Revision for “The development of taxonomies” created on November 1, 2013 @ 11:25:03

TitleContentExcerpt
The development of taxonomies
<p>Once a fairly exhaustive inventory has been created, the next major step in theory construction is to move towards taxonomy. That is, examining the list of the phenomena under consideration and attempting to classify or categorize the subject matter into a smaller number of mutually exclusive categories which, together, retain the exhaustive character of the original lists. Many such schemes were developed in the policy instruments literature of the 1960s to 1980s.</p>
<p>Kirschen and his fellow authors (1964), for example, utilized a resource based taxonomy of governing instruments to group instruments into five general ‘families’ according to the ‘governing resource’ they used: public finance, money and credit, exchange rates, direct control, and changes in the institutional framework (16–17). However, this scheme was very sectorally specific and focused on the specific problem of achieving economic development goals. More generic schemes were developed such as that put forward by Theodore Lowi (1966; 1972), which heavily influenced later thinking on the subject. Lowi developed the insight first put forward by students of public administration in the USA like Cushman (see Figure 1), that governments had only a small number of alternative choices in any given regulatory situation, depending on the amount of coercion they wished to employ in that situation – in Cushman’s case, choosing either to regulate or not and, if so, to regulate either by the use of public enterprises or regulatory commissions. This analysis, among other things, introduced the idea that instrument choices were multi-level and nested, an insight which would be further developed in the years to come.</p>
<p>Figure 1: Cushman’s three types of policy tools (Cushman, 1941)</p>
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" width="476" height="267" /></p>
<p>In his own work, however, Lowi argued that a four-cell matrix based on the specificity of the target of coercion and the likelihood of its actual application would suffice to distinguish all the major types of government implementation activity. The original three policy types he developed included the weakly sanctioned and individually targeted ‘distributive’ policies; the individually targeted and strongly sanctioned ‘regulatory’ policy; and the strongly sanctioned and generally targeted ‘redistributive’ policy. To these three Lowi later added the weakly sanctioned and generally targeted category of ‘constituent’ policy (see Table 1).</p>
<p>Table 1: Lowi’s matrix of policy implementation activities</p>
<p><img style="width: 430px; height: 115px;" alt="" 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" 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<p>This was a significant advance, since it attempted to reduce the complexity of instrument choice to a single two-dimensional framework. However, Lowi’s categories of tools – distributive, redistributive, constituent and regulatory – did not fit well with existing tool inventories and hence were difficult to operationalize and test (Roberts and Dean 1994). As a result, many other classification schemes emerged in the literature in the mid-to-late 1980s.</p>
<p>Many of these efforts, but not all, followed Lowi and Cushman’s lead in focusing on some aspect of coercion as the key element differentiating policy instrument types. In a key development, however, some also introduced a greater number of differentiating criteria. Balch (1980), for example, talked about both ‘carrots’ (inducements or incentives) and ‘sticks’ (coercion or disincentives), while Bardach (1980) argued that government had three ‘technologies’ which they could utilize in any given choice situation: enforcement, inducement, and benefaction; and that these strategies required different combinations of four critical governmental resources: money, political support, administrative competency, and creative leadership. Elmore (1987) identified four major classes of instruments: mandates, inducements, capacity-building, and system-changing.</p>
<p>Further studies moving in the design direction refined this idea of only a limited number of ‘governing resources’ lying behind each tool. Christopher Hood (1983; 1986) generated a major work on the subject in 1986 which was heavily influenced by detailed studies of the British and German policy implementation processes undertaken previously by Dunsire (1978) and Mayntz (1975). It involved the elaboration of a fourfold resource-based categorization scheme for policy instruments which served as an admirable synthesis of the other, earlier, models.</p>
<p>Hood argued that governments have essentially four resources at their disposal which they can use to either effect changes in their environment or detect them: nodality, meaning the resource that existed simply by nature of the fact that government’s existed at the ‘centre’ of social and political networks but which can also be thought of as ‘information’ or ‘knowledge’; authority; treasure; and organization (or ‘NATO’ in Hood’s terminology). In Hood’s scheme, implementation instruments are grouped together according to which of the NATO resources they most or primarily relied upon for their effectiveness, fully recognizing that most used some combination of these resources in practice (Anderson 1977; Hood 1986).</p>
<p>This taxonomy proved useful in providing a limited number of eight clearly differentiated categories of instruments (see Table 2).</p>
<p>Table 2: Hood’s 1986 taxonomy of substantive policy instruments</p>
<p><img style="width: 539px; height: 156px;" alt="" 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+eFjmFXXWWuaBw2bHjKxmzMTrKaC069vcXc8Guo6IrGha5IEBeiRmAHF9L+RLvZwCHUYqIQx81HmvqdN/8A7OhaW+d2ztBnwlCaDSLxYntHuNGjR3WG8xeCELQ9aeF9JQBI+8Tq1zns++dGvx6XlWCSYJUBzieVRW+DVXDcvpSHz3eHdQhl7//pT+aG0G7SygV/6t/hOF7m3u4wheC+hOcc9ZsUZ9b2hUbf70Gb8Hi5FtQeknGho3//rv0aKpUpfZS64Dz1h0v5xVfnyNqXIbyP39fJ0/aqlfZ6hi9YjNlz53bYf2fBlR3e9rOUU1h3uJRbeF1I1rr2uqTMs4wDHp/DNRyX2/y+edofx/FxAeL3d4in0viUN6/1hgRxIWqEa7h9pRLsCFcsfdD2n2x/qlNgclyD4p/rGNwYULA3/MObb5kgjVYdgQ4/BBfHwxIvEPaSAQMsnA/4oY0q4dHMZwnvNq7xVR4YTF2456Hhtu08uPC/7ZZb7DjJFhqTDCawck1vn7RGWW9+5n+sXJYuXW5+aNcoI+oyFITATRniL2RuxuKmS2ll7u3u8xP/Fz3atj46dfqMnUNLHra7PO0L3HQKbr3t9s54p0y+1fzUHpJxoSNJo1quTL2PUhf9z9V5y+1TzGXFHb6ucB7y9GXaGvbOfh/ShumFk7XtQTXSXs/QT+gzw4cPs7G7u2Qpp7DuKCfKbf36NvPr7riddRxwwv4Lp06dtuNw8z4NixYtjObOa82VpnLjQvz+xJt1fMqb17rjrBCiJqxd88jZoZdffvap9idKPh24/6hRI89++o//LfmePTtx0kTzdxbeO9+Oly974OypL78o+Z49u2fXy3Yt5w59/GfzC8OGEBZ/Nu7r5AmflA/uix9pdvzaMM7p06ea3/Znt5R8OnB/runtUB7x8gOvgzT/eNlQhviH9ZhU5l5flHHYbjwdfn2e9gWkEz/Oub9fp/aQDP2bfJG/JMqVqZdJpXaTpy97WL9XvLzztL1qpL2e8fyFec7Cgbffsuu8L2Qpp3jd+TXx++epa1yOuUfYv7k2Hm9S/41DHEn1midN4P5h+KT7h/GG6ef6+PiUJ6/1iDTiQtQIX2kkPiEFjR9v9rytox1yQo0An9fQHmHKgH15qJHBtGHC+Jts/9U9e0xbRVjiJGwIYT1OX3oQ7UCe8EkTa5K05K6VCJdIvHHMDebue+N1c4HPimg1mNTU220EQ00v2qOQkdeNNPf9D94313FThviKJ76EZKitTCrzfW+8ae5tkyd3aTf9guvytC/HTafQbvrnd79O7SGZShOw08qUdkOZMKk33m7Gje2om9NnTufuy2e++spcJhKicYyXd56219O01zvdTaPP+3BNb1o5UXeUU1LdUW5edz63IG9dZxkHnLSvno5rvUmva8Ihb5ogaVyI3z/v+JQnr/WIBHEhaoSvNJK0hBz24gxSDGx8YmNAC3FBpWXKFHPjjB45qrQXRbv37jWXQSgJ/yzogvT+d0sPiozhkx7OSZ+w/YETCuzjJ4w3l0+LfJZk27h5s+X9nnsW2rneTNtvHzeXT6XYQIbbzhdftHOUTQgvZHy2ja94kvRil1TmfNqGlmkzzI3DQzFP+3LcdGri+I46DVF7SMaFjrQJ2Gll6n2acnLbWN/unn+PnYO8fXnBL+62sublkHWx4/azedpeT9Ne78QF2iwgsGJXDt7W08qpUt05vtJV3rrOMg44aSZJTpIQDnnTBEnjQvz+ecenPHmtRySIC1EjGLggaQk53tqXLfmV7fNQfP7FF2zfNQLHPzthbtpMfR8AGbh8oA/X+A7Bbg48rrzhWQov/nA+U9IWJT2YQ4Gda9CMwZ7de8zukS8BC/7937poLnojrukFBJz45ucADRAgmAI2lnGSlpBMKnPiRUMVJxSm8rSvOK7VC1F7SMaFjjQBx4mXqZcdq3WkbWhK8/Zl7vPsli12PWA/67a2edue09201zvDSu2Wvhqfx5HGypXLrT2Tx/i4n1ZOYZ8JceHSr8tb11nGASep/zq0D+Lii1X8C0feNIFfE44L8fvnHZ/y5LUekSAuRA3wyU3+aS4JBhk0DOBa0fgD2+MJQeuye89rJhxPnXZ+FYMkws+fWYiH5+HMgyX+cE4aTNPWrh57w43m7nzppc7PjUkP9N4EdYSmlzrir3tHjh1L3Lz+/S+b4cSuEASBpHqMl7m3lyRTCBemujwUc7QvBJK09qz2kIyXS5ogUK5MAS0qpmzh1tLSYm6lMkvr+7zwcL3/fMbTmLft1TLt9QACMG0TVq5ebf0iDc4hsLqZBnl0KpUTkyLj9HTczj0OJPRfIE8oihDC46YnlUjLQ9K4kHb/LONT3rzWIxLEhagBPrj6p7k00DD4DyDAH9iuGce0IXwA8FDkMyHC8ZxZs+yh6raIm5955oKwy1Z2DJ6YRjh5wvvD2Vd+cZK05KQp6YHD50LC8kDC9ZVDejOuGfM6SuP71482181/wh8uhXWzcfMmc93G2omXeTlTCB6KHjZP+wIeqpDWntUeypMkeJYrU+9v8Z/CcM3UadNtNQnI05f5QsPybh4uPkblaXvVSHsjQNukjdJ36Beeb4dyolynz5zZORcEs0OnXDllqbtQuMxT11nHASep/2YRwvM+eyBpXIjfP8/4lDev9YgEcSFqgNu8ZfmbHraxrjVwjQDr1uLHQHLdiOvMppgHGMtf4Rfa6qEV8IcFDwS3QSYsS2+BD2yQJ7wPcuGklyQtebkHDgwe/C1z710wv6xg2hugLFwzFv+UGwetGw8KhFI0OxxzHcfY8HrdJMWXVOZJk+qAB1hInvYF3g6S2rPaQzrltKHlypQxgT6KIORtgPrBxppyXrpkiYXL05ePHD1s7cjDWVznrp0/v2Nd9zxtrxppbwRom9u3PdvZV8iDr4nORt9hKT0EScxRtm7d1qU9lyunLHUXCpd56jrrOABJ/deFcEBb7fcKN67L++xJHLMS7p9nfMqT13pFgrgQNSDP3/QYuHk48cB2jQB+aFYY3F1QQ7PAp9LX9u3t8lD0hwW2t4Rjw77wsfXrOgfycJDKE95tXMN8uJY8HEzLPXCwf2bwJO1pk2l6C2hv2h7/T9vnD5pZcA3i26XVFqh3/yRO3YA/5EOSyjzNJvJgqc78oZinfYGvIJE06UntIRkXOtIoV6ZJfZT6ob6w8Xa74Tx9Ge0uZe7huIZrQy1o1rZXjbQ3CpQP+Uf4I08IjOQJ4Ztj/Pfs3t3FHMXJW07NgwZGL+x8rrPuwuvy1HXWcQDi/ZcJvC6Eg98rvlEuedIESeNC0vhBvFnHpzx5rVe+xhqGpX0hRIGgEa13W7a8IJiiXQMeVgywou+i9iBEZfgRDvOGnv7dxl73TBAXIo24EHVCbxxws9pKi76B2oMQHS+kfDHBLCOJjz46aCYfEsL7BhLEhRA1wX/KELcvFX0TtQchOjjwzttmb75jR9cJrYCAzsuq21iL3o8EcSFE1UHj82jbetPqPPLwwyVf0VdRexDiPP37d9hN87Mg+oaDhpwVSGDK5FvNFb0fCeJCiKqzbt3aThOEcDKY6JuoPQhxHkxO+DLEJMRwhZqbxo6zicxMUuzt/1oQ59FkTSFEVeHTKp9dedDEV1sQfQ+1ByEuBE34hg1PmVYcgRxYIWTWHT/t9atLia5IEBdCCCGEEKIAZJoihBBCCCFEAUgQF0IIIYQQogAkiAshhBBCCFEAEsSFEEIIIYQoAAniQgghhBBCFIAEcSGEEEIIIQpAgrgQQgghhBAFUHYd8SuGDCntCSGEEEIIIcpx5Nix0l429EMfIYQQQgghCkCmKUIIIYQQQhSABHEhhBBCCCEKQIK4EEIIIYQQBSBBXAghhBBCiAKQIC6EEEIIIUQBSBAXQgghhBCiACSICyGEEEIIUQASxIUQQgghhCgACeJCCCGEEEIUgARxIYQQQgghCkCCuBBCCCGEEAUgQVwIIYQQQogCkCAuhBBCCCFEAUgQF0IIIYQQogAkiAshhBBCCFEAEsSFEEIIIYQoAAniQgghhBBCFIAEcSGEEEIIIQpAgrgQQgghhBAFIEE8hUk3T4quGDKkdCSEEEIUB88ktuOf/r3kI0T3ydOeCOPhRfWRIJ7C3/7y1+iaa68pHQkhhBDFwnNJiGqRpz2p7dWOzII4b0RoiMNtxoxp0YrlD+Z6Q9/wZLtttaSn99j76ivmNjX1M7ceIE3x8ufttLV1ruX19KkvSyFFPUG9PLr2N9ZXRo8eZW6t278onkraJvwXLVwQvfvOH0s+9U2jpbdIKCuvfzbv9zwrq11+xEe95HkGQ3ev60sk1SPP2x3btpZCiHqikceozIL44U8+MfeSbw6Ivn35d2z78IMPo61btkVTp02PDh/8yM6XA2FyzZq1tmUJ3x2qcY9Tp0+bO3TIUHPrgU+Pf2aulz0bb6h/ePMty+v4CRM0QNQZDAzTZ86Mnmx/yvrKJQMGmEt9MaCL3k05DdL69W3Ry7/fFS1YeF/Jp75ptPQWDXXv9e/9nmflnT+bY8JCtaA+qBfqJw/dva6vEdbjF/88ac/bBx9cpvG7DmnkMSqzIO6CYMvtU6Jdr+yy7b333zPzDRroxs2b7HwlEOR/NOaH0ZXDhpd8qk9P73H8s468Ng8aZG49cPpMx8vBbbfc0ln+R44dix5bv66zDhgguiOM8/LCG3+tNLW1jr9eeWj1QzaI0xZf27fX6gyX+vroo4M1exkV9U/LlCk2Ts2ZNavkU980WnrrAZQlPlbT71etWmFliLBQrbGQ+iBO6icP3b2uL+L1iLzz9O822jECuRRf9UUjj1GZBXEXBJv6NZkLTf2/ES1dssT2Dx05Zm45xk28Odq//0DU3r6h5FN9qnGPo8eOmtu/6Xxei2bfG2+ae1lz15cD8rt167ZoXutddvxo2/rcZioHDx3qfOuvBbWOvx6hDhis4TePrImaLxts+7jtT7RHe3bvrunLqKhvRl7/Axun5s5rLfnUN42W3nqDft8ybUbUtvY3dvz6m2+Y21OoD+qF+slDd6/ryyDvUF5rH/4PO973xuvmivqgkceozIJ4miDYG4WJ06fPmIuQW29cefXVpb2u3LvwPntTRzO+fdu2km82Tpz43Nx43VaLWsffaDCgswkh+hYIC2jtTpWeMaLxQOahDvmqKUQ1yCyIO3FB0D/PjBxxrbm9Aez5EGrrCTTKdH7XrCYx9oYx5vrXi6z414xavXjUOv56BEEbkxS47/5FmhQlhOj8WvnFyZPmisYF238hqkFmQTxNENz54ovmjh45yoQNX80D+1dminPsExvw59jxlUCYvIJA7+GZncxKE0lwDfERxu8V2tvF78E5jomPNHEtx2zsxwWkJLtdBk/iIW7ui3sxZ5z7LOBKHT9u054l3ZSDm42wTxjIk+dydZIWPxAmrI+kFUUqtSkI/T1cPfDAkgc67QlvGjvOyi9pRjd5JN1h2UCSf+jHPnGyT3ngJtkt0vY5F/Ypypky87jC1Y88zrQ+6OfDuvJ7EGe9lH89k1bnQPl5GXuZxuu1XP2B++PndcNGO6G/xiEccXg44g7rNym9oR/7PgbErw0hH95WPV9JcfdWDrzztn21HD58WMnnfNl7feLG6zMNL7d4WI/Tz8frJOm60C9LmwnH/TD+MJ7eCP2TOrzqigv/M1KpXzpZ+rivbONh2E96fvh57kMY6oN68fum1VNPIX6/d/isCPs4G2lKKoNK4cL4wcvW8xdvk/HwEPqxn6UcihijMgniSYIgiSORaI9nzJxm2k5fWQVuve12+/yGIDJl8q3mh0AWapp9AujnJ/7PbJs9PI2clSbiBU2jvnv+PSbYkBbCEufOl14qhbjwHq4dxu6bNB3/7ISd56WCeFjxxbUUcPz4cXM7tcvnzrX+vNVWuujf1M8mq+Iy4eb+xYu7XFsrvJwqfXU4deq8JjxLumlcvlY65UG5MBk0T57L1Um5+Gk7xM91+BPOVxQhTqdSm2JAm33XvE5/7r1w8S/tXNHw0vrsli1mv0/+KT9WTSDvlE0I6U4iyR8/NGqt//KvFif7fCbFf/Mz/1MK1QFlveO55+1cS0uL+THIUM6UN/XK9azoQHyka86s2Rae68K6Bsrb7zl12jTzYxCmvwJxUh/x68SFJNUtDwfauZcxG2Ua1mul+nOIn/5K3RAO6G/01/CBzjjLiyJxeJq8L8bji4NfR1uYbmMrY4BfG3/Q8aBlQjlpAPosx6x2kBR3b4Jy5Jm5bOUqO/bxi7Kn7Ch7yg1wOcY//gxMIl52Pa3PLG2GPh+O+9Ql8dM2oTfWJ2MaZeDPl/hE16z9MksfJwzPijAM+/glCZBeb4QBzGt5/hC2XD11F8qCfHFf5BJMY4Fnt/dxbz+kKb6yXtZw3o68bEk/+fA2Gb4AQFK7w4/yq+sx6mwGtj+75ezQyy9P3JYve6AU6uzZp9qfML9Ro0aePfTxn83v1JdfmMsx5yZOmmjHsHbNI+Y3ffrUznBAnPhz3nG/hffO7xKWeLmv78fvMW/eHPML0wTEwX3j9/E0eZwexo8d0pHkXwviaUrDy4hwWdO9Z9fLdhzWY9Zrs9RJUvweD37hdYSlnjjndUU8HCe1KfC4/Bxx1COkmbzQNj0/n/7jf+0cLn5hu4Ukf/djC8sd19s6/dXx8vPy9+N4n/M2Rpzg5Rr2DfA69/oF0kd+4MDbb3XpZ30Vr2ev4zhJdUvZ4UdZ0o69fihP6hay1p/fn+vCcH69x0fcHLPRbjws6SOMpz8pve7HFrYT7/NhWH+G4Be2D/Y9rWH4RiYsF/LkY5pv3hfDsqf8vOxxvT7ZvLy8nLxOIO6XtT7LxVWpzYTtlH2HuPzZEY+7ESH9nhcvG9/i42LWfpmlj3v/CcOwse9tiX0nqd5Ie956Ig+kM9wcLwvuxT38+vC57ukmjMcJ3ve5BrKG83u6XxiW/MTLIkyjE8ZRz2NUJo24L+eHxpEN21e0fCzls2x5xxs+fH7i/BKHPonTJ6XFNc3gE0Bvmzy5y+S1fsHKLMAbEm+WaE3XrG3rEpb7+CzZpHv4xMsVSx/sMrGUOGbdcYftezognFjI2y9vTuQ3PhN33NibzM1rj90dfBWXSpMdjxw9v3JN1nS7tv3SgR1xZ81z1jqJx49WiDffH/9kkrWd8Dq+qkwY33GPV/fsMbdcm4IzX31l7vbndthber3aoZNmyoRlsChbvvps2rSxdLZ7zJ+/oLMscGffeaftu7kY+Nei2bPnmOurNbDaUViOPtmXuqEciRtCrThaHeoc7b5rw8G0P+fyg3aByWhhPxPZafvt4+YyVtGOvX4oT18FKmv9ObSJMNz4CePNRTMEvuzsokULbVUPD4s2jXuWm5MSMndux6pNQNppI2iQPC3eJpct+VWX9sE+fr0ZNHCMk3w5Dp+ZXvY8S6k/L3tcjn0lrKxLA0M16rNSm9n09NPm3rtgfpdVV4j7kYcfLh31Tuhj1KFrgJ2s/TJLH9/8zDPmhmHY2McPPExIWG/URd56OnL0sM3nCrc4aJb5Wo6MQPsM5b+9+14zd8G//1uXdkY79C/eyA1Zw4VQrmFY8kO+4PkXXzC3EvU8RmUSxF0QpOAQJGgwNLCwcuHd9z8wd+L4jo4bwhJ2EC5/6J8kqIAk3OYZIQsQ2MuRdA8qlcql4OP073/h8oTe+JiUunvvXtvnMwX2x+HGZ5GLhQ+Azc3N5ibB50jPqwuvWdLtYV3Iz5rnrHUSj9+XfEpbv5a5BiHl2hQs+MXdNtAhIPJTo/inqnqENIPnrTuQ53BgAvojQj7tgBcqBGMGGgQAwjLgcA74vOo2b775p7fPj39q4bnOBOwNHWYn/uLAOq3hw4ZBkvTwqY94eNkS+fC64eEw6vrvl3y7kqf+nIGD0scM8PHOha3uQN2H7QEQPuHUuTSHeYs/M+DKq79r53oblIuvI84SswgtYf697N1kLI77JwlEaVSjPiu1GV8tZPyEieaGMG6Q794E+cHEEJc+1tTUv3Smgzz9MmsfTwuDH+cIQ9iQeL253JC1nlCoeXv1LQ7PA89r/JnsbQ/zq3gZ+DUoS7OGc0hnKBg7nq8sq9cQRz2PURk14pUFwZCkQjtT0sCGWl0yjuAYJ64BdoGl0rre8XsgjEDar+qTbK9546PAaah+X9780rZhV11lYWqJd+SkcgUaUdvj/2n7aPnzpNvD+mo4Wa/NWifx+L0tJTV22P/uAXPDlylIyzv+bocN2DaGNuZFwYsR9mbeBkMubb7MXNpatXHbU7QhcW04A47DV6P45vX79VKdch19Aa04Gorde16z41AbDtQBgzZaOPKETV2SHaPIRvyB4eStvyx4G+yfck/RWFyM+nQBpi9Bn3StKMJ2KARn7ZchaX28mtTi+QIus8XLweGrdloZhDJk1nCV6A3tMZMgXkkQdAgXf8tyLhD4ygjJbk7iwlrzoIHm+q/n04jfwwVtF/7i+KeICePGmcund9744hXLmx9fAMINbQVukqa9mvgnmrRyJc18KqLsacBherKk2zsrLx4hla7NWidp8ScJqHTquLBXrk05DGqky3+W4e2gSPg6w+dI/8IQsmf3q+b6ygk8NMkzeU0a2PJA3TBQ8kWD+DAB8rIPtSBel+FGnfP5LgyPSRB9ggmYuBynPUQwvfE62Lh5s7kiG5Qp9UYZp03Qy1t/Wfj+9R1foPL+eyAPYd6S+v3hTz62c30NX3Vjx46Or4tx3D9pdY40LkZ9+tjv41gIzyPGnd4I8ghfCcnfunVrS77Z+yXyU6U+HvYVVtiJ46vuECZtHHb8+VLNeiKffN3hyyvXszSv4+0CeSpeBpSLl0HWcA73iZuqgOcrT/9Io+gxqqIgXkkQdLxhpRUKAplrmsGF5KFDhpobgqY8vN+Ia0eYi+BMA3LYD00R4vdw23YqMv65HK0p90FQcYHfV+hwDbm7bobhkFdm4LL6Ra3xTzTxcqWxkAfSQT4YIGjIkCfdNK6wrLNem7lOYvHz1gvYyoVCJ+2MFwrCu+lDpTaF1hWts8fjq8ZUo2P2FAYU2iImM6STNLKRJ1YIAtdek1cfNN0MBJipDeEXmyz43AdgBZQQVq0BZtiH9UZ7QtiePnNml3phUCQf1AsuxyHEQR34Vwj/bDt48LfMFdnxeuOTLe3E68H6RmmVg7z1VwlvH5gVMUb6tcTNPcN79AQ3YVux+tddHqrs49cX8bLnKx5jppc9Lse+ElG8D5fjYtSnz0VhHAuFFuKmXfZm7rlnYYcwem5cD2WKrP0ySx9PCsPGPn4QjvFp1LKe+Fs05YDCx5/3/jyjP8fLgBVWMB0ln1nDhaxcvfqCsP4cTTNzzUuRY1RFQdwFQX+LScMF64EDLzU3hAK0B3mgaXYhOW6CEK8AQNPG2woCJ8syuT0R+26OknQPn3jJ2xufy0NbJJ9ouHTpcgsDngefLEqnc2HKr0MQxVaa+2AbW2vc7h27Kk8D9tosY0S6SMeqVSu6TJrImm46NoSCa9Zrs9RJUvwIcn7ddSOu64yf5Zzww7whPtEzqU0Bk0vQOjPIEY+l8VzafaJhkfAy6JNJeCiSVwYY0kg7JZ/h1wu3G+fhyzqnbOSN/LhpSVZcK85LZvwrFmXrduTUFWVP2dGeSNesO35qLwYO+65lS9KGo82nbXp74aEDWR4UfQEeLJSLb/6wTYJ6M/Oec/VAO6G9cI0vuwp5668StA/GD2CM9D5J3DxkqwXzgGiPKEXIj5cH+5WeLb0Vyv6x9eusj9PvvexxOcaf8/E+XI6LUZ8orvj6Snuj3Xldcg++cJPu3gp9y01UEARdOMzaL7P08aQw5Z4dadSynsiL/+qftsqznjT5FwPu4ffj3vihYKN9Zg3nkE7SGw/rZeGK1J5S5BhVURB3QTBJcx3iq3DEfyoDrmkOBbK0lUAOlsK65tThcwiNircwCoqNhu+T+5Lu4ZMCmFxqDfLkSbsOOCbO8KHlEwvdfppz27c9a/fxe7KuJNdil5xngOwu/jLh92ejDGjIDLjY5sYnu2ZNd5KgmyfPleokLf72J9q7XEf8dIDX9u3tFMKhXJsCXqK84/i9SXueT/O1hHp5YedzlkbyyosM+8y6D/MJlCthyYND2KT8EFclEITTNGn0B9oO96LsgfbE/eNtCU3M2+8csMEwrg0H6pN2wfWAJhzhIcuDordTqZ6SztMuaB/UPe0FqCce5E7W+ku7f9zf2ylx+Dle5HjIhW0vKb60e0D8HJPBPN3AZH3u8cCSB+y4N1GuXELoJ/TxsOxxOcY/3o+S4o371aI+4/58faWfU5dufkj8tE1vt72BpPJwAZd8PrT6oZJv9n6ZpY/Hw7ClPTsgrd4q1VPadUnEw/LMIr/4M0eNlxIUgvH7kW7KIEx31nBAOkkv6QbCcx3Xx8Mm5adcHuPnihqjvsYahqX9XgeaYwSI/fs7JgAKIfLhn8h58LjpkxDVhAc42i4eikkrNYjGAi0iihEUK/WiFBGNRz2NC7VOS6bJmo2Im7j4G6cQIh8MPv6JPEkbLkRWeKEL7aBF40Iden3G4RxCOGOGVuIRjUSRY1SvFcTdtj3vRDchRAe+bni5lVKEyML7f/qTvdSFa5w7B/bvN7ev2oo3GowFLGlKfcaFFlaXAEzUNGaIRqLIMarXCuJun+x/dBRCZAdtuE0GljZcVIEbx9xgbnz1A/Y3P/M/tj/2hhvNFfWP/wE5XMYPodz/HDnie98zV4hGocgxqtcK4vE/OgohsiNtuKgmTKpiApSvKoEdMStLsO8TreMThUX9wupaTADlZZ0VnqhLVmihfrGj1cu7aDSKHKN67WRNnzDCLNyLsbqJEL0FNACsGQ97du+WIC6qBmsv73vj9c7fUrN+PlomCeGNBxpwfhz0+ptvdK4SwmpnCOEaM0RP4TnE8q9wMSdrFjFG9epVU4QQQgghhKhXeq1pihBCCCGEEPWMBHEhhBBCCCEKQIK4EEIIIYQQBSBBXAghhBBCiAKQIC6EEEIIIUQBSBAXQgghhBCiACSICyGEEEIIUQASxIUQQgghhCgACeJCCCGEEEIUQCZBfO+rr0RXDBkSPbr2NyWf8+DP//idwwc/smP8+c08xyH8FnfDk+12bvToUeYuWrjAfmcqhBBCCCFEXyGTIH7w0CFzm/o1meu8+84fzW1q6mcuQvfsu+ZFp06fib59+Xeiv/3lr9HCxb+0c4AQ3vrz1mjNmrVR/3PXtNw+xdyXf78run/xYjsvhBBCCCFEXyCTIH7ixOfmXtY8yFzn0+OfmTt0yFBzN27eFH3xz5PR2of/I9r1yq7osfXrzHUQwj/84MNo0aKF0dat26J7F95n7o9/Msn8t2/bVgophBBCCCFE7yaTIH7oyDFzr7z6anOd4591COKuKT/z1Vfmbn9uh2m3x0282Y4B7TnC9o/G/DCaO6+15NvBuLE3mXv6zGlzhRBCCCGE6O1kEsQxMbnkmwOi5ssGl3w6OHrsqLmuKV/wi7vNJGXrlm3R+AkTutiU796719w/vPmW2Y+H293z77FzQgghhBBC9BUqCuI+ifKSAQPMDTl9+oy5rvm+ctjw6NktW6J5rXfZ8ZPtT0Urlj9o++++/4G5nEvbhl11lYURPWfHtq02EZYXndbWuSXfdH9R/1BvbFknNucNL/omtA9vK6J+Kbo/F31/IXorFQXxw598UtrrChMzMTW55tprSj4dNPX/htl+t5W04S6AOxPHj7fz4dbS0mJuaMoiug/C9oMPLou+OHnSvlA4af6iceDrVB7yhhd9E7WTxqDoelI7EaL6VBTEm5ubS3sdq544TMyEG8fcYC5LErIMoYc5darD3vuqK4aYO3LEteZiPx7C0ohTp03vsgSiuBC0EG7Kk7ZRlrDzxRfN5WWIybLt7RvsOM1fVJ9Qy8jGUp20cb4Q+WpDFxvSRB8t6v59ibDufeMLFC/DfQG1tY7nJeaZ9Hvv/zwn6wXqpidLB/e1Oia/Xp9hn6ZOteKb6AlfO3uO0n4qNDy039iJX1IyUeHNGG04q54AHZJlCF3TynnCb9/2rNmW01CxG2dVFQ/D0oXEyzErrWDaIpJByMaWPqyDOJgF8UUCoTysGyfNX1QfBu2bxo6z/bBPOKwUtGZtW+koGwz8xPHavr0XzNdIIh7e+yhtaP/+A6VQohZ42SfVPRPW6+kl2NsqaQ1XueoJfb2tUaat//KvnfVO2fp+d+s/b/+vBC8HPI+zjkV9eTxBAMfU1iHPQPkBx/cumB+1TJthx0LkIdNkzfYn2q2zgg8m2HSHAt3SpcstDOfZGGxcCAcERI7x9zCsN048CJASwsvjS0Wy9joPy6SNMnat+KUD/5+5Tpp/NeEeDNb1pPUpGhdu2HiArVq1wgZtHmAXu5xapkyxe8+ZNavkI2pN+3//1wV1z4T13qQZd81vODm/r7e1h1Y/1PkcpO69DaAI+eijgxf86K4IqBvqiLrqDn2ljtF6I4STV5Zeph558WB7Yedz0YyZ00wgx+wz7AOi+iSNNb0CNOKi/lm75pGzQy+//OxT7U+UfJLhPOEIH5LmX02yprEv8Ok//tfKYuKkiSWf8xx4+y07N3361JJPNoiL64g7C3nDi+qRVvZe9/PmzSn5FE+5tpqFnl7f2zj15RdWHmzsh3Ac98tK0f25L44n/kxjrC6Xb/r1qFEj66pf90Z661iTSSMuimffG2+aG/+pUhxfiz2+Ak2afzVJ+/GT6MrI639g2hW+CIm+hdc9WlHR9+CrJZuof/hq4ZrwRx5+uKw5EP1601NPat6V6BYSxBuM+E+V4rjA3r9/x0+WnDT/auI/ftLqN+XxiT2sXiP6JmnzPETjg6CNSQrcd/8isxcXjYcvLIHpTRabfJnXiu4iQbxBwN4QmACEHXZ8Y7DH9XB3/myOTc7ElirNHxAKsVUmDJN3cJmEk/TwwAYceznCEQdh3c6ZY7+Hn3MIw3X4syWtHsD9/Do0EYThmOsg9PMwjcqBd942m8Lhw4d11ltYXo77J9UFNsY+e58yymJzXO5elCf17ueJu6+s8HExYYUJ6t5XkwqhT3idsrHCTlrdU+dhPcXrtrvtKiTs79zH+2x4PRtjEtD/8ffxw8PF8dU6/Dz78ZU3wuvtHgnpqGceWPKAzQ9hPgATYZPyCOXKKcx/nKz938d/wsbHzLT40+o9Trm0Z23L5dJXNL708vgJ483tLpXau5eBP5NDqFe/xgn7v5+Ll62fw5/z1CXXhHXGvt+bjfM+lwziYT0e6srDefrYktIPldpC/D5pbc/OJYw1vQEJ4g1A2GlpgEkbb+z+cOdTGg8BtuZBg1L9EcJbf94arVmz1lawYSIoLhMJ71+8uFNzC3QeVm3hwXLJgI54uO/Ol16yDuLryfs9brvlFruezkT8XIc/4VgpBz/idML16m+97XYz2yD8lMm32gA9+655nX7cd+HiX5ZCNw6UEwPXspWr7Ji8AflJI+nc+vVtNjHITVsoW46zDEpJ8THYUebUO1p6Nupo8zP/UwoheorX/YKF99lxfIIcDx/6BOVOH6QO+EMxDx6udahj6po6B9oAx7SJeN3mbVchPFTD/s59SB/phErXQ1pbQxkQtjX28QsfusD1nGd52+OfnbB0+NgRD1tvMB77z+0YEz2PjIdhfULeesra/6lDX+mDcmMMDcd0iMdPuZar9zhJ6cvalrOkryhIB3mj7rJow9PI0t75jwr32vHc8xfknzGYcz5e8Mz0/k/ZAvHRR+IvMlzHc5zzwA8YPS9+jvL3eIiTuo/LG94H+eLtfZBwnhYPR1zxfpm1LYT3abS+XhVKtuKijtn+7BaboLB82QMln2TSJoKl+TMBBf/45MqF987v4s99OcY/nGh06OM/d4bZs+tlCxOm0ePBL7yOsExs4RxxgE8mxd/9/BqPx/25vt7xSSVsTCzx/Prm5VRu8kl8cpQf43pZAPt+jrbixK9Pupe3DdJHuXqZE6cmHnWfsK5837d4f/O2T38M+4lPFKP9g48DxJdW/7iQp13Fw4Ztgn2HcD5mlLsekvx8jAjbGls4Hnjf9uvZwgnmHkdSvuoV8kgde7mT13Jl53h4D+vHuFn7P/cC6jG8BuLxV6Pes7ZlqJS+IknKWxwv96QN8rR3f8aGY4P3dx+Hw7bvdQAejjJ3COPXej34NUnnwOvO7+dlwBb2Qa9LNk+vtx3PO2RtC2n3CfPrZKmXRkQa8Qbg+GcdSxf261fevtuXOBw6ZKi5TpI/b728cWLLOHdea8m3g3FjbzKXCZ68ZfMGiyabtWbDiUbYxPm1fo9LB3ZM1ET7x5s4S1ouW76qy3XYkE8Y33GPV/fsMffzE+eXZ3RbO7/mzFdfmYvNHhqDRrRB5w2fMmSpq6d/t9HKpLssW/KrLvaI7OMH/tOmrLT99nFzVyx90MrVy5w4NfGo56AFQtsD1D3LncX72+tvvmHu0iVLuvQT/jbMFyD6Ee3e67Zc/VeDTU8/bS7rIjMJzUGbxqS17rL5mWfMDdsaG/v4gYcJmTv3rtJex9iBlpIyrRftaSXII3XOEoaMt5gmbdq0sXQ2P1n7v2kgz90LjSL1GF6TRDXqPWtbhrzpu5iQZ//6Gv+CkQYaXe/rkKe9z549x1y+MDtel7PvvNPcvfteM3fBv/9bFy09a5f7l+a4VpxrvR7CayA8B26Cg0Y6TtgH0eA7U6d1/Ijxyqu/e0G/zNMWnEbv691FgngDcPTYUXMrrXjiAntTTGBP8t+9d6+5fI7C7jrc+Ozk+ISV2yZPNjcNF6R9xZR9b7xubtoataNHjirtdeD2eBPHX2iPt+AXd1vH5YWAn0Kl2aLVI6Tb1xFn3X0E8PAhlxcGJga9OMTJOQbjrIMW4QjPdaOu/37JV1QTBBgEcDhy9NgFwobXAWBu5baSvvmD/fPjn3bWVVL78QdhNfAVXcZPmGhuiAsoeanU1vBLar/cK3yIAy+1cCpjO68nGMvAx7u8UEZZ+z8CEOXH533aEsqRcrgA1t16z9OWIW/6LjZu0rlnd4eyKA592cd2Nl5goHnQwNztnfJlnKCMKAdssDnHi5v3d18MAdPGeNl6uR8/ftxcZ+Cg839Gj1PuXEhSH4TQHzfsl3nbAiTdp5H7eh4kiDcAPkA2N5fvOGnLByb5+4MAG8a0DcHfw/VvKq+N93C+qounOU3o3P9ux5/Y4i8NSVoR/NzeErBFC+3LRc9JGmhFdeDliwcqD6a4HW/4gBl7w5gLNu+LFxN/+InugRBFPYe2ts6lzZeZi/a01rigyE9ouB/2vOXsbXuapqxt+eulZ0ne9F1sXImEltpfbsrhyqexN9xobl6m3t6hacYu/PkXX7B914aH8DU5rWwryQgXi7xtoa8jQbwB8LfHJCE1JG35wHLLCqKB5lNRuPHpCZfwvN3DqdMd65Cn4YN4/PNX0sOIQW33ntdMI+CftshjOY0LgiJpaitpw7urUao3+qNJOFcO5D8c7NnHj3NhmfIp9/AnH5eOzkM5c45PlFmFasIRnuvC2fKi+vzmkTXWvvkcGwoboabR+1240T/5XEvf97pK6lO0Cc45edtViPf5PbtfNTeEz/Rcn5ewrbFqUBxfSShP+61XDh46ZPXsXx1DvExZMQkuRv/HLMbHzY2bN5ubhKepu/WetS3H213W9F1sUCLxAk2+WdQgrJ84KIb4ukz+MRXpTnunj/vfyYkr1IaD98sJ48ZdULaUt48T9UB320JfRYJ4neM2X96oy0EHTgqX5D9yxLXmuumJg0DGzGVm98OIa0eYi71aaCvHfmgiwqAS3oO3XsAGORzAyA+DGuFZn5VByIXAtCXd0C55HKdOdbwQJIVtRMi/PwA3bHjK8snGPvi5kBWrf93FFpB9/KCSCVGcWXfcYS6fO6kHL2erp5SVEkR+qGe34+VTfChMs8IQsIpB2McIw0oS02fOtHrxui1X/0532pXjWrhH29Z3SSdpI43dJamtsbHvKwl5mEYGwQMBGlM6xq8wn5Qp+IpJter/1BXjpn85bGrqb+7gwd8yN4lq1HvWttyd9BUBL9AIy3zNIu3Up+eLfJAvxknqGtY+/B/mQnfa+5xZs0t759uI48fUdbxsWYUEs82wXRRN1rYgJIjXPW7zhcY5bmflG6R1wDT/e+5Z2Pmw8HgQvrEP59M09nuAtsIHItbD9bDsnyn9rZOBBULhmLddv+66Edd1xs8yefaJftHCzklrPtFz4MBLzQ05cvSwaZfotMRh6TuX7vnze8f6oeB2o5jcMJiy+bJefi4EzQjl6HXBPi9baFPQxuSBrx72afjcixFly709zqRJO6L7oN1atWqF7YcPU/qBm67Qr+gn1AFLnFEvs+74qQls1K1rzOL179qykLztyiGdfDbm3qTB70Pampr6Wf/rDkltjY19/DiX9NWu0UDL5/bCvHQx/pXLZy36P5p2voT6+I7gA+VedKpR71nbcnfSVwSktf2J9s5+R32SL9JMvZIv14QzETvUSHenvbtWnGdn/BzHbkfuafCyxQ/FVr1oxCFrWxASxOsePnMCDZfOFt8cF9hd0+2k+dMBtm971jqKx8WasQzE2GOHHZpJhvgz2HhYrvMJl0mCtA9g4XXEzyDz2r69nUI4+O/3Wds8ztKlyzsHQb8v6W6ET1rxrxBpUNYM4uTNYT8+sANx8rMQBnFf/5WwCHisahMnnoakNFEXrORCObt9MHEyUIruk1TWCEo+efOh1Q+ZC6xQQx1S7r4+tK+yEr5cUcceDmgDtAXaRJy87SqEz8ePrV9n4d3sjPuQTtpIlnaVpa2xsY9fOCZA0vVOuXP1AHVGOZM30loun7Xo/4y/jOPe1tA0U59x4S5ejtWo9yxtOWv66gHSStlSd6QXIRnIu5c9tu7xuoI87d1BK572QsJ8k3j9EB9lW43+k6V+Iat/1nEtLT7ImqZG5musYVjaF0II0YCgXUfrxEMKoUAIIURjII24EEI0AMzJYJNdpRBC9B4kiAshRAPw/p/+ZLbD4dq7zoH9+81NshUXQghRv0gQF0KIBuDGMTeYu3L16i6rELDP2sPQ3TWMhRBCFINsxIUQokFgqTRWaQDswZmwx6oEwIQoJkcJIYRoHCSICyFEA8EvsPmLn/+KnrWm0YSHqxAIIYRoDCSICyGEEEIIUQCyERdCCCGEEKIAJIgLUcfwS2X+RjZ69CgzSRBCCCFE70GCuBB1CoI3v1Tmj6Jw/LOOP5gKIYQQoncgQVyIGvHuO3+MFi1c0GWpuTzsfPFFc/ml8f79B6KWlhY77i30tHyEEEJkh7GWMZexV9QPmqwpRI3AnOSLf56MfvyTSdGatW0l3+xgkoI2/L3334ua+n+j5Nt76Gn5CCGEyA5C+Mu/3xVd8s0BptwR9YE04kLUiDmzZtmA1zJlSsmne5zqBb80T/o9e7XKRwghRGUYaxlzGXtF/SCNuBB1imvEX9u3N2q+bHDJtzHpTXkRQgghqoU04kIIIYQQQhSABHEhhBBCCCEKQKYpQtQIzDGg/b//y8wxmLHe+i//2un30OqH7Dflgwd/K7pxzA3R3Hmtdg5aW+dGf3jzLdv/9uXfMXfsDWOiexfeZ/vMet/x/PPRoSPH7PiqK4aY/d/I639gxxC/3/r1bRa+edDAaMEv7o4WLv6lnVu25FdR228fj06dPhPddsstlo7DBz865/eYpe+SAQM6/eP479aPf3Yi6t/UL7pt8uRo1OjRnffd9cquTrMUIC/cv719wwXl45DuTZs2RkeOHrM0Ee8VQ4dEs2fP6RIuvH7Hjh3n0vGmHRP/lMm3RuMm3mzHQgjRXbKMcc7eV1+Jnn/xhQvG9bSxjv9EvP7mGzbOwcgR13YZ5/KOcT52vvv+B3ZMesNnS/hMCNMNldIChNn50kvRFydPRsOHD4seWPJAl/Oie0gjLkQNcQHU4ZhBbOq06TawI+R++MGHtl44g1wWCHfnz+bY7HfiYmMfv3gcfj8GXw/f7+tfj77e1GTn2BacE+4ZfNknHSuWPxjdetvtnUK4+8d/KMQM/AcfXNb5wkAcHCPwc00W4uF4kFE2W7dss3IBXI7x53wI19+/eHH0ZPtT9tAB0nP3/Hu0RJcQokfkGeOYjM64Q1jGTcIybqJUgXh4/DnP+MbYxdjMOMdYjcDsZB3jGBtvGjvO4vB7+bMlHl+cLGnh2UIYIH+kgfPhBHzRTdCICyGqz8RJE88Ovfzys5/+43/tGJdjtrVrHjE/2LPrZfMjfEj8evCwo0aNtP1TX35hG/v4cY59CO+38N75Fg5ww3NPtT9h/gfefqtLeGf7s1vML0xf6Hfo4z+XfM/avqc7DJ+Ul7gf13LMRvmE6eXYz/n9/Pp58+Z0hgXy4/5CCNEd8oxxPnYyBrPvMLZNnz7VzrH5WOdjFOfCscvHOR9/s45x4dhJuj0s9yOM3xeXMJ5uyJsWD8N9PF7RM6QRF6IA5s69q7QX2edFlpRCU1FJu7D5mWfMXbH0QbuO9cXZ2McPPEzI/PkLOtcij69JPnXaNHOvvPq75kK4pOD4CRPNDdPnPxvCrOXKYcNtH9jHrzts3LzJ3Hmtd5kJTphejvEHD+fMvvPOLnkaP2G8uXxxEEKI7pBnjNv09NPm3rtgfhfzQMw2Hnn44dLReTABgaVLlnQZuxjnMN/j62X4LKg0xvmYuGjRwqhl2ozOsNwfM8By5iNZ0+La+JUrl5vpIveRWUp1kCAuxEWGwS0c8IBPfVBuzXAGQz4dIrSPuv77Jd/z4Mc5woSDuNllpwyYYVpwOYaBg5rNhdCf9IXpCB86DgI95/Li9u5pfxB1fw/nhGkVQoiekneMw4wPXGkRwtjr4yd43MA8HezAw81NRz4//qm5UGmM8zHRBfSs5EkLgjr5QDDHdHHGjGkXmAqK7iFBXAghhBCim7giJQuhsoUJ+PGNL39szOPJCjbd0D+m4KlEnrTwJYAJno+tXxf9aMwPTYDHTj3r3CaRjgRxIRoENNPXXHuN/Rb+wDtvl3zPgx/nCBPXuFeTMB1JEyIPf/KxncsLK78AqwMk4f4eTgghakHeMY5VTGDP7lfNDWGyYzhBMtSQ85UPE5Bwmzh+vJku5jH7+P71o8zdvm2buVnpTlowg8TcBYEcWEVF9AwJ4kI0ELPuuMPcZStX2WdBPi2ysY8feJhawhJesGL1r81e0GEfv+4wZ9Zsc1kdIPwdPi7H+IOHE0KIWpFnjMOGGx5tW99FcEcIZ8WTOCwHC5wLVzTh2tl3zYumz5zZOf5lwcdEVjVhdSu/lrhZESW8R5wsaSHPrCDDilpO//4dGnu3HRfdR4K4EA0E2ggm5KCN4bPg+AkTbGMfP84RptYwUefHP+mwIcRe0G0K2XftUF749ImWBdtLhO7rRlxnceJyjD/nw4lTQghRC/KMcdiRY8LBGMwysh6W5QSbzgmq8TkzrOvt5h2Ewd6a8FxLHLPu+Gmur5qMiatWrbB9llf0sZO4fenFNLKk5dLmy8wOnSUNR48e1XkeLobip7cjQVyIGhJO0oH4cUjSuSQ/Bs6nf7fRHhLYJrKxj5//uMHJez/I6r9mbZsN/gzigGaEFwF+8pAURxY/XiK2b3s2mjFzWuc5XI7xj79kJMUJaf5CCJGVPGMcphxuP+0224TFjCPJhhx/j9t/osM498LO5+wlwMk6xnEN14ZjJ+Y1pCE0LUmKr1JaeCl4dssWe9kgL+SPsDxzLobip7ejP2sKIYQQQtQINMho1l/btzeX7bfoG0gjLoQQQgjRTXweC1scziGEY56Sd1UT0TeQIC6EEEII0U0w3djx3PM2lyU+yZIVVmDw4G9ZOCHiSBAXQgghhOgBE8bfZO66dWvNBYTytt8+bvsjvvc9c4WIIxtxIYQQQogegNDd+vNWW30EMxQ04P7XSiZIMtlRGnGRhARxIYQQQogegjDOT3Vef/ONztVH+EMlP8WREC7SkCAuhBBCCCFEAchGXAghhBBCiAKQIC6EEEIIIUQBSBAXQgghhBCiACSICyF6zLvv/DFatHBBdPzTv5d8hBBCCFEJTdYUQvSY0aNHRV/882T0459MitasbSv5CiGEEKIc0ogLIXrMnFmzbO3clilTSj5CCCGEqIQ04kIIIYQQQhSANOJCCCGEEEIUgARxIYQQQgghCkCmKULUkMMHP4o2bt4UHTpyzI77N/WLbps8OWqZNsOOYce2rdG+N16Pjn92ovP8qNGjo9Z/+Vc7v+uVXeZOunmSue3//V/R+vVt0dvvHIgGD/5WNOuOO6JxE2+2lUs2Pf10l3j8PqxmEsa34cl2+w3z3//+j2j48GHRlMm3WhxxupO25ssG2z7sffWV6PkXX4g++uigpfXGMTdEc+e1XhA+TB9+D61+6IJrhBBCiN6GBHEhagTC7po1a22fiYzAyiLfvvw7nQIsS/69/PuOffzhb3/5q60+gn8YFuGVc/h9cfJkdMmAAXYMM2ZOi7Zu2dYlDnj6dxujkdf/wATdm8aOs/PNgwZGf3jzrQvCzmu9K7p34X22D91J22v79nYK4o+u/U30ZPtTth9e/6MxPzTBPgzv6fNyIm/gaVu0aKGEcSGEEL0OmaYIUQPQTiOEI1g+tn5dtGf37mj//gPRCzufM0EY0Da7QIs/Qi0b+65BT+KqK4ZYXIRFeAaEcPY9DgRXQEMegmB7+vQZE4A9LMI66URoRoMN3U2bQ/6Jj3iJ36/nvtzfBew4vKi03D6lMzxlBztfeslcIYQQojchQVyIGtD228fNXbH0QTP5aOr/DTu+ctjwqL19g+3vfPFFc5ct+ZX5O+zjl8acWbNLe1HU0tJS2uu6P37CeHPRPMdZumRJF/MRNOb3Lphv+5iRQHfT5vgLAPESv8N9H3n44dJRMnPndrxcAGWHMG8vEKe+LPkKIYQQvQMJ4kJUGQTGDz/40ATIUdd/v+TblTBMKKg6V179XTuXxNebmkp750FzHQrXaRAuFKyd8RMmmotddk/S5hAPeLwhpNNNVeLg7y8tjpupnJIgLoQQopchQVyIGhIXKusdF3p7SrXiEUIIIXozEsSFqDII39dce43ZO7vNdZwwDPbUcQ5/8rGdqzaYeLCSS5w9u181F/vzaqTN7eA93hAmZqbZiAshhBB9CQniQtQAlhSEZStXmTDu9s0Iwa2tc22fpQBhxepfdxGO2cevVqxcvdqEYQdh+9G29bbvv6jvadpm33mnucQbCvPc9/7Fi0tHQgghRN9GgrgQNYBJhqxcgub47vn3ROMnTLAl/m697fbOCZSs8c1SgGiH8ee8h3GNcrXBtrupqZ8tFej3u/NncyydpNdtwnuaNuJhFRfiJX6/nvty/0o25kIIIURfQIK4EDWCda9Zug+B1m2mWUN71h0/tX1Ys7YtWrVqhfkDP81BIH5gyQOJExqz+kGSP+lg1RZf3pD1yLk3ywTG1+nuadpYk5x4uZ77ANdz/yQb8rR8QLlzQgghRKOiH/oI0QcIf+jD+txFg3YcbXv4AyAhhBCiryGNuBCi6mATz5812eJwDiEc85T+DbaqjBBCCFFNJIgLIaoOK6/seO55+7umT1R1WHUFBg/+loUTQggh+ioSxIUQNWHC+JvMXbdurbmAUO5/HR3xve+ZK4QQQvRVZCMuRB+gCBtxhO7Wn7d2/qUTDTj7QDqe3bJFGnEhhBB9GmnEhegjXOyVRxCy259ot5VSEMJPnT5jaWBZQwnhQgghhDTiQgghhBBCFII04kIIIYQQQhSABHEhhBBCCCEKQIK4EEIIIYQQBSBBXAghhBBCiAKQIC6EEEIIIUQBSBAXQgghhBCiACSICyGEEEIIUQBl1xG/YsiQ0p4QQgghhBCiHEeOHSvtZUMacSGEEEIIIQpAf9YUQgghhBCiAKQRF0IIIYQQogAkiAshhBBCCFEAEsSFEEIIIYQoAAniQgghhBBCFIAEcSGEEEIIIQpAgrgQQgghhBAXnSj6/wFRQ3MxXUTT4wAAAABJRU5ErkJggg==" width="737" height="261" /></p>



Old New Date Created Author Actions
November 1, 2013 @ 11:25:03 designlab
October 31, 2013 @ 10:50:28 designlab