A bitcoin or a transaction can’t be changed, erased, copied, or forged — anybody on the platform would be able to tell. Bitcoin is politically decentralized — no single entity runs bitcoin — but all participants agree on the state of the ledger and its rules. Projects like IBM Food Trust are already providing blockchain solutions in the ‘Farm to Table’ space. https://www.guru99.com/blockchain-tutorial.html In the current model of commerce, we place “assumed trust” in companies that provide a product or service — and in the intermediaries that facilitate the exchange of value. This is a very cheap way of ensuring that the addition of any new nodes is idempotent - this means that no matter how many times we add a specific node, it will appear exactly once.
This rewards is provided by the Blockchain system for validating the transactions and maintaining the Blockchain. Currently the reward per block is 12.5 BTC (Rs 3,427,850/- or$ 53,390). This ledger is distributed across all users of Bitcoin Blockchain, i.e., the ledger has no central location where it is stored.
- That allows it to transfer stock to the buyer and cash to the seller.
- Smart contracts are created when there are specific conditions and as soon as the particular condition is achieved then the transaction is processed automatically.
- For example, food products can be tracked from the moment they are shipped out, all throughout their journey, and up until final delivery.
- However, based on the type of blockchain structure and its context, the system can be more centralized or decentralized.
- For example, established standards setting a consensus protocol that favors certain network members over others could be subject to review.
Moreover, large recalls waste food, sink costs for businesses, and harm farmers who get swept up in a large-scale response. Department of Agriculture found that major food-borne pathogens cost the U.S. economy roughly $15.6 billion per year. Some companies use ICOs as an alternative to raising funds from venture capital or initial public offerings.
All the nodes present in the network make a consensus, confirming the validity of blocks and rejecting the tampered ones. All of these are not dreams; they are possible with blockchain that offers a lot of capabilities and advantages. This is https://wallstreethack.com the reason why people are interested in learning blockchain and embracing it. It’s also estimated that corporate investment in blockchain is likely to reach US$12.4 billion by 2022. While early Bitcoin users were able to mine the cryptocurrency using regular computers, the task has gotten more difficult as the network has grown.
What Is Blockchain And How Does It Work?
The hash of a new block is needed to be found so that it can be added to the network. Blockchain Proof of Work requires extreme computational power and also has high requirements when it comes to hardware. To ensure consensus across transactions, consensus methods like Proof-of-Work, Proof-of-Stake, or others are used. Also, each transaction is completely secured with the help of advanced cryptographic algorithms.
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AVFy2AdvF20fepetnIsvSgjIS5bbYzGccaZkB7wW3vieaadCENvNlxaVoT2CVEqrL9KAw5Y+n642UuNJ3HmLiQ7lf7zZIybe0hMGfdX5Ty33FZKni176+ltOUJ4rPIKISU8UdMelYuh9X7eQL9dk2XVdlj2wNyn1SnLfJYaU01MYW4cpcSBHKQMBKozak4Oc5lpQFDZLRDsFphWW3MoZiQI7cVhtCeKUNoSEpAA8gAPKq6lKAUpSgFKUoBXw9gTX2qS6vOR7XMkNKwtphxaTjyISSKhg0he0G6or11Bb3XHR2mLk4vRGkXlWy2R0KUESpKez8tSMDJ5goTnySkEfSNRiVZVRMIebL3YKPwpCQr6yT3+wdqzjsBtI7rm6ybpfnFvl8mS+8oAla1/EpRyMZJVnyq6dzeme+svuv6XhokNjBCUEciPrynP7K0PxSc9pb0tPnKnvRESVEU27kApJX3ASf/Z5f2Zr0rVZ1XFzwuLYUSAChtSTn9vn+ysg3HZrXLstEeTZH0PdwnsCCc/2f9xWdNm+medEbReNRtqW0MKDaRlX7T5J/bn6qznXjFcEUdPq1J4awiNKdE6u0TMi6wtK5UJ6C+3Khy45UlTa0qyhxJHkQoZFb4ujbfh3qJ2HsOv7oGE3xortt6aZTxSiazgLUE/1QtJQ4B6BwCoNao23td2025bEQmwhtHFAI7j6u1SG9mdpJ3Q+kNwNP8lBhWoGZiEFWQlS4qEq/wBWmsLW4dWWGNSsY2izFk0QrNcFOhPIEeXr6VySPWsN7sQdYzNy7SzZJd1h2l/St5alSWY81+O1NLsT3VRRGUk+KAZBSfPAUPMirAqTLjyUSGlNLQlSVDBSRkH6sVGrdvoh2x1rb3FaZuV30q60tb8aHCcLltQ6c/F7qoFKPpH/ABZR5n07G3dGxt8bntzupN1lZ9d23VDOm7cvT0V2c++6J6rIyh3wlshLTrvviVlXBIAWpR4pBFZPhyNQ2bcWCLva9TO6Fu+mGXorzLc592Neg4oSESW08nmQpgR/DyAgKQ+Dhaxy8Li2pXUdtWKZv6fqd3pVVVrOo4v5f4MM7LdGOmvDdi7zy9QXh20T3UQLel19FodZ+FSX0I4JWlSiSFJUrzSexGCZh2a2WyxWyPaLNAZgwITSWY8ZhoNtstpACUpSOwAAAAHpWFraxrRFu3GsmqYWtVSQ+47o6Qw+4XHICobYYbQ4hXFMhMgP8g+QrulSiUntbWjLBu/L0PqTTe5uoNWxtVuaptDTd5srcngk/g63JkyYg4eH7r74JyilSfDxy5JCSAcLazpWkdtJY/c9tU1q91ip5l3Nv5ei+iJPheBgDNcufcjB7VGW5Reo1zU1xXcHG4sy1wY0VLjcaa/ZtQke8FbyEx3Q7BdUlbSe5WELQoEOJLajImxqmmzQFXGMtiUYzXjtOOhxTbnAcklYwFEHI5DsfOtoqj06sreXcu3bObZaj3RvFrm3GDpqAufIiwgkvuNpIyE8iE+XfufIGr1q1N1tHN7h7a6p0GtSU/0hs0y2pUoZCVPMqQlWPqKgf2UBijpI6wtBdX+mr1fNIWS62WXp6W3GnW+4FClgOJKm3EqQSFIVxWPQgoORjBOJtWe1h6ctH7m3ba666d1yubZr29YZU1qFE90D7T5ZW4FGSFFsKSTyKQcDOPSon+xx101ozXO7VivbyozTOmk3t9lz4SkQnSl1Rz5EB4A/bULblpi66t2w1Jvrey45Le1lHtr0jB4PPSmJUl36sgtJPl/WGKA339VfVHpDpO2+g7gawsdyu7FwujdrYiW9TYeK1NuL5nmQOIDZB9cqFWPqXr30DpnpbsXVXN0JqU2O/wA9Nvj24lhMtKlLdSFn4+HA+CrGDnuOw74hT7VLd06/2H6dnVLIf1XZv6USWwvPBaokYYPz+J5wA/5prJPXft+/tZ7MHbXb6awGJtnk6fjzkJ8kyzFeU/j/ANKpdATc6at/9PdTO1EDdnS1luNqt86VJiojTygvJUy4UEngSnBI7d6xBN9oftzA6pEdKzmh9Rrvqr41YxcQpj3UOuJSoLxy5cfiHpnt5VFHoL9oZ07dO3TlaNsdxZOokXuHcJ8l0QrX4zQQ68VowvmM9iPSsFaM3L0zvH7UvT252jVSlWXUOuocqGZTPhO8OCE/EjJwcpPrQG9G4S4tvgSJ86QhiNGaU886s4S2hIypRPyABNQc299rfsLuJuVY9uIei9YW1V/uTNrjXCWiN4CHXXAhCnOLpKU8iO4zjOayb7Rneo7MdKGrp8Jzw7xqVtOm7ZgkEOSspdWCPLgwHlA/5SUj1rURr7YiXtr0qbL9RVpZXFu2ob1dPepIzkBDiDBUPQYDEg/XyFAbxuoXfTS/TftXdN29YWy5XC2Wp6M07Gt6UKfUX3kNJ4hakpwFLBOVDsDURR7anpyPltvuH/2aF/MVKrbS96C6renjSupdUaatd8surLVEmzrXPZTIjplI4lxpSVDBLb6FAEjzQDWqz2uu1u221G6+hrVtroWyaYhzdPOyJLNqhojIedElaQtQQACcADNATo2F9p/sp1Ebs2LZ/SeitZW+66g9593kXBiMmOjwIzshXIoeUrullQGAe5Hl5iX90notVql3N1Clohx3H1JTjkQhJUQM+vasV7JbA7JaEs9g1lorajSlivj1oYC7jAtTLMghxpJWPESnl8R8+/f1rI+rxjSF7A9LbJ/1SqAjT0q+0E286rte3bb7SeidQWeZarcu4uP3BTJbW2lxDZA4KJCsrHpiuzqh9ojsT0wXw6LvAuWpdWIQHXrRaUJJiJUnkgvurIQgqByEjkrBBKQCCYGexpGepbWQ9P6Kv5/7YxWIdz7jdenPrz1JrPfja5rWMFrVVzuxtV3AUxdIUh17wJLRUFIWAlaFoSoEAoCFBJHwgT82y9sX0+6yvsWxaz0hqnSXvjwYbmONInRkE9hz8E+KMnA+FtXn3wPKezTiVtIdQQELSFDtg9/L+2oQbMa49nF1h3i0TbTtzpK2a5iyUTW7NcLS1b7gp1o8h3aw3LRhGeIUv4fpJHcVONCMk+mKAgjq32wvT7o7Vd60hO2/16/Jsdwk2551mNE8Na2XFNqUnk+DglJIyAcV5P5ajpyUMf4N9wu/b/3NC/mKub2i/TzsZpnpP3O3EsG0ulLfqdIhyhd41rablh565xw6vxAOXJQWsE578j86wl7IzY3ZzdbZjWF43K2w0zqedC1T7vHkXW2tSXGmvdGFcElaThOSTjy7mgJFb8+0q2s2Hi6Em3jQup7mzr3TcfU0H3bwEFiM99FDgUsfH88dvrqU8HVsSdoRjXbcZ5MWRaU3ZLJx4gbUz4oSe+OWDjzxmtRntqIES37ybdwYEdqPGj6SLbLLSAhDaEynQEpSOwAAwAOwAqQ9o9qv0oQ9o4WiXpmrPwgxpxu1rIs2UeMIwbPfxPLl60BmTpK6+tAdXeq73pHR+ib/AGaRY7em4uu3BbJQtBcS3xHBRPLKh9WM1aG8/tU9kNjt0NQ7Uam0LrWZc9NyhFkvwmYqmVqKErygreSojCx5gVEv2JQxvVuF9elm/wDa26xvvve9tdOe1G1HfN4WIr+i4eq2nL01KhqltLj+6IBCmUpUpYyR2CTQEyEe2m6dJC0sJ233Cy4QkZjw8d//AMxWwZs5yr51BzaHXPssd4tf2zQW1+gdETtSTlLchMq0Q9G5KbSXCQ47HSgEJST3I8qnKlPE+ee1AcqUpQCup5KHGltOJBSsFJGM5BrtrydUwp9x05dbfapRjzZUJ9mO8Djw3VNkJV+wkGsZPCySll4Nb+gdBRNG3O62NqKhldvuMu38RjshDign+7HnVx3BxuErjjCh2AysD9mCB/fVr2C3HT18ltZWicWUPXODyyWZRAS4cehJ9Pnn514GuNfaktypMm3sWeBERhK3bivuk9u3cpGTnyz+yqLO6fB2trTnQWyXOC43Cynk43DRlSj8fhkjP2k4/vqvgykBPBRBOMfEFOf2AAJFWBt9rtGrS+whUOVIjDjIXHb4hJ9B6jB+01425OuL9YZ0eFGv0m3halEusRg8EIT55SElR8u3YetRjks5Y2ZRmh0oQ0Ph+LGPLFZd6L9btjVertCOWjwS8+LhHl8yfGQ2ywgjjjsAXOxz6H5VFrRWsLzqBhtPv8u6ocQCXVW9xhX1ZCgMH/8AipG9FSE6i3D1Be0MOoj2KMYDLq08Q8pYa549SElCk98HkFVnbuUKyjEotThGpTc5ei+5NIEHyr7XFNcqvUcmKUpQClKUApSlAK4LH9/audKA0La+1I50v9Z++VsZcDEO+QNU2v4xx/Nz4jkiOhIAHYvFhI+qskaW2Xbmex81Nq5UVT8060Tq6P2+JCWnmbcr7Uhr3hXr2JqefUX7Nnp+6ltwXtzNXz9WWa+TGW2ZrljnsNIleGkIQtaHmHQFBKUjKeOQBkE96ynp3pk2y070+/i0MxZ8zRira9bHUSZI95cbdUpSlFxCUjnyUSCEjBA7UBpLRqFHUJub01baNTRNYtFns+l5TCyVJQ5+FJCnEkfMtLaH2JTWyf2xPfpEZ4/8rLd5f+afq5NlPZcdPOxW59m3Z0zf9cXK72F5yRCj3W4RHIqHFNqb5FLcZtR4hZIyrsQD3xWbOpHpu0P1Rbc/4Mdf3C8wbWJ7FxS9aH2mpCXWgsJALrbieOFqBHH9ooCFvs4ekbpv3f6WLJrbcjai0Xy+SLlcWXZslTvNaG5CkoB4qA7AYHaow2zRmltvPax2jReibMxabHadewmIUJgnw2W/DbOBkk4ySfP1rbz09dP+kOmnbGFtRoO4XadaYMiRJQ/dnm3JKlvLK18lNNtpxk9sJHb51i2X7PTZiZ1KI6pHdR6y/pUm8N3v3MTYot3vCEpSB4fu/i8PhBx4uc+vpQELvbE7kz9d7t6A6cdJx1zpltbFwfZaUCXZ81YajsAHGFJQjl8iJCflWLt19rvaV3fYCLthuVtnIG3OhoTMplhEe1JXEYhMqSlfiNK8ZRS3zz3JVk5yTWyW7ez82ev3Usz1SXzUer5+pWLixdUW96ZH/ByH2UBLICAx4nBBShQT4n0kjJIyDJC52mFebbLtFzjIkQ5zC40hpf0XGlpKVJP1EEj9tAa+fYz7xNan2a1Hs5PeKrhou5idFCj2VBmAkBPfPwPNvZ8gA4isE+22/wDfn29/6sPf7W5U7+m3oC2j6Wtf3rcHbfUmr3Xr1EcguW+4zY7sRtlTiXAAEMIcJSUgJKlntnOT3rs6pOgjaXq11NZdVbial1dbJVihKt8duyy4zTa2i4VkrDzDpKsnsQQMelAZ329/8gtN/wDREP8A1KKqNYf+SN7/AOjpP+qVVVY7SxYrPCssVS1MQIzUVpSyCooQkJBOABnA74ArtuUFm6W6VbJBUGpbK2FlJwoJWkpOPrwaA01+xqB/GX1l3xjSz+Tj/wCuMVNzVnUF7PrqjnXja/c3UWk7lI03PfgN/h9PuZLicJW9ClK45QVJI5IWCeGccSkm5Omr2fmzXSzrS7a60BqHV9xnXm3rtr7N5mRXmEsrcSs8UtR21ZygDuojGe3rVi7reyT6WdyLs5fbI3qLRMt9Zcebscxv3VxRPclp9DnH7EFI+qgNYXWBtxtPsJ1CQoXTFuI7fIDTcW6xHIk9Mty1z/FJSyiQ39MpKUKSclQ5AEk963+aPeuMnS1olXlBRcXoEdyYkjBDxaSVj/1s1FDYz2WXTXspqiHrVxF81leLc8iRCXf32lx4rqDlLiGWm0JKgcEFfPBAIwRUxEJ4g0BGL2mn/Ed3Q/8Aw9t//c4tYI9iYD/gG11/1vP+xMVNnfTZrTe/+1t+2i1hOucOzaibYblP2x1tuSgNPtvJ4KcQtAyppIOUnsT9otLpb6T9vukrSl10ft3etQ3KHeLj+E5Dl6kMOuh3wkN4SWWmgE4QOxBOSe/yA1ve22JG9+35H/JVf+2O1Miy9CXSTJ2Tg6mf2MsK7m7pZqcuSVPci+YgWV/Txnl3q8OqXoJ2g6ttT2bVm4uoNX22bZICrcwLJNjMtraLhc+MPR3STlSu4I7VnmHpO2wdGM6GacfMBi2JtSVKUC6WQ14QJOMcuPrjGfSgNSHsSiTvXuGVH/5LN/7W3WO974O21z9qXqGDvC7Bb0W9qptN5XOfLMcR/dG8lawQUjIHcHzrZz0vdBO0HSXqW86r251Bq65TL3BTb303uZGebbaDgX8AZjtEHKR5k9hVtb9+zG6eOoTcifunqa56xst6uoaM9NkuEdpiQ4hAQHVJejukLKUpB4kA4zjOSQLW24d9ldtJq+FrzbzW229mv9u5pjTGr+pZRzSUq7LcI7hRHlU17XcYd3gR7rbpbcmHMZRIjvNnKHG1pCkqSfUEEEGoL2j2MfSla7nFuMrU+5N0ajuJcXCmXaGlh8D+ossxEOcT/mrSfrFTrt8GPbYbFvhspZjRmksstp8kISMJSPqAAFAVNKUoBXWsHufl3rsr4R2oCFHUvsy1C3Dlansl3m2pd9SicHopwUyW0qQrIIIUkpUeST2+iexGawvr3Qmi5MVxUixwEh7KvESwPFKvkVY5K+3NbH9ZaVi6t07Msktpol9pQaWpOfCcx8Kh8sHHlUGtQwFojvocT4brClIWlXmhQyDn6wapbmj5NTcumdPpd1+JWyfaMW2TauPbGIarJMjtIkvpdlKCPzjbSRnglQxx5HAP1V3S9BWwXK4GU+7JYlFuQy05hSW3+PFYJPcggJPfyJPzq49PNz2ETXZYU4w6ebCEq7kgY5/2j+6qd9Kp0dmQystFIwonsXVAnuR6fKtdt7co6GMEuyp0t4MFpSTEUwWxhDQ8gR5+XpUwelvSSrNo9/UDyUJXeneaEpHcNoKh3+1RV+wD51EW3pKYYWn845yKAB3VnPdP9tbBNAWRemtG2WxvJAdiwmm3cf8AznEFf9+a99Pjvqub9DnNcnsiqa9S46UpV2c0KUpQClKUApSlAWdvFr5zavarVm5DNsRcV6atMm5piLdLQfLSCrgVgHjnGM4P2Vrq017YndjWjcl3R/R/MviIYSZCrbdpMoM8s45+HEPHODjPyPyqdPV3/wAV7dP/AKqXH/UKrTl0FdcOnuj2FrNi+aDuOo16nXDWyYstDIZLIcBCuQOc+IPL5UBsn6P/AGkW3nVTql7bqVpaXpDVqY65UaHJkpfYnNt93UsuAJPiJGVFBTniFKGQlWKDqW9om505dSdh2PuG2bV2tV2jQH37si5Ft6OJLy2zhnwyFceGcchnPpUOPZuWuzb7db983/vOo7Lp65Q5l0vsPTDTv/hMt2Yh5Cg2CkBbbSH1qWoHkVBJ4gEkUntT/wDj56U/6IsX+2PUBuiQoqTkjBrB/Vd1b7d9JmiGdU6zQ/cLjcnFMWizRVJD85xOORyo4Q2gFJUs5xyAAJIBziPKtJ3tS7zcNxeue2bc3OU8i2WmLZ7NGQlZ4oEpSXXXAk9gol8An1Dac+QoDMf5YbeZqCjWkrpQWnRq3AkXD3yUGikq4jEkseETnt5dz2qdHS91UbedVm3/APTbQinYsmIsR7taZSkmTb3yCUpXxPxIUASlY7KAPkQoJvO9ba6On7WTdqGbFEZ007ZXLK3bkNJDDcXwS2lCU+WAnAH2A1qF9j3rGfprqI1dYGlrVb7hpKXKeZCuy3IrzSmzjyyAtwZ/zj86Amb1e+050x0765XtJoHRLuttZR0ticgvFmJCdcGUMEpCluvYKVFCQAAtI5cuSU4h0j7YnVmmtWRtOdRfT9J0yxI4Kcfhe8MyGGlKwHfdpCeTiex8lDODjNYB9mHEb3i665+u9wkou11jwLtqnxX0hQNxW82nxcHtyBkrUn/JISRggVsI6/ujK7dX+mtJQNL3yzWS76bnPve+XFlaiqM6gBbSSgE/SQhWD2+GgPS6x+tRHTTtLpPdbRmmLfrSDqya0zEUbgphlUdxhTyHkLShXIKSBjy7HNe/tj1b2bVPSO11Wa7tMfTlvRbZlwlQkSi6Ell9xlDSFlKSpbikISkcclTgAzUMvabbZr2a6I9l9rXrwq6u6ZubNvcmFHEPLRDd5EJycJySAM9gBUMtadWFz1b0p6A6VrXblWi2admyJV4uLr5UiepT7jjKQhKeSW0eKSR8RKkpIAx3A2udD3W/uD1g3jUkiTs1E0zpfT7aE/hVF0XILspavgjhJaSCoIBUog/D8Pb4hVrdWftQtO7Ea/d2h2x0P/TnVsVxMaaTJUiLFlKOBHAbSpbz2SAUJ44JAznIGTukHSe3WzHRva1bV6mtuqYjFol3mXeIWfCn3ENlTysEBQCVoDYSoBQS2kEZzWuz2S1qY3B6wrxrvUZM252+z3C8Nuv4cV72+6htbpJ78yHnO/n8RoDPWgfbDX2z61h6S6kNiJOkWJK0JemRC+29EQs4S4uLISFFAzkkKzgHAJ7GSfWv1nyOlTbjSe4OmtIQNXMapuHurPiT1MNhksF1LqVJQrkCAMeXY5q3uv7obufV6zpCfpW+2SwXrTq5LEibPYcUp6I6EENAtjJ4rQVJCuw5qxjkajt7VnQw2v6Q9jdtk3FU8aUkxbIJakcC+I1tLXPjk8c8M4yceVAbAOnLd+XvpslpPdqbY2rO9qWEZa4Tb5eQwfEWjAWQkn6IPkPOoydOntH9Qb59T87p9m7VW+0RYr1zaTcm7qt5wiIpYBLZbSPi4j17fXUZ+nD2sWj9jNkNIbSz9n7zdZGmoBiOTGbm02h5XiLVyCSgkfT9TWO/Zm35nVftARqhiMuO3eG79PQys8lNpdStYST5EgKxn6qA3H7w7oWjZva7VO6WoEpMLTFrkXFbRcCS+pCCW2Uk9gpxfBCf85YqEXTD7WVzfrezT20upNpIOmWNSOuRo1wbvapBQ+G1KbQUKZQDzUniDkdyOxqr9slu6zpTYuybTw5Kk3DW91DzrSSe8GJxWsnH/wBMuOAD598Z4nEI+qjYi59Jls6cdx9NtLh3GRp2Lc5MlCfibvceQma5k4xlJlNpTn0a+SaA3ha+1S5ovQ2otYNQ0y12K0y7mmOpZQHSwypzgVYPHPHGcHGai10Jdet66xL3q20XbbeFpgaZixZKHI9yXK8bxluJ4kKbTjHh5yCfPyrNer9YW7cPpW1Bry1KQuFqLQUu6Ryk5HB63rcAz9XKtdXsPu+td1s9/wDgu1/65+gMmb9+1uv+yu+WqdqEbKW65wdMXMwFTlXpbbj6RglYQGiEnB8sn7amJvB1GWLbPpvunUZaLd/SC2R7PHu0CO08GxLTILYZyvB4pJdSScHAz2PlWofeHaRO+ftF909rGnA3PvU27i2LKsJTOahqdYCvP4SttKVdvoqPrWRtrt652svZjbybJ6olO/h/bT3VlliQoh5NueuDRQnB7kNupcR/mgtp7DFAS32y9oxc9X9JusOp2+bRL/8AFW8C2G02ud4nNBSz+eW4tI4pBe+IhJwBUdbj7Y/feyvRL9e+mq2QdNzzmKZD0xpUhOM/m5KkhtXzyGzWXPY2xYs7pc1XDnxWZMd7VUpt1l5AWhxBix8pUk9iCM5B7GsD9e3W6z1UMq6W9jNsbxdi3fU+PMfic5Ul+MpaQiLHRyUlBVklxRCuIIKU5OANmXTtv9pDqT2otW62ig41GnlbEqG8QXoMps4cYcx2yDgg+qVJV5Gsn1Gn2fnTrf8Apq6crZovVqwNQ3ec9fbqwhQUmI++htAYBHYlDbTYVjtz5YJGKktQClfCpIGSe1Yx326iNp+nPSrmrd0tUs25pbbioUJBC5dwcQM+FHazlajkDJwkZHIpHegLx1zrLTm3ukrprbV1yRAs9mjrlzJC8ng2kZOAO6ifIAZJJAHetd2it6rd1CaZuuvoVnNp/CF0nMqh8gVNpDp4dxkFXhqbKvTlyA7YqLPVh1+bj9UjadNsxP6L6HadDrVoYfK1zSDlC5bnYLIIBCAAlJGfiIBqk6O9y4Vlk3Tbm4S/dlXWQbjbXFeRf4JS4j7SlCVAeuFVq31JyouS7RY6VV2XCT9SVNxamRYXu7TsxBQAhCWOCQlIAABUoHPYZJ+uvEtyZi3FIfkPqQAQFCQkJB+xI8/2Yqsnyrk80qKSjivsMHsfsrz40KcxJSlbwCh2CEq+HHzOKo3KWMHb71FNNclxJ3G05tgIOutcNOLstuuUH3xaO5Da5LbanSMdwkK5Ht3CTgeVbKoUqPMjsSojzb7DyA4262eSVpIyFA+oI7g1pa6tdbtWnbdOkkHMm+yW2iDj4WmlBxavsylI/bTpI9pfr/YGzQtA69tDusNGREpahtpdDc+2NgjDbTivhdQAeza8YAACgMJq302k1ScvmcdrU810n7G6+lYv2Q6kdnOoCwR77trraBcHH2g67bXHUtz4hx8SHmCeSVJPYkZSfMEjucnc0f5QrfKg5UpSgFKUoBSlKAxF1dnHS7umf/upcf8AUKrWX7Jjf7ZjY+37ko3b3Btem/wsu3KhpmFWXwhL/icQlJzjknP29q2+aq0vYtbabuekdTwEzrTeIrkObGWogPMrGFJJBBGQfQ1H38m70WgY/wAB9t/7ZK+8oDWDpTUOnd0vab2XV3TVbHmLHN1fGmwzDiLjpMdCU+9yC1xBbbWkPKIUB2WeQGSKur2sE2Pa+uHT12mqKI0OxWaQ6oJJw2iU+pRwPPsD5Vti2l6cNjti/el7T7a2bTr81AbkyozJVIeRkHgp5ZKynIB45xkZxmqHeDpW2A36usK+7sba22/XK3x/dI8x0uNvJY5KUGyttSSpIUpZAOQCpRGORyBgZz2uXRq2rijUOpnQO3JFidwf7SDUQPa47Yag0nvfpPqWsEF1No1JChtrfW2cx7pF+JCXB/V5MhopHqWnPlWwK0+zw6NrLcot2hbHWcvw3UvNB5595HJJyOSFrKVDPoQRWctXaK0nr7TU/R2tdPwb3ZLm2GpkCayHWXkggjkk+oUEqB8wQCMEA0BDvUftUOmh3YOVrq1aqUNYS7UpMfSxjPKltXFSMBpSuIR4aVnJd5BJSO2VEJqNHsaNl79ctcax3vu9qebsTVqc09CkOIKUS33nELfCM/SCEtJCiPIuAfPE0EezH6KUXn8NDZ5BWV8/dzdppjZ+XheLxx28sVI/TGktMaKsMPS2kLDBs1nt7fhRYMFhLLLKM5IShIAGSST8yST3NAaLdrdWXb2cnW9c2ta2aXOtNqfmWeb4aAHZlofPJmUznCSfgZdxnvxUnse4nbuz7YXp10tamv8ABba73ru5Pjkpv3Zy3RmB2yHFvo5lXyCEKHY5UO2ZVb09MOxXUKxGb3b29gXx6EgtRphUtmUygnJQl5spWE578c4z3xmrN216A+kjae7sX/SmzlscuURwPR5V0deuC2XAchSPeFLCVAgEEDIPkRQETfa06zibjdJu1Gu4Ftn2+Pf7vHuSIc9ksyY4dguL8N1B+itOeJxkZHYkYNcdsembRO+fsrbWEaTtf9MINpul1tN1aiNpmCVHmPuJb8XHIpcS34SgSRxV5ZAIn1u9sRtTvxY4em92NIsX+3QJPvkdl51xAbe4lPIFCgfoqI/bXsbfbb6L2s0dA0BoOxtWqwWxK0xYSFqWlsLWpau6iScqUo9z60BrO9jnuq3qDTO4fTPqOWPCdaN5taFK+MtPI8CYgA+gPgqAHqtZqNvT1uLc/Z39Y13hbpadnrgQFS7FdW4qfzq4a1hTMtgLwHEHg2tIJHJKj5EVuD266O+m7afXz252gNrLZadSO+NxmNrcV4HighzwkKUUtckqUn4QOxI8jVbvV0qbBdQvu7u7O3NvvEyI17uxPSpceW21knww80Ur4AkkJJIBJIHc0BFrdr2xXT7pliNH2msV815PfcbKz4C7dGabKgFjk8nxFOBOcJDfEnGVCrH9sRqCJq7pv2m1Tb48piPebwi4tMymVMvNoegLcCXG1AKQsBWFJIBByD3qXO13Qf0obP3aPf8ARmz1qF0huh6NNuLjs95hwHKVtqkKXwUDghQwQR2Iq/N4Ng9pd+7PBsO7Wj4+oINtkmXFaedcQG3SkpKgUKB+iSO9AYS6CdvNvrz0fbXXO76E09MmP2hSnX5FrYccWfHcGVKUkknAHcmtffs9m243tJLq0wyltpuVqVKG0AJShIU4AAB2AHl2rcloXQWk9tNJW3QuiLO3a7HaGixDhtrUpLSCoqwCoknuonufWsf6F6SOnnbXcF7dTRO20K16okKkLcuDb7yllT5JdPFSykcsn0oDVv1xp1V1ke0Eb2V2suMJyTYWkadgyJTykRWJDDa5EtbikJUpIQ54iCQknk3jv2rl1VdGPXnYtm7hrjfLeiz610vo7hPNvavc2W8zkhnxG23IyE/CHO55DCcn0raNoXpI6fdttypm72jNvY9v1bPXJcfuPvT7i1KkEl5XFaykFRJyceprKF+sNn1RZLhpvUNuYuFrusZ2HNiSEBbUhhxJSttaT2KVJJBHyNAa8PZ87rua49ntuLoabKU/N0Ja73AQFLKlJiPxXn2QcknAUp5CfIANgDyrFvsQCEa03W9f+C7X5f8AnX62JbX9JXT/ALM23U1o240AzaIesIwiXppMt9wSmQlxIQeazgAOuAYxjkardnOmLY3YGVdJu0egounnryhtqctl51zxktlRQDzUryKleXzoDV5pRS0e2cklJ7K1fcAe/obe7Vt+0Y22kdNHUhqu+6btxTpbeawSiphKihCX1uNrkoz5KCZTTEjj6c0jsAM7X4vSlsBC3bVvrG26ho1yqU5MN38Z3xC8tBbUvjz4ZKSR5etexvBsBtBv3bIFn3b0RC1FGtbypEMPlaVMLUniripBCgCAMjODgZHYUBDz2MziGemTUyncpSNWSVKOPQRY+a6fZ76i6LH99tyD0/ak13ctVajYcuMk6lhstx1REyQtww1NtpUlBcfbyl3CyEpPH4SamjtPshtbsdpp/SG1mko1htMqQqW9GZcWsLeUlKVKJWonJCUjz9BVrbQ9IXTvsRqmbrTavbiJY7xPirhOyUSHnSGFrStTaQ4tQSCpCD2A+iKAzAk4GMVjHf3qO2q6cNHOav3OvhioUlfuUCOkOTbg4kZLbDZI5HyypRShORyUkd6vrVOo7Vo3TV31bfJIj22xwX7jMdP/AMGwy2XHFfsSkn9lfnm6g+oTXHUXuHcNe67mueO7+Zt8BJIZt0Tl8DLQ8sYwSruVKKiT6DKMdxDZLfeH2x+592lqhbK6Ds2m4AJHvt5SZsxfyIQlSWm/XIIc9O/bvAvdLc7X+69+d1duRq65ahu76ipUiY8V8E5yENpPwtoGThKQEjPYVbicryVdyD3PrVVb9PXzU01u26ftMu5SyCrwIzRcXxHcnA9B8/KssKPLCy3hF97EaOi7j7g6f0hO8X3KW6VTC2rChHaQpx0g+nwoIz9dX31AaDtO2m5NnG26ZLHvMZuXGaaUpxxqSl1SQUZyrvxT2798/ZWS+g7bRm12XVu7F8YcZkMFWn7Yl1JTwWoBUkhJ7lQHhpz6ZUPMnF4W/T1plbxXDVl5ULhPhhuNDQUkiEwlIwlA/wApSytRPpyx8ya24ulCql6fuXlnYupb9fFnv2MmaTVczpOy/wBNI7ca+y46HJMZnCkocI7A+mfUgZxVXdJ1sst0Ra24QU66wXkLCwkH0wDjHzqHu8HVRqpOu5idCzPwfCtZMMeMyh1Tz6FEKWAoHikYwB8s/MCsy7jb5WCDYEvTkR5rkdjxm3myMrUofDwP+d9Xb19K0qlvUWHjsu6N9SnmLf8AL2/8Fz2PUVjl6hudh1Vp5Etu6xwwPeWAtsMgnkyo+nLkT8j6dwKjBv308y9sbs7ftKB+4aRk/nG3zlbkFSj/AIl8jv6jis9ldsnPnfG2W68LdTVA0kqKLZN8NT0CU46ebvHBUkjz5DJUB3+EK+VZvtb024Qp9tu9vZl/g0Kjz2XUhTUuOsHIKT2ORnNTCrUsqm2SPGtbUdUo76by/chTC0HvVsza9LdQVjkPWVD0pLlruUGQBIircSsoUof1AtAXjOQQcHzwZWbIe1y300Wtq27vWO2a7tiT8UlCRBuKMn0WgFpYHyKEn5qrJMbb/T24Ggp22EHDdgu9u90gqePiGE4j4mR3Ofza0oI9cAfbWtXVNhvmltS3LS98he5XK1SVRZaSe6XEnBCT6g4yFeoIqzta6uE2zn9Rs/wkoqPKa+5v56fuuLp56jyxbNEav9y1G6jkvT92b91nJVjJSgH4HsYJJaUvAHfFZ8SrkMivzEaZ1RfNH6qteqtMT3IN3sUpu4RJKexbdbUFJV/6wH99fpB2T3Sse9W1Wmt0dPAoh6hgNyvCV9Jh0jDjSvrQsKQf+bWy1grkXxSlKxJFKUoBSlKAUpSgFKpJ90gWwIVOmx44cPFBedSjkfkMnvXNc6M2VpckNJU2UpUCsfCVfRB+WfSgKileaNQ2cuPtJusIripUp5PvCct8Tg8u/wAOD2Oa7GL1a5TZdiXCK+gBRKm3kqSAnHLuD6ZGftoCupVG5dITQcU7KYQGWw64VOAcEHOCr5A4Pc/Kvj13t0csiROjNGScM83Up8Xy+jk/F5jy+YoCtpVGLrBVLNvRMYVKSnmpkODxAn5lPmPOub86NGLaZD7TZeVwb5rCeaj5JGfM/VQFTSqMXWCqYbemYwZSQFFgODxAn58fPFc3pzDC2233mm1PK4NhawkrV8hnzP1CgKmlU4mMFami62HEIDikchlKTkBRHoOx7/Ua4i4xShpwSGSl9PNo8x8acZ5D5jHfPyoCqpVHCu0C5NKet02PKbSriVMuhYB+RIzg9xX0XOErkRLYIQ4GV/nR8LhIAQfkokjt59xQFXSqVdwitoU45JZSlCw2slwYSokAJPyJ5Dt9Yr65PislwOyGklpIU5lY+BJzgq+QOD3+o/I0BU0qmM+KJHuhkNB7h4nhlY58c4zx88Z9apxqGyKYclIvMAssqCXHBIRxQo+QJzgE0B6NK6ES2nQ0ptxC0PJ5IUlYIUO3cfMd67UK5gnBHfHegOVKV8JI+VARn9oruG3t90oazT4wbf1QyjTDPbuRMy26B/6Hxj+ytCUlDuVMrJD0cJcaP+UgjJT9mc4/bWzn2xm69rulw0btFbr225+CXHrle2GlclRZDqEpiFeOwUEF1WD34uJOMEZ1hXB534WnxiQwkjOezqCc9q94JKOTB8s61fCXGwBjkfP0FTA6ItLSLZojV247kQ+JKlsWOKvjkKQkeM8E/wCkWf7Kh6+59FeceI4g/aDg1PDoh1BJ1Hs/edGLUVjTt2MtCEAApZkJB7nz+mhZ/bWpeyapPaWOlYV1Fv0Mwy7naY1s07pi3tJYbdYVcn2kYSS8+ourJA8ySs1YB0dqPS51BqAIAcnLW42tCwVNIJ7K7jA4pOe+fKskf0ftcS6SNQPNPLnPJHhqeVy8NAAGED+qPL+ysd7o6vvdttU1u28VvqaIYB+kF/MfPtnt9n2Vzs1l89nZQSUcehbW3vTZsjeWX4d8s5kzJSFY8aW74hUScr5cvPv51bkPo1fsmrnYmqNRqnaTg5dgtcyHFp74bdxjHHJ7p8wR5dxWF9BDdmRr+33OJfLpHjW2QVPSC6fDbZ5DkkIJwrIH0cY8vLFTV1VdnNebVXy1OS5lruirc8lp0hSHS4lJKOJT374H0e/mK3pOVNbd+WyuhbxuE6kaeFH09yO2pNg9OIlxtW7W3+VaLhDkJdilDofaLgOBjl8Qye2M4wcYNSS0dYZa7Sxcb68hu8OwwxPDABbcc7E4B9M+Xf5/OoB6D17rCw6ntdoWqW8GJQYRDc+FTbh7A4OO4yR3+f2VOvQ96kXBLMSWy/FmKZDnhOEZ7HJNeVxGpTkoVXu9jY0929WEp0E4+6Ls0Tp2Xpq7vockgMLfS7GUhRGB/W5fLPaoTdedkTZN/blNSlSPwzChTyD6kpU2SD8iWSanpbXnGnEFSSfUHzBHyqP3tG9tJOodFaZ3dtULk5aFm23Ito7pjuHLSz2+ilzkPPzcrYsf06iNHWI76WSBHglTwb5FPjOlP2pGCT/3+VbSvZFdRMaOm9dO2qbyltUl9V20yl9WApxQJlRkHy9EuhPmcvGtXK3eLgXjKkthtH1rPcn+zFZO6cNSw9Lb77eahuU92DbrRqa3ypstGfzbaX0lahj6s5+qrtrOcnJn6O0jCQPkK+1wSvyAxjy86514maFKUoBSlKAUpSgMM9RezV13easjEBmC8zAauDUhuS622SJDHhpUkux30dj3OUZ+Rry2NmtxY7QtLszT0iPd2NMKu0tpT7JjybYpsv8AgMqCyttwMp4c3ApJUeRVjvnqlAYJibT6ojak19rR3QOiJF8vseZEs7rzpMYRlKBaakMiOCrxVAOvrKlqUrCQSlCceUena7taEsenLHb7NaZzdwlM354PBZuVvns+HOc5NsNpQ8opaWlCWw2AwhscU44yLpQEcYPTlqC36etsO8NWHVrlrvrch6Be3HHI90tkSGYVvDy1IX+faQhmR8Ta0eOXCPiUHE0eoumDUl+0ba9OxXdKW9uBH1A21b/wcJUSA1OkMOMxIfiJwyhtDSkB1KBwOChsJASJMK+jXEq4j17VOCDA952Jvl01zLvbNusEVx3V1q1HF1KHFG7Qo0WPCaeiN4bBw+mK+ys+KElqU5lKu6TWbv7KTdwdVytQOWXTeoo8zTZsUOJfgcWSQXHVrmxSEL+N0ONBwAIV/wCCMYWO+M1cgoYxUYOs3d3WOhIFltOhLyYC5Lzv4RkxuJdYICS02T34c8rV6EhHyzTBa6JpNXXb+np9BpSm+G3hdZ7LpY2Bvze6lt17MulqmsQLzGnFxcRCbktDdoTDK/e+JWApxKiplPFK0rOVYKkKr9z9mblrLWdw1MNN6Q1GidZY1ttx1JHEj8ASmX3XTKjtLadQvmpcdakgNqKojWVKAT4dvdL++Vz1RoFtG4kqa/cm3XAxLENaxIjJIAcUWknABJSVEAHHnnNZ2tmqNOXh1Ua13qHKfSnkplt5JcSPmU5yP2ih4alY1NLvKllVacoNp4eVx7GI0bQ7kneW6bpvX/TRiXdqXaXIKYUgS0WzwAmMlUovFtYS+0l7wgwjgZD+HFZPO2dHdLWodMT7LLk6pYuEbTtnmWWyRXFuFFpiSoXGQ0hRyVhcrickAJZYjoSkcDyzzqTW2kNHJZc1TqO32lD6uLRlvpaCz8hk9/Mf2ivXjSo82M3MhvoeYfQHG3G1BSVpIyCCPMEUwarpVIwVSUWovp44f0ZjPZ3bO76C27f0fKYi22WtgNCTCdacPPwEt+LlqPHGQU5GQpX+d6Cyo3TrPZ2/a0jZtI6M0fc2rppiVJvNgSlEi4Jtt0blvPuco4/Oni6tAcLuXHl8z3KlSKHlX2oMCOmsOnbXup9O33RLesbTIt1+1M7fJs2/wVz3H2RBYZZbUxGXET4iXm/FStKxwLDRwtXcU2vOnvcnWXvWpk6jtcbVM/TlnsE9XivGJObaW+ZqHEAeRU6h1leCpK0EHCVKBkpSgMLWrZ292rcC6akds+lriu4XyVdhqKWzzu6I7sZTSIaSpo8A1yDaFIcA8JIBTkq5W1YOnTUMXbGDoF6Np+HJjXK1S3pLjLExl9MbHPLSYzIV5fClwqPfuoY7yOpQGENA9PNo0wxoGTeLNa5N40aue+Lmy2jxGlPuvr8KN+aHgRlGU4fBa4BIQy3laEAVmxvskVzpQCuDhwAf7q5KOATWGerzeK7bE9O+sdzdPQRJu9siBq3hacobkvLS024of1koUsKI9eOPWpXINH3VK9eoPUduhZtVXVF0kr1TcQ/KSrkHEqd/NKST5cUhKcenED0rDErmUiK64FlH+Jc+Y+X1fZVwahvaNRrelXZb78t1xb/vJbV4hUokqKiR3JJz38/OrZcdJWULPYnIJHmfnWxJJLB5rs6pLpX7usjGEjP2jtWxf2fGj39PbZ6l1pMjFtV6KENEjPJpsnhn9ql/3VHjpK6VJG+097UV/LrNgtTqErbTlJmKPfglXonHmR3rY1eNN2jbrRCrFp2I3EjNMNstsMowltCE4Snt51VXVZS+CPp2XFhbSjJVH/YsmVPTOU888r4ElRV39AKxtrK0tXuQlpvCRjklQ8krGDg/UQe1enM1babPaps6+XFqFFDbgW48cBOQe/8AbUfNU9VulLHalQrG2u9T0pCEqQClkFI7KUsj4u5P0QewHlVdSpOpL4UdHUuqdtzUeCj1vqKz7Ty7gGnUrlT1B5Ecdys44lIHyBSD+017e1HVJc4l1l6U3aeRaOBSYqpjK0KSkgfml5+ohQJxnJqI2oNX3rU9+c1FdZri5zrniBYJAbIOUhHf4QPSuOpNTXTU843S7SfFkkBIUltKEpAJPZKQAMkknA8yT5mrSFhTUXu7ZRVtbrurupPhGyeRoPavcdyBrFqPAl3GJJRLjXBspKilK88CsfSTg9gfU1dN70kWZMW9WhaQ9HeCkkDIPwkf78H6q1haH3N1ft/Kdk6Wu7sUSBxfaPxtLGQclB+HPbGcZxketTY2F6rtM6pgt2zVcxi1XZGQtt93i25k+balHyyfonuPr8zrTsnDnssLTVoVFtaw39yQtomNzoxfCPDdjuFlxOe6SADj+wirll2qBr/Qt60Dein3S7QnIxKgDgqT8Kh9iuJH2VjhOrdPJuclduuEdbc5Hifm1AjxEhOc/WUn+6rn0fqmG7ckNh5JAUB2VWnGpseGblWCr03g1M6u03eNJasuOmL/ABFxplrlORXWyCDyQSCRn0OMg+oIqlL7SMBLZKQMBtGe/pg4ra51EdMWgN7bHcbxHgsxdViHiNPZPBS1p7pQ5jsoEDj39Md+1ardRacvmirzJ0/f4TkOZCWW1NlJASQe59CaurW5jVW2XDORurWdB7vRm9j2cG4GuNyOlfTl93C1Kq+3iNMmQFSnXfFkeE06UtpfX5qcCcZJ+IjiSSTkykrQ50D9Wd26bd2rfC1JfpzG3l8kLbv8IZcQ0tTZS3MS33IUhQb5EfEpsEYOEit6ljvtn1LaIV/sFxYuFtuUduXElx1hbT7LiQpC0KHZSSkggj0Ne0k0zVjyivpSlYmQpSlAKUpQClKUApSlAcVYx3rEPU5utftodtzqLTUNl64SprcFpx9JU1H5pUfEUBjP0cAZHxEVl5Yyk1Z+6kC13TRFwtF3t7E1i5FqAhh9sLQp191DTZIIPktaTn0xn0qU8G9pdxb2t7SrXdPfTjJOUfdeqI17IdTWttxW5WntYuhBgBL7s63LjxHH2lZHBa3nEpbAKclTYKiCPoYyq9tT264ai0gZVt0vEiWq7OBFrbXMClFpJMmS+4OCi45IQwvK1KJ4lP8AWUvNvHabTcTVl/0zpmwqhNaZmmdIdhkeKYchlCkpbGcrWlXPxE9iplKUZJUjj7FwYi6cucRu4RopFwjSpsd+2uiI5cgppKAppxBSiUoh7shYS4B2KnAQos5NvXL60vNRndabT8qm3mMc9f8AvsejarDeLLBfaVbLWbbapSPECH3VOW9DiEqjzGeCULQltpYZWUq+JDeT9FXL1daQdUwYsGDrG56d1ZBUsOMNo0+mTc0/F2W22p3i4EZHxpSFADOFGsc3TdqLo42jUErXarQzf7SxAlNXGIJM3w2fjbWhphGWmz4jyUuOJcOHBlPlj0bXqD3hpGndIRP+Ab6UoF2t76pb6oyEBAbKlBDqmxxdDSAMqKFISngg84K+rZ3cKKu6sGoTfEmnhtd8+phPeLQ+rdz9TQrjo124X2Iln8HsJmzkLKHUNrkOobJIQA23grSCQlRSkKWTxEuOm+2TNIbZ2rQ96n+Nd7U2pbyFLyA064pbSmjn4meJASr5JwQkgpFs2636Df3KhtacuKNPOwIDkOG4loRn+SQlThcS8kFxS1yRlK0k5aWfMk17sD32zRU6fv5VDnaYdcj2zUUZrlGbZUEuIZebJK22Sjw2yFEpIaB8RKwg1OS4vvE15qGlUdIqY8uk8rC+LPzZmQeQr7Vu6Y1O3fA5GlIRGuEUJL8dLoWlSFD4HmlDstpYGUq+0EBQIFwBaScAioOeOVK+Ag9wc19oBSlKAUpSgOKzhJJrTt7S/rOvm4usr1sDouS/E0dpqV7pdyG+C7tPaWCocjghlpYwAMclJKskca3AXa4w7Pa5l2uEhDEWEw5IfdWcJbbQkqUon0AAJrQlbNl9X9RGvdQ7p3JtVks9+u8m5NcmSp95DzqlgNA9kpAIHI9vlnvWMq9Ogt1Qzp0aleWymiNL7nhukB5biT5Z+kk/I/Osy9OvTdqDei/JnSmHY+n468yX3EcQvB+iCfM4+VSf0v0WbdxnmVzbe/JIICi+6VZP14GKk5ZrDZNBWNqz2JhmIy0MBtCQkJGO/wC3++tCeoO4W2ksL3LajpXlSzVeTnt7puxbb6fb0/paG0xboTfAcRjv5knHmT86x7udrOdJaebYubLLSG1Fxbg7IQB3J79sD1zirvvV+VGtLjjRQnkDxIVgn66h91S7jJsm3tytzUge+X1QgNpSruGz3dP2cRg/WqteEXJqCLGUo0oub9CM29u60zXmoHYcCc6qyQXVJipKjh5Q7F5Q8iT6fIfaaxl4hPbFfFEkdzmvg86uacVCO2JzNSrKrJzk+Wfcd6+k9vM0KSaBFZrg8z4kkV2B0pGM+dcSjAzXFX/toC5tJbhaq0TIMjTl2cjIcWlTzH0mnceiknz+WRg/XU49l9bWXc6zo1BaiI0tgpbmxQ4Sph3z+Yyk+YPr9oNa9QojyJrJOw+6cra7XsO6rfP4MmqTGuTZ7hTJP0vqKT8QP2j1rVr0Y1I5xyb1ndSozSb4NsGjtQSVRPDU5ycSOPEnHb5VYG/HTfozeW1PSlNiLe2+SmpjQyTjHwr+Y7fsqp07qNll9uQx4amncFC0KylaT5EH7D51kYyFhtE6EOYUOTifT7ftqpn3lcNF/OEZrDRqs1x0+bl6Eur8K52BycG1EpeYZ8QODPmn1P7K2geyr6lZ2q9Eu9O2tkOMX7RsYO2ZTyShUi1ghPh4PfkyogZ9ULR6pJPK8Wm2arh8n2ElxBwQpIJyKsu16fOgtZW/cDTjLTV9srvKM+lJCinGFNKUO5bUkqSpPyJ+2s/zWrT+Gqsr3RXVNJhJOVOWGbMUK5DNcq8HQeqY2ttH2nVcVksoucZD5aUclpZHxIJ9SlQKc/VXvVcxkpJNdFI04vDFKUqSBSlKAUpSgFKUoDi4eKCc+VYG1z1D7ayNaW7RVo1JHevNsuC+TbiFojCUEKaQlbpAQQhThWQFZy1gfFgHO76QtpSCM8hjzqD+sOjLVWndR3HWdl1C1Ls8Oabi0wjImpa8XkoJ5fCpSE5OSfi4+hNSlk6Xw7Z6Ld+f+b1nTcY5hhZzL2fD/wCvqZmU3dNP62td6025Ihw7tHFtl3e6MZU+6p4cpKWMpUStx5lOVcUgISQkoSM9yLLojSuvLqzqGUxNsktiLD94uElCjCmuuuPrKAAA0layyvKOIQ6QRjOU2bebY0vT9vumo9D6fvcBbngm8R4fBQDramUoeQ8VeC4hxxtwlRQgcMBWSK96z642/tuiJsuJpe2wLpfpaoMW3qt7bIC/DQy4lCgkIcSlba/oKIUcAHKqg5p8dEed59Eq1anS12tuqIk92FaIFmdK3kqWhSUrc8MJSCpSWgVkuY8ltg5UlSjm/baw7daE24c0Vd9Tz3kpbVcxLguK93uKjl4LaASoIdb4JIB+JPBKwo4JFwbU2Z2wz9O2y7Qle8pu10REmFYdSW2DMacj8hjCwtSllRA8XkVnJSoJq7joltor2/tClORRe1zXbUXA2hcdKkzELZVjLCw4pDXIdld84USsRhdl7d+JNQvdMpaTVn+jTeUsfu/lk8PRa5CLrdbLftQXmRN9zbSqOvTy5zUouuuPSHFI93BCSp5oEFXmPMp4YqVWzWWm79Ef0xaZzce4IMJMa3278FNlaApxri0/MLYIAd/qJHf6Jr29J3gXoz0SbiuNdWru8m1XR9KEKD7QDHukpsfQWrwilQwEuDKmylQATcGvNdWc6FeuMpb8K8w5SBGgJBVI/CTK0qQyAO6kqVxBUPhU25nOFVJRdmAt4X96Nt9LHVtus7dgbjPqabkNvRzIaMhWXiGmSpohZAUrglHcBZCiARcPRVufuZuANSRtYXSTeLZC93VFnyE/El5RVza5/wBfsEn5p/0gBlS12m53WxTd1NcrZdnKtr8q1QWV841rjKZKhx9FvKT9Nz7UpwnzyFpu0RbPZIVujRm2UMR22+LaQkZCQD2FQkdLb65bUdEqaXO2jKpKSaqf1Jey4z8u/U9NOQmudfAMdq+1JzKFKUoSKUpQFgb7MszdpdT2ySyXY86GYb7fo406QhaT80lKiCPUE1E202yLFbTHRGThICQkICUpSBgAD0GBipl7kW03PQV9htgFZgurbB8ipA5pH9qRUQGVtW22qnOkDIGcn7aqb+O6oky70ppRl7nY6tqA3nCSsJycDvnOf91Wpcri5Lk+I8ocD24/P5V5111ShxxTi3yW+RwAf+/11ad+1i3FhKdbcT9EoAHz/wD8rwg0kW+1vk69c6lZAVFQtKW0Z7ZxjHzNa6t8NxHNwNaSHmXOVtt+YsIJPwlIPxL/ANI9/sArMPUfvKuNFkaOtD+ZsxBEtxK+7LR80/8AOUP7B9oqLKiSTVja0mlvZSalcqX6UOj7Xa22VelfGEFSu9eg0wB5CrCMfUpn2U3g9s4oGcnyr0PB7dxXHw++BXptBQOtgCul5GEg16LzXbBFU0hsFBGPKolEnJQ0HnXIoIOK44wrBrxawSbdpm2Dmk9k9ptxrKzi06i0hZnJCUAkR5aoTSlDPyV8RH1hQ+VetpHVCHWfAec5AgjHyqRPTXpe3bpdDO3emLwcs3HR0GOHAORaW22EtrA+aVISf2VC3Xds1ZsvrZ7Smsoa4TzSyWZASrwJbeezrSiO6SMfWD2OKqrqjsluXTL6wulUh5c3yjKjtx93l+M04cdyoDyJ8j/dXZcXWblDVOYUCtPft9XnWMY+t2XyVeOFB36X++rgst9YeaLQJCMcVHPbJNVNX4uC0xtWSenTuypnZzTnJWfFZddH2KeWof3Gsj1ZWy0VULanS0ZbZRxtrJCSMEJIynI+eCKvWulorFOK+SORqvM2/mKUpXqeYpSlAKUpQClKUB8PcVwUhR8q7KVOQRa6h9RXDYWwyRp20pXD1A4YsZKlqMZseH2SpAI4LaKUFtST3b/N9g0gi2OlOeN2JmpbpOkiLqK2uKeZjuMeNbFtSyoyMR3DkFxY/OcFpIHh4IBIMotxdv8AT25ml52lNSwm5EaSnKCod2XU90OJIwQQfke4yPImrD0RpvSe2lqtTundOt2b8G3VVtvTDai4oLk+G34vNWVKQpwRVgqxhvBIHEgDpoajo60GVnK3/i3LKqZ/p4/1j+5a8fTtrbkxNOXORM0mmHcbo/FlxH0rgMOpfCm/ASsFLPArAxwbyCMHua9G0ar1Hbdy5t/1Jb7dcpcWGbC6LUtLa3WkBUpElCXlD4SPESpIcOFIIGSO91InsW3WF6lyGUuM2qNdZTqFYPIL9zUkft4L/tqOfVjoTUuj9H6OjaZMhMIiSq6NRFKAExwtrJbbT3baUvnlCcJz4fbISag0NB0pa3qFOwdVU97/AJpdLjP+jMcu6aFf0HbI8h7jqiTC+NlTfu7/ADfUXnvGQ6kFTHilasEEqOPDy4U58Cyr1ForWEHWW5MF9y6rbQ1FceWODkctkFpKj2EhPJfEKWTgcFElYdXS9OOgtfXXQbNy3H04xeA84fdot9eWh7w0p4IW4lbS1KwOQb5HCUklIHLkcl6o0fqGTYZVsFtjotym/wA5GuN0E+GEj5peSlaQOxBQ6gpwMEYoa2p2S068qWimp7G1uXTx6o5Pzo6dFXLTNsliXFk3SFChqB/+L58lvAT/AJrbbryAPRLIHpWVWyDkD0rW9rbdfcDa7Xz1p01cRHjWx5mQy06tEtt4ZUsfnMZWjm68R3KgVryoqyo7CtHXWRfdN2y9zIZiPz4bMhxg+bSlIBKf2EkVCZaav4ZvNGsra/ruLhXWY4eWvr/ye1SlKk50UpSgFKUoDplstyYr0d0ZQ6goUPmCMGoD7uRLxpCbIsM5jwVMLWFNk45oPdKx80nBIqfixlJGcZqwN1dlNE7vWz3HU8eQ1IbSUMT4bgbkMg+gUQQRn0UCK1bmh5yTXZuWV0raeZdM1Zal3GisKXb3HRlLnBKR5qJPkAPPzxVt7w6T3z0jtD/hduOjZNpsD09i2x3px8J5a3uXFzwSAvw8pxyIAJKcZ8xtA2g6PNmNn5yL9bbM5er8hZWi7Xjg/IZPl+awkIa7dspSFfMmri6kNloO/uy+p9q5UhqM9dohMCU4jkmLNbPNh0geYS4E5HqMivOjZqLzM27rVXUzGlwfm3vcmRNukqZLdU4686pa1qOSST3JqjYbLrqUj1NelcorkeZJiySnxWXVtK4qyOSVEEA+v2112uMpUkfDnAKu39lWShlpIqG88s7m43h9/Wqg4CaqH4xbSFKIBPpVG4TjBr2244PPJ28vgA+quQUPnVEXvSgfI7ZzU8DLKhZC1kZ7V1OtdjXFDuT3rtUoEVAyyjUyfMVSyEcVjPyr1mS0pXBZAz5ZromNMJKm3TwJ+irGc1hJGSZ+gz2fLinejXapalEkWTj3+p5wVl/X+22iN0LMdP670xBvMHlzQiS2CppeCObah8SFYP0kkHvWJOgGHIgdHW1UaSjis2JDuP8ANW4taf7UqBqQda7WezJcPKIH7r+ztvlufcvWxWrMs91/gS8u54nz4tSAO4+QcB+tfy6en7pM3XlXZtW69h/Adrjuh2Qhcpl1yVg58NIbWoJBxgk+hOM1PUjIxQJwc5rVdnSct2Dcjf1lBwznJwYaQw0lptASlAACQMAAeldlKVt9GmKUpQClKUApSlAKUpQClKUBxKR54qxtwLIpDMvUMKOVePDVBuqWx8TsQhWHB/lLZK1LA8ylTiR3Iq+687UQuKrJOTaFITOMdwRiv6Pi8Twz/pYqTKEdzUc4yR6ga0gXPVN8uN+koiwWWbXKuIBKvjYDi3mUY+mTIRGbwPphWBnkKvmxsIn3JvcTdJTNvlSRys9leIcciNAkpJQMlbx7EhIyFYzkhIREDYfQu6cze62RLxZb3EbjSlu3V2UwpLbAShWFDkngFBQT4ZSOxwU44gjYFZdKWSxvOy4EBHvUnj7xLdUp2S9jy5urJWoD0BOB6YHajWDovEugR8O3MKEa8au6KlmLyln0PMF11bemSdO2RFpZc7Ny7ug8+P8AliKghX7FrbV80+ldidD26Utp/UkiTf32VpdR7/hTLbgOQtLCQGgoHyVxKh86umlQc2W5e9u9C6mucG96h0hZ7nPtpCokmXDbdcYIII4KUCU9wD29QKuFKEoGEjArlSh6Sq1JxUZSbS656+gpSlDzFKUoBSlKA+edMCvtKAVH/rf3+ldOfT3fdc2cti+TVps9kU4OSUTXkLKXCPXghDjmPI8MHtUgK10+2L1QhvRO3miSpBRJucy8upV9EFhgMIz9vvTn9hqYLMsEN4RqEj2mXNT7w4vw0H+svuVH1NegyIlmBKVKdkrGAPkK+S37NCcLjTzkl0DLbQVltCvn/wD1XmIlTU5LMfiVd1LUnJz/ALq2eI8IwXJWOCdMUX5B8NPokV0uqCRgE/troMiSTl59f2AV1vOq491ZpknBxW5g+dfA6M1TKcKj5185mvLcTgrm1gmqhRBGCa8xtxSTVQZCsedZKQwd6mmXQQVHl6HPlXJiW5GUGZLSZLI8u3cV1xnGHHAFuFP++vVZjtDuytB/vp2zHODej7MTcuLuN0k6ajMuLU/pKRI07ICz3SWilxofZ4LzNSxrWt7GLWwd0xuLtu8hKVxbjGvzRB7qDzQYcH2D3do/6ZrZQDmvGSwzNH2lKVBIpSlAQP8AyzPSZ+gdxf3PF/maflmekz9A7i/ueL/M1pHpQG7j8sz0mfoHcX9zxf5mn5ZnpM/QO4v7ni/zNaR6UBu4/LM9Jn6B3F/c8X+Zp+WZ6TP0DuL+54v8zWkelAbuPyzPSZ+gdxf3PF/maflmekz9A7i/ueL/ADNaR6UBu4/LM9Jn6B3F/c8X+Zp+WZ6TP0DuL+54v8zWkelAbuPyzPSZ+gdxf3PF/ma+K9st0mrGBYdxf3PF/ma0kUoDdp+WO6TM5Fi3E/ZZ4v8AM12D2y3SaBj8Bbidv/seN/M1pHpQPk3cflmekz9A7i/ueL/M0/LM9Jn6B3F/c8X+ZrSPSgN3H5ZnpM/QO4v7ni/zNPyzPSZ+gdxf3PF/ma0j0oDdx+WZ6TP0DuL+54v8zT8sz0mfoHcX9zxf5mtI9KA3cflmekz9A7i/ueL/ADNPyzPSZ+gdxf3PF/ma0j0oDdx+WZ6TP0DuL+54v8zT8sz0mfoHcX9zxf5mtI9KA3cflmekz9A7i/ueL/M0/LM9Jn6B3F/c8X+ZrSPSgN3H5ZnpM/QO4v7ni/zNQP8AaDdYWguqrX2nbjoa3XtjT1gtSo6U3FhDLrkl10qcJQhaxxCUtgHPnnt84b0yfLJqU9ryiGsnuC72xr/Ew8endI711OX0n/FMgfaK8jJ+dMnzrN1ZMYKp64yHvMpH2CqYrUo5JzXylYuTZIpSlYgV9BJ7Zr5SpyAexrsbkPN/QcIrrpTcCWXs9erbSvS1u1etU7jR7pKsN4sTlvWm2RkPPiQHmltKwtaBxAS4D3/rCtgo9sv0nAfFYdxMnv2s8b+ZrSRQknuTUN5CWDdx+WZ6TP0DuL+54v8AM0/LM9Jn6B3F/c8X+ZrSPSgN3H5ZnpM/QO4v7ni/zNPyzPSZ+gdxf3PF/ma0j0oBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgP/2Q=="