It is the right of any taxpayer to object to and Demand Notice or Assessment issued.
WHAT INFORMATION DO I NEED TO PROVIDE?
The Notice of Objection must include:
• The taxpayer's name
• Account or taxpayer’s number
• Taxation statute under which the assessment or disallowance was issued
• Date and number of the assessment
• Period or transaction in question
• Amount of tax or refund, and
• Description of issue(s)
• Facts and reasons for objection
HOW TO OBJECT?
A Notice of Objection can be filed by completing a Notice of Objection form.
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w/NtaP+rU+PJeh3cvnOU4P1kPk/Sj+7/wCgu0kkkpWipJJJJSkkkklKSSSSUpJJJJSkklQ6t1rC6VTvyHTY4fo6W/Sd/wCRb/LSJA1KYxlIiMRZPQN5zmsaXOIa1okk6ABYPUPrl0rEJZQTl2D/AEejP+3Xf+i/UXI9X6/n9VsPqu9OgH2UNPtH9b/SP/lLNUEs37v2ujh+Hirymz+7H/vnosr68dWtJFDa8dvYgb3f51ns/wDA1n2fWPrlpl2ZYP6sM/8APYas1JRmcj1LcjgxR2hH7Lb/AO3utf8Ac27/ADyrNH1t69SR+seo0fm2Naf+ltD/APpLHSS4pdyk4cZ3hE/4Ieuwvr66Q3OxgR3fSY/8Ds/9KrpOn9Y6d1Fs4lzXuiTWdHj4sd7l5apV2PreLK3Fj2mWuaYIPk4J8cshvq18vIYpfJ6D9sfsfXUlx/Qfrl9HG6qfJmT/AOlgP/Pi69rmvaHNIc1wlrhqCD3CmjISGjmZcM8UqmPI/oyXSSSTmNSSSSSlJJJJKUkkkkpSSSSSlKL7GVsL7HBrGiXOPACckNBJMAaknwXLdX6q7MsNVRjHYdB+8f33f99UWbMMUbOpPyhBNJep9dtvLqcUmungv4c7/wAi1ZCSSzJ5JTNyNrCbUkkkmIUkkkkpSSSSSlJwSDI0I4KZJJTt9M685hFOadzOG29x/X/eXQBwcA5pkHUEcELhFr9F6scd4xr3foHaNcfzCf8AviucvzRBEMh06S/iujLoXpUkklfXqSSSSU//0/VUkkklLEgCToF5r9Y+rO6p1F72n9XqllA7bRy//ri7L62Z5wujW7TFmQRSz+1/Of8AgYevOVDmltH6ul8OxaHKf7sf+6UkkkoXQUkkkkpSSSSSlJJJJKUkkkkpStdM6hd07Nqy6uaz7m9nNP02H+s1VUkgaUQJAg6g6F9bx768mivIqM12tD2HyIlEXMfUbPN2FbhPMuxnbmT+4/t/Zs3f566dW4mwC4ObH7eSUOx08uikkkkWNSSSSSlJJJJKUkkmJAEnQJKaHWur09JwzfZ7rHe2mv8Aed/5Bv5682zMzIzch+TkvL7XnUnt/Jb+61qu/WHqruqdRfa0k0V+ygfyR+f/ANc+ksxVsk+I+AdnlOXGKFkeuW/9X+qpJJJMbKkkkklKSSSSUpJJJJSl0n1V+sbsO1uBlunFsMVvP+Dcf/RTlzaSMZGJsLMuKOSJjIaH8PF9fSWB9T+rOzunnHuduvxYaSeSw/zbv7P0Fvq1E2AQ4eTGcc5QO8SpJJZ3Wurt6TRTkWMNlb7hW8DkAte/c3/MSJoWURiZERiLJ2dFJBxMvGzKG5GNYLKn8OH5D+65GRQQQaOhCkkkkkKSSUbLG11useYawFzj5DVJTjfWHqBY0YdZ9zxNpHh+az+0ueRci9+Re+5/0rCT/sQlkZshyTMum0f7rGTZbGHityXW7nmttNbrSQ3cSGx7QNzP3lNmA+9gfi77A55rZuDWyQz1Xf4V3uTYGWMU3O9wdZS6tjm8hxLdruR+6rOF1VlLGfaPUssbc6xzvpEg1Ghvuc76W5GAxkREjX7xUKahwcoWCstAJZ6k7m7dh/P9Td6e3+0iDALMfLdeCy7GNYDZEe8/nc/mooz8Rz6jYwuFeMKQS1r4sB/nAx7tr2p8rqVF323a1w+1ejskDT0/p7tUeHEATd70P8CX/dq0R1dOpfVjvfea35RcK27JEtd6cOfv/O/qITOnZdj7GMZJqf6bjIA3futLy3crFWZhinEFos34hc7a0NhxL/Ub7y7/AL4np6mz07W2TW99xvZY1jLIJ5Gy7b/ntS4cRqzWn6J1+XX5v66tGoMLKNRt2QxpcPcQ0y0S/axxD3bP5KJf07IpNhiK6jtLnljTO0WbdvqP3O2n8xz1O/Mx8jHay02G2p1pa4NaA/1D6gc/3fo/f+56iPf1PGudlFwe6u8E1VOY2Gv2trbd6m/c13t/NS4MVHXtWv8AV9X/ADlaNX9nZLi0VsLt1bbSXbWgB30fdvLf6u73/wDBpm9MznFwFWrXFhBLQdwG/aNzvd7PcrJ6ji2U/Z7G2Ct1FNbnNAJDqiTo0u+g7cjN61j+sLHMeALzbAg+30vs7e7feiIYdLkftVQcZJJJQIen6BnnIoOPYZtpGh8Wdv8ANWquM6flHFzK7vzQYf8A1To5dkDIkcLT5XLxwo7x0+n6LJE2F0kklYS//9T1VJJJJTxX19yScrFxRwxhtI83nYP/AD2uVW59cnl3XbWn8xjGj/N3/wDf1hqrkNyLucrHhwYx4X/jepSSSSazOn0jolnVaMt9Vm23GDTXVE+oXCx2zfubs/mkndAzH2UV4gOQ67GZku4YGB8+1z3v2dkPp3Vren0X10t/SXPpe2yY2mlznxt/P9Tft+ktC/60syMi19uGDj5FDaLKBYQfY51jXttDPb/OfQ2Jw4KF7sEjnE5cIBh+jt2i12fVnqH2XMuuHo2Ye39G4shwI32O9T1NrW11+/8A4RPkfV3MdcG4ONaWCpj3+s6qdz5+g5j9jt0exn86pZX1iblNy67caKcllVbGssgsFBc+v3urf6nuf7/ajW/Wqu9npX4QsqAqLG+qQQ+oEby5rPc13+jR9HdbfM78IPh20h/X/vuZf0XqePiDMuoLKCGncS2QHfQ3V7vUbu/lMUquh9VuxftleOXUbS4OloJa36Tm1l3qO/zFZ6h9Yn52I6k1Gqy1lbLXNNe1/pkOaXD7P9o7f9y0TH+swox6h9lDsvHpdj1ZG8gBh/eo2+7/AD0Khe5ql3FzHDfDHi4tv6n+Mg610hvTKsQFrvVyKhZY8vY5u7/CVMrY3d7Nzf0nqfpFlK31HP8Atpxv0fp/ZsevH5nd6c/pOG7d0/RVRCVXpsy4xIRHH83VSSSSC53PqbkmnrlbPzchj6z93qt/6Va9DXl3Q3lnWcIgxN9bf85wb/FeoqfCfSfNyviMayxPeP5KSSSUrSUkkkkpSSSSSlLI+tOacPot7mmLLYpYf6/0v/A9611yv1+tIxMSrs+xzj/ZG3/0YmzNRJZuWjxZoA97/wAX1PFJJLS+ruJj5vWcfGyWepTZv3NkiYY97fcwtd9JqqgWQO7tzkIxlI7RBl/iuakuhv8Aq6/C6d1LKzccs9N9X2NweCdps2W/Qc//AAbmfzzFHJ+rWRd1HKroFGFTjurYQ+1zmB1jWOaxltjPUe5+785idwSYxzGM3roP0tOH9D/1Y4CS6XE+rxZjdWwrn4xyahjubkE+ysFz32/pXs31fo2e9Y+b0nKwc5uDdtNlm3Y5plpDzta4GN30v5KBiQLTDNCUjEHb/nR4Yz4v+c0kl0PVqfq9019vTfstluVXVrlbyItLd1f6Ld6ez3e9V6vqp1O2htgdSy2xhtZiufFxaO/p7f8Av6PAboa+SBnhwiUrgD8vH+kP3nGSWhT0XKubgua6sDqJsbTJOhrOx/q+32/2N6LR9Xsq6i/IN+PTVjWuoe615YN7I+j7Pzt3sQ4T2XHLAbyH8jw/9Jykls9b6FR03DxMirIZa69o9RoeHEuI3epQ1rGfq+n01jJEEGimE4zjxR2dj6qZpxOtUSYZf+hePHf9D/wXYvR15HRaab67RzW5rh/ZO5euKbCdCOznfEY1OEv3gR/i/wDoylzf17/5Ip/8MN/6i5dIub+vf/JFP/hhv/UXJ+T5S1uV/n8fm8l0nrOZ0q/1Md0sd/OVO+i4ef8AK/lr0LpHWcPq1HqY7osb/OUu+k0/9+b/AC15ei4uVkYd7cjGsNdrOHD8h/eaoIZDHxDp8zyscosemf73f+8+tJLC6B9aMfqYFF8U5n7v5r/Or/0mt1WAQRYcnJjljkYzFFSzuv3GrpzwObXBn/fj/wBFq0VifWdx9Khvi5x+4D/ySj5g1imfCv8AG0YzsXnkkklksbr1dKx7Lr6i15OOaa/0Zgkv9t1rt4s+j9NUhgl9uQGWNbTjuIda8wI3bGfRDvpqxldQDbMk06/avSta8ESws/SQWjd7t6hX1T07chza3MZkwXBjy1zXD3bmW7f3nO/MViXtWBtRldf4fD/3CdGLelXuvdjl9bbg4tawky6G+pubta727P30F2I5mKzJc9oFs+mz3bjtOx3Ddn+c9XMbrP2ck+nZZNnqbnWy4+z0tlr/AE/0jfzmqszNDcF+IGuPqEEuc6Wt2u3fo69vs3fn+9MIxVoeku/+ArRd/Tbm5TcQOY+9xgtE+3Tf73Oa1v0f3FL9lXGCLKzUWOs9UElu1h22fmb/AGz+4p/tYtsxnsYT9l3a2P3ucH8gvDWfRb9BMOpAZDL/ANO705Ia6+eS07ZNf837fe389GsOuvXx+X0/+hK0QDDJx35PqMFTXmtp93ucBv8AZ7Pzm/6TYjDpNxrDzbUJqF5aS7cKz+fAZ+amZ1EMGV7HE5W8bd/sbv7+nt9z2fv70/7T5/R84v2X6X/gn0f+gkPa6n/pK0Ynpl7brq3vYwY4abLHE7Rv+h+bu939REb0XLc4sLmNcLDUASdXBvre3a130q0/7Yd6+RZsc1uSGAhjy17SwbWuZaG/98T09X9ItPpvs22m2bLNzjNfobXP2IgYL3O57/Lxf96rRBkYlVWFjZDbNz7925uvYx7fa36P0X+7/i1UVi3KbZiUY5YQ6guh86EPO8+zb/39V1FPhscPaP8AjcPqQVLselXG7p9Dzzt2n4t9n/fVxy6f6uOJ6e4fu2OA+5rv+/KxyUqyEdwuju6qSSS0V7//1fVUkkklPnf1xbt69cf3m1n/AKLW/wDfViLp/r5jlufj5Ee22rZPmxxP/U2NXMKrMVI+bucsbwYz/VA/xfSpJJJNZnco6R0uqnB/aD7zf1GDWKNgaxri1jPU9QOc76W72q3b9VWHCbTU+puaMl9Xq2Oc0WNaDsYxn6Ru/wDOWZjfWHKx6KKXUUZH2WTj2XMLnsk7/Y7e36LkTG+s+fj1hhrpuc2x94stYS4WPkusG17G/nfup4MOrVlDmLuJ2N76H5uFIegXZGJjvZXVibGWnJvstcRNdnofpW7HNq9zfb6XqII+rWd6l7LLKahjubWbLHwxzntFlbK3bfzmOb9JWD9Zn49FFOEX2bWWNyHXAsL3WP8AXc5n2a1tjNjnO+jaq1X1izK3XTXVa29zbCy7faGvYNjbGOusfbu0/wAJZYkeBMfvGu1WeG/739b+q32/V3GqzMatjqswX4vrOqda5nu2ybmPpq/mP9Bu/nFTP1X6gKt/qUmxrWPsoDz6jGvPtdY3bt/6aHV9Ycuqyi1tVJtx6PszXkPk1gbWh49TZub/AFUR31o6gatnp0ixzWMsvDCLHtZG1tjt23t+6lcFCPMA6EHa+LzR9R+ruZ0+h99llNraniu0VOJLXEbm7w5jFlrSzOvZmZTk02srDcu1t1haHAhzQ1g2S93t9izU2VXozYvc4f1lcXgpJJJBe3eiN3dYwh/w9Z+5wcvUl5z9Ucc3ddoMS2oOsd8A0tb/ANNzF6Mp8Pynzcv4if1kR2j+akkklK0VJJJJKUkkkkpS5P6/sJx8Ozs172/5waf++LrFifXDDOT0WxzRLsdwuHwHtf8A9B7nJuQXEs3Ky4c8Ce9f43pfO1c6R1D9m9QqzfT9X0t3snbO5rq/pQ/99U0lVBo27coiQMTqCKP1b7OqbcXqOP6U/tBzHbt30Nj3XfR2+/duXTdK6zj5ozso5NfTr8i1hDXWMDg1lbK9H31vrfu2/wCgXFJJ0ZkMWTl4TB6E9d/3en/U4O11HPpx39UwqLDmszjUftTnDQ1n1nfQbtt9ztn+CVTq3VXdRyachtZodTUyoQ7cZYSd+7azb9JUEkDIlfHFGNHeQ6/4MYf9w7eZ9YcTNre/I6bU7OsqNZytx5Ldnq+jt+mz8z3+xFZ9a2D0sh+Cx/UaavSZll58Nu80hu3/AKS59JHjl3W/d8VVRof1pf4v93+q7nT/AKx04mLiU24LcizBc91FxsLSN5Ln+0Nd+8qeT1b18G3D9Lb6uW7M37pjc30/S27f+ms9JDiNUkYcYlxAak8W53+Z0uodXrzen4mK7GDLsRorbkB5MsA27PS27fd7HLNSSQJJ3XxiIio6C7+1lWw2WNY3lxDR8TovXAIEDgLzT6uYZy+s41cS1jxa/wCFfv8A+k4bF6YpsI0Jc34lK5Qj2BP+N/6Kpc39e/8Akin/AMMN/wCouXSLm/r3/wAkU/8Ahhv/AFFykyfKWtyv8/j83hETHx78q5tGOw2WvMNY3lWel9JzOqZHo4zdB/OWH6LR4uK9B6P0PD6TTspG+5w/SXuHud/5Bn8hQQxmXgHU5jmo4RXzT6R/75o/V/6q0dODcnKi7M5Hdtf9T95//CLfSSVgRAFByMmSWSXFM2VLD+s4/R47vAuH37f7luLL+sNJs6eXjmp4d8j7P+/KPmBeKY8L/wAVjOxeXSSSWSxqWi3Drsrqp3NrLKnZORYBuO0x6bf3v5vZ7P5aoV+mLGmwE1yN4HMT7oVk9QtGZbktAIt3Ncx4kFh09N0R+aGp8DEfN1NfRITO6VWyuy59/wChYyuxrgyS5tm5rfZubtduZ+8k/p1e2t7n7GGulx9Njnkut3ctNn8j/wBRoNvUr7a7Ki1gZY1jNrQRtbWS5jWa/wAr85WMbqU1ubY9tT2sqrqM2NaW17x73Y59Td7/AOopB7JNVWh3vf1K0Xr6Syyam2CRkPp9QtO72Vmx2nqFmzc3/X+bQXdOaLq2B73ttpFzdlZc8gmNnptd/wCjFN3U/s9pbhhrqW2G1pduJLnV+jZ9J27b9JBb1K4OBLGOAo+zFpBgs84cHbkicO1ag9LpWjYswmY2P1Cp0WPpNOywiCNx3e3naoYwxn4ORc7HYX4/phpmzXcS1xfFvl+ahXdSvu+0bmtH2nZvgHT0/obPchV5L66LqGgbL9u4nn2Hc3agZw4tB6QJDUX+/wAH/cK0bB6e04j8vc5rW7HOb6ZDYedu2p73fpPTQ8zCGKGzaLDZLqw0c1/mWnX27/3VJ3U7nY/oOrrLSxlbj7pLazvY36ahk59+U3bcGmHFzSBBaD/g2/8ABoSOKtB6qH+N+krRrJJJKJCl031bEYDj42uP4MC5ldd0ao1dNpB5cC8/2jub/wBFWuSF5Ce0V0d28kkktFe//9b1VJJJJTgfXPBOT0g3NEvxXCz+yfZZ/wCT/sLz9eu2MZYx1bwHMeC1zTwQdCF5f1nptnTOoW4rp2A7qnH85h+g5QZo68Tp/DstxOM7j1R8urSSSSUTfUkkkkpSSSSSlJJJJKUkkkkpSSSLi412XkV41A3W2uDWj4pKJAFno9b9Q8HbVkZ7h9Miqv4D32f9LYutVfp+FVg4dWJV9GpobPifz3/23e5WFahHhiA4WfJ7mWU+hOn90bKSSSTmJSSSSSlJJJJKUovY2xjmPG5jwWuB7g6EKSSSnyzq/TrOm9QtxH6hpmtx/OYfoOVNej/WToTerYk1wMumTU794fnVO/rLzqyt9T3V2NLHsJDmkQQR2Kqzhwnw6O3yucZYD9+Okh/3TFJJJNZ1JJJJKUkkkkpSSSSSlJJLY+rnQbOrZO6wFuHUQbX/ALx/0TP5TkgCTQWznGETKRoB6D6kdLNGK/qFoizJ9tU9qx+d/wBcf/1C6dRYxrGhjAGtaAGtGgAHACkrcY8IAcPNkOScpnr+Slm9c6R+18enGdZ6dbLhZY4anaG2N2s/le9aSSRFiitjIxkJR0I2QYWFi4OO3HxaxXW3sOSf3nO/OcjpJIoJJNk2SpJJJJCkPIpbfRZS7ixpafmiJJEWKKnhbK3VWOreIcwlrh5hRW39YsAteM2se18Nt8j+a7+0sRY+XGcczE9NvJjIoqSSSTENvpteNbkFmRBlh9IOJa02fmNc9v0Uc4lAxs111Zpvo9MNYPcGl3gd/u9V37383/wio02ipxca2WgiNrwSOQ780td2R39Svs+0b2sd9q27xBEbP5vZDvzVLGUOGiBfq6d49f8ACToyPTv1J2WHu9gYSHMLWnedsV2OPv2fnexEyejmkhtdvqONzaILdo3PaLGunc/95Cf1K5+MccsZtLGVl4B3bazur/O2/wDQT3dVybTuIY0+q2+QD9JrfTby4+3RG8NbHYd9/Vxf9wrRuN6Zjvxxj12B1n2k1uuLII2se51Y93ubub+8qf2dgxstpDg6g1vaXsDH6n03tcJe78/99K7qb7mbH01bDZ6rmgOG5xBbLtr935yezO9arKstI9bJNbQ1oMBrNd2v9Rn5yMpYztpQI/5v/fK0aKSSSgQpJJJJSbEx3ZOTXQ3l7gCfAfnH/NXataGtDWiA0QB5BYv1dwCxpzLBBeNtQPh+c/8AtLbWlyePhhxHef8A0ei+I0UkkkrK5//X9VSSSSUpY/1l6I3quHNYAy6JdSfH96o/11sJIEAiiuhOUJCUTRD5E9j63uY9pa9pIc06EEcgqK776yfVhnUQcvEAZmAe4cCwDs7/AIT+WuEuptotdVcw12MMOY4QQVWnAxLtYOYjmjY0kPmj2YJJJJrMpJJJJSkkkklKSSTgFxDWiSdABySkpZd19UegHCq+35TYybhFbDyxh/8ARlir/Vr6pmpzM7qTf0g91WOe3g+3+V/wa61TY8deo/Rzec5sSBx4zp+nL/uQpJJJTOepJJJJSkkkklKSSSSUpJJJJSli9e+rON1UG6sinMAgWfmujhto/wC/raSQIBFFdDJKEhKJoh8ozun5fT7zRlVmt448CP3mO/Oaq69Yy8LEzajTlVNtrPZw482u+kz+yuY6h9RGkl/Tr9v/AAV2o/s2tH/fFBLERtq6eHn4SFZPRLv+i8cktLK+rfW8WfUxHuaPzq/0g/8AA9yoWU3VGLWOYfBwI/KoyCNw3IzjL5ZCXkbYJJKzT03qGQQKca2ye7WOI++EkkgbmvNrJLfwvqX1fIIN4bis8Xnc75Mr3f8ATcxdN0z6p9LwCLHNOTePz7YIB/kV/RT445Hw82tl5zDDY8Z7R/755roX1TyeobcjLmjEOo7PeP5AP0Wf8Iu6xsajFoZj47BXVWIa0IqSnjAR2czPzE8x9WkRtEbKSSSTmFSSSSSlJJJJKUkkkkpSSSSSmFtTLq3VWDcx4hw8lyXUun2YN5YZNTta3+I/8k1dghZONTlUmm5u5jvvB/eaoc+AZY9pDY/sQRbxCSvdR6VkYTiYL6D9Gwfkf+6qKzJRlE1IUQxqSSSTVKSSSSUpJJJJSkkkklKWh0npjs27c8EY7D73eP8AIapdM6NdmEWWTXj/AL3d39T/AMmunpprprbVU0NY0QAFa5fljIiUxUe37y6Me7JrWtaGtENaIAHAATpJLRXqSSSSU//Q9VSSSSUpJJJJSlndV6HgdVZGQyLQIZczR4/8k3+S5aKSBAOhTGUokSiSCOofPOp/VHquES+lv2uns6oS4f1qvpf5m9YjmuaS1wII0IOhXryrZXTcDMH61j12n95zRu+T/pKOWEdDTex/EZDTJHi/rR0P2PlKS9Ct+pnQ7D7a7Kv6jz/6M9RA/wCYnSP9Nkf5zP8A0imezLwbA+IYf6w+jwiS9Aq+pPRKz7/Vt/rvj/z02taWJ0fpeGQcbFrY4cPjc7/tx+56Qwy6kBbL4jiHyxlL/mvBdN+rPVuoEFtRppPNtstEfyW/Tf8A2V2fR/qzgdLiwD18kc3PHH/FM/wa10lLHHGPiWnm5zJl0+WP7sf2lSSSSe1lJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpZzWuBa4AtOhB1BWPnfV2mwl+I70nfuHVp+H5zFspJk8cJipC0EW8Zk9PzMUn1qnBo/PGrf8AOCrLu1Wu6ZgXa2UMk8lo2n72bVUnyP7kvpL+KDDs8akuof8AV3pzuN7Pg7/yQcof82sD/SW/e3/yCj+55fD7UcJeaSXUM+rvTm/SD3/1nf8AkAxW6enYNEGqlgI4cRJ/znS5GPJZDuQPxVwl5fF6Zm5RHp1ENP57va37z/31beD9X8eiH5B9awdvzB8vz1rJKzj5THDU+o+P/erhEBbhOkkrCVJJJJKUkkkkp//R9VSSSSUpJJJJSkkkklKSTOa1zS1wDmuEEHUEFee/Wf6vu6ZkevQCcK4+3vscf8E7/wBFps5GIurZuXwxyy4TPgP6OnFxPoaS8gSUfv8A9X8W3/o3/Wf83/0J9fSXkC2/qz9X3dUyPWvBGFSfeeN7v9E3/wBGIjKSaEfxW5OQjjiZSy0B/V/9CfREkzWtY0MYA1rQA1o0AA4ATqVoKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkklndX6mMOr06zOQ8e0fuj98/99TcmSOOJlI0Aux45TkIxFkuiksHovViHfZcl0hx/Rvd4n8xxW8mYc0csOKP1H7pXZsMsU+GX0P7wUkkkpWNSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkp/9L1VJJJJSkkkklKSSSSUpCycajLofj3tD6rBtc0oqSSgSDY6PmPXOjX9JyzS+XUvk02/vN8/wCWz89Zy9T6p0zH6niOxbxzqx45a7817V54ehdQHVf2Xs/Tzo783Z/pt3+jVaeOjpsXY5XmhkgeM1OA9XjH95XROj39WzBTX7am63W9mt/8m78xek4uLRiY7MbHaGVViGtH8f5SB0rpeP0vDbjUCe9lh5c7u9yuqbHDhHiWhzXMnNKh8kflH/dPOfXT6wdQ6HjYLsA4rLMzKbjOtzdwpY1zXu9Sx9T6/Ta3Z7nqnT9Z+q0dKdn9Qy+mZIdl041VnSg/KYDYf0ld3q5ONss91fubb+j/ANDYtL60fV+zrjultApfRh5teTlVXyWvqaHtsrazZY2xzt/0LPYh9e+qtWV0qrA6NRjYIbl05T2NYKmH03A2Hbj1n9K5jf3U9rNan66sor6pb1Ksu+x9Sd07CoxWOfdcQGuqrbW559S93v8A9ExHd9fOit6X+0HV5It+0fZP2f6X639o5+z/AGbd/ObPf/Of+CLH6p/i+zc/E6gx1mO66/qj+o4rLDZ6Tq3t9P7PluqFV1e7/gFGj/F/1DF6ZjvwvsOF1fEzG5lTKjkPxXbR6fp3Oy7cnJ/t1Nr/AKn+FSU7X1V+tGR1/P6tU+j7PRgWVMoZYx1d43tebWZbHvf+lrsZt9izm/4xK8TqPVMbqmNacbBy/Qbk4tLn111n2sszrXWFrXPf9H0v+2lo/VXoXWem5/Vs/q9uPbd1SyqwfZt4a3Y17XM22tG1rd22v32LGzvqZ9ab7esY2PlYVfTOt5Pq37xY65lctM1Qxtfqvj31v/7dSU7mR9dekY+N1TItbcB0iyuu9gawuf6237M/GHqfpK79/wCj3+mr3V39fOFW/obcVuUXA2Nz/U2Cva4uaPsku9bf6f8Awf01xvVOjY2Z9fOnYGBd6uPVVTZ1aphDg37Fu+x/aS36L7dzKvSXobhLSPEJKeP+q31l+s3Uelft7qlGK/pj63mqjArvfmGxlnoBvoF11bmO2W/Qf+5/wit1/X7pr8PPyXYOfTZ0v03ZmJbS1l7GWfQv9J9v81t97/fv2e/Yq2J9U+t4v1Cb9XaMyvH6i3f+nrc/0yHXPyPS9XYy9jLK3+nY5tao4n1N+tGIzq76ben05HWaaaXGn1W10hodVkemx9dr7nOpd/OWWb7Lv0tiSnZyPr70WnCyuoMrvvwcO6vGOTUxpZZZYJIx91jHWeju/Te3/i/URMD66dOzm5oZiZ1WTgNa+zCsx3DIex/80+jGr9R72v8A/Vn6Ncl9Yfq/1L6vfVS/pjchlvThnY9nTrDPrML3zbXfXsbU5jbffXtsWpkfVD62Zx6pn5XUMbH6rmUV4uOcX1G1Cqt7bbG2vd+nZ9o2+/0/U/74kp0Wf4wukmnItvxM3Ffh201ZVGRU2u2sZBijIsY63+Y/8E/4NW8z649IwrupVX+qB0kVfaLGtDmufeJox6If6ll7v6i5sfVWzpeB1/K+sF+Dj43VMRjD9nLmMrtqa8Vtrbke63c707N7rfXvv/MUej/U/L6x9Q7K8x/p9S6rcM5z7gYlpDcdloZtf6VlDPzPoeskp3X/AF/6PV03Iz8jHy8c4ltdOTh3VBmRWbv5ix9L37fTsb7v5xbXSuojqeCzMGPfiCwuHoZTPTtG1xZ76tz9u7b7FxWP/i6zK+k3Y4p6fi5d2Rj2OGM/KNZqoebHB782zKc6x272bKav+MXoKSlJJIWTkVY1LrrTDW/eT+61AkAEk0AkAkgAWSi6hnV4VBsdq86Vs8T/AORXJ3XWX2uttO57zJKJm5luZebbPg1vYD91AWNzXMnNKh8kflH/AHTscry4xRs/PL5j/wBypdH0Xqn2hoxrz+maPa4/nAf9/aucTse5jg9hLXNMgjkEJmDPLDPiG36Uf3gvz4I5YcJ3/Rl+6XuElR6V1JubTDoF7Ppt8f5bVeW3CcZxEomwXFnCUJGMhRCkkkk5a8/1L6+fVPpebbgZ+d6OVQQLK/SudBID2++ql7Pou/eV7I+sPSsXEszsiyyvEqqrvdeabvT2W7RUWWeltsd72/oq/wBLX/hFyeJ07rub9b/rIek9X/ZQZbjeqPs1eR6hNPsP6dzfT2e76Kz/AK6/0361Tr/k/C/8/MSU+mtcHNDm6hwkHyKDnZuNgYlublv9PHx2l9r4LoaPpO2sDnu/sryT61tz3/Wi8ZORVi3bcf8AZF94zS9jQxhnpo6bXfTu9bd6/r1P/S/zan9afsn23r3/ADj9c9Y9Cr9jlnqis17P0/o+ntp9Dd/SPtDf9L/h0lPqWR1jp2N0r9r33bMD023ettcfY/b6b/Ta02+7e3/Bq1Vay6pltZ3MsaHMPEgjc3lch9YP/wAlp/8ATfjfkoXN9H6Z0vq/Ub+ndB9f7Hk9LdX1b1vV2jM09B9n2n/tSy5rH/o/0f8AoklPqywOp/Xv6qdKzren5+d6OVTHqV+lc6NzW2N99VL6/oPb+csD6g3ZfXOq2dXzWOY7pWHV0tgd/ph+kzbI/wBJua3/ALcWn9f/AP1nv/T3if8Ao1JT0HS+qYPV8GvqHT7fWxbt3p2bXMna51b/AGWtZZ9NjvzVbXnH+MvI6bf1EdOy8RzshuFZZhZDjkvDriXenRiYuI+uj1vzrMjI/wCufzfp2Y3Vb3ZOB0m3AN9+Y3pLP+cFlDhuOCTVurte7d+se2z+X6KSn2BJeSdds+p9n1gyH5289Ld0qn9nfZ/U2B8fqoPofn/6L1/0XqfzyD1jIZf0fpnTuuYljupN6Y6zFyLjkvc6wl/2ajHxcZ9dX2n0vTddkZX/AF3+b9OxKfYUl5LnZGf07pnTuoYm6+36ydJr6bY+ZP2kenXVa95/wnoWWVf9bQvrn067p/U8Ppt9lNOBjYNVPTrcn7VsFzfbbdjfspr/ANe9T9J+nr2JKfX0l530jorOqfXFrutk5ORhdNwr9wdYwOvaWlmQ9jxRbv0/m8iv/CfzS9ESUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSU//9P1VJJJJSkkkklKSSSSUpJJM5zWiXEADknQJKXUdjN/qbRvjbujWOdu5V7Op9Pr+lkM+R3f9TKh+2emf6cfc7/yKYckBvKP2qvxbqSqM6r05/GQwf1jt/6varLLGWDcxwePFpkfgnCUTsQfIqZJJJIqUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpShbTTcALa22AagOAd/1SmkkQDodVAkajRB9gwf8AuPV/mN/uS+wYP/cer/Mb/cjpJvtw/dH2Lvcn+8ftQfYMH/uPV/mN/uS+wYP/AHHq/wAxv9yOkl7cP3R9ivcn+8ftRV4uLU7fVSxjv3mtAP4BFSSRAA2FeSCSdzfmpJJJFCkkkklKSSSSUpDvrfbS+tlr6HuEC2sNLmn95nrMuq/7cqeiJJKc/onRMPomF9jxC9zXPdbbbaQ6yyx5my21zWsbv/qsWgkkkpSSSSSnOq6JiVdcv6219hysiluO9hI9MMYdzS1uzfv/AOuLRSSSU5md0DG6h1PE6hl3W2DAd6mNiywUttiPXO2v132N/M337FppJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkp//9T1VJJJJSkkkklKVTN6niYYi18v7Vt1d/5is7qvXdhdj4Zlw0fb2HlX/wCSVB2LiV0VX5z7XW5UuBZBAGnus3+5/KrZOZ3jjomPzSPyRWmXZLlfWLLtkUAUM8fpO/zisy26652617rD4uJP5Vad0nJbSbS5m5rPVdTu/SBn7xZCJ+xMmCTbSIaHuBcQQ0/nu9qpyGeZ9XEVupc5JaB6Lkt3l9lTGM2y9ziGkO+i4e1SZ0iK8r1rWV245aBLvb7oO5/t+i9rv0f8tN9nJ+7W+/h/6Kqi5qkyx9bt1bix3i0wfwV49FyQ6tm+ovsEhocZDY3eo8bfbXptRcPpTRksbkFl1Nlb3MfW4lpLfMbHe1IYclgVWtWqiwxuv59JAscL2eD+f88LbwesYmZDQfTtP+Dd3/qu/OWPmdJHqtNG2moMr3OeXQXv000sQLOkZNNL7rX11isubDnQSW67Wae7f+Yp4ZM+M0fXEd/++SCQ9ckuc6Z159RFOYS+vgWcub/W/fauia5rmhzSC0iQRwQrmLLHILj9R1C4G10kklIlSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSrZHUcPGJF1oDh+aNXf5rVQs+smMDFdT3+ZIb/wCSUU+YxQ0lMA9tyyw5fLPWMCR32DsJLFH1lqnWhwHk4H+CtUdc6fdALzU49niP+kNzUI81gkaEx9fT/wBJMuVzRFmB+nq/6LoJJmua5oc0hzTqCNQU6mYVJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSn//V9VSSSSUpYfXeqlk4dBhx/nXjsD+YP+/LT6jljDxH3fncMHi4/RXGuc57i5xlzjJJ5JKqc3mMRwR3lv8A3Vsj0WV5nUanY9VOTji80SKnbi2AfzXtb9NUUlRjIxuuv1WOjZ1cWMcfQAyLKvRdduMbT9L9HCVnV9/q/oo9WkU/S4iff9HzVA1va1r3NIa+driNDGjtpUU45snf8Amy7f7Txr8C031gx6bfQ3w5wb+e0gblTf1MWuyjbVLcvZIa7aW+n9DUtfuVBJGWeZrXYdt/m/79Vl0f2uftjMkVCBUKXMLuR/Wj2p2dXZVZV6VGymlj2tr3kmbNXuLy1Z7631uLLGljxy1wgj5FJlb7HBlbS954a0ST8gh7uS99b7dVWXTd1xz2Gv03MaWsE12bXgt7h+w/T/qqtk5/r4rcfa722Gz1Hv3uMiId7Wqmkkc0zoTuKVZUtfofVTQ8Yt5/QvMMcfzSf++OWQkhjyShISj0UDT3iSzuh5pysQNeZtp9rj4j8xy0VrQmJxEhsWQKSSSTlKSSSSUpJJJJSkkkklKSSSSUxssZUw2WODWNElx4XO9Q67dc414pNVXG7hzv/IKHWepHKtNFZ/QVnt+cR+d/5FZqy+b5wyJhjNRGhkP0v/QXU5XkxECeQXI7RP6P/oSiSTJ1JSSSVFvKSSSSU2MTPysR00vhvdh1af7K6Xp/UqM5nt9toHvrPPxb+81ckiUX2Y9rbqjtewyCrHL81PEQCeKHWP8A3rW5jlYZQSBwz6S/757VJV8HLZmYzbm6E6Ob4OHIVhbMZCQEgbB1DjyiYkxIojQqSSSRQpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJT/AP/W9VSSSSU879ZcguvrxwdGDe4ebv8AzFYqudXebOpXk9nbf80bf4KmsjPLiyzPjX2MZ3dLozfTNuYQP0IDWbiGgueY+nYWs9rNyJbg002Z1jq/VFOx1LNQ3bYZ3foyHObX/WWXvfs9Pcdk7ts6Txu2qbcnIY4Oba9rmt2AhxBDf3P6qIyREREx2v7ZeH+L/iKt1baKX9IZY6s76m2+nQSZaDbtc935zvQSzOnYYcGVs9P9aZQXAkna9jXn6Zd+c5ZJyMgiDa8iHCNx4drZ/n/npPvvsBFljngncQ5xMujbu1/O2pxywI+TpEf4qrDrnAw37m+gaXerZj1+5xkhpdXb7j++3+og5PT8ejHddAd6dQreJOl8t3O/zXfRVD1czIsYN9ltjda9XOcI93s/zVB1trmlrnuc1zt5BJILj+f/AF0DkgQfR5HRVjs7uZjYf2jIyckAj1mVu3F4DW7GOJb6Ad79fz/Yo9Nxsaq7FspYbfWfdFxJ9rWbmM9o2t97f31kOvzqbXl1ltdxj1Jc5rj+7v8AzkzcvLbO26xsncYcRJP53P0k73ocfFwVre3qvi4k23LacSrEJNdZeaa3McbHGze8NL5pa/8ANa7c32/56Nl4vSsZ5pf7XMdWQQbC57SR62+W+j9H6HpKt+1D6HpbH/zXo7d/6Pjb6no7P5z+2g2WZ9DK2PtsaxzW2Vt3mNs/o3ANd7fc1AzgAaiJafu/KjRl1GllN7fTa1tVjQ+rYXGWOJ2Of6pLt6qKdlttrt9r3WO43OJJ/wCkoKGRBkSBQQ6PQcg09Qa0mG3AsPx5Z/0l1a4eiw1XV2Dljg77jK7hX+SlcJR/dP8A0l8dlJJJK2uUkkkkpSSSSSlJJJJKUqPWco42C4tMPs9jT8fpH/NV5YH1lsJspq7Bpd95j/vqg5qZhhmRvXCP8Jn5WAnmgDtfEf8ABcVW2dMyH49WQ0t2XODAJMgl3p7nafR3KotXE6hj1V4db3exgsF4gmJf6tTv85rVkYYwkSJmhWmterijF1s0pxAMBZvXS/Twyk0DiZHq2VMY6x1Li1+wFw0O3w8lN2BkNqotcIZkmGaOMaw3dDfz/pM2K7Xm4pdYDcagMs5AdDjvZ+77f+/qNubjWPw7Q/b6V732MIMhr7PVDtBt+ipPaxUTxjw1H78f+5Y/dy2BwHx0P7kv+6aBxr/eQxzmVkte8NdAjxke3+0ououYwWPrc2t30XkEA/Byv5eVj5FIDLjW6t9x2w73iwuczbt/ea70/wBIpZ+fVdXb6L69lwZuYRZ6gLY9o+lj+3+SgcWOpHjGgBGo9Wn/AHPyLhlyXEcB1JB0Pp1/lNz242Q5gsbU9zCYDg0kEk7Y3f1kbPwjh2islzj+8W7WnQfzbtzt/Kt/bsb7Pu9Q7vsv2f0IP0+PUn+bVTqd1V+dbbUdzHRtMEcNaPzkJwxxxkg8UiY1rt83FoqE8ksgBBjECV6b/Lw6troGUasv0CfZcOPBw1aulXFUWGq+u0fmODvuMrtVe+HTJxyif0Dp5SaPxCAGSMh+mNfOKkkkleaSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklP8A/9f1VJJJJTxnUhHUMgf8I4/eVWWj1+k19Se7taGvH3bT/wBJqzlj5RWSQ/rFjO6le6UGbsl72Ns9PHe9oeA4bgWwYKopJsZcJBq6Q7WJXjuwqrXUHINjrBkNqqa9wJPsEhzPs/t9zfTYhvpYKsTbUz7G9lZvvgSHF7Rd+m+k39zYslTNVorFpY4VuMNeQdpPk5S+7Yrh2Cbd70Mc5tdT8UiLH7XmprKyz03lrNzXPbd9He16gaa2YwsNFQqGG2wWljZ9aBs9zv3v3fz1iPqtY1rnsc1rxLHEEAj+T+8jPdkZsENB+zUgGNPZX+cdx+l7k73hqOD1dPqm231Rrn9aDXBoa91YYXCGkHb7nbdvqN3K4cSluXhMsraS45DbJrawO2A7P0bZb/xa59JNGYXImN8UuLf+txUi3abRU/IrcKmOsdhC1jNoDXW6j+b0Y5VutbhZjB7Qxwx2bmjQAy+W6LOSQllBiY8NWq1JJJKJC4EmPFd0FxnT6Tdm0VxMvBPwHud/0Qu0V7kRpM9yB9i+HVSSSSurlJJJJKUkkkkpSSSSSlLnfrID9rqPY1x9xcuiWN9ZKC6mq8D6Di13wd/5yq3OxJwSrpRbPJSAzxvrYefSSRcV9VeRXZcCa2ODiGxJjXusYCyBdX1dgmgTV10T5XTbcd9FYcLH36ADSH6B1ev9b6Siel5wc1vpe55LWgOadQN7m/S9vtCt0dQZk2112V7HnJZawtJIkuh+/wBRzvzf3FZxsmj9oDFqDiTfbbY50AA7LGbWRKtjDhkQQSIylGIo9/7wapzZogggGUYmRsf965R6dmB7Wen7ngubBaRDfpHeHbG7Uh0/MNhr2Q4beXNAO76G15dsfv8A5KtVdTxqRXSxr3Usrsrc5waXTYQ/+bO6t23Z+clV1HGbZvu3WuaKxU/0q27Qxxc6ttYdsbub/hEz28GnqPjrHT07f4y/3M+vpHhpLX1b/wCK1n4gZgm90i5t5pc3SBDd3+duVVXcnNqux7amhwdZkuvBMRtcIjn6apKLJw2OHamTHxEHi3tcAkgDk6LuFx/TaDfnU19twc74N9xXYK/8NieGcu5A/wAX/wBGaHxKQ4oR7An/ABv/AEVSSSS0GgpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJT/9D1VJJJJTj/AFjxDZjNyGj3UmHf1Xf+RcubXdPY2xjmPEtcCHDxBXH9RwX4WS6o6sOtbvFqoc5iqXuDY6S81kh1aqSSSprVLbpY3I6ZiYTiGm4WOY4iYcyzd/579RZNGNdkOc2oAljS90kNAaOXbnlre6V+NfjuDbm7S4S0yCCP5Lmy1SYyYgy4SYyHCe2/dIdi3bmO6eGbAxzr217my0NbDa/0ct/MYpsqx68pwe3ZW/B3XQ0MOrosca2fQeufUth2b9InbEiZ5+hO/b/KTxn1vgs6Hf8Adjwqt3GUUtdkPNDX2MvANVdbbD6O0entrLm7PU/0qq301u6dY+qo0Cl7gfUrG54dZDGtud+ka+iNlizQwlrnCIbEyQDr+60nc/8AsqKBygiuGrB/5yrUkkkoUKSSRcbHsyb2U1CXPMfDxcUgCTQ6qdb6t4hdY/LcNGDYz4n6X/RXQoWLjsxsdlFf0WCJ8T+c7+0irXw4/bgI9dz5sgFBSSSSkSpJJJJSkkkklKSSSSUpCyaGZND6X/ReI+B7ORUkCAQQdQdEgkEEaEavE3UvotfTYIewwVBdP1fpYzGerUAMhg07bh+6VzT2PreWPBa5pgtOhCxOY5eWGdfon5ZO1y+eOWF/pD5osUkklCzqSSSSUpJJaXSekvyni64FuONf638kfyU7HjlkkIxFkrMmSOOJlI0A3/q9henUct491mjPJvj/AG1sJgA0AAQBoAE63MOIY4CA6fiXEzZDkmZnr+AUkkkpGNSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSn/9H1VJJJJSlWz8GrNoNVmhGrH92lWUkJREgQRYKnicvEvxLjVc2COD2I/eagrtcrEoy6vSvbuHY9wfFpXO5/Q8rGJfUDdT4tHuH9Zizs3KyhrH1R/GKwxpF0tzAcprnNYbMd7GbnBoLiWw3c8tarNNuLTb0+m57Hij1DY5p3MBeZq938lyyElFHKYgCtv++4/wDuUW7gymm4eoWMubVaynIdaywl5LTXusra30tvv9PeoUZTqqWF7678huRuLTY0SPR2bjYfb7f9J/pVjJJ3vy3VbstsxKn5jX3+vWbMc7nuD3Pa102f8ZsarLcqkZFZvvre4X2uqcHNIbUa3ta0u/M92z2LnUkRzBG0Rob/AOdxqtu9TtbacZweHu+zsFhBk7vdu3/y1SSV7B6Rl5hDmt9Oo/4R3H9kfnqOpZJaCyeyt2pVTZdY2qppe92gAXVdK6WzBql0Ovf9N3h/Iai4PTsfBZFQl5+lYfpH/wAxVpX+X5YY/VLWf/RXCNKSSSVlcpJJJJSkkkklKSSSSUpJJJJSkkkklKVTN6Zi5omwbbAIFjdD/wCZK2kmyhGQ4ZASB6FdGconiiTEjqHmMnoObSSawLmdi3Q/5hVB9VtZixjmHwcCPyrtklTn8Oxk+iRj/wA5uQ+IzA9URL/mvDAEmBqVao6XnX/QpcB+872j/pLr0k2Pw2N+qZPkOH/vky+JSr0wA8zxf964+F9X6a4flH1X/uD6I/8AJrXAAAAEAaABOkrmPFDGKgK/MtTJlnkNzN/kpJJJSMakkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSU//0vVUkkklKSSSSUpJJJJTUyul4WUZtrAefz2+134fS/tLMu+rB1NF3wa8f9/b/wCQW8kop4Mc/miL7jRBALyr/q/1Jv0Wtf8A1XD/AL/sUP2F1X/Qf9Nn/k11qSiPJYu8vtRwh5RnQOpu5raz+s4f98Llap+rNp1vua3xDAT+Ltq6FJOjyeIb3LzP/eq4Q0cXo2BjEOFfqPH51nu/6P0FeSSU0YRiKiAPJcpJJJOUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkklC66uip11rgytglzj4JKJrUs0lU6d1LH6jSbaZBaYcw/SHhP8AWVtEgg0URkJAGJsHqpJJJBKkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJT/9P1VJJJJSkkkklKSSSSUpJMTAJAmOw5P3rLd9Y8Jji11Vwc0wQWtkEf202eSEK4jVqt1Ulkf85cD/R2/c3/AMml/wA5cD/R2/c3/wAmmfeMX74RY7uuksj/AJy4H+jt+5v/AJNO36x4TnBra7i5xgANbJJ/tpfeMX74VY7uskqPVeqHpmF9rOHlZhlrfs+JX6t3u7+mHN9rPz/esroX13wut3FlHT8/HpaH78vIpazHaa/5yuzIbbY1ln8lSpejSVCvr3Q7ce3Jq6jivx6I9a5t9ZYzcYZ6tgfsr3/m71O3rHSaPU9bNx6vRY2y3faxuxjyG1W2bneyuxzm+m9300lNxJVcbqnTMoWnFy6Lxj6Xmqxj/Tif53Y53p/R/PQq+v8AQraX5FfUsR9FRa2y1t9ZY1ztK2veH7Wuf+YkpvpIDs3CbkOxnZFTchlfrPpL2h4qB2+u6ud7ad3+F+ggs610ezEfnMz8Z2HUQLMltzDU0khoa+4O9Nnuc385JTdSQcXMw8ys24d9eTW1xYX1Pa9oc36TN1Zd72rJxfrh0jK+sV/1dq9T7XQHTaWgVOcwMdbTU/fvdbV6nv8A0X5j0lO4kqTut9Gbf9mdn4zcjf6Xom6sP9Qf4L09+/1df5tLI630XFudRk5+NRcwta+qy6tjgXjfW1zHvDmusZ7mJKbqSrZPU+m4dldWXl049l2lLLbGsc88fo2vc3f/AGVHL6t0rCuZRmZuPjXW6113Wsrc6Tt9jLHNc/3JKbaSzK/rB093UuodPeTS/pbKrMm63a2rbc3ewtsL/wA2Pf6ja1bw+oYGfWbcHJqy6gdpfQ9tjQf3d1Zc1JTYSSSSUsuQ+sHWfttv2ah36tWdSPz3D87+o38xXfrL1naHYGM73HS947D/AEX/AJNcyrWDFXrl/gudznM3eKB0/TP/AHLa6b1C7p+S2+vUcWM7Ob4LusXJpyqGX0u3VvEj/wAif6q87Wp0Lq7un37LCTjWn3j90/6Qf9+Ts2LiFj5h+LHynMe2eCR9Ev8Aml7VJM1zXNDmkFrhII4IKdU3VUkkkkp88+tn1S+rzvrX0WcSf2vk5Bz/ANJb+kIY20f4T9F73f4H01P61dTzOhVvwvq51E4tfR8Zjn9PZjNuDWEgVfas/Nt9m+fYypvrf9Bdrl9KwMzLxMzJq35GA5z8V+5w2OeNlh2sc1j9zR/hFR6n9T/q11bMOd1DBZfkuZ6brC54lsbPc2t7GOe1v0Lf5yv8xJTy3XfrV17CzunUU51NI69jY7q97GRhWPdW27I/m3erRa11javtD3/pVLq3VvrT+2ev42D1ivEo6JjU5LK7qaXus/Qi21u/YzY22z+cs/MsfUyr0107vqf9XHV31WYYsblU1493qWWPJqpDRRUx9ljn07NjP5nZ7/0iyT/i96dmdf6hndWorysK5uM3BYbLfVZ6FQos9Z/sc7ft/wBNd6v+FSU4/Wvrh1m7ptXUOmdROLkU4NOXl9PrxGWNabQ07r83Lt/R127v0LKa/V2IvU/rj1vp32uu20G/qWBi5PRWBjPZdcWY+RSz2/ptltnrs9f1P0bF0+f9S/qv1HIGTmdPrstbUKQQXMGwN9NjfTqeyv8ARs9tT9vqVf4NVM76q2ZnXej3llNPS+hAnHAe999hDaxQyz1K9tddFlTf+1GQ+1JTzXV/rX9cqOs5GD08ZGS7pLaK31Y+E3IZkWFjLL7M29hrtw/V9/o/Zaf+21t9Iz/rJ1X619Rr+2/Zel9NdjudhOoYXuF1PqOxzcWstq2P+n/hFr9T+p/1a6tmtz+oYLL8pgA9Ql7ZDfo+qyt7K7v+uter2J0rAw8rKzMar0784sdkvDnHca2+nV7HOLK9jP8ARtSU8l/jN6rgMr6d0POyDjYufeLM+xoc4jHpO7btra9/6W7Z6fs/wayMD6251f1Exm9NzGsy8DOr6e7Ie0FrqCXehY5l7fZU6jY38yz9EvQ/2T0/9qHq/pTnmn7P6xc4xVu9T02Vl3pM9/7jFhfWf6lY/VGWWYFddWVl5OPdnOtfYGWso3Nj0m+rV6npu/0TP5aSnn+r/Wf609Gx+t9Ps6jXl5eAMW3H6g2muuG32MZZTbj7bafoP9qPlfWn6x9Bu6riZmZT1d9PT29Qxb66m1trc+xmN6L2Un31N9X1ve7f6a1es/ULAd9XMvpH1fopwrMyyqx7rHPIPpvbZ77D9ot+ju9Nn0Fq9P8Aqj9W+m1ZVOHgV115wLclp3PD2n/B/pXP2V6/zdfsSU8n0X62fWJmJ1CzrVuTjYjcUX4/Vczp/oiu1zmVehXRQ/0cvf6zXY36XfZ/UWb1XrPXb+i/WXpPVcl2Y3Gx8a6q22ivHsHqWVHa6nFfYxrfd/hP0q7nF+o/1UxMXKxKOnsbTmtDchpc9xc0He1osse+yva8b/0T2e9NV9RfqpRj3Y1OAK6cmptN7G2Wjexr/XZvPq7t/qf4X+d/M3+mkpwOtdX+tXTeqG+/Kt6f0GptBpupw2ZlLmlo9b7dZ6tWXj/pfZ+i/wDVvd1vZYxtjDuY8BzXDgg6grEzfqR9Vc/NGfl9PZbk6S8ueA7aNrfUrY9tVvtH+EYtwAAAAQBoAElLpJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSn//1PVUkkklKSSSSUpJJJJSljdd6X6rTl0D9I0fpGj84D87+s1bKSZkxxyRMZIIt4NJa/XOl/Z3nKoH6F597R+a4/8AfHLIWVkxyhIxl0WEUpdF0LpfptGZePe4fomnsD+f/WcqfQ+l/aXjJuH6Bh9rT+c4f98aumVrlMH+UkP7o/7pdEdVLh+jY3VcL6kdUY3p32jMORkvqwcmsxY11g+lRZt9Znp+9jP8Mu4SV5c+WdIxcnGyurZmR0PL+y5fTBWzDGGKRbaXtrdUMfBZso/Sf6T9Z9H9aVa/p3Uej/Unr/Tuq4ljc1zcS77f7n12V78auvF+0O9nqYX816W5er3ZNdNlVbxYXXO2sLK3vaDE/pX1Meyhv8u702LMff0D6z4+Z0pwdmYzH+llAMurr31ua7025bW1VvfXY1ntovSU8RRh5xzM3qXRfq47Dop6WMazByqgK8m8vY47aGnZmMZU3f6rf6R6f/CqHRfq5ldTy+rU3dNvwMfqPTAyn1cZmLX67HsLf0OM30anMyGb2Mtd9osr/TL1FrQ1oa3QNEAeQQsvFqy8d+NcXiuwQ703vqdEz7bqHVWs/sPSU+ZdNwOs/Wb6q9c6s1pPUc2vHw6GA6urw/S+1Bkw39beLP8Arip19A6s76udcspx84vyKceoYj+nV4W99d9NjX04+Hda+99VXq77Psv/AF1en9KHR8Pd0Tpmyv8AZzWepjMk+mLd1le8un3W++z6W/8APWgkpzRRi9C6Lb+zsMBuPU6xmLj162WBujW1VDc+21zWrzqnoH136bhdP62/Goufi5R6hZVQ253UHnKLG5dV1Oz0/wCb9ltbPfUvV1Ud1TBbkX4os35GLULr6a2use1jp2fo6mve579vsqZ+lf8AuJKfLc3Gbn5X1mxKOi3dQz8vN24ecyoEUOkO/TWv224Xt9//AAn83ai9Vx2/84frFi5PSLet5b8PEopupr9U03uxmNFzv8JSyx7d/wBoZ/ov+EXpfTendOxTfmYVLqndReMjIL/UDnPcPpPqyPfQ7b/gtlX9RUTk/V3p3X8osbYesZtTLcoU133k1VA1UvsZQy+mjjY3+b9RJT511j6rdfryaK86nJvrt6fjY3qY2FVnljmMFdtPqX20/Y3Vv/7U1We9XPrV03rV7b+mP6PblW04WM3G6jTiVPstfWxhynZea45D6Xt2vrrxsS2y2z/SL1Gm1t1TLmBwbYA5oe11boP79VrWW1u/kWMT2PbWx1jzDWAucfADUpKfO8jotuW/r7c7BzrMXJw+m+mcav8ASufVWHO9FmSaa7nUWN/T0fzn/XFqf4v2dRrsz23dO+x4XsNF9uFVgZFjvduZfjYv6KxtM+y1dT03qWF1TCqz8Cz1sW8E12bXNkAljvZa1j/pN/dVlJSlU6k/ObjOGDX6l7tAZaA3+X73NVtJEGjdX5okLBFkX1G7xJ+r3W3EudRJJkkvZJP+em/5udZ/7j/9Nn/k126Sm+8z7BqfcMX70/tj/wB68R/zc6z/ANx/+mz/AMml/wA3Os/9x/8Aps/8mu3SS+8z7BX+j8X70/tj/wB64/QKurYrDi5tJFI1qs3MO3+Qdr3O2rYSSUUpcRugL7NnHDgiIgkgbcSkkkk1epY/1uzbMD6t9QzKhNlNW5o3WM1lv+ExrKL2f9aurWwqfV+l4/V+m5HTclz2U5Tdj3VkB4Ez7C9r2/8AQSU8h0/I+sWd9eqqbb2Dp9GFTk/Z23ZDRsePa/02WenkZXr/AM59r9ar0P8AhVc6/wDWT6y4/wBYL+kdFoxLG0YH25z8r1ARteWPH6J437o2Vs2s/Sf4XYtzE6Bh4nVD1St9hvdi14Za4tLPTqO5joDGu9X+2mt+r2Fb1e/q7n2jIyMM4D2At2Cou9Xe1uzf627+Xs/4NJTztP1z691ZvS8TomLit6hnYbs7Idluf6LGNecbbWKf0rvUuY7b+4qP/Or6z9V6r9XvsXoYjcizJpysZ5eWuvxg4ZfqPr+ljtocyzC2/wDan+f/AJutb1n1A6Q7DwcanIzMW3p1bqaM3HtFeR6byXvqssZXscz3/wCiRX/Ufo/odMpxrMjDPSHvfj249m2xxtj7R69jmv8AU+0bf0v/AG3/ADaSlvrn17q3RcXHs6bj12etYW35N7LbKaWgTvurwmvyP0n77VTs+tPVLOgYmXh5PSH52RY6sv35D6XlupZjY1VP219/79Tv5r/hPUW71nozerUsqOZmYDqzItwb3UPM8tft3V2N/r1rId/i86J9mxaar8yi7Ettvbm1Xbch9l4a3Jfdfs/wza69/ptrSU8+362fWvq7vq/difZsU5WTdTfUfVDLLad2/wBQfzrMb0T7Kt2/1/51WLfrf1vDws63Cxq37OsZWLZk3/ar6aaqhXssurrflZFfqbvo43pYtX+DxltN+oHSK8TFxaMjLoGDkvysa2u0NsYbf5yn1PT91P8AW/Tf8MjP+pmH9nyKcfPz8M5WXbnWW41/ov8AUu2+rV+jZ6b6P0fs9Wu2xn+lSU8z1zrf1k6ngdCPT8zCnOyjRc/DuyWVvtH83W+2r7PmUY+z+fq3ev8AzafJ+vGV0XG6g3bV646rZhU25FmTdUxlbGOffdvty8n/AK1iel/xS6XG+pPSMWnCqqfeTg5Zz/Ve8Ofbe4bX2ZT3M9+9v+j9JNkfUjpN9eS025NduTmO6g3IrsDLab3DYTi2sZ7Gbf3/AFElOHi/4xM/O6RjfYace3q+Tnfs9jj6gxSYFn2ra/08r0Xsd/NO/Sq/9Ss3rOR1n6w09Xsm7HuoaKa3vfQyWP3fZBb/ADdVseor+T9Ten5XSaum5OVm3uotGRTn2XuflMtHFlWQ8O9P2/mMr9L/AK4jfV/6r4PQLMu3GvyMizPcx978l4scXMDhv37GP3Wb3Os3pKdlJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJT/AP/V9VSSSSUpJJJJSkkkklKSSSSUxexljHMeA5jhDgeCCueP1et+3+mJ+y/S9TvH+j/rro0lHkwwyVxD5T/IIItjXWytja6wGsaIaB2AUkklIlSSSSSnlPrgxtnW/q1W8S1+ZY1w8QaiCq3+LPpWBh4fUsjGq2Wuzrscu3OP6Kl36BkPc5v6Pe73fTXaJJKfHbumYzOndR68w2N6ji/WF9WPa17gGNNlZfsrB9PdZv8Ae/8A4OtH6/8AZf2p1r9o/a/+dP2sf83/AEvV/mZb9l+y+l+g+j/P7/8Arf6X1F62kkp8/wDqzh9Ow/8AGF1ZmXX6fVLaaL8f6ZDnW1er1axpH6Da/Jd+d/6DrP8A8YTemUfWL7bl3MzMgVMFHTMlmbWQW6t/Z2ZgbKN9r/3/AGesvUEklPkf16zsLNyLmX4NuH1XFw8e7Gfa7Jtt9zWZFzaG12NxaG4bd/2jJv8A8Ky3/ComTj9Jp6t1221pGbl9FOThvJsdvfZjWOzrg+XVO3/y/wDrS9YSSU+Odbb0yhnSc3LuZmZA6bhijpmSzNrILaqy39nZmBso32v/AH/Z6y1srpeBf9YurZ1uI+jJHQvtgrse8vrvsqfRb6m53vsbV+hfv/6tempJKfEurtynVdHbmWU04Z6Xjjp9mV9r2NtI99mL+y22frrHf6dmzYtnrfpDqWKPrg++2v8AZLP2dbSLw12ZH6R7GsbVc3Lf9L9aqr/4f8xeqJJKea/xcf8AiK6Z/Us/8+2rpUkklKSSULLa6ml9r2saOXOIA+8pKZpLLv8ArJ0mnQWm0+FbSf8ApO2sVN/1vxR/N49jh/KIb+TenjFM/olilzOGO8x9PV/0XoElzo+uFU64ro/rj/yKPV9bOnu0sZZWfGAR/wBF27/oonDkH6K0c1gP6Y+ujtpKpjdU6flGKL2OceGk7Xf5j9rlbTCCNxTNGQkLiQR4KSSSQSpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklP8A/9b1VJJJJSkkkklKSSSSUpJJM5zWtLnENaNSToAkpdJZWT9Z+h4xLXZTXuHasF//AEmSz/pKp/z36N4Xf5g/8mnDHM/olNHs9AksfH+tnQ7yG+v6Tj2saW/9P+b/AOmtWq2q5gsqe2xh4c0hwP8AaagYkbghFFmkkkgpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSjZZXUw2WODGNEuc4wAEPKyqMSh197trG/eT+63+UuL6r1jI6jZ7vZQ0+yocf1nfvPUmPEZnsO7Bn5iOId5HaP8XV6j9a9TX09vl6zx/1DP/JrAyMnIyX+pfY6x3i4z937qEpMrfY8MraXvdo1rRJPwAVuOOMBoPq5eTNkyn1G/wCqPl+xikpCuw2ekGn1J27IO7dMbdv7yZzXNcWuBa5pgg6EEdinsdLJJKbKrbA51bHPDBueWgkNH7zo+ikpgtHB691DDIaLPVqH+Ds1H9l30mrOSQMQRRFpjOUDcSYnwe56Z1rD6gNrD6d/ep3P9g/nrQXm7XOa4OaS1wMgjQgrquhfWD7SW4mYYv4rs/f/AJLv+EVXLg4fVHbs6PL85xkQyaS6S6Sd5JJJQN1SSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSn//X9VSSSSUpJJJJSkkllfWDrTOk4e8AOyLZbQw8SPpPd/IYiASaHVS3XPrDi9Jr2aW5Th7KQeP5dn7rVwvUutdR6m+cq07JltTdGD+x/wCTVS662+191zi+ywlz3HkkqCtwxRj4nuyCICkkklIuUrOD1HN6fb6uJa6t35wGrT/XYfa5VkkiL3Q9/wBB+tVHUSMfKDaMs/Rj6D/6m76L/wCQt9eRAkGRoQu9+qvXz1Gn7Jkmculs7j+ewab/AOu389VsuKvVHbqFko9Q9AkkkoFqkkkklKSQ6b6cipt1LxZW8S17TIIRElKSSSSUpJJJJSkznNa0ucYaBJJ4ACdYX1p6gacZuJWYffq+OzB/5NydCJlIRHVZlyDHAzPRxOtdVf1HJO0kY9ZIqb/6Md/Kcs5JJX4gRAA6OJOZnIykbJdboLRGZbWN2VVSXY4iSD+c5jf3lo4r8m5mBdntjK+1FrHOaGvNex0z/wBcXNV2WVPFlTix7eHNJBH9oK36XWrnMyNmTY4Ca7YsJg/nMeo5wsk2BfdnxZaiAIyPD0Hyn1cXEf6zqZGFjuvpyBQ/GsOeKXe53vaTu9Zs7XM/60m+w9Mqa/JzCCyzKtrc55tLmtaXANZ6W/dbpv3XLP6ddl5GdS5wszHUfpK63WbY2w76Vm72+1RyrupYmQ8ue/GdkH1iyt5Ah53T+jchwm+Hi6d13uQrj4LF9Y+m+/6MG5fg4WPiU2Mxn5Ysa605Ac5oDWnc1jmj2fQ9j/z1oZFVGTn9QrDTS9tLA61r3gO3NZBewOazbW38xcycnJNZqNrzU4yWFx2kzunb9H6Sk7NzHNLXX2OaW7SC9xG39zn6KJxy/e7rRngNODTTSo/oxlH/ALp28vpeE0XtbjPp+zWUtZaXOItD3Bj/AKXt7/4NC6lg9PZVnNx6DU/CdVD97nbhZ+aWv+jtWUcnMvLKnXWWQ4em1zyQHcN27j7U+Uc2m66jJe8WOI9Zpfu3Eas3w5zX7UhCQIuX4/3VSywINY6B0uo/1+H/ALn/AMLa6QJBkaEJJKVrvZfV/qxzqDTcf1ikDcf3m/v/APk1rrz7AzH4WXXks12H3N8Wn6TV39djLa22MMseA5p8QRIVPPj4ZWNi6vJ5vchUvmh+I6MkkklC2lJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSn//0PVUkkklKSSSSUpeafWLqbupdTtsB/Q1n06R22tP0v8Arjveu+6zknF6VlXtMOZU7af5RG1n/SK8uVjl47y+i+A6pK8bIuY+yqp9jKhNrmtJDR+89zfofRTWU21bfVY5nqND2bgRuafovbP0mOW59XMz7F03qWSRuax2MLG+LHPey1v9qtzlo5eHjjqtOOGsyX0dL/U2WQ4PsY6wVew+232bn7FIclSIrZN6vJNptfW+1rHOrrj1HgEtbu0Zvd+buSsptq2+qxzN7Q9m4ES0/Re2fpMcusy2CvpXUaqKa2XnGxbMqmutp22OL/tPsDXen6dTWWf8B/PM9NCOHQMUvxcaq3OHT8V9VXpteSXl32q70HAttt27PfsS9zw60q3lUl1mJjYbcKuy3BOQ99uQzOpxqW3OY7c5tdTLPV9TEbW3+b9JVfq9i124TX149WTectjMkWNa8sxi2S/a/wDm/dv/AEiPuCia2VbiuwclmIzMc1raLJFbi9gc7adj9lW71X7XfyE/T823AzKsur6VTpjxHD2f2mrY+sFrG9LwaccVnHL8ltZDGE7K7ttOy3bv9zB73td+n/wvqLnkYniBvxCRq+tUXMvprvrMstaHtPk4bgiLF+qGQb+h1AmTS51R+R3t/wCg9bSpSFSI7FiO6kkkkFPmnRevZfSbZrPqY7j+koJ0P8pv7j16B03qmH1PHF+K/cPz2HRzT+69q8sVjBz8rp+QMjFeWPHPgR+69v5zVbyYhLUaSZDG31ZJZHQ/rFi9WZsMVZbR76Sef5dX7zVrqqYkGjoxkUpJJJBSlwvXMo5XU7nzLWO9Nnwb7f8Aqvcu3us9Kl9n7jS77hK85JJJJ1J5VjlhrI/Ro/EJ+mEe5MvsUkkiNoveWBlbnGyfTAaTuj6Wz95WnOAJ2Rraxb7x9XMlwscHMtY1p3GQPZ7W/wAlY9ldlbyyxpY9vLXCCPiCopso8VeYK+EzAnxBj2+Z6kV4h6hVh/ZaNn2b1i7YNxdtLf6u1P1GltlFr76avs7MMFmQY3i4fzVYfO/+wuVUmV2P3bGl2wbnQCYaPznfyUz2tQeLZm+82CODf+VfK9FdgUkW5VdNf2Z2ATW4BoHq6O3Bv0vU2/npZdOKfXxhj1Na3B+0CxrQH7xEe8Lm1J1djWte5pDHzscQQDGjtp/OS9s6epHvjWob7/y4XpDhVVdP3OrqLmfZ3V3V17R7nsD9t5e993t+ksnr/wDyvk/1h/1LVnpJ0YEGyb3WZMwnHhEeHbr+7xf9+pJO0AkAkNBPJ4H3KeRRZj3vos+nW4tMcadx/JcnsVGrRrsfqvlG7pvpuMuocWf2T7mflXHLoPqfbGRkU9nMa/8AzTt/9GKLOLxnw1bHJS4cwH71xepSSSVJ11JJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSn//0fVUkkklKSSSSU5P1pn9gZceDf8Aq2Lzdep9VxjldNyccausqcG/1oln/SXlis8ufSR4r4bKVj7Dl/Y/t3pn7Lv9P1NI3c8fS/t/QVddSMjpf2X9i/aWx9l27tPR+0z9q9T7X6n+k9n8z/6TUspEVQ/3lxLyyS7DJyBT05jb76241nSWNZjlw3uvc0NqsbV/OO/4xG6vlUVZGZX1C+uzHdfimjHkOc0NcyzLLqWjezfVv+l/OJvuHsji8HiVZw8G3M9f0i0fZqXXv3EiWs27g2A73+5dNkZtN+fTVZcyukZD3154yKLHMY6uyKqqvTa7Gqd7P51v6Kz+wh5OZiG+53rsLndHNTibW2ON27+adcz23X/9Wlxnsq3lEkklIue7+oo/yRb55Dv+oqXRrG+qWMcfodG7R1xdafg4+z/oNatlUshucvNiO5UkkkmIfIUklq9E+r+X1ayW/osZp/SXEaf1a/33q+SALOjK1ul4WfmZbK8EO9ZpDvUBgMj89z/zF6bisvrx62ZFguua0B9gG3cfHahdP6bidOxxj4rNreXOOrnH957vzlaVTLk4ztoGORtSSSSjQ1+oT9hyY59J8f5pXny9GsYLK3Vnh4LT8xC86c0tcWu0LTBHmFZ5Y6SHk53xAawPgVluCxjLa2eo2o29Oayl5O0B59zvf+Zuc21YakXvc1rXOJaydrSdBOp2qeUbakJ8N6buz09uKysNyn49jm2xe57mPPpek3Y2lz/pbH+z9B/57UhfgMx2AMxi9rMXUtYXEuH61un6X0f0n+jWEkmnHZ3XjPQoRHV3sd/Ta32tLcdzHZOQBvDT+jDN1Gxx/wAH6jfYgPdhPa55FIe7BkhoY0et6n5rG+1t3p/urISR9vrZQc9iuEO+ThHKqdtx2ssrc11QOORSZYPV9X+ayP5DLf0n00NowQAGux33CrIDXuFbWus9X9C57Hfom7qv5ptnsWIkh7fin3/6o/lX/evRNs6U29rQMY1vyNthIYQGejXu2F30KvX37XNQqz09tWIwVUuYfQN1rrKtzXb2/aN9Tm/aH7vz/f6XprCSS9vxKvvH9Udfx6Ou1+Nbj5siilwc91VgFR3ADa2iul36Vu78y+n89Vut/wDKVviG1g/EVs3Kk0lpDhEgzqJH3FSttsusdba7dY8lznHuSiI0bWyycUOGtbB/6X/fMFt/VKf2lZ4ei6f86tYi6H6n1Tdk3futawf2ju/74hmP6uS7lReaHm9QkkkqLsqSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklP/0vVUkkklKSSSSUpecfWfpZ6d1N+0foMibaj21Pvr/wCtuXo6z+t9Ip6thmh/ttb7qbP3Xf8AkHfnqTFPhlrsd0xNF8xSRcrFvxL34+QwstrMOafyj+ShK4yJsjKyMn0/Xdv9GttNegEMZ9BvtASy8rIzMh+Tku33WRvdAEwNo9rA1v0WoKSVBSkkkkkqVvpXT7Oo59WIzTefe791g1e7/NVZjHveGMaXPcYa0CSSewC9B+rPQR0vG9W4TmXD9If3W8+k3/v6Zknwx8TstJoOzXWyqttVY2sYA1o8ABDVJJJUmNSSSSSnhfq/9U7czblZ4NWLyyvh1g/75Wu3qqqprbVU0V1sENY0QAFNJPnMzOv2JJtSSSSYhSSSSSlLh+v4pxuqXCIbafVZ8HfS/wCnuXcLF+s/Tzk4gyaxNuPJIHdh+l/mfTUuCfDPXY6NbnMfHiNbw9X/AHzyCSSdrXPcGMBc5xAa0CSSeAArrkp8CivIyRVZO3a9xhwZ9Bj7APUsDmM+h9NyuHodt2ZfRiH20bJ9SSZe3dt3Vs/rfpP5tUK25NRsexjm+kCy07foh4NLm2SPZu3OYiV5uYA7bD2hjA8OrY8bWfo6i8PY5vs37N6YRK7iRtTJAwAAnEnW9P3a/wC+TUdJvsNT5Y6qz0iCHET6r/R9MP2P/SMdu9T2+xMzpOQ/EGaHMZQ4gAvLtAX+jue7Z6ftegsz8tldVTbIZQ8W1NgGHjUO4SZdl31tw62+qNdjBW1zxr6jvTftNzf3va5Kpdxv/wA1QOPbhkTX/P8A+9T29FzKq3WPLQ1rbHO509J3p/u/4R38yoW9MuqzG4bntNjxO5oscO5/Nr3v+j/gmWMSys7qTvUoynuBftFlb2hp9vuZ7do2/wDf1A9QyzezI3gWVN2MhjQ0N9w2emG+n+e/8xIcfUj+WyZHFegluN/+ens6NkVCzfZUHV7vYS4OdsrZkv2NLP8ARWfnod2AKcL7Q+xrrC6qK2mS1tjLLf0oLfpOaxmz3JrcrqD7/Ts3etLmensAdNjG4z2emG/nVMZWoXZuXbQ3GtdNdcQ3a0EbAWMlwbv9jXfnJDi01HionF6qjIbiN/ta6SSSexKXZ/VnFNHTGvcIdeTZ8vos/wCiNy5bpmC/OzK8ds7SZsI7NH0iu9Y1rGhjRDWgBoHYBV+ZnoI/Ut7kMepyHp6R59WSSSSquipJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSU//0/VUkkklKSSSSUpJJJJTndY6Jh9Wp2XDZa3+buaPc3/ybP5C4jqn1a6n00lzmetR2urBIj+W36Va9ISUkMso6bjskSIfIUl6jk9G6VlEuvxa3uPLtsOPxeza5VP+aX1f/wC4n/gln/pRTDmI9QV3GHzlX+m9D6l1JwGNUfT73P8Aawf2/wA7+wu/x+gdGxiDViVyOC4bz99u9XwABA0A4CbLmP3R9qjPs4/Q/q1idKHquPr5R5tIgN/k1N/N/rLZSSUEpGRsm1hNqSSSQUpJJJJSkkkklKSSSSUpJJJJSkxAIg6hOkkp4vr3SHYF/q1Cca0+0/un/Rn/AL4qODYyrNx7bDtZXaxzjzADg53C76+irIqdTc0PreIc0rjur9Dv6e42VzZinh/dv8mz/wAkreLKJDhlvt5uZzPLHHL3IC43dfu/+gssjqOPZh2VteTbkVNddIibQ7Hbt4/cput/c/SqyczojHAS21ha5tm2vYXfpMeyve2unHZ7fTtfs/8ABFgJKT2x3LB94lqaibAGrqXX9P8A2a6pgrfk7nTYGljifU3NfWBR9F1P5nr1f8Wldfgu6g19T2V1OosY4sYWsa99dte321Mte3c9nvdVvWWklwDuev8Azke8dNBpw/8AMdenL6eMmsXubcynGFTbHtO02B2/QOqtdsbW70m7sdAfdiHGyBUaa7HXWODTWXk1kD02UWuq/R7fd/oVnpI8A7lRzEiqH8vF2KsjpQddv9MMOWLK/wBHJNO9m5mtX6On0vzWP3/4P00D1sH9k+nNf2jbG30z6m/1d2/1427Ps/t2LOSQ4B3O4P2KOY9o7GP+M3up5OLf/MMrZtutDfTZsmr9H6DnaN/4RUmtc9wYwFznGABySVKqqy6xtdTS97tGtaJJXW9E6C3BAyMiH5JGg5DJ/d/l/wApCU444/kF+PFPPO6ofpS6BN0PpI6fjTZrkWwbD4eFY/qrTSSVKUjIknq60IRhERjoApJJJBcpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSU//9T1VJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkxAcCHCQdCDwnSSU4PUfqtRcTZhOFLzqa3fQP9X85i53L6bm4ZIyKXMH7/AC0/22+1egJiARB1B5CmhnlHQ+oNXLyWOesfQfD5f8V83SXd39F6XfrZjsBPdnsP/ge1VH/VTpbj7Taz+q4f9/a5SjmYdQQ1ZchlGxifwePSXW/80em/6S7/ADm/+k0er6tdJr1NbrCP33H/AL7tRPMQ8UDkcx/dH1eMa1z3BrAXOPAGpK1sH6tZ+TDrh9mq8X/S+Vf/AJNdZRiYuOIoqZV47WgH5oyjlzJPyivNnx8hEazlxeA0DT6f0vD6eyKGe8iHWO1cfmriSSgJJNk23YxERURQHQKSSSQSpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJT//1fVUkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJT//1vVUkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJT//1/VUl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp//Z)
IS THERE A COST FOR FILING AN OBJECTION?
There is no cost to file a Notice of Objection.
DO I HAVE TO FILE THE NOTICE OF OBJECTION WITHIN A SPECIFIED TIME FRAME?
Under the Income Tax Ordinance, 1966 – 17 taxation statutes, a Notice of Objection must be filed within 30 days from the day the Notice of Assessment, Notice of Reassessment or Statement of Disallowance was issued.
DO I HAVE TO PAY THE AMOUNT ASSESSED THAT IS IN DISPUTE WHILE THE OBJECTION IS UNDER REVIEW?
Yes, payment is required even if you have filed, or intend to file, a Notice of Objection. There are no provisions in the Income Tax Ordinance, 1966 – 17, tax statutes that allow for the suspension of payment of an amount that has been assessed, but is in dispute, pending the outcome of the Notice of Objection or Notice of Appeal process. Even though a taxpayer has lodged an objection against an assessment, or has noted an appeal against the disallowance of an objection to an assessment, they must pay the tax reflected as due. Payment of an assessment is not suspended by an appeal. Additional interest will be assessed on the principal liability if full payment is not received when the assessed amount is due.
Taxpayers who successfully object or appeal will be paid interest on any amounts paid on an assessment, from the dates the payments were made. However, the amount refunded, including interest, will first go to reducing other tax liabilities owed to IRD before any refund is made.