I still say Peck was correct, I have yet to see a tin of Kingfisher for sale (retail) in the last three years or so.
What Do You Think Is The Hardest Flake To Find?
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It seems to me if 1 person was able to stockpile 135 tons in just 2 years that availablilty wasn't as big of an issue as we might think. In addition to those 135 tins....our forum member certainly wasn't the only buyer as I have purchased "some" JALF during that time as well...as have many others.
I still stand by Germain's Brown Flake. I believe that it would have been far more difficult, impossible quote frankly, for 1 person to find 135 tins of Brown Flake over the past 2 years.
I still stand by Germain's Brown Flake. I believe that it would have been far more difficult, impossible quote frankly, for 1 person to find 135 tins of Brown Flake over the past 2 years.
Well, actually I probably have about five pounds or so but I really don’t pay much attention to it. At the age of 67 and living on a pension with a daughter and a granddaughter who depend on me I can well assure you that having a shit load of tobacco in my basement is the least of my priorities in life. Truth be told; I’ll probably never end up smoking some of that tobacco as some of it is not to my liking. Like I said; I’ll survive, and as I see it, if my survival, or priority in life depends on having numerous pounds of pipe tobacco then I am indeed in a very sorry state of affairs am I not? But hey... if you, or others can afford to do so and find it necessary then all the power to you and best wishes. :wink:
Monty, I came up with the 135 number by figuring I would like to be able to smoke 6 or 7 tins a year for 20 years. I smoke on average about 9.5 pounds per year and have 28 different blends in my cellar.
I was able to load up on my other 27 blends fairly quickly but it took a full 2 years for the JA LF. I was competing with a lot of people for that blend because when asked I would list my favorite flakes without thinking about who I would be competing with. On plenty of occasions, I would get a notification from SP that it was in, but if I was not on my computer right then and there it would be gone in minutes. Peck was my biggest competitor and if I had not told anyone about this blend I would have completed cellaring it much sooner. It isn't so much of how many people are chasing it but the fact is they make so little of it. I could buy 135 tins of Escudo in one day if I wanted as it is so readily available. When the new Capstan Blue flake came out, I was able to complete my number on that within a week. I have seen prices increase over 10% in the 2 years I have been cellaring and I believe prices will continue to climb.
Kingfisher is no longer in production so I didn't figure it into my list of hard to finds. One of my favorite blends is Orlik Dark Strong Kentucky and that has been out of production for years, you never know when one of your favorites will bite the dust so I learned a valuable lesson and stocked up while the getting was good. If I had known that the Three Nuns with Perique was going out of production I would have loaded up. Even if a blend is super popular there is no guarantee it will be around when you want it.
I was able to load up on my other 27 blends fairly quickly but it took a full 2 years for the JA LF. I was competing with a lot of people for that blend because when asked I would list my favorite flakes without thinking about who I would be competing with. On plenty of occasions, I would get a notification from SP that it was in, but if I was not on my computer right then and there it would be gone in minutes. Peck was my biggest competitor and if I had not told anyone about this blend I would have completed cellaring it much sooner. It isn't so much of how many people are chasing it but the fact is they make so little of it. I could buy 135 tins of Escudo in one day if I wanted as it is so readily available. When the new Capstan Blue flake came out, I was able to complete my number on that within a week. I have seen prices increase over 10% in the 2 years I have been cellaring and I believe prices will continue to climb.
Kingfisher is no longer in production so I didn't figure it into my list of hard to finds. One of my favorite blends is Orlik Dark Strong Kentucky and that has been out of production for years, you never know when one of your favorites will bite the dust so I learned a valuable lesson and stocked up while the getting was good. If I had known that the Three Nuns with Perique was going out of production I would have loaded up. Even if a blend is super popular there is no guarantee it will be around when you want it.
Well, now I'm kicking myself. I saw it come into stock and decided to pass on purchasing a couple tins.
My question is, is it that different than everything else on the market?
My question is, is it that different than everything else on the market?
Peter Heinrichs Dark Strong Flake is exactly the same (as is Schneiderwind's Darley Moore), made in the same factory as the Orlik Dark Strong Kentucky.
arno665, I beg to differ about the Heinrich Dark Strong. I recently bought a tin of it and could not smoke it. I have an allergic reaction to Red Virginia's and the Heinrich burned me badly. I know it looks the same but I can smoke the Orlik with no issues while the Heinrich is a no go. I wish it were the same because I would have loaded up on it.
I'm still laughing at Flutie Flakes, being from Western NY they were an important part of my childhood!
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II6f8m4+NP+yiX/AP6btOr83r/xGfc0fgRn/wDBav8A5NY8Lf8AZQLH/wBN2o1iaH3/AEAfjD+11/ykR+J/00X/ANM9lXv5D/FZ42cfwjjdL/5Ot+Cf/ZQfD3/pxgrr4h6HPkvU/dCvlT6ErxLZ3bQanEschMJEMwGT5b7WOD6Hap/AUAfLv/BUX/kxX4mfXRf/AE82VCBh/wAEuv8AkxX4Z/XWv/Tze0MEeVf8FHf+Tp/2L/8AsoD/APpx0agD7/oA/C/VP+TrfjZ/2UHxD/6cZ6+q4e6nz2ddDuq+rPnQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD7bqz7gKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD57/bUjeX4U3gUZwhNeTnKvh2XDc+6v2T3V/2W/g8VPA8BaAv4jT4Qf5V+es6D4E/b2kKf8FSf2dVB+9/wiA/8uO6p3A/VCkB+V37A84l/wCCof7Qsu75ZF8XlM9/+KitT/KmwPvz9rH/AJNY+Mn/AGT/AMQ/+m6ekB5V/wAEuP8AkxP4Zf8Aca/9PF7QB8s/8FyOf+FLf7viT/3G0AfqhQB+N37U3wi0r4tf8FF/idpWqtiNP7FP/lHsq9TK8HHF1OWRFSTiiz46/Z38IfCxtMTSbWPfIHLNjJz2r7GhltHDaxPCx9WTjYzokWMeWnReK746I+btqZnisE6Ddgd4z/KssR/DZtR/iI+vf+COxA/Z18axZ+ZfiHfMRjsdP0/H8jX5tiP4jPuaPwIz/wDgtX/yax4W/wCygWP/AKbtRrE1Pv8AoA/GH9rfEn/BQ74oSJyB/YwJx3GkWQP6ivoMhX71njZx/DON0v8A5Ot+Cf8A2UHw9/6cYK6uIehz5L1P3Qr5U+hPAf2DPiX/AMLX/ZH+GvieW4uZru20ZNGvZLl98r3FkTau7tkkl/J35JyQ4J5JoA5T/gqLz+wr8TP+4L/6eLKhAxv/AAS4dW/YX+GyqeUbWlb2P9sXh/kRQwR5X/wUd/5On/Yv/wCygP8A+nHRqAPv+gD8LtRxJ+1T8aZk5RvH/iAg47HUZ6+r4e6nz2dPY7uvq2fOhSAKACgAoAKACgAoAKsAoYBUAFABQAUAFABQAUAFAMKCT7bqz7oKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzf49+DW8afD/UNMiTdIYm28e1ceOo+2ouJUXZnon/AATv/aD8O+LPhXpfwI8R6jBp/jvwBa/2Y2nTL5TXmnRMVtriDJPmhY/LSTHKuuSqq6E/nNelKjNxkdCdz6J8U/Bf4ZeNfiF4U+KnifwrFfeKfBH2j+wdQa4mQ2nnrtk/dq4jkyOnmK208rg81iM5b9pX9pn4f/s1eCZNd8T6hBca/qEU8fh3QVdvtGq3aRlljARXMcW7YHmZdib1BO5lVqjFzdkB+WX7MfjvxP8AsyfH3Tv2g/ihFNdaZ4xF7Z+Lr5bMvNHHeSrM90kcW0ArcJE7BVb92JAiFioHfXwNSlTU7EqSZ+ydjqHhT4h+FReaXqGn694f12zIWe1nWa3u7aVMHa6khlZW7Hoa84og8E+C/B/ws8FaX4H8G6ZDo/h3w/aLa2Vt5rssECDgF5GLN3JZmJJJJJPNAH47/wDBTX446X+0z8R7K1+Gzx6r4P8Ah3aXNlBq0MR2X99O6m5eKTcRJABDAiMFAZlkZS6MjV0QoTlBzsK5+1Fc4z8vfiLpV2//AAUd+KWoiJvJxowDY4J/seyr6Th6D9rzGdXax2v7QkUZ8HwzGNWdbpRnHIGD37V9nI8LGrQ+dE4GPQ1KPnna5X1O2F3YzQEZ3KRUzjzRaHF8rTPTv+Ca/wC0J4d+CfjzxJ8A/iLqFvpGm+MtSTVPD9/cDZD/AGkUWKS3kkJ2qZUjh8vIA3Iy5LOgr8+zLDSo1W7aH2eBrxq00j9LPHvw58D/ABT0a10Lx3oMOsadaajaavbwySOirdW0olgkBRgTh1BwTtYZVgVJB807hvxJ+Jngf4Q+DdS8ffETxFa6NomlRGWe4nblvRI1HzSSMcKqKCzEgAEmmlfRBsfizN4y1P45fG7xp8dNU05rJfE+pGa1t2XDw2karFbo3JBdYY4wxBwWBI44r67IsK4LnkfNZviFN8iJdItJZP2pfgtcKpKp8QPD2T6f8TGCo4gg2kysmkk2j9ya+TPoz8zf+CJPjmWTwJ8SPhXcWgj/ALM1a08QwTGTmX7XD5Ei7McBPscRzk58zGBjmpRcdxJp7H0b/wAFPIXuP2HPiRDGCWdtFAH/AHGLKiC5pJIUnZXPAv8Agk7+0t4b07wR/wAMveOdSt9K13TLu5vfDPn/ALpNQtZmM0sCsThp0laV9vBZHG0HY5GtajKk9SKVSNRaH374p+G/gnxrrvhnxL4o0CG/1LwdfvqeiXDyOps7l4miZwFYBso7DDhhna2NyqRganNftAfH/wCH37OXw7v/AIgePdUjiWFDHp+nowNzqV2QfLt4E6szEcnoqhmYhVJDjFydkJtJXZ+Nfw0GueIdY1z4heJkjXVfE+pXOr3nlIVTz7iVpZNoJJC7nOASeO9fdZJhXRp3kfKZpXVWdkekV7bPICkAUAFABQAUAFABQAVYBQwCoAKACgAoAKACgAoAKAYUEn23Vn3QUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADJYo542ilUMrDBBoA8N+KP7Lnhnxzfx65Ys9hqcEqzwXVuxjlilVsq6sOVYEAgjkGvKxeVUsTqWpNHIP8EP2m4JPJs/2oPinFbDgRp4v1EKB6YE2K8l8O66Mv2hseC/2T7O08Ry+NPHWt3/iPXbhka41DVLp7q4mKqFUvJISzYVVUZPAAHavQwmS0qDuyXNs9f8T/AA08M+JtDOh3lhGYNu0Ar04xXqVMPTqx5WiLnhB/ZZ8deDJrofCL4r+LvB9vdSmeaHRNaubFJJMAbmWF1BOABk84Arwq3D8Ju8TRVLEVx+zX8YvGVq2ifE746ePfE+jzNG01hq/iO8u7eTYwZd0csjKcMARkcEA1nT4eineTD2h6ZYfs4eCrDwsfDUVhEI2Xa3HWvYjl1KNPksRzM8p1D9gXwPeX7XakKGbdtB4rglkNGTuV7Rnsvwp+Bvhv4WQiLSYEDDqwHWvSwuCp4Ve6Zzbky/8AG7S49R8B3dw8rKbErcIAOGOQOfzrtPKx0fdPmMEHJBJB9RUs+aW7AgEYNIo5Txf8PtI8VwNHdwKWPQ45FceKwVPEq0kdOHxU8O/dMnTbH4+eF7GDRfBfx++IuiaXaRiK3stP8T31tBDGBgIkccgVQBgAAY4rxJ8Pxb0Z60c5aWqK9/4A8Y+NdRtdT+KPj/xJ4uubIMLeTW9UnvmiDEFgjTMxUHAyB1wPSt8PkdOm7yMa2bTmrRO80rSbTSbZba2jVVUYGBXu06caatE8mc3N3Zl+K/B9h4ptmt7yNWBH5VliMNDExtI0oV5UHeJ57H+zroEdz5+MjOdueK8pZHSUrnoPNqjVjS1P4F+HtQt1h8kKVGAeK2qZRRnGxnDM6kHcraL8AtB0m6W52hypyM1FHJqVOVyqmaVKisbnij4S6H4htBDJAoZRgMBzXRiMtpV42aMKOOqUnckjm/aT0+NbPSP2kfifaWkY2pDD4t1BEVR0AUS4AryZcPq+jPSWdO2qKI+Gus+ItdXxP8Q/Fes+J9VVFi+26xfS3c+wEkL5krFsAknGcDJ9a7cLklOi+ZnNXzSdVWR6BY2MFhAsECBQoxxXuRioKyPKlJyd2WKGSFIAoAKACgAoAKACgAqwChgFQAUAFABQAUAFABQAUAwoJPturPugoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgLrqch8WkaT4d60iKWYwDAA5++poODHK8T5STp+ANJnzElZsWpJCgAoAKACgAoAKACgAoAKYBQAU0AUwCpAKACgAoAKACgAoAKACqAKACpAKACgAoAKACgAoAKAYUiT7bqz7oKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBPU0EyV2Z3iEZ0TUTgEraTEA8j7h6ig5MWvdPjd8+bJnk725/GpZ8zVVpCUjIKACgAoAKACgAoAKACgAqkAUwCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgApMGFSSfbdWfdBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAITzQHUr3ttHeW01pITsnjMb49DwaDnxS90+OdatI7DWb+yhBEcNw6LnrgGpZ8tXVpFOkYBQAUAFABQAUAFABQAUAFUgCmAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUrgFFwYZpWJsfbdUfdBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANbk0CvZjSDnoeaDPEaxPkDxhbz2vinVI7iJo2Ny7gMMcE5B/KpZ8tilaZj0jlCgAoAKACgAoAKACgAoAKpAFMAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKADpSYbBkVIJ3Ammh8rDB9DVByyPtug+3CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoATuaDOad1YachhggcHvzQOqrxPlz4yE/8LD1MEFceXwe3yCkz5nHQcZnFVJwXCgAoAKACgAoAKACgAoAKpMAouAUwCgApXAKLgFFwCi4BRcAouAUXAKLgFMAoAKVwCi4BRcAouAUXC4jYA5o3FLVaDSRyAwz7GlYdKEpPQytU163sAIYv3sp+8AeBTSPVw+Fm5K60OebXdWLEi6wCcgY6VVjv+px7H6KUj1AoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAE9aBPcGGenXt6UBU2PnT9oHTrOy8YW9zbQhJLy1EsxDE7mDsuefYCkz57MfiPMKk8fqFBYUCCgAoAKACgAoAKACgAoAKpAFMAqWAUgCgAoAKACgAoAKACrAKGAVABQAUABOOaBoKCJx7EU88UEZklbao7kU0b0KMpuxzOr+IpJQYNOchOjPtxmqPZoYTlZhHHqTznnrmhHqxp8qCrA/SOoNQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAE9aBPQWgU2mjwP8AaNsroa3pmomI/Z2tDEH7bw7Ej8iKTPAzGLUkeQDkA461J4rdmFBd7hQAUAFABQAUAFABQAU7AFFgCqQBQAVNgCiwBRYAosAUWAKLAFFgCiwBVAFABU2AKLD3AnAyaLBL3dxCcjv9O9Fhxi5bGfqWq21h/rGDMOQnrRY7cPhJ1Ohympapc6nNvcBE6BATRY9ujho01ruVCCCQDhfbvVHTZLYSgd9LBVXEfpHUmoUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAB60EyCgg8a/aS50vR1xkedN16Z2rUs8nMVeSPCF6ZI680jwJR1FoKSsFABQAUAFABQAUAFABVIApgFABQAUAFABQAUAFABQAUAFABQAUAFACZzwBzQAhdV+YsAB1JoLp05VWYOreJBHutrHlx1l9KD1cPhNVc5qWWS4mM0xLMe+aD3KVFUkNANAp6yFPSgBtABQB+kdBqFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUCauGfY0E8p5x8ebW2m8CTXMsCvNBKnlMf4STg1LPKzCPLqfNXGTznPekeDfmeguCOtMTCkIKACgAoAKACgAoAKpMAouAUwCgApXAKLgFFwCi4BRcAouAUXAKLgFFxhmi4+ViE+gpkle6vILOISzyBVPTnk0HRRoSqSVjlNS125v3MCnZCp4A4J+tB71DCqnuZuAAc9SaDr5UtUNGPSgfNIduoGvMCQRQA2gAoA/SOg1CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDh/jLp1zqXgO/jtgpMOJ23HHyrkn8aTPPzCHNA+WhyehGKk+ZgrNjycmghCUDCgAoAKACgAoAKACgAoAKpAFMAqWAUgCgAoAKACgAoAKAE3Cgb8gJ9Bn6dqYkpN2MrU/ENvYny4j5suMZB4U+9UenSwnM9Tkrm4uLuTzZ5CSSTjPFB7NHDKCG9QAVAx3oNxD0oATBoAMGgAwaADBoASgD9I6DUKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOf8AHwz4N1pWbaDZS8npnaf8aTOTGfw7HyGuSMnuKltI+Wk+RtMX8KaVzHYM0NWHcMipuJySdgplJ3CgAoAKACgAp2AKLAFUgCgAqbAFFgCiwBRYAosAUWAKLDEJHHvRYRHLLHDGZJWCqPXvTsa0acps5nVfEc0oaCwJRD1Y9aLHsUcFfUwup3Hknkn1pnp04KApNA5czeguRQUKeKAE3CgA3CgA3CgAJBFADaAP0joNQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAjljjmVoJUV0lGx1YZDKeuazlG7Ma8ko6nxVIrebIcdGYZ9cHH9KFGK3Z8piZe9ohnU9CPek3FOyZjq9bApVuhPHtVJJ9SHJroGQBnt61aUUCTnqKDnmk7dCrWCpGFAgoAKACqQBTAKACgAoAKACgAoAKACgBCwXOTjHagcIuTKGo6nbWMTGSQeaOiDrQd1PCuTOS1DVLzUpN8z7VHRV6UHswwcYbFXZ0APHeg6Irl0DaaCwwaAAdaAFPSgBtAC7TQAEEUAJQAUAfpHQahQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABSbsAhJHWkmFxN3XPYZpt2Jc0nYqalrOnaRbm61G6SCMd2rnr4qFBXZtGm5HnXif46aDpkbrp0D3DYKhyQF5yPXNfOYvPY81oI1+rqUbSPnLxh4o8MaZNC2nW33su48zueteZUzmpLY4nlcG7s4K7+KPnxCLS9CZ5Mkly/ArJZrV6s0eW0krWN7wp4xGqts1LSiu3g4kx+QreGczjuc08spvZHqGm+C7DXrJptK1ORblh8sE6AD6DGa7sPnCm7SPPr5Y46w2Ob1LTL3Rrk2eoQtHKOgIxu+lfRYfERqK549elKm9St+FdTd9TBahQD0CmC1CkAU7gFO4BRcAouAUXAKLgFFx2Ci4gzTE3Ya0qIpZmAC9SegoLhBz2MHWPEkcQe3shuk/vn7tB6tHCtas5mVpZWLzOZGPdjQe1SpRihNpoK1HUAFAAaAEwaAFPIoATBoAWgAPIoAbtNABtNAH6RUGoUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAhODUsmTsxrHP19KU5xpq7HHUxfEXiWz0CzaaSVfM6AE142NzKNOOjNY0eZ3Pmb4q/EW+1rUAiXhSFTyFbtXxGKzWpUna56EKXKjxPX/G5tjIr3RCxnqed1c8qjlqy4wPNdV1rX9S1BlKllA3j/dqOYrkEsNau7G7WG3mRVlGCCM81LnYlwOo0jVdbtZ90vlyIGyCowaXOZSpnsPgz4i/ZprczhogpA69DWntnCF0R7HmVme7XdlpXjnw27yqj3hjzby8Bs+leplWay57SZ5eLy5NXPFru0uNNnazuo3SSNthDDnjvX32HxUKsUfL4qg6U2kRg5rrdt0csLN6hUDkrOwUEhQAUAFABQAUAFABQSnqAJIyAcUGijcrXt9b2Mfm3D4B6f7VWXRw0py1OV1PXLm+zDH8lv/c9frQfQ4bBRitTLC4yOufWg3VPlHUG8dAoEFABQAUAFABQAUAFABQAUAFAH6QUGoUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQ9AGnryahztqZVFdoxPE3iCLQrKSYANKF+X2rwMzzGNOLSOqjRbPmzxl411DVJ5xvYoSc+gNfCYjFyryO6nDk3PGPGF+beKZnnAd+BlsVguW92daaZ5ld+F/EPiDTJJ4Q/lRybs+o9atu+wrqG5uW1pp7aTHYTSiO7RcbjwXPpSDnRzs/hORbtbp45AVbJFZy3HdM14sWKm4knZe201JLjc6zwx4m07zo49iyM3UEU+bSzJUbO57H4S8b3enMkUZWS3ZhxnlSPSiHuO8RVrTVj1PUfCFr8TtL+16WVi1WBCwwMeYPT619LleOlG0WfN4/BN3Z4zeWtxp93JY3Vu0UsLFHVhggivuqFTngfK1KMqUtSOtSb3CgQUAFABQAUAFOw7BRYLCFgOxyD0osRCDlIx9W16GwULBtllY4xngfWix6lHByl1OZubu4vJPMuZS3ovYVR7VGjGmiDHrQdDfYWgd0FBIUAFABQAUAFABQAUAFABQAUAFAH6QUGoUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFNAFTICOd/LieTjgZrixWIjQpNyNKdPnkeH/EDxNJql/NBbyMsMPyvX5FmmaynXcU9D36OE9254p4318WUMhtUGwDOSOeKwdbRMmVB30PmrxZrt/4k1vYm8xbtowcYNbQnclUmj0jw5qZ03Qo7G9ukhnC4jjbneK2uHJfc5bVLP7bqpvkdkdD8wPTPoKVx+zHX2tahaRfMoIxxkihu5Ljy6HK3+qatqk2wMgU0gOn8I6fLNeQwmUKRzle9FgPcfDFpbwwo04Jw3JzWsYmUj27wNrcOh3MUsU7ZOCBXVh5OnO5hWpKcCl+0BbJe6tYeI7WwWOG7iAlkVcZcADn8q+5y3FqSSZ8dmOHcW7Hk65xhuor3b31PGStuLQAUAFABQAUABJHUfSrHe+hHLNHDE00rBVXrmg0VGUtjmNW8RvPmGwZ1XkM2MUHr0cIkk2Ye0nJLEk9T3NB6dOmojqDQKACgAoAKACgAoAKACgAoAKACgAoAKACgD9IM0GzVhOfagzc2ugv4igq4UDCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAJxUuXKNITJHanJrl5mQpXdjI1+8K2ktvEfm2/Nz0Ffn/EeapWhE9fAYb2jvc8S1jToY3nv7hz5S5OM9TX5ZXxCnVufUU42hY8B+IEF5rVxNFaqYISTmU8Io9DXfTqc6RmqSTPILp9M0CZ0tbM3l0nRs5TPrXo0pcquZypIxCmveINQF7fsIEjPCocYX2rb2qZi6J0yeI7eCP7MLZ5zGMb2HOKpO5nKFjmNT1ia+lb9yyKDwCO1VexzzV2Lphkun2QxlAvXI60XM2rHdeGVW21CCUAjg5B9aamluJanpeman5UTMzHaWz0rWFRS0M6i5T0DwpFqOpSfapSVEYGztxXQqiXumCldHt+madY+M/DsnhjWsETACN88q46EV62Cxbou55eMw/tEeE+M/COp+CNcfRdUU5ALxSdnTsf6V9rgMUsTBHyWJo+zqNGH2zjtXoNWdjlCk1Z2GFIQhOKdimrK4hYg4207CgnIo6nq1tpsWXkBlPIUHNM7KOCk3e5yV7qd5qD755Tt7KOABQe3h8KktSrsXrj9aDqcUtEOoCwUDCgAoAKACgAoAKACgAoAKACgAoAKACgAoA+2/D/AMcvBesoq300mmS+T5jmdcwh/wC6r9W+uBQcEMemdpp2v6Lq1vHdabqdrcRzHEeyUbnOccDrQdcMXBl8t0AGSSAOCev0oNvbRewblweRkex/woBSuxd3tQWG72oAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoADVJJp3BuyIriQRRNIx4UE4968nMMT7Kk7DoU+eZx1/c/arWeRGZpHO0+wr8VzrGyrVXY+qwVHkRwXiuwia1a4LlUiXlcfeNfLXfPdnv0qV0fMXxN1C9ZpY7SLbuJ2pngj1r0qNZFywz6Hlceg393IZGdgxGTngD2r1IVdDCWGYSaS9sAwuNp6MAauNUzeGZUu57G2QqimSToV381tGqc08MzL+z3M7efMpCDhV6YFdNOqmtTlnh2jpND02aZkkK8DsBV+0RhKgzp4LKW2uY53GFBx0rGpU1HCi1udlptsLieCDJUD5mA71VGepFaloeuaM32bS1kVyQpAAAxXZzXdzi9nY9I0LUvIW0vEPQjcv8AWumFSxy4iA79oOwj1jw7pXiSIAyWuYZCF6oTkZP1r6nJMVdqJ8zjsPvI8Dzkc96+vctbnzz0lYWm3djYUhDXdUUuWAC8nJwBVounSnNnP6n4ljVmtrH5mdcNJngD0xQerRwlkc4+523O5Y/7XNB7UKUVFB9aCttgoEFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHogXGCCcj15wfYdqVz4tcy6kkE9zazx3NrcyQzRHdHIjFWQ5zxg8UXLVSUep1Oh/FPxxoTP5euz3UcrBpFuyJycdgXyVoudlPGyj0O+0n9olh5g1rQGC/8sxanr+Zoud8Myt0O20X4y+AtZeC3TWBbXE6k7J42QIR1BbGP1oudcMfGXQ7G0vrO+iSezu4popPuMrg5oudUK8ZFncCePm/3aZtzR7iB846Zxk+1AroN34UDuAb3oJbYv40DuwzQO+gvPrQTzBz60DUrhQMKACgAoAKACgAoAOaBN2EwfWgXMHOcZpSdlYic+xj+J74WmnhQ2GmbaK+O4gxX1eDR6OAhzSMG1hkayhYBQZj85PYV+TVrVJykfX0YKKR5d8TvE0WmsdPjYPJNkKqnn6kV49ZWZ72Himj5/8AEdpd3dzsdc3Bb8FWnQ03OqyWhz19aSSyHTrKMF0H7xsd/avRjVWwezUjIv8Aw7PBHtlj5f7vPQ+9UqtmJ0o3sQ2Xg62H764iUkdWznmt4VDnqUEiG90pGlUiPCJ8oAHWt1V5TgnRi2dT4Y0C5uQEht9oznkVXtTCVFGxrOmNbRxRSR4/eLziplV1sYOlrc2dOiCX6gJycKPpjrWtKpY56lO56PpkymwdQoCxYH1rsjWucMqVmbFjryi4ktEcAKgIGenFbKqctajdHofmL4j8F6joF0AXa382PPOMAnP6V7eTV+Wrc+fx9O0Wj5zVdo2EY28Yr9Hg+ePMfGVYckwz64/Gtlqgs3qV72+hsITNORgdgck07G1LDyqHJ6nrl1qQMaMEtyc7ccn8aZ7uHwipxTM3YO1B22VrIdQKzCgpBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAei1B8YFABQGwhVSBkcg9aAdSwADBU8/icflQKFSSLun6xq+lSxz2Gp3MLwHMWyQgJ9BTOmGJkjrdJ+Nfj7So2ja9gvdxzm5h3t+hFUdEMXLqd9of7Q+lyxuuvaXLAygbTD8yue5x2oO2GMS3O50b4keDNceGGz1y3E8q7jE52lfbmg6446LOjt7iG4QSQSpKucbo3DCg3jiYsnyDxngd+1Br7aL2DOO4I9qAvcCfSgQAkmgqO4tBYUAFABQAUAFABQAd6CZBQQIf5ClLYFa+pyXjabzLrS7JDhmmLkeoGOP1r8x4qrOTcUfQYGKVmWPESJoXhy4vXKj7IhlYjkY7Ae/PSvg403GLbPejVTaR8xXYvNVuzrl4ry3d27fZogOfJz94+nevMrx1Pbw89DOudBuJJGsrO3aR5Dh3P8OfesFeJ1cxbn0PRfDembpo42nUcZ+8WrWLZpGRzKeFr2/c6pfBY4nPTPGK0V2EpamdqdtnNnp1n5mOA2OB+NdNO5nVloV9N8B3V7Mst5xg9B2rqjFtHl1J2dj1Lw94atbWBYhGMjvUSuiOa5heLdODaxaWQVWUMWbHoBmoV2x6JCxacsEhnMfc7DXTBM5aljeuYpNO8NF34kkIPHeulS5Y6mCSlI5iy1knUi6EklQKqnVu7E4ikoxue26JrgsfDt7q7bRs08xrnu3IxX0mUUpSqJo+MzSaimjxAOXAckEk5P41+o0I2pq58TKLqz0MfV9fhslaK3IefONvpWq2PSoYVtK5y9zdT3svnzysWPbsPwpnsUcPGC1GUGztfQKBBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB6LUHxgUAFAPUKCOQMc5oKuFMfMKeRjFFx3Ex27Dp7UXE2xrKByvB9xmi4RnKPU0NO8Qa3pEaxaZqt1bIrBtschAz9KLm0cTKJ3ek/Hzxfp8DR38cF++7cskmVKqB90Yp3OqljWnqd3pH7QXhq9uDbanYXNiFQky5DhiMdAPqaVz0IY++ljttA8beGPEcUMml6tC7zBtsTNtfj2+gp3OmOJjI3UcMNwdWA4JU8fnRc6IVIPqPBPdaZqppi0FpXE5oFqGfegBcj1oAKACgA70EyCggQ9PrxWdV2iyX8SOI1+OS88daVaJ2Uy/TpX5VxFJurqfR4SHunR+NdDk1TQ7nSIZPKjkG9iRnc1fO10uRHoUm+Y8luPCC2asiFWdhhmxjavoPTvXi1aakz26NSyMmTw69upispQiZyuR82frUewR0xrvYwbvwtAkxu76VpHByQy5Gank5Tqp1LjLvRI7+IM2VjXgAcCtaUb7lzmkyo2kWlovyKin2FdUUkYTqKRJAtvGQQg/KuiM7Kx51WPvGj9oVl2pgHGaym+YUdDjPESyxeILS5LnyyGDE+4qFownqbUVvJPZx7RyCD+Ga7aUbnFUkW/GSldINtGCCigj+tOau+Uzo6yueceFg97cXBA/5a7EPqc1jRjy1LF4yS5D0/xpqUOj+DrLT2mVPtTlpCTgKq4GPxO78q/SMgoJpHwOZxdSTR4zqniKW5BgslaNFY5b+8K+8b5VynlYXBJSuzHzli+SSe560rW0PXUFTYgAAwKCpPmFoJSsFAwoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA9FqD4wKACgAoBhQSFABQUFAMDzQSJt96BMAMeh+ooEroUDockkHIPpQaKbQsTSwSLLBM8brnBViDyfagtVpo3dK8d+MNERYtN8QXkcSyBzGXyD7HPamjWOKmmdvo37QviG2mc61YQXMZwE8tdmB3NUdtLGPqd/pPx38EahKIru4lscKCXlQlc+gwDQejTxy6nYad4q8P6tEk2nazaTCT7gEg3E/Tr+lB0xxcWanmfLk49cZxQaqtGWiHAnJB46YoDmFoKi7hQUHegmQUEDXyCp7DmpmrxY4q7KOlaC114zXWJFzDbWbj8eMf1r8v4lp2nc97CS0saHiXVbHTYPLnu4/lxkV8jWl7qPXo0nJnm9/rWiXSuDfIvJxXlTlqexSouxzlzKjHdBJu2nOR0xR7RLc6YUGc7qFyNQu/LDnA4NPmTG4uBDfTCJBbxZbjmtImcpNnOOt1NdEclFOK2iYybNPyYgqjgcc0pSs7EqPNqxk5VUHlkZrSKuZy0IbnSU1WBYHTL5BVvSt4Ur6mMp2NnR9Ke1QxykMOF+ldUIWOCrMb46tlXRpGGMndz+FRU0kxUG27nnvhGxU3FpYQja0hAP+/1rLCx56w8anymX8XNcXVPEkWnWkmYNOtxat/dMnLE/m5/Kv13IcNy0oyPlK8U5O5xJUYA54GOtfQT+KxzRioCjpVMpu7uFIQUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB6LUHxgUAFABQDCgkKACgoKACgVgoCwUFBQKwUDA57HFMVhNo7UXAAuABuPHocUXK5mPglmtpElt55I3jOVZWIINFzSNaUTq9H+K3jrQ4o4bbWpJY1bcUmUPv9iTzii5vTx04O6R3OmftHXsTSnWvDsLq2DELVypPrncSKLnbDMJS3R22kfG3wLqr28D6h9lmm+8J8IkZx0LHimmdlPGI7ezvrTULVL2wuEngk+7Ihyp+h70zqhiYy3Jt3AO3G7lTnII+ooNueEuouT6cetArJ7Cfe79sVSV9xax2L2m3Asre8l5JZFj/AAOa/O+KqKjdo9rA3k1c8f8Ain4s0Hw7DNqGt3sMUSfNtL1+azqSk+U+sw8Y043PmDxN+0j8NGklWG4uPKQ7VlRTtL9xn8q3WX+0VzoePjS0K3h39oLw9q10bKw16MeYNoWRsc+nWsKuXyWrNKWaU5JpHqXh+9nvokkZEBxncpzu964JU5U3Y1VZ1ehLe3pQPuHzZrelKy1HKPYzl1OOFtzjIx1roi77GbiupE3ia2LFBFvPtWdRyTvYpQi1uEHizTbVybuycr60U67TszGpQT2On0LWdF1PHkOELdBkV6lGtF6HnVqMonWQ6YgCRjkvyMV2pK10eXWujO8aaJPfaYLeGM9cHHsa5qkZNsdGv7NXPOvDNrcaf4jijuEC7JGZQB3xRl8H7dXOivU9pTueT627yazfu5JJuZTz/vnmv2jJrRoRPkcQ/fbKmcjnrXdJ3qHMlz7iitJaMrl5dAqQCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPRag+MCgAoAKAYUEhQAUFBQAUAFABQAUAFABQAUAFABQAHOCAcE9/Sgd7CFRggcAjBoFzPoKMgcEggYBDEfoOD+NNBGckWLHUL/AE24hu7C8lgnt2DROjkFT7VRqsRJHXaR8Y/H2kJIq6r9rMjBi10N7ADsG60HTSxck9TvdH/aL00xk6/ot3GVUDdalJNzd8gsMfhmg76eOS3O60b4o+CNZkggttaSOa4XIjmjaMqfQkjGfoaL2OuGNjI7HS2tdWtpzaXkE8eQpaN9yk8+lfB8U6xPfy+spNWPNvib8IfBvim0mt9bt/OL5PL8HjFfmqSjPU+0wqU42kfKXxS/Z9vbTw9JoPhCOK3h+0NcRk/IATgYzjpxXtYatBLUnE4DnV0eK6V+zn4zs9VS51CTTWeIlgVu2cluvZTit60oSWh4awlSlU02PsD4beCNXstGtReyRmXyVLBSxzx7gV4daipPQ+moVlGnZ7j/ABDoNzBcOhXaOvNcssK76DjiFFNM4TxEZ7O2coOVIHTsTj+eK66OHtuYVMQnseKeJviR4o063fUtGNrb2aztD5twuSXXhh+Yr06WCp1Y+8ebiMZOm/dMfRf2lvFMoSzvfDltfBmIJicAkDuBis6mWU46omhmM5OzPYPhz8RvDnjFgLGU2N7Hw8LD7pHvXnVMO6ctD1lVVSF2fRfhC/YxolzIsjDADZzXbh23ozx8Uk9jtjZxSWU0pUbU53H0xzXXPljHU89U5M8s0O+0vUPFn7yyaSzilZXmGAFNeXh8XGnXPYhg5ToniXxS0CPw943v7K2YGCc/aISOhVv/AK+a/X8hxHtaMWj5XGUPZzaZyw6cV70vjuealZhVS1Y27hSEFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAei1B8YFABQAUAFArBQFgoGFABQAUAFABQAUAFABQAUAFABQG4UAtAp3HcKLiDFFwADB3A84xRcGNUbGXZwQckgAEn61MmOMnDY+jv2a3nXwnqUUJJ23QIBOcZ3V8HxNK6sfacP/AL1pyPQ9XsJbgMtyAwPY1+eyhGW595TvGyR55r3hLT5ZHV4yEYHI3tj+dQvc2Z61Go5KzMK08D+E7S4WZ1UtGCd0gBx+lV9ZlHQupRVrxR2mnW1ubMS2jCRVUIuAMAD6VdOsnuebKjJSOS8SiJ7gs8YGOK641Ik1aXU4rUdFtNTjkh2KcHdjHB4raM4mEYXepwWu/DPTrmzNnqHhq2mtS28CMMBn1Iz17mm6vK/dNpYeMlqcppXwB8GW98t7bWKwSAkAKzcA/jVe2ctGYrCwg7o67Q/2fPDltd/btJhNrcFtzSKx+Y++a5qj1sdDSUT1vQfDWoaPHGs8jPtIGfanDTU8urds6vU9ag0zQb66upAkUMRZ2PQdaxxFaSvfY7MJh3USPCdS1W7cadNok3lRagyyShTjcp5zXg4WlPE4q0T62eHp4bDc0tzkvizq1hqniaL+zbj7QtpZRWzSA5BkDlv/AGbB+lfueQYd4ehGLPy/Ma6qV5OJx/QY9OK+olFWueLOTTFHvWaBO6uFMYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB6LUHxgUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAGcUNXEz6H/ZsuEg8NaqSeftKkc/71fnnFLsfd8MRvY9B1vWBhicjHvX51KrY/Q6dDmPPfEviUW0beW4OQc89KxlWO6lQaPM49ce/1JjfzSLaJlnCnqKxlNs9ClFJWkdpoHxZ8Ex272ejSMpjG0rI3U/WmqjQ54VS1Rk6v4x0+7mZ3eNAc4JatI12ck8G5PQ526uzZWw1e21KGUb8vGp7VtGuzCeCcNTuPD81lrNlHchAQ45B7V0QrNnPKny6GkPD+mE7/IhDDtjmtlVMZRJF0wxgmOJQB0K1opczuc9SLsXLF1ZfJk3Ow/StYnMo66nD/Glr8eDH0jTbRp5NQuVjkIONqY5rmxa5o2R7eXOMXqea+LYk8KeELOISZvHhW0tlHVVA+Zv6V9Lwvkl5KrJHFxDmycPZQZ5UAcehPJx3z3/rX6nToqHwn545Sv7w7HGK6G7qxDVwqQStoFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHotQfGBQAUAFABQTcKAuFBQUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAIx4A9TTSuTK/Q9j+BGqrDpWr2AbDLLE/578/yr864ti0tD7zhSTcrM6DXtcbzZIzMwGTjJr8rqTlc/V6ELHnmv6h9oikj3nJPBpJuR6Xs4qN0Hhi60mJHgujCW/i3ntWsIvoc123ci1zS/BkiSiwSCNn5LA45rRUr7mntZrRHE6r4Dsr0LKdXmkWQ4Co5wn5VpGgmT7eURNF8FDTENuL+SSNieN5bP51t7BJaHPPFzm7M9P8GzixiNqGG2Pp+VZXUXZmLgpu7OnbWI1wc8nmtYzRM6EUtDQstZiaRfMYY9DW9OZyVKXu6F6EpcT/AOjBRlsHHrXctjxa0/ZPUz9Vs7HWL86dc38cVtCoEzk/6tu5/KijQdetZ7GccyVNWTPmP4r6/Z674xuI9Jlc6fYj7JDnoQvBYfUgn8a/V8loqlSUUeBjasq8+dM44cDGMV7yTXurY4J828twNOS5SYSu9RalO5UrX0CgkKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA9FqD4wKACgAoBhQSFABQUFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAAeeKL6lLRM9A+D9wI7/UYFb52gV1X1C7s/zr4riujzQbPrOFsQlUSOs1hUuJJDu7d+1fkNeFpH7DQrLlTPPfFkj2sbLbHJI+XHUt2qEjp+sq1jN8GfCm/wBTmk1bxTqF3ClwuUjjk2YX3rppJJGEq6TOj1T4beDbSFYor69PqTPnmumLRpCqmcvqXgWJVZ9L8SXsDKPkGdwz7ir5kmZ15nM3V5488Lxbri3i1KAZGYRsf9K1clY4PaanX+CvEFzqdi9wyPBKPvIw5rzK+stDuoPmR0M2pMuArt+NTG52undF/TtSdnRWkzXXRZx1YKKsdzpep22nafcandSIq20Tyktx0HH616KlofnvEeMWFi2jz/wV4kn8fanrmg21h5q6hA2+WFvmQcjI969jLbXTZ+T4niGqqr5XocNe/sz6otiH8J+MJJL3fl7XVIgpYeikc/jX32FxkaUDtwWezqPU838Z+FPiH8OX8zxl4Pure2bBS4hUyRsMnOWHC9O5FehRx8ZM+mo4tVopnP2nifSLwxpHdgM6hsMMYrv9pzo3ceqNKKeKYZhlV1JxkEHBqlsNEmSei/nTGKOnJzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHotQfGBQAUAFABQKwUBYKBhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAAal8wrN7CE4GT096PhXMy1H3Xc6zwT4c8Vy6lbajpVjcCBztaUrhSp6ivnM4qYfEU3Ge5eX5tTwFXc7Lxkup6JvlurVzEepiG4j1zX5BjqKjVdtj9RyninDYhcsmcPp99FeXyT3ihk3bl2nI/GuBpo+rjiqNRJxZ2E3itZYXt7Z0GAFJz0pxm1udLdKSVjH1DSIbyOO6vL2RgeSENaqZrDkWxzmpi3sHJs7mTbjgE85rSLvqyqlPnV0Ps9QW4iEc6Akd271smmeZOlJMv6PeWNrcFPIUBjz71jOKudFCt7N8sixf3NpcSsIgEqbWPV+sw5bkulJunC7yW/hx3renG+p5mKxcFFyuZHxk8cHR/Dg8MWTg3N2pFyM8qprrjJWsz8h4rxSrJxuXP2LdKvrrxJrOvSZ8mG3EKk9NxP+FfTZNQjVtc/NqOFVWR9P3c0OmX6CeBZIHO3O0Zx9a+lq0YwVke5Ry+nSXMkXta0bRta0Oa0njS50+7XbJbMocMOc9aiF6b0PRo1HTVkfmj+0J8GtR+EvixoFi3aRqEjyWLn0POz/gINe5hMQ3ue7hKsqmjPM7W9u7F1a1meMocjB7/AEr1JTXLdHbJRua1n4x1eDcrvHNk5zJ1qITk2RZG1ZePLOV9t1aPHHj7yndz9K15iWbVtrumXbKIryMMyg7G4P0OaXMBdWQuMpg/Tn9RxVXAXce/HtRcAyaqwDhTsAVIBQAUAFABQAUAFABQAUAFABQAUAFABQAUAei1B8YFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAVMhMTJGCBn1rTmUY3Zq5KEbnS+BPD/APbOsRXF3ETYW2ZZXbgHHQV4eZZiqVNo+ezXN44SNu51njP4k6rp0Qg0gCC2jBCpEcAKOnSvzTF5hOc3qfneJzSpXq+4zyq4+M/iCxuZJGviY2yJIpB5m8enOcV89icQqkj38oxeKo1FJsS3+IPw61tgb2STQro8EwhijH1IPArilUR+tZfxLKMVCTLw1TS0Oy31a2uUIyJEbn8R61lfmeh95l2dRlG82XF1e5ltvLjZtgGAwauulSbPpcNmdGfUwL8XXMk2WQHIbfXUqJ3vHw2iTWEV7MoeIMynnrWsaJy1sbBammsFwGEmNm3qWYCr+r3OD65CT5mxza3oFlzf61axbeSu7LUvqxy4vOqdCO5Rvvi5oenwPa6BIl1cuMB3BCJ7k1fs+SNj87zriaam1Teh5RqOoap4l1cSurT3dzIIg27IPPQe1OjRdRnwOIx9bGys2fd/wJ8AP4E8D2lldIY7y/cTuAB93HQmvuMmw/soI9fLqLjFc+56FrWnPNbmVBuHBAx0r1a3xWPfaSiUdIkmhU2xJC84bP3WNRNWOSNNyncwvir8MND+Mvge88H6nDGuowES2cu0bkkA4+Y+vFaUaziepSqKirn5k+PfAniH4ceJrzwr4mszaXlszfeOVdezKe9ezRrc6R1wrc+pzw+YAkdORXYlZXOiDuBAIw3zD0PNHMJ7ir8pyvFHMIsWupajafLDezIgO4Irnb+I71SkBtWvjjUoUCzwJPz97hcD8KfMBs23jfSZmxcLLb8clhkfpVcwGzZ6tp98q/ZbyKQnnbnDY+lHMBaDfxEgj1AqwHUAGV9aACgAoAKACgAoAKACgAoAKACgAoAKAPRag+MCgAoAKACgkKACgoKACgAoAKACgAoAKACgAoAKACgAoAKBMKBB+GcnFJq47N6nSeD/AAgfEDyXl5OYbG2Ybmx80nsK8LMsx9hFpM8DOc7pYSm0nqdrqENotobLTg9rAo2hIzy3uxNfn2NzSdd25j8dzXPa2NqW5tEeY+Lhc2IGwMyrnOTn0r5+tU7G2W1oTlrueY6w8dyzy+Wu/ptHFeVUir3PusHVstTjb6PHmYlCOvOMElj6AdKj2XMe/hnd3Rz8t7qFpITHcSR98A4rWFCSWh9JQxVZK1xR8QfFWjL5lnfh8dpssv6Gu7Dpp+8e5hcfXjuy0vx/8bJHiax02bjHMD/4160fZ21R7NPNqqWsirdfH/x/Ovk2iafZjGMJbvn+dX7nQ1eZ1J7yOc1Dx9451htt54gnGeoi+QY+lF10MKmMnbRjtLubueVWu7y4kZTy0kh6VzVJzWx8zmGJq1Lps9N8M6fqniF4tN0Sye6lkIHlxKST9eOlTSp1a0tdj5etTnN2Prv4G/s3QeH2t/FPi0ia8yGjtANwjx0zmvrMBgKaSbRvhMK4yvY+h7pxEoRXwueMfwY44r24r2OkT6SjTXLd7mpoUjXcLxT4K4wM+lDbk7s6HqrMy7+wa0u1ZCdu7cMdKbd1qS7RXuk8Ie5ma9jXEqphh2NZvTYzxMpKndHyx+2J8OLbxjoN34xsMnVtAJFzEAMvCACxH0BzXVgsQ1PlkzhwGZ3qeykz4fyf4hg19HKScPdPrqN2lLoGKmOq1NWk3dC07C5UFMOVBj9KA5UIFAORxTuHKhyO8bB42KMowCpwaLhyovWniHWbNdkF5IYwcsrEHj8eafMw5UbNt4+uo2YXtkjj+Hyzs/nmjmYWRsWHjDSbsESym3cJ5jCT+H2rW5mbNvd21zGksE6OrjAAcZzRcCU57sw/DGPzouA6i4BT5WAUcrAKACgAoAKACgAoAKAPRag+MCgAoAKAYUEhQAUFBQAUAFABQAUAFABQAUAFABQAUAFABQJgelAiexsJtTnS0gzukYDPoK4cfifq1O5xY7FrC07vqegXPiHSvCdlDpispeIbSAep7mvybPc2lOTimfjmfOtjaj5WYGqfETS9NtJLucFgeRyK+SjiJJts8rAZHUnJp9Tgr/4v6Jq5a0+zcscZ471oqvMfWYXhqpRXO0cfrJjJkmtiSWHAA6Umrs9fDUXzcp0PwR+EFz8UtRup9TnkstM08s0sygMx9AK9DD0FM+9yzLXUimezyfso/D3ULa2isba9lRZN01xJJjcp6gDNeksPGCPq8Hkzmjz/AMd/sZ+H5bmZvC+t/ZNxxGlyrMB7cA81nGhroejPJ3Tjc8g8Qfsh/FHSJS+n28GoRdmjmAP5HGK644RyPJq4aUHYwI/2YPi/NIceGwCO3nCuiGXyZjeUNzqtB/Yz+JOpKkmo3OnWKE/MDIS4/IV0wy9rQidd7HsPgn9i7w1pkkc3iPXDqDjDeXErY/M4reGU83Q5Kkec+jfB/gLw54Rtkj0PR4rXYu3zQBvHvXfQy1Ut0ZRw6bO70vc8TBxvZv8AloeCa9SMVSR3Qw6iguYQWVCeO9S3zajehbsFaBWO/APSkK5NHdxTI9nJjcf4z2qug27pFaxUWN4Y2kJJ4APQis5GlaF6R5R8UY4oPFtxaSKrQalAouFxxsb5TxXnqv7OqfluNxksDjm+lz8/vit4On8CeONR0J0AjVhLb+8bcj8ulfVYCt7ZH6xkuNWMwqZyI6da9RqzsevHYWkUFABQAUAFACYGSfUY/CgBRxgjjHpxQDEKqcEjOPWq5jJjo3khZXikZGTlcMRg0cwGlZeJ9Zssg3BlDHLeYc5/OnzAblt4/HLXli20jgxt3oUgNe08VaPdsii78tmGSrrgD8a19ogNVJ0lXdFIGViNrLyDR7S+gEtABQAUAFABQAUAFAHotQfGBQAUAFABQFgoCwVVgCiwBRYAosAUWAKGgCpAKaAKdgCiwBRYAosAfjRYl6iZPanZC5uXcRmCqSzBQByT2rNyUYtsqNKbi5dDu/DVjBpWmxXjqpuLz5ge6Jj+tfn3EeYStyJnwXEmYKK5Gzx/4jX+ojWJbpZW+UkA57V+U4ypKpVu2eJlnJiF7+pyuq6k2paQYHcltpNS43SPfw+GjSq8yR5vIl1bTiZQ3XAPofWtIvSx9XBKpCx6b4Ra68Y/Y7HS9rXk7pbeWepOeW/IGuqhHmep59HLJvELlR9p2fhCx+FnwxvLDTrZEvBCjXUgH3nIJP8AOvcoRUVofqGW5e6cFdGz4QvWbwLbX0imNp41OSOpxWzndn1eHpKktEcxrWtSab511dAmJELEjkn0FbU0jWtqtR/hfVrvUdJs728Pl28oc4YYcntmu+jKx4mIoxk9jq7bTo5lWSPBOBXrUJR6nhYmhbZDhp6KxbYoP0rtjFSd0eVOCg9SzDbhVBUcA10X5FoTy32NK3HGD3rP2jlqUo2NSzcRurs3HSk3fcvmZPqMJG2aPvzxQkkiR8ZzC3PQVVgsZl8ZYdskfQnmpYFmK/guYh55CuvCH3pWKcm1Znhn7UWv3Hhk6R4gBAgeMwyP6sOgP1r57HXhNyR8Hn+VqrU50jwr41eFrv4reA9I+J/h6xe4vbBGtNRjiX5imcq34DivYyPGNStJn0XDVZYel7OR80jOMMCD3BGMV9nzqeqPtk3NXQD60rgrrcWqNUFABQAUAFABQAUCsFAWCgLITA9KAsgAAOaVgsieC9urVleC5lTZyuGPH4U9hNI07bxjrduCrzCbPIMi8/pT5mQbdr49tZA32y3eI8AbeQfpTUncDat/EOkXjCO3vYyzchSdpHtWtwLscqSKXWQbemQcimmA/LY7YqtADdjkmjQB2V9aNAsei1kfGBQAUAFABQAUAFWAUAFABQAUAFJgFSAU0AVQBQAUABoFLYD0z6UF01cq31/b2MZeeUZAztHU0HTHCe3dkYCX974h1S3023BRJ5FQJ3IJ5ya8zHVfZU2zbGSWFwzPXWuE8lQMiOJfKjVj0UdDX4vnGOdSs4n875/i5V8XyrueYeMrQXk0w25B6e1fOT9+Vz0cum6FjzG483TndAC3bmumMLxPtqE1VipGXOwnyWAGMkL2rGOsj18NW5fdPSv2TPCetar8aLCe3tnOlWySXE0hH3SEZgPxIx+NevQhofZZJThUndn3VrOgXHiCKe0uZDHZSzbmJPJX0/SvSjoj9Kp0YqCsUddez03TItGsQGhhARMHsKlSOqNHmWhyd+bI/u7mLzUXlh1rppyCph9BBdC6jVrSPy4UXGPauhTsedOh3K3h/wAXarJrM9qny2sC8lxXXTr2POrYVM7uzvodRi3xsCSOSK9TDYi6PAx+F5XdF2327Nue9el/EieKnyysWBIsYFSo8uhrJp7EqyuQOSRTEattdiePyZOw4JqkARkxIUY9aYFO/wCYee1SwMqIqG+c5yc0gPM/2nvDP/CU/CW6RMmSwmS5XHYA814+aQtBs8vHyi4M8s+C/jYeF7IWN1CJtPnYW1whHDDHWvCwWMdKdkfBrNnhq/ImfOPxj8HDwX44v7G1z9guJGltZP70bHII9xX6Vl9d1acWfquU49VqEb9jiucDIwfSvVnoj3muZC0R2EtEFMAoAKACgAoAKACgAoAKACgAoBh1OfSgyEUBPu8UAKBjpxiq5gLEGpX1qoWC6kVQc4BzTUgNm28banbJsnhilG7gk4OKrmA3dP8AGukzzCO8jlt1CgsxG4UcxnVvyux1C+M/AQUA3hzjn92aOY4r1Tv6D50KACgAoAKACgAqwCgAoAKACgApMAqQCmgCqARuBQNCA5PJoM5SaYp45z09qDWMHU0Rj6t4ghsS0EH7yYjjI4z6UHpYbC90cpc3c95KZbhiXPXnp3wKat1PZp0FDWJ03g2CO2iudduRhYh5UfqXc44+lfGcT4p0qbUHY+Q4ureyoNR0PRHeH7FErMRtXqPSvxnESc5uTP51xPPUxDkcV4smtbeJnhk3M3AzXPsfQZdGU7KR5rqCpO5LnDEZ46VpGUtj7HC1PYxtYxjaRecEkdcEgDNbQp63Z6NKUpaxR9Ffsz+JrTw/4/vfDiyBN+l71Pq+Qf5A1305WPu+FeaVV8x9Cax4zGx4UcgDPHTrVOtJdT9rpYeMqSscDqXiObzC4nwBnjNKNWXc0jR9mtTnLjXpSzH7Q3z8cGu6lUbOd6stWfiD7OiJvPB9a6VPUyrU0X01kXAmaH5SR8/uPeulT0PMrUzR8C+M4H1L+zIQ0sanD9tprrwdazszx8ZhnONz0X7QyOWhkDoTke1fVUJpxufG4ilyTLgmEiDLYNU9SIu6LNvcjGM5pFlmG4AYHOMdaaA1FYXCb4yDxTsZtlO7DGPDehosiU2c/K5WQgnoaLI1RFrlkuveGNU0Ujcby0kiUHudpx+tefj6fNA8nM6TUHJHyr4e0i4sdPk065jH7qSRWOOQwNfF1YezndH49m7lSquS3Mf4o+ErjxV4KknRjNe6ITNG38TQj76+/b9a+qyTGyTUWz7bhTNZVVCm2fNo3K20gjHGMdK/QeeNSGh+x05pUkySpWiGndXCmAUAFABQAUAFABQAUAFABQAUAFArBQFgoCwUBYBx0oCyDAoE0hMCgg+pq1PjAoAKACgAoAKACrAKACgAoAKACkwCpAKaAKoBGOBnGaBp2IppY4F3zzJGhGck4oNadH2jOZ1TxJLcM1vaDZED98MdxoPaw2C5PeZiHqSWLFjkk0HoQgoCBQc5HPb61lVfLG5dSooRudgHSx8N6TYMf3l1P57jv1wP1BNflnFeKd2j8v4txDqJxNHxf4qXSI47K3ZSxXBNfnz95XPzjD5aqsnI43Xru4k0Rb6TK724yMVHLoerg8GqdSyOGl1xFkO8gqO/pW1KF2fUUMFGVrnEavrWptqi/Z5XMbP8gUk5PpXpeySjc+ooYOlTp3Z6lDq+seEdX0HxpbCWJ0tIvtZxkkNGAc/ic1zxlqzTK8whQxFoH0ZaeNLPXtLj1G1u1kDoDweScDNKTP2TLszVSCTMi71suhYyKM9MGlB6nvTqKpFNGPJqD53CXP413UWcL3FTU7mR1CsF9STXQ56hKNzYTXlslj2up3H94AetdCnoYSpXJtN8SW+n3bvbIImuHxGFGd5rbCu8zzcalThY940SOc6bbTXK4d4gxBr7TCxbgfAY5Xmy0WMbE5OPSt2rHFFWQ+GfDbQaRReWT5etUgLtjfmAbMgLTM2XhJHcRHMi55xQQjn9RieGTPlFh6g9aDVFS2vvKdSRtYHjnpk4rPEQ5qZljbTp2Pl34qeL77wD8QNQsHtkW0uG+0RZXjBGG/WviMwhyNn5vmWU+3k7HnepfFq4jvoJIZE8p2KyRY4dD1H61zYDFunULyXLJYKrznnHj3TLfTtfkvNPQGzv1W7t8dBkbmX8GO38K/T8qxDrQVz9awdd1qaic/jHBOcV7R6cVZWCgYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUCYUGZ9S1qfGBQAUAFABQAUAFWAUAFABQAUAFJgFSAU0NNR1Y1iAMntVBZzehR1HWbPTkzJLvYjhV6j60HoYbCubs0chfaldahKWmf93n5Vz0FB69LCqD2K2Se9B230sKoGelBI5V3OigfeYCufE6U2c+Jly02zd1G8S517SoQNqwhUwDxkda/EuJJN1ndn5Pnjc6ruYuoznxJ4o+zKxEAb5zngAHrXzytKNkefh6XLC6Mv4leN7J4E0ez2pFa/u+vU4rWFDmPVwOBlOd7HkN/ru1mjEgIkwMDqa6qeFcdT7Oll6jC7R6L8G/A0WrX/APbPiBGFnblWiVgfnbn+WB+dVUlyrVnz2b5hClH2cGdp45vrG7Se3hKIygRqgHBQdB+grgUuZuzPm8uq1FWcrs4bQ/FOteFbvNlMslsTl4s8e+B0rVJM/VspzV0rKTO8g8f6fqKLIJPKJHKMe9bRjE/R8NnNKpBamvDrVpJEHV0wOfv1vGx2QxdOpswn1uONVKFWDZOM1so82ptGUW73KyeJLOaIlwQQQuNw612UMO5vcdevTjHc9X+Cvg9dUu7fXddiby4SWgRhw3PFfRYHAxW58Xm+YqEuVM+h3RCoAj8sY6Z6V9PCilHQ+Hr4iU5FaSDqQCwqHTZtSqe7qUZWaNsjK4rJwZp7RF60mNxESCeKFFkuV9iVlkZflJrWMGK46OK8wpR2wPeq5CXNIttG9zAVlchl6GjkD2qMe60mf5jFk85PsPWnLDuUb3CracD5r/a10uIW2ma9cx4mCtCzY/HBr5LNsPFHi1MI5u6PlWOcXTbXOADwRXxsPdqPUhUeTqdXdWJ1fwCXjRmm0aQlWH/PNjnH05Jx7V97w1irVEpSPVyrFRpVLSZxHHavv3Lm1R9Zzc/vIKAuAqjUKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAsfUtanw4UAFABQAUAFABVgFABQAUAFABSYBUgNkYIhZugpouEPaOxz2qeJY48wWLeYejP0x9Ko9jDYLqc3I8krmWRtzPyc8mg9KlTVJ3Ex+lB0c6YUEhQAoJU7h1HI+tYYijKtBqJnUp+0i0VI5ryPWUuAGZFViD1+bFfludZHUq1GfDZllnPNszNZ1K80LS5U0yzmuby7BZ5EQkr7AjpXk0uHKiRlhsp52kzyHVbfxjqc5Q6Je7nJJZo2xXdSyGpHofWYTLI0I3NzwR8L9b1O+jvNZH2WGL5yJOCcfWt6mT1VGwsbNqm4QPa4/ERtdFgttPhMBt2ZdqpjcOOf0rx62S1ZOx+eYvJq2Jq3OJ1qfVryR7iO2mdiTnahrKHD9WOp6eCySVGykc/LbauF3LplyWPX5D/jW8ciqntvBSptWIPK1oHL6Rc57ERn/ABq/7Dqo9OnTrRSsx4PiEcw2d/Hj0Vq0jklVHdSxFal1L0KeJbi3ee5nvl8sbVTawP8ASuqlklRI74ZlW5dzV8OaXfT65aTXJlMMRDypNkA+3NelhsqnFnLWx9afU+pPDnxN0vTrG1t2ubeFbYAKgYCveoYCcY3PPlRniPekd9afGvwYYhPfaxaQ8fNvkFdkcNU2MHgGtTSj+N/wuKADxjpA3etyox+tbRouKtIFhWgf4ofCy5QuPHmiAnsbpaiVIPqzILT4rfDOykIPjrRSv/X2v+NNUi1QaRq2/wAY/hW3DeN9DA/6+lrWNIfsCcfF/wCFZb5fHuiY9Pta/wCNU6SIeGbdx5+Lnwq28/EDQx6j7YlL2SJ+qsYPjL8LIWZ18daHIduCPtakEVMqM5aIzng6j2PnH9sv4leD/EHhzTdL8K6xY6lO0jSMbWUNt46HAr5rM8vqTIhg5p6nyXZTOiASoQQPpXykckquTZlPL5ybaPT/AADrmkJo+pWOo3cMa3Nu8YR3AydnHGPevVy3La1GoeP9SrQq6HnN3EltO8ETrIqsVQqc8A8V+j0U400mfd4ZNUYp9hozjnrWhuA6VaNUFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH1LWp8OFABQAUAFABQAVYBQAUAFAAaB3sIcdefwoKjJSfKVru+t7OJnnkVSBkc8mg6KeGc2cnqeuXV+wRQYYsfdB6/Wg9nDYRQ95ozcD0oO5JLYKB7hQKwUDCgBR1pNtbAOHHTisZUoy3RDpwlugwMYxxU+wh2QKnBbIMD0p+xh2LE2r6Uexh2M5Qi90L7VP1al/KifZQ7BgUfV6f8AKh8kewmB6U/q9P8AlQ3FPdBgelH1en/KikgwPQUfV6fZD5UGAeoFXGjTXQOVBgEYIFUqUF0FyrsGB6CtFGNthpJbGX4lhkn0a5jiBLbQfwqHFDtc8zCqowBj1+tZNJsXKg2j0qeVdg5UG1fQUcq7ByoNoHQU+VC5V2DaPSiyHyoXFHKg5UJgelILIMAdBUShGW6DlQuB6Vn7GH8oWQU1SitUifZwethMD0FbpaG6SsLTHYKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD6lrU+HCgAoAKACgAoAKsAoAKAEbpQF7DeO+KC4R52ZOra/BZK0UJLznjA6Cg7sPhPeTZy1zc3F05munBkPb0oPdo0FFXIaDdzXwoKCQoAUdaAFPSgBtACr1ppXAdRyoAo5UAUcqAKdkJhRZEhRZAFFkAUWRSClyoYUmrAFABVICtqP/HjP/wBc2/8AQTWcgPKDWTAKQBQAUAFABQAVLAKQBVpaAFPlAKRqtgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD6lrU+HCgAoAKACgAoAKsAoAQkY5oBPm2Ibi4gtozJcTiNRzmg3hQlUdjmtX8QvMslvZgogPL+tB6lDCOD1MUkH+Nt3U570HqwikrDaC72CgAoAKACgAoAKAFXrQA6gAoAKACgAoAKACgAoAKACgAoAKAI5olmRon+6wwaAPJ7mIQ3EsIPEcjKPzNZT3LitCOoKsFAWCgLBQFgoCwUBYKAsFAWCgLBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB9S1qfDhQAUAFABQAUAFWAHGMk0DSvoZ2patDpqKX/eSseIv60Hbh8PzM5PUNTutSfdM+1AeEoPco4VQ94qUHVdMKCbBQMKACgAoAKACgAoAVetADqACgAoAKACgAoAKACgAoAKACgAoADgAt3HT8CDQB5Xq9tLaandQy9RKzfgTn+tZT3NI7FOoGFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfUtanw4UAFABQAUE7gcetMFF3GvIEUuWACjJPpVGkaLmzntX8SIjeVpzq79Gl9Pag9TD4RqzZznmO7M0jbmY5JoPUhCwH60HWnoNoJCgAoAKACgAoAKACgAoAVetADqACgAoAKACgAoAKACgAoAKACgAoAa3X/PoaAPNvFH/ACHLn6j+QrKe5pHYyqgYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB9S1qfDhQAUAFAPYCeKBQV2Vby/trFC1w6jgkKeppndTpOTtY5PVNbn1FikRaKIdv7w9Ko9ihhEtzNGMcUHbyKOgDmgrlSCgQUAFABQAUAFABQAUAFABQAq9aAHUAFABQAUAFABQAUAFABQAUAFABQAhOM/Lk8EUAefeN4Yo9VV41w8q5b61lPc0jsYC8DHpUDFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD6lrU+HCgBCRnmrFUQHHf8aB0k5aGPqviGGy3W8Q3z4IGOgoPUoYRp3Zy13c3F9L9ouJN7gYAHQCg9qlR5UQ0Guwo60AOyPWgBCRigBtABQAUAFABQAUAFABQAUAKvWgB1ABQAUAFABQAUAFABQAUAFABQAUAFAHEePbVluYLon5XG38qynuaR2OW5xzUDCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPqWtT4h6bgeh9qYEM08NvH5s0oUerCqNoUpVHsczq/iKSdmtrVmSM8bx1NB7OGwSSuzEOWO4k57sxyTQeioKImKDRSFHWgkU9KAG0AFABQAUAFABQAUAFABQAUAFACr1oAdQAUAFABQAUAFABQAUAFABQAUAFABQByPj/wD1Vr/vn+VYy3NI7HGDoKkYtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfUmRnGf1roPiLuroUdS1iz09N0rBnHRFOSfqKDtoYZs5K+1G5vpGaWUiPPCDpQe/hsMqerK1BvV02CgQUAFABQAUAIelADaACgBDIgOC6/nQAnmR/89F/OldAHmR/89F/OndAHmR/89F/OldAODKwypB+lMBC6qcMwH1NACeZH/z0X86V0A5HQnAdSfrTAUyIDguv50AAkQnAdfzoADIgOC6/nQAeZH/z0X86V0AeZH/z0X86LoA8yP8A56L+dO4DgQRkUANLoDguoPuaADzI/wDnov50roA8yP8A56L+dMBHmij5dwMUXsAz7ba/891qeeO1x2JEkRxlGBqtxHPeOBC2iu5ZN8bqASeRmpZpHY8/EidC6gj3rGQxQ6E4DqT9aSAdTAQuqnDMB9TQAnmR/wDPRfzoAPMj/wCei/nQAB0JwHUn60AI00ScM4pNpbgJ9oh/v/oaXNF9Rj1dXGVYGqEJ5kf/AD0X86ADzI/+ei/nQAeZH/z0X86ADzI/+ei/nQAeZH/z0X86AFBBGQQRQAtABQAUAFABQAUAFABQAUAFABQAUAfQWp+JQg8nTjub+8RxXQeFh8FZ6o5xnaR2kkYu79SaD01RUQoNfa2F6UD+LUKBBketABketABQAZHrQAhIxQA2gCvqE4trSSY9hUVJckWxrU6j4EfsjfH79q/wlqvj34WeKvBel6XpeszaHLHrV9dwztPHDDMzKsNtKuzbcIASwOQ3HQn4zGZxVVRxgdMaatqeh/8ADqP9sz/opHwr/wDBtqP/AMg1xf2xiO5Xs4nD/Fj9hT9p34Jr4LHi3xp4AvP+E78Yab4K037BqF7J5V9e+Z5Uk2+1TbCPKbcy7mGRhTWkc6rrqHskd6P+CU/7ZQl3n4i/Csr6f2tqP/yDUrOa973D2SPnlI9Z8LeM/E3w88Rz2k+reEtXvdEvZbR2aB57aZ4ZGjZlVihZCQSqnGMgdK+oyvHPFQvIwqQ5Tf8Ag78G/it+1F8QNW+HvwmvdGsLnRdNbVLu91mW4itEXzY41j8yGGUiVjISqkDKxyHPy152Z5tKjPkgXTp3Wp7Gf+CUf7ZhOf8AhY/wr/8ABtqP/wAg14/9sYjuaezR5T8fv2cPjj+yMPDdz8V9W8N6tZ+J5LqG2udCnup4oJIBGSkzTQRBWcSZQDJYRydNtd+CzmpKXLMiVNW0NH4Cfsk/H79rLwfqfj/4V+KvBel6XpmsS6JLHrV9dwztPHDDMzKIbaVSm24QAlgchuOhOeLzmqpuMBxpq2oz9oL9kz4//sk+CdO+IfxT8VeC9T0vUtXi0SKPRb67mnWeSGaZWYTW0ShNtu4JDE5K8dSFhs6qqVpjdJdC58DP2MP2mP2oPh9H8U/h/rfg7RNBubyeztP7cv7mKa6EJ2vKiwW8o2b96fMQ26NuMYJWIzurKVoAqa6lvxX+wd+0p4I+I/gL4Saz8R/hu/iP4jS6lHo0UF/qLRqljatc3EszmyARAoVRjLM0i4XaHZcVnVdKw/ZI7Jv+CUv7ZpOR8SPhWP8AuK6j/wDINQ84xHcPZoyPGf8AwTf/AGsfhh4I8R/EbxL48+G11pXhbSbzWr2G01O/ad4LaF5pFjVrNVLlUIALKM4yR1rSlnNeMveE6SPE/DGuf2rowvsHJTJwa+ywmI9vS5znlGzsdd8C/wBnf4yftZ6l4ssvhJ4h8K6X/wAIebIXp1y7uYd/2rz/AC/K8mCXOPsz7s7eq4zzj5zMc3qU6jhA2hTTV2eqf8OpP2zf+ikfCz/wa6j/APINeX/bGI7l+zRx3xm/YX/aZ/Zw+F+tfGP4geM/AGoaH4fNr9qg0vUL2W6bz7mK3TYslrGhw8yk5YcA4yeDvRzqtGXvCdJGV+zT+yT8e/2vbM+KdBvrPwj4Jina2bXdSjdzdOobeLSBcGfYwCsxZEBJAYsrKKxWdVZu0AjSS3PoZv8AgjV4qRTLF+1YGm6hG8GkLn/e+3E/pXnrMa6d7l8iPmD4/fAL43/sia3Z2XxNhtNV8PatI8WmeINNLvaTOpYiKTcoMM2wb/LbII3bGfaxHr4HOpp8tQzlS7Gj8Ef2PPjx+2F4H1Px18MfFXgvTdI03WZdFli1q+u4Z2njhhmLKIbaVdm24QAlgchuOhOeLzmpztQHGmranb/8Off2vP8Aoonwq/8ABrqP/wAg1wvNa76lciOU+In/AATJ/bI+GfhufxTHpnhvxnDZhpLmz8N6hLPeJEqMzSLDPFEZcbQNkW+QllCoecb0c5qwfvCdNHzTo2sx39v5ikHjpnpX1ODxccVC63MpKx3/AMB/gN8QP2nviLdfDD4b634e0zVrXSptXaXW7iaGF4o5Yo2VWhilYvmZSAVAwrc5AB8rNMxnQlyxKhG56T8cv+Cd37Rv7Ofwr1v4x+O/GHgC/wBE0A2v2qDS9QvZbpvPuYrdNiy2saHDzKTlxwD1PB8qlm9VS94twRhfs1/sSfHX9rXwLqHxE+GXifwXpmmabrEuiSx61e3cM7TxwwzMyrDbSrs23CDJYHIbjgE3Xzio37oKmjE/aY/Ze+K37IFx4btfip4j8J6rJ4pS7ktF0K7uZzEtuYgxl86CLbkzLt27s7WzjAzthc3nrzilDsej/s0f8E4vjn+0t4ZtfiHq/iGy+H/hHUo2k025vrR7m9vU42TR2wKDyW+bDvIpYAFVZWDVy4nNqtST5XoUoJHt91/wRR8Qw27yad+1DDPcBSUjn8INEhb0LC9Yge+0/SuSOYV073Hyo+KPjv8ABD4u/sueMo/A3xd0iCOS7g+0adqdlI01jqEYwGMErKpJQkBkZVZcqSuGUt7ODziTXLMiVPset/BH/gnZ+0Z+0X8LNE+MXgPxj8P7DRNfN19lg1TUL2K6TyLmW3fesVpIgy8LEYc8EZwcgcdfN6rm+Uapo534z/sR/Hj4DePPhl8OPGXinwVe6n8V9YOiaLNpt7dyQW84mtod1y0lsjIm68iOUVzhX44AKhnFVLUPZo9c/wCHQH7Xe/d/wsL4VY9P7V1H/wCQaz/tate4+RHg/wAJv2Wvi98afjx4z/Zz8KeIfClp4n8C/wBpDUbrULu5jsZfsV7HaS+S6QPI2ZJFK7o1yoJODxXRPOajjoL2aPd0/wCCQP7XKNvk+IfwqKjk/wDE11H/AOQawjm9ZO7HyI+OfDupHUIFlPUjBr6vAYn6zTuzGSszarvJCgAoAKACgAoAKACgAoAKACgAoA9groMgoAKACgAPSgBuD6UAABz0oAU9KAEwfSgAwaAEoAzvEPGkXGP7h/lWGJ/hMa3Pvz/gjWc/s1+Mc/8ARQ7/AP8ATdp1fmmI/iM7lsfSn7T/AO0/4B/ZO8A6f8RfiLo/iDUtN1LWItEii0S3hmnE8kM0ysyzSxLs227gkMTkrx1IxGfDXxf/AOCgHwe/as8efAD4efD7wp420zUdP+NHhXW5JdbsrSGBoI5pISqmG5lYvuuEIBUDAbnoDcoSirsLn6iVAH4CfEuXy/2n/jexPA8e+Iv/AE4z19RkLtGTMKu59j/8Ea9C1GbVfjL41ntSLGefSNLtp9ynfLGLqSZAPvDaskB5wDvGM4OPEx8+evJmsNj9L2uYEuY7NpAJpY3lRO5VSoY/gXX864ij4S/4LIeHdR1L9mjw94hsLQyx6B4xtJ7xwyjybeW2uYd3PJBleFcDJ+YHGASNKT5ZJiZD/wAEYmL/ALMfi1j3+IN9/wCm7TqKrvJgi5/wWD8Oa54w/Z++H/hHwzYte6xrnxO0rTdPtldUM9zNY38cUYZiFG52UZJAGeSKzTsM+ufg18LfD3wU+Ffhf4VeF4UTTvDWmxWSOI1QzyAZlncKADJJIXkc4GWdj3oA/Pe7+MrfFf8A4LNeDNG0+/E+i+ArfVfDloIroyQtcJo99JduF+6knnSNE2OT9nTJ4wHbS4H6d0gPzY+Ln/BWD9nr4ufB3x58NvDPgP4lxal4r8M6polnNd6bYLBHPc2skKNIyXjMEDOCSFY4zgHpW1GhOq7RQm0j4b8GaZLpfhnyJRgiPn619/gaLo4ezOSbuz7S/wCCMZJ8QfHbJ/j8Ofz1Ovh8f/HkdMNj75+PXxr8Lfs7/CfXfjF410/Vb3RvD/2X7TBpcUcl0/n3MVumxZJI0OHmUnLj5QcZOAeIs/Nz9s7/AIKa/Ar9ob9mfxh8IvBngz4g2Or+IP7P+y3Gq6fZRWqeRf29w+9o7uRxlIWAwh+YjOBki3TkldoLn6ffDTwPoXw0+Hvhz4feGbMWul+HtMt9OtYuchI4wuWJ5LEgkk8kkk8moA8f8GftRXXiv9tf4gfsqHQYorPwb4Wstbiv9hEstw/2d5lZt5BTZf2oUBAQ0cuSQVoAu/t1eCtD8dfsjfFPT9dsvtCaZ4avdbtSMhorqyia5hcEcjDxDPqpYHIJFNOzuB89/wDBFli/7Lnipick/EC+/wDTdp1EndgfSP7Vn7UHh39k/wAHeGvHni3QLnU9H1vxPbeHryS2m2yWMctvczG5CbW80L9nwYwVJDEgkqFZAe10Afgb+254V0XwH+2z8VPDXh2zFpYyajb6p5KuzKJr2zgu5iNxOAZZ5DtHAzgAAAD6LIqjU+UyqGN+yv45/wCFU/td/CzxtJbpLCuvxaXcbpNgjhvVazkkzg/cS4Z8d9uMjORWe0bS5gps/bH9rfQ7vxJ+y58WdFsLOe7u7jwbq/2e3gRnkllW1kZERV5ZiygADqTjmvmzU8p/4JbaDdaF+xH4BN7ZTWs2oyanflJkZGZHv5xG+D/C0aoynoVIIyDmgD4H/bv1fSvjv/wUw8O/DPV7Ivo+nap4a8DTmKdt1zDNcJLPyuCjBr6WPAJPyZyCcDSN1FsD9o7S1trC1hsbKCOC3t41iiijUKqIowqgDoAAABWYHz/+zX+1FdfHn4t/HT4cT6DFYQfCfxPHolnMiEPcwkzws0hLsC3n2dwwICjy3iGNwY0Aeb/8Fa/BWheJP2N9e8T6jZeZqHhHU9N1HTpxkNE8t3HayAkdVMdy4IPGQp6gEOLs7gdH/wAEuTn9hT4Zn/sNf+ni9oe4HlX/AAUd/wCTp/2L/wDsoD/+nHRqQH3/AEAflB+wjMY/+Cq3x/TbnzbjxinXp/xPYT/SmB+quqymDS7ycLuMdvI+M9cKTSA/mi8Cg/Yx9f6Gvs8j/hGFTc6yvdMwoAKACgAoAKACgAoAKACgAoAKAPYK6DIKACgAoAKAEyKADIoAWgBMigAJGKAG0AZ3iH/kEXH+4f5Vhif4TGtz77/4I1/8m1eMf+yh3/8A6btOr80r/wARnctj3X9tT9lM/tf/AAt0r4ar49/4RE6X4gg137b/AGX9v8zy7a4h8ry/Oixn7Tu3bjjZjHORinYZ8E+Lf+Cd1x+yR8T/AICfEeX4zjxcNR+L/hfQhZf8I79g8vzLkzeb5n2qXOPs23btGd+c8YOs6spqzElY/XWshn8/HxgmEH7SfxzkJxjx74j/APTjPX0eTy5aUmY1Nz9I/wDgkD4Wv9F/Zh1bxJfGIp4p8X39/aFCSfIiigtvmyAAfNgm6Z4xznIHg15c1Rs1Wx9DeJvEl3a/tX/D3wwl5MtreeBPFU8tuHYRySrfaL5bsv3SyqsoUkZAdwPvc5DOF/4KR+Er7xj+xZ8SrHTfK+0afZ2ur/vCQPKtLuG4m6A8+VHJjtnGcdQ1owPG/wDgi2279l3xW3r8QL7/ANN2nU5O7A+2fFngTQ/GWqeFNV1mIySeENaOu2C5+X7T9jubUEjvhLuQj/aCntUgZPx0+JUXwd+DfjT4pS2guj4Y0S71KK3L7BPNHGTFEWwdoZ9q7sHGc4NAH4rf8E3Jr+//AG7/AIaaxq19cX1/qEuu3V1dXErSyzyvpF8zyO7ElmZiSWJJJJJrprU+SCJT1P3irmKPyV8ff8Eibz4L/DPxf8ToP2jxqa+EdB1DXTY/8If5P2n7LbvN5XmfbW2btm3dtbGc4OMV04fEzoPQmUbnzH4T1ZtW8OG5YDJj5r77B1vbYfmOWSsz7N/4Ixf8jB8dv9/w5/PU6+Ex/wDHkdMNj7k/aj+Bn/DSfwK8TfBX/hKf+Ec/4SL7F/xM/sP2zyPs95Bc/wCp8yPdu8jb98Y3Z5xg8ZZ+Wv7U/wDwS2uf2cPgD4l+MT/HseI08N/Yv+JZ/wAIt9j8/wC0XkFt/rvtcm3b5+77hztxxnI1daUo8rFY/Z+shnwB8G/+UyXx2/7J/Z/+iNBoA+qv2sf+TWfjJ/2T/wAQ/wDpunoA+Vf+CKv/ACaz4q/7KBff+m7TqbA9z/bk/Zc1j9rf4ceFfhtpniGz0a007xfaa3qtzOX8z7DHa3cUiwBUYGYm4TbuwoG4knAVkB9EyyxQRtNPIkcaDczuQAo9ST0oA/Af9sjx74U+K/7Y/wASfHvgXWbfWNDu7qztLW+tjuhuDbWNvbO8bdHQvC+1xlWGGUkEE/RZFTfPzGVRnjfjOz8+yZwMkDNetnFH2lG5EHZn9Bv7O/xCh+O37Ofgjx7fXFnczeKPDludUNm2YVvDF5d3GvzMRtmWVNpJKlSCcg18O9DoLnw48O6Z+z1+z74e8NeINatzY/D3wpbwajqL4hhK2dqPPnO44RTsduTwOp4zQB+DPwM8Uat48/bN+HHxA15IF1PxP8VdI1i8EClYxPcavFLIEDEkLuc4BJOOpPWuudPlopk31P6LK5Cj4A/4Jxf8nT/tof8AZQE/9OOs0Aeq/wDBUf8A5MT+Jv8A3Bf/AE8WVCAP+CXH/Jifwy/7jX/p4vaGB5V/wUd/5On/AGL/APsoD/8Apx0agD7/AKAPx8/Y+8TWWg/8FcviXpd1HcNL4j8SeNtMtjEAVWRbue6JkyRhdlq44BO4rxjJFdAP1U+MXiey8E/CPxv4z1KO5ez0Hw5qWp3C2wBmaOC1kkYIGIBbCnGSBnHI61IH85ngmMrYqfxr7fJY2o3Oee509eyQFABQAUAFABQAUAFABQAUAFABQB7BXQZBQAUAFAAelADcH0oAADnpQAp6UAJg+lABg0AJQBneIf8AkEXH+4f5Vhif4TGtz77/AOCNf/JtXjH/ALKHf/8Apu06vzSv/EZ3LY92/bT/AGq2/ZB+F2k/ElPAP/CXHVPEEGgix/tT7B5fmW1xN5vmeTLnH2bbt2jO/OeMHJK7shnwX4x/4KFXv7WfxP8AgJ8Obn4KHweNP+L/AIX10Xp8Q/b/ADPLuTD5Xl/ZYsZ+07t24/cxjnI1qUJ0leSEmmfrlWIz+eb4/wBz9m/aG+OjZxnx94iH/lRnr28BPkoTZlNXZ+xv/BPHwc/gj9jT4Y6ZLci4kv8ATJNaZwmzi+uJbpVxk52rMq577c4GcDxZO7uanH/Eqb4tj/gpV8JrjR/h7rF34CtvBWpWOp+IItHuZLO1nuRdSGN7pf3KNvs7EANz+9IwSyYQH0D8ePBz/EP4IfEDwHFcC3l8Q+GNT0yKYpvEUk1rIivtyM4ZgcZHTqOtAHx3/wAEVTn9lnxV/wBlAvv/AE3adQB90614n0jQNQ0LTNTukhn8R6g2mWCswHm3C2s9yUHqfKtpTj/ZoAzvih4D034o/DbxT8NtXmmhsvFOjXmjzywkCSJJ4WjLoWBAZd2RkEZAyD0oA/En/gnRper+Hv2/fh74W8QWbWeq6Jd+INPvrdmVjDcRaVfJIhKkgkMpGQSOODXRVnzwRKWp+7tc5R+TPjv/AIK3al8bPhj4v+Gdr+zYdNTxboOoaEb/AP4S/wA77L9qt3h83y/sS79u/dt3LnGMjrXXhsHUxD91EykonzB4V0h9H8Om1fqsfI96+9wdD2GH5Wckndn2Z/wRi/5GD47f7/hz+ep18Hj/AOPI6obH3J+1H8cz+zZ8CvE3xqHhb/hI/wDhHfsX/Es+3fY/P+0XkFt/rvLk27fP3fcOduOM5HGWflz+1V/wVCv/ANoz9n/xL8IJvgAfDUfiX7FjVD4o+1+R9nvIbn/VfY4927yNv3xjdnnGDvLD1IR52tBXTP2brAZ8AfBv/lMl8dv+yf2f/ojQaAPqr9rH/k1j4yf9k/8AEP8A6bp6APlX/gir/wAms+Kv+ygX3/pu06mwPdP24f2o9W/ZI+HXhT4k2Hh601my1HxhZ6Jq1tMG837DJa3UsjW5DqBMDbpt35UjcCBkMqA9w8YeCfB3xC0C48K+PPCuk+ItGu9pnsNUs47m3kKsGUlJAVyGAIOMggEcigD8DP2oPhP4X+Af7VHj/wCEvggXMehaPdW01hFcSmV4Yrm0huhFvPLKnn7FLEsVUbixyT9HkVT3uUyqI4XV4BPZOp9DX02Jh7Sk0ZLc/Uz/AII4/FFPE/wB8Q/Cq6uIze+ANcYxRJE6lLC+3TRMzH5WYzpecKcgKuQMgt+d148lRo6Vqj1H/gpx8VE+F37H/i2OG4jj1Dxk8PhOyWSJ3WQ3W43C/L90/ZY7ohmIGVHUkKYguaSQz8dv2bLcW/7S/wAEkA/5n/w7/wCnGCvYx9P2dGKM4u7P6NK8U0PgD/gnF/ydP+2h/wBlAT/046zQB6r/AMFR/wDkxP4m/wDcF/8ATxZUIA/4Jcf8mJ/DL/uNf+ni9oYHlX/BR3/k6f8AYv8A+ygP/wCnHRqAPv8AoA/FH9naXyf+CxOqyFtufiN43TP+9HqQx+Oav7IH6pfteS+T+yn8Yn37c+BNdTP+9YyjH45xUID8AfB67dNj+h/pX3mUq1BHPPc369QgKACgAoAKACgAoAKACgAoAKACgD2CugyCgAoAKACgAoAKACgAoAQ9KAG0AZ3iH/kEXH+4f5Vhif4TGtz77/4I1/8AJtXjH/sod/8A+m7Tq/NK/wDEZ3LYP+CyoB/Zq8HAj/modh/6btRoofxED2Pzt+EMaJ+0r8DNiAf8V74d6D/qIwV7ucpKnGxjS3P6Bq+cNz8d/wBqj/gml+0Na+IfjR+0FH4x+H48MSah4i8am0/tC9+3fYfMnvPL2fZPL87y+Nvmbd3G7HNbQrShFxQrH6sfBzwhb/D74R+CfAdrJNJD4d8O6dpSPNjzGEFske5sADcduTwOewrEZwPib9tT9mbwd8X0+AviP4lfZPHcmoWWlrpX9jahJm6uxGbePzkgMPzCaPnftG75iMHAB7Y6LIjRuMqwII9QaAPij/glJ4Sj8AfCP4r+BIZZZY/Dnxd13SEeXG9hb21jEC2ABk7OeBz2FAGt/wAFMfile/BT4f8Awj+Kti9wD4a+LGk3twluFMk1qLDURcQru4zJC0ickff6jrQB9fWtzBe20N5bSCSGeNZY3B4ZWGQfyNAH5cJ8MD8Mv+C1/h57e1s7fT/F8Oo+KLKO3GOJ9FvknZxgAO11DcscZzuBJySA76WA/UykB+Ovh7/gkL+1v4ewtv4++FJTPI/tXUf/AJBruwuPnhdIkygpHz14O8RnxBobzsPm2EGvtsDivrVFyOWUeVn2t/wRi/5GD47f7/hz+ep18Pj/AOPI6YbH0l/wU/5/Ya+JP+9ov/p5sq5Y7opn4teLLPf4DtJY4xwoyQPavqMbTvgotGEH7x/SHpt7DqWnWuo20qSxXUKTxuhyrKyggj2INfKnQfIfww+CfxD0T/gp18YfjbqWiSw+ENb8EadZ2GoNHII7id00+Mxo5XYzIdNnLqGJUPCSPnGAD2f9sC+h0/8AZS+MM88qRq/gbW4AXOAWkspY1H1LMAPcigD5f/4IrjH7LXiof9VAvv8A03adTe4Cf8Fq/wDk1jwt/wBlAsf/AE3ajSA+/wCgD8JP+CiP/J/fxP8Apo3/AKZrKvdyP+MZ1Njxq6GYHHtX2M/hZgffH/BEnjUfjl/veG//AHJ1+eY3+Mzpjsenf8Fof+TYfCP/AGUKx/8ATdqNY0f4iG9j8yPgZcRab+0T8HdUuJEihtPHGgzyO5wqKt/CST7ACvezaP7qLM4PU/oxr5w1Pjr9iL4J/EP4Y/tAftT+L/GWiS2GmeM/HKXWiTSRyKLyDzr2682MsoDpsv4V3KSN6Sr1TkA0v+CqF7Da/sN/EC3klRXvZ9HgjDHl2GqWsmB77Y2P0BppXYEn/BLOdJf2GPh1EpGbeTWY2we/9rXbc+nDCh6MDI/bd+CvxE+J/wC0J+yt4r8G6FNf6Z4N8byXetzxxuy2UAmsbrzZCqkIhSxmUMxALtGvVxSA+xqAPwo+Ha/EzUv+ConiSb4Jv4VPi+X4g+MJ9JbxObj+yzg37yed9m/e48kSbdn8e3PGa2f8MD7p/aLt/wDgpBc/AD4kx+Pj+zYPDK+E9Wk1j+x/7e+3fYltJGm+z+b+783YG2b/AJd2M8VlHcD8lvCpBsI9vTb/AIV99ljXsFY5pbm5XokhQAUAFABQAUAFABQAUAFABQAUAem6rr1npLOLqW3jWKEXDmW6jiJQypH8iuQZW3SKdiBmChmxtRmWMRjKeFlGM+pEYuWxVtvHXhG8uBaW2v2jyscBQx5NKGYYWcuWM1cOSXYe/i/RXvotH06dtS1S5njtbbT7KNpri4ndgqRRooJd2YgBQCSSAKmtmWGoJ801dDUJML3xEdL8ttWt7O2intJb+3mGr2c0V1bR38lg0kDxyMJx9ohlAEZYlEaUAxDfXHSz3DVXZFOlJFrTPEGi6yHOl6lBc+X97Y3SvUpYmlX/AIckzNxa3IX8W+Go3mjfWrVWg/1gL/dqHjMOm05rQfK+xDc+N/CVpHHLca9aokoyh3ZyPwqZY/DQScprUOSXY0NM1nS9Zg+06XfRXMY6tGc4ralXp11zU3dCaa3LeRWogJGKAG0AU9Xga40+WFR94EVnWjzwaGtz3L9h79uH4WfsgfCzxD8O/iJ4O8canf6n4qudchm0SxtZoBBJa2sIVjNcxNv3W7kgKRgrz1A/PcZgqsKraR2Rkmg/bh/bh+Fn7X/ws8PfDv4d+DvHGmX+meKrbXJptbsbWGAwR2t1CVUw3Mrb91whAKgYDc9ATB4KrOqm0EpJI+cfDl9beAvij8OfiPqlneXWn+EPEula1eQ2aK88kFrdRTSLGrFVLlUIALAZxkjrX0GbYOdSkuXoY05JM/RST/gsj+zZGxVvhr8Wcj/qE6d/8nV8o8PVWljo5kc78Q/+CsX7L3xE+H/ibwBqXw1+LP2PxNo17o9x/wASuwX93cQPE3K32Rw55HNL6vU7BdHQp/wWQ/ZqGI0+GnxYAHAA0jTsD/yeo+r1ewXR8F/Fj4weF/iJ+29B+1VpHh/xDB4Xh8UeHtbayureFdQMFhHaLMoRZWj3k277R5mDlclecdscuqunzW1J51c+9m/4LH/s2o5jPw1+LOR/1CdO/wDk6uN4aqnaxV0eV/Ar/gpN+zn8GL/4osPh18TmsfHXj++8ZWSQabZO8S3dpaLMsu+9G1/tENwwVSyhGTBHKq3hqq6BzI4L9vX9t74Xfth/BzRfhx8OPBvjjTdQ07xPb63LNrdjawwNBHaXcJVTDcysX3XCEAqBgNz0B1o4KrVewnJI9K/Zy/4Kk/DH4QfAnwX8Mvin4C8d3niDwrpiaPJcaHpto9pJb25MdsVM12jlvs6wh8qBvDYAGKirg6tN2aBSTMD4mf8ABQ79n7xx+0f8Gfj5pXgn4l26fDc67bapaT6NYiW8tr6weGIxML0jdHKRlWwCsrncCgV5WFqvoPmR7If+Cyf7NYOD8Nfiz/4KdO/+Tqn6vUXQOZD4f+Cxv7N07iOP4a/FnJ9dJ07/AOTqccNVk7JBzI/NL4aaDdaXoLRTJhnUkg19vlWGlSo2kctSV2fQP7D37VXw/wD2N9a+JVz8RvC/i3VY/GJ0k2R0G0t5/L+y/a/M8zzp4sZ+0pt27s4bOOM/NZngqkazklobwkrHp37Wn/BRn4MftLfs8+K/gz4I8C/EOx1jxA2nfZ7jVdOs4rVPIv7e4fe0d1I4ykLAYQ8kZwORx0MHVqTSsU5JI+P28MC88KLpksfITH0OK+4+qe0w3s2cvNaVz68/Y2/4KQ6f8F/B2m/BT9onTNTOlaEiWWh+JNPtfP8AIsUUhILqFTvIjCqiPErEqVDKNpdvicXgKmHm1bQ6YzTPqlv+CoP7D6x7l+Mk7vj/AFY8Mavu/W1x+tcfJLaxZ8Q/tuft3Xn7Vejf8Kg+EehajpXgL7Qs+rX2pRKlzq7wyboUWMFvKgDKkvzHezBMhNpDehg8uq15Xa0IlNIt/sLftu/Cz9jv4S678N/iJ4O8canf6j4oudbhm0OxtZoBBJaWkIVjNcxNv3W7kgKRgrz1AjFYGrSm7LQIzTRk/wDBQr9vT4TftZ/BjRvhv8O/CHjjTNT03xPba3LLrljawwGCO0u4SqmG5lbfuuEIBUDAbnoDhHCVZdB8yPppv+Czn7MattPw6+LGf+wTp3/ydUvDVU7WHdH51/tN/Ffw7+0F+0x4x+NPg7TNWsNG8Q/2eLW31WKOK6TyLC3t33rG8iDLwsRhz8pGcHIH0OS4WdOXNIyqSucZOC0LAelfTyV00ZH0P/wT/wD2v/ht+x1ffEeX4k+G/FmqL4vOkmy/sG0t5/L+y/a/M8zzp4sZ+0pt27s4bOOM/D5jhKiquSR0QkrHW/t7ft6/CL9rr4RaD8Ovh14S8b6bqOmeKbbW5pdbsbSGBoI7S6hKqYbmVi+64QgFQMBuc4BwwmEqTqK6HKSsfF+q6Sb3TRCV5C4U+9fW4rB+3ocvUwjKzufpn+y1/wAFZ/BFv4Q0/wAE/tRJqela9pUHkHxLaWL3VpqEaBQjzRxBpY5yCd21GQlS2U3BB8ZXwlSjKzR0KSZ7zd/8FS/2Hre3ea3+MFzeSKpIgh8M6qHY+gL2yrn6kD3rBQk+gz84P23f219a/bI1rS/DnhzQbvw/8O9Am+22dnfBDeXt4UKG4uNhZU2q7oiKxwGclmLAJ6uAy2daXNJaESmkP/Yh/bc1v9jfU9U8K+JPD1z4h+HevXBv7m1sQgvrG98tU+0QFyqyB0jjR43YD5EZWUqyyGPy6dGV4oIzTP0bs/8AgqX+w9c26TXPxgubJ2AJhn8M6qXQ+hMdsy5+hIrynCS6Fnh/7UH/AAVs8Bx+Eb3wj+y0dQ1vxLqcAij8R3enPbWWmK+4O8cU4WWW4UAFQ0YiBdWLPtMbbUcLUrSskJtI+Av2SPiT4e/Zt/aK8F/GPxjpmrX+jeHhqH2q30qGOW6fz7C4t02LI8aHDzKTlx8oPU4B9LF5dOnTXKiIzTPvP40/8FZP2efif8G/Hvw20HwF8TbfU/FXhjVdEs5bvTLBII57m0khjaRlvGYIGcEkKxxnAPSvNhhaspWsXzI/Nbw3ava2SRuOQvNfc5fSdKikznk7s2K7iQoAKACgAoAKACgAoAKACgAoAKAPQfEsN5Lo3jDTbW0uZ5PEnhmPRrYxBdsUy6vYXhaQlhhfLs5VyATuZBjBJHj51gK2MlCVLoOlNR3O18d/GTxv43m8QWGtah421Lw9qmt+Or+PS9RvfPtxaajYRR6HC0LTMn+h3cZnCgFYDh4Sz14SyPFxd0jX2sSXwx8S4/B/h/4b6jpnjjWJJNN8V+D9VPhfR7pGh06003T7u21kwIJ1eGW7kuN1wlxBarNJPJ5b3kW64PFDBV69Z00tS3JJXPNNf1nX7n4eahZa5aa5f6zc+AJPDt5fXDrM1xqL+LjrT3DyNIXdWhYqXILmUnK7fnrrnk2KpRcmtET7WLO7+NviZPHHxK8QXOjeI9e8Q2tp4g8TyQeIbyCKZ3guHUWemWmLl9+nQSQM0UwkUbb6Z0t1K7ZerKcHi6adWC301JqSi9GY9v4nuoP+Eb3WPiYR6PZR2kVjHDam18N3C6VLYvqelMzeZJdS3Mqaoyo1mPtMCh2mfy7qHCWS4xylp/wRqrE2vBXxR8SeC/GcviXRj4tsYr/xb4M1TVZrKdYLrWtO0m2uYdRe8VZgHnvpJUuZIWeRGkkl3yuQJHHkeLcVoHtYnO2V/wCINbbRNV8Uz6nea9b6D9h13U9Sl8641O9GoXckc7zFmebbaS2kAaQ7gIAgGxEz7mS4Gvg3L2uzMqs1LY0q+gMQoAKABlDAqwyDQBTm0fT7hi01urE+oFZyownuh3YQ6Pp9uwaG3VSPQCiNGENkF2TS2lvMux4wRVuKloxbFQ+H9JY5NmhP+6KxeHpPoO7D/hHtI/584/yFH1al2C7AeHtIByLOPP8Auij6tS7Bdkw0uzVPLEQC+mBWnsoWtYLsjGgaSW3GzQn12is3h6T6BdjjoOlMMG0Q/gKf1em+gczHxaNp8BzFbqn0ApxowjsguxJdE02Y7pbZWJ9QKJUKct0F2NGg6WBgWifkKX1en2DmYn/CPaQf+XOP/vkUvq1LsHMxV0DSkOVtEB9gKaw9NO6QczLkUEUK7UQAYxWqSWwiCfSrG5OZoFb6jNRKlCe6HdoZFommwkNFbKpHoBSjQpx2QXZcVFVdqqMelaiKV7oun3wIngVs+ozWU6MKnxIabRnDwP4fDbxZR5/3awWAoJ3sPnZqWmlWVmmyGFVHsMV0QpQhpFCbbEm0fT7ht01urfUClOlCW6C7OF8caDptrfQywxMnmJ8wGMcVk6NOOyC7OcGm2h5MYyPYf4VDoU3rYuLdiWO2hi+6v0q4xUdkMlIBGDVAQPZW8hyyZ/WolThPdDESwtkOVTH0ApRpQjsgJti7dm0bfStBFWfS7W4++gP1GaxnQp1PiQ7kI0CwU5EKZ/3ayWCop3sF2XIbSGEDYvSumMIwVooQTWkMwO9etEoRmrSQFNtAsGOWhQn/AHa5ngqLd7DuyaDS7W3+4gH0GK1hh6dP4UF7kz2kDjBXitJRUt0IYNOtQciMA/QVCo01qkO5OkaxjCitdhDqACgAoAKACgAoAKACgAoAKACgAoA9groMgoAjS3t43MscEau3VgoBP41KjFO6QD2VXBVlBB6giqARUSNdsaKo9AMCkklsAlMBR1oAU9KAG0AFABQAUAFABQAUAFABQAUAFACr1oAdQAUAFABQAUAFABQAUAFABQAUAFABQAUmBxPxA/19t/uH+dZyA5Re/wBag0jsLQMKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP/Z
skapunk1. my oldest tins are only from July of 2012 so it really has very little age on them and with a blend like this you will only see a noticeable flavor difference at the 5 and ten year marks. I am glad you found it to be a tasty tobacco for you, since everyone's taste buds are so different, what I may love could be despised by someone else. You never know when you recommend a tobacco to someone if they will actually find it as flavorful as you do.
I would say Smokers' Haven Krumble Kake is the hardest flake to find. Only one place sells it and it is never in stock. Second would be Germain's Special Latakia Flake. I have only seen it once in stock online in the last 3 years and it sold out before I could finish checking out.
ram74, agreed, I have never seen/heard of Krumble Kake being available at all in the last 3 years since I have been paying attention to rare tobaccos. That Latakia Flake, wow, what a gem. I had been hoarding my last few flakes (gifted to me by a generous forum member here), but I smoked one last night in celebration of finding two tins of the stuff by randomly calling a small tobacconist in the Midwest. People freak out over Penzance, which is also very good, but I think that Latakia Flake is on another level. I would love to try Germain's Brown Flake, but that one is very rare right now too...
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