynol8LhOFiYaqNOlZhrCLgNFdvfac1EeToKlk5Mh6BDVYfn+TLKGnA+DohK/4qASiUSjsRXYmkB8f8rEOI+TL8zwYg895ztnbtEOGKmhxMxCcLpPrKATKMnSGJVzRLGKyCqNsrEdyoW6ScGJS4y0nwOiZKlQ7y8Z6Fm+hajeLyqJTghSuiZ2jLVBhHjvUOFe5v4PiWHUE4VgXErT8CCA0I+qyxmo7k7eSZVOExLgnPX+7NZYelR6O4HQZeJc5zCYizMhO5FB2ai10veIi9gPkmkIG8h+X9mHGpgVPHEaJemPcWp8e4L9U/pFa2XdX0aIEOly4suXLly/+mMIiHvHUXMbl1CFOeQizA5dExdhw9SwqC3oGiBCKiK4xIkqVCbgpK8wxj3RKAjETIQ0TCMd0mBFi5ge8c1iERstW5WZXRO7yy0oYJ3B/sMPK4SLQmR4Bo/fzCIAwlzDajKGD38+Y0BVI7GEjUGeyn9MGOl/8KIBMEWYsuXF6bR0K6C4KK5e4uzBGp2EFRGtwBF9W+nubYEthrnXs9vchARtFjOOojriKPZsOFWPoQ6EgOiweh9tHt4gIsWw18s3Z+In4iwZcuXLly5cuXFgkujGMtxHgksYgIxN5lLHi/O4KjiUIeoSwJYznoulxZcupvERaOy42sQIIa1YnEHqyWPpFeoiY9k10PBKRQfKOxN8BNWqIb8XLS1IT3nqNQaYTSPzNPviMWBalr7S5QOZk3O6mellD4YR9DGvqFfJT9oy0yJZBSylx6PmEoRhWy2XM8RZceYa+vtDPKplBlP8l9owzXdMY5W1gUPiAEVFeFaQJUGxKZQy1oNryviV/lpL+GLBRVqHqWbqNq7YED/jAmPDgTrtptd2ImeYQ9uty5cuXL6GKuhvzGu4joZy4rMuIdZgzRYK3ypLkh4XjMHs6FmKWdFREWMUk1ngmTMteWN1FsEaCIzid2GHUTPt8vEuRIzfI9/MsTn65M64c6PrCr8cagAoACXL/wCQoxS6C8mIoHDiNwV5gLctlYlTj9aMy4zWxq8n9KmaYxRZcslosWB01GEzYb7oT5HP2voEB0fFmEcHb2yj06DglBf42WqfVvsuZhoHvPQziWVfKGD28Qnzgb5cagy+lzK0cw3sQ/ng+I5NlAqYybl56L6Kx6bDbnpqFIWxMtRs3xF7Me+EEdyWKZ7nB2lcLpExhbwvRiOVZqKleL2sfvBFDZ3I+RPAwt1mJmmB019YI1W47C30R4PmxMM52Rc5x8KwGg+KxTT+6ggWPcq2VHLDwY1sEftY4HX2jDkuleAjsqAHK+JWWNTRfmbfEKFCiXLlxYw9TXpGRyFO8tYp3/wxuc+TcrrvGDq2PbibYL0q0uuF/UNPJDnoYvaXLi2XLhLiy4TMQnUlXlwfuGB0A3IAG1eIhQCJ37PiLZYsB3DrByPHk7MU5UvMMo+YCIsCIsJgI8krQ0q+x6gy+gIaseruWJwQ0YisuyMEyOY9FsYUOlnzZ2GWuNjcExdx1Y1F74lxi9oIlRVJziDGWfHtL9FlbKkRkNJ+RLDBU449hEScHsLDKA8kmDgLSuoTbd7MoTR2Il3tuos8S8SO12sqGKvUIK8TwRkU7rKMsL07szHWc94rkj7xGcSYtXcnhhUh+6eH9SzLl9R+UXFczSW5bmnSdJjzPgkGJZRfJePUZQ3W6f8AlDDLUI0kB4kB+L+pQ+IKixiy5fS6NS1cQcwYLZn8ETYyiHY4Pp0HQ7CIA8u6+mWIzgneyiQxKmo4ypuLYtrLy5RRH1lf93lpcuEXf5THVkFjEt7QA08E0l7iwS+yML5j0C2MMWxSHiFi2oOOYjMlxuIEY6xWH+y9+wdx8P8AYhaeA3efEKagAl/jmFIRDQwxrMKskZxAbxFjBlvyStcRaYicrAo5JiOfZIsguO/qlRz9SELo5cBGCkMI/f5jcCbFr+I6N5YojoWrwCyho5128EDAqXiDFjCsWXL6LLzLhToISnQaGyNKO3Zb7pepblUW7XLlwUa4TkfEApeuftRlSQUxI9GLFsOgQd5Y+5lXaw12PiGEOlXTF712P6+ZSsKYqGOnFgrwM7NXZ6gISrgWvolZOWgp3eBZoQxVV87lq2729z9wYqbJYeGWVBCHIyraHMvYwrEYz31m0XoMWXG5kmY66gmK8ROu08ixOC41zCSWOXk394asyuyf2UhlXYhKLHuAyECoqivculxqWZsJpOIWQJ2Z+pC6H79IlADZKYAB7pvEvfQveojSICvMVfuLr+ZXAHBaH2rtKIOsFEEZYiszmZDWiVWCB09xjHpFlsuLmXHBi4gy8S4QeVRg2n4mz1F/hP3FzFlFdMLp7M+WQRfyIow10dy4zggTtREUS2kyg4Pbz+IWtuV6H6b8jPEmhTBmQDSc9ohkfib+7l6YRWKysEFqatO6NV53K5k92CSlb0wdsB0hYkvDpPAPEWIHOzeYTHcWKpsHEuYYDqXcRe0c40HqXeI5yziUMxzUphWCzgmEKRlbljYlKHdahsH6+rKtF57kYJQTCJExWMrEbcQIhdQbxKDDWakbBg4Qy96mWZcBtagakKP3OylIxQX43tAAAAFVKlRii9K7s/EXO+mcsvEu4ucy6Zdc9GUIGUYyUBOOE3efTM9EZFhJxBG27w8SywIxxpI+PQuD7RmUloHLLRK0vPqGmFeKbvzUdMjQBawV7XPY/wA4ggtwDRGq5qzJ6eILE57/AIfM2RXsuIn0CKc3tFiRRl7wRXmXz7Q/Jv4lcS4jKRFJiVa+rx+4ZIF5es4m33D3lXgn5mDQ9uY6NKBsYA4Tbk+ITklpGmyWbxEfaLx4wncB8x2PrRJkTbD4inQe45lDsQLljqFfG0UBKndSPz3XuZXcA/f9JZmpTxMkwjbHoEjKlQijuAMWH0ZigSkBsbIrQtBNhsiCKiVKoV/4hEzK6MYlsYmfEft0OpXaJqYLK1Ll9Bog3BqZ8QqlwOZdM+5f10roBBD5z4dkHcoKfcIYGPAL+kVwnwxoyHtqYYY7h9CWD30voRkQbQFygVRDIxFquz9wpldk07+2UGJ5JlgQChuwMQw08RLIcBVdmfL+IdWDKaPxBupfkQoMpvPLyxisb7d0XMzHFZXytbfG8PzcRn21UiLUW2Ee55hth98JKgFtMvlm1T1d1uBm4TTHlPh2S3N3C/x8wFYNI2PTQiDSzvGakRRXMJHxHZe6jQzhk+KJgUWLvyvMs6sBexywQAgPB0gohF0Ypcd46m4QURYlM4E/MQI4Tyxq0D9MMBfeIf2XNkc+pQAGiPRjGVfSsTmLpfMX7Rc5l/Toss79L7QYsylJR/Fd3eT5iOik4h0roBNLA1BPDn3eEyuml0NMNKSHgHQ2fncNYDt0vB/u0IaNEs6BnuZa4ZW5QcOxcuRXAtjSgOBTMmUickoDHFH9pmKveg3vz+IQvmBcZVfEGWOo+Us1TkvFE3MOOZwRhSYAoimR0Cg8F8+oCQMdVjDQw77Xw4gwbzK+7+wEHP8AuYguid54p4I5R8J4YULQBytQ0FIxmv51GtZYDQ+z6R1sUlr8wUFdPr+kYNLip33E3HCYSCpoi4il4itXFuX/AMc9GaQgCs36w1GZzNTjWu/iZ0hY/lXqYxiy+0WOYx+0u3MRLlOZzUuWXFzLl9BpmQmg6ZjM9cPJ9YQgSpUqV12wGQQY2vLFWLdFVfmEL+54gGxnnBuY8YYWqA7sBhDLmb7epTqRQMD5noxcP6YjLdjSQTTRlwrsjuEi04Fb3xEWNS9dmWxh3Yd7VrV2fuPu7WDCf+RpQWtz26IR83sHl7sGOjKKk3C+zcYX4Z2YXJ4o/wBnfPnGfqc/sFkjsVfuEr28P3n6lE64X7FQZozR38xqBfmfkpcomXaDXaWT4FwnGJtpiiNpwpW+64FEejl5WPQ8yvYX96hqLiLiMLHul5m0uDiLMUU0z/D4IRQLayzW3PqHNCkRw2zaMWLxcW5ti9/+BfaNBZbllhHL1F6ceZtDMcLOIxdc9ChG5aWQD409BCHV6LLOq5rFGc/NS82it3B0ApA1h4pVxsRrmZlUkAZAyZ+k4WQ8YgR6lFVwjD07Irt5rOzi3t5hYB8j8O4JYPKuvxAwtbrK9v6mm+uj9f2imGW2BioCBUOixZYxY6LvMtC6QnHG6ujFbu7eXJzxEBG3M5XgQOGKgDqAIIhVmSxBKjfKgjMpbF4i5jhUWLFZfRg+Y0mSKG2eXp94Ryytfh5T9SpFeGCKmii1Jt0WIvRi+i4i5mbcdxZi8xPEa5zMwKMfMpZ5jGXBqX8zd16vyQSaSvhhD/ojbOXlhX2ujLlpQTtDRGps2dHuXyoMnKECNkNyozdtD9xVNFohHMdscqRgmlJ7lr+wzK7RE9YUPlglSeLUfSBD2YofuZuoLYHrcHvDoRYsqtE5mPHQXQNysQwwUMTY6gl27vL1DuFFkpDCTPBUGYp14MWK+PUDU/KQ/VuK/Uq3nHQOpdsWKXLhnGo5UIy7cxRiIOZlBSrnO9YlqLa2ziIxRzHA/wBUBgKg4jYHMbfZdV7Y8xhUubnuXglxZfMp0PaJkAmTGIiwSsR7kuOosWX0FYlKlLqr+4DBgy5cubYZaWvyjANTYU47y0XfmXJYecGA8kgwWe65aKG8h9JyA74/iW75K44r0W3R6hEhVV8QNLiCs3EJ4SlVk1eX+L+s1rLWGP7AQ18nB8H9lIIGACoklO8uhFS8EO4d4oPRYsfadiPdFHcSN3E8dAdoGozHEDmAiwclMRcZiWmmLWvRDZON2ju+ehK+tA+wp/EouHMWYEoZcHmLOYsWMEFsKjNP5H71NYsKlD5rC4rGljXWgw7sEHjPnmKd0b6XFm4tGdxVmIodRY0xvRHOaneGDE5ZxMEuKRWL0EtfEs9h+CDBly5iHG3HsYNSLOGbwc/MOgFBoJeL7x752kZv3hTbCUNMVLFe9ZhpshiIWpfmMLdBa9iXAZF44HzUJYdAoCVzFueWU7w8oZqgiPadhyfhg9F6OpSMZUSKiEqaxB8QDjcRArnBHuMdWDLKBLS1yrYEgzlhsyj5D73DmYvQwsy5cslxEYdwSwQ32aLWNvy3PIooYPbqLsN7OcUKNTIPCb9Q4AQzSl9IJSCkLffZ3lgzIzGO8cQ10Pfnqmeil3MmLRGL2IsoG7WXcY63O8WXFixYsG54OILjtPsQYMueCR0/geZoDoCX5ntGbxv1nyntCR8Q73oWNf22BFuk8+RhJ5xFA7hKnfeMD9yk6N3M7DMtcxLiIYqFqqvfQGXGJiOqlS3Mp0IVGKjiEKTkSsptyKV+H+p3ixXBVgcvDw/X8x3kguComYNmYoOYvUXAiNXDrA3Nkcwxsbzvs/sQM+gVLDcoMatjL5TYmYaAiOFVqKaQNDoOvqTB1GMWLEbqa4hYXiLmDmXRmWdpcWLFi9pcUfOYufEUuDm4Mr0oT/IK4MuG3W4vrfEVwYDFHRZzKVKd4wyJmGo3mD1zzheVbjHNNW3x/IgvDktHuQBYz/LFjEYZkKTLcyYzDWA6+65+IUIXmq/RthTu2oP3OwGlA+lSo5lah/uJcuXLHAmyWax0pojiNdo5ZY6KYlUxlgF04doWxdMGyFBMslvNGo1CDKsBqFpLIGCJK7xMSs6gNwUVckEqbL3ex5juj6DgN/7vCM0x+/cRin1lmUHh4mIjtUpouiuJalUyrzGsRgnCTUZYnZ5IJhFiy/tGPhi/WJUy4ly4Z8RV1LzfMtdsZfnEe/MYtqR30KuAopT+CWRtb6GmViO/gjYAoAoDiGUEj1C9Ll9F+ZcuEC5gcd4TS6bV54mDqRSXxdj8304owRrmZ8VLGPjhruvYjuWwi/2HzBFXiMO4scOYHPc9k/8AIR7zLEFVUUF85iDQZluuYw2Zi3g3LAqAMJcMzAlNwziJVLcJ8iGAG8A/sRbml8o7jSTwuORdnpNmYdS6RVTKX4mXUNahKh5X8HmEAKP/AEfMAGrseQuD9x03cZEylZ2BoOxHEFwaaiGl7/kGM2JFp4/9zFddLZqaikWLipd7+I4LY+58zMUSxbcR7xYsvmLGkV4ixUcQqthAOEPrbCI4SAIBtBy+owZc0lsWovPRcuLmfMsj0MKloQYS3eP2qKL6vsgI27bPcwXBbLCll0WYJcxV8no/vmAcwRFBGI6MKn3Xf2uM7VqqXdBG0xBAIsOIKNImwhxwS8oollxmVEz3iriWNTh+qb0wacktjjE1xK+GUw58LN9+PvNe7h9PmFAxMnJ67nSDtN4yGAI16hFgGntHy8QTjmkn4P3Bz/Aii4ZyKJSna7zMx9MolSDNJh9oRRPS/sqqtFhL7LAPcB+wfyXzRf8A1D99AW6DYnEwXqSl8153KtJtFUvOTECoNxxzFeJdcXH1Hz0WiXnvEsvxFio7RYvQMsDJ5hYYLjl5elU8D53/AJLtg4gy4syaiy89LlxZeMZisuXB8wgp0EUAopHmHUnq4Hv6I7NfnGOA96fybwFrn9PaXLtJXbnvDMBVStbhlBuHeO1fweZi9xn4O75YesNob/SYRjDmNe3tL+UXeWWbFai9mA1a12lUQEUx1RJ5dQoiNcCRtyVYlIsgOoiC1rQQacyV/UqQORSPjMxXBTUeEwysvtWNMMeE4Dt3iDY8UjV1kPVUKUgTiAUHjq7r29wFdcrJ+5g4b4IiImMvnL95bvPaVFUTm4c4ubOTyfycZMzhfkSjbsvJ3IVFjy3BR5iRzBzUfEVuLjiXnE+aY79y63GFly6ndExY5dBzF7AcwMedH6zBttiwUCj+R/8AIMGXLxFjOIMzLiy4suuZdy4OJco2gzZmcCxETcRdzIRT+RmBupH0eGU2slPuFlK1jUuGB4x8sLetT4IEGLXdTPCfuPQ8zIe5zE5mIYXC8zGOGAlrGnLCQ3ZHqLMTmARTZLUGVyu7Ux7cWUeiUP0yfQyr0cfsfiAmWyhY57QaZY2apwcwxQA/MHqHk6G9EcvLF8S/Ee6X9QZkZbvQ89oCFJA3C/X3IBlsYGkiDnUoi1FxFl76H6plLzueUT9JRjD55jhvoODEdEbY4A57Us1N9DsdHqbo+6UKBQYCDBhLly5c5hFi29Licy4eY1CwyS4vMzMvzxLYs3K22kt0O1jWG9g394O7ANF/SMD5ijwLylQ81sh4YT/7GLUZTAAHqX5g2+os3DLbLqLnMCi1j5xhZg2bmWyLcFHDHTMiAW0jHN1AGAeHOI21uLiOtxc5ImrIYWtg8xS9sGJdaJ4007so6eSWRW6lxRzzFcS2OUvEwmLYzH/J75EtOAtmiQxt/wDiDHQ0GSUu7OGCKimoveMMqjHlH/jKxwbi3zMQE4olA2/EYCj4BAjKF3P0HUGurHqzcZVdKlQA9xlqb1qcwZmkNoPAk5jPOPvHtMxMvu/+QVRaPAfEoQp88y1ZE42ALAvCKWJr6A3L6SzIg3qdkJpcctEwQNsKrURwS5fiD3lCRpOO8rMDM0hIgmd8S60ujEYteovZzKIFxpNo4qV2TYHn2ahZkdq5iUig6WDcYW4sbqXNymURjcuUZ6Ynmz4KHq3J5fLAv5T1LGi77kUUr7RDJTO64qGrivEuLGNsS79x7pdTwiukznRzFNKmDftiKytHAeIEqJHXnL7Q5EE4xDo9KldM10PEd9EiULNyrbnMxzKGXjUaoFxdxRAjuxzUrQBy7fLHLpglCQu4l8wcBWmMlJ+cKLdw7HieAScg4SLCBlwnIagIIBUaFEzFZZ3HsJkMxegzgRh3m+NTaI0LqfOZZKcEcGZ8E8kcoQ3LBAG25oTN0n9YsWK3GVc8GpXmWuehv4ixcwtNYtF1o2str8HM38ueT+QhdI9ypB8E1KdhZ3iJuU7jdwXqVjLGVWKh2ILn2jMLpq9L+4oqGv4ETsVarlhDoy3nJH5xKJCEqJGV0Y663mBnPSr1M+RgeIldPcK6IQOUZ7KjoGw24mWUE8kVWMeVc2Ligt2M7JcwQladhDUdOFiNdCsnbvMJiBmomYj3xG+0z3i6bL6EAgrCCFa4r8NS7xlXaLE9o6iWXGvHdeIfFuGma9L6Hcpld5SzTPRuOCWvM8IpzHc70+zFY8ksi/iOcTKH5UBom5a7+GA0d+FP7ASjw/iVsB5LH2jdweEGV+vtVRsuyAct8Qit18gQhCzQX94gOvmR13YUCEIErpU/B9DLF2IPh6CoKvtxKiRlZlFdGbmenHS+0vMWMMdBj6gae0fa7Feb6VuutOWVMEjEHs9wxWG1V8NdKilQ0Dk7wyTT5ixiLcXPSpUqHfmEJvqAjwRhW1c1uiAgUa7lxOMuEjVOSNJLYcQFjxKdAFV4gUMiPnP7ijj7RQpF2MQXeAzJuNMSuYC+YheYr3FhmJoay+3/ALHQeIsYguArZMmJfxtH2lqdmWVikH+spNsPbf5jhK+j+RQ1eh/JaDvoi9od1cq5RLOJcGDB6PQQVv7fp+kunMM5gy7jMziOokqVFlzCLOYsxNS3vBZYEYovFeWvvc2Yqneij9IEtZfY0PZefiWRLXK9KlbhG4sWdZjno5iQSykW4dBjbET6IFNzm/rLjmWu5kjblAp4iMQFwBavEGRBxaRweJoIa/o6WEV6luCeYAQrotRCdotZIt33iizFgsVqBb3eHhQv7Sj+wsTkjqCBmTAY4s+CbHvAlRIxlK0C+oAKB5FPvKh7qGUv5/pP3KL7ShZ+5P7iw7CfAkIRFw6+hjwT4Ylx1BxAL3o4P6h2RXLj1uXEmZcbjON9Xo9C4xDAFvqbgWBcpgmBtGyb7nH0b9oPVSjLgNrLNj808/KGIJRC9I+V8dHCsdXGYROoZ6LFvcIb9TGgysFSNodCIhSh9kwf53gsGWWowINC5fRBBhhKE+JgqHcL+0RpDwUfeFubKU2eYp5Vx48QiLdr+HH2SW6RmLx1uLHjMVNKjlGNM5ZzMlwV9/RTn63CQy3+3iCxCsRsYnaP2lrqMLleD8HtglRIwUoNAFrLFW5rl/yBKByBXzAdD3LCCnWpqDBRY/LPBkQPjtDuQNR9f1NgTApio0aTkhACkDlOIFGpfTic/wDLO8q5hOJfbcW9ypUqBLpqwvXL/u8I37mV9zszBLmx/Dv8RDZF7QyyQMgWpQRTmrQnseIHM188/MqyDL10VhBEiMau4xlxhmWJCC3REMuK1MNOlGE8yos784yPI2f2jzxs0/vn7wKmvIHs2SuqVSdqhfUuoQBbHYKbUg1UHxN/b8Q4xBBqenS5cUyRZvmKMLebiOExhG/cH9Qt0N/VUVmvtHB5wEl0veBAlEEZ1vVais01rZYEqMT1rho8viW8AtC/SGaPEsDDXMsUNTUYZYGIITBnGyqhGnHqZY89iY9PZjIdnByDKiis7j2fM2l94dDJcZ89HpcuLLlznHQLgU4Baugi3zSeO/zCNJRKDIkGMPR+ZuVch8CKi17FH3l8LNaD4MQdMDcCvvaNykTEJ7iyoLgiRjuWyyOsExxYr8+XxGNSuRbQ77MrNxlBplmAl3Bc00L5ItDZjN9TiKlkYa357S2s9+vEo9EnkiT61dnmGVMogzGPeLMEXEWegtm4y5QSmoM91wHmMjnDg4Ah0EWMCz3Mgdyyw0XCqyk7Q2iyA+lgJYlJs7dASGZzH9MYXUZ9k2a7lzCVEGGajoAJUSZQMVR7gQMwgZhhiZXK1VoDCQyll9328Rq6fmXZCjFtFiS+rqX4jOPPXmcZ6XmZhA8S9wR8mMfM0QwIkToroCD0WHWHfxCkN4Tb7MuaxGHETp4jDD4Ray1dviXrKEd/8oh6ijMsHg7QBjoLa+Io4lEQMKQ/tA3NMjW4VuuYW9MEqyZWcAePDyQxg2ixJliXqDoXEyIs8pUrtEUhVQL/AMNwiCbbt8vMMCJG4dX+MyqbxOUuK4nF3mjY+tO5RiwH6PMOsNaBHvbEAGAsYWwhAJywh4SxKuB0ErPRipsYYYtDkSlqvLv7MzSC6NrufyZ85CWTmEXosZcuXF7y+lQmWoHBHQdvLBLLOry8joNdK5t//qMOjL5L9v8AIMWn3V/cLo/xfzBqL6EJozyJf2nu38GAfCz/ALFhjWonkgWY8qfpMWohxcalX0cwtuHhDPBD2mo7bsxx7RmaucCtHq4NATG4ulRZcU3qNrthB6rvdwQjGer7/q/iMifZyeE4Y5xKpz9BKnYmZqCeIjDgR+V7BzHQIvKfa7x5vvlv+QUyLS08PM7HcqU4KqVockuAP2PsxQ5MsQADE5Cipt8YgpVWG7y8QMWAnfSjJzLGoFY6E7yhqGcwJVQCUQMSiVmGiXBzCYHpGAjYZ4uBmYFf7GHzMZWWj/6EpN9XoznMueJ66BEXEowt0cEaORu2YoARfK4Pz0gYlGsL5OYcOHBg9EsFADQR84z900qNCX4luJXYmqXDh5pafeNQuP8AOGB12wh+YFLhpDURY3mo88xRUaUvdTB/TBDmyeD7zuj52kfgf0wYgqOVYpxAMogJoMx+h2DDoMbgN4y+pcECVEne/wDTjwTmOk1J2vjZ94dxqHJ0VHEV2l7qo63DxHdVl/WWEwWKF8AyxfFcrjgBK2uJhSsjBQ6+CeT9/MDEbyuOQGzueSZKangkUjDVDyuxBnO1nDj51AoDoMATM1F5Y7xDK+g4hobmzATTHQEqVElRy5cHO4zoUqd+8JSiVUXsFiUkLpnQW/ZAb8YWyNIlRj0zAuVCaqoG14hJQVZkOKgsXMjJ3viUf/ET6DMsbEXZcY4I+6lqfN7ECMGAoJyRhtmI5iuNR7GNDdsG8wFYZ7Q3DtBdEqdQy2yzw8SjKvF8TyHsGYKp5Al4S8twTiADUAMQmGj5Bh+0BsAROToFIsZe6x8SlyvFRGJ+XMz2rcA+ZuXqBUSVc7GEqJEjTBgcrHhiC3KL1fiVKs4/ZIoJdm5nerp+IaFF/wCtkqu/j/4wBRnk+pnliqL79ATWMj05/MCNyg4lRLUrKnqs/qDCUYo12sao96lZh1TX3Q4Pp+ZeRLJfTFdUpUxx0EahCXERh2y4vmDKiAZo6jQ8n1/MrWPFCCqm2uvgEdrXZo+yD2UGx+okCTThEfTFHUVDhBLBpghrH8szofoIVBTizT4ie1FfwMvNVsM+xDnE2BF8739QA9iKpXHaWRhZfMUjkzNMvO5YGrYrWSKOYBIDuBGNGGnhyfmeCHQ1iVNAiQ26nC6P93gvCt/p+z8S4h3MvQVA8y3ITAa6r6xkBRwGINE7wo8HzFMlFI8MJUYGiwUexVLLmZghQRTHZ5PrKhhn4LgfhZ/Af2CeYYD8Mfc30veV2ia2XtVQ7ZPYKgJfvgWPmPCRQ2UROUFhx/Fj/nqNiQjMX4J6bftKAMAVLWotsZcuHeVnoAsu1EBlIuelxhZceYssuDFLMAH0cP5+0CzG3JcsvholSSFaQuHaJ7W3DR2oyMZmwsFq+ssRTRg/aMChcWl/jiDaBQwHaV5SCalhqDoEcUxkgNTQHP1QWgwBoI/VeUvmWczJl3zLxKvmpflcaZjGLNymPvZymCoT7QHbTft7Mp4ldAbQuOqB/wBjGcLI8rOdMQBmjc74+bhgJBHSTKxHxgnRFgg2qgiBr0VP0gBaWopYeDy9ouztg1hYV5UwWQWKpQBasBJbWR9IR7FZGucNcXMkpnZlrGZ5iDi2D7R+l5DHs7QUb8Dfvv0c9LlsGY4lEvXt8Rwjn6xadCPvJ+ugwV8s+YwfuLDG2cSonboFZ79AhlkAxRK3OYy4uYsXEWYy5cUT88RSuxqGlu6qht+IMfWUcWR4P2gtgoVKw6eZUp5FRFYc4EhkRUBwShGo9BRDcMWlJ7jsKxaMsEWi7l1si4vUy6r5ilYti3iolAlqZYK4IxldJICxS8rX9lLJatrBYlzy9nMQge637UDZThiNkacNFDXxiX4NRUQWpaxGkXwT7qhUqYHzjf0OJSD56PwxxLHhP7l+sezf3uCRwux9DRAsENRxnELOg+RGx+YnaXpEcWz0v/jHwKANrCxlasngf2MbQLuEVNgcD9zNS5QP2jY4Yil792VCt1GvDXf8RtqLoMLiLNsRErxAYWL+kFHBNEzjjcYQ8q/4isozc/8AFjrkhFIqr+JUM5++idAQJUA7iC+YMyYgVFFzFiyol3L6XUMplPcJcRodB3gEEIBHYxhvOjhigRqBz/7D5RyOE9kuwAO8FvEtrAfMoQLcLJGqgj56CzExqy1b0I0AHEZW8x9x33jCpo3zPUFDTtlnERfPiW5y+I6tmGWCLKhV1D+HaSkqh0gd65WYUYyz7CKQnk9QXsiiW0jx1EgOp8fX9QR32F+xhaxYUEiIO3ke36ilmUsA+o52QF8BzK/x8j5JQDQimSm5RC0QNBaeBDfrOZRSmUI2MAJMhFAQXt/S2v2/MIkql7mr/MqvM2ErB7yoDqCRhQ9cQHvVA64D9xWNF5mqURVwYsaQvI4mmNwpuWI08uzM0xKSaH7ooGWgZoYubsN+6VKnMCGUVGJmirlKleWOoy4pccYtRb6DUoYdxZnQmyKg6aKRQi0abgBgQZDkg5iVmJZdaJAuqw7y7WYIpQSxjFD2xZjtjVx9Qs4Md44UzKXi5dMXgl0as7Rs3VQaVId5SmzPS16lICJSjBoiaqNZEc3pYQ0tA4I6CauXXRBFAsfvyfuEroq8fSAX+46GFzAtlWosgCgM1WpbC+0Vsx5FH1ZaJ8EpOxRMop6h21fgm2KGEaqVIDqges4g+XhH60Z+sUkCJsSosqLHk4fR+0sIyzmY4EwjYC62c0B+oGKB87r7VKBlxUcbEYGRlhlmLtmUXvBX2EUHKCY8XmQttmNZdhm6HB3IGYkqBjMsmaiZIFmCKMWYvRceIx66l4XQywp2jRLlhggmlP3naTjHO/UFGFrAMp4d7Zmec7GSWA9SyCOZxJSrafpHFXQc5KqF0B3EuTcFWiYz2l1qMXsRz7j22yrWwbirlZY8Cin6yjMCGRLrkhAlBV+mGNYHMOwkc4dB+YZv1l9Pdndh96+g/cxCn/HEOLXdAGDUbjqOxUYRN10B+TAxL330OIIHiMsv/G68WgYPmL2F7c5K5PUWXjTCuR8yrmXctqUPkd/iNtkfqYjGAAHqPoKe5RqNc8RY+UCvcAXPHIRkYHiWDjHiE3ShSeIGDNnp3ohr7vEi7rfQGDDS6XxMyit5jrW4JblMGHEVEW5p0OI4seqxBMIwI4NI/En7jkboxBx0O3maGMEM2O07vaAKYDEp5gRSJhGUtFbO3+Jgu25DQSkuXk1+seauL15sB4GIULPKKLTjDBd19+YucYlpzLF1iXXJ56qG5pu58/SW7RwbTFlimzMFpGLwm5dYgC1dEEwlmZ6e7CjTwNqWDkLPuT4nYnnhcVMimFh5Tc1gLMHMp4FrDH+2bgAoixRh4S5bqp3lhhXC9vZ8zsmMk9cpjKg2uVgSoGVkO0dBo3vkiyj6WXGcBFhV2xFYilxYUjPJdlXLCZBiC2IIIbXB6XEDEc7gIgpHLCg3EMoiomSMLcY3cDvGgxFuY8LcIOCX5LsFafrDSLgql/SPjTSCp9WZXOV3uUBLCABMuv4lTAWb4gi4hp7mYeBgOCK4C63EbthSemLxFkjTtiI3Oe0wE2Mo7xLK4ixYM64hV4llwy1TANTi7OSKsBBslLfEvHOgsAOxM3j7n4MtXtpv7nc8wsrHH2H5lS6NrCJmIq1XGqOT4jZ5RY1fNQEcEWLFFl+ZcadQmlg1HlH5itSVmAMA0zNqFDvdn2lgdAYlw84zjoe8WYstixZ8zETbCyRgs5X7dp4ldkCLqvqWkJby+gsXEv8A4WaYM8e4YOXa7ssXEPOKlGGVK7nH4+I9QeJNwQz3C0wJ+REVNr05IRktZeY4d9xahTNsnNtx9S+jFi4joF3FvWO8wdXUtuzbHwqLxFwal8xPFXOy8y6TWh21+H4/Ea43aBbF+YFktCnvDrjVhvW8nsyssZvlX/3oWuIrBALVwSgwllM1F6CeggI3YsXoxcRZfx0OO5uMfHJF4VWqqWIrjKu2N+zD+IYB1sWosZixc9C5c2pm0uRgXW3cGrrgoIBIJ7ByLziBGGb3MaKPwxtNE9os4maXbDo6ixYsx0qJGBltH8JrMJeYN/YHzj+Q6y81d2JCo+pcweKgBcEo94KYHJyRB5RMd7ZZlhOvMpEsYIastF+WVhGOwic23F5hy1xBTAV5jsKjg8xbXiXpHPN3Eq8W8R9R5zceDtDnxHBjmO7dYQNQdJEfhqJlT4EB+ZsWsTCOG3nEEUWxPwwVi4L8lqv29xYla8Vt1BGYxPodyFogfOJZzZKaeXTsRYuhlO89otRzLrcuLUu2PZFl5hCquJnTzLrudDszDPk/Nx0VFOes5nEdxJUrUW4LP9EL/wDJYxwmfRC3CH2alYUFPDMuiqYJpFRFVh1vEWejNQhdxJfAFaGHCQQaY8MsA3FiNwhbGa7Bu/rCE7yqNdoVsytEVSZNg+GorqnteO6Ud3mO5l22TIAANj3E1kG8IyiLlWMc4aZrvzBN41i9w1CrDhMzNazOQJWLMF7jTPxOZZqX312nPRsdH+t2P+NRt9591NnufYujSOo66r00hOEPxhGcw6X2n69P9fz0aM26ak4eh30Og5naf5Pfp4n+P3mibvubMY36pyw/4bdHUYQjufbThNPfNGMf7PLNvvD8J+dHUdw46SfcPxNmO5rP9ju9G00e5se4fgzT4j0DmOseOg7J/9k=)
Grânulos de amido de trigo observados ao Microscópio Eletrônico de Varredura. Grânulos grandes do tipo A e pequenos do tipo B são visíveis. Crédito: Brendan Fahy/Nitin Uttam Kamble
A investigação trouxe clareza à antiga questão de como os grânulos de amido se formam nas sementes das culturas Triticeae – trigo, cevada e centeio – revelando diversos benefícios potenciais para inúmeras indústrias e para a saúde humana.
O amido presente no trigo, milho, arroz e batata é uma parte vital da nossa dieta que fornece energia e um ingrediente-chave em muitas aplicações industriais, desde a produção de cerveja e panificação até à produção de papel, cola, têxteis e materiais de construção.
Os grânulos de amido de diferentes culturas variam muito em tamanho e forma. O amido de trigo (e os de outras Triticeae) possui exclusivamente dois tipos distintos de grânulos: grânulos grandes do tipo A e grânulos menores do tipo B.
A proporção de grânulos do tipo A e B pode afetar a qualidade dos alimentos à base de trigo, como pão e macarrão. Os dois tipos de grânulos também apresentam um problema para a indústria de fabricação de amido porque muitos dos grânulos menores do tipo B são perdidos e, portanto, desperdiçados durante o processo de moagem. Além disso, muitos grânulos de amido tipo B na cevada podem causar uma aparência turva ou turva na cerveja porque não são digeridos e filtrados durante o processo de fermentação.
Uma nova pesquisa publicada na revista The Plant Cell pelo grupo do Dr. David Seung no John Innes Center fez um grande avanço na solução deste problema.
A equipe utilizou técnicas genômicas e experimentais para mostrar que os grânulos dos tipos A e B são formados por dois mecanismos distintos.
Ao identificar uma enzima envolvida na iniciação dos grânulos do tipo B e ao utilizar técnicas convencionais de melhoramento de plantas para remover esta proteína, eles foram capazes de produzir trigo com poucos ou nenhum grânulo B – sem penalidades no desenvolvimento da planta e sem reduzir o amido total. contente.
Somada a estudos anteriores deste grupo que lançaram luz sobre a forma e formação de grânulos do tipo A, a descoberta tem implicações importantes, diz o primeiro autor do estudo, Dr. Nitin Uttam Kamble:
"Descobrimos que a enzima onipresente (PHS1) é crucial para a formação de grânulos do tipo B no trigo. Este é um avanço científico porque décadas de pesquisa sobre esta enzima não conseguiram encontrar um papel claro para o PHS1 nas plantas, e ela mostra que os grânulos de trigo do tipo A e B se formam por meio de diferentes mecanismos bioquímicos. Agora podemos usar esse conhecimento para criar variações no amido para diferentes aplicações alimentares e industriais .
David Seung, líder de grupo do John Innes Center, acrescentou: "A indústria geralmente não gosta de heterogeneidade; ela quer algo bom e até mesmo processável sem problemas, e ter esses diferentes tipos de grânulos de amido no trigo sempre representou um desafio.
“Portanto, descobrirmos a enzima responsável por produzir a população de grânulos menores e podermos usar nossa plataforma de melhoramento para reduzir o número de grânulos do tipo B será, esperançosamente, de grande interesse para muitos usuários da indústria.
"Combinado com nosso trabalho anterior, temos agora um painel de diversos e novos amidos de trigo que variam na morfologia dos grânulos e possuem diversas propriedades físicas e químicas. Convidamos agora as empresas a trabalhar conosco para investigar os benefícios potenciais desses amidos , como na moagem, massas e panificação."
O amido é o principal carboidrato da dieta consumido em todo o mundo e consiste em minúsculos grânulos semicristalinos formados por cadeias simples de açúcar. Nos cereais, os grânulos de amido formam-se na parte do endosperma da semente.
Como matéria-prima, o amido é utilizado em papéis de parede, têxteis, materiais de construção, produtos farmacêuticos, colas e espessantes.
O trigo e os seus parentes contribuem com mais de um terço do amido utilizado para fins industriais europeus. Amido de batata e milho têm composição e morfologia de grânulos diferentes daqueles das Triticeae.
Ao longo dos anos, a indústria despendeu-se em métodos de recuperação para resolver o problema das misturas de grânulos grandes do tipo A e pequenos grânulos do tipo B, incluindo a utilização de múltiplas filtrações para capturar os grânulos perdidos durante o processamento. A remoção da exigência dessas etapas de processamento reduzirá custos e melhorará o desempenho do produto.
As futuras linhas de investigação serão como o tamanho dos grânulos afeta a digestibilidade do amido, a qualidade do cozimento, o valor nutricional e o impacto dos amidos dietéticos na saúde humana.
O amido utilizado na indústria é frequentemente modificado através de métodos físicos e químicos para atingir as propriedades específicas exigidas para cada uso final. Ter formas de modificar o amido nas plantas pode evitar estes processos de modificação dispendiosos e muitas vezes prejudiciais ao ambiente.
Além dos benefícios industriais, a clareza sobre como os grânulos de amido são iniciados de forma diferenciada abre portas para uma maior compreensão sobre o papel que o amido tem na dieta e na saúde humana.
O estudo, "A iniciação de grânulos de amido tipo B no endosperma do trigo requer a a-glucana fosforilase plastidial PHS1", aparece em The Plant Cell .
Mais informações: Nitin Uttam Kamble et al, Iniciação de grânulos de amido tipo B no endosperma de trigo requer a ?-glucana fosforilase plastidial PHS1, The Plant Cell (2023). DOI: 10.1093/plcell/koad217
Informações do diário: Célula Vegetal