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	<title>Imobiliaria Interlagos &#124; Magosan Imóveis &#187; Software development</title>
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		<title>Telecom Software Program Improvement Is Elevating The Confirmation Of Operations To Ever-impressive New Heights</title>
		<link>http://magosan.com.br/site/telecom-software-program-improvement-is-elevating/</link>
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		<pubDate>Fri, 18 Oct 2024 18:27:28 +0000</pubDate>
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		<description><![CDATA[Note that a telecom resolution can fall underneath two or extra categories at a time as a outcome of its use case and the aim it serves. Elevate your overall network intelligence by integrating ML and AI in telecom operations. Predict faults, optimize community performance, and enhance customer experience with intelligent network management options. With [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Note that a telecom resolution can fall underneath two or extra categories at a time as a outcome of its use case and the aim it serves. Elevate your overall network intelligence by integrating ML and AI in telecom operations. Predict faults, optimize community performance, and enhance customer experience with intelligent network management options. With our AI improvement providers, harness the facility of the expertise to automate complicated community operations, guaranteeing robust and environment friendly community performance. As a dedicated telecom software companies provider, our OSS platform development companies can help companies automate network tasks, reduce downtime, and boost service quality, assembly the digital needs of at present&#8217;s prospects. Enhanced automation additionally facilitates faster responses to network issues, ensuring consistent, high-quality service delivery.</p>
<h2>Cloud Native Network Features Improvement</h2>
<p><a href="https://www.globalcloudteam.com/areas/media-telecom/"><br />
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8m+cY/8Ac/Jbd30Lx1txfunESa4u+qDEKMSY9oPOI6wP+4tKgoue2RjbtVnT7zJkIctlnkyUwQ6VIW6eVxScYAIScJGANhnpuTtiq6z1JF1pMizI+mIFmRHYDahGyVPK7qUT1+Hf3JqipaCBypAAr0Cys6dKlFKHgS+7s8fh8TwzWNXr3FxNut7Vv7+Gm/x3S6Y2SxslvmHDaMJxDzDikvIIUlxJwoEdwe1Zx4b8eXGPJsmtnC439xE/HqHsHAOo/i6++etYCeEl91xHnqbWgnlYHp50j8QV1+PsO4qPAeed5mnk5LexXsCD7KHv8Rt8qX1hbanT9lXj6PqvT59Romt6jw5W/irKp28Ufutea6+q3XR8y9/Fj9H7ww8TMJzW2inoemdbONlxq5R0D6pcsj0iSlA33x9qkcwBOQvAA8feLnBniRwN1a9oviZpmTaLg3lTRWnLMlvOPMZcHpcRnuOh2ODkV7FaA4oX/Qj6WmnDLtqj9pDcV6Rk7qQfwn+hzuKyvrfQfBPxY6Dc03rWyx7pHKSpPNhE23ukY521jdCh7jKTgZyNq8x1fQLjSpeJ/Wh0kv17fA+jOFeN7DieCpxfgrLnBv8AOL+8vzXVHz00rajxb+ADib4apL2pLOl7VWhVEqRd47X2sMZ2TKbH3P8A4gyg9+U+mtV66E3QUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBQAqISkEknAA71XdEaE1dxH1JE0joewTLxdpywhmNGbKj8VKPRKR1KjgAda9SvCV9HTpnhouJrLie1D1Lq1tQdZZKA5b7acbcoOzzgOfWfSNuUZHNUpZGTWPwp/R5at4rLha14stTNPaVcUHGIAHJPuKOoIBH2LR/eUMkZ5QNlV6t8OOFGkOG2momnNM2OFZrPATlmJGQENpPdaj+JZ3JUrJJJyaudqFBsMRUp8KWodSBzKUa6Jgz72oPXXnjROqIqVEKWOxWR027dd/wAPSsiWCuSNDui5kxLFthhcNvIdkKVygHBwEj8Rz/T8gam1Bbekh1qKhTxOecJHN0xnPy2+VTMC2KdSlDTaWmUAJGBgAewFVyPGZjJKGk49z3NGyCXhWxtjDjuFudvYV1vt+s2mba9eL9cWIMNhPM488vlSPh8T8BuatDilxo0lwth//qT4mXN1JLFvYWPNV7Ff7ififjgHFaX8ReKWreJtz+vahmkMNk/V4TRKWGAfZPc+6jua2LReG7jVWqs/q0+/V+n78vU8/wCL/pBseGU7elipcf0p7R85Pp6c35czI/GHxOXnV3nWDRC37XZ1Aock55ZEkfMf4acdhue57VgpKVKISkZJ7V3ZYW8cJGB3NT7LCGR6Rv3NerWGnW+nUvY28cL835t9T5k1ziC9125d1fz8Uui6JdkuSXx67kJiGEep3BV7dhU1Sldglg1+UnJ5Yro6y0+2WnkBaT2Nd6ypwn4B6i4hrau1yDlrsQVu+tGHJA7hpJ6+3MdvnjFcW8vaFhSda4l4Yr5wu52OkaRfa3dRtNPpuc326ebfJJd2WJorQl+1lcmrFpW1KeXn1qSOVplPdS1dEj+p7ZNbP6a8LGiIWnVwNSLfuF0fSeeY04psMq7eWnpt7qBz8tqynpTR+ntE2lFl03bW4sdHqVgZW4rupauqlfE/2qs527V5brHFt1ez8Fo3TguWOb9X+i9+T6W4U+izTdIpe11SKr1pLfKzCOeaSfN/3PfskagTvDvxO0vrSHG0w8XmluFca7NL8tLIHXzO6Dg9N+bfGdxWzFrtN2t9oisXS4JuExpoJkPIa8sOKH4gnO3/AA1c5wdiMg1BW0Runf4V1Wp63catGEbhLMeqW79X+i2No4c4OsOFaladhKeKjz4XJuMfJL9Xl42z38//ABX/AEY+huL8iTrjg7IhaP1Q6VvSoZaIt9wcO+SlP+AsnOVJBBzunPqryh4k8MdecIdWS9EcRtNS7JeISiFsPgELTkgLbWklLiDg4WklJ7GvpRkQ0Petv0r9+xrE3Hnw68MPERpZWkeJ2n0yC0VLhTmsNy4ThG62XcZTnbIOUqxuDtjpnHsbamfO/StjvFX4HOKvhhnuXSUwvUOjHnlIi36IyQlvf0oktgksrxjckoUfuqJyBrjVCwpSlAKUpQClKUApSlAKUpQClKUApSlAKUq4NCaA1jxN1ND0foXT8u8Xac4ENMR2yrGT95Z6ISOpUogAdTQFvgFRCUgkk4AHet1fCb9HTqziquDrji8zL0/pZag6xbuUonXJGfY7stn95Q5iPujB5q2h8In0cul+FaoWteJzcTUmsWlh5lvl54FsUDkciVD7ZwH8Z9II9IP3q3i8i36fifWX0qUSQkcqeZSlewH5VdR7kZLb4ecLtIcNtMw9OaaskKz2e3IwxFjoCG0e6ifxKJOSo7kk1ctvuv1+WWoEJSobaTzSVEpBV2CQRv8APO351Abt0++OCTeuZiKPU3DScE/FZ+Xb+3SrkhW4rQlDTaWmUbDlTgAewFTkjBKNQUOPhbUcFzJIOOhPU/DOBk1WolvbYwtzCnP6CphmOhhHK2nHue5qy+I/FrTXDmNyzXPrdycSSzBaV6z8Vn8Cfidz2BrLQoVbqoqVGOZPocW9vrfTqMri6mowXNv53flzZdN6vlp07bnbte57USKyMrccVgfIdyfgN61e4q+IW8ar82yaSL1ttJBQ49nlfkD4kfcSR2G/ue1WNrriFqfiDcfrt+mEtIJ8iK3kNMg/ujufid6txqO46fSCB7mvQ9H4apWeK1z9afbov3fz5ng/Ff0hXOqqVrp+adHq+UpfsvJbvq+hLJbKlBIGSam2YXIOZxOT1x7VNtR0tDCBv3Peu/lnrmtsWx5XOTlsiByKHaueRXtUbkPehQfer+Iw+AlXoyHgEuoBAORvgg+4NVTTGlLxqW4NWTTlsU+8s7JQMJQO6lHoB8TV6cOODeodfOpmLCoFoSrC5bid1+4bT+I/HoP6VtDpLRen9E20WywQUsoO7jh3cdV+8pXf+w7VrWscSUNOzTo4lU/Jev7fA9E4T+j691/w3F03Tt+eesv8U/8A9nt2yYtsvhhsCNPOx77c33Lu8nKZDBw3HV2ASfvj3z17Y61j+Fwe4qaW1szCsQU0vdTdzaXiOWs785/ugjJ7A9a2uwaFPMCCMitNo8TX8HP2rU1LpJbL0/bkeuXX0c6JWVF28XSlTaxKDxJ47vff+7mu+Ni2/wBlPrtKYN8+rXDzWfKlAM4adynCvQSfSckYOdjXnZ4r/oqbRql+Xrvw4PRLLOU2t2Rpp88kWQ51H1dzoyTuORXozjdAr0wcaKckfd/tUo9Dz62iAruOxroJfWeTeoLwJR7HzLap0nqXQ9+maX1fYptnu0BwtSYcxktutqHuD29j0PaqVX0CeJnwhcKPE/YTC1lbP2ff4rS0W6+xEASoqiNgegdbzgltW3XlKSc14yeJTwlcWvDBqAW/W9r+t2aUtQt19hpKokoA9CerTnuhWD3GRvWNrBkMLUpSoApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUqJGjSJkhqJEYcffeWG22m0lS1qJwEgDcknbFAQ6zp4bPCFxM8R1yTKtUc2fSzDwam32U0S0k90NJ6uuY/CNvcitj/Cj9Gtcb6uHrbj9EeixiUPRdMoUUvPJ2IVKWN20kfgHqIIyQCa9PdKaIs2mbdFttut0WFEiIDUeLGZS20wgdEoSNgP79Tk1ZR7kNmLPDz4WuHHAjTn7F0VZfJU/hU24ycLmzlY6uL/CnbZtOEjrgnes4ojNxmfKYSpAAxlAGf61LRJU5yephcIoiltS0OFJSQQrlCSPcjJ2zsB77VViM9JXyNJz7nsKuVJSEmX9XQmYoLeyckDqMnl6bZxjOO9VqFac4clD5I/WpuJb2Yoz99fdX6VTdYa003oOzrvmp7k3EjJ9Kc7rdXjPKhI3Ur4CrQhOtJQprLfJLmY69elbU5Vq0lGMd228JLzZWlrbZbKlqS2hAySTgAVrnxh8U8O1edp7hs43LmAlD1zICmmu32Q6LP8R9Ptntini94hdS8SVuWm2Fy02EKIEZC/tJA7F1Q6/6Rt8+tYmQhbiuVCcmvRND4QjTxX1BZfSPRevf05ep4Hxj9Ks6/istCfhjydTk3/iui83v2xzI9wuE+7THbhc5j8uU+ordeeWVrWo9yTua7MQyv1u7J9u5qMxES16l+pX9BWRuDXD+x8SNSv2C9Xp+AUxVPMBlAKnVAjKRn2BJ/Kt4r1qVjQlWqbRiui6eiPGbO3uNZvIWdtvUqPCy8Zb833/NlgJSEjlSAAK5q7daaFY060LvYr6zeLOuSqIHwgtPMvgElp1pW6VYBIO4IHbpVpVloV4XEFUpvb8PxT3RwryzrWFZ0a6xJeaafmmspp902hUeBAm3SYzb7bEelSn1hDTLKCpa1HoABuauXh7wy1TxJuX1KwRMMNKAkzHchlgH3Pc46JG5rcDhpwg0rwzh4tzP1q5uJw/PeSPMV8E/uJ+A/Mmui1viO20hOH2qn9K6evb4m68HfR9qHFc1Wf8ALt+s2uflFdX58l3zsY24SeGaJayxqDiI03KmJIcZtoIWy3joXeyz/D933zWwKG0NIS22gJSkYCUjAA+Ark4pXk2o6nc6pV9rcyz2XReiPqPQOHNO4atla6fDwrq/vSfeT6/BdEjg4pjvXPzqwdc8btA8Pp/7JvM2Q/OAClxojPmLQD0KiSANt8ZziuPb2ta7n7OhFyl2Syc+/wBStNKo/wARe1VThyzJ4We3r5F+/KuatfQ3EnSXESI9J0xcS8qOQH2XEFDrWc4JSexwdxkbVdGw3qlajUt5ulVi4yXNPZmW0u7e/oxuLWanCXJppp+9ENbQVuNjUs+wh0eW6n5f+K5lXe1wZDESbOYZekqCWkLUAVEnAH5nYe52FTSkhWx371XEopNrmZVKE24xe65+RbN6scK5QJFqvECPcLfLQWn2JDSXGnEHqlaFAgg+xGK8yPF79Fq6x9b4heGaMp1sqW/M0otZKkg75hrV17/ZKPtyqOya9VltlIORlNSEiDglyOPmn9KhrJZPHM+ZGfb59qnSLZdIT8OZFcUy/HfbLbjTiThSVJVgpIIwQdxUCvbzxfeALh/4lUPatsDjOl9etNFKbghvEedgHlRKQkZO+B5g9YH7wASPHji3wa4j8DdWvaK4maZk2i5Njna5xzNSWskBxlwelxGQRkHYgg4IIqjWC5ZVKUqAKUpQClKUApSlAKUpQClRYkSVPlMwYMZ2TJkOJaZZZQVrcWo4SlKRuSSQABXoX4SfozZ96VC154gYrkePzIfiaZQrDjqeoMtQ+4n/AN2NyOuMkVKWQa1eGbwc8TvEhc25luiqs2lGXgiZfJTZDeM+pDCf85ex2Gw7kV7B+Hvwu8NuAemk2LQ9lDS3cGZcpACpk5Xu4vsn2Qn0j44zWUdLaMsumLbFtVrtsaDChthqPFjNBDTKB0SlI6D+tVODNkSJC2lQXG2QgLQtaeU5J+6Rk7/1HcDarpYKkcR0sNeWwFIwDugDOe3Xau8YPqZbEgAvYHMEj8XwqYZYckK5G059yegqrRYTcYZxzLPVR/2qGSS0S29HJI+IR+tT6ltstla1JQhAJJJwEgd/lVJ1Vq6waMtirtqCeiOyNkJzlbqv3UJ6qNas8TeNmoNerXb4fPbbMFHljoV63h2Lqh1/0jYfHrXbaZo1xqcsw2h1k/07s1fiPiyx4dp4qvxVXygufq+y8/wTMicU/EcxB82x8PnEPyPUh25EZbbPT7IHZZ6+o7e2a1ymTJdxlOTZ0l2RIeUVuOOKKlKJ7knrXKW1KOEpqbZjob9WxV/avStO0y306Hgorfq+r+ex888QcR3uu1va3k9lyivsr0X6vclmYhPqd2+HepsJA2SMD2q/eFvD61a+fuce4X1cBcGN9YQhtoLUtOcKVjuBtsN9xVE1NpF+wNsXGLcI9ztMxSkxZ0fPKsp6pUk7oWNspP8AWuTG9oOu7bP11jo+qzz5cjrKmk3qso6g45pSzhppvZ4bazlLLSy1jdd0W9imAdq74qvaP0PqLXFx/Z9hhlzlI819eQ0yD3WrG3fbqcbCuRVqwowdSo8JdWcC2ta15VjQt4uU5bJLdsoTEaRLfbixWHHnnVBCG20lSlE9AANyaz3wy8PSW/KvevWwpQIW1bgcgd8ukdf9I/M9qyDw74S6e0CwH0IE26LH2kx1Iyn4IH4R/U9zV1Xe8R7RHU84xIkuBJUliM0XHVAdSEjt8TgdPcV5/rHFE6+aNltH+rq/Tt8fQ914T+jWjZeG71hKdTmoc4x9f6n5cl5k40yzHaSxHaQ22gBKUISEpSPYAdK7VY7T+pdVS1OxJ64DCA45brlb3G34zzS+hWlYOVDlA23BUvoME3u2laW0pcXzqAAKsYyffFacz1pJJYRyK6uLQ2nKjgdvcmob8pphC1KWgBA5lqUcJQOpJPbasG8SePjUcu2fRDqX3yCh24kZQj4NDv8A6jt7Z61zrDTrjUans6Ec930Xqzptc1+x4ft/b3s8dkvtSfZL5S6svviHxVsGh46m5Tgk3BaSpmA0ocx9i4fwp/4AaxPp3xG6gZvJXqaGw/bXlbojoCVsDsUn8XyP86xHJkypshyXMkOPvOq5luOKKlKPuSetQt69Ds+GbKhQdOqvHJ83+3Y8E1b6R9XvbxV7WXsoRe0Vvn/L+r4Lpvubr2e82TVltbulmnNyY6+i0HdJ7pUOoPwNUvWWitN630/N0nrWxQ7xZ7i0pmRGlNBxtxJGNweh9iMEHcEEZrVjSesr/ou4puNjmqbOftGVZLTo9lJ7/wBxWy3D3ixp/XrCIiimHdQn7SG6oevG5LZ/EO+Oo3271qOr8O1tPzVp/Wp9+q9f3+B6pwpx9aa8lb3GKdft0l/i+/8Aa9+2Tyw8YH0X2peHP1vX/h+Zl6g00hK35VjUS5PgJG5LR6yG8ZOP8QY/H1rQFSVIUULSUqScEEYIPtX09vQ1JBLSeZPdJrRXxm/Rs6W43OXDiTwicjae1u4jzJENfogXVY7qwCWnSMjnAwogcwGSutbaPQU8njbSrg15w/1nww1RM0Zr7Tk2yXmArleiy2yhWD0Uk9FII3Ck5BG4Jq36qSKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSrp4YcO77xW11adB6dSPrd0fDfmKBKGWxutxWOyUgn+lATfCfg7xB42apZ0lw9sLtwlrILzv3WIrZO7jrnRCRuffY4Br1q8J3gK0NwQaYvtwaa1HrFYBXdn2ctxTjdEVs/d/+IcqO+CBisl+G7gDo3g1pCHozSVtS2AlC7hLUkB6dIwMrcPffGAemPgANmrbbGLeylCEJ58bq/SrpYKtlMsel4tuQFutgrO+Dvv7n3qtPRY76Ql1oHGw7EVFpvQgkU2aIFZJcI9irb+1TbbTbKQhpASPYVDnz4Vrhu3C4y2Y0ZhJW686sJQhI7knYVrLxP8Sl11PLc0hwnLjDClFD93KSFFI6lsYyhOATzEZx0ArsdO0u51SfhorZc2+S9X+nM6DX+JbDh2iql3LMn9mC3lJ+S+Ley7mSuLniB01w3Su02/y7tqBXpTDQvCGCehdV2/09fkN61P4hXDVmrXjqjVmomJszmI+rBwBLDaicBkD0qR6QMpJ39yFEUy6R0afajyGbm8q9uuOKk+rm9ChgpV7hR5s5J5gdwB96mLS7Md8+WED91ttAQhPyA2FepaLoVDToqVHeXWTW78l2Xpu+p83cX8aXmuylTvPqw+7Ti/qrzk/vSXXKwuiWSTYjLeOeifep9tpDSeVA/P3rsAAMAbVzWzJYPNp1HMnLNOYtl3g3GVBbmMxZDbzkZz7jyUqBKFfAgY/Otl1cYuGFqSxrfTOi7I8WW0odQ0tuLcIilbKHllOFjfGUKV3zgVq5VRsGnr1qi5tWewW16bMeOEttJzge5PRIHcnYV1WqaXbX+KlxJpRTzu0mnzzuvx/HJs3DfEuoaJ4rewgpSqNY+qpSUl9lxyn+GPTD3KjxC1RB1nq+4alt9nRbGZywv6ulWfVygFR6DKiMnA6msm8JPDddtVBm/a0S9bLSSlbcbHK/KT1/+mk+53Pb3rKHCTw6WXRZZvuqvJul6SUrbTjLEVQ39IP3lA/iPTGwHWsvXC52+1tIfuMxqO244lpBcVjmWroke5PtWl6vxZGjTVlpX2UseLyX9Ofi/d3PX+Ffound13q/E285ty9msJZbzmeNv/atu/VEKz2W0actrVpskBiFDjjCGmk4SPj8T8TvVr6l4kW2EZFqs8+ILk4w2qA8+nzY0h5xZQhsBtXOocycFQ9KSoZOdqk79dL/AKubbtumJEZhwSHo1wgTo5caehlXJ5pI5TgpPOkJWnmChgnHKbk0po+3aUiOMRVvurfeVIWp50r5XFfe5c9B2yfURjJNaDKTm3KTy2e5U6cKMFTprEVsktkl2SJvTr99k2liRqKJFjTXEJW41HWpSUEgHlPMM5ByO/SqmMHrXHfrVo6p4gsWienTenbeu+ahe+5BYVhLCT/mPr6No+e57Cr0aFS4l4Kay/h5t8kvNmC7vKFjT9rXlhcu7b6JJbtvokm2VzUOpLJpW3Kut+uDUSMk8oKvvLUeiUJG6lHsACa19vnCPiHrzVMvifplLenFzXUKYiXJ9aJKkJSBzq8tJCObA9GehOT75f07w+f/AGi3qrXs9F7vySVMjlIiQM/hjtnof4zlRwKuq4Xa2WppT1wmtR0ISFHnVg4KgkHHX7ykj5kV21pfPSptWf15tYbxlY7JdfV+5Lm9Y1TRVxPSUtXzSowfijFNKSaWFKUlyaTeIxeFzk3yWMeEHB26aHvt11hqOfAVcrm2WRGtyVCMygqCj94Ak5Sn+u5JzV03bWrM+Q3ZNKgXCRIX5an2Vny2cLwslSd/TuOYZwSNlYUBTW/+qNfSn3mpMi12JzkDYyjncCVHJGMhYUAlXdODglYKkpva1Wa22VgsW2I2wk45ikbqwMDJ6nAAA9gABsKre3DqVnXu2pVNtlyWFsn6dl72ZNHsI0LRWelxdOhltylvKTby2s9+77rCWMFD0zohu0vKul2muz7g7kkucpbZJJKggBKTuTk52yNgkAAXRsN6AHrmuK6qtWnXl45vc2W1tKVnT9lRWF+b9X1OTgjFQVs43R/Ko2KVjOQU6REbf3I5Vjvjf86xnxn4GcN+OelXtF8UdMsXOGoKMd/HK/FcIx5rLo9SFDbpscYIIyDlpxtKhk7H3qWdaSoFDqAQanmRujwl8WvgC4meGyQ9qWzpf1ToU5Um7sNfawhnHJKbH3O32g9ByM8p9NasV9NtwtbTsd2NIYRJiPIU2604kKSpJGCFA7EEEg/A15veL76Li334TOIfhqjMQJ4Qp6VpZSwhiQrOSYq1EBpRH+WTyEjYo6Grjgsnk8s6VO3ux3nTV2lWHUNrlW25QXSzJiSmlNOsrHVKkq3BqSqpIpSlAKUpQCr44Q8F+InHHVTOkeHdgduElSk/WHz6Y8Rsn/EecOyEjBPucYAJ2qHwe4V6g4zcQLXoHTqOV6csqfkFOURmE7rdV8h0HdRA717oeHPgHovgvo6HorRtrQwy3yqlvkAvTJGAFOOL/Edh8NhgAYAslkhsxT4S/ANoHgOwzfbgy1qTWTgBcu0hn0RTjdEVB+6OvrPqOe2wG5tp0/HgoC3UhS+uPj8fep6FAYhNhLaRzY3OKman0IILsRh4YW2AexGxqCm1RwrJUsj2yKnKgzZ0O2xXJ0+U1Hjsp5nHXVBKUj3JNEm3hCUlFOUnhIiIbQ2nlbSEj2FY64k8arHogm020Iud7WeRMdCx5bJ93Vdvl1+XWrD19xzu+ppC9NcNW3WmVFSXLiQUqWBseTP3E7j1HfcdKw1cGBZyy8zcfrE2QCqQ2oBYwrBwsb756g75Gdtidt0rh3xtTvNu0ev/ALuy8uZ5fxLx77KEqOlb42dTovKGftPz5dsk/rqZqe/Sv25qS8omyFEpU0lxPLHychCEg/dxjcDfqCoeqrZYjLeOTsn3qdWHpS0uy1ZCByobGyUJyTygdhkk4HcmovTYVvlCl7KChtt2WDxO+u/4mtKqm23zbeW33yQUxkNpwmqjpqdbbTfoNwu9tTPhsOhT0ZX+YnuP996lK4KQTnvWWcVOLg+TOFSm6NSNWPNNPffl3T5+hsK3xF4aaXkI1NYdJwHIziOQSoDjaZTRUBlC2Vcqhv3BI+PasF6nuMC+agn3W2W8QI0p5TrcYHIbB69Nuu+1StttVwu81q22uG7KlPHlbbbTkk/pWw3DXgNb7CW7zq9LU24bKRG+8ywfj++r+g+PWtdnKy4eTqzk5Tawlltte949+y7G/wBGGr8euNrSpxhSi8tqKUYtrD3STeV93Lfd43WPuG3Ay76u8u630u260nCkkpw9IH8APQfxH32BrZKx2Cz6at7drscBqJGb6IQOp9yepPxNTT0qPFQlUh5tpKlBCStQTlR6AZ7/AAqz5V+k62iTbPpubLstzhryn6yyQHNj6Vcp5k9QcZBHpO4ODpGp6vcapPNR4iuUVyX7vzPZOHOFNP4apYt1mo/tTfN+nZeS9+XuT+qNcRrEwlURv6z5iHOV9BSttK0kJKMBQ515JPlghRCTjJwDJWXS1xuF1OpbrPcjuKKSj6o+oF9r1fZu8yE+hJOUYCVgEgqOd6vp/R1nsEuTc4rKhNmkKkOFXVXKArGABgnKunVRxjOKrbjiW+u5PQDqa6o2c5AbbScBKU5JONtzuTVD1Tq+y6Uty7lepqYzIzyDq48R+FCepP8AzbrVp8SuLts0SVW5hsTruU8yY+4bZB6KWe/vgb/LOa1u1DqW9aquK7pfJy5L6thn7qE/upHQD4VsmkcO1b/Fat9Wn+b9P3/A884r4+ttE8VraYqV/wD4x9e78l72i5+InFu+64UqDFKrdaBnEZCvU7v1cPc/Dp8+tY/8s1Fx8amIcNyU5yobdUhO7hbRzFKe5x3r0S3oUbGkqdFKMV8+88Dv7271m5de6k5zfzhLkl5LYlW47rrgaZbW4tXRKU5Jqam2h+C0w68tOH08wAIyPyz/AFqoKkQbSt1q3KEl48vlv8uRjGcjO/5EA+/sLs0hw3u96vCH9WW2UzC8lS08yg0lTnLlttwjJZSo9yB8OtYq96qEfa1HiPnzfojk2ejyvJ/w9GLlUbxlfZjv1az+3YxuW8d67suPRXkSIz62nWyFoWgkKSR0INZIv+hLbKtF0ucCxz9O3GyJC5kCUpTrDrZOOZp4jruNiTnO1Y45RWW3u4XcW49Nmv8AxlPbs2jjX+l1tLqRjU67prPR46pNNNNNNJp9DOPDbj0QGbHrlzP4G7iB/LzQP5cw/MdTWagiNOZRKiPNuJdSFocQrmStJ6HI7fGtJ2mXX3EsMNqccWeVKUjJJPYDvWZuFcLjNpsoRF0zJk2dasriy3kMcoP4m+cgpO+emD/WtR13QbaKdehJQfZtJP0zyf5eh6rwVxtqE2rK8pzrRWynGLlKP+WE8rz5+pO+IvwtcKvErpdzT3EGyJbuLTak2+8xkpTNgrJyCheDlOeqFZScnbOCPGbxTeC3ix4Xr045fISrzpN9zEHUMNolhQJ9KHh1Zc7YOx/CpVfQIpsuNp89ooURkpJBKT7ZFUTUul7NqWyzNO6ltMW62m4NKYlRZTSXGnW1bFKknYitFaPaVLJ8ytK9HvGL9Ftc9O/tDiT4bo7txtaQqRL0sVc0iMOqjFUd3Ujc+WfUMYSVbJHnNKiyoMl2FNjOx5DC1NOtOoKFtrScFKkncEHYg1QsQqUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCt5/ox9EwJV11XrySwlcmMGbXHWeraFZcdx8+Vvf4H3rRit+vowdRxEw9YaYU6kSUSY05KCd1NqSpBIHcApGfmPerR5kM9TNJONsyVLPTzSr8s5rJIUlQBSQQdwRWHdMy/Q2Ob1pSO/3kjv8xtWQLVe+RKW3DzN/1FXaKlxE/CrR4icUNJ8MrV+0dRTh5ywRHhtEKffP8Kfb3Udh/KrB41+IiPoN06X0vAXMv7yU4cebKWGArod8eYr2A29ztitcr1JNpvcm+8UZL971V5ocFseJW2wtKgeSVkAFtSCCgMqIA2OOlbPo/Dk7tRr3OVB7pL7Uv2Xm/wBUebcVcf0dLc7PT8Sqx2lN/Ypvs/6p9oLs88mVXW3FS9cXryY+rbubFYWz5zFuQVpBbwcOFXKfMWNjgjfcJwTVlvX5mHFTa9KBxgKVzvycFCnMAcoxk9DzKB23KcAFAUZG7XW76nlNy7tKdWhhsMRm1LUoMMgnlbRzEkJGdsmuiEJbTyoGAK9PtdOp0KcYKPhivurl/t+b6nzjqnEFe7rTqym51JN5m/tNdubUV0SWNjo0wlslaiVOK3Kj1JqLSldljBrTbk8sUrs006+6llhpbjiyEpQhJKlE9AAOprYnhJ4YnpXlag4ktLZZ9LjNrBIWrv8AbHqn/QN/fHSuv1LVLbSqXtbmWOy6v0XyjvuHuGtR4muf4awhnvJ7Riu7f6c30RjPhfwY1VxNk+bFaMG0tKAeuD6DyfFLY/zFfAbDbJGRW4Gg+HWluHNsNu07BCFLA+sSnMF58jutX5nAGwzsKuOJEiwIzcODFajx2UhDbTSAhCEjoABsBUQpBBBGxryXWuIrnWJeF/Vp9Ir9e7/JH1JwhwDp3CcFUivaV2t5tcvKK+6vzfV9C1DxJsJde5GJbkZhHmuPoDZw1vl0Nc/nFHpJ5g2QQCoZTvUpetAuaov4usnU8uVYJsXkftZWlcdf3SgpBSRynBPMMLCjlK8bVFkcMrc+4xy3SY21FQtqOEhHOy0oEFCV4zgAkJJyUgnBGauuJEjwYjMGI0G2I7aWmkA7JQkYA/IAV1dyrZJewbz1+e/pt+uzac9QcpfxqWOmO/XGOnbO/XrhdLbbYlpiIhQkqDaMnK1qWtajuVKUokqJO5JOax3rHxA6J0jf1aW8i4XS5NuJacZhNBfK4rojJIyrcbDO5x1q8NWa0sejYbci7vrU9IV5cWIwnzJElw9ENoG6j/Qd6wVK4C68vWqHuJECPZbVNmzlT0Wye844YqyoKSsrbGFL5uYlP3R037djo9laVHKrqL8MMfV3xmXxx3a27vo9e4s1fVbeMLbQYqdbK8e3icId8bLL6JvLW6TWWr8tvES78YA7buHDq7Pb46kJuN1khJkt5BPlss5OFHB9athvgE1fmltIWHR0FUKyxCkuqLkiQ6rnfkuHqtxZ3Uo+5/KrN4LcI3OFkG4v3O6NzLjdVoVILIKWW0o5uVKc7n75JJA9sbb37GuzEyV9XjsvLRg5d5CEAjsc79vz2PQ5rBqlajCrK3sX/JWPe8c2+b3zjp2RzuG7S8q21O/1mP8A1TTytmoLLwopbRysOWMtvZt4WJ/qKplw09brlMTOeDyHfLDLhadUgOthXMELA+8nJO3xPYnNTNBnHSurhOUHmLwbJUpU60fDUWV5nRttDTaWmkJQhI5UpSMBIHQAdhXbf3rq442y2p11aUIQCpSlHASBuST2FUeZfGppNvsktK5S0lWUgH0jHNgnKQrCkqTzbKBBGRkipflsiJfdS26wtoMlS3HXV+W222kqyvGQCoDCNt8qIFUe1t6mud5i3CXLejx2kl1SEMuNtvNLSChBS4RyqCubOU84GAQnqalaNMfU+d67zBcZK3/rCllsoQVhISlXIVKHMEpAz+eM71WiRnlG5oSck8oyTXACifUCB7VyEjqdz7+1WhrniRZ9INOQzMiC6OsLXFRKdDUfn3CfNcOyUlQwT274G9AXdunqdvehCVDGMg1amhdS6kvipcbUNpQ15CWnWJjKOVp9DgJAxzLSFgYJ5HFpwpJyCSkXWRgZT09qAgrbKdxuKkpEIK9bHpV1x2NVQEKSCO42qGtoHdOxqckY7GsHim8F3CzxP2lbl8iCyaujMFq33+K0PObwcpQ8nYPNZJ9JII5jyqT1rxt8Qnhl4reGrVJ09xEsahFfJNvu8YFcKcgEjKHMbK23bVhYyCRggn6J34zbw5XE4UOh7irN4h8ONIcSNMTtFcQdOwr3ZLi2WnmJLYUk+yknqhYIBCgQpJAIIIzUOOSUz5s6VvB4wPo1dZ8HDO1/wbamap0U2FPvw0pLtxtaM+rmSkfbNJBB50+pICioAJKzo+QQSCMEVTGCwpSlAegv0XWhoYh6j4jvpQt924tWdkkbtoaSh1z8lec3/wDZXqvpNSGC2VbAHf4V5efRhaggL4fal00l3/1kS/fXXUZ6NPR2kIP82HK9JtLXTzGUIcX9okb/AMQ96ypbFXzMp0qkW+6gJDbxynse4rH3Ezjczp2UrS2kYpuF8cUGslBLbKldAB+NW42G2/XtWe1s617U9lRWX+SXd+R1+p6pa6RQdxdywuS6tvsl1ZeWuOIem9AW/wCuXuVl5ezEVvd10/Adh8Tt/atbNTa/u/FS5OIv90FrtTB5mYDSj6c5CVnbC8bcxJGASRjepG7LahS3r1rp9y8399XP9RdWoIaOSlaJIBQtsgEKSEHGw7VblzuV01DN/aN3kl53kS2FFISeVIwkbAdu9b5pGi0rVeOO8v6u3+K/X8DxLini+41F+zn9Snn/ANNc2v8A7jT2fLEVnz6NzMi9paY/Zun44jNB0Ol8BSVlSSrlIJUd8Eb9QRty5INPaYS36slSz1Ua7pSlIwkYFc1s1OlGmtjzm4up3D+tyXJdEKUrlKVKUEpBJJwAOpNZTjnFXZoThrqLX0ootrPkQ2yA9MdH2aPgP3lfAfnir54bcBJd08q861Q5FiEBbcIHlddHX1/uD4dflWe2EWexRWLex9UgsITystApbSEjrgfDbNalq/E1O2zRtPrT79F+7/I9R4U+jmvqTjdaonCnzUfvS9f6V+b8uZRtEcPdO6Dg/V7TH55DiQH5bgBddI+PYfAbVP6g1DDsLKefldlPhQixysIL60jPIFHYKx0B3PbNQdR3aZGaQxBblJbmMOhE+LFXLLLuB5f2aAcg5J5jhPpwTvVNsGilGeu/aqiwZFyOW2ynD3K2UgYUpSE5O6sHGQk8pUoVoFatUuJupVeW+rPcrW0oWNKNvbwUYR5JbYKKLJqPX6Uy7rMYasFwbUpcFxoqeYUlQACVAp5FApUQopz6ilaMir7tlthWeE3AgMhphpPKhHMTyjsBnoB2HQdBU4soQnmJCQKll+a+cAFKP61jM53VJyfLZ3PTPYfrXdttI9St1HqTXVDaWxhPauwVihJYnFjhfF15bfrkBLbN6io+wdOweT18tZ9vY9ifia1Ylw5UCU7Bmx1syGVltxtYwpKh1BFbyA96xvxc4TMa1iqvNmQhq9sI2/CmSkfhV/F7H8jt02vh/Xf4Rq1uX9R8n/T/AK+B5hx1wV/ysXqWnx/nL7UV99eX9y/PlzNb4FqSsuv3FSmWGASsDAWSCBy79DlQ9/lVXt0C7alQYGjba/mNlx8B5CVJSrCebmynCenNnbbJIBATQ7o7c0yFwrogtPR1FtxstBtQUOvMABlXuTkn3qoaV1fcNJuyzEixJTE9nyJMeU1ztuIznB6HrW71oVZ03Uhhy6Lp+mdjxu1rWtKuqFXxRp7qTSXj/XG+M46Z6ld0bb9Cyblb9O3Rq5ru05/yDMafQlqG9zYbCEgK80ZxlRON9hV0vamjWe7Q9X6it11s96U6tp9ULyyzdm2yEq5mlnmRzberBSdyMnpRrhxBtczRy4rjscXkOMyYCIlsRHZtykOAkIWn1FSh1J22/OrRRf0Tpj141AqRcJ7i+ZS3XM+YkggpBweQjO2xxtjlIGet/hat1KVSrF43WMvf0zheF7J7NfVyv6jYVqVtplOFC2nFvaSlhJLHLxYcm5xw2mmm1PDaX1CcuV3vWqFzA7d5bNrQ8t5u3rlLcRHTzelKWycAAHAOMbYG5ANGukiA6siGyjAJAWEFPoz6ds7nA64HWuLpd5V1f858gAAJSkADAAx1A79T8STUjXbUaHgS6eS+dzV7y89tKST8Wecnzfovury+BfXBjUVk01riPMvqEJZeaUwh9YyGHFYwv4DqCewV862xS42tsOoWlSFDmCgcgj3zWlul9I33WFwFuscMuqG7jh2baHupXb+9bV6B0fI0hp1iyyru/PLR5sufdQT1SgdQn5mtL4to2/tY1VP+ZycfLv5fqev/AEW3V9/DTtpUf5GW1Pl9bbK/u9Vy5PoXEpanyEtj05zzHqaLaUkb7jvUcJCRgDFK07J61jPMpj0XbnaHzT2rUbxe/R98NvEnGmaq0+lnS3EEI5m7o019jOUkDlblNjHNkDlDg9adj6wOQ7kLayMo2+FSz0dDvX0qHemMkp45nza8ZeCHErgJrKRofibpx62TmiSy79+PLa2IdZdHpcSQR0OUk8qglQIFiV9H/GXghw646aQk6G4n6bYulveBLLuOV6K5jZ1lwepCx7g79DkEg+Ofi9+j34k+HCTM1bplL+qtABfMi5Mt5kQEHomU2noAcjzU+g4BPIVBNUawWNTKUpUAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBWR/D7xfncEeJ9r1swHHIaT9VuTCOrsRZHOAO5GAoD3SKxxSgPe7hlxD09rTTcDUWn7i1Nt89lLzLratlJP9iOnuDmslwLsMAqcyMff7/mB/cV4VeHvxP684A3XltbhuVgfVmVan3CEZJ/xGlf5a/yIOTkZwR6p8CPEroLjNY27tpS8pU8gJ+swniESYyiPuuIycfMEpONiayp5KtYM/6t0bpjiFazatRwkrUBlmQjAdZPulX+3Q961i4hcGtQcPpS5sjmuNrWv7KchJwM9A4Pwq/oexrZK23dKgktqBSR93OB+Xt/baq+1JjT4y40tlEiO6nlcbdQCCD2UDXf6NxBc6RLwr61PrF/p2f5Gj8XcCWHFVJzl/Lr9Jr8lJfeX5rozR2ruf0nYo+nWr6i/RJL0iGFphNzmEvNPb85cSpXMEjbCQCpR9huclcTPD6QHr9w/QVoJ53bYTuPfyj3H8J+OD0FYKeZejvLjyGltOtqKFoWkpUlQ2IIO4Nep2Wo0NYpxq2lTGOa6+j7eq9x8x6xoF5wlcTttUoZ8S+rLP1X/dF4w/R7rqjpVe0bofUuvbsmz6aty5L2ApxZ2bZT+8tXRI/v2zV5cG+B9y4oOLukqYINkiu+U88khTriwAShCe2xGVHbfbNbgaW0lp7Rlqbs2m7Y1DjIAyEjKnFYxzLV1Uo+5rqNe4po6W3QofWq/lH17vyXvNo4J+jO74kUb2+bp2z5f1T/AMey/ufuT6WTwp4E6a4btIuD4Rc72pI55jiPS0e4aSfuj+Lqfh0rJtc1xXld3eV76q61xLxSfz7j6b0vSrPRraNpY01CC6L4t82+7e4zmnSlYiv/AIldH2vUbmm7Rabpen461pfciJQEDkBLnJzKBWUhKs7AbdataWNxfScbeDlhZfkvNlNU1qw0WEal/VUFJ4WebfZJZb9yMu9ulWNf+IMyVc3tJ8O4LV4vTKgiW+tREO3Zzu8sdVezad+ucYq3rNqm8cdWHjpuY/p/SzDoZlPhaRcZSuUEtp5SoMo33VkqO2Mb1kmw6fsumLa3abDbmocVro22Op7qUTuonuSSTXInQhp0sXKzUX3ei/yf/wDK976HApX1bXoKWny8FB//AFPvS/8Axp8l/fJf4p7SVE0nw+h2GY7f7xOcveoZIw/cpKQCkfuMo+60j4J/MmrrxSua4NavUuJeOo8v52S5JeS2O5tLOhY0/Y0I4X5t9W29231bbb6skZlrTNeC3X3C0RyrayeVWxAx7HfP5D2qNHhRYhKmGUoKgApQG5x7mpjpXHX3rEcoVLzJ0aAz50lZAJ5UpSgrUo9dgASdgT8ACe1Uq9aqi24xmYnLIcmKLbawr7NKtwCojJPqHLhOSCRtjJEC2Wm53TzJd/ekpYfCgYDwawlRwA4koKlNnGQAHDsTnc0IIKJd51O479RdftsZtQ8t1TKVoc/eCkk+sHsRsRzfwKNwxoMKGOaNFaaPLykoQE7dcfLOTiorTTUZluO0jlQ2kIQkdgBgCu4Gd1/yoSdRzK6bD3rrIfiwozsqU82ywwguOuOKCUoSBkqJPQAbkmpC9aktNj8tmXKY+uSAREiKkNtuyV9AlHOpIJJIHUDJFWpJut41jJdsVtuL+mr/AG5Ln1uM40X2lxnCtpLqFKSEr9SeZBI6pIIwTQDVPEtFmfZJsk2ZZpkPn+sxRyuF1eeVs8ykeUopwU8xysrSE7ipyLw503JdXLVBKLdMaZfEFxCkLZkJGPNCwoKQtSMJWM+rl3PXMzpHh9aNLLZuHlsPXZMMQnpjMZEdLqArmJ8psBAKjgnA7bYG1XOVZ6b/AO1AQ48eNBjtRIjLbLLKA2002kJSlIGAkAbAACu5PMcEZPXl/Wicq3Sfmr9K7hISPSPjQHXlOMlRz/T+VAo9FbHt8ax5qzVl/tPEC22qJNCIDhgIcZ5EkL8+Q42sklJVnCRjBGCO+9ZDIBBBFdfZ6jSvatWlTTTpvDz19N+Wz7GGlXjWlKMfuvBwpKVjcdutQHGsApWAUmo+SjbOQenvXJwcjGa7DODM1ko0mAUgloc6D1Qd9v8AetFfGB9Gro3jGJ/EDg03D0xrRaVPPQAkN2+6OZyeZKR9i6rf1pGFKxzDJKxv8tojdAyPapORDQ960elfv7/Op2ZGWuZ80uvNAay4YapnaK17p2bZb1b18r8WU2UKwd0rSeikKG6VJylQIIJFW/X0I+IjwwcLfEjphenOItkSiey2oW68R0hEyCs78yF4OU5G6FZSd9s4I8bfFJ4MOK3hgvLj17hKvGkn3eSBqCI2fJWD91Dydyy52wdiQeUqqjWCyeSi+FTjieBfFGNe55Uqx3NIhXVKeqWycpdA7lCt8dxzDqa9nNFattd7tcS52yc3JiyWkPsPMrCkrQoApUkjqCCPmK+f6tg/DT4wNZcB5LdjuPnXnSi3AVQiv7WJk+pTCj75yUH0kjblJJMxljYNHt/AviyEpW5nOAFdj8/Y1J6v0fZNeRPLngxZ7Q/9PNaGHGj2/wBQ+B/LHWsN8H+Omi+Kun2NQaPvrE2M6AFpSrC2lEZKHEHdKh7GsvW+7ApBSrKf3c7j5fpXIo1qlvNVKTw0cW7tKF9Rlb3MVKD5p/P4PmjW7XWktcaBuSv2+RKYfcUGJyEktvfMncKx1B+PXrVs/t+4/wDcT/Ktz3kW29wHLddorMyG+ORbbqcpPzHY1gPiZwBnWUO3zRQdnW/KluQ/vPMJ6+n99I3/AIht13NelaFxPbXeLe8SjPo+j/Z/l8D5142+jfUdLcr/AEmUqtHm485x/wC5efNdU92W7e7dBtVmRd42qoM5UiFFeaisTGFOturaQp4Op5uZPIsqSEhJUcZPLjezv2/cf+4n+VU4ggkEYI6iskcI+Cd94oPqm+cmBZY7nlvy1DKlKABKG091YI3OAM9+lbPUlQ02g613NeFdWvy25v4nm1CF5xBewtdLpNTl91Nv1bb5L12SKBpaDrLWl2bsum4C5kle5CU+ltPdS1dEp+J+XWtsuF3BW3aIYaud9daul7KQVOcv2Mc9w2D1/wBR3+A6VdujdC6Z0FakWjTduRHbAHmOnd19QH3lq6k/0HYCrgrzHXOJqmot0bZeCn+b9ey8l7z6O4M+jqhoCjd6hL2tx/8AGH+KfN/3P3JDmIrD3Ea7TblrEWZNtntyIrGLehuG0+uZnC3FpS4SkISUteopIBSeYboCswU6bmtUPXdOvVYVnWcPE8NLy8+vo12fR7lq8PLbfYFremX9tMaROd80QWlfZR0gYGE9EqV1VjAJOcJJIq5nZSW/SPUvH3R2+dQ1vqdPJH6H8f6frXdmOlsZO5O+c5qcYONc3ErmrKrJYb7ckcNodWrzHVfLbp8qjHptim1dVLQgZWoJHuTihgOquare1Xre06Q+oIuSJDr9zkfVIjEdAUt13kUvlGSBnlSogE5OMDJ2q1tV8VlS3ntP8PJMGVc3IxVFkrUlbT8nHMmK3lSU+apsKcHOpIKQCAoHIktB8IQ6l/UHEK3RpM+fIVLVEcTzFpRJylxQWrzEHCVBlxTobOyVkAAcyFvGnH2ld48ur/0dZUvp1p+xs1l9ZfdXv6v9091kyNp/UFu1NZYWoLNIL0G4MpkMLKCkqQoZGx3H51VAskZqA3HaYaQyw2ltttIShCUgBKRsAAOgFRE9gNq4ksZfh5HZwUlFeJ79TG3GHhIjXcFd1sS24t+Yb+zUcBEkDohfsfZXbvt01Bu0nUdiuMi0XeMuJMirLbrLiMKQf+b59q9ChWPuLHBuwcT4AW7iFd2E/wDppyEjJ/gcH4kf1HY9Qdu4d4kVg1bXizT6PrH918OnY8p4++j6WtqWoaS/DcdY5wp/tLz5Pr3NK/2/cv8AuJ/lT9v3L/uJ/lU3rHRWotB3lyyajgqYfQSW1jdt5GfvoV+JJ/mO4B2qm2y13G8zmbZaoT0uVIVytstJKlKPyFepwdvUpqtFpxxnPTHqfNFWN9QuHa1FJVE8eHfOe2OeSP8At+4/9xP8qyzwo4Qaw12pq73ta7ZZFYUlZR9tJH/u0nok/vH8gavvhJ4a4dnLF/12hqbOAC24P3mGD1BX++oe33Qc9djWfWmW2UhDaQABgADpWha7xXShm305JvrL/t/f8O57jwV9F9zV8N9r7aXNUs7v/N9P8Vv3a5FO07pu0aYtzdss8JuMw2OgGSo+6j1J+JqqOPoZbU664lCEjKlKOAB8TUORIZitKffWEIQMkmqQqRcbwEx0RVR2yspdUVepGMgg7jc7YxnrvjAJ88nOVSTlN5bPeaVKFCCp0koxWyS2SXkiu8/xrgrI2xUrCipgxm4iFrd5AAVKPXbr7D5Cpk1UyFKVdrrHusSDMgxQzMW4hDjchSlApQVDKSgDcJ96qi/WM9/enWuegoCWdCiOVwZB/rVLuMFL8d2NIYblRHkKQ604kKSpBGClQPUEZqtqwRhW4qWBSpRDeVJ7Gp5kbo80/GF9F9aNUi4cSfDiyxbLutRkzNMqIbiSdjzGKejSyRnyz6Dk4KMAHy51Dp6/aTvc3Tep7PMtV1tzqmJcKYypp5hwdUqQoAg19NEiElZ8xg8qvbsa118UXgy4U+J2zrTqKALLqqOgCFf4bSRIRgEBDo6Ot/wq6YHKU7mocexKZ4I0rLniI8LvFjw0amXZNf2YrtzzpRb71ESpcGaMZHIsgcq8dW1YUMHqNziOqFhSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFVvRuttVcPr8xqXR17k2u4x9kvMKxzJPVKh0Uk9wQRVEpQHqH4VfHhpbiJIY0nxLfRYNQltLbLgWExJbm26Co+lW3+Go99lE9N3IN2xyOJeSttf+G82cpWOuAf7gjP96+eAEg5FbeeGbx+ax4Yob0dxKlyr1pxYbabmf4kqIhJGAc/4qMAD98b4J6VdS7kNHsNBumSAVAE9MdD8vY/Cra4hcJ9OcRGVzGwm33kD0S0J2cI7OD8Q+PUfLarP4ecU9M66skW+6bvMW4QJaAtt1pwKSoEZx8D7g7jvWR7XeWnkJcaeDrZAwpKuYj8/xdvj881y7W7r2VVVreTjJfPvR1up6VZ6zbStL6mpwfR/FPmn2a3Rr5p6Bxc4T65btun4Ur9oSFhIZaQXY89tJ79inBO5wU834TW6FmlXCVbYrt4iNRZ62kqkMtOeYhC8bhKsDIBq1oF0xyrSsbjZQ3Bq4Ys5qQACQlXz2PyrsdY1h6x4JzpxjNLeS5v/AF+Pqa9wpwjHhNVaVC4nOlJ5jCWMQ9PN9WsJ9s7lXrioDb+Nl/zqOMEZB2rozcQawJePDPOjaom6g0RqiLAbm+b9jMhh4seaCFhCj2wpQBxkA4yetZ7oa51jqVzpzk7eWPEsNNJp+qZ0us8P6fr8YRvoZcHmLTcXF+TTT+V2LF4V8Nrbwl007bf2n9ZekvfWJUlwBtBVgABIzsAPc5O/yF0RrjJnvgxW0COPVzLQrK0k9QduXvsQf74KtMh25iY9PWppP3W+nxA2wNj0JycHHxNQaabZbQy0gJQhISlI6ADoK49xcVLurKtWeZS3bOfYWFvpdtCztI+GnBYS7L37nbFD1pVKu2pLbZ3VRn1lcnyvOSynAUpOSBgkgbkY69ce4zhOYVJbqG/TsVkEpQCOZWPbP/N6tpzVNznXY26wQG3UsqKHVSOdB5vLCxnbKE+oDJBORjA2JgOWe66wYX+2pLLUFTyJET6shJISDlJyrJ58YPPhOCSOXYKq7GW0sMpbClEISE5WoqUcDG5O5PxoQUi0aTs1keVJjMl10qKm1uhKlNZGDykAHJycqOVKz6lHAxV+bJwkfM0OV4PQf1NdwABgDAFCTqEgbk5Pua5O4IziufyrjuKAsl7R2oJpl2C73YXG1S20qTc1pbauUdaFhaEelHluALAUCUpxuMK61dUC2xLY0W47fqVguurPM46QAApazuo4AGT7Cpwqxt1J7V0yc46kfyFAFKPU7Dt7mgQCPX0/d/WuyUAHOcn3qDNakOw5DUN1LUhbS0tOKGUoWQQkkAgkA470B0uNxj2uHInSA4tMZlT60NIK3ChIyeVI3J+ArG//ALQNR3vUzsjQ1zs98tMZ9hlyC0hwPKac2LnMUgJwQtQc5i2Up5ccxBqNG0tq68X1ljU1tix5UCAkx9TwHB9bQ+Fjma5iEc6Fhbh5PL8tOADzk7ZDgQItrhNQYbSG2WEhICUpT+eAAMk5J26k0BTrppCwXe8wb/PgIcm2/BZcI9jzJz78qvUPY1Vyd+VIyf6ChPMM9B29zQIB2IwOmKw07elRlKdOKTk8tpc3yy+5WMIxbcVhvmcAZOQc/wAX6VzyY+7n8z1rvv2rHegNT3q7asv1suNwbfZiPPIabCMFAStJGdz2c5dgPuZ71xbvUKdnXo0Jp5qNpctsLO/+jFUrxpTjB/e2MghQOx2PtXVbQXuNj/eu6gkg5/KiVHPKdyO/wrsDOSbzCHU8jqPl/wCKt/UmmLTqCzzNP6jtUa6Wm4Mqjyo0loONutqGClaSCCDV2KSlWAoZFQFtFI3GQanOSOXI8lfGF9F3crD+0OJHhujO3C2gqkS9LFWX4ycZUYilHLiRufKJ5+ySvZI86JUWTBkvQpsd2PIjuKadadQUrbWk4UlQO4IIIINfTk/B3K2APint+Vak+LrwA8OPEmxL1TYgxpfiBygpurbRLU5SU4S3KQCObYJSHB604H3gOUw49iU8njXw14p644Sahb1Loe9OwZKSnzmslTMlIP3HUdFDc/EZOCDvXp/4VvGrojjJ5dg1HP8A+n9ThKECC6tJZkK7raJHMsfw5Ch7KrzO4x8EuJPAbWEjRPEzTb9rnNElh3HPHmN4BDrDo9LiCCOhyk5SoJUCkWRHkSIj7cqK+4y8ysONuNqKVIUDkKBG4IO4IqqbROD6IYV0WgpCnACoelaTzIcT7g/iT/bPY1ccG55wAcK/dzkH5V5N+Gb6Q6+6dYj6E4yzFy7et1pLN75Od1oA4+3HfsC4n1cuQQrOR6OaQ13ZdS2yPc7VcY02JISHGnmXErQsdlJUNj8xWRPJBPcRuCli1wly72ItWu8nKlEDDMgn98AbKz+Ie5yD2xTw+u3FrhfrROnLNaZb0h90edaVpJakp2BUD0Tt/mA4HfI2rYK33dC0pWHuZB3DgOdvj8Pj/PoTVxwLlyLDg5eYjGeuRWyWXEle3tpWlzBVabWEpdPf28unRo881n6PLO/1CGq6dVlbV08ylD73fbkm+/J7+JSLrt8l+TDZdmRhGkLbSp1kL5/LVjdPMNjj3qYqlxpjcgApPKsb4z/apz6wsJwEgq981rT3eUegRzFJN5IzjqGhlZx7D3qByuyj6xyo/d/X3rs3HJV5rx5lEVHxgYG1RyLHVCAgYTXY0NWXrXihYdJrVbmnxMunMEKjMAOLaKgCOYZSCvlUFJa5krcAVyBRFXp05VZeGCyzFWr07eHjqPCLivOo7PYQ2m5TEIefQ4uPHG7sgoTzKS2jqtWOw96xO5JlcdrZJueiNVyLU9AebcZiXKIxIZYfTkIebLR8xJP2iFJWpSVJUscnKoKMjaNIX3XVzd4jcSru5b7PFdKmI0pMiIYwbABfjeYpDkYLWhCwpSEuJAUn1BQWajrziXeLFabU/o9T8HTTkZfLe3IS5jxcQQhLam3lIUhJI/xXCQrIIPc9xa2UpTVOhvPu/sp88cnl46JZ7GranrFOlRlXvMqkllRX25LKSlzXhim/tNpbrOHgyJo3QWndERSxY4P1cupHmJS84tsHPMoIStR5U5J2+XtVx9RVi8O9fXDUchem77b0Iu9vgR5MuRFfbejOKcHQKQSEqzn0ntuNqvrpXW3dKrRquNfeXrnPZ5O/0y6try2jVtFiG6xjGGtmmujT2Z15d80GOhG4rtihGe1cY7A471z1psBk1LrfW6SiOPgV4/t+tCCha70ZpnXdnXZNRQBIByplaTyusL/fSr8P9j0IPSqVw44SaX4cwuS1RvOmOJw/NeALznfAP4U/Aewzk71ejUdLe53J3zUY71yle3EaDtozfgbzjOx109HsKl6tRnRi6yWFLC8WPX9eaWVybOqRgYG1FJKkkBRBOwI6iu1cKISP7CuKdkUZFhdfBFznOPeW9zoII9ScDZQUDjvnlIyFEbA4qqpGAEIHKhIwPl8K5CeY+sD4Csa64vHEy262Qi36ck3TSCrbzPNx3IiC7JytK0OOvLQWWwgpWVYUSUgAjcHLSpOtLwpperwce5uFbQU5Rb3xss+/boVDidxPRw9tUW5xbSJ8eR9YLktTikxI4aQVKDrjaFlKlYKU+nBIOSMb4cgyeIt7W/qLQ2qLjK1BDmtylQJDU1t11Eo87UWVHfKY7bCEZBfaG4QOX1E81e0NphjV0N5/hc3F09pmTcZVq1LYZiUT7dIQkAKdipScAuD08wUEkHJSSMHM2lNE6U0REdhaVsrEBuQsLeKSpS3VABKSpaiVKwkADJ2AwMCuydSjYx8CWZ+fwkt/ybzszoFRutXqKrKXhpdMZ545weze+N5JNbrDRWUZKBzgBWBkA5GaOOIbGVn5Dua6OvhKuRoBS/6D51w3HJV5jxyojqf+bV1Bsx05XJJysYR+7+tRwhKRhP512GOnaudu5FCSCtoKOU7GpV+O28OVxOFDoe4qalTIkJnz5j7TDeQOdxQSM+2TXSPKh3Jkvw5LL7YUU87SwoAjqMjvUpkYLK19w90nxC03M0fr7TsK+WWekJejSmgtCsdD7pUOxGCOoINeTHi++jN1fwn+u6/4INzNUaRCy49awC7crag5JIAH27QIxkesAjIUApdezbjRAIWApJ2+FU+RCKAVMjmT3T+lGkwng+YuleyPi/8Ao2NE8bPrmveEZh6U1u6svyWSgpgXRRzzeYlP+C6SQfMSCDg8ySVc6fJDiBw71vws1TM0VxC01Msd6gqKXoslIzjJAUhQJS4g4OFoJSeoJqjWC5btKUqAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUBkTg3x319wSvJuGlZ4dgyFD67a5OVRpSR2Un8JxkcwwfmNq9a/Dn4peHHHWwMvWSa3BukZsJl29ZSmREPsU7eY3k7KG25wQcprxQqp6a1PqHR16jai0teJVsuURYWzJjOFK0kHp8R7g5B7irKWCGj6F4dxcbKeZQHmAEEEltwd8Hbf+RG2R0FXFAuYI2O4xlJO4+PxFecvhZ+kLtGqzH0XxfXFtV4dUGmZivRCmE4Cckn7FzPTt0wQTit6Yl7grLCokvzEOtJeSSRztkkgg467pO/cYyO1X5kGU4V1CgEuHmT79xVWaewOZCuZJ361jqDdckZXgnGFDofn7VcUC6KbOM/NJ6UIwXYhaXBsfmK7VTo8pt4czasKHUdxU62+Felex/vUNDJErmlcVAKPerrPhvKixob2HIylMvojuPDzs4CSEJPKBscq2OfgagWnTSESVXa7DzpqllQWoJCscoACuXYkbgewKgMBSga/XXm5tk9PegOSoJISBn4CgTn1KwT/AEFMJbSSTgDckmrcvGtIcNEmNbmlyZjI5U5GGgtSQpvKu4VzAAJ5lKwQAcUJLk/KnaqLaLddkTHrhcpzpC1Etsc2wQpCNlJBKUkKSoYSSOpz6iBWSpKQSTQg5zXQqPYjA6n2oo52I69EjqfnXITkgqO47dhQk4Skq9wD1Pc12CQNkgDHbFQpcyNBYVJlPJbbRjKidhk4/uajbY60A/pXBpsa6lfXkxt37CgOSeUgY3PauuCTvufbsKJGemd+pPU13GBsAKA4CcEk7n3q2dba+s2i4Dr0laZM0IJZhoX61q5VFAVgFSQopIyEk9cBR2qszLkWl+TFR5zoPKoDtlJI/tVPGkrXPuEW/XqImRc4zbjSXfMUElC8ZSpCcIX90Y5knl6A9SQIGjp+qbkl2bfIzLMZ5SlNNYIW0cjCUkD7VvB2WQg5STgpUCKjb9O2m13CZdYbBQ9MOVkqJCRkkhI6JBUSo46k/KqkVJQQMfkK4A5sFX8h0rFOjTqSjOcU3HdeXTYq4Rk02uQ+/sjYe/vXISAOUbVyCBtTbbrWUsMA/lXOCBXGKbY70BCWzndA37ipSRFQ91HKsdFVUCR8a6uJQ58D7ipTIaMVcY+CfDzjhpF/QvFHTTF1tzx52XCOV6M6AQHWXB6m1jJ3HYkHIJB8efF19H3xJ8OL8zVum0P6p0B5o8u4sNlUmAhQyEy20j0gEFPmj0H055CsIr3QUlt0KQcLTnB9qps62NuMuMPMokRXUlDjTiQpJSRggg9RijWQmfMjWX+A3ia17wMuCI8B83XTjzqVTLNJWfKWnPrLZ/y1EZ3Gx/EDit9/GD9F5atUfX+I/hvjR7bd3Fl+ZplSg1EkZB51RT0ZXnB8s4QcqwUYAPlzqHTt+0le5mm9T2aZarrbnVMS4UxlTTzDg6pUhQBBqm6L8z294G+ILh3xq021fNHXhnnSEoeZI5HGHAB9m831BxsFDtuOYYrMUO4uMr8tWx+9yk5SoH8ST0/MfHO+cfPloHiHrHhjqOPqrRF8kWy4RznmbOUOJ7ocQfStJ9iP6716c+Frx6aW4qtRdHa68iy6mWeRDK3MMTF4+8ws/dWcfcO/b1CrqWSrRvpBugO6VHY7+6fnVxw7olxIS8fkr9axbGu8dMkNsyucciHG15wrlUMjP9QR0yPlVxQbpzEAqAJO2Oh+Xt8qsRzMhtPFOMepNTKVpWOZJzVrQLsU+gnI7pNVtiQhweYyuqtEcjH2t5nFX/rWDZIjJZ0rd5CYhnW9lx12O2phwrLxRhxlfmhAQ4n7MJ+8pKiKt6Jw90toaySrhxZvMXVN8LDrjUZ6SouSkIbV9kEurLkk4KinzS4WyrCCMZrNrbyV+k7K/vVl6y4aafu8WdPbhTPrcmQ1NkqiFCpUhTW6G0LeyGwCAcJKRsfc57OzuablGnV+rHbPh5vfq+a2545+XM17VbCvGnOvbL2k92lN7Ryuixh4a2T5Zb3aSdm3bUUDW2i7fpXUNtXYbXe0x27Pd4k8XCMl5PKWm3lKCVJVzAJKVjfB9QPSbVwy1vqDUkG76metcJ+GtKZVwhS33DLjhOPIRGc+ybQr8YIUCdwB350Dwis9gtiblraA49OcuKpjcczXXkNAqJZDyUkNuuJJPrKN1HbJxWReWbcnEqS6nySpafNQgD7M9sK3SsKSAQR2zt0HNu9Rp2c3RsHsvFv032eN23lJZy2m0mkjpdL0G41anG61pfWahhJ4eI5aU0oxSabbj4UpRTcXJnbTdm0zp+Gq16Yt0SCwhalqZYRyZUScqPc9Nj8NthVYqVgwI1vZDLAUcZHMs8yjuT19tzgdB2qZroJzlUk5TeW+rN5pUqdCCp0oqMVsklhL0SFdHHENDKzgHYDua6PSAglttIWv+g+f6Vw2wSrzHlcyj/zHwqpc6YdknKxytj8Pv8/0qYQlLYwkYrtlIGdgBVj3DizYYV/tlqTDkyId1QPq9wa5S044o4QhAzleQCdt8FKkhSeZSQL467daYzXCiEgk7CuuSv3Cf6mhJyVEnlRv7nsKABG5O57mpC4XWPFZkMxn0LmttLU3HQA44pQTzABvmSVHBB5QRsRuM5qgQY+otULjybmp63R4j3OEJSUlxQBwocyUqGMkb+lQGSkZKUgXf1ro8yzJbcYkNIdacSULQsBSVJPUEHYj4UYaSww2wlTiw2gIClrKlEAYySdyfiaOvIawFZKj0SOpoQ9zqzGiQmyiOw0w2OyEBKRgY7fACuinHH/S0ClPc9Cf0rgNuPkLeOAOgHQfr86mQkJGE4xUhdkQ2mkNDAArs462ykuOq5U+5qXm3KJBT9s6jnyAElYAGc8vMT90EjAJ74HU1TxEm3GTHmSHiGEqDiQhaknZO2MHHXOeuQQM4JTUEnePeJNwl+XCYaLSEJUslWSFEnKTj7uw22OfYDeqsSDmoTSUNtpbYTyoSMA9f/zVsa84j6e0Ba5b8x1Eu5sQXpzFqZdT9alNtj1KSg78o6qVg4SFHBwavCnKrJRgstmOtWp28HUqvCRdvQdagRojMQvFlKh9YdLy8nPqIAOP5Csa8NeOtt1xel6budujQZ7ql/UZECf9ft88IbS4tLUny28uoSrKmykFI7ncDKJORVq1Gpby8FRYZjtbujew9pQllcvf6cxgY3G1QHGhnLf8qiuOJbTzKVgVLkuSSQRyI9u5+f6ViRnJV+I2+PMRhK+xHf51h7xBeGnhX4jdM/8ATHE2wByQxlUC6RyG5kJZ/E05joe6VApOxIJAxm/yUcmBsR3qXeZS4ny3U/8APhVtmRujwE8U/gm4r+F65ql3Zg37SL7pRC1DDZIaOT6UPt5JYcIxsSUncJUrBxr1X0yX7T1tvFsk2a+2yLc7ZMQWpEaUyl1pxB6pWhQIUPgRivL7xf8A0W0y0iVxC8M8V6bD5lvTNKrWVvMgnOYaySXBvjylHm2HKVZ5RRxwXTyeblKiy4kqBKegzozsaTHcU08y6goW2tJwpKkncEEEEHpUKqkilKUApSlAKUpQClKUApSlAKUpQClKUApSlAK2J8O/jN1/wYlt2m/SZWoNNLUkKYdd5pEROTksrUdxvnkUcbDBTkk67UqU8A93+DfFbRXE3SUTUOjNSJuDEhPqW49zHzMAqbcB3aWM7p2G42AOaylBua0KLa+YFOCW1HdOd9vgd/ge1eBHCPjVxA4Kahbv+h7ytgFYMmE4SqNKSPwuIzvt3GCOxr1Q8M3jT0Dx0gtWea8LRqRlJSu2SHR5uwyVx19HEdcjqMHKQMKN1LJVo3KgXTHKpLhx2PtVwxLi28AlwgK9+xrGEa4KZLSg8lQeQHG3EjZac43HwIII7Y2O4NXDBuoJCc4P7udiPgasRzMgNvFGytx/UVMAhQyk5FWzAuwwEqPMn+oqssvgjzGlgg1VojkTaweuMgdR71yCFdK4bdSsbbH2rkp3ynY1BJbl2/6vmKMKHHiRsuFxDodWctjGPWE4SvmxlKkKThX4+VSTOad0zD06wpph1x0qJIK8YQDuUpwM4zvkkk9ycDFXCuytjXBVt1wn39/lQAq35QMmuo3PpIJ/ePQfKuQM7EFKeuO5+dcuONstqccUENoSVKJ2CQOpoScpSE/E9z3qmXq9C2R3lR4r0t9sJy2ygLKObm5VEEjIJTjY5+QyRT2tTqu8v6lb7fIXFWSwt71JVzBRSsjH3QjGckjP4cmp+02IQkJXcZCbhKQrKH3WUhTaeyUndWNyd1HdRxgYAEFvRtM3q9y4VyvzjK45IkOsOJIW2vlWkpRnPKgjy9vScAkgKKs3mlDbLaUISlCEAJSkDAAHQAV2UvGwGT7V0782QSO56ChIJJ65weiR1NchI6qx8uwrgJye4B7nqaxtxG476R0A4uMyhV6nwpzESfAgvNiTHS60XELShwpDp3bHKlWcup6ZGc1C3q3M/BSWWYK9xStYeOtLCMkvPsxm1PPupbQnqpRwKpS3Z92UBCcVHjHlJWQQpQzkj3HTHvgncHYd47dvv0aPdDGkteelKwiQytlzAOQlTawCk/AgH+9VQJS2kAbADArE1h4ZmTTWUS0C2xrehQYCiVKKipRyTnt8u1RyrJwnf3PtTdZzuE/3qxOIvF3T+gmDFSpM26keiG2rHKMbKWrGEjpt1Odh1I4Go6laaTbyur2ooQXV/BdW+yW7MVevStoOpVeEi7L1fbNpqAq53y4MxI6TguOqxzK/dA6k/AVjyV4keHsaSWGWbvKQDjzmoyQg/wD3rSr+la9as1nqHW9yNwvs1TysnymU7NtA/hQnt/c9zVIlRZMJ9UaYw4y6nHMhaeVQyMjIPwNeE619Ll/VrP8A4mmo0k+clmT9d8LPbd+ZqF3xLWlL/po4iur5/wCjczSvETSGtCpuwXdt55A5lMLSW3QPflUASPiMirkAz0rRO2XKdZ7hHultkLYkxlhxpxBwQR/t2reG1SnZ1rhzXkcjj8dt1aT+FSkgkV6DwDxpV4rpVadzTUatPGXHPhaecbPLT23WWd1o2qy1KMo1FiUe3J5JuuNu1c/GoTshKPQkcy/b2+ftXoZ3Z3ccS2OdRwKllrW97oR7dz864wpSudw8yu3sPlXNSkVbAAAwBgClK5CSo4AqSCUkQgvK2fSv27Gtd/FF4MuFXibtCm9SW8WXVMdIEK/w2UiSjAOEOf8Adb3+6o7YHKU7mtmUNhHXc+9dZEVqUkpcG46KHUVDeSyyj51PEP4XeLHho1IqzcQLIpVufdUi33qKlS4U4DJHIvHpXgZLasKG+xG9YkQtba0uNrUhaCFJUk4II6EGvpS1/wAO9Ka+07M0fr3TsK+2SckJejSmgttWDkH3SoHoRgjsRXkr4v8A6M3V/Cf63r7gg3M1RpLnLj9sALlwtiDk7AbyGhsMp9YyMggFdUaLJlh+HDx16x4avsaa4jTJd7sS1BtE9R8yZCTsAcn/ABkJ/dPqHYkAJr1K4c6605rXTcK+6U1A3doctpLjT3mpUl9J6kEAAKz1SQN8jbGK8CKypwK8R/EXgJfETdMXBUm1OuBUy0SFqMd8dCUjP2a8dFJ7gZCgMVKl3DR7wwboQeVRV6DgpIPOg+xzuf8AzVxwLrjlWl3r0UD1rVPw7+LHh5x7srbtruBh3lhtP1q3vqSJUYjbpnDjfsQemPunIrYCNOdjOJStxP2iQ4lSTlDqDsFD+XzBGO2KuVMmRZ7cgAKISr+hqoNvkelzce9WDAugVtzHI3KT2+I9x8auODdgoBLquYe/cUIx2K4uJFedRJLY81IGHEnCsdcZHUfDpUVKUoSEoSEpHQDapVp7ACm1BST/ACqMqU2lPNglXZI61XBOSIohIKlKAA3JPQVLqddkEoZylHdXc/pQNuSDzvHCeyR0H61MJSlIwkYpyB0aYQ0NhvXSbPhW2MuZcZbMZhGAp15YQkZOACT7kgfnVK1LrGy6XQlE6QFSHCjkjoOVkLXyhRA35c56Ak4ISFHarItumdQcSZLt91ct+BbXV8keEhzBUyhZPluNLQptSVEBQdB8zGCkoB5EgTV1u3Eu9aqMTS7cdmztJS5Hlr5VwpzSkIVla+RSs+pYCUYCsbrTtzXZYtF6X0vJfl2O1iO/ISlCz5q14QnZKUhSiEJHQJTgD2qpwYUW3xUQLcwlmO1kJCegyST16nJJz7modzu0CzR1Py3cYweVO6jk4Bx2GSNzgDuRQkizZce3RHrhOdCGmEFajjYAew7n+tWc3xGbm3VUFmAtyN5a1uISSiS22kDmcI2CSM5LeecDcgKwg3hGkwLxCK2eV+O6koUlaCMgjdKkqGR13BFW/H4a6Yj3hd3LDjoI9MZ0pUyg7ZI25jnA2UojYbbDHMtZW0Yy9unnodTqMNQnOn/BySjn62ef67e7/UxZNNWpCk3SLIdfjPcsiKCtQAyVKCjjHN9/A5hsAO5JNw7YrhSkNp5lkAVLkuSTgZQj27n5/pXEe72O0WUt+Z2cfJUW2Nz0J7D9a5ajhJK3DzKPUmojbSWwAkV2371BI+VS81uWpCDEeCChYUsFIUVpwfSM7DO29THTaupWc8qdz/b50JKXEtIQ4mdcVh6RtygpHpIJ32/Fg74wPh3qp4UsesY+Fdkox6icn3rkjNAWI5r5zVlkmP8ADOfbjLiSzDD14YfZiOvJKkqaQsAc6uZPKSnITnODjBsltNl4mN3ewWyxP6S4lWmQi6PPPR1PJiTmwPKUZKQULZWlZARkEtqX6Bgiq1rrw66K1VAfhWe22uyuT3HTLli3iQ8lLiuZzyOdXIwpStyoJJ32wd6yXbYLdtgtRgUFbbSEOOJSRzlKQnmOST0A6knA6muw9tQoxzRbz+a5c+kk+x0itru6qON0l4Ut8bp5z9nlKEltvl/BqSY0zalXWLqSfb4zl5jRPqiZCArlbSTlflpJIRzEnJHqIwCSAKqbr6UehI5l46e3zrop5bx5Gen7/wCn61EaYS2M9T1rguTl9o7iMIw+wiGhlS1eY8rJ7D2+VR8AAADFCpIBUo4CRkk+1SsC5xrklwxyctLKFjY99jkbb9ffffB2qpdImsdq4KQoYUM12xjtVMu1rdlNuvwpchmWUjy8SVpbCh0ykHH9KAmltlPxTUhJhpTlxkgE7cnY/KqopzB5EDmX7Dt866oYSlRWoZX79h8qnJGDT/xa+Afhl4lIz+oLahrS2u20K8u6x2QG5auyJTY/xB/GPWM9SBy1478aOBPE7gBqxzR/E3Tb1uk5WYslIK4s1tJwXGHcALT09lDI5gDtX0iyoTUoZUMLHRQ6isb8XeDHD/jHpaRonihpeLeLbIBLanE4cYXjAcacHqbWPcEHt0yKhrJbOD5w6Vtz4u/o8eIvh3dkav0Z9a1boPLjhmNt80y2NgggS0JABTg/4qBy+lRUG/SDqNVCRSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFR7fcJ1pnMXO2THokuK4l1h9lZQ42sHIUlQ3BB71ApQG8/hz+kTvlufg6U43yTKhtHyo16abwprm5QfPQn7w9KfWkZGNwdzXozpHXVn1LbY9ztNyYmRJKA408y4FoWOxSobfmK+f+sxcAvFDxD4C3NtFplKuVgW4FybRIcIbO+6mlb+Wv4gEHuDVlLuQ0e68G67AqXkfvdx8/f5/L4mrjt91UkgpX1/ka1V4B+JvQXGmyJuWl7sBJawmVBeIRIjK9lI9vZQyk++QQM8228BQHIsEHcpJ2Py9j/wCffNZCplCNMbkAcp5VjfGf7VPNv/hc/nViwLmCAQrYHcZ3T86uKFdEOAJeV8lfrUEYxyK91rqfSrmUMjsfapdp4oxg8yf+dKmUrSsZSc1XBKZ0fU6GVrjNocdCSUJUrlCj2BODj54NWeq2am1S7JZuri4NuKlJDDqMkoVspB5FALxjYqCkjmP+Jn0XnylO6fzFcFYxnfrjHegOrMdmMjlaQBnHMo7qUQAAVHqTgDc+1clRI2OE+/6UOVbKGf4f1rsE91bn+1AdQnbAGB/U/OuShJAHT2+FS1xusG1MpemurAUoJQltpbi1qPZKEAqV0PQdqjxZMeZGamRHkOsPoS424g5StJGQQe4IoSULW9n1BftOzLRYL41a5UplbIkOMrWMKSQcFtxC0K32UlWQcHfpVq8O+DFl0hBtMq9pRMutuSHEBKyqLHkFHItbCSkKAOVEJVnk51BHKDislmoeAT6B02yd8fKs9O5q0qbpQeE3l/hj5/2zjVLWlVqqtNZa5fE4UoqIyPiE9/z9q6yHmIjK5Ux9tttsFSlrUEpQB3yf71R9Xa00/oe2KuV8mBsKyGmk7uvK9kp6n59B3rWHiHxX1DxBkqiJ54ls8z7GG2clfsVkfePw6CtE4q43sOF4eCT8dd8oLn6yf3V+b6I4eo6tR09Ye8+i/fsX9xM8QRV5tk0K53KHLiR/MNg//wBj+XvWFGIN1vEtRbZfkvvJckLWQVFSRkrWT3AwSTVZ0zoO632eWJaFQGWZCI8gvYQ6FlJVyJQoglXKkkA4/M4Bui/8QWrG0i02BaXnorTbLckKbJSEJ5U8y0JHmEDHKochGVJUk5UD4Pqd3e8SN6nr1V06aeIRS281GOdu2Xlvq9jTq9Wrf/z7yWI9Fj4L9SXi2fSmhm49yvMhF0kq5uZgNtuMuJI9CmwsepOx+0HMMgpIScGrR1Nf39U3hc9URLZV6GkJ9a+XPpCln1OKxtk77AdABUO12i9asuhjwIxffeUVrKUhKEZOSTjZI3/Ss+8OuDlvsIbnz0plTsbuKGUoPsgdvn1+XSr6TpF/xZi0sKapWye781tnPOT8s4zzLW1tW1L+VRj4afz+JZ/Czgw9cZce9araUiOghxuGdlLPUeZ7D+Hr7+1bIowhAAwkJGPgBUsxHjwGgOXHYADcmiyp7/E2T2T+vvX0LwxwzacM2v8AD2y3e8pPnJ+f6LkjddPsaWn0vBDm+b7kRyQpzKWThPdeOvy/WoaUhI2HXc/E1zStmOZkUp12FRkM917/AAoEsnRDZVv0FRkgJ2SBt13qVvH1tNqmqgOrbkiO4WVoaDqkrCTykIJHMc/hyM9M1jqx321tX6G84mRa+VXlzX1pdW/OkLSjkDw5SEt+o4Uo7KRypIAIMcy6WDKB69K5wSetQJs6Jbo5lTng00FJSVEEgEkAZx0GT16VEadbfbS8y4lxCwFJWk5Cge4NQDlSUrBStIKSNwRVMlW1TeXIwynujuPlVU+PeuTvQGgXi/8Ao2dFcazN17wl+qaW1u4tT8lgo5YN0WSSouJH+E6Sc+YkHP4kknmHkjxA4da34V6qmaK4habmWO9QFFL0WSkZxkgLQoEpcQcHC0kpPUE19L8u3tyPWj0OdiO/zrDXiA8MnDDxJaYVpTiRY0qlR+ZVvucfCJcJw/iacx0OBlJylWBkbAiGsko+fXTepb/pC9RdRaYu8q2XKEvzGJMZwoWg/MdQRsQdiCQdq398Nn0if7WkwdI8bHmIUpIEeLd208kZY6jzhk+WoqJyoenJ6JrVPxReGDXfha4gHR+rOWbbpqFSbPd2WylmfHCsZwfuOJOy2ySUnuQQThyoTaJ5n0G6f1VBusZmVGlIeaWAttaFAjcbEEfA9R2NXhBuoAHM4P8AX2Pz9vn0/tXiJ4cfGJr3gbLjWW4vPXvSgX64LrhLsZJ7sLJ9IBweQ+k745Sc16m8GePeieLWno+odH3tqWwv0uNk8rrC8bocR1Soex+YyCDWRNMq1g2Rt91Wg4z80noarseS1ITlB37g9axlbbskpSkEFPZOcY+Xt8quOBdPurSvPxHUfA+x+FCGsl7tvhWEr2Pv2NUbWUXV0m1j/o65MRZbaitSXEJJeHKQEhSgoJ9RB3Sc45cpzzCJDuSHgEukAnoexqpNvFGyt0/2qMEZxzLVj8NLIu4zLnqB+RefraeVMecsutsoJypACicpKsHlPpHKnAyOY3a2ylDaWgnkbQkJSnPYe9RElK8LTg+xqzeJQjvxrfbXLI9cX5kgNsANKcZQSpAUXADt6SohW2MK9SRk1loUvb1FTzjPz5HGvrn+Dt5V0s46cs74xsn8Ctapvj9igtvxoinlvOeUkpQVhB5SrJSn1HISRtk5I2NSUexvX1S7ldfrkFx1SUOMtuN8kltGeQqAKyBhahyheDuepqe0paxaLIzF/ZqICyVLXGbe8xDZJ6JIAAGADgADJPUkk1jYdT0qlSKhJxi84+fP4mahOVWnGc1htZxvt+KT/FIhRYkaEwmLDjtsMozyobSEpGTk7D40dfS2eUepf7oPT510W+t08kfp+/7/AC/Wu7UdLYz1PXNUMhDQytxQcfOT2Ht8qmEgAYHSpW63a3WSC5crpJDEdrAKuUqJJOAlKUgqUonACQCSSAATWObvqy9a0uUKy6Zi3NiI5IJedDMmOMNhzmQ8+jBZSrCRy8yHkLSnmbWlRFAZR+NcE+9U6wxLjbbPHh3a4GbLbB53e5yokJyd1coIHMdzjJwTU8cAFbqgEpGeuwoDndfQkJ9z1NS824wLW0lybIQyhauRJUcZPX+wJ/I1LPXtEmA9K06uFdFskhSUSwEggE4KkhW/TbHeqRBtT2p4DTl9Utxos+hWORSwrZXpIGEqASRkZB6HG9S4uLwyIzjNeKLyibt+pZFzu64kO2uKithIW8rGN+b1hQJSoenGB6s74AwTX/lUNiOzGaSwwgIQgYAH+56n511ckYJbaHMv37D5/pUFju46hsZWevQDqaglLkk5X6Ufu/r712bjkq8x48yj71GxtsKciOZwlCUDAqBJuMOMlXmPIKwNmwocxOOgHv8ACpkipX9nQ0Slzg3ha0kLGfSrpvjpnYDI3OBnOBgSUxlMy+th54lmK4EqSlKgSCOhSeXf8JB6g75BGKqseMzFbDEdOw7k5ztjc99sVFKcj2SO1Whf9d283mRw/sN6jw9VOx/MifXYTy4+cAnChyocWlKgrywsHBGcDJF4QlUeI/8AjzMVWtCjHxTfPZeb6JZ6voVq+6u0vpfyf+pNR262eeSGvrklDXPjAOOYjPUfzqopdMhIUyseWoZCxvzD4frVm2Ph3Mb1C7qjWF/F8mpYVBjH6qmOkRFFKi28hKih0hxJUlXKMBWN+tVrV10k2a2MvRpCIyXZLUdx3ylOLQhRwfLQB6l+2dhucHGDapGnHCg8vr293UpQnWnmVSPhXRdffhtfgVxCUoThA/8AzXOcVa+j7o7cH5C2ZrrtsUhswzLcSuQ9lPMXBjcIIUMBW+c/dxirmW602pKHHEpUvZIKsE/L361iOQds/Guq20OpLbiQpJ6g12NMnNAUafaR5TiC0l+OsFK21Dm2IwQR3FedPi9+i8smsRL4g+HJiLZrzhx+XptRDcOarqPq6jhMdZ9Q5T9mcp/w8En0v69qkZduQ6S6xhDnt2NOfMHzJ6j03qDSF7mab1TZplqusBwsyYctlTTrSx1CkncVTa9+PE74NeFvijsa2NSwBatUxGFtW2/RGgZEdRHpS4nID7YVg8iiPxcqkFRNeJfHngPxA8OnEKZw74h27yZTKQ/EltAmNPjK+4+yogcyDgg90qCknBBFVawWMd0pSoApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQFY0lrDU2hL9G1NpG8ybXcoigtp9hWD8lA7KSe6VAg9xXpD4XfHzYtdKiaP4krYsmolqDTL/ADYizVbY5Sf8NZ6chJBwMHJ5R5jUBIORUp4GD6GLPqBiUhDjb3+lQP8AzIq6oF1JKQVBKjsMdFfp8q8bPDP46tWcLXYuluIj0m96cCghuVnnlwk9tz/ioHsfUATgnATXp3w34r6W4g2KLqDS96jXKBKTlt1lfMk+4PsQeoO4rImmVxgz3b7sU+nOR3SarbEhDg8xlfTr/wCaxpbrrkJ9RUO2/qA/3q44N0I5VpX16Ed6ENZL0beSvY7K/vXciqREntyAAohK/wChqoNvkYSs7e9Q0RnuRU4ThJGCe/vVO1BJvsWKl+xRGZK0lXmIXnmxynl5RkZ9XLnfPLnAJwKqXpUM7EGuMFO3VP8AUVBJa40fNl3d+6XW8OLJ5Wm0oCcKZSvnSCOUBJzjoCTj1KUCEpugBDKEpQkJSkBKUgbAewpzg7I3P9BXKUgHmO5PegOMFf39h+7+tdvlT40oDU/xASbs9xJmsXEuBhhplMNJ+75RQCSn5rK8n3GO1Y+gzJFumMT4i+R+M4l1tWM4Uk5BwfiK3D4gcM9P8Q4rbdzDjEuPkMS2cc6QeqSDspPw/lisOzvDBqdt/ltuorW+z+8+lxpX8glQ/rXzjxfwDrv/AC1a+s4OrCcnJNNeJZecNNp7ck1lYS5cjR9T0a8/iZVqS8Sbz5r/AMGNrjqx2V567bbmbU7MXzy3IbrqfOO+RgqISkkk8oGPyAFVbQ3DC86vdbkuoXFt5OS6U+pwfwD/AH6fOsu6R8ONps8hE7UVxF0dRullLZQyD8cklX54HwrKsW1Qre2AhCG0IHtgAV2mgfRlfX1VXWvvwpcoLHrv4dlnqlu+bZyLPQK1aSqXmy7f+Ni3NIaDtOm4SIsGIltKdycZUo+6j1Jq6Sptn7JhIUobfBPz/SuFuqcHI2ChHv3P6VwAEjAGBXuFlY0LCkqNCKjFbJI2ulThQioU1hHATuVqPMo9Sa5pSuYXFdkoUs4A/OuyGSrdWw9veo4ASMDaobJSOraEoG25967dT1pmmKgsPhVrSbbZrHeXZ7EORKuVwcLrSV5WlsnAWUdk9sk/AZAwKun5V1KElQVygkdCe1AUiPYVPTDcbrI+sO59CQnlRy8pACk9D95X9M5wMVj4iucfGuM42oBuM0p7U+AoDg7mpO4JAUw4B6ubHzFTi1obQVrUAkdSal2G1T5IdKSlpv7uf6mhJgnxv+HmH4ifDzqjSzMFDuobNGN+0+5y+tM1pCz5ST281KVNnt6wT0r58iCDgjevqWbbQtqS86nDSkFO/wC7j9Mn86+YXXSIret9QtwcfVk3WWGcdOQPK5f6YqrJKHV08OOJ2teFGpGNU6Ivb0CW0fWgHLT6OhQ6g7LTuevQ4IwQCLWpUA9YfC/44dJcW24unNRONWTVXLhUNbn2ckgZKmFHrsCeQ+ob9QM1t9ab62+lLjboz7jv8x3r542H3ozzciO6tp1pQWhaFFKkqByCCOhBrdPwxeP+8aUch6O4xSXZtuGGmL3jmeZA2SH0getP8Y9XvzbmrqXcho9cIN05ikZwo/hz1+X6VcVvu2wQo8yfbuKwpo3X1k1Vaot3s1yjzYUttLrLzLgWhaTuFJI61flvuoISVLJA/F3Hz96uVMksPhQ8xpQIPWptt1Lg22PtVnQLopJSpKxuM+4UKr8Wa3IAweVftn+1Q0RyKk46hoZWeuwHc1A5XJRBX6UZ+7+vvXVsI8zmdJJPcnNTYA2xUcieZwlCUDAFUnU+qrLpG2rud6lpabQCoIHqcUARzFKepCQcqP4QCTgCqJfddz2rpO0zp6wSn7tEjmSkyUBDLzY5QS3g8y91AZwBsrBJTymm6f4f3WZKhag15PTPkthD5jr5x5TwGRkoWELwokgFHKDukIyRUA507J1frp2PdLk5BTp95paHoX1dt6NMSVq5VIUrK1enlBzypzuOcEVedns9ssMIWyzREsR0qKiOZSiVHqVKUSpR+JJ6VPbq2wUp9u9S8u5QICkolvhsltTu4OAhOApR9gOZOSfegJkJA+J7mrc1tY7teoDItUopXGWXFRy4UokbYAUBssDryK9KuhKc8wkkxNU3i5xpLrj1tdYaIdI9TSV7jCUnZeyj6snPKnIHSrwwcYzmslKrKjNVI80YLm3hd0ZUanJ9vn56mO9BaU1IzITc74oxXkPqdWvnKnnwUhPlbEISyAAQkJG+MAFPOrIayEgqUQAB1ro4+loYO6j0SOtQ0tOPqC3jsOgHQf8APeslzcTup+0nt6GDT7CnptH2NNt9W3zb7/PxOC46+opaylHv3P6VGaZQ0MJAzXcJCRgDApt71xznDNKbV1JJ2T09/wBKEnJUBsNzXXHQqOT/AGosoZbU4tXKlIyTUJpZmNJdQFoaWOYcySlZHxB3H96AtbifpC5a701+wLPfFWt8S2H1SEhe7aF5W0VNrQtIWnmSSlQOCR3q5bdbWLdDjw20oxGaS0ggbAJGMDOcDHxP51NhKUDAGAKZq7qScFTfJb/iYo0IRqusl9ZpL3Ll8RvvUGVHbmR3IzqQUuJI3SFYPY4O2x3qNQe+aoZSyLNYbVpV5piKoXS8tsiOHMYDCdtygFRRzE+pZBJJHMrA2rVvsLjz31+9rW+8XC6hlxfOhpQKglSRkhJ5TuBtvuVYBqrpiRkyFy0x0B5xKUrc5fUoDOAT7DJ/nUYYoBuelcZxTbNO+9ADigHtQ57Vw44htBWtQSB3NCSSmJCZbC09VZB/LH61qz9JL4dLXxr8OV+1ExEA1Pw+aXfbRIQkc644AMqOvuUqQFrHspCO2Qdq4zZmSPrTnoZbGxVtgdyfaoWrYUGXofVCLqkfU5drlokBY2DRYUlQIP8ACMn4k1DCPmBpSlVJFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFZD4N8duIPA+/ovGjror6stYVLtz5Ko0kdDzJB2VjooYIwOo2rHlKcgexfht8YWheNlvbjR5Ytt+aT/6i1yVjzRjqpB/zEfEbjuBWzdrvKXQlaHBvufZXz/WvnktF4utguce82S4yIM6IsOsSI7hQ42odwRuK388L30grb64Wi+MshEWWSGmL0BysunsHh+BR6cw9J78tZFLPMq0eokC583pyQRuU9/y9xVxQbqFAIdJUOx7isP6d1XCu0ZmVElNvNOJC23G1AggjYgj4dxV4QbqAE8zgx+/0H5+3z6fKpIMjsvYAU2oKSf5VMocS4Mj+VWnb7qpBAz80noarkaU2+OZtWFDt3FGiORUqVCbfCvSvY+/Y1FqpIoSe1KZoBmn5UqXdk8xKGcH3X2Hy96AiOvIZGOqj0SOpqWUVuHmcOcdEjoK4CQCTuSepPU1zVkiGxSld0NqWdth70IOoBUcAZNR0MhHqUMn+grulKEDAHz965/lUNlki1rnrlqFcXoMeElxMM8r63Xg0VKAzyNg/eVgp3JSn1JGdzivW27QLswZMJ8LCTyrTjC21dcKSdwalL5pq231IMjnafAAS83gKwOgOQQobnqNsnGMmqfFXAtzX7M0yz5rzgKVSMZBUkYA5scpIHROwABG2wMElanXWDbyEyX0pUdykHKgnuojskYO/+9TQUlSQpO4IyDUhFtDaZH7QlJ5pJVzj1lSUHlKdthnZRG/vjpgVUe+aA46UoTinWgHwrjFc4pjA37UBxUF+ShkcuOZauiR1rot9x9XkQxk9CvsPl71NRYDcc8yx5jxPq+HzP+3WhJAYguSFB+arCc+lHbPsB3NVNmOXUhIRyNdSOufnjY/2+dd/KbZbVJmOJShCSVFRwEp6nPsP+HNYb45eKTQHBfSkXXd91JAiWBSXFLW62syZqhlIYis5C1OFQ6kcqRgn05NRnI5Ep4zfELZfDx4d9Wa2jz46rw4w5Z7MyHAoqubyClAIz+DJdUOvKg+9fOmtanFFa1FSlEkknJJ96zf4rPFDqPxLa3NzcjO2nTFtddNntHnc/lc5HO+6dgt5zAKjjYAJGwycH1UkUpSgFKUoDLvATxM8QuAt2QuyTFT7G4vmlWmQs+UvPVTZ6tr+I2PcGvU/w/8Aii0Jxrsrc7Tt0Dc5pCTLt75CZEZR7KT3GeihkGvFOqtpXVmo9EXyNqTSl4k2y5RFczT7C+VQ9weyknuDse9WUsENH0K228BwAoWDncpJ2Px+B+Px3q44N0yBhR9OMjoU/wDPevOHwu+PyzayVD0dxQeYs9+IS21MJ5Is1XQYJP2azt6TsT0PQVvPZtQsTEIebfB29K0ncZ/4KvzIMtQrolwBDp+Sv1qqNPFI29STWPIF0yUgqAJ2BH3VfofhVxW+7FOEk5HdJoRjsXQEsOqS95aCtAISogZTnqAe2cCuwTvzKOT2+FSDEhDo52V79x3FTjbwX6VbH+9Q0Mlv3XUV0g6gZtDEe3Kbe8spLshaV4USOgSQMkEDJ7bc24E1L0nbZdzRcFNoQMlTqUtp5nlYIBKyMjZRG2DjAzjIMeNpqxxLpJvTNvb+uS3A646r1ELCQnKQdkkgDJGM43qorWhtPMtWAKy1ZU2oqmuS383+ZxLWncQc5V5Zy3hdl06L/XLLCEIaQlttAQhACUpAwAB0AqCuSVHy2Nz3V2H61wS7JOMFDft7/P8ASo7bSGxgCsJyyGzHCfUs8yj1JriZOhW2OuZcJbEVhGOZ15wIQnJwMqOw3qXvN9tOnoqZl4mJjMrcQyFqBI5lHAzgHAyRudh3Iq0GW18TYjdxDlztKI7yAYjyeZl5CV8wXsAUubbFKspwMggkKAktZ6u1bOubemtItyrfMMrlak/VkutvthrnClKUCENqUcBSUryUkKLYOav20m6ptkb9umIbh5afrH1QKDPmd+QK9WPnXWy2aBp61sWW1NqRGjAhtKlZ5QSTj4DJOANh0GBU+Bj1E5PvQk6kFX3untUnIurLMxuAygyJC1ALQ2QSykpUQtfcJPKQD3OKo7i9SahnyIzK3rRBiPKb81IHmyCOigSCAnuAnOduYpwpBuNplLKcA8yiBzLIHMojucVkqU/Z4y9/gcejX9u3iLSXV7Z77c/xS/Ap7FmSZb024PqlKW4lbTSt22OXJHKD33JyenbFUCTxJjNXmRbo1pfdiwnCy/KW4loLcSQFpZSrdzlJGTkDOwySAby674q3tR6LtN8KpK1fVZBIWt1CUkLwMZUDsTy7c2xxtkpyDltXQUmq6yvh+BxdSjeSpp2Ukmnutt12y8pfO661qFPh3KOJcF9LzRJGU9iOoIO4I9jvUtdL7abKjzblNSykH1HBVyAgnmVgHlT6T6jgbVb6Jka2o/YGkWXH5T2FmSohSTyqShauY7EpHKNtgPuhXIUirQNNRGp37XmoL00lSgpa+bkyAMA4Gdkp3I7DrgGrSo06b8U846Lr/r52Kwu69eKhRSc1jxPfwrvju/LPXmVnr0FBtXPfpXGfzriHaClOpp+VAcEdKbChGB1qWW+4+ssw05PQr7D5UB3ekoZ9IHM4eiR1oxBckKD85WE59KB0/IdzUxFgNxzlY8x07kn/AH/Sp1aWIrLk2e8httpClLWsgJQkbnJ6AYH65qM4JwdWYxcCUhPI2N8D37fM/wBPn211+kG482Lgb4X9Vy/2m0i9amiu6eskdK8rekPgodUMdm2y4tR7coHUgG5uP3ik0HwL041q/U+oIMWwvRXFocQfMmTXVJPltRGuYcy84JJHKB1KRvXhd4nvErqjxI63/bM9tVu09bC61Y7OlfMmI0tXMpaz+N5xXqWs99hhIAEMGG6UpUEilKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAbB+HDxia84GzI1muTz170oFYXBccy7FSe7Cz0AO/IfSd8cpOa9S+DPHzRPFvT0fUWkL21KZcADjZPK6yvuhxB3SofHr1GRvXhjV08OOJ2teFGpGdUaIvTsCW0cOJHqafR3Q4g7KSfjuOoIIBqyljmQ0fQPbrsCE8ispA+7ncf6T2+XTp0q44F02SsOfIjsfY+1aG+GDxw6R4tNxdN6icbsmqeTCojjn2UkjqphZ6+/IfUP4gM1t9ab60+EuIdGSMZG4I+I71fmQZWh3Jt8BLpAUeh7Gqi28U4B3TWP4Fzzypzg46Z2Pyq4rfdtglR5k+3cUK47FzJIUMg5FcOOIaTzrOAKlGXwoeYysEGhytfOs8yu3w+VRgZOXHFv5BBSg/h7n5/pXHwFKVJApXKUqWcJGaiqVHhsqkSnm2kIGVuOKCUpHxJ2FPJDZLL5Btj8Tn8qjbDp0FUpOrNMrujVlRfoKpr6eZpkPJJWMA4G+CcEHHXG/SqscVM4ThjxrGStKtSrZ9nJPDw8POH2fmK4+OaEVzgVQylPu8CVcG0Msy/KbJAdTgglOQcgg5BGDjtvvUaDb41vaLcdG6jlSiBlZ7k49zv8yfepmnTagBOKGnyrjJNAc0PXOaA1AflBCvKaT5jp/CO3zoDu662yjncVge3c1AbZkXA7gtMexPX51Gj28lQkTVFSj91IH9h7VU2o6nACoBKB0A/5v8AP+XvTOCcEGLHSgBuMjlHdWMH/wAfP+Q71DvN1h6ZtL90kNuPeQnZtoZWtROAlI9yff8AOumqtW6X0HYJepdWXuFaLVAaU9Jly3ktNNoA3UpSiAPma8evF99JrcdT3O+aS8ONwn2+33Q+VcNTu5blyEpyAiInOWGwk459lnOwTjJr6km1njE+kW0ZwOkS9Padlt6k1VItoaRp5tYMa3uLxlc5xPRacEeSk82MZ5QoKrx84scYeIXG3VjusuI2oHbnPWnymUY5GIrQJIaZbHpbQCTsB1JJySTVnvvvSXlyJDy3XXFFa1rUVKUo9SSdya6UyBSlKgClKUApSlAKUpQDpuK2n8NHjl1hwmei6Y16/KvumEBLTbpUVy4Sc7cpJ+0QBtyncADBAGDqxSpTwD3m4Z8XNJ8RbBF1Dpa9RblAloCkraWFDfqlQ6pUOhScEHYisnwLtkBQWVpA+ah8vf5V4EcION/EDglfxfNF3ZbbThH1qC6SqNKSD0Wj39lDChk4OCQfUjw1+MXQ/GuC3CalC2agZaCpVrkLHOOxU2rbzEZ7jcZGQM1dSTKtG6MG6FJCg58lA7GrhiT25ACVEBX9DWK7ZekOgLbcGVD8lfP9auaDdAoAA4OMlJ9v9xViOZfgfWlJGOY9snFctMqcIdeVzHt/4qiQLqFJCXDzJ9+4qrsvbBbagpJ/kajBHLmTZKW0kkhKUjJJ2AFWjqriXZdPuNwISXLncX08zUeM044FJ7kFtCuYjbKUhSgDzEcoJFzTIsK8QX7dNZDseS2pp5tRI5kqGCNt/wAxVK07oux6ZisMRY31l2Mt5TMmQlLkhIcWVKHmEc3XvnfAzmqklp6Z0tcdV3Uaw1qJDT0YhlmEttbQSUk5JSoY5SFHYFf3ljnIJSMjNNoabSyw2lppCQlKUAAADoAOwrrIeZisLlTHkNNNJ5lKUcJSPc1TImoIt9YkI09IKpDXp5pEV1CEH3IUElQ+RqyhJxcktl1MbrU4zVOUl4nyWd36Inp1xjW0MIeKueU75DDaRlS18pVgf/KlR+QNdYBuEpgOXSM3GUrfyW3efAx0UrAzvnp/4qHHhx7ahydcJilryVrdfePlt7n7oUcIA5iNsbYzmidRWFdxRaUXeIqY4krQ0l0FSgADt7nBBx1wc9KqZCodNsYxTArmuPhihI3B61RdRWq93VcZq33ZESLzj6ykIPmnBBCkLCsDGMcqkqBzvVb2rjr7VenUdKXijzMNejG4g6c84fZtfAkLNYbVYIqotqhNR0LVzr8tATzqPUnH9hsOgwKn6fA0/KqylKb8UnllqdOFGCp01hLkkK4/Omc9q5GKgyDbtUN55thJW4rb+p+VdH5QQrymU87vsO3zrtHt5Kg/NUVLV91P6D2oCE2zJuByv7NgdQe/zNVONHShIbjpwMbq6H/x/f8AvUVmOpYSpQCUjcAf83+f8qp+rtY6V4faemao1fe4dptVvaU/IlSnQ222gDJJJqGycES/3u36TtS7pNbedCSEIaZRzOOKUeiR/Ukntua0e8Z30iWjeCE676Q01Ojas1M/EDDNlbUDDt6zgh2Y6ncqBH+ClWSOpRkE6o+Lb6TG86qmX3Rfh5uE232q6rKbjqZ3KJcsYUnkioO8ZsJUQF7OEHbkwM6AOuuyHVvvurcccUVLWtRKlKO5JJ6mo5DmXfxV4u8QeNOqntY8RtRSLrPcSG2kqPKzGaH3WmWx6W0D2SOuSckk1Z1KVBIpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAd2H3ozyJEZ5bTrSgtC0KKVJUNwQRuDW6fhj8f140o5D0dxhkOzbakBli9AFTzIGwD4G6x/GPV7hW5rSmlSngHv5ovX9k1XaYt3stzjzoMxtLrLzLgWhxB6FKh1q/YF1BwVLyP3u4+fv8AP+9eEfAXxM8Q+A12QuyTFT7G4vMq0yFnyle6mz/lr+I2PcGvU7gB4odB8a7K3P05cw3NbQDLt76gmRGV7KTncZ6KGQf6VdPJXGDbCBdSghQXjIz7girgjTGpAAyEr9qxbbbulwAtqBzvyk7E/wCxq5YF0yAQTt1B6p+dSRjJelRG2VL3Ow/vVMtt1ZWQmScjsr2+dVxKkqAUkgg9CKhsjBwEJSMJGBVD1npRnWNlNpduEmEtLiXmn2FYKHEg4JHRQ3OxqvVxVqdSdGaqQeGjFcW9O6pSoVlmMlhow5Z+BEyRLcmasvYWVPFxSIjilecc58zKgC0o+yc/PO9X3cr9dJ81uzabZIDiQozwpKkt4KspUkg8meRSMqBIUR6CASJ7UemzqJtMd25yGYqklt+OkJKHkEg75GQoY2UCMVUoVuh25ryYUdDSTjOBuogYyT1JwO9dhcX8rnFSu/E1yWNl+/w/TorHQ6enuVCzi6cXjxSzmU+e3XCWeezy8ru+0NMtENhE55t2SltIecbQUJUvHqITk4BPbNRfjXO+a4xvXWN5eTYorwpIDPWnzNc9K43+VCwrglKUlSlAADc+1dH5DcdOVHc9EjqahNxXph82UfLaGPTnb8/c0B1Dj8xXlRAQjoV46/Kp6LDbjelpHO5nBJ3APf5n/hqOxHyA20jkQDvnqfn7fLr746VQ7tebi9LcsWm2ghxvDciatOUtEjPKgfiVjt2/niPQnkRb9q6yaYdTHnKelTnEKdEWOkLcCACSpXQJGAcZx8MmsSeJ7xgcIvDvocXPWt6dbudyYUqDZYykm4ScbYSjOyc4BWSEjPUnAOr/AIt/pHeHnAtM/QPBEw9Y68cC2594dV50G2u5/EoHEh1JAIQkltJHqKiOWvJbW2utYcSNSzNYa71FNvd5nr55EyW4VrUfYdkgdkjAHYVGxJl7xQ+M3i74pL0Fapublt03FP8A6GwRHlfV2wOi3T/nOfxK6b8oGTnAlKVAFKUoBSlKAUpSgFKUoBSlKAUpSgFTNtudxs09i6Wmc/DmRVhxl9hwocbUOhSobg1LUoDf/wAMP0g+FxtH8apKGHcJbYvgAS26emH0gYQf4x6fcDrXoZp3VcG7RGpEWUh5l1IWhaF5BBGxBH96+fSs9+HXxe6+4FS2rXIddvelyQFW51z1RxndTCj93/SfSfgd6updyGj3BhXZIHMtwAYzz9B+ft86uOBdVNqxzYPdJ71rTwW8QGiOLlhZv2j721KbISHmieV1heM8jiDulX9D2zWZLddklILZ5hj7ueny9vl0+VXKmUI0pt8czasKHUdxU6iQnH2hCcd+1WPAugwFJXkA4z0IPx9quO3z48hQEo/6f3fzqGRgqpK3xhB5UH8WNz8v1pFhxoTQZiMIaQOyRiou3auarl4wMJvJQ9W6Xa1VbUwlT5EN1lwPMPMq+6sAgEp6KG/Q/wBKse1cHpj8xdy1TeElwPeYURVFSXCFc3mZWAUKPwzg75zuMp1TbraF3VQacmLTGUkBbYGCCCSFpUMEKzjrkbdNzlkkl5l0nvuphWSPzKUkOJkObsqRjssZ9x23wemxqsN+Z5aQ7yleBzFPTPfHwrpGiR4iC3GZS2CeZWB94+59z8aifOgFMGmDXJOKEnHzp1oM7VDfkNsAFZyT0SOpoDuopQkqUoADqTUqHH5ivKiApR0K+5+Vd2oj0w+bKPI0MYT2/wDJqpsR8jkaTyIHXsT8/wBP5+1HsEiBFhtxhytJ5l5wVYzg9/map191hp/S7yY1yedfmLT5n1eOjzHAnOOZXQAZO2cfAVAut7uEmS9ZdNoDXlHy5FwcT6WiOqUDuof0/rWgXi3+kf4fcEhO4f8AAYwtXa5WFtzr86oPwra9nGQrpIeSdwkHy0kDmKyMCPUk2l8VXjB4SeHPRn1vVmoHhd7iwpy32iCsCfJI6co/y05OCtRAHxOx8VfFF4yuL3io1AZesLkbfp+OsqgWCG4RGYGdlLOxdc/iV07BNYh1lrXVnELUczVut9QTb1eJ6y5ImS3StxZ9vYAdgMAdhVFqpIpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKq2ldW6k0Re4+o9KXmTbLjFVlt+OvlV8QeyknuDkGqTSgPTHwu+Pyy6yVE0fxQdYs1+IDbUwnkiTFdNiT9ms+x2O+D0Fby2fUTEttDrL/AFGy0kZHyr56a2m8NPjk1fwnejaZ169KvumUANtOlRXLhAHblJP2iAMjlO42wcDBupdyGj2bgXXPLlQBPcdD+h+FXNa70tnCc5T3Sf8AatfeGfFvSfESwxb/AKWvUW4wZaAUONKyD7pUOqSO6SAR3rJ8C7BQBCypOOnVQ/UfDrV8ZKmVo8pmUjnaVn3HcVGqxrfdlIKVod+SknY1dMC7MygEOEJc/oaq0CfpQ0qAKYrmujjiGklbigkDuaA7VLOyiVeTFTzrPfsmuEiTcDyNgttdz3V+lT8WMhlIajIyenPj+eP16fPpTkTgl48BLR82SS48e36+wqpNR1Kwt3bHQDbHy9v7/LpUKdJiWW3yLpNUfLjoU6vG5Py9ydhWsHii+kL4T+HHTLIfbduusrhHLsTTjbiQ+1kelchQ5gyg7YJ3IPpScHFeZJnTipxj0LwXsLuqdf3qJabLESoyZb7oARhJKUpQMqWs4ACEgqOdgcGvHjxj/Sd6543pmaC4Oty9HaJd8xqU+lfLcLqhX3gtSf8ABaO/2aTlWfUT90a1+IHxK8WPEtqw6p4m6gXJSypf1G3M5RDgoVjKWm8nBOBlRyo4GTWLKgkUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgLl4fcSNZ8LtQNam0RfH7bNbwFchyh5Gc8jiDstPwNemnhi8dOkuKaWNOarWzYdTAJT5DruGZZ92VKPXP4Dv7Z615TVy24tpaXWlqQtBCkqScEEdCDUp4IwfQ5ar82+lLjT25A9Q3yPY+4/Wrog3QKIAICj+HOx+R/2ryI8M3j+v2jXY+lOMEqRc7XlLbF3wVyGB0+27uJ/iHqG+ebt6V6J4g2LVtqj3ayXSLPhSUBxp5h0OIWOoIUDisiaZBnK13xTYCFnmR0weo+VXCy+1IQHGlhQ/tWLIN1BAUV8w2we4+fuKuK3XdxpQUhzBPscgj/ejRBetcVKQrkzMATkJc9vf5VN1UHNcUp2oBildXHENJK3FBIHc1LpEi4HlbBbZ7nuf0oDl2Upa/JiJ519Crsn9ajxrelpXmyCXHldif7+wqPFjNsgNxkgnO68f2/X+9c3W4QdOWuReLgVluOkrUEJ5lKPQBI7qPT9BUZ7FkiZajlWFunpuANsfL2/v/arM4qcauH/AAUsUnUvEO9RrNZ4bCnFyn3EgKWMcrSED1LWd8JAycbZrBnit+kM4T+G2wtxWiq+6ynx/NiWFlxKXGMjIVJUMhlO/fKj2B3I8VuPfiQ4seJHVatU8TtROS/LUswreyVIhwUqOSllrJxnAyokqOBknAqCTZHxh/Sa6744pl6C4QIm6L0M4HGpDiHOS5XVCj6g8tBw00R/lo65POpWQBo/SlQBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAv7hBxv4gcEr+L3ou7KbbcI+tQXiVRpKR2WnsfZQwoe+CQfUjw2eMbQ3GuE3CakC139lsKk2uQ4Oce6m1bBxOe4GRtkDNePNTNtudxs09i6Wmc/DmRlhxl9hwocbUOhSobg1ZSwRg+hy13pDyQttwBSh33Cvn+tXLAufOQkEg9Skn/mRXlr4YfpCcOR9H8a5KI7uEtx74kBLbh6YfSBhB6esek75CcZPorpTVEC7xmZUWU28y6kLQtC8ggjIII/uKumnyIMuwLy6lCUuDzE/PcVUk3SMRuFj/5ata2PpdSn1hR+Jxn8x+lXLBYSsAqQsn+EpI/qRUNEEX69z7R2FrPbOwqI1AcdUH5yun3Ugf2FT7ENQGUJx/qwD/TNTBZZYQp15Y5UAqUVdAB3JNVyWSITTBdHKE8jY2x7/P3/ALfOqFq3W1u01Z7hJt8iDKmQMB5pclKEsEpKuZ9Wfs0hIJycdKxjx18VXDvg3o6Nre/6qYtFtTMW2UPM80uf5eCWYzJ3WVD8Q2SNyR1rxp8Vfjo4h+IqfNsdmQ7pbRTslbwtcZ4+dOOTyrmOA/aHH4PuJPYn1VHqDaTxjfSewI18umnfDjP+vXN9owZmpl4cix20/ghJOzh5gT5xHL0KQc5HmZd7vdb/AHOTer5cpVwnzHFPSJUp1TrrzijkqUtRJUSe5qUpUZJFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFZY4E+JPiHwGuyXtPTVTLO64FSrTIcV5LnupH/bXj8Q67ZBxisT0pyB7T+HzxT6C42WgS9PXLyZ7ASJdvkEJkMKI7pzun2UNjj8q2Dtt4StIU2sb7lJ6H9DXz0aa1PqHR16jai0vd5NsuMRYWzIjr5VJPsexB7g5B7ivRfwu+P+06rXF0fxWdYs97UpLTE7PLFmKOwzn/AAlk9j6T2I6VkUs8yrR6SQLnzY5FH09R3T/z3q6IN6XyBL6S4P3h1/8ANYp07fo81LbjboUDuFA7ir+trocCcKSr8+U/7g/0qWiC5xc4hG6lD/5TT6+F7R2VrPxGBXSHGS4BhK/zSk//AOqq7MNSQORGPirA/WqvCJwU9mAt1SX5yun3Uj+wHeqk1H8xOAnlbB6dj8/f+3zru4mPEZXJlOJS22krWpXQAbnPwrB/HrxW8POCek7drjUOqI1utLzjn2LjJVNnlGR5MZkkKKjj7xwkZBJqvMnkZR1hraFpOzP3GKIsxcZzy3wuWlptgAcy1POHIbCU77/DoN68t/GB9KCli73vSfhwuq5kmafq8vUzyeZiOhBISiC0ocqiMk+coYz90HPNWrPih8b/ABF8Q78nTttS5pfRBkLeRZoz5UuYon/FlugAuqwB6fuD2J3rW6mccgTV0ulzvdxk3e83CTOnTHFPSJMl1TjrrijkqUpRJUT7mpWlKgkUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAVnfw++MHiZwGebtzD5vmnQRm2SnSPK36sublHy3T8O9YIpTkD2I4R/SOcDtXRGE3fUZ05OIAci3ZPlcp+Dgy2oex5gfcCtkdO+J3hZcYyZVv1/p6S0fxs3Rhaf5hVfPNSreIjB9DuofGrwI0cwty+8UdMx1NjKm/2m0tzH/wANJKv6Vqfx/wDphtI2qHJsHBOwL1JOcQps3Cc2piA3kY2ScOO98jCR7KNeSVKhsYLv4o8WuIXGbVD+sOI2pZV3uLxIR5hw0wgnIbabHpbQOyUgVaFKVBIpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUBsz4d/HPxF4LpZsOoQ7qbTrZCW2nXcSYqfZtw/eT/AAq/IivRHhR4/OA+tYzBGuoVqkuAc0W7LERxB9iVnkJ/0qI+NeKtKspNEYPo407xr0pco6ZVuvkKWyf8xiQlxP8AMHFS2qPF1wY0KwteqOIun7cpAJLb9xaDhx1wjm5j+Qr50KU8QweuPiH+mA0ZaoMrTnBSxHU89xJQbhNbU1b2z8EnDj3ywlP8Rry64mcVdf8AGHVD+seIupZV4ub5IC3SEtsozkNtNpwltA7JSAKtOlRkkUpSoApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUB//9k=' alt='custom telecom solutions' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='402px'/></figure>
<p></a></p>
<p>We are a pioneering pressure in telecom software development, dedicated to delivering distinctive solutions that propel businesses ahead. Our deep understanding of the telecom trade, coupled with our technical prowess, permits us to create revolutionary software that addresses the unique challenges of the sector. From community optimization and customer relationship administration to billing and provisioning. Many software growth companies concentrate on offering customized IT solutions to fulfill the unique needs of companies within the telecom business.</p>
<h2>Ai-powered High Quality Of Service Administration</h2>
<p>By integrating VR and AR in telecom purposes, we allow operators to achieve useful insights into customer behaviors. As one of the leading telecommunications corporations, we combine IoT in telecom for smart network solutions. Our telecom IoT builders facilitate enhanced data collection and efficient system communication, ensuring your telecom operations keep forward in the connected world.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="406px" alt="telecom software development"/></p>
<h2>Telecom Software Technical Help</h2>
<div style='text-align:center'><iframe width='561' height='313' src='https://www.youtube.com/embed/fUVY_TEIO6A' frameborder='0' alt='telecom software development' allowfullscreen></iframe></div>
<p>Telecom amenities typically span advanced layouts with restricted zones, challenging bodily assessments, and facility oversight. By providing a complete digital overlay of facility spaces, they allow teams to immediately access any space within the tour and establish potential points with unprecedented velocity and convenience. Blockchain provides P2P voice exchange software, sensible contracts, and open chain services for a secure knowledge change. Track your network-related data, and identify the potential threats before impacting your corporation.</p>
<ul>
<li>Capture and report all the decision actions within your telecom group, and optimize your accounting operations with a dedicated call accounting software program.</li>
<li>By leveraging the most recent applied sciences and industry best practices, we help you improve your operations, enhance buyer experiences, and drive progress.</li>
<li>Obviously, the more complicated the product is, the more sources, time, and money it consumes.</li>
<li>Our customized BSS growth companies can simplify billing and customer service, serving to telecom companies present a clean, custom-made experience that retains clients returning.</li>
<li>Fiber optics form the future of telecommunications engineering — they join different units and areas and allow for seamless, fixed communication.</li>
<li>Conduct security pen checks and audits, implement a Secure Software Development Lifecycle (SSDLC), and adopt DevSecOps practices to deal with and prevent vulnerabilities.</li>
</ul>
<h2>Migration And Re-engineering Companies</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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ON4hJ9W2Z1NXmCUklF6eye6stESnD7LIFYZIIWsrDAYhhWJZTje8Oyhfou/luI6ejetQafXvMWfG97Pf4fboUunOAnT65mV7079JSbycT6T4vQ4OXPzLwCI6ADI+PBir5f88kqdzx8ZSL+NJwIA7+cvonuwy5rTjOR26vbDX4p+y8rU2cGf5ov+OiwMYF+a8HKt/TtKPMf7+e/+Mt0QEA7ZfVP0tq4nZ9Pan2a3RLfw/iW5Xh9ifyxm17e1KEMI8Pg/Pft7+e82U+J35P03jXzRwyo7zhWH9Q/F1zamQjdl+7HfT+f9vswDTevLa0a8ylW/mGMr55zzAmF0ryj4Q9SHGE2zyR+eGCzIrnfP+ONYtYDHwOePMOzr/HeaXA+1OmNaSXx8dKEv+vkxRLK5KCULFgx9U/pLt3PZg0o7UmjtRHZN29qk59V9Za8dGsrp5HZED50O4rLgZB8YqEj6Lf7qLY/mHZzR87B5yt/q/FWLx1/sJn80/D3+OztjL48uQODkBKLhcVkF7vcpi5M5V1pAL6jDF+t+6VbPodu+o2i0Uc/7Y3t24arti729UHThzbk98lp2596OQz1N2cL5SgnHuTfj/aW9B3afDXF7bTgZ3FvXaotpiruRnVs7cFNVnduKfblj3U6FtY2M5FMoOvr8FaoodLJQwzLMzFbwnL+2LYsRq1m0QhAAB+t5+pehQYxmwJqvs1V0TWtir4GS1kji+trf/0D8GHoS5MVqzF4MQsvqRNdQm9o2TzpLnbUtXalnBemaUG2PUXjZ255jrbV3Cif7oLAPtTdPwtjukySvbRByURLYjpKewg/bUHSlye6bKOwjaqxJwivduYWuLSVTS7G1FfUtj8pkZGPPUXjf5s9fswcNA0KeWj/CXxyEoBKGwfFgkISOSMoXYw2a1t5ucc38cYtswPhGX9Dbx6la0HU2JcFNjlv6ZVGemMpg0Y0UMk5ko/rWN9SYjkZTsRAUGnssrUl7V5qZjDJ7JC5/UGcMnawgvVxzTlVhbYKzYfUeLOSDbW2bkzEDD7tx04nthaw508HmqbUh+1FrDfXG8sMjrRtpkmmDv4bFWcvtSICdOs/5a6uRdc4tAfmq0U5ZxNnPQeir7VqN8fIgveTRtTNzEQyvivnclL5gygjoD7kzg1JRyrxiGoiK6Evst+gemi65hcbcqc0TFjhOw94NSCdjzxzLqTQub5yghs5GkNwKMtfWUG3M2Lc5PeSvpqDYmGJqk2g0aW5MRaPteUhKjcl5n0z85FyW8NzejTQyMm3/gj98eM6Hcgg8478eozsAInq32XCleGuenWG84p3sAqyCVUQlBi4r1c1EaY1ODPBDEF2QU2vGlG7G3Ciu4uKDa065k45FNxeOlcUoogcZq3+g0yJ6a8J7GjvRa+qrQUQvzIM7K7qVR3KiB6ZkO0VxVzeByRMRl+OmoXtVFZ+GRwYjndxh2/xhPLyY2S5+ctR2OAiQsk9bEN75x/KoAKT5iW8prVF2BLSP07i6dYBLYa54IjoiV/c7a6ly4doEnAmPgaGrMRHrk7kEx24Rl4roXM4Q5QZKggc3nciYI88cZtGDnvcTjcGNBb/zM1AjQ5JE2uSJ+GlGGSmih/lf80fWo4jID/H3LHvw0bIFJL3KdTty2MHdLRZxMMbwoPyie3EkIHW1aAbXQNvFk4gTXTOsWOYka9i/U+KEvlCSJo+At71swjwwVzKB/AV80mUeHiYmoHtQUx0UYZQkFIvoGdssCvOU/UPCzVFjuDtxs9LUtQUBt3JNmkTx8ks/m+BC0xP+6qxkA17gHywWPUjpAAYmYqpmEZJCb6A4uAYDidnbiStdWhegbt5L7qO8hdA5PLQERNlco+XKVVyEHEoqxJP9GPPaxHJ0fBwOHH8cT9LTDVxTH09jYB41p8e4CYK4mK9W1/yMHBtNMJ4HExemiA/mk2tMcalMzF1BWQ4k9ljNLUGdGfcYczgfHzrSXacbnvNXMg7gJpaXH+avQmirfmWnA7QGkyWCEXoeLqEnzA+oqLhscLldMFcqcD72OuZQ3pIwIkGahUQAC4c5uO5yJKwTHYXqmbUDqAgI+h5brDj8UsZRqgyMWJxnUP4Cfx2CLfCj/BnfwF/NBv9d4MNg8WiNTfHI6rg8N1lLBJz8MRgALKL7sz13Yw88KbuF4dQ8K+f1Rf5qfK19bKS+gf8TQPTXkV0SUuRj8BwQHfhQB4H/IF659Pv573DM8zM/PjjNi1vnyvkf+vBeS9uSmB+vlSGii4ejsEU3wkgh6g+G5+d9fpjI9p/xR+Y5f/Xez38HXzgtFkM+wAf3mavEjkN/GpegRLRtKcAgybHobHEf/cirZOAuMkGzYITpy9WkUVZfSamZs5BNDDj+M/4IPuWvuffz30lUNgpxtRou7sJGQ6gT6BtRCshrNYuOMENK9RxliQK8KrDUs9XiHiAp6fXdkMGbZnwzf17ez3/38QICb/dqt4j+DXjhit/I/ym+hT9E/w6o6P/jrYDoB3k8IOkZP/scf0v0wwuFr7d/F3/g/fx3yB0OYrXssE0eD/egdXZ1i1FaBtExSZYi/vyjvYlHvYmkm/intSR61hg3h8+qmMtwCYzl/dInRgq0FvhW/hqAgQ/K4I+4xx/tr/PfSVZ2YjWvvUsON4Dz9YZz/6oYCX1HKrqUZlOSdxw+cVC7Kqr1+tLYUTa/x3PfTieX0WbqPgrq2POvfYACDBhoA42/lT+atFDDf+oCf8w8aBuacbNX+e94o7Plwab+nM1vrv18jF08q4bOjf8tc4/ks4yXpmZH9vWv7P18qIYh7obuUI4uGGc6uaTfxEonJZcrXQ6HgQo9nQsKvH1GRdm8p/DW04T7ZVSpK+AGbH3o69EKnb/JX0ohjgAioQw5vF4E5xB6EIanMxEDf+xhYP8m/91hE7+zV/Y8bwIxHM8UqdLzBbp7vuWWbvdJYGAOA4ouAyIdiFAkREdeJKYMfM/a5ui/KTo9jap2eeqWO9tn+2x+JRUchh6uM+aR+D6b2MyT2hcMOM31kQq9gLglxkzOMv2MUSSlGb13ue9N7Q0zd1dD680KPUiR8NI4Q3cF3Y43YuhZNQ0aeh/vAbqK9sE9kTmPKa3Q6XQxVSn3L6yPnWH36TTTRSpV1c8vgfR5Td5PQfn3MsP8kTsI21PlWDT9Vqex+Q/xcJfJOrk746n5bapyM6YvyKTeyCPSN/LSC6LONQw9KTmqkr4KobU4thMJWXsFdEOCkTOMUei982405pQl3nHlbwXb/QqdSNqZeakzYo9P8jeFvnBPsyPTctWO42uplRXm4gYiboeiLy2o2F4Qoj3SX5y4gva+CLCQABf6JRjoGSuSnvNj8x9+TmHR9ldf7W6GvvqkM9eMBH9OlJ+I2sSYwRMNK/RGiFY5n/dFa94KhpxXRPQ11897yszNiaJFBTqF3t5cay7V1Sp0fh5UupJO7kbC8utkGe+i0DXezZw4Jaw0RGwwdLpwi0cOLnJWWyLOvbuT/iLxrQun7d57EJ1RTqLzqzt4QJBEtlDUVBXbKqiClbCDEQ62+mgSf5FIhM6CoFmYFJv/gEEpHG9jjSOTnZppplsunjY35Pt5dAw+QJfIhhko9Ga6ujf5aae84vxLcdUesjbv1n5EVugqR4Z+KrKMFHqdsctNEmAo6Tlxbmp3JoGuvQl0M2ZmcbmvXW8CdDK5J1fJ98/u1LROwitn+oSIMA4oqAJndH5QXk8QCKiEZEQCDlj8yFMvQsEFzaADtYIKH8vTKAFv0NF7dP4DBl4XGH5hbMl1mhmpOFoG7f3UJB2gswToZMaaek9FSfqlC3QtU7oa70mhBxGMRJ37Rgyd6swI9PWnIPF0db6bV+hrTy7l6DyhhxvT9HamDTpVScp8by5N02qh1l3kumySNoNgNrydzR2dHyFmV+g5Hg/SYf9aAAbydyUDrw2f/kUgovYF0I2Jzn+gqBQ0zueE6pmqQuIHRp+Xxn52VwHOj5bqRyFbGBoZrut6Bg7oWqfFtU/QG2ZNqTsq9JYPTuvPu3lzA82OaHCLQldhHwfeyLpJSgE65fLvYWFV3K0UNZyeHAkCAiDzkiDV6rYn+07Z2NEeG1bs75Sy7IIbRmR+QEcF/quw7CMvBvIzfXJ3diWjQJfXXzJwS2mt4WPBS5qxUgvT4moBXet4BhUqW4Wulp642juu2omzdrVriCEntSuOdHWFT9yVbvyoOOcLAc8e77MTB+h//lx10poDF0sW2wl04pZ7wkTheV8wP0xdNq+NRBFMu8vF/OsWzXq+BNHRC945i8x/wAS4Zp3RPWzhrC1G+XzmzidfiJJ6mBOGOyXyHQ7D0NKS9d3kWmtrod8II/ke7cWVa92sw8wKHdI2Y8nO8/2Nb+yaO+uP8jrO8pFex/RyW2i5f7LadNnNw1m169hU1n66L/btLriXm/ZcNuNJakmy5R5smApTWxY11V636PxheYfsWpW2Fc4dRPXtCoabtBvVtRKKhA2tbd4wAg5CGgaJz3+Qs+3YBlmV4WLLlmxbsV7VfjwSG2PTpBwgB+epaZrJ2qXxdcUp91bqpAymO7P5ZVjWWl34VLVuFaDryfa+MMePBtA/wkIJvCe4Vy9iHt6pV0NQFxrwR+YXQbJGoTwmWHMRhJJYCPOL/Iv5RYvPf7AQdcRsuFABeiR8n33Kl18S0N7+KvT9ZMcER7UrfzmK5f3T+XX5u/ND4vMfjuuuG+QYHPsDfV4RXPCK4P4XDuGBvfc8Gx9x/kPQMH38hRx10QOOl0U39ewvVPcWDxOldMVpOGcz/FFVXQgItj6hhR0H9ukW/LBkCSZ6/IjzH3jZLtISYYHYbdsUuKCGHkIziNr6VQ1NhobQN7LwInG5mBKBssjDZU8C51OLWyYa+ojzM/S/K/uG7B9UiR2/XDuW8CHmPxz/y4eT/9A/oHxnj1xyHIpBIOitJR/I9z/ZJP1qVBohy8p2CAm4geaXjEt+iW7MO+1OuJcKxZ+XG+p4/3jh92cRfqHzod6lUxiLnCBdV6HWVmUJSGDc5KJ6YFna5XlGhR3vH8+ER4GpfQseEaqXQja5NMeHHnUWtfDo6V7MzANDZJx17ANgvgX8zqZNBNGj4/2j3IA5iZO1qFtIJGlCWGM1E+NfY7zsJLKspEHsmp4d7x/6hlmf1xXqXnfxZz5l71ILXOxIAtxGdLx/rP8oe/WWy/3jwscvrEPYt+YwPpUiEFt6u8juH0jH+8dzwI51GmZ73guURbxxJ/1SqFGzdg4nIQuBGLhyQnBD94yJalwVinGAuwV3vH/E7rfQn008ZNuEsoRq0cKFq89A44n+ltDftjaLC5cjvIE8xnEUkseLMZlAPh3vH3MrS61CGGuQB3OqPGYOAz9rNE1jsHrr0KDj/YOamUeDFKRIpAEweBYWWleVb52UNLwJRHGqiFAPgmC24/0jzpzkZ2Unmc9EPfXxGBhMrYm0Jm4fp8F8f6kEiKdRFkTt41APmGTYwVZ//v+O949JSKG1C0UVkjpCHX4BsWyH7dJNvligGDsSto+xyup4/5hfaSffP72h/JBn7jhOQ1EYtgQNS2APbCBsYCQXtBRUuKSiQIJV0COxAjRNSAU9iN4SUkaRaKamGJpMxzlH/+HTtWOc6JrHwJn43vN+3D92SEjQ78Z1s4n+YWdj/sf5AT1WliIFPL7yCqt4F6SNHUdY2ccliIUkD3RRFKZom+tAz+9v19LzGz0/oCuc2rHpsoV4TUh3kPxkJWPRhdsxUSmZqEZuHCjJ+ag3jl3BIkqhWgL0Gz1/So2HQYoUxyY2JUoWNkQJpNJCuCII1Fou8ArKwZMYVsaQ0IdJmZcA/UbPL+ZOo2CIfHMKiCmXpzunucGM5QVAv9HzZ4vN3f+IlgD9X6BfCvoZK3Tv3dG0bDe/G3Tm/9sI0M9g2M78EgchQKU54g57f75/NI3LKLFeQxMsO1GLgF47/0ygNq4F50duUKpXBKMfvqwyBKcJEakaXrEPsp8AOjWCoxWVo1M1jpOp0Et3DOjrzQzo1fMXPjIrU2453MLzy+ygG0OhcNZasrwHRnZZINwlOCfdSXc6yaiJigq4IKLJlo8Bve+2PwW9fn7sJYM3YC08f+oa2x6czRM+pRrDpA/2uE4EnTEezOSe73Ye9HXXXf4U9Pr5Z53wW3Z+qKFE1GMMaSXLy16YxTF/OKUPUUhGgA7tr65nQVeJWKiczZuOGSiK+UjQd123mwG9cn6MKPTHmZN9wfmJacw7AY2245LSV5Ana4bEGpRR9B1zoOFchqBfbTuj/uIg6Cqn86Se7eiRJIikTPkY0K2XzU9Br52fRkmguYJjs33Z+XmDNVIMSkpoY5OhLa3wZBfbZml8qDIA/cIR3/a27KWBcniaG2RDGUVRaGeN1zzonT7SJ0Gvnl9rnKbgbuUNClIsOb+Kxi7QoVYLhKnFBxeURRLlabXjItDB/OLa7/e+66WC/DhGuZHGxWiNjUOaBH39cfiRvttMgF49P0QWiCCnpec/k65pvYZ8jYsldDSMhzqiTktgbMnLaIwuKY0pQL/uOz3X98GV1DKPmsomMru6kUle4KBXuh4Gfc0z/bLrPib464Og184vRm2CjNzkI93S86e3gZ7NBSk/3lmAcEkuSmqJQcqXmk/XEvQL7u+rZKFXdfRaI+WIgA5tdp2TEE74L1233R0AvX7+wsjhCzksHH96CU9GIhzfLIdLxpPXQIdwm1bcY41l7I8nFpRD0Lm9u+46duhRHT2hkaAx6Guhqxt9Y7y4y94MfRoAvX5+aMZA7Lx22o3UqJvQaQhxOMG7Fb6Vo8wwxsoVBccUjpOg992+AvTHb3w9f2XLq3NAh0rQ88bWc5wvbAhulQzo1fOj13n7H+YkdCMTHOkhYqepyTigz11T2QSYaTwMYrOvICUpTHIM7tfc6W8fPjW8X96/b4C/uP1BoKt6tj0E3UAt7uVLf85DG5MvB6DXz+/8SC8ByNiMnMVOBVmCT1vIYsr50TXKaRoIMRw1X7YrVqb0ZiO0XLQn6HyQ8/FeA/rDNwG6Qf/t9guB7gWZbwT68Aned1357B+DXjM/AlQeKo4Y2UoPNEIalhbL+bOQgT5D7ZzyRLuDDpX/eq95vD/z9cu5P96/nifogAHo0K7n+T74DXbzceu27XoAetX8EJ2NDfM6DIcytHNVAP230afy9zg72Cv76nbRdVWgQ9ATigJ6SYJ2tyk/0tfG8uwvQP8X6A+DHr/KiED9d4HOv9PX5W+wu3wn/KOgN9oH8K9CaS/cZFjJOHIdK1ehJ9IXgQ7tL3r/6f3qwL1+q45el402gF7Cvuu3+YUtVTzXB6DXz49MGOcMD0FY4VfTntgIbFZ+Ce6V+6ioW6JHNbuSmhLmEXxEB8NoprI1Z6K2IgB9QFegvgzoT6J3nb21ugL0Ie58pKM4CHr9/PJyPQZM3mfebuEirPBsrIBSuNl3aXmrKXgwv3s0bl2Z4CbbfdPSRM7Qh7tEjwiHxndzC5NngYyXxbxcEbU9IiRAn0O9/k73RqJhtTgJOr/BztDz+vnjGCMoXI01RaTRwbvOoVRa50MfZcPf1kiRuqAsKzaCy/mdj+jGzXQa7q7NNGTxHZJkvngyM/GaU6ybAB3iC9z1kqB7SeYC9JP/WxXQ6+e3HRP8vYzCDRchOIySZ4OHXgJuOP+41zHQ5Fa+8B6nUI/IqNRB6nSnT9IezJcAPevnhJOg85E+B3rt/ERCIKEIEMxLf5QYE3hTCFewj/QS8VELqiwpe4Ak007pgxJ3Hu/TtPSdzhHO3OmbbbebB71+/kQGK1mGJ04eyqoIOCmepwMJyvl5W+CSUgn3d/LOZjWyKojjB7Lo3sdl3mB2Iyji1s2AC3EjgYS0EFyoKIKoIPoIxgdw4cIs1DCgiAZkMOoYEHQm40ZBgoyDIrPwCRSsqluVX85UjrfvzLXT6j/JOfX9kX+6c6OCU9FpVUgjgbbMna6YYwjpe4GVlT1wdcArfWozTa05pDd57yf93veHsojnLGhTeAGlS+fFqkp4irKlGv56//qN3ytPNUpgQeaB+iKpGKb66WU1zp0FdylxsfnU4geQ/l1gZeUXsDc/6aUwi3Qf4b97v/f9VYIrJyuOYoOaNC2S77RaZkRENznD4kHTE36CwXr/cBed3w+LtaIeZNBbHJLu1qmpJdqaqeukPaxG6SwWaANYfZOmC3x7154+rg0wAun3vr/ky2G5njq1MOesmF1jRO7cFsATmlYolmWC+KxeBE4tzSpX+3u01hZLuAx2qwe1RkwfDle1VHGvIF3Fhyll7fsWfnnjDtwz6dbaOFCMQfq97+9WtQCxdNlW19lTmaiiVndGCeuK0RjtpoFP9mccRIBtGEpSBkU8vWI4enJlHLxFi9FI/yf3B9CKMIiZdvCgYkNbDa/6kJP+9TsrgcsJKyvv/eTY6ycdLID0xv4LRVnGof4WmfQP74SS/rtjeUlfVhQ7l5L0kZBJn/zfSe/w/yL9f/9KD5TJ/LET/ax1LP11egIX8Up/+V7xyoj7Dw8fKXNS3CfXJG4VXcI8cUO1r92dxyNyWypEJ061JtLf6W7w56m/4PZczjiDdJ9wYl8uM1xnW6L979ToSJtq+qolyyA19i9Tzw0gmdWrE2WK2TEQO0V1LYYgmy87aMyD3N2Q/l4mPeZiJAUGPZZofz08HrU76BSKOZiPTSIVPe1fIsU/KpE2VMecOocNFQFPIDUO0t8+GuvtnT7wHXIcS7Q/zOJupzNa+mKx02GIBWdqxEJksyqBjISdELfWdgxg/N/pPtXpZRKWaH/KkIFKVGpFQCOQ8rzS58WUM9uzrd9U0zE66XRotEzW89w/xw5Hc0BESB8bwzfoJf3yhyDh8tmkLwmmk+VCmSwPqqf3TDrIaJO+NvlvY+0u/AUfbiTUlI3XjzWTMGISdY1Qb5Ua8vQ+6ts7TRBkhhhrifYHxLuHDk2wRiOKUiX2XzMzGskq66WGEHz8CDfZPO5wKyUxkOAtTRN9/Kd3H5lVfMTdo/2ja7udvkT7ew0R4JcV6GqfuSajxMyt/YuetPNdPLwDBg3AE5IdGKgQAXXFKFRnqTb+g1yMZ0JMv7uzath/fW1tem1ndeeliQr7O/u757u/HhhoTac0k9pxRiY/VGl/0wqt/Wij7WTPetY2mIJFGqR/FxD541cdH85D+pl9X1o9wU7Qf7Tf6ee5P1TjR2uCpL5AAsra8uBs0t/bCyjpH1/WjxcvfzyMdDARops4mm/Qydq/G0tI+uP74/1Oz7i2CjL2X5qu/ffhpD8snyE1gQtLnPgARiQUVOv+8MNroz+9W2HrQNf91T7s7J7P/nM2w0UIhjQV+xNWakuIpNmBSaezizS1oOHpdvGdmAR0edRz0t8f7ZXOtAbrCelt1s9lf88khXj6EtrdkQ7hCgLz/qqUTjc5fHHgqh0+VpQ0xLAVYjSyEUNAGf/pnSliPSW9H7vns3/QA60kE2SnB+gZm/FJTt7f1IIHkNPj7NdAf6E7SH/1uVOwp/W9j07j6hykZxyt9uP1c9k/49EB6UNQTrWgR7sjkf3BOY84cpqkf1zBTFdPY55XOr3inqz242hB+48NfgysOg3Y36SCV22yjt/Y3ITquSpa3IklkjGo5IrfZsOnR6ijP73Tmm3m+qV+HvvjUxWn1zQFnRwK0ZMaeX9BsRH98OoOM3SXG01yLTz8nJAmiBjmclGFHGYY/endGjJ4p+6u9mN/0fu74rrTb4crVWiYAIZquLy/qYW8i9XYWPG4gGYG0sx28WG1ymF6G7ni6E/viQeD/GPYXlxb/P4UwYFOAl2ZgjCQihJUfC0747hoJrMl/mkkER6PQxV3q1/VKNQpuSIVlPSMPz8LXFX1+accz3XuVwK/Z9KjXYzsU033O9p33v3xt5tXPt3Y2Dg++NEsYMH7Ex4GQUW0n9i43U1AfYdMm2LF9bgYTUmJ7p3boyyN8cyJXQ9zu9VkCkUjM0V+tIT0sV7pMax3h6nJ7q0rx7ONDlsbW1tbv9Wkv7T4/b0FhHs6JVjBRQ9hOD0Zs7V/8TCPoSlV0uaG8NAp9Y7vBfXCGRe63qOTHkPSCBzMZk55h+Oa9KNz2J+IoNP1KhwRCfqSm/1BQQRkNa30qNEwJh+7gtGf3imdcQznhk9r0vcXvz9WImmUmENB05vAjDbpl5KKpQcUkOOS3v2xlB/96d0bsAYTXZjN4Fxx8w7SF78/tlrjzGzjY1Zsrf2LSaDuhNO0S35RmkgEQiiFmCS01tP7d6808N3K1c86tElnlqrlrYrz7e3tRPpC9w9YIhypGnCZzt7zEkkuULWxv5F+yaAuveLTFDzxEfXcp7rHcKkpurmGy0wGNjT3+L/TY25mC1K+hHShXFE/vx8tfn9KBDzda1SkwLVrLgvYt7V/MUsGVlQkBHZKCTFf2/hY7RuddL4DCZ9A+naH43eF63d/3PE/1M9h/3Rn4GqD6q39Sx2EZDe2/hbkUQMx+2gSwuik53FCu2ikb0G6QP5o+00e6DrWdxe+P92Sg5S0SqNjfGKpSX+M4tZY9GgRl8CcRMgtQtjoYIbweZwnESQmBaXUDunvH/HvXJpQ73stBOnMLocKDGGkK+eQfnN1Z2N9fUO4F5zH/mbzgnGf1KQKnzT1diSZ2tjfSDfbI5bmI9oHEDmS/CJQBA73YSAtZqeHb0qt/PT+3FMNPK+cv9LCT0661I31Yr4QzyT95uH6+sye6HbOYX9a+SWceFx4Q6N8FGHBLsuU1v5FrkfkUyMFeNTuqrpDkI9wJogDj0lhkDsm0oOCpro7SP95tL/TH2MS6RwDXZLuDdI3hPQr9it94fu7nQInCqJHki4qbsqogTJ5/yL5jxCgolpMNJkeFSis4eT7oPZJnuuOyFGc8o//Oz2+Y9aL2bR5/fRu+HT15kze3o30ycL352RKDSSeAOxmoNkjiCq19i+qqxAegd2xDO1xCxg5ZUQdl/WTJm6PSUyKgqOTTg/vA1HPzNJLfetdIX1mpO8sfn9+EKrO+MljDHpxC4L51v6FDEAXgIwahS9gJ0CMZKlS752L3Ul6fjS7egqNkJp0kNpCutHuwsbGoZJ+bdH7ZxNZGeayzkNAj0LpENAwYOXIDjMhEoGYgbd+et/76hR+V8sbH53CnymkSfqFrn59HvP+Dmazw3Ul/eLZ+3/x5jx47e7274m4wCJk9RDW2r9cgCkaBK3qDL+bCTaTwPQIreuDrqAFxU0Ll5z0/SdHe3u/EFOzhMAsBzP+vWpgQ57e1w/k3b2x/xdPzIPXBu8fUibLP2JulT0Qf1rt5Ku1fwmzFaODIhRvxEcYThKiVye4Fm5XomaCmXilg5FIt/Ks5son+v5uELLjvV0e5A6F9GuN/eck/S7391sNpjO8VgFYUVOw6a39S1WMmwvU6dmB1HJzEIU4OumUz9PIk1ywrpy7JDb5O33tzLS5SR++f46u3E4er3PykBCJaJSH9IwHSeJqBoLhUf8c6W1cMdaB8z77bXWfgevNK9J/vXH7WxNu3L4hAnh28P70kRjiHySTq122zdGcpNNvyOQ5Ee1BO+1zcaTTLM2k7+9BOxDLzZ2LaQ1Ih/PNTSf9j9ubLyTSB+/fBglY5gts7V/4uaolNFVjWJPTQuTZjawXNsqpEjfn+KRHO0ZlqWeOjfRZRblavmztX5F+Y/PGiby5+WtF+tD9OdONgKS5VCYgobV/iTSvJJKJMaebI8Zks1Wb8H0x2XLwcHucafkHZHTSZQjfRi76+F4Hs8CGUe+ikN7af07S73Z/1z0m2X0FWERDlyPiAnn/EnwL6BDRfGFBd5axiYrB/GgiVAqtOus/RDrl7ebn2l7qGVtCemv/eUm/q/3DTw7BKLBoubUT2T2t/QtJg8A3ZTyMT3pCNfAnifJ1eZAX0jOGkz4+LvQY+6y4TpN+H8IQkJNt/TIYn/TcsDYc1JQfrs+2BF825htA+vD9M/rDe9Zr6wWj3kjxYUpuiwnhjL083285UXLJB54eF/fbRHka2crV06zrP43b3jbS8/6Z9NubfyQZ0gfuD+jGFGQDVAT6eZPW/kUd9n0Q+ImE4ikmM41KnRgFoo6FYDLFv91mYrBIIDl6ezd3x8U+3oRvZphoqWJs6NHY5esT/Wv9+PjKoVAunAuE9Ob+Qjo83/6WP99uy8se0pd+fyG9DXbvB8PnZLT+svwAztNuDN83t25dV8pn2x3pB9evX791i0DQJP2FivSl37/c97/GM9c/t//J6vrhbMs5/yD+dy0/OPGg+p2e3t4hfdnxF3vn7xpbEcXxW5jKZgshAbvkD0j/kEcg/4CkCEQiiWBlKoOQKKKlIK96taAogmBhQnisIJENS9JJwCpNjJBei4C23nPuOflkcnb27pjlsub53d2ZM+fnnHwzN5Pnj/dyk3691xB8ePuvxRrnxvt56j7mIvcfJH3uNaZW4EsE87Qw96A4xGhkvlBqlfSG9a1N5RzsXRM8Mekz33+lMqTLkK/ndpzl7ToMc/loIn2yKGLSVDaYJ8FzLaVCHlthUs4VG5sN69tHpgAX5aTPfP/VXJPV0+pgos5ezFXNwrz1QwaZZCAelbqyYcLugn2QQUEYXyRLq6Jnc9k68rdtwzq3fZ/D7OGmgEd7wjr9T0j6zPdfEeCxObCDqGXOo82NHnFkwdKanbAOApl0un4FHMmfuZ9xzBNce2SO9F/ukT7z/VdzneK1qbjgy1gKfbjD+qGf8oi9HQ8J/2jVf2F7u5Ygfeb7rx66C9wKtOUZp4+9VybFRUI6fyLzfuZfopj5/qu5lxT8RG+Hx0A6AJA+63hpSb8pIP1aI/4nfRLMPzCC9fRx/kLYLHq+T0z6zPdfed75pILIKJBQ4RK8yOiCSvPzd9O4DS8dXRkVbJB4llTQD5bM9vdLSD+xNJP9xw47M99/NW96hap1JpfpGie8RcWy2RTSPPsUyV8eR0FZI5iYdu65TLLJ6uNrJfStSKtTUj7nuyWk7z2y/is8PBcbAARgwpMxtc754AJ6MjJZg1ngCUjl3VEm4Tmd93dfKcEj679iVQL6i9HoWvVRtfq8AL/t3A0dDo4H/eGY6pjOd8tIvx6VZur9s+ZB0giQFzwi2vuvbMaxmP1y77iG9A9fnRxrax8ROdhQDIbkzm5uv5D087DvqfdffMJXsm6tX4AKMWRprUAc2EFXAPw/KyD9+7W1hHPFcb+11PluMellKO9f3pG6nZCTuRiEV15xJeOALeh9YSt5YaSVuGGEWPH5q0VH/TepCud+2AG7R7FfSvrF5P2vPKD/HQ22gY+AtGTI9BcCTUZRuZdu3sVUEIsI7MhGWvDOPYSEvlvP5HkIYmcqPjNCP9TPePyw9l2TvV9T3Yf2PmV9piM56PnL+36G9M76VyfIkBUm9UNBSZ+sQLZ/HSuroYOBBSbfjAzYsJgE2D0LA+Vs24n6M6PTMJb0r9bWdE+rNc8rgw1wPLTGxXy/o/0xpN+cIoO9rvpnUI5RUF0loGxSB7ZC/0RULAEIJkpFn1UZgjQvg0o6t9ZqrnJf/WB4q+0qJzFL/aWVleONu+hni8lBz5L+62h1V/0z4x0sbtfc0dRabL6iABF1OoDWJvxRrOor9o1oDohsTnPg/azsKmf5nfQTLnRUSna0/y9IX+2wf4zEsoQdr4g/xZjIjKWSHJpG53Q3ptaFF1BJfWXAjZK2LXNzjXzIr5Oq3J0v3JeTsM3z/Tcv329IP7lzofN+qaEHPU/66WnUiet1Z/17cvNxA3r96MISU96NtgDU0I+STg+6B5fVEbMb3JeyOpgKJzLxTeOJ3JfRPEROrm/tVzkJ0Zewfihsc9hXjSeG6/1xpF/djCb9vMP+1Y8SpqKQMwxqBUpK4k7/qqjulkZkEWXW7aA5sFS/dAOAjmUo/FWdrzE/1TnsXsCni90xpO//gZyQftFh/+iQgHkxQmkaFEhlO5Vugw0t+bbywHUsEjPVseC3hCjvhbJf1T+ywPrTHwjvCfd9mhYPOeiCzE/00wzpJ1323/o11xGB/sUB5xVWK0lAVQtqo6aEagrPg7ExuUJEU8uE1xLGeqAeo5VyIf1OK73KWaDVHQ7TE388tPTaqRz07Em/udofoZVvkL1O+4c8mV2yxLi4X9o/R5ek9K8Fq9vKplBoCcqYAT8R9eUSIUzEofYlrpTEufQqR6ZGGN5/xkt2tV7vGkYf9KtRB/2FjEtd9k9uO4QpUBm79/tnT24mRBTV0oMQN4Qi6S0PQogpvMqFlP2U9eO+b+JiLOlXv2ZJv+6w/yhGazlJREL6tLAwjSSlV7mQYBAudKoenpyMIf2Up3sg/Ty/2en1DyBpuoD0hQX2KjNQAyrUAGVGtRBs5MyhV3iVi9sIF3k97IMNZ33kQefpHki/6KJ/4IywRGSMiASiAhWUL2gpXaMUWZaqsIJYmNzoIj4aoNEyq8qSmI44tlh4lZMgNijJh9DNM76vf3jzIkP6vjzdI5o730m3/aMTH6dEnQm+UyT0rzP2dF0Zm2xNBBl14uO79tr2oVQTojOgbVWbt4zosGkJdSq8yj3XHJSqAevQfryhrN+MJv2Pq9MM6YJu+3cfAQeRhGZmE6F/N9mUpKpYiD6Be2LVgQCWWG0mHwAYSZLU6BVe5TRRmlyOdYSzPur3taubUU93I33YYf8UMFU2GwnS/slIFk5uNXZLrKcGLdvu8nnZ8/35QsRgHOujfl/7g0Uk/bzb/nGaPg816bOJLwuvcgsRi8d51vdGkX46mvRmvlh4PEhJ7xVG9+TTIxL9g/Gs6Pm+RlUw3MizDqvgBhHsBtI76L8Nvcm12JCruN0ecz4FnUrbiPlKTVjISorU/bPCq5xGayJyjGE9snt4JGOW9L2O+xdNcFD13Q6Jov88WQ4nnU2pqDUZSeZF8fU94qYGX/nbNSrpRCsoWPXK/l3o7yyKbiRP9jJ3GDkX7VHmR7qg6/5VsqU6EgJNYiRp6N/f9850pTFqcOF2E2ZiQqOCViCxSWxVoBK5vT1W1FYRQ+lVzoIlHrE/KelHm5vbZ8p7jvRht/0rMOICrSKTNPavMhMbqlhRL2hschGwoD6KIKEgey6g8Cr38eiGB22k8/8fMdpT3vnlri8Z/zw4+Hu5g/55h8g8iOSMoiReSIfXEBsB9wUgrqSB0qvc6LLHY0mHcyW9hvEeSb+os/35pMZBR/0vECRj9lyW81GNtS4ido7iq9zoLMvHbRe5o8Mz/mYHpR3e9ekO6QdPBOu9GQH0lBFVibtHLoZolqiY0EU9aE+aoavwKueJdaQYrIeTflTzvS1/VZOTDu3G+y6k79XJnij+6qZ/QAiFIui/rVjlTMu0qGNSw1tRefFeVluzQIOTBLIdXDSbylY2tFB6lct0OYR1SD8Uug23f1GTg+MuT3dHveOG9D876h9XdU58nDBscBaBWaeqDqKEv1wjSNhm3xTWt7qrxhcebAjb81CPlEE8aOfnwqucBNkmh4PLy8ufBn1NmbB+dra9ufWu4pZ0Q6Q9+UP6YW/xoCG9o/4ttZOPxms7QSSGJJfZHbrKYjzeXVRrtW1QK15UE8Ft1gomtSjo0VY06W3iLMrSq5xm1kx9I3Hrsi/L9eYOr3QDpzycdHjXH+mOvpP+d1f936WAN4ySRWX615f7uh/fPpVKNiBoXpKIZAXxMX8imZHiF8RAWgTvw70+L7zKeexg07G1dfnNN1/3f7+spXfB2JMO5OkOLhZ7Rnon/cMFVaDXOQfEOlX3yhNUsU6QJxdDW0QmkK3TfkwmKL3KWXB/G9INIyk31msvOE+gBx3S/Wf6QTf9x2U8n9AcDakMyz0jPYvlvKk8ojzXs8KrXBN2uQ3rOdK3OOi3lMsrHHSwB+ld9d+My8jTSVrJVKMwcFkGdobAClmBNjTles1bvzD/XPZ8/9gOeuBckHu2Z5/uG81BB5DeUf824BWywYYHktYVqB2V1rvdv9FPFRgmuAb+FmySvtSXDCSlcc/HdlOFp/mw7Cr3XDD4aTS2sgd9y096ghfNQQfDN5406K5///JTj+8Mpvxjgry2EWWvEqV8FC5oendRO1oTzRtB/czLDC5Ydu+I5HTUhLnSeyv8VX08UtahnLOe3Nz9T2BB/y9I76h/z3lbw1Pi6WzaGiq9pOeC9spccJwaFssdIl4twISkw3j+7n52xDmPpHfTf/TlCOa92gtAepf49p1PJ8YHBZheqvJCVHlvZ3nWUU76epk+Gj95+rjx6U6m/yIQOH1U65p3vR5sbsW6D2iyFhTg06ePHF/k+kdTjFJakDD5Skh3pY/GP1hniZNOpvCFggQ2NV7g6WPHO/n+fW02jDYRRzie8BbYAXDo4c0MP0a6U6U0qgO0mlZgKdQs8BjIX3cPdbBoKmiKp48d74zvH5PInByD6GRAZ+Gqw24Z4da8yWmufGu5tdLRNRGocQOkDq55PPrHu5DegmVGVCwByriElUTRBiX99dGW1xs9Zl8jokjWDGZCJfjx6SPHm9n+WTIERF+AMqpez6ULPFa6M3nbYCJ+ZpHRtLRDd5SjPnYyC754+pjxD3XnjuNEEIThOQLImQOIHBEQOUFk3IAA38BGInEGCSCLCZwZ8AGQWJBZEZgACQJkBBIiAwKQkFZa8QgMYhEREJBQrqniU9P0jGeZ5fGzM/2o6uqq/rb3AQHnz1XVz6nRUQfcWQkRtUPHz93HMGAvX6YN1kxdihXWyFtnfJFviZf2aHFWu7bWV3kjMuOpQjcLbZ8q1ZtC4tWYDl1/dGYNvS7y2/Hx7fuF3hIpzq+yfutzcmbzl81b12K5W3jq2sKYOW2DvS2i+mZurdaJevOxSN969jfrG5FP0L1xXHWlPPCaaRw7e+3ZpNWabG5uqd692xEl/o+2V0V+D3z8+UihA8Qjv8t16yfrdP3pOPXrR0CvS56Z3QroZQL672nf9rUnk5Zqf6zNrXewr4KeyO+/UQC9TfePCOgoyoKbtEsp72fKO4Uc9Dtn/jr0agrctN0pizZpt9u2ddFiiNPBokZ516gE6G0cLAqRONR0LKZI3XXsxep+owmIk+BPl0O/xb5BfrXrb9u7rH6ca9aPiA90GRtsuMrAX0FMXC1bfJIFsaUPPJhDLyzE1B2s9jaHak4Wgiy0b0aV249xwUG+jrZ2SqGH9ZNfzfopp7R+P/T69Yehcc3UZrx1Jx+3GfNYJOtLh72ti/OPOD4gP80E6HhSLDVxqG4tbB6W8BZarYdfALwOcu57GnpQP9Br1493un4bible/bh7YEJlbUQa8YC5kmFYJXX9Yk0IHQNlmLhJTOMeB9Z2+9rdVqz99bS5k4D+NdiS/OrWT1NaP6quP6ZBDijDNUbIysiJFqe0sOMWQCc9FEMnlgckNfbYfgLn3VxzdPPX0D8l8jNdWLt+zHH99CFRXX8cnyl8s5RPei62JrmXLwM6cUqhVwviMfLGoH8pzW/Zm69Zfzyx93LoBw5YX7pt7yObwguDPglhSjsAHffYK4aOc7js8LVWQoBsCjr1h/nNe73pYs36adPuzKfrT8/CCFsAnZZ07MOeVV/e2udB+MgfcyRSPHDo4X6eiKfBoeIW1lPsus338SauOdC/7YTQqT2AbsxFy7Xq57hK68dUUT/wwOX+YZu5LxEMGQs1KrTljw60h0FMZmS1rrd4RLVdAuh8WAk+4qbbjmawXS0VueSTVrPMgf58/2aB3X9jC+v3/FbDK3lvJJqX1g9de9L1s0CVrh/snhZzEDNambbMOt5QzBAy5YE0KAm3CW9zDn3lRg6kEBzqIsyA4lf9F620gLhr6PsVu0H/GhQMdOkupqNCF9aon9my+vFL1Y8fnnDyoIwVerjgDwroZeJQVWSItietZq95DF2wv3tgP7zH+fkn5XIkyuWZWrbNq71LIwL6X1BN6IuU/fCT1t4wB3qh+/Zz3K/zE8wXRg59OF0c+HcFdHQ0GNUy11sJ9HTQSuinJo1+aU9D37Jv6UeT+U0VeS7Mh8OLNU4OU317ekF6VYZNmqMs4c0UY6y2kEEYxA0Iw1Ggs7t1V0pAD3d40WqWeRr6fb6lq6L85sVFF+xD0cPq+hkm6k8IxwgMhgg7w0zTsm2kYVdIqkFD+5yP1M18cabWwkpavsTGQLeAZEAtHKp7WWBtHzfMPA396RH/6h7WT35TveKj2WyomlfWD4h0/fKmH9fPUfN5AzSaAF/mm6mcNS9dgpkeg5UDYbGEwmKtPA59ZXWbiFp06IeqM8TT7r5Gmaehw/xWVL/nNx8Oc6WdF53xoqp+v2rl9VNzWL819mYTPEFkZM2SEbOeWLfrtX7Tr5Y7Az3Wsz1kDnRlbvoU1e/5TZW3vrTpv0/Xz/tvKNN3t5FY6VDd7i/9gJ5eXgp9354yB/rWV2d+K5nfXFHn8prlw34/7/f7c+rfWM6qzqkpEt3KmUxnuljBFE5i4a0+3RCqzlTI18TQiWx5dYHuM6RU9h190hz0O0fQp5/qX2x0Lb/3es/7gn3WXzEXXdrwoi5Me70LUf2MSupHcf0yUs9kGPcJJ7NiA5G2CtuGHo/Y8nI/t5sD0oGuI55XybJikUPXofmqVV091D2D7g5U332yhxcd6B9hfuvn+mcX/ZNyrMCHBXC763Orf9kbjXrLqH5nWlY/bKL6rXUnzllb1tpm3OXMGKOj/qZhPfPICwE7Lmxrbl3cuOkyIHCwSwDdRaRne8d8c+vp11cR9C9kplr2essC+oe+cBbsK+J6z8f9/uC9+m28HwnzUb4R1s+gvH76Uf0YmIxGMd0sBg2rWPH+kZGmUkAv0w2HHqvhf1eD9239pTyC/onaVIueXOFp8dW9PxTqin2WC+/+eDAYXFLmF0eF5vFZ7a24p6Gyoul0addQp7O+L2E7NaCzkpseh5g0Bh3eL4W3CegwD+pfKsz8g0KX+11o1h8M+vlgINhhnstnR7e+OqVDpmspY0HY60SYOxXsmcUdMx02ADoG24sMgK42T0Z7rZR+l3cMHeZoUcAcjR8eP37JfnqT+50L87EyF+idpSLPuerUL4+9kvUz7Eb1xxAgxxz0OisZdN+IgB7SXaXVeRz18ZkiGks6BGONSv18BHSZodIiEgt+QFerZWS2hqDDuwT61y9R/cJTNRy+Py64BfV4IJoNxrk045MnT3Y7D4dDsQ9nubwvBvWDsbx+JxvV7xDt5fKVHjoOkjkch22YdawPXEGqfp4lXtqEKVCViByL1qGTjvqSgk44dDb3MA1Ah3cp9NufDv6i/ulItKIp1Aeq/li4z6b54OTJ6Ul5dRZiy1ePflwI6+dU0/VzrFH9XDY4cdUNNXeNC53ZQkDTQJ4B/aDj+eMW7OVilTo79MLg/m71OYceR/lN6JvfmTd7XhuiKAyfxC/QKtAo6GmUEp3GPxA5nEMyo9dMQsZosE0nRMJlohAKhShINBSCglanEIVfQLxrzVpe2957xo3P98zsr7X2x5rnzD5zJ7mPyHsK+qsvJ46czMR/Bsjxql1fwOE+d3UDaK/64wq9g1EPRf8hjp8qx5+KrXMiTeZIAP3fidDLSqFTZegbs7w3nl3evusTmU9Bf3jkyJED6eSyu9s7OIWuW/sKEuhdt5LKPVjO4jg7IMXn5q7/QX8P+sGkhdCnvB167nqVmO+aA279t1398v79gwdPCP8+/v38wYP37y98+Xz1xL1v0E/kIrp0SrZ2+9P8uCPXm7zrVyupBX1ZA9r2wubeL1ytzXVlNR1sQVuuP1pZoQ8bJjRnJXSrc9KDOLUoJ6GjrscM9Ne7dt0pEn8L4Jzu1pEpEfqBTLg3Tynxs4MyV9y43VHojncd0iUkJpxgLl+N7tiHKH4WyvGzPYk/spXxpUwWBIgEimeQjyQ81Iuz+foscR9PbVg301+bHbo3qjn5qjl07z+uCipBf7dr10YB+WV0ikbff+InoJ84mYv/jO7sgvVUB+imru+H4fjyOJhDx2EVDR0SKETxq1CYjJ/VJH6tGSLIzTToQRI+3YJL0Aa1RBnkszMx63fj0SRnPCebpMjIHLr1s1HjMqF7d7eicDH7YgbGt3nob7WfDW5RP7/9na5uGbVPa/bu/Xo2fkCXH2sgx6l/nwn45Wq57DocQhyH/dSfxSl/1AXGbwU5puNHpkkaP+SUSMpq/sFhYr+FehS1I2mhf7mjx5L67IiqDj03OuXQk/UUoL+E4d0E9GI80O2jo55r7cq4vrt5/3vHVN3ZAWSPjbv7eHv3XUC2WuEU6gq966T0IZm90DDPY96bHrY9eX3BoVhgkSVmLLOWq1K0s2MBOq0pdGoS+gYMj/PQN/IzcFW3txw5skWgo43Q8/E/xeO4CETxAm418gblrhu0IgmqEL4X/Uj/Qzplke3mtWOyK22LqA1UdmimgORgk5Y18wYroEiiUW5G1rXM9RG6D+VTW1nnceg6X3y1Hmahi+OdPHSZxgOEV8Ke0GEl9Gz8T3GXj69du16Zy6kaJMHNXlXY8kW9ZB2Se1H8nH4qfkeZxu9DeDPBWSeSsXSMf4ESMgMSZZZ7kx9ucKfRwV05pzVqMafvoHMETo2PtTl0KWsjZylAhzbyD3IWIBJI8yh+3ukoE3o2ftnej8v2jvsYO3tQ5oQeqqpaVrjVO4EOB9nlV9ct+PhKTcfveRp/LDaxzs4UoLNlVnTdbAd+fSILodOSzkDoydAvi9Cfbc1qL7tnpyR0kUPPx3/vuAtMO+Es2EG6GqogzFcVoOt7mkGS42HVJrOni/lTLNgF0P+dCD1VGTo1BX1vHvrlmYtC6FIj9JzO4IEcN6/eyJ3y1i0etPu+RYoGQFf70Mnuvlw93fHPxC9JBH03Di/NazcLJSPzzUPnAISejrhRgl76UX+WLDGOv3ynp943j0NKXX7TAxAr5SAPchUUqkZ/1LEFdKtOvxb3Jq/kvG0ezewYhE77bk3Z4AdbrI6TpjhnO6s2cjQ2oXN22n2O3RF0Dj8D/W3+Sc7GLHHPQy/EH1YQIPd9v+yWQtnUBUkaCLc7PPq+Gx/nr0fx84pPxo8khZLeX6kXT80IYIGMcEXxOrgajTZdnpfULIn6eqLNXtScroQuNe/PGK1M6GiwGZBq4VkWupovF57kCM8UxZ+HXoj/w0oFnH0n27qQh5oqhKbqm7qu6gZGmFcj8zaKn9dnOn73SeO3+njQlRB9Mv14J4XO6WmSBPLMpvPcR1JxCTaK9aer2cyZB6Fb1Ba4+9lJ6GLFwTW8y0IfXfL7+012tzUy/gi6eDn0QvxP8UyOzyqEAVQrqG3bJe7vNixDDeaAzqd5nB/i+Ek5Hz9PVRo/FLv4V4AypOQoWtBMscfmLdR8X4N+d9rLoWd8stBfjrb8/v5sMgRCR5nQC6s7I3e5KnQCvalkQ29D6IZQQy1O7O5V1UsKfWTfedGr3GPz8ErQd+7+SyL0vOahPy5DL+zvG8kYm4ZOtUtTNSwDiEN1jaMaaig0ercvw/hgB697mTE2f71/vetibkBWWCh3oJnOSJnPQqczjgj6znSgvQXo5f39jhnnoe8k9FL8H/HaVZlXfZC9vKqFOdQ783Ujm34nSVtVZ4pBUmVTGj81NVAKYaGjY0AcliNB5hQhTqmN7uLrkpIZvdn7WhN7WookC51fE3YhdLeg1WfLQ9cVFfb3yz9c1Ch+QlcToefjPzc+n8kDfFvJHQ7QqgHcm/V63azxjWjkTU1oAZ7xx4FOxU9DLv6UOYnEGDgWoJuLSi0s4HCqXqEDilbiiYSX0LvRDFM8oEM3Gz7xtKOnQ3fL9/NfzEB/beb8/v7MKVuUUfyErgtx6MX422Vl6hrlHRQ7iAvzusVZhdC3IdTY+j/8GL9rKn43QWn8yMjXDTTHTN1F7vSi2Ov3iUuR06FPz0foqXIv3x/6CNn9fWNyfYQuIvSCDssvtajpq1CrALhthrCGWpx63+s3YVl//DH+P3O950cA9H8ng160z0N/mYVuyr9/P/gbod+oqlYV+r6G1qK6bQdlrlWBjrNp6/rwzv9EReh7kkLBb5M2thL61BjT0DcmoBf298tTcxE61kToRX2oqvGZveqAuFkjEQn0UJ+GAL3p6yYEgD/D+ClUcfwlEfokHLLHIR825DqaUzoAO7Ho0K9FBna2WQ36jXFwaUFiXm8z0C9+G2AjB/1ttIR4jYQurYRejP+wEFf1wrtt16oezBsQb07XbdMGIJfWG3H8LE7Hz4Yk/ggQpJnX2Z2BjoWF9OeQkA9sPcaPh+sF86RFnc1fHWiOxmIVH4dOP1sEV4zEodv4OOn8LAvdl5Dd3+/YJHYV4vi/QUc7oZfjv9E0bTVCb/VxPcimfrpvernPG5zrtpemGtYkfkgjmo7falAaPy84o1Aj1+imMXPo0pGnkfcO5M4JzErw34rG32x0YhNSWghdxKWLOCGhi8RMXc5B/9b7YPZR7rqt0RTF79BfqMmgX5uI/438XIv6sBYBctuGoVuDdyuJ3vbrBlvAmyR+r03Hz1UyfoqDmEvUW+RceVMu9vwzEfq0F6GnuknWlNkQXnZ/f/bNnCiBPru+w7VojV0+gLhrGJmfh2yvXwv0vycGmOr3Qj8U1+a8Ng89HXRXHrrreg76RnmqzUM/B+KjeoB29evz+DU/f74+f7ppu9DC1KwPM/7N6xCzKY95K6GzkU6HJNHiodnJWGRde9nJNhZi6PTwPgl0Gmk/lIXONWf3990w5BdE6Iif0Kfi//b01ocaZJX5eUBvwfz0GmffyiaPn/fryXQsluOnsvEnlxqfiBl96b+QEj9o9LqWtDMHs1MbzQ8ZUiu4J+c25ih4BrkfoUOc2gq+KIfuk6ndR8m9nTkImy39WWF/53cxjp/Q4zu9HP9H/cWGuqBw6/NQvw5gvj59XqBrM5IbSfzItVqOn1iQ5OLnl8QAyMn4idJSzRdf2Tuf0LqqIIxfcKdgFdcBi4hUCBIsLlyZCO5ElCpYWq3opkIXLlxlU1wEY4VS+1yo1FfSaBq16EJQkIqIEPwTcZHqQlqoIBaKoNCF6EJn5s7k947nnHv7oq2V5nvvnjtnZs6c+e737m1eU1HDcejIHoKQii7M77sAdjJ4kK05G+IcorvL8zisVURnKdY3BdGPeS05bSs+340HZTgQ3WYhehf/of70ptg/JxqL0nOCpcN7xdo/b6LPz87pJ2EN/tm5k3/OOi/CvefE4+RFUFLdjUwfYGtsJuxivpFdH6gk4iCZUMQQ3foD1iNYF521FF+siB5YLD7faTG1EF1sRO/kvzbbQtRVbe1ntyW19g8G+wfyLX1ublYf9D/k/ANd/PHm/CGAES3iyvdriJjBegZMGeWlsInY5goz3R+V8YhdEJ2o4W+KHEB0nXuqv0+VRIfoA8OS6Gc0gST4I7o4EL2T/3BWv5LLXb40t1cFt8f73GBWNZ8d7D08J3N1LuT8YdrBn61L/B0sir7IJhjuRn1ysG07ttmxrk2J0d6C4GBOH+JFriDSINWmIDobUN2TED0q2eG5KwXRX9Keg/Fy6fnubTgD+CO6RUP0bv5yq9t39aX98wqxxZxTzUX6+aXZgWg+mF0r8OczUOUfE5vm/L0ezXggUdx95DeeNxFBKk8wtQxMAR6mFmZGGP+EWGEjOnlprgLRxQwvPQ9Loo82t1L8lxTaHX3AH9GVf4he4o/n+HyLQ3PyOG9xeGmvai7W3JL8Xdxgfv/8EP4Z2W7+YoWZ8w+LxQSxbIKmjXhcI3mrQY6aWG7gQ1wceYwVIPYL0b0GpZLNET3dw45tRdHhMVH8BzRDCXlSwh/RzReid/M/sDZvv047dFge54NZOQZLhwaDQ6L5/GD/YZF/79zghxL/0KOTPx1m/DmsM89gPe8YLKKiQ8ODjjC8HKVibVwp1qmDFLPVlTa2vhzRNWKHp0ZhHRE9NLJgdHwwF30lEq31UwXRT3lpOaX810WXOKJ38z/w0Jr+lD47u7p3MDc/0L+dk7+GfV7v+vn9hw+J5HsHa9tK/OPqdfPnkub84xWInuDfbuvLfasGiSOJxYRYTPmwSfXpNCGWM2dNiE6QE5++EJ0qo1kl0ZM9h8VfutBZwp87XWaIXuZPf/MDxZJ8XRu01uohcf3ww2Cwevh5udXXbi7yB3X+oMwfLzHcSU6Ij+j/ARC9C4hexDcl0RMslp7v5WLJnY7o/f3JE17u78Oi+cLCHyL6kigvewzXVlXy4cSVhX9J9OkNrUL0erU+0Qtf1E8lCcVbnZQEGxRd8If90Nbe0gsPra6uHbDYztV3jy+Mfe3w4OjH9HT3LlRp1J4ONwEc2BiZPYaLSoheyWwbRXTysE5VRKfI9HLh+U4R+CeiqwPRO/hHfweOf7r6rrtWV0+0GT+tHqnzx+7iz1HkXwX8NcsGRG997rKZjSE5fl3PVl6L0jqPTE8mDgeP2zxEDw91JyiG6NP04YdMzhRFn/bFlr5Ser7HJgl/RDcvonfwp78Tqz+1maL1C5Js6nfxJ1Tnz0Uu8neaeTX4J0wNTetSmJftvarFo6ztFa/gbVnsz0GCBhR0LQaiswC+5rFTXNR2PVtaePuxXPSvnVtwuHm59HyHAfynudNlguhd/KO/EypxS2X7T6s/tdkiepW/gs3r/ONGLPGHgIepAn+vxrTR5O3rQzTgjgkcgKztdiKPXFgEKIuN6IDUSI+Luu6RKDnbSqKnKN3qy1I4GoQ/opvDRf+ii3+I/vbOOk4U+UOzmz/I+WPUkSc1UWl7cJdXZTsCketvAwXIcSQpOEN0AoBliB5V0oSDJdHTtJtLz3fi8C+LfqST/8WIXubPpMrfRg9V+PeoxYxajW5tLGxoXwKdp7IiqQVJoC4Z+Pg8+Rq1BJqO6Dq3kf08EdGjmheMVvLfqH/DYk9aLDzfnUfKH9F1Hnd6N/9+0Y+U+VO2gz9XtsLfM3NB4E9GazXraiO3n92yZA8QDOb6Io0Ic28gapjtI6Kvv6IFukJ0mvCIZXydi05j3sKw+HyPruGP6DpF9C7+3t+7XaJX+MdF7+ZPYok/q1mR8beDh3njgdu2dyNKoDFeTmEBymchRM+y5cWGIXrSDFjJRD8YFwoUbvUhUfh/i+gCRO/ifxGiV/jj7OLvR3VVyI475Z/r1BCobF+LWMDCDLiYA/LkyEWvLQvRCSXJZ3LR87Rh4fle2uvNquh1/v2iT+T8y+gN1T39KpLfBAELAPV4KOdqyYgerorGgK1T0dvt2SJMMVLRWU8THxdEJ7V+qy/fH0H4c6erB9Hr/BH9aB3TRf5c5k7+CFHmn7AIkIru1GhaxiinEMMQIU0OBbHVctU9yXtkjtOznJyHQ/S46jQAW0S3VVCNUoV/EEureljaS6Xne7CBP6IrQvRu/v6D3JY6Kvyp2sk/0ir8ufawzvlb4ei/CW3sAGSkLh+TDwTXzv02wiVgecy506MBW9GmUHpddG+BCm7k39kIyuBllzPRFyMH/ohuOyF6xl/h/Psf7zX+QbiTP9pV+HPR6Y6ClEWOhgKc8AE8mHXk8dI+iN4FRC/Xy7+z3c5G69ZK/nxP69hQudPr/BH99TpK/HFgj41caJDyB4hexhSncdG/ENG7lyN6Bfl3toVC1oTd6uCPs/cXsr598hrRPBO9DkTfUseluXwbr9pQetSaipMadvAJEC+TNIsCnpiCdX2ik4PorE7rruSiS2akxTC1kkj+yZ49bdPsc+sbb7wh/2eHt+R1zV1iI3on/37RH8v592ub61LjzxRCBf4jOY27lEuYhmAY6/kceNhGs9g3pi56tBEroqInILpV8Ep041aIPiIS1ST/pUz0Yxpui7Ant/ry2dO7BL9bDfjf8EQKRO/m3y96kT/Xuod/qFjhD0kzDCX+Iz003jtj8KEnBt8uXlUEranon87ZHdGDIIjdBIhuVWk0dlnIRB+GKjQjWImbfNfjAlHd3BSsi97Bn/46RK/xj8tT5x+WHjX+brJCJ9RjWaSL6P8hXHQ6LQHRayiKnkNv9eVzJ3eJ5k+Z6r+n8TueSDE1hegd6Bf91alewL8e/rcwjuiT48frQPT+i4rok+Xdsu9sZ8qFVhaPT5zeo5oLRPU9k5TpF32yp7/XxxV9fKT8scdd3qgthzuwNqirl8OIqmGRh+jrWT5Kethc1COTnoBUPrt/4cjJjwInP1hYuH+kmL3Y/ctdI6LrrQ7/uujd/PtFL/OnYhd/xip/bLIK/PE24lCnYcpN8cfJw77erDYzQtEkHi6jGbSj4CMgRzzeJ93jGdhmxZ2utvjJZTbj9689tFsne/kq3/i0ZGqqZJ4+t6gBz89En1wXvZN/iL7zaA0nyvwRsc6fmRx1/iGUZXfyt2AzCQekT051EMNRX0GjMXfRtZsqEL0jaWsielwVAL1jy2clVXH6nPyxMBwJZ6JPInoHo+iv/gv1IzX+gW7+6bJ+KWr8OTfZ2j7kTWCNWSxET5qrXdQjXXX3+I9n+swmK88/I0IfPHf2k7PnlttfvROaGkN0MIboddT5gzFFqsmzVYcmmacgsLWeQqQe7Re9qz6iE05zF07JF2//Imaib60UO5X/oE+wLjr8O/p7oSo6H5o+bO3y1vgDYt0JDYRQeFTIRE2ScRGQMfbTV9oi1fSkiYhuYXubFWH3JKLTA6eVgzcdPLmrxZ5Hz70EI2D1F2/KcPA98H6K997z/3/6z5EAfp4ZR/Qaf9qs80fDKn8ipBX5R1qjW4RGvrPt206Q17JG9YNC+zLQNP2Sr95gpsP6T++4fM9RK0QXW/MiLRYMPzT1vj/7ycmT8tSWD4ATmgwiPup/AZXjx7vrCNFLsS+DYr/ot5X5Q6Sbv4CV8GcBy71qmT+fr0bGAFonrmTukyQr+aiOpmJDRN9RJO700e08kSxEV0CvjZb+s6bhVkD/C3ydT2/1sUQHM1G+V/SpGn/6q/MnUuJPSRtz5PvYnf4fwkXvyUL0HCslJReJg2Nkpvhxg6L/fNGil2khyeXG/1v04Tflm7dQZKWcuXb+1883KPp79Ncn+pWGsUWfyeb1VE5YzMYXPV09vXhTBcOsq1OZ3Msi977dit/+kegz0d+JXtHhPz6ogF0zendpPGFmhpZYgmMm15CoLGYS+QLmmoPX8hHdEwiVRZ/xLB94smdYpEs7T3/9N7l/eXY3uPAl+POdFt/ZzL+yzYgJvvOUKa/eK/rRMn8a7OQPEv5ejBgKpSYn0HgFL2i9GczpJw2Gejih4GH/4GDEzOZUdmKITpduwE4ORPfFOpSe7Og63a72jW6Oj8eNyA2euXaE/7dPtrjHPPE9PeH/mafc2Xr6RX+hwh8p6/z9YD22zTRGc0iT8PdVcVLRww5/MoT+gAAoRkNsN9gEhOgzgJXRJaKL7QnbuHVrz3cu8FA0P/jH+V9f3pfpve/ChQcfHuWP6DpDdPDAk46nw9Mn+otV/nGFuvnbQYAYs0wZVvAmW0QHO2YuBXbUJojeCUQPvHr+/Pm3BUd/NfzyueG5Z1vse2b3hRlwXP7wfmZ3pvezonfeKaIrQvTRnIkQ/bO/91cXfeOXmHXj59T9TTVnxw63WUUCtiWGhVeduIgARCfBLa3J0kz0B3f34YIv31FIfu661/T2LgLRrYUQPek+Hu/ferf9ovdp1sO/msw8c8KfMiQ05I/mxSI7qyEg7DPWRAL6C2xiXk8g15cheiygFXqPi+rbyrGvV3SKjCQ/8/nbi0/LP3a9T6rYK1iwaYh+izlD9IT/vW3GK/f5mn7Rq/wF3kOVP53KwTVuz+5kgbkAxVKizY4SZjC9ME5vwPZNEa1EFhHokSomj/eoyBoKIHr4H8wf16Gr4dkHR1qWZH+a77jvFX0sP6L+ClxR+VwoQvSU/1dW5T6f09/RiugnKvypWuXPjMESiafBXEfq4mncIJ1apSI5Hts4trToyXq9xahL/xQHvxiydWT/8lqY7z60s3uznSbgi7X+qJL393oFrN8ouPT9ILW+oskWjIstm7jU2KA4Fyv6w4wYWIDAlk1cauwAyPEP0FgBGfSlZ5+HWw/1hddTGDbv9EuPuPiIISckQRfM2mFotIJMkJ2JIHYRxOgBW7cp+iUGoodKAj2JgVLqi1hIJsBvhznN1eiaeKutiChmSB3br2Pz8X4Z4EIAJAo3KUk4kng4qNWQuDFsin7pgX7/BkL0a3EwYcYpiWyKfpnAFddB3mW9IloRjJQGUalog476yooxRKa9YxX5Mo86hqQaIGhIS9pULZpSMKcb74datMgaj7Ht1ci/8YtAh+224Yu1HvcjHIbgTgo9QV4j7mUDLnBkeGHOTjrZMjqOLUiQg6wYI8VW8G7LX438m2gdSpAqIKlaSsSXe3O7noY4eTjl1Q+0y71XI//m2k1cdbicol8/XmT8vPqyKwJXDP+mnllxX28jJtlMGBO3Hv4G6RqOKtiXrHrH7FkufTXy/6t9Okd2IISBAErsgLtx/8t40DT1yoGHxBnuz6KlJdTj+q3flqOWAnUX4iFWdRm50+2OyyAkJTNBc+LzL3HLC1oYNjYNi+UEv9eJ+lvJuVZ2KipaxkQleBmKkQ7BGoB8DRSle+yVESzkDjeT5Q78Hsjq/EcmHa59ov6mOxQBeJ7z1BOk9xw6mdmgZhcAglDhPP391fpZeI3+R6sTBvMBqLyRkMS+wyzibIf4wuDyXRsFJ+pv3sw57+yx+yZKFAhPnwPCkZ3to42cplcCOrMgPbhFMWxwov42Da/nmouesswvjDXTaRAxK1EZvW+ioJUj7clfcpKhjU8g4esdCDWsdZ6ov41P6BYhMuXXRGEmHD0XcMXTibNYaMlGoqcKiL6lsDuQ/hQBcmWcqL8tA3B4Qls+ILh+gm6oPXcz64n63zHdMOXSF/HWAAAAAElFTkSuQmCC" width="400px" alt="telecom software development"/></p>
<p>The longer the development process, the more expensive the telecom cellular app will be. This also involves the project&#8217;s complexity, the kind of technologies used, the choice of features and functionalities, and the platform. By incorporating DevOps for telecom software program growth, we additional improve our capacity to deliver high-quality software program swiftly and efficiently.</p>
<p>Get related to the world of advanced telecommunications software with an expert solutions provider. Intellias helps telecommunications companies speed up their digital companies transformation, add aggressive worth to their choices, and generate new income streams. Start your digitalization journey and keep up with the most recent applied sciences to reinforce your corporation revenue streams. Our metaverse builders combine virtual and augmented realities to create seamless, interactive digital environments, redefining consumer interactions and experiences. Our telecom software program development service might help you step into the future by leveraging metaverse-driven solutions for a related and immersive digital panorama.</p>
<p>This not solely streamlines buyer interactions but additionally enhances the efficiency of buyer assist. Another advantage of creating customized telephony software for your corporation is best worker productiveness. Telephony software, also called CTI resolution, makes communication so efficient that responses are quick, and duties are carried out sooner.</p>
<p>Telephony software program growth includes a number of stages, together with planning, design, development, testing, and deployment. Besides, you also must have developers who have expertise in utilizing programming languages like Python, Java, or C++ and frameworks such as Twilio and Asterisk to create robust and dependable telephony functions. It acts as a virtual receptionist, allowing your callers to work together with pre-recorded messages and menu choices.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="405px" alt="telecom software development"/></p>
<p>We ensure seamless integrations with current systems, including OSS/BSS, CRM, and community parts, enabling our clients to leverage their present investments and streamline their operations. Our features are designed to fulfill the evolving wants of telecom operators, enabling themto keep forward within the aggressive market and drive enterprise growth. Telecommunications software is used to prepare and manage all features of electronic data (text, voice, video, etc.) trade. Leverage ML fashions to optimize workflows, monitor traffic patterns, consider performance, detect events, or analyze photographic documentation of community cabling. Boost operational effectivity with predictive AIOps that proactively manage and optimize network operations. Another wonderful AI-based function that can add worth to your telephony software is voice biometrics.</p>
<p>Streamline your cloud and edge deployments by implementing environment friendly and secure CI/CD pipelines with DevSecOps principles and instruments. Conduct security pen checks and audits, implement a Secure Software Development Lifecycle (SSDLC), and adopt DevSecOps practices to handle and prevent vulnerabilities. Platforms like Zoom and Slack have become well known and important for remote work and communication. Fixed-price contracts usually embrace no less than 25% additional costs as threat coverage. Avoiding such schemes and opting for more clear and flexible cost fashions is advisable.</p>
<p>As a proponent of DevOps and cloud-native improvement, Tomasz emphasizes the importance of sharing data and assembling cohesive, well-matched groups to drive success. His strategy to management and know-how is defined by a commitment to innovation and collaboration. Andersen&#8217;s telecom software program improvement staff relies on fashionable frameworks, robust cloud infrastructures and platforms, and state-of-the-art Big Data instruments and databases when delivering strong custom telecom options. Unlock the full potential of IoT by way of seamless integration and administration software program tailored for telecom service providers. By implementing cutting-edge solutions, telecom firms can improve their purposes to effectively join and manage IoT gadgets. This integration permits real-time insights, automation, and improved operational management, permitting you to offer smarter and more responsive services to your customers.</p>
<p>To name a couple of, VAS consists of SMS and MMS functions, mobile apps for gaming or e-commerce, digital wallets, infotainment systems, etc. Quality assurance and testing are paramount to having prime quality telecom software. We have a rigorous approach and thorough process to make sure the highest high quality solutions. With cutting-edge tools powered by the most recent applied sciences together with meticulous protocols, we ensure optimal efficiency and security for your telecom applications. Our developers can combine AI that verifies the accuracy of score and billing processes to guarantee that clients are charged appropriately.</p>
<p>As part of our telecommunication choices, we develop high-speed channels which would possibly be a useful addition to our telecom software program. Andersen handles various OSS/BSS transformation features while tailoring our telecommunication software program to your corporation processes. Discover Clickatell’s Chat Desk and Chat Flow — platforms created by Avenga that combine buyer communication services across channels and automate workflows for each B2C and B2B organizations. At the intersection of constant communication needs and expertise, we construct transformative telecom-specific software program that meets the industry’s distinctive challenges and covers all fields. If your in-house growth staff wants additional skilled sources, our team of skilled professionals is ready to collaborate and convey their experience to fill any skill gaps you could have.</p>
<p>Transform Your Business With AI Software Development Solutions <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a></p>
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		<title>Whats Effective Operational Acceptance Criteria Oac By V11????y</title>
		<link>http://magosan.com.br/site/what-s-effective-operational-acceptance-criteria/</link>
		<comments>http://magosan.com.br/site/what-s-effective-operational-acceptance-criteria/#comments</comments>
		<pubDate>Fri, 04 Oct 2024 11:33:21 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=15458</guid>
		<description><![CDATA[We have one hundred pc religion that consumer suggestions will help firms strive, subsequently we allow you to try out Usersnap at no cost, for real – no credit card, no time limit, no gated options. Once you might have experienced the power operational acceptance testing of amassing and appearing on person feedback, we then [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>We have one hundred pc religion that consumer suggestions will help firms strive, subsequently we allow you to try out Usersnap at no cost, for real – no credit card, no time limit, no gated options. Once you might have experienced the power <a href="https://www.globalcloudteam.com/glossary/operational-acceptance-testing/">operational acceptance testing</a> of amassing and appearing on person feedback, we then prompt you to pick a paid plan. SIT does not assess person satisfaction or acceptance however quite ensures the technical interoperability of those elements. We will spotlight the variations between UAT and each of those testing types, together with examples of check instances and business requirements for a better understanding of each case.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/image-Unf9JbNZM1FzQVWx.webp" width="603px" alt="what is operational acceptance testing"/></p>
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<p>OAC defines the situations and necessities earlier than a solution can be <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a> operationally viable. With over four years in the software testing domain, he brings a wealth of experience to his function of reviewing blogs, learning hubs, product updates, and documentation write-ups. Holding a Master&#8217;s diploma (M.Tech) in Computer Science, Salman&#8217;s experience extends to various areas including web development, software testing (including automation testing and cell app testing), CSS, and extra. Therefore, use an actual device cloud to check your web and cell functions on different browsers, units, and working systems.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/dfc06e20-381f-4fde-a8de-a556bebbda98.webp" width="601px" alt="what is operational acceptance testing"/></p>
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<p>Functional testing in operational acceptance testing is limited to the checks required to confirm the non-functional features of the system. Operational Acceptance Testing is also called Operational Readiness Testing (ORT) or Operations Readiness and Assurance Testing (ORAT). Operational Acceptance Testing (OAT), also referred to as Operational Readiness Testing, is a crucial part in the software improvement lifecycle. It is a sort of testing that evaluates whether a software program utility or system is able to be deployed and operated within the production environment. OAT assesses the readiness of the software to operate as meant, making certain it meets the operational requirements and might perform effectively in real-world scenariOS .</p>
<h2>What&#8217;s Efficient Operational Acceptance Criteria (oac)</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/image-hyRlLAe92xH0uioV.webp" width="606px" alt="what is operational acceptance testing"/></p>
<p>Operational Acceptance Testing, then again, is carried out by the operations staff to validate the operational readiness of the system. Contractual Acceptance Testing is performed to guarantee that the system meets the contractual requirements specified by the client. This testing process is usually carried out at the ultimate stages of the product development lifecycle, earlier than the product is handed over to the customer or finish person. The primary goal of Acceptance Testing is to validate the end-to-end enterprise move and to guarantee that the system is behaving as anticipated. The goal is to offer confidence that the developed product meets both the useful and non-functional requirements.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/Fintech_960x600_NOV_06_V2-768x370.webp" width="600px" alt="what is operational acceptance testing"/></p>
<h2>So Why This Shift Away From Oat?</h2>
<p>Critical software bugs or defects may end up in industrial failure of any service or product. Bugs within the software product frustrate the tip user and make them go away the software program without using it sooner or later. It is important to carry out the operational testing throughly and precisely to overcome these issues. To plan OAT successfully, you want to outline the objectives, scope, criteria, and methods of the testing. You additionally must determine the roles and obligations of the stakeholders, such because the testers, builders, operators, customers, and managers.</p>
<h2>How Can You Execute Oat Efficiently?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/c10bbd59-91dc-4921-8d99-6b1311cc9618.webp" width="606px" alt="what is operational acceptance testing"/></p>
<p>OAC may evolve primarily based on feedback, altering necessities, and improvements all through improvement. OAC must be testable to verify whether or not the answer meets the desired criteria. Defining clear test circumstances and procedures is important for assessing compliance with OAC. In Software Engineering, Operational Testing makes certain that the system and component’s compliance within the application’s commonplace working environment (SOE).</p>
<ul>
<li>After finding out the reasons about operational testing, you want to know the challenges that can be encountered if it is not carried out accurately.</li>
<li>It is a sort of validation that ensures the product is developed as per the shopper&#8217;s requirements and is prepared for supply.</li>
<li>It is a cloud-provided database, so there isn&#8217;t any requirement for us to validate our resiliency or information backups, right?</li>
<li>This situation was a literal disaster for Nissan as “commerce among shoppers, retailers, distribution networks, manufacturing crops and finance corporations.” had been all affected.</li>
<li>Organizations across numerous industries rely on OAT to attenuate operational failures and ship high-performing software options.</li>
<li>Contractual Acceptance Testing is performed to make sure that the system meets the contractual requirements specified by the shopper.</li>
</ul>
<p>Automation tools corresponding to JUnit, Selenium, and TestNG convey effectivity to the table. Lastly, surroundings management platforms like Docker and Kubernetes ensure the testing setting is up to the mark. Investing in these instruments is investing in the quality and reliability of software methods.</p>
<h2>Acceptance Test In Operations Management</h2>
<p>Make positive your staff is qualified enough to plan and execute the test campaign. Also, consider the time it requires to develop a testing script followed by checking your testing gadgets. Since purposes nowadays are continuously updated and improved, manually doing it might be daunting and exhausting. Therefore, automating OAT is extremely recommended over-processing it manually. You can do OAT manually, however we rarely advocate it due to its heavy effort and time consumption. Although carried out on the last stage of the STLC, OAT brings a myriad of advantages for the testing team and stakeholders.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/Why-Hire-an-Application-Developer-and-How-to-Find-the-Best-One-768x512.webp" width="604px" alt="what is operational acceptance testing"/></p>
<p>This includes identifying the take a look at scenarios, getting ready the test information, and setting up the take a look at environment. The check situations should cowl all the functionalities of the product and must be based on the acceptance standards. Moreover, Acceptance Testing helps in building confidence among the many stakeholders, because it provides an assurance that the product is functioning as anticipated. It additionally helps in decreasing the risk of product failure, as it ensures that all the critical functionalities of the product are examined and validated earlier than the product is delivered to the shopper.</p>
<p>The objective of Operational acceptance testing is guaranteeing system and part compliance and easy system operation in its Standard Operating Environment(SOE). Staging Testing is a phase in software program testing the place the appliance is tested in an environment that carefully mimics the manufacturing surroundings before it&#8217;s deployed. While User Acceptance Testing (UAT) assesses the software program from an end-user perspective, Staging Testing ensures that the software operates flawlessly in an environment that mirrors the manufacturing setup. In the realm of product management and operations, the term &#8216;Acceptance Test&#8217; holds significant significance. It is a critical course of that ensures the product or service meets the required standards and is prepared for delivery to the tip consumer.</p>
<p>It helps in making certain that the product is constructed right, and is match for its meant purpose. This article will provide a complete understanding of the time period, its utilization, and its importance within the product management and operations domain. Operational Acceptance Testing (OAT) is more than a mere formality—it assures stability, resilience, and quality in real-world conditions. By rigorously following the strategies and insights offered in this guide, software program teams can ensure their merchandise are ready for the world outdoors the development environment.</p>
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		<title>Unit Check In C# With Xamarin Types</title>
		<link>http://magosan.com.br/site/unit-check-in-c-with-xamarin-types/</link>
		<comments>http://magosan.com.br/site/unit-check-in-c-with-xamarin-types/#comments</comments>
		<pubDate>Sat, 24 Aug 2024 02:06:00 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=15476</guid>
		<description><![CDATA[As we stated beforehand, write exams at Xamarin.Forms / Xamarin.UITest level makes this check xamarin testing process instantly available to supported platforms, and checks are shared between them. In this case, we’re using Android and iOS, and, although the take a look at code is identical, you probably can establish different set-ups for different platforms. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>As we stated beforehand, write exams at Xamarin.Forms / Xamarin.UITest level makes this check <a href="https://www.globalcloudteam.com/tech/xamarin-test-cloud/">xamarin testing process</a> instantly available to supported platforms, and checks are shared between them. In this case, we’re using Android and iOS, and, although the take a look at code is identical, you probably can establish different set-ups for different platforms. This is where a cloud-based testing platform like LambdaTest comes into play. In the next section, we’ll focus on more about LambdaTest and how it helps you with Xamarin testing.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/feed_images/ai-as-a-service-aiaas-types-benefits-and-providers-1000.webp" width="607px" alt="xamarin testing"/></p>
<h2>Automate The Ui Testing Of Your App With Xamarinuitest For XamarinVarieties – A Sensible Implementation</h2>
<p>In short Xamarin.Test.Cloud is a cloud service for automated UI exams.Those UI exams may be written in Calabash and/or C# NUnit project in form of unit checks <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a>. This Xamarin product is called Xamarin.UITest which is created regionally with Xamarin instruments and uploaded to Xamarin.Test.Cloud. This will permit you to see how the applying performs on the various android devices and variations, in addition to the completely different variations of iOS. Xamarin Test Cloud nonetheless is limited to UI testing (and crash reporting based mostly on your testing scenario). Unit Tests and Integration checks (mostly technical tests) cannot be performed by Xamarin Test Cloud.</p>
<h2>Error Xarlp7000: XamarinToolszipzipexception: Renaming Short-term File Failed: No Such File Or Listing</h2>
<p>Deliver excellence at work and implement expertise and abilities appropriately required each time. Adaptive in direction of altering technology and improve essential abilities needed in career. Follow the under steps to perform real-time Xamarin testing of your website on the LambdaTest cloud. The proficiency of Xamarin is attributed to the combo of factors – C# language, cellular growth, and structure patterns similar to MVC and MVVM. It could be difficult to study all the basics at once, but it is important to build a studying plan that can assist you understand the fundamental concepts rapidly. World’s first finish to end software testing agent built on fashionable LLM that can assist you create, debug and evolve E2E checks using natural language.</p>
<ul>
<li>The testing is performed by each developments as properly as testing groups.</li>
<li>The Xamarin UI controls let you build platform-specific applications for iOS, Android, and Windows platforms.</li>
<li>Vivo Cloud enables you to take a look at on actual gadgets, which helps you obtain higher high quality and quicker time-to-market.</li>
<li>You can unit-test your code for flaws within the logic facet of the answer.</li>
<li>Developer-friendly analytics make it easy to discover how to enhance your apps.</li>
<li>Unit Tests and Integration tests (mostly technical tests) cannot be carried out by Xamarin Test Cloud.</li>
</ul>
<h2>Tips On How To Carry Out Xamarin Testing Utilizing Lambdatest?</h2>
<p>It will redirect you to a distant surroundings where you&#8217;ll find a way to check Xamarin web sites on actual browsers and operating methods. Here are a few features you&#8217;ll find a way to leverage with LambdaTest’s Xamarin testing cloud. When you try to evaluate two options, all of it comes down to various factors that create an impact in the lengthy term. React Native has been given powerful competition to the Xamarin framework in the past few years. That is why increasingly corporations are shifting their focus to React Native as a result of bigger community and developer support.</p>
<h2>Take A Look At Your Web Or Cellular Apps On 3000+ Browsers</h2>
<p>You can test your Xamarin-based internet and cell apps at scale across 3000+ actual browsers, devices, and OS combos without worrying concerning the infrastructure requirements. Nowadays, many organizations face a tricky problem in constructing their functions and cellular apps for multiple platforms, especially Android and iOS. Developers and QA teams face the main challenge of building an in-house check infrastructure to cover all browsers, devices, and OS, which is a cumbersome and expensive approach. You will still have to handle OS updates repeatedly, which is impractical. With the LambdaTest platform, devs and testers can perform real-time and automatic testing of Xamarin websites and apps on its high-performing CMS testing cloud.</p>
<h2>Why Is It Necessary To Check Xamarin Applications?</h2>
<p>Testing your apps must be a go-to when you plan to ship high quality purposes. You can unit-test your code for flaws within the logic facet of the answer. That type of exams are prolonged, and there could be plenty of frameworks you can use. In essence, unit exams are extra coupled to the language, however UI Tests are platform unbiased. Mobile utility improvement is growing in today’s technologically advanced world, and it is extra essential than ever to test these purposes to make sure buyer satisfaction. In this Xamarin testing information, we’ll take a glance at the means to perform real-time and automated testing of your Xamarin functions.</p>
<h2>How Lambdatest Helps You With Xamarin Testing?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/image-XwbtS39hL1G5iOyP.webp" width="604px" alt="xamarin testing"/></p>
<p>Xamarin is still a dependable framework with all of the required capabilities, but it is still wanted to make an influence, in the lengthy run, to fulfill numerous market wants. It is important to choose based mostly on the project necessities and price range constraints. The unit test is essential for good high quality and maintainable code. For the&nbsp;maintenance&nbsp;of a software program code, it is a good follow to write a Unit test in your project.</p>
<h2>Cellular Testing With Microsoft’s Xamarin Test Cloud</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/Hiring-a-Dedicated-Development-Team-768x432.webp" width="609px" alt="xamarin testing"/></p>
<p>Deliver unparalleled digital expertise with our Next-Gen, AI-powered testing cloud platform. Ensure exceptional consumer expertise across all gadgets and browsers. The automated tests run on the applying UI and validate the appliance conduct irrespective of the framework used to put in writing the tests.</p>
<p>To take a look at your Xamarin apps, you can leverage LambdaTest’s real device cloud that lets you take a look at Xamarin functions throughout a variety of browsers and OS combinations. Xamarin is an open-source framework that provides cross-platform utility development utilizing the C# programming language. It helps to simplify your overall growth and management of cross-platform software functions. Xamarin.UITest is an automation library that can be used as a testing framework to create UI acceptance exams. In the case you’re utilizing it in Xamarin (this is the use case we’ll cover on this article), tests are written in C#.</p>
<p>On the take a look at cloud, the app is put in, and tests are executed on totally different supported physical gadgets. Frameworks utilized in Xamarin Test Cloud companies can&#8217;t interact independently with cell applications. This automation library is provided utilizing the Xamarin Test Cloud agent. It provides the required APIs to work together with Android and iOS apps on cellular devices. It is essential to carry out complete testing of Xamarin apps and websites to ship the proper enterprise value to the top users and prospects. Since it&#8217;s an open-source, cross-platform system, you possibly can validate the apps and web sites on totally different browsers, units, and OS for better quality and performance in the long run.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2021/04/it-cost-reduction-strategies.webp" width="604px" alt="xamarin testing"/></p>
<p>Here, you can see it in Arrange part I have created an occasion of Method Class which I even have written in PCL project. After that, I am able to access of “Addition” Method and its property. In the following display, you can see my unit check code which I even have written. Now, your Unit Test project is successfully created and added in your solution. For creating Unit take a look at we need to right-click on the project in solution explorer.</p>
<p>Therefore, this framework can be obtainable for Java/Objective-C/Swift written tasks. Xamarin runs in a controlled surroundings that gives functionalities like reminiscence allocation and garbage assortment. The developers can write all of their enterprise logic in a single language that helps to realize the specified performance in the lengthy run. With the assistance of Xamarin, you&#8217;ll have the ability to develop apps using JS libraries supported on three different mobile platforms like Android, iOS, and Windows.</p>
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		<item>
		<title>The Professionals And Cons Of Progressive Web Purposes</title>
		<link>http://magosan.com.br/site/the-professionals-and-cons-of-progressive-web/</link>
		<comments>http://magosan.com.br/site/the-professionals-and-cons-of-progressive-web/#comments</comments>
		<pubDate>Tue, 14 May 2024 21:28:31 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=15689</guid>
		<description><![CDATA[They can cache knowledge and content material, allowing users to continue utilizing the app even without an lively web connection. Websites can ship notifications, work offline, store information in local caches or persistent databases, and run within the background. Many web sites behave more like functions than purely as informational websites. The Progressive Web App [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>They can cache knowledge and content material, allowing users to continue utilizing the app even without an lively web connection. Websites can ship notifications, work offline, store information in local caches or persistent databases, and run within the background. Many web sites behave more like functions than purely as informational websites. The Progressive Web App normal provides web sites a chance to turn into even more like standalone apps, by discarding browser components that solely clutter their interface. Every fetch community request from the applying goes by way of Service Workers (more on that later). Service Workers can send <a href="https://www.globalcloudteam.com/progressive-web-apps-vs-native-which-to-choose/">native vs progressive web apps</a> the response to a network request directly from the cache in case of intermittent or slow web connections.</p>
<h2>Demystifying Progressive Net Apps: What They Are, How They Work, And Why They Matter</h2>
<p>We also can cache all the CSS and JS exterior recordsdata required separately, and cargo them from the cache store somewhat than fetching them each time. In the ever-evolving landscape of app development, it is essential to make knowledgeable choices and select the app kind that most intently fits the needs of your small business and audience. Consider elements such as growth sources, target audience, desired functionalities, and performance requirements. While PWAs provide compelling advantages when it comes to cross-platform compatibility, cost-effectiveness, and enhanced user experiences, they will not be the optimal alternative for every situation. PWAs generally lack deep integration with the underlying operating system.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/feed_images/no-code-ai-what-is-it-and-how-it-s-changing-business-2048.webp" width="402px" alt="When Should You Use Progressive Web Apps"/></p>
<h2>Introducing Progressive Internet Apps: What They May Mean In Your Web Site And Search Engine Optimization</h2>
<p>Below we are able to see the Pokedex Progressive Web App working in Firefox for Android (Beta) with early Add to house display and repair worker caching features working just fantastic. Whether you&#8217;re just curious or prepared to begin constructing, the following assets stay nice locations to start exploring the probabilities of offline-first net applications. It shops important components of your app so they can be quickly loaded later, even if there isn&#8217;t any web. Think of service staff as behind-the-scenes helpers in your web app. Their primary job is to handle how your app talks to the internet. A notable instance is the Starbucks PWA, which allows customers to browse the menu and customize orders, no matter their web connection for a constant consumer experience.</p>
<h2>Misconceptions Folks Have About The Internet</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/8fb673da-12d3-4717-b085-f1b1286172cb.webp" width="409px" alt="When Should You Use Progressive Web Apps"/></p>
<p>Now, the fundamental model could be that we send the consumer all of the content material to point out a primary version of our app, but not the data to say what the climate is. In this modified version, we also ship alongside what today&#8217;s weather is, however for any subsequent information request, we then go to the server with an AJAX name. PWAs are discoverable through search engines like google and yahoo, which might increase organic site visitors and enhance the app’s visibility. This offers businesses with web optimization advantages and will increase the chances of attracting new customers. PWAs may be up to date seamlessly with out requiring users to replace the app manually.</p>
<ul>
<li>Obviously, if we actually did issues this manner in the actual world, we&#8217;d run in to SEO issues pretty rapidly, but we&#8217;ll address that later too.</li>
<li>A lot of it boils all the way down to the reality that PWAs present a significantly better user expertise, and nice enterprise outcomes move from that.</li>
<li>Dive into this innovation and expertise the profound impression on user engagement and efficiency.</li>
<li>Be sure to seize all particulars that are essential to the consumer together with their interaction and engagement throughout usage.</li>
</ul>
<h2>Do You Have To Construct Native Apps Too?</h2>
<p>You now understand what makes a PWA (Progressive Web App) and why people are so excited about them. Knowing their key parts and the technical features allow you to resolve if it’s the proper selection for your corporation. When they went stay they “doubled their day by day lively month-to-month users”.</p>
<p>This offers you a risk-free method of testing out our service. It doesn’t matter if someone’s using a computer, cellphone or tablet. Additionally, it ought to be succesful of deal with gradual web connections and even display some information when there’s no internet connection at all. Progressive Web Apps are net apps first, and meaning they want to work across browsers.</p>
<p>And, because of the Web App Manifest recordsdata developers present, search engines will be in a position to crawl the net and easily find the PWAs out there online. This will make PWAs easily discoverable, similar to web pages. Google has been a serious proponent of progressive net apps since their inception.</p>
<p>The cause they’re usually larger is that feature-rich apps are extra useful. They can also reap the benefits of smart web app set up banners. Twitter is one other fantastic candidate for PWA utilization, nevertheless it already offers glorious native apps on most platforms.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/feed_images/cloud-integration-services-for-business-7-vital-reasons-img-2-img-1-768x509.webp" width="409px" alt="When Should You Use Progressive Web Apps"/></p>
<p>By default, service staff can intercept all of the fetch requests coming from the web page. Now that our IndexedDB wrapper is all set, it’s time to make use of the add/update function from our wrapper each time a person tries to add a new guide document. Let’s modify our Body Component to accommodate these adjustments. As talked about previously, IndexedDB accepts knowledge in the form of key-value pairs.</p>
<p>Thanks again to our good friend service workers – you don’t need native apps any more to send push notifications. You can send them out of your web site (if you flip it right into a PWA). One of the standard benefits of native apps is that they are often lightning quick. They achieve this in an identical method – all of the information essential to run the app are downloaded whenever you set up it, and it solely needs to retrieve new knowledge. Service staff enable progressive web apps to deliver a similar spectacular performance to the web.</p>
<p>There are other potential issues individuals can run in to, as well. The Washington Post, for example, constructed a PWA version of their site, nevertheless it solely works on a mobile gadget. Obviously, that means the location may be crawled properly by Google&#8217;s cellular bots, but not the desktop ones. It&#8217;s about enhancing performance progressively, not demanding that individuals improve their browser.</p>
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		<title>Tips On How To Build A Ci Cd Pipeline With Github Actions And  Internet</title>
		<link>http://magosan.com.br/site/tips-on-how-to-build-a-ci-cd-pipeline-with-github/</link>
		<comments>http://magosan.com.br/site/tips-on-how-to-build-a-ci-cd-pipeline-with-github/#comments</comments>
		<pubDate>Wed, 17 Apr 2024 21:52:06 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=15888</guid>
		<description><![CDATA[Now you probably can open a PR in opposition to your primary department and and wait for the workflow to complete. Also, you will notice that within the gitlab consulting GitHub repository&#8217;s &#8220;Code&#8221; tab, a green checkmark seems next to the last commit message. The lines below that define workflow properties, configuring it to run [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Now you probably can open a PR in opposition to your primary department and and wait for the workflow to complete. Also, you will notice that within the <a href="https://www.globalcloudteam.com/tech/gitlab-pipeline/">gitlab consulting</a> GitHub repository&#8217;s &#8220;Code&#8221; tab, a green checkmark seems next to the last commit message. The lines below that define workflow properties, configuring it to run on the most recent model of an Ubuntu Linux runner and grouping all of the steps that run on this job. Now, every time you try and make a new commit, the checks and the linter will run, and the commit shall be created – provided that all exams are passing and no errors are discovered within the code.</p>
<h2>Can I Additionally Use Other Options Than Github?</h2>
<p>In software engineering, CI/CD or CICD is the mixed practices of steady integration and steady supply or steady deployment. CI/CD bridges the gaps between growth and operation activities and teams by imposing automation in building, testing and deployment of functions. In the fast-paced world of net development, continuous integration and continuous deployment (CI/CD) have become indispensable practices for delivering high-quality software efficiently. CI/CD allows builders to automate the method of constructing, testing, and deploying code changes, lowering the risk of human error, and enabling quicker iterations. Continuous integration (CI) is a foundational DevOps apply the place improvement groups integrate code modifications from multiple contributors into a shared repository.</p>
<h2>Search Code, Repositories, Users, Issues, Pull Requests</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/feed_images/ai-for-small-business-how-to-use-ai-in-small-businesses-img-2-768x513.webp" width="408px" alt="What is pipeline in GitHub"/></p>
<p>If it fails here you will find the errors and you&#8217;ll even increase further by clicking on show all jobs and clicking on a particular take a look at if they&#8217;re more like in our case. This will routinely check edit and play mode in unity and generate a report on the finish. Based on if the take a look at passes, we will then increase this code, to generate builds for the platforms that we wish.</p>
<h2>The Advantages Of Continuous Integration</h2>
<p>This stage consists of infrastructure orchestration and configuration settings that will implement guidelines to mechanically scale resources to fulfill real-time demand. It also will often embrace mechanisms to seize consumer activity within the utility such as behavioral logging and customer feedback forms. A DevOps pipeline doesn’t end once an utility is deployed—that’s when the operational stage begins and organizations want to verify every thing is operating easily.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/shutterstock_233137831.webp" width="407px" alt="What is pipeline in GitHub"/></p>
<p>A widespread saying in DevOps circles is no matter can be automated, must be automated. As a cultural and technical apply, automation in CI pipelines reduces the danger of human error. It also frees up organizational assets to work on constructing code as a substitute of testing existing code. Teams practicing good DevOps procedures can use MTTR to gauge how profitable they&#8217;re in maintaining uptime and resolving points that lead to system failures. In this information, you discovered concerning the significance of CI/CD in today’s software growth ecosystem and its main benefits.</p>
<p>Now, let’s transfer on to setting up a GitHub Actions workflow for the project. Now, I can replace npm run lint with npm run lint-staged in the pre-commit file. When prompted with the installation choices, ensure you choose to make use of ESLint in your project. This will be positive that ESLint is properly installed and a lint script is created within the package deal.json.</p>
<p>The webhook allows Gearset to sync in real time with your Git repositories and branches. Building this type of CI/CD pipeline is a really handbook and costly process and will want constant maintenance once built. Without this maintenance, something can break unexpectedly — particularly if there are huge adjustments in a Salesforce release or one thing is launched into an surroundings that you just weren’t expecting. Whether you’re an information scientist, ML engineer, or DevOps skilled, embracing these instruments can considerably improve your capacity to ship sturdy ML solutions. The synergy between Actions’ automation capabilities and Arm64runners’ efficiency optimizations offers a powerful platform for contemporary ML workflows.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/bf9839f6-07ed-415f-aac6-722d52aedefe.webp" width="409px" alt="What is pipeline in GitHub"/></p>
<p>More developers will have to fix safety points within the age of shifting left. Here, we break down how SAST instruments can help them find and tackle vulnerabilities. By combining the facility of GitHub Actions and the Kinsta API, you presumably can streamline your growth workflow and foster a collaborative and efficient surroundings for your improvement staff. Try adding up how much time you spend on deployments.I&#8217;m pretty certain you may be stunned by the point financial savings potential of automating them.</p>
<div style='text-align:center'><iframe width='566' height='312' src='https://www.youtube.com/embed/xKgIWWXU_VA' frameborder='0' alt='What is pipeline in GitHub' allowfullscreen></iframe></div>
<p>It groups all the roles within the workflow, followed by the name of the first job, in this case run-linter-and-tests. Here, you will add a GitHub Actions workflow to make sure the sleek integration of adjustments into the whole project. Each time I make a new commit, any js, jsx, ts, or tsx staged files shall be linted and, if there are fixable issues, they will be mechanically fixed. Since we have already got a Dockerfile in our repository that defines tips on how to construct the microservice Docker image, we can easily tell GitHub Actions to build and push that picture to a container registry.</p>
<ul>
<li>Try adding up how a lot time you spend on deployments.I&#8217;m pretty sure you will be shocked by the time savings potential of automating them.</li>
<li>Pipeline as code is an approach to a continuous integration (CI) pipeline where the pipeline is expressed totally in pc code.</li>
<li>This facilitates the builders to carry out the development process in a quick and complex manner.</li>
<li>With everything set up as described, exams will run each time you try and create a new commit and new commits will be added provided that all exams cross.</li>
</ul>
<p>The first repo in the first image has a workflow outlined on it named &#8216;Lint and Test&#8217;. The second repo in the second image has no workflow – it is why you do not see an inventory with the heading &#8216;All Workflows&#8217; as is the case with the primary repo. Remember, a workflow is the place we specify the roles we wish GitHub Actions to execute. It&#8217;s not at all times the case that some event has to occur earlier than a job might be executed. The full developer platform to build, scale, and deliver secure software program. In this example, we are going to use a GitHub account and an Anchorpoint account to arrange our project.</p>
<p>For instance, there&#8217;s a service class that enables the upload and execution of source codes that power our purposes (Compute Service). There is the service class that permits us persist our media recordsdata (Storage Service). Then there is the service category that permits us manage our databases (Database Service). In truth, some of these platforms have free plans that permits you test out small functions. In addition to importing your application&#8217;s code, some of these platforms also enable you host your database and store your media files, amongst other options.</p>
<p>Now that you have outlined a workflow by including the config file in the designated folder, you&#8217;ll have the ability to commit and push your change to your distant repo. There are number of instruments we can use to automate the build, checks, and deployment steps within the CI/CD Pipeline – for example, CI Circle, Travis CI, Jenkins, GitHub Actions, and so forth. And finally, we&#8217;ll arrange steady supply so we are ready to automatically deploy our code to AWS.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/03/hiring-a-software-developer-768x512.webp" width="403px" alt="What is pipeline in GitHub"/></p>
<p>For many organizations, attaining this involves applying automation to key levels inside the SDLC to enhance software program quality by way of testing and increase the pace of delivery. When mixed with tooling and the proper processes, this automation is often known as a DevOps pipeline. A DevOps pipeline combines processes, tooling, and automation to enable organizations and software program groups to construct, take a look at, and deliver high-quality software quickly to finish customers. In my time in the sport trade, CI/CD was and is utilized by most medium to massive firms to merge branches and quickly deliver clear builds to the dev team and QA. It&#8217;s additionally helpful on a small team where you can check and deploy builds to a quantity of platforms in a single push utilizing GitHub Actions. While implementing CI/CD with Jenkins, developers and the DevOps group don’t want to worry in regards to the additional procurement costs involved in establishing code pipelines, as Jenkins is free and open source.</p>
<p>Pipeline as code is an approach to a steady integration (CI) pipeline the place the pipeline is expressed completely in pc code. The entire pipeline, saved in version control, is expressed as a single script or program that may run with a single command-line execution. This may be finest understood in contrast to conventional CI, which is configured by way of a user interface (UI), together with other as-code concepts. Building upon the operational stage of a DevOps pipeline, organizations will arrange automated monitoring tools to establish potential performance bottlenecks, purposes points, and person habits. Now that we&#8217;ve our Elastic Beanstalk surroundings fully setup, it is time to configure GitHub Actions to set off computerized deployment to AWS on push or pull request to primary.</p>
<p>To complete the workflow we created, let&#8217;s add a new step that uses an motion to report protection results as a comment on the pull request. It also will increase productivity by guaranteeing smooth code integration, standards, and security best practices adoption. It additionally helps produce a shorter suggestions cycle with early concern detection, among different benefits explained beneath. Here we use the actions/checkout motion to drag our repository code into the box where our job is working. There, besides defining the name of our workflow, we&#8217;re also specifying that every time any code is pushed to the primary branch, our workflow will set off.</p>
<p>Transform Your Business With AI Software Development Solutions <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a></p>
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		<item>
		<title>Managing Product Innovation: A Framework Springerlink</title>
		<link>http://magosan.com.br/site/managing-product-innovation-a-framework/</link>
		<comments>http://magosan.com.br/site/managing-product-innovation-a-framework/#comments</comments>
		<pubDate>Fri, 29 Mar 2024 21:32:37 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=15785</guid>
		<description><![CDATA[Most companies ought to purpose to use all three types of product innovation. They might not use all of them to the identical what is product innovation extent, but ignoring them utterly is a mistake. This may imply adding new functionality to the product itself. Why More Companies Ought To Think About Product Innovation? Large [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Most companies ought to purpose to use all three types of product innovation. They might not use all of them to the identical <a href="https://www.globalcloudteam.com/what-is-product-innovation/">what is product innovation</a> extent, but ignoring them utterly is a mistake. This may imply adding new functionality to the product itself.</p>
<h2>Why More Companies Ought To Think About Product Innovation?</h2>
<p>Large corporations have the advantage of getting tons of support requests, customer complaints and improvement ideas from prospects, employees and pretty much every different stakeholder too. MIT Sloan has documented how eight completely different Japanese companies develop profitable new merchandise. Successful Japanese corporations like Toyota, Olympus, Sony or Nissan concentrate on extremely structured processes and manage costs early in a product’s life. In their analysis they also emphasise the significance of disciplined proactive cost administration in the product improvement process.</p>
<h2>What Is The Distinction Between Product Development And Product Management?</h2>
<p>There are countless methods to gather suggestions, from conducting interviews and sending out surveys to hiring a market research firm. The important factor is to place the shopper on the heart of everything you do. Doing this will assist you to produce products that folks need and want—not something that simply seems like a good suggestion. It’s essential to keep away from falling into the trap of staying in your personal bubble&nbsp;rather than asking potential clients what issues to them.</p>
<h2>Product Innovation Vs Process Innovation</h2>
<p>Sometimes probably the most progressive concepts come from existing ideas that are used in a new way, applied to a new downside or tested in a new business. Disruptive improvements can additional be divided into two subtypes. Low-end disruptive innovations are innovations that target an existing market phase that cannot be cost-effectively served by existing merchandise. The jobs to be carried out strategy is a framework for figuring out customers’ real needs and wants.</p>
<h2>What&#8217;s Product Development? 7 Steps To Making A Product (</h2>
<p>You might uncover that the next huge function is one thing you&#8217;d initially missed. The design considering process encourages you to transcend the obvious. With its 5 stages—empathize, define, ideate, prototype, and test—it gives you a structured roadmap to take your wild concepts and refine them into sensible solutions. The goal is not just to think in one other way, however to suppose higher, driving your concepts through a rigorous funnel that culminates in real impression. Firstly, isolating yourself to come up with the following huge factor leaves out invaluable buyer input, which ought to be the cornerstone of any product decision. Secondly, innovation isn&#8217;t just about ideation; it&#8217;s about execution, too.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/eda29d48-b0ce-443b-801f-5ee0a468a921-768x512.webp" width="400px" alt="How to make product innovation work properly"/></p>
<h2>Relying Too Closely On Anecdotal Feedback</h2>
<ul>
<li>The iPhone developed a cult following, dominated the marketplace for years, and sent Apple’s earnings sky-high.</li>
<li>Ultimately, the goal of business innovation is to earn your company more cash.</li>
<li>Instead of giving up, they captured the attention of a new, extra informal audience, drifting away from the hard-core players everyone in the trade had centered on for many years.</li>
<li>Before attending to the drafting board, you should do your research.</li>
</ul>
<p>CPG manufacturers like Beyond Meat have revolutionized the meals industry, as an example. Many brands are additionally repackaging merchandise to be more sustainable. Boxed Water is 100 percent recyclable and helps eliminate plastic waste. Biodegradable and compostable packaging are additionally gaining steam. Templates like the support transition plan and demand creation strategy assist groups consider all the moving pieces they need to scale their solution.</p>
<p>The problem is that while most people can spot an improvement, few can develop concepts independently. These kinds of developments can open up new market opportunities, scale back the work needed to begin out using your product, and might even be a marketing channel. When a product becomes a platform and opens up development to outdoors sources, new products can supplement the platform with further features and performance. Webflow lately raised a $72M Series A funding round to propel them into the subsequent chapter of the enterprise to empower extra folks to construct for the online — with out code. “For far too long, when you wished to build actually unique and sophisticated solutions for the online, you had to know tips on how to write code, a ability held by less than one half of one percent of the world.</p>
<p>This process helps the ideas and follow of steady enchancment and Kaizen. Kaizen is definitely the philosophy stemming from Japanese automobile producers and is targeted on making small changes every day to contribute to main enhancements over time. If we think about characteristic creep, or scope creep, that is the proper example of how options usually are not essentially more priceless for patrons. A HBR survey revealed that 56% of customers who purchased excessive tech-products really feel overwhelmed and dissatisfied by the myriad of features they initially thought useful.</p>
<p>How to enhance engagement strategies utilizing knowledge, personalization, loyalty and testing platforms. We additionally use totally different exterior companies like Google Webfonts, Google Maps, and exterior Video suppliers. Since these suppliers might acquire personal data like your IP tackle we allow you to block them here. Please bear in mind that this would possibly closely scale back the performance and look of our web site.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/scale-your-online-business-with-ecommerce-development-company.webp" width="404px" alt="How to make product innovation work properly"/></p>
<p>Creating a model new vitality bar can be so easy as buying components and tweaking the recipe in your own kitchen, like Lara Merriken did when she started Lärabar. You ought to now have a clearer picture of what it will cost to provide your product. Costing is a business evaluation process where you&#8217;re taking all info gathered to find your value of products offered (COGS) and determine a retail price and gross margin. With the innovation of 3D printing, digital designs can be turned into bodily samples at a a lot lower price and faster turnaround time than the standard methodology of mold-making.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/the-best-cloud-backup-services-for-business-img-3-768x514.webp" width="407px" alt="How to make product innovation work properly"/></p>
<p>Udemy will usually advertise courses for the course creators, characteristic them on the homepage, and recommend them to students who&#8217;ve enrolled in related programs. This helps Udemy deliver extra value to the course-seeker as nicely as to the course-creator. If it’s heavily used or others ask to get their hands it, there’s likely a possibility to productize it into its personal standalone product or function.</p>
<p>In addition to furthering a company’s objective and bolstering its backside line, employee-driven innovation engages folks in ways in which finishing up top-down directives never will. As a enterprise leader, it’s your accountability to set the tone and lay the muse for a powerful product innovation technique. To construct your expertise in this area, think about an innovation coaching course, similar to Disruptive Strategy. The difference between the three forms of innovation lies in their relationships to the present market. Low-end and new-market disruption are both kinds of disruptive innovation, that means they’re used by firms with fewer resources to problem well-established companies.</p>
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		<title>The Ux Design Process In Eight Steps</title>
		<link>http://magosan.com.br/site/the-ux-design-process-in-eight-steps/</link>
		<comments>http://magosan.com.br/site/the-ux-design-process-in-eight-steps/#comments</comments>
		<pubDate>Thu, 14 Mar 2024 01:01:42 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=16419</guid>
		<description><![CDATA[In this text, we’ll delve into the intricacies of this occupation to understand its significance and impression in shaping user-centric digital experiences. The distinction between the two is that a UX designer is more concerned in person research, ensuring they’ve thought-about the feel and appear of a product earlier than they actually start designing. The [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>In this text, we’ll delve into the intricacies of this occupation to understand its significance and impression in shaping user-centric digital experiences. The distinction between the two is that a UX designer is more concerned in person research, ensuring they’ve thought-about the feel and appear of a product earlier than they actually start designing. The annual wage of a UX engineer can differ depending on the group and projects. According to Glassdoor, the common annual salary of a UX engineer in the US in 2022 is $124k, ranging from 100k to 159k. One essential factor to point out is that inside the UX Engineer subject, we now have two <a href="https://www.globalcloudteam.com/what-is-a-ux-engineer/">what is ux engineering</a> “lenses” or concentrations — the design and engineering lens.</p>
<h2>How Lengthy Does It Take To Turn Into A Ux Engineer?</h2>
<p>You will now take that prototype you simply built and put it in entrance of potential customers to assemble feedback and uncover potential usability issues. User testing is the vital thing to ensuring that you discover yourself with a solution that solves actual wants. It&#8217;s not simply one thing that ought to come once you’ve finalized the design and gone through development, however. As you progress to implement a extra structured process, spend some time getting buy-in from all staff members. Be positive to resolve any hesitations or objections before putting it into follow on an actual project.</p>
<h2>How Have You Learnt This Function Is Correct For You?</h2>
<div style='text-align:center'><iframe width='562' height='313' src='https://www.youtube.com/embed/W-d-t5mtSZM' frameborder='0' alt='What do UX engineer do' allowfullscreen></iframe></div>
<p>Evaluative research is all about testing and determining how properly a services or products meets person wants. It contains methods like usability testing or A/B testing, where designers observe customers interacting with the product and gather feedback on what’s working and what’s not. The aim is to identify any issues or areas of frustration so enhancements may be made to make the expertise smoother.</p>
<h2>What Does It Take To Be A Ux Designer?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/interaction-backend-frontend-1.webp" width="408px" alt="What do UX engineer do"/></p>
<p>They want to contemplate their target market in phrases of demographics, psychographics, motivations (why they want what they want), goals, values, behaviours, and attitudes. They additionally need to get conversant in the brand id (the core values of the company) as well as any brand guidelines. Now that you’ve realized the path on the method to turn out to be a UX engineer, it may be very important perceive the wage developments for UX design roles. According to April 2024 data from Glassdoor, the common salary for a UX engineer in New York City is $155,935, while these excited about more senior-level UX engineering roles can anticipate salaries as excessive as $238,682.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/feed_images/overfitting-vs-underfitting-in-machine-learning-ml-1000.webp" width="403px" alt="What do UX engineer do"/></p>
<h2>How Do You Get Began As A Ux Designer?</h2>
<p>We&#8217;re a spot where coders share, stay up-to-date and grow their careers. An online UX Design program designed for faculty students who want to turn out to be&#8230; Business And Leadership Courses usually range from a few weeks to a quantity of months, with fees varying based on program and institution. These are the main abilities and duties that may help you succeed as a UX Engineer, whether you are simply starting out or wish to increase your talent set. If you would like to be taught more about working as a UX Engineer, be at liberty to achieve out on Twitter. Below are some of the key skills that would be mostly relevant and useful to have.</p>
<p>If you are considering a job in UX Engineering, this submit ought to give you a clearer understanding of the requirements. An online communications program designed for school students who need real-world skills for a big selection of industries. Create a portfolio demonstrating your problem-solving ability and displaying your UX design accomplishments.</p>
<p>This team-oriented approach allows people with totally different strengths to contribute in significant methods without requiring everyone to excel in the identical areas. Whether it’s problem-solving, inventive design, or administration, there are many methods to make valuable contributions in engineering initiatives. By taking the time to strengthen your math abilities, you’ll be better ready for the technical calls for of engineering and really feel more confident in your capacity to deal with the challenges ahead. Generative research, as the name suggests, is about generating recent concepts that can clear up real consumer issues or perhaps encourage new options and even complete products. It normally involves brainstorming sessions, ethnographic research, or co-design workshops, the place designers and customers collaborate to discover new possibilities collectively. The objective is to spark creativity and give you progressive solutions that haven’t been tried before.</p>
<ul>
<li>You can even use AI to generate entire wireframes and mockups, construct temper boards, and produce icons for apps and different digital products.</li>
<li>Learn extra about the many forms of jobs obtainable for individuals with software engineering coaching.</li>
<li>The languages you employ essentially the most will rely upon the kinds of purposes you want to create.</li>
<li>Working on the UI can easily start to bleed into UX matters as they are tightly coupled, which can be the place the confusion arises.</li>
<li>They want to understand users to be able to enhance their experience.</li>
</ul>
<p>Are you trying to enhance customer service and automate interactions on your company or enterprise via intelligent solutions? The key to achieving this lies in hiring a talented chatbot developer. You can check with the following job description template for a UX designer job function. Also, take a look at this blog on the means to write a job description to study the artwork of crafting a job description for any position. They also use trendy AI design instruments like Creatie to overcome inventive blocks, produce wireframe ideas, and generate user interfaces. This stage consists of A/B testing, usability testing, warmth mapping, and normal person analysis methods, like interviews, to gather feedback that you could then apply within the official UI design section.</p>
<p>For UX Engineers who go the college route, it’s widespread to take programs in graphic design, psychology, sociology, or anthropology. As UI/UX design fields are nonetheless very new, there aren’t many degree programs particularly designed for these roles. But again, you&#8217;ve the option to take certification programs and boot camps in UX Engineering that mix the many aspects of programming, psychology, and design essential to do the job properly.</p>
<p>A solid basis in consumer research methodologies is crucial for a UX design engineer. Being in a position to conduct interviews, surveys, and usefulness testing gives you useful insights that form the design course of. These expertise assist make positive that the ultimate product aligns closely with user expectations and needs. They need to grasp customers to be able to improve their expertise. This consists of having a passion for understanding how individuals think. Caring deeply about the impact you&#8217;ll be able to have on person experiences will take you far in this field.</p>
<p>However, the work you do in these roles will allow you to create a robust portfolio that demonstrates your proficiency in multiple skills. Every day is completely different and I wear a lot of hats, figuratively speaking. More on that later, humor me as I briefly unpack my unconventional journey to becoming a full-stack developer. Proficiency in wireframing and prototyping is essential for visually communicating design concepts and interactions. These expertise let you shortly iterate and refine your designs based mostly on person suggestions, making certain the final product is both useful and appealing. Designers could only be succesful of mock up a quantity of display screen dimension views similar to mobile, pill, and desktop.</p>
<p>In brief, they want to have the power to assume like each a designer and a researcher. A UX designer&#8217;s role is to take a user-centred method and apply it to the general design process. This contains wireframing, prototyping, user testing, and data evaluation. Even if you have no particular prior experience, you can begin getting career-ready with a course or certification in UX design. Look for a course or program the place you’ll study the fundamentals, get hands-on experience with the latest UX design instruments, full initiatives on your portfolio, and network with others in the industry. Validate the design by tracking how actual users work together with the product or service (usability testing).</p>
<p>UX design seeks to make products and services that are simple, effective, and pleasant. Depending on the stage of the product design course of, UX engineers would possibly must create low or high-fidelity prototypes. It&#8217;s helpful to have hands-on experience with prototyping instruments, which allow UX engineers to show low-fidelity prototypes into high-fidelity prototypes.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/feed_images/what-is-text-mining-text-analytics-and-natural-language-processing-1536.webp" width="406px" alt="What do UX engineer do"/></p>
<p>Rhode Island plays a key position in naval defense and advanced manufacturing, while Oregon thrives in semiconductors and electronics. California remains a pacesetter in know-how and aerospace, offering numerous alternatives for career growth in materials engineering. If you’re decided to achieve engineering however really feel involved concerning the math necessities, there are plenty of pathways and support choices that may assist you to along the way in which. Embrace the sources out there to you, and remember that math is simply one software in a a lot bigger toolkit of abilities that engineers use to unravel real-world problems.</p>
<p>Transform Your Business With AI Software Development Solutions <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a> — be successful, be the first!</p>
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		<title>Hire Blockchain Builders With Wellfound 2 Million+ Vetted Developers In April 2023</title>
		<link>http://magosan.com.br/site/hire-blockchain-builders-with-wellfound-2-million/</link>
		<comments>http://magosan.com.br/site/hire-blockchain-builders-with-wellfound-2-million/#comments</comments>
		<pubDate>Thu, 07 Mar 2024 19:05:00 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[Software development]]></category>

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		<description><![CDATA[If every thing seems good concerning the candidate, the ultimate step is to check all the http://dobradmin.ru/page/10 packing containers and make an offer to get the expertise on board. It&#8217;s additionally necessary to ask about their ideas on rising tendencies in blockchain, corresponding to DeFi, NFTs, and cross-chain interoperability, to understand in the event that [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>If every thing seems good concerning the candidate, the ultimate step is to check all the <a href="http://dobradmin.ru/page/10">http://dobradmin.ru/page/10</a> packing containers and make an offer to get the expertise on board. It&#8217;s additionally necessary to ask about their ideas on rising tendencies in blockchain, corresponding to DeFi, NFTs, and cross-chain interoperability, to understand in the event that they align with firm values. Once you have reviewed the candidate&#8217;s portfolio, evaluate the technical capabilities.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="604px" alt="hire a blockchain developer"/></p>
<h2>Assessing Your Blockchain Development Needs</h2>
<p>There are currently 2,751 Firms on Clutch.co and a pair of,098 on GoodFirms.co up to now. Therefore, you need the patience to look by way of the whole list to find blockchain developer candidates that suit your wants. However, the platforms provide verified buyer evaluations and unbiased firm ratings to assist you make an knowledgeable determination before you sign the contract.</p>
<h3>Blockchain Growth Tools</h3>
<p>Network-specific languages embrace Solidity, Viper, Chaincode, Golang, and others. ‍Web3 is the subsequent wave of innovation on the World Wide Web, powered by blockchain expertise. A Blockchain developer designs, builds, and maintains blockchain functions and techniques. Learn more about how we&#8217;re helping web3 companies rent top talent right now on Wellfound throughout web3, cryptocurrency, and blockchain. An average blockchain developer makes $96,000-$154,000 within the United States, in accordance with Glassdoor information.</p>
<h2>Frequently Asked Questions On Hiring Blockchain Developers</h2>
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<p>This kind of listing is used when space efficiency is extra essential than traversing the record in both directions. The advantage of a linked record is that it&#8217;s easily carried out, which makes it perfect for small information units. It can also be traversed in any direction, making it ideal for sorting and looking algorithms. A linked record is a data construction that enables two nodes to be linked together. The node at the beginning of the list known as the pinnacle, whereas the final node is called the tail.</p>
<p>With Wellfound you&#8217;ll have the ability to source &amp; pitch candidates, submit jobs, review applicants, message &amp; monitor candidates with our ATS, and make a suggestion to rent all at no cost. Get began at present to start sourcing from 8 million startup-ready candidates with all the instruments you have to rent. Wellfound’s developer pool consists of common developer roles, including software builders, front-end developers, blockchain builders, and more. Our global pool of developers additionally consists of more specialised expertise together with candidates in blockchain, gaming, information science, and safety. ‍When sourcing candidates, search for a blockchain developer with a strong understanding of blockchain structure key capabilities including cryptography and security principles.</p>
<p>Various networking events also can current an excellent recruiting opportunity. You can acquire contacts and pre-screen potential candidates in person, as well as see them in motion (as at hackathons). Evan Faggart, Senior Editor of Bitsonline, shared with us a subreddit where employers can listing job openings, and potential staff can market their expertise to employers looking for new hires. First, you should know the place to discover a blockchain developer for hire. Whether you want to develop your in-house workers, hire a freelancing blockchain developer, or contract a consulting firm, listed right here are a quantity of ideas to kickstart your search. Whether you’re in search of somebody to work as a freelancer or as a part of your team, these blockchain recruitment websites should have what you want.</p>
<p>Our expertise specialists are continually searching for and vetting new expertise to add to our pool of 1300+ vetted senior builders. Our practice-proven process has helped over 350 businesses, including Samsung, Airbus, Nec, Disney, and high startups, construct great on-line products since 2016. Depending on the way you display screen candidates, you can find high-quality programmers with different expertise ranges. The combination of all these simplifies your task of hiring a fantastic deal. You can scale back the complexities of hiring, because of the secure, transparent, and user-friendly processes of Freelancer.com.</p>
<p>Aran Davies is a full-stack software program development engineer and tech author with expertise in Web and Mobile applied sciences. Tech firms use employees augmentation services after they have projects with restricted planning horizons or need to maneuver shortly to maintain up with product demand and reduce technical debt. Plus, you must be cautious about the cooperation model and phrases your provider offers. Make sure to pre-vet your potential suppliers with comprehensive due diligence before hiring developers. While each Indeed.com and Jooble.org work worldwide, you can also think about native job boards which are extra popular in your country.</p>
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" width="603px" alt="hire a blockchain developer"/></p>
<p>The expertise gap coupled with the rising demand for blockchain builders makes it comprehensible why many firms face challenges finding blockchain engineers. This information will focus on tips on how to hire blockchain developers and the related skills candidates ought to have. In abstract, hiring blockchain builders is essential for companies to harness the transformative potential of blockchain know-how.</p>
<ul>
<li>Blockchain developers are the architects of the Web3 world, constructing the infrastructure layer that lays down the inspiration of Web3.</li>
<li>In addition to data buildings, blockchain developers also wants to be conversant in massive knowledge ideas similar to MapReduce and Hadoop.</li>
<li>This developer’s work mainly facilities on smart contracts, blockchain growth and backend engineering.</li>
</ul>
<p>Here are some websites for listing distant and native blockchain developer jobs. You must also ask yourself whether you want a contract, in-house, or company blockchain developer. The first is ideal for one-time tasks; the second is nice for long-term commitments. In most circumstances, blockchain developers are extremely expert programmers who can code a number of languages like Java, Python, C++, and C#. They also find out about cryptography and math-based algorithms since they handle transactions on blockchains.</p>
<p>Fortunately, you don&#8217;t have to do it alone; our blockchain specialists at Teamed can ease your day by handling essential elements similar to payroll administration and compliance with native rules. Wellfound’s all-in-one free recruiting platform makes hiring the most effective full stack developer expertise in your startup easy. Request access and begin reviewing totally vetted, top developers today. ‍Smart contracts are another important part of a blockchain developer&#8217;s expertise to scan for when hiring. Smart contract functionality in methods plays an essential function in the development of blockchain corporations and enterprise functions.</p>
<p>In addition to understanding blockchain fundamentals, builders ought to know blockchain architecture properly. Other platforms may allow you to rent Java, JavaScript, or Python builders. Your job posting turns into seen to the large community of freelancers on Upwork.</p>
]]></content:encoded>
			<wfw:commentRss>http://magosan.com.br/site/hire-blockchain-builders-with-wellfound-2-million/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Digital Transport And Logistics Forum Dtlf European Fee</title>
		<link>http://magosan.com.br/site/digital-transport-and-logistics-forum-dtlf/</link>
		<comments>http://magosan.com.br/site/digital-transport-and-logistics-forum-dtlf/#comments</comments>
		<pubDate>Thu, 29 Feb 2024 23:32:13 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=14577</guid>
		<description><![CDATA[To evaluate the theoretically developed outcomes in opposition to first-hand sensible expertise, we performed ten semi-structured interviews with area specialists (Table 3) following the guidelines of Myers and Newman (2007). The pattern of participants is considered sufficient as it provided nice data worth via high-quality and in-depth dialog with specialised interviewees on the idea of [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>To evaluate the theoretically developed outcomes in opposition to first-hand sensible expertise, we performed ten semi-structured interviews with area specialists (Table 3) following the guidelines of Myers and Newman (2007). The pattern of participants is considered sufficient as it provided nice data worth via high-quality and in-depth dialog with specialised interviewees on the idea of beforehand established ideas (Malterud et al., 2016). The interviews have been performed by two researchers and lasted between 70 and ninety&nbsp;min each. Every interview was recorded and transcribed for further evaluation to ensure information integrity. During the interviews, we introduced the participants to the theoretical background of our analysis <a href="https://www.globalcloudteam.com/">AI software development solutions</a> before presenting the conceptual framework and discussing all DTAILs when it comes to understandability, completeness, consistency, stage of detail, and applicability (Sonnenberg &amp; vom Brocke 2011).</p>
<h2>Definition 1: Supply Chain + Digital</h2>
<p>You might think about strategic enhancements that have a direct affect on the extent of happiness experienced by clients. Instead, it is an extension that provides provide chain suppliers the power to focus on providing superior service to their customers. We are about to enter a time during which the logistics operations and strategy <a href="https://www.globalcloudteam.com/digital-logistics-what-is-it-and-impact-on-logistic-transportation/">digital logistics</a> will bear a interval of dynamic and profound transformation. Implementing old procedures and disorganized networks ends in inadequate communication among collaborators and poses vital challenges to attaining provide chain transparency.</p>
<h2>What&#8217;s Digitization In Logistics?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="608px" alt="What is the meaning of digital logistics"/></p>
<p>Logistics 4.0 is the logistical system that enables the sustainable and cost-effective satisfaction of latest market demands of customer-oriented, individualized, and more responsive provide chains and logistics based mostly on emerging digital technologies (Strandhagen et al., 2017a; Winkelhaus &amp; Grosse, 2020). As a part of SCM, logistics encompasses the administration of planning, implementing, and controlling procedures for the efficient movement and storage of materials and associated data from the purpose of origin to the point of consumption (CSCMP, 2013). Logistics four.zero affects the key logistics actions of transport, stock administration, material dealing with, provide chain construction, and knowledge move. It facilitates improvements in areas corresponding to sustainability, traceability, efficiency, and responsiveness to customers (Strandhagen et al., 2017a) and makes the bodily supply chain dimension and the digital information worth chain dimension converge to cyber-physical processes (Hofmann &amp; Rüsch, 2017). Technological capabilities and targeted technology investments are found to have a big impact on agency efficiency in Logistics&nbsp;four.zero (Bag et al., 2020).</p>
<ul>
<li>Especially organizations at early levels of digital technology adoption (e.g., start-ups, small and medium-sized enterprises) deal with limited financial and personnel assets to acquire the interdisciplinary competencies necessary to manage the transformation towards Logistics 4.zero.</li>
<li>The huge players within the native market are encouraging the digitized system for safer and sooner transportation of goods.</li>
<li>An essential side of the digital supply chain is the method of encrypting the content in order that it cannot be performed again with out the proper license which is commonly acquired through purchase of content or subscription.</li>
<li>The potential rewards are substantial, from enhanced efficiency and productiveness to improved buyer experiences and sustainable practices.</li>
</ul>
<h2>Introducing The Future Of Supply Chain Administration: The Logmore Ai Software</h2>
<p>It is a decentralized public ledger system that allows for group ownership of knowledge, with the information being immutable with out explicit approval from all the stakeholders within the network. Interoperability remains to be a imaginative and prescient of the future because it is just possible if stakeholders follow knowledge standards to ensure cross-company data interaction. However, the enterprise transformation to a digital system is step one into a brighter future with new alternatives. With Freightify, you&#8217;ll find a way to simply rework your digital platform as an efficient fee administration system which may cut back your time for generating an inquiry from 15 minutes to fifteen seconds, with higher transparency and velocity for each your team and the shoppers. Logistic corporations had been tasked with transferring more products at a quicker pace than ever earlier than – with full visibility of supply chains proving invaluable as a outcome of chaos and disruption occurring at a number of stages across the globe.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="603px" alt="What is the meaning of digital logistics"/></p>
<h2>Industry 4Zero: Influence Of Latest Applied Sciences On Logistics Management</h2>
<p>The above limitations however, we&#8217;re assured that the catalog and conceptual framework of ten DTAILs and 46 manifestations developed in this study provide a comprehensive IS understanding of the opportunities digital technologies provide for intralogistics processes. We expect that the results serve as a basis for fellow researchers for further theorizing on Logistics 4.zero and practitioners for purposefully managing digitalization initiatives toward Logistics four.0. The outline stage goals to find out the scope of the review by developing the set of search criteria (Wolfswinkel et al., 2013). To this end, we take a multidisciplinary strategy and evaluation literature from the fields of both IS and logistics analysis (see Fig.&nbsp;2). As digital applied sciences are a fast-moving subject, we included high-impact journal publications in addition to conferences from each fields, which function quick review cycles and report on the newest technological developments (vom Brocke et al., 2015).</p>
<h2>What Are The Advantages Of Digitalization Within The Logistics Industry?</h2>
<p>Furthermore, the time period &#8220;provide chain administration&#8221; originally referred to, among different points, having an integrated vision of each manufacturing and logistics from point of origin to level of production.[10] All these terms might endure from semantic change as a aspect effect of promoting. Characterized by enhanced visibility, improved analytics and heightened operational flexibility and decreased cycle occasions, Stank et al. (2019) declare that digitalization will change L&amp;SC and provide chain processes essentially and argue that “the digital world is right here to stay” (p. 967). Our observations additionally counsel that from an institutional perspective, digitalization logic not only be adopted in L&amp;SC however has itself manifested in organizational practices and structures. In different words, the digitalization logic has been “institutionalized” in L&amp;SC organizations with the potential to further remodel L&amp;SC processes. While frequent logistics and supply chain processes like docking, inventory, digital provide chains, and different front-of-house methods won&#8217;t be your major focus, digital transformation in logistics may help you improve or handle your business in other necessary ways. Think project administration, staff communication, and business planning, just to name a few.</p>
<h2>What&#8217;s The Digitalization Of Logistics?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="608px" alt="What is the meaning of digital logistics"/></p>
<p>In this period of fast technological developments, the logistics business embraces innovative technologies to streamline operations, enhance effectivity, and meet ever-growing customer expectations. From real-time monitoring to predictive analytics, many applied sciences are reshaping how items are transported, warehoused, and delivered. A broader definition of the time period &#8220;digital provide chain&#8221; is given in a book chapter by Tony Hines[1] the place the time period was coined in 2001 to explain a metamorphosis from what he called analogue supply chains to his new conception &#8211; the digital supply chain. This contribution recognised that digital supply chains have been configured to distribute goods or providers that had previously been provided in bodily kind.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="606px" alt="What is the meaning of digital logistics"/></p>
<p>Even Nevertheless, a giant quantity of industrial logistics activities are being conducted in this manner. No matter the market or the kind of items, there is all the time plenty of sturdy competitors. When every little thing else is identical, the way a business handles its logistics could often decide whether a shopper will return or if they&#8217;ll leave a poor evaluate or the enterprise altogether.</p>
<p>“Hub” organizations may boost cooperation and synchronization by creating a collection of collaborative digital apps tailored to the wants of each provide chain stakeholder. Increasing provide chain velocity, effectivity, and customer service will result from this. The visibility of efficiency measures is essential for on-line logistics scorecarding and metric methods.</p>
<p>The proper knowledge utilization would impression the workflows throughout the firm, enhance operations, and create the foundation of the implementation of blockchain and interoperability. Digitalization helps companies not only to streamline data flowing by way of their operations but in addition acquire data-based insights that may help with enhancing efficiencies. Digitalization and information utilization is the precondition to a world interoperability system between the totally different stakeholders.</p>
<p>Incorporating these strategies into your digital provide chain management isn&#8217;t just a step in the direction of effectivity; it is a leap towards enhanced security in a digitally dependent world. Automating and continuously monitoring the digital provide chain is crucial for safeguarding against evolving cyber threats and maintaining a resilient and efficient provide chain community. And finally, maybe one of the most priceless advantages of digital transformation in logistics is an improved bottom line. Whether you are trying to scale back prices, enhance income, or improve general effectivity for profitability, DX might help support these targets and drive greater success on your organization. With digital transformation in logistics, however, you can assist enhance worker security by leveraging new technologies and methods to protect your staff. This might embrace investing in good wearables that monitor location and motion, implementing automated risk assessment instruments, or an easy-to-access, Central Hub storing security procedures and insurance policies.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>The Way To Understand Operational Intelligence</title>
		<link>http://magosan.com.br/site/the-way-to-understand-operational-intelligence/</link>
		<comments>http://magosan.com.br/site/the-way-to-understand-operational-intelligence/#comments</comments>
		<pubDate>Fri, 08 Dec 2023 04:24:14 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=16329</guid>
		<description><![CDATA[Regularly evaluate and regulate the ROI framework, as needed, to make sure it aligns together with your evolving enterprise Operational Intelligence goals and operational wants. By beginning small and scaling strategically, you possibly can manage prices successfully whereas maximizing the advantages of your OI system. Start by clearly speaking the model new system&#8217;s profit to [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Regularly evaluate and regulate the ROI framework, as needed, to make sure it aligns together with your evolving enterprise <a href="https://www.globalcloudteam.com/operational-intelligence-a-guide-with-key-steps-to-get-started/">Operational Intelligence</a> goals and operational wants. By beginning small and scaling strategically, you possibly can manage prices successfully whereas maximizing the advantages of your OI system. Start by clearly speaking the model new system&#8217;s profit to all stakeholders, highlighting how it will improve efficiency and support their roles. Prioritize platforms that can scale horizontally and vertically, allowing for&nbsp;adding more sources or upgrading existing ones without disrupting operations. This stage of management and adaptableness is vital to staying ahead in a rapidly changing enterprise environment.</p>
<h2>Strategic Software Program Approaches To Accelerate Company Growth</h2>
<p>The core parts of RTBI infrastructure embody data warehouses, data lakes, and different sensible knowledge storage and processing systems that are typically costly to implement and keep. Operational intelligence (OI) is an umbrella time period that describes various forms of techniques and approaches to information evaluation based mostly on knowledge regenerated and processed in actual time. Businesses, organizations and industrial amenities use information generated by OI solutions to boost visibility, optimize workflows and enhance overall effectivity of enterprise operations. In most OI initiatives, knowledge analysis is finished in tandem with knowledge processing or shortly thereafter, so workers can quickly determine and act on problems and alternatives in enterprise operations. Deployments usually include real-time business intelligence systems set up to analyze incoming knowledge, plus real-time information integration instruments to drag together completely different units of related knowledge for evaluation. These platforms supply scalable and safe real-time analytics, integrating machine learning-based anomaly detection and predictive analytics to anticipate potential points.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2020/11/development.webp" width="400px" alt="Why Focus on Operational Intelligence"/></p>
<h2>What&#8217;s Operational Business Intelligence?</h2>
<p>Which is unsurprising as each are superior methods of real-time evaluation of data associated to enterprise operations and processes. The data evaluation platform by Clarify incorporates numerous next-gen OI options, allowing users to integrate, organize, collaborate and visualize industrial knowledge. It helps a streaming information timeline know-how that enables users to quickly navigate and visualize lots of of knowledge signals on the similar time with out shedding overview or performance. Clarify could be easily integrated with nearly all of time sequence databases, knowledge historians, SCADAs and ERPs from all distributors, together with those that only help on-premise deployments. All this can be achieved with a sensible utility of operational intelligence options. The ability to properly visualize and present the results of operational intelligence to workers and enterprise managers additionally performs an important position.</p>
<h2>Key Options Of Business Operational Intelligence</h2>
<p>Operational Intelligence solutions might include numerous specialised options and know-how. One such element is enterprise course of administration (BPM), which makes it possible to implement model-driven procedures and insurance policies. Contextualizing and acting upon the data and insights your analytics software suite provides requires an understanding of the distinctions between operational and business intelligence. There are vital distinctions between operational and enterprise data, despite the actual fact that both are utilized to spur action and help in decision-making. The most up-to-date automation technologies, machine learning (ML) and artificial intelligence (AI) algorithms, constitute the inspiration of contemporary operational intelligence. These technologies permit for dynamic real-time enterprise evaluation and provide workers and managers with well timed, related info.</p>
<h2>Visualizations, Automated Alerts And Consumer Notifications</h2>
<ul>
<li>However, these two disciplines are not mutually exclusive and may carry out at their greatest when combined.</li>
<li>When overwhelmed by a non-stop stream of reside information, any decision-maker would select to consult clear and insightful dashboards somewhat than countless spreadsheets.</li>
<li>You are immediately notified, and the system suggests revisions to the production plan to push back the welding operation to a later time.</li>
<li>An group can solely transfer on with producing charts, graphs, and other visualizations that assist it pinpoint the areas in need of development as quickly as a considerable amount of information has been gathered.</li>
<li>Data from a corporation is never prepared for OI without enhancement, whether or not it is because of insufficient volume, acceptable quality, or just outdated knowledge.</li>
</ul>
<p>These steps will help you exceed stakeholder expectations and totally reap the advantages of operational intelligence. Retailers have faced unprecedented provide chain and staffing challenges over the previous few years, but which points have the highest impact on frontline morale? Perform in-depth analysis with sentiment insights that utilize industry-leading, proprietary Natural Language Processing (NLP) to establish negativity and toxicity. It’s an issue that got here into focus through the Great Resignation but was already crucial pre-pandemic. As far back because the mid-1990s, HBR was educating enterprise leaders on the means to join higher with frontline workers.</p>
<p>It automates exception dealing with by way of user-defined rules, triggering alerts primarily based on monitored data. It merges time-series with relational data (Oracle, SQL Server), creating a comprehensive data dictionary for all belongings, facilitating efficient evaluation. They understand higher than any laptop mannequin or projection what will attract or repel buyers, and they know the shortages and outages that can have the biggest influence on buyer satisfaction. These staff have direct access to a steady stream of real-time buyer feedback and develop a nuanced understanding of how the business works and the place it fails to deliver. Data-driven decision-making can’t solve world crises, but it could assist retailers react sooner to the changing landscape and develop a more nuanced understanding of how disruptions impression the bottom line. Operational intelligence can also floor deeper insights into company processes and the way they affect clients and staff.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/image-noZj9GPNh6Sps0zi.webp" width="403px" alt="Why Focus on Operational Intelligence"/></p>
<p>Talk to our consultants to discover all of the methods you most likely can leverage operational intelligence and improve IT operations. Here’s a pattern dashboard for MSPs that gives an abstract of how they will enhance their choices and take motion with the insights provided. Operational intelligence (OI) is the process of gathering and implementing info into an utility instantaneously, in order that information is instantly on the market to help maximize efficiency capabilities and consumer experiences. Operational intelligence is used to locate real-time options in newly gathered knowledge, bettering software effectivity by permitting services to observe patterns and shortcut previous realized behaviors. The monetary sector can use OI methods to get insights and notifications on points that are urgent, corresponding to inventory prices and forex charges.</p>
<p>One of its key features, data cloth insights, addresses widespread challenges such as safety concerns, knowledge availability, and real-time access issues. This functionality extends the worth of your information and processes, making certain secure, accessible, and up-to-date data across the group. Operational intelligence instruments assist organizations monitor and improve customer interactions by offering real-time insights into buyer conduct and service efficiency. Organizations can quickly establish and resolve points and improve buyer satisfaction and loyalty.</p>
<p>Some OI options also can simulate the impact of system adjustments across the operational chain for improved insights and decision-making support. Combining the capabilities of process mining and operational intelligence provides IT leaders a complete view of process performance. Process mining offers a wide-angle view of course of information, identifying developments and inefficiencies. Conversely, operational intelligence combines day-to-day operational information with real-time visibility. In giant retail organizations, these insights often get lost between the silos of the business. That means companies lack visibility or understanding of the topics and events that influence their clients and staff till it’s too late to behave.</p>
<div style='text-align:center'><iframe width='567' height='313' src='https://www.youtube.com/embed/axq-N1wChQo' frameborder='0' alt='Why Focus on Operational Intelligence' allowfullscreen></iframe></div>
<p>It ought to drive improved results throughout the board, whereas nonetheless enabling you to work the way you need to. It may even turn out to be apparent which employees members are successfully disengaged – you’ll clearly spot any high error rates, dropped balls or missed communications. Once identified, these beforehand hidden points are generally easily fastened and each employees morale and productiveness enhance.</p>
<p>With OI instruments, you possibly can map the common circulate of operational knowledge for enhanced system visibility. It offers a big-picture view of how data moves between completely different system components so as to establish any deviations from regular system operations. More importantly, you&#8217;ll have the ability to build out intelligent workflows within the OI system that detect faults and mechanically set off remediation actions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/Onshore-Offshore-Nearshore.webp" width="402px" alt="Why Focus on Operational Intelligence"/></p>
<p>The excessive intelligence in 6G-AITS will profit communication companies, system operations, and travel providers, which check with operational intelligence, environmental intelligence, and repair intelligence, respectively. Operational intelligence refers again to the efficient and meaningful visualization of machine data for the purpose of gaining useful insights and making informed choices within the subject of pc science. The first step in amassing operational risk intelligence (OTI) is establishing this system&#8217;s primary objective.</p>
<p>Analysts can personalize these dashboards in accordance with their specific function in fulfilling the wants of their organizations by setting them as much as present data in numerous ways. Another crucial element of operation- intelligence is the capability to effectively visualize and talk the findings to employees and managers of companies. Because of this, a strong OI platform ought to allow a range of interactive dashboards which are customizable and include varied metrics, charts, and KPIs. It should also be succesful of notify and alert end customers to the latest findings immediately.</p>
<p>OI frequently aims to decrease downtime, shorten client wait instances, or boost income. It is fairly simple to quantify each of these benefits by choosing the proper KPIs. An OI answer should be capable of sustain with the rapidly growing needs for knowledge processing and storage to be of any utility. When implemented correctly, open-interface technologies ought to be infinitely scalable, requiring simply the addition of processing energy when needed via a cloud-based infrastructure. Understanding the distinction between these methods is crucial to contextualize these processes and take action on the insights provided by the answer.</p>
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