-
Notifications
You must be signed in to change notification settings - Fork 0
/
MisFinanzasInsertarMov.drawio
61 lines (61 loc) · 41.7 KB
/
MisFinanzasInsertarMov.drawio
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
<mxfile host="app.diagrams.net" modified="2023-06-18T17:40:43.059Z" agent="Mozilla/5.0 (Windows NT 10.0; Win64; x64; rv:102.0) Gecko/20100101 Firefox/102.0" etag="Mbjq4DVs59YMEvHkh3Gq" version="21.4.0" type="device">
<diagram id="R2lEEEUBdFMjLlhIrx00" name="Page-1">
<mxGraphModel dx="1314" dy="727" grid="1" gridSize="10" guides="1" tooltips="1" connect="1" arrows="1" fold="1" page="1" pageScale="1" pageWidth="1200" pageHeight="1920" math="0" shadow="0" extFonts="Permanent Marker^https://fonts.googleapis.com/css?family=Permanent+Marker">
<root>
<mxCell id="0" />
<mxCell id="1" parent="0" />
<mxCell id="xRkAMs9unRZzOuT88SSD-61" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,iVBORw0KGgoAAAANSUhEUgAAAWQAAAJ5CAYAAACZu0r4AAAgAElEQVR4XuydBXwUV9fGT5QkJCEJrsWKlhYv0haXoi3upYJ7keLyFoq7FSgt7lAoVtzdi0NxKRonIf7eM8tsZjer2QCzm+d+v35v2L1z59z/ufPMnXPPnXVKuLAvgVBAAARAAATeOwEnCPJ79wEMAAEQAAGJAAQZAwEEQAAEVEIAgqwSR8AMEAABEIAgYwyAAAiAgEoIQJBV4giYAQIgAAIQZIwBEAABEFAJAQiyShwBM0AABEAAgowxAAIgAAIqIQBBVokjYAYIgAAIQJAxBkAABEBAJQQgyCpxBMwAARAAAQgyxgAIgAAIqIQABFkljoAZIAACIABBxhgAARAAAZUQgCCrxBEwAwRAAAQgyBgDIAACIKASAhBklTgCZoAACIAABBljAARAAARUQgCCrBJHwAwQAAEQgCBjDIAACICASghAkFXiCJgBAiAAAhBkjAEQAAEQUAkBCLJKHAEzQAAEQACCjDEAAiAAAiohAEFWiSNgBgiAAAhAkDEGQAAEQEAlBCDIKnEEzAABEAABCDLGAAiAAAiohAAEWSWOgBkgAAIgAEHGGAABEAABlRCAIKvEETADBEAABCDIGAMgAAIgoBICEGSVOAJmgAAIgAAEGWMABEAABFRCAIKsEkfADBAAARCAIGMMgAAIgIBKCECQVeIImAECIAACEGSMARAAARBQCQEIskocATNAAARAAIKMMQACIAACKiEAQVaJI2AGCIAACECQMQZAAARAQCUEIMgqcQTMAAEQAAEIMsYACIAACKiEAARZJY6AGSAAAiAAQcYYAAEQAAGVEIAgq8QRMAMEQAAEIMgYAyAAAiCgEgIQZJU4AmaAAAiAAAQZYwAEQAAEVEIAgqwSR8AMEAABEIAgYwyAAAiAgEoIQJBV4giYAQIgAAIQZIwBEAABEFAJAQiyShwBM0AABEAAgowxAAIgAAIqIQBBVokjYAYIgAAIQJAxBkAABEBAJQQgyCpxBMwAARAAAQgyxgAIgAAIqIQABFkljoAZIAACIABBxhgAARAAAZUQgCCrxBEwAwRAAAQgyBgDIAACIKASAhBklTgCZoAACIAABBljAARAAARUQgCCrBJHwAwQAAEQgCBjDIAACICASghAkFXiCJgBAiAAAhBkjAEQAAEQUAkBCLJKHAEzQAAEQACCjDEAAiAAAiohAEFWiSNgBgiAAAhAkDEGQAAEQEAlBCDIKnEEzAABEAABCDLGAAiAAAiohAAEWSWOgBkgAAIgAEHGGAABEAABlRCAIKvEETADBEAABCDIGAMgAAIgoBICEGSVOAJmgAAIgAAEGWMABEAABFRCAIKsEkfADBAAARCAIGMMgAAIgIBKCECQVeIImAECIAACEGSMARAAARBQCQEIskocATNAAARAAIKMMQACIAACKiEAQVaJI2AGCIAACECQMQZAAARAQCUEIMgqcQTMAAEQAAEIMsYACIAACKiEAARZJY6AGSAAAiAAQcYYAAEQAAGVEIAgq8QRMAMEQAAEIMgYAyAAAiCgEgIQZJU4AmaAAAiAAAQZYwAEQAAEVEIAgqwSR8AMEAABEIAgYwyAAAiAgEoIQJBV4giYAQIgAAIQZIwBEAABEFAJAQiyShwBM0AABEAAgowxAAIgAAIqIQBBVokjYAYIgAAIQJAxBkAABEBAJQQgyCpxBMwAARAAAQgyxgAIgAAIqIQABFkljoAZIAACIABBxhgAARAAAZUQgCCrxBEwAwRAAAQgyBgDIAACIKASAhBklTgCZoAACIAABBljAARAAARUQgCC/BYcEfE6irYdPk4xMbFU5qNClD9n9rdwFtubjIqOoV3HTtPr6GiqWPwjypoxve2NpoIWTl26Rpf+vUO5smaiap+Wei89joyKoq0Hj1NaT0+qVbEMOTs5mbQjJjaW/j5ykoLDwqlU4QJUJF9um+3m8b3l0HGKiHxNnxYT4zxXDrNtPnr2gg6d/YcyBfhTlTLFycmM3fHxCbT5wFEKexVBpYoWoMJ5PjB7jpPCP1du3aWcWTJR1bIlzJ7DbIPvsILqBXnfqXNU9YcfTSLJmyMr3fhrKbm4uOjUc/qkivbfCRf2WY3VvVQN4oHMpWGVirRx2miTbfCAr9d9EMXFxyepVzB3Trq2aYnO559905OOnL9o1q4a5UvTzl8n0vTl66n3hFlS/eIF89G5Nb8ZPNZcv5lprc4DtH1TNvL913Xot5H9k7SbrXoT+u/5S+nzi+t/p4/y5zFpt9IG/YoZ/f3ozKp50gWjX/LXbU23Hj42y6Rnq8Y0/afu1KzfKFq7a7/R+s7OztSwckXaMPV/Zts0V6Fsq8506vL1JNXS+/nSiwObtJ8f++cyVWjb3Vxz0vdje3aggd+3SlKXb+ppP60tfR4vxq4st+FC/AI+q5/Ed95CmEOObU0izC+DQyjPly0pLCIyyTk+K1GMDi2aYdJOlxJViUUx8tQO8nB3l+q+EjZkrvK19L/6pXPTBjR3aJ8kn285eIwa9hoq2tK9NliYn+zboO2ffCBfQ/6inyzE+qVRtc9p/ZSk/izVshOdvXIjSX3ftF50b8dq8vPxtsgn77OSQwgyA+Qb7bP9GymDXzotT3PCZAr8k5eBlLVqY50qpkR90PT5NO73lSZ96ZkmDUWc/Ftb530I8vA5f9DP83RvDPpG84z+5pZlOh+npCDLDX/71Zf0+6gBOudJaUGWG/f28qSwY9uSfa19UKs53X/yzOjx7m5uFHV6p/S9NYK8ePQgale/ZpJ2a3TqR7uPn6EKnxSlI0s0N2FpnCsmGfoHuYibT+y5PdqPeTbMomaqGJooyPVZDH0r1JX+KY/9aDErTlO6hsk2h3dqR6O6fqutc/bqDSrVopPRY7w80tCrE4nXBVd0Ll6VEhISjB6jP3b8P69PwaHhRuvzTDzq9C5yc9WdtCV7QLylA+1KkHOJGZVylhkkBhzf/aNjYiQ8+gPSFkHuMnoq/br2Lx3sm2f+QvW+KJ/EFeFi9uFTvo728xXjhlGzmpXISVwgkWKm413uS+13/Hj595wJ0r+Vgjzwu5Y0vNM3Bt3Ms7w07m42z5AfixludjHTlQtfNIPE7IwH66Wbd6hE8w7a7/p904wm/thF+29bBDnizcUWExdHP06cTQv/TBTGiT92pn7fNNeeRynIW2aNpaplShhkwk9D7m6uOjPk2hXL0oY3M6d4cTEv/msHdftlmvb4Ls0a0JwhSWdv5q6tA6cvUOXve2ur8YXN5+Zxl6Z0ophe3biYCuXJJQlJXFzSpyS5gTRlakizTi7GbvKuJatJbdz9exV9kDWzVDd79ab0+PkL6e+ercUTwgDNLLx6x36058QZ6W8WdxZ5Lp+370mHz2mewHg2fOCP6dIMWl+on4oZKs9U9UuRr9vT1dv3qFYFMWbnasasawlh15tZrvJp6vc/t9P3IzV1eDzFn9+rbY4ZydfoznmTqEa5UtJMOXuNpvTkRaBU78yq+VSy8IfS3zz7fhYYLP1d74tytHnmWOnvnUdPUa0umhs4PzHwkwOXc9duUsnmHbXnk2fzfI4P67eh2w//k7776duWNK53Yr0kHVbBB3YlyDwweYAqCw9+vpvK5eGuNZQ9U0aN02wIWRiaieTMnInu71ydxG3FGn8nxRS59G/fgib00Z0N8IXFF5hc5ItQKcj6swpDY8PWkIWLuJjkR8ZvG9am3//3k85pLou420eNEmc2SrGwRZD1ReeMeKwsLR4v9Xnwv5WCvHv+ZBGjLWnyMlGGLOp+Xo5YxJVlzuqNQpSnSx9lEzHyR7vXSX9zKCrDFw2lx1h+nDVVCjVsR9fvPpCqnF09n0oU0ggHlx9GTtTeYPq1b04T+3Q22Zay7x0a16X5w/slqR/66hWlq1BP+lzJzth45jUAzzK1pPppPT0o/Ph26W9l/egzu3Vmh/IMnOvt/W2KiOcmvfHJs1SevfIsVv9a0/erIft4ncKjTOJNS3nMjXsPqGCDdpKtH4r4843NS5PYbck5Ji5aRQOmzpOO7dC4nmDaV8v07NWbYnauEeE82bPS7W0rTPrnfX9p94LMAHOIOy0vFnA5KGYBn5f82KxjTYE/Ix6xSr95xPqhUV1pEUK+IKPP8GOPq87hyoHIj8X8eKxfDA3WdynIpi4Mpa1KO3fMnUg1K5SWvk5JQeb2vMvVETFITVxzvLiBDRA3Mi4pLcj3/ntKuWtr2uYiX+BFxezvipj9cWlRuyqtHD/M6JDoOmYa8VMQl1+H9RHi5KGtO2bBMho6a6H077G9RDz4u6TxYGXDytmfPNPWP3G1Dn1p78mzJK8dyN/LvlHODvW/U/bRaIfEF9XFOfaIc3A5vnQ2ffpxEZ3qL0NCpRuWsj1+6mg/dJz0GceT549IFD7+zNAYP3L+kngS7CEd06ByBdo0fYzOeQwd025I4k11yRjNbD+5/Txz5bq4+WtukqWLFKRTK381heW9f+cQgpyuYj0KDX8lwWTgDN7YALGEeIlmP9D567ekqoGHNtPOY6eoxQDNIgI/5vNs1pZBIh/7LgX5sbhh8SMiF76Y+LHOUGkzeAwt37pb+qpTk/pCgDQLqiktyMrZfqkiBej0Ss0MJ6UFef+p81TlB02Y4oNs4glru+YJq9XA0bRyuybeOkz483+KmKdBMEY+VApK7NndSRaWlYc9fPqcctZsJn1UuqgQhxWGxUFu8862lZQ7exZtE1pB1gsJcAVrngZ5MU4OoxkSd8kP9cTi6oPH1KRGJVo7aaRZJMq+8VNH0OHN0jHMmFlz4cnNghG6TwTJtdszjbtYjzE8hmVjeUbPN2M59s8LySVFhomai90LMsfIOFYml/Dj26RUIGsHqXw8x/Z4ZZkLx9vi3sTCjA2cpy+DKEvVRtrzW5PNYcmiXssvq9GKcUOl9pUiZumgku3hWf4X3/aSDsuROSM92LnGYBPDZv9Oo+drHh2rli1JexZMlv5OaUE+eOYfqvSdxh4usp2WLOrNGNiDerTUMDcVstCPlXL8kOOIcrnz6D9xc0oj0v0CLMWpU2+bSPmqK7JquChFyFhjFdt1p6MXLktfX9u0mArmzpWk6vOgYMpU+WsdJnIlWwT5x0lzaOrStTrn4zWXJ3s3UAb/xIVw/XOFHt1KPiJLwVxRXh9ynJiP+X2jiC2P0MSWlTd4/fMox4CxcynPsWbiCGpas7IBfiGC31dJPv9ft29pWEfdiZS5Pr2P7+1KkM0B4pzDPQumaKtZc/eVD1r9915q8dPP0j/b1qtJ8iNT/nptxIzhkfT5ra0riFPtuPDdl1fg5aJWQeaUvC+7amLGecSs67aYfRkqv/y2nIbM1KTTlStWmI4tmyP9ndKCfFo8SpZ58yipvBhtEWRT44NT7O6biRWbG1/K7zncwmEXS/0e8fq1SGPTLO56iNldpJHZnRyu+KrqZ/TnVM04lIstgty070hat/uATnvTxKIgpw/qpwIrZ7uWjOf6PQYTp7VxKVEov4izL9CeJ6UEWfnkZmpCwWEoDkcpCz+NHF48k9KITBi1F4cRZEM5lckRZOUxz/b9SRkD/CQfLtm8k74ZqoltKR/jUmqGXF7E8DiHU7/kEguZlUUCPRflDJnTrHq30U3Lk4+d8Efiwqd8QSmfJEzOkGeJGfICzQyZF9R4YY1LSgvykXMittheE1tUPokoBblb86+orNhYo19KiNX4Yh/mlT42l4fMdYZ2aEM/d/8+xa7F11FiEa2sZhGNy79bllO+nNlMtv/NsHG0RGR9cFk2dgi1rlPdYH15/PHiEy9CKYstgnxEPEleEou2PF5nrNhAnJ/MhXPCn+3/U+c8hb/6hq7duU/fNhRpif/TTUvUN3qYYrxwvm+ImFErS0oI8qxVG6nHWM3CLGcbvT6lSS80VPjGt3TLLuI1k983bqMLb0KPXPf5Ad20WJMOe09f2p0g5872JqYmgl+uIvWpfYPaUmI9P37pF2sFOVAsZKR/s5DBbemvmPefmhjzUybrW3se2c53GkNWpLyZGtTK2KoyyT+lBXmG2OTS680mlzJFC9HJFXMlLLbEkP19vbWpg/2n/EqxIs2Oy09ioW2cWHBLicLZGZzGJefI7hJpXNVFGpeposyy0U8JUx6nfNoyNDO1RZD17asoFtqOigU3LltnjaM6n3+qrSKfJ/DQX+Tv62O0a79t2EYdRk2UvlfmYSsPWL/7IDXpO0L6KDkxZN6NWK+HJizE6Z9xijxrS/x58MwFERrTpCxmy5hBZNnohm0saeNd1rErQTaU9mYKlrVCyRfxpMWmU6Dk8ykvRJ0sCxHD5l1T+uV9Z1noJ/QbexTViQWK3YG80i8NZht26hk6l3Ihdkr/btSnjSY/2hZBVqa93bz/iAqIHFS5WPLobe7C4/xbT5HCFROrEfrJ/brSj201C6WmijITw9hONj5eTkVr+WVVsW6QNOsjJbMs1u06QE37jZTMbl6rCq2aMFz6m7OJOM2Piylm2w6dEPHzgVI9nhhx9pGhbdDK0FQdkZa4VS8t0dQ1ylugP22tyYXntlmMzW21NuQHa3XAnD/f5vcQZAVdpePMQc+eKQM93KW52xYVubu8d56LodkYv3fAq6xmG6xyhvQuZ8h8bt68IqdvNa8tLsLxmotQLqbyg1NSkDmli2OlclFe+CklyNw2hxU4vMClTb0atHTMYHNuNfo9z4g5M4G3NHMxlyqn7ZtenjwvEht774Q8/m5tXS7WKJKGQFxEvj2nnnFRMuPNR15vtln7iJTL0Dc7Ek0J0RSxwNdXLPRxUS4cf9zke7p48zZ1a/EVzRqUuOiqBHNabB8vI7aRy+OZF/4MpXry9/xEwa8gMOTrC9f/peLNNE8uRfJ9QJc3LNLWu3nvIRVo0Fb77+AjWyidd1qD/incUIRY7t6XvuM8dL4xy8XYHoBkD4S3fGCqEWRjWQUc6uCX6twQM4OCb2YGLi5iC+rZxC2oSh8oBzkvzPACzYugEMqoWNnl7cAt61Qjd1c3+vfBQ23yO7ejjMsqBZl3kQ3+IXFGpzwn5z1nTu9v8069Jy+CKGu1xIyQPmJ2N6pLe+lxc//p81T7zS4oPjfbMqZHYtxVKcj8Xo3CeQ2/5IXj09KFqtiUI7PndKtxv6+gRZsSt8nOHNiTurfUZBVwUQry0l8GU+XSmvi5fuG0p/Rim7ypLAtO2+L0LbmwT9m3XP578ZJy1WwuCQnbZ0xQ5GMDPm9AQaFh0j/zinjxeSPvEWFBVJa1O/dTs/6jpI8qlviIDi+aabA/SgEyNjMt37YbHf/ninS8fIPhG8Xn7Xtp34nSqalIVRyqSVXkSQBPBrhwSIJzgHk2y+8kYX/KZd/CqVrOst9eHNxE6dP5JrGV3zPCPpILpysWEO9p0S+ugjO/KoBL5iqNxM67IOlv9mmbupp3xHAa5vM3O/LOr/2NPimQT6qjb9+RxbOoWAHNmoGy8I2NN8LMX7eFOv2sWevgHZQ8UeLYOJ+j0re9pa3sXHjMXvlzUZJ21PRBqhFkY9A5Jn1n+0oq26qLeHHMNalaA/Eymk3TDb9IiPNIeRWay5T+XcWjtuaR9adp82nCH6bfZaHcRcXHWJL2xvUqlf6E9i+cZrMgc1uc+sQpUKYKvziIXyCkLEpBNnWsLCaWPG30Ett/eaVfWSzJsuD6cjzS3E493vHGO9+41Cxfhnb8qknBkvNs+W9zubbKVECT4MSXpnaWPRC7SHO82UWq3w5vCeatwe3FDso/9HZQKuuaeseDfhz3X5EV9KHIDjJVlLsXL9y4RcWb/iBVtySkZapdvgFwbJrLbSHi+RQirn8cb9vm7dty4ZcqyU8ips5RNH9uurT+D6mKb/m64gVKSV9EpDyeXwDFL4JSc4EgC0H+Vzwi8h59udwXM6acb2Z6+s7jFepe4xNnOcqBu3HfEWoqFjDkxSTlsTVFLHaHmFkqy/sQZD7/8YtXqNoPfcWgT/q2Lo6JcmxUv6SkIBf7MI/0fgL5HQ3Kc6W0IPN7DPLVTdw9xy934pkbP67zYzuXOUN6U5dmml1phkpyBfnExatUro2GJWfrcNaOsaINV4jsirx62RXKYzgEE/BFA+kdKcrCL9V6vGddkl2kLMo82ZBn98pjmok83tUin1cuxcWGKM5K6C+2gE8wsgXckhstt6cUZP73obMXxVsb+yS5Nvjmf2HdQp0wTnIEmV8J8JnYj3DsTZ63sp/8DhyegZtaoDTqmHf8heoF+R3zSJHTBYm3Th0Xj0m8CFREPCYZigemyIlsbIRnIZwOxxc5v86TU+xSU+EUMJ5VcnbG+yz8HhR+HwoXSxcfeS2AtyVzjJTfK+wp3jVhqvDjO9fn4wqJDSn5cyV9R7cstm8zPYxfccDvl+CnxUqlPja5szG5PuGbCm/6yZIhQLynuXCyFgKTe25bj4Mg20oQx4OAjQTmrN5EvKDKL2DvamKmbuNpTB7Ob1cbNF2zoWPhqKTvw36b50bbiQQgyBgNIAACIKASAhBklTgCZoAACIAABBljAARAAARUQgCCrBJHwAwQAAEQgCBjDIAACICASghAkFXiCJgBAiAAAhBkjAEQAAEQUAkBCLJKHAEzQAAEQACCjDEAAiAAAiohAEFWiSNgBgiAAAhAkDEGQAAEQEAlBCDIKnEEzAABEAABCDLGAAiAAAiohAAEWSWOgBkgAAIgAEHGGAABEAABlRCAIKvEETADBEAABCDIGAMgAAIgoBICEGSVOAJmgAAIgAAEGWMABEAABFRCAIKsEkfADBAAARCAIGMMgAAIgIBKCECQVeIImAECIAACEGSMARAAARBQCQEIskocATNAAARAAIKMMQACIAACKiEAQVaJI2AGCIAACECQMQZAAARAQCUEIMgqcQTMAAEQAAEIMsYACIAACKiEAARZJY6AGSAAAiAAQcYYAAEQAAGVEIAgq8QRMAMEQAAEIMgYAyAAAiCgEgIQZJU4AmaAAAiAAAQZYwAEQAAEVEIAgqwSR8AMEAABEIAgYwyAAAiAgEoIQJBV4giYAQIgAAIQZIwBEAABEFAJAQiyShwBM0AABEAAgowxAAIgAAIqIQBBVokjYAYIgAAIQJAxBkAABEBAJQQgyCpxBMwAARAAAQgyxgAIgAAIqIQABFkljoAZIAACIABBxhgAARAAAZUQgCCrxBEwAwRAAAQgyBgDIAACIKASAhBklTgCZoAACIAABBljAARAAARUQgCCrBJHwAwQAAEQgCBjDIAACICASghAkFXiCJgBAiAAAhBkjAEQAAEQUAkBCLJKHAEzQAAEQACCjDEAAiAAAiohAEFWiSNgBgiAAAhAkDEGQAAEQEAlBCDINjoi+FUk3XkWRM9Dw8kvrSf5e3tS/swZyMnJxoZx+HsjEBLxmm4/C6TnIa+ETz3IX/g1f5b0wqdw6ntzSio5MQQ5mY4+f/cxrTh83ujRH2bJQO2rlCI3F5dkngGHvWsCF+79R8sPnTN62nyZ00s+TePq+q5Nw/lSCQEIcjIcPXnLIXoaHCYdWTpfDvqicB7K6JuWeGZ19dFzOnT1DgWGR0jf9/yyIuVIny4ZZ8Eh75LAtK2H6XFQqHTKUnmzv/GpN4VGvqbrj1/Qwau36WWYxqfdapWnDzL6v0vzcK5UQgCCbKWjx/65j4JEmIIfYTtW/9To0Q9eBtPM7Uel7wd9XUV67LWkTFu2jiYuXk2Pn72gNO5u1KZuDZo1qBd5pHG35HDUSQaB8Zv2S2KbN1MAda5ZzmgLjwJDaPq2I9L3AxpWogw+aS0626yVf9L4P1bSw6fPyd3NjVrXrU6zhU89PdJYdLw9VKrTbSBdv/uAbm1dbg/mqtZGCLIVrll55Dydu/OYSubJTi0qfmL2yNi4eBq88m+p3oQ2dUzWT0hIoKzVGtPTl0HUtGZl+qLkx3Tr4WOasWIDxcfHU9DhzeTn4232nNZW4Iuofo/BdHrVr+Sb1jKBsfYcaq6/7vhFOvnvAyqWKwu1/aKkWVOt9Wn26k3pvxcvqXH1SlSp9Cd099F/NH35eooTPn15cBMFpPM1e057qFDpu95068EjerhrrT2Yq1obIcgWuiYmLo6GrNxBbq4uNKZFLQuPIpJnVeZm1B1HTaIFG7bS7a0rKE+OrNr2Y2PjyK1UdcqdLQvd2b7S4vNaWvHSv3eoWOPvhOBvEYKfugRZFleO849pablP/xOhjakixPFBRj8RvqhgFHWPcTOIZ8c3Ni+jD3NlT/SpGEtuJatTzswZ6f7ONZa6CvVSAQEIsoVO3nXhJu26eDNZ8cMBy7YRr8+PNzFLdvqkCn1WohgdWjQjiUW9xs+UZspx5/aSs3PiSv++U+el2VZEZCSVKFyAxvbsoPM9NxQZFU1dRk+lB0+eUqYAfxrfpxPlypJJOkf3X6bTy5BQWvX3XvqhUV1KIx6nZw3upT3/7uNnpPPGxMZS9XKl6Md2zaR+OEo5cOU2bT17jTqJ0FM+EYKypgxasV3MchNMPvmwT0sVKUCnV85L0vSQmQvpl9+WCZ/uET5z1n5/6Ow/NGXpWgqPED4tlJ/G9upILorveSzw7HrmwJ7Ud/JcunD9FuXLmY3mDeubJLPn6u17NGLuIgoUPi7wQU6a3LeLTphkzupNdOXWXcnnYxYso/2nz0tjZMGIfuSlF055HR1NnX+eQvf/e0ZZMgTQjIE9KINf4tpIP2EL28njS1l+XfsX/bWfQ3cJ1KRGJfruK9NPitb4wBHrQpAt9Oq4jfulhTpzoQdDza0++g+duf3Q6LGPRLw4R42mtGn6aGpQuaJFFlVo152OXbhMjap9QZkz+NO8tZul0Eb0mV1iFq/JAngo2s0p2vX39aFmIgzy14Gj9N/zlzR/RF/q0Kge1ercn8LFotXR85eoatkS5Cpmijt+nSgd+2nrrnTy0lXpMTtHpoy0fNtuchHfhxzZTGk9LYuHW9SR91hpwpOhDWkAACAASURBVF8H6EXoq2T5dMOJS3T85n2jxz4PCqZMlb+mNZNGUlMhRJaUyuKx/8CZC/RVlc8oW6b0NG/dZooTYa+IkzvI880aQprSNSg6JlZq7nMR1vJJ60XbDh2XYtNRp3dqT9Pp58k0f90WqlKmOBX7MK/09BX5Oko8Za0ST1uZpXoc991++IQIVXnRB+IJjGfxG/Yckr6LFOeU1y0uiqeoj8VTFK9ptG9Qm7YcPEY8ZldPGE7NalWR6qerWE/KKHohwjBc4sXNKuCLBhQSFi7d7F+JcbZy+x7KljE9Pdq9zhIcqbIOBNlCt/Msl0tyBPneiyCa/fcxKdTBIQ/98s+NW/RJ0x/o3t+rKFdWzcViqly7c58Kf/UNXd24mArlySVV5Ri0c/Gq1L99C5rwZpbCMzQPd3eKPLVD2xyf57K4wGLFzIyLoZDF739uo+9HTqR/1v0uLuY82vbTlvuSfLy86Om+DeZMtIvvbfHpQ7HAN0Ms8I0WPnU34NOb9x9Sgfpt6fa2lZQnexazPOT659YsoOIF8+v4tGerRjT9px7SZ7Igc6w2e6YM0md3Hj2hvHVa0tnV88Ws+kMKFiLo/1l9Wjx6ILWrrwnFJIj/nMV4qCwEet9vU6XPZEHe+9sUIdwlpM8io6LIq2xtWvrLELGgXF36zKVENcorwmg3RehFLs36j6L1uw5Q3Pm90kf6gjxUPAGMEU8AygnCqcvXqWyrzsLOBdLsHyUpAQiyhaPClov3RZiYhW06QIMbVSE/r6Szy5OXrokZaRd6tv9PyujvJ1n0PDCYlm3dpWNdl+YNJYE1VjzK1JQeOe/vWC1VYUF2d3MVM6fEdqJiYihKhDF8vTXxYkOCnPbT2tLj6L037cjnmy9mbJ3EY2vYsW3kbaAfFqJUTTVbfMqZNpxxYyyD5rIIBXzU6Fvp5sU+4fIyOJSWbE68OfJnnZs1ELNf49kWfBP0F4u58mIZCzKHkOLP79NylNcZZg/uTV3FGDFW8tZpRUGhYdICMRdZkBMuJLYlj5tOTerTr8N+pJBwsTlGzH55DPFYkguHVL4bMYHWTBwhfaQvyMZs4DFpzVODagbLOzIEgmwh6BFrdlFkdEyyZsiHrt2hzaevGj323LWbVLJ5R53ZlHxBK83Tz7Ro1GcYnbh4lZ4HhUjhCo4tZs2Qnh7v0TwScsZGlqqNpNhiyUIFqE+7ptS6jmbWIxdDgswXTfcWX9PMQT116kYLIUhTqgZd/2uJFJO09zJy7S6KiEqeT4/duE9/nrxk1KecvVKoYTu6uWU55RcxXi4374lZc4O2OtheHvxLZFr4aD9r2m+kFIrikAeHK9inmdP705O9mqcSg4L8ZpFwav9u1LtNE21b3cdOpy0HjknjgEWc2+LwRMjRrVIdU4L8bcPa9Pv/fhI3kJ30zdCx4gaw1+RORUOC/DI4hOr3HEI3RL85dMFPcWyDMtRh72Mope2HIFtIdL2IGZ4QMcNBX4mcYrE92ppibibGcd1s1ZuIx8TBUt6xflmxbQ+1HjRam/oWLwY2C2Nu8Si8cdpoaQbmLFQ3u2iD06hkQeZ2+FH16LlLYnHnD9pz4qzU9NwhfaSZGRdjgswXNl/gysLndRFhkSsiVFL4TajEGg5qq7v5zFVpE481OcVyHzidkbM0jIWwXoibZMbKX0kLZBxD1S8b9x6mr8UNVRZkFit3MfvNlTkTbZoxRhJhZydnylWrmRQntkaQ2edpRdiBY7675k8Si7iZpQW30i07SQt81gjygvVbqeP/JlktyDxRKNemK7USE4Cfu38n3QicxP9lqNQQgmziQoAgW6gSoWIX3ugNe6XNAHwBW1NYkM2lVvGstEi+3HR5wx9mBfl78aj4+8btSS4SDlkE+OoKsn5jvJC389hpkh9TjQly2Y8K0Ynlc3UO33H0FNXuMsBh8mfDIqPo5/V7KEDcYAeKG601xdxNlttin+bPmV3MkhNjr/I59AW594RZmvxkMRPlm6tcvEXIgsND1gjygdMXqPL3vSn27B6xEJuYwZG/bmtp5m2NIN/77ynlrt1CWnNQZnvos9KfIQd8Xl/Y7aUNn8n1mQlmyMZHGgTZiqtw2jaxvTYwlJqX/4RK5UvMKzXVxE9CjHnGMq71lzoXmv4xk5esIU4dWjl+GLWoXVXn68V/7aD2w8ZpZ8i8kYNXupUXSax4bHUXua2Z0geIi3e9dDwP/l6tG9O0Ad217W0Wj7ANeg7WCvIVkRpV9Ov22pkaVxw0YwGNW7iCwo9vFxkVHtpjM1dpRM8Cg7THWoFOtVVn/X2U7r8Ipq/LfkTlC2gWSM2VgcvFzVDMaMe1Ej5VpCHqHzd3zV/UdcxUWvTzQPqmgW6e89qd+4kXxuQZcquBo6UsBKWIxnEoQjwJ8bqCvJBqSchi0/4j9FWvoWIxd6dYc3CTzGJ7eXx4eXhQ6DHLQxbyOGpSozKtnaSJF3ORb87yjV1fkHnspRPrFMFHtijG3lEx9obQKpGd0fxNdoY51qntewiyFR7nQc0XI5cm5YpR2fym46i8kYQ3lLT8rDiVyK2JI5oqctpTDrFh4EcR7xWSSnNWbaR/xQ4o5ew59FUEpatQV9pZ16PV18T5yBx35MdeLvJF0vnnqSJ16i/6uEA++qXnD7Tn+Fmaumwt5RfpTfKKeZhoy1e0xavonZo0oAHftpDa4JlZlIiZD+7QmgrlzkW8yYEXpXjBMOebPGZz/bGH75U+bVimCFUsmNuk2UNX7aBosVmnafliVCaf+Th6jY79aPeJM1JGBOdx8yxz9qo/6eb9R1Qgd066vmmJdL4wsUjmW76OFJ7o3vJrOnz2Ih0+dzGJTy0R5BiRFsfhD06F69q8Ad0TucObRS4w37SV48OSGDLXX7RpB307fBwVF5kRo7t/L6VYbhYplN1afCVt6+eiL8jLtuyitkN+kcbKD43q0LItu0WfH0p1p4hQWB9FrNsexsm7shGCbCVpvhj5ouTiIVade9X9jNJ7e+m0svbYP3TqlmbwVSuWj2p9UtDis3AyP+cYc+qSJIzicXXnvIlU/uOiOm08eRFI+eq2ogiRW8rvRHgodnwVETNdXsBRrpofv3iFyrdJjAXPH96POjTWjWmu3L6XWg38WediZaHi1KWxCzXvJiic9wM6sWyOJBiOVmKET4cofNpDvBCKXxalLPIaAn9WqUheqluykMUYbtx7QOXbdhPxW80LqfipY/uc8VIesbKw7/LXay1tCuHMC775fdqmC91++J/Wp5YIMrfJN9pCIjWS34nCeelXNy6iaSIkwjsH5fFhqSBze/IiJf/NG1nOi/Q8zm+Wi6FFPV6zqN6xr1SlYvGPaK9It2P7eSxd+XORxfxSU0UIcjK8zTPRGduPiG3RmreDGSv9G1RKcmEn43Q45B0QYJ/O3nFMCl+YKj/W+5yy+CVmRbwD03CKVEQAgmyDs3nr7KX7T2j9yYv0Olqze6pQ9ozU6rMS0uwZxf4IsE+vPHxK609clFLiuBTMxj4tTp5v4rH21ytYbC8EIMj24inYCQIg4PAEIMgO72J0EARAwF4IQJDtxVOwEwRAwOEJQJAd3sXoIAiAgL0QgCDbi6dgJwiAgMMTgCA7vIvRQRAAAXshAEG2F0/BThAAAYcnAEF2eBejgyAAAvZCAIJsL56CnSAAAg5PAILs8C5GB0EABOyFAATZXjwFO0EABByeAATZ4V2MDoIACNgLAQiyvXgKdoIACDg8AQiyw7sYHQQBELAXAhBke/EU7AQBEHB4AhBkh3cxOggCIGAvBCDI9uIp2AkCIODwBCDIDu9idBAEQMBeCECQ7cVTsBMEQMDhCUCQHd7F6CAIgIC9EIAg24unYCcIgIDDE4AgO7yL0UEQAAF7IQBBthdPwU4QAAGHJwBBdngXo4MgAAL2QgCCbC+egp0gAAIOTwCC7PAuRgdBAATshQAE2V48BTtBAAQcngAE2eFdjA6CAAjYCwEIsr14CnaCAAg4PAEIssO7GB0EARCwFwIQZHvxFOwEARBweAIQZId3MToIAiBgLwQgyPbiKdgJAiDg8AQgyA7vYnQQBEDAXghAkO3FU7ATBEDA4QlAkB3exeggCICAvRCAINuLp2AnCICAwxOAIDu8i9FBEAABeyEAQbYXT8FOEAABhycAQXZ4F6ODIAAC9kIAgmwvnoKdIAACDk8AguzwLkYHQQAE7IUABNlePAU7QQAEHJ4ABNnhXYwOggAI2AsBCLK9eAp2ggAIODwBCLLDuxgdBAEQsBcCEGR78RTsBAEQcHgCEGSHdzE6CAIgYC8EIMj24inYCQIg4PAEIMgO72J0EARAwF4IQJDtxVOwEwRAwOEJQJAd3sXoIAiAgL0QgCDbi6dgJwiAgMMTgCA7vIvRQRAAAXshAEG2F0/BThAAAYcnAEF2eBejgyAAAvZCAIJsL56CnSAAAg5PAILs8C5GB0EABOyFAATZXjwFO0EABByeAATZ4V2MDoIACNgLAQiyvXgKdoIACDg8AQiyw7sYHQQBELAXAhBke/EU7AQBEHB4AhBkh3cxOggCIGAvBCDI9uIp2AkCIODwBCDIDu9idBAEQMBeCECQ7cVTsBMEQMDhCUCQbXRxfHwC3Xr6kv4+f4MevAyWWsvq50M1Pv6QCmXPRK4uzjaeAYc7CoGg8Ejac+lfOvnvA22XyubPSVU/yk8B3p6O0k30wwYCEGQb4O385ybtFv+ZKqXz5qBmFT624Sw41N4JBEdE0oRNByg2Lt5oV/jG/VPDypTOy8Peuwv7bSAAQU4mvAl/HaAXoa/IxdmZmgvBLZ47m05Lt568pD/2n6bo2DhyciIa37pOMs/07g+bvnw9bTl4jH4b2Z8+yJpZa0CNTv1o1qBeVDB3TukzfjpwdhadQzFK4NqjZ/T7vtPS94WyZ6R2lUqRqxgzcomNj6clB84S1+PybZXSVFg8WaVkSUhIkJpz4oFoZYkX9jkr7LXycJ3qPH5GdP6GPitRzJZmHPpYCHIy3Dt922F6FBhKH2T0p261yptsYcmBM3TpwVNJuMe2qm2ybqM+w+nPvYeozmef0tbZ44zWlesVyZebLm/4Ixk9MH7I86AQylT5K9o4bTQ1rFJRp6LTJ1XozKp5VLJwAelz5+JVKY27G0We3JGiNjhKY0+Cw2jKlkPSTWtoo2rk7eFutGuvoqJp9Po9FCducn3rf0GZ03kbrcvy6ix8oV96tPyapvTvJsJkLjpfuZeuQQmi3Zizu61Cm79ea7r14DHFnd9LzskQc/2T8fjZNH0MNahcwSo7UlNlCLKV3j516yGtPfYP5QhIRz3r6AqWsaYWiZnylYfPqNyHuajRpx+ZFVqukHBhn9F6PLC5JEeQ+djSRQvSqRW/Gmy/yNftqWPjetS7TZMk3+sLcqefJ4ubR7kkwm0lUoeszqL507JtUt9+aVnborWE1zGxNHz1TumY8W3qkLH5rCzI/LRS9qNCFBUTQxv3HaFpS9dSvJgNP9v/J2XwS6flOnPlBgoJj6ChHdpYxfrI+Us0bdk6WjtppPY4HgPp0/nSi4ObrGqLK0OQzSODIJtnpFNjwJuLbIK4YKwplhzHM9+9J8+Ki+cVzR/elzoIYdQvG/cdpq97D6N03mkpe+aMVs+QzQmyqT7pC7I1/U9tdY9cu0ubTl+hL0sUpCpF81nc/f2Xb9G2c9epQeki9Fmh3AaPkwV517xJVL1cKW0dFmO/CvXELDuOXp342+JzWlMRgmwNLevrQpCtYMar5GM37qNKRfJS3ZKFrDiSRIzwuYglnqJeX1ak7OkTZy/KRliQdx47JcVo+VEx+MiWJOfIWbMZxYq4tJurC/kIUVaGLGJiY6lu90G065gmZln3i3K0ZeZY6e+GvYbQX/uP6rR3euWvVKpIQemzP/ccotaDRlOkeHTm0qt1Y5oqHn+VcUd9QXYtWU2aoR1dMlvb7oMnz+iz9j3p/n9Ppc/qfVFeekxVxprjxOLW9yMn0uK/NKKRLWN62jJrLJUo9KFVTNVc2ZIbsDH7zR1rTJC5vXuCe+7aLWjTDBEaqKQJDXiX/5ICfH3p/o7V2lM+fPqcKrbrTveFv7gsHzuEpi5dR6evXNc+nZVo9gOdv35L+nfbIb/Qsi27dEw+8Ps0+qLUJ9JnPG55/L6KfC39u1OT+jR3aJ8k4wchC9OjFoJsxVW9T8xetovZS/8GlSijb1orjiQpNjhoxXbKkymAutQsZ/BYOTZ8fu1vVLzpD/Rg5xrKIWbBcgkXq/U+5evQ0aWzqWHPIZQxwE8ryDw7ci9ZnbJkCKDl44bSK1GXxdndzY2iTu+kQ2cvUmBICH0lZtf5c2anSX0702clP5YeP6eIR92+k+ZQ//YtqH3D2nTwzAXqMnoqlS1WmE4sm6M9vzlBfi3E3LNsLfq4QD6aM7g3BYWGUaMfh5OruHlEvJmxsZj4ij7wzePXoT9SAXHzGT77d9pz4qwUN+f4uSMUFtVMIg7cT8SDrS2TNh+kZyHhZOwpzJQg87nYT5+XLEYH/5hhUJAjo6LIq2xt8vf1kUTTM00a4vDT05dBxAuAcrhMKcjH/rlCz14GSuPHJ60XLR0ziMp9XJQyp/en5Vt3U5vBY6h7i6+pc7MGdOryNfp22HgqlCcXXd24WGf8QJAhyNZeD0brrz76D525/ZB+EYtzypVyS04gxxR9PdPQ0MbVTAoyXxCuJarRl0KcNs/8RVu3ef9RtGbnfumC8a1Ql3JmyaQVZI79Xr19j+LFAow8q+XYokfpmnRn+0rKnS2L1I6hkEVRcWyF4h/RghH9tOfqM3G2FD9UxrLNCTKLMYuy8hj54l85fhi1qF2V5qzZRN3GTKPQo1ulC1su5dt2o+PiojcVO7eEsxrqxMTF0ZCVOyivuPl2NnLzNWXn3J3H6c6zQKOxZ0sEuVBuIYabNGKoP0Nu0ncErd99UNyod4kbtqvWFO9yX0ozXEOCLFcyFLLg8ZM/Vw7xJDRa2xaPHR5D+uMHggxBTrFrdNOpK3Tk+l0a2bQGeaVxs6pdnnn8tHw7+Yk808GNqpoV5ImLVtGAqfOSDGhOGxrZpT25lKgqZiAfaAWZL5QuzRrSnCG9ddrmz6t9WpJ2z59sVJANGfPbhq3UYdQkqwSZz/VLzw406PtWOk3uP3We0vmklUISXCdfzmz075blOnWuiJsJX9iXRNZIUZE9Ys+Fn1YGCl/nTO9HPb60PqNg5vYjYpNRiJQqaSi5wRJB/lAI5I3NSw0KMmfHcKjpuOLphyt+ULu5CDU9s1qQDflq++ETVKfbQAiylQMZIQsrgB2/eZ82nLhEnWt8Snkzp7fiSJI2BQxe+TeVzJudWlTQxN30ixyy4FlFrJhluYkQBD/Wd2paX5rR8MyGF2u8PNJIwqbMspAzLwy1m0mENp7u+9OoIPO5vuz6E+0+fibJ4dbMkNkGjmmzXcYK16latiTtWaC5QchFFhle0W9So5JVbNVYmUMWPuJpaJiRpyFTNv9v3R4Kfx1lU8iieMH8dG7NAoOCzD7o2aoRTf+ph44ZyRVkzlVuINYoth48bnb8YIZserRCkK24mmVRzSfEuJMQZWvKuuMXpS2zo5vXEo+JunmicjtKQebPKn/fm05fvk7hx7dT9upNyF/Eey+t/10rrPqCzBs5apYvk8QsF5EHmy1TBqOCnLnK11K61I2/lkpxRS7JnSEfE/Htch8XMSnIn4vY9cE/puvUiRYpX2lEvuw2EUfmUI29l1FrdxPnFlubjcP9ZjFPm8adRjStbhCDqRmyHCLq3LSBFB/moh+yYEHmDB7O5FGW5ApyjhpNKVSk1d3atoIy+msWrDFDTt4IhiBbyW2cyLIIFNkWPPPhGZAlRY4fm9scoi/I1+8+oEIN29G51QuoRPMOOpsy9GfIHHPOnys7Xdu0xKRJ+jFkeSbOq+yt6iQKQHIEmR+Fq4vwyE6RjqUsvGjIO/4aV/9C3FjExfvqFYUd0+ToymWDyPJoLBYAXx78iwLSaW4K9lx44xBvIMqXRdy8q1t+g5m3+wTxLk9T2TimBLn90HG0ePMOen1qp7Rpx5AgZ6r8tbSoGnR4s82CzLNjFzH2eENKH0XuOgQ5eaMXgmwlt0AxExi3cb+0c4kX9yzZwTRoxd8iyyKeeoqUtxxGUt7YDH1B5s/khTL+Wz98oJwhtxNpSUtFWtJtMUvJkz2rtlcFG7SjY0tnCZHzlT5jQf5EZEFwJofUppgZs5DWqlCW/p47XvosRqTV8W694LBwq2LIcmqdcmFRvqnIoYwLIo2quEinWjx6ELWrX1NrQ1qxoMQ2PhSZJY5SeJMHb/ZoUq4Y8UuEzBV+guInKW8RkhrexPDCr+Qz8R/v1NPPQ+4xdgbNWvUn/diuGU3u20V7Ov0Z8lyxsNpVLKyeXjlPpD1qdl0+eRFIWas11vjjzaYkZZaF3BiPH36KCjz0l6buG1uUIRJOa+S2ngcFI4Zszul630OQrQTG1Y9ev0cbT12WxJgzJkxtiR0sxJjfV/C5SPKvL5L9TRVDgszvleg9YRaN792JBnzbQnu4/gyZv8hfr43IX34kpRul8/GmEyJrwc3VlaLPJOaP8kz7/LV/qcAHOcQjaz+qVPoTaTWcV8W9vTylNDjOZa1VoQztOHpK2vWV0d9POq+5LAu5Dv9vycIfUoSIg167c1+aefMMXC69xs+iGSvWU06R0pcpfQCdEbmv/PTAeddsg6MUOcTF/ako/N/QhP95EwlvJuHCW+yZh7FibOs0158zpI9Y3G2gc6ihPGS+Ud+490DKvnERLzbivHfebMSbkkwJcgWRu3zswmXiRcMp/bpSvUrl6ZffltOQmb9J6XOcBnf38RPt+FGmbmKnnvmRDUE2z8hgjdNiC/UasYWaC+ebsuDmz5JB2iJ770Uw7ROvWeTHVi6W7tbipHyeqfBmCrnwDHbroePSAGdxlQu//MfHy0sSVGW5cusurRMLgGGvIqju5+WocpniOt9zewvWb6Gb9x9Rv2+aSxcQFz5u+bY9UhoUb50O8POVNpjwNussQjS58Dk5/ssXLhe2y08If0WRMqcsB8/+Q3/tOyrS2jzpmwa1tCl3yjq8MWHplp30LDBYhDlKUZ3PP03Wy2+S6b53dhg/bYxYs0u6KfPYKJojM1Urlp+yiFe08rsu9lz8ly4/fCot+nIq5ahmNaRNP+YK+0IuadzdpZAQ32QNlb+PnJTGDmfbKMvek+ckH/JGpPbCT3nrtKJHz15oBZn9GCoEWjke+fjfN26Xxgtvr5fz5G/ee0hLNu+UskJ+EOMnq8iH5xv6R/nzaP3PNpcpWkg75sz1MTV+D0G2wethkVE0Q6QohURodicZKvxKxfQ+ifm2NpwOh9opAX7Z2rEbmqcqY+WrMkWpfIEPDKa5vY1u8yYQ+WYst88z2B8a1dXJR38b50abxglAkFNgdHB8+Ll4FScLNG8K8BcbHjKInXxueDl9CtB1rCaCX0VSsLiBPwoMoeziBVWcl+4nniTeZVmzYx81H/A/KZ99WMe29ESI86etuxA/tehv2HmXduFcIiwo4kWal6WigAAIpBoC20SogrfWyyWtp4dYEF5JnLOO8v4IQJDfH3ucGQRAAAR0CECQMSBAAARAQCUEIMgqcQTMAAEQAAEIMsYACIAACKiEAARZJY6AGSAAAiAAQcYYAAEQAAGVEIAgq8QRMAMEQAAEIMgYAyAAAiCgEgIQZJU4AmaAAAiAAAQZYwAEQAAEVEIAgqwSR8AMEAABEIAgYwyAAAiAgEoIQJBV4giYAQIgAAIQZIwBEAABEFAJAQiyShwBM0AABEAAgowxAAIgAAIqIQBBVokjYAYIgAAIQJAxBkAABEBAJQQgyCpxBMwAARAAAQgyxgAIgAAIqIQABFkljoAZIAACIABBxhgAARAAAZUQgCCrxBEwAwRAAAQgyBgDIAACIKASAhBklTgCZoAACIAABBljAARAAARUQgCCrBJHwAwQAAEQgCBjDIAACICASghAkFXiCJgBAiAAAhBkjAEQAAEQUAkBCLJKHAEzQAAEQACCjDEAAiAAAiohAEFWiSNgBgiAAAhAkDEGQAAEQEAlBCDIKnEEzAABEAABCDLGAAiAAAiohAAEWSWOgBkgAAIgAEHGGAABEAABlRCAIKvEETADBEAABCDIGAMgAAIgoBICEGSVOAJmgAAIgAAEGWMABEAABFRCAIKsEkfYsxlPXwbR4+cvKK2nB2XPlFH6XxQQAAHrCUCQrWeGI94QeBYUTMNmLZT+5eLiQnFxcdLfObNkoqEd2joUp4dPn1PGAD9K4+bmUP1CZ9RFAIKsLn/YjTUxsbHUfex0yuCXjkZ3/56cnJwk25+9FCI9ZyEVy5+Xurf82m76Y87QTj9PpgHtW1K+nNnMVcX3IJBsAhDkZKNL3QcOm72QngUG069Df9SKsUxk8pI1dOPeA5o3rG8SSOERkRQtxNzPOy05OzsbhZiQkEBBoeHk5ZGGPNK4G6zHN4WQ8FeU1sODPEU9QyVBfBgUGkburq7k7eVp9HxxcfGirXBRx4vc3VyT1DMlyK8iX1NUdDSl8/EmFxN9St0jBr23hAAE2RJKqGNQoD4ukI+6Nf8qyXeRUdE0Z/Wf9GPbZlqxfhEcQkNm/qZTt3jB/NSlWUPtZ39s3E7HL16hxtUr0frdB7SfZ8uYgUZ0/kbnWG6L25QLz9DnDO6tI/JHzl2kJVt2auvwDeCXnh3IXwgnl6Xiu8OiTvmPi9Kxfy5r6+XPmZ36t28h/bvf5LkUFhGhc+45g/uIEI0zRbyOoj4TZ+l8pzwWwwYErCUAQbaWGOpLBHjG2K3F1/Txh3nNEpHDG9kzZaDhnTTCevfxExq7cDkpRVkW5KwZ0ot67SRxPXjmAi3ftpv6CHEvlDundOyoXxdLi4iT+nYlHzHr5dl011+mCfEnnC0v5gAAIABJREFUIcp9pDrX7z6gKUvXULt6tahiiY+IZ8oj5/whifhsIdxKQf5E3Fj4xsCivvv4GVq7az99VeUz+vKzT7V9MzRD5s98xUx/Qp/OxAGb50EhNHTWb5QjcyYa1tGxYuhmnYwKKUIAgpwiGFNfIyxGA79vRXmyZTXb+cV/7aCjFy4lCWHsOHqKNuw5SHOH9JHEVxZk/VAHn6tSqU+oVZ3q2ptBj5aN6KP8ebTnjo6JpR7jpmvPwcdkDvCn/3X7TluHwyV9J8+hgd8Ku3Nk1c6Q9c83XAj305eBOvbqC/LGfYdp++ETSfr0z41bNHv1Rmm2zgudKCBgDQEIsjW0UFdnxjjwOyFs2c0LMotZRn9e/PtBh6D8yN9dzLSLiZm2KUEuVaQgdWxcT8SmH9LkJatp5sBeBmO9fAJ5Rt6o6hdUMI9mVi0XnpV/UfJjal23hlFB3nPiLK3ZuU9HVPUFufvYaeI8cUkEOVZkmnQTs/XWdWrQF6U+xogBAasIQJCtwoXKMgEWqB8a1aMyRQuahcJ1leEK5QH8XYvaValKmRIWCfLR85do8eYdNEfMqo0toL0WMexeE2YatYttZtvlGLL+DPnKrbs0fcV6mjagO3mm0SwW6gsyh0g4zc/QwqX+jN4sIFQAgTcEIMgYCski0Hn0FCkkMKrrt0mODxRZDUPFohvHajkuq5kh+0npccoSKRbFeotFMetmyA/EDHmNyRlydEyMCF/MEHHnpiLunMto/4wJ8r6T52jVjr1SPJoX7wwJsrkZModXOMyCAgLWEIAgW0MLdbUEpi1fR1dv35NE11UvVjpw+nwKDguXUuK4GAtF7Dp+mtbtOqCd7VoSspDFsXebplQ4T6LY8sLe4BkLaGyvjloBzSRuGD8rYsj8BdeTc6aNCfLIXxfRf89fmowhb9hziHYcPZlkhnzp3zs0c+UGg1wwfEDAHAEIsjlC+N4ogS5jppKHu7skenKO7/bDJ2njvkPURsRoPxexWi5yTFe5g+/+k6c0ZsEy+qRAfuraXJP6Zqkgj5q7iB6/eElT+nWTtmmzyP44aY6UC8yhDC7HLlymRX/9TfUrVaB6X5SXPrv14DFNWLRSSqHjVDpZkD8tVpi++6qOVOeICIksESGRJjUqU41ypbR951l+jXKlxeeVdD7zEyl043t3kj57KTI4Bosngxxi+/gwkSWCAgLWEoAgW0sM9bUEoqJj6Kdp8ygyKkqHSrOaVajapyV1PpNTwpQfFsmbm3q1bqz9yFJB5gMGTV9AgaGh2mN548eMgT11Nqn8feQk/bn3kI4dTYXQVn8jtLIgFy/0IZ2/dlNbr8AHOalvu2Y6x/HNg28iXGYPEk8Fri4UITaE9Jk0W6eeI24bx5B/dwQgyO+OtcOeiVPOeMech7sb+aT1MtnPMJF6xjNZf18fm3e18cw7OOyVNDv3NLKbj43h8AnPovmcyqIMWfBOPa7nk9ZTZG8Yfl9F6KtXFB+fQDwrVhbeqcfxcD9f7yThG4d1Ojr2VghAkN8KVjRqDwSMxZDtwXbY6JgEIMiO6Vf0ygICEGQLIKHKOyUAQX6nuHEyNRHgnYJXbt+lPiJjAwUE1EAAgqwGL8AGEAABEBAEIMgYBiAAAiCgEgIQZJU4AmaAAAiAgEMJ8rRlYvfYnXs88Rf/8QsX5f+VHa3/uTXfv4022S5zNinrpEQ/LDmn5tc/NAwd/ZzKPlrKRjm2rBlDhtrHOW0ZY4XEy6McaQ3AoQQZ91cQAAEQsGcCEGR79h5sBwEQcCgCEGSHcic6AwIgYM8EIMj27D3YDgIg4FAEIMgO5U50BgRAwJ4JQJDt2XuwHQRAwKEIQJAdyp3oDAiAgD0TgCDbs/dgOwiAgEMRgCA7lDvRGRAAAXsmAEG2Z+/BdhAAAYciAEF2KHeiMyAAAvZMAIJsz96D7SAAAg5FAILsUO5EZ0AABOyZAATZnr0H20EABByKAATZodyJzoAACNgzAQiyPXsPtoMACDgUAQiyQ7kTnQEBELBnAhBke/YebAcBEHAoAhBkh3InOgMCIGDPBCDI9uw92A4CIOBQBCDIDuVOdAYEQMCeCUCQ7dl7sB0EQMChCECQHcqd6AwIgIA9E4Ag27P3YDsIgIBDEYAgO5Q70RkQAAF7JgBBtmfvwXYQAAGHIgBBdih3ojMgAAL2TACCbM/eg+0gAAIORQCC7FDuRGdAAATsmQAE2Z69B9tBAAQcigAE2aHcic6AAAjYMwEIsj17D7aDAAg4FAEIskO5E50BARCwZwIQZHv2HmwHARBwKAIQZIdyJzoDAiBgzwQgyPbsPdgOAiDgUAQgyA7lTnQGBEDAnglAkO3Ze7AdBEDAoQhAkB3Kne+3M+ERkfT4+UvJiMzp/Smdd9p3blBCQgJdu3OfCuf9wOS5b957SJOWrKaZA3uSu5ubzXZ2+nkyBaTzpbE9O9jcFhpIvQQgyKnX9ynWcxbBnuNnUnRMjNSms5MTxYvPXJydafpPPcjN1TXFzqVsKEzcACIiX0viL5frd+/TlKVraUTnbyhbxgxGzwtBfisuQaM2EoAg2wgQhxP1HDeDooQYT+3fjbw8PCQkLMjdxkwlFxcXmjWo11vBtP3ICdq49zDNG9ZXp/3AkDAxW/XBDPmtUEejb5MABPlt0k0Fbf/74BFNXLRKelTnR3ZlCQoLp4HT5tGwju0oR+aMOt+9joqm19HR5O3lSa5CtI0Vnn2HhL8izzRpKI27bmjBmCAba+uVmE3Hx8eTT1ovMjVDjnj9Wsz2Y8k3bVpydnYy2Fx8PNsVLrXF9iNkkQoG+zvoIgT5HUB25FP8JAQ3WAiv/iyV+5wg/hv/+wrKkz0rNa9VRcIQFhFB/SbP1UGSK0tmGtKhjfazuWs20fnr/1Ljal/Q+j0HtZ8r67EAKguHSeYO/ZE4jt138hwdeziU0nvCLIoTYiyXFrWr0qq/9+rEkJ+8CKQRc//Qabd4wfzUpVlDnc9W79hHe0+e1X5WKHcuuiZCJYghO/JIfzd9gyC/G84Oe5ae40W4IjrGoCDrd5pnu51HT5Fiuxzj5fLo2Qv637zFVKVMCWKR5CILcpYMATSi0zdilupMO4+dovW7D9JgIdwfCAHnYmiGbEiQu4rQCbcxrldHaUb+IjiUhs9eKAm0vKjHM+cuol6xD/NS9xZfS+1f/vcOzVi5gTo2rk+lihSQPrt48w7NWrWB6nxejhpWrih9NlPUuSTqQpAddpi/s45BkN8Zasc8UbdfplFsXJxFgszCfeLiVSpTtCB5eqTRAukrZsxuri6SYCoFWX/WzbPiGuVKUZMalS0W5BdBITRk1m/Uv30Lyp8zu/acV+/co2nL1mkFmWf5/9y4TeU/KaKzCNl97HRp0ZDDLlzkeLkh2yDIjjnG32WvIMjvkrYDnssaQZa7z7PR2w//o+dBwZKYb9p3hGJiY6WMDHOC/OnHRei7hl9aLMh7T56j1Tv2JrlhGIshsz3/3n9EL0NCpXjzmp37KI2bO03q20U6J98UGlevRDXLl9bxJmLIDji430OXIMjvAbojnZJjs5FRURbNkLnfm/YfoW2HjksLZh9kyyylxl0VecO8dPY2BHndrgO06/hpiwR54Z/b6OSlq5TRz4+yZkovpe9d/Pc2eaXx0BHk3m2aUOE8unnOEGRHGtXvry8Q5PfH3iHOPHTWQmmma3BRj1PfxCP/Jx/mo05N61NQaBgNnD6fercWgqbYuDFs9u8UKjIp3oYg7zt1Tlq807dPf4bMm0mmLltLo7p+S1nSB2h902fiLHHTcNER5GY1q1K1T0tghuwQI1hdnYAgq8sfdmdNcFgY/TRtPg34tiXly5FNx/67j5/Q2IXLaWKfzuQrdu1duHGL5qzemEQcB0ydJxYGo9+KIL8IFjHkmb+JLI62lCtLJq19V2+LGPLyxBjy8m276eCZC0ls45gx7+STQxaIIdvdELUrgyHIduUudRo7XMxwnwYGUd92zanABzkkIx88fU6j5y+Rtk9PEILM5aXIbhg8cwGV/7gotW9YmzjrYvFfO+jYP5fJSYQHfhVpa1zkLAtDC2fKGPLpy9dpwYYtYuNJb2lRkIuhLAtemOP2edEwracHBYqZ+lAh0sosC86S4GyJr6p8Tl9+Vlb6bsaK9dI2bM7QmDukj9T+RVFvlqjXrGZlMUsuJX32m7DhlLAFi3rqHJ/2ZBUE2Z68pWJbZRFVmpg3ezb66buWOlbr5/BmzZCeMvilk2K1sgBbKsjcMKfRsbDLgm5IkDm748dJs6UFRLl8K24If2z6WycPebaYvf8jZvFy4fzi52KG/VL8p7w5LNm8k46cv6itx08Gtx4+hiCreHzai2kQZHvxlJ3Y+Vykmbm4OFOAr/Gtyzz75NmyT1pPaQeereWZmJ37eHnppNIZapN31sWJHXambONsD55B+/v4iFCF8XdwcB84pY5nxfLs3NZ+4HgQgCBjDIAACICASghAkFXiCJgBAiAAAhBkjAEQAAEQUAkBCLJKHAEzQAAEQACCjDEAAiAAAiohAEFWiSNgBgiAAAg4lCDz27v4vQiaN/Hy2xFS4n8NDZKUattYO/I55e/532/7nPrtp8Zz6nN/W8zf55hSnvtt9U85bpXjKOXHVCHxTpE+4t0ijlIcSpAdxSnoBwiAQOokAEFOnX5Hr0EABFRIAIKsQqfAJBAAgdRJAIKcOv2OXoMACKiQAARZhU6BSSAAAqmTAAQ5dfodvQYBEFAhAQiyCp0Ck0AABFInAQhy6vQ7eg0CIKBCAhBkFToFJoEACKROAhDk1Ol39BoEQECFBCDIKnQKTAIBEEidBCDIqdPv6DUIgIAKCUCQVegUmAQCIJA6CUCQU6ff0WsQAAEVEoAgq9ApMAkEQCB1EoAgp06/o9cgAAIqJABBVqFTYBIIgEDqJABBTp1+R69BAARUSACCrEKnwCQQAIHUSQCCnDr9jl6DAAiokAAEWYVOgUkgAAKpkwAEOXX6Hb0GARBQIQEIsgqdApNAAARSJwEIcur0O3oNAiCgQgIQZBU6BSaBAAikTgIQ5NTpd/QaBEBAhQQgyCp0CkwCARBInQQgyKnT7+g1CICACgnYhSDHxycIdPwfCgiAAAgkh4ATOTs7JefAd3qM6gU5JjaOXm+dQLHXD1JCzOt3CgcnAwEQsH8CTm4e5FLoC/KsM4DcXF1U3SFVC3JcfDyF/t6ZEp7eVDVEGAcCIKB+Ak6ZPyTf734lF2dn1RqrakGODfqPQue0Ui08GAYCIGBfBHy6Lic3/2yqNVrVghx9/RCFrxuuWngwDARAwL4IeDceRe4ifKHWom5BvnaAwtePVCs72AUCIGBnBLwbjST3wpVUazUEWbWugWEgAAIpTQCCbAPRaMyQbaCHQ0EABPQJQJBtGBMQZBvg4VAQAIEkBCDINgwKCLIN8HAoCIAABDklxwAEOSVpoi0QAAHMkG0YAxBkG+DhUBAAAcyQU3IMQJBTkibaAgEQwAzZhjEAQbYBng2HOnn7a49OiAgjio813ppbGnJK45VYPzwoaV0XN3Ly9NZ8Ll4UlRARbLQ9p7R+RE6al8AkvH5FFBudpK62jrOrpm5cjMneJkSGJ9ZxdiEnL99EeyNF/+JM9I9rugr7Pd7Yz3aFs/2mX3blHJCdnHlHmOh7wutwin9ykxKiI23wCg5NCQIQZBsoQpBtgGfDoQGrE8Um9tYpCh1c1mhrHrW6kdd3s7TfBzZP+kYt91INyHvAJo0eBz+h4E5Zjbbnv/AFOXmnl74Pn9KYok9sSFLXb/4Tck6X2eIeho2vSzFnt2nrK/sXuXYkRa4bZbItn8F/k9sntUz2Uf7S/fPW5N19mcH2EsJeUMiAEhQf+NBi21ExZQlAkG3gCUG2AZ4NhyoFi5sJHf6ZeNveEYMt2qMg+/5yklzzlZH6kxAZSkHt05mkFbA8SsyS3aU6MZf2UNjP1Q3UdyK/mf+Sc6a8Zsm/mtGaoo6sMFsPFVKeAATZBqYQZBvg2XCoviDz43lgC/HawoSkj+nvW5Bjb5+mqP2LTPY25swWin9xT1vHtUAF8v058QYT2DqNwdAIH+Dk7kX+S0Xo5E0J+j69CFkEJjmf7/8Ok2vBitrPYy7upojlP1Hc/YuU5rNW5NV2Mjn5aGb+XEL6fyx9h/JuCUCQbeANQbYBng2HJhVkoqjd8+nVgk5JWn3fghz55y8UuWqI1b1V9jFiUS96vX2GwTa8e60k9wottN8ZCsk4+WYk/wXPtHXCxn5JMef/TiraY0+Ra97S0ucJMVEU1MbDartxgG0EIMg28IMg2wDPhkMNCTI3F9w5O8UHPdZp2V4F2bv3GnIv31TqS3zIMwruaDgm7b/klXbR8vXmSRSxrH8Ssv5/BIuFQk3Yg2e9PPs1WMQCZMCqeO1XoaMqU+yVAzZ4CodaSwCCbC0xRX0Isg3wbDhUKcj86O1WTBMzTYgQ8dZvdeOt9irIzlk/JL9pN7SUNCGZRLGUvnBxpYAViRkcHGvmmLNuESK7OvG4oHbelBCVGOLQd4PP0F1anjEXd1HY6Jo2eAqHWksAgmwtMQiyDcRS5lClIIcOKk0+I/Zr075ezfuBovYu1J7IXgWZOxCwUqS7iTQ4LuEz21D04eU6ANN+P5vS1Oyq+Sw+jgJbijQ7/SLS2gJWJKbmGQppKA9xL9+MvHuvNt1myrgRrRggAEG2YVhghmwDPBsO1RfkhOjXlG7yJW2LQe3SillghPTv9y3IsdcOU9TBJUZ7G7VngdHvvNpMJI/6/TR6++wOBffQzZBQhiLCZ7Wl6ENJ09k4P9l/schl5iJypqUFQhPFJU8JSjfurLaGOQG3wY04FIKcsmMAgpyyPC1tTV+QY2+fIZ/he8mtaBWpibiHVyikb1FVCLK5PpkSPCcvP/L/I3Eji35dJYdAXoATC3H6xTVfafL95ZT0cUJ0BAW1TWvSJOfMeclvxi0IsjnHvaXvMUO2ASwE2QZ4NhxqSJC5uYBVcSIPTPMDkaGDy1DsrdPvfYZsrpvmZqD+i0LELkLNzr2w8fXEBpKt0t+ezX8mz0ZDNUIb/pKCvs9g8FSuH5Yj39HHLBfkTHlEvvJtCLI5x72l7yHINoCFINsAz4ZDjQkyp39xGphcAls4k4eIsb7PnXrJTXuT++BRtw95tZsi/TP23gUKHVBc+ttvwVNy9s2kufmY2BjjLFLe/N6kvFmSyuaS8yNKNykx/9jcDcMGN+JQAwQgyDYMCwiyDfBsONSYIEtCNec+OafPKbUefXQ1xV47ZNeCzIt60uLemyILpE64wlAGhnyAeM9FwHJ5UU9soGlu+ifm3UrWJZ+ftiQ5nw3uwqFWEIAgWwFLvyoE2QZ4NhxqSpD5RUKcmyuXyDXDyLPZzyYFxrXw5+Q78qBUJyH0OQV10Mw8DRXlQlrYxK8o5rTmHRjKonyXha0zZG7Xb9Ydcs6YWzpF6MgvxLbqsmJn3STp33F3z1HITyWN0xQhHCmU86aYm/Gm7bSA0lT9QdP2g0sU0q+Y8bbxTYoTgCDbgBSCbAM8Gw41JcjcrNd3M0XsuLvBMxgSJJcs+Snd9Jua+sbSx960pnNuI6GClBZk94otybun5t0SMVcPkIt4H4X8FMCLl7yIaaoobY4+sV68FKmJ0eoBK4V4O2tm0a/mfENRB4xniNjgQhxqhAAE2YahAUG2AZ4Nh5oTZG5auYNNeSqDM0Q3DwpYlvjqydCBJSn2zrkkFroWKC/eMXFU+3lgKzeDr8ZMaUHmExrbnWhuxsvHuuYtRb5jT7+xO4GCWntQgoHXhno2GUGeTUcm9s/Am/FscBsOtYAABNkCSMaqQJBtgGfDoZYIMr/r1+/XR0nOYkzA0k29Ri7ZCmrqi1ly2OgaFHN5n/Z418JfkO8I8e83WRyxVw+K8EElg714G4LsO+YEuebXfc1o9LHVFD4t8T0WppD6izfCOb15IxzFx1P49OYUfXyd9hDvPmvJvVzizNnU+zNscB0ONUMAgmzDEIEg2wDPhkMtEWRuXvkaS/l0RmeUejvatOYJcZZ3y2k/Ey+MD2zrafTF8da+DzlicW96vW26SSJuRSpJOxKVJbh7Hop/ftcyknqLg6YOijm/ncLG1rGsXdRKUQIQZBtwQpBtgGfDoZYKMp9CmZvM/zb5iC9E2W/6De0CmiET4+7/QyEDS5n8FY+3IchSXxQv5jfbF0PGi9hwuokXySVHEaP0Xy3sSlE759rgHRxqCwEIsg30IMg2wLPhUGexeUEu8YHi7W6xSXeoyd9Lv9yh+Akn3oJsrvB2Y7ePa0jvieDQB/+Cxuu/Z1Lspb3aLdmm2nDOkCvprNrEAQlhLw28FCjpAfyzS/KL6EnsuosPfmquKwa/d0qTltxK1hMLn12ldyDHPbhMkWuGU9x/YmFT/wVGyToDDkouAQhycsmJ4yDINsDDoSAAAkkIQJBtGBQQZBvg4VAQAAEIckqOAQhyStJEWyAAApgh2zAGIMg2wMOhIAACmCGn5BiAIKckTbQFAiCAGbINYwCCbAM8HAoCIIAZckqOAQhyStJEWyAAApgh2zAGIMg2wMOhIAACmCGn5BiAIKckTbQFAiCAGbINYwCCbAM8HAoCIIAZckqOAQhyStJEWyAAApgh2zAGHEWQPb7sQV7tZ2hJJES9oqB23haR4Re78wve5cI/ef9q9jdmj3UrXZ98+v6Z5J0P0cfW0Kt5HYy+28HJO4D8F77Uth/2Sy2KubDT5PnSdpxHaap11NbRf8EQ/xoH/yqHXIy9gEj/5T5h/6uq84pOo0bo/WoH1zP6GtCJ/5BLLs2vdLzeOYciFnZL0qzbJzXJZ/AOs4zlCgnRkeLXpr106jv7ZSG/ef9pPwvukkO8syPp60rlCunGnyOX3Jrf83u9ZTJFLO2n056x9zWbMzLu4WXxC+EfGa3G7xLx7rOGXAtW1KmT8CqEwsbVodgbie+nNncue/gegmyDlxxVkCXBaCNeLxnz2jQdF1cKWBGjU8ecIDuJl8H7Lw4ncnEx2farOe3Fr1UsNljHf0k48QtyuPAvS/MvTJsq/ksjyMld9EeUhPAg8QvNAbrilExBjn92l4J7JL7oyJgNht5lrDZBTngVTEHf+RvF+D4EmX/clX/k1VThFzMFdcgoHJtgw5WsnkMhyDb4wpEFOebSHgr7ubpJOp5fDSLPlr9YJcjSD3aKd/PKJf7JvxR797x4q1oWci0gZkFOTtrvjImyR/1+5NVmoraeuV/NUM7egn7ISAlhL1JEkKUbl/j1DVNvm+M6Aavjxf9P7Jd0nJFf40iXjBly/PN7pkVL3FhD+hTS7bPeDJm/jFw3iiLXjjTYljlB9pt1N+lx4nWf8k9N8ZeG7Iz77waFjamZ5Ni0388Rb9vrov2cZ/mx14+It+29Er8pWEZ6C59c+NdPglqnseFKVs+hEGQbfOHIgsy/KhHY0vQs1n/Za3Jy070QTM2Q04l3Dbtk+VBLnC8i/Z8S8hm0ndyK104U25biZ5LiE391WfpCLwQQOrQCxd48ZtCTni1Gk+fXQ0yKd3JDFtwohxQ4tGCsOGctQH7Trif5OiUF2dwNyZBt+iELuQ6Hqlj09Is5QTZ0DievdMQ/CisVIZqBFoqmswiB+cm/cSgOfb15EkUs669zCg7rpJtwQXsDj9q3kF79qvlxVnsuEGQbvOeIghz3hGPCGtEMHVpeCN1xg4SUIhYvfqnZ2Vc8NopiSpB1ZqrtfUWcOMxg28qQRPSpjRQ+6esk9fxm3yPpvcOixPyzy+Asi7/zXxRCTp6+Gk24dUqEN3R/Bok/t0WQzf0oqv+iUHF+nyT2q1WQ4x5do5AfCyex910KcroZ/5JL5nwan90+Q6GDShscJ27FvySfQdu03yXnxmTD5f9WDoUg24DVEQU5ao/4GfhqHSQq/DL34B55DRLy/lH8Btunmt9gi1z/P/JsPNykIHv3Xk3u5Ztp2jLzy846P8opXpge2CLpTD3N520pbffEX0S2ZCFOmqEZ+HHP5AhyzD87xUvsNY/awd0+oPgX9w1ykm9C/CSg/U07UVN1gswx2DfhovAJDSj6zGad/rxLQVbeuIO75qT4lw+NXqXSGoZYy+DCws0Cbs8FgmyD9xxRkKOPrpJ+TYJ/NYOLWaETQvNK/CYcx/y4GJsh+/8eSE5pNYtGkSsHUeTGccbJi9ij9HP0b4pZG0S9kH7FxC9fXNJpkxeEeGHIXDvJEeTgrrnIb45GhKNPbqDwyY2T9Mez8TDybPY/6fOQn0oQi5o5W5ITQ07OzFA/ZBE2phb5DHmTuWHgJviuBFk/g8Rc39JNuUou2TXx8fintyi4Z2LGjw2X9ns7FIJsA3pHFOSYi7spctUQ4swASTwNLPQoLxqumyB+9NOr9XiTgqxczAtqm5YSxE8QmSo6v5s3qjLFXjmQpHo68dP2LuIn7iVRFDeS8Oktder4L3hGTm9CKa93z6OIBZ0NnjI5gsxC4b/klcj20KSTGRIOZYydv1f2SW0zZLYn3ZQrQtw04Qr9UNG7EmSPBv3FWJog2ZAQHigyYtKbHCfKm54l6x42XO7v5FAIsg2YHVGQ40TGQ8jAkuLHQTkzQFwUkaEU1D6dDqV0M26JGJ8mlBEoFt08mw4nz0bDTAuy4gc6g0RKXYKZlDqleHFeM8+89YvbR1XJZ9ge7cf6IqcTszZxzuQKsmeLMWLBcLB0/tDBn4oY9clEExULj7F3RBx0YOm3JsimhnD04eUUPrNNkir6M2Rmx7FujnnLhTMz4h5rFiTflSB7fTuTPGp3l84Z9/CKyFEuavIKdSvTkHz6bdTUMRLesuESf+eHQpBtQO6IgsyxUI6J+gzdRW7FNGlvQcoFOFd3Cliu+VFReQHIq/108viy59sT5PkdiWPbhopOvLF7HpFadVeqluaLdpS2W2Ies6lH32QJcksO7v+SAAAMH0lEQVQRtxSxcPn88UH/UXDnxFQs31EHybXQ55ItgXp1pc9SMO3N1BC2RpC5HY8GA7RPOwmvwyjoG82C6LsS5LSdxBpGVU22hPQL3/0/MXmF6oQ4RBw8sIWzDVf0+z8UgmyDDxxSkEOeUnDHLCLPMyv5/Sp+0VmUmHPbxK6outLfHnV6k9c3U6W/5V1y3j1XkHtFTbjAWAzZ0tmq7A6dGfKsthR1aJlBT/kM3EpuJepI373ePoMiFvWS/ub4rpwD+2rudxS1/w+jnk6OIAd1yEwJoc8onUhpcxGpbVx4Nxzny3KRYuAiFs5FEl+xYCY/dWg/M2BRcmLI4TNaGe0b36BibyRNCTQ0Q5Yb8f9DZKZ4aYQ4cs0IadH2XQmy8uYe9+iqyPgoYrRv/IVb2UZix+d6TR3MkE2ySokvnRIu7FPtFhxHFGRp59MPGTSiIocZFANdmh2LWbJSVDj1iFOQuBgVZMVqeFA7EUOOsiKGPLyi2BRgeIusjpgqZkg68Voj2RXyAE2OIIeIxaM4sYjkWrQK+Q7fKzUV8bvISd4xh1zzlibfsaekz1791oWidv36VgXZ3MKXoQvRlCA7Z8pDfjNvaw8L+taPfEfsN7l12tA5kpOH7FHvR/JqO1mjryItkp/OTBVl2Mhc9k5KCNLbbgMzZBsIO6QgK7bQ8qMjP0Jy4V17LEDyOx+iDi4V76xoJ33nO+qQeDz/zKQg+y98QU7emgUaQ4n+Om7Q25JtTnACVkSL1CexgUSU4I6ZyUXs5PL5aYvmohaLh7yIaKokS5AHFKe4e2JjgigBq8RsWMSM5Rma39yH5ByQXfpODlfob2ZJyZCFOT6G+m5KkLm+d6+V5F6hhXRo/LPblBAR+k4E2a1IJfIR4i8Xc33zm31X5KN/IFXnLBvOtrHnAkG2wXsOKcgRIcQzIqko48VicSfu/kVyL6fJPeaFPl7w4+L7v8Pal78YmyF7/fAredTo9Ia2iPU1Nx7r49grx2A1ahCnETUTJW2n30Tc8XupBmd9uFdqJ8IIBaV/83su+H0XpkpyBDlUpLHxlm8u3v02kHsZzeaV4E7ZxEt7NKEe5dOGvQkyb/XW3Gg0W745FCO/D8TQy4UM8U3ODJnbUT7dhPQp/P/27t03jiqKA/Bg5+ElYBPEo0BQQQUFNCAhqFJQpEapgL8gCkpDgyhIERCIAlFDQ4PSUIWGEiREgRBIiIIWCRDCcZzEiR073LvrNevFsZczx2Fsf7fz45xdf7P+eTyPs+XE4s+33XyjV+/Ua+brtfN7eQnkFltv3wdysakzCqYeHOyBDNf45UiTBPL4L9qlkRNw45tg9LDIcjl2fKUcQ95u1aCoA4T6qwT46KyM/k0l5ZDLdqttII8+/trCH83U3EP9h9t0w8jY7d5d30Ouz3/8Trih4W4H8ty735W98WcGm7PcFFJvDtlq1T/C9Y/xcO20N93iV/2OlQrkFtQHIZDrL0b9BRld1z4+XY6VfrTxqUkDefbc12WA0PMbdVvdhTX3/o/N9KP/jGPsnzWfYJLX8U/my4mo9T379Ueog2sWXh/sKe9mINfedSRoHQ06ujYFxB4M5PqzjG+P+rndDuRNe9bl8Va+/6JZPD84cTtch586US55/HLj4zoUqV4zv9eXQG6xBQ9CIFee8Vm343sikwZyv9fIScH68a1yiGTt0m/l3+G7y7HAzXtCdQpYnVMxyeqdOleuhX5z07cunHmiWS3T5HZabfeQa/+Zk+Vk1KuDk1F1jR5j739iFwP5djNBNp5MnYa2fqJ2+LmdjiEPv68/LvXTwZUjw7Xbgdz3HDm513/c8l9OvSSz3oJeJ70N7yTtf+l6md/92mTzu3d6LfzfXxfILbbAQQnk0WtD67ChOnRodP2XQK51owN/bsd/+a0X+uMWJ15jl5XVukn/hc0I5Pp42w5P2sVA3tFoi0lrkwZy7V2n5dWpeXcykOtjjV9LvtXPWce3XjpTLzvs7MVYO26e0W8QyP+Ja/M3H5RArrcf19uQ61o4+2S5IeSnVoFci+tVCLPl1ucaDBurHJpYulCue/38fDllPjZyc4LtNHrt8UoZjrNYhuRMsrICeePW461uUNjDgVwN6xjNeiihrjuxhzzcbnUPvffKe83MS4O794arnuhbfPtEszY/OIG6X5ZAbrEl90sgtyBQSoBAooBAboEpkFvgKSVA4F8CArnFi0Igt8BTSoCAQM58DQjkTE29CBCwh9ziNSCQW+ApJUDAHnLma0AgZ2rqRYCAPeQWrwGB3AJPKQEC9pAzXwPLv3zbXPnsjcyWehEgcIAF7jn1TnPk8ec6K9DpechLS9eapQ8Gg9stAgQItBXonb3Y9Hq9tm12rb7bgXzjRvPrNxeb+7/6cNcANCZA4GAI/PXi6eaRZ082vZmjnf2BOx3IN1ZWmt//nG8uL8w39/5woTkyP3hbeIsAAQKTCizf91iz+PTLzezs8ebhB443Rw8P3myhi6vTgby6utYsXL3aLC1db1bXtp+520Vcz4kAgW4ITJf3X+z1Zpq5Y8ea6enuvlFrpwP5Vhkic315pbl582YZ2bs/pk114+XpWRA4WAJ3lWmFhw4damaOHC5v0jJ4l5Yurk4HcgVbK3vGa8K4i68dz4nAnhKYKkE8tf5O5V194p0P5K7CeV4ECBDIFhDI2aL6ESBAICggkINwyggQIJAtIJCzRfUjQIBAUEAgB+GUESBAIFtAIGeL6keAAIGggEAOwikjQIBAtoBAzhbVjwABAkEBgRyEU0aAAIFsAYGcLaofAQIEggICOQinjAABAtkCAjlbVD8CBAgEBQRyEE4ZAQIEsgUEcraofgQIEAgKCOQgnDICBAhkCwjkbFH9CBAgEBQQyEE4ZQQIEMgWEMjZovoRIEAgKCCQg3DKCBAgkC0gkLNF9SNAgEBQQCAH4ZQRIEAgW0AgZ4vqR4AAgaCAQA7CKSNAgEC2gEDOFtWPAAECQQGBHIRTRoAAgWwBgZwtqh8BAgSCAgI5CKeMAAEC2QICOVtUPwIECAQFBHIQThkBAgSyBQRytqh+BAgQCAoI5CCcMgIECGQLCORsUf0IECAQFBDIQThlBAgQyBYQyNmi+hEgQCAoIJCDcMoIECCQLSCQs0X1I0CAQFBAIAfhlBEgQCBbQCBni+pHgACBoIBADsIpI0CAQLaAQM4W1Y8AAQJBAYEchFNGgACBbAGBnC2qHwECBIICAjkIp4wAAQLZAgI5W1Q/AgQIBAUEchBOGQECBLIFBHK2qH4ECBAICgjkIJwyAgQIZAsI5GxR/QgQIBAUEMhBOGUECBDIFhDI2aL6ESBAICggkINwyggQIJAtIJCzRfUjQIBAUEAgB+GUESBAIFtAIGeL6keAAIGggEAOwikjQIBAtoBAzhbVjwABAkEBgRyEU0aAAIFsAYGcLaofAQIEggICOQinjAABAtkCAjlbVD8CBAgEBQRyEE4ZAQIEsgUEcraofgQIEAgKCOQgnDICBAhkCwjkbFH9CBAgEBQQyEE4ZQQIEMgWEMjZovoRIEAgKCCQg3DKCBAgkC0gkLNF9SNAgEBQQCAH4ZQRIEAgW0AgZ4vqR4AAgaCAQA7CKSNAgEC2gEDOFtWPAAECQQGBHIRTRoAAgWwBgZwtqh8BAgSCAgI5CKeMAAEC2QICOVtUPwIECAQFBHIQThkBAgSyBQRytqh+BAgQCAoI5CCcMgIECGQLCORsUf0IECAQFBDIQThlBAgQyBYQyNmi+hEgQCAoIJCDcMoIECCQLSCQs0X1I0CAQFBAIAfhlBEgQCBbQCBni+pHgACBoIBADsIpI0CAQLaAQM4W1Y8AAQJBAYEchFNGgACBbAGBnC2qHwECBIICAjkIp4wAAQLZAgI5W1Q/AgQIBAUEchBOGQECBLIFBHK2qH4ECBAICgjkIJwyAgQIZAsI5GxR/QgQIBAUEMhBOGUECBDIFhDI2aL6ESBAICggkINwyggQIJAtIJCzRfUjQIBAUEAgB+GUESBAIFtAIGeL6keAAIGggEAOwikjQIBAtoBAzhbVjwABAkEBgRyEU0aAAIFsAYGcLaofAQIEggICOQinjAABAtkCAjlbVD8CBAgEBQRyEE4ZAQIEsgUEcraofgQIEAgK/A2wW1eVG3CixAAAAABJRU5ErkJggg==;" vertex="1" parent="1">
<mxGeometry x="17" y="13.5" width="356" height="633" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-45" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;dashed=1;strokeColor=#C2C2C2;fillColor=none;" vertex="1" parent="1">
<mxGeometry x="40" y="110" width="310" height="50" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-47" value="<font style="font-size: 17px;">Aquí se mostrará la fecha actual.<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;" vertex="1" parent="1">
<mxGeometry x="420" y="50" width="200" height="70" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-51" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;dashed=1;strokeColor=#C2C2C2;fillColor=none;" vertex="1" parent="1">
<mxGeometry x="70" y="190" width="260" height="130" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-55" value="<font style="font-size: 17px;">En esta sección, se elegirá el tipo y formato del movimiento a crear. A la hora de insertar el movimiento, se comprobará que se hayan elegido estas opciones.<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;" vertex="1" parent="1">
<mxGeometry x="386" y="170" width="264" height="140" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-56" value="<font style="font-size: 17px;">Aquí, el usuario introducirá un concepto y cantidad para el movimiento, ambos campos obligatorios. El campo de cantidad es de tipo NumberDecimal, con un&nbsp; tamaño de 13, y sólo se puede introducir números, puntos y comas.<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;" vertex="1" parent="1">
<mxGeometry x="386" y="330" width="314" height="160" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-57" value="" style="endArrow=none;html=1;rounded=0;exitX=1;exitY=0.5;exitDx=0;exitDy=0;strokeWidth=3;" edge="1" target="xRkAMs9unRZzOuT88SSD-56" parent="1" source="xRkAMs9unRZzOuT88SSD-58">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="316" y="515" as="sourcePoint" />
<mxPoint x="400" y="515" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-58" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;dashed=1;strokeColor=#C2C2C2;fillColor=none;" vertex="1" parent="1">
<mxGeometry x="50" y="330" width="290" height="120" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-46" value="" style="endArrow=none;html=1;rounded=0;strokeWidth=3;exitX=1;exitY=0.5;exitDx=0;exitDy=0;" edge="1" target="xRkAMs9unRZzOuT88SSD-47" parent="1" source="xRkAMs9unRZzOuT88SSD-45">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="336" y="194.5" as="sourcePoint" />
<mxPoint x="420" y="194.5" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-54" value="" style="endArrow=none;html=1;rounded=0;strokeWidth=3;exitX=1.024;exitY=0.542;exitDx=0;exitDy=0;exitPerimeter=0;" edge="1" target="xRkAMs9unRZzOuT88SSD-55" parent="1" source="xRkAMs9unRZzOuT88SSD-51">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="830" y="200" as="sourcePoint" />
<mxPoint x="380" y="355" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-62" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;dashed=1;strokeColor=#C2C2C2;fillColor=none;" vertex="1" parent="1">
<mxGeometry x="50" y="450" width="290" height="100" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-63" value="" style="endArrow=none;html=1;rounded=0;exitX=1;exitY=0.5;exitDx=0;exitDy=0;strokeWidth=3;" edge="1" source="xRkAMs9unRZzOuT88SSD-62" target="xRkAMs9unRZzOuT88SSD-64" parent="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="316" y="685" as="sourcePoint" />
<mxPoint x="400" y="685" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-64" value="<font style="font-size: 17px;">Con este botón, se creará el nuevo movimiento. Antes de crearlo, se comprobará si se han rellenado todos los campos.<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;" vertex="1" parent="1">
<mxGeometry x="386" y="500" width="314" height="100" as="geometry" />
</mxCell>
</root>
</mxGraphModel>
</diagram>
</mxfile>