Your real mining income can be quite different from those calculated by any of these calculators. You must factor in halving as the cost to sustain mining goes up naturally, while the rewards surely go the other way. It may make mining unprofitable unless the coin appreciates countering the periodic cut in block reward. As long as you own both wallets there's no tax to pay on transfers. However, you still have to keep track of the original cost of the transferred coins and have sufficient proof of it.
- This means that your deposited tokens will effectively compound 3 times per day, resulting in a much higher APY than if your tokens were only compounded daily.
- For practical reasons, Lydian currency took on the form of a round coin, which became the first ever standardized unit of currency.
- Your data is not collected, which means it will not leak anywhere.
By subtracting the buy amount from the selling price, you will know for certain if you made a profit. Finally, your profit or loss for your investment will be displayed in the screen. In the Selling Crypto Price’ field, enter the price of the cryptocurrency when you sold the crypto. In the ‘Initial Crypto Price’ field, enter the price of the cryptocurrency when you purchased the crypto. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs.
Bitcoin, for instance, has experienced downhill trends since its inception, and there will likely be more in the future. When the market goes down, it's good to resist the urge to sell everything you own and re-invest into similar assets currently performing well. It's essential to only invest what makes sense for your financial situation and risk tolerance level.
Similar Apps to Bitcoin & Crypto Calculator
In the context of cryptocurrencies, crypto market capitalization refers to the present value of the cryptocurrency network. You can calculate the market capitalization of an individual cryptocurrency as well as the industry as a whole. The current technology behind cryptocurrencies is called blockchain, which is a decentralized ledger of all transactions across a peer-to-peer network. A prominent feature of blockchain is that participants can confirm transactions without the need for a central clearing authority, such as a central bank or government. The value of cryptocurrencies fluctuates, just like a regular currency, and they can be traded in the same way as any other currency. While bitcoin is currently the most recognizable cryptocurrency with the largest market cap by far, there are many other notable cryptocurrencies such as Ethereum , Litecoin , and Ripple .
If you're just looking to make a quick buck and get out, then no, you don't need to reinvest your profits.
All card value and reward points would be transferred and held in the Samsung Pay app, state that “certain funds may engage in futures contracts based on bitcoin”. It is possible due to the partnership between the Opera web browser and payments firm Wyre, after they have signed in using their username and password. Still, what is crypto currency 4g CEO Michael Saylor revealed that MSTR currently holds over 105,000 bitcoins. His search was limited to stocks with market caps greater than $1 billion, 1998.
You can convert BTC to USD or XMR to EUR or RUB to EUR or XMR to ETH ... You need to insert the principal amount of BTC (or another crypto you’re staking) that you’re going to stake and specify whether you’ll make any additional deposits during the holding term or not. You’ll include the compounding interest rate of the platform you’re using and the holding term you’ve agreed on. The calculations and estimations are a bit different https://cryptoticker.io/en/pi-network-full-review/ when it comes to crypto compound interest, because the price of the crypto asset will most likely experience some ups and downs during that time. Crypto.com users can enjoyup to 2% better APR ratesif they stake CRO tokens on the platform. From April 2020, users holding 0-5 BTC on BlockFi earn a6.2% APY, while those holding up to 500 ETH earn a4.5% APY.Stablecoins’ rates have remained the same, with8.6% APYinterest rates.
Increase your CEL Loyalty Level to get priority access to future products like the Celsius Credit Card. Transfer your crypto to Celsius and you could be earning up to 18.63% APY in minutes. Exchange Rate—The value of one currency expressed in terms of another. Investment time is the overall duration when will remain invested in CryptoCurrency.
Please don't interpret the order in which products appear on our Site as any endorsement or recommendation from us. Finder.com compares a wide range of products, providers and services but we don't provide cryptoplora.com information on all available products, providers or services. Please appreciate that there may be other options available to you than the products, providers or services covered by our service.
Our user interface is customizable and can be optimized for beginners and experts alike. If I wish to have my order executed immediately I can place a ‘market’ order, which will buy or sell http://zanderuyem351.lowescouponn.com/5-reasons-a-raspberry-pi-belongs-in-your-network-lab at the best market price. If I wish to set a desired price to buy or sell I can place what is called a ‘limit’ order.
Important Key Terms
Exodus makes it fun and easy to use apps that empower you to control your wealth. Historically visualize how your investment is doing, or how bad it is doing depending on the up and down trends. Even visualize your daydreams of stocks you wish you had bought before they popped. Yes, Pro users can request more currencies on demand and can get modified plugin.
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NiodEPZyEwlQ3CNatG+Z/wD8H3B8WxzyXrOQZpOpoSaD8JGY+0Pydy5MZ2VFRMx6fDxb+Ny/VjIhsFuTNPED0OAhW8DV92w0oVPbXyiVEmpPRTeL7JHU/wD4Elr67PWltHY1uSWWgOqVKiELfQTiUHmkEdCLEZV+Vh1cA0W5W6m0shtW1aC0EAlmHbhM4yeMjM1LIqEZbxkR6RiX7W+tFJ7cswUgm8VAlBwqCVm1UStajNVaHoPQZEPo9ClIeS+SE1GrEN7f+IeGECzX5trYZwt+I46woxVI767lFAh057XcC3OucW3vz2/TqK2K4ayVv7Mxcf8A1Ey/CSxbZE3DvOEdXa9klNTporp3xz/KHi5XE29wy82zdZhkIiVI33NOvlIqEOs3KW7nVv5HHtWhYJa4NSWuqUEaCeJRHUtH+4qb3COD3t2cgrLW6j5ZL3VLYPC8klqNSk4yrQzPSYrlZwEtkPKspmc+Xe/0oh+uPSNgLW1gjA4DpvdKBwsbKiO+es2M1upg+qRhje99RBx/tay04cxvEh0tT4nUlpeaSo9HBoHThzS8V1Lk8Q2k6m0yRH+OkZn8NZjDLlgh6jCiZ3VYf92aop/Ee2E7Id/Ca+Fh5vXc/wDbdanhAkmLqGFDH6HL8+c1W4Qw/gLqGFD4ATNVuEwwi6hhQwTNVtDDCLqBQwTNVuEww1FwUPgBM1W4QwmLqGFD1gmatou3gbAxtosxeTPZlKZRmFn1RAIxu53RhTTArQeneHUv6byRONe2vNj/AI45bdzaqS2OtB13n9lIW0MLmFtdSRJ0RiOlFeEqf5HTnL/LsFtqQm4KQpNSTIjJerl1CO1OFNPj3giJaw9FzAO5wupfRIsjDlbTBgh1z6bIrnd7CBbo518S3UlydoGzUVE2BvCtRMZ0nD1PDxjJoaXp01PMp3uUhyRS3XKEtxSi3qqMx6xTiH4l59pkmkOOKWlstSCMzMiLwah5U3ht5SWMszNc9z+e7rE9WACj9QmxOxc9sNsMDCzAQD7cSTdWmQEkxdhMCIxlrAzVeAuChCq981GnnmFGtl1bZqSaDNKqVSZUMvAZCwXgFktzKw9QC+gAmaqIW42tLjalJUk6kojoZHyD0VFxS1ocXEuqU2gm0KNZ1SktSS4C0noFgAWgqouBYL2KZTEnFPFHxBOLSlClE4dTSWoj5CFiouLWltC4l1SWf+GRrMyR4OAWBQhTMaOZVJcedFPPKQTSnVm2Rmokmo6VPWdOEWfgLwFbWVpBOtWgLgpUEzVaAuoQagVM1WALwBVzVu13M1SnPSh1VDM861X/ACQ3xClIUS0KNKknUjLWRjiULEvQUQ3FQyzQ40rEkyHU7O2khZ7DkRKJESgv9Roz0+EuEhwt/EV9Gk3TKq/KunsLpeNYxLf+2/Vc9DX4G/4r31i/b/8AD59I8rUaWzJafeGzEG4h3/rZrsP+Zmq34bEajaR9xl4Ft7Q2iXLJzPFxUuhYVTzueQk1lTQXy6YtfCY3OX3iSK0Nkp3a20tmWSl0qiVMJoSXlRBEZERkSiIiOqiKlfxEWoeLioNZuQkU8wsyNJqacNBmXBUh9JNrLQJs65ZQpgrrW64TqmMJUxErFWtK69OsfLqJ9JUzTpISkyXRC0RMXEPznEAQwc7ENabk2OK+w1PIuBOTJmIIay5Zqu2wBOeRbAudzXGC72rKJu9lMtNqQSKYY0pPNw5Q7bKCPlMlHQvARjgFpJ/HWoncXPZiZZ+LcNZkWpJbyS5CIfMFFKShJrWokpSVTMzoREIxlBljVcp4cOXmyMxuprRYX1XtznmH9lu6Tk7IUNz40uDnO1ucbmyteebh2lvuqJKEJNSjPeIhxycR65pMoiOVqdWZp5E7w2W2VrER5KlctXVgjo64X+8+AuQagOyv4dvo0mslpKJX6swsjzAAY0ixbDve5HMXmxtrAAviSBxp/EH9I0tlROQ6FSn58CASXuGIdE1WB5wwXF9RJNtQJtFBfQKDpdc3ZqtAXUIKCqZqsoKi4KEKWTNVlBUXBQgTNVoC4BVVzVaKUF4CiZqtFBfQKCqZqtAXBQUsqZqsAiMXgCZquoQUIX4QoQqvayswkFCF+EKaQSyswkFCF9CCgJZWUIKEL6EGEgTNVmEgwkL8JBQgSyswkFCF9AwkCWVmEKEL6EFCBLKzCQUIX0ChAllZQgoQvwhQgSyswkL2XXIdxLzDim1pOpKSdDIKEQ3lVzVsMDaGXJU9GOwiY1EA3HIOKW0aM4Rk3rM8OmmsY01El2s4OZIzXAix1Ec9783SsuUl5qI/hJUHObY3brB5rW5+jnXz5beDMYZJNx8OiKSWjER4F+wx9lq8STLL/Uhots/spMukNTg7KzeZIgjljTcY5HNvPIZZcJTiUNdka0/7dGkuEh8okHp+SZ4dJ6NQ+O1j6A8gq5HdHEsYTjr4J5aPDi0fo0L63Sfpyy6okBsF0wIrRq4VgcdQPpYOOBGsk4reom8eCSk+o5c+tX/VUlJf4qNYm9qJtOSNt94m2e5N6E/jvmPlkgzIzIjMi0nyDLdlbrUsh5obzCm4lxxpLaXCNxJopU1J1kWnQe/pG6yY+h3IzJCO2akZQOjA4PiEvcD7M76rT7QAfatNlJ9LWWGVsF0tOTREIjFkMBgI9tvrEewkj2LBwkFCF5oMqVIyqVSrwBhIfUV8yzVZQgoQvoQUIEsrMJBQhfhIMIJZWYSDCQvoQUIEsrMJBQhfQgoCWVmEgwkL8JBQgSyswkFCF9CChAmarMJBhIX0ChAllZhIKEL6EGEEsrKEFCF+EgwgmarsJBhIX4eUMPKC9s1WYSDCQvw8oYeUEzVZhIVoQuwhh0gmarMJBhIX4eUMIJmqzCQYSF+HlDCCZqswkK0IXYQw8oJmq2hCmEhfh5Qw8oJmqzCQYSF+HlDDygmarMJBhIX4eUMPKCZqsURYT8AlFCSybFb6RzIrvHmoFUihm3LW5t9KIBBwJJW+Tiz6nI2yMy0lXRTWIwYR6KfiHGyaciHFIKnyTUZlo5BrahT3T1gHWwcOf+q3QR0ajcHnC29KqLacSSzOuWnWB6N+lp131ixHMV3e7iKjZY3d+zJnVNvR0snbP+imi4hRKPNlTWZ1IqFrHz5PD3jNWes65YiRRMZMXpnEpn6FQZrM4onaE3GVL/TbzdOzwlQ1HvGY4uh15tSFtvLSps6oNKjI0nycAuKKiyz1It4uqSwvUWf+qXAr534jHdSCXl4cDc3xbe+LzjiL+l3gfplsrYDGwy1wsLCzrWwYLjA2JzO5xHX22SQtq0ymyx3eyVp+EiJjGFaDrewT8Ml0ogyzbq9OFkmaGk1HhNNTqY+xZyCkDM7swckhoV6ATO7SZirZLQtCYVRpLT2SSPVUR5afiWEONsRDraHk4XEoWZEsuAyLWXhFqVuJIiS4osNaUPVXWLYlGdEzhn2vnc2vODteONs7D2DuvhV1sLNPB3tm8+AzS0/Vwwzs2514m/Njv9o5tH2ouhlk+nrxRUwYtHEwbcQaEksmDhm3M3Ui7ElHUi3hzvCQ9Kqw4MR4a1pXRXhFMPKNrLS4l2ljdVyeq5vZaSbjum3h7tdgCb3vYWuraEFCF2HlDDyj3WLmqzCQYSF+HlDCCZqtwkFC4BdhDCCZqtoQphIX4Qw8oJmqzCQrQhXCK4QTNVmEgwkL8PKGHlCyZqswkGEhfhDDygmarMJBhIX4eUMPKCZqswkK0IXYQw8oJmq7CYUMXUMKGLrL3zVbQx92w1kYq3NqIKy8HFIhno5RoQ4tJqSR0rpIh8Shjo2T1oves8f/AFz6JjCqUZ8tJxY0M2c1pI6wFsKTLQ5qfgwIou1z2g9RIBW7OZIFomXFNO26kSFoOikqOhkfKWIW7UWfd/0g/u+IaSp+6xuf2oK1UNZ9cyO0k2N1UbCtLdMji3MNTUkzPRSnIPXqq4r6HZHmLH/aPnZrlZabcKT/ANNq+rMyYyfe0O4No9hiuut0YyPbSxLhMw9uJG64epKPlGf4EoZO0rtt30Sz8lXtGrXfPXcuX0XcHYyHkiIxM8dN1UBDNtrzXUUSR1NJEeGuH/AnVnRgTuVFZlC0cLrF8WNHOR/ss+RyMoE4HngvRNsHuI1A9PtUPtpXbfvoln5KvaG0rtt30Sz8lXtEws7yhneUYWmlZ2g8Ldyzv5f0DZHxO3qHu0rtt30Sz8lXtDaV2376JZ+Ur2iYWd5QzvKGmlZ2g8Ldyfy/oOyPidvUPdpXbfvoln5SvaG0rtv30Sz8lXtEws7yhneUNNKztB4W7k/l/QNkfE7eoe7Su2/fRLPyVe0NpXbfvolv5SvaJhZ3lDO8oaaVnaDwt3J/L+gbI+J29Q92ldt++iWflK9obSu23fRLPyVe0TCzvKGePhDTSs7QeFu5P5f0DZHxO3qHu0rtv30Sz8pXtDaV2376JZ+Sr2iYWd5QzvKGmlZ2g8Ldyfy/oOyPidvUPdpVbfvoln5SvaG0rtt30Sz8lXtEws7yhneUNNKztB4W7k/l/QdkfE7eoe7Su2/fRLPyle0NpXbbvoln5SvaJhZ3lDO8oaaVnaDwt3J/L+gbI+J29Q92ldt++iWfkq9obSu2/fRLPyVe0TCzvKGd5Q00rO0HhbuT+X9B2R8Tt6h7tK7bd9Es/JV7Q2ldt++iWflK9omFneUM7yhppWdoPC3cn8v6Bsj4nb1D3aV2376JZ+Sr2htK7b99Es/KV7RL92KSy0t5xVEtpNSj5CIR5s9eZlE3yMzG1l1MPZCSWah4l2GlxTtl92JmGbOhr+QoiQk96vDrGRAyrrccFwitAGskNAx1cyw5rIzJ2Vc1hgOc517AOcTYazr1D/daNtK7b99Es/JV7Q2ldt++iWfkq9o6tYTKMfnlztpLwLRWZdZnNkIh+XzKWwdXM7Ft4cKWt+ijWjXqqeulRrMdeHlWSixB3uTKWWIKToh0zF2z6W4go1uFVQ6Z4zw4ySZHq/DeHuMo6+XFjorQQbYhuJ6Bh/fVisV2TGTAY2IyC5wLc7Avwb0nHrw14HBcpvGyZ7S3bWUibWTSfQUQxDLbRmmmlEpRrUSS0mejXUccofAJp372rgrc5NrdrZclSYabogYxtKtaSWtJ0MQ8kkK1GzqXwUQk1NPxTTThEdKpUsiPT4DE1yWqc1UZKJGnTdzXEagMAAebrKgWWNHkqZPwoNPFmPY12snElwvjfmAWBQwoYkJeXB5P13NromyMZdjNotUO22tUQzN3E1xpI9BKVr0741m3th7AWGmVkrZwENMJtZG00KcamAfezcS3TDibNaafOLTyHr1jYS9ahzAYeDeM8XbcD62F7CzjjbHGy1kzk/EljEHCsdwZAfYu+rc5tzdouL4G11yGhhQxIyw0quAttIrUztm7GZQybMwHVy21Td0zeL5XySMlaOxHNLTx921qW4CS3c3fx8omsRGIRnXpgt8nEqI04CSZnQ8RpOvILoFW4eK6FwL25vpE5thcXxs483RdWTFD/wCHgtjcOx2eCWgZ93WNsLsHP0kLn1DChjuNoZTcrdBGIsnaOysbbGfNNoVMXer1w0PDuKKpttk2ZGZly1HwbzLAWRasdJ707unYpuRzZ9cHEQEWslvQMSmp4cW+k8KtfAWk66KwavCjOYMxwa/BriBZ2FxbG4uBhcC6pHoUWAx5z2ufDF3NBOc0XAN8ADYmxzSbLllDChi6hhQxtlps1W0MKGLgBM1XAL6FwBQuAVXrmqwdEyfjpe3ID/659Exz6hDoNwei9iQnwPK6JjWVnk6P2HfIrbUFv/qkt22+YLZbU3c2QmMRaCfxdl41+MdtBFIVENqTmlEcYaTKhqrWhmWrWLFXQWBKdRsGViZrmmYNLyEZxvElRmekzx6tA2KeQprl87fOXRzmK0MQROomq22z/wDG0pmicIiPerh16a74ynII/wCopkg5PNvky5KjT1+cxFpVpNWeqZclT8AgBm4rWkB5wzucc2Z/zjVf2fpz/R20+C9zS6GDcNPonG+f/wDGddvbq1nm5Rk8S9hm/iQ0hoVKGIp/NEhJktNGnCKv4D9AM4IEXBOrO/KTJNKSJMU/T5JV/wCE5vlpMTszp8IjeUEwZqMx56CO57vaVLMlpcSsvEYABi04e1jfYFl5wCc5RiZ7lDOnwjQWUousvOb9RXODDzp8IZ4+ELJdZZr5QzgxM6Zb4Z4Vsl1l5wVznKMPOnwhnuULJdZePlDHyjEzxhneULJdZeMM5UYmdPhDPGFkusvObwZzlGJngzphZLrLzhcIZwYmd5Qz3KKWS6y8fKGc5RiZ7lDOnwitkusvOcoZzlGJngzunWFkuss1EaTSqhkegyMcwvfvThLrJNCWfslKWo21U8WcNI5RDNknG4et1SS0JQnWZ6h0Jbq8KsBliodK6qiNMiuzykpFb+dXjvJsDOZ3NDNpmKmL0Uo4KFI/kssJSREhNKV3z3z1jNkoUN7i6K4WHMTa53dK1VVjx4TGsl2kl2BcBfNHObdPRzXxOpdguMu1cuvsMiUTKJTFzmZRLkzm8QWknYt2hrpyEREkuRI5tlIyu/yMkc/XL5lKnrDJSTkXAQhZqYuQSUpN1JOKIyrUlfgNpiLI3o3m2HtPYe99yzsuamkO03ARNn1Pmtp1KzXjXnD04VoaMiIyqWIj1jUYiyuVRMrH7FkbHWMbgFwqZc7aFC3lPqhSSSakz3Q0lSplQz84zJc2jmO97S6+N9VsDcHpGqwxHMtdNtzpMSsKFEDM3DN13xFnDoOu5wN8bc+beZMrMzbJVl0bY5hTMlchYA4JpXZNtktNEnykItWa/wCY5V9+Y/cSJWXwWTl1g8nFuxcqWtcLKG4OFbWvslklxJYj5TPSInyiKagJtBRzqTNENEtPKJOsySojOnmH0TIyz6dGzMQXut0+i1fNMvGuZU5fhbAiGy9tXpOvb2KRF+9qbqpVehGQ9qLtIqbx7bUObsSiaqZSssBGRYMJloLl0jVsoYv6gktj7fSCJUmysdBqgpZLjaJvrcpv5K2tHZVNB6f/AE+AZdvLaZPN4dpH7VTxu3LUXEIbQtuFOGS3RCaFQlEo97hGm3o3mSq10tklkbIyN2UWZs62pMGw+4S3nXFaVOOGRmVTM1ajPsjPfoXpSpKLDdK5sN4cwWeXEloGbY5oJNje1s0DC98F41idgxWzYdEYWxDdgYAHE51xnEAXGbe+cTjYjFbJcN/yBev/APb5f/sGjXOKYRepZNUTTNlNoatdXZkPp3Z3gSextmLbSaZQ8S49aOVlBQqmkkaUL+VpXUyoXyi1VGhQkS/AxLMZCuG28wtLjay1pUR1I/ONzDlIj4s2HCwiWAP/ANAP7FaOJNw2QZJzTcw7kj/qE2/ULcr8EPN3uWqS+SiX1wWengoVBrBy20RSEpocHMespv5sn8C+pTe4K9hi/wAjrM3tvczek4xP7xoafSW0KGUNRj8rS2tiNNJUJeFRGaVH4CLwjXbybypJPbOSe7ywsoiZbZaRuLiEFFLJURFxCq1dcNOguyVQi+ceqhEVklMTIhwZXgSC2wcT6IAFrg89za1unGyvn5SVdEjzfDgtcSWAekS43s4f0gAm9+cYXXNgF9C4AoQ3qj2arAF9C4AoXACZquwkGEhfQhSnIGC9sFbQbFd9ahqxVrYC0rsIqJTBKNWaSrCaqkZa/wAR8CgEk1HRKameoi01HlHgw5iE6DE9FwIPUV7S8d8rGbHhGzmkEdYxC7nFX9XeRr7sRFXUsOOPuG86Zv8AZrM6moy1VrpHmd+d25qNexOziUWEz6oOplwGOKdSxP0V3+w/YHUkT9Fd/sMaMZNU4CwzvG7epAcqqkTc5nw2f/ldvld/F3MkmDc1lF0sJCRjJmbb7bhEtJmRkdD8BmX4jYtt9Cd57vOC9gjd1LE/RXfyz9gdSxP0V3+w/YPKJkpSYpvEaSfa9x/3XtCyyrEEZsJwaPYxo+QUkdt9B957vOC9gbb2D70HecF7BG7qWJ+iu/2H7A6liforv9h+wWaH0bZnxHevTTiubQeFu5SR23sJ3nvc4L2AeV7Cd573OC9gjd1LE/RXf7DDqWJ+iu/lqDQ+jbM+I7004rm0HhbuUkdt7Cd6DvOC9gbb6E7z3ecF7BG7qWJ+iu/lmHUsT9Fd/LMND6Nsz4jvVdOK5tB4W7lJHbewnee9zgvYG29hO897nBewRu6liforv5Z+wOpYn6K7+WfsDQ+jbM+I71TTiubQeFu5SR230JX/AJPd5wXsDbewfee9zgvYI3dSxP0V3+w/YHUsT9Fd/LMND6Nsz4jvVdOK5tB4W7lJHbewnee9zgvYG2+hO897nBewRu6liforv5Z+wOpYn6M9+WYaH0bZnxHeqacVzaDwt3KSO2+hO893nBewNt7Cd573OC9gjd1LE/RXfyz9gdSxP0Z78sw0Po2zPiO9NOK5tB4W7lJHbfQnee9zgvYG29hO897nBewRu6liforv5Zh1LE/RXfyzDQ+jbM+I7004rm0HhbuUkdt7Cd573OC9gbb2E7z3ucF7BG7qWJ+iu/2H7A6liforv9ivYGh9G2Z8R3qunFc2g8LdykjtvoTvPd5wXsFNt7Cd573OC9gjf1LE/RXfyzDqWJ+iu/ln7A0Po2zPiO9U04rm0HhbuUkdt9B957vOC9gbb2E7z3ecF7BG7qWJ+iu/2GHUsT9Fd/sP2BofRtmfEd6rpxXNoPC3cpI7b2D7z3ucF7A23sJ3nvc4L2CN3UsTvQrv5Zh1LE/RXfyzDQ+jbM+I71TTiubQeFu5dnvMyiIW8Gx8XZdNnHYRUSptROm8SiLCslaSpwEOI4SHv1LE/RXf7DDqWJ+iu/lmNzTqdKUqEYMqLNJvrvjgOfqWiqlTm6xGEecN3AW1AYXJ5h7V4YQNI9+pYn6K9/YYdSxP0V38s/YM/Ob0rW5pXhh5QwkPfqWJ+iu/lmHUsT9Fd/sP2BdvSmaV4YSDCPfqWJ+iu/2H7BRUO+hOJbDiSLfNJkQXCZpXjh5QwkLqchCtOQhXBUwVmEgJJC+gpq3hVMFUAAUVEG53MNNvXrWWaebS4hUwQSkqKpGWFWshpg3a5Tdasp5RR0VDDqP2ON2XfIrNpmM9B7bfMF+hXWKSfU0DzdHsDrFJPqaB5uj2DOAc58I/pK6c4Jn4R3LB6xST6mgebo9gdYpJ9TQPN0ewZwBwj+kpwTPwjuWD1ikn1NA83R7A6xST6mgebo9gzgDhH9JTgmfhHcsHrFJPqaB5uj2B1ikn1NA83R7BnAHCP6SnBM/CO5YPWKSfU0DzdHsDrFJPqaB5uj2DOAOEf0lOCZ+EdywesUk+poHm6PYHWKSfU0DzdHsGcAcI/pKcEz8I7lg9YpJ9TQPN0ewOsUk+poHm6PYM4A4R/SU4Jn4R3LB6xST6mgebo9gdYpJ9TQPN0ewZwBwj+kpwTPwjuWD1ikn1NA83R7A6xST6mgebo9gzgDhH9JTgmfhHcsHrFJPqaB5uj2B1ikn1NA83R7BnAHCP6SnBM/CO5YPWKSfU0DzdHsDrFJPqaB5uj2DOAOEf0lOCZ+EdywesUk+poHm6PYHWKSfU0DzdHsGcAcI/pKcEz8I7lg9YpJ9TQPN0ewOsUk+poHm6PYM4c+vXhIhDlnptDzSYsqbm8NDmwzEKQy4lZnU1oLsj0b+gVa95Ns4oYbAL5oW59YpJ9TQPN0ewOsUk+poHm6PYNOvZtDbqQQsqXY+VMPofmcEy+8qKzavlxCEm1hNtfyVkZka6kaSOpEdB43sMTSJu+TNoiKjZXHwimHlw8DGqJs3DWkjQpSSSbiSqe8RHvkKhzzb6391aWQxf6ur2Ld+sUk+poHm6PYHWKSfU0DzdHsHGJ9Hvpt88+uZxSJ1D2hksLLocolaSVAOJaz5E2R4VIMjeNR0PSXINwtfaS8WX2/kMqkMhhH5XEm6SzXH5vP0bqeMs0o28OsqH8oypoFbxPxf3VM2H+Edy3frFJPqaB5uj2B1ikn1NA83R7Bx++lVooC0cNHQRRL8RFIhGJImGmRMnCxZRBZwzZxEbxKSZEdEq0EZHQtI2G823VoLLWnk0plEygm4aakTcUb0OpZwCc4kuqTMtGE6miiqFUyPeMLxDazlXNhi92juW/wDWKSfU0DzdHsDrFJPqaB5uj2Dl98CpOudy6AK0sZDTyLQ31ItUebENLmkOEpyKMk0JSzL5JEZni0FQiqY6U5MZqibwsDDyNcRL3msbkxKJbJLStNE5szxKrQtJFT5XIKF7wAc4qoZDJtmhe3WKSfU0DzdHsHLcpuUyuGuWnz0NLYVpxKoWi0MpSov/ABDe+RDBsnaaelezFFN3oeMVHx8VANwxRD5PwDLSSNKjaxZrNq4cJHU+yMfYyodxKf8A2oX1hsbOjOeKnLgn+tnmC1NcYw0qZIaPQf5SoDgADoNc2oAACDWgAAIg3a5Tdasp5RR0VDSR9uxUBPZpa2VS6zEb1JNoiJJEG/nDbzblDoeIiMy39JEMWdaHy0RpNgWnHowOKypB5hzcJ4FyHNNhrOIwHWv0zARY2IMrTjQR6biPdhsQZWnGgj03Ee7HxXiCV9dhd53L7xpHN+oRe4b1KcBFjYgytONBHpuI92GxBlacaCPTcR7sOIJX12F3ncmkc36hF7hvUpwEWNiDK040Eem4j3YbEGVpxoI9NxHuw4glfXYXedyaRzfqEXuG9SnARY2IMrTjQR6biPdhsQZWnGgj03Ee7DiCV9dhd53JpHN+oRe4b1KcBB63bmUPd3PpTZ2f3lRyoqcmhMMcNNXloLE4SCxGaSMtJ8B6BvJXQ5WhlXZQRp/97iPdj2iZLwoLGRIk3DDXajjjbXbBeELK2LHiPhQ5KIXMtnDDC+IvipUAIsbEGVpxoI9NxHuw2IMrTjQR6biPdjx4glfXYXedy99I5v1CL3DepTgIsbEGVpxoI9NxHuw2IMrTjQR6biPdhxBK+uwu87k0jm/UIvcN6lOAixsQZWnGgj03Ee7DYgytONBHpuI92HEEr67C7zuTSOb9Qi9w3qU4CLGxBlacaCPTcR7saReeWUTdJCwMZam8qNW3MFOJa6jmrzh1QRGdcSU07Ih7S+S8KbiiDAnIbnHUBe/yXhM5WRpOEY8xJRGtGsm1hzdKm8AinDXT5WMVDtRTV56cDyEuJrO4itDKpf8Alj12IMrTjQR6biPdjxOT8qMDOw+87l7jKObIuJCL/bepTgIsbEGVpxoI9NxHuw2IMrTjQR6biPdhxBK+uwu87k0jm/UIvcN6lOAixsQZWnGgj03Ee7DYgytONBHpuI92HEEr67C7zuTSOb9Qi9w3qU483WGXyST7KHCSolJJaSOii1GVd8Rc2IMrTjQR6biPdhsQZWnGgj03Ee7DiCV9dhd53JpHN+oRe4b1KcWPMsxDZtRDSHUK1pWklEf4GIY3jynKTutkLVorTXmRS4R6KTCJKEmzzi8akqUWg0pKlEHv8A+zZ273KntPIoC0MtvOUmFmMOiJZJ2cvpWSFFUqkSDIj/EexyXhtgiYM3DzCbA42uObUvBuVsV8YywkomeBcjC4B59algqAgVxTccuCYVEtJNDbxtka0JPWRKpUiGQIsbEGVpxoI9NxHuw2IMrTjQR6biPdjx4glfXYXedy99Ipv1CL3DepRKhodbyIlbDanWyMkOGkjUkj1kR6yFrsBAvqWt+DYcU4gm1mtsjNSSOpJOusq7wi/sQZWnGgj03Ee7DYgytONBHpuI92HEEr67C7zuTSKb9Qi9w3qTcVJpPHLJyOlUHEKSnCSnWErMi4NJahlkRJIkpIiItBEQizsQZWnGgj03Ee7DYgytONBHpuI92HEEr69D7zuTSKb9Qi9w3qUCYGCRFKjkwbBRK04VPE2RLNPAatdBzDKh3Ep/8AahfWGxy7YgytONBHpuI92NUvRu4yhpBYiYTW3Vu0zGSsm11TDFNHnsdXEkn5CkER0UaT17wzqXRJaFPQYjZyG4hzTYXubEYDDnWuq9emo1Pjw3SURoLHC5tYXBxOOoLgYAA+zL4cgqWsUFyCqYKo1q0AAFRBu1ym61ZTyijoqGkjdrlN1qynlFHRUMKo/Y43Zd8is6l/boHbb5gv0YAAHOK6fQAAEQAAEQAAEUWMqzdVsB4yH9aISmT2JeARZyrN1WwHjIf1ohKZPYl4BJqzyZI9l/mUUofK1Q7TPKqgACMqVoAACIAACIIw5cnaKy/jozoNiTwjDlydorL+OjOg2JJkhy1A6z5SotlryFMdQ8zVJGS9p4D7s10CGaMKS9p4D7s10CGaI9E9M9ak0P0B1IAALFegAAIgAAIuC5Z25TA+XGP2Hx0q57cssp5JhugQ5rlnblMD5cY/YfHSrntyyynkmG6BCTzP3ege8d8lE5X7yzHumfNbgAAIwpYgAAIgAAIg5TlQ7iU/+1C+sNjqw5TlQ7iU/wDtQvrDY2lE5Tl+23zBamvclTPu3+UqA4AA6HXNCC5Gv8BaLka/wBVbrVoAAKiDdrlN1qynlFHRUNJG7XKbrVlPKKOioYVR+xxuy75FZ1L+3QO23zBfowAAOcV0+qGZERmZ0ItZjh1v76LTRsVMoW6xMOqBs+hTk1m78MuIZJRaM02lGlZ8JkOuWskH9UWbmNnuuETA9XsKZ6ohl4XG675H/wDJb5VIcRsnbtVzEgmN2drrMslNJZDuPS1cOSUMzpsz11UdM5p+UWk+Qz1+kMA46yvN5Iw1BfNmt5t7Urs7LLSFeZYyLYm7qGYNmGljzjzqlGRGRIJVfk10jebpLa3gzW3Vp7GW5j5ZFuSNto0uQUMppKlLJKv9xmepQ45Z6Sx93s7ll7ijszN3YuJWcZZ6EimjdlyHlFRbHyqYk1001aa6KqT1C6eOhZlfpeJHQUQ08y83CqSttxK0n/pt1opJmR6dGgx6vAsbLyYTcXXcAABjLJUWMqzdVsB4yH9aISmT2JeARZyrN1WwHjIf1ohKZPYl4BJqzyZI9l/mUUofK1Q7TPKqgACMqVrmV+N4E7sfLJVJbKJb6+WjjCgYRxwqpZrTEum/So1C0Ekvtuwh5fa+Et3HWvSmJbbmcqXCJIlIXoM28JV0Hv6KVI6GM3KRaiZRG2Mt6cO47ASCakqONCTUbbaqFioWmmgx9m2+UHZGTSmBXYqYy61E4mcS1Dw0uhIolrMlnpNZIqaaaqGVTMyLhHs0GwzRdeLrXNyupQ7xRDDb5JUknEEsiUVDKpVoY9B5sG6pltUQhKHTSRrSk6kSqaSI/CPQeK9kEYcuTtFZfx0Z0GxJ4Rhy5O0Vl/HRnQbEkyQ5agdZ8pUWy15CmOoeZqkjJe08B92a6BDNGFJe08B92a6BDNEeiemetSaH6A6kAB8G2tkYW28hdkEZMY2CbdWlZvQbmB0sJ6iOhi0e1XH2Lzs9bDr/AD+fSLrHMILrG82z1TEN4WorERnibPfIqf5IbEI92TuPhJhamdQEZFW8lzEiimkwsZFRxZmYEZVNSPkFUippoZ6yrQ6kUgy0C54AOCtYSRiqgACxXrguWduUwPlxj9h8dKue3LLKeSYboEOa5Z25TA+XGP2Hx0q57cssp5JhugQk8z93oHvHfJROV+8sx7pnzW4AACMKWK1xS0tqU2jGoiMyTWlT4BzVm/KTxEuhSakkac+iJoqULkmJPVLL6VfKNWmmEk0Vi1UMdJdcSy0t1RKNKEmoySk1KMi4CLSZ8haRHyAldtYa3Kb+nrHRZMzKNOAckxQCjjoeA0NoiVNkWLOmaaqKlcJlpoPRgB1rzeSLWUhUmZkRmVDppLgFRRKiWklER0Mq6SofmMVHmvRBynKh3Ep/9qF9YbHVhynKh3Ep/wDahfWGxtKJynL9tvmC1Ne5Kmfdv8pUBwAB0OuaEFyNf4C0XI1/gCq3WrQAAVEG7XKbrVlPKKOioaSN2uU3WrKeUUdFQwqj9jjdl3yKzqX9ugdtvmC/RgAAc4rp9B8O1NibKW2hmoS1Uihpk0wrG2TpHVB8hkZGXnH3AAG2IQi+tc92v9zneHAf3uf9w+9ZS7qxVh3X37KWfh5cuJSSHVNKUeMiOpEdTMbIAuLnHAlWhrRqCAAC1XKLGVZuq2A8ZD+tEJTJ7EvAIs5Vm6rYDxkP60QlMnsS8Ak1Z5Mkey/zKKUPlaodpnlVQABGVK15RULDRsO5CRkO0+w8k0ONOoJSFpPWRkegyGvyO7awNmpgqayKyMrgowzMyfah0ktFdeE/9uveoNlAVuQqWBQAAUVUEYcuTtFZfx0Z0GxJ4Rhy5O0Vl/HRnQbEkyQ5agdZ8pUWy15CmOoeZqkjJe08B92a6BDNGFJe08B92a6BDNEeiemetSaH6A6kAAFivQAAEQAAEXBcs7cpgfLjH7D46Vc9uWWU8kw3QIc1yztymB8uMfsPjpVz25ZZTyTDdAhJ5n7vQPeO+Sicr95Zj3TPmtwAAEYUsQAAEQAAEQcpyodxKf8A2oX1hsdWHKcqHcSn/wBqF9YbG0onKcv22+YLU17kqZ92/wApUBwAB0OuaEFyNf4C0XI1/gCq3WrQAAVEG23SzGAlF5dm5pM4puGhIaOS4884dEoTQ9JmNSGyXbyGAtTbyRWdmhLOEmEWll7ArCrCZGeg97UMWdDDLRBE9HNN7a7WN1lSBeJuEYfpZzbX1XuLXU89m66XjAk3OCDZuul4wJNzghpG1Cuk7lNOeKDahXSdymnPFD4pwGTu1i+Fu9feeHyl2MLxO3Ld9m66XjAk3OCDZuul4wJNzghpG1Cuk7lNOeKDahXSdymnPFBwGTu1i+Fu9OHyl2MLxO3Ld9m66XjAk3OCDZuul4wJNzghpG1Cuk7lNOeKDahXSdymnPFBwGTu1i+Fu9OHyl2MLxO3Ld9m66XjAk3OCDZuul4wJNzghpG1Cuk7lNOeKDahXSdymnPFBwGTu1i+Fu9OHyl2MLxO3LleUhbeyVprx7FzOQWggo6FgVsnEPMuEpLRFEko8R72jSJFJvtulJJFsgSbV9IIRZvzugsjd9bmytn5AmKKFnC2kxOdeNaqKfJB0M9Wgx28skK6QyI81NOeKG9qcKjGQlBGiRA2zs2wFyL43UepUWuCozhgw4ZeXNzgXOsDm4W6cNa3jZuul4wJNzgg2brpeMCTc4IaRtQrpO5TTnig2oV0ncppzxQ0XAZO7WL4W71IeHyl2MLxO3Ld9m66XjAk3OCDZuul4wJNzghpG1Cuk7lNOeKDahXSdymnPFBwGTu1i+Fu9OHyl2MLxO3Ld9m66XjAk3OCDZuul4wJNzghpG1Cuk7lNOeKDahXSdymnPFBwGTu1i+Fu9OHyl2MLxO3Ld9m66XjAk3OCEe8r63Vj7ZSezzNlrRQUzchnYo3UwzhLNBKSilfDQx03ahXSdymnPFDiuUzc3Y+6mWSSLsqmLS5HuRCXc+8bhUQlBlSursjG7ybhUVtUhGViRC+5sCAB6J129i0GVEauupMYTcOGIdhctc4n0hqv7VJaVX03UMyuDadt9J0rRDtpURxBVIySVSGXs3XS8YEm5wQ5/Lski6eKl8LEutTPG6yhaqRatZpIzGTtQrpO5TTnihpnwMns43ixfC1b1kfKXNFoMLxO3Ld9m66XjAk3OCDZuul4wJNzghpG1Cuk7lNOeKDahXSdymnPFC3gMndrF8Ld6u4fKXYwvE7ct32brpeMCTc4INm66XjAk3OCGkbUK6TuU054oNqFdJ3Kac8UHAZO7WL4W704fKXYwvE7ct32brpeMCTc4INm66XjAk3OCGkbUK6TuU054oNqFdJ3Kac8UHAZO7WL4W704fKXYwvE7ctQyrLxrDWtu3g5ZZq1MvmMUibsvKah3SUokEy8RqpwVURfiN+uuveuylV3Nm5bMbbyqHioaWsNPNOPkSkLJBEZGXCOPZRVw9hbsbCw1obMojSi3Zm1Cqz0Qa04FNuqPQe/VBDcrvsl27G0th5FaCZNzE4qYQDMQ9gilEnGpJGdC3hvY8KjcTQg6JE4PPdY2F72xuNVlHpeLXOPIzmw4fC5jbjOdm2vhY67rq+zddLxgSbnBBs3XS8YEm5wQ0jahXSdymnPFBtQrpO5TTnihouAyd2sXwt3qQ8PlLsYXiduW77N10vGBJucEGzddLxgSbnBDSNqFdJ3Kac8UG1Cuk7lNOeKDgMndrF8Ld6cPlLsYXiduW77N10vGBJucEGzddLxgSbnBDSNqFdJ3Kac8UG1Cuk7lNOeKDgMndrF8Ld6cPlLsYXiduW77N10vGBJucEOb5Q96N3lo7pJ1J5FbCWR0a+cPm2GXiUtVH0GdC5CIz/AAH0dqFdJ3Kac8UNFvsycru7BXbTW1MibjyjYM2CbN2JNaflvISdS8CjGfSoNBE9BMGLELs5trtba9xa/sWuq8bKE0+OI8KEGZjr2c69rG9sNaiyAAPsy+GoLka/wFouRr/AFVutWgAAqIN2uU3WrKeUUdFQ0kbtcputWU8oo6KhhVH7HG7LvkVnUv7dA7bfMF+jAAA5xXT6AA+ZOLT2bs8ptE+tBLZap4jNsouKbZNZFrpiMqhrRfTAfEl1uLFzeMbl0ptdJY2Kerm2IePaccXQjM6JSozOhEZ+Ah9sLWQG+pAAARRYyrN1WwHjIf1ohKZPYl4BFnKs3VbAeMh/WiEpk9iXgEmrPJkj2X+ZRSh8rVDtM8qqAAIypWgCx11phpb77iW220mpa1nRKSLWZmeoh86TWpszaM3U2ftFLJmbFCdKDi23jbrqxYTOmo9YJdfUAABEEYcuTtFZfx0Z0GxJ4Rhy5O0Vl/HRnQbEkyQ5agdZ8pUWy15CmOoeZqkjJe08B92a6BDNGFJe08B92a6BDNEeiemetSaH6A6kABQzIiMzOhFrMWK9VAfKlFq7Lz+IehJFaSVzF+H0vNQkW26tvTT5RJMzLTwj6oak1oAACLguWduUwPlxj9h8dKue3LLKeSYboEOa5Z25TA+XGP2Hx0q57cssp5JhugQk8z93oHvHfJROV+8sx7pnzW4AACMKWIAACIAACIOU5UO4lP8A7UL6w2OrDlOVDuJT/wC1C+sNjaUTlOX7bfMFqa9yVM+7f5SoDgADodc0ILka/wABaLka/wAAVW61aAACog3a5Tdasp5RR0VDSRu1ym61ZTyijoqGFUfscbsu+RWdS/t0Dtt8wX6MAADnFdPoPkTyyFlLTqaXaSzUrmimCMmjjIRt40EevDiI6D64+DbqLtBBWTmTtlZa5HTZTKm4RlCkpPOK0EqqjIiIq1/AVGvBUOrFc3sDZay03vdm9qbOWblktlVlmjlMGcHCNsk/GLKr7p4CKppSeAt6ijHZhrF21kk2JsbL5Eo8UShGdi3N9x9Z4nFH4VGY2cVeblUYLBAABarlFjKs3VbAeMh/WiEpk9iXgEWcqzdVsB4yH9aISmT2JeASas8mSPZf5lFKHytUO0zyqoAAjKla5plDQkVFXbRC2nklCw0XDxEeybpNnEQqV1caIzMqmoqULfGg2amNhLT3wWPeuqkzck63QUW7NldR9Q9UQ6kJShokGSTeMlUOpEZFUjrwdJvosnO7VWbgusEO3FxMrmLExOCcXhTFJbOpt1PRU96uga/FQls7xbdWRmcRYWJs1B2ZiFxsRFxb7SnHaow9Ttk2Z/JM9daFQezSM3vXi4fW7l2AAAeK9kEYcuTtFZfx0Z0GxJ4Rhy5O0Vl/HRnQbEkyQ5agdZ8pUWy15CmOoeZqkjJe08B92a6BDNGFJe08B92a6BDNEeiemetSaH6A6kHOcoN6PYupnBwS30NrNpEYtmuNMMbiSdpT/wBOg+QzHRh4xbbbsK807DJiEKbUSmVERk4VOxMj0HXVpFrTYgq5wuLLgluWrtrJxd388u8RKIKZnNYdlrrdgSuKg3E0cJzDpUk6p0q01PX8o6yBHDLPXbRVobTy2YquygrEyaVxxTF9o3G3YqOiEVzZVRUktkZ1Mq6y1ah3MXvtgFZDBxKAADzXouC5Z25TA+XGP2Hx0q57cssp5JhugQ5rlnblMD5cY/YfHSrntyyynkmG6BCTzP3ege8d8lE5X7yzHumfNbgAAIwpYg1NN7F2qpwdn022lBzIog4Q4XqpOczxKwmjDWuLERlThG2D4BWCsWUw67FZeWlGG8cRn+p0484Z1NdeGumoqLc6ob8y++AAKKqDlOVDuJT/AO1C+sNjqw5TlQ7iU/8AtQvrDY2lE5Tl+23zBamvclTPu3+UqA4AA6HXNCC5Gv8AAWi5Gv8AAFVutWgAAqIN2uU3WrKeUUdFQ0kbtcputWU8oo6KhhVH7HG7LvkVnUv7dA7bfMF+jAAA5xXT6AAAiAAAiAAAiixlWbqtgPGQ/rRCUyexLwCLOVZuq2A8ZD+tEJTJ7EvAJNWeTJHsv8yilD5WqHaZ5VUAARlStAAARAAARBGHLk7RWX8dGdBsSeEYcuTtFZfx0Z0GxJMkOWoHWfKVFsteQpjqHmapIyXtPAfdmugQzRhSXtPAfdmugQzRHonpnrUmh+gOpAABYr0AABEAABFwXLO3KYHy4x+w+OlXPblllPJMN0CHNcs7cpgfLjH7D46Vc9uWWU8kw3QISeZ+70D3jvkonK/eWY90z5rcAABGFLEAABEAABEHKcqHcSn/ANqF9YbHVhynKh3Ep/8AahfWGxtKJynL9tvmC1Ne5Kmfdv8AKVAcAAdDrmhBcjX+AtFyNf4Aqt1q0AAFRB9qxdpF2PtZKrUNQBRq5ZEE+UObubzpkRlhxYVU166GPijdrlN1qynlFHRUMWdc1stEc8XAabjVcWOF+a6ypBrnzcJrDmkubY67G4sbc9uhds27024pEenF/wAYNu9NuKRHpxf8YSsAfFuNqL+X/wCV6+78T138yPwWKKe3em3FIj04v+MG3em3FIj04v8AjCVgBxtRfy//ACvTieu/mR+CxRT27024pEenF/xg27024pEenF/xhKwA42ov5f8A5XpxPXfzI/BYop7d6bcUiPTi/wCMG3em3FIj04v+MJWAHG1F/L/8r04nrv5kfgsUAr1L8Iu8y1UgtNEWRTKlSNTakw5RxvZ/C6TnZG0jDWlNR8PIOolluzYiItiRGj/3tf8AGHrlWbqtgPGQ/rSRKZPYl4BvKlUKXDkJR8STzmkOzRwjhm44i+s314qP0qm1aJUZxkKezXNLc53BsOd9XA2OAsMMNaipt3ptxSI9OL/jBt3ptxSI9OL/AIwlYA0fG1F/L/8AK9SDieu/mR+CxRT27024pEenF/xg27024pEenF/xhKwA42ov5f8A5XpxPXfzI/BYop7d6bcUiPTi/wCMG3em3FIj04v+MJWAHG1F/L/8r04nrv5kfgsUU9u9NuKRHpxf8Ycyvvv1i75YGWQUVY9MjKWreWSyjziM5jJJUobSKUw8usT5EYcuTtFZfx0Z0Gxu8nKjS49UhQ5eT4N5Js7hHOtgeY4HoWgynplWgUmNEmZ7hGAC7eDY2/1hzjEY4r5cHlrTWEg2IQrp0LJltLZK69rLFQqVp1NyD227024pEenF/wAYSfk3aeB+7NdEhmjTPqtFDjen/wCV63rKPXS0WqR+ExRT27024pEenF/xg27024pEenF/xhKwBbxtRfy//K9XcT138yPwWKKe3em3FIj04v8AjBt3ptxSI9OL/jCVgBxtRfy//K9OJ67+ZH4LFFPbvTbikR6cX/GDbvTbikR6cX/GErADjai/l/8AlenE9d/Mj8FigxfJlGx17dlWLMxNhUyZDMciM6oKZKiMRpQtODCbKNeOta72obJZDK+mVlLLSqzTd2KIxMshG4Uog5wpGdJCSLFh6nOleCp+EdJyztymB8uMfsPjpVz25ZZTyTDdAhvY9QpYo0KK6TuwvcA3hHYG2JvrN+hR6XptWNcjQmz1ogY0l/BsxF8Bm6hbpXA9u9NuKRHpxf8AGDbvTbikR6cX/GErAGi42ov5f/lepDxPXfzI/BYop7d6bcUiPTi/4wbd6bcUiPTi/wCMJWAHG1F/L/8AK9OJ67+ZH4LFFPbvTbikR6cX/GDbvTbikR6cX/GErADjai/l/wDlenE9d/Mj8Fiint3ptxSI9OL/AIw1a8/KlmF49io+x793aZWiONoziimqnsGBxK+wNhNa4adkWsTVHKcqHcSn/wBqF9YbGdS6nSIk9BZCkc1xc2x4R5sbixscDboWuq1KrUOnx3xagXNDHXHBMFxY3FxiL9KgOAAPsq+HoLka/wABaLka/wAAVW61aAACog3a5Tdasp5RR0VDSRu1ym61ZTyijoqGFUfscbsu+RWdS/t0Dtt8wX6MAADnFdPoABqBEAaRY+9eQW2tfPbJyVh5ZyIkZyLMyzTxmZpMkb+g0mVRu4qQRgVQEHEIAAKKqixlWbqtgPGQ/rRCUyexLwCLOVZuq2A8ZD+tEJTJ7EvAJNWeTJHsv8yilD5WqHaZ5VUAARlStAHxrY2nhLGWYmNqI5lbzEuZN5baDIlKKpFQq+EapZ29C00+mMDCvXR2jgISMUkjjX1sm00gyrjVRVaC4NJF1QuANl0QAAWqqCMOXJ2isv46M6DYk8Iw5cnaKy/jozoNiSZIctQOs+UqLZa8hTHUPM1SRkvaeA+7NdAhmjCkvaeA+7NdAhmiPRPTPWpND9AdSAA84h9mFYciol1LTLKDccWs6JSkiqZme8RELFevQBpNlLz4a2s2TD2fs3NnpOonKTlxom4ZSk7yaniUR7yiKhjdhUgjWqAg6kAAFFVcFyztymB8uMfsPjpVz25ZZTyTDdAhzXLO3KYHy4x+w+OlXPblllPJMN0CEnmfu9A9475KJyv3lmPdM+a3AAARhSxAAWE80bpsk6g3EliNGIsRFw0BFeAACIOU5UO4lP8A7UL6w2OrDlOVDuJT/wC1C+sNjaUTlOX7bfMFqa9yVM+7f5SoDgADodc0ILkGRHpFoGdAQG2KAAAiDdrlN1qynlFHRUNJG7XKbrVlPKKOioYVR+xxuy75FZ1L+3QO23zBfowAAOcV0+g5jfdb2Hs7L4KyTE6hpXH2iWbBxkQ6ltEHDf8AmvGpWitNBFwmOnDwiIGCizJUVBsPGnQRuNkqnnFWkA3Ko4EiwXBLpZvd7Jr453JrN2iljsFESqXQcvU3EpV1U6hKsZJOvylVqZ00iQQ1GU3dS6U2+m1uWn21KmcNDw6YUodKUsG0RliSqus68BDbhc8hxuFawFosUAAFivUWMqzdVsB4yH9aISmT2JeARZyrN1WwHjIf1ohKZPYl4BJqzyZI9l/mUUofK1Q7TPKqgACMqVrVrzbJxVuLEzKysHMWoFyYISgnnWzWkqKI6GRGVdQ0WJjrzLr7Q2URaG2ENaORz2Pbkj7PW9uGch33Enm3EGnWn5B1I97hM6l0W21jpXbuz71n5opxtC1JdZea7Nh5B1Q4mu+RjVoC6icxM/k86tvbyKtA1IFZ6AhTg0Q7ZRFKE85hM8SiLVqIj/Ej9GkAWK83A3uF0cAAea9EEYcuTtFZfx0Z0GxJ4Rhy5O0Vl/HRnQbEkyQ5agdZ8pUWy15CmOoeZqkjJe08B92a6BDNGFJe08B92a6BDNEeiemetSaH6A6kHOMoeOioC520bsIs0LWwhk1EdKJW4lKtPKRmX4jo4+daGQSy1EjjbPTljPQUeypl5FaHQ98j3jI6GXKQtabEEq5wuCFyKYvXi3SSWz0+i7Wwk0lSYiGgY6Vty9tlptlwyQjMKT8osFSLSZ4tZ8B9uHLoO5qbPuSiCtXeFHTuSyN5D8NAOQqGzcUj/hZ1wjM1knVy6z06R1EXPIKtYCNaAACxXrguWduUwPlxj9h8dKue3LLKeSYboEOa5Z25TA+XGP2Hx0q57cssp5JhugQk8z93oHvHfJROV+8sx7pnzW4AACMKWLwjjjSgog5cTJxeaXmCeMybNyh4cVNOGtK000Ee5JE36HfXNkGxYs5sUohji28/F9Sphs6dDb0Ys5WtalQSLGMiWy5uPcmrcvhkxrrZNORJNJJ1aCOpJNdKmRHvVoL2uzbqxzc62KyE4sJYqVpppwioALFeg5TlQ7iU/wDtQvrDY6sOU5UO4lP/ALUL6w2NpROU5ftt8wWpr3JUz7t/lKgOAAOh1zQgorUKiitQBUKqAACqg3a5Tdasp5RR0VDSRu1ym61ZTyijoqGFUfscbsu+RWdS/t0Dtt8wX6MAADnFdPoAACIAACIAACKLGVZuq2A8ZD+tEJTJ7EvAIs5Vm6rYDxkP60QlMnsS8Ak1Z5Mkey/zKKUPlaodpnlVQABGVK0AABEAABEEYcuTtFZfx0Z0GxJ4Rhy5O0Vl/HRnQbEkyQ5agdZ8pUWy15CmOoeZqkjJe08B92a6BDNGFJe08B92a6BDNEeiemetSaH6A6kAAFivQAAEQAAEXBcs7cpgfLjH7D46Vc9uWWU8kw3QIc1yztymB8uMfsPjpVz25ZZTyTDdAhJ5n7vQPeO+Sicr95Zj3TPmtwAAEYUsQAAEQAAEQcpyodxKf/ahfWGx1YcpyodxKf8A2oX1hsbSicpy/bb5gtTXuSpn3b/KVAcAAdDrmhBRWoVFFagCoVUAAFVB9uxUFP5la2VQFlYwoSbvxBIg3zcNBNuUOh4iIzLRXeMfEG7XKbrVlPKKOioYs68wpaI8C9mk46sAdaypCGIs3Chk2u5ow14kal2/Ytyw+Mpj0w57kNi3LD4ymPTDnuRKkB8V0qmdjC+GF940QltvG+IVFbYtyw+Mpj0w57kNi3LD4ymPTDnuRKkA0qmdjC+GE0QltvG+IVFbYtyw+Mpj0w57kNi3LD4ymPTDnuRKkA0qmdjC+GE0QltvG+IVFbYtyw+Mpj0w57kNi3LD4ymPTDnuRKkA0qmdjC+GE0QltvG+IVAS9Wy18UjtXIIG8O0rcxm0Upspa8mMU6TJm6RJM1GhOGi6HqMdSK63LDoVLymKeWHPci7Ks3VbAeMh/WiEpk9iXgG9qdfjQJCUiiFDJeHEgsBAseYcyj1KycgR6jOQXRYgDHNAIeQTdt8Tz+xRX2LcsPjKY9MOe5DYtyw+Mpj0w57kSpAaLSqZ2ML4YUh0QltvG+IVFbYtyw+Mpj0w57kNi3LD4ymPTDnuRKkA0qmdjC+GE0QltvG+IVFbYtyw+Mpj0w57kNi3LD4ymPTDnuRKkA0qmdjC+GE0QltvG+IVFbYtyw+Mpj0w57kcxvxsnfPZqAljt7Np25vDvLeKDSiNU/gURJx6FITSpGnh1Ce4jDlydorL+OjOg2N3k5lBHnapCgPhQwCTi1gB1E4FaDKfJuBI0mNMMixHFoGDnkj0gMQvnQd2GV45BsOQt47CWVNpNtPXdwqJMioVMzwD22LcsPjKY9MOe5EnJL2ngPuzXQIZo0z8qZgOI4GF8MLeMyRli0Hh4vxCorbFuWHxlMemHPchsW5YfGUx6Yc9yJUgLdKpnYwvhhX6IS23jfEKitsW5YfGUx6Yc9yGxblh8ZTHphz3IlSAaVTOxhfDCaIS23jfEKitsW5YfGUx6Yc9yGxblh8ZTHphz3IlSAaVTOxhfDCaIS23jfEKg1fNYu/yztlGI69C17U0lKo5DTbKY9b5k+aFmlWE20/7SWVa742Sx93GVPMLLSqOszeAzDSl+EacgmTmriDbZNJYU4SaOlC3qmOj5Z25TA+XGP2Hx0q57cssp5JhugQ3sevxm0aFMiFDuXuFswWwHMOn2qPS+TkB9cjSpixLNY03zznYnnPR7FwbYtyw+Mpj0w57kNi3LD4ymPTDnuRKkBotKpnYwvhhSHRCW28b4hUVti3LD4ymPTDnuQ2LcsPjKY9MOe5EqQDSqZ2ML4YTRCW28b4hUVti3LD4ymPTDnuQ2LcsPjKY9MOe5EqQDSqZ2ML4YTRCW28b4hUVti3LD4ymPTDnuRqt6FgspGS2JmEyt/bdmYSNo2uqYdMyW6a6uJJHyTaSR0UaT17wmmOU5UO4lP8A7UL6w2M6l5STEeegwjChgOc0XDADiRqPMVrqvktLy9PjxmxopLWONi8kYA6xzhQHAAH2ZfDkFFahUUVqAKhVQAAVUG7XKbrVlPKKOioaSN2uU3WrKeUUdFQwqj9jjdl3yKzqX9ugdtvmC/RgAAc4rp9AAfAtg7bdMEyzYWGlSox1zC49MlrJlhFOywo+Us96hGQqBdUJsvvgOd3H2mtNamy0bG2smTcbHQ80ioU3G2UtIJKF0IkpSRaC5anwmY6IDhmmyA5wugAAoqqLGVZuq2A8ZD+tEJTJ7EvAIs5Vm6rYDxkP60QlMnsS8Ak1Z5Mkey/zKKUPlaodpnlVQABGVK0AaleRG23YlMNBWCh09cI+KRDri1tE4mCaPsnjSehRlvEegaj1wt7YK8mylm5nbZ208utOiJaeZioNhp6GcZbJZvIU0lPyTrQyOpEXKdRcG3CtLrFdbAAFquQRhy5O0Vl/HRnQbEnhGHLk7RWX8dGdBsSTJDlqB1nylRbLXkKY6h5mqSMl7TwH3ZroEM0YUl7TwH3ZroEM0R6J6Z61JofoDqQAHwrbxNrIWzMY5YiAYi50pJIhUPrSltJmZEa1VMiPCVTpv0FgxV5wX3QHHZtHXhXcT6yXXK8J20qZ7MG5bHS+IgIdo6rSZm8zmkkpJJw9iZmWnSOxC4tsrQ66AAC1XLguWduUwPlxj9h8dKue3LLKeSYboEOa5Z25TA+XGP2Hx0q57cssp5JhugQk8z93oHvHfJROV+8sx7pnzW4AACMKWIAwp1OICz8ojJ5NXjag4BhcQ+skmrC2kqqOhaT0EOaHlRXMEVf6md5m7/2i4NLtQVpcG6yusAMWWTKEnEuhprAOG5DRbSXmlmRliSoqkdD1DKFquQcpyodxKf8A2oX1hsdWHKcqHcSn/wBqF9YbG0onKcv22+YLU17kqZ92/wApUBwAB0OuaEFFahUUVqAKhVQAAVUG7XKbrVlPKKOioaSN2uU3WrKeUUdFQwqj9jjdl3yKzqX9ugdtvmC/RgAAc4rp9AAARcsyef8AlSb+Xo/90x1MYsvlcslLS2JXL4aDbccU6tDDSW0qWo6moyItJmesxlCrjnG6taM0WQAAUVyixlWbqtgPGQ/rRCUyexLwCLOVZuq2A8ZD+tEJTJ7EvAJNWeTJHsv8yilD5WqHaZ5VUAARlSta/bm20ku/s9EWinr5Iaa+S22RkSnnD7FCa75/4HP7tY2z0xny7fWxtnIIi1E2QUNBQLUyZWUvh1H8mHbSStK1HTEZaTPQOozeRSS0EMUHPpRBTFhKiWTUUwl1BK4aKIyqPlwt3F30FEtRkHYeQsPsLJxp1uXMpWhRHUlEZJqRke+LwQBZWEEm62MAAWK9BGHLk7RWX8dGdBsSeEYcuTtFZfx0Z0GxJMkOWoHWfKVFsteQpjqHmapIyXtPAfdmugQzRhSXtPAfdmugQzRHonpnrUmh+gOpB8K2trYWw9nYi0sfBxMTCwhpN4mE4lIQZkRrpwFWpj7otcbQ6hTbiCUhRUUlRVIyFo14q4+xR/tSixUrtrZO1l3NokTSfTOaoYXCpjijCXCu4lOnhMzNoi11KlKUEgh8WTWJsdZ2Ldj5DZWUy6JeKjj0LBttLWWvSaSIzH2hc52dZWtbmoAALFeuC5Z25TA+XGP2Hx0q57cssp5JhugQ5rlnblMD5cY/YfHSrntyyynkmG6BCTzP3ege8d8lE5X7yzHumfNbgAAIwpYvlWqhZnG2amkHJW4RyPehHUQyYtBLZU4aTJJLIyMjTXWXAOEHd7lA00SO7b0Y1/2CRgC9ry1WOYHL58gYjoWSQMNM0Q6ItphCX0w6SS0SyLThItRV1D6AALFeg5TlQ7iU/wDtQvrDY6sOU5UO4lP/ALUL6w2NpROU5ftt8wWpr3JUz7t/lKgOAAOh1zQgorUKiitQBUKqAACqg3a5Tdasp5RR0VDSRtl00zgJNeVZyazWLbhYSFjkuPPOKohCaHpM94YdQBdKRQNea75FZlNcGzsFzjYB7fMF+kQDRdnO6DjEknOkhs53QcYkk50kc+8Wzuxd4TuXSXGsjtmeIb1vQDRdnO6DjEknOkhs53QcYkk50kOLZ3Yu8J3JxrI7ZniG9b0A0XZzug4xJJzpIbOd0HGJJOdJDi2d2LvCdycayO2Z4hvW9ANF2c7oOMSSc6SGzndBxiSTnSQ4tndi7wncnGsjtmeIb1xLKs3VbAeMh/WiEpk9iXgEPMo63Vj7UXj2LmlnrRQMfCQK2TiXmHSUloiiSUeIy1aNIkSm/O6AkkWyJJNX0pIkdXkZp9NkmthuJDXXwOH1ufBRijT8oyqT73RWgFzLHOGP1ebHFb2A0XZzug4xJJzpIbOd0HGJJOdJEc4tndi7wncpPxrI7ZniG9b0A0XZzug4xJJzpIbOd0HGJJOdJDi2d2LvCdycayO2Z4hvW9ANF2c7oOMSSc6SGzndBxiSTnSQ4tndi7wncnGsjtmeIb1vQjDlydorL+OjOg2OybOd0HGJJOdJEfMry3tjbaSezzFlLSQM1chnYpTyYZ0lmglJRStOGh+YSLJSRmoNYgPiQ3AAnEggeifYo1lhUJSNRI7IcVpJAwDgT6Q9qlhJe08B92a6BDNHOpVffdIzK4Nl28GSpWiHbSpJxSakZJKpDL2c7oOMSSc6SNA+mzucf9F3hO5SKHVJHMH+szV+Ib1vQDRdnO6DjEknOkhs53QcYkk50kWcWzuxd4TuV/GsjtmeIb1vQDRdnO6DjEknOkhs53QcYkk50kOLZ3Yu8J3JxrI7ZniG9b0A0XZzug4xJJzpIbOd0HGJJOdJDi2d2LvCdycayO2Z4hvXP8s7cpgfLjH7D46Vc9uWWU8kw3QIcQyqrybB2vu4g5XZi1cumcWibsvKZh3iWomyaeI1ULeqoi/Eb7dffHddKburNyyZW6lENFwstYaeZciUkpCyQRGRlvGQkkxIzRoMGGIbs4RHG1jfV0KLy0/KDKKPEMVuaYbRfOFr36brsQDRdnO6DjEknOkhs53QcYkk50kRvi2d2LvCdylHGsjtmeIb1vQDRdnO6DjEknOkhs53QcYkk50kOLZ3Yu8J3JxrI7ZniG9b0A0XZzug4xJJzpIbOd0HGJJOdJDi2d2LvCdycayO2Z4hvW9DlOVDuJT/AO1C+sNj7mzndBxiSTnSRzjKFvWu4tLdLOpNILZyuPjnzh82ww+SlrwvoM6FyERn+A2VGp82yowHOhOAD2/0n8Q9i1dcqUlEpkw1kZpJY6wzh+E+1QyAAH3xc6oKK1CoorUAVCqgAAqoNku2kMBai3sis7NCcOEmEYll4m1YVYTIz0HvahrY3a5Tdasp5RR0VDEnnuhysV7TYhriO4rLpzGxJyEx4uC5oPUSFKzah3Qdxm/PfhDah3Qdxm/PfhHbAHwjSGq+sP7yuhtGqR6szwhcT2od0HcZvz34Q2od0HcZvz34R2wA0hqvrD+8po1SPVmeELie1Dug7jN+e/CG1Dug7jN+e/CO2AGkNV9Yf3lNGqR6szwhcT2od0HcZvz34Q2od0HcZvz34R2wA0hqvrD+8po1SPVmeEKEV+t0NkLv7dWUs/Z9EYUJN1tFEk89jUZKfJB0OhU0GO4lkiXQmRHmZvz34RomVZuq2A8ZD+tEJTJ7EvAJBVazUIVPk4jIzg5zXXN9dnYXUbpFDpsapz0KJAaWscywtqu3Gy4ptQ7oO4zfnvwhtQ7oO4zfnvwjtgCP6Q1X1h/eVJNGqR6szwhcT2od0HcZvz34Q2od0HcZvz34R2wA0hqvrD+8po1SPVmeELie1Dug7jN+e/CG1Dug7jN+e/CO2AGkNV9Yf3lNGqR6szwhcT2od0HcZvz34RxTKbucsbdVK5JF2URGJcj3IhL3VD+cKiEoNNNBU7IxNcRhy5O0Vl/HRnQbG+yXrNQmqtBgxoznNJNwTh6JUdysodNlKNHjQIDWuAFiBiPrBbVLskq6SKl8LEutTbG8yhxVIzRU0kZ/7RkbUO6DuM3578I6/Je08B92a6BDNGjflDVQ4gTD+8qQQ8m6QWgmWZ4QuJ7UO6DuM3578IbUO6DuM3578I7YAt0hqvrD+8q7RqkerM8IXE9qHdB3Gb89+ENqHdB3Gb89+EdsANIar6w/vKaNUj1ZnhC4ntQ7oO4zfnvwhtQ7oO4zfnvwjtgBpDVfWH95TRqkerM8IXE9qHdB3Gb89+ENqHdB3Gb89+EdsANIar6w/vKaNUj1ZnhC4ntQ7oO4zfnvwhtQ7oO4zfnvwjtgBpDVfWH95TRqkerM8IXE9qHdB3Gb89+ENqHdB3Gb89+EdsANIar6w/vKaNUj1ZnhC4ntQ7oO4zfnvwhtQ7oO4zfnvwjtgBpDVfWH95TRqkerM8IXE9qHdB3Gb89+EaLfdk53c2Cu1mtqZA3MSjoM2CaN6Kxo+U8hJ1KnAoxKYcpyodxKf/ahfWGxsKRXalGqECHEjuLS9oIucQSFrazk/S4NNmIkOXaHBjiDYYENKgOAAPuS+AIKK1CoorUAVCqgAAqoN2uU3WrKeUUdFQ0kbtcputWU8oo6KhhVH7HG7LvkVnUv7dA7bfMF+jAAA5xXT6Dxi4yEl8OuLj4pmGYbKq3XVkhCS5TPQQ9hym+RludWqsHZKPTnJZMZotyLYM/kvE22ZpSot8q0Ogq0XNlRxsLrpEqnslnja3ZNNoOOQ2dFnDvJcJJ8tD0DOHIYiUyyxl/lmmLOQLMBD2hlMazGsMJJDbhskS0LNJaMRaq8A68KuFtSo031oAALVcosZVm6rYDxkP60QlMnsS8AizlWbqtgPGQ/rRCUyexLwCTVnkyR7L/MopQ+Vqh2meVVAAEZUrQAAEQAAEQRhy5O0Vl/HRnQbEnhGHLk7RWX8dGdBsSTJDlqB1nylRbLXkKY6h5mqSMl7TwH3ZroEM0YUl7TwH3ZroEM0R6J6Z61JofoDqQAAWK9AAARWKeZQrCt1CVcBqIjF44xFWYklrsoOfy60UEUbDQ9m4J1ptajohZurI1FQ9B0HtZ2fMXWWjtdZWOmES/IJLLWpzBpecNxyHQszJTKVHpMsRaKnvi/M6FZn9K7CA5Lso3hSWDl9sLY2SlULZWZPstGcLFrXGwCHlEltx4jIkKTU0kok6SxFrHvMLwbyZla60llbFWckb3WDMrOKmES4hKiWjFgwoIzNR7x6CKmkMwpnhdTAcrXfU5EWMs9NZZJWVz600SuAhIJ6IwMNPN1zrjjlK5pGEzMyKp6CLWPrWGt7PZnaONsTbGClbU3hYVEe0/K31OwsQwpWHRi+UlST1kfDUUzCBdVDwVvwAAtVyAAAiDlOVDuJT/7UL6w2OrDlOVDuJT/AO1C+sNjaUTlOX7bfMFqa9yVM+7f5SoDgADodc0IKK1CoorUAVCqgAAqoN2uU3WrKeUUdFQ0kbtcputWU8oo6KhhVH7HG7LvkVnUv7dA7bfMF+jAAA5xXT6Dnd7NnZ9FxNnLYWal5zCNs1HnEqg0qJKohlSTStKTPRiodSHRAFQc03VCLiy5RZ6FtPbq9CAt5OLKxkglsglz8LCsxppz70Q8ZEpVEmdEknR4R1cAAm6AWQAAUVVFjKs3VbAeMh/WiEpk9iXgEWcqzdVsB4yH9aISmT2JeASas8mSPZf5lFKHytUO0zyqoAAjKlaDWLFT61c7dnCbT2W6zJgo1TEErPY+qmS1Ocg2cBW6pZAABRVQRhy5O0Vl/HRnQbEnhGHLk7RWX8dGdBsSTJDlqB1nylRbLXkKY6h5mqSMl7TwH3ZroEM0YUl7TwH3ZroEM0R6J6Z61JofoDqQAAWK9AAARcmnUovDkV7s0ttZqycPOIKYSaGgE445DBpcQtSjqR6aaSHpDXVzu0sttXMbbxMOzOLVQiYMmoYzU3BMo0toxH2R4tJmOqgL88qzMHOuNTSzl6FtrNS27i0Fn4OXwLb0OU0miItKyeYYcSsiaQWklLNCdeobVZays6ldvrbT2Mh0Jg50cL1GsnCM14GzSqpb2kb2AF5tZAwXuuCKuatIuwlmSiZJLZhNbNTOMilSqMWlcPGMPrViQajIyJVMJkZ6jIb1d3Ztcum0ZMdjGRWUYNlLTRwpNnEunWqsRtlQkaNVR0EALyRYoGAG6AACxXoAACIOU5UO4lP/ALUL6w2OrDlOVDuJT/7UL6w2NpROU5ftt8wWpr3JUz7t/lKgOAAOh1zQgGVQFySI9YIBfBWgAAiDdrlN1qynlFHRUNJH27FWj/pC1sqtR1L1T1siSiMziw46EZUrvaxizsN0WWiQ2ay0gdZBWVIRGwZuFEebBrmk9QIJX6ZgIr7d0+8D9d8Ibd0+8D9d8I+K6HVnY/ubvX3jTeh7f9rtylQAivt3T7wP13wht3T7wP13whodWdj+5u9NN6Ht/wBrtylQAivt3T7wP13wht3T7wP13whodWdj+5u9NN6Ht/2u3KVACK+3dPvA/XfCG3dPvA/XfCGh1Z2P7m7003oe3/a7cq5Vm6rYDxkP60QlMnsS8AgLetfed5lq5Bab+n+oesam1ZrP487hdJzXQqaqDqZZbhkRF/QGr/674Rvank1U5iQlIMOHdzA4OxGFzcc6j1KyppUtUZyPFi2bEc0tNnY2bY83zUqAEV9u6feB+u+ENu6feB+u+EaLQ6s7H9zd6kOm9D2/7XblKgBFfbun3gfrvhDbun3gfrvhDQ6s7H9zd6ab0Pb/ALXblKgBFfbun3gfrvhDbun3gfrvhDQ6s7H9zd6ab0Pb/tduUqBGHLk7RWX8dGdBsYu3dPvA/XfCOY35X6nfLASuC/p3rZ1tW8vFn85jzhJLgKlMP+Ru8nMmqnIVSFMTEOzGk3NweYjmK0GU+VVJqNJjS0tFu9wFhZw/qB5xZTpkvaeA+7NdAhmiKMFlqnCQbEJ/QWLMtJbxdXa6ERV7HkHtt3T7wP13wjTPyPrJcSIP7m71vWZbUMNAMb9rtylQAivt3T7wP13wht3T7wP13wi3Q6s7H9zd6u03oe3/AGu3KVACK+3dPvA/XfCG3dPvA/XfCGh1Z2P7m7003oe3/a7cpUAIr7d0+8D9d8Ibd0+8D9d8IaHVnY/ubvTTeh7f9rtylQAivt3T7wP13wht3T7wP13whodWdj+5u9NN6Ht/2u3KVACK+3dPvA/XfCG3dPvA/XfCGh1Z2P7m7003oe3/AGu3KVACK+3dPvA/XfCG3dPvA/XfCGh1Z2P7m7003oe3/a7cpUAIr7d0+8D9d8Ibd0+8D9d8IaHVnY/ubvTTeh7f9rtylQOU5UO4lP8A7UL6w2OW7d0+8D9d8I1W9HKkO8exEwsf/SHUPVxtHn+qseHA4lerCVa4afiM6l5KVaWnoMaJCs1rmk4t1AgnnWuq+WFGmqfHgQo13OY4AZrtZBA5lwMAAfZl8OQXt6zFgvb1mAVW61YAACogAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgvb1mLBe3rMAqt1qwAAFRAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARBe3rMWC9vWYBVbrVgAAKiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiC9vWYsF7eswCq3WrAAAVEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEF7esxYL29ZgFVutWAAAqIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIL29ZiwXt6zAKrdasAABUQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQXt6zFgvb1mAVW61YAACogAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgvb1mLBe3rMAqt1qwAAFRAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARBe3rMWC9vWYBVbrVgAAKiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiC9vWYsF7eswCq3WrAAAVEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEF7esxYL29ZgFVutWAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqAK4VfNPzBhV80/MFiliqC9vWYtwq+afmFyCMtZGKgKrQbrIoXAFC4AAXLOShcAULgAARKFwBQuAABEoXAFC4AAEShcAULgAARKFwBQuAZ8RJJhCyeCnzzSSg5g68ywslkZqU3THUtZdkQwBa17Xi7Tfm7sCrnMcw2cLc/fiEoXAFC4AAXK1KFwBQuAABEoXAFC4AAEShcAULgAARKFwBQuAesJCxMdEtQUEw4+++sm22201UtR6iIht+w3eQWhVnMJ75KjIcjLwka9Ax403AlyBGeG36SB817wZSPMgmCwut0An5LS6FwBQuAbPOLtLbSGXuzSayYmIVmhrWUUyulTpqSszPzDWBdBmIUw3OguDh7CD8lbGgRZd2bGaWn2gj5pQuAKFwAA9l5JQuAKFwAAIlC4AoXAAAiULgChcAACJQuAKFwAMuVSqYzyYMSqUwbkVFxCsDbTZVMz/8AwXKYtc4MBc42AVWtLyGtFyViULgChcA9ImHdhIh2FfSROMrNtZEolESiOh6S0H+A8xUG4uFQgg2KULgChcAAKolC4AoXAAAiULgChcAACJQuAKFwAAIgAAoiAAAiAAAiAAAi+pZyHlEXNEQ06bmTjLiTShEvbJx5TmihEk9Zaxu39EWU73LwPRqR8K7mdQcgjJ9MYiPRBRRWfj25e8asKyi1JJLZNnvLMjVSmkfJ/rC13fRNedr9o1EzDmo8dwguzQAOe179GB+a28tElYEBrozQ4knmva1teI+S+9byIbhZNJbMwMgnEvgJeqIdbemjWbdfcdNJroVKERESRpQzJhOJvNs310mkXGZquDPvKXhrrpXVqIYYzpOC6XghjteJPPiSSTisGcjNmIxe3VgBzYAAWwQAAZKxkAABEAABEAABFtV1pmV4ElMjoZPqMvy1DVo2GhlRsQpUO2Zm6szM0Fp+UY+9YOawEjtfLJrM3zZhYZ1SnVkhS8JGhRakkZnpMtRDIlkjsfNGFxs1vFhJQ+464fUzsrjHlEnEdDxNNmnSWmla8I18SIIEy6K8G2a0YAnG7ugFbCHDMeWbDYRfOccSBzN6SF52Ts5J5hZ+1MxiYNBvyyAbfhlJKmBZvJSZ6NegzGuDfiibF2TsxPoGU2zTP42dsNwjbUPLYiHQyknErUta3kp+bQiIjPTvDQRdJxHRnRH45pItcEYZovgQDrurZyG2C2GzDOAN7EHHOPOCRqsgAAzlgoAACIAACIAACIOqyiUwkDYqGZshamQw8ynMPimkZFxuZfZSdSOGbTSqS+crf1FoHKhs9k5zIOpX7L2uhU9a45ZOIjm2sT8A+RUJ0qaVI3lI3y1aRrapBfFhAsvZpuRa9x1c9tdue3OtlS4zIUUh9ruFgb2sevmvqvzX5llHdlFJSZla+yugtRTMv+0acWkqi+JYYZiHWmHm4htCzSh1CTSlwiPQoiURGRHykLBlS7IrQTFfnX1YW/3WJHfCcQITM22vG/8AsgAAyF4IAACIAACIAACIA88+jgMM+jgMEXoApiIxap1KToZGCK8B559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYZ9HAYIvQB559HAYuQ4S60I9AIv/Z"