Bitcoin Forum

Economy => Gambling discussion => Topic started by: supremetime on March 15, 2018, 04:37:19 PM



Title: Super Challenge - Road to 1 BTC with 1 mbtc (10 Attempts) by SupremeTime!
Post by: supremetime on March 15, 2018, 04:37:19 PM
Hey strangers (sorry no friends yet) i am SupremeTime and i will make an attempt to reach 1 BTC from 1 mbtc.
Rules:
 a- Follow me and if interested to share your BTC message me for my BTC Address.
 b- Just bet the way i do and ask.

1st Pick: [Attempt - 1]
WTA : Indian Wells
Game: Kerber A.   -   Kasatkina D.
Pick: Angelique Kerber 1st Set Game Handicap -1.5 @ 1.85
Wager : 1 mbtc or 0.001 BTC.
Good Luck!



Title: Re: Super Challenge - Road to 1 BTC with 1 mbtc (10 Attempts) by SupremeTime!
Post by: Lionidas on March 15, 2018, 06:25:19 PM
I do think you have a chance at this with some good bets and some risky ones taken you will be able to accomplish this difficult feat in sportsbetting.
There is another member here that has started a while ago and is nearly at 32% ROI so it is possible in a short amount of time to almost get at your half way mark of your investment amount.

Good luck to you in your journey. :)


Title: Re: Super Challenge - Road to 1 BTC with 1 mbtc (10 Attempts) by SupremeTime!
Post by: milewilda on March 15, 2018, 06:33:18 PM
I do think you have a chance at this with some good bets and some risky ones taken you will be able to accomplish this difficult feat in sportsbetting.
There is another member here that has started a while ago and is nearly at 32% ROI so it is possible in a short amount of time to almost get at your half way mark of your investment amount.

Good luck to you in your journey. :)
We cant still assure that those are good bets but i would keep an eye to this one and having a 1 btc goal out of 1 mbtc bankroll is somehow hard to sustain.Might takes time but would be entirely depending on how good those bets are.I have seen too some members did able to reach out almost 35% roi,ive been following some people too on to their journey and might consider some picks that will be just the same as mine.


Title: Re: Super Challenge - Road to 1 BTC with 1 mbtc (10 Attempts) by SupremeTime!
Post by: iluvbitcoins on March 15, 2018, 09:45:40 PM
Hey strangers (sorry no friends yet) i am SupremeTime and i will make an attempt to reach 1 BTC from 1 mbtc.
Rules:
 a- Follow me and if interested to share your BTC message me for my BTC Address.
 b- Just bet the way i do and ask.

1st Pick: [Attempt - 1]
WTA : Indian Wells
Game: Kerber A.   -   Kasatkina D.
Pick: Angelique Kerber 1st Set Game Handicap -1.5 @ 1.85
Wager : 1 mbtc or 0.001 BTC.
Good Luck!



Lol
It ended some half an hour ago
The first set was 0-6  :D
Guess you start off with a loss of 7.5 games xD

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hz1XJ21QTaENC7Urg6Esx4645uLDcAXH/Tnz43FI57pAzFQv/sgAVZFj1hZxopDnlmHnTT1iek+/QP7HimcrO85zaVbQQRs/A3NsvRHmWiEM7P8SKx1dhbxBwTF2IpxZUsPjPMZPTlqW4ZH4ip2TqQqxfkMjh6jAFqXGpVEWjiKo/z8I9r9ZC1FdgwQsLUyyWY53HLt7XLTmRey+18Guq+CVVJg84KubgNzdUIF/chc2vrsCKja3JqK2CiNT3CCi98jeYf81kFOgBb/W7WP67pXKCtFCBBasWyqkFqQccoRTTfzUX08sFOKvexfLEnMlP1k4QUb0Kt81cDma351Rgzu3/jhJHMcrLCyB0ludEr2tTS1DA5HtfwuKLE9Z+P5LTMT9Tj+SUWlvPh9pdn2LdGxvYuqarbcL7AK6xfl6y/Ha9R2BgyUkS4Q9G0Tu7iR5CCY1eB90xn757JieWKPnL1gKhpksX46XfTJbzRHqqCAAB5Xc9iSVXJlxafSGnnAIUuGsTZJQ6YcdSIYKUY+WY+5fWfJ1jI6e2G3BP1cfFykW4/P5EXtbRZOSDeOHGWVhxKLHtJmX2vV+TvX9lT+REFdWrluK6ecnivmWY88IyzKAchbp1mHfzw6jqRKGXqvhrk4Dq24nld8/DqkRyaseBOlBx7zIsPCoxT9lE27+4jWq0vdIuRa6ffF+fyxeluDL7k5xwrM/U2bT2TonqqJiLxb9JFZoM4Brr/Wrkr+xnBAaWnNoN3utsgjvctn6RQmtEocPQT4/ZG3JqH0AXMPk3L2FxSoyp9pMXsOK1ddi8M6Gu0jtQWj4Ns++ajcmp/aH6QE7MzVNxCMv7WluvNzXajtVySk28bFPpoIvpSM2FSokH1K6Zh1mPVgHFM7D4T3NOXMHVXpATjbyN+CVnBpa9lKjg4N6LdX9djhUbqpiMXHCU48Jb5mDO5ENYdNUiUGpZh6aQkg97334eK9a821prMdF7qMN6SMDGajMma9YJJpRMmo45d82Gac3luPNlVqOiYy5d42YsfzCl7uKUuXj2AVJFdp8r18a9l6zEXtXa9ypVGt/9Aab7BNljeqYOy6ibfk6OApSVT8O//3Q6pg7vmKowYGusn3Yifpu+I3BSyQmuWnxVnermU8FWOALDj1ul13cg+Ds4AhwBjgBHIH0QOLnkBCDibsTB5iCiUMGUlY+h1mP24aUPqnwkHAGOAEeAI3BcCJx0cjqu0fM3cwQ4AhwBjkBGIsDJKSOnlT8UR4AjwBEY3Ahwchrc88dHzxHgCHAEMhIBTk4ZOa38oTgCHAGOwOBGgJPT4J4/PnqOAEeAI5CRCHByyshp5Q/FEeAIcAQGNwKcnAb3/PHRcwQ4AhyBjESAk1NGTit/KI4AR4AjMLgR4OQ0uOePj54jwBHgCGQkApycMnJa+UNxBDgCHIHBjQAnp8E9f3z0HAGOAEcgIxHg5JSR08ofiiPAEeAIDG4EODkN7vnjo+cIcAQ4AhmJACenjJxW/lAcAY4AR2BwI9Dv5ORscQ9uRPjoOQIcAY4AR+CkI9Dv5HTSn4gPgCPAEeAIcAQGPQKcnAb9FPIH4AhwBDgCmYcAJ6fMm1P+RBwBjgBHYNAjwMlp0E8hfwCOAEeAI5B5CHByyrw55U/EEeAIcAQGPQKcnAb9FPIH4AhwBDgCmYcAJ6fMm1P+RBwBjgBHYNAjwMlp0E8hfwCOAEeAI5B5CHByyrw55U/EEeAIcAQGPQKcnAb9FPIH4AhwBDgCmYcAJ6fMm1P+RBwBjgBHYNAjwMlp0E8hfwCOAEeAI5B5CHByyrw55U/EEeAIcATSHgEqEu6wW7scJyentJ9CPkCOAEeAI5B5CHByyrw55U/EEeAIcAQGPQIZS07RqIRIVIIkSYjF4mk/UUqlAiqVChq1Cmq1Ku3HywfIEeAItCLA95v+Xw0ZR06SFEMoLIL+HKyXSqWETiuA/uQXR4AjkL4I8P3mxM1NRpETnV4CwfCJQ2uA72zQa7kVNcCY84/jCPQWAb7f9BapY3tdxpATnWD8gdCxoZDG7zIadNyCSuP54UP7fiLA95sTP+8ZQ05ETO1deQffWYeZ7jGovHqEjGT1Jlz+QAj3LTsPZzGPWR1eXbgZdTOnIP+VStyyvxPAzxsH90/HyL/YX4mKBwO475FLcLGpi8mJ+XFw9y784706PJ9Vis+uS7wXQGjfJ7jzT3V41QeMHpWPv941Bacaup9kcu0RQfGLI8ARSB8EOu43Ej5buQarRl+AP/7AxgYa2vIO8t6x4Zt7z0Qe/UNsN/5w+0FMvs+B5/9wGP/o5HHuu/tK/Hqc/Av3p+tRvMqAykcqcGpXjx6uwWcff4tVHzqRP+OKo+8FJBz89AP8+m8uvB1T4ZpLJmDZFSPQ006STvtNRpBTl+b17o04ZY0Flf91Olsc9e+tQ8VrEdz16ytwF/FVeAcW3FmHi5ddhHO1idlv/hw/u8ePu546D2e1WRAStq96E7/4FDjt6h/h8XPkBdj++mzVWqxCPn4kNWJmbEQrscX24/H/3Ancfh7uGqPDwfXv4KLqYdh+87geFwx376XPpsRHwhHoar+p37gOFbWl+Oa6UhA5fPa3NZj5sRHLHkocZulw/Gdg2QNnoyQBI+1Jp9Sm7BNH4XVh7SMf4KFDwIxfXIa7RnUmktqNx+87DJyfBXx0AOGrW4kNBz7BRX8W8cD9FTgLh/HU41+i7t+m4b7ynugJSJf9JiPIKRgSEYlEO35rGPk04sdPXICzlCF8+NQ7+MwgYFvuRDx/Ub5sCb1qxGsJ8mI36IqcGLl8i4m36vDb9Ua8effp6Do9TCbCNouOFuYKFZbdf6a8MFu+xC2/9eCXfz6v61NR4ok0GjX0OoHvChwBjkAaINDlftPmO34Yz/12NxrGBRCceBnuG69iltCZB0YkyEt+kC7Jyf0l7npIxM8uc+M/D5eickbC+9Pp8zfi1QcrcfCKVnKi+/5aOl3e55JW3J6i1sNyNzimy36TEeTk8we7kIvTpG1C8IbLcUPBbvzxl3W4+PdGPPyCBsvmnobQxnW4uinF7dcdOe3aiFPeseHzuRY8d/du5C+Yhmuyup7hDotu10ZY1xhbTXzsxh9vrcO5HSy0jvckmbnJqE+DryUfAkeAI9DlfhPbjT/eeRhnPXIRzvV9jp/9VYU/Xu7BzF3FeOfqEdj+0ht4blir2687cqL942rnGFT+mwe//o0LM46GIjrDv2dyQof9p+t5TJf9JiPIyeMNdIn09tfW4LHsKfhr8W5UbLDhnVttWPXb3Rh2/wXQvbQG6yddwU41R69OLacQPnx6Hf4xVl5YdM8/mM/Eq5cM6fJz+5Oc6EMs5h6CU3zP4AhwBAYEga73GxfeXvoetl9yJW5tWY+ZzeOw9iIXFiz049YHhuGzhV8CP5+Ga3Jbh9m55VSD5373Odw3UPhBvufmc7tzyXUkJ+yrRMWTEv6P3HqGeqx9/HPMDAxJORx3D1U67DcZT04sKPlVET7L3ounsirwxx+YmS/4wzNOg/YJIqlpuNyeMlGdkRNzD9bg3KQQgib+GQ1eSPEdt59qTk4Dsk/wD+EIDDgC3R2GD765Fgu0E3DrgW3YNpXIhYjjc+iuG4IPHnLhhnZu/E7JidyDf4zggYQQwv3xehTvGoL6Wyd0EZ/uhJzgx/Y1H+CW9SG4tDrM/4EGv470zq2XLofhjCCnrt16idjO4x6M0QZQcovsiiPCuma7CnnfGnBfe4LphJyYauZpf7svgQqL7k0IKzr5evRnzCldzOwB3wX4B3IE0hCBbvcbEmFtAm7bApz7mKwKJsJ6qsGIVVIOtrcjmM7IiTwzFeuldk9uxKtdqoQ7I6fUt0vYs2Ydnsqlw3nnQq7UV6fLfpMR5NRlgJIhvh+P370VCwxDsD1JRL6t+PV9B7Ft0mi8k5SJJ2enAzmRauY9vH3WBSkKvYRyDxO6DFR2WHRMULED4dkX4Nfj26n1YiG4Q4C1C8l4ugQo03Cf4EPiCAw4At3uN7S33L0fT51V2mrp7K/ENY87obt8Cp6/IKfNeLvaJ9BGodfZHpR6m27IiVJbtmzGLa8p8X9/OA+nkio54oUbBlg1nZdJS5f9JiPIqftMbTn/4D9Np7XmO0GezM3ntQ1OsuluT06kmrnXhWseuaBVbk6vq9uEaxaGML+LQGVnJ6LQgU2Yv7QGz7XPcyLZ5x8l/N+yzvMZ0kXaOeC7AP9AjkAaItD9fkO5k59g80UpewsTSuyBNpnCkvJMHfYJChm8oMELv2uVm9PLQ1Xv4dR/mVGZzJlqg0sX5EQiiGVuXDwuB/N/Ohln2WUy2rNmDa4JT8D2LhSA6bLfZAQ5EeCdJeGm4bru85DSKSmuz4Pnb+AIZCgCfL858RObMeTEy4mc+MXCP4EjwBGQEeD7zYlfCRlDTgQVL8R44hcM/wSOAEdARoDvNyd2JWQUOSVPNLxlxoldNPzuHAGOQKsFxfebE7MaMo6ckjDx5l8nZsHwu3IEOAIdEeD7Tf+viowlp/6Hit+RI8AR4AhwBAYKAU5OA4U0/xyOAEeAI8AR6DUCnJx6DRV/IUeAI8AR4AgMFAKcnDpBOh6LQaIfSWI/scT/07+zK06lRRSAQsH+VCiVUCqVUNGPSnX07/TvCvYafnEEOAIcgY4IxGJxSDGJKf/YjyTvPbTnxONgP3TJW40CKiX90D6jhFqlgkqlYH/S/pNpew0np8R6icfjjIii0QhbGIx86L9s0oF4jFZKDLFoBFKc1okSKrUaSvqlUkEUBbpH8ofeywiLLSAVWziZtnj4ZsMR4Aj0DQGZcOKMiCJSlOVL0daS2GzYfkLkRAdh9s9EXlIU4XAoQVJERmoo1eqjJEW18Iiw1GoVIyraZ+jfBvv1vScnWihERqFwCFJUgppOImoNlEoVWyCxWASxqAi/x4vGhnrU1VTD7fMhKyeP/VisFpgtNgiCFmoiK6WK8RrdMxKJsB/6d61Wy0hKPgUN/oUz2Bc+Hz9HYCARYERDpCTFEAyGIEYkRjC0NxCxEBNFJQmBgB/1Rw7B6/EgEo0gGong4IH9+HrXThgMBuTl5qGwqBilo8ciN78AGq2OHaDlw3UUGrUKBr0uQVKDe6/53pJTkpTC4TCzmDQaDQRBgBiPQ0nEEvTj8Le7safqc7Q01CEiRuAL+OD3eVHd0IDaphaIEmAyW1E6egzOmnw2xp16GvKHDIXBYIJSpTy69kVRBP0QOdHnJF1/A/nl4J/FEeAInBwEmKVEpBQKQ4xEodYIbK9hIQE2pDicjQ344L13sHLFk2hpcbJ/F7Q6GA0GdkhWIA6jQQ+DTgudIDCvTUFRCc44+4cYP7Ec9pw8aAQB0UgUkYgIjVoJnVZgZEUenMF4fe/IKel2E0UipRgjCtnikd13HrcLzbWH8c32L7Fz6xYcOnwIoUAIOq0GKoUCwWAA/nAILo8Pbn8I4YgElVoDrVaH8jPOxH9c8xO2WIxmCzQaubV6kgjJiiIipJMSLaRM9BMPxi8BHzNH4EQgkNxrgmGRWUoKpbzXsBi1QiaMUNCPXdu34l9v/gObN32C2poaSBQ6kKKMnLSCwA605K4z6QT2fvo7EY/RaIDWYMLY8RPxgx9diJJRpWwfUqpUzGMTj8cYOekEDTsssxDEILq+d+RE5BAMBtkUkauNLRaFIuGGE/Hhm6/hi02VCLmdcPl8cPlDqG5oRix5GhHUkGJANK5AKByBGA4hJMoLgU5EY8aMw8/v+hXKJp4Bk9kClZpcea2LIhqNIhwKMb8ymenJeNQgWjN8qBwBjkAPCFBsKRaT4PUH2X4hkFuf9hompJJjSWThfPLBBjz79JPYtrUKHreb7RV6vRZaFgrQyVaPQgGNSgmtRg1B0EAnaJnlZdTr2Ch0eh1sOfm4dtZtGFoyEnqTmb2P9hgWq4rHYDHqWUxqMIUUvlfkRKcJcuMRIWgFLRQUNFSQkCEGV2M91q35Oz776D18++1eKIlsSBGTOHmQqnWivn0AACAASURBVIZ8wpFoFIJGwyaZ/l+kuFJUQjAcRTgSY2SUlZ2LG26ajXN+dAGycwvYopTlNvJFJypy89F4aJHRyWgwLRq+M3EEOAJdI0DxJVGMwB8Msxg0ERN9/9l3PCF+iEWj+PiDDfjLskexdeuXLB7FZFUKwGzQsT1Co1Ix64hJ9hKWFv2dlHoUZqDYUk62gx2yjSYzNDojrpp5M0aOnQCT2cxEW3QfIkESehl0ArPEaN8bDDbU94Kc5AmKMEIgIqAfJehEQmslDjEcxEfvvYPnn34KHmcdIuEw9DoBQkKNR35es9HIVqOGiSVkCTmZ3k63m1lYHn8QYjSGSJTUNzGMOmUcZt02B2efcy4ErZ6Z2qlXp2MapL5hvlFxBDgCrQfPsBhBICQyd786cfA8eviMA5FwCAf27cFD/7MQW6u+hN/vh4YsJY0aRp0WWkEje2IUADX+o98ZdHqEI3LcWorF4Q0EGZnRAdps1MNqscBoNmPIsFG45IprMOKUcVBrtcx9mNxrolGR7Wt0fxZSSPNJ+16QE5ESufKSbjRmKidPMPEYag7tx5PLlmJT5fuw6DWwmk0sEOmwWFjwkXzAWo0GFpMZegoy0r9FInB7PThU34CGFhdavN6EPFRi7j6V1oBLLr0Mt/zilzBZ7RAE2QRvf5GbjxanTqdjVhS3oNL8G8OHxxHoAgHaUsJhEdTGXauTXfa018SPskCMpUjW1xzGow8twkeVHzJVHpEPpadYjQboBDUsBh3UdACOisyKIk+NzWSA3+eHSHlQag3qG5tZXDsOJXMfGvV6ZNlMUAh6nDLhDEy/bhZMVhs0ArW+lS8pGmVqQJNJz/a1dJebZzw5JV15qfEl5lqLxdmiiUkiPnp3PVY+9We4GmqRl2VHblY2hhUORZbdDqNey6wuIiODXs+S4BSk5hPD8AUCqG1uRm2zE01uF1o8PoTCYabMCYhR5A4pxrz/+i1Kx06Axe5gC6SzoCQRVCgU4i4+vu1xBAYpAuR5Ixc/ufI0mkR8iVx5tNew/5B3Loag34c1r/wNb7z8POrq6+Hz+xix0L5gNhqY5eSwGGBUK2FSKaBXKmEQVLAZZVcfWWXesIgDDU7Ue4OIKjVQqAVotRoMLciFyWSGpNTg/GlXovzsH8LqyG6DKBFUWAwnXHxJL1B6gp6x5JRUyJHFdNSVl+I2oxgSrZhoJIjlSx5G1aYPUeiwYvjQYuRmZyPL7oDNaoFSpWAnjngsihhFNmMSI6oIWWOBALw+L3PtOT0eNHt9qHe5WBDUEwgiGlfhh+dfhJvn/BL5QwqhVMnii87M6aTcnCwoLpJIzy8LHxVHoDMEWI5RLAaPL8hceeT6J0WezEzsKMzCABRn2rn1c6z8y+PY9uUWptylGDbFjnQaNbOSiISG2szIMRtg0etgVCugVythNerZXegnqlCi3uXDgdoGHKprQq3LC1c4CkeWA6UjhkEl6KDQGnHt7F+gaEQpU/2lemTk/EvZKqOYerpaUBlLTpQEGwgEZPED+V7bxXMoLkT5A+6WZtw79w7YNMBZ48ejIC8XNqsNegOpW9SIg8qJxBGXRMSonBEJGUiGLoqgPi4i5T4FvHD7/fAERTi9PnxXU8tiUA0uH6DW4sElyzDhtDOYOzCZiNt+kSdFEiTYMBqNXb6Obw8cAY5AeiFAe43HFwAUKmhS9hpFInQg81MMYiCA5554FBv+9U/U1NVD0KggsFh0HA6TAQXZNozMz8XwHAvyrBZY9AJiUhRqAHqyrsgiUykZ+YWhRH1TE/bt/w679x/Clm8Po9oTxLhTRmHEyJEIRSSc/sMLUXHxZbA6shL7SSKrKimSiIRhMRuZ3Dwdr4wkJ2b+hkMsBkRxps6S0MhPSwlxX+/YikcX/T+UFQ/F5NPKkZ2dDYPRDLVWl3D7xdjCUkqyXJyCilEiqGgE4WAIIb+bmeqUr0BkFRQjaHa5sbumAYfrm+EKhHHT7b/Aj6+cgazsbHaySpWWpy4KGjdZemTi8zyodPy68DFxBNoiQN/ZQCiMUDgKncHQeZkyqv4ghrF/9w789dHFOLB/P1wer6zWVSth0GpQnGXDmKIhGFuchzyznuU0UVyILB6WjGuyQqnWIE6el0SZNJ/Pg+qaGnz1zX5GTpv3HUZebjZGDB8GW3Y2jPZ8XPQf12LkmPFMmCHvO60EFQoFGEGyHE4lyczTa3YzkpzIXE7GcJJ5TB0slRjJv8P4+P0NePXpZZg8bgzKJ0yExWKBoDcwcqKkOVaAUYqy4CRFM8nFRwIJkmaSaRzyeeH3uBAM+JgaMByJMLfe4WYX9lXX4kCdE+ecdyFuuv0ODBtZejQzvKtl0Juxp9cS4qPhCHw/EWAutqgEXyDEchyp5h3V2exwxQGfy4l1q1bivbfehLO5iXlW6L2qeBQ5Rh3GFRdgdGEehuVlwW4ywGwyyqrihBRdb7Yzy4nk4bFYlBFUJBxge8/X+77D9gPVeHfbbhhNJmRlO+DIzkEopsZ5l12FyeddDK2Ocqba5lzSAZ0O8SQxF4REndA0msqMI6ej1odSydx5Xanf4kROwSDeeXMNPntnDU47pRRlY8ZBq9dDozNAZzRDpSazmupbiYhHwoyk4nFJLv4qRcGEDAE//O4W9mc4HGTWE8lInV4vvqtvwjdH6lA4/BTM+vmdmDhpspxn0IOIk+r8UXyL4k+8YGwafVv4UDgCKQjQXkMH0RiULJfpaIJtG3eIHHPau2Mr1r7wBHbu2IYmp5ORjNfngyYWxYgsK84cPQxF2XZkWczIznLAYDJBoxaYAEutM0IwWSHojVAo5AMzIiHEwn6IAS/2HTiAXQeO4P0de6EzmdiPRm+ANxTFmPKzcfUNtzJlHxFo6yWTKO01SsRgMuqYxyad1MIZR05keVCsiXy0ZDV1dRHJBPwBvL327zhQ9QnGjxiOYcXDoCFy0soEpRa0jIgoLyEelWNOAFlS1EqDKgoTOfkQ8LghBsitFzxqPVHViHqXB9/W1CMiGHHtTT/HWRXnQ8cWcfdXMl6WLBY7WGtj8Z2MI5CpCCStJrfXD53eICfad3ZR8n5ExLv/WIXP1v8d9U3N8PkDCEeiaG5shFkFTCjKx5iheSjIssJmMsFut7EkWpVaB73BALXBDK3eBKVOz7w5rHCAGEIs6EXY04zqmiPY9vVefLxrPySdASa7HaEYEIzEoTFa8Iv59yErvxBmiyUlpCDvQqzodSjAVMkajUouQpsmV0aRU6rVRDlD3W3q8XiUkdO6N15DsOZblA4dgtycXHY6UWv1UGhosjQsIEkCCETCCXKiCSXlHrn45PJFRE5Bn4cl89JrRbKsYmBy8iPNLTjS4sOPr78JFRdeyqy53lxJ9V5XMbPe3IO/hiPAETgxCJDal0gmRiKIbvYa8oA01BzGKyv+jNo9X8Ll8sAXjiIixeBtbkSR1YhR+dkYOSQHOVYzLEYDTEYDi5UTMQkGKwSjBTqzDUpNax5knFr7BL0Qvc3welzY8+0B/H3jJkR0Bphz8tDo8iCqUCMYiWHmrXfi9MnnICs376hysDXuLVerIQ8RJfOSei9drowiJ3KzkdVkMpl6rMQbj0VY8uvfX34R+kATRgzJh9XqgN5ohlLQJZQxZEJLLJgZo5NKVGJBwyi592ISc72FQ0G4mhvhbq5nCW5EWtQAjPy7EpRo8viwp7YJl1z9U5x38WUQEq66nhYAcxl4vbz+Xk9A8d9zBE4CAqIYZQo9cr8x2XgXlxSJYvNH7+OZZf8Ho+RHJBJFXYsbbl8AulgUo/PsKMnJQlG2FQ6LESaDQa48rtXBbLJAYzBAa7bDaHVAqRIQi0tM+q2QooiJAUQCHoSDftTW1eO1dypRGwhD78hGnSfIuiZE48D408/EzXPmomBoSUoZtaT/hnrQASSusJoNEDRyuks6XBlFTiSCIDOVXHo9AhyPwefz4/W/PQtHzIvheXkwmG3QGvSARgelVs8CnNTLKSr6EBMlxKWYXCQ2EYei7O7aulpWyTxZVJFZUn4vjDoBSpUGtd4gtu07gIsuvxJTL7kU1uw8OQ+BehTGqLZfDHEF1dWiBd52UdDz0JVss5EOC4aPgSPAEQD8QepIEIOuzV4j5zMl85po1xdDISz934X46N1/waSUYLWacaTRhUanCyZVHGPyszA818HIKctsgMmgh6DWwGqywGwyQzAaoTGYoDVaoKFDM+VQUdE1SWSuPSkShBj0o6mpCW998Cm++K4aomCAMxhGJKaASiPAmp2L+//n/zC8dLTsFjx6JcdLlS3CIKOJKpini/WUMeREOUvBUIjFmXpTSFXO1vZj/ZrXoXQewbC8PCaCCEUlUB9cSo5DLMaklgY9qVmMzB9LC4PcedRzpaG+DsFQEDqdHgajiQl1SMUX8HnZT0SS0OD2YNs336Jk+EhU/PBHKD//Epjs2SwhV65uFUdMQSHVjuRE8TNaNMkkYr4pcAQ4AicfAebSCwQBpfpo7bz2o6Jtn2LSTTXV+NXtN6H+yEFoEIVBp0NYiqGuyQWboMAp+dkYU5CLIdlmZJkMsFlMMBtNMBvM0BtMUBsNEEgQoTewODgdbCm1hYgvHg1BCvkhBn1wNTdg/Qef4oOv96MuEEGYKlZIcbYv0ft++4f/xYQzJndIyE2Om9oHSdEwk5VT7b10uDKGnMilR77TZMJtT5ZTDDGIfh92fvYxtn74LsaNHAm9Tg+j3cFIJuRpQXN9PbxeD8xmM7IKS2C1WliFiHAwAFeLkzUeVMVDzFSPUPBRoOKNSghQoiEQgYeqRrQ48e3hQ8jNykFRfh6mXHUjhpSOg4oS6qjbroLSfKlCltzqPfUi114oFIRKRaXyU5U26bB0+Bg4At9PBOjg6g+KUGu0rE9S617TaomwyuTBIN7952o88tCD8DoboVaCVZfRG41w+4MwQcLoITkYMzQfJQXZyLGYYHfYYLfYYaCuCVBCbTImmhPqGbGodAYoyMQhcqLwAsW3g144G2rw3oef4p9f7sBBVwBBKY5ILA6zyQSb3YFbf/lrnHP+RTCbLVCQ5J1drVaenBsahFZQMbdiOlwZQ05kYVB8iKyYnoiJgI/GJNR/uwdb3nsL+77ZjTMnnobC/HxApUI4GGTScJ/XA0U8xk47epuDtWSnWJOrqREBEkCEgmh2e9DQ4kGj2wsV4si2GFGUnwUxpkTQ54Xb7WbVhLPtdpZwd+q0a1E05lRo9EYoFUROTP+XIKeOS4Il5SZk8emwYPgYOALfdwSoo21IlFjuUFfxJiInZ0M9HvvfP+CjD96D1+Vk5YvEqASBFWONQx+LYGR+NsYNK0ZxfhaM5KGhnk1aI+vVZNSqYbdZWfxJr9FSCyhEFUCLSz70UhUI6vmkF4isJOzZvQdvfPgZ9jV7EFWqmeeG9q6srCxM/8lMXHbVdcjOk1v4yHtkiguSNT4MQKNRwmTovEj1QM97xpATCSFoE6fcoN5cESmKw1s3YfemD3Cktg7jRo9FfnYWfF4Xqhtb0OQPoam5GXaDwMQSNKkWmxXKeBR1hw7B73MjFPShRdLhSLObqWO0KsCoimHUkFyoEEMkFIbb64VKo0Zedg7sFhsKzvoRCkrLoE6QU7IwZFchSJl05TgavzgCHIGTj4DXF5Bzm7rba+JxfPXlFvzP7/4f6qsPwe1ygXXfJmtIpWJt1O2qOIZmO1CYm41ci5kRU0ypZJUjVPE4zHoBxfk5yM/NRrbNjrhSgRaPF4eP1KLJ5UYoGmOiiSy7leUqNTc34Y33PsY3DS74JUBCnJFTfk4OKi76N8yYeROKho9illjrAb61YgSNT6mIw2JKj70mY8jJ5/Mx11dv3V+RmATnnq1o/Hor6hqbYbdnwW42ofrQXtR6wggbs/HNvn0oybEjxyBgWHExC2YqFTEc2rcXPo+Tuf/EmAbeKNDo8UOjiCJbr4RBGYEoqVgGuNsfgFrQsUrndrMdpRdcCuvQEigEHVQKFRRkOrVWFenwzZOLNEaYao9fHAGOwMlHoMXtY0IDkpC3dcO3iuFIPLX2tZfw1LJH4HU74fH6WKt2imdTOwzq1VRk1SPbakF2bjYKSWGsEdDgciEYlaBT0EFXAUERw7hRJTh1zClQanWoaahHTV0Ttn97iFUm1+t0GDe8GGNLChhBvfHuR9i85yCaw1FWE1SrEzA0Pw+nnXEmrr3pdoydcBpzD7aKr1pVexQaodQZmyU99pqMISeK75B1QeKB3lwU1PQ2HEHTnu0IO5tZOXrBamMKGFpIFLR0NjdDo1Iwl5zFZpfjWfEYqg/tR3N9NTOltZZc6AxmVi04Eg5CCgcghWkhRhGKkG86CIOggUqlQfHIsRh7yZUwOnKgUFGEqeeEt2Q5IyoGyy+OAEfg5CPQ1OKBltS8XQgHWPzG78OzTzyOf7z2MotbUy09cunRvkMt102CCqNz7cjPyWKt1+NUWUahgi8ag6jQoGz0KdD7WxB2OzGyMA8XnFvB8iubXE40u0P4tsmFb2oaAaUKI/Oyka+Ns3DCpm1fY/XHXzDriciJxliYl4OxY8sw48ZbcMbZP4SWVZqQq0GQjDzZOZ72GrKeHNb02GsyhpwotkMbeHdVIdqccmJxll19aOtnCDbUMTNba7GBUhbIZKfW65TfpEScNfuiTrZEfBSErKs+CGdDLaRICFpzNowmGwSdFgpKzo2EEQp4mFjCF4owBaGgUkBntGLE+HIM/8GFMNqzWAfensoY0XiT1SIod4tfHAGOwMlHoKHJxVRw5K7v7KL8x7rDB/DXxx7Gxg3vsDJFVMeTyIkuar+ebRAwsTifWT0UM6K27hq9CZJSBZXOjJEjR8GkArZ9vglGFXDBOVOgUMZYOCAQiqG6rh4NPh8bR7bJAKNKglmnxoHqWqz814fYuGs/E0SQJ2lIbjaKi4tx9U9n4Zypl7JcToqVUbki1jmI+Ili3zESYAVY08J0uDKGnFwuF1PVddWSogPYVFYk7EfNzm3Yv30LHEY9zHYbVHoTk4jK7Z7kVsnMfRchfyy54SQc+u5buJsbWNFGjd4Cg9nC/M9qNsMSgn4P/F4Pq1bsC4VZF11rXiHGnH0uHMPGQGsyywuix0JGJMqJs2RhTk7p8HXhY+AIAPVNLtYSvbO9hknIIxHs+OwjLPvjg/hm925Wv468KFSyKBqLwagVUGjWYeLwIkwaO4rlOGkUSvi8PgRDEdisWcgrLII9y4HKjRtABQPOOu1UJvPWaA3Q2/PQWF+LgNsDhVIBE5GTjlJTomhxevDcO5VY9UkVQpIEtVqDIfm5GFpQgEumX4OLLr+a1dlj+VJHRRHyrFJ6DcXus+2cnPp1nbe0uGCx9I2cJElEoLke1TuqEPU6oTeoIRgd0OiM7BRB+UzU9ValBCJiSDaDFUrUHj6AuiMHIYlB5OQVwmCgkkdaaChpVxLh87pZtfKQSC2bA1BodCgYfSrGn3sR9Ba6f+8Djpyc+nWZ8JtxBI4bgbpGF0yd7TWJxoKUePv3vz2NV198Ht8d+I51xiYXW1SS4A+FWBv2AiKnYUU4bXgxSvOzkW01waAzsIOxRqDGgjG0OJuwa+8+aDQCzj57CtQSFWlVQGt1QDDbAAWFBeJQxKOIh30Ie1vQ3OzCKxs3YdWnX7LyaVQftLCgAEOH5GFyxfm4bMYNsNgcrO8UFZ9NdevR36nKDSen414ibW/QV3Ii8qFcp3g4iPrdO+Cr+Q7KWACCMQtag1z9lwUII2FEI2Fm42gELTtxNDfUoqH6MHwtTbA5sqEzUHl7apWsQzQaRtgfQCjoBklOKVlPY7RhzDlTUTjhTOgoka6bgrTtYeHk1M8Lhd+OI3CcCFACLSvMyhoFJq6Ee4zKl7mdjfjDPXdj82eb4fZ4mCycFHrUWqPF44FBKyCfkdNQjCsqxOjcHBTmOmC32WCy5UKl1cLrbML+b/fgwJFaOBwOTK44F5KniYUVVBodTLlD5RJrRhMgRSG6ahBqaUJ9YyNe3LgZaz7/inXapYNwfn4+CvNzMWpMGWbcfAfsWTnQ0fsYuTGT6Wj8iZPTcS6Ozt7eV7cenWQkVkIoilD9ETTu3oaQqwYqrZkVf6V2GdS7ye91A7Eok1+qNBpodUZWS8/VUAcpFIRGp2FJbeFQFEazCWq1EtFQGGKY3HoheH1B5I8Yi9HnXAhT0ShoqXZVL9x5R9c8NTMLBFg8jV8DjEDdZqx4fAXWVe2FMwhAMKGg7FzMuH4mpk8qGJjBSLXY/PIKvPLmZuys80GkYTgKUDZlJubcMg2l1oEZBv+UVgSYW8+UIKdWsRt7QTQcxJebKvGHBffgwOEjrHOtw2xkrXK8gQBqG1tYuCDHpMUZI4oxtmgITsnLQ2G2HblZWbAXFLOKDs76Gmyr2oKG5haMHDYM4yedjqjXhajoZbX1DI4SKBRqaO02Vi1JdNUh4KxHTUMDnnn3E7z15S5o6HUmE/LyCpgcPXfIUMy46ecoKBoOo9naKi1M1NKTC2cHkM1jTv273PsqiGAZ1hQiilPsKQTnvl1wfrMVKmWEWUhUrj7op75KEqscEaZCj54WqBQxiCHqfBtiBWBVdBOlkklLqQ2HTiuwRREIh1nGtT8cxynnXIyi8WdAZ8tiJ6i+lFUkQQQl4nJy6t/10tPdfFuW4rbfrkYtsUGHS0DptUuw5PYynFDvfPUG3H/3IlQ2djFaoRQz/rgEcyac0FH0BNX37vcNzW4YjHSAbSeIiFPibS1eWrEcr616GS6PB1aTESadBhoF4PT64fSF2KFVp1JgytgRGD0kH6UUE8qyIc9mhcWeA6VGh6amOnz25ZcIShJOGT4c5WeejbCvGRGfB8pYHCqdDvG4CjqThYnASCEc9LlwsLYOf33nU7z/1T5YdGrYHQ4YLTbkZtlZMu6FP56BcadPZtbT0QRiCqrH5ZhTKBjkgoj+XtF9lZLLxRnJtUeFXCUEG47g8JaPoJS8jECgUMPvC0FPNa3UWoTJ0iIlXtAHiGHW48kfCLB27URw1H6dJKFkKBuNegRDASbL9EdVmHDhj1FQOp4pbeT6fL2/kvX1eJ5T7zE77lcGq7D0unlY7aY7OVBx+x34yZRRwN7NeOWJ5QmycGDGn17HnHHH/Wmd30DaieXX3YlVjJgElF46Bz+5rByjsA+bX/4zllc65fflzMCyl+agLH06HZwgQNLntkxKrtMnWp+njCsWw44vPsOzf3kUn3y6iQmpBJUKVqOWlRlqcvsQjEjwi1HWgXbK2JEYmZeFYVl29pNrs8FmMsMfDqHO2YSPqrbDG43JeUpjx7ACr4poBCOKhgLKOJoanbCazDARUSrj8Ae82F9Tjxcqq/Dp3kMosJPVlA+VoIWF6vbZ7Dj9nPNRceE05BQUQkkxJ7Ka2IYk74PU8sfOpeT9u9j6moSbJCeiKFLmRbwt+O7zj6EM1DP5eESkauEqCFoDBDWVRFIiIkYgBgJQsLbLXrhdzZDUEYQjcg8nm9XGrCySnEeoWrAYhlsEfnDFdbAVDmP19KiKRV/IiRJwKfbFK0T073rp7m6+t+/B5Q9uZi8pu+tFLLsyxYX33QuYdfMKHKRfTl2I9QsqcCKqHoobF+GS329gY3Bcuwyv316WMmQn1s2/Cg9voX8yYcaf1p44khw42AfNJzndPubmb5+ES41J3/3HG3jy8SVobG6CTqNBmPKGjDpWDs0TCEKMK+AKhFlV8zNLizEsy4YcgxYlDjsK7A4Y9Do0eZrR2OLB3iO1OOzyMvKgShLUOWFkcSFKhxZDQgS79uyF2+nGiJJCaAUlK0J9uMmFtVXfYMuBWozIz0JxURHEmILVy9NqBZxSNhHTrpmJwmEj2Z4mNy+UlcORiMhyqWxmnoTbr4uxr+WLEnYsG4NEp4ZwAId3boNYtw8KKZxQ5qlxpLqOxY2KdHlQ6wQo9GoolGpGPNGoiICnGQ3OOtQ21aF0ZClysnOgViohSRHZtac2YvJlV8OYXcACqH2JN9HYqHwR+YJ7W5apX0H9nt5s80Pn45636OEnY8HqxZjaJq5Ti1W3Xo/l+8igmY4l6+ei/ATgVPXo+Zi3hm5cgNlPv4iZw9t+SO0bd+L6x3eyf5z+8PuYO+kEDILfslMEPF5qMqhktfWSF7nEfK4WrHrmCbz+yosspykqhli9TZ2K2qGH4Q2KTFDlCYbh8vkxdmguRubYYVErkGM0wKbXQaPWQKUTmMKPDqbeUJhVdCjIzWUWVH6OA1a9gdUGPVhTh/crP0KBw4q8LAs79Fa3ePDe7kPYWd2I4rwsjCwpgidIoQqqnqOBNSsX19/2S4w4hYpPJ8oYUUIu7TViGCpFnDUdTIcrY/KcKJeA2mb0tvCrTE5UTESBKDXCoFYXzfWo31oJRENQqanasBq19c2oa3CiMGsIzPYsmLOzEI5EWIOv5sYGeI58B3/QC0Gvhd3uYCY2uQWpDIg3GIJ12GiMmlwBgy1bboqRVMj0cvZ54ddeAtVvL6vF6l9cj6W72LaPJe93JJ9W4ijD3JeWYXp+v3340Rs5923G3gb6XwHF5eUoaLdf1L56G67/8172++lL1mPuiWDI/n+sjLhjINHLSZvSy4nc73WHD+KpRxaz3CSK59DBUqAvfVRkZOUPR6FQKZlrz+UPoNBmwfghWbDr1BiW7UCO3YpAWITTF2ThBq1aA6NahRxHFvILClhXBCXFyKUoGt0utLjdCPh9MGiUyLIYmGdnf6ML2+ta8E11AyOZUSVD4Q6GoVAREQFanQEz59yNsRPPkCtFUNUB0pArFKwDglatgtHAq5L360JN1qAjC6O79uxHTzosP0AmpwjZMzRBkTDqv9iIkIcc/XFoNFpIkgrhsIRAvQcOey7EqIhIUEQsHEHY54NLaoZKE4dSoD5SAjQ6LSuNHxWj8EckjDnnfJiLS+U2y/SZfSCn1pYZqkQl436FtGhZ5AAAIABJREFUjN+sUwR2Yvn0O7GK4k3j5uLFP01He13eQJBT95OTQqDCVCxcvQAV6XHY/V6sqbAYQSAUYYn3yb0mGolg744q/OWR/8Wur7azODR5c7RqBeh3kYgEMZHrRJUb/CGRVR0/rTAHQ61GTBxVjAllYxAIR7Dug83YfbgWeTYzLBoN8rLscBiMcBTkyzFwjYBDtTUYVVwIJUQIpDimTgrRKL7cX4PDPhH1Hj+rcFNSkMtq0XhFibnwKDZ+1Y234owp58FkpYo4crCSwhvU1VurUcGo5+TUrwuZgnlkOlO8h9QrPbXNYLRE+n7WsIIuKuURh/PgXrTs3wN12AclsYxKi1hMyVqySyHqPikxC41athMhipIbkUgIUkIUQWWOaMGGQwHEtCaceskV0NlyoNebEKPb9SHiREo96oaroQaKvJ9Tv66Xrm9WhaXnz8NqekGakhO59GY9vpPJyktuWomVN5QMEDb8YwgBasznC4agUGnYd5N5X8QwPnlvPV55/mkc+HYfK1vm8Xlh1KgQlyIIhSOMHFiVCCKuiMSSckfl2DChMIcVmJ5yxkSUFJfgm28P4Kuv98Lj8cGenY0xY8eiYEghjCYLxIAfAYpnaTWwOqxwOWvhc7ew3nE1LV68u+0buKIKqLU6SBERQ7IsrDJ5gyfA+sJpdVqcf9lVqLj4Mtiz846We6O9hvI5dYKaKY7T4coYt57cLKu1vUSvyIktK5maZGFEHM7v9qBu1zbo4uQfVkKp1kGp0rKJgyQhFokwYqKqw9FYFCIVeQ2HEBZFuV6VimJSChYAVRisOP2yq6G15kBHVSeU8T6RUzLeRGTb25qB6bCoBvcY0pucSOJ+4/zVYFq9cXPw4mMzUMCVegO65GivCQTDrDi0HEYAIqEQ3ln7Ota+9jKOHD4Et8fLqi2YtBoWPhBpb6L0lTjV7lQwr4rLH4RVr0V5US6G59hwRtloVJx1JlrcHtTUNKKppp4p6oYUDUXRsBFQmS2IJaTkZhs1IVSjpaUO1TVHUNfQjHervsbXRxoQUwusRBEpiofm2JBtt6K62cNI1WjQ48xzL8RFP74aeUNL2KGXIk4UQ1eRulBQs9Yd6XBlDDkRmGTJkCltsVh6tJwYG8ny/qMXWV9b3noVjd99g5K8HAh6HcvG1hA5xWOMkOKIIhaNsaaDUiyKSMCHgN+PcCjMisYmcwcCPh8UWjPOunom9PZcaHVkOfWenOgLQArEpJuy1zUD02FVDeox9C85tboA24LSQQXYG8yqV+POm5diJ5lM+nLMfWoJphf25o38Nf2NALn2PL4AIwESE1DX23Wvv4i31ryO2ppquN0eVlOPXHfUykL2tESZWIr1bIop0OgPIhgMIc+ix/iCbEwYPhSXnPsDGI0m+HxB1Dc0Q1BS3EnNWrcLVguMVgt0GtkCUkCCx92Mvd/tx4dbv8b7279hikCq/mAwmNiBusBmQtGQPBxp8sAXCMBmMbN27ZdceT1KRo2GoCV/cJzFrkxGPTRqFUscTocro8gpmbBKVgZV4+3WeiI9RJKcWMpTFCGPC28sfxABZwNOG38aDGYzNIIOglrL3HsUzKTsbGY50WKLRVg794DfCzEUSMxnDNTGWRJDCEOLH1wzC8bsIaytRkQBlozXGyk5tZynH5KQM/l5Ios7HRZNZo+hf2NO/UZOqcQklGHu08s4MZ3EhUhWiJfqZqo0LN+JUkxWrfwLNr69Dk2NjXB5fYycbDoNKwYtkGpPo2bK2yiAYCSGFjGGFq8fsaiIIqsRo/KycNa4USgfXwajQYdQKApFXAmDycIqUmj0OiZY0KnlZoXhsJ9ZTRu/2I53q3YxGTldRoMBGq2O5SxZDVqMLBqCBrcfPn+QuQMnTjobl159PUaNmwhBp5fLtEVFRk7qNm3nTyLA1Em4xQ2HvesSKIp9B46kGhcdRjuyJH2ObjTxpJohhRslrXZrbRA5kSuPCjzEY5CCPhzauQ0frVnJauedOWkKTFYHq+pLVcWprBFrb6xSsnbwkGLMFA6xjrh+iOEgKM+BJOTMqopG4BeVKL/8WuQMK4XeaO01OSVJluJn9AzcahrIL0k/q/WCPvg6qzKhN8HUW9e+ezOW3noPVpNORyjD7McWY+ZoXhViIFdF+89ilWWiEjy+IHONNdZWY8VjD2Hfrh2sMoTLF2SeD4dRgFapgComId9uYa13KNIdiERR5/Gj3h1g/eMMagXyzQaMyLVj0vhxmDhmFHLsdtYHzmSysL1IY9BDxXyIYYhiCDU1h/Dl9q8YMe2pbYIoyQRoMOhYjiYVnaZ+dNQPqsVPlSlEaJTAhNMn4d+v+RnGT/oBNDodwqEQjDoBGo2akVO6XBlFTgSqXB8q2HPL9phMTKwRbSwKb80BfPnev/DNF28jFo2jbPwkmB3ZUCrVUEhU3VfPlHjktiPyiJNLLyyyQCj5k4mcJDHMqpJDEUMsEoUvokLx2RdiVPlZMFnsiCgUvbKcKN+APkNI5CH0Rn2YLgsqE8bRmufUmVR8YPKcjuLoq8LSm+cliImXK0qn9cUalvoD8Lg9+OrLzVjz4krU1dUydx+lkXi9PgjKOIqzLNQsCVa9wIqwRljxVg32H67DoSY3ml0elspCsvMsg5a1Zj9r7Ck4b3I5bHoDrDYHLFk5UOsNiEdp3wni8JFD+GLrNhyuqcFn+w6h1huCxWZlJEiJvKFoHE5yLQb9rDRSFEr4xQhTKJeeMgZX33gbJv3wfCjVAgtHGHQCVEpFr5TOAzUHGUlOZKaSS4w613YpJKDApEJW6sXCYRys+hSb1j2HQwcPwGGxY8yYU5GVk8sywaOibBGRa401IyS1nkQtjSNMJirR32NRxGNx9kNRz5gYYOSkG1KKM6ddCYMjhwU3qaQJa72REGHQRMtd2mVnH7OaqKAsqQ5JXJHoWDlQC4J/DtCmQsQdL2LZNZ1XiBAuXoi1956YChFsHnw7sfzueVi1j0wvB6Y//CzmTuIWU7qsUVmEJeLrHdvw0Yb1+PyjjUzM4PRQu5wIfH4/UwSXZFtZmwyKQ48pHcksKlGKISCKcHr8OFTbwHpAkQqYesKZDVoMddhw2qhilI0aieLCIXBk0UFZxUIGdfUN+O7gAUjRMPMUvb9tN5pCUZYHxVx5JhNCElDvbIHX60WOxYgo7Xdk7UUiKCoqwk9unoMpF/47k5Yb9FomhKDmg+kUPsg4ckpu8GTN0MRRgcauACdqYrlErmbsrnwLOz5cg7rGBiiVOpw6/nQUFhex7GxKh4qKgaMkFaUyH5KEOOTOlnJCr2y10Q+TloaDCIQltIhKnPFv/4Fh48+AWmtgpxOFQu6Dm3wfI6hE/hNZffQb8mOzihI81jTwexHV1rsxYa2ctNp6tVh99yws3UHEZELFb57Eb6bITSo7XgJM1t76CAcezkz9RPqu02Hyqy8+w2svPotvvtoBj8+PJo+P9W8KBIOss0GezYRsq5k1KqV2GfT9rm9shkBJvCo16hubEA0FWfftiERaPsAoaOAw6FCSn42huVmwWayMXOhYS/U5TQYtDHoBXm8AH+z4Bm4xyhqSipEILGYTwtEY6ls8aG5pYYpB2kvozhRuyMvOxtU33IJz/+0KWOx26FllivTbazKSnOjLQMREHWTJeupMHJEMpJF7zlNzAJVvPIvPP3gLQwqHMl9tUeEIjC4bywKRxDfKeJRNLJ1MIqLIlDC0MJMWD5UvYf/PTh9KhIIBpuBp9gYQtw3B5EuvRPEp49lJhRVbTMrYKTmbBqMEa9VM8vGkCIK7807etubbsRzzfr0Ke09WVfItS3H+fJZt1Yur80oWvXgjf0k/INBYV4Nnlz+OTz7YAK8/yEoTRaU4wiSMikZg0Gpg1uuY9UTkgXAQbr9cAol17yapuc/HDrz0nmBU3ku0CgX0ghpGrQYmrQCbxYT8LBtKCvKRk+tgpZGofcfHu/aB2hAaDHqmWKb9IxAFGlrcrOUGkSJVRpcouRMKVgT24suvxPSf3YIhQwpYHzoSeqXblbHklBRHUBIrkRP9pF5ku8gVjCQc2r4Z2zb+E198tB7jx09gTQJz84ZiaMkw1uWWueFIBEFyciIhSQJZT5JIhRIl5tZjibnk0qM4VozM/SCioQD8/gBqvCLUjqGYOOU8FA8vhTU7l3XOBcvOll18sYQrksaZtJi41XSSvy51VVj9t+exqnInaqmCb7Kf089mY3q548QOjpPTicW3H+8e9PtRffgQnlz6MLZv3cq6FVCJs4gUR5BKGKmViEsSa89Oh1uKcROxBMUoq7WXY7NAEfJDr1axgytr6S5GmReGyMlq0DHLiypF5GXbkZdjh1GvZwn6tfVN2HGoHlG1rBqkf6MDuUeMob7ZjRaPFz6fF2a9lpVVk6hNvF6PC6ddjll3zmPuQqqwno4OmowlJ+Zsi8flKg6iyPKF2sSf4iToVDFS2LT+76j85yo46w6gvKwMFouNCRiy8/OhNxihZAo9ynOS2AmDLCMy1yORMBNBMCFETJJfk/hMauseJaFEKIKaFg88YYn1Xhk5shQlpeNQVDYRKqMNUGuZuR5JVLcgYuLS8X7cOfitOAInGIFkH6Qtn36M5/76BPbu2c1ymqQ4EBRFltQaDPhZTpNGEWeKOUGpZPX2yHqy6DRwCCo4TDqYdDpEqcxRotSRVtDAYjAgx25BbpYN2dSXyW5lHhY6+O4/VI1qXxgRhZJ5ZUigRR1uW0JR1DvdcHv9rPuuXqWAXqthFSpGjirFzFt+jinnXQirzQ6BDsppeGU0OSUJisiJThTUsC9JUOTOU0CJqCjiny+vwCfr30DY04SzJpahqGgkjCZqmWxlfmGVWsXaapBFRHYOy3WKxWT3XohiUSHWPjlprdHCocAj5UNR2RIvlRwJhiCJAeRaLdBb7DDmlmDkWefCVDAM4ZiCmdZJ2Ti3mNLwm8KHxBHoBgHyplAY4ZMP38efljwMn8fN9gP63psMemZNNTmdTEhF0nJy1cUUCkRjcu5jgUGDQocVuXYr8/JQpRmSdVPlc5PBCLNJD5vFCKvFwiTfLS4nWlrc2LrnAFwSEIkj0XXXBA+5FsMxNLs97O+UmBsTgxAUcVgdWbjxtjsx5Ufno3j4SHb/dN1vMp6caD0xImHFFyOsaKKg0YDcr9GgBwd3fIG3X3sGroaDsGrVGD3uNOTkF0PQmaE3yKZyXCVAmRA/EKGRCUy+ZCpbROSUtJyIoKheFuU/UcyLCIpyIei0EgiEEAoF4DAZkGvUgRUIseXBMPI0FE6cAi2z0NRpJeXkuxFHgCPQOwSYOEKS4HQ2gyyoNatexIH938Lj9f7/9s49Luoq//8vbgPIZbgogiSkpeslMzJD2cVV0TKLb1OYZpgYlKWZt9ZyN9bdVSvT8lKurhqkFJUkRWuxFqD+sFTMRMNbYhmQohgIOiMygPwe5zMDDDDAkMM4l9f0TzJnzuX5Pue8znmf9+dzpOvXxZxwoeSiFMEnxKiLzBEOMicp5NvVvg5dXZzQ08cTt3bvCk+xgO3iKr3sWbyiSLzrztVZJp0pib+JaGQhTqfPFOGH/EKUV9fCybULunf1ka7FuHK1CuWV1bh0WYnKKrX0QLBYjAf26IEJTzyJ4SNGwb9HIDw85Wb9DKVNiJOui0/cQCn8verLZfj15BH8lHcAP504iLoqJW7x9sYt/YfAN6AX7B1c4OIiLuMSwQpO0qtC6mCveQhOBFyI4AghTlVi56Q5exLiJIWVixsla2pQI27JFS+MlV7gWgXV1Wvw6uIIX1cZ7FRKOHQPhm/IKHj1GgAnV/GuLEZcGTYVMBUJmCcBMebF68xyD+zHZ1uTceKHw1IggzhYvvDbb1IYeZ36GrrIZHB0cZHueHKTOaCbzB7dPd1we2B3+Pt3g9xLLr23T7xKSETniXgFsVAWn8rKKvx26RJ+OJ6Poz8XobLOHm6eHvDr6iM95FtZWwel+rrk9hOemwqlEr379MXDURMRcs9QSZi8vDv5zNQI5rEZcaoXKOGTLTp+GCWnjuBiYT7OFp2EUlkhXQjWzc0DQYOGo2tQX9g7usHZsQZ24oFa6aEkzZ0n0n914nypViNCYudUrdYGRNRKZ1ia9+5BcvtJgRR2mpfSXr1aCTeZHeQyRzi7eaNb6Di4dA2Es6ePFFJqrttrI/QzZkECNkGgPry88upVnDl9Ch+9ux6/nj4hufNKK66g6qoKUFehi7sbqq8Dl69eg4eLE7rK7NHNzRW9ROh4zwB07eYnhYZr8hPzSrX0+Ik4ixLiV3iuBEdO/YT8X8/DzlEG5y5d4Cn3QK1YQDvJpOs5hMemrs4OAbcEYVJMHG7r0xfd/P0bjhDM3SA2JU6Si08ISlUlik/mIu+bHTiVtw+oq4Wrox18Xbvgln73IOD2O+DoLIe9fQ0c7KW4Po3oCIHSPmugEbvr0nmTyFMsjUQAhNg+S3dEqWukO52EMNnbCVefWlrJuHt3Rfde/eDdsw+cPLzh6OoOB5mLJHz8kAAJWAcBMScor1zBbxcv4EjOtziQvRNH836Aw/Ua2IvLB6Xb3YBr1bXwcJHBT+ycPFwR6OuFHgHd0b1HD3h4ekpHEmI3Jt18UFMrvY2m4tIl/FhwDj/+8it+La1AnXgzgLi6w9EJcm9fODk7S2vpbv49MPje4RgaFg4//wB4iWeaxPGBSG8BH5sTJ80ZVK30kteSonz8+N1uFBw/AMfqSng7OcInqB969BmMLt4BUui4vb0mPFy8DUIKepACKYT+iLMncR27WnOj7vU6qK9VSiskkaC6Snvvk+Tqq5YegHPz6wmfoNvh6t0Nrp4+cHASL5PlfQcWME5YRRLoOAHtuz4vlV7ELz/lIztjB3754SCUFeXSg7riNXYiyMrZwR7+4rVFfl4I8PKAl9wT3XsEwtvHW/NAvzYyuOLyZelVSZd+u4QffirAz8UlKFdehVpceVEn7nCSSXc0eXh5484hQzFk2B8RGHQrAm7pKT0SU+8W7HhDbs4vbFKcxC5HnAWJXY+4bv23otM48/0uVBWehJ2zO3rcNgjet9wuvT7oet116ZKuujrx3rwaXK+uhJ2dg+beJjvxd7FTui6980ps2aVzJuniLvEqo+vSJYQuXr7wufUP6OLtB5noJM7iyfD6J7K5Y7o5XZ+lkkDnE2iI4L12Tbq9oPjMaezfnYGcfftQevECnHEd3k728PfyQM8AP9zS1QtODvbw6eqHbt39GwIWxFn5byUXUFJSgrLyyzhw4icUnr8oPROlqq3DdScZfP38cNfQ4Qgfcz963f4HePn4wk3crOAk3p9neTcb2Kg4aTqlJB61QlSUqBFvjy49j4rzRbC7rrlETLP5dQAcZHCyF667Gul8SYibECcRKCF8unZ11dIVGaryS6iuVsPOyRmu8q5w8fRBF9/ucHaXw0E8XCsT90NpwkT5IQESsB0C9e65SqUSqisVuHDuLPIOH8L5M6dR+9s5eNrXokdXL3jJ3aU7nzw9PODn568RFgdNdPHFc0U4X3wW58vKsffwCZwtV8LF0wsBt/XFrX37o//gEOnFAZ5e3tKbzF26dGnx8gFLIm7T4qRrKEmoaqpRefmSFB4uufCq1VBXat+pV6WUrluuqbomvaTR3tEB9k5CbJyl557EW4bFzsrRpQvsnZzh7O4JWRcPOIooPGfxrJQm0oYfEiAB2yYgnXtXq6Wd0KWSC1CVXpDeECGrvgpUXYFapXlbhHTBoLMzHBxlEG+cLi8rRfmVyyi/Vo2LVXWAqwdcPb3QNSAQXQN6oKufPzzlXnAR7+yzgjNsipNtjxO2ngRIgATMkgDFySzNwkqRAAmQgG0ToDjZtv3ZehIgARIwSwIUJ7M0CytFAiRAArZNgOJk2/Zn60mABEjALAlQnMzSLKwUCZAACdg2AYqTbdufrScBEiABsyRAcTJLs7BSJEACJGDbBChOtm1/tp4ESIAEzJIAxckszcJKkQAJkIBtE7B6cXpv9094+cNDuHi5ymwt3c3TGW88cTeeGnmb2daRFSMBEmifAOeb9hkZmsLqxclv+if48uXRGHqbr6FMTJ7uu59K8eAbO1Gy8TGTl80CSYAEjEeA843xWFq9ONk9/gHqPp5iPGKdlJOl1LOTms9sScAqCFjKOLaEelKczGRIWEJnMRNUrAYJmC0BSxnHllBPipOZdHNL6CxmgorVIAGzJWAp49gS6klxMpNubgmdxUxQsRokYLYELGUcW0I9bVOcLn6DqBd+wac6Xbx/Tx8snTcGj/aQYV/CBwjLaPzS38MVs+KG4ZVhgTq/KETCgmw87XIripf8Cf7iGz351v/g0WljkDrktFTu3a9MwSuDmo4vS+gsZjsjsGIkYCYE9I3j5vMJXBwQN/4uvBnVH14O5/Hh3zMRnd/YgF495Hhl+ijE9XNv/OO1w4h/5igSRt6F4rg7pL+3yLchdTfs/fh+QMxjv+jMTzqMLGG+sWlx6v/CePzlTgDXLiI96RCiD8uRtWk8XJM/QFh+EI6/cgcCoMaZjG8xPkWN+Ncm4/neWgufy8aD8wuRDhneXTkRcT0A1Fai/GqllGBvUjoeLKrPA4CLHF7l+yhOZjKJsBok0BkEWhWnhvkEuHTqO8xafRGYOAJfRso04uTfH5em9gKgxN6kb/Hgfnd8uS4S4z00tbz2XTp6vVWG804+0hw12kX8sQzl1WJRfBRxfytEw3wGGbw83DXiRXHqDDMbJ0+9KwTtDqfJDubnXQj723lELZmMsOxmRq09ivjowzghdj/jpD0Sznyagt4nfPDmtfPYea/oZEFNKqy3Y+grV/srS1jJGMcizIUErJdAq+LURCSUSH8rDQ9W/wGXFvZEuhCnW+9CnXZHhPPfIGquroelEjvfScVfPPwxPus8MDsKS4e6NkJsZV6hOAXrurrMr9MZJE61lTiTno7eyQ74cpMC3im64qRG+XeZGP1WBeIadk4/4q1nvsPeqDF4szobvbP88fPqERDrnvoPxcn8+gJrRAKdTcAgcSo/jPgFR5E+cigORcs1O6d6caqfi1JkjTunK99h1jM/IuAVBYZnpyHien9UvjAEYvMkfShO+s16mwWLk+6ZE5xkeHH6H/FmeKAeX64Dnn/uj1g7Urs7OpmJu/9ZhueFO682GxELzmL8PyfixX4OFKfOHv3MnwTMmIBBZ04AevUOROoroxDi1vLMScxFby68Hy8OlEstLd+dBu8EmeTOCzu8Ha6ra5H6HwUe9aI41bXVFyxZnBp9tA5w6SIX55TSR9r1aH3E3oe/Rci/K7G0/lwJtchNSsHdhwK1uyXNLio5fCgOTf0DxcmMJw5WjQQ6m4AhZ05wcoeXi0xbFa04ac+czvwvE3dvd288V0IZPn01HVGe2t2Sdhd17bnxeHekD3dO1ipO+qLmGsSp3kdc+wsSFn6Df/e7C3vj7oBL7VG8Ou0w4sVBpO7HqRv2br4fw3UFrvlhJM+cOntuYP4kcFMJGOTWa1JDrTjVu/VU3+Mvz53AmWjt+XZrEcB9WkYJN5/PeOZkwW49g8Spflv9H0hb6fH5ImpGifglYxCtiY0Azh9B9N/PIuTFxoNKnjnd1DmChZPATSFww+JU75nZ0w2H/jMGXukp6J3iii9X/hFh2kOma829OTxz0m9rS3brGSpOuHYUr75wGKnhd+HNK4cRcb75swOaZ57ib70DZ56/SzqopDjdlLmBhZLATSVw4+LUGODg/dzdGP7lIcT3a3y2SWqc9pmnXCkUPYgBEa1Z3CLF6aZ2X/2FM5TcDI3CKpFABwlYyji2hHra5kO4HexwpkhuCZ3FFBxYBglYMgFLGceWUE+Kk5mMBEvoLGaCitUgAbMlYCnj2BLqSXEyk25uCZ3FTFCxGiRgtgQsZRxbQj0pTmbSzS2hs5gJKlaDBMyWgKWMY0uop9WLE69NNttxzIqRgNUR4HxjPJNavTi9t/snvPzhIVy8XGU8akbOqZunM9544m48NfI2I+fM7EiABExJgPON8WhbvTgZDxVzIgESIAESMBUBipOpSLMcEiABEiABgwlQnAxGxYQkQAIkQAKmIkBxMhVplkMCJEACJGAwAYqTwaiYkARIgARIwFQEKE6mIs1ySIAESIAEDCZAcTIYFROSAAmQAAmYigDFyVSkWQ4JkAAJkIDBBChOBqNiQhIgARIgAVMRoDiZijTLIQESIAESMJgAxclgVExIAiRAAiRgKgIUJ1ORZjkkQAIkQAIGE6A4GYyKCUmABEiABExFgOJkKtIshwRIgARIwGACFCeDUTEhCZAACZCAqQhQnExFmuWQAAmQAAkYTIDiZDAqJiQBEiABEjAVAYqTqUizHBIgARIgAYMJWJ441RYjbd6LKJi6FiP2zUJC4FtY+2hAuw0u/nQWniiMw665Ie2mZQISIAFTEVAid/V8ZP9pJSYWLsIKLMBKA8azqWr3u8o5n4ZZkwsQt2sObtpsc3ANRr0XjA//rUD7s+PvamWn/8jk4iSJxDvHdBomg0/IGMycuwARQQa2V5mLNc8sRE7oMmycGwJ3A35mEnGqVUN5Nh/Zez5D5qdlGPHvlVD4N1ZO+WMaVr+2HlmFasiCIjBnSTzGt9JmZV4CFv49Bccq1JD5hGDiPxcjbpC2pbXFyHr9r1ieVQC1zB3B4XPx+l8jEOBgAAgmIYF2CeRizaj5SNOTTrFiF+bc024GHUsgFpwLpyEl0PDx3LECTJzaVOLU1jzQIXEqQ9rsKKzJ0+WkwMpdc+DfYr7Wpnl4Zacv9G+OOGWNaVT0WjUKvliEWe8FYPFHcxDi2jkdyRTiVPzpfMz6xgeP%E2%80%A6%E2%80%A6


Title: Re: Super Challenge - Road to 1 BTC with 1 mbtc (10 Attempts) by SupremeTime!
Post by: wxa7115 on March 30, 2018, 10:58:17 PM
I do think you have a chance at this with some good bets and some risky ones taken you will be able to accomplish this difficult feat in sportsbetting.
There is another member here that has started a while ago and is nearly at 32% ROI so it is possible in a short amount of time to almost get at your half way mark of your investment amount.

Good luck to you in your journey. :)
But the OP is not really asking for a 32% return on investment he is asking to convert his one mBTC into one bitcoin that is a 100,000% increase I do not know about you but that doesn't seem possible it doesn't matter how good you are at predicting the games, those kind of results are only saw by those that play lottery or a similar game like that.


Title: Re: Super Challenge - Road to 1 BTC with 1 mbtc (10 Attempts) by SupremeTime!
Post by: YepImNaked on April 10, 2018, 08:12:38 PM
This seems like a pretty fun challenge.  You are going to have to get pretty hot to have any chance at this though.  Good luck!


Title: Re: Super Challenge - Road to 1 BTC with 1 mbtc (10 Attempts) by SupremeTime!
Post by: Hydrogen on April 15, 2018, 11:04:22 PM
Hey strangers (sorry no friends yet) i am SupremeTime and i will make an attempt to reach 1 BTC from 1 mbtc.
I think some books reduced their betting minimum to 0.1 mbtc. That might be a good starting point, better than 1 mbtc on reduced risk. With betting it could be more about percentage gains than unit gains. Many hedge fund managers only manage a 5% ROI(return on investment). If a gambler can consistently deliver greater than 5% returns, they're essentially ahead of the game.

I've seen some gamblers like Vegas Dave have more than 5 TV's mounted on one wall and they have sports games playing on every single tv which they watch and analyze simultaneously. At the upper end of the spectrum things can get crazy with sports betting.

The best I've done is 16x what I started with. But that's a very aggressive strategy which may not be sustainable. The best strategy could be to bet between 1% and 5% increments of your bankroll and try to win via attrition and hope you come out on top with a positive win / loss record. At least that's the strategy I see a lot of people use and be successful with. High returns might be correlated with high losses. There have been times when I've doubled my money in one day but being that aggressive makes it easy to take big losses, playing things safer could be the way to go.


Title: Re: Super Challenge - Road to 1 BTC with 1 mbtc (10 Attempts) by SupremeTime!
Post by: mostkey on April 15, 2018, 11:36:21 PM
Hey strangers (sorry no friends yet) i am SupremeTime and i will make an attempt to reach 1 BTC from 1 mbtc.
Rules:
 a- Follow me and if interested to share your BTC message me for my BTC Address.
 b- Just bet the way i do and ask.

1st Pick: [Attempt - 1]
WTA : Indian Wells
Game: Kerber A.   -   Kasatkina D.
Pick: Angelique Kerber 1st Set Game Handicap -1.5 @ 1.85
Wager : 1 mbtc or 0.001 BTC.
Good Luck!



Lol
It ended some half an hour ago
The first set was 0-6  :D
Guess you start off with a loss of 7.5 games xD

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hz1XJ21QTaENC7Urg6Esx4645uLDcAXH/Tnz43FI57pAzFQv/sgAVZFj1hZxopDnlmHnTT1iek+/QP7HimcrO85zaVbQQRs/A3NsvRHmWiEM7P8SKx1dhbxBwTF2IpxZUsPjPMZPTlqW4ZH4ip2TqQqxfkMjh6jAFqXGpVEWjiKo/z8I9r9ZC1FdgwQsLUyyWY53HLt7XLTmRey+18Guq+CVVJg84KubgNzdUIF/chc2vrsCKja3JqK2CiNT3CCi98jeYf81kFOgBb/W7WP67pXKCtFCBBasWyqkFqQccoRTTfzUX08sFOKvexfLEnMlP1k4QUb0Kt81cDma351Rgzu3/jhJHMcrLCyB0ludEr2tTS1DA5HtfwuKLE9Z+P5LTMT9Tj+SUWlvPh9pdn2LdGxvYuqarbcL7AK6xfl6y/Ha9R2BgyUkS4Q9G0Tu7iR5CCY1eB90xn757JieWKPnL1gKhpksX46XfTJbzRHqqCAAB5Xc9iSVXJlxafSGnnAIUuGsTZJQ6YcdSIYKUY+WY+5fWfJ1jI6e2G3BP1cfFykW4/P5EXtbRZOSDeOHGWVhxKLHtJmX2vV+TvX9lT+REFdWrluK6ecnivmWY88IyzKAchbp1mHfzw6jqRKGXqvhrk4Dq24nld8/DqkRyaseBOlBx7zIsPCoxT9lE27+4jWq0vdIuRa6ffF+fyxeluDL7k5xwrM/U2bT2TonqqJiLxb9JFZoM4Brr/Wrkr+xnBAaWnNoN3utsgjvctn6RQmtEocPQT4/ZG3JqH0AXMPk3L2FxSoyp9pMXsOK1ddi8M6Gu0jtQWj4Ns++ajcmp/aH6QE7MzVNxCMv7WluvNzXajtVySk28bFPpoIvpSM2FSokH1K6Zh1mPVgHFM7D4T3NOXMHVXpATjbyN+CVnBpa9lKjg4N6LdX9djhUbqpiMXHCU48Jb5mDO5ENYdNUiUGpZh6aQkg97334eK9a821prMdF7qMN6SMDGajMma9YJJpRMmo45d82Gac3luPNlVqOiYy5d42YsfzCl7uKUuXj2AVJFdp8r18a9l6zEXtXa9ypVGt/9Aab7BNljeqYOy6ibfk6OApSVT8O//3Q6pg7vmKowYGusn3Yifpu+I3BSyQmuWnxVnermU8FWOALDj1ul13cg+Ds4AhwBjgBHIH0QOLnkBCDibsTB5iCiUMGUlY+h1mP24aUPqnwkHAGOAEeAI3BcCJx0cjqu0fM3cwQ4AhwBjkBGIsDJKSOnlT8UR4AjwBEY3Ahwchrc88dHzxHgCHAEMhIBTk4ZOa38oTgCHAGOwOBGgJPT4J4/PnqOAEeAI5CRCHByyshp5Q/FEeAIcAQGNwKcnAb3/PHRcwQ4AhyBjESAk1NGTit/KI4AR4AjMLgR4OQ0uOePj54jwBHgCGQkApycMnJa+UNxBDgCHIHBjQAnp8E9f3z0HAGOAEcgIxHg5JSR08ofiiPAEeAIDG4EODkN7vnjo+cIcAQ4AhmJACenjJxW/lAcAY4AR2BwI9Dv5ORscQ9uRPjoOQIcAY4AR+CkI9Dv5HTSn4gPgCPAEeAIcAQGPQKcnAb9FPIH4AhwBDgCmYcAJ6fMm1P+RBwBjgBHYNAjwMlp0E8hfwCOAEeAI5B5CHByyrw55U/EEeAIcAQGPQKcnAb9FPIH4AhwBDgCmYcAJ6fMm1P+RBwBjgBHYNAjwMlp0E8hfwCOAEeAI5B5CHByyrw55U/EEeAIcAQGPQKcnAb9FPIH4AhwBDgCmYcAJ6fMm1P+RBwBjgBHYNAjwMlp0E8hfwCOAEeAI5B5CHByyrw55U/EEeAIcATSHgEqEu6wW7scJyentJ9CPkCOAEeAI5B5CHByyrw55U/EEeAIcAQGPQIZS07RqIRIVIIkSYjF4mk/UUqlAiqVChq1Cmq1Ku3HywfIEeAItCLA95v+Xw0ZR06SFEMoLIL+HKyXSqWETiuA/uQXR4AjkL4I8P3mxM1NRpETnV4CwfCJQ2uA72zQa7kVNcCY84/jCPQWAb7f9BapY3tdxpATnWD8gdCxoZDG7zIadNyCSuP54UP7fiLA95sTP+8ZQ05ETO1deQffWYeZ7jGovHqEjGT1Jlz+QAj3LTsPZzGPWR1eXbgZdTOnIP+VStyyvxPAzxsH90/HyL/YX4mKBwO475FLcLGpi8mJ+XFw9y784706PJ9Vis+uS7wXQGjfJ7jzT3V41QeMHpWPv941Bacaup9kcu0RQfGLI8ARSB8EOu43Ej5buQarRl+AP/7AxgYa2vIO8t6x4Zt7z0Qe/UNsN/5w+0FMvs+B5/9wGP/o5HHuu/tK/Hqc/Av3p+tRvMqAykcqcGpXjx6uwWcff4tVHzqRP+OKo+8FJBz89AP8+m8uvB1T4ZpLJmDZFSPQ006STvtNRpBTl+b17o04ZY0Flf91Olsc9e+tQ8VrEdz16ytwF/FVeAcW3FmHi5ddhHO1idlv/hw/u8ePu546D2e1WRAStq96E7/4FDjt6h/h8XPkBdj++mzVWqxCPn4kNWJmbEQrscX24/H/3Ancfh7uGqPDwfXv4KLqYdh+87geFwx376XPpsRHwhHoar+p37gOFbWl+Oa6UhA5fPa3NZj5sRHLHkocZulw/Gdg2QNnoyQBI+1Jp9Sm7BNH4XVh7SMf4KFDwIxfXIa7RnUmktqNx+87DJyfBXx0AOGrW4kNBz7BRX8W8cD9FTgLh/HU41+i7t+m4b7ynugJSJf9JiPIKRgSEYlEO35rGPk04sdPXICzlCF8+NQ7+MwgYFvuRDx/Ub5sCb1qxGsJ8mI36IqcGLl8i4m36vDb9Ua8effp6Do9TCbCNouOFuYKFZbdf6a8MFu+xC2/9eCXfz6v61NR4ok0GjX0OoHvChwBjkAaINDlftPmO34Yz/12NxrGBRCceBnuG69iltCZB0YkyEt+kC7Jyf0l7npIxM8uc+M/D5eickbC+9Pp8zfi1QcrcfCKVnKi+/5aOl3e55JW3J6i1sNyNzimy36TEeTk8we7kIvTpG1C8IbLcUPBbvzxl3W4+PdGPPyCBsvmnobQxnW4uinF7dcdOe3aiFPeseHzuRY8d/du5C+Yhmuyup7hDotu10ZY1xhbTXzsxh9vrcO5HSy0jvckmbnJqE+DryUfAkeAI9DlfhPbjT/eeRhnPXIRzvV9jp/9VYU/Xu7BzF3FeOfqEdj+0ht4blir2687cqL942rnGFT+mwe//o0LM46GIjrDv2dyQof9p+t5TJf9JiPIyeMNdIn09tfW4LHsKfhr8W5UbLDhnVttWPXb3Rh2/wXQvbQG6yddwU41R69OLacQPnx6Hf4xVl5YdM8/mM/Eq5cM6fJz+5Oc6EMs5h6CU3zP4AhwBAYEga73GxfeXvoetl9yJW5tWY+ZzeOw9iIXFiz049YHhuGzhV8CP5+Ga3Jbh9m55VSD5373Odw3UPhBvufmc7tzyXUkJ+yrRMWTEv6P3HqGeqx9/HPMDAxJORx3D1U67DcZT04sKPlVET7L3ounsirwxx+YmS/4wzNOg/YJIqlpuNyeMlGdkRNzD9bg3KQQgib+GQ1eSPEdt59qTk4Dsk/wD+EIDDgC3R2GD765Fgu0E3DrgW3YNpXIhYjjc+iuG4IPHnLhhnZu/E7JidyDf4zggYQQwv3xehTvGoL6Wyd0EZ/uhJzgx/Y1H+CW9SG4tDrM/4EGv470zq2XLofhjCCnrt16idjO4x6M0QZQcovsiiPCuma7CnnfGnBfe4LphJyYauZpf7svgQqL7k0IKzr5evRnzCldzOwB3wX4B3IE0hCBbvcbEmFtAm7bApz7mKwKJsJ6qsGIVVIOtrcjmM7IiTwzFeuldk9uxKtdqoQ7I6fUt0vYs2Ydnsqlw3nnQq7UV6fLfpMR5NRlgJIhvh+P370VCwxDsD1JRL6t+PV9B7Ft0mi8k5SJJ2enAzmRauY9vH3WBSkKvYRyDxO6DFR2WHRMULED4dkX4Nfj26n1YiG4Q4C1C8l4ugQo03Cf4EPiCAw4At3uN7S33L0fT51V2mrp7K/ENY87obt8Cp6/IKfNeLvaJ9BGodfZHpR6m27IiVJbtmzGLa8p8X9/OA+nkio54oUbBlg1nZdJS5f9JiPIqftMbTn/4D9Np7XmO0GezM3ntQ1OsuluT06kmrnXhWseuaBVbk6vq9uEaxaGML+LQGVnJ6LQgU2Yv7QGz7XPcyLZ5x8l/N+yzvMZ0kXaOeC7AP9AjkAaItD9fkO5k59g80UpewsTSuyBNpnCkvJMHfYJChm8oMELv2uVm9PLQ1Xv4dR/mVGZzJlqg0sX5EQiiGVuXDwuB/N/Ohln2WUy2rNmDa4JT8D2LhSA6bLfZAQ5EeCdJeGm4bru85DSKSmuz4Pnb+AIZCgCfL858RObMeTEy4mc+MXCP4EjwBGQEeD7zYlfCRlDTgQVL8R44hcM/wSOAEdARoDvNyd2JWQUOSVPNLxlxoldNPzuHAGOQKsFxfebE7MaMo6ckjDx5l8nZsHwu3IEOAIdEeD7Tf+viowlp/6Hit+RI8AR4AhwBAYKAU5OA4U0/xyOAEeAI8AR6DUCnJx6DRV/IUeAI8AR4AgMFAKcnDpBOh6LQaIfSWI/scT/07+zK06lRRSAQsH+VCiVUCqVUNGPSnX07/TvCvYafnEEOAIcgY4IxGJxSDGJKf/YjyTvPbTnxONgP3TJW40CKiX90D6jhFqlgkqlYH/S/pNpew0np8R6icfjjIii0QhbGIx86L9s0oF4jFZKDLFoBFKc1okSKrUaSvqlUkEUBbpH8ofeywiLLSAVWziZtnj4ZsMR4Aj0DQGZcOKMiCJSlOVL0daS2GzYfkLkRAdh9s9EXlIU4XAoQVJERmoo1eqjJEW18Iiw1GoVIyraZ+jfBvv1vScnWihERqFwCFJUgppOImoNlEoVWyCxWASxqAi/x4vGhnrU1VTD7fMhKyeP/VisFpgtNgiCFmoiK6WK8RrdMxKJsB/6d61Wy0hKPgUN/oUz2Bc+Hz9HYCARYERDpCTFEAyGIEYkRjC0NxCxEBNFJQmBgB/1Rw7B6/EgEo0gGong4IH9+HrXThgMBuTl5qGwqBilo8ciN78AGq2OHaDlw3UUGrUKBr0uQVKDe6/53pJTkpTC4TCzmDQaDQRBgBiPQ0nEEvTj8Le7safqc7Q01CEiRuAL+OD3eVHd0IDaphaIEmAyW1E6egzOmnw2xp16GvKHDIXBYIJSpTy69kVRBP0QOdHnJF1/A/nl4J/FEeAInBwEmKVEpBQKQ4xEodYIbK9hIQE2pDicjQ344L13sHLFk2hpcbJ/F7Q6GA0GdkhWIA6jQQ+DTgudIDCvTUFRCc44+4cYP7Ec9pw8aAQB0UgUkYgIjVoJnVZgZEUenMF4fe/IKel2E0UipRgjCtnikd13HrcLzbWH8c32L7Fz6xYcOnwIoUAIOq0GKoUCwWAA/nAILo8Pbn8I4YgElVoDrVaH8jPOxH9c8xO2WIxmCzQaubV6kgjJiiIipJMSLaRM9BMPxi8BHzNH4EQgkNxrgmGRWUoKpbzXsBi1QiaMUNCPXdu34l9v/gObN32C2poaSBQ6kKKMnLSCwA605K4z6QT2fvo7EY/RaIDWYMLY8RPxgx9diJJRpWwfUqpUzGMTj8cYOekEDTsssxDEILq+d+RE5BAMBtkUkauNLRaFIuGGE/Hhm6/hi02VCLmdcPl8cPlDqG5oRix5GhHUkGJANK5AKByBGA4hJMoLgU5EY8aMw8/v+hXKJp4Bk9kClZpcea2LIhqNIhwKMb8ymenJeNQgWjN8qBwBjkAPCFBsKRaT4PUH2X4hkFuf9hompJJjSWThfPLBBjz79JPYtrUKHreb7RV6vRZaFgrQyVaPQgGNSgmtRg1B0EAnaJnlZdTr2Ch0eh1sOfm4dtZtGFoyEnqTmb2P9hgWq4rHYDHqWUxqMIUUvlfkRKcJcuMRIWgFLRQUNFSQkCEGV2M91q35Oz776D18++1eKIlsSBGTOHmQqnWivn0AACAASURBVIZ8wpFoFIJGwyaZ/l+kuFJUQjAcRTgSY2SUlZ2LG26ajXN+dAGycwvYopTlNvJFJypy89F4aJHRyWgwLRq+M3EEOAJdI0DxJVGMwB8Msxg0ERN9/9l3PCF+iEWj+PiDDfjLskexdeuXLB7FZFUKwGzQsT1Co1Ix64hJ9hKWFv2dlHoUZqDYUk62gx2yjSYzNDojrpp5M0aOnQCT2cxEW3QfIkESehl0ArPEaN8bDDbU94Kc5AmKMEIgIqAfJehEQmslDjEcxEfvvYPnn34KHmcdIuEw9DoBQkKNR35es9HIVqOGiSVkCTmZ3k63m1lYHn8QYjSGSJTUNzGMOmUcZt02B2efcy4ErZ6Z2qlXp2MapL5hvlFxBDgCrQfPsBhBICQyd786cfA8eviMA5FwCAf27cFD/7MQW6u+hN/vh4YsJY0aRp0WWkEje2IUADX+o98ZdHqEI3LcWorF4Q0EGZnRAdps1MNqscBoNmPIsFG45IprMOKUcVBrtcx9mNxrolGR7Wt0fxZSSPNJ+16QE5ESufKSbjRmKidPMPEYag7tx5PLlmJT5fuw6DWwmk0sEOmwWFjwkXzAWo0GFpMZegoy0r9FInB7PThU34CGFhdavN6EPFRi7j6V1oBLLr0Mt/zilzBZ7RAE2QRvf5GbjxanTqdjVhS3oNL8G8OHxxHoAgHaUsJhEdTGXauTXfa018SPskCMpUjW1xzGow8twkeVHzJVHpEPpadYjQboBDUsBh3UdACOisyKIk+NzWSA3+eHSHlQag3qG5tZXDsOJXMfGvV6ZNlMUAh6nDLhDEy/bhZMVhs0ArW+lS8pGmVqQJNJz/a1dJebZzw5JV15qfEl5lqLxdmiiUkiPnp3PVY+9We4GmqRl2VHblY2hhUORZbdDqNey6wuIiODXs+S4BSk5hPD8AUCqG1uRm2zE01uF1o8PoTCYabMCYhR5A4pxrz/+i1Kx06Axe5gC6SzoCQRVCgU4i4+vu1xBAYpAuR5Ixc/ufI0mkR8iVx5tNew/5B3Loag34c1r/wNb7z8POrq6+Hz+xix0L5gNhqY5eSwGGBUK2FSKaBXKmEQVLAZZVcfWWXesIgDDU7Ue4OIKjVQqAVotRoMLciFyWSGpNTg/GlXovzsH8LqyG6DKBFUWAwnXHxJL1B6gp6x5JRUyJHFdNSVl+I2oxgSrZhoJIjlSx5G1aYPUeiwYvjQYuRmZyPL7oDNaoFSpWAnjngsihhFNmMSI6oIWWOBALw+L3PtOT0eNHt9qHe5WBDUEwgiGlfhh+dfhJvn/BL5QwqhVMnii87M6aTcnCwoLpJIzy8LHxVHoDMEWI5RLAaPL8hceeT6J0WezEzsKMzCABRn2rn1c6z8y+PY9uUWptylGDbFjnQaNbOSiISG2szIMRtg0etgVCugVythNerZXegnqlCi3uXDgdoGHKprQq3LC1c4CkeWA6UjhkEl6KDQGnHt7F+gaEQpU/2lemTk/EvZKqOYerpaUBlLTpQEGwgEZPED+V7bxXMoLkT5A+6WZtw79w7YNMBZ48ejIC8XNqsNegOpW9SIg8qJxBGXRMSonBEJGUiGLoqgPi4i5T4FvHD7/fAERTi9PnxXU8tiUA0uH6DW4sElyzDhtDOYOzCZiNt+kSdFEiTYMBqNXb6Obw8cAY5AeiFAe43HFwAUKmhS9hpFInQg81MMYiCA5554FBv+9U/U1NVD0KggsFh0HA6TAQXZNozMz8XwHAvyrBZY9AJiUhRqAHqyrsgiUykZ+YWhRH1TE/bt/w679x/Clm8Po9oTxLhTRmHEyJEIRSSc/sMLUXHxZbA6shL7SSKrKimSiIRhMRuZ3Dwdr4wkJ2b+hkMsBkRxps6S0MhPSwlxX+/YikcX/T+UFQ/F5NPKkZ2dDYPRDLVWl3D7xdjCUkqyXJyCilEiqGgE4WAIIb+bmeqUr0BkFRQjaHa5sbumAYfrm+EKhHHT7b/Aj6+cgazsbHaySpWWpy4KGjdZemTi8zyodPy68DFxBNoiQN/ZQCiMUDgKncHQeZkyqv4ghrF/9w789dHFOLB/P1wer6zWVSth0GpQnGXDmKIhGFuchzyznuU0UVyILB6WjGuyQqnWIE6el0SZNJ/Pg+qaGnz1zX5GTpv3HUZebjZGDB8GW3Y2jPZ8XPQf12LkmPFMmCHvO60EFQoFGEGyHE4lyczTa3YzkpzIXE7GcJJ5TB0slRjJv8P4+P0NePXpZZg8bgzKJ0yExWKBoDcwcqKkOVaAUYqy4CRFM8nFRwIJkmaSaRzyeeH3uBAM+JgaMByJMLfe4WYX9lXX4kCdE+ecdyFuuv0ODBtZejQzvKtl0Juxp9cS4qPhCHw/EWAutqgEXyDEchyp5h3V2exwxQGfy4l1q1bivbfehLO5iXlW6L2qeBQ5Rh3GFRdgdGEehuVlwW4ywGwyyqrihBRdb7Yzy4nk4bFYlBFUJBxge8/X+77D9gPVeHfbbhhNJmRlO+DIzkEopsZ5l12FyeddDK2Ocqba5lzSAZ0O8SQxF4REndA0msqMI6ej1odSydx5Xanf4kROwSDeeXMNPntnDU47pRRlY8ZBq9dDozNAZzRDpSazmupbiYhHwoyk4nFJLv4qRcGEDAE//O4W9mc4HGTWE8lInV4vvqtvwjdH6lA4/BTM+vmdmDhpspxn0IOIk+r8UXyL4k+8YGwafVv4UDgCKQjQXkMH0RiULJfpaIJtG3eIHHPau2Mr1r7wBHbu2IYmp5ORjNfngyYWxYgsK84cPQxF2XZkWczIznLAYDJBoxaYAEutM0IwWSHojVAo5AMzIiHEwn6IAS/2HTiAXQeO4P0de6EzmdiPRm+ANxTFmPKzcfUNtzJlHxFo6yWTKO01SsRgMuqYxyad1MIZR05keVCsiXy0ZDV1dRHJBPwBvL327zhQ9QnGjxiOYcXDoCFy0soEpRa0jIgoLyEelWNOAFlS1EqDKgoTOfkQ8LghBsitFzxqPVHViHqXB9/W1CMiGHHtTT/HWRXnQ8cWcfdXMl6WLBY7WGtj8Z2MI5CpCCStJrfXD53eICfad3ZR8n5ExLv/WIXP1v8d9U3N8PkDCEeiaG5shFkFTCjKx5iheSjIssJmMsFut7EkWpVaB73BALXBDK3eBKVOz7w5rHCAGEIs6EXY04zqmiPY9vVefLxrPySdASa7HaEYEIzEoTFa8Iv59yErvxBmiyUlpCDvQqzodSjAVMkajUouQpsmV0aRU6rVRDlD3W3q8XiUkdO6N15DsOZblA4dgtycXHY6UWv1UGhosjQsIEkCCETCCXKiCSXlHrn45PJFRE5Bn4cl89JrRbKsYmBy8iPNLTjS4sOPr78JFRdeyqy53lxJ9V5XMbPe3IO/hiPAETgxCJDal0gmRiKIbvYa8oA01BzGKyv+jNo9X8Ll8sAXjiIixeBtbkSR1YhR+dkYOSQHOVYzLEYDTEYDi5UTMQkGKwSjBTqzDUpNax5knFr7BL0Qvc3welzY8+0B/H3jJkR0Bphz8tDo8iCqUCMYiWHmrXfi9MnnICs376hysDXuLVerIQ8RJfOSei9drowiJ3KzkdVkMpl6rMQbj0VY8uvfX34R+kATRgzJh9XqgN5ohlLQJZQxZEJLLJgZo5NKVGJBwyi592ISc72FQ0G4mhvhbq5nCW5EWtQAjPy7EpRo8viwp7YJl1z9U5x38WUQEq66nhYAcxl4vbz+Xk9A8d9zBE4CAqIYZQo9cr8x2XgXlxSJYvNH7+OZZf8Ho+RHJBJFXYsbbl8AulgUo/PsKMnJQlG2FQ6LESaDQa48rtXBbLJAYzBAa7bDaHVAqRIQi0tM+q2QooiJAUQCHoSDftTW1eO1dypRGwhD78hGnSfIuiZE48D408/EzXPmomBoSUoZtaT/hnrQASSusJoNEDRyuks6XBlFTiSCIDOVXHo9AhyPwefz4/W/PQtHzIvheXkwmG3QGvSARgelVs8CnNTLKSr6EBMlxKWYXCQ2EYei7O7aulpWyTxZVJFZUn4vjDoBSpUGtd4gtu07gIsuvxJTL7kU1uw8OQ+BehTGqLZfDHEF1dWiBd52UdDz0JVss5EOC4aPgSPAEQD8QepIEIOuzV4j5zMl85po1xdDISz934X46N1/waSUYLWacaTRhUanCyZVHGPyszA818HIKctsgMmgh6DWwGqywGwyQzAaoTGYoDVaoKFDM+VQUdE1SWSuPSkShBj0o6mpCW998Cm++K4aomCAMxhGJKaASiPAmp2L+//n/zC8dLTsFjx6JcdLlS3CIKOJKpini/WUMeREOUvBUIjFmXpTSFXO1vZj/ZrXoXQewbC8PCaCCEUlUB9cSo5DLMaklgY9qVmMzB9LC4PcedRzpaG+DsFQEDqdHgajiQl1SMUX8HnZT0SS0OD2YNs336Jk+EhU/PBHKD//Epjs2SwhV65uFUdMQSHVjuRE8TNaNMkkYr4pcAQ4AicfAebSCwQBpfpo7bz2o6Jtn2LSTTXV+NXtN6H+yEFoEIVBp0NYiqGuyQWboMAp+dkYU5CLIdlmZJkMsFlMMBtNMBvM0BtMUBsNEEgQoTewODgdbCm1hYgvHg1BCvkhBn1wNTdg/Qef4oOv96MuEEGYKlZIcbYv0ft++4f/xYQzJndIyE2Om9oHSdEwk5VT7b10uDKGnMilR77TZMJtT5ZTDDGIfh92fvYxtn74LsaNHAm9Tg+j3cFIJuRpQXN9PbxeD8xmM7IKS2C1WliFiHAwAFeLkzUeVMVDzFSPUPBRoOKNSghQoiEQgYeqRrQ48e3hQ8jNykFRfh6mXHUjhpSOg4oS6qjbroLSfKlCltzqPfUi114oFIRKRaXyU5U26bB0+Bg4At9PBOjg6g+KUGu0rE9S617TaomwyuTBIN7952o88tCD8DoboVaCVZfRG41w+4MwQcLoITkYMzQfJQXZyLGYYHfYYLfYYaCuCVBCbTImmhPqGbGodAYoyMQhcqLwAsW3g144G2rw3oef4p9f7sBBVwBBKY5ILA6zyQSb3YFbf/lrnHP+RTCbLVCQ5J1drVaenBsahFZQMbdiOlwZQ05kYVB8iKyYnoiJgI/GJNR/uwdb3nsL+77ZjTMnnobC/HxApUI4GGTScJ/XA0U8xk47epuDtWSnWJOrqREBEkCEgmh2e9DQ4kGj2wsV4si2GFGUnwUxpkTQ54Xb7WbVhLPtdpZwd+q0a1E05lRo9EYoFUROTP+XIKeOS4Il5SZk8emwYPgYOALfdwSoo21IlFjuUFfxJiInZ0M9HvvfP+CjD96D1+Vk5YvEqASBFWONQx+LYGR+NsYNK0ZxfhaM5KGhnk1aI+vVZNSqYbdZWfxJr9FSCyhEFUCLSz70UhUI6vmkF4isJOzZvQdvfPgZ9jV7EFWqmeeG9q6srCxM/8lMXHbVdcjOk1v4yHtkiguSNT4MQKNRwmTovEj1QM97xpATCSFoE6fcoN5cESmKw1s3YfemD3Cktg7jRo9FfnYWfF4Xqhtb0OQPoam5GXaDwMQSNKkWmxXKeBR1hw7B73MjFPShRdLhSLObqWO0KsCoimHUkFyoEEMkFIbb64VKo0Zedg7sFhsKzvoRCkrLoE6QU7IwZFchSJl05TgavzgCHIGTj4DXF5Bzm7rba+JxfPXlFvzP7/4f6qsPwe1ygXXfJmtIpWJt1O2qOIZmO1CYm41ci5kRU0ypZJUjVPE4zHoBxfk5yM/NRrbNjrhSgRaPF4eP1KLJ5UYoGmOiiSy7leUqNTc34Y33PsY3DS74JUBCnJFTfk4OKi76N8yYeROKho9illjrAb61YgSNT6mIw2JKj70mY8jJ5/Mx11dv3V+RmATnnq1o/Hor6hqbYbdnwW42ofrQXtR6wggbs/HNvn0oybEjxyBgWHExC2YqFTEc2rcXPo+Tuf/EmAbeKNDo8UOjiCJbr4RBGYEoqVgGuNsfgFrQsUrndrMdpRdcCuvQEigEHVQKFRRkOrVWFenwzZOLNEaYao9fHAGOwMlHoMXtY0IDkpC3dcO3iuFIPLX2tZfw1LJH4HU74fH6WKt2imdTOwzq1VRk1SPbakF2bjYKSWGsEdDgciEYlaBT0EFXAUERw7hRJTh1zClQanWoaahHTV0Ttn97iFUm1+t0GDe8GGNLChhBvfHuR9i85yCaw1FWE1SrEzA0Pw+nnXEmrr3pdoydcBpzD7aKr1pVexQaodQZmyU99pqMISeK75B1QeKB3lwU1PQ2HEHTnu0IO5tZOXrBamMKGFpIFLR0NjdDo1Iwl5zFZpfjWfEYqg/tR3N9NTOltZZc6AxmVi04Eg5CCgcghWkhRhGKkG86CIOggUqlQfHIsRh7yZUwOnKgUFGEqeeEt2Q5IyoGyy+OAEfg5CPQ1OKBltS8XQgHWPzG78OzTzyOf7z2MotbUy09cunRvkMt102CCqNz7cjPyWKt1+NUWUahgi8ag6jQoGz0KdD7WxB2OzGyMA8XnFvB8iubXE40u0P4tsmFb2oaAaUKI/Oyka+Ns3DCpm1fY/XHXzDriciJxliYl4OxY8sw48ZbcMbZP4SWVZqQq0GQjDzZOZ72GrKeHNb02GsyhpwotkMbeHdVIdqccmJxll19aOtnCDbUMTNba7GBUhbIZKfW65TfpEScNfuiTrZEfBSErKs+CGdDLaRICFpzNowmGwSdFgpKzo2EEQp4mFjCF4owBaGgUkBntGLE+HIM/8GFMNqzWAfensoY0XiT1SIod4tfHAGOwMlHoKHJxVRw5K7v7KL8x7rDB/DXxx7Gxg3vsDJFVMeTyIkuar+ebRAwsTifWT0UM6K27hq9CZJSBZXOjJEjR8GkArZ9vglGFXDBOVOgUMZYOCAQiqG6rh4NPh8bR7bJAKNKglmnxoHqWqz814fYuGs/E0SQJ2lIbjaKi4tx9U9n4Zypl7JcToqVUbki1jmI+Ili3zESYAVY08J0uDKGnFwuF1PVddWSogPYVFYk7EfNzm3Yv30LHEY9zHYbVHoTk4jK7Z7kVsnMfRchfyy54SQc+u5buJsbWNFGjd4Cg9nC/M9qNsMSgn4P/F4Pq1bsC4VZF11rXiHGnH0uHMPGQGsyywuix0JGJMqJs2RhTk7p8HXhY+AIAPVNLtYSvbO9hknIIxHs+OwjLPvjg/hm925Wv468KFSyKBqLwagVUGjWYeLwIkwaO4rlOGkUSvi8PgRDEdisWcgrLII9y4HKjRtABQPOOu1UJvPWaA3Q2/PQWF+LgNsDhVIBE5GTjlJTomhxevDcO5VY9UkVQpIEtVqDIfm5GFpQgEumX4OLLr+a1dlj+VJHRRHyrFJ6DcXus+2cnPp1nbe0uGCx9I2cJElEoLke1TuqEPU6oTeoIRgd0OiM7BRB+UzU9ValBCJiSDaDFUrUHj6AuiMHIYlB5OQVwmCgkkdaaChpVxLh87pZtfKQSC2bA1BodCgYfSrGn3sR9Ba6f+8Djpyc+nWZ8JtxBI4bgbpGF0yd7TWJxoKUePv3vz2NV198Ht8d+I51xiYXW1SS4A+FWBv2AiKnYUU4bXgxSvOzkW01waAzsIOxRqDGgjG0OJuwa+8+aDQCzj57CtQSFWlVQGt1QDDbAAWFBeJQxKOIh30Ie1vQ3OzCKxs3YdWnX7LyaVQftLCgAEOH5GFyxfm4bMYNsNgcrO8UFZ9NdevR36nKDSen414ibW/QV3Ii8qFcp3g4iPrdO+Cr+Q7KWACCMQtag1z9lwUII2FEI2Fm42gELTtxNDfUoqH6MHwtTbA5sqEzUHl7apWsQzQaRtgfQCjoBklOKVlPY7RhzDlTUTjhTOgoka6bgrTtYeHk1M8Lhd+OI3CcCFACLSvMyhoFJq6Ee4zKl7mdjfjDPXdj82eb4fZ4mCycFHrUWqPF44FBKyCfkdNQjCsqxOjcHBTmOmC32WCy5UKl1cLrbML+b/fgwJFaOBwOTK44F5KniYUVVBodTLlD5RJrRhMgRSG6ahBqaUJ9YyNe3LgZaz7/inXapYNwfn4+CvNzMWpMGWbcfAfsWTnQ0fsYuTGT6Wj8iZPTcS6Ozt7eV7cenWQkVkIoilD9ETTu3oaQqwYqrZkVf6V2GdS7ye91A7Eok1+qNBpodUZWS8/VUAcpFIRGp2FJbeFQFEazCWq1EtFQGGKY3HoheH1B5I8Yi9HnXAhT0ShoqXZVL9x5R9c8NTMLBFg8jV8DjEDdZqx4fAXWVe2FMwhAMKGg7FzMuH4mpk8qGJjBSLXY/PIKvPLmZuys80GkYTgKUDZlJubcMg2l1oEZBv+UVgSYW8+UIKdWsRt7QTQcxJebKvGHBffgwOEjrHOtw2xkrXK8gQBqG1tYuCDHpMUZI4oxtmgITsnLQ2G2HblZWbAXFLOKDs76Gmyr2oKG5haMHDYM4yedjqjXhajoZbX1DI4SKBRqaO02Vi1JdNUh4KxHTUMDnnn3E7z15S5o6HUmE/LyCpgcPXfIUMy46ecoKBoOo9naKi1M1NKTC2cHkM1jTv273PsqiGAZ1hQiilPsKQTnvl1wfrMVKmWEWUhUrj7op75KEqscEaZCj54WqBQxiCHqfBtiBWBVdBOlkklLqQ2HTiuwRREIh1nGtT8cxynnXIyi8WdAZ8tiJ6i+lFUkQQQl4nJy6t/10tPdfFuW4rbfrkYtsUGHS0DptUuw5PYynFDvfPUG3H/3IlQ2djFaoRQz/rgEcyac0FH0BNX37vcNzW4YjHSAbSeIiFPibS1eWrEcr616GS6PB1aTESadBhoF4PT64fSF2KFVp1JgytgRGD0kH6UUE8qyIc9mhcWeA6VGh6amOnz25ZcIShJOGT4c5WeejbCvGRGfB8pYHCqdDvG4CjqThYnASCEc9LlwsLYOf33nU7z/1T5YdGrYHQ4YLTbkZtlZMu6FP56BcadPZtbT0QRiCqrH5ZhTKBjkgoj+XtF9lZLLxRnJtUeFXCUEG47g8JaPoJS8jECgUMPvC0FPNa3UWoTJ0iIlXtAHiGHW48kfCLB27URw1H6dJKFkKBuNegRDASbL9EdVmHDhj1FQOp4pbeT6fL2/kvX1eJ5T7zE77lcGq7D0unlY7aY7OVBx+x34yZRRwN7NeOWJ5QmycGDGn17HnHHH/Wmd30DaieXX3YlVjJgElF46Bz+5rByjsA+bX/4zllc65fflzMCyl+agLH06HZwgQNLntkxKrtMnWp+njCsWw44vPsOzf3kUn3y6iQmpBJUKVqOWlRlqcvsQjEjwi1HWgXbK2JEYmZeFYVl29pNrs8FmMsMfDqHO2YSPqrbDG43JeUpjx7ACr4poBCOKhgLKOJoanbCazDARUSrj8Ae82F9Tjxcqq/Dp3kMosJPVlA+VoIWF6vbZ7Dj9nPNRceE05BQUQkkxJ7Ka2IYk74PU8sfOpeT9u9j6moSbJCeiKFLmRbwt+O7zj6EM1DP5eESkauEqCFoDBDWVRFIiIkYgBgJQsLbLXrhdzZDUEYQjcg8nm9XGrCySnEeoWrAYhlsEfnDFdbAVDmP19KiKRV/IiRJwKfbFK0T073rp7m6+t+/B5Q9uZi8pu+tFLLsyxYX33QuYdfMKHKRfTl2I9QsqcCKqHoobF+GS329gY3Bcuwyv316WMmQn1s2/Cg9voX8yYcaf1p44khw42AfNJzndPubmb5+ES41J3/3HG3jy8SVobG6CTqNBmPKGjDpWDs0TCEKMK+AKhFlV8zNLizEsy4YcgxYlDjsK7A4Y9Do0eZrR2OLB3iO1OOzyMvKgShLUOWFkcSFKhxZDQgS79uyF2+nGiJJCaAUlK0J9uMmFtVXfYMuBWozIz0JxURHEmILVy9NqBZxSNhHTrpmJwmEj2Z4mNy+UlcORiMhyqWxmnoTbr4uxr+WLEnYsG4NEp4ZwAId3boNYtw8KKZxQ5qlxpLqOxY2KdHlQ6wQo9GoolGpGPNGoiICnGQ3OOtQ21aF0ZClysnOgViohSRHZtac2YvJlV8OYXcACqH2JN9HYqHwR+YJ7W5apX0H9nt5s80Pn45636OEnY8HqxZjaJq5Ti1W3Xo/l+8igmY4l6+ei/ATgVPXo+Zi3hm5cgNlPv4iZw9t+SO0bd+L6x3eyf5z+8PuYO+kEDILfslMEPF5qMqhktfWSF7nEfK4WrHrmCbz+yosspykqhli9TZ2K2qGH4Q2KTFDlCYbh8vkxdmguRubYYVErkGM0wKbXQaPWQKUTmMKPDqbeUJhVdCjIzWUWVH6OA1a9gdUGPVhTh/crP0KBw4q8LAs79Fa3ePDe7kPYWd2I4rwsjCwpgidIoQqqnqOBNSsX19/2S4w4hYpPJ8oYUUIu7TViGCpFnDUdTIcrY/KcKJeA2mb0tvCrTE5UTESBKDXCoFYXzfWo31oJRENQqanasBq19c2oa3CiMGsIzPYsmLOzEI5EWIOv5sYGeI58B3/QC0Gvhd3uYCY2uQWpDIg3GIJ12GiMmlwBgy1bboqRVMj0cvZ54ddeAtVvL6vF6l9cj6W72LaPJe93JJ9W4ijD3JeWYXp+v3340Rs5923G3gb6XwHF5eUoaLdf1L56G67/8172++lL1mPuiWDI/n+sjLhjINHLSZvSy4nc73WHD+KpRxaz3CSK59DBUqAvfVRkZOUPR6FQKZlrz+UPoNBmwfghWbDr1BiW7UCO3YpAWITTF2ThBq1aA6NahRxHFvILClhXBCXFyKUoGt0utLjdCPh9MGiUyLIYmGdnf6ML2+ta8E11AyOZUSVD4Q6GoVAREQFanQEz59yNsRPPkCtFUNUB0pArFKwDglatgtHAq5L360JN1qAjC6O79uxHTzosP0AmpwjZMzRBkTDqv9iIkIcc/XFoNFpIkgrhsIRAvQcOey7EqIhIUEQsHEHY54NLaoZKE4dSoD5SAjQ6LSuNHxWj8EckjDnnfJiLS+U2y/SZfSCn1pYZqkQl436FtGhZ5AAAIABJREFUjN+sUwR2Yvn0O7GK4k3j5uLFP01He13eQJBT95OTQqDCVCxcvQAV6XHY/V6sqbAYQSAUYYn3yb0mGolg744q/OWR/8Wur7azODR5c7RqBeh3kYgEMZHrRJUb/CGRVR0/rTAHQ61GTBxVjAllYxAIR7Dug83YfbgWeTYzLBoN8rLscBiMcBTkyzFwjYBDtTUYVVwIJUQIpDimTgrRKL7cX4PDPhH1Hj+rcFNSkMtq0XhFibnwKDZ+1Y234owp58FkpYo4crCSwhvU1VurUcGo5+TUrwuZgnlkOlO8h9QrPbXNYLRE+n7WsIIuKuURh/PgXrTs3wN12AclsYxKi1hMyVqySyHqPikxC41athMhipIbkUgIUkIUQWWOaMGGQwHEtCaceskV0NlyoNebEKPb9SHiREo96oaroQaKvJ9Tv66Xrm9WhaXnz8NqekGakhO59GY9vpPJyktuWomVN5QMEDb8YwgBasznC4agUGnYd5N5X8QwPnlvPV55/mkc+HYfK1vm8Xlh1KgQlyIIhSOMHFiVCCKuiMSSckfl2DChMIcVmJ5yxkSUFJfgm28P4Kuv98Lj8cGenY0xY8eiYEghjCYLxIAfAYpnaTWwOqxwOWvhc7ew3nE1LV68u+0buKIKqLU6SBERQ7IsrDJ5gyfA+sJpdVqcf9lVqLj4Mtiz846We6O9hvI5dYKaKY7T4coYt57cLKu1vUSvyIktK5maZGFEHM7v9qBu1zbo4uQfVkKp1kGp0rKJgyQhFokwYqKqw9FYFCIVeQ2HEBZFuV6VimJSChYAVRisOP2yq6G15kBHVSeU8T6RUzLeRGTb25qB6bCoBvcY0pucSOJ+4/zVYFq9cXPw4mMzUMCVegO65GivCQTDrDi0HEYAIqEQ3ln7Ota+9jKOHD4Et8fLqi2YtBoWPhBpb6L0lTjV7lQwr4rLH4RVr0V5US6G59hwRtloVJx1JlrcHtTUNKKppp4p6oYUDUXRsBFQmS2IJaTkZhs1IVSjpaUO1TVHUNfQjHervsbXRxoQUwusRBEpiofm2JBtt6K62cNI1WjQ48xzL8RFP74aeUNL2KGXIk4UQ1eRulBQs9Yd6XBlDDkRmGTJkCltsVh6tJwYG8ny/qMXWV9b3noVjd99g5K8HAh6HcvG1hA5xWOMkOKIIhaNsaaDUiyKSMCHgN+PcCjMisYmcwcCPh8UWjPOunom9PZcaHVkOfWenOgLQArEpJuy1zUD02FVDeox9C85tboA24LSQQXYG8yqV+POm5diJ5lM+nLMfWoJphf25o38Nf2NALn2PL4AIwESE1DX23Wvv4i31ryO2ppquN0eVlOPXHfUykL2tESZWIr1bIop0OgPIhgMIc+ix/iCbEwYPhSXnPsDGI0m+HxB1Dc0Q1BS3EnNWrcLVguMVgt0GtkCUkCCx92Mvd/tx4dbv8b7279hikCq/mAwmNiBusBmQtGQPBxp8sAXCMBmMbN27ZdceT1KRo2GoCV/cJzFrkxGPTRqFUscTocro8gpmbBKVgZV4+3WeiI9RJKcWMpTFCGPC28sfxABZwNOG38aDGYzNIIOglrL3HsUzKTsbGY50WKLRVg794DfCzEUSMxnDNTGWRJDCEOLH1wzC8bsIaytRkQBlozXGyk5tZynH5KQM/l5Ios7HRZNZo+hf2NO/UZOqcQklGHu08s4MZ3EhUhWiJfqZqo0LN+JUkxWrfwLNr69Dk2NjXB5fYycbDoNKwYtkGpPo2bK2yiAYCSGFjGGFq8fsaiIIqsRo/KycNa4USgfXwajQYdQKApFXAmDycIqUmj0OiZY0KnlZoXhsJ9ZTRu/2I53q3YxGTldRoMBGq2O5SxZDVqMLBqCBrcfPn+QuQMnTjobl159PUaNmwhBp5fLtEVFRk7qNm3nTyLA1Em4xQ2HvesSKIp9B46kGhcdRjuyJH2ObjTxpJohhRslrXZrbRA5kSuPCjzEY5CCPhzauQ0frVnJauedOWkKTFYHq+pLVcWprBFrb6xSsnbwkGLMFA6xjrh+iOEgKM+BJOTMqopG4BeVKL/8WuQMK4XeaO01OSVJluJn9AzcahrIL0k/q/WCPvg6qzKhN8HUW9e+ezOW3noPVpNORyjD7McWY+ZoXhViIFdF+89ilWWiEjy+IHONNdZWY8VjD2Hfrh2sMoTLF2SeD4dRgFapgComId9uYa13KNIdiERR5/Gj3h1g/eMMagXyzQaMyLVj0vhxmDhmFHLsdtYHzmSysL1IY9BDxXyIYYhiCDU1h/Dl9q8YMe2pbYIoyQRoMOhYjiYVnaZ+dNQPqsVPlSlEaJTAhNMn4d+v+RnGT/oBNDodwqEQjDoBGo2akVO6XBlFTgSqXB8q2HPL9phMTKwRbSwKb80BfPnev/DNF28jFo2jbPwkmB3ZUCrVUEhU3VfPlHjktiPyiJNLLyyyQCj5k4mcJDHMqpJDEUMsEoUvokLx2RdiVPlZMFnsiCgUvbKcKN+APkNI5CH0Rn2YLgsqE8bRmufUmVR8YPKcjuLoq8LSm+cliImXK0qn9cUalvoD8Lg9+OrLzVjz4krU1dUydx+lkXi9PgjKOIqzLNQsCVa9wIqwRljxVg32H67DoSY3ml0elspCsvMsg5a1Zj9r7Ck4b3I5bHoDrDYHLFk5UOsNiEdp3wni8JFD+GLrNhyuqcFn+w6h1huCxWZlJEiJvKFoHE5yLQb9rDRSFEr4xQhTKJeeMgZX33gbJv3wfCjVAgtHGHQCVEpFr5TOAzUHGUlOZKaSS4w613YpJKDApEJW6sXCYRys+hSb1j2HQwcPwGGxY8yYU5GVk8sywaOibBGRa401IyS1nkQtjSNMJirR32NRxGNx9kNRz5gYYOSkG1KKM6ddCYMjhwU3qaQJa72REGHQRMtd2mVnH7OaqKAsqQ5JXJHoWDlQC4J/DtCmQsQdL2LZNZ1XiBAuXoi1956YChFsHnw7sfzueVi1j0wvB6Y//CzmTuIWU7qsUVmEJeLrHdvw0Yb1+PyjjUzM4PRQu5wIfH4/UwSXZFtZmwyKQ48pHcksKlGKISCKcHr8OFTbwHpAkQqYesKZDVoMddhw2qhilI0aieLCIXBk0UFZxUIGdfUN+O7gAUjRMPMUvb9tN5pCUZYHxVx5JhNCElDvbIHX60WOxYgo7Xdk7UUiKCoqwk9unoMpF/47k5Yb9FomhKDmg+kUPsg4ckpu8GTN0MRRgcauACdqYrlErmbsrnwLOz5cg7rGBiiVOpw6/nQUFhex7GxKh4qKgaMkFaUyH5KEOOTOlnJCr2y10Q+TloaDCIQltIhKnPFv/4Fh48+AWmtgpxOFQu6Dm3wfI6hE/hNZffQb8mOzihI81jTwexHV1rsxYa2ctNp6tVh99yws3UHEZELFb57Eb6bITSo7XgJM1t76CAcezkz9RPqu02Hyqy8+w2svPotvvtoBj8+PJo+P9W8KBIOss0GezYRsq5k1KqV2GfT9rm9shkBJvCo16hubEA0FWfftiERaPsAoaOAw6FCSn42huVmwWayMXOhYS/U5TQYtDHoBXm8AH+z4Bm4xyhqSipEILGYTwtEY6ls8aG5pYYpB2kvozhRuyMvOxtU33IJz/+0KWOx26FllivTbazKSnOjLQMREHWTJeupMHJEMpJF7zlNzAJVvPIvPP3gLQwqHMl9tUeEIjC4bywKRxDfKeJRNLJ1MIqLIlDC0MJMWD5UvYf/PTh9KhIIBpuBp9gYQtw3B5EuvRPEp49lJhRVbTMrYKTmbBqMEa9VM8vGkCIK7807etubbsRzzfr0Ke09WVfItS3H+fJZt1Yur80oWvXgjf0k/INBYV4Nnlz+OTz7YAK8/yEoTRaU4wiSMikZg0Gpg1uuY9UTkgXAQbr9cAol17yapuc/HDrz0nmBU3ku0CgX0ghpGrQYmrQCbxYT8LBtKCvKRk+tgpZGofcfHu/aB2hAaDHqmWKb9IxAFGlrcrOUGkSJVRpcouRMKVgT24suvxPSf3YIhQwpYHzoSeqXblbHklBRHUBIrkRP9pF5ku8gVjCQc2r4Z2zb+E198tB7jx09gTQJz84ZiaMkw1uWWueFIBEFyciIhSQJZT5JIhRIl5tZjibnk0qM4VozM/SCioQD8/gBqvCLUjqGYOOU8FA8vhTU7l3XOBcvOll18sYQrksaZtJi41XSSvy51VVj9t+exqnInaqmCb7Kf089mY3q548QOjpPTicW3H+8e9PtRffgQnlz6MLZv3cq6FVCJs4gUR5BKGKmViEsSa89Oh1uKcROxBMUoq7WXY7NAEfJDr1axgytr6S5GmReGyMlq0DHLiypF5GXbkZdjh1GvZwn6tfVN2HGoHlG1rBqkf6MDuUeMob7ZjRaPFz6fF2a9lpVVk6hNvF6PC6ddjll3zmPuQqqwno4OmowlJ+Zsi8flKg6iyPKF2sSf4iToVDFS2LT+76j85yo46w6gvKwMFouNCRiy8/OhNxihZAo9ynOS2AmDLCMy1yORMBNBMCFETJJfk/hMauseJaFEKIKaFg88YYn1Xhk5shQlpeNQVDYRKqMNUGuZuR5JVLcgYuLS8X7cOfitOAInGIFkH6Qtn36M5/76BPbu2c1ymqQ4EBRFltQaDPhZTpNGEWeKOUGpZPX2yHqy6DRwCCo4TDqYdDpEqcxRotSRVtDAYjAgx25BbpYN2dSXyW5lHhY6+O4/VI1qXxgRhZJ5ZUigRR1uW0JR1DvdcHv9rPuuXqWAXqthFSpGjirFzFt+jinnXQirzQ6BDsppeGU0OSUJisiJThTUsC9JUOTOU0CJqCjiny+vwCfr30DY04SzJpahqGgkjCZqmWxlfmGVWsXaapBFRHYOy3WKxWT3XohiUSHWPjlprdHCocAj5UNR2RIvlRwJhiCJAeRaLdBb7DDmlmDkWefCVDAM4ZiCmdZJ2Ti3mNLwm8KHxBHoBgHyplAY4ZMP38efljwMn8fN9gP63psMemZNNTmdTEhF0nJy1cUUCkRjcu5jgUGDQocVuXYr8/JQpRmSdVPlc5PBCLNJD5vFCKvFwiTfLS4nWlrc2LrnAFwSEIkj0XXXBA+5FsMxNLs97O+UmBsTgxAUcVgdWbjxtjsx5Ufno3j4SHb/dN1vMp6caD0xImHFFyOsaKKg0YDcr9GgBwd3fIG3X3sGroaDsGrVGD3uNOTkF0PQmaE3yKZyXCVAmRA/EKGRCUy+ZCpbROSUtJyIoKheFuU/UcyLCIpyIei0EgiEEAoF4DAZkGvUgRUIseXBMPI0FE6cAi2z0NRpJeXkuxFHgCPQOwSYOEKS4HQ2gyyoNatexIH938Lj9f7/9s49Luoq//8vbgPIZbgogiSkpeslMzJD2cVV0TKLb1OYZpgYlKWZt9ZyN9bdVSvT8lKurhqkFJUkRWuxFqD+sFTMRMNbYhmQohgIOiMygPwe5zMDDDDAkMM4l9f0TzJnzuX5Pue8znmf9+dzpOvXxZxwoeSiFMEnxKiLzBEOMicp5NvVvg5dXZzQ08cTt3bvCk+xgO3iKr3sWbyiSLzrztVZJp0pib+JaGQhTqfPFOGH/EKUV9fCybULunf1ka7FuHK1CuWV1bh0WYnKKrX0QLBYjAf26IEJTzyJ4SNGwb9HIDw85Wb9DKVNiJOui0/cQCn8verLZfj15BH8lHcAP504iLoqJW7x9sYt/YfAN6AX7B1c4OIiLuMSwQpO0qtC6mCveQhOBFyI4AghTlVi56Q5exLiJIWVixsla2pQI27JFS+MlV7gWgXV1Wvw6uIIX1cZ7FRKOHQPhm/IKHj1GgAnV/GuLEZcGTYVMBUJmCcBMebF68xyD+zHZ1uTceKHw1IggzhYvvDbb1IYeZ36GrrIZHB0cZHueHKTOaCbzB7dPd1we2B3+Pt3g9xLLr23T7xKSETniXgFsVAWn8rKKvx26RJ+OJ6Poz8XobLOHm6eHvDr6iM95FtZWwel+rrk9hOemwqlEr379MXDURMRcs9QSZi8vDv5zNQI5rEZcaoXKOGTLTp+GCWnjuBiYT7OFp2EUlkhXQjWzc0DQYOGo2tQX9g7usHZsQZ24oFa6aEkzZ0n0n914nypViNCYudUrdYGRNRKZ1ia9+5BcvtJgRR2mpfSXr1aCTeZHeQyRzi7eaNb6Di4dA2Es6ePFFJqrttrI/QzZkECNkGgPry88upVnDl9Ch+9ux6/nj4hufNKK66g6qoKUFehi7sbqq8Dl69eg4eLE7rK7NHNzRW9ROh4zwB07eYnhYZr8hPzSrX0+Ik4ixLiV3iuBEdO/YT8X8/DzlEG5y5d4Cn3QK1YQDvJpOs5hMemrs4OAbcEYVJMHG7r0xfd/P0bjhDM3SA2JU6Si08ISlUlik/mIu+bHTiVtw+oq4Wrox18Xbvgln73IOD2O+DoLIe9fQ0c7KW4Po3oCIHSPmugEbvr0nmTyFMsjUQAhNg+S3dEqWukO52EMNnbCVefWlrJuHt3Rfde/eDdsw+cPLzh6OoOB5mLJHz8kAAJWAcBMScor1zBbxcv4EjOtziQvRNH836Aw/Ua2IvLB6Xb3YBr1bXwcJHBT+ycPFwR6OuFHgHd0b1HD3h4ekpHEmI3Jt18UFMrvY2m4tIl/FhwDj/+8it+La1AnXgzgLi6w9EJcm9fODk7S2vpbv49MPje4RgaFg4//wB4iWeaxPGBSG8BH5sTJ80ZVK30kteSonz8+N1uFBw/AMfqSng7OcInqB969BmMLt4BUui4vb0mPFy8DUIKepACKYT+iLMncR27WnOj7vU6qK9VSiskkaC6Snvvk+Tqq5YegHPz6wmfoNvh6t0Nrp4+cHASL5PlfQcWME5YRRLoOAHtuz4vlV7ELz/lIztjB3754SCUFeXSg7riNXYiyMrZwR7+4rVFfl4I8PKAl9wT3XsEwtvHW/NAvzYyuOLyZelVSZd+u4QffirAz8UlKFdehVpceVEn7nCSSXc0eXh5484hQzFk2B8RGHQrAm7pKT0SU+8W7HhDbs4vbFKcxC5HnAWJXY+4bv23otM48/0uVBWehJ2zO3rcNgjet9wuvT7oet116ZKuujrx3rwaXK+uhJ2dg+beJjvxd7FTui6980ps2aVzJuniLvEqo+vSJYQuXr7wufUP6OLtB5noJM7iyfD6J7K5Y7o5XZ+lkkDnE2iI4L12Tbq9oPjMaezfnYGcfftQevECnHEd3k728PfyQM8AP9zS1QtODvbw6eqHbt39GwIWxFn5byUXUFJSgrLyyzhw4icUnr8oPROlqq3DdScZfP38cNfQ4Qgfcz963f4HePn4wk3crOAk3p9neTcb2Kg4aTqlJB61QlSUqBFvjy49j4rzRbC7rrlETLP5dQAcZHCyF667Gul8SYibECcRKCF8unZ11dIVGaryS6iuVsPOyRmu8q5w8fRBF9/ucHaXw0E8XCsT90NpwkT5IQESsB0C9e65SqUSqisVuHDuLPIOH8L5M6dR+9s5eNrXokdXL3jJ3aU7nzw9PODn568RFgdNdPHFc0U4X3wW58vKsffwCZwtV8LF0wsBt/XFrX37o//gEOnFAZ5e3tKbzF26dGnx8gFLIm7T4qRrKEmoaqpRefmSFB4uufCq1VBXat+pV6WUrluuqbomvaTR3tEB9k5CbJyl557EW4bFzsrRpQvsnZzh7O4JWRcPOIooPGfxrJQm0oYfEiAB2yYgnXtXq6Wd0KWSC1CVXpDeECGrvgpUXYFapXlbhHTBoLMzHBxlEG+cLi8rRfmVyyi/Vo2LVXWAqwdcPb3QNSAQXQN6oKufPzzlXnAR7+yzgjNsipNtjxO2ngRIgATMkgDFySzNwkqRAAmQgG0ToDjZtv3ZehIgARIwSwIUJ7M0CytFAiRAArZNgOJk2/Zn60mABEjALAlQnMzSLKwUCZAACdg2AYqTbdufrScBEiABsyRAcTJLs7BSJEACJGDbBChOtm1/tp4ESIAEzJIAxckszcJKkQAJkIBtE7B6cXpv9094+cNDuHi5ymwt3c3TGW88cTeeGnmb2daRFSMBEmifAOeb9hkZmsLqxclv+if48uXRGHqbr6FMTJ7uu59K8eAbO1Gy8TGTl80CSYAEjEeA843xWFq9ONk9/gHqPp5iPGKdlJOl1LOTms9sScAqCFjKOLaEelKczGRIWEJnMRNUrAYJmC0BSxnHllBPipOZdHNL6CxmgorVIAGzJWAp49gS6klxMpNubgmdxUxQsRokYLYELGUcW0I9bVOcLn6DqBd+wac6Xbx/Tx8snTcGj/aQYV/CBwjLaPzS38MVs+KG4ZVhgTq/KETCgmw87XIripf8Cf7iGz351v/g0WljkDrktFTu3a9MwSuDmo4vS+gsZjsjsGIkYCYE9I3j5vMJXBwQN/4uvBnVH14O5/Hh3zMRnd/YgF495Hhl+ijE9XNv/OO1w4h/5igSRt6F4rg7pL+3yLchdTfs/fh+QMxjv+jMTzqMLGG+sWlx6v/CePzlTgDXLiI96RCiD8uRtWk8XJM/QFh+EI6/cgcCoMaZjG8xPkWN+Ncm4/neWgufy8aD8wuRDhneXTkRcT0A1Fai/GqllGBvUjoeLKrPA4CLHF7l+yhOZjKJsBok0BkEWhWnhvkEuHTqO8xafRGYOAJfRso04uTfH5em9gKgxN6kb/Hgfnd8uS4S4z00tbz2XTp6vVWG804+0hw12kX8sQzl1WJRfBRxfytEw3wGGbw83DXiRXHqDDMbJ0+9KwTtDqfJDubnXQj723lELZmMsOxmRq09ivjowzghdj/jpD0Sznyagt4nfPDmtfPYea/oZEFNKqy3Y+grV/srS1jJGMcizIUErJdAq+LURCSUSH8rDQ9W/wGXFvZEuhCnW+9CnXZHhPPfIGquroelEjvfScVfPPwxPus8MDsKS4e6NkJsZV6hOAXrurrMr9MZJE61lTiTno7eyQ74cpMC3im64qRG+XeZGP1WBeIadk4/4q1nvsPeqDF4szobvbP88fPqERDrnvoPxcn8+gJrRAKdTcAgcSo/jPgFR5E+cigORcs1O6d6caqfi1JkjTunK99h1jM/IuAVBYZnpyHien9UvjAEYvMkfShO+s16mwWLk+6ZE5xkeHH6H/FmeKAeX64Dnn/uj1g7Urs7OpmJu/9ZhueFO682GxELzmL8PyfixX4OFKfOHv3MnwTMmIBBZ04AevUOROoroxDi1vLMScxFby68Hy8OlEstLd+dBu8EmeTOCzu8Ha6ra5H6HwUe9aI41bXVFyxZnBp9tA5w6SIX55TSR9r1aH3E3oe/Rci/K7G0/lwJtchNSsHdhwK1uyXNLio5fCgOTf0DxcmMJw5WjQQ6m4AhZ05wcoeXi0xbFa04ac+czvwvE3dvd288V0IZPn01HVGe2t2Sdhd17bnxeHekD3dO1ipO+qLmGsSp3kdc+wsSFn6Df/e7C3vj7oBL7VG8Ou0w4sVBpO7HqRv2br4fw3UFrvlhJM+cOntuYP4kcFMJGOTWa1JDrTjVu/VU3+Mvz53AmWjt+XZrEcB9WkYJN5/PeOZkwW49g8Spflv9H0hb6fH5ImpGifglYxCtiY0Azh9B9N/PIuTFxoNKnjnd1DmChZPATSFww+JU75nZ0w2H/jMGXukp6J3iii9X/hFh2kOma829OTxz0m9rS3brGSpOuHYUr75wGKnhd+HNK4cRcb75swOaZ57ib70DZ56/SzqopDjdlLmBhZLATSVw4+LUGODg/dzdGP7lIcT3a3y2SWqc9pmnXCkUPYgBEa1Z3CLF6aZ2X/2FM5TcDI3CKpFABwlYyji2hHra5kO4HexwpkhuCZ3FFBxYBglYMgFLGceWUE+Kk5mMBEvoLGaCitUgAbMlYCnj2BLqSXEyk25uCZ3FTFCxGiRgtgQsZRxbQj0pTmbSzS2hs5gJKlaDBMyWgKWMY0uop9WLE69NNttxzIqRgNUR4HxjPJNavTi9t/snvPzhIVy8XGU8akbOqZunM9544m48NfI2I+fM7EiABExJgPON8WhbvTgZDxVzIgESIAESMBUBipOpSLMcEiABEiABgwlQnAxGxYQkQAIkQAKmIkBxMhVplkMCJEACJGAwAYqTwaiYkARIgARIwFQEKE6mIs1ySIAESIAEDCZAcTIYFROSAAmQAAmYigDFyVSkWQ4JkAAJkIDBBChOBqNiQhIgARIgAVMRoDiZijTLIQESIAESMJgAxclgVExIAiRAAiRgKgIUJ1ORZjkkQAIkQAIGE6A4GYyKCUmABEiABExFgOJkKtIshwRIgARIwGACFCeDUTEhCZAACZCAqQhQnExFmuWQAAmQAAkYTIDiZDAqJiQBEiABEjAVAYqTqUizHBIgARIgAYMJWJ441RYjbd6LKJi6FiP2zUJC4FtY+2hAuw0u/nQWniiMw665Ie2mZQISIAFTEVAid/V8ZP9pJSYWLsIKLMBKA8azqWr3u8o5n4ZZkwsQt2sObtpsc3ANRr0XjA//rUD7s+PvamWn/8jk4iSJxDvHdBomg0/IGMycuwARQQa2V5mLNc8sRE7oMmycGwJ3A35mEnGqVUN5Nh/Zez5D5qdlGPHvlVD4N1ZO+WMaVr+2HlmFasiCIjBnSTzGt9JmZV4CFv49Bccq1JD5hGDiPxcjbpC2pbXFyHr9r1ieVQC1zB3B4XPx+l8jEOBgAAgmIYF2CeRizaj5SNOTTrFiF+bc024GHUsgFpwLpyEl0PDx3LECTJzaVOLU1jzQIXEqQ9rsKKzJ0+WkwMpdc+DfYr7Wpnl4Zacv9G+OOGWNaVT0WjUKvliEWe8FYPFHcxDi2jkdyRTiVPzpfMz6xgeP%E2%80%A6%E2%80%A6
when he was ambitious to get something big with minimal funds. it is impossible. we see when he loses and disappears from this thread. I think he is embarrassed and no longer wants to leave comments here. the yarn made one month ago. now just be spam