{"id":189,"date":"2012-02-27T15:35:28","date_gmt":"2012-02-27T23:35:28","guid":{"rendered":"http:\/\/blog.mozilla.org\/userresearch\/?p=189"},"modified":"2012-02-27T15:35:28","modified_gmt":"2012-02-27T23:35:28","slug":"erin-liman-on-designing-for-delight","status":"publish","type":"post","link":"https:\/\/blog.mozilla.org\/ux\/2012\/02\/erin-liman-on-designing-for-delight\/","title":{"rendered":"Erin Liman on Designing for Delight"},"content":{"rendered":"<p style=\"text-align: left;\"><a href=\"http:\/\/about.me\/erinliman\">Erin Liman<\/a>, a design thinker and innovation catalyst, came to speak to Mozilla last week about Designing for Delight.\u00a0 She taught us some tools for solving the right problem such as using a project diagnostic worksheet, creating problem statements mad lib style and the FOG method, in which you agree as a team on which statements are facts, opinions or guesses.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"data:image\/jpeg;base64,\/9j\/4Q\/+RXhpZgAATU0AKgAAAAgACgEPAAIAAAAGAAAAhgEQAAIAAAAJAAAAjAESAAMAAAABAAEAAAEaAAUAAAABAAAAlgEbAAUAAAABAAAAngEoAAMAAAABAAIAAAExAAIAAAAGAAAApgEyAAIAAAAUAAAArAITAAMAAAABAAEAAIdpAAQAAAABAAAAwAAAAABBcHBsZQBpUGhvbmUgNAAAAAAASAAAAAEAAABIAAAAATUuMC4xADIwMTI6MDI6MjMgMTI6MTA6MjUAABiCmgAFAAAAAQAAAeaCnQAFAAAAAQAAAe6IIgADAAAAAQACAACIJwADAAAAAQB9AACQAAAHAAAABDAyMjGQAwACAAAAFAAAAfaQBAACAAAAFAAAAgqRAQAHAAAABAAAAAGSAQAKAAAAAQAAAh6SAgAFAAAAAQAAAiaSAwAKAAAAAQAAAi6SBwADAAAAAQAFAACSCQADAAAAAQAQAACSCgAFAAAAAQAAAjaSFAADAAAABAAAAj6gAAAHAAAABDAxMDCgAQADAAAAAQABAACgAgAEAAAAAQAACiCgAwAEAAAAAQAAB5CiFwADAAAAAQACAACkAgADAAAAAQAAAACkAwADAAAAAQAAAACkBgADAAAAAQAAAACkCgADAAAAAQACAAAAAAAAAAAAAQAAAA8AAAAOAAAABTIwMTI6MDI6MjMgMTI6MTA6MjUAMjAxMjowMjoyMyAxMjoxMDoyNQAAABMZAAAE4gAAELkAAAWhAAALbAAABacAAABNAAAAFAUPA8cCuwK4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA\/9sAhAABAQEBAQEBAQEBAQEBAQIEAgICAgIEAwMCBAUFBgYFBQUFBgcJBwYGCAYFBQgKCAgJCQoKCgYHCwwLCgwJCgoJAQEBAQICAgQCAgQJBgUGCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQn\/wAARCADwAUADASIAAhEBAxEB\/8QBogAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoLEAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8\/T19vf4+foBAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKCxEAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6\/9oADAMBAAIRAxEAPwD+cKFiCMENj6VpxTMMnPJ\/pXNJOy4ySPwq5HdDglvmr+ca9R3P9DITS1bOoiuSucZAPerEc7YY4YGubS7zgDPXr0q0t3jJ53HpzXP7S+4\/aLY6WOfGMkjPHWrH2l\/mIbKnrXOC8Ug5zzT\/ALWTgEsQvOO1R7VmsLW0Z0i3L9N5H0NSfacEbmJPTrXNfaMAYY\/h2qTzzwQSe9RKobc6Z0yzlcDI\/Kp1n27QSxwfyrlvOIyd3zcd6sCXGAGH51M5W2Kjys6hJyMc8561jeK9KTxT4S8WeGZF3\/25ps1umefmKEr\/AOPAVXWbjAZl\/TNXrW9eG4hmHzLE4aqpVuSal2HiqSqUZUns1Y\/B6VHgleN1KvExVgexFfo3\/wAE4\/8Agqd+1t\/wS++JOq+P\/wBmbxjYWmneKlSLX\/DmrW\/2rSddRCSomiyCGXLbXRlYZPODivjn43+FT4N+K\/jnQkTZbw37zQY4Bjk+dPw2sK8nIIwOa\/faFRVKal3P4Jx+GlQrzoyWzaP77fht\/wAHtcqaVZwfFz9g6C81uNAJ7nw741MMMrdysU1uxUexdvqa+XP22P8Ag8a+Pfxv+F3jD4Wfsx\/s4eHf2e38aWcum3HiTU9bbWdRtYZFKv8AZ0EUUcchUkBmD4zwM81\/FqpYZ5JxT8n0NJYfXdnJy0\/5R91PNdTzXE0jyTTMXdicliTkk1Sk7c1ZbHHIqF1zxk10LQU3cpknOMc1r2SnKkA1mbTkZHNbVifu5Oce1VKWmhNCPvanYWPCcms7xJebLeO1ViTIcn6VYhnWNeuK4\/Urn7Vdu+47U+UZrngtT0a9S0CluzkEUmMY604LgeuPSlCjgZro5n0PN5e4qsTnk4+tSrkjA6Co8dByKkXjscUcxUYjsYA4NCxNK4RR87nHSlGDwDmup0q3hsbeTVLwfc4jU\/xGpcram0YX0uTSNH4e04Rpt\/tG8HH+wPWuL5BLEEk+tWr26mvrqS5nbc7n8F9qgC4z2xRFiqS6LoAHYNzS7Mdc4pVHQg9PSlHuf0q+bQnlHqDkDrX7+\/8ABFb\/AIIJ\/GD\/AIK06z4g+IF741tvg1+zZ8PL9NP1fxG9r9pu9QuMBmtrOHIDOEKlnYhV3D7x4r8A1+Ug5r9eP+Cd\/wDwWv8A27f+CZvhvXfA\/wCzd488Np8OfEl8dSu\/D+vaTHf2TXBUKZFzh0YqoB2sM4GayqTkl7pooN6Jn+hz8C\/+DXb\/AIJAfBzQ7Kw8SfAjxD8d9ehQCfVfF\/iK8eSdu58q2eKJR7BPxNfHP\/BX3\/gin\/wQz\/Z7\/Yx+MPxg8RfDLQP2XPF\/hzR55PC2paJ4hu47nUdRCE29vHazSulxvcKCoTIUk5GM1\/Md8SP+Ds7\/AIK5+O9JfS9A8a\/Bz4XPKpVrrQPCMJnPuGuWlAP0Fflf4t1r9sj\/AIKB+Of+FoftL\/GH4j\/ES6uCSmoeIr6SchSc7beInZGn+6FUdhXHUrKK56miRvhMBiq1VQhK7fRHwz4T8Ea\/4816HQfDFjJfXM7YJxhYxnqx7Cv2a\/Z3\/Z50D4O6PHeywJfeLtSQfarthyB12KP4V\/nXR\/Cj4OeE\/hVpkNppNjE15jLzEZZj6k9zXtscjSYUgEL36V+fcQ8VSqJ0cPt3P6a8PvCyFGUcXmGr6RNb7ykbV2r6AcVXkiG0hf46cjZJyCe5wOtSEO2cjp0xxXwLq3P6ToVIJKKPyetvjP4Anijl\/t+KIvztdGBH6Vej+MXw9OM+JbMY9m\/wr859xGOKf83Hy1+rz4Not\/Gz+MP+IrYvrTX4n6Qx\/GH4e4GfFGnj655\/StFPjB8OmHPinTcj1Lc\/pX5obScZO3FS8gjrisnwXS\/nY4+K+K\/59L8T9ME+Lvw6O3PivS\/l9WNWI\/i18Ouv\/CW6Qo9DJX5itu4wWz9KjYMMDOMH86j\/AFKp\/wA7L\/4i7il\/y6X3s\/Ulfiv8OWx\/xV+hqAf+e4qwvxU+HWcjxnoIH\/Xwo\/rX5Uv15yee9RMp6ZNS+CKf\/Px\/caR8Ya60dFfe\/wDI\/WWP4nfD5vu+MfD3P\/T0n+NXU+IvgZx8vi7w62PW8Tn9a\/Inaeeuc1GUfjnkU3wLDf2n4GkfGast6C+\/\/gH7FReOfCEhXb4q8Pke13H\/AI1sReKPDsijyvEOjuuO1yhH86\/Fl4pOMA8VPNNMYDEN+Sex6VjPgTtU\/D\/gnVHxqn9rD\/8Ak3\/APr79sa00a817wd4q03ULO6vtUsWtLtI5AxBhOEY49VYD8K+MMjjn9am8uVyAxdseppDA\/TkfWvtsswcsPQjRk72PxziHM4Y3FzxUIcvNra9yA4HU4H060vB75xUi25yRj86lSHpx0rvPEUCsRnuQelMZWOcVo+V15\/Ohosdvu0D9mZDRn1PHFXYXK7eaeU6fLTgnTigcY2dyeS6fYQGbNZPlEkkgmtPy+Aex9aQKQeM\/jSUbFTXNuUBE3TB\/xp3lnBHOKv7enAxTwgxgj9KZPszMEeOp607avTPSrhizgkUzys\/KpINA1AnsLdJpgXOETk5q5ql6bt0jQ4toOEUHr71SQOqeUrYDdfek8jgc9KlrW7HdpWRVKgdMYNNx1JIzVvydwPJOPak8gAcg1RKgVuMdfwozjIIqz5Q54ppTBGe9Acokas7KiKzueAADzXvXw6\/Zz+KfxFlgbTtAn0nS5SM3l6piTHsPvN+Ar1T4S\/Hb4J\/DzSdKj1D4QXeq+ILOMLPepNHumfuwLAkfhX1Jpv8AwUJ+GGnoscPwr8SWqD+7dRE14+Mx9eN1Sptn1mU5Lg5pSxNdRXZHQ\/Cb9jLwh4Ka21XxIG8Ua3Fhw06Dyoz\/ALKdPxOa+ybLR4LOJIIIUhiA\/hHavjSP\/gor8KWI83wB4yjHT5XhOP8Ax6tKD\/god8HXwJfBvjiHnr5cJ\/8AZ6+JzDC5hiHepF2P2jh\/M8gy5WoTjfu9z7LjsQu3kntVtLLaQpGRnNfIUH\/BQX4Fvs8zQvHUWDyTaxHH5PWnF+33+z+xy9t41i782Kn\/ANnrx5ZBiOsH9x9tT4+y9\/8AL1fefXUdoRkY6jNTLbOzlcbQP1r5Th\/b1\/Z1dSGuPFcP+9p54\/I1pR\/t0\/s3MoVde1uLcOj6bLx+Vc0shxF\/4b+49Shx9l\/\/AD+j96PwfCnjDHNSKmMYJJFbcfh\/Vpc7dOuyP+uZq\/H4U11xuGlX23\/rma\/YnXgt2fxysLU6JnNKnTr+VP2Njrz\/ACrqv+EV15ef7Kvxj\/pmaf8A8Irrxwf7I1DJ\/wCmR5rL63D+ZB9Tqfys5EocYbsfSozHnjPWuvPhbXsN\/wASi\/8AT\/VNTF8L65n\/AJBOo5PpEar61DujN4Wr\/KzkfLYY64qLy8njOK7YeEvELZ\/4kuo\/9+jUf\/CKa8OP7H1Hn\/picULFU\/5kL6nV\/lf3HFmIgYJ\/Wm+Xgkg5NdjJ4W11cZ0fUh9ImqCTwzrgJzpGo5PrE3+FWsRB\/aJeEqdYs5fy+\/NN2Z\/h5rpv+Ef1ZB82l6gPrC3+FQto+oLwdPvVxx\/qiKpVI9GZOhLqjBWPpweKjdeCK3hpl6uN1ldf98Gon065\/itrj8VPFXzkSpPaxhbMk89KkSPIA9K0\/sEy\/wDLGX\/vk04Wkgx+7k\/EVSmyPZtGcU680zyjxyeK1\/sxGRtcAe1N8g8gq2PpT5ipUzF8rqcZ7U8wkYIz+Vahtzk8EfhS\/ZyP71NTD2RnCHGeaTyScf41riDb\/D0\/SlMGexP4UKQ\/Z9TIEHHAxTvIwBg4rV8jjocjil+zMc8EUcw\/ZGP5PUDNMMJGMg1t\/Z24AB\/EUhgI\/hbC\/rT5yfZmMsbjr9Kf5ROBitPyiuRtbj2pvlc5C5olIXIZrRHjK0GL1PT1rT8joMGonhxwAaUZa6lezMtoyc4HH1qJo8YHOK1DE3IIPHNQ+UeRg1oR7Mo7evWnbeOMn+tWvJY8Y6Uvkk4GD+VAKBUCZyeQKmVc5+fipfKYdjTxET0B\/wAaClEhVScf0qYLyMrx061IsT8fKRUnknJ4PWgpJlZYgDjOCKcYcjI3Aj3q0In4wGwDzVpYXxjtSbN4x6H09pmjXTqSLc9e7Cu80zwzqEkasIBz\/tivkSD4k+MoHIj1CNAf+naP\/Ctu1+Lvj+2yserQDPPNpEf\/AGWvhsRwxz7s\/QcNxTGPT8P+CfXVz4XvLWBpZI40ROThwTVRLAjaAM5PcVi\/B7xL4k8beG\/FV3rtyl3\/AGZJHHHthSPaD1+6BmvS10xjxjFfAcR4NYOapp7n3\/DmLeNhKpbY5I6eWx8vAqSDTSTyvOfSuzGmnj5Tn6Vdi04BwdrYr5WeOdj6enlyZzCaYNo+UDt06VG2jA9FAwa7z7KigjYaUWycYXIrj+vSR2f2eux57\/YmMrsPpio30LgjZz9K9I+ypgZU9fypfsqcDaT+FL+0Zmyy2FtTzL+wOgK9Kenh\/OAYwfqOtemCzjGMqOvr0p32NBj5c++ar+06nRjhlUN7Hmg0BQR8gx9Kc+gITjyk\/wC+a9HW0Q85PFTLZqcgqTipea1L7m0cph2PLP8AhHEyc28X4rTh4cgA5tYc9\/kFeq\/YYz\/CcVE1iig8Gms5q7KTJ\/sOlu4r7jypvDtjjD21scHvGK43U7zwNpV49lqd\/wCH7O6TBMchRWGfavdp7NNrZHQenWvku1+Hug\/ET9prSPBfiMXY0fWogJPIk2PwhIwe3SvquGVPG13SnUaSTZ8nxdy4DDxq06Sk20tfM61tS+Gz4xqnhY5\/246BP8OJCP8ATvCZP+\/HX3dbf8E3fgHcwRyef42jLjPy36\/\/ABFO\/wCHZ\/wJkPyar4+jHteR8f8AjlfXRy2gtsTL7v8AgnyznmHXCQ+9f5HwzHD8OJCR9o8Kn\/gUfFTf2d8OnyA\/hduf70df2ZfsJ\/8ABqp\/wT2\/aY\/Zg+HPxj8a\/Ef9pXT\/ABR4sSY3cWnaxYpboUlZBtVrZiOFHU19ct\/wZpf8E1Twnxf\/AGsI8\/8AUY04\/wDtpXs0+EqkoqUcTLX+u58LjPEihQrSoVcJHmi7P+rH8CTaL8P2zgeGjj\/aSgeH\/AR58vw7zz95K\/vhl\/4Mzf8AgnG2PK+Nv7Vsf\/cT00\/+2tU5P+DMb\/gni2Nnx7\/apT\/t+00\/+21aLhKutsU\/x\/zOX\/iJuD64Rf18j+Cz\/hHPABAxb6Af+BLz+tQnwz4DOD9m0T\/vsf41\/eY\/\/BmD+wC3+r\/aJ\/ali+txpp\/9t6pyf8GXv7Bxx5f7Sn7UCfV9NP8A7QprhXEX\/wB6l+P+Yn4lYH\/oEj\/XyP4M5PDHgQ5AtdIBz\/z0H+NVG8L+BGOBb6UB\/v8A\/wBev7zH\/wCDLj9hlslP2nf2m0+o00\/+0apv\/wAGWv7EAPyftSftMp9Y9NP\/ALSraPC+J6Yp\/j\/mYy8R8B1wi\/D\/ACP4Pk8J+B8MPs2l9f8Anp\/9emSeEfBQ4+z6Zz\/t\/wD16\/u8b\/gy3\/Yr5C\/tV\/tKr\/2w03\/41VaT\/gy1\/YyOQP2sf2klPva6cf8A2nWi4WxX\/QU\/x\/zM\/wDiJGX9cKv6+R\/CG3hLwYcgWum4z\/f\/APr1EfCXgwgr9m03j\/b\/APr1\/du3\/Bll+x1yF\/a3\/aP4\/wCnLTv\/AIiqj\/8ABlf+yLj93+19+0Qn107Tz\/7LVrhnFf8AQS\/x\/wAyJeIuW\/8AQKv6+R\/CY3hHwccgW1gP+Bf\/AF6g\/wCEP8IA8Wtnk\/8ATQ\/41\/da\/wDwZVfsqchP2yP2gR6Z0mwP9KzZv+DKr9mg5EH7aPx0jx036HYn+RFaLhnFf9BL\/r5mMvEHLeuHX9fI\/hibwX4Sxk29rnPaQ8frTf8AhCvCZzi3h59JD\/jX7Jf8FGf+CF\/gb9iH9oi8+C\/h\/wCOfjjxpo8elW+pQ397p0MMj+aDldqtjgjFfnzP\/wAE\/NGiDFPiT4j3dv8ARU\/+KrgrZbVpycJYl3Xr\/mfUYHGRxNJV6ODTi\/NHz5H4C8KsQPsq56f60jH61or8M\/DcmB9if\/v43+NcT8dPgU\/wUXQr2z8U6nrS6hc+WfMTZswM54Jr6J0KDzrC1mJJ82JW5PqK8HPauMwdONSNdyT0PoMjw2FxVaVCrh1Fxs+j\/I8xHwv8OnGLOY5\/6aNxVqL4VeG3Zf8ARrnA44lavaY9NXA4Gc9h0rUt9NABGQ1fIT4rxv8Az8Z9pT4PwTdvZI\/NWO2AIG0E47mlaAD+HBz+daflkOeDimvH8oXOa\/cHUPw\/2SSPsv8AZos8\/Db4gTgDP26FDn6V7hHARj5QeccmvNP2aLTb8IfHM2Pv6rEv6CvXmhxxgHnnJr8X8RK3+0xXkftfhzSthZNmf5eMcHAqVY+hKLV4RMCeOR+lSLB0XJr85lUP0SNJXM\/y9pPJx9OlIqEcEf0rSEeMrtOV9qPKzkY4NS59jSMEUPKIY4HB9+lOEWMjB61oiHgjGfrUvkFckjJ96h1DX2ZlmEt935fwpVhI4IIIP51rLEcEAGphbZwSMt61lKrY0hTMgQAY7n2qVYcE5JPvWmLbDAd6kEG3Ax+FZyqnRGl3KAhyASpqBos7vQ+orc8rqcZ7VE0OVOSetRGqaezRy08HDDbjIr5u8GL9n\/bI+H5x\/rsD\/wAcYV9UXFv8rHOSK+W9G\/0b9sP4WHBAmmRfTOdwr9E8Pat8Y1\/df5H5z4k0rYKMu04\/mfvbpkJFrDlf4a2I4OQffjPan6RAxs7c57dq2YrbLYwSDX16Zruj+2r\/AII6S+d+wX8KVJP+j3V7H+U7V+o9flH\/AMEYJd\/7C3gqLJ\/0XWL6PHp+9z\/Wv0p8afELwf8AD6ztrzxZrUOnHUJPKtbdUea5vX\/uQwoC8jeygmv03L5XoQ9D+QeK6L\/tSuv7zOzorwyT462cEAv7n4XfGu30jqbo+HJG2j+8YlJlA\/4Bn2r0bwZ488IfELSf7b8G6\/Y67p6OYpDESHt3HVJEOGjcd1YAj0rrPH9hJatWOtooooF7MKQqDzS0UETo9hmzrzTNuccZqajHXimcsqRX2joR+lJt68D8qsYHXHtSFR3p8zM3SKu3pz0ppT27VOR6ZwaQjgjNVGfcxlTP4tv+DhfQFtv2vvBeq+XtTWPB0Bz\/AHiksi\/4V\/Phd2oKsFIxX9PH\/BxfoIj+MnwE1vYf9O8N3FvnHXZPn\/2av5qLu2YEkA8+1fG53K2Ilc\/pDgBc2U0\/n+Z+Wn7dVh\/xSOj3YCj7LqIH5qayfA6rdeHdFm4bzbSM8f7or1H9ufTd3wzupxGw+y3kUnT3x\/WvLvhGGu\/A3hibcSDaKPrjivnOLJXy2El0l+h9RkMbZxKK6wX4M7yK3ztAOcetbVrabgDw+3071YgtM7SFBXp06V0dnY7iBtbPsMV+QVa7P1WlT1sz8qGgYscAgZz0pr25AGV\/Oula1G4Abs0ya0wB8rAA1\/TPtT+b5UNGj7k\/ZutAnwK8Wy4IL62ij34WvTPIPTB298isf9nXTdn7OniCcJgP4iVenJ4Su3Nvg\/dLD6dDX4f4h1\/9rVux+1+HtC2DdzB8o8cEEe3SnCDoGxn6Vtm3bn345p32br8vyn8a\/PnVPvfZ9jC8oqSFU\/40pjx0Ax9K3Wth0B\/Oo\/smN2QaFUXUPZ26GWsJGMDHbpVlIDtJ5ZhV82+OoOBU6R4A5PBrOVTW5vCmZywlcHH5VN5LdM+2TWmsK+hyOtOEQ+9tOTwMiueVTojqhCxkCDOA3anrAeRt4\/ka1fJyAAD16igRY4AJqHV6FKHYz\/KxjH1470xojg5HX25rY8nAHDZ7e1RNESDkZ+tJVDRo52aAkN8uePSvkK4H2b9rf4OyA4D3cS\/+PMK+1ZIdwbIOOmTXxf4pzbftSfBKYZAN\/CP\/ACJj+tfofhzU\/wCFBLyf5H5z4mwSy2\/aUfzR\/Qxo0GbKA8HI9K344MEHB5qvoMObG3yO1dAtuBjAPpxX3rVnYmJ+8\/8AwTc\/a2+Knwq+ADeBPDNn4Qn0bTdZnlQ3lnLJKDIFJ5WRRjPtX7F\/s9ePNc8VaXpH7QHjPw9D4w8b\/EvULvSrZbMiM6NZ224LDaxyEjc5jd3G4Fj64Ar+cT9jjUItK+Ffi+\/uTiHS755n+gjBr7r\/AGRv2ztA0Dwtq3we+Lev33hDT21j\/hIPDHiaG3M40G7Lbtk0a\/M0LEnOOzMDjOR81wJxbmNXiPFYHFVL4eCSirJWb87X77s4+PPB+ONyL+08mw3NXXvVGruTjs7K\/wCSvY\/dweOPDkmqnU9T+LOv6RFBqH2yPR7jTls5FjEWw27o8XmOm7L5HzZ4BxxXyR+0Z8VI\/h7rQ+PHwX03UNH8Q6Tf2mheJBqGmyW1pr8N3uERaNijNJEyhg5AO1sZINegy\/tt6FB4cWf7b8HrrUdm3+2E8caeukZ\/vlS\/2oevliIt2z3r8jP2x\/2ydK8b6f4f+Gvws1eXxVpuk6uPEPiDxDPbNCniC+HCrFG3zLAg4XPOAvpk\/uGcYpUcNOSdpWdvXofzz4dcAZlnWbUsBg6Dm21zLol15uy9bfefcL\/t2\/GwZH2LwMv\/AG4yf\/HK5jVv+Ci\/xK0S6trLWNW+GWk3d7zDFcQ+W0vOOAZMnmvi7wZ4psvGfh+w12zYL9pXEsZPMLjhlP0NeXfEzwd4l1nxGNQ0bw\/p+vWl\/ok2lSi5uFjWF3YFXIIJIHPQZr\/PKPjDxbHHSwWLxjg02n7tPp6pL8T+4sT4J8M0YP8A2JNrpefz6n6JXP8AwUh+Idvf3mly+JPhjDqNghlmgMSh4VAySymTIGOaz4v+CkXxKvIBdWfir4by2zwtciRIEK+WpwzZ3\/dB6mvzB0z4V+J9KufFum6nps3iXRdesY4G26kkKTlYVRtwK7wxK8HNczc\/B74j61ahdUu7QNBZTW1sLm4WSQIJo5Io5mVQGyEIJA7969eXidnvM083001tD\/K55f8AxCjh1L\/kXL75f5n6n2\/\/AAUt+I98LRrLxx8Np1vp\/s0JS3jPmyYzsHzctjnFV7r\/AIKTfE+1jknn8efD23ghGWdrWIKo37Mklv74K\/Wvy71L4U+PPGLxDxMLbT7K11H7TaJ9qSSSw\/clQyMqLnEm0gHnArAh+BnjO70mPT\/EDaLeyz24iu9sp2yn7Z5pxx0KFvxrX\/iJOcbzze3laH+VhPwq4f2WWr\/yb\/M\/V7Uv+CkHxZ0yC4udQ8d+A7GG1lEDs9lENrkZC9epBBxWpZ\/t+\/HvVLOC\/wBN8TeFryyulDxyxabEyyD1Br8lNN+DHj3QrybUre\/0\/V5dMvpDZK9yY5Jbd4VjUl9pCyqFGDgg819B+BtN8R6T4U0mw8U3Md5rtuhE8qvvDHJxzgZOMc4rxM+8VM+w1H2mHzRzd+nL+Vr+p14Lwl4cqT5amXxj9\/53Puh\/27\/2ihn\/AIn\/AIexntpUZqvL+3j+0aowNf8AD\/P\/AFCoq+Q3jZcDBx6GqzRkZHBNfF\/8Rx4q\/wCgyX4f5Hqf8QY4W\/6Ao\/j\/AJnw9\/wVd+NfxG+Nt98IdS8fXun3z6FFdW9ube1SHaGKE5x16Cvxont\/vDB96\/Wn9vvT9\/hvwFebOIryWPI91H+FflnLakhs5+uOtf1t4R8SYzNsmhisdU56l2m3voz8m4u4dweWYx4XBU1CGjSWx+eX7a+meb8JPE2FI8hUkH4OK+bP2fv9K+HHhtwQ3lq0Z\/BjX2r+1\/pfn\/CfxlGEZgLF2\/LmviT9lwi7+HFimd32e6ljx+Oa\/RuJ43ymS7SR8Pl75c6pvvFr8T6QtLU7lG3iuysLMYX5Q2e+KpWFoCVCrx9MV3GnWgAAKgjPpX4tPbU\/WYys7H5i674Cn0DTxe3d1A8uR8iDPBOOtcO1srbeMn09a+kPirI199puDDHF9oKsERAFXLE8AAD9K8KNsQQwU4Ff0Lk+LniKKqz3Pynjrh+lluYTwlG9klvvqj9D\/wBn+x8r9l3UJT1m8UhePotdC1qEJwvNaHwLsdn7JsT7cGbxUfboBV9rbdlQv+NfjXiJUaxqv2PueAqX+xnPfZuxXn69aFts54OPc1u\/Z+g20hgwAAPfmvglLsfc+za3MPyMZAH44pnk44A3YrbaEEkYGc1TuWito3mnmihhQfMzHAFVG5PIeYfELx1o\/wAPdHj1DUVe4ubqQRW9upw0zH+nrXEa1J+0P4f06x8a614F\/s\/wheIJx5EBnYxHoWwfl7dSK8O+Lutf8Jd8VvDWli7jj0vSL6ExzP8A6sZcZP0r97\/gGfGms22rfDEfGy2sddubaHUIry10JLjTIbXDeZBMrdQRjk819dicJDL8DTxNSCnKV7ptq0fKyf4nNwrltTPcwr4SFSUI00knFJ3k773a06WT1PzF8F+L7TxXaCWNPImIzj+9249Poa7lYsjpXz1+0hCv7OH7QXirwr4f1iw1vT9QuPtFrcW0H2eECX5mQLuOAGzxyBXvHhfUJNa0PTr+YQ\/aLmMM+z7ue4rzc2yrkpQxdFfu57Co4idLFVMvxH8Wm7Mv+UBkgk0qxHB6Y6cVcaPaxHAz60KuSfl47V83Y9hEDQDrj9OlN8gYIA9vrWngY6dP1pjAccED61BdjJktlAYEj8q+G\/iSn2f9o74ITDH\/ACE4R\/5GFfe3lZJYA18I\/GhRbfHT4J3GcY1SIZ+kyV+heG8n\/aUE\/P8AI\/P\/ABNh\/wAJM35r80f0b+HYM6dB8oY4rpEtskEIBn9Ky\/DEZbTbfjCkDn8K6tYOgAGfXFfqE6PvHn05e6j7O+BE8lt8B\/idFCT5k96kXBx98KP5VhNarIgeMmKRfuuOo\/xFWvhAhX4KfEVArbV1S25HTkipdGSaz8RaBPeyXaaRpt7HNLJAEaQRhhu2q3BcDOA3HTNfH5HlyWOxT2cpL\/0lH9WeD2ePB5bXr+ydS0V7sd27t2+ZmwFps5ADQtsYjoT7UyMM91cgqdtuAn5819wftQ+LP2SfETeD7T9nH4d+KtAm0eONNT1G5mFvHqKADI8o7j5p7yfLzn5WrG+MfjP9n3U\/g\/Z+FPgZp\/xD8Dapr17Bea3o2q29re2ySxIR50V5\/r8k\/wAIIU5Pyivt5ZQlJxlUWiPqMJ434t5fhsVRyivz1J8rThy2829Xbs2kn1seb\/s7eKZLDxVrHg+4kCWerxC5tuRxKo+YY915\/CvefHvxBuvCniHwnocNvpXl+I\/MLXF3NIix7CvygKjZY7uM46V8SeD5LrQPGPhnWTO1xNBqESNtTblWOwj8mr9S5\/g54o1PU9I16XwF4wmv9IR0t3FhPgCQDdxt56Cv5N8Y+FqNLNaWNlTcoTT5kr7rbb5Hh8Z1atLH1ZVf3bqWklK10no1u10\/E+VJPjFrqW9jr03h7Sv+EX1y6nsrJlum+0B4w+1nXbgKxjPQ5HFQeAvi9qXjTQfFWrSaTp8cmgWi3KNC7mORmjL7CGUEEcAkZHPFfQifsualFqL38Xwy+IDlpJJUtza3jW8LyAh3SPG1WOTyB3NWNL\/Zl8T6ULgaX8KfHcQu7JNPkA066IkiQEKDx1AJGetfmNfJcBKhKNPDT59LO0tPXXf8D4qOZTjNOdePL11R8eal8bvFWlaTbTahoeh\/2nqllb6jaSW7SyReXLIqMGQDduUsOmc11svxJ1y3g8Wiax06S88OaHHqseI5YhMzb8qUf5gPlHXmverf9jPXY7G802L4MfEaW3u40jZpLW+eRVjOUVXPzKARkBSKuyfsb+MrqVJ5fg78Ubi4W2+xl3hvyZo+flfJ+cfMfvZ6131OG8HUjy0sJUv35JfLq\/zOVZ6oO88RD\/wKJ8t2fxe1e\/1ATkaJpWiLdppwWaCeWW4lZFY\/MvyxjLALu6+tYlj8afEniK3tItF0y1stRbRJtTla9s51haSJgCsZJG5SO4Jr7Hk\/Yt8aT6haagfgb48+1WRjK7bK6RWMYwhZR8rEDoWBNadr+x\/8SbVLNLP4I+M4k0+2ks4f9BmASOQ5deexNdFTheg1enl9Vv8AwS\/Hucn+stLaeMpr\/t6J4X4H1bVtd8LaLrOsPpz3uqwLcYtY2RFDDIGCScjPrXUEfeBwor2zTP2V\/jXpllaabpnwi8Y2tjYxiKKP7KwCADgcmtRf2Xfj7Jjb8KPFWf8AajUfzavisbwNms68pUcHUUW9FyS0\/A9KnxllUYKM8XTut\/fj\/mfk\/wDt1Wf2n4aaBcjafsmqqPoCjCvyXkh4G5cHHbvX77\/t7fs7\/F\/wj8ANR8U+Kvh\/rmh6JpGo25luZgm1NzFRnBJ5JFfg\/JActhW49a\/sPwIyfE4XJ3QxVNwak\/iTTs7dz8Q8Qs0wuKx3tcLUU1Zaxaf5HyP+05pf2z4aeKIWQYl0+YYA6\/Ka\/NH9kCTzfBOq2\/O611FgPbKiv1u+Oum\/afBGrR4P763kTH1U1+Q\/7G7FbHxrp7f8u98pxj2I\/pX7Bn9G+WVo+n5n5jRm1muHl\/iX4H3LYxFWTK5Wu90uFZMcH8+tcjbRkMAAMg+td3pICbcj64r8Ocex+uXPzs8T2OrjQZJtYkS4k+0LHE45+T5sfX8a8zFoABuVeDX6Ifte+E7XwzbaTb\/Yf7Iv7uZZTavEI2jQhsHb2Gc18MRWnmEcbl6ZxX9IYOlH2acVa\/Q\/MOMuaWPm5TU33Tuvk\/LY\/Rz4N2wi\/ZJ0NgMed4rft7Ux4ishB4x2xXT\/AAttPs\/7JPg1FxufxTKxz34as2eBt7YHAP41+CeJOmPS8j9I4Dj\/ALFcxfJx0XYKXysZOTjr0rSNrwMnoe1ReVjJPT+VfAxVz6+S8jKljAJwOTXlfxW1W30rwneLO5WS8IROOAc9\/avW7pJlhkaFI5Jtp2AnAY9s+nNfmx8cfi78RLDW7Pwt4q0Tw\/pkkCef5NnM02QSQpJI68dK+q4ZyOrjcQqdPpvrY+Y4nz6jl+HdSrfXbRs8f8Yy31zdTXjCYXyNvhwCBkHdx+Ar9M\/2bPGNr\/ZFj46vvC1z4h1tLRfKn+0qixOF2gkbSfwBFflvH4iZIBLLJqcl1eybizpvxx1Gea\/Xb\/gnz8H\/ABr4q0nXLq48LeIZtD0iD+0LEGONFuyc7FG9ssCQfuqx4Nfr\/FGFhSy9qorKP9M+D8Ls5qf20p0Z\/FvfZdm+h8EftFt4l8dfG7Xdd8YyR297pW3bBEN0Me0D92ffHU19C\/BbxFpLabDZwCe0+0oCsLEsFbJz9Bmvlz4r6h4v8IfFXx8fEmn6kmqTXssU0RtXI3Mx4+YZUjtkZ4rxrUfFPijRdb0zxFB\/bWkrbyLIpKyRKxzkjnHWudcOVcdl9PDr3Y2VuxwZrxfSwWcYjGTblJyd7777\/wDAP16nnSLOT0qKK6GSSSQe9ctousw+IdG0nWLY5i1O3SZcHONwzWoDsyCw\/Cvw7EYV0punLdaH7XhsVGrCNSGzVzpvtA2jBGfp0qq82B1PFZcUmWABPPvWjsyo5\/AisFR6nRzNlmGTccYz9a+Dv2g28n4rfB25B5j1VPw\/epX3Sq7SCCMfWvhD9pXEPjv4VT4IEWrL\/wCjEr7nw\/hbM6Z8P4j3\/sir8vzR\/Sv4SO\/SrbJ5Kjt7V2cQ5GMjFcP4JYPolkxHWNT+gruY+oGOSe1fsMqHvM8ClW9xNn7G\/soaemq\/8E4P2uovJWSbSdfsbsMVG5QDHnn8K+PCnoo25r9fv+CI2n6V4g+Fn7QPh3XdNsNZ0e\/1K2W4tbmFZYp1aJgQytkEcV9w\/EP\/AIJffsw+NryfUdDsPFfw1u7hizLol9iDJ9IpVdV+i4FepWyp1qMOToej4S+P2X8H5xjaGZ05ShVcWnGztZdm1+B\/M3s6qD0pnllSSDkHj1r9sfGf\/BKrwD4X8V\/DvS1+MnjoaL421CTTZJZLK2MkEgiaSIA4AO4ow6eldZ8Nv+CZPwEtvi3458CeO\/EPxE8XL4btLTU9PR76O1S7glDK+8RIGJEkbDgjgiuGPDtfyP6ar\/Tb4PhTc6cakn25Evzkfh74U8K+J\/GnibR\/C3gjRNT8SeLNQnX7JaWcRkkZgQcnH3QOpJwBX9pPhxL+Pw9oUeqxGDVEs4luU3BtkgQbhkcHnNeffCz4EfCD4J6e2nfC74f+HfCEcqhZZreDNxPj+\/K2Xf8AEmvWq+hy3LVh4tXu2fwh9Ibx6hxtjKNSlh\/ZwpJpXd5O\/fogprHHfmhmA4zULN19RXpcp\/N1WqKSTknvSU0uPUk1Fvw2MnJq\/ZnHKZY60lQ7yO5o3+4xT9mL2iJumc9qKreZjuaN4Ock\/lVciJ9ofnL\/AMFadI\/tn9gz42Lt3HT0tbv\/AL4uI6\/hwkVcsAo4OevWv71v+CiumDW\/2Jf2j7LaXKeHJZ8Y\/wCeZV\/\/AGWv4J3kYc4Bz3rz8dQTsz9l8L69qFWPmvyPIvi1ai48LXw27vlx+YxX4ofsmH7L4x+KelH5RBchgPo7Cv3E+I8Ql8N3wZxtwDivw5\/Z9I0349fFnS+eXlIx7S\/\/AF68HPsM\/qNaP90\/RJVbYzDSf835o\/QWAkEYINdJCXVGUMd2PyrnLbBwQTXUW0SMUJZFI9a\/n5U0mfsMqjZ5L+1N4u8TeLrXwtd+MPD2j+HvEcA23MdjIZIXOXIIJYt0bueua+SLSAEA4znk4GMVveI\/H2oeL4bGHUpryZ7N+JJZt+4YwASef1rDt2RG64HvX9LxV+lj8lzVUY1pLDyvHo\/6sfp38OVK\/sofD+PB+fxNOenX71ZkqfO3ABHtWl4AlH\/DLfw3QAYfX7hyc\/79Z8owSADz6V\/OvibFf2gl5H7BwEv9i0M+Vcg4xnPaqUh2odzAAdyegrSbBzxUmuSW2nfDLxXJeaBbX7+Jni02wvjBdvNbSGQCQR+WNoby9xy3y++a+Py\/L5V5qnTR9NjMTGlB1J7I4pLtNXGbOQ\/YAdpmU58w\/wCz7e9cT+z14pS1+PHx2ENvZyS6fFZ28byQo5RVU5AyOBk16jHppsLe3gW0lt4IkAjTaV4AwMCvm\/8AZc0LxPF8b\/jbq\/iLQ9W0PSfEB3WtxeQNFHNtkIG0sMH5a\/ReBaFsRUa0UYs\/OuNcS1ToRau5SX5H6YWvjzU327ZYIivAKRIP5Cu1sfHPi2SNPI1rUo0j+7skIC\/SuB0nw9plw4I1Ow3dMecv+Nfr3+yr4j\/Zk+HP7Nf7QPw8+Mfwb1bWvjB49snh8O+IUghdbNGQbF3SyL5YEiq2VDEg19hKUK0vZznb12PLqYyphYOrSpXf91an5CfEXUk1Dw5qb+L76WfTxiQl3JcSD7hj7+ZuxtxznGK+C\/24l8X3f7LujXHjO7v7zVrK4tWm+0OWKOcjJ9Gwefxr9WfBPwiPjHxvrWu69C72XhW8NhpdrKuEjdQPMnwerEkqp7AcdTXjP\/BUn4R2ek\/sY+NPEdui7tJ1CzZuOcGUD+tcFDMlTr0qUZfaR24uEauFr1qkV8El5vQ\/Jn9mvVm1T4V6JG8oml05ntzz93DHAP4GvdZnIyBuBH51+bP7Ovxi0b4ef2zpXieS6h0nUCssLKm8I44OR7jH5V+kn7K+pP8AtHeLPFUXh7wtfan4Z8H23mTSCRUYu2dpKk\/d4NfMcdcPV6GNrYhQ9z4r9Nf+CdfhdndLH4XD4GE17V+6l10\/SxLsurcW8s8EkaXI3RlhjeM9q2oJQUAJruPE\/wAKPFWkLbXVze2k1hdQC+gQy\/chZioIHrkYI+leZpKYi8LNkocZBr4Om4z0Tufq2c5LXwNTkqxdu7VvuNbeOCDnPvXwV+1FJs1\/4eT55h1Ude3zLX3Kk4ORz+Jr4M\/aqlAvfBkvH7rUv8K+24FjbM6XqfmXiHK+UVrdj+lv4e3Al8O6YxPzGBD6fwivQlOOc5xXh3wzvg3hnRzuxm1jP0+UV6zDc5ZfmI21+51KC53Y+SoT\/dRfkj+lj\/ghbdr\/AMI78e7XcP8Aj8s5Mf8AAJBX9ACt04r+dL\/ghVe5Px8ttxOBZSY\/7+Cv3p8UfETRPC1xb6T5Gp+IPE99GZLbSdNiE11KoONxBIVEzxvcqvvX0GFot0o2P5p8QJP+1qiXl+R5t+1TLNpnwluPGlmGN58NtUs\/ECkdQsEymT\/yGXrnfiHrkHhr49fs9\/EC3kH9i\/EW2uPC1zID8rGVBcWxP\/AkYD\/erP8Aix4y+KWvfD\/xr4f1T9nTxXe6B4k0uezc2GsWNzdxB0KgmDeN2Mg4VmPpmvmzVvEGs+M\/2AfB\/jlra+tvH\/wPa11K4tp42S5tbjTpgsiuh5VjGpyD2NdSpNKzPCwsHyJy72+8\/VIv1pu8jkmvlrRPjb8S\/iTZafqvwj+FMV34YvIElGs+J9QfS4bksoJ8iFYnldefvMqA9s11R+LOv+EUhb4xeD7TwZp0rCM6xp2o\/btNiYnA81ykckWTj5mTZ\/tUfVZHm1aU4Oz\/AOD9257uWAz14OKru\/Tk1X+1RSxxyRSJLFIAyspBDA9MGqzS+\/Iq6eHZwTqdC20nXnpURk75Iqk0oyec54qPzRg5I4rrjhznczR8zrS+bgDBrM85RnknvR5ynjOar6sQ6hpeZgjPWneZxxnmsoTDJ5J21J5oPQ0PDk+0PCv2stM\/t79mT4+aQVDi+8JXy4+kLH+lf57sjbTglcg461\/osfFC2i1z4Y\/EPS\/vpqWiXcGMdcxMK\/zoNUkjtr+8hJ2tDKyY+hrGvhdEz9U8M8VZ1YryOP8AHC+ZoOoKwbGyvwt8BgaR+1l8RLJgUW6M348q1fuN4mukl0u8jJC\/uzgkgV+F2psdJ\/bG1rB2\/wBoZ6d8xA\/0rwc8wy+rzj3iz9OrVlz0p9po\/QS1uQmwhyRXbaYxkiVgc49a8etbz5Eyd3bGelelaRdAxw7GxGByK\/mTEe6fueHXM9T81ornI9U7cVoRXjBSvzHnpXRQfBn4ySEJH8M\/GzM3b+zpuP8Ax2ty++AHx20vR9Q8Rah8LfG1noulwme4uJLF1SFF5LMSOABX9JOvBa3PxipSqdj9CvhtKG\/Zd+Fxwfn1q4P6yVsaY+iWkg1PxIskmi2oLSokvlEgDruIOBXIfCe8juf2WPhXLFIrxrq9wcjvzJWJ8Qib7wR4mtEkaOVrRyMHrjn+lfg3HdGnPNYxqbW\/U\/YeD69SnlznBXaNnVf2gfhwZHs\/BXhiK5CnZ50oOPruYkn8hWAfjB4knieO1jsrJZP7qkkfrivirwhtQqAzEg8817vpoyqFQuPXPWv0LLOEcHQguVXPg8TxbjcRJuTt6HqJ8Qa3rs1q19rmqq1oCqLFcPEBn\/dIz+Na2mz3uhStcWer6+0rjB86+mmH5OxArk9JTB2oRkGunlXELNg\/L3zjNew8BSirRijOGJqzfNN3Nc\/Fjxzprj7F4p1W0MZ\/gk24rduf2ovifdiC31HXY9RhhAUCe2ickDgZO3NeI6kxy4wcE4+tcbKzLICODn1rzZ5bRlLWJ9RhcTNx1Z97+Cv2pfEulbJP7M0C4LH58xyLvH4NgflXtfjL9q74b\/Ev4a6z8Nfil8HrDxP4b11VW8ilujNC5UgqdmEYEEAjDE1+ZejTMuP4dvfNXtd1PyLKQKx3dh617GA4KwuJd3dNdmeXnOeVKEHFJNPozhfiZ+wP8DPiZZ3viL4C+KpvAl7GMDTrqR7i0DgdG35ljJ9SWHoK+HvCfwx\/ad+BvirV7Lw1rc\/grUmPkXMtrffJdJ2PH3lI6fWvvX4d+LItD17Ury7uJorea3KFFUtvOeOKg8V6mPE+tyanGkyRbQiB8biB6+lfMcT8Q1cA54Ko1UX95X08+55nD\/CNDFThmGF5qM11g7a+XYyNN1bxBJpOk2Wqa3qN7JYWwgJeQkDncwHtu5rVF0wAJYjPXNZsdt5YAwTn2qUxOeQD7mvxipNSk2lY\/camLxE4RjWm5W7u5qpe9BuYV8OftUzgW\/h64b7sGobvpxX2tFbOxGAdp\/WqGtfDbwt4riSHxDo9rqkcT71Ey7gGr2+Hszp4TFwrz2XY+Y4nyqrjsDUw1N2cl1PWfBX\/AAUZ\/Z08OeHtKsL\/AFfxNLd2ltHHIItMkPzKoB64rqpP+Cp37OdsCYk8eXgXoE00DP5uK+YI\/gT8L7cfL4M0Lj1tlP8AOte3+D\/w4ix5fg\/w8pX\/AKdE\/wAK\/UqniPl17qEvwPz6nwfn0YKHtIaeTP3K\/wCCaf8Awce\/sX\/seal8Urr4mfD\/APaD1q38ZQW8dmNF0qylKtGzlt\/mXKYHzDGM198al\/wdpf8ABMu08Ta9408N\/s+ftsyeI\/EhU3si3ttaJcbBhQVW+ZQAOgAwK\/lZtvht4It2UxeGtFjI6YtkH9K34fB3hqHHl6LpqBf7sKj+ldEPF7C0o8lOkz5XM\/BPG42vLE4iulJ9kf01XX\/B4d+yECy6d+yR+1pqC9B5ni2OPP5SGvPdQ\/4O8P2dFs\/FNloP\/BO34x67B40RU1Maj42AN8FGF3nypD0447V\/O5\/wj+jpkLp9sq+yDimtpVgmCLSFdpx92s\/+IyQe1D8f+Aci8AJLfE\/h\/wAE\/fmX\/g780cIkGl\/8EyfGM9vENqC5+Jl04AHTj7Ea4XxB\/wAHZer65G0UX\/BKfwhqCMcgar4knvF\/EGzGa\/Dl7GzBJ+zx8eoqpLaWo4EEYGMg4FJ+MUulH8f+AV\/xASmnd13f0\/4J+6rf8Hg37WcEEdvov\/BPj4b2FlboI4o21bUNsajgAARgAAVwuq\/8Hin7bkrNHpn7FnwRspQcYmn1SbB+gda\/FaaC3UE+WmPpWTLDDz+7jx9BVU\/FyT1dH8f+Ac9bwKoL\/l8\/u\/4J+xN1\/wAHeX\/BS29kxpH7Kv7NNqHOFEuj6zJj8fta1nT\/APB2D\/wVluQfs\/7PP7KlrnuNC1Mkfnf1+OU6oD9xRjtjBrHn2LkbcL7V0f8AEV6r+Gkl8\/8AgGD8FcJH4qjfy\/4J+vV\/\/wAHTn\/BYW8JFp8N\/wBmnSj\/ANM\/Dc7f+h3ZrlLj\/g54\/wCC0k7HybT4A2I9F8JocfnMa\/JyR1zyFx2qszLxgHArT\/iJ+Ke0ET\/xB3Llo5M\/U27\/AODlj\/gtveZWDxP8F9OY\/wDPLwhaEj\/vomuRvv8Ag4m\/4Lo6gzm2+OfgfR93aDwZo5x\/31A1fm5kHOPmBqzHtJAwtZS8S8X\/ACIuHhDly0bf4H3ff\/8ABer\/AILta3a3VnP+1Ppcdreo0Uip4O0FcqRgjizz0NfmNqHxQ\/bZ1m7uL28+J8q3F25kkKJCmWJyeBHgV69CFAJ2gYq\/EBnlQfxrkq+JONenKj28D4X4Kg26UpK\/bT9D5+Ot\/tg6hlL34p6lPE33k80KGH4KKoeE\/hH8RG+Ith4+8X6\/bXt3btmTcXd5BtIxk19SRKoIGAOMcVd5zgDg+nevIxniHjasHBpa+R72G8P8NGSnKcnZ9X2L1qzKAHbke\/Wu0027mVBEGbaf0rkbaLcQcDk9z0rq7GIgjC4Ar85rV76H6DRoNPQ+fk\/4KF\/tXR7mT4o36EdhCmPyIrE8c\/t1\/tQfEXwpqvgvxT8TLq98Oa3H5N3bpZW8ZmTPQuE3Y455r4u8\/hT1ppuup3fL27V\/Szw9O9uVH4dVzHESTvNn7LfBeQW\/7K3wptkJ2pqlweT\/ALUlaWoot1a3tqwDrcRsh\/EYrjfg1c5\/Zn+FyBiwXULg4Pb5pK6ppepG1vpX4B4lXWYJrsfuHAMb5ckfDWgO1nqM9u+UaCVkP4HFe76Vcbo0YvjtxXi2uQDTPHPiG1UbFF0zjPo3P9a9K0qfMCc44wa\/Ycqre1w0KndI\/I8TSlSxM6b6Nnr2ky7XQDbtU9a6S9uR5QwSO3HevOtMuCWG5yBW3f3m2MYPKjsa6qjSPUoIy9TuvvYDde9cdLKS+dxAzxxV3UbvIYluf1rmPtJWTAPU965Iw94+lwrdrHouky7EB5JrE8VXhWFgWbd+VPsLzbGGDcYrjPFuoiQqoOcnmvvMj92LkfJcVyduUl8ORPOtxPxy+0V2aQOi8gcVm+E7Xbo9vIQAZ2LdPwrq2gxng1\/KvHWZe1zSq1snb7j9k4Ny908vpp9Vcy\/Lz0A5NTpE3Qc5NWmjwBkZqeCLODu69q+PVex9S8Ncls7YjByK1thT5SPyp1tFyARzVqSM5245NJ1xRw1lcoyZGMA\/4U6MHHJIqz5O7IwcU7ySMYG0GqVfpcPYEC5HI6CrDNhWyT+dO27UOTyKzbibaWGfumrjU5tDGdCxOzoPvEHHqahd0I6jA9DWS077jzx9RUTXGM4b2re5hOlcvyOpzk\/d71SllQZUMCw796zpZ2OeduPU1nyXJOfmyM\/StlLsck6FkXJ54wG5HFc9eajDGSpLelR3NwTkkt+dcdqc2JGJLcH1rtoxuzzMTTsjxfx9+0HH4X1+\/wDD9p4da7msMKZZJtgYkZ4GOnNeYXH7SmvyE+X4f0lEPq7n+tcl8fLL7N4xtL1VONQtVyR3IJH+FeKnuOd1fvnDPCuX1sJCtKF21rq9z+cOKeLczw+OqUIVLJPTRbH0Q37RniRsj+w9H593\/wAaqP8AtEeJzwmkaIuOOQ5\/rXz8eMDB45pp\/ka+j\/1Sy\/8A59\/i\/wDM+afGWZPer+C\/yPem\/aE8ZcBbDQR\/2zf\/AOKqnJ8fvHjN+7k0qH\/dt8\/zJrxA9\/vdaTOM9av\/AFWwHSmiZcWZj\/z9Z9p\/CD4t6z4q1a50XxC9o9y0fmW7xx7M46qce3NfT0DFsN1HSvzA8Ba7H4d8WaFq00hit7WcCU+iHhv0Nff2k\/FDwDd7YovE2nlj2fKfqQK\/MeNcj9hWU8ND3WuiZ+s8A8Q\/WKMoYqp7yfV9D1iJuQMZ7dK1IyPlwWbntXM2Oq6deoHsbu2ukPRo3Dg\/lW5FKo2kDA6da\/MK8mnZn6vh6a3Wp0lqM4yMKa6qybBUEYAri4LheOBx71sWl7ulAL4B7V5s73O+MEmfkOZ2HXnmm+fgEEnOazTJgLg4piyEkg9c9uc1\/Wa3P5fqVND9gvgjdeZ+zt8N0Ujcl5P3\/wBp67cTHLEk5968o+BVxu+AXw\/TJ+S6mP8A489elB2xtxgk96\/n3xJf+3peR\/RHh5G+XpnkPjXwFd6l4lk1zT7e7vPtMIVljlRdrjjJ3dRj0qxaeCNZtrCGe51WCCbbkwtB8yfVgxFeuoQuM9vXqa5O\/wBUQPcW24YRiPTFfQeH\/EFSq\/qc0uWK07nh8Z8O0qV8XBu8n8jD0fw9q87hDqYjVj\/DECR+ZrsLzwZdpbln1y9cY\/55Jj+VQ+H7jMqEFiRXcapORbOQ3av1unh6cldo\/PXUqR0izwDVdGvYt4Gp3XyHuif4Vyc2m3PmDOpXYHsF\/wAK9I1eXeWBYg+tcfOw3qDjg9K4vZQUrWPcwtepy\/EeL\/F2913wJ4Q\/4SHS9f1u4ujcpCI3ZAu1s56KPSvJ9J+OOvwzQwtpGi3LXEIBlulE+0kejZwa9S\/aZRk+Fe7nm\/ix+tfFXgW3\/tDW9Jsiu43Nwkf5kV9NgqUJK76H53xPm2Jo4tUoS3XXX8z9f\/DSuuiaQDGiNJbozBRgKSMnA7c10WzuCvHtWVBJHawRoG2rAoXj2FeqeCdZ0OC0srTUPB8uuy61czRfayPlslSPdkg9QT\/Ov46q4SpjsfONN6ybep\/WmGqwwmDhKpskkeby8HgN+dSQH5hkEmodF8a2Ogatquo3WgJ4ktdLtmf7GQGackgAKDwTzXT+Lbqzk8SXcllp66VDLHHILcIE8rKAkEDgHmueWTVo4V4pvROx20sypyxH1db2uRxMFUfNgipS4zkkgVlRzYwM0pnwCAS3avGuex7JWNlHB28kdqm3qMgDP1HSsiKfA+ZuvtU7TAe5NZuYfV+qLEzAKRjFYc\/fIAP0rRkfcDyfyqhKAMdcZ7cVpTrNEOh3MeQ5IAH44qvIcDJBzWi5yc4+9VOUAnGOK7o176GMsOjHnOCcjgVlTPjPJ64xmtu4UbSuTkHFYU+VL9+3Su2lV6HmV8OY95KVDkZ44rkLuZmcjIzmusu48g965G6jKt0OM84r1sNNbHg4umz5m+Pipajw7qbQrLtd4uR06Gvn3+2tKulC3lrGxHfoR+NfSX7QkG7wpp8wDfuLwfqDXxm55Nf0LwBWcsAk+jaP5e8S6Xsszb7pM6i7bSnybJbpPxBFZHmYxzk1XgkADL3olIyMd+vFfco\/PZNbol8zAbBFNMm7vj+tR78Z5z36VGX29Q1KxDkK03zgDJxWjbXkiYKuyH2NYjEhiccCrKSAY65HFPyEps7ax8RahY4ktrm5ilB6o5WvXfh78WviFF4g0nTI9Tl1e21CZYmt7jLgA9SD1GBXzxG4yAcn+teh+AtPj1LVZvMuJrT7PGWV0OCCTjivGzXLcPVpS9rBPTqj6TI80xVKtBUajWvR\/wBI+lvE37TV9oeoX2k2vhcC6sZjGXnm+VgO4AH9an0b9q+1ZiNd0QWMQXIa1y7N6jDMMfXmsS102JYRDc3L6pGOgukSQD8CMVp23hzwwXWRvCfhqR14ybQEH8On6V+c4bKcrpxUZ0bv1\/zaP1irmubVJuVKukuzX+SZ8rlh2PzCmB+2C2TilZc55BwccUgGevP4V+h20PgpRa0P1T+AVyT8EvBkIJylxN2\/2mr12N8FR1x+OK8L+AUmfg94RjyBiebnHT5mr2SOVVB+YNj2r+dvEu\/1\/wCR\/THhzH\/hOVjZ3EFeQT9eK8S1fU9ms38QYDZKfwr1z7QuBzzXzjrV0x8RampbH79qPDlNYuT\/ALv6i49\/3WKXc9k8N3asYW7FgPpXb6ldZgIU8gV454dvNhiAZSQecdK7q8vQYOCc4xX79Sq2ifkip825yeoSglsKTz09Oaxo1LS8jIBznHSr1y25iMnOfSo4MFwA2Meo615lStaR7uDw19zxP9qVdvwmjGMN\/aEXb2avjr4TQ+d4w8LoCA5vouD3G4V9m\/tRQTz\/AAmkMSeYlrexSSED7o5GfzIr8+fDWr3GjXlje20p86zmWVcnHQg9evavp8qfNRklvr+R+Vccx9lmUJSWll+Z+z+RkHPGfWqV1rd1p0tsI9RvbS22udkcrDeSAMBQeSRxVTT70ajp2n3yn\/j9hWbAPHIBrCN2LjxMylDI0FtiAMeFOcOf5Cv46h7SliJKLacb3sf2JzU6uHg91KxKtrPLew3sh+xupzFEn3ox3YkH738q61JpZXM00k08zHJd2JY\/UnrWU0Rjbc7B5H6npmrMb8qqkGuTEY2co8l9Ox6WGy6MJc1tToElyuSxPFSecTjJ4x3qjGwVQAckU7I67izV5POesqdjShkYg8dD9KseYeOCc+h61mpKCOtSFyMc5P8AKkpGzpml52B161XZuOCeelQK+0D5sCmlwMgAe\/emZypCNw23BOPfpUDgHJJK\/X1pWkAPBNMYocZIXHrWsZO5zzijOuNvOAc1g3RxnNbtwyAMQyhc1z93LBHu3zRrj1IFelh3oeZi9jn7ydYopZGJ2qMk15TqvjfT4NxVGZhXb+INT0yPT7wPqVgh8s\/elUH+dfKmp6xo4LhtVsOP+my\/419zw7lccRfn6H5xxTms8PFeza1K\/wAYvFUGteFGs0hKutwrg4+tfKTZGODzXsXjLVNLu9IngtdRtJ59wO1ZAxPNeN8njr9O1fvfCmBhh8O4Q2ufzFxtj54nFKpUetiSIsHzwDWrZmFpQkyK+\/gZ7VkR8MMn9Kez7ZEIH3DX1cZdD49aanXiCwB\/49ovqaeBaJtxDbj6AVz\/AJ5Ocsc9KQyngZ59qnlOhWXQ6TzoBgKsIH+7ULNaMSGWHP8Au1gmQnGSajaQ8bW5pJF8y7F67htoyklv64K1u+GtOs9T+2i4Ri8ABUq5Ur+VckzMybckAnNbGia3\/Y14kkgd7SX5ZVUAk1hi4ydNqO51ZfOEa0XP4TcvtW1fRJ0h07UdRVFGfnmJH4c19U2fh3VE+GEfjbTvE2of2oLM3Jt5o0kjOOoGRkcV823mlWOo3e601G3hvJAJFguQRnI6A5\/pX2T4QtpB8HTptzcWonjs5UeMMMcA9K+E4ox3ssPCdPSV1fTp8z9j8O8ljicfVpVleHK7WfXpsz4cIILLjt2pVBC5BySfzqb7O7AZDk\/Snrbu2FEcrenymvqpSPinTex+jvwHuNnwk8NICQUnl\/H5mr1b7cBxv+ue1fE114j17wx8BfC0+h3tzpt9\/aDKWjHzYO71rwWb4lfEi4yW8T+IiCf4ZWX+VfmXEXBOIzLEe3pSSS01ufqeS+IOFyrCxw9WEm99Lf5n6rf2hgH5ug6V896zKW13U2B6zn+dfEDeLPHl1hZNd8SzEH\/n4kP9a+m\/CM1w2haS90873DxAuzklicd+9Xk3BVXLZutOad9NLmGO49o5qvYU4NW11se76HKF8slzx9a7uSbdGe7Y5NeWaTcvGsQBz0ySetd5Hcb48kj8RX1sqtonFh4a2IJipwApxn8qfE2GX+ICoWPzEkgsPbgUzzljJYt8o5rzHVbdj6\/A0ly3Z57+0FdQJ8JPE0VxIqeeqJGCDy28ED9K\/MG2JDKMqQa+9\/jx4it9b8LT+GrSQSXMtwjbR2Cmub+APwg+HnxB+FX7TU3iCBo\/iF4C8NDV9Dma4CwxeVKpm+U4y5UgAk4wTxmvpsvxMcPRdWXkfkXH0HjcfCnQ6K36neaD8fvBHh\/wX4ZstQl1hrpbNISy2x2sUADYOecVUm\/aX+HcOo2N5b2HiGaK1R42HkICc4xjLe1fJng3RH8badDorXMkMljcYgJGQofqMe5HrXpqfs9zq2LnVr3C8nZZkj+dfD4zgTKVXnUrzknJt2v3+R9FlniHnk8PCnhKcXGKSvbt8z2G6\/ax8G7iYPD3iCTHTIjX\/wBmrMk\/a20mMEW3hDUZSvPz3Kr\/ACBrzyy\/Z+guphDBeX10Sccx7MfXJrpbb9mvS1Ype6rPC68MqqzH+led\/qhw3BWlJv5s9mHGfF9T4IxXyX6lyb9sG8GfsvgqBeesl4T\/ACWse4\/a98VncLXwvoUX++8j\/wAiK2Lb9nfw+JB5s2qXEX94DGPwwa6a1\/Z68Dqyh4NVmLc\/M2Bj8vpT\/sPhaO8L\/OQf2xxrUdvaKPyh\/kzymf8Aa0+I75MFj4Yth7QO2Pzesaf9qP4rz52ahpNr\/uWa\/wBc19CxfA74ewExHQ5ZpU\/6atk1Zb4N+EYHfyPD9vGoAADMXJ9auMeGIaRw9\/l\/mzOVPjCo7zxVvn\/kj5Zm\/aK+MFwCB4pliB\/552sQx\/47WRP8afi3d7lk8Y6\/k\/8APMhf5CvtdfgvpNsyySeH9N+zv0DR+tdLY\/Dfw1DZrGnh3R4Z4ufMFspJx9RXSs34fgvdwy\/8BiZPh3iiq\/fxj\/8AApH56S\/EH4q3IO7xV4xkB4wLmQZqm\/iX4lz48zXvF759buU\/1r9JE8AaMk7OljbwNL\/0zUD8BWyPACKrzwWlmdmG4QDP0rWPFGVQ+DDpfJf5ET4Dzmfx4yT+cv8AM\/Ldn8f3mVe68Rz9vmmkP8zVOTw\/4znJL2erSE\/3mY\/1r9R7nwytniXyHRD6AED65qv\/AGRp7Ir88dckBh+lbx41wa+Civw\/yOWXhpjXpPEv8f8AM\/Lv\/hCPGU27bomqSDGeIyazG8H+JVcI+k3ULdPnXH86\/Ru88TeHbfxTH4a0q31DXdTI\/eJaqri393PAH51574tgmXUZEvsojHCu0YG32OOlezg+LeaSXs7J7Hz2YeHsYxcvbOTTs\/L8T4dk8Na1CssrWj7YOWAIJx9KyOeccY9utfXc9ppeX86dIpk68DNeR+OtG8OtfpJp9wI2nt0csFwu\/kMCB9BX0WFzeNWXLY+Qx\/C06MHOLPIk4bGOlD\/eyQRipmieKQxkZ2nHHQ1G468HGfSvWTPmpU7KzJ1OBj19qXcMAc030x1+lIcDuabZVhwYHv8ApS9M96jDr69KN\/vyfakNDwc4wev6V6X8NvDP\/CUahqNkkdu7wQeYPM4A5x1rzSNGlZUjR3djgADJNdVo8+seH7658g3mnXYTY4IKN64Nc2MUnTag7PoenlMY+3jKpG8ep7Jr\/wAOPEqtHNaC0SSOMR7UIO7aMZ9c1rXPhTxM\/wANbVrCXVR4qg1B47m2EhVPI25DDt1z3rzCD4geNLZg0Wq6ghT0l4q9J8U\/HCoRJq16yuNv3+v5V897DGSio1OWVj9Ew88ujOU4ylC6t\/Vj6xfRLaPmO3gt0HGfLGBVIpZWaYWyWaUtnJAGfwr1S009b2L5o4VgB+UMDzUlz4aguUUxgbz7Cvyj+3He0mfvVbhpWvCKPGLyaS6ijgaGB4g2QhXhTVB9NgChYUtDnttBzXoWoeHL2zDFLeN4icZxyawHh8on5Nuz3NepRzO692R8ni8l9588fwMP7MLeJY2kCZHQIBWpY7FWNVIdUHUCsm73yyM5JY4446Vo2e7bHkPuUemK9LD4t7ydzxquFjF2SO909vu5Pp3rt7Zv3fPf0rzizlYMoC5JOOtdlbTuFAYfKK7J4zTQuhhtbM2mYAEEHb71z+rTPFE5ya1S5O4k9PyrmtbctC4BJAHavNde8j6zA00kfHvj\/UiuvW8QA825mKKGOMVxVvqGoaD4ijJuV\/s\/VSsV1GykxyrkHa69xkA49q0vipI0GsQSIuZIZSykiuD1O8m1LZOIvJVPmxnOa\/QMvp3pRbP58z+vJYupFvVM+jtJ01dCg07SpLe1e+024N2zxEKku5iSGxzyAAPavq62vfDWq6ZbahDNZ2izg5jLhZEI6g818h\/D\/wAY21nLBrWtKL22mtVsrxAoxJGOAcd2H9K6\/SbuHT4L2\/jkurzT766ZYiV5CjlT+K4r4\/ibAzrppbx69\/I\/TfDWpho4qFKtLlhPT07P79D6eXWPD2mxKIbvTpJehIyWA+oFMPiXw5Iwmk1EoCMFQj\/n0rwiHW7S5QnypUZCO1dBFEk4QxxuwavzaphHF3ndH9aYDw+wVbSlVv6WPVIvF+hIrDzL+VBnBVCA3PoTWDL4m03ziRaXLx792GAHy+g5rmYLQgPlsbWxU62BJVnVsA8Y71zcsIvVn09Lwrwrim238\/8AgHUzeNdIhx\/ZGhT2sqrjeX+YfSiy8cz20sdyuktNcRrj97KNjZ9sf1rmv7PCNJzjb096sLYozAIVbbzgntQ1TsevR8LcCnrB\/edfP8QtUuFib+zrNME5B3HH61lDxdrQ8wQxWKBhj7hPH4msYWjhRIFyhOetSRo4JTaCjdM9cVmqdNbI9iHh5l8d6X5\/5mVqdvFq8xuLuGFb3H+ujUxyY\/3gc1RW08RR4Nl4p8RwD+HdceaB\/wB95rqvskpZAR83T2IqcWdxEqc\/I5+uK6I4yUVyr8dTWfhfldW7dBJ91o\/vVjirjUfHtokl1J4vMkcC\/MZ0KYHuVI\/lXmV54q8ceL1vLHRmmMcTbZb5Z2ww9FLY5r0PU\/BHibxTqgTW54bLwxbtkW8DndMf9o4rubPRbOxhTT7a0itIYBhABwK9mni8PRgp1IxlPolsvW35H5\/U8N8RmOJlhsFGVGhG6c5L3p+UFJNpf338l1PENKsoPDlstv8A2HrUEznM0wQSNKfUlSas3N7oN9Gba+vNoPTzw0ZH\/fQFe4nSFk4KgleDxyPeoZ9DicHzIY5uMMpA+asKmdwnPnne\/r\/wD6jDeENXC0Fh8O4OC6OGvzae\/nY+X7zwl5rNLpV3a30LdAHXctcvqHhHVQj79NkdU67Ru\/lX1fL4P0G4K+dollcbzjJjAYfjTrTwHodtcLc2cNzbbf8Aln58m3\/vknFevR4uVNav8P8AgnwuZfR9q15tKKSfaV7fJx\/9uPgDUPDTxzpsjKruAZDwRz2rf+MPgO38C+I7DTLKCaCG80+G7w7FuXGTz6V9vah4D0LUHDXmmQ3AzjeBjNGufD\/w\/wCKJ7abWtP+3XFvCttE7EhlRRhV49BXu4fxDopxdRO3U\/Mc4+iJmUo1IYRwblazbatbfo9z8yDBLwdrY9qRbaVs4Vzj1Ffo03wX8DoSBoqtjsXbj9aWP4VeDokZodAslZPVCwP516L8S8F0i\/w\/zPj6f0MeI3L3qlNfN\/8AyJ+dSWkzcCOQn6VbisLokKkMhI9BX6OWvgXRLcDy9B0nj0gTP8q14fDWnIP9HsoImXsEAxXLW8TaC+Gm\/wAD6PL\/AKFGaPWtior0Tf8Akfn\/AKD4c16W+06ZdMvDbiZCXERIAB617b4p+GOr6x4v1LUdOCXekXs3mCX7hxjpg4Oa+nk0ow9YMKOPUf8A1qux6f0KIIz2yODXhYzxDnKSlSgkfqXDn0QKFCDp4vEuSbTaUUtvvPkm++F\/iBgtrYaXYwW4A3SuQz0qfCG7EYknt7h3Uc7WFfXwtwvDLsccZHNVpbaAA7TgnuDmvNXHmKSsrH3v\/EquRubnNyflpZfcl+J\/\/9k=\" alt=\"\" width=\"320\" height=\"240\" \/>She had us all thinking in new ways and made the point clear that innovation is social, it comes from people being on the same page and working in sync.\u00a0 Here&#8217;s her whole <a href=\"http:\/\/vid.ly\/9n0e5h\" target=\"_blank\">presentation<\/a>.\u00a0 Thanks again, Erin!<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Erin Liman, a design thinker and innovation catalyst, came to speak to Mozilla last week about Designing for Delight.\u00a0 She taught us some tools for solving the right problem such &hellip; <a class=\"go\" href=\"https:\/\/blog.mozilla.org\/ux\/2012\/02\/erin-liman-on-designing-for-delight\/\">Read more<\/a><\/p>\n","protected":false},"author":308,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[39,1],"tags":[],"coauthors":[],"_links":{"self":[{"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/posts\/189"}],"collection":[{"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/users\/308"}],"replies":[{"embeddable":true,"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/comments?post=189"}],"version-history":[{"count":0,"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/posts\/189\/revisions"}],"wp:attachment":[{"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/media?parent=189"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/categories?post=189"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/tags?post=189"},{"taxonomy":"author","embeddable":true,"href":"https:\/\/blog.mozilla.org\/ux\/wp-json\/wp\/v2\/coauthors?post=189"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}