Participants
26 participants with newly diagnosed oesophageal/ gastroesophageal cancer were enrolled in this study. 22/26 participants (20 male; 69±9 years at time of 18F-FDG PET/CT imaging) underwent both standard investigations and 18F-FDG PET/MRI. 4/26 participants were excluded due to non-completion of 18F-FDG PET/MRI. The participant flow diagram is shown in Figure 1.
Table 1 describes participant and tumour characteristics. Participants were followed up for 3 years, with 3/22 participants were lost to follow up. 3/19 participants with follow up remain alive and are disease-free, all of whom had a non-adenocarcinoma sub type (two squamous cell, 1 small cell), and thus predictably better outcomes.
Table 1. Participant and tumour characteristics, treatment and outcome.
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)
Staging
18F-FDG PET/CT staging, 18F-FDG PET/MRI staging and tumour board consensus staging is presented in Table 2.
Table 2. Comparison of TNM staging for 18F-FDG PET/CT, 18F-FDG PET/MRI and tumour board consensus. Participant 13 had no increased tumour FDG uptake compared to background.
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)
T-staging
Using the tumour board consensus as a reference standard, there was T3 cancer in 18/22 (82%) participants, and T4 cancer in 4/22 (18%) participants. The primary tumour stage was concordant with the tumour board consensus decision in 12/22 (54%) participants with 18F-FDG PET/MRI (over-staged 3, under-staged 7), and 8/22 (36%) participants with 18F-FDG PET/CT (over-staged 0, under-staged 14). There was no statistically significant difference between the modalities in terms of consensus with tumour board decision (p=0.69)
N-staging
Using the tumour board consensus as a reference standard, 2/22 (9%) participants had a nodal stage of N0, 9/22 (41%) participants had N1, 8/22 (36%) participants had N2, and 3/22 (14%) participants had N3. The nodal stage was concordant with the tumour board consensus decision in 11/22 (50%) participants using 18F-FDG PET/CT (6 over-staged, 5 under-staged), and 10/22 (45%) participants using 18F-FDG PET/MRI (6 over-staged, 6 under-staged). Again, there was no statistically significant difference between the modalities in terms of consensus with the tumour board decision (p=0.99)
M-staging
Using the tumour board consensus as a reference standard, 9/22 (41%) participants had distant metastases and 13/22 (59%) participants did not have distant metastases. The staging of metastatic spread was concordant with the tumour board consensus decision in 21/22 (95%) participants using 18F-FDG PET/CT (1 over-staged), and 21/22 (95%) participants using 18F-FDG PET/ MRI (1 over-staged). Of note, the same participant was staged discordantly on both modalities, as both 18F-FDG PET/CT and 18F-FDG PET/MRI detected peritoneal disease which was not appreciated on the contrast-enhanced CT study.
Comparison of SUVmax between 18F-FDG PET/CT and 18F-FDG PET/MRI
Table 3 summarises primary tumour SUVmax for 18F-FDG PET/CT and subsequent 18F-FDG PET/MRI for each participant. As shown, participant 13 had no tumour FDG uptake above background. The average time from the start of the 18F-FDG PET/CT to the start of the 18F-FDG PET/MRI was 52.5 +/- 18.1 minutes, noting that PET/CT acquisitions lasted 20 to 30 minutes depending on the number of bed positions and that participants subsequently emptied their bladders, transferred to the PET/MRI scanner in the same department and had coils fitted as part of the PET/MRI setup. The SUVmax was generally higher on 18F-FDG PET/MRI, as shown by the primary tumour delta SUVmax, likely primarily resulting from the increased time for uptake, although technical differences in the attenuation correction methods between PET/CT and PET/MRI could also have influenced differences. The average primary tumour SUVmax on PET/CT was 18.0+/- 12.4, versus an average SUVmax on PET/MRI of 22.5+/- 13.7 (Mann-Whitney, p<0.001).
Table 3. Primary tumour SUVmax for 18F-FDG PET/CT and PET/MRI and diffusion-weighted MRI mean apparent diffusion co-efficient, ADCmean.
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Y9YDFLw8FHfnkI8uAtcU8bHJSch+v//u///npGH22BBXzSvucBOwvupTiBz0qN5wP3hPOBGqDGOMYrtOHPEdhCb6u0Z3gGNkfYteBDThAD7n0jP2cxch7yewQvwODoDDmLCfO8tvz+8Xy2d28fytiIY7+QnuMIZMUbBRRis2KEcNHH4gq75QvYvkiJAhLP2nI+fDBBaYsrxq29HdvxPqs2PBfgzR521I7VBHSE/Xj90Je15XzYll4kGLf29KHrfxCYRTctfFE3PBeoDZwtHLNnFHxi7OilD92sop1HeUaulvKqhQ/YYF1+SlhijP1Y52gt+iC3retfZYe4SjqBno5i5tr2vGOfv2J/ra3dMlj9tQYgu2MEIkQee7l+BCItxQZx2qTCM+yYlDYSJIAtxnAPW3x8cmDM91lfO96X8M+GAzn13OGgs5rgCxV7svrhfvyhSP2VMPC29KHrfxAoYTYjNtSWLcKgM+wPfSzYrB7QZ3VX2jfm2zklmxn6HuEZc3yuPrJX8uB9AXvyA794PitoauOPxNYyh9oq2bbgiritLh/1w3kq0ohEwmuLIEaEzZekTzAejowpUqRhDpPY+/XJTv87X7Nqw3LCw84ezBy3L0LoBjb4tBRpfAGX/EorRLh8BWYrNJ4Vdi8sDngOYa9WZzhXoMmzRh81uzMfGcaiPAMbf+4+ug/4wfoWQ5uz9Asb2uIeH5v/nEP7u65HOEBLteILMUKbVneluLHX1tZuqV/SWjG9zC5C5GWLNjhi8jCxIMpSYwKWxnEY2iTG/KOXtX/x0i+T2sfBZ1xt4wHMcZuMPPQxhn4kGe1aEtOuc8e939sdaz6yhsUVMdtDmP6OeOd46cCjBqy24MdqyvqFD8sp4rB68Boj97xSA1771ofVE2PPdp1FN2e4gWPsw3IPe3IDTsg9eQP3vD/zTR8lzZ3NyzYW4ZkaZg7wGT6IAzGvafzIjrlHf8T5zB/iIMf0i5i4N++TcXMOx2GPMesD92j0h3jQEA/G8Mw+9OOefvGMe86FruCfDWNn+4Id98A5Z9ffb7Ezy6DjiisNNyAQIbLB3aUmEC1Fyqs/BCFUjFlxMwgmDZ95pS+bzDZZYGeTjcnAebiiMYmYPJxDez+OOUxqxsu53w6T/R/uM1lYxXCINTkiBzSGbjjmuYYNtUB7XMEN5/DALfFFTmHLw5TzYG91TP+cA/vSOLUEPxiHHWOgj6xXxDx7o15quqAewBFzGnsn/yUsyK21nxGv0t6O9kE8rIaJA8Zwj5wF7j53vU/mJbHnOObBF7hAY455DsktbP0YcxH9+NAn1sIzzxnLHfswl/bcE64c/7//+79furA+EC/mEh/GyD3ClvuiLezPGtZube2WKtJaMb3MLkLkZYsGHSE5ECc/EDAbk8ILHuMQOEVPe1ytP9rZcdz7AwR9fn0mHxPJ+zgaZ8zwV4rP+xn1jPhmapYzxG4PMR566LeHHfcHTfhm/VFLVnu0p57oA7Z2fR78R3gejduY6ZtrZr4e7TNzzD42ctiKu9Ua7vlsdcA1qCvasH+2ayvP1HfpjGbutPoCRjxXbR4TU+sH+OK5lLNHWFveMY8+ECeeGS/s2LAGYsKHOcvnUlycZ6/wZ33SD3zDh230WdOPxcLOL92HTvqI49Ji6oshkBXv0uHIhEECsOEee7B9HIPovcAxxkMD85AMNjk4l4kAG/rAPefAjmuX5tMWV78Xrl9LMsYy6orYszdgCQ5tswccD3Jijj2xz87xHHGMHIOrEs+w48FNH7DDOuTXrk2/vNIW9vhQaxzn+n6PHM94xT5mb+SFnJ7tBzbkh+cGucfV8+ptznxnHmvlmVji6htztXR+e1s8Ezu/NnOMfPHZ25V82j7yBT92LcbOcYyhMX5yjHm4hx1sOM647Fq8hx3sfSNu9M1x+qxhFtl7KGMjjhm0ro8jkBVvCBBi9A3xWnHiHn0lkVs774fJhrlMOGuDPozZcT4zLq7NBMZ89mE+732CWt92rl0/wz32m73hMC5xzwMO42j20CZ/3BvGjnjggQgsPI+cz4OZ41ybcdm1OYd9mMN7qzXa0fcMXDDmmWJlzP5K3smpH+czuLPnDHOb3POcQT+bt2H/bNdWnpkPwMo34tzqi/aeF+YQxtGYN3z265ae6YN8Mm6u5cfhg2c894Z94EO+/XhpXdhwvh8v7bd1b62YYs3QSR9x7Dek5zgCWfGmuG2SUbC2j4mDfdh+JBg+R40JiHVKjQcp/DLhcG/XYYxch/H5A5pJjnUQL8at/6MELcV1Zx/2mr2Rf2LOePHs+8iX76/tk7wf8cRDkzxTW1yHMdp1MIZnaIa6wTO1hn0gXozR/5FWuecsV7vPLDFF42B+1jAv7ZU6w5oY9z6oB+olGlsW+9LeS7FR39Q2tI8cwTMwoL6ZC7geNWJbykXEg7mt3Pk1mLdc36/FOGHH3MaavCev5JtxMC7M8w1reR34Psy3c+2a3p99hl1ra7fUf5PWiulldhEiL1u0wRGFzsRAnPiUkpPJQRtcrahLyzGBmJDehi9R+MI9E5Zr+GfEQJ+0sbFjHTsH8dEO11q8Pr47nhFX9gbcgZ3Hnvrx8VsOiL+38c/gkQexHwOv9IOr5RzPfj3GZe3sPdaxevY6gc/sbYYYWzAkd0e24Oro/AAG/Pj55BSanbm18kw9c7/ADXOZUzZ3kQulZnOEuDKXaM91MH7kh7alK/0iHsbEGGFvY8A4eeRaHKcm6OMoHo77WODHnit2n1wTe601rNva2i1VpLViepldhMjLFpWjKRCQNqagKV2Qq+iGL1G+dK8CGvjwxX6VzxF+Ijyj2AGeao8jQD2iUGtpEX5UpLUgOsgmQuSgELXsIASkjUHAT77sSrrhLxotv1y00IZixf4y0jInq02EZxQWVxe7WXHpFRe0E8Ewwo+KtF6sXeA3QuQFy8nFRAhIGxORlSjU1XTDXzCehRi/nrX+CvLsWnfMj/K8wq+Hd+Dq16D+or9ERvhRkeZRT/QcITJR2ArlBgSkjRtAXnAJ6WZBUgtbEs8FUBJ1RfhRkZaIOB9KhEg/V89rIyBtrM1vr91JN72QzeVXPOfiw0cT4UdFmkcv0XOEyERhK5QbEJA2bgB5wSWkmwVJLWxJPBdASdQV4UdFWiLifCgRIv1cPa+NgLSxNr+9difd9EI2l1/xnIsPH02EHxVpHr1EzxEiE4WtUG5AQNq4AeQFl5BuFiS1sCXxXAAlUVeEHxVpiYjzoUSI9HP1vDYC0sba/PbanXTTC9lcfsVzLj58NBF+VKR59BI9R4hMFLZCuQEBaeMGkBdcQrpZkNTClsRzAZREXRF+VKQlIs6HEiHSz9Xz2ghIG2vz22t30k0vZHP5Fc+5+PDRRPhRkebRS/QcITJR2ArlBgSkjRtAXnAJ6WZBUgtbEs8FUBJ1RfhRkZaIOB9KhEg/V89rIyBtrM1vr91JN72QzeVXPOfiw0cT4UdFmkcv0XOEyERhK5QbEJA2bgB5wSWkmwVJLWxJPBdASdQV4UdFWiLifCgRIv1cPa+NgLSxNr+9difd9EI2l1/xnIsPH02EHxVpHr1EzxEiE4WtUG5AQNq4AeQFl5BuFiS1sCXxXAAlUVeEHxVpiYjzoUSI9HP1vDYC0sba/PbanXTTC9lcfsVzLj58NBF+VKR59BI9R4hMFLZCuQEBaeMGkBdcQrpZkNTClsRzAZREXRF+VKQlIs6HEiHSz9Xz2ghIG2vz22t30k0vZHP5Fc+5+PDRRPhRkebRS/QcITJR2ArlBgSkjRtAXnAJ6WZBUgtbEs8FUBJ1RfhRkZaIOB9KhEg/V89rIyBtrM1vr91JN72QzeVXPOfiw0cT4UdFmkcv0XOEyERhK5QbEJA2bgB5wSWkmwVJLWxJPBdASdQV4SdcpMG5PsJAGpAGpAFpQBqQBqSBxzTQWjOGi7RWx7J7HgGIX00IlBCQNkqoqK+GgHRTQ2iNcfGcm8cIP6EqIOI4N0RzRCe85+BpRJTSxgjU519Tupmfw5YdiOcWlMbZRPhRkTaOp+rKESKrzmSwFALSxlJ03rYZ6eY2qIcuJJ6Hwl9dPMKPirQqnOMMIkSOi1Irj0BA2hiB+vxrSjfzc9iyA/HcgtI4mwg/KtLG8VRdOUJk1ZkMlkJA2liKzts2I93cBvXQhcTzUPiri0f42aJI+/r6+v4Xqe/v71XwMhlEiMwUdySWt7e3b27O5nx+flZt7PyPj4+//wIZc1dsO2jD84Y9Qy++vby8/OUbNvigr9aO/NXmzTyOPa/ecM5jnzj3bbPnAsb5Qf9qbSaeEWspr884eX19LeY5OcU18/s+wk8oYyOOzwC+c4wJm520EiYz4l3ax1Ef9sfPkQ36+RI+s+EYbf0BzfFVrqtrw/JkX67+MEcR7gtx2Hu7Vn/WbsX71XXD/Mc+/RlQemnD3tutwPsMPJ/l9REH/MKOIs03cGnzHs9ZC/AIP8sXaSQSoJSSlOMZrxEiM8bfEhOL6CNbjNdsOBdJic8ObQdteB79IYxxX6ChDwd1qb/Fn7dZ7XkH3fDl74svrwmMl172K3A+E8+lvC5xwAKt9B4Hl9iz5RjnQMm25Pvuvgg/KtLuZiewXoTIgNtUpmcFGBIP4zx0zwI/83M2b9axHbThuWk9zFuxafXn45j5uRWbmffI88IXaX5PODPwWbHNxHNrHtbssGfLJ4o0/ZI2kbo9gTOEPlOiPYrnWXHFb7k8dM/WYALjCtzwsd+qzubOOLaDNjwv5Nj322doxf7Jw475+xZ/fs7szzvohudFrUgD/zWbWfmeieeWPLS/omFv+GCebXyXgH98bMFm7TLcR/jRL2kZGDuIIULkgYv03UwsHyj6eYDy0PU2fIYdsEJRxzm4Xxm/lfdGXv215TBv/VMnfLf48zHM/ryDbnhe8CwocYYxfgksjc/eNxPPLXnI9wQLL575/gsZnrF335+Nzwg/KtKysWfiiRBppk11y+SzQSMBmYzo56Frbew9v2XZQ5lJjLkrth204XlrOcwjuLT48zHM/hzBZ9a98ryw54HfC84Xe8b48dmfZ+K5JQ9RdPmiuvTugC++D7x9Jk4j/KhIy8SciyVCpJs6zWMp0diH/ftP6WBlUvpDGXNVpE0jhWqgtcMcXEe+Qdf8VQOa0GCHM6WlSAP3/ryYkM7DkGfiuSUPS0UaeSYI8IN3ARswiJwHnHfHNcKPirQ7GHlwjQiRDy4xfBoLsrNAfDKWbIEV7GxDn01aOzb7/Q7a8BzVDnMcyF4D3od9rvmztqvc76AbnhdHRRj6wf3KbSaeW/KQnFrO0EceS1/U7bidl+E+wo+KtAyMHcQQIfLARfruq4o0n8Twm/nn7meJ2UEbHqPaYR7FpObPr7/CcxSjGffMs+CoSMPZgM/KbSaeW/MQ57n9ZQzzwDUb9mzHcW+faZfhGuFn+SKNCQtQ8AGxs7QIkbPsycYJLsgLrjbhrB05tH1IWI8PCz70r1ygAQe/d4vNavf8low98+P3CI2UDmS8qDHHjrX48/5XeV5dNzwXqJNSMYZz56iAE8/3IXCWh6W8RWT2neHfF5xD7m3O37ertpUiebh8kdYGWU6rCJE5d6CoeiEgbfRCdm2/0s3a/HJ34plI5LxG+FGRlpPD76giRCbehkLrgIC00QHUDVxKNxuQvNkv7TMyGslDFWmJGY4QmXgbCq0DAtJGB1A3cCndbECyirT0JEfyUEVaYjojRCbehkLrgIC00QHUDVxKNxuQrCItPcmRPFSRlpjOCJGJt6HQOiAgbXQAdQOX0s0GJKtIS09yJA9VpCWmM0Jk4m0otA4ISBsdQN3ApXSzAckq0tKTHMlDFWmJ6YwQmXgbCq0DAtJGB1A3cCndbECyirT0JEfyUEVaYjojRCbehkLrgIC00QHUDVxKNxuQrCItPcmRPFSRlpjOCJGJt6HQOiAgbXQAdQOX0s0GJKtIS09yJA9VpCWmM0Jk4m0otA4ISBsdQN3ApXSzASiQtTQAACAASURBVMkq0tKTHMlDFWmJ6YwQmXgbCq0DAtJGB1A3cCndbECyirT0JEfyMFykwbk+wkAakAakAWlAGpAGpIHHNNBaSYaLtFbHsnseAYhfTQiUEJA2Sqior4aAdFNDaI1x8Zybxwg/oSog4jg3RHNEJ7zn4GlElNLGCNTnX1O6mZ/Dlh2I5xaUxtlE+FGRNo6n6soRIqvOZLAUAtLGUnTethnp5jaohy4knofCX108wo+KtCqc4wwiRI6LUiuPQEDaGIH6/GtKN/Nz2LID8dyC0jibCD8q0sbxVF05QmTVmQyWQkDaWIrO2zYj3dwG9dCFxPNQ+KuLR/hZvkj7+Pj49a9Rq+glMogQmSjsUCjYIz8vLy//zH17e/se/2eg0EFb+MP9ym0HbVj+fB6/v7/b4e/7CO/UHK6fn5//+Fq1YzfdfH19/T1fVj8TrGZn4hmxtnCDPIUtP+DWN47hmjmvEV9ra7ec8H97BSRZ8lEERMBpBbGX3UyxPoIBXrSlRKMv7J8f9h1dwfPr6+vfYXBtuf87sMjN6trwNJ1xaQu4Mzv6BHaYg8aDP/OBzrivuO6kGxZoPGOgjRZ9XIHzaB8z8BzJW3Boz3fcY4/kFnjPlNcRfpYu0ngQM2FmO5AjRHKPM11bDkwUci04wMYmLLm2fTNhU4u1BZOaj1nGkcctRVRLYQ5f9rAHBtCh75sFm2icO+nGF2U4C/w5EcVvFvuZeG7NW4s9ueQ7fra8jvCzdJFmScU9iW058P3cEc8RIkfE98yaLL6wRyZayR/tSmPsOyrIar45f8brytrwfPAX8NqeWw77UkEG/dV8+5hmfd5ln+AHevBnS6lvVi7P4p6J55a8Le0VeyS/s+V1hJ8ti7QS4Rn7IkRmjP8sJv7CxQILiVpqkSKNCUs/NonZt8p1ZW14jqgVHMTYNzRRai2HPX3Y+SrSLBpr3B99IYdGjvSzxs7/s4uZzoeWvC1xgz36s8HaZc7rCD9bFWlITv8it6Rmu48QmS32aDzYa+nwRF8LDkh0fNh4SM/EN2NvubZg0uJnNhsevDycbfwthz2/FFittWrMrjXr/S66Yf77v5pAI5b7WXmsxT0Tzy156/eLc8DyOFteR/jZpkhD0s72351EiPQinu0ZSVfiJ/ICBV7+U3qZz4ZNKd6dtOH3D52Uiu/Ww56FntVKSXt+3RWed9GNirTQq32otFvz1gaJOb7NlNeRPAwxGXHsARz9POMhPDPeUb6PiuhIkWbXBN/409aqbSdteA6hiWeKNOvv6GVubVa630k3eJF7nWD/vm8lfrmXmXiOFmkt7/LseR3hZ4siDaSCtNlahMjZ9ubjxcFpf77m+CNFGnytjt3q+yP/petRPkcPe/hevZj3+O2kG3xJs1/U+OL2mKz4PBPPkbwFn/5P2CX+sud1hJ/lizSQ5UlF3wwtQuQM+zmKEYcnErXUokUauAVuMxblpf0f9e2iDb9/6KFUzMMuctjzhT3LWeBxePR5J92QY54F4PpIO4/imXXeTDy35i0KNP8rqM9fcu77s/EU4WfpIg3kAwz/8URnI5DxRIjknFmulpOjAs3zZ3lDElp86M9+c54Fi0fitHt/ZP4sc/irKPktvWT5Hw3TxmLDQ5u6sP78l7dZMHkmTovNM35mmWu1QQ3MEvszcc7As+WGucs9+7zleU87XnkezJbXEX6WLtJI+KzXCJGz7lFxP4aAtPEYbrvPkm72UIB4zs1zhB8VaYm5jBCZeBsKrQMC0kYHUDdwKd1sQPKE/y8c92DlZ5eRPFSR9oNbursIkemCV0BdEZA2usK7rHPpZllqf21MPP+CI91DhB8Vaeno+wkoQuTPLN3tgIC0sQPL1+9Rurke04wexXNGVn5iivCjIu0Ht3R3ESLTBa+AuiIgbXSFd1nn0s2y1P7amHj+BUe6hwg/KtLS0fcTUITIn1m62wEBaWMHlq/fo3RzPaYZPYrnjKz8xBThR0XaD27p7iJEpgteAXVFQNroCu+yzqWbZan9tTHx/AuOdA8RflSkpaPvJ6AIkT+zdLcDAtLGDixfv0fp5npMM3oUzxlZ+Ykpwo+KtB/c0t1FiEwXvALqioC00RXeZZ1LN8tS+2tj4vkXHOkeIvyoSEtH309AESJ/ZuluBwSkjR1Yvn6P0s31mGb0KJ4zsvITU4QfFWk/uKW7ixCZLngF1BUBaaMrvMs6l26WpfbXxsTzLzjSPUT4UZGWjr6fgCJE/szS3Q4ISBs7sHz9HqWb6zHN6FE8Z2TlJ6YIP+EiDc71EQbSgDQgDUgD0oA0IA08poGfku38LlyknbvT6JUIQPxqQqCEgLRRQkV9NQSkmxpCa4yL59w8RvgJVQERx7khmiM64T0HTyOilDZGoD7/mtLN/By27EA8t6A0zibCj4q0cTxVV44QWXUmg6UQkDaWovO2zUg3t0E9dCHxPBT+6uIRflSkVeEcZxAhclyUWnkEAtLGCNTnX1O6mZ/Dlh2I5xaUxtlE+FGRNo6n6soRIqvOZLAUAtLGUnTethnp5jaohy4knofCX108ws/yRdr7+/vff4368vJSBS+TQYTITHFHYnl7e/vm52hObdzOA178fHx82KHl7nfQhicNe4YefENek3dez3Id2qAdrju1Hfbr9WD5tWN4N6zaZuIZsZbyusQNbPkp8ccxXD8/P0suUvQhvtbWbvnnzzc4rY4z2OEwtkQiQVvFkCH+CJEZ4o3GYBOqNLc2bufYlzJfwl9fX9ZkqfvVtWHJIp/Ys89fHMT+MIa9t6M/2Nqx19fXP/js0lbXDbj3eiC34JlnAmyAxZEt58x6nYHns7wu4e7f33iGDzbsmc/Z+Y3ws3SRxoQkiSjYZjqQI0Ryj7NdwcnZPmvj3K/nGj5XPYCx5zPMiMlqV39IY38ljlGElfph73WCQ90W+Kth5vezum5sAe737rn3L3lvP/PzTDyX8tpjD+78mQ6u+SMM8ti/2zHu+7zfUc8RfpYu0jwBZ4e3t83wHCEyQ7yPxFArwmrjpTWR0FmTsxTvI307aMPj0nKYY04EG+iL3779eis+R7CZbf/gEfvDhy/vsz2sXJzPxHMkry2veJ8zd0sFGfVwpoFRYxF+tinSZjyMI0SOEtuz64KXs33Wxkvrr3z4cr9nmNFmtWvLYY6DGQd2S4OtPfRb5sxus7Ju+EsZf3U52+vqZ8TZ3rNpuCWvETPfBchbn7vIeb9n2Pi+LHuPxLVFkQYRABR8Wg/wDGRGiMwQ7yMxMPGO5tbG7TwmJbnmoW1tVrnfQRueq5bDHPl99KdO6w+/tFInq//qave9k25KeoE2yDuuLVqx+M1yPxPPJZ6OcGYx5t/j5NV+6Yq8O47W69Uf4WeLIo1AMzlneXlHiOQeZ7vWEqk2Xtov5/hELtnO2reDNjw3LYd5FBf4xJxVX9Yewyg+fv5Mz+AU/JYav9CtWqDPxHNLXpND2LIg89yRU+ydH29DP6OvEX62KtL4M7iKtNES/VmfBdVPz++72vhv658nFGgq0n7wWOGudpjjkH6EcxyYKtJWUMi/ezgq0mCJsyXrS/zfncR6IkVAzPP11rW85oos0PiMPR7lO9/1WfM6ws9WRRrIjYBDMYy6zhTroxjVirDa+NG6mIfPqm0HbXjuaoc5DmwUatEGv7N8cYvuzdvvpBu8oI9e4sDl0aLeY5rxeSaea3kNfPnrmc1T8Ie5pYbi+4z70pw7+yL8bFWkgbSZXtwRIu8U2JVr1Yqw2ngpFn6LKo2t0reDNjxXtcP8EUygr8yHucfg2edHMHp2zVHza3vFuH3pj4qzx7q1vfdY81GftbymX+zJ5iru7TPsePZn/4U0ws/SRRqIAhj8PPItmwIZcY0QOSK+Z9dEcpIbXD0/Z+PkFjHwWxZ9Yd7qbXVtWP48v6W9H/0qwkObhzmu1AmuM31ps5g8el/C7lFf2eb588LGRx1Y7u34avcz8HyW1+SLeQt+2EcO7Rjyn/3wm71F+Fm6SMtOVC2+CJE1XxpfCwFpYy0+79qNdHMX0mPXEc9j8a+tHuFHRVoNzYHjESIHhqmlByAgbQwAfYElpZsFSGzYgnhuAGmgSYQfFWkDiaotHSGy5kvjayEgbazF5127kW7uQnrsOuJ5LP611SP8qEiroTlwPELkwDC19AAEpI0BoC+wpHSzAIkNWxDPDSANNInwoyJtIFG1pSNE1nxpfC0EpI21+LxrN9LNXUiPXUc8j8W/tnqEHxVpNTQHjkeIHBimlh6AgLQxAPQFlpRuFiCxYQviuQGkgSYRflSkDSSqtnSEyJovja+FgLSxFp937Ua6uQvpseuI57H411aP8KMirYbmwPEIkQPD1NIDEJA2BoC+wJLSzQIkNmxBPDeANNAkwo+KtIFE1ZaOEFnzpfG1EJA21uLzrt1IN3chPXYd8TwW/9rqEX5UpNXQHDgeIXJgmFp6AALSxgDQF1hSulmAxIYtiOcGkAaaRPhRkTaQqNrSESJrvjS+FgLSxlp83rUb6eYupMeuI57H4l9bPcJPuEiDc32EgTQgDUgD0oA0IA1IA49poFbIcTxcpHGirv0RgPjVhEAJAWmjhIr6aghINzWE1hgXz7l5jPATqgIijnNDNEd0wnsOnkZEKW2MQH3+NaWb+Tls2YF4bkFpnE2EHxVp43iqrhwhsupMBkshIG0sRedtm5FuboN66ELieSj81cUj/KhIq8I5ziBC5LgotfIIBKSNEajPv6Z0Mz+HLTsQzy0ojbOJ8KMibRxP1ZUjRFadyWApBKSNpei8bTPSzW1QD11IPA+Fv7p4hJ+tirTX19c/7+/vVQCzGESIzBLzo3GAF+zXfz4/Pw9dvr29/bXH/U5tJ22QV+z5jOfaOP28vLz81Q31hr4d2i66+fr6+uYYV9v8OWPHVrqfhWd7hnuuPB8tect8xvXs3eF93/0c4WebIu3j4+M7aVWk3S3HtvVKvJwJGcmNopsNCXz2AqfdKtczbFbZI/fB3MWeSxzXxukHVxzc/vDG/JJfO2+V+110g7MBe7UvfuqEfXhetTifgWfkHPMOnHi+bM615C3mg1M02OPZ57r1OfI+ws82RRrEgIQsFQMjyTpbO0LkmZ/sY0hQHpyMFcnFBGafvQIbO4dJafus/Wr3u2jD8lYrxGvj8FU6tKGzUr9de5X7HXSDFzV/MbPnAXi2X+wwtioe2fdF7D0/R2d+KT9t3oJzyy3y1fOdKYcj/GxRpJF4FWmZZHoeCzjjtyJveVSQQfhHc7yP2Z8jST77Xhl/rQirjdOPv+6E5Q575csbe7VFAAs38o8xaGbFlp1nnNMe+1LfGTd2j6WCDP6szZmvu8cicS1fpIEofNAgCv2SdrccH1vvTMQs0sgrV8Ac38ex1a5n+Ky2V+6nVoTVxunHXqEXfomz/aver64b/prCM8IWaeAU+2dxwOuKXGfn+dmiyuct/Pk9w8b3ZeE6EtfyRZo9gJGUKtKyyPQ4DhywlreSJbi0hywOYwhfRVoJrTX6wPeZLmrjJRTgD3rbpUVeDrNhgtwnl0dFGs8J4OALuNn2exZvdp6RdyyouY9IUeXzlnzb97v/5ZTrZLhG+Fm6SPMHOg5xS2IGss5iiBB55me2MfDWUmwBH/9Z+eC1PO6ojVoRVhu3+PF+NxxX3q897/nS9ucBzn+cLSgQgAWLOuphlWt2nsHVM0VaaX8s8jDGj18jC7+l+I9iW7pII1Gl6xEgmfojRGaK+9lYHtk3ktEe0s/GkH3+Ixhl31MtvloRVhv3/nGo76QZ7H9V3ZRe0NgrPuSYxRl1wF9afCHH8Zmv2XkGF8hX28CH77PjvG/JW3AKDLIW4RF+li7SSCqvEIB+SSMaOa9Iqui3Hx7QOXfUJ6pIkveJ4H6vtSKsNu4jxssb2tmp7aKb0i9ppS9y0MyKGsjOM4soWyAjH1vezy15W+I6U55H+FGRlok5F0uESDd12seWBLSbQzICJ5vsdnzV+x21USvCauNeCztiuMueS0Wa/+WsVCh4jcz6PAPPOOvxQSNfLXif7Y2cRr/ot6x7pc3ZHvw6KtI8IomeI0QmCvupUI72zGKMzmGHD5Oc/btcj3Bacf88wMm53/vZOA9tr5OWP5msiKXHbsU9Yk/UhP/yBh1YHfnxVfCYhWee64jXchHNW/41BX7AffYW4WerIi07cT6+CJF+rp7XRkDaWJvfXruTbnohm8uveM7Fh48mwo+KNI9eoucIkYnCVig3ICBt3ADygktINwuSWtiSeC6Akqgrwo+KtETE+VAiRPq5el4bAWljbX577U666YVsLr/iORcfPpoIPyrSPHqJniNEJgpbodyAgLRxA8gLLiHdLEhqYUviuQBKoq4IPyrSEhHnQ4kQ6efqeW0EpI21+e21O+mmF7K5/IrnXHz4aCL8qEjz6CV6jhCZKGyFcgMC0sYNIC+4hHSzIKmFLYnnAiiJuiL8qEhLRJwPJUKkn6vntRGQNtbmt9fupJteyObyK55z8eGjifCjIs2jl+g5QmSisBXKDQhIGzeAvOAS0s2CpBa2JJ4LoCTqivCjIi0RcT6UCJF+rp7XRkDaWJvfXruTbnohm8uveM7Fh48mwo+KNI9eoucIkYnCVig3ICBt3ADygktINwuSWtiSeC6Akqgrwo+KtETE+VAiRPq5el4bAWljbX577U666YVsLr/iORcfPpoIP+EiDc71EQbSgDQgDUgD0oA0IA08pgFfuB09h4u0I0fqvx4BiF9NCJQQkDZKqKivhoB0U0NojXHxnJvHCD+hKiDiODdEc0QnvOfgaUSU0sYI1OdfU7qZn8OWHYjnFpTG2UT4UZE2jqfqyhEiq85ksBQC0sZSdN62GenmNqiHLiSeh8JfXTzCj4q0KpzjDCJEjotSK49AQNoYgfr8a0o383PYsgPx3ILSOJsIPyrSxvFUXTlCZNWZDJZCQNpYis7bNiPd3Ab10IXE81D4q4tH+NmiSHt/f//1L1I/Pj6qIGYwiBCZId5HYnh7e/vm5mhubdzPA2b8vLy8+OFlnnfQhicLe4Yeztrr6+s3/zXuqRFccT7s0nbRzdfX17cOcC21z8/Pv+fELO+D0j6O+mbiGbHW8trvE/Z+DnIevuyndg54v3c9R/jZokjzZN5FxLPrRIh8dq0R820yldavjfs5eNkeHcredvbn1bVh+cFLlFo4ymW+dFGk1RoObusHzyu+qEs47KIbFuul84Bj0MyqbQaeW/K6xA9z3eYw+jyf8G9tSr5G9UX4Wb5Im/nFHSFylNieXZe/ch75qY3beVkT0sZ41f0O2vBY+eKK4zy0oZVa4y8s9kCHblrm1nzPML6DbvBy5rnhizQWaDNw9UyMM/F8lNdH+0e+gkd73tt85jyMl/o5PvIa4Wf5Ig1g4AMhzNYiRM62N8bLw5TP/lobpz3tgNkOv4rsoA1yy+vRYX7Uz3n+CuygFzYc5jtoBvvdQTd8OWOvtkgDx76PGljtOhPPkfxF3oJTX6SV+MuMQSS2pYs0m6D8BjXTYRwhsiTSGfpYXB3FWhvnPHLNX1VmLMq5l5brDtrwOJQOc/JNnQCXGve0xVmAD553aavrBuc8GnXBcwF9GOMHOOAz0/sgotGZeC7ldWmv4JS5Ch7tL2neHryejXv7u58j/CxdpHngeTj7/qzPESKz7qEWV42T2viRf2DHhD6ymbl/B214fkqHOfVBrvFSBja1AxrjLXY+htmfV9YNXsx4kaOVijTsHS932lADtpCbnV/GPxPPpbzmPuzV5nStSIMtebY+stxH+NmqSANBEERm8qyIIkTaeTPd8yV7FHNt/GgeDmwk8qptB2147kqHOQ5jz3OLZngOAEc/36+70vPKurEvcV+ksXj3Zz/wYIEvnscgUMprHwk4ssV0rUjLrvNIfNsVadkrbCvOCJF23kz3tRdqbfxor0jolV++O2jDc1s6zEtFGgr0M3xYoNE/bO0Lnv0rXs9wmXm/5Bz78x9we1SkQQsq0sYyX8prHxFsPK98tsUb5kEL2fMZsbe2dstF/qNTkD1LixA5y558nLUirDbu/fEZibri4cv97aAN7pXX0mHOlzNtcEXfUZ77X1hq9tbvCve76KbEMzThzwT0QS+rtZl4LuV1jY+zX9JQoGXnNMLPVkXaDORZcUaItPNmuq8VYbXx0l7xzeroJV2yn7FvB214Xo4Oc39g1168wM5+08a9ffbrrvS8i25KRZrvOyvmZ+d8Jp6P8vqMA5/z1naGvUdiXLpI4wsegOCTvbq2QsN9hEg/d4ZnJCe5KfFzNo4ktfhYP5i3erN7X32vfLlajv2erVZsnvPPXLYIYx/92THvd7XnXXRDzZT+FEbeVz4nZuCZHJEPGzNz9Cg3j4o05P7RnEy5bPdai2vpIq22+ezjESKz70XxXYuAtHEtnrt4k272YFo85+Y5wo+KtMRcRohMvA2F1gEBaaMDqBu4lG42IHmDv8LMzmIkD1WkJWY7QmTibSi0DghIGx1A3cCldLMBySrS0pMcyUMVaYnpjBCZeBsKrQMC0kYHUDdwKd1sQLKKtPQkR/JQRVpiOiNEJt6GQuuAgLTRAdQNXEo3G5CsIi09yZE8VJGWmM4IkYm3odA6ICBtdAB1A5fSzQYkq0hLT3IkD1WkJaYzQmTibSi0DghIGx1A3cCldLMBySrS0pMcyUMVaYnpjBCZeBsKrQMC0kYHUDdwKd1sQLKKtPQkR/JQRVpiOiNEJt6GQuuAgLTRAdQNXEo3G5CsIi09yZE8VJGWmM4IkYm3odA6ICBtdAB1A5fSzQYkq0hLT3IkD1WkJaYzQmTibSi0DghIGx1A3cCldLMBySrS0pMcyUMVaYnpjBCZeBsKrQMC0kYHUDdwKd1sQLKKtPQkR/IwXKTBuT7CQBqQBqQBaUAakAakgcc00FpJhou0Vseyex4BiF9NCJQQkDZKqKivhoB0U0NojXHxnJvHCD+hKiDiODdEc0QnvOfgaUSU0sYI1OdfU7qZn8OWHYjnFpTG2UT4UZE2jqfqyhEiq85ksBQC0sZSdN62GenmNqiHLiSeh8JfXTzCj4q0KpzjDCJEjotSK49AQNoYgfr8a0o383PYsgPx3ILSOJsIPyrSxvFUXTlCZNWZDJZCQNpYis7bNiPd3Ab10IXE81D4q4tH+NmqSHt5efn+l6mvr69VEDMYRIjMEO8jMby9vX1zcjS3Nu7nATN+wPeqbQdteO6wZ+jBN+Y1ece1hfsjf97/Ss/Y8w7t6+vr+xzA1bb39/e/58Ms7wEbf+v9TDy35uHn5+df7jDHc2uxAbewaTkH7Ly77iP8hDI24viuzbas8/Hx8U1Y6YBvmT/KZla8W/HC/vgpzeFYKw44gM8St7TGrH2tmMy6Pxs38xd79jmMgxsf22Dv7fw4tXVmZ+escr+LbviStucBzgf70obNqoXaDDyf5bXPN/BouSrxizks5Kyt95XhOcLP8kUahYDrbC1C5Gx7Y7z8Zstnf62NW/udXrg7aMNyi3u8YD3HvkCDHWxK/S3+vM1qzzvoBmc9zw1bpEE/VhcYAx62bxW+Z+K5lNeeB//+Jne2Hzxi3+A+e4vws3yRNgtpJVFFiCzNn6GPh+lRrLVxzqMdMLOJy/HVrjtow3PWcphjTis2rf58HDM/t2Iz8x5ZpGOvLNL4UvcFGTQww0s9ysdMPD+ah9ijPesf9RPF9gr7CD9LF2kgEGDYF3j2n0GtACJE2nkz3ZObo5hr45zHw5jfppCwK7cdtOH5azmEkfP+1zbvh88t/mi7ynV13fB85znAc4FFmi/IoAHftwLXM/H8aB5ij+SXfPN9gTH4zdoi/CxdpOGwtkloicxKno0rQqSdN9M9k+oo5tr40Txgt+Lhy/3uoA3uldeWw5y/onDO2bXF39n8GcdW1g0KdJzxaDzr+RJHH/87JsvbqufETDw/kofg2p7vfE+wj0V56xc2q4k77iP8LF2kISk9SSzc7iDi2TUiRD671qj5TK6j9WvjR/OQxPxWfWQzc/8O2vD8tBzmEVxa/PkYZn+O4DPbXu1ZXyrSsB9wDgzsh4XdbPs9i3cmnh/JQ8yxDdz78/7Rd4f12+s+ws92RRqI8wT3IuJZvxEin11r1PxaItXGj+LGNymftEe2M/bvoA3PS+0wj/ypE75r/vz6Kzyvqhtwj72VPrZ4sxyWXux2fOb7mXiO5mHpXC9xSU1k5DHCz9JFWqkgQ1+J5NmJzBh/S0y1Iqw2frQGEhRzV22RJF8Fg9phjoMavLe2mr9WPzPZ7aKbo1/SyFVtnHazXmfiOZKHyPHSL5+lggx98J2xRfhZukgDOSDJvqwBTonk2YnMGH9LTLUirDZeWgO/omVNzlK8j/RFkvwR/xnn1A7zKCY1fxkxeDamKEbPrjdq/lkRhhf9TO+BRzCciefWPCx9CbM/uOAeNmzwG/nSxnl3XCP8LF+kAXAAws8sBRrjvkMwo9ZAEpEXXH1CnY0jITGHzfrBvNWb3fvqe+UL13Ls9wzt2AOa46X/gLjFH+evdt1FN+QY/LPxPLEvdo6tdp2BZ3JUymuftzzvrS3u7Q8w4JAcY8y/TzJxjPhaW7tl4H9/qHVx2Z0jECHy3JNGV0NA2liN0Xv2I93cg/PoVcTzaAbO14/woyLtHMuhoxEihwaqxW9HQNq4HfIlFpRulqCxugnxXIVoqEGEHxVpQ6k6XzxC5Lknja6GgLSxGqP37Ee6uQfn0auI59EMnK8f4UdF2jmWQ0cjRA4NVIvfjoC0cTvkSywo3SxBY3UT4rkK0VCDCD8q0oZSdb54hMhzTxpdDQFpYzVG79mPdHMPzqNXEc+jGThfP8KPirRzLIeORogcGqgWvx0BaeN2yJdYULpZgsbqJsRzFaKhBhF+VKQNpep88QiR5540uhoC0sZqjN6zH+nmHpxHryKeRzNwYM55eAAAIABJREFUvn6EHxVp51gOHY0QOTRQLX47AtLG7ZAvsaB0swSN1U2I5ypEQw0i/KhIG0rV+eIRIs89aXQ1BKSN1Ri9Zz/SzT04j15FPI9m4Hz9CD8q0s6xHDoaIXJooFr8dgSkjdshX2JB6WYJGqubEM9ViIYaRPhRkTaUqvPFI0See9LoaghIG6sxes9+pJt7cB69ingezcD5+hF+wkUanOsjDKQBaUAakAakAWlAGnhMA+dl3M9ouEj7maq73ghA/GpCoISAtFFCRX01BKSbGkJrjIvn3DxG+AlVARHHuSGaIzrhPQdPI6KUNkagPv+a0s38HLbsQDy3oDTOJsKPirRxPFVXjhBZdSaDpRCQNpai87bNSDe3QT10IfE8FP7q4hF+VKRV4RxnECFyXJRaeQQC0sYI1OdfU7qZn8OWHYjnFpTG2UT4UZE2jqfqyhEiq85ksBQC0sZSdN62GenmNqiHLiSeh8JfXTzCz/JFGsDwn9fX1yqIGQwiRGaIt3cMn5+f31z2XmcG/7tr4+Pj41dev7+/H9LmbQ8NNxhYXTcvLy9/dVHSRG18FQnMxDNifXt7a4IetvyU+IWTiL+mRTsYIcbW1m753823Os5gh8P56+vrVygg9ojcX4YJHiJEJgi3ewg8YLsvNMECu2uj9VBHYW9t8QVtli9pPWS4sm7AK897fqHDla02TrsVrjPwbL882Rw9wh/nv7XDM3ywRf1x3ohrhJ+lizSboCTCJir7sl4jRGbdw1VxsbgWJv9BdGcccBiXcrukNb60OYa5ONx3bSvrxnPtX+K18ZU0MRPPvvgq8QDusCeb9yjYSj+4tPgrrXFnX4SfpYs0DzqInumAjhDp97rSM3hDMvKb0kp7e3QvO2sDOYz9P4IBdfQo7rPPewSzWfdcO+tr47PuG3HPxDN4sL+QHeGOPdmiDHPwTvCt1Z+fd+dzhJ+tijQQbEm+k5RH1ooQ+Yj/Webwz1Mq0n4Y21kb/EUEh7Q/uH8Q+vcO+pkp///dwfM9u+imVoDVxp9HeqyHmXhuLaqQu9gX8vgsl1v9jWQows9WRdpMf+qEgCJEjhRcz7WRmHwpq0j7QVra+A8W1AQ18oPQ7zvkPjDDh0X/b4s9nlbXDf4cRp5xtX8eA8O18VVUMBPPkaKKX8zOfnmL+BvFd4SfbYo0HOIgb6YWIXKmfbXGCs7sLx98IbfOX9lud21YblF0QRstDWcAsPMv75a5K9jsohueFUcFeW18dq5n4jlSVMGWhfYRtxF/o3iO8LNNkYaXvX3hjyInsm6EyIjfWWzBFzAofWbj8mrMd9eGxRNaaC3SMA/YqUizCK55D10cvcix49r4zKjMdD60FlUs0MgL9lj6Ra3VH/2MuEb42aZIQ7LOdjBHiBwhtLvX5Lffu9fNuJ608cMKcrv2584f6z/fv6hH7O3c2e930g3Oi9JLnBzWxmk343UmnluKKv56ZvMW/GGuby3+/Jy7nyP8bFGkgdgSmXcTE10vQmTU94z2KtJ+WJM2/oMFfg3Bp7XB9uzF3epnVruddIO92pe656w27u1nep6J59aiCnuyuYt7+0x+Wv3RfsQ1ws8WRVr0IB9BWmnNCJGl+av1qUj7YXRXbVAD2D8+vkDDSxn9PLxxpW3J/gfRPe6AwYqNvFuu7T5r49Z2hfsZeOavYyXOyBfzGJywj/Z2DONn/rJxGuEnlLERx9lAmTEe4T0ja/fELG3cg/Nqq0g3qzFa3o94LuOSpTfCj4q0LKwV4ogQWZiuroURkDYWJrfj1qSbjuAmci2eE5FRCCXCj4q0AoBZuiJEZolZcdyDgLRxD86rrSLdrMZoeT/iuYxLlt4IPyrSsrBWiCNCZGG6uhZGQNpYmNyOW5NuOoKbyLV4TkRGIZQIPyrSCgBm6YoQmSVmxXEPAtLGPTivtop0sxqj5f2I5zIuWXoj/KhIy8JaIY4IkYXp6loYAWljYXI7bk266QhuItfiOREZhVAi/KhIKwCYpStCZJaYFcc9CEgb9+C82irSzWqMlvcjnsu4ZOmN8KMiLQtrhTgiRBamq2thBKSNhcntuDXppiO4iVyL50RkFEKJ8KMirQBglq4IkVliVhz3ICBt3IPzaqtIN6sxWt6PeC7jkqU3wo+KtCysFeKIEFmYrq6FEZA2Fia349akm47gJnItnhORUQglwo+KtAKAWboiRGaJWXHcg4C0cQ/Oq60i3azGaHk/4rmMS5beCD/hIg3O9REG0oA0IA1IA9KANCANPKaB1oIxXKS1Opbd8whA/GpCoISAtFFCRX01BKSbGkJrjIvn3DxG+AlVARHHuSGaIzrhPQdPI6KUNkagPv+a0s38HLbsQDy3oDTOJsKPirRxPFVXjhBZdSaDpRCQNpai87bNSDe3QT10IfE8FP7q4hF+VKRV4RxnECFyXJRaeQQC0sYI1OdfU7qZn8OWHYjnFpTG2UT4UZE2jqfqyhEiq85ksBQC0sZSdN62GenmNqiHLiSeh8JfXTzCz/JF2tfX169/jfrx8VEFMItBhMgsMUfieHl5+cvN+/v7P1M/Pz9Px+0EzAde/gMfK7bVtWE5szrAvpHTttXGrS3vrU5K2qPdatcddMOzwOsEXNr3wdvb22r0/t3PLDyDA+Ziia+/G/rvDW1x9Wc73u123M/N9Iw4W1u75Z8/3wC0Os5iBzDsIVwiN0usPo4IkX5u9ufX19e/L1sml+WJL17uA/Z2nP28lsZWxm/lvZFTXHFwg3s23GPvPNBr45xnr/hyYF/QeJ7py5vdS/R+dd3YL37UCDHCs9UONGB1QLsVrjPwbPH33JQ4wJ6Yp3w/sFDD1XKJc8KeGyV/I/si/CxdpJFIm6wgjkSPJKll7QiRLf6y2IAPJhdj8kmFZ1t4kUva2yv8WY4x5pPW2q9wv6o2PDc+V8GzPaxr494f51v94XC3WvNzVnreQTfQBPbpzwRbFIBTasHbrcB3dp5L2Ht+LA/g1BddsGef5xD2KNiztgg/SxdpFII9yEGqPaCzkoi4IkRm3kdLbDbhuHfPE/DwfUe+4c/yfmQ3a/9O2vAcYe9n3LaM26Jsda1Y/HbQDbSBffoXd+kX01KfxWvW++w8gyNfRJX6iL9/P6CfPNPGXpHfGM/aIvwsXaSBIJALQPByz06cF1SESD93tmfwxBcnuMLe/SGLvtbEWx271fd3pt+SNqx9bRw6gw20hA91Z32ser+DbsCp1wC/sPsveSgUVuQ/O8/RoovvcZuX5Nn24X6GnI7ws3yRBtLw6xlAmS0ZI0R6oc72bL9VPVukYT6SeuW2kzYsj7UDuDZOXzz0V9cJ98vrDrrhy9t+yVORRgXkuCLv+KdKRkTe+GyvfCfYdzjuvZ75rke/92/9jb73cZ/Fs3yRhuQEWRTATIdyhMgzkrOPgRP7DZcJaQ9Z7AF4gMdag78Wu5qfzOO7aMNzYIt5P4bn2jjnwI46y3yYM96rrjvohme9PT9UpF2loGv8RIs0rEpeoWF+jnIX+Q0b+165JvJrvETycPkiDWAwWZmothq/BvI+XiJE9omgv1ckXqmg8glG7lqSbgfcdtijV9/RgUy72jjtWKDxGVjO9OWNcT9y3UE3fJnz3CdO4N2fNcDD99F+5mt2noE5+LAN72XfZ8ftfcv7ABi0vC+s37vuI/wsXaQxWS3wEELrYW7njbiPEDkivmfXRAIdvRzBkS2mYduSwLCbhd9n8FtdGx4b6OTswK2N0x98ADv7Ai+9MGi/2nUH3fDctxyDR2jEnjd80a/GMfaTnWdibzkCN/bMP+MFZ7zlsmSL94X1X7IZ1RfhZ+kijUKwxPuX/yiSWtaNENniL5NNqZjC4YoPGl+mjBkJxzH2la5I3Ba70tyZ+lbWhuehxKktxGvj3h+wswc87u2zt1/peQfdIP+xT/+C5vuA/TO9C6IanIFnm3f+vD/aLzm0+V+yxTs/c05H+Fm6SAN5JB+g4GMLthK5mfoiRGaKuxYLD1Fywqv/pczaed6QpCV8Sn21eGYc32Wf5Jka4ZV6qI3zULcHNvvoy47NqIVIzKvrxuuBOiFG9n2wMu+z8Gz5YvEMrpij5Mi+C8Chb7BjPuPqeff2o58j/CxfpI0m45n1I0Q+s47mzoeAtDEfZxkilm4ysNA/BvHcH+NnVojwoyLtGaQ7z40Q2TkUuU+GgLSRjJBJwpFuJiHqyTDF85MAdp4e4UdFWmcynnEfIfKZdTR3PgSkjfk4yxCxdJOBhf4xiOf+GD+zQoQfFWnPIN15boTIzqHIfTIEpI1khEwSjnQzCVFPhimenwSw8/QIPyrSOpPxjPsIkc+so7nzISBtzMdZhoilmwws9I9BPPfH+JkVIvyoSHsG6c5zI0R2DkXukyEgbSQjZJJwpJtJiHoyTPH8JICdp0f4UZHWmYxn3EeIfGYdzZ0PAWljPs4yRCzdZGChfwziuT/Gz6wQ4UdF2jNId54bIbJzKHKfDAFpIxkhk4Qj3UxC1JNhiucnAew8PcKPirTOZDzjPkLkM+to7nwISBvzcZYhYukmAwv9YxDP/TF+ZoUIPyrSnkG689wIkZ1DkftkCEgbyQiZJBzpZhKingxTPD8JYOfpEX5UpHUm4xn3ESKfWUdz50NA2piPswwRSzcZWOgfg3juj/EzK0T4CRdpcK6PMJAGpAFpQBqQBqQBaeAxDbQWeeEirdWx7J5HAOJXEwIlBKSNEirqqyEg3dQQWmNcPOfmMcJPqAqIOM4N0RzRCe85eBoRpbQxAvX515Ru5uewZQfiuQWlcTYRflSkjeOpunKEyKozGSyFgLSxFJ23bUa6uQ3qoQuJ56HwVxeP8KMirQrnOIMIkeOi1MojEJA2RqA+/5rSzfwctuxAPLegNM4mwo+KtHE8VVeOEFl1JoOlEJA2lqLzts1IN7dBPXQh8TwU/uriEX6WL9K+vr5+/WtUPM/SIkTOsqejON/f33/xhL3j8/n5eTTlz8vLy985mL9T20kb5BV7fnt74+M/19q4nQBbfnbSDva8Q8O5QX4/Pj7+2TLfCzO9D/7ZxEnHTDwj1rO8ttskp7iW3g3g2tpkzW3E2NraLf/8+d58q+MMdkxEkkkCZ0nMCJEZ8H4mhlIyne3/9fX1D3kkryUfz8SUee4ZNpnjfiQ28os9lw7z2rhfE8W99YNn+Nih7aAbnA3YJ8/9Eq+04RlSspm5bwaeo3mLPTFPWYR7jm1eZ+Yvws/SRRpe2p40JKfvy0pmhMise2iJCwelPyyRfEc8wdYnJ3jFZ5e2izYsn764smO4r43DBtoBdlY/0NkuBf7qumHx5bVhn/GiB9/Awp871m7m+5l4bslbcObPd+St7YONzevM/EX4WbpIA4H+RY/khChmaBEiZ9hPJEbwxm9NLfN8wrbMmdlmR23UDvPaOPkGdrYoi2qNfma8rqwbnBfYX63wAt94mbfYzsgxYp6J55a8LZ3v5JscwQ/2PcPeIzEuX6SBONtUpFk08t5HRIxdIIntizfvzq6JLIrPNauO9VI7zGvjjB46AX445PGRbojM3Fd8KecH/JJjuyv+8qIizaIy9r4lb3G++zPPF2kszmmbOa/9Xs4YWLpII4m4soFAX7hxLNs1QmS22J+JBwcoeIq0WTiN7OnMdkdt1A7z2rjFkwd5VGfWx4z3K+sGe0MRxj95kWO+vPEe4JiKtDzqbclb8mULL37ZKu2E735yX7IZ2RfJw6WLNJBAIgEKP7MczBEiRwru6rXBjy2sa/5hz8O3ZrvK+I7aqB3mtXHLPWx58PPXFTu+6v2qusHLGHvz5wD6+GK35z65z/oSf1Z/M/HcmrcsvLA3fs5yF2OR98izmEfmR/hZvkizwM2WmBEi7T5nv4/sG0mYNRF78hDBqGccd/quHea1ccbKAo3PwNK+wNm/4nVV3RwVaeAaRVrpBQ8sVuV+Jp5b89bm4xHf1oa8274s9xF+tirSmLBZiKrFESGy5muWcRTSZ9+O7D5gu8vL1e4b9ztqo3aY18aBW+mLGl7gmLtDW1k3pfMdfaUvcSUdrMT/TDy35K3nBu+I2tkPm6y/lEb42aJIY0LWSPVCGP0cIXJ0rFetD45Kh6r3D059MYd5LXO9rxmfd9RG7TCvjZNnYGfPAtzbZ9qteF1ZNzzn+WLGWQBNlJq3LdnM3DcTz615Cz74C5o/+z1X+BWNf+b2YxmeI/wsXaSBJICBDxM3A0GtMUSIbPWZ3e5oz0hKjuHwxb3/HB3I2ff8SHzE4pG5s83hC9XybfdwNs5D3RZh7KM/O2b9rni/um7s2XB2HlAzM74XWnQ5A8/kgHloY2aOMjctr5jnmx2Hn8wFGmK3e/V78c9LF2l+s7M9R4icbW+K9zkEpI3n8Nt1tnSzB/PiOTfPEX5UpCXmMkJk4m0otA4ISBsdQN3ApXSzAcnBX2r2QCTXLiN5qCItF3e/ookQ+WuiHpZHQNpYnuIuG5RuusCazql4TkfJr4Ai/KhI+wVdrocIkbkiVzS9EZA2eiO8pn/pZk1e/a7Es0ck13OEHxVpubj7FU2EyF8T9bA8AtLG8hR32aB00wXWdE7FczpKfgUU4UdF2i/ocj1EiMwVuaLpjYC00RvhNf1LN2vy6nclnj0iuZ4j/KhIy8Xdr2giRP6aqIflEZA2lqe4ywalmy6wpnMqntNR8iugCD8q0n5Bl+shQmSuyBVNbwSkjd4Ir+lfulmTV78r8ewRyfUc4UdFWi7ufkUTIfLXRD0sj4C0sTzFXTYo3XSBNZ1T8ZyOkl8BRfhRkfYLulwPESJzRa5oeiMgbfRGeE3/0s2avPpdiWePSK7nCD8q0nJx9yuaCJG/JupheQSkjeUp7rJB6aYLrOmciud0lPwKKMKPirRf0OV6iBCZK3JF0xsBaaM3wmv6l27W5NXvSjx7RHI9R/gJF2lwro8wkAakAWlAGpAGpAFp4DENtJaN4SKt1bHsnkcA4lcTAiUEpI0SKuqrISDd1BBaY1w85+Yxwk+oCog4zg3RHNEJ7zl4GhGltDEC9fnXlG7m57BlB+K5BaVxNhF+VKSN46m6coTIqjMZLIWAtLEUnbdtRrq5DeqhC4nnofBXF4/woyKtCuc4gwiR46LUyiMQkDZGoD7/mtLN/By27EA8t6A0zibCj4q0cTxVV44QWXUmg6UQkDaWovO2zUg3t0E9dCHxPBT+6uIRfpYs0r6+vr7/Ber7+3sRrNfX17//QrVokKQzQmSSkMNhvL29fXNxNBEY8PPy8nJk9re/5u+v4eQ3O2ijlSJgAd59g16oHV5bNOT9rPS8g25w7mOfeA/4ZjVx9H7wc2Z8nolnxFrK3zPcYe/nfHx8/Mr3s/mjxyL8LFekMUEBQikJUaCx//Pz85vU0YQdrR8h8shH5n7sj59SnOCpdNCWbNFHX6vjxr0e4bBLvz2U/YGN3MbHNth7Ozu+w/3quWGLMH924OxnH89+r5FVNDADz2f5e8YDubO5jD77DK7xydoi/CxXpJEUgMBijH0kl8+42qLN9me4jxCZId5HYgBHR/u0Sdfq+8xfq48Z7I4wmyH2q2PEi9lrpfTyhU2p/+p4MvvbQTd8+bMgIx/+GbqB7YptJp5L+XvGCfIY722b855b8Aq/WVuEn62KNLzAfXVd6stCbITILDFH4zgqqtgPDCIHKedF45jNfgdttHLSesgLs//82tyK66x2R0Wa30/ml7iPNfo8k9Zb8xcY4HxHQeaLNI8P7CLvDT+/93OEn62KtBKxIDNrskaI7C2qXv6Piip+M+Kvn60cHfnrFf8ovztooxXblkMeB7b95t3qezW7HXTTUqS1niez8j8Tzy35Cx7wLsD5jlZ6l5Mr8E879mW7RvhRkaYibah+W4sqiLol8Vr9Dd30BYtHkvyC5VK7aDnk9afO/1C4g27OijR+6QMO+Kz65++ZeG7JX6jXfsk6KtLQT25xn7VF+FGRpiJtqI5biyocvC1J1+pv6KYvWDyS5Bcsl9pFyyEvvP5D4Q44nBVpFDJtWs4UzpnpOhPPLfmLc51/XQEP4M0WbZ4b+AQGWYvwCD9bFWkg2icliPZ9nvBRzxEiR8X47LqtRRX/O4Taeq3+an6yj++gjVYOaoc8XshnB3rrOivY7aAbFmD2pV7irvQ+KNnN2DcTz7X8Bf4surAv/zniGXYq0hKrFwQhCW3jT922DwUakjpjwx5Wb61FFTjyfJawafVXmjtT3w7aaOWjdsijQMua4617vMpuB920FmmwW7V4n4nnWv6WtF/7JQ1z4PeogCv5vLMvwk+oCog4vnPDpbUQa+mlDnLZjyQFkVnbTHg/imFLUYVEa+Wpxd+jsWaat4M2WvGuHfLC6gfJHbBoLdKARdaX+A9jj93NxHMtf0sI1Io0vAcyF+ARfpYr0pigAAGf0ssdfRwvCSBLX4TILDFH4rA8YK/gjo384FriEEnq8TnzR7+rXP3eV9lXZB/8Zdxqxc+HpjIf1j7e3s+r64bnAjXBL+QoxtjHa2+sR/qfgeez/CVfR7nrizTYkVdcyftIDs7WjvCzXJF2BsxsYxEiZ9ub4n0OAWnjOfx2nS3d7MG8eM7Nc4QfFWmJuYwQmXgbCq0DAtJGB1A3cCndbEDyf/9f5O2x0zl3GclDFWmJOY4QmXgbCq0DAtJGB1A3cCndbECyirT0JEfyUEVaYjojRCbehkLrgIC00QHUDVxKNxuQrCItPcmRPFSRlpjOCJGJt6HQOiAgbXQAdQOX0s0GJKtIS09yJA9VpCWmM0Jk4m0otA4ISBsdQN3ApXSzAckq0tKTHMlDFWmJ6YwQmXgbCq0DAtJGB1A3cCndbECyirT0JEfyUEVaYjojRCbehkLrgIC00QHUDVxKNxuQrCItPcmRPFSRlpjOCJGJt6HQOiAgbXQAdQOX0s0GJKtIS09yJA9VpCWmM0Jk4m0otA4ISBsdQN3ApXSzAckq0tKTHMlDFWmJ6YwQmXgbCq0DAtJGB1A3cCndbECyirT0JEfyMFykwbk+wkAakAakAWlAGpAGpIHHNNBaSYaLtFbHsnseAYhfTQiUEJA2Sqior4aAdFNDaI1x8Zybxwg/oSog4jg3RHNEJ7zn4GlElNLGCNTnX1O6mZ/Dlh2I5xaUxtlE+FGRNo6n6soRIqvOZLAUAtLGUnTethnp5jaohy4knofCX108wo+KtCqc4wwiRI6LUiuPQEDaGIH6/GtKN/Nz2LID8dyC0jibCD8q0sbxVF05QmTVmQyWQkDaWIrO2zYj3dwG9dCFxPNQ+KuLR/hZskj7+vr6/heo7+/vRbBq48VJAzojRA4I7/Il397e/v7L4ZeXl6r/qH3V4UQGu2kD1GDP4Ny3z8/Pv7qBDfK7tcFfyWfr/NnsdtENz/iSFvBeiOpEPPdD4Civ/Yq1PK+Ne38jnyN5uFyRxgQECKUirTY+kji/doRIP3e2Z/LCuPH8+vrKx3+uUft/HEzesZM2Pj4+/hZhvqDCS9jqBPfApvRy9pTzUPc+vd1Kz7vo5kgH+PIHDFo1Miv3M/B8ltce91qe18a9v9HPEX6WK9IIPkDAi/yo1caP5t3ZHyHyzrh6rIVD1b4s8QI9+zUtat8j5pE+d9IGcYYerEbQj4PeNhzWwMb3Wxvew5fXEcdWve6gG3DPL3GlYp3FQWlsFd5n4rmU154Hn88+z2vj3t/o5wg/KtJGs3WyfoTIEzdTDOGFaYsyFGl4gR61qP2Rn1n7d9IGOWo5zGELbPyhTR+84iWOg15FGhFZ54qzgb+SlgoxFWm5uG7Nax91Lc9r497fnc+R81tF2p3MBNeKEBl0nc6c34xYmNmCrRRs1L7kY+a+nbRBnloPc2BTejnTD17g/JVdRRpRWePK80NFWujVPpT81rz2QdbyvDbu/d35HDm/Q0xGHN+54dJaiJUH8SPjpTl3982E9xXY8GBt3XfU/ooYs/hoxShLvFfE0XKY41eSs7xHHPilhU1FGpGY/wrucSag8WwoFev6JS0X1y157SOu5Xlt3Pu7+zlyfqtIu5udwHoRIgNu05ryzxRIWuy9dMDa4KP2du7s97tpA3y1HOawOWv8MydtVKQRifmvtvhWkRZ6tQ8lvyWvfYC1PK+Ne393P0fO7xCTEcd3b9qvh1jPvlHXxr2/Ec8z4f0sPuDKHrK4P9t/1P7Z+LLNP8MmW6xXxVM7zPmnrrP14APYlT61LwVnfmcZW1U3/HWsxKs9V8ATbVfmeyaea3ntc6uW57Vx72/Ec4QfFWkjGGpcM0Jko8u0ZkhUX1Rj//zzhQ88au/nz/68kzbI1dlhjhfxkVY4v3TVL2klVObv0y9poVf7UMLP8toHVsvz2rj3N+o5cn6HmIw4HrV5rotY/UufY7jWxq3tqPuZ8H4WIySX3S8P2SO/UfsjP7P2W6xm3UM07qPDHFrAryO2tX6bVpFmUVvnnudH6dcy/ZKWi+ejvPZR1vK8Nu79jXyOnN/LFWlMQICADwRgW23c2o6+jxA5OtYr1scLk7z5vXPMrsM+zrFjq997fFbeL1+45Nnu3WuANvyChpc0+nCAlxrmH42V7Gfvs9jNvpez+KkZX6R5vVAnZ75mHJuBZ3LEnLUx+7z1vHEO+auNZ+PQ7rUW23JFWm3DM41HiJxpX4r1eQSkjecx3NGDdLMH6+I5N88RflSkJeYyQmTibSi0DghIGx1A3cCldLMByf/9z3n22Omcu4zkoYq0xBxHiEy8DYXWAQFpowOoG7iUbjYgWUVaepIjeagiLTGdESITb0OhdUBA2ugA6gYupZsNSFaRlp7kSB6qSEtMZ4TIxNtQaB0QkDY6gLqBS+lmA5JVpKUnOZKHKtIS0xkhMvE2FFoHBKSNDqBu4FK62YBkFWnpSY7koYq0xHRGiEy8DYXWAQFpowOoG7iUbjYgWUVaepIjeagiLTGdESITb0OhdUBA2uj1cJS8AAAgAElEQVQA6gYupZsNSFaRlp7kSB6qSEtMZ4TIxNtQaB0QkDY6gLqBS+lmA5JVpKUnOZKHKtIS0xkhMvE2FFoHBKSNDqBu4FK62YBkFWnpSY7koYq0xHRGiEy8DYXWAQFpowOoG7iUbjYgWUVaepIjeRgu0uBcH2EgDUgD0oA0IA1IA9LAYxporSTDRVqrY9k9jwDEryYESghIGyVU1FdDQLqpIbTGuHjOzWOEn1AVEHGcG6I5ohPec/A0IkppYwTq868p3czPYcsOxHMLSuNsIvyoSBvHU3XlCJFVZzJYCgFpYyk6b9uMdHMb1EMXEs9D4a8uHuFHRVoVznEGESLHRamVRyAgbYxAff41pZv5OWzZgXhuQWmcTYQfFWnjeKquHCGy6kwGSyEgbSxF522bkW5ug3roQuJ5KPzVxSP8LFmkfX19ff8L1Pf393/A+vj4+PWvU/8xSNQRITJR2KFQ3t7evvk4m2Q5+/z8PDSlL+D28vJyaLfCwA7a8Dxhz+C41DDGTynvS3PQ9/r6+j1vdb1w/zvoBvxjn3gPlFptvDRntr6ZeEasR3ntcYctP6V3AcdwLY17f6OeEV9ra7ec5H97hQkIEPxhDdKsGHAwR8BqBfUqu8yxXbFH7I+fI3/k6OjA5Tzybp/xAl61ra4Ny5st0m3+0gYasf14xpyzhrMAGK6skdL+V9cNzwvss3Rm1MZLmM3YNwPPtbz2uGNPzGvmry3EauPe38jnCD/LFWkEHiD4Io0E06ZENMcyXCNEZoj3kRh8cWV94EDFp6XhZWtf1OC2dW6L/2w2O2jDYw4+LccY56/m9rCGjc9964t5f2Zj7Ve630E3fPmXijRwWRtfge+ZeC7ltecAnPkvVMhz9tXGvb/RzxF+tirSPDGlA97bjHyOEDkyzmfWPirSjvqP1kLC2qIML2Im8NGcmft30Ibn5+gwBxa24IIWcGgftSM/R/Yr9e+gm1oRVhtfge+ZeG7JR1uQkR/yiOfaOOdkuUb4UZEW+Nvw3QRHiLw7tqvWOyrGmLi4Agd87K8lfn0W3CzMMG/ltoM2PH/UhO+nhnBo42MLNm9rf0WjrlbXisVgB93w5a1f0izzee+P8tpGjCLMa5c8w642bn1luPd7OYtp6yINhzmIztoiRGbdQy0uvmCtnS24eNCi+KrhwRdwzc6uNev9Dnv03Jwd5jykcT1r1BsLOWqtNu/M50xjO+iGL2+eHZ6f2ri3n/F5Jp7P8prY82xn3qKfuYz72jj9ZLlG+Nm2SEMC81eXLMT5OCJE+rmzPNtEY8xMOHvI8mV6VlTjRYu5SHpgZ+fT9yrXHbThuTo7zDFG3ZzlNTTix0sa9Guv8ryDbmpFWG18Ba5n4vksry0X5A1748fmcm3c+hp9H+Fn2yLNkjuasKP1I0Qe+cjeX3pB8mXriyzggUQsNfixv4bgfmX8Vt5biV/0HR3mLNA4D9hYLbAf11KRxsPd2q16v4NuyKc/P8hpbZx2M19n4vkor8/w55d2vCtKrTZemnNnX4SfLYs0FGhHCXwnUbW1IkTWfGUdLxVpiBV79wUZ+o6SEokOX7ad2Vu7Ge930IbnpXSYlwp66Aa2pcYXtB07s7d2K9zvoBtyfHTG18bF870IlPK6FgHe4UdfxDC3Nl7z33s8kofbFWkgz7/o0ZexRYjMGH9LTEdFGg9S+oDdGU/+lzO+vDl/tesO2vCcHR3mwMIe2Li3z96PP8DhF3rboe2gG54dKtLmUPRRXpei5y9kR++C2njJ54i+SB4uV6QxQQECPhAAG+7Zb69ZD2jEuHLzfHgeWMABB5+UePb4sI/croyd3/vKe2XBTV793nkwc9wWaByzfcDKas/rbmUsPXar7dWfAf7X9dr4KnjMwPNZXvu8te91/yMLOKuNZ+M1wk+oCog4zgbKjPEI7xlZuydmaeMenFdbRbpZjdHyfsRzGZcsvRF+VKRlYa0QR4TIwnR1LYyAtLEwuR23Jt10BDeRa/GciIxCKBF+VKQVAMzSFSEyS8yK4x4EpI17cF5tFelmNUbL+xHPZVyy9Eb4UZGWhbVCHBEiC9PVtTAC0sbC5HbcmnTTEdxErsVzIjIKoUT4UZFWADBLV4TILDErjnsQkDbuwXm1VaSb1Rgt70c8l3HJ0hvhR0VaFtYKcUSILExX18IISBsLk9txa9JNR3ATuRbPicgohBLhR0VaAcAsXREis8SsOO5BQNq4B+fVVpFuVmO0vB/xXMYlS2+EHxVpWVgrxBEhsjBdXQsjIG0sTG7HrUk3HcFN5Fo8JyKjEEqEHxVpBQCzdEWIzBKz4rgHAWnjHpxXW0W6WY3R8n7EcxmXLL0RflSkZWGtEEeEyMJ0dS2MgLSxMLkdtybddAQ3kWvxnIiMQigRflSkFQDM0hUhMkvMiuMeBKSNe3BebRXpZjVGy/sRz2VcsvRG+AkXaXCujzCQBqQBaUAakAakAWngMQ20FozhIq3VseyeRwDiVxMCJQSkjRIq6qshIN3UEFpjXDzn5jHCT6gKiDjODdEc0QnvOXgaEaW0MQL1+deUbubnsGUH4rkFpXE2EX5UpI3jqbpyhMiqMxkshYC0sRSdt21GurkN6qELieeh8FcXj/CjIq0K5ziDCJHjotTKIxCQNkagPv+a0s38HLbsQDy3oDTOJsKPirRxPFVXjhBZdSaDpRCQNpai87bNSDe3QT10IfE8FP7q4hF+lizSvr6+vv8F6vv7+z9goQ8A4fPy8vLPeKaOCJGZ4q7F8vr6esoB+cEVtrZ9fn7++fj4sF3f929vb//Y/mO0UMeq2rAUgWurBc+7zWXYwd42aMI3ng3e1tut+jy7bnR2tClzFp6Ro8xx5Gat4QygPa7+HW/HMuc44mxt7ZZ//nyD0+p4lJ09uD2BINj2oUgrHeSjYvfrRoj0c2d4ZoKWOABPpSQr2WKvTM6WRJ8Bm1qMq2vD7p+FFfZc4tcX8pgLO5vr9Ic++DnSEe1Wva6iG50d5wqdgWdwyDxkjpfy2+6U9raP99gzv8jh3YHn0juE9iOvEX6WK9IIPEDwh7QXAMZLBzx9jL5GiBwd6yPrM0mxTyYX/YCbUoKVkhS26C9xTn+rXVfXhuULeUt+S79+l3IYmvD5Dp/Ajb7sGrvcr6IbcEgedXb8q97sPCM3EaPNUXL6727+0wOeS+8EjGLMnwPw5/uOfN/dH+FnqyLNEwESj0j3tiOeI0SOiO/ZNYE/khSJ5BO2VKQdJSle3PRTeok/G2fG+atrw2IObpmr2DfubSsdxN4G9tCP9YPn3doqugGPzHmdHf+qODvPyD1/Vpf67M5gj32V9gY9+HMA/kq21ueo+0hc2xZpKAKyH9IRIkeJ7Zl1edDCB/Zqk7ZUpMHeNxTZ7GdSZi68ffyPPq+uDYsLizT0QRfYu81dfziDfztOX7CDLzRozc+j3crXVXSjs+Ncpdl5Bn8+/3h+H+2MuYu52B/OAjb28RnXmj9re/d9hJ8tizRbkYPcrC1CZNY9nMUF7Jl4eLFiv+TDF2n2RW19ItFtUWZ9WLvV7lfXhuXLcw/OsX9qxx/2Vlf0A41YOxZ79EG71a+r6MZyrLPjX9Vm5xn82XzEDiJFFW2Zv9SALdyY4/+iM74nws+WRRopAlD4kGj2Z7lGiMwScyQOe9BiHpMKCYh7W3yhzz7DHrzZX9/QB5+r44Z97rBH7BMNPINX27B/cu8Pe2+LeeiDhtjgEz7soc6xla+r6AZ82nNbZ8dv1WbnGfz5vGXh9Xsnx0+Yb3Oa87F3fvwax97uHYnws3WRxoPaJvu9VJ2vFiHy3FPOUX/QIkokFfaNMVuU4dk3HsxMSHu1yevnrfC8ujYsR8hPzz+/OaPfHsToL3FvtWHvWejZ9Va+X0U34N2f2zo7fpSbnWfkqM89nOe+72dH/97BvpTrsOS73b5D/vUwrifCz9ZFGiiKgHU3pZljuwKL0kFLTrB3JhgSDgnp2xE+SHT74vbzVng+2vsKe/N7KBVpsGGRbrn2xRztSvrBAW915tdd8XkV3ejsOFdndp5ZROHKBk5Lecpxf0Xe2/l2HGOls8DajLyP8LN1kRYVxd2kRoi8O7Yr1js6aPkrCYs0JK5PxjPu+PI9+pZ1ReyjfayuDYsvuD86cHEYnxVpmHuGFQr6yLd3G9eM92dYzLQfnR3nbM3AMzhkXvPMP9/VzyjeCaWCjvluz4SfWXnuIvwsV6TxBQ0Q8LEHMIhjP67ZX+KIccXGRCIXTFS7VyQgizQ/bnn0yej59+N2jZnvV9WG5wTcUye4Qju+kWNwT83Ahgc/59sxjONs4Biuftyvs8Iz9jlz09nRxt4sPNuz3OY2eebZ7891X6DZ8RnyOMJPKGMjjtukJKszBIT3GTp7j0kbe/P/6O6lm0eRm2ueeM7NV4QfFWmJuYwQmXgbCq0DAtJGB1A3cCndbEBy8v/Weg8GzncZyUMVaedYDh2NEDk0UC1+OwLSxu2QL7GgdLMEjdVNiOcqREMNIvyoSBtK1fniESLPPWl0NQSkjdUYvWc/0s09OI9eRTyPZuB8/Qg/KtLOsRw6GiFyaKBa/HYEpI3bIV9iQelmCRqrmxDPVYiGGkT4UZE2lKrzxSNEnnvS6GoISBurMXrPfqSbe3AevYp4Hs3A+foRflSknWM5dDRC5NBAtfjtCEgbt0O+xILSzRI0VjchnqsQDTWI8KMibShV54tHiDz3pNHVEJA2VmP0nv1IN/fgPHoV8TyagfP1I/yoSDvHcuhohMihgWrx2xGQNm6HfIkFpZslaKxuQjxXIRpqEOFHRdpQqs4XjxB57kmjqyEgbazG6D37kW7uwXn0KuJ5NAPn60f4UZF2juXQ0QiRQwPV4rcjIG3cDvkSC0o3S9BY3YR4rkI01CDCj4q0oVSdLx4h8tyTRldDQNpYjdF79iPd3IPz6FXE82gGzteP8BMu0uBcH2EgDUgD0oA0IA1IA9LAYxo4L+N+RsNF2s9U3fVGAOJXEwIlBKSNEirqqyEg3dQQWmNcPOfmMcJPqAqIOM4N0RzRCe85eBoRpbQxAvX515Ru5uewZQfiuQWlcTYRflSkjeOpunKEyKozGSyFgLSxFJ23bUa6uQ3qoQuJ56HwVxeP8KMirQrnOIMIkeOi1MojEJA2RqA+/5rSzfwctuxAPLegNM4mwo+KtHE8VVeOEFl1JoOlEJA2lqLzts1IN7dBPXQh8TwU/uriEX6WLNK+vr6+/wXq+/v7KVivr69/ajanDjoPRojsHEoX9y8vL3//pXCJB+yfn4+Pj2oMNX9VBxMZrK4NSwW4pw6O9m3HPz8/7fTT+7e3tz/47NKO8Fth/14n1IQ9O/huwNjKvM/EcysXyGtyiiu4tM3zb8ey3Uf4Wa5Iw8ueRJZe/CSLhJ7Z0HbUNULkqBgfXRcFMpOsxAUKLjaO05799lrzZ21XuF9ZG5YfHMz2ZQqe8bENWEAjaDzIWwo12lr/1u+K9yvrpnSW4xzhuYEr9s9n8L4q9zPwzHMdsdZ4AGc273FvuWw5JzLlc4Sf5Yo0EgEQSknLcYgCCXxmQ9tR1wiRo2J8ZF0knH+J+pcvD1L6BxZ+Dsda/NF2leuq2vD8eB3gYPcFvD28MR+57fu8X2tXe0GU5s7at7Ju/PkA7VgdgGfLNcaBh9fYrNzauGfiGflsebH74D2/hPGZ3LHfc+jPCc7Lco3ws2WRRkGoSMsi2fMXKxLQHrYtUYPj6JwWv1lsIkmeJeYr4sCXKh7M8FfiGeM1fOCHuuJ5cEV82X3UcMkefyQ+cGy/hOO8t9qBr1JfZI2stjPx3FKklXDGHj2ftPPnBPuzXCP8bFekgVQSqyIti2T/87K1B6qNDDxFG168R/6ivjLaR5I8Y/yPxIS89ZyCZ48F7HyfXQ+/uNAPCnkVaRadde5xbvAXFlyhCf9rW/Z3wKNsnOn/UZ+95oGDR3IQeyS/NrbSOWHHM9xH+NmuSLNiyJ6gESIzCO+ZGMCFb3zZAoejhPRz+Fzyx7EVrjtpA3yhmKIO7C+keOmin0UXbHF/ho89A1SkrZAN/+6Bv5JyREUakch3faRIOyrEjs6JbLs+O598rFsVafZwBhAq0rwcxjyDF/8N10bCl67nz9rY+5o/azvrfSTJZ91jKW7kLPZu9eKLeYzbQs76gZbst28VaRadde7BMz5sKtKIRL7rI0Ua5py10jlxZn/3WOT83qpIAzBHn7tJalkvQmSLv4w2eMHiU2sovFqKtFZ/tfWyj++gjSMOsHdbpFm7o5cxbXh4l84BW7zRfrXrLroBz55P9PmzBnj4vhU4n4ln8NJytpOXoy9gHOcVGBydE7QZdY3ws1WR5gmBOOy3LT8++jlC5OhYH1kfCdSanP6bcWm9iL/S/Jn6VtfGGRelFzDto7+MRe25zqzXHXSD4gwa8c1/0WNB7+1WeJ6J50iRBg5bC6+zc2I0xxF+VKSZn8RHE+fXjxDp52Z/RqL5b0RHv4K1HKYRf9mxaYlvZW2c7R/Feqmwp0a8ps58YUxFWg2h+caPvtBRI7iS+8xf0p9BfqbzobVIQ977Xz2P8v3onHgG0yvnRvhZrkgDiQCAn9I3KoKNscxJGiGSe5rh6jnyXKHgYh+uJQ6RnMSn5m8GTKIxcu/RebPZ42C2WvD5arkvfcPmi7lU2AELFWmzKaIeL84LFmLe2p4tR5rwc2Z8nuF8sFwwx4m1z1ue97TjledB7Zyg3yzXCD/LFWlZSLgijgiRV6wnH/MgIG3Mw1WmSKWbTGz0i0U898P2Cs8RflSkXYF4Jx8RIjuFILdJEZA2khKTPCzpJjlBF4Unni8CspObCD8q0jqRcIXbCJFXrCcf8yAgbczDVaZIpZtMbPSLRTz3w/YKzxF+VKRdgXgnHxEiO4Ugt0kRkDaSEpM8LOkmOUEXhSeeLwKyk5sIPyrSOpFwhdsIkVesJx/zICBtzMNVpkilm0xs9ItFPPfD9grPEX5UpF2BeCcfESI7hSC3SRGQNpISkzws6SY5QReFJ54vArKTmwg/KtI6kXCF2wiRV6wnH/MgIG3Mw1WmSKWbTGz0i0U898P2Cs8RflSkXYF4Jx8RIjuFILdJEZA2khKTPCzpJjlBF4Unni8CspObCD8q0jqRcIXbCJFXrCcf8yAgbczDVaZIpZtMbPSLRTz3w/YKzxF+VKRdgXgnHxEiO4Ugt0kRkDaSEpM8LOkmOUEXhSeeLwKyk5sIPyrSOpFwhdsIkVesJx/zICBtzMNVpkilm0xs9ItFPPfD9grPEX7CRRqc6yMMpAFpQBqQBqQBaUAaeEwDrcVeuEhrdSy75xGA+NWEQAkBaaOEivpqCEg3NYTWGBfPuXmM8BOqAiKOc0M0R3TCew6eRkQpbYxAff41pZv5OWzZgXhuQWmcTYQfFWnjeKquHCGy6kwGSyEgbSxF522bkW5ug3roQuJ5KPzVxSP8qEirwjnOIELkuCi18ggEpI0RqM+/pnQzP4ctOxDPLSiNs4nwoyJtHE/VlSNEVp3JYCkEpI2l6LxtM9LNbVAPXUg8D4W/uniEnyWLtK+vr+9/gfr+/l4EC/0AiZ+Pj4+i3ejOCJGjY31m/c/Pz28uSj7e3t4Ox0r26DvzdzRntv5dtOF5gR7w8Q05zHzG9Sj3OS9qz3mzX3fQDc93vAd847sBOJR05O1nfZ6J5ygXZ/YY4wfvgawNMba2dss/f8Ivy9YgrrRjggKEo4N6luSMEHklhnf7enl5KWqLyRbF4cjf3fvquV4Uk56x3OWbxXcpf0t9Z3FF7c98zTS2um6Y+9inL9JYoLEfGlhVBzPwbL8otfBQs8eeYYPGsyJroRbhZ7kijQcmQCgVaehjktI26zVCZNY91OICH/gc7fVsrOS75q80Z8a+I7xm3EtrzDjIX19f/3mx4mCOHMZR+9b4ZrDbQTd8mftz3hdlvmibgb/WGGfiGYV1S5HGvZfswTnOBtt4Xti+LPcRfrYr0gAOPiA6e4sQmX0vpfhwSKKo4qFasokUaS3+SmvM2Le6Njwn0AH4LRVp9tcTP6/0HLUv+Zi1bwfd8DyBXmwD7xizrdRnx2e9n4lncPBskVYqyKiDjBxG+NmqSLNJi8MeQPmkzURohMhMcbfGwm8+Z8kUKdJa/LXGlt1udW1Y/PErGXSAVirSmNc4qIELba0Pex+1t3Nnv99BNzxPyDM4wz327n9xRYFQ08uMnM/E81VFmt8zdZCRPx/rWYxbFWkeiEgB4Ofe8Rwh8o54rlwD2PMQPUumVo5a/V25h5G+VtaGx9V+yy4VadaeWqK27FjpPmpf8jFT3w66KXGqIi2vSq8o0lB8Q9t4D7C1vjtof+c1kodbF2kgBQLx367uJOtsrQiRZ36yjeHAtMnEQ7UUZ0uiRfyV1pixb1VteC7Avy24akUa5sMGmmptUftWvxntdtANzxOrG9xj7/6s1y9p41V6RZGGXZB38MwPcjtji+Th9kUavqX7xM1CaoTILDG3xMHCi4lkr7Z4gy/anvmljfXDe+/vzM9MY9jfDg0HOLn0V/sStliA80iRFrW3a812v4Nu+LL2+oCWvC6Ah++bjdNSvDPxfFWRZnE4Ksqtzcj7CD+hkz7ieCQAWBuxtrygIZCsbSa8n8GQh2rJBziM4nDmr7TGjH1RTGbcYynm1l/S/Au65It98Bmx57wZrzvohvnvOcUXcvunc77IZ+SxFvNMPPco0lrOiRqGPccj/GxdpCFhM3+LihDZU1C9ffNQLa2jIq2Eyhz/m4XlyJ/rrR2+0EvLlzNGEbXnvFmvO5wpPE98kcaijP3QUkQrM3E+E89XFmnkGNxmbhF+livSmKAAAR/7SxkSkv24Zi7QIDDEuEMjZ36v4O6ILyThET5H/rz/mZ+P9j7znlpi90UauaZO/EuXhzZ/QanZt8Qws83quuG5cKQH/gfmGKcmZubzKPYZeLZckC/ux+ct+s/sbV5n/c+XuDdcI/yEqoCIYxuQ7h9DQHg/htsOs6SNHVi+fo/SzfWYZvQonjOy8hNThB8VaT+4pbuLEJkueAXUFQFpoyu8yzqXbpal9tfGxPMvONI9RPhRkZaOvp+AIkT+zNLdDghIGzuwfP0epZvrMc3oUTxnZOUnpgg/KtJ+cEt3FyEyXfAKqCsC0kZXeJd1Lt0sS+2vjYnnX3Cke4jwoyItHX0/AUWI/Jmlux0QkDZ2YPn6PUo312Oa0aN4zsjKT0wRflSk/eCW7i5CZLrgFVBXBKSNrvAu61y6WZbaXxsTz7/gSPcQ4UdFWjr6fgKKEPkzS3c7ICBt7MDy9XuUbq7HNKNH8ZyRlZ+YIvyoSPvBLd1dhMh0wSugrghIG13hXda5dLMstb82Jp5/wZHuIcKPirR09P0EFCHyZ5budkBA2tiB5ev3KN1cj2lGj+I5Iys/MUX4UZH2g1u6uwiR6YJXQF0RkDa6wrusc+lmWWp/bUw8/4Ij3UOEHxVp6ej7CShC5M8s3e2AgLSxA8vX71G6uR7TjB7Fc0ZWfmKK8BMu0uBcH2EgDUgD0oA0IA1IA9LAYxr4KdnO78JF2rk7jV6JAMSvJgRKCEgbJVTUV0NAuqkhtMa4eM7NY4SfUBUQcZwbojmiE95z8DQiSmljBOrzryndzM9hyw7EcwtK42wi/KhIG8dTdeUIkVVnMlgKAWljKTpv24x0cxvUQxcSz0Phry4e4UdFWhXOcQYRIsdFqZVHICBtjEB9/jWlm/k5bNmBeG5BaZxNhB8VaeN4qq4cIbLqTAZLISBtLEXnbZuRbm6DeuhC4nko/NXFI/wsWaR9fX19/wvU9/f3U7BeXl6+7V5fX0/tRg1GiBwV4zPrEn/ss8TV5+fn339JXBo/Wvvj4+PvPPhYsa2uDcuZ1QH2jfwuNYy9vb2Vhg77kPuYBy3u0HbSDfm058wu+59pn4g1krct9tnzOsLPckUaXuYAAJ+jFztf4hFhMOHvvEaIvDOuK9ZCEvFlSz4sX3wxcy3Y23H2+ysPZPr246s8r6wNyxF4BPdsPHwtv9QPMGnNaerL+uYaK1930Q05hDZW/aLGPZauM/AczdsW+1nyOsLPckUaBQsQSi91Eo1r9hYhMvtebHx4wfqDEy9L+8LEveWPyWf9+HsUaPpFxKMy97PPU2gHeeH7sUtw31KkUUtWX3Oj1B79qmfKEQItejiaO3P/TDy35i35OLKfKa8j/GxXpAGcWQ7nCJEU8KxXHKa2SMPefSFX6uN+welOeO20V3LMK/b+TJF2dMjT/8rXnXQDjWC/+Mxy5l+lvZl4jubjkf1R/1WYXuknws9WRRqTli90AGULgytJuMJXhMgr1hvpA0UaD1J+I7J/0kJswKP0csYYExRX2OHji7yR+7t67Z204bHD3r02rAa8vX2mtuwZAM3s0nbSDTXCX1932vtMe+XZ3ZqDJfvZ8jrCz1ZFGgoBEOyLAT63iuQuuwiRd8XUax37omTC8ZDlmsCjVKTxEEbBzTm4Xxm/lfdGvktX8H+Ur6XD2/tgcUYf1M4ufxbbVTfQQYs+vF5mfZ6J5ygvJfvZ8jrCz1ZFGl7c/jBm4ZYxGSNEZoy/NSZwYH/1ihZpJXu+fEtFXWtcme120YbnAAf0USsd3t4WWvO/nvOA97YrPu+qG3CJc+JMPyvxPRPPLXlruSnZz5bXEX62L9JwQGdN3AiRVsQz3aOIKhVS2Lst3Fh02T7us1SkYQw+Sr45b+brDtrw/Pjiyo+XDm9vUzrMoZFd8Nxln553Pmc96xnfVdeZeG7JW4tLyX62vI7ws1WRVirI0Fc7/K1A7ryPEHlnXFetheIKyVVq4ATcsMH27IAFVr4gQ1+pqKPPma+ra8NzA53UuCwd3t5PqSBD35m2vI+Zn3fTjeXq7Lyxdivcz8RzS95aTkr2s+V1hJ+tijQQDYLtyx9g1Q5/K5A77yNE3uQJxcsAACAASURBVBnXFWsBc18cI9HwQcO43T9441hpfZ+kmYvvUvzRPotNdO5s9ijQPPdeO9hT6fAu7RVz7ZeDmrZKPmbt20k3nqOd9j7TXlvzlnwe2c+U1xF+livS+LIGCPiAUN84hmvWAg0xI74Vm+eIfHiurJ0trIEJEtLjAxv6Kr3EV8LS732lvdm9kGfyyqvVAwt6jlls+GdyW5TBP7RGe18A2vVXu7fYrLY3vx/L8U77Bg4z7Deat2f25N5ynjmvI/yEqoCIY4Km6+MICO/HsVt9prSxOsN99ifd9ME1m1fxnI2R3/FE+FGR9hu7VE8RIlMFrmC6IyBtdId4yQWkmyVp/WdT4vkfSFJ1RPhRkZaKut/BRIj8PVNPqyMgbazOcJ/9STd9cM3mVTxnY+R3PBF+VKT9xi7VU4TIVIErmO4ISBvdIV5yAelmSVr/2ZR4/geSVB0RflSkpaLudzARIn/P1NPqCEgbqzPcZ3/STR9cs3kVz9kY+f/tm4Fx7CgThINxMI7FoTgSB+I4HMv91e/+fjeeRYLZRWKAVtWWVhIahv4amPXd+51PhI+KtN/apbqKgEyVuJK5XAF543KJl+xAvlkS68OgxPlBklQ3InxUpKVC9zuZCMjfb+pqdQXkjdUJXzM++eYaXbNFFedsRH7nE+GjIu23dqmuIiBTJa5kLldA3rhc4iU7kG+WxPowKHF+kCTVjQgfFWmp0P1OJgLy95u6Wl0BeWN1wteMT765RtdsUcU5G5Hf+UT4qEj7rV2qqwjIVIkrmcsVkDcul3jJDuSbJbE+DEqcHyRJdSPCR0VaKnS/k4mA/P2mrlZXQN5YnfA145NvrtE1W1Rxzkbkdz4RPuEiDcH1kQbygDwgD8gD8oA8IA8854HfZdvxVbhIOw6lJ70VgPl1SIGSAvJGSRXdqykg39QUWuO5OOfmGOETqgIigXNLNEd20nsOTiOylDdGqD5/n/LN/AxbRiDOLSqNaxPhoyJtHKdqzxGQ1WBqsJQC8sZSOG8bjHxzm9RDOxLnofJXO4/wUZFWlXNcgwjIcVmq5xEKyBsjVJ+/T/lmfoYtIxDnFpXGtYnwUZE2jlO15wjIajA1WEoBeWMpnLcNRr65TeqhHYnzUPmrnUf4LFmk/fz8/PkXqJ+fnw9iQRz/eX9/f2iX4UYEZIZ8e+Vg+Xx9fT2E/f7+/suwxPjhhQVv7OqNj4+Pf/CxBzxiPWOf1b5j7uPdt7e3WtMlnu/iG+4BOPsDrJ/1i4+V9XoWzpjLZFFi5fVlW5yxD9jjlXXAxrnje4TPckUaNm2C9Bs4IHojoI1vdweklj4iIFvizdDGbpacdJYZCzSOBZtsVn7M8Yrzjt4ge1uk4Z69hh9afnQxVkvbK/iNirmLb8AVY7VrBzTHmgL2qx8zcMa85dwFpxIvywnPwQ8H5y9Z4sxYeN66Dtj4d36P8FmuSKPQEMFv3gTKNjgDpp/I9vnI7xGQI/Ps2bdnAQ0sN/CyXPFsR512HDMWYfC3i7H3CxZxW+iXvEnPWB+V2q14bwffwANgi7F6f1jvrMiXY8rOGVw8H7A54gOmmPv2QFve85xb1gEb6+7vET5bFWkeBMDWFnT/zp3XEZB35nVXX+DDScg+oYkt2nC/dI/tVz3v5g1suvTD0UIO1miHBfrswJw/i3H27uzPdvAN2LIQt5s3fIHx47N6gZ6dc6mIKt3jfLMFGe+RJ6/tuWUdsO3v/h7hs3WRBpCZJ2sE5N0mu6M/X0CXFl7kAZ0wYXc6dvIGuHOe+r+kWebwANvZ+/Y7PYR20BAf7zPbfrXvq/uGP+rI2RZp/I4z2a/Gl+PJzjladKG9H9NRkdayDlCnUWc/lrM8ti7SMKE5cc9EGvUsAnJUjlf0y8mH8eNDRqWFF/2jDd7Z6djJG1igeRwVabhPv3Cj5jv2zOKMxRw3bNuHbb/a95V9gzUAawSOo7XC8lz5L6rZOUeLNPLkvAVHzmXLtHUdsO+M+B7hs22RhsU5+y/oCMgRRru6T05CbqCcqCza2D90UpFGNdY6wwOW91GRxlFjTsMP3Kx5n+fS5kCfsc3K55XXFK4T4He0Vli2aJN9D7D5Rr5n51yah/xxfjROPsfY+Dn6QVZbB476uOt+hM+2RRoWZnwyHxGQmcfxSm6YzHbxhSZ2A+ZfQuy9V/qb5d1dvMHFFuP1H1u8WW7eI/bZM5uDfX/276v6prSB0y92/fD8VKR5Re65Bi+vPfZjf+8om5Z1/2wdOIp71/3IPNy2SEMFnn1jj4C8y1x39+OLaXCzxfXKv4bPtN7VG7W/pEEzLPRHBRw3c6ttacOwz1f6votvsC5grEc+AFO0OSvgZuaenTOLLMsHLOzafqb/q+vAWew7nkX4bFmkwRitFfsdwI76iIA8ijHzfU5kOwYuvrwHjthkdzt29UZtccYiX9t4fYydPLSLb7hO2CLArxErazHD2DBPOVfJyzPy19wTMIfPjpZ14Oz9q59F+CxXpPGXMkTAp1SMAWBrxX41rLP4EZBncWZ5xol6xg5jsYxn4HiF/rt5gxr6AguLPP2Cs/cDF3VuBoyDdYHv7VTk7+IbriW2SLPMV9dhlvFhPnMeWlZ+3to1H2z9UVsHfPvR1xE+yxVpo8Xv2X8EZM9+FSu/AvJGfkYZM5RvMlLpn5M499e0Z8QIHxVpPZXvHCsCsnPXCpdcAXkjOaCk6ck3ScF0TkucOwvaOVyEj4q0zuL3DBcB2bNfxcqvgLyRn1HGDOWbjFT65yTO/TXtGTHCR0VaT+U7x4qA7Ny1wiVXQN5IDihpevJNUjCd0xLnzoJ2DhfhoyKts/g9w0VA9uxXsfIrIG/kZ5QxQ/kmI5X+OYlzf017RozwUZHWU/nOsSIgO3etcMkVkDeSA0qannyTFEzntMS5s6Cdw0X4qEjrLH7PcBGQPftVrPwKyBv5GWXMUL7JSKV/TuLcX9OeESN8VKT1VL5zrAjIzl0rXHIF5I3kgJKmJ98kBdM5LXHuLGjncBE+KtI6i98zXARkz34VK78C8kZ+RhkzlG8yUumfkzj317RnxAgfFWk9le8cKwKyc9cKl1wBeSM5oKTpyTdJwXROS5w7C9o5XISPirTO4vcMFwHZs1/Fyq+AvJGfUcYM5ZuMVPrnJM79Ne0ZMcJHRVpP5TvHioDs3LXCJVdA3kgOKGl68k1SMJ3TEufOgnYOF+ETLtIQXB9pIA/IA/KAPCAPyAPywHMeaK37wkVaa2C1e10BmF+HFCgpIG+UVNG9mgLyTU2hNZ6Lc26OET6hKiASOLdEc2QnvefgNCJLeWOE6vP3Kd/Mz7BlBOLcotK4NhE+KtLGcar2HAFZDaYGSykgbyyF87bByDe3ST20I3EeKn+18wgfFWlVOcc1iIAcl6V6HqGAvDFC9fn7lG/mZ9gyAnFuUWlcmwgfFWnjOFV7joCsBlODpRSQN5bCedtg5JvbpB7akTgPlb/aeYTPkkXaz8/Pn3+B+vn5+SAWn0EkfL6+vh7aZLkRAZkl50geb29vf/+lcInVx8fH3+doWztse3xf+VjdG5Yd5ijn69m48ayVu433/f1tu1v6+5l+qwwcawnGibXeH3b9b/WKjzHD9UyckWuUxfv7+x/Gfl9ALH4yz+sIn+WKNE5QiFDa+P19XGeFGQE5w8Jhc8Qk4yLKTdjyIke+g2u8c3RgktvnmLzRiX8UO+P9lb1h9cbctBzB2HJGW/oHmti2No79jnb8cYb4uM66Bti8e3xf3Tf2hx/XF+rGAo334ZUWv/D9mc4zcI7OW+jP+erXADybaV5H+CxXpHEiQQS76VvAnKS4B9hcsPlulnMEZJacW/KA/n5T9Jsvru0Civb+V5PtC1pZrpzM9p5tP/v3Vb3huXh+mKtHPmgpzPG+X+DhM3/P57HK9Q6+4ebvveOLMjz364Y4369Ay7xFVlzT/b6OZ7PN68g83KpI46QEUB5YnH3BwGejzxGQo3N9tX+/UeLabsZgdLSRcvL6RRn6Wdav5pjp/Z28YXXHAn3EtGWx9z5DbMTbRc8dxkmefj2AP7x3Sves32b9PhPnlnkLDmftZpvXET5bFWkADZgQCBv72YKfYXJGQGbI95UcwMX+QmJBzcIME/ToYJHmF2Do5+8dxZjt/k7eIBuwtB7hfZ7PFnG24fznNc6Iu4ueO4yTPG2RxvUEa4U94JkzT9m2M32fiXPLvOUaD1YYGz52T5htXkf4bFekYaJh44dI2SdnBORMC0gpVzvh+JwTs0UHvG9jcFFWkUY15z5zzsILLNz9iMAfi/XZQU/Zuc+F/+y9VZ61zKXZx6oi7d//P2sWji3zlnOU85brO+f7bPM6Mg+3K9IAF4s8JzIhZzR0BGTG/FtzAgNMMn/wPiYxtAC7swNt/Kf2zlm8zM928YZnQC+U/NKy2CMe5771ylHh5/uf/XoH35Cvnfv4jrF738Az3PhnZ2vzn4lzy7zFXuDnKAs3jpvcZ5jXET7bFWkQh5OXEzfrJI2ApFFnO2Ni4eMPMLEFNL5H9MCEtu/7+LNfR7SYfaw+f4zdb7Zo07LY+1hcA0rxfNsVrnfwDTdrrvPkBn/4tQZ6+HtsP/N5Js4t87ZUpJFziVP2eR3hs1WRVoKKYsBX6CXoI+5FQI7I79U+sTEeFVKYuL54hh4tm2mJ86u5Znt/dW+c6Q1v+A0Y7VsWex939WLej3cH33D+e49grbHrDTdyr9EK1zNxbpm3ZGrZ4B7eLR3Z53WEz1ZFGiel3fwB016XgI+6FwE5Ksdn+0Wx5YtjTDp8cGAxteNHe3t91C9iop1foI/az3q/RYtZx3aWN+aq3Wht25bFnu25FngP8vmq5x18ww3drwFkzvuZ1/5X/TcT59Z5C1527uM97hfUi4yzz+sIn+WKNE5QiICPr7S52fN51gINpouApElnOHtGZOFZYaLxmdeCzzhetrOTmM9WPHs9VhwjxsRinXxL89XPaasNF236wnoP7+12WG1WHDvXhSO/WK/QEyvqMANny4K8yMLPW97HHsG2tkCbbV5H+CxXpBHmCucIyBXGqzG0KyBvtGullv8pIN/8p8XK38Q5N90IHxVpiVlGQCYehlK7QAF54wJRNwgp32wAeeH/CrMKvcg8VJGWmHoEZOJhKLULFJA3LhB1g5DyzQaQVaSlhxyZhyrSEuOMgEw8DKV2gQLyxgWibhBSvtkAsoq09JAj81BFWmKcEZCJh6HULlBA3rhA1A1CyjcbQFaRlh5yZB6qSEuMMwIy8TCU2gUKyBsXiLpBSPlmA8gq0tJDjsxDFWmJcUZAJh6GUrtAAXnjAlE3CCnfbABZRVp6yJF5qCItMc4IyMTDUGoXKCBvXCDqBiHlmw0gq0hLDzkyD1WkJcYZAZl4GErtAgXkjQtE3SCkfLMBZBVp6SFH5qGKtMQ4IyATD0OpXaCAvHGBqBuElG82gKwiLT3kyDxUkZYYZwRk4mEotQsUkDcuEHWDkPLNBpBVpKWHHJmH4SINwfWRBvKAPCAPyAPygDwgDzzngdZKMlyktQZWu9cVgPl1SIGSAvJGSRXdqykg39QUWuO5OOfmGOETqgIigXNLNEd20nsOTiOylDdGqD5/n/LN/AxbRiDOLSqNaxPhoyJtHKdqzxGQ1WBqsJQC8sZSOG8bjHxzm9RDOxLnofJXO4/wUZFWlXNcgwjIcVmq5xEKyBsjVJ+/T/lmfoYtIxDnFpXGtYnwUZE2jlO15wjIajA1WEoBeWMpnLcNRr65TeqhHYnzUPmrnUf4LFmk/fz8/PkXqJ+fnw9i8RlEwgfXWY8IyKxjaM0LrMjEnr+/vw9DvL29/X2nxPrwxQUe7OQNj8typ1dw7+xgO5zPPHUWY4VnO/iGa0lpbbfr/8fHxwpIi2OYiTNybWWBtvycrfmI1xqzKODFNyN8livSOEEhgofICcpF+uvrK3WhFgF5sacuD+9ZocOz8b+/v/8tsMmxFOPyxAd1cKbNoJRu6RZzl/OXHYL/2YIMrdAGB97FtY/BWKufV/eNLeB9kcb1n/ezb+SveHEGzly3kevZ/KUOYGvb4Zrzmm1w5hy3be3zDN8jfJYr0ggAIvhNG9ceHDZ7f48xRp8jIEfn+kr/WDS5cDIOJtoRF7T1myw44rPLsYs3PE/PHc/hk9J9PMMi7n2B9v6e72fV6x18w83fryngbtcUPIcevt0K7Gfi7Iuvkv5kZec5WPo9Hu9yflvWpZgj70X4bFWkYWH24AAZJsl4REBmzP+VnMCp9CvpKCYn5tHz1e7v7A3P8kyLki+4ifs4O1yfabXK+MnXF1+lv7yU7q2gw0ycW4o0MMGYbFFW2iPwHNxLe30mrhE+2xVpviBTkZbJuv/lEjEx3sKEtRP4v0hrfovqs6YK//6lDOyPDjzzWnETP3pn5fteixXHSr62SCv9JQZjx36w4roxE+fWIg2cMC7wxcdzw1/ZeE9F2gQzGzAJjOly8uLMA4u4L9z4bPR5ponWUytMtrONt9RXVoalXHvc29UbXjv4xP4nEP8cz/xawMXet93hegffcJ1XkTaHo1uLNIyGP7pK+4O9pyJtAvZ+YWbKXKDxnB8Ll+0ynHdYUEs6g4ctpEtt7D20P9uobdtVvu/qDc+vRQdu2pzvOGMR3/Fo0Wt2XchbRdocJCNFGtryh5edw9jXLW8VaROwx2Lk/5Lm0yZsC9e3GXm9w4Ja0jcybizIkYKu1N+M9yIazTi+lpzBPfoDC3Md2u1W1FPPHXxTKtIwfmzwfq2AHv4etZr5PBPn1iKNBRq5YIyc/3iG69In4/4e4bPV/5NGuDwDbK2QY9sR5wjIEfld0Sc2T/sL6awPtOUkPWu34rMdveE5gn10g83+C9uPsff1Dr45KtLgF7tesGDvrXGGeDNxbinSSn9QAWe8Wzqyz/MIny2LNAK3E7YEevS9CMjRufbqv3XjLRVzmLTRTbtX3nfH2dEbXuOIBtyQW38A+L5WuY5oNuuYj4o0eoB/WYEXMv9If0X/mTi3FGnQAmOyeza+22url4o0q0ay75ygAIqPrbQxIXmfEzVZ+r/SQa67HUdjxqTjM8+YTC3r1XWjFquP82h88EBpgeZGzGfWKyjsdz9W9w3XCa4JvgjjD3Q8p0dW9MQMnC0L8iILP49xn/fY9oyfijQqqfOlCsww0S4VQMEPFZA3DqXRgxMF5JsTcRZ6JM65YUb4hP5UEwmcW6I5spPec3AakaW8MUL1+fuUb+Zn2DICcW5RaVybCB8VaeM4VXuOgKwGU4OlFJA3lsJ522Dkm9ukHtqROA+Vv9p5hI+KtKqc4xpEQI7LUj2PUEDeGKH6/H3KN/MzbBmBOLeoNK5NhI+KtHGcqj1HQFaDqcFSCsgbS+G8bTDyzW1SD+1InIfKX+08wkdFWlXOcQ0iIMdlqZ5HKCBvjFB9/j7lm/kZtoxAnFtUGtcmwkdF2jhO1Z4jIKvB1GApBeSNpXDeNhj55japh3YkzkPlr3Ye4aMirSrnuAYRkOOyVM8jFJA3Rqg+f5/yzfwMW0Ygzi0qjWsT4aMibRynas8RkNVgarCUAvLGUjhvG4x8c5vUQzsS56HyVzuP8FGRVpVzXIMIyHFZqucRCsgbI1Sfv0/5Zn6GLSMQ5xaVxrWJ8FGRNo5TtecIyGowNVhKAXljKZy3DUa+uU3qoR2J81D5q51H+ISLNATXRxrIA/KAPCAPyAPygDzwnAeqldz/G4SLtNbAave6AjC/DilQUkDeKKmiezUF5JuaQms8F+fcHCN8QlVAJHBuiebITnrPwWlElvLGCNXn71O+mZ9hywjEuUWlcW0ifFSkjeNU7TkCshpMDZZSQN5YCudtg5FvbpN6aEfiPFT+aucRPirSqnKOaxABOS5L9TxCAXljhOrz9ynfzM+wZQTi3KLSuDYRPirSxnGq9hwBWQ2mBkspIG8shfO2wcg3t0k9tCNxHip/tfMIn+WKtK+vr1//+rSk1vv7+982pedZ7kVAZsk5ksfb29tfDp+fn8VXoQE/aF87Pj4+/rSvtZv9+eresHy+v7//egDj/vn5sY//fKdHcD7y0sNL//zzD9eCFm+V3p/t3g6+Af8jn5AXPFRrw7YznmfijFyxbteO2t5ee16Lf+fzCJ+lijQs5hY2iwArPhZlLuJc/O3zTN8jIDPl3ZILOHCz5eQiF76Pa7bhvbMz9OLnrN0Kz1b2huUD/vAKDxZV1heY537ew1NnB+e+jX3WfpVnq/uGaz7GaT3i+ZV85NvMfD0DZ677yNXO35Lufm8HPzt3a89LMUfei/BZqkjzCzMXYpxx8NrCAWhfHNjnI79HQI7MM9o3Fk8y4bt+0uF+beLyXXsGy1V1s+PcYYwYr5/T8A7Gzvu8tn6Cb87mNNeBszZW65W+7+Abbv5HRRqec504ajM785k4+x9ZJe09JzDEezxqz9kuyznCZ6kizQMAOIjBBRwT01bfaF+65+OMuo6AHJVjr36xsVo2XEShATfklr74Xkvbmdvs5A3PyXsC1+DOA14680zLpsBYq5138A3YY5x+4yZL+IOF+lEbtp31PBPnZ+Yj5vvZHK89H801wmeLIo1AUARggtoDMG1Fbp+N/h4BOTrXV/sHF7vRcvHkYtrKCDF20G2HMR55CmOnP9CGzLFo42N95GPQT3wHsVq95WPNeL2Db86KNP4QpA+sj2bkeZTzTJyjRVptjteeH2l25/0In6WLNCzEAMZDRRqVyHeubZQw9dnmyxFx8+X1qufIJF9Jg6MFGEU+NPE/wvzY6Q96CZt0y3s+zqzXO/gGHsE4fQGG+yjOcKhIy+PgSJGGPRxs8WHBbUdSe27bjvwemYfLFmmYoB4irv0ijsW6ViCMghkBOSrHHv2CCRfPo3hYYD3PUltuwqVnK93bxRue2dFcxX1uvGc+gdf88108Ay138M1RkWbXfnrFF3Leb7Nez8Q5UqSRB97BGI/2jdpzxhl1jvBZtkjzCzFgYDH290uL9ihwvt8ISP/uLNdYUPGpHaWiu/TOLhvuDt7wfP3c5XMWaLyGNnZD5n2cS/Odm7ptt+r3HXxDnrYA4z2M33+OvDKzB2bi/EyRBjYY41GR1vJ8JN8InyWLNCzmdoISBn898RpntG0pEuw7d32PgLwrp579gEfrAglGKMBqh4q0mkJzPodPSgsy57Sd7/AKFv7Swc3aPjtrb9ut8H31NQWMyNh6wrMr+ca3mfl6Js7PFml474xx7flIvhE+yxVpKLr8Ym5/geM7N/vsi3ME5EjDPdM3GFkuiAEe+PgDE/Fo0/VtVaR5Rea/RoHmfWG9g3lii318t9deAbxrn8NbPr5/Z5XrldcUMgJLjPNsA1eRRrXGnzH/7HxsyQjr/Nk7tectfVzZJjIPlyrSABuD9x+/ANt2V4J4NXYE5Kt93fk+F1HPCVx42Gf2Pp9jo/X6WK545rnz3RXOfuwrjKk0BnK2fsB3/tDCO9iM7XO7ePOZvYd3rFdW9onXdHXfeL9Yn1gtVKRZNcZ8JwM7d5mJn7eYv7ad51p7zrhZzpF5uFSRlgVArzwiIHv1qThzKCBvzMEpW5byTTYi1+Qjztfo2itqhI+KtF6qXxAnAvKC7hUysQLyRmI4iVOTbxLD6ZiaOHcU84JQET4q0i4A0CtkBGSvPhVnDgXkjTk4ZctSvslG5Jp8xPkaXXtFjfBRkdZL9QviREBe0L1CJlZA3kgMJ3Fq8k1iOB1TE+eOYl4QKsJHRdoFAHqFjIDs1afizKGAvDEHp2xZyjfZiFyTjzhfo2uvqBE+KtJ6qX5BnAjIC7pXyMQKyBuJ4SROTb5JDKdjauLcUcwLQkX4qEi7AECvkBGQvfpUnDkUkDfm4JQtS/kmG5Fr8hHna3TtFTXCR0VaL9UviBMBeUH3CplYAXkjMZzEqck3ieF0TE2cO4p5QagIHxVpFwDoFTICslefijOHAvLGHJyyZSnfZCNyTT7ifI2uvaJG+KhI66X6BXEiIC/oXiETKyBvJIaTODX5JjGcjqmJc0cxLwgV4aMi7QIAvUJGQPbqU3HmUEDemINTtizlm2xErslHnK/RtVfUCJ9wkYbg+kgDeUAekAfkAXlAHpAHnvNAa8EXLtJaA6vd6wrA/DqkQEkBeaOkiu7VFJBvagqt8Vycc3OM8AlVAZHAuSWaIzvpPQenEVnKGyNUn79P+WZ+hi0jEOcWlca1ifBRkTaOU7XnCMhqMDVYSgF5Yymctw1GvrlN6qEdifNQ+audR/ioSKvKOa5BBOS4LNXzCAXkjRGqz9+nfDM/w5YRiHOLSuPaRPioSBvHqdpzBGQ1mBospYC8sRTO2wYj39wm9dCOxHmo/NXOI3yWK9K+vr5+/evTklo/Pz9/2nx+fpYep7kXAZkm6WAiHx8ff1iUXsP4+QHX2sG2OLe0r8XL/Bxj3OX4/v7+6wOMG/PXH/TR0XPfntd4D59djh188/b29ssvlq19ln39t3lHv8/COTpvMS5+PL+WvT+q41XtI3xCK30k8FWDO4uLxdwuuJyQ9h2APYJs22X4nl3vVzUih9I4wY4HJ19pc2abaHu+N+u5pNmsYznLG8zf39//NsF3jN16wRZauO+f/33ZfWHxZ9cM12S5y9V9g7UCXEsHvEPfkP1R29L7M92bgXN03mKNt3MV1/wxDo72GVjbdSMbuwifpYo0AiOQs4kIkXwlzveynCMgs+QczYNFs3+PiynvQ4uzBTXannFnPe/gDbDxc5pFGO/z2vK3i/8ZX7TDQm4X97P2Kzxb3TdnLK1HwNJu8iuwtWPIzjk6b9ne7gFgzT3cs8X6YH+4W20yfI/wWapI8+KXwLINRCJg3st2joDMlntrPkdFmn0fHCO/iqLtbV+zfN/BG0csMHYWaaXFuHTPx4Lv6JOzjd2/N/v1yr4Bd4wPn5a1PfMm/qrPsnMuzdHSPauD54p50P4xdQAAC8NJREFUi3dKB/gfPSu1v/tehM8WRVoJgAdeajP6XgTk6Fyf7b+lSIsuptH2z+Y+8r0dvHGkL8aOAgsHFmpfwGNxPtMHv8a5iesvaUcqz3efnsAZ/M88sPoacTb2DGSfmbfcKzC/8eEc9uM5e+bbjrqO8Fm6SANEACsdEOkIcqn9iHsRkCPy69EnJ14pFthBA364CJfa4l60/VGcGe7v4I0SB78AP7PY4x0eKtKoxHpnFGKWNUbI/wWGa4r9z2crKZB9fXhm3oIP3sPYPFeyw3wmW//jjW0ynCN8li3SsKGfQYJIKtLG2/WsSGN2bHM0MdmO52h7vjfTOTLJZxpXLVf/F5DoYg9v2GJfRVpN8XmfowDzfuFo+IPubI9g2xnP2deH6LwlA/BkoX3GDu2gQdYiPMJn2SLtDCCAQyQs2JmPCMjM4zjLjQXVWRs8w6RuLdKeaV/rP9vzHbzhNS/NaWy2fiOGp/w9xuLiDf38xxZvbL/aeTffHPkAXOGTkqdWYJ6dc3TegglY2qILYzzbE/Dcts/ENcJnySINE6+24EIkFWnjbdtapKFdhFe0/XglYhlEJnkscs7WWIxLCy7mObSw8x1tW72CteJsoc+pxvNZ7eQb+OWMLQqFs+fPqzz+zeyco/MWLP08LxV6VnkUdXZdsM9Gf4/wWa5Iw6LrF/PSryWI1LqQjwIaATkqx1f7BYPaODmhW/uKtm+Nm6ldTbNMub6aCzZSLMj2sHMaz7nZcjG3bc++q0g7U2fuZ7U5gudZN/FXla+N/dX4Pd6PzluMifMc/dv3fT7YV2xb/3z0dYTPUkXa0X/KsAs8vkMgfs7+HD4TyNG5PtO/50VO3GjPGGFzpdFb2j+TX+Z3OPbMOfbIjZzpBZ79Dyzbzm68LNiPFmwVaT0o5Yjh1xObFX1A/6w+f2YZX2TeeoZ2TuO7ZevXB+uFDN8jfJYq0jKI3zOHCMie/SpWfgXkjfyMMmYo32Sk0j8nce6vac+IET4q0noq3zlWBGTnrhUuuQLyRnJASdOTb5KC6ZyWOHcWtHO4CB8VaZ3F7xkuArJnv4qVXwF5Iz+jjBnKNxmp9M9JnPtr2jNihI+KtJ7Kd44VAdm5a4VLroC8kRxQ0vTkm6RgOqclzp0F7RwuwkdFWmfxe4aLgOzZr2LlV0DeyM8oY4byTUYq/XMS5/6a9owY4aMirafynWNFQHbuWuGSKyBvJAeUND35JimYzmmJc2dBO4eL8FGR1ln8nuEiIHv2q1j5FZA38jPKmKF8k5FK/5zEub+mPSNG+KhI66l851gRkJ27VrjkCsgbyQElTU++SQqmc1ri3FnQzuEifFSkdRa/Z7gIyJ79KlZ+BeSN/IwyZijfZKTSPydx7q9pz4gRPirSeirfOVYEZOeuFS65AvJGckBJ05NvkoLpnJY4dxa0c7gIHxVpncXvGS4Csme/ipVfAXkjP6OMGco3Gan0z0mc+2vaM2KEj4q0nsp3jhUB2blrhUuugLyRHFDS9OSbpGA6pyXOnQXtHC7CJ1ykIbg+0kAekAfkAXlAHpAH5IHnPNBa94WLtNbAave6AjC/DilQUkDeKKmiezUF5JuaQms8F+fcHCN8QlVAJHBuiebITnrPwWlElvLGCNXn71O+mZ9hywjEuUWlcW0ifFSkjeNU7TkCshpMDZZSQN5YCudtg5FvbpN6aEfiPFT+aucRPirSqnKOaxABOS5L9TxCAXljhOrz9ynfzM+wZQTi3KLSuDYRPirSxnGq9hwBWQ2mBkspIG8shfO2wcg3t0k9tCNxHip/tfMIn+WKtK+vr1//+tSrVXvu24+8joAcmeezfb+9vf1l9fn5eRjm+/v7T7vDBv9/8PHx8Tcevq98rO4Ny65lzvo2Z36yseGT1b1ix7uLb35+fv6sBTjb4/39fYs1YibOyDUyB1vakzP2mIxHhM9SRRo2cwubRQAh1Z6zXZZzBGSWnFvzwCTiAsoN9mhj9RxLfYA7YvLAO9YLvL/KeWVvWEZ+zoKx5cy2z7Bm8f/Mu+x3tvMuvoFHMFauMeAEzmCOY3X2M3Dmuo9cW+ZgS3tyLa0RmeZqhM9SRRog2oPAODFrz+27Gb5HQGbItzUHLJxkwneONl8UbvjUtMBzuyCTvb3HvlY41/RYYYwYg+eHOex/HeOe91PL+LExwHctG0RLvBna7OAb+IFrhvWPX//B3XtpBoYtOc7EOfqD+qg91/yjH/stut3VJsJnqSLNC4wJCjGOFvDacx/v7usIyLtz690fN0wbF3ww4bC4nmnByWkXZMTBO35htvFn/n6mx8zjquVOP9h2WLShR0QTxIFfVKRZJdf4jrXkaE2wI4QHVKRZRcZ8Pyq6jrI5an90/yjOyPuRtWqLIu0IBou0o+ej70dAjs711f6xsGLRtAf/ZN1apPmCDPr5ezb+zN938gY5gaX3CJ6xOIeHoEupDWPgjA2cbVSkWWXm/841o7VIg2dWPGZaH6LFVak9eWNeY+z4oF3WI8Jn6SINwM426drz0YAjIEfn+mr/fkKBDTdfMKxpgfdtDBbgZ/xfzXnk+zU9RuZ2Rd/YfDFmfLgRl/qhV+idUhu7MatIKyk05z2wx2aNg5v2mQ/sejHniI+znml9AAc7J49H9e+TUnsWZzjj4PofiVvrt+fzCJ9lizRAOlvMa897Ank2VgTks31keA8TiYsr8gEbTjZcc+Ot5Qq9/AexVjx28YZnhwUaY7d+8W0w74+Kc1v84z0VaV69ea/thlwr0uCDI4/Mq8B/mc+0PpSKrv9G8vit1B7s/X4Pxll1iOS1bJHmgXnUtee+/YjrCMgR+fXoEwulXyw5uTB+/8GzlmP1zXcHbxxxxtjPirSzDZhFnvcVrlct6K2Oq/oGa0iJKe7Z4g1awDut64jVbqbvM3EuFV1nWpfal4o0euIs1qhnET5LFmnYoM8W3NrzUeB8vxGQ/t0ZrrFY+gW0lHd0skXbl/rMfm91b5zpj0W61/xevZj3Ou7im6O/pME3YL76MRPnUtF1xqfUvrTm4x7aZjwifJYr0jAB/a9sOylrzzMBjYDMlHdLLmBkueAdTCp8/FGagL4NrxETup1t4mw783llb5xxwV9Azgp7PI/8lQR+OYt3lsuMz3bxTalIw5rgN220i/hlFuYzcS4VXWc6H7X3cxntSvvJWey7nkX4LFWkAQoG7z8EVXt+F6DWfiIgW2NmaMeiy3MCn9LB9vYZizHeY6xdNtxVvUGePIMn2eLsN1R6g238c2zMeHbkC7+ws99Vz9Bih8MXabymT+x5RT1m4FxiQhaleXvWnu/ZPZ77Pp9lOkf4hGZsJHAmQWbNRXrPSu76vOWN6zVesQf5ZkWqj2MS50dNMt2J8FGRlomcyyUC0r2qy8UVkDcWB3zR8OSbi4RNFlackwFx6UT4qEhz4mW6jIDMlLdyuV4BeeN6jVfsQb5ZkerjmMT5UZNMdyJ8VKRlIudyiYB0r+pycQXkjcUBXzQ8+eYiYZOFFedkQFw6ET4q0px4mS4jIDPlrVyuV0DeuF7jFXuQb1ak+jgmcX7UJNOdCB8VaZnIuVwiIN2rulxcAXljccAXDU++uUjYZGHFORkQl06Ej4o0J16mywjITHkrl+sVkDeu13jFHuSbFak+jkmcHzXJdCfCR0VaJnIulwhI96ouF1dA3lgc8EXDk28uEjZZWHFOBsSlE+GjIs2Jl+kyAjJT3srlegXkjes1XrEH+WZFqo9jEudHTTLdifBRkZaJnMslAtK9qsvFFZA3Fgd80fDkm4uETRZWnJMBcelE+KhIc+JluoyAzJS3crleAXnjeo1X7EG+WZHq45jE+VGTTHcifMJFGoLrIw3kAXlAHpAH5AF5QB54zgOtRWOoSGsNqnZSQApIASkgBaSAFJACrymgIu01/fS2FJACUkAKSAEpIAUuUUBF2iWyKqgUkAJSQApIASkgBV5TQEXaa/rpbSkgBaSAFJACUkAKXKKAirRLZFVQKSAFpIAUkAJSQAq8psD/AKZgQalPfOlDAAAAAElFTkSuQmCC)
Association between SUVmax and ADCmean with 18F-FDG PET/MRI
Table 3 also summarises primary tumour mean apparent diffusion co-efficient (ADCmean) for each participant. There was no correlation between SUVmax and the corresponding ADCmean value, with a Spearman correlation coefficient of 0.05, p=0.83.
Additional information with 18F-FDG PET/MRI
Differences in the imaging modalities are demonstrated in Figure 2, showing differences in primary tumour uptake in a gastroesophageal adenocarcinoma on 18F-FDG PET/CT vs. 18F-FDG PET/MRI.
In terms of nodal evaluation, 18F-FDG PET/MRI did not improve nodal staging compared to 18F-FDG PET/CT. There was a difference between 18F-FDG PET/CT and 18F-FDG PET/MRI in 4/22 patients; with a lower number of nodes on 18F-FDG PET/MRI in 3/4 cases; in one case, this was due to bowel gas artefact obscuring the node.
In 3/10 (30%) patients with distant metastases, more metastases were demonstrated on 18F-FDG PET/MRI compared to 18F-FDG PET/CT. In two cases, additional sites of peritoneal disease were demonstrated on 18F-FDG PET/MRI; in the third case, additional liver metastases were detected (Figure 3). Although these findings are not captured in the comparative M staging (which offers only a binary 0 or 1), they could be important clinically and prognostically, suggesting that 18F-FDG PET/MRI may offer additional clinical benefit in some patients.